<?xml version='1.0' encoding='UTF-8'?><?xml-stylesheet href="http://www.blogger.com/styles/atom.css" type="text/css"?><feed xmlns='http://www.w3.org/2005/Atom' xmlns:openSearch='http://a9.com/-/spec/opensearchrss/1.0/' xmlns:blogger='http://schemas.google.com/blogger/2008' xmlns:georss='http://www.georss.org/georss' xmlns:gd="http://schemas.google.com/g/2005" xmlns:thr='http://purl.org/syndication/thread/1.0'><id>tag:blogger.com,1999:blog-2400347816800961802</id><updated>2024-12-19T03:28:30.597+00:00</updated><category term="JUSTICE QUAND TU NOUS TIENS"/><category term="Procès Verbal CA CHU-GT"/><category term="SANTE"/><category term="résistance"/><title type='text'>BIENVENUE AU VESTIBULE DU KAPOLON</title><subtitle type='html'></subtitle><link rel='http://schemas.google.com/g/2005#feed' type='application/atom+xml' href='http://espacekapolon.blogspot.com/feeds/posts/default'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/2400347816800961802/posts/default?redirect=false'/><link rel='alternate' type='text/html' href='http://espacekapolon.blogspot.com/'/><link rel='hub' href='http://pubsubhubbub.appspot.com/'/><link rel='next' type='application/atom+xml' href='http://www.blogger.com/feeds/2400347816800961802/posts/default?start-index=26&amp;max-results=25&amp;redirect=false'/><author><name>Guédioul</name><uri>http://www.blogger.com/profile/11791419661758815504</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><generator version='7.00' uri='http://www.blogger.com'>Blogger</generator><openSearch:totalResults>1005</openSearch:totalResults><openSearch:startIndex>1</openSearch:startIndex><openSearch:itemsPerPage>25</openSearch:itemsPerPage><entry><id>tag:blogger.com,1999:blog-2400347816800961802.post-4450762870322501990</id><published>2023-10-24T16:41:00.002+00:00</published><updated>2023-10-24T16:41:13.838+00:00</updated><title type='text'>LA LECON D&#39;HISTOIRE DU BURKINA FASO AU PRESIDENT FRANCAIS EMMANUEL MACRON</title><content type='html'>&quot;Secundo, l’Afrique n’aime pas comparer les morts ! C’est un manque d’éducation que de le faire ! Par conséquent, je m’incline respectueusement sur la mémoire de toutes les nationalités ayant perdu la vie en Afrique en générale et au Sahel en particulier. Ainsi, sur les sorties hasardeuse, condescendante et malheureuse du Président de la République Française Emmanuel Macron et qui frisent souvent le ridicule tout se glorifiant d’une hypothétique condescendance sur les peuples africains, je m’impose le devoir de lui faire un petit cours d’histoire sur sa propre histoire.
Voilà pourquoi, les salles de classes sont faites pour que les enfants apprennent les cours et grandissent bien, que de s’adonner à autre chose au risque de se perdre à jamais. Mais pour commencer, je précise qu’aucun peuple africain ne s’est opposé au peuple français : il n’y a pas donc de sentiment antifrançais en Afrique et il y en aura jamais du fait de notre légendaire hospitalité et amour du prochain. Il y a que les peuples africains refusent la condescendance, l’arrogance, l’insolence, la suffisance, le paternalisme, le pillage de ses ressources et le crime organisé.
En effet, pour votre mémoire, Monsieur Emmanuel MACRON :
D’abord, je rappelle l’appel à travers la BBC en Angleterre le 14 juin 1940 lancé par votre propre grand-père le Général De Gaule à l’endroit de l’Afrique pour venir sauver la France des griffes des Nazis. Comme rappel nous avons :
✓ « 17 000 Maliens morts pendant les deux guerres mondiales. Une dette de sang que la France semble avoir occulté », Cf livre de Bakari KAMIAN, Professeur agrégé de l’Université-Sorbonne : « Des tranchées de verdum à l’église Saint-Bernard : 80 000 combattants maliens au secours de la France (1914-1918) et 1939-1945 ». (Editions KARTHALA./ 2001. Extraits : 343- 345) ;
✓ « …Les morts pour la France (Page 343) Tableau 20 : les vétérans en AOF, 1952 et 1959 ;
✓ Page 344, Tableau 21 : Les vétérans soudanais des deux guerres :
- Total des victimes du Mali, du Burkina Faso et du Niger : 82 208 Combattants tombés ;
- Total Général AOF : 154 519 combattants. Cf. Source : Henri LIGER, Rapport de fin de mission en AOF, Dakar, le 13 juillet 1950, Archive du Sénégal, cote 4 D 68 (89) - voir Annexe V.
Ensuite, le 17 novembre 1986, François Mitterrand, président Français d’alors, en réponse au Capitaine Thomas SANKARA disait : « l’Afrique a été pillée. J’ai parlé de matières premières. J’aurais dû parler des hommes ! Pendant des siècles, on vous a exploité humainement : on a volé vos hommes, vos femmes, vos enfants. On s’est servi de vous. Je comprends votre refus, votre révolte, et j’approuve votre combat. Vous avez raison de refuser d’être un Continent sacrifié. Le moment est venu où vous devez vous-mêmes développer vos économies à partir de ses biens et de ses hommes. Et le devoir de ces pays qui ont profité abusivement du travail africain, c’est de restituer à l’Afrique une part de ce qui a été pris au travers des siècles derniers ». Effectivement, l’Afrique a toujours été vachement pillée mais elle reste riche en Hommes, en valeur et en richesses minières. Pour preuves :
Parlant de ces Ressources minières, l’Afrique c’est :
- 30 % des réserves minérales mondiales ;
- 40 % des réserves d’Or ;
- 33 % des réserves de diamants ;
- 80 % des réserves de coltan (téléphones) ;
- 60 % des réserves de Cobalt (batteries) ;
- 55 % des réserves en Uranium etc.
C’est pour la défense ferme de cette Afrique que la jeunesse africaine est plus que jamais débout.
Monsieur MACRON, avez-vous encore besoin d’un peu d’histoire pour vous remémorer ?
Enfin, bien avant cette sortie regrettable et donc malheureuse du Président français Emmanuel Macron, il s’était attaqué comme tant d’autres de ses compatriotes politiciens à la maternité africaine et là aussi, je tiens à lui rappeler
Bazié Bassolma ministre d&#39;état du Burkina Faso</content><link rel='replies' type='application/atom+xml' href='http://espacekapolon.blogspot.com/feeds/4450762870322501990/comments/default' title='Publier les commentaires'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment/fullpage/post/2400347816800961802/4450762870322501990' title='0 commentaires'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/2400347816800961802/posts/default/4450762870322501990'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/2400347816800961802/posts/default/4450762870322501990'/><link rel='alternate' type='text/html' href='http://espacekapolon.blogspot.com/2023/10/la-lecon-dhistoire-du-burkina-faso-au.html' title='LA LECON D&#39;HISTOIRE DU BURKINA FASO AU PRESIDENT FRANCAIS EMMANUEL MACRON'/><author><name>Guédioul</name><uri>http://www.blogger.com/profile/11791419661758815504</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-2400347816800961802.post-842622432145241395</id><published>2023-10-24T16:39:00.005+00:00</published><updated>2023-10-24T16:44:13.628+00:00</updated><title type='text'>LES GRANDES DATES HISTORIQUES DU MALI 🇲🇱 De l&#39;Antiquité à l&#39;indépendance.</title><content type='html'> - -3 000 avant J.C : Guerre entre les Wankaras venus de l&#39;Est de l&#39;Afrique, (ancêtres des Mandingues des Soninkés et des Songhaïs) et les Korogbas (Pygmées), création du Wankaradougou
- -760 avant J.C ~ : Dislocation du Wankaradougou, création de l&#39;état du Woudouma Proto-Mandingue.
- -300 avant J.C : Création du royaume du Wagadu.
- -250 avant J.C: Création de Djenné-Djeno 
- 300: Empire du Ghana
- VIIIe siècle : Kaya Magan Cissé (« le maître de l’or ») renversa la précédente dynastie en place depuis le IVème siècle.
- 990 : Le Kaya Maghan s&#39;empare du centre Berbère d&#39;Aoudaghost.
- An 1000 : Dia Kossoï se convertit à l&#39;islam et Gao devient la capitale des Dia
- 1054 Yaya Ibn Omar, chef des Almoravides, s&#39;empare d&#39;Aoudaghost
- 1076 : les Almoravides venus du Maroc, 🇲🇦 s&#39;emparent de la capitale, ce qui entraîne l’effondrement de l’Empire du Ghana. 
- XIIe siècle et XIIIe siècle : Le Royaume du Sosso se développe jusqu’au règne de Soumaoro </content><link rel='replies' type='application/atom+xml' href='http://espacekapolon.blogspot.com/feeds/842622432145241395/comments/default' title='Publier les commentaires'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment/fullpage/post/2400347816800961802/842622432145241395' title='0 commentaires'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/2400347816800961802/posts/default/842622432145241395'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/2400347816800961802/posts/default/842622432145241395'/><link rel='alternate' type='text/html' href='http://espacekapolon.blogspot.com/2023/10/es-grandes-dates-historiques-du-mali-de.html' title='LES GRANDES DATES HISTORIQUES DU MALI 🇲🇱 De l&#39;Antiquité à l&#39;indépendance.'/><author><name>Guédioul</name><uri>http://www.blogger.com/profile/11791419661758815504</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-2400347816800961802.post-7356411250136453831</id><published>2023-10-24T16:36:00.002+00:00</published><updated>2023-10-24T16:36:13.160+00:00</updated><title type='text'>Les noms de famille Maliens les plus courants au Mali (nombre de personnes portant ce nom au Mali)</title><content type='html'>

*1 Traore (1388336)
2 Coulibaly (1206406)
3 Diarra (864634)
4 Dembele (614505)
5 Diallo (536748)
6 Kone (491669)
7 Keita (444394)
8 Sidibe (390468)
9 Toure (372772)
10 Doumbia (347197)
11 Diakite (328274)
12 Cisse (310966)
13 Maiga (309997)
14 Konate (277771)
15 Samake (272539)
16 Sangare (265629)
17 Sissoko (263692)
18 Sanogo (260785)
19 Camara (218031)
20 Guindo (168496)
21 Fofana (139305)
22 Sacko (123870)
23 Bagayoko (121222)
24 Sylla (119026)
25 Diawara (117670)
26 Keïta (115388)
27 Berthe (114570)
28 Togo (113020)
29 Diabate (108047)
30 Kante (104043)
31 Tangara (100426)
32 Dao (97843)
33 Togola (97391)
34 Dicko (94743)
35 Goïta (92284)
36 Haidara (88220)
37 Ouattara (86412)
38 Ballo (81697)
39 Sow (81439)
40 Bah (78081)
41 Kane (76660)
42 Tounkara (76337)
43 Mariko (73754)
44 Doucoure (72979)
45 Malle (68651)
46 Daou (64777)
47 Sogoba (63115)
48 Fomba (62581)
49 Bouare (58060)
50 Fane (57802)
51 Kouyate (57350)
52 Diaby (55606)
53 Maïga (55306)
54 Drame (54637)
55 Sagara (50697)
56 Kamissoko (50310)
57 Djire (50116)
58 Câmara (49756)
59 N&#39;diaye (47046)
60 Konare (46177)
61 Barry (44239)
62 Bengaly (41625)
63 Koita (41010)
64 Bamba (40816)
65 Niare (39718)
66 Dolo (39589)
67 Sogodogo (36914)
68 Kanoute (36425)
69 Bocoum (36204)
70 Soumare (35973)
71 Bathily (35779)
72 Thera (35365)
73 Kamate (35236)
74 Ba (35133)
75 Ouologuem (33106)
76 Yattara (31235)
77 Sy (30871)
78 Kouma (30612)
79 Kodio (30267)
80 Traoré (30138)
81 Simpara (29750)
82 Tamboura (29514)
83 Dabo (28804)
84 Bagayogo (28610)
85 Kassogue (28589)
86 Dakouo (27492)
87 Goita (27363)
88 Haïdara (26459)
89 Douyon (26350)
90 Poudiougo (26072)
91 Sanou (25639)
92 Diop (25510)
93 Thiam (24800)
94 Diamoutene (24588)
95 Ongoiba (23491)
96 Dia (23314)
97 Tall (23121)
98 Mohamed (23056)
99 Magassa (22862)
100 Yalcouye (22264)
101 Diane (22152)
102 Siby (20860)
103 Cissouma (20845)
104 Tembely (20716)
105 Tolo (19439)
106 Macalou (19439)
107 Konta (19052)
108 Mounkoro (18844)
109 Djiguiba (18134)
110 Koumare (17747)
111 Marico (17437)
112 Coumare (17166)
113 Tessougue (17102)
114 Dara (16921)
115 Kassambara (16908)
116 Konte (16856)
117 Cissoko (16856)
118 Kebe (16598)
119 Thiero (16198)
120 Niambele (16134)
121 Saye (16017)
122 Dougnon (15746)
123 Ibrahim (15629)
124 Karembe (15553)
125 Arama (15242)
126 Abdoulaye (15177)
127 Koïta (15101)
128 Sinayoko (15048)
129 Nimaga (14660)
130 Niang (14531)
131 Bore (13885)
132 Magassouba (13885)
133 Touré (13875)
134 Wague (13821)
135 Ly (13692)
136 Ouedraogo (13369)
137 Sall (12917)
138 Koné (12713)
139 Ndiaye (12594)
140 Doumbo (12520)
141 Tapily (12455)
142 Niangaly (12455)
143 Teme (12391)
144 Soumaoro (11883)
145 Niakate (11754)
146 Traor (11745)
147 Moussa (11689)
148 Kansaye (11358)
149 Baby (11302)
150 Diassana (11229)
151 Sidibé (11229)
152 Soumano (11164)
153 Boire (10979)
154 Diakité (10971)
155 Gakou (10914)
156 Mahamane (10842)
157 Danioko (10785)
158 Dembélé (10713)
159 Nantoume (10648)
160 Cissé (10519)
161 Baradji (10519)
162 Alassane (10462)
163 Samassekou (10455)
164 Dissa (10455)
165 Sountoura (10455)
166 Dansoko (10075)
167 Tandia (10075)
168 Soukouna (10075)
169 Sogore (10067)
170 Kaba (9946)
171 Gassama (9558)
172 Senou (9422)
173 Telly (9365)
174 Kanta (9171)
175 Goro (9171)
176 Yattassaye (9099)
177 Makadji (9035)
178 Niangadou (8841)
179 Samassa (8654)
180 Ouedrago (8583)
181 Dagnoko (8519)
182 Fadiga (8396)
183 Tambadou (8396)
184 Guirou (8389)
185 Sawadogo (8331)
186 Oumar (8267)
187 Tigana (8260)
188 Sangho (8196)
189 Kontao (8067)
190 Dagnon (8008)
191 Poudiougou (7938)
192 Diagouraga (7815)
193 Ousmane (7815)
194 Perou (7815)
195 Dabou (7809)
196 Sankare (7750)
197 Minta (7750)
198 Djimde (7744)
199 Drabo (7744)
200 Konaté (7551)
201 Souare (7362)
202 Gueye (7233)
203 Dena (7233)
204 Bayoko (7099)
205 Sangaré (7099)
206 Togora (7034)
207 Diall (6970)
208 Zerbo (6910)
209 Tandina (6453)
210 Nomoko (6394)
211 Idrissa (6329)
212 Bolly (6329)
213 Lah (6329)
214 Kampo (6324)
215 Dama (6265)
216 Mangane (6135)
217 Abdou (6135)
218 Arby (6066)
219 Mahamadou (5877)
220 Diao (5812)
221 Boubacar (5748)
222 Djibo (5679)
223 Kounta (5679)
224 Amadou (5619)
225 Sako (5619)
226 Fall (5490)
227 Sarre (5490)
228 Kondo (5490)
229 Kamite (5485)
230 Sarr (5360)
231 Balde (5360)
232 Gana (5296)
233 Kon (5296)
234 Singare (5292)
235 Alhousseini (5292)
236 Kourouma (5231)
237 Soumbounou (5227)
238 Katile (5163)
239 Marega (5102)
240 Samoura (5102)
241 Yossi (5098)
242 Diarrassouba (5037)
243 Samaké (5034)
244 Diarisso (4973)
245 N&#39;daou (4969)
246 Dante (4908)
247 Plea (4776)
248 Dianka (4776)
249 Diakit (4776)
250 Kiabou (4711)
251 Napo (4711)
252 Guisse (4650)
253 Semega (4582)
254 Baba (4521)
255 Djenepo (4517)
256 Toloba (4456)
257 Diaw (4456)
258 Aliou (4392)
259 Mangara (4388)
260 Berthé (4388)
261 Nadio (4388)
262 Barro (4327)
263 Santara (4324)
264 Danfaga (4262)
265 Sissako (4198)
266 Dem (4198)
267 Kanté (4195)
268 Baya (4133)
269 Ciss (4133)
270 Koite (4130)
271 Dioni (4069)
272 Gamby (4069)
273 Kienou (4066)
274 Tirera (4001)
275 Djikine (3940)
276 Daffe (3940)
277 Savane (3940)
278 Timbo (3940)
279 Djigue (3937)
280 Diabaté (3937)
281 Seck (3875)
282 Ahmed (3746)
283 Aya (3681)
284 Deme (3681)
285 Yara (3681)
286 Faye (3617)
287 Kaloga (3617)
288 Degoga (3614)
289 Kantako (3614)
290 Drago (3552)
291 Hamma (3552)
292 Diaoune (3552)
293 Kasse (3552)
294 Gary (3487)
295 Ouane (3485)
296 Tienou (3485)
297 Diabira (3423)
298 Kamara (3423)
299 Sangar (3420)
300 Denou (3420)</content><link rel='replies' type='application/atom+xml' href='http://espacekapolon.blogspot.com/feeds/7356411250136453831/comments/default' title='Publier les commentaires'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment/fullpage/post/2400347816800961802/7356411250136453831' title='0 commentaires'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/2400347816800961802/posts/default/7356411250136453831'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/2400347816800961802/posts/default/7356411250136453831'/><link rel='alternate' type='text/html' href='http://espacekapolon.blogspot.com/2023/10/les-noms-de-famille-maliens-les-plus.html' title='Les noms de famille Maliens les plus courants au Mali (nombre de personnes portant ce nom au Mali)'/><author><name>Guédioul</name><uri>http://www.blogger.com/profile/11791419661758815504</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-2400347816800961802.post-2072777185991164871</id><published>2023-10-24T16:32:00.002+00:00</published><updated>2023-10-24T16:32:27.447+00:00</updated><title type='text'></title><content type='html'> COLLOQUE DU CAIRE DE 1974

Les participants au colloque du Caire sur &quot;le peuplement de l&#39;Egypte ancienne et le déchiffrement de l&#39;écriture méroïtique&quot; qui s&#39;est tenu du 28 janvier au 3 février 1974. Colloque à la suite duquel les arguments des professeurs Diop et Obenga sur une Égypte ancienne purement africaine en sont sortis victorieux. Et le Pr. Jean Vercoutter (France) de conclure donc que « l&#39;Égypte était africaine dans son écriture, dans sa culture et dans sa manière de penser » (voir actes du colloque p. 87). Et le Pr. Serge Sauneron (France) d&#39;ajouter que « l&#39;égyptien ne pouvait être isolé de son contexte africain et le sémitique ne rendait pas compte de sa naissance; il était donc légitime de lui trouver des parents ou des cousins en Afrique » (voir actes du colloque p. 100).

&gt;&gt; PARTICIPANTS
- Pr. Cheikh Anta Diop, Université de Dakar (Sénégal)
- Pr. Théophile Obenga, Université Marien Ngouabi (Congo-Brazzaville)

- Pr. A. Abu Bakr, Université du Caire (Égypte)
- Pr. G. Ghallab, Université du Caire (Égypte)
- Pr. S. Husain, Egyptian Organization of Antiquities (Égypte)
- Pr. Gamal Mokhtar, Direction du Service des Antiquités (Égypte)
- Pr. R. El Naduri, University of Alexandria (Égypte)

- Pr. Abdelgadir M. Abdalla, University of Khartoum (Soudan)

- Mme N. Blanc, Ecole Pratique des Hautes Etudes (France)
- Pr. Jean Dévisse, Université Paris VIII (France)
- Pr. Jean Leclant, Université Paris-Sorbonne (France)
- Pr. Serge Sauneron, Institut français d&#39;archéologie orientale du Caire (France)
- Mme J. Gordon-Jaquet, Institut français d&#39;archéologie orientale du Caire (France)
- Pr. Jean Vercoutter, Institut de papyrologie et d&#39;égyptologie de l&#39;Université de Lille (France)

- Pr. Fernand Debono, Centre de documentation sur l&#39;Égypte ancienne (Malte)

- Pr. Rostislav Holthoer, University of Helsinki (Finlande)

- Pr. Werner Kaiser, German Institute of Archaeology (République Fédérale d&#39;Allemagne)

- Pr. Torgny Säve-Söderbergh, Université d&#39;Uppsala (Suède)

- Pr. Labib Habachi, University of Chicago (États-Unis)

- Pr. Peter L. Shinnie, University of Calgary (Canada)

&gt;&gt; OBSERVATEURS
- Pr. Fawzia Helmy Hussein, National Research Center (Egypte)
- Pr. S. Hable Selassie, Haile Selassie I University (Ethiopie)
- Pr. V. L. Grottanelli, Université de Rome (Italie)
- Pr. L. Kakosy, Université de Budapest V (Hongrie)

&gt;&gt; REPRÉSENTANTS DE L&#39;UNESCO
M. Glélé, Division des études des cultures.
Mme Melcer, Division des études des cultures.

&gt;&gt; JOURNALISTE
- Papa Amet Diop, journal &quot;Le Soleil&quot; (Sénégal). Avec un grand reportage en six parties dans les numéros 1128, 1145, 1146, 1148, 1149, 1151 des mois de janvier et février 1974.

Il est curieux que les Français soient surreprésentés à ce colloque, plus nombreux même que les Égyptiens, comme si l&#39;histoire de l&#39;Egypte est la leur. Il n&#39;est pas étonnant qu&#39;aujourd&#39;hui encore ce soit en France qu&#39;il y a le plus d&#39;idéologues qui véhiculent des fake news sur l&#39;histoire égyptienne.

PHOTO
Lors du colloque du Caire de 1974:
- en haut, Cheikh Anta Diop fait la démonstration de la parenté linguistique entre l&#39;égyptien ancien et le wolof dans la conjugaison du verbe &quot;saisir&quot; dans les deux langues;
- en bas, on a les professeurs Werner Kaiser (Allemagne), Jean Leclant (France), R. El Naduri (Égypte), Théophile Obenga (Congo-Brazzaville), Serge Sauneron (France), Torgny Säve-Söderbergh (Suède), Peter L. Shinnie (Canada), Jean Vercoutter (France).</content><link rel='replies' type='application/atom+xml' href='http://espacekapolon.blogspot.com/feeds/2072777185991164871/comments/default' title='Publier les commentaires'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment/fullpage/post/2400347816800961802/2072777185991164871' title='0 commentaires'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/2400347816800961802/posts/default/2072777185991164871'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/2400347816800961802/posts/default/2072777185991164871'/><link rel='alternate' type='text/html' href='http://espacekapolon.blogspot.com/2023/10/colloque-du-caire-de-1974-les.html' title=''/><author><name>Guédioul</name><uri>http://www.blogger.com/profile/11791419661758815504</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-2400347816800961802.post-3095327305337095851</id><published>2020-12-30T09:37:00.003+00:00</published><updated>2020-12-30T09:37:59.930+00:00</updated><title type='text'>LES SAVANTS INVENTEURS NOIRS ET LEURS 100 INVENTIONS QUI ONT DÉVELOPPÉES CE MONDE</title><content type='html'>&lt;p&gt;&amp;nbsp;Voici une liste non-exhaustive des inventions réalisées par des hommes et des femmes de la diaspora noire, qui ont changé le monde et resteront incontournables ad vitam æternam.&lt;/p&gt;&lt;p&gt;1. LA LAMPE ÉLECTRIQUE : inventée le 13.09.1881 par Joseph V. Nichols et Lewis H. Latimer.&lt;/p&gt;&lt;p&gt;2. L’ANTENNE PARABOLIQUE : inventée le 07 juin 1887 par Granville T. Woods&lt;/p&gt;&lt;p&gt;3. LA PRODUCTION SUCRIERE AMELIOREE : inventée le 10 décembre par Norbert Rilleux&lt;/p&gt;&lt;p&gt;4. L’AIGUILLAGE DES TRAINS : inventé le 31 octobre 1899 par William F. Burr&lt;/p&gt;&lt;p&gt;5. L’EXCAVATRICE DES POMMES DE TERRE : inventée le 23 avril 1895 par F.J. Wood&lt;/p&gt;&lt;p&gt;6. CAPSULES DES BOUTEILLES ET JARRES : inventée le 13.9.1898&lt;/p&gt;&lt;p&gt;7. BIDON (JERRICANE) : inventé le 17 février 1891 par Albert C. Richardson&lt;/p&gt;&lt;p&gt;8. PANNEAU DE PROTECTION DES LITS : inventé le 13 août 1895 par Lewis A. Russel&lt;/p&gt;&lt;p&gt;9. MOTEUR A COMBUSTION : inventé le 05 juillet 1892 par Andrew J. Beard&lt;/p&gt;&lt;p&gt;10. MASQUE A GAZ : inventé le 13 octobre 1914 par Garett A. Morgan&lt;/p&gt;&lt;p&gt;11. BOUCHE DE SECOURS INCENDIE : inventée le 07 mai 1878 par Joseph R. Winters&lt;/p&gt;&lt;p&gt;12. LA CHAISE BALANCOIRE : inventée le 15 novembre 1881 par Payton Johnson&lt;/p&gt;&lt;p&gt;13. CHARPENTE METALLIQUE (DE VOITURE) : inventée le 02 février 1892 par Carter William&lt;/p&gt;&lt;p&gt;14. TABLE DE CUISSON A VAPEUR : inventée le 26 octobre 1897 par Carter William&lt;/p&gt;&lt;p&gt;15. LENTILLES DE PROTECTION DES YEUX : inventée le 02 novembre 1880 par Powell Johnson&lt;/p&gt;&lt;p&gt;16. L’ASCENSEUR : inventé le 11 octobre 1867 par Alexander Miles&lt;/p&gt;&lt;p&gt;17. LE TAILLE CRAYON : inventé le 11 octobre 1867 par John L. Loove&lt;/p&gt;&lt;p&gt;18. DISPOSITIF DE COUPLAGES DES VOITURES DE TRAIN : inventé le 10.10.1899 par Andrew J. Beard&lt;/p&gt;&lt;p&gt;19. LES MANEGES POUR DIVERTISSEMENT : inventés le 19 décembre 1899 par Granville T. Woods&lt;/p&gt;&lt;p&gt;20. LA CHEMINEE DE LOCOMOTIVE : améliorée le 23 mai 1871 par Landron Bell&lt;/p&gt;&lt;p&gt;21. LA LANTERNE ou LA LAMPE TEMPETE : inventée le 19 août 1884 par Michael C. Hamey&lt;/p&gt;&lt;p&gt;22. LE PIANO MECANIQUE : inventé le 11 juin 1912 par Joseph H. Dickinson&lt;/p&gt;&lt;p&gt;23. L’AMENAGEMENT DES WAGONS-LITS : inventé le 08 octobre 1870 par John W. West&lt;/p&gt;&lt;p&gt;24. LA BALANCE PORTABLE : inventée le 03 novembre 1896 par John W. Hunter&lt;/p&gt;&lt;p&gt;25. LES W.C ( TOILETTES ) : inventés le 19 décembre 1889 par Jérome B. Rhodes&lt;/p&gt;&lt;p&gt;26. LE CACHET ET LE TAMPON : inventés le 27 février 1883 par William B. Purvis&lt;/p&gt;&lt;p&gt;27. LE REFRIGERATEUR ( FRIGO ) : inventé le 14 juillet 1891 par John Stenard&lt;/p&gt;&lt;p&gt;28. L’INTERRUPTEUR ( LE COMMUTATEUR ) : inventé le 1er janvier 1889 par Granville T. Woods&lt;/p&gt;&lt;p&gt;29. LE REVELATEUR PHOTOGRAPHIQUE : inventé le 23 avril 1895 par Clatonia Joaquin Dorticus&lt;/p&gt;&lt;p&gt;30. LA GALOCHE ( COUVRE CHAUSSURE ) :inventée le 08 février 1898 par Alvin L. Rickman&lt;/p&gt;&lt;p&gt;31. LA MACHINE A COMPOSTER : inventée le 22 juin 1897 par William Barry&lt;/p&gt;&lt;p&gt;32. LA FONDEUSE-MOULEUSE : inventée le 14 mars 1876 par David A.Fisher&lt;/p&gt;&lt;p&gt;33. LE BALAI-LAVEUR : inventé le 13 juin 1893 par Thomas W.Steward&lt;/p&gt;&lt;p&gt;34. LA MACHINE A ECRIRE : inventée le 07 avril 1885 par Lee S. Burridge et Newman R. Mashman&lt;/p&gt;&lt;p&gt;35. LE PROTEGE-DOCUMENT ( papiers ) : inventé le 02 novembre 1886 par Henry Brown&lt;/p&gt;&lt;p&gt;36. LE MANCHE D’ENREGISTREUR : inventé le 08 janvier 1918 par Joseph Hunter Dickinson&lt;/p&gt;&lt;p&gt;37. LE SYSTEME D’ALARME DES TRAINS : inventé le 15 juin 1897 par Richard A. Butler&lt;/p&gt;&lt;p&gt;38. LA TERRINE ou LA MOULE A GLACES : inventée le 02 février 1897 par Alfred L. Cralle&lt;/p&gt;&lt;p&gt;39. LE SECHE-LINGE : inventé le 07 juin 1892 par George T. Sampson&lt;/p&gt;&lt;p&gt;40. LA PEINTURE ET LES COLORANTS : inventés le 14 juin 1927 par George Washington Carver&lt;/p&gt;&lt;p&gt;41. LES FREINS DE VOITURE : inventés le 06 août 1872 par John V. Smith&lt;/p&gt;&lt;p&gt;42. LA MACHINE A PETRIR : inventée le 07 août par Joseph H.Dickinson&lt;/p&gt;&lt;p&gt;43. LA MACHINE DE CORDONNERIE : inventée le 20 mars 1884 par Jan E. Matzeliger&lt;/p&gt;&lt;p&gt;44. LE STYLO PLUME A RESERVOIR : inventé le 07 janvier 1890 par William B. Purvis&lt;/p&gt;&lt;p&gt;45. LE TUNEL POUR TRAIN ELECTRIQUE : inventé le 17 juillet 1888 par Granville T. Woods&lt;/p&gt;&lt;p&gt;46. LE FEU DE SIGNALISATION (feu rouge) : inventé le 20 novembre 1923 par Garett A. Morgan&lt;/p&gt;&lt;p&gt;47. LA GUITARE : inventée le 30 mars 1886 par Robert F. Flemmings Jr&lt;/p&gt;&lt;p&gt;48. LA BOITE AUX LETTRES : inventée le 27 octobre 1891 par Philip B. Downing&lt;/p&gt;&lt;p&gt;49. LE PEIGNE A CHEVEUX : inventé le 21 décembre 1920 par Walter H. Sammons&lt;/p&gt;&lt;p&gt;50. LE TROLLEY ELECTRIQUE SUR RAIL : inventé le 19 septembre 1893 par Elbert R. Robinson&lt;/p&gt;&lt;p&gt;51. LES COUPES-BISCUITS MECANIQUES : inventés le 30 novembre par Alexander Ashbourne&lt;/p&gt;&lt;p&gt;52. LE FOUET BATTEUR D’ŒUFS : inventé le 05 février 1884 par Willis Johnson&lt;/p&gt;&lt;p&gt;53. LA TABLE DE REPASSAGE : inventée en 1892 par Sarah Boone&lt;/p&gt;&lt;p&gt;54. LES ROTATIVES DE PRESSE (imprimerie) : inventées le 17 septembre 1878 par W.A Lavalette&lt;/p&gt;&lt;p&gt;55. LE SYSTEME DE SECURITE DES ASCENSEURS : inventé le 02 avril 1895 par James Cooper&lt;/p&gt;&lt;p&gt;56. LA BALAYEUSE DES RUES : inventée le 17 mars 1890 par Charles B. Brooks&lt;/p&gt;&lt;p&gt;57. LE PORTE-BAGAGES DU VELO : inventé le 26 décembre 1899 par Jerry M. Certain&lt;/p&gt;&lt;p&gt;58. LES SYSTEMES ET LES APPAREILS TELEPHONIQUES : inventés le 11.10.1887 par Granville T. Woods&lt;/p&gt;&lt;p&gt;59. LA TONDEUSE A GAZON : inventée le 09 mai 1899 par John Albert Burr&lt;/p&gt;&lt;p&gt;60. LES VITESSES AUTOMATIQUES (des véhicules) : inventées le 06 décembre 1932 par Richard B. Spikes&lt;/p&gt;&lt;p&gt;61. LES POUBELLES (bac à ordures) : inventées le 03 août 1897 par Lloyd P. Ray&lt;/p&gt;&lt;p&gt;62. LA PRESSE A AGRUME : inventée le 08 décembre 1896 par John T. White&lt;/p&gt;&lt;p&gt;63. LES PORTES DE SECURITE (pour ponts à bascules) : inventées le 07 octobre 1890 par Humphrey Reynolds&lt;/p&gt;&lt;p&gt;64. LE THERMOSTAT : inventé le 06 mars 1928 par David N. Crosthwait Jr&lt;/p&gt;&lt;p&gt;65. LE CADRE DU VELO : inventé le 10 octobre 1899 par Isaac R. Johnson&lt;/p&gt;&lt;p&gt;66. LE FER A CHEVAL : inventé le 23 août 1892 par Oscar E. Brown&lt;/p&gt;&lt;p&gt;67. LE LANDAU (poussette) : inventé le 18 juin 1889 par William H. Richardson&lt;/p&gt;&lt;p&gt;68. LE PIEGE A RAT AUTOMATIQUE : inventé le 31 août 1881 par Williaù S. Campbell&lt;/p&gt;&lt;p&gt;69. LA MOISSONNEUSE-BATTEUSE : inventée le 07 août par Robert P. Scott&lt;/p&gt;&lt;p&gt;70. LA SELLE DE CHEVAL : inventée par William D. Davis&lt;/p&gt;&lt;p&gt;71. LE MORS DE CHEVAL : inventé le 25 octobre 1892 par Lincoln F. Brown&lt;/p&gt;&lt;p&gt;72. LE COUVRE SABOT (pour chevaux) : inventé le 19 avril 1892 par Robert Coates&lt;/p&gt;&lt;p&gt;73. LA CROSSE DE GOLF : inventée le 12 décembre par George F. Grant&lt;/p&gt;&lt;p&gt;74. LE CONDITIONNEMENT D’AIR (split) : inventé le 12 juillet 1949 par Frederck M. Jones&lt;/p&gt;&lt;p&gt;75. LA GACHETTE DE FUSIL (le détonateur) : inventée le 03 mai 1897 par Edward R. Lewis&lt;/p&gt;&lt;p&gt;76. APPAREILS AUTOMATIQUES DE PÊCHE : inventés le 30 mai par George Cook&lt;/p&gt;&lt;p&gt;77. L’ARROSOIR DE GAZON : inventé le 4 mai 1897 par Joseph H. Smith&lt;/p&gt;&lt;p&gt;78. LE TELEGRAPHE DES CHEMINS DE FER : inventé le 28 août 1888 par Granville T. Woods&lt;/p&gt;&lt;p&gt;79. LES APPAREILS de TRANSMISSION de messages via l’électricité : inventés le 7 avril 1885 par Granville T. Woods&lt;/p&gt;&lt;p&gt;80. LE DISPOSITIF DE TRANSFERT des courriers postaux : inventé le 24 mai 1917 par J.C. Jones&lt;/p&gt;&lt;p&gt;81. EXTINCTEUR DE FEU : inventé le 26 mars 1872 par Thomas J. Martain&lt;/p&gt;&lt;p&gt;82. LE DISPOSITIF DE TRANSPORT DES FRETS : inventé le 10 octobre 1899 par John W. Butts&lt;/p&gt;&lt;p&gt;83. LE LIT PLIANT : inventé le 18 juillet 1899 par L.C. Bailey&lt;/p&gt;&lt;p&gt;84. LES TRINGLES DES RIDEAUX : inventés le 04 août 1896 par W.S Grant&lt;/p&gt;&lt;p&gt;85. LE CANAPE-LIT CONVERTIBLE : inventé le 05 octobre 1897 par J.H. Evans&lt;/p&gt;&lt;p&gt;86. LAVE-VITRES ELECTRIQUES : inventé le 27 septembre 1882 par A.L. Lewis&lt;/p&gt;&lt;p&gt;87. LA MOISSONNEUSE : inventée le 03 juin 1890 par H.L. Jones&lt;/p&gt;&lt;p&gt;88. LE DIRIGEABLE : inventé le 20 février 1900 par J.F. Pickering&lt;/p&gt;&lt;p&gt;89. LA RAMASSEUSE DE COTON : inventée le 05 juin 1894 par Georges W. Murray&lt;/p&gt;&lt;p&gt;90. LES LUBRIFIANTS DE MOTEUR : inventés le 15 novembre 1898 par Elijah Mc Coy&lt;/p&gt;&lt;p&gt;91. LA MACHINE DE GRAISSAGE A VAPEUR : inventée le 04 juillet 1876 par Elijah Mc Coy&lt;/p&gt;&lt;p&gt;92. BANDE MAGNETIQUE D’ORDINATEURS : inventée le 24 août 1971 par Larry T. Preston&lt;/p&gt;&lt;p&gt;93. LA PEDALE DE COMMANDE : inventée le 05 octobre 1886 par Minnis Hadden&lt;/p&gt;&lt;p&gt;94. ANTENNE DE DETECTION PAR RADARS : inventée le 11 juin 1968 par James E. Lewis&lt;/p&gt;&lt;p&gt;95. SUPERCHARGEUR POUR MOTEUR A COMBUSTION : inventé le 03 février 1976 par Joseph A. Gamell&lt;/p&gt;&lt;p&gt;96. Automatisation chargement et déchargement du courrier postal : inventée le 13.02.1945 par Gus Burton&lt;/p&gt;&lt;p&gt;97. ENGINS DE LEVAGE et MONTE-CHARGE : inventé le 02 mai par Mary Jane Reynolds&lt;/p&gt;&lt;p&gt;98. LA CELLULE ELECTRIQUE GAMMA : inventée le 06 juin 1971 par Henry T. Sampson&lt;/p&gt;&lt;p&gt;99. LE SYSTEME DE REFRIGERATION (FRIGO et CONGELATEUR) : inventé le 04 novembre 1879 par Thomas Elkins&lt;/p&gt;&lt;p&gt;100. LA SIGNALISATION (balises d’aéroport, grues, immeubles,…) : inventée le 30 mars 1937 par Lewis.&amp;nbsp;&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;BRAVO ET FÉLICITATIONS À NOS SAVANTS ET INVENTEURS NOIRS !!!&lt;/p&gt;</content><link rel='replies' type='application/atom+xml' href='http://espacekapolon.blogspot.com/feeds/3095327305337095851/comments/default' title='Publier les commentaires'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment/fullpage/post/2400347816800961802/3095327305337095851' title='0 commentaires'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/2400347816800961802/posts/default/3095327305337095851'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/2400347816800961802/posts/default/3095327305337095851'/><link rel='alternate' type='text/html' href='http://espacekapolon.blogspot.com/2020/12/les-savants-inventeurs-noirs-et-leurs.html' title='LES SAVANTS INVENTEURS NOIRS ET LEURS 100 INVENTIONS QUI ONT DÉVELOPPÉES CE MONDE'/><author><name>Guédioul</name><uri>http://www.blogger.com/profile/11791419661758815504</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-2400347816800961802.post-1062343474680936007</id><published>2020-12-30T09:35:00.003+00:00</published><updated>2020-12-30T09:35:31.052+00:00</updated><title type='text'>LE MALI: ETAT DE LA NATION</title><content type='html'>&lt;p&gt;&amp;nbsp;L’année qui s’achève a vu la célébration des soixante ans de notre pays toujours en butte à de grands défis sociaux, financiers et économiques. En effet, 2020 a mis en exergue de nombreux problèmes au peuple malien. Ces douze derniers mois ont tristement été ponctués dans notre pays de conflits communautaires, sanglants et meurtriers, auxquels se sont ajoutées des disparitions inestimables de plusieurs de nos anciens dignitaires comme les Présidents Moussa Traoré et Amadou Toumani Touré, mais aussi du Chef de l’opposition malienne, Soumaila Cissé et bien d’autres citoyens dont nous ne saurions citer tous les noms, mais tous très importants pour notre société.&amp;nbsp; Que leurs âmes demeurent en paix pour l’éternité.&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;Notre pays autant que le reste du monde fait face à la très virulente pandémie du coronavirus, vorace en vie humaine, fauchant à grands andains et révélant la faiblesse notoire de nos dispositifs de santé. Le spectacle affligeant des ravages de la maladie, de la mort et des attaques terroristes, de même que la perte de nos valeureux soldats tombant par milliers sur les champs d’honneur victimes d’une guerre asymétrique sous une gouvernance scénarisée depuis des années, ne peuvent nous inspirer que consternation et componction.&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;Nous nous inclinons respectueusement devant le courage et le sacrifice des maliens qui endurent, avec beaucoup de dignité et de philosophie, les épreuves de ces moments difficiles qui nous espérons ne seront qu’une parenthèse de notre histoire commune et de notre destin commun.&amp;nbsp;&lt;/p&gt;&lt;p&gt;Aussi, nos pensées et nos prières accompagnent tous nos citoyens au premier rang desquels ceux en uniforme qui risquent chaque jour leur vie au nom de notre nation, et à leurs familles qui vivent dans l&#39;anxiété.&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;Les attaques terroristes contre nos communautés augmentent, mais la capacité de notre pays à y faire face est entravée par non seulement la mauvaise gestion des affaires publiques, mais aussi l’état de préparation et d’aptitude de nos forces de défense et de sécurité, le manque d’acquisition d’équipements adaptés et la capacité de collecter de meilleures données empêchent nos troupes de réagir rapidement et plus efficacement.&amp;nbsp;&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;Malgré ces heures critiques pour la nation, les conflits sociaux avec plusieurs corporations dont les magistrats, les enseignants, les personnels soignants hospitaliers, ne trouvent aucune issue. Or, sur cette grogne populaire se greffe la propagation du virus mortifère.&amp;nbsp; Pourtant, les maliens doivent comprendre qu’ils ne peuvent plus se payer le luxe de divisions stériles et de jugements de valeur portés sur les uns et les autres. Incontestablement, l’ensemble des forces vives de la nation doit prendre ses responsabilités et à placer l’intérêt supérieur du Mali au-dessus de toute autre considération. Les difficultés ne comptent pas lorsque sont en jeu l&#39;intérêt de la nation et l’avenir commun des maliens. Faisons-en sorte que notre pays sorte plus fort de cette situation. Pour cela, il nous faut de la clairvoyance et du sens des responsabilités. Nos actions doivent s’inscrire dans le cadre de ce devoir de responsabilité face à notre devenir collectif.&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;Il va sans dire que les crises que nous vivons sont le résultat de choix faits par les hommes politiques qui ont surement oublié qu’une vraie démocratie ne peut que se reposer sur un État de droit et une justice sociale garantissant : le respect des droits de la personne, le principe de l’accession au pouvoir par le suffrage populaire exprimé dans la transparence et la régularité, l’alternance au pouvoir, le respect des différences au plan politique et culturel. Et, c’est face à cette crise profonde qui touche notre pays que notre peuple qui a beaucoup souffert et qui continue d’être traumatisé par des hommes politiques sans foi ni loi a décidé de prendre sa responsabilité et placer l’intérêt supérieur du Mali au-dessus de toute autre considération. Il a compris que la reconquête de nos valeurs ne sera efficace que si elle s’appuie sur des citoyens mobilisés et acteurs de leur propre changement. En effet, le peuple Malien et ses forces armées et de sécurité se sont donné comme obligation de sauvegarder notre souveraineté et de maîtriser notre destin en posant des actes destinés à renforcer le sentiment de fierté nationale.&amp;nbsp; Ainsi, les événements que le Mali a connu dans la journée du 18 Aout 2020, qui peuvent être ni souhaitables ni acceptables dans une véritable démocratie, ne sont que les conséquences des actions et décisions prises par la classe dirigeante de notre pays au cours de ces dernières années qui ont affamé notre peuple, déplumé nos forces de défense et de sécurité, détruit notre tissu social et mis notre pays dans le chaos actuel; mais aussi et surtout des conséquences liées aux problèmes de politiques de gouvernance non adaptées. Il y a une césure de plus en plus évidente entre la population et nos politiciens ou, plus largement, entre les cercles de pouvoir et la société civile. Le peuple malien cherche une nouvelle voie. Cette soif de renouveau politique est peut-être encore plus grande chez les plus jeunes. Le modèle de démocratie imposé aux maliens s’est essoufflé. Les scandales politiques, financiers et militaires donnent l’impression profonde que notre façon de faire et de vivre ne convient plus.&amp;nbsp;&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;Ces faits nous indiquent combien sont prégnants le désir d’honnêteté, de droiture, de transparence, chez le malien dont l’ascendance s’est toujours singularisée par les vertus d’honneurs. Ainsi la nation et sa consolidation ne peuvent résulter que de la mise en œuvre de politiques de gouvernance adaptées et des institutions qui représentent réellement les aspirations du peuple. La nation elle-même ne peut que se reposer sur un État de droit et une justice sociale. Quand l’État de droit est menacé et les démarches persuasives épuisées, son seul recours devient les forces armées et de sécurité. Aussi, une véritable démocratie ne peut que se reposer sur des forces de défense et de sécurité modernes et républicaines.&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;La situation économique et financière de notre pays est calamiteuse et les perspectives sont défavorables. Les finances publiques sont malsaines et bénéficient d’une gestion prédatrice. Le fléau de la corruption reste important et répandu dans tous les secteurs de la vie nationale. L&#39;existence des malversations à grande échelle dans le secteur public est confirmée par le Vérificateur Général du Mali (VEGAL) dans ses récents rapports. La gestion prédatrice du gouvernement précèdent a entraîné un manque à gagner de milliards de franc CFA pour l&#39;État malien.&amp;nbsp;&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;Les Maliens ont surement plus que jamais besoin de dirigeants intègres et dignes de confiance capable de trouver des solutions à la crise profonde qui touche notre pays. Et ils veulent surement un gouvernement compétent qui soit prévisible, solide et transparent.&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;Aujourd&#39;hui, plus que jamais, la paix dans notre pays est un véritable défi pour l’ensemble des citoyens touchés par la peur du lendemain. L’état de la nation est certes très inquiétant, mais l’année qui s’ouvre doit nous permettre de construire une bonne part de notre avenir. Nous devons conjuguer nos efforts et énergies en commun pour mieux faire face à l’adversité, mais surtout relever ensemble les grands défis auxquels notre pays est confronté.&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;Il est juste d&#39;affirmer aujourd’hui que la gouvernance malienne est en crise. Les citoyens se rendent bien compte que les tensions et les conflits persistent. Les institutions sont impuissantes en face de questions dont l&#39;échelle et la complexité les dépassent. Elles n’arrivent même plus à amortir la détérioration prévisible des conditions de vie des populations. Les conflits actuels ont des causes multiples : inégalités économiques, conflits sociaux, sectarismes religieux, disputes territoriales. Dans tous les cas, ils illustrent une profonde crise de la manière dont notre pays a été gouverné jusque-là.&amp;nbsp;&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;Ces mêmes institutions n’arrivent pas à inverser la tendance généralisée d’une aggravation de ces conflits et d’une détérioration irréversible de notre tissu social. En effet, nos institutions politiques peinent à répondre aux besoins et aspirations de notre peuple. Force est de constater que le système de gouvernance actuel a failli. Le besoin en compétence ingénieuse et innovante est sans ambiguïté.&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;Notre conviction est qu’il faut transformer le Mali au niveau de ses structures politiques et sociales artificiellement édifiées dans l’intérêt d’une classe politique corrompue et capricieuse. Il faut un changement profond dans les politiques de gouvernance de notre pays pour faire émerger un système politique meilleur, nourri des valeurs et des structures sociales et culturelles maliennes.&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;Les défis auxquels sont confrontés nos gouvernants sont nombreux, notamment le rétablissement d’un environnement sécurisé sur l’ensemble du territoire, la restauration de l’État de droit, la consolidation des services de l’État, la réconciliation et le renforcement de la cohésion sociale. Il devient certes urgent de mettre un terme à cette situation tragique que les Maliens subissent par l&#39;incurie de politiques irresponsables et d’extrémistes malveillants, mais il est encore plus important de trouver des solutions efficaces et pérennes aux difficultés auxquelles nous sommes confrontés.&amp;nbsp;&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;Il est de notre responsabilité de réagir et de nous mobiliser, en contribuant à élargir et à mieux articuler nos aspirations. Nous devons intensifier les mobilisations non pas seulement pour critiquer et lutter contre les institutions en place, mais également et surtout pour assumer nos responsabilités citoyennes en prenant part à l’écriture de notre destin collectif.&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;Nous prions non seulement pour que notre pays trouve les ressorts et les moyens nécessaires pour se détacher de cette période trouble de son existence, mais aussi pour que l&#39;année nouvelle s&#39;annonce comme porteuse d&#39;espérance et de renouveau. Conséquemment, nous vous souhaitons une heureuse et sereine fin d’année et formons nos vœux de bonheur les plus chaleureux pour le nouveau cycle qui commence. Que Dieu assiste notre Nation et qu’IL vous bénisse dans vos cheminements.&amp;nbsp;&lt;/p&gt;&lt;p&gt;&lt;b&gt;Cheick Boucadry Traoré&lt;/b&gt;&lt;/p&gt;</content><link rel='replies' type='application/atom+xml' href='http://espacekapolon.blogspot.com/feeds/1062343474680936007/comments/default' title='Publier les commentaires'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment/fullpage/post/2400347816800961802/1062343474680936007' title='0 commentaires'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/2400347816800961802/posts/default/1062343474680936007'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/2400347816800961802/posts/default/1062343474680936007'/><link rel='alternate' type='text/html' href='http://espacekapolon.blogspot.com/2020/12/le-mali-etat-de-la-nation.html' title='LE MALI: ETAT DE LA NATION'/><author><name>Guédioul</name><uri>http://www.blogger.com/profile/11791419661758815504</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-2400347816800961802.post-6244979210971371246</id><published>2020-12-30T09:28:00.000+00:00</published><updated>2020-12-30T09:28:00.793+00:00</updated><title type='text'>ACCORDS DE COOPERATION MILITAIRE MALI-FRANCE</title><content type='html'>&lt;p&gt;&amp;nbsp;Le Président de la République,&lt;/p&gt;&lt;p&gt;Sur le rapport du Premier ministre et du ministre d&#39;État, ministre des affaires étrangères,&lt;/p&gt;&lt;p&gt;Vu les articles 52 à 55 de la Constitution;&lt;/p&gt;&lt;p&gt;Vu la loi no 87-933 du 18 novembre 1987 autorisant l&#39;approbation d&#39;un accord de coopération militaire technique entre le Gouvernement de la République française et le Gouvernement de la République du Mali (ensemble un échange de lettres des 8 et 28 juillet 1986);&lt;/p&gt;&lt;p&gt;Vu le décret no 53-192 du 14 mars 1953 modifié relatif à la ratification et à la publication des engagements internationaux souscrits par la France,&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;&amp;nbsp; &amp;nbsp; Article&lt;/p&gt;&lt;p&gt;&amp;nbsp; &amp;nbsp; Décrète:&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;&amp;nbsp; &amp;nbsp; Article&lt;/p&gt;&lt;p&gt;&amp;nbsp; &amp;nbsp; Art. 1er. - L&#39;accord de coopération militaire technique entre le Gouvernement de la République française et le Gouvernement de la République du Mali signé à Bamako le 6 mai 1985 (ensemble un échange de lettres en date des 8 et 28 juillet 1986), sera publié au Journal officiel de la République française.&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;&amp;nbsp; &amp;nbsp; Article&lt;/p&gt;&lt;p&gt;&amp;nbsp; &amp;nbsp; Art. 2. - Le Premier ministre et le ministre d&#39;Etat, ministre des affaires étrangères, sont chargés, chacun en ce qui le concerne, de l&#39;exécution du présent décret, qui sera publié au Journal offficiel de la République française.&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;&amp;nbsp; &amp;nbsp; Article&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;&amp;nbsp; &amp;nbsp; ACCORD&lt;/p&gt;&lt;p&gt;&amp;nbsp; &amp;nbsp; DE COOPERATION MILITAIRE TECHNIQUE ENTRE LE GOUVERNEMENT DE LA REPUBLIQUE FRANCAISE ET LE GOUVERNEMENT DE LA REPUBLIQUE DU MALI (ENSEMBLE UN ECHANGE DE LETTRES EN DATE DES 8 ET 28 JUILLET 1986)&lt;/p&gt;&lt;p&gt;&amp;nbsp; &amp;nbsp; Le Gouvernement de la République française et le Gouvernement de la République du Mali,&lt;/p&gt;&lt;p&gt;&amp;nbsp; &amp;nbsp; Guidés par la volonté de consolider et de développer les relations entre la République française et la République du Mali sur la base de l&#39;égalité des droits, du respect mutuel de la souveraineté et de l&#39;intégrité territoriale et de la non-ingérence de chaque pays dans les affaires intérieures de l&#39;autre,&lt;/p&gt;&lt;p&gt;&amp;nbsp; &amp;nbsp; Désireux de contribuer efficacement au renforcement de la capacité de défense de la République du Mali,&lt;/p&gt;&lt;p&gt;&amp;nbsp; &amp;nbsp; Décident d&#39;étendre leurs rapports de coopération au niveau de leurs Forces Armées,&lt;/p&gt;&lt;p&gt;&amp;nbsp; &amp;nbsp; pour ce faire, ils sont convenus de ce qui suit:&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;&amp;nbsp; &amp;nbsp; C HAPITRE Ier&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;&amp;nbsp; &amp;nbsp; Assistance militaire technique&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;&amp;nbsp; &amp;nbsp; Article 1er&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;&amp;nbsp; &amp;nbsp; a) Le Gouvernement de la République française met, dans la mesure de ses moyens, à la disposition du Gouvernement de la République du Mali les personnels militaires français dont le concours est demandé par le Gouvernement de la République du Mali pour l&#39;organisation et l&#39;instruction de ses Forces Armées;&lt;/p&gt;&lt;p&gt;&amp;nbsp; &amp;nbsp; b) Les personnels militaires français sont mis à la disposition du Gouvernement de la République du Mali après accord du Gouvernement de la République du Mali pour une durée fixée conformément à la réglementation française sur les séjours à l&#39;extérieur, cette durée pouvant être augmentée ou réduite d&#39;un commun accord entre les Gouvernements. Tout changement d&#39;affectation en cours de séjour est arrêté d&#39;un commun accord. Le Gouvernement de la République du Mali et le Gouvernement de la République française peuvent l&#39;un et l&#39;autre, après consultation, prendre l&#39;initiative de la relève d&#39;un assistant militaire en cours de séjour;&lt;/p&gt;&lt;p&gt;&amp;nbsp; &amp;nbsp; c) Les personnels militaires français sont affectés à une formation dite &quot;Mission d&#39;Assistance Militaire&quot; qui relève de l&#39;Ambassade de France et qui est placée sous l&#39;autorité d&#39;un chef de Mission d&#39;Assistance Militaire;&lt;/p&gt;&lt;p&gt;&amp;nbsp; &amp;nbsp; d) Ces personnels reçoivent satisfaction de tous leurs droits à solde et indemnités diverses par l&#39;autorité française. La charge de ces dépenses incombe au Gouvernement français sauf en ce qui concerne les indemnités pour frais de déplacement résultant de l&#39;exécution du service qui sont à la charge du Gouvernement de la République du Mali.&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;&amp;nbsp; &amp;nbsp; Article 2&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;&amp;nbsp; &amp;nbsp; a) Les personnels militaires français servent dans les Forces Armées maliennes avec le grade de la hiérarchie de ces Forces Armées correspondant à celui dont ils sont titulaires dans les Forces Armées françaises. Ils revêtent l&#39;uniforme français ou la tenue civile suivant les instructions de l&#39;autorité malienne;&lt;/p&gt;&lt;p&gt;&amp;nbsp; &amp;nbsp; b) Ils sont soumis aux règles de la discipline générale en vigueur dans les Forces Armées maliennes, sous réserve des dispositions inhérentes au statut qui est le leur dans la réglementation française;&lt;/p&gt;&lt;p&gt;&amp;nbsp; &amp;nbsp; c) Les personnels militaires français servant dans les Forces armées maliennes ont pour obligation le respect des lois et de la réglementation en vigueur dans la République du Mali;&lt;/p&gt;&lt;p&gt;&amp;nbsp; &amp;nbsp; d) Ils ne peuvent, en aucun cas, prendre part à la préparation et à l&#39;exécution d&#39;opérations de guerre, de maintien ou de rétablissement de l&#39;ordre ou de la légalité.&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;&amp;nbsp; &amp;nbsp; Article 3&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;&amp;nbsp; &amp;nbsp; a) Les appréciations portées par les autorités maliennes sur la manière de servir des militaires français mis à leur disposition sont adressées au Gouvernement français;&lt;/p&gt;&lt;p&gt;&amp;nbsp; &amp;nbsp; b) En cas d&#39;indiscipline ou de faute professionnelle, ils n&#39;encourent de la part du Gouvernement malien d&#39;autre sanction que la remise motivée à la disposition du Gouvernement français, assortie, s&#39;il y a lieu, d&#39;une demande de sanction. Les dispositions du présent alinéa ne font pas obstacle à la mise en jeu par les autorités françaises des procédures disciplinaires prévues par le statut des intéressés. Le Gouvernement français est tenu de faire connaître aux autorités maliennes la suite donnée auxdites procédures; c) Les personnels militaires français en service dans les Forces Armées maliennes sont employés par le commandement malien selon les règles traditionnelles de leur arme ou service. Toutes les décisions les concernant sont portées à la connaissance de l&#39;Ambassade de France en République du Mali; de même, toutes dispositions les concernant prises par les autorités françaises sont portées à la connaissance des autorités maliennes;&lt;/p&gt;&lt;p&gt;&amp;nbsp; &amp;nbsp; d) L&#39;examen des problèmes concernant la situation des personnels militaires français au regard de leur statut peut faire l&#39;objet de missions des autorités françaises. Les conditions dans lesquelles s&#39;accomplissent ces missions sont fixées par entente entre les deux Gouvernements.&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;&amp;nbsp; &amp;nbsp; Article 4&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;&amp;nbsp; &amp;nbsp; a) Le Gouvernement de la République du Mali prend à sa charge la réparation des dommages causés par les personnels militaires français dans l&#39;exercice et à l&#39;occasion de l&#39;exercice de leurs fonctions. En cas d&#39;action judiciaire intentée à l&#39;occasion de tels dommages, le Gouvernement de la République du Mali se substitue dans l&#39;instance aux personnels militaires français mis en cause;&lt;/p&gt;&lt;p&gt;&amp;nbsp; &amp;nbsp; b) Au cas où le dommage résulterait d&#39;une faute personnelle, le Gouvernement de la République du Mali pourra en demander réparation au Gouvernement de la République française.&lt;/p&gt;&lt;p&gt;&amp;nbsp; &amp;nbsp; c) En cas de dommage subi dans le service ou à l&#39;occasion du service par des militaires français hormis le cas de faute personnelle, le Gouvernement de la République du Mali versera des indemnités équitables. Les demandes d&#39;indemnité seront transmises au Gouvernement de la République du Mali à la diligence du Gouvernement de la République française.&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;&amp;nbsp; &amp;nbsp; Article 5&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;&amp;nbsp; &amp;nbsp; a) Dans le cadre de modalités à définir d&#39;un commun accord, le Gouvernement de la République du Mali fournit gratuitement aux personnels militaires français mis à sa disposition les logements meublés qui leur sont nécessaires pour eux-mêmes et pour leur famille. Ces logements doivent correspondre à l&#39;indice de rémunération des personnels;&lt;/p&gt;&lt;p&gt;&amp;nbsp; &amp;nbsp; b) Le Gouvernement de la République du Mali assure à ces personnels et à leur famille les soins médicaux et hospitaliers dont ils pourraient avoir besoin, identiques à ceux qui sont accordés à ses propres personnels militaires;&lt;/p&gt;&lt;p&gt;&amp;nbsp; &amp;nbsp; c) Les personnels visés par le présent Accord peuvent importer en franchise leurs effets personnels d&#39;usage courant; ils peuvent importer ou acquérir sous le régime de l&#39;admission temporaire du mobilier et un véhicule privé à leur usage personnel. Ils peuvent les exporter dans les mêmes conditions à leur départ définitif;&lt;/p&gt;&lt;p&gt;&amp;nbsp; &amp;nbsp; d) Ces personnels jouissent du droit de transférer librement sur la France le montant des économies réalisées sur les rémunérations et indemnités afférentes à leur emploi et lors de leur rapatriement définitif, le produit de la vente éventuelle en République du Mali de leur véhicule, biens mobiliers et effets personnels après acquittement des droits de douane afférents.&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;&amp;nbsp; &amp;nbsp; Article 6&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;&amp;nbsp; &amp;nbsp; Dans l&#39;exercice de leur fonction, les personnels militaires français mis à la disposition du Gouvernement de la République du Mali reçoivent de ce Gouvernement l&#39;aide et la protection qu&#39;il accorde aux personnels de ses propres Forces Armées.&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;&amp;nbsp; &amp;nbsp; Article 7&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;&amp;nbsp; &amp;nbsp; a) Les juridictions maliennes sont compétentes pour connaître les infractions commises par les personnels militaires français placés sous le commandement malien.&lt;/p&gt;&lt;p&gt;&amp;nbsp; &amp;nbsp; Cependant, en cas d&#39;infraction aux lois maliennes commise par les militaires français dans le service ou à l&#39;occasion du service, les auteurs desdites infractions sont remis immédiatement à l&#39;Ambassade de France en République du Mali qui procède à leur rapatriement en France, où seront engagées à leur encontre toutes poursuites utiles.&lt;/p&gt;&lt;p&gt;&amp;nbsp; &amp;nbsp; Le Gouvernement de la République française est tenu d&#39;informer le Gouvernement de la République du Mali des suites judiciaires données à l&#39;affaire.&lt;/p&gt;&lt;p&gt;&amp;nbsp; &amp;nbsp; b) En cas d&#39;infraction aux lois maliennes passible d&#39;une peine d&#39;emprisonnement ou d&#39;une peine plus grave commise en dehors du service par les personnels militaires français et les membres de leur famille, les auteurs déférés devant une juridiction malienne et dont la détention est jugée nécessaire sont assignés à résidence dans un lieu fixé d&#39;un commun accord entre les autorités françaises et les autorités maliennes en vue de leur comparution devant les autorités judiciaires maliennes compétentes.&lt;/p&gt;&lt;p&gt;&amp;nbsp; &amp;nbsp; c) Les personnels militaires français ou les membres de leur famille condamnés à une peine d&#39;emprisonnement ou à une peine plus grave par les juridictions maliennes sont remis à l&#39;Ambassade de France aux fins de rapatriement et purgeront leur peine dans les locaux pénitentiaires français. Le Gouvernement français est tenu d&#39;informer le Gouvernement de la République du Mali des lieu et conditions d&#39;exécution des peines.&lt;/p&gt;&lt;p&gt;&amp;nbsp; &amp;nbsp; d) Sont décidées selon la législation française sur l&#39;avis du parquet établi près la juridiction malienne qui a prononcé la condamnation les commutations, réductions et remises gracieuses, libérations conditionnelles et autres modalités d&#39;exécution des peines. Les décisions sont notifiées par le Gouvernement français au parquet établi près la juridiction malienne ayant prononcé la condamnation.&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;&amp;nbsp; &amp;nbsp; C HAPITRE II&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;&amp;nbsp; &amp;nbsp; Formation et perfectionnement&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;&amp;nbsp; &amp;nbsp; des cadres des Forces Armées maliennes&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;&amp;nbsp; &amp;nbsp; Article 8&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;&amp;nbsp; &amp;nbsp; a) Le Gouvernement de la République française assure, dans la limite de ses moyens, la formation et le perfectionnement des cadres des Forces Armées maliennes dans les écoles militaires françaises et prend à sa charge les frais résultant du transport du Mali en France et retour, de l&#39;instruction des stagiaires, d&#39;une partie des frais d&#39;entretien (logement et alimentation en mileu militaire, cotisation de sécurité sociale), à l&#39;exception des dépenses de solde et des frais d&#39;entretien non pris en charge par la France (habillement, alimentation hors milieu militaire).&lt;/p&gt;&lt;p&gt;&amp;nbsp; &amp;nbsp; Ces dernières dépenses restent à la charge du Gouvernement de la République du Mali.&lt;/p&gt;&lt;p&gt;&amp;nbsp; &amp;nbsp; b) Le Gouvernement de la République française assure aux stagiaires maliens, à titre gratuit, les soins médicaux et hospitaliers au même titre et dans les mêmes conditions qu&#39;aux membres des Forces Armées françaises, au sein des formations hospitalières militaires;&lt;/p&gt;&lt;p&gt;&amp;nbsp; &amp;nbsp; c) Les stagiaires maliens ont pour obligation le respect des lois et de la réglementation en vigueur dans la République française ainsi que celui des règles de discipline générale en vigueur dans les Forces Armées françaises sous réserve des dispositions inhérentes au statut qui est le leur dans la réglementation malienne;&lt;/p&gt;&lt;p&gt;&amp;nbsp; &amp;nbsp; d) En outre, ils ne peuvent, en aucun cas, prendre part à la préparation et à l&#39;exécution d&#39;opérations de guerre, de maintien ou de rétablissement de l&#39;ordre ou de la légalité;&lt;/p&gt;&lt;p&gt;&amp;nbsp; &amp;nbsp; e) Les appréciations portées par les autorités françaises sur la manière de servir des stagiaires maliens sont adressées directement au Gouvernement malien;&lt;/p&gt;&lt;p&gt;&amp;nbsp; &amp;nbsp; f) L&#39;examen des problèmes concernant la situation des stagiaires militaires maliens au regard de leur statut peut faire l&#39;objet de missions des autorités maliennes. Les conditions dans lesquelles s&#39;accomplissent ces missions sont fixées par entente entre les deux gouvernements.&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;&amp;nbsp; &amp;nbsp; Article 9&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;&amp;nbsp; &amp;nbsp; a) Les juridictions françaises sont compétentes pour connaître les infractions commises par les stagiaires maliens.&lt;/p&gt;&lt;p&gt;&amp;nbsp; &amp;nbsp; Cependant, en cas d&#39;infraction aux lois françaises commise par les stagiaires maliens dans le service ou à l&#39;occasion du service, les auteurs desdites infractions sont remis immédiatement à l&#39;Ambassade du Mali en France qui procède à leur rapatriement au Mali, où seront engagées à leur encontre toutes poursuites utiles.&lt;/p&gt;&lt;p&gt;&amp;nbsp; &amp;nbsp; Le Gouvernement de la République du Mali est tenu d&#39;informer le Gouvernement de la République française des suites judiciaires données à l&#39;affaire;&lt;/p&gt;&lt;p&gt;&amp;nbsp; &amp;nbsp; b) En cas d&#39;infraction aux lois françaises passible d&#39;une peine d&#39;emprisonnement ou d&#39;une peine plus grave commise en dehors du service par les stagiaires militaires maliens et les membres de leur famille, les auteurs déférés devant une juridiction française et dont la détention est jugée nécessaire sont assignés à résidence dans un lieu fixé d&#39;un commun accord entre les autorités maliennes et les autorités françaises en vue de leur comparution devant les autorités judiciaires françaises compétentes;&lt;/p&gt;&lt;p&gt;&amp;nbsp; &amp;nbsp; c) Les stagiaires militaires maliens ou les membres de leur famille condamnés à une peine d&#39;emprisonnement ou à une peine plus grave par les juridictions françaises sont remis à l&#39;Ambassade du Mali aux fins de rapatriement et purgeront leur peine dans les locaux pénitentiaires maliens. Le Gouvernement de la République du Mali est tenu d&#39;informer le Gouvernement de la République française des lieux et conditions d&#39;exécution des peines;&lt;/p&gt;&lt;p&gt;&amp;nbsp; &amp;nbsp; d) Sont décidées selon la législation malienne sur l&#39;avis du parquet établi près la juridiction française qui a prononcé la condamnation les commutations, réductions et remises gracieuses, libérations conditionnelles et autres modalités d&#39;exécution des peines. Les décisions sont notifiées par le Gouvernement de la République du Mali au parquet établi près la juridiction française ayant prononcé la condamnation;&lt;/p&gt;&lt;p&gt;&amp;nbsp; &amp;nbsp; e) Le Gouvernement de la République française prend à sa charge la réparation des dommages causés par les stagiaires militaires maliens dans et à l&#39;occasion du service. En cas d&#39;action judiciaire intentée à l&#39;occasion de tels dommages, le Gouvernement de la République française se substitue dans l&#39;instance aux stagiaires maliens en cause;&lt;/p&gt;&lt;p&gt;&amp;nbsp; &amp;nbsp; f) En cas de dommage subi dans ou à l&#39;occasion du service par les stagiaires militaires maliens hormis le cas de faute personnelle, le Gouvernement de la République française versera des indemnités équitables. Les demandes d&#39;indemnités seront transmises au Gouvernement de la République française à la diligence du Gouvernement de la République du Mali.&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;&amp;nbsp; &amp;nbsp; Article 10&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;&amp;nbsp; &amp;nbsp; a) Les stagiaires militaires maliens peuvent importer en franchise leurs effets personnels d&#39;usage courant; ils peuvent importer ou acquérir sous le régime de l&#39;admission temporaire du mobilier et un véhicule privé à leur usage personnel. Ils peuvent les réexporter dans les mêmes conditions à leur départ définitif;&lt;/p&gt;&lt;p&gt;&amp;nbsp; &amp;nbsp; b) Les stagiaires jouissent du droit de transférer librement sur le Mali le montant des économies réalisées sur les rémunérations et indemnités afférentes à leur stage et lors de leur rapatriement définitif, le produit de la vente éventuelle en République française de leur véhicule, biens mobiliers et effets personnels après acquittement des droits de douane afférents.&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;&amp;nbsp; &amp;nbsp; C HAPITRE III&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;&amp;nbsp; &amp;nbsp; Matériels et équipements militaires&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;&amp;nbsp; &amp;nbsp; Article 11&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;&amp;nbsp; &amp;nbsp; Le Gouvernement de la République du Mali peut faire appel en tant que de besoin et dans les conditions définies d&#39;un commun accord au Gouvernement de la République française pour la fourniture à titre gratuit ou onéreux de matériels et équipements militaires.&lt;/p&gt;&lt;p&gt;&amp;nbsp; &amp;nbsp; En cas de fourniture à titre gratuit le Gouvernement de la République du Mali s&#39;engage à ne pas réexporter les matériels mis à sa disposition.&lt;/p&gt;&lt;p&gt;&amp;nbsp; &amp;nbsp; Dans des conditions établies d&#39;un commun accord et dans la limite de ses responsabilités la République française pourra contribuer au soutien logistique des Forces Armées de la République du Mali.&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;&amp;nbsp; &amp;nbsp; C HAPITRE IV&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;&amp;nbsp; &amp;nbsp; Dispositions finales&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;&amp;nbsp; &amp;nbsp; Article 12&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;&amp;nbsp; &amp;nbsp; Le présent Accord de coopération exclut toute possibilité de stationnement d&#39;unités constituées des Forces Armées françaises sur le territoire malien.&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;&amp;nbsp; &amp;nbsp; Article 13&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;&amp;nbsp; &amp;nbsp; Le présent Accord n&#39;est nullement dirigé contre les intérêts d&#39;un Etat tiers.&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;&amp;nbsp; &amp;nbsp; Article 14&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;&amp;nbsp; &amp;nbsp; Le présent Accord est conclu pour une durée de deux ans. Il est renouvelable par tacite reconduction pour de nouvelles périodes de deux ans. Il peut être dénoncé à tout moment par l&#39;une ou l&#39;autre des Parties contractantes. Cette dénonciation prendra effet trois mois après sa notification par voie diplomatique à l&#39;autre Partie.&lt;/p&gt;&lt;p&gt;&amp;nbsp; &amp;nbsp; Chacune des deux Parties contractantes notifiera à l&#39;autre les formalités constitutionnelles requises sur son territoire pour l&#39;entrée en vigueur du présent Accord. Celui-ci entrera en vigueur trente jours après la date de la dernière des notifications.&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;&amp;nbsp; &amp;nbsp; Article 15&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;&amp;nbsp; &amp;nbsp; Le présent Accord abroge et remplace la Convention de coopération technique en matière de formation de l&#39;administration militaire malienne en date du 14 octobre 1977.&lt;/p&gt;&lt;p&gt;&amp;nbsp; &amp;nbsp; En foi de quoi, les représentants des deux Gouvernements, dûment autorisés à cet effet, ont signé le présent Accord et y ont apposé leur sceau.&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;&amp;nbsp; &amp;nbsp; Fait à Bamako, le 6 mai 1985, en double exemplaire.&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;&amp;nbsp; &amp;nbsp; Pour le Gouvernement de la République française:&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;&amp;nbsp; &amp;nbsp; GERALD PAVRET&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;&amp;nbsp; &amp;nbsp; DE LA ROCHEFORDIERE,&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;&amp;nbsp; &amp;nbsp; Ambassadeur de France au Mali&lt;/p&gt;&lt;p&gt;&amp;nbsp; &amp;nbsp; Pour le Gouvernement de la République du Mali:&lt;/p&gt;&lt;p&gt;&amp;nbsp; &amp;nbsp; COLONEL ABDOULAYE OUOLOGUEM,&lt;/p&gt;&lt;p&gt;&amp;nbsp; &amp;nbsp; Chef de cabinet du ministre de la défense&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;&amp;nbsp; &amp;nbsp; AMBASSADE DE FRANCE AU MALI&lt;/p&gt;&lt;p&gt;&amp;nbsp; &amp;nbsp; -&lt;/p&gt;&lt;p&gt;&amp;nbsp; &amp;nbsp; L&#39;AMBASSADEUR&lt;/p&gt;&lt;p&gt;&amp;nbsp; &amp;nbsp; -&lt;/p&gt;&lt;p&gt;&amp;nbsp; &amp;nbsp; No 243 ALO&lt;/p&gt;&lt;p&gt;&amp;nbsp; &amp;nbsp; - Bamako, le 8 juillet 1986.&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;&amp;nbsp; &amp;nbsp; A Monsieur le général Sékou Ly,&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;&amp;nbsp; &amp;nbsp; ministre de la défense nationale.&lt;/p&gt;</content><link rel='replies' type='application/atom+xml' href='http://espacekapolon.blogspot.com/feeds/6244979210971371246/comments/default' title='Publier les commentaires'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment/fullpage/post/2400347816800961802/6244979210971371246' title='0 commentaires'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/2400347816800961802/posts/default/6244979210971371246'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/2400347816800961802/posts/default/6244979210971371246'/><link rel='alternate' type='text/html' href='http://espacekapolon.blogspot.com/2020/12/accords-de-cooperation-militaire-mali.html' title='ACCORDS DE COOPERATION MILITAIRE MALI-FRANCE'/><author><name>Guédioul</name><uri>http://www.blogger.com/profile/11791419661758815504</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-2400347816800961802.post-8723041155824765911</id><published>2017-04-12T10:49:00.002+00:00</published><updated>2017-04-12T10:49:27.263+00:00</updated><title type='text'>PETIT RAPPEL DE L&#39;HISTOIRE DOULOUREUSE DU MALI</title><content type='html'>&lt;div id=&quot;m_-4368234912849242596yui_3_16_0_ym19_1_1492078186203_9689&quot; style=&quot;color: #1d2129; font-family: Helvetica, Arial, sans-serif; font-size: 12px; line-height: 1.22em; margin-bottom: 7px;&quot;&gt;
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&lt;span style=&quot;font-family: Trebuchet MS, sans-serif;&quot;&gt;12 AVRIL 1591- 12 AVRIL 2016 : Il&amp;nbsp;&lt;span id=&quot;m_-4368234912849242596yui_3_16_0_ym19_1_1492078186203_9715&quot; style=&quot;line-height: 1.22em;&quot;&gt;y a exactement 425 ans, commença le drame de la terre africaine du Mali avec les envahisseurs Arabo-musulmans. Ce texte raconte comment le souverain marocain Maulay Ahmed extorqua, sans vergogne, 100 000 pièces d’or et 1000 esclaves au Mali.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;font-family: Trebuchet MS, sans-serif;&quot;&gt;Le 12 avril 1591, une grande bataille a lieu sur les bords du fleuve Niger au Mali, précisément au village de Tondibi. Elle met aux prises une troupe d’envahisseurs marocains commandée par un eunuque aux yeux bleus originaire de Grenade. La troupe est composée essentiellement de mercenaires espagnols, &quot;d&#39;Andalous (musulmans réfugiés d&#39;Espagne)&quot; et des &quot;Renégats (prisonniers chrétiens devenus musulmans)&quot;. La troupe est dirigée par le Pasha Jawdar/ Djouder. En face d’eux des dizaines de milliers de soldats songhaïs (Maliens). La défaite de ces derniers, face à des agresseurs dotés d&#39;un armement à feu ravageur, signe la fin de l&#39;Empire Songhaï.&lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;font-family: Trebuchet MS, sans-serif;&quot;&gt;Le village de Tondibi existe toujours au Mali. Les Maliens sont vraiment un peuple très ouvert, tolérant, vivant en harmonie avec tous habitants de leur territoire même après cette invasion arabo-musulmane. Car figurez-vous, à côté de Tondibi existe un village important appelé HA qui est en majorité peuplé par des descendants des conquérants venus du Maroc, mais aussi de l&#39;Espagne et de la Grenade. Mais au Mali (pays par excellence de l’harmonie entre les humains) personne n’en fait un problème.&lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;font-family: Trebuchet MS, sans-serif;&quot;&gt;---------------------------- DÉTAILS DES FAITS --------------&lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;font-family: Trebuchet MS, sans-serif;&quot;&gt;&quot; Les troupes marocaines atteignirent le Niger dans le voisinage du bourg de Karabara. Elles s’arrêtèrent en cet endroit où Djouder donna un grand repas pour célébrer leur heureuse arrivée au bord du Fleuve. Le fait que ces hommes étaient arrivés là sains et saufs faisait présager que l’entreprise réussirait et que le succès couronnerait les efforts de leur chef. Cet événement eut lieu le mercredi, 4 du mois de djomada II de l’année 999 de l’hégire (30 mars 1591) ainsi qu’il a été dit précédemment.&lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;font-family: Trebuchet MS, sans-serif;&quot;&gt;L’armée ne passa pas par la ville de Araouân, mais elle passa à l’est de cette localité. Sur sa route elle rencontra les chameaux de Abdallah-ben-Chaïn-El-&lt;wbr style=&quot;line-height: 1.22em;&quot;&gt;&lt;/wbr&gt;Mahmoudi; Djouder prit de ces chameaux la quantité qui lui était nécessaire, puis Abdallah partit aussitôt pour le Maroc et se rendit à Merrakech auprès de Maulay Ahmed à qui il se plaignit de l’iniquité dont il avait été ainsi la victime. Ce fut lui qui annonça le premier l’arrivée de l’armée marocaine au bord du Niger. La première personne dont le prince lui demanda des nouvelles fut Ba-Hasen. «Ba-Hasen, répondit-il, est peut-être bien portant. » Ensuite le prince s’informa du caïd Ahmed-ben-El-Haddâd et du pacha Djouder. Puis il écrivit à ce dernier de payer la valeur des chameaux qu’il avait pris.&lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;font-family: Trebuchet MS, sans-serif;&quot;&gt;Les Marocains reprirent ensuite leur marche; ils se dirigèrent (m») vers la ville de Kâgho et rencontrèrent sur leur route le prince Askia-Ishâqà un endroit appelé fenkon dibo’o, près de Tonbodi. Le prince songhaï était à la tête de 12.500 cavaliers et 30.000 fantassins. La réunion de ces troupes ne s’était pas faite plus tôt parce que les gens du Songhaï ne pouvait croire à la nouvelle de l’expédition et qu’ils avaient attendu son arrivée sur les bords du Fleuve.&lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;font-family: Trebuchet MS, sans-serif;&quot;&gt;La bataille s’engagea le mardi, 17 du mois indiqué précédemment (12 avril). En un clin d’œil les troupes de l’Askia furent mises en déroute. Parmi les personnes notables qui périrent dans cette bataille, on cite parmi les cavaliers : le Fondoko Boubo-Meryama, l’ancien chef du Màsina révoqué; le Cha’-Farma Ali-Djâouenda ; le Binka-Farma ‘Otsmân-Dorfan-ben-Bokar-&lt;wbr style=&quot;line-height: 1.22em;&quot;&gt;&lt;/wbr&gt;Kirin-Kirin, le fils du prince Askia-El-Hâdj-Mohamraed ; il était alors très âgé et Askia-lshâq l’avait nommé Binka-Farma lorsque le Binka-Farma Mohammed-Heika était mort, ainsi que nous l’avons dit, dans l’expédition de Nemnatako.&lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;font-family: Trebuchet MS, sans-serif;&quot;&gt;Il périt également ce jour-là un grand nombre de personnages parmi les fantassins. Quand l’armée fut défaite ils jetèrent leurs boucliers sur le sol et s’accroupirent sur ces sortes de sièges, attendant l’arrivée des troupes de Djouber qui les massacrèrent dans cette attitude sans qu’ils fissent résistance et cela parce qu’ils ne devaient point fuir en cas de déroute (Quelle dignité !). Les soldats marocains leur enlevèrent les bracelets d’or qu’ils avaient au bras.&lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;font-family: Trebuchet MS, sans-serif;&quot;&gt;Askia-Ishâq tourna bride et s’enfuit avec le reste de ses troupes; puis il manda aux gens de Kâgho de quitter la ville et de fuir de l’autre côté du Niger dans la direction du Gourma; il envoya également la même recommandation aux habitants de Tombouctou et, poursuivant sa route sans passer par Kâgho, il arriva en cet équipage à Koraï-Gourma.&lt;/span&gt;&lt;/div&gt;
&lt;div id=&quot;m_-4368234912849242596yui_3_16_0_ym19_1_1492078186203_9726&quot; style=&quot;line-height: 1.22em; margin-bottom: 1em; margin-top: 1em;&quot;&gt;
&lt;span style=&quot;font-family: Trebuchet MS, sans-serif;&quot;&gt;Arrivé là, il y campa avec le reste de ses troupes, au milieu des pleurs et des lamentations. Ce fut au milieu de cris et de vociférations que l’on commença à grand’peine à traverser le Fleuve dans des barques. Dans la bousculade qui se produisit beaucoup de gens tombèrent dans le Fleuve et y périren; on perdit en outre une quantité de richesses telle que Dieu seul en connaît la valeur.&lt;/span&gt;&lt;/div&gt;
&lt;div id=&quot;m_-4368234912849242596yui_3_16_0_ym19_1_1492078186203_9727&quot; style=&quot;line-height: 1.22em; margin-bottom: 1em; margin-top: 1em;&quot;&gt;
&lt;span style=&quot;font-family: Trebuchet MS, sans-serif;&quot;&gt;Quant aux gens de Tombouctou, il leur fut impossible de quitter la ville et de traverser le Niger à cause des obstacles qu’ils rencontrèrent et des difficultés de la situation. Seuls, le Tombouctou-Mondzo Yahya-ould-Bordam et les serviteurs de l’Askia qui se trouvaient là quittèrent la ville et allèrent camper à Elkif-Kindi, localité voisine de Ïouya.&lt;/span&gt;&lt;/div&gt;
&lt;div id=&quot;m_-4368234912849242596yui_3_16_0_ym19_1_1492078186203_9728&quot; style=&quot;line-height: 1.22em; margin-bottom: 1em; margin-top: 1em;&quot;&gt;
&lt;span style=&quot;font-family: Trebuchet MS, sans-serif;&quot;&gt;Le pacha Djouder poursuivit sa route avec son armée jusqu’à Kâgho. Il ne restait plus personne dans cette ville sinon le khatib Mahmoud-Darâmi, vieillard âgé à cette époque, et les étudiants et négociants qui n’avaient pu sortir et prendre la fuite. Le khatib Mahmoud vint au-devant des Marocains; il leur souhaita la bienvenue, leur témoigna de la déférence et leur offrit une magnifique et large hospitalité. Il eut avec le pacha Djouder des conférences et de longs entretiens au cours desquels on lui témoigna les plus grands égards et la plus haute considération.&lt;br id=&quot;m_-4368234912849242596yui_3_16_0_ym19_1_1492078186203_9729&quot; style=&quot;line-height: 1.22em;&quot; /&gt;Djouder manifesta le désir de pénétrer dans le palais du prince Askia-Ishâq; il fit en conséquence venir des témoins et, quand ils furent là, il entra avec eux dans le palais; mais, après avoir tout visité et examiné de façon à s’en bien rendre compte, il lui parut que tout cela était bien misérable.&lt;/span&gt;&lt;/div&gt;
&lt;div id=&quot;m_-4368234912849242596yui_3_16_0_ym19_1_1492078186203_9730&quot; style=&quot;line-height: 1.22em; margin-bottom: 1em; margin-top: 1em;&quot;&gt;
&lt;span style=&quot;font-family: Trebuchet MS, sans-serif;&quot;&gt;Le prince Askia-Ishâq envoya demander au pacha de traiter avec lui. Il s’engageait à faire remettre par Djouder au souverain marocain Maulay Ahmed 100.000 pièces d’or et 1.000 esclaves. En retour le pacha devait lui abandonner le pays et ramener son armée à Merrâkech. Djouder fit répondre qu’il n’était qu’un esclave docile et qu’il ne pouvait agir que sur l’ordre du souverain, son maître. Puis, d’accord avec les négociants de son pays, il écrivit en son nom et en celui du caïd Ahmed-ben-El-Haddâd pour transmettre ces propositions, après avoir eu soin de dire que la maison du chef des âniers au Maroc valait mieux que le palais de l’Askia qu’il avait visité. Cette lettre fut portée à destination par Ali-El-’Adjemi qui était bachoud à cette époque.&quot;&lt;/span&gt;&lt;/div&gt;
&lt;div dir=&quot;ltr&quot; id=&quot;m_-4368234912849242596yui_3_16_0_ym19_1_1492078186203_9731&quot; style=&quot;line-height: 1.22em; margin-bottom: 1em; margin-top: 1em;&quot;&gt;
&lt;span style=&quot;font-family: Trebuchet MS, sans-serif;&quot;&gt;CONCLUSION :&lt;br id=&quot;m_-4368234912849242596yui_3_16_0_ym19_1_1492078186203_9732&quot; style=&quot;line-height: 1.22em;&quot; /&gt;La pratique africaine de la spiritualité est la liberté totale accordée à l’être humain de vivre sans guerre. Pas de dogmes, pas de prophète, pas d’invasion des autres. Tu ne peux pas imposer ta pratique religieuse à quelqu’un d’autre. D’ailleurs, dans l’histoire, aucun Chef religieux africain n’a imposé sa foi par la force ou par la ruse à un autre peuple. Voilà en quoi nous sommes les plus sages de la planète !&lt;/span&gt;&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
</content><link rel='replies' type='application/atom+xml' href='http://espacekapolon.blogspot.com/feeds/8723041155824765911/comments/default' title='Publier les commentaires'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment/fullpage/post/2400347816800961802/8723041155824765911' title='1 commentaires'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/2400347816800961802/posts/default/8723041155824765911'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/2400347816800961802/posts/default/8723041155824765911'/><link rel='alternate' type='text/html' href='http://espacekapolon.blogspot.com/2017/04/petit-rappel-de-lhistoire-douloureuse.html' title='PETIT RAPPEL DE L&#39;HISTOIRE DOULOUREUSE DU MALI'/><author><name>Guédioul</name><uri>http://www.blogger.com/profile/11791419661758815504</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>1</thr:total></entry><entry><id>tag:blogger.com,1999:blog-2400347816800961802.post-6211865032778615903</id><published>2016-04-26T13:55:00.002+00:00</published><updated>2016-04-26T13:55:20.269+00:00</updated><title type='text'></title><content type='html'>&lt;div&gt;
&lt;span style=&quot;color: #c00000;&quot;&gt;« Les tragédies de l’histoire révèlent les grands hommes; mais c’est toujours les médiocres qui les provoquent. »&lt;/span&gt; Thomas Sankara&lt;/div&gt;
&lt;div style=&quot;color: #0000bf;&quot;&gt;
Cette honte, nous n’en serons pas à vos côtés, comptables devant l’histoire du Mali. Vous avez au déni de tout honneur militaire, insulté l’hymne national « … si l’ennemi découvre son front, au dedans ou au dehors, debout sur les remparts, nous sommes résolus de mourir… ». Vous avez insulté l’armée d’un pays/ grande nation en laissant des soldats sans armes devant un ennemi qui ne sait absolument rien des règles et relations nationales. Du coup vous avez souillé le grade de Général d’armée que vous vous êtes offert. Vous avez invalidé, par votre malice, seul espace où vous êtes vraiment général, une armée digne de respect. De Modibo Keïta à Moussa Traoré. Ce dernier, qui, pour sûr, se roule aujourd’hui dans la poussière de la honte que vous lui avez collée. Vous êtes aujourd’hui la tâche indélébile de la honte nationale. Je sais que les patriotes, « debout sur les remparts » redonneront à tous&lt;br /&gt; les découragés, l’espoir de revenir à l’honneur perdu de votre fait qui est tout sauf patriotique et militaire. Oui, je comprends que le confort de la drogue avec ses milliards ne vous permet point d’être au feu de la défense d’une patrie en danger. Et ce danger vous l’entretenez – pas pour longtemps et c’est sûr – afin d’échapper à ce qui, inévitablement vous attend au terme de cette belle mission que le peuple malien vous a confiée pour une 2e fois. Et vous le trahissez (si honteusement!!!) en livrant en pâture une si belle partie du Mali à une soldatesque sans âme ni culture à des hordes barbares de mercenaires dont l’histoire est connue… à une bande de voyous que vous avez, vous et Alpha Konaré vêtus du si sacré uniforme de l’armée malienne ; ce, au mépris de tout principe d’État.&lt;/div&gt;
&lt;span style=&quot;color: #0000bf;&quot;&gt;&lt;/span&gt;&lt;div style=&quot;color: #0000bf;&quot;&gt;
Manque de clairvoyance &lt;/div&gt;
&lt;span style=&quot;color: #0000bf;&quot;&gt;&lt;/span&gt;&lt;div style=&quot;color: #0000bf;&quot;&gt;
Jetez un œil du côté des nigériens et vous ferez la somme de votre manque de clairvoyance et votre manque partagé avec Alpha de dignité et de sens de celle-ci… Je vous en donnerai de solides détails très prochainement.&lt;/div&gt;
&lt;span style=&quot;color: #0000bf;&quot;&gt;&lt;/span&gt;&lt;div style=&quot;color: #0000bf;&quot;&gt;
Vous avez livré le nom ARMÉE NATIONALE à la risée publique. Vous avez donné à ce corps la couverture de la misère morale et psychologique en émasculant (moralement) quelques officiers de valeur à qui, au nom de votre misérable titre de « chef suprême des armées », vous avez enlevé toute capacité d’action et toute autonomie de décision… pour la défense du territoire national et la cohésion d’une nation qui a l’honneur de savoir compter ses âges.&lt;/div&gt;
&lt;span style=&quot;color: #0000bf;&quot;&gt;&lt;/span&gt;&lt;div style=&quot;color: #0000bf;&quot;&gt;
Vous êtes, Monsieur Amadou Toumani Touré – et c’est ici malheureux de l’écrire – en effet un homme sans ancrage ; et c’est votre actuelle irresponsabilité qui le figure et le configure. Autrement dit, désigné : malien certes, mais malien sans terroir. Vous me comprenez parfaitement… Nous en avions causé, vous et moi en juillet 1997 au quartier du fleuve à Bamako dans vos bureaux de la Fondation pour l’enfance. Et je vous rappelle qu’au terme de cet entretien, je vous ai donné une parole noble, tenue par un noble : « Monsieur le Président, je ne publierai jamais cette série de douleurs que vous avez vécues… ». Parole tenue jusqu’à demain.&lt;/div&gt;
&lt;span style=&quot;color: #0000bf;&quot;&gt;&lt;/span&gt;&lt;div style=&quot;color: #0000bf;&quot;&gt;
Je vous souhaite d’être un peu plus homme pour vous-mêmes, et pour votre famille qui a tant besoin de vos vieux jours. Je vous promets ici une levée de bouclier épistolaire aussi longtemps que vous en êtes là. Parce que, aussi, au nom de votre titre vous avez empêché à des soldats de riposter rien que pour se défendre et protéger le Mali : vous êtes Monsieur responsable du massacre de 117 militaires égorgés et éventrés à Aguel Hock et Abeïbara. L’armée nationale est aujourd’hui en droit de SÉDITION GÉNÉRALE dans l’attente d’un homme d’État de la hauteur de plus engagés que vous ».&lt;/div&gt;
&lt;div&gt;
Mahmoud Alpha Maïga, Paris.&lt;b&gt;&lt;/b&gt;&lt;i&gt;&lt;/i&gt;&lt;u&gt;&lt;/u&gt;&lt;sub&gt;&lt;/sub&gt;&lt;sup&gt;&lt;/sup&gt;&lt;strike&gt;&lt;/strike&gt;&lt;/div&gt;
</content><link rel='replies' type='application/atom+xml' href='http://espacekapolon.blogspot.com/feeds/6211865032778615903/comments/default' title='Publier les commentaires'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment/fullpage/post/2400347816800961802/6211865032778615903' title='0 commentaires'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/2400347816800961802/posts/default/6211865032778615903'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/2400347816800961802/posts/default/6211865032778615903'/><link rel='alternate' type='text/html' href='http://espacekapolon.blogspot.com/2016/04/les-tragedies-de-lhistoire-revelent-les.html' title=''/><author><name>Guédioul</name><uri>http://www.blogger.com/profile/11791419661758815504</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-2400347816800961802.post-6517665098487137572</id><published>2016-04-26T13:53:00.001+00:00</published><updated>2016-04-26T13:53:48.491+00:00</updated><title type='text'></title><content type='html'>

&lt;br /&gt;
&lt;div style=&quot;background: white; margin: 0cm 0cm 0pt; text-align: justify;&quot;&gt;
&lt;b&gt;&lt;span style=&quot;font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: Calibri; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: FR;&quot;&gt;Kassin&lt;/span&gt;&lt;/b&gt;&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;&lt;span style=&quot;font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: Calibri; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: FR;&quot;&gt;&amp;nbsp;23 Février 2012&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div style=&quot;background: white; margin: 0cm 0cm 0pt; text-align: justify;&quot;&gt;
&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;&lt;span style=&quot;color: #c00000; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: Calibri; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: FR;&quot;&gt;Que le
droit soit dit en république du Mali!&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div style=&quot;background: white; margin: 0cm 0cm 0pt; text-align: justify;&quot;&gt;
&lt;span style=&quot;color: black; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: Calibri; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: FR;&quot;&gt;Avec ses généraux de salons, nominés aux
Oscars de la grande corruption, ATT, par une politique délibérée de l&#39;autruche,
a volontairement retiré l&#39;armée malienne des bases militaires du nord du Mali
au lieu de les renforcer à un moment où l&#39;insécurité grandissait.&lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div style=&quot;background: white; margin: 0cm 0cm 0pt; text-align: justify;&quot;&gt;
&lt;span style=&quot;color: black; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: Calibri; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: FR;&quot;&gt;Il a contribué à affaiblir l&#39;armée en
envoyant les officiers supérieurs dans des postes au sein des structures
administratives d&#39;ordinaire civiles au lieu de les faire contribuer à la
formation des troupes sur le terrain et à la formulation et aux raffinements de
la stratégie de défense nationale&amp;nbsp;du Mali au sein de l&#39;armée
malienne.&amp;nbsp;&lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div style=&quot;background: white; margin: 0cm 0cm 0pt; text-align: justify;&quot;&gt;
&lt;span style=&quot;color: black; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: Calibri; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: FR;&quot;&gt;Il s&#39;est adonné à des dépenses inutiles de
propagande de cinquantenaire au nom de l&#39;indépendance du Mali alors que
concrètement il n&#39;a rien fait pour équiper sérieusement nos forces armées et de
sécurités pour assurer cette indépendance sur le plan de la défense et de la
sécurité, (le président Modibo n&#39;exploitait pas d&#39;or à ciel ouvert avec un prix
de l&#39;or qui crève le plafond quand il a fait face à la rébellion du début des
années 60 avec une armée âgée &amp;nbsp;d&#39;à peine deux ans et Att n&#39;est pas plus
homme de paix que lui, et pour preuve sous Modibo, la diplomatie malienne
rayonnait de mille feux de la maison blanche jusqu&#39;à à la Corée en passant par
le Kremblin).&lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div style=&quot;background: white; margin: 0cm 0cm 0pt; text-align: justify;&quot;&gt;
&lt;span style=&quot;color: black; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: Calibri; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: FR;&quot;&gt;&amp;nbsp;Att a contribué, par sa politique
d&#39;intégration sauvage des bandits armés du nord (au lieu de les traduire devant
la justice malienne pour complot contre le Mali), à faire infiltrer l&#39;armée
malienne des éléments nuisibles qui collectent en son sein des informations
pour ensuite déserter et venir attaquer nos camps militaires, nos villes et
sites touristiques, nos axes routiers et s&#39;adonner, nuitamment ou au grand
jour, à des trafics illicites et criminels.&lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div style=&quot;background: white; margin: 0cm 0cm 0pt; text-align: justify;&quot;&gt;
&lt;span style=&quot;color: black; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: Calibri; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: FR;&quot;&gt;&amp;nbsp;Att a encouragé les prises d&#39;otages
par sa politique de médiation intéressée, avec à la clé des rançons se
chiffrant à des centaines de milliards de nos francs aux mains de malfaiteurs
sans vergogne, en lieu et place d&#39;une solution militaire appropriée conduite
par l&#39;armée malienne qui en avait les moyens.&lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div style=&quot;background: white; margin: 0cm 0cm 0pt; text-align: justify;&quot;&gt;
&lt;span style=&quot;color: black; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: Calibri; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: FR;&quot;&gt;Att a dilapidé l&#39;argent du contribuable
malien en essayant d&#39;amadouer des touareg rebelles qui n&#39;ont aucun respect pour
la nation malienne et qui ne s&#39;y cachent pas avec des propagandes anti-malien
notamment sur le site Internet de Kidal Info et dans des médias algériens.&lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div style=&quot;background: white; margin: 0cm 0cm 0pt; text-align: justify;&quot;&gt;
&lt;span style=&quot;color: black; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: Calibri; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: FR;&quot;&gt;&amp;nbsp;Att a sciemment laissé rentrer et
s&#39;installer des individus armés et malintentionnés avec, s&#39;il vous plait, une
prime pour vols d&#39;armes libyennes de 50 millions de francs avec rallonge de 50
tonnes de vivres (puis qu&#39;il adore le vol et les voleurs qu&#39;il ne veut surtout
pas humilier du moment où ils sont chefs de famille alors que les maliens du
sud rentrés de Libye étaient dans le &quot;bè bi Ba bolo&quot; c&#39;est à dire
l&#39;autre côté de la politique Att de l&#39;injustice d&#39;état).&lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div style=&quot;background: white; margin: 0cm 0cm 0pt; text-align: justify;&quot;&gt;
&lt;span style=&quot;color: black; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: Calibri; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: FR;&quot;&gt;Il a envoyé quelques uns des plus endormis
des membres de son gouvernement d&#39;incompétents (sécurité, justice, école,
santé, emploi, foncier, pouvoir d&#39;achat, élection, corruption...) et engagé une
mission de parlementaires zélés à la rencontre de ces malfrats de grands
chemins et mercenaires déchus sous d&#39;autres cieux, à mal d&#39;inspiration, pour
les signifier qu&#39;il ne seront pas inquiétés en république du Mali puisqu’il
n’est nullement envisagé par le régime ATT de les attaquer militairement. Et,
tenez vous bien, qu&#39;ils peuvent même venir siroter, tranquillement, du thé à
Koulouba, aux frais du contribuable malien et se moquer des maliens en arabe
quand bien même qu&#39;ils connaissent parfaitement le français (langue officielle
du Mali jusqu&#39;à preuve du contraire).&lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div style=&quot;background: white; margin: 0cm 0cm 0pt; text-align: justify;&quot;&gt;
&lt;span style=&quot;color: black; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: Calibri; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: FR;&quot;&gt;Et toute cette propagande nauséabonde a
été faite aux frais du contribuable malien (au moment où le déficit des pluies
annonce des jours difficiles pour nos braves paysans, éleveurs et pêcheurs qui
travaillent et gagnent leur vie honnêtement depuis des millénaires) en lieu et
place de la mission noble de défense et de sécurité du Mali dévolue à nos
forces armées et de sécurité.&lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div style=&quot;background: white; margin: 0cm 0cm 0pt; text-align: justify;&quot;&gt;
&lt;span style=&quot;color: black; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: Calibri; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: FR;&quot;&gt;Par cet acte, ATT et ses complices ont
prouvé à suffisance qu&#39;ils connaissaient et connaissent encore, exactement, où
se trouvent les bandits armés sur le territoire malien et n&#39;ont rien fait pour
permettre à l&#39;armée malienne de les déloger, de les désarmer et de les remettre
à la justice malienne alors qu&#39;il est chef suprême des armées et préside la
magistrature suprême. Pire, nos forces armées envoyées au nord étaient
manifestement sous équipés à Menaka, Andaramboukane, Aguelhoc, Lere (Gloire et
mention spéciale au capitaine Sékou Traoré et ses troupes lâchement exécutés
alors qu&#39;ils défendaient fièrement le drapeau malien et n&#39;ont jamais vu de
renforts pour leur prêter mains fortes alors qu&#39;ils combattaient à moins
d&#39;heure d&#39;avion de Gao et de Tessalit.&lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div style=&quot;background: white; margin: 0cm 0cm 0pt; text-align: justify;&quot;&gt;
&lt;span style=&quot;color: black; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: Calibri; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: FR;&quot;&gt;Et comme un film d&#39;horreur sous nos yeux,
un patriarche respecté d&#39;Hombori de 78 ans est aussi lâchement exécuté sans
défense par des hommes armés qui font ce qu&#39;ils veulent sur ces terres de
Kankou Moussa que certains veulent s&#39;approprier en bons usurpateurs.&lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div style=&quot;background: white; margin: 0cm 0cm 0pt; text-align: justify;&quot;&gt;
&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;&lt;span style=&quot;color: #c00000; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: Calibri; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: FR;&quot;&gt;Pourquoi?
Pourquoi? Pourquoi?&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div style=&quot;background: white; margin: 0cm 0cm 0pt; text-align: justify;&quot;&gt;
&lt;span style=&quot;color: black; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: Calibri; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: FR;&quot;&gt;Alors que ATT et son gouvernement
disposent annuellement d&#39;un budget de 100 milliards de F CFA pour la mission
noble de défense et de sécurité du pays sans compter celui de la justice dûment
validé par la représentation nationale à l&#39;assemblée nationale.&lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div style=&quot;background: white; margin: 0cm 0cm 0pt; text-align: justify;&quot;&gt;
&lt;span style=&quot;color: black; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: Calibri; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: FR;&quot;&gt;Tous ces actes, ATT les a fait et posé en
son âme et conscience (jouissant de toutes ses facultés mentales et psychiques)
alors qu&#39;il était sous serment devant le peuple malien et disposait de tous les
moyens d&#39;état (renseignements de la sécurité d&#39;état, police nationale, gendarmerie
nationale, garde nationale, armée de terre, armée de l&#39;air....) qu&#39;il a
sciemment détournés de leur noble mission de défense de l&#39;intégrité de
territoire national et de la souveraineté intérieure et extérieure &amp;nbsp;du
Mali dans le seul but &lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;d&#39;accorder des
pans entiers du territoire malien à des armées étrangères (souvent dans des
accords dont personne ne lui a mandaté la signature)&lt;/b&gt; pour qu&#39;elles
s&#39;adonnent à des activités dignes de rodéo pour la plupart illicites et
criminelles contribuant à faire à porter atteinte à l&#39;armée malienne et aux
symboles de l&#39;état malien dans plusieurs villes du nord du Mali, à faire
déplacer plus de 100.000 maliens du nord dont la moitié dans les pays
frontaliers qui ne sont pas toujours plus nantis que nous, à faire fuir les
touristes, les ONG et d&#39;autres partenaires et investisseurs au Mali et toutes
les ressources financières qu&#39;ils apportaient à nos braves populations du nord
dans leur combat pour la survie et le développement dans des zones extrêmement
difficiles par le climat et les étendues des terrains.&lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div style=&quot;background: white; margin: 0cm 0cm 0pt; text-align: justify;&quot;&gt;
&lt;span style=&quot;color: black; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: Calibri; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: FR;&quot;&gt;Alors que la situation au nord du pays
s&#39;envenime avec des attaques quotidiennes (inadmissibles) de nos populations et
de leurs biens dans la région de Kidal, Att continue avec sa politique aux
œillères (un ministre de la défense aux abonnés absents, un ministre de la
sécurité en bazin, &amp;nbsp;un comité de défense foulard au cou façon grand mère
qui veille sur ses petits enfants plutôt que sur une république, &lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;une augmentation du salaire du président,
pour quel mérite d&#39;ailleurs?...) et n&#39;a jamais anticipé une guerre
d&#39;embrassement général au nord &lt;/b&gt;pour permettre à l&#39;armée malienne de la
circonscrire et de créer les conditions de &amp;nbsp; l&#39;étouffer complément comme
au Niger voisin.&lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div style=&quot;background: white; margin: 0cm 0cm 0pt; text-align: justify;&quot;&gt;
&lt;span style=&quot;color: black; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: Calibri; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: FR;&quot;&gt;ATT ,par ces forfaitures, doit être
traduit devant la justice malienne (dès la fin de son dernier mandat le 8 juin
2012 à la tête de l&#39;état malien) pour haute trahison du Mali, d&#39;association de
malfaiteurs, de complot contre l&#39;armée malienne, d&#39;abus de confiance et de
recel, ayant contribué à déstabiliser la république du Mali, à entamer
sérieusement son intégrité territoriale et sa souveraineté, à porter une
atteinte grave à la vie et aux biens de citoyens maliens et certains de leurs
hôtes, à saper l&#39;autorité de l&#39;état malien et à fouler au sol l&#39;image du Mali
dans le monde.&lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div style=&quot;background: white; margin: 0cm 0cm 0pt; text-align: justify;&quot;&gt;
&lt;span style=&quot;color: black; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: Calibri; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: FR;&quot;&gt;Et tout cela à des fins personnelles et
inavouées totalement contraires à la mission noble de président de la
république du Mali qui lui a été confiée &amp;nbsp;par le vaillant peuple malien
fièrement installé depuis toujours au cœur de l&#39;Afrique.&lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div style=&quot;background: white; margin: 0cm 0cm 0pt; text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div style=&quot;background: white; margin: 0cm 0cm 0pt; text-align: justify;&quot;&gt;
&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;&lt;span style=&quot;color: #c00000; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: Calibri; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: FR;&quot;&gt;Vive le
Mali démocratique! Et que le droit soit dit en république du Mali!&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div style=&quot;margin: 0cm 0cm 10pt;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;b&gt;&lt;/b&gt;&lt;i&gt;&lt;/i&gt;&lt;u&gt;&lt;/u&gt;&lt;sub&gt;&lt;/sub&gt;&lt;sup&gt;&lt;/sup&gt;&lt;strike&gt;&lt;/strike&gt;</content><link rel='replies' type='application/atom+xml' href='http://espacekapolon.blogspot.com/feeds/6517665098487137572/comments/default' title='Publier les commentaires'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment/fullpage/post/2400347816800961802/6517665098487137572' title='0 commentaires'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/2400347816800961802/posts/default/6517665098487137572'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/2400347816800961802/posts/default/6517665098487137572'/><link rel='alternate' type='text/html' href='http://espacekapolon.blogspot.com/2016/04/kassin-fevrier-2012-que-ledroit-soit.html' title=''/><author><name>Guédioul</name><uri>http://www.blogger.com/profile/11791419661758815504</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-2400347816800961802.post-7781281113346586810</id><published>2016-04-25T15:46:00.000+00:00</published><updated>2016-04-25T15:46:00.395+00:00</updated><title type='text'></title><content type='html'>&lt;div style=&quot;margin-bottom: 5.25pt; text-align: justify;&quot;&gt;
&lt;b&gt;&lt;span style=&quot;font-family: &#39;Times New Roman&#39;,serif; font-size: 14pt;&quot;&gt;DECLARATION DU&amp;nbsp;COLLECTIF&lt;/span&gt;&lt;/b&gt;&lt;span style=&quot;font-family: &#39;Times New Roman&#39;,serif; font-size: 14pt;&quot;&gt;&amp;nbsp;&lt;b&gt;«NON A LA FALSIFICATION&lt;u&gt;&lt;/u&gt;&lt;u&gt;&lt;/u&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;margin-bottom: 5.25pt; text-align: justify;&quot;&gt;
&lt;b&gt;&lt;span style=&quot;font-family: &#39;Times New Roman&#39;,serif; font-size: 14pt;&quot;&gt;DE L’HISTOIRE DU MALI»&lt;/span&gt;&lt;/b&gt;&lt;span style=&quot;font-family: &#39;Times New Roman&#39;,serif; font-size: 14pt;&quot;&gt;&lt;u&gt;&lt;/u&gt;&lt;u&gt;&lt;/u&gt;&lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;font-family: &#39;Times New Roman&#39;,serif; font-size: 14pt;&quot;&gt;En cette année du jubilé de la Grande Insurrection Populaire du 26 Mars 1991, au moment où notre pays, le Mali, est plongé dans une crise sans précédent, au moment où notre Peuple pleure encore le sacrifice de ses meilleurs fils dont les tombes toujours fraîches se referment difficilement, voilà qu’un collectif de fantassins d’une cause à jamais perdue, sélectionnés jadis selon eux-mêmes&amp;nbsp;sur la base de leurs compétence,&amp;nbsp;loyauté et patriotisme, publie&amp;nbsp;un livre sacrilège&amp;nbsp;&lt;b&gt;«&amp;nbsp;Le Mali sous Moussa Traoré&amp;nbsp;»&lt;/b&gt;, à la gloire de leur mentor, le bourreau de notre Peuple.&amp;nbsp;&lt;u&gt;&lt;/u&gt;&lt;u&gt;&lt;/u&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;background-repeat: initial; margin-bottom: 0.0001pt; text-align: justify;&quot;&gt;
&lt;span style=&quot;font-family: &#39;Times New Roman&#39;,serif; font-size: 14pt;&quot;&gt;Les auteurs de l’ouvrage&amp;nbsp;contre la&amp;nbsp;démocratie&amp;nbsp;malienne&amp;nbsp;ont la prétention d’établir la «&amp;nbsp;vérité&amp;nbsp;»&amp;nbsp;sur la&amp;nbsp;période de &amp;nbsp;l’histoire du Mali,&amp;nbsp;de 1968 à 1991,&amp;nbsp;&amp;nbsp;période du règne de Moussa Traoré et&amp;nbsp;de&amp;nbsp;ses compagnons.&amp;nbsp;Mais l’amnésie collective des&amp;nbsp;falsificateurs,&amp;nbsp;qui semblent plus se prévaloir de leur&amp;nbsp;diplôme&amp;nbsp;&amp;nbsp;que de leur intellect, leur a fait oublier&amp;nbsp;que ce même Moussa Traoré, parlant d&#39;eux, disait, en mars 1987, dans une interview accordée à Jeune Afrique : &quot; le parti n&#39;existe pas. Seuls des malhonnêtes m&#39;entourent, tous mes compagnons sont corrompus&quot;.&lt;u&gt;&lt;/u&gt;&lt;u&gt;&lt;/u&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;background-repeat: initial; margin-bottom: 5.25pt; text-align: justify;&quot;&gt;
&lt;span style=&quot;font-family: &#39;Times New Roman&#39;,serif; font-size: 14pt;&quot;&gt;Non&amp;nbsp;! La provocation et la récupération de ces non repentis du régime UDPM ne passeront pas car l’Histoire et le Peuple ont déjà rendu leur verdict&amp;nbsp;sans appel qui&amp;nbsp;retient de Moussa Traoré&amp;nbsp;:&amp;nbsp;&lt;u&gt;&lt;/u&gt;&lt;u&gt;&lt;/u&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;background-repeat: initial; margin-bottom: 5.25pt; text-align: justify;&quot;&gt;
&lt;span style=&quot;font-family: &#39;MS Mincho&#39;; font-size: 14pt;&quot;&gt;➢&lt;/span&gt;&lt;span style=&quot;font-family: &#39;Times New Roman&#39;,serif; font-size: 14pt;&quot;&gt;&amp;nbsp;Un dictateur obscurantiste, sanguinaire et assoiffé de pouvoir, connu pour sa «&amp;nbsp;couronne d’enfer&amp;nbsp;» sur la tête des Maliens&amp;nbsp;,&amp;nbsp;ses propos obscènes concernant les dessous de pagnes des Maliennes servant de linceuls de leurs enfants qu’il jurait de tant massacrer qu’il ne se trouverait pas suffisamment de cretonne et de percale au marché pour les ensevelir&amp;nbsp;;&amp;nbsp;&lt;u&gt;&lt;/u&gt;&lt;u&gt;&lt;/u&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;background-repeat: initial; margin-bottom: 5.25pt; text-align: justify;&quot;&gt;
&lt;span style=&quot;font-family: &#39;MS Mincho&#39;; font-size: 14pt;&quot;&gt;➢&lt;/span&gt;&lt;span style=&quot;font-family: &#39;Times New Roman&#39;,serif; font-size: 14pt;&quot;&gt;Son Carré des Martyrs&amp;nbsp;;&lt;u&gt;&lt;/u&gt;&lt;u&gt;&lt;/u&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;background-repeat: initial; margin-bottom: 5.25pt; text-align: justify;&quot;&gt;
&lt;span style=&quot;font-family: &#39;MS Mincho&#39;; font-size: 14pt;&quot;&gt;➢&lt;/span&gt;&lt;span style=&quot;font-family: &#39;Times New Roman&#39;,serif; font-size: 14pt;&quot;&gt;&amp;nbsp;Sa double condamnation à mort par la justice de son pays.&lt;u&gt;&lt;/u&gt;&lt;u&gt;&lt;/u&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;background-repeat: initial; margin-bottom: 5.25pt; text-align: justify;&quot;&gt;
&lt;span style=&quot;font-family: &#39;Times New Roman&#39;,serif; font-size: 14pt;&quot;&gt;Tenter, dans le contexte actuel, de délégitimer la lutte sacrée du 26 mars 1991, est tout simplement indécent et incongru.&lt;u&gt;&lt;/u&gt;&lt;u&gt;&lt;/u&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;background-repeat: initial; margin-bottom: 0.0001pt; text-align: justify;&quot;&gt;
&lt;span style=&quot;font-family: &#39;Times New Roman&#39;,serif; font-size: 14pt;&quot;&gt;L&#39;exercice auquel&amp;nbsp;se livre l’équipe&amp;nbsp;de&amp;nbsp;M.&amp;nbsp;Djibril&amp;nbsp;Diallo, celui-là même&amp;nbsp;qui avait démissionné de son parti unique constitutionnel en 1991 au motif qu’il avait atteint son seuil d’incompétence,&amp;nbsp;aussi légitime qu’il soit, devrait être empreint&amp;nbsp;d’honnêteté intellectuelle,&amp;nbsp;parce que&amp;nbsp;la vérité historique ne doit pas&amp;nbsp;être&amp;nbsp;une&amp;nbsp;vérité partielle et subjective. Une lecture de leur ouvrage&amp;nbsp;fait croire à certains adultes et jeunes qui n&#39;ont pas vécu cette période d&#39;enfer, que Moussa Traoré&amp;nbsp;fut&amp;nbsp;un bâtisseur, un homme bon et qui n&#39;a fait que du bien.&amp;nbsp;Le&amp;nbsp;livre occulte à dessein les&amp;nbsp;bagnes mouroirs, les&amp;nbsp;purges permanentes entre putschistes&amp;nbsp;eux-mêmes.&amp;nbsp;&lt;wbr&gt;&lt;/wbr&gt;Certains&amp;nbsp;des&amp;nbsp;rescapés civils comme militaires&amp;nbsp;se sont confiés dans des&amp;nbsp;livres&amp;nbsp;mémoires&amp;nbsp;encore&amp;nbsp;&lt;wbr&gt;&lt;/wbr&gt;disponibles sur le marché&amp;nbsp;dont&amp;nbsp;ceux de&amp;nbsp;:&amp;nbsp;&amp;nbsp;&lt;u&gt;&lt;/u&gt;&lt;u&gt;&lt;/u&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;background-repeat: initial; margin-bottom: 0.0001pt; text-align: justify;&quot;&gt;
&lt;span style=&quot;font-family: &#39;Times New Roman&#39;,serif; font-size: 14pt;&quot;&gt;&amp;nbsp;&lt;u&gt;&lt;/u&gt;&lt;u&gt;&lt;/u&gt;&lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;font-family: &#39;Times New Roman&#39;,serif; font-size: 14pt;&quot;&gt;•&amp;nbsp;Ibrahima LY&amp;nbsp;:&amp;nbsp;&lt;b&gt;TOILE D’ARAIGNEE&amp;nbsp;;&lt;/b&gt;&lt;u&gt;&lt;/u&gt;&lt;u&gt;&lt;/u&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;background-repeat: initial; margin-bottom: 0.0001pt; text-align: justify;&quot;&gt;
&lt;span style=&quot;font-family: &#39;Times New Roman&#39;,serif; font-size: 14pt;&quot;&gt;•&amp;nbsp;Guédjouma&amp;nbsp;SAMAKE&amp;nbsp;:&amp;nbsp;&lt;b&gt;SUR LE CHEMIN DE L’HONNEUR&lt;/b&gt;&amp;nbsp;;&lt;u&gt;&lt;/u&gt;&lt;u&gt;&lt;/u&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;background-repeat: initial; margin-bottom: 0.0001pt; text-align: justify;&quot;&gt;
&lt;span style=&quot;font-family: &#39;Times New Roman&#39;,serif; font-size: 14pt;&quot;&gt;•&amp;nbsp;Samba SANGARE&amp;nbsp;:&amp;nbsp;&lt;b&gt;DIX ANS DANS LE BAGNE MOUROIR DE TAOUDENIT&lt;/b&gt;&amp;nbsp;;&lt;u&gt;&lt;/u&gt;&lt;u&gt;&lt;/u&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;background-repeat: initial; margin-bottom: 0.0001pt; text-align: justify;&quot;&gt;
&lt;span style=&quot;font-family: &#39;Times New Roman&#39;,serif; font-size: 14pt;&quot;&gt;•&amp;nbsp;&lt;b&gt;Assimi&amp;nbsp;DEMBELE&amp;nbsp;:&amp;nbsp;TRANSFERTS DEFINITIFS;&lt;/b&gt;&lt;u&gt;&lt;/u&gt;&lt;u&gt;&lt;/u&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;background-repeat: initial; margin-bottom: 0.0001pt; text-align: justify;&quot;&gt;
&lt;span style=&quot;font-family: &#39;Times New Roman&#39;,serif; font-size: 14pt;&quot;&gt;•&amp;nbsp;Soungalo&amp;nbsp;SAMAKE:&amp;nbsp;&lt;b&gt;MA VIE DE SOLDAT;&lt;/b&gt;&amp;nbsp;&lt;u&gt;&lt;/u&gt;&lt;u&gt;&lt;/u&gt;&lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;font-family: &#39;Times New Roman&#39;,serif; font-size: 14pt;&quot;&gt;•&amp;nbsp;Amadou Seydou TRAORE&lt;b&gt;:&amp;nbsp;DU&lt;/b&gt;&amp;nbsp;&lt;b&gt;CMLN A L&#39;UDPM, 23&amp;nbsp;ANS DE MENSONGES&lt;/b&gt;&lt;u&gt;&lt;/u&gt;&lt;u&gt;&lt;/u&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;background-repeat: initial; margin-bottom: 0.0001pt; text-align: justify;&quot;&gt;
&lt;span style=&quot;font-family: &#39;Times New Roman&#39;,serif; font-size: 14pt;&quot;&gt;&amp;nbsp;&lt;u&gt;&lt;/u&gt;&lt;u&gt;&lt;/u&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;background-repeat: initial; margin-bottom: 0.0001pt; text-align: justify;&quot;&gt;
&lt;span style=&quot;font-family: &#39;Times New Roman&#39;,serif; font-size: 14pt;&quot;&gt;Quid des&amp;nbsp;violences&amp;nbsp;déshumanisantes&amp;nbsp;&lt;wbr&gt;&lt;/wbr&gt;qui ont enlevé toute dignité aux prisonniers politiques&amp;nbsp;du régime militaro-fasciste de GMT&amp;nbsp;?&amp;nbsp;Comment, &amp;nbsp;parlant de Moussa Traoré, les auteurs peuvent-ils ignorer les périodes&amp;nbsp;aussi sombres&amp;nbsp;comme&amp;nbsp;1968, 1969, 1970, 1971, 1974, 1977, 1979, 1980 et 1991&amp;nbsp;?&amp;nbsp;&lt;u&gt;&lt;/u&gt;&lt;u&gt;&lt;/u&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;background-repeat: initial; margin-bottom: 0.0001pt; text-align: justify;&quot;&gt;
&lt;span style=&quot;font-family: &#39;Times New Roman&#39;,serif; font-size: 14pt;&quot;&gt;&amp;nbsp;&lt;u&gt;&lt;/u&gt;&lt;u&gt;&lt;/u&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;margin-bottom: 0pt; text-align: justify;&quot;&gt;
&lt;span style=&quot;font-family: &#39;Times New Roman&#39;,serif; font-size: 14pt;&quot;&gt;En attendant la&amp;nbsp;réaction&amp;nbsp;de témoins et d’acteurs des 23 ans de règne de celui qui, depuis le 22 mars 1991 est&amp;nbsp;«le boucher de Bamako&amp;nbsp;», qui répondront aussi par des&amp;nbsp;livres,&amp;nbsp;rappelons&amp;nbsp;que le peuple e&amp;nbsp;malien n’est pas amnésique.&amp;nbsp;&lt;u&gt;&lt;/u&gt;&lt;u&gt;&lt;/u&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;margin-bottom: 0pt; text-align: justify;&quot;&gt;
&lt;span style=&quot;font-family: &#39;Times New Roman&#39;,serif; font-size: 14pt;&quot;&gt;Quelques repères pour rappeler ce long règne sans gloire, ces 23 ans de&lt;u&gt;&lt;/u&gt;&lt;u&gt;&lt;/u&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;margin-bottom: 0pt; text-align: justify;&quot;&gt;
&lt;span style=&quot;font-family: &#39;Times New Roman&#39;,serif; font-size: 14pt;&quot;&gt;mensonges, de vols, de crimes&amp;nbsp; crapuleux&amp;nbsp;:&amp;nbsp;&lt;u&gt;&lt;/u&gt;&lt;u&gt;&lt;/u&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;background-repeat: initial; margin-bottom: 0.0001pt; text-align: justify;&quot;&gt;
&lt;span style=&quot;font-family: &#39;Times New Roman&#39;,serif; font-size: 14pt;&quot;&gt;&amp;nbsp;&lt;u&gt;&lt;/u&gt;&lt;u&gt;&lt;/u&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;background-repeat: initial; margin-bottom: 0.0001pt; text-align: justify;&quot;&gt;
&lt;span style=&quot;font-family: Symbol; font-size: 14pt;&quot;&gt;·&lt;span style=&quot;font-family: &#39;Times New Roman&#39;; font-size: 7pt; font-stretch: normal;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;&lt;/span&gt;&lt;b&gt;&lt;span style=&quot;font-family: &#39;Times New Roman&#39;,serif; font-size: 14pt;&quot;&gt;19 Novembre 1968&lt;/span&gt;&lt;/b&gt;&lt;span style=&quot;font-family: &#39;Times New Roman&#39;,serif; font-size: 14pt;&quot;&gt;&amp;nbsp;: irruption sur la scène politique nationale d’un quarteron d’officiers&lt;u&gt;&lt;/u&gt;&lt;u&gt;&lt;/u&gt;&lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;font-family: &#39;Times New Roman&#39;,serif; font-size: 14pt;&quot;&gt;subalternes&amp;nbsp;félons avec à sa tête un certain lieutenant Moussa Traoré, pour perpétrer un&lt;u&gt;&lt;/u&gt;&lt;u&gt;&lt;/u&gt;&lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;font-family: &#39;Times New Roman&#39;,serif; font-size: 14pt;&quot;&gt;coup&amp;nbsp;d’État contre notre Armée et notre Peuple : arrestations, séquestrations et déportations&lt;u&gt;&lt;/u&gt;&lt;u&gt;&lt;/u&gt;&lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;font-family: &#39;Times New Roman&#39;,serif; font-size: 14pt;&quot;&gt;dans&amp;nbsp;le&amp;nbsp;grand&amp;nbsp;Nord des&amp;nbsp;pionniers&amp;nbsp;de&amp;nbsp;l’&lt;wbr&gt;&lt;/wbr&gt;indépendance&amp;nbsp;nationale,&amp;nbsp;&lt;wbr&gt;&lt;/wbr&gt;assassinat&amp;nbsp;de&amp;nbsp;nombre&lt;u&gt;&lt;/u&gt;&lt;u&gt;&lt;/u&gt;&lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;font-family: &#39;Times New Roman&#39;,serif; font-size: 14pt;&quot;&gt;d’entre&amp;nbsp;eux&amp;nbsp;dans des circonstances qui ont choqué&amp;nbsp;toute&amp;nbsp;conscience civilisée. Puisque les auteurs parlent de vérité, qu’ont-ils fait&amp;nbsp;des «&amp;nbsp;Cahiers, &amp;nbsp;Mémoires et Manuscrits&amp;nbsp;» du Président Modibo Keita&amp;nbsp;?&amp;nbsp;&lt;u&gt;&lt;/u&gt;&lt;u&gt;&lt;/u&gt;&lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;font-family: &#39;Times New Roman&#39;,serif; font-size: 14pt;&quot;&gt;&amp;nbsp;&lt;u&gt;&lt;/u&gt;&lt;u&gt;&lt;/u&gt;&lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;font-family: Symbol; font-size: 14pt;&quot;&gt;·&lt;span style=&quot;font-family: &#39;Times New Roman&#39;; font-size: 7pt; font-stretch: normal;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;&lt;/span&gt;&lt;b&gt;&lt;span style=&quot;font-family: &#39;Times New Roman&#39;,serif; font-size: 14pt;&quot;&gt;1969&amp;nbsp;&lt;/span&gt;&lt;/b&gt;&lt;span style=&quot;font-family: &#39;Times New Roman&#39;,serif; font-size: 14pt;&quot;&gt;:&amp;nbsp;arrestation&amp;nbsp;et&amp;nbsp;&amp;nbsp;&lt;wbr&gt;&lt;/wbr&gt;condamnation de&amp;nbsp;Diby&amp;nbsp;Syllas&amp;nbsp;Diarra et de ses 32 compagnons. C&#39;est cet Officier de&amp;nbsp;valeur&amp;nbsp;qui&amp;nbsp;a mis fin à&amp;nbsp;la première rébellion, en 1963&amp;nbsp;;&lt;u&gt;&lt;/u&gt;&lt;u&gt;&lt;/u&gt;&lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;font-family: Symbol; font-size: 14pt;&quot;&gt;·&lt;span style=&quot;font-family: &#39;Times New Roman&#39;; font-size: 7pt; font-stretch: normal;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;&lt;/span&gt;&lt;b&gt;&lt;span style=&quot;font-family: &#39;Times New Roman&#39;,serif; font-size: 14pt;&quot;&gt;1971:&amp;nbsp;&lt;/span&gt;&lt;/b&gt;&lt;span style=&quot;font-family: &#39;Times New Roman&#39;,serif; font-size: 14pt;&quot;&gt;arrestation&amp;nbsp;de&amp;nbsp;certains enseignants militants du SNEC et d’autres patriotes&amp;nbsp;à l&#39;issue du congrès de l&#39;UNTM&amp;nbsp;;&amp;nbsp;&lt;u&gt;&lt;/u&gt;&lt;u&gt;&lt;/u&gt;&lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;font-family: Symbol; font-size: 14pt;&quot;&gt;·&lt;span style=&quot;font-family: &#39;Times New Roman&#39;; font-size: 7pt; font-stretch: normal;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;&lt;/span&gt;&lt;b&gt;&lt;span style=&quot;font-family: &#39;Times New Roman&#39;,serif; font-size: 14pt;&quot;&gt;1971&lt;/span&gt;&lt;/b&gt;&lt;span style=&quot;font-family: &#39;Times New Roman&#39;,serif; font-size: 14pt;&quot;&gt;:&amp;nbsp;des&amp;nbsp;étudiants arrivés de Dakar étaient&amp;nbsp;arrêtés et&amp;nbsp;l&#39;étudiant Cheick Oumar Tangara était assassiné&amp;nbsp;;&lt;u&gt;&lt;/u&gt;&lt;u&gt;&lt;/u&gt;&lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;font-family: Symbol; font-size: 14pt;&quot;&gt;·&lt;span style=&quot;font-family: &#39;Times New Roman&#39;; font-size: 7pt; font-stretch: normal;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;&lt;/span&gt;&lt;b&gt;&lt;span style=&quot;font-family: &#39;Times New Roman&#39;,serif; font-size: 14pt;&quot;&gt;1974 :&lt;/span&gt;&lt;/b&gt;&lt;span style=&quot;font-family: &#39;Times New Roman&#39;,serif; font-size: 14pt;&quot;&gt;&amp;nbsp;des&amp;nbsp;patriotes&amp;nbsp;étaient arrêtés&amp;nbsp;pour avoir contesté le référendum du&amp;nbsp;2 juin&amp;nbsp;sur la nouvelle constitution&amp;nbsp;;&lt;u&gt;&lt;/u&gt;&lt;u&gt;&lt;/u&gt;&lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;font-family: Symbol; font-size: 14pt;&quot;&gt;·&lt;span style=&quot;font-family: &#39;Times New Roman&#39;; font-size: 7pt; font-stretch: normal;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;&lt;/span&gt;&lt;b&gt;&lt;span style=&quot;font-family: &#39;Times New Roman&#39;,serif; font-size: 14pt;&quot;&gt;1977:&lt;/span&gt;&lt;/b&gt;&lt;span style=&quot;font-family: &#39;Times New Roman&#39;,serif; font-size: 14pt;&quot;&gt;&amp;nbsp;assassinat du président Modibo Keita, le père de la nation&amp;nbsp;;&lt;u&gt;&lt;/u&gt;&lt;u&gt;&lt;/u&gt;&lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;font-family: Symbol; font-size: 14pt;&quot;&gt;·&lt;span style=&quot;font-family: &#39;Times New Roman&#39;; font-size: 7pt; font-stretch: normal;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;&lt;/span&gt;&lt;b&gt;&lt;span style=&quot;font-family: &#39;Times New Roman&#39;,serif; font-size: 14pt;&quot;&gt;1979&lt;/span&gt;&lt;/b&gt;&lt;span style=&quot;font-family: &#39;Times New Roman&#39;,serif; font-size: 14pt;&quot;&gt;:&amp;nbsp;une vague d&#39;arrestations qui s&#39;abat sur les patriotes responsables de la&amp;nbsp;diffusion du tract&amp;nbsp;&lt;b&gt;&quot;&amp;nbsp;l&#39;autopsie d&#39;un congrès&amp;nbsp;&quot;&amp;nbsp;;&lt;/b&gt;&lt;u&gt;&lt;/u&gt;&lt;u&gt;&lt;/u&gt;&lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;font-family: Symbol; font-size: 14pt;&quot;&gt;·&lt;span style=&quot;font-family: &#39;Times New Roman&#39;; font-size: 7pt; font-stretch: normal;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;&lt;/span&gt;&lt;b&gt;&lt;span style=&quot;font-family: &#39;Times New Roman&#39;,serif; font-size: 14pt;&quot;&gt;Le&amp;nbsp;5 janvier 1980&amp;nbsp;:&amp;nbsp;&lt;/span&gt;&lt;/b&gt;&lt;span style=&quot;font-family: &#39;Times New Roman&#39;,serif; font-size: 14pt;&quot;&gt;dissolution de&amp;nbsp;l’UNEEM&amp;nbsp;par le bureau politique de l’UDPM&amp;nbsp;;&lt;u&gt;&lt;/u&gt;&lt;u&gt;&lt;/u&gt;&lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;font-family: Symbol; font-size: 14pt;&quot;&gt;·&lt;span style=&quot;font-family: &#39;Times New Roman&#39;; font-size: 7pt; font-stretch: normal;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;&lt;/span&gt;&lt;b&gt;&lt;span style=&quot;font-family: &#39;Times New Roman&#39;,serif; font-size: 14pt;&quot;&gt;Le&amp;nbsp;8 mars 1980&amp;nbsp;:&lt;/span&gt;&lt;/b&gt;&lt;span style=&quot;font-family: &#39;Times New Roman&#39;,serif; font-size: 14pt;&quot;&gt;&amp;nbsp;vague d&#39;arrestations au sein de l’UNEEM&amp;nbsp;;&lt;u&gt;&lt;/u&gt;&lt;u&gt;&lt;/u&gt;&lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;font-family: Symbol; font-size: 14pt;&quot;&gt;·&lt;span style=&quot;font-family: &#39;Times New Roman&#39;; font-size: 7pt; font-stretch: normal;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;&lt;/span&gt;&lt;b&gt;&lt;span style=&quot;font-family: &#39;Times New Roman&#39;,serif; font-size: 14pt;&quot;&gt;Le&amp;nbsp;17 mars 1980&amp;nbsp;:&lt;/span&gt;&lt;/b&gt;&lt;span style=&quot;font-family: &#39;Times New Roman&#39;,serif; font-size: 14pt;&quot;&gt;&amp;nbsp;le comble de l’horreur&amp;nbsp;avec l’assassinat&amp;nbsp;d’Abdoul&amp;nbsp;Karim Camara dit Cabral.&amp;nbsp;Sa vieille mère et ses frères furent martyrisés jusqu&#39;à&amp;nbsp;son arrestation&amp;nbsp;le 16 mars.&amp;nbsp;Et le&amp;nbsp;Peuple malien&amp;nbsp;attend toujours de savoir exactement où se trouve la tombe du leader&amp;nbsp;Cabral,&amp;nbsp;torturé à mort au Camp para&amp;nbsp;;&lt;u&gt;&lt;/u&gt;&lt;u&gt;&lt;/u&gt;&lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;font-family: &#39;Times New Roman&#39;,serif; font-size: 14pt;&quot;&gt;&amp;nbsp;&lt;u&gt;&lt;/u&gt;&lt;u&gt;&lt;/u&gt;&lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;font-family: Symbol; font-size: 14pt;&quot;&gt;·&lt;span style=&quot;font-family: &#39;Times New Roman&#39;; font-size: 7pt; font-stretch: normal;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;&lt;/span&gt;&lt;b&gt;&lt;span style=&quot;font-family: &#39;Times New Roman&#39;,serif; font-size: 14pt;&quot;&gt;1979-80 et 1980-81 :&lt;/span&gt;&lt;/b&gt;&lt;span style=&quot;font-family: &#39;Times New Roman&#39;,serif; font-size: 14pt;&quot;&gt;&amp;nbsp;deux années perdues pour l’école malienne avec &amp;nbsp;la&amp;nbsp;suspension des élèves et étudiants et la&amp;nbsp;fermeture des&amp;nbsp;établissements secondaires et supérieurs&amp;nbsp;;&lt;u&gt;&lt;/u&gt;&lt;u&gt;&lt;/u&gt;&lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;font-family: &#39;Times New Roman&#39;,serif; font-size: 14pt;&quot;&gt;&amp;nbsp;&lt;u&gt;&lt;/u&gt;&lt;u&gt;&lt;/u&gt;&lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;font-family: Symbol; font-size: 14pt;&quot;&gt;·&lt;span style=&quot;font-family: &#39;Times New Roman&#39;; font-size: 7pt; font-stretch: normal;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;&lt;/span&gt;&lt;b&gt;&lt;span style=&quot;font-family: &#39;Times New Roman&#39;,serif; font-size: 14pt;&quot;&gt;26&amp;nbsp;Mars 1991&amp;nbsp;:&lt;/span&gt;&lt;/b&gt;&lt;span style=&quot;font-family: &#39;Times New Roman&#39;,serif; font-size: 14pt;&quot;&gt;&amp;nbsp;l&#39;insurrection&amp;nbsp;&lt;wbr&gt;&lt;/wbr&gt;populaire&amp;nbsp;a bouté dehors le bourreau et ses complices&amp;nbsp;: près de 300 morts et 700 blessés.&lt;u&gt;&lt;/u&gt;&lt;u&gt;&lt;/u&gt;&lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;font-family: &#39;Times New Roman&#39;,serif; font-size: 14pt;&quot;&gt;&amp;nbsp;&lt;u&gt;&lt;/u&gt;&lt;u&gt;&lt;/u&gt;&lt;/span&gt;&lt;/div&gt;
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&lt;b&gt;&lt;span style=&quot;font-family: &#39;Times New Roman&#39;,serif; font-size: 14pt;&quot;&gt;QUE RETENIR FONDAMENTALEMENT DU REGNE&lt;u&gt;&lt;/u&gt;&lt;u&gt;&lt;/u&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
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&lt;b&gt;&lt;span style=&quot;font-family: &#39;Times New Roman&#39;,serif; font-size: 14pt;&quot;&gt;DE 23 ANS DE DICTATURE?&lt;/span&gt;&lt;/b&gt;&lt;span style=&quot;font-family: &#39;Times New Roman&#39;,serif; font-size: 14pt;&quot;&gt;&lt;u&gt;&lt;/u&gt;&lt;u&gt;&lt;/u&gt;&lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;font-family: &#39;Times New Roman&#39;,serif; font-size: 14pt;&quot;&gt;&amp;nbsp;&lt;u&gt;&lt;/u&gt;&lt;u&gt;&lt;/u&gt;&lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;font-family: Wingdings; font-size: 14pt;&quot;&gt;v&lt;span style=&quot;font-family: &#39;Times New Roman&#39;; font-size: 7pt; font-stretch: normal;&quot;&gt; &lt;/span&gt;&lt;/span&gt;&lt;b&gt;&lt;span style=&quot;font-family: &#39;Times New Roman&#39;,serif; font-size: 14pt;&quot;&gt;Sur le plan politique&amp;nbsp;&lt;/span&gt;&lt;/b&gt;&lt;span style=&quot;font-family: &#39;Times New Roman&#39;,serif; font-size: 14pt;&quot;&gt;&lt;u&gt;&lt;/u&gt;&lt;u&gt;&lt;/u&gt;&lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;font-family: &#39;Times New Roman&#39;,serif; font-size: 14pt;&quot;&gt;La police militaire formée à l’école de la GESTAPO et de la PIDE , sans foi ni loi, arrogante, brutale et assassine, &amp;nbsp;tire sur tout ce qui bouge sur le plan politique , scolaire , scientifique et sportif et social au service du régime de Moussa Traoré.&lt;u&gt;&lt;/u&gt;&lt;u&gt;&lt;/u&gt;&lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;font-family: &#39;Times New Roman&#39;,serif; font-size: 14pt;&quot;&gt;Suppression&amp;nbsp;systématique&amp;nbsp;de toutes les libertés démocratiques,&amp;nbsp;bâillonnement&amp;nbsp;&lt;wbr&gt;&lt;/wbr&gt;de tous ceux qui osent penser autrement en dehors du prince du jour. Liquidation de la crème des cadres civils, militaires, estudiantins et syndicalistes.&amp;nbsp;&lt;u&gt;&lt;/u&gt;&lt;u&gt;&lt;/u&gt;&lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;font-family: &#39;Times New Roman&#39;,serif; font-size: 14pt;&quot;&gt;Bref! &amp;nbsp;Le Mali devient une vaste prison à ciel ouvert.&lt;u&gt;&lt;/u&gt;&lt;u&gt;&lt;/u&gt;&lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;font-family: &#39;Times New Roman&#39;,serif; font-size: 14pt;&quot;&gt;&lt;u&gt;&lt;/u&gt;&amp;nbsp;&lt;u&gt;&lt;/u&gt;&lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;font-family: Wingdings; font-size: 14pt;&quot;&gt;v&lt;span style=&quot;font-family: &#39;Times New Roman&#39;; font-size: 7pt; font-stretch: normal;&quot;&gt; &lt;/span&gt;&lt;/span&gt;&lt;b&gt;&lt;span style=&quot;font-family: &#39;Times New Roman&#39;,serif; font-size: 14pt;&quot;&gt;Sur le plan économique&amp;nbsp;&lt;/span&gt;&lt;/b&gt;&lt;span style=&quot;font-family: &#39;Times New Roman&#39;,serif; font-size: 14pt;&quot;&gt;&lt;u&gt;&lt;/u&gt;&lt;u&gt;&lt;/u&gt;&lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;font-family: &#39;Times New Roman&#39;,serif; font-size: 14pt;&quot;&gt;&amp;nbsp;&lt;u&gt;&lt;/u&gt;&lt;u&gt;&lt;/u&gt;&lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;font-family: &#39;Times New Roman&#39;,serif; font-size: 14pt;&quot;&gt;Le régime de l’UDPM et de Moussa Traoré&amp;nbsp;bafouait au&amp;nbsp;quotidien les droits&amp;nbsp;les plus élémentaires&amp;nbsp;des Maliens,&amp;nbsp;y compris le droit des fonctionnaires à leur salaire.&amp;nbsp;Ici, qu’il suffise de rappeler les 3 à 6 mois&amp;nbsp;de retard dans le paiement des salaires.&amp;nbsp;Moussa Traoré&amp;nbsp;exerçait un droit de vie et de mort sur&amp;nbsp;ses concitoyens.&amp;nbsp;C’est dans «&amp;nbsp;Le Mali sous&amp;nbsp;Moussa&amp;nbsp;Traoré&amp;nbsp;»&amp;nbsp; que furent liquidées toutes&amp;nbsp;les sociétés et entreprises d’Etat&amp;nbsp;par une technique de soumission au Capital en quatre (4) temps&amp;nbsp;: crise, plan de redressement, privatisation, liquidation.&amp;nbsp; C’est à partir du 19 novembre 1968 que les notions de détournement de deniers publics font partie du quotidien des Maliens.&lt;u&gt;&lt;/u&gt;&lt;u&gt;&lt;/u&gt;&lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;font-family: &#39;Times New Roman&#39;,serif; font-size: 14pt;&quot;&gt;&lt;u&gt;&lt;/u&gt;&amp;nbsp;&lt;u&gt;&lt;/u&gt;&lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;font-family: Wingdings; font-size: 14pt;&quot;&gt;v&lt;span style=&quot;font-family: &#39;Times New Roman&#39;; font-size: 7pt; font-stretch: normal;&quot;&gt; &lt;/span&gt;&lt;/span&gt;&lt;b&gt;&lt;span style=&quot;font-family: &#39;Times New Roman&#39;,serif; font-size: 14pt;&quot;&gt;Sur le plan des forces armées et de&amp;nbsp;sécurité&lt;/span&gt;&lt;/b&gt;&lt;span style=&quot;font-family: &#39;Times New Roman&#39;,serif; font-size: 14pt;&quot;&gt;&lt;u&gt;&lt;/u&gt;&lt;u&gt;&lt;/u&gt;&lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;font-family: &#39;Times New Roman&#39;,serif; font-size: 14pt;&quot;&gt;&amp;nbsp;&lt;u&gt;&lt;/u&gt;&lt;u&gt;&lt;/u&gt;&lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;font-family: &#39;Times New Roman&#39;,serif; font-size: 14pt;&quot;&gt;Les officiers et soldats de valeur sont exterminés, les tout premiers pour avoir&amp;nbsp;résisté&amp;nbsp;aux putschistes du 19 novembre. L’armée va faire les frais du bouleversement dans la chaîne de&amp;nbsp;commandement, l’affairisme et le népotisme&amp;nbsp;seront désormais monnaie courante dans l’armée, voire la chasse gardée de certains ténors du régime militaire.&amp;nbsp;&lt;u&gt;&lt;/u&gt;&lt;u&gt;&lt;/u&gt;&lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;font-family: &#39;Times New Roman&#39;,serif; font-size: 14pt;&quot;&gt;&amp;nbsp;&lt;u&gt;&lt;/u&gt;&lt;u&gt;&lt;/u&gt;&lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;font-family: Wingdings; font-size: 14pt;&quot;&gt;v&lt;span style=&quot;font-family: &#39;Times New Roman&#39;; font-size: 7pt; font-stretch: normal;&quot;&gt; &lt;/span&gt;&lt;/span&gt;&lt;b&gt;&lt;span style=&quot;font-family: &#39;Times New Roman&#39;,serif; font-size: 14pt;&quot;&gt;Sur le plan de la justice&lt;u&gt;&lt;/u&gt;&lt;u&gt;&lt;/u&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
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&lt;span style=&quot;font-family: &#39;Times New Roman&#39;,serif; font-size: 14pt;&quot;&gt;&amp;nbsp;&lt;u&gt;&lt;/u&gt;&lt;u&gt;&lt;/u&gt;&lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;font-family: &#39;Times New Roman&#39;,serif; font-size: 14pt;&quot;&gt;Les auteurs du livre ne disent&amp;nbsp;pas un&amp;nbsp;mot, en réalité, la justice&amp;nbsp;était&amp;nbsp;&lt;wbr&gt;&lt;/wbr&gt;instrumentalisée,&amp;nbsp;&amp;nbsp;servant de&amp;nbsp;caution légale aux emprisonnements arbitraires, aux tortures et aux assassinats.&lt;u&gt;&lt;/u&gt;&lt;u&gt;&lt;/u&gt;&lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;font-family: &#39;Times New Roman&#39;,serif; font-size: 14pt;&quot;&gt;&amp;nbsp;&lt;u&gt;&lt;/u&gt;&lt;u&gt;&lt;/u&gt;&lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;font-family: Wingdings; font-size: 14pt;&quot;&gt;v&lt;span style=&quot;font-family: &#39;Times New Roman&#39;; font-size: 7pt; font-stretch: normal;&quot;&gt; &lt;/span&gt;&lt;/span&gt;&lt;b&gt;&lt;span style=&quot;font-family: &#39;Times New Roman&#39;,serif; font-size: 14pt;&quot;&gt;Sur le plan de l&#39;éducation&lt;/span&gt;&lt;/b&gt;&lt;span style=&quot;font-family: &#39;Times New Roman&#39;,serif; font-size: 14pt;&quot;&gt;&lt;u&gt;&lt;/u&gt;&lt;u&gt;&lt;/u&gt;&lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;font-family: &#39;Times New Roman&#39;,serif; font-size: 14pt;&quot;&gt;&amp;nbsp;&lt;u&gt;&lt;/u&gt;&lt;u&gt;&lt;/u&gt;&lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;font-family: &#39;Times New Roman&#39;,serif; font-size: 14pt;&quot;&gt;Les auteurs du «&amp;nbsp;Le Mali sous&amp;nbsp;Moussa&amp;nbsp;Traoré&amp;nbsp;»&amp;nbsp; ne&amp;nbsp;disent pas non plus&amp;nbsp;la vérité.&amp;nbsp;Ils ne disent surtout pas qu’ils ont vidé la Réforme de 1962 de sa substance, après le démantèlement de ce qui constituait son soubassement idéologique&amp;nbsp;et la substitution d’expériences hasardeuses, faisant du Mali un laboratoire permanent d’expérimentations de tous genres (BELC, CLARC, Pédagogie convergente,&amp;nbsp;etc). En outre, il&amp;nbsp;faut rappeler que durant tout le règne de Moussa&amp;nbsp;Traoré, l’école et les enseignants sont restés l’ennemi N°1 du dictateur. Celui-ci considérait les enseignants comme des opposants à abattre. Dans ces conditions,&amp;nbsp;le régime de l’UDPM&amp;nbsp;n’eut&amp;nbsp;d’autre politique pour l’école que de détruire, d’humilier et de clochardiser les enseignants.&lt;u&gt;&lt;/u&gt;&lt;u&gt;&lt;/u&gt;&lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;font-family: &#39;Times New Roman&#39;,serif; font-size: 14pt;&quot;&gt;&amp;nbsp;&lt;u&gt;&lt;/u&gt;&lt;u&gt;&lt;/u&gt;&lt;/span&gt;&lt;/div&gt;
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&lt;b&gt;&lt;span style=&quot;font-family: &#39;Times New Roman&#39;,serif; font-size: 14pt;&quot;&gt;UN PEUPLE MAGNANIME MAIS QUI N&#39;A PAS&lt;u&gt;&lt;/u&gt;&lt;u&gt;&lt;/u&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
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&lt;b&gt;&lt;span style=&quot;font-family: &#39;Times New Roman&#39;,serif; font-size: 14pt;&quot;&gt;LA MEMOIRE COURTE&lt;/span&gt;&lt;/b&gt;&lt;span style=&quot;font-family: &#39;Times New Roman&#39;,serif; font-size: 14pt;&quot;&gt;&lt;u&gt;&lt;/u&gt;&lt;u&gt;&lt;/u&gt;&lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;font-family: &#39;Times New Roman&#39;,serif; font-size: 14pt;&quot;&gt;&lt;u&gt;&lt;/u&gt;&amp;nbsp;&lt;u&gt;&lt;/u&gt;&lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;font-family: &#39;Times New Roman&#39;,serif; font-size: 14pt;&quot;&gt;C’est donc pour toutes les raisons ci-dessus évoquées et pour le repos paisible de nos martyrs que&amp;nbsp;ce Collectif &amp;nbsp;interpelle tous les&amp;nbsp;acteurs&amp;nbsp;de Mars&amp;nbsp;1991&amp;nbsp;à une rétrospection profonde et rappelle à&amp;nbsp;notre vaillant Peuple que&amp;nbsp;Moussa Traoré est un condamné à&amp;nbsp;mort&amp;nbsp;par deux fois par la justice malienne. Mais&amp;nbsp;qu’en&amp;nbsp;dépit&amp;nbsp;de ses forfaitures,&amp;nbsp;il a&amp;nbsp;été gracié&amp;nbsp;par le&amp;nbsp;président Alpha Oumar Konaré&amp;nbsp;du Mouvement Démocratique. Ce dictateur&amp;nbsp;est le premier et le plus grand bénéficiaire de tous les droits qu’il avait refusés au peuple à qui il doit humblement demander &lt;b&gt;PARDON&lt;/b&gt;, au lieu de continuer à narguer les vivants et à souiller la mémoire des martyrs.&lt;u&gt;&lt;/u&gt;&lt;u&gt;&lt;/u&gt;&lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;font-family: &#39;Times New Roman&#39;,serif; font-size: 14pt;&quot;&gt;&amp;nbsp;&lt;u&gt;&lt;/u&gt;&lt;u&gt;&lt;/u&gt;&lt;/span&gt;&lt;/div&gt;
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&lt;b&gt;&lt;span style=&quot;font-family: &#39;Times New Roman&#39;,serif; font-size: 14pt;&quot;&gt;Ce PARDON&lt;/span&gt;&lt;/b&gt;&lt;span style=&quot;font-family: &#39;Times New Roman&#39;,serif; font-size: 14pt;&quot;&gt;&amp;nbsp;serait&amp;nbsp;un grand pas décisif vers la vraie réconciliation nationale.&amp;nbsp;&lt;u&gt;&lt;/u&gt;&lt;u&gt;&lt;/u&gt;&lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;font-family: &#39;Times New Roman&#39;,serif; font-size: 14pt;&quot;&gt;&amp;nbsp;&lt;u&gt;&lt;/u&gt;&lt;u&gt;&lt;/u&gt;&lt;/span&gt;&lt;/div&gt;
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&lt;b&gt;&lt;span style=&quot;font-family: &#39;Times New Roman&#39;,serif; font-size: 14pt;&quot;&gt;«&amp;nbsp;Le Mali sous Moussa Traoré&amp;nbsp;»&lt;/span&gt;&lt;/b&gt;&lt;span style=&quot;font-family: &#39;Times New Roman&#39;,serif; font-size: 14pt;&quot;&gt;, ce livre sacrilège, provocateur,&amp;nbsp;est la&amp;nbsp;manifestation de l’arrogance et de l’agressivité de complices non repentis d’une dictature féroce, mérite une réponse&amp;nbsp;aussi &amp;nbsp;cinglante que&amp;nbsp;robuste&amp;nbsp;comme&amp;nbsp;fut celle du peuple le 26 mars 1991 face&amp;nbsp;aux forces militaires qui voulaient faire perdurer au-delà de 23 ans la dictature du plus&amp;nbsp;grand criminel du Mali du 20&lt;sup&gt;ème&lt;/sup&gt;&amp;nbsp;siècle.&amp;nbsp;&amp;nbsp;&lt;u&gt;&lt;/u&gt;&lt;u&gt;&lt;/u&gt;&lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;font-family: &#39;Times New Roman&#39;,serif; font-size: 14pt;&quot;&gt;&amp;nbsp;&lt;u&gt;&lt;/u&gt;&lt;u&gt;&lt;/u&gt;&lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;font-family: &#39;Times New Roman&#39;,serif; font-size: 14pt;&quot;&gt;Les victimes, témoins et rescapés du régime CMLN-UDPM publieront leur réponse, individuellement et/ou collectivement, sous la forme de livre(s) écrit(s)&amp;nbsp;sur la base de la vérité scientifique, étayée par des preuves irréfutables.&lt;u&gt;&lt;/u&gt;&lt;u&gt;&lt;/u&gt;&lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;font-family: &#39;Times New Roman&#39;,serif; font-size: 14pt;&quot;&gt;&amp;nbsp;&lt;u&gt;&lt;/u&gt;&lt;u&gt;&lt;/u&gt;&lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;font-family: &#39;Times New Roman&#39;,serif; font-size: 14pt;&quot;&gt;Tout Malien, où qu’il soit,&amp;nbsp;et tout ami véritable du Mali peut s’associer à cette entreprise de haute portée patriotique, morale, historique,&amp;nbsp;d’utilité sociale et politique incontestable. Il sera accueilli avec joie au sein de l’équipe rédactionnelle.&lt;u&gt;&lt;/u&gt;&lt;u&gt;&lt;/u&gt;&lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;font-family: &#39;Times New Roman&#39;,serif; font-size: 14pt;&quot;&gt;&amp;nbsp;&lt;u&gt;&lt;/u&gt;&lt;u&gt;&lt;/u&gt;&lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;font-family: &#39;Times New Roman&#39;,serif; font-size: 14pt;&quot;&gt;Ce Collectif &amp;nbsp;répondra coup pour coup à toute falsification de notre histoire commune et est&amp;nbsp;tout aussi sûr&amp;nbsp;de sa&amp;nbsp;victoire finale&amp;nbsp;sur&amp;nbsp;les forces de l’ancien régime&amp;nbsp;dictatorial&amp;nbsp;comme&amp;nbsp;en Mars&amp;nbsp;91&amp;nbsp;sur GMT.&amp;nbsp;&lt;u&gt;&lt;/u&gt;&lt;u&gt;&lt;/u&gt;&lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;font-family: &#39;Times New Roman&#39;,serif; font-size: 14pt;&quot;&gt;&amp;nbsp;&lt;u&gt;&lt;/u&gt;&lt;u&gt;&lt;/u&gt;&lt;/span&gt;&lt;/div&gt;
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&lt;i&gt;&lt;span style=&quot;font-family: &#39;Times New Roman&#39;,serif; font-size: 14pt;&quot;&gt;Bamako, le&amp;nbsp;10 avril 2016&lt;u&gt;&lt;/u&gt;&lt;u&gt;&lt;/u&gt;&lt;/span&gt;&lt;/i&gt;&lt;/div&gt;
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&amp;nbsp;&lt;b&gt;&lt;/b&gt;&lt;i&gt;&lt;/i&gt;&lt;u&gt;&lt;/u&gt;&lt;sub&gt;&lt;/sub&gt;&lt;sup&gt;&lt;/sup&gt;&lt;strike&gt;&lt;/strike&gt;&lt;/div&gt;
</content><link rel='replies' type='application/atom+xml' href='http://espacekapolon.blogspot.com/feeds/7781281113346586810/comments/default' title='Publier les commentaires'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment/fullpage/post/2400347816800961802/7781281113346586810' title='0 commentaires'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/2400347816800961802/posts/default/7781281113346586810'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/2400347816800961802/posts/default/7781281113346586810'/><link rel='alternate' type='text/html' href='http://espacekapolon.blogspot.com/2016/04/declaration-du-non-la-falsification-de.html' title=''/><author><name>Guédioul</name><uri>http://www.blogger.com/profile/11791419661758815504</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-2400347816800961802.post-2250839430998908224</id><published>2015-08-06T13:57:00.000+00:00</published><updated>2015-08-06T13:57:37.166+00:00</updated><title type='text'>l&#39;Etat Malien: les paradoxes d&#39;un éffondrement</title><content type='html'>Comment l’Etat malien, souvent présenté comme un modèle de démocratie en Afrique, s’est-il si facilement, si brutalement effondré en 2012 et 2013, au point de devoir faire appel à l’armée de l’ancienne puissance coloniale pour éviter l’occupation du pays par les djihadistes ? Sous la succession des événements, quelles fragilités structurelles, quels enjeux institutionnels et sociétaux ? Et quelles leçons en tirer pour aller de l’avant ?

Etat malien : les paradoxes d’un effondrement

Bamako, 21 mars 2012. Un groupe de soldats excédés par la gabegie qui désorganise l’armée décide de marcher sur le palais de Koulouba, siège de présidence de la République. Ils ne veulent pas être la chair à canon d’une guerre où près d’une centaine de militaires sans munitions viennent d’être égorgés par l’alliance éphémère d’irrédentistes touareg et de desperados salafistes. La jacquerie, rejointe par quelques officiers subalternes, n’a qu’une vague idée de ses objectifs. Celui dont elle a fait son chef, le capitaine Amadou Aya Sanogo, reconnait peu après le coup que les mutins ont décidé en cours de route d’en « profiter » pour prendre le pouvoir. Quelques semaine avant des élections où il ne se présentait pas, le président Amadou Toumani Touré est renversé.

L’armée, désorganisée, cède devant les narco-djihadistes qui s’installent dans les grandes villes du Nord. En dépit de ses conséquences immédiates catastrophiques et des condamnations internationales qui pleuvent, l’équipée suscite une approbation populaire inquiète et mesurée, mais réelle. On déplore les pillages dont les putschistes se rendent coupables, mais on comprend les pillards, on les envie parfois. L’armée en fuite ? C’est un crève-cœur, mais pourquoi risquer sa peau quand l’absence de confiance dans l’institution donne à croire que le sacrifice est désespéré ? Depuis l’indépendance, les trois régions septentrionales du Mali, dont le territoire est très majoritairement désertique, connaissent des soubresauts. Beaucoup de Touaregs reprochent à l’Etat de délaisser le développement d’un territoire partagé avec des Sonraïs, des Peuls, des Arabes, des Bamanans. Plus que de discrimination ethnique, il s’agit d’un effet de l’éloignement conjugué à la corruption : plus le bénéficiaire officiel d’une « aide » est éloigné de sa source, moins les voraces postés sur la route en laissent à disposition. A cela s’ajoutent des considérations raciales. Longtemps, les Touaregs ont pratiqué la razzia, enlevant des habitants sédentaires du Sud pour en faire leurs esclaves. Jusqu’à présent, ce sont généralement les Bellah, descendants des captifs, qui assurent dans des conditions moralement et physiquement dégradantes les tâches subalternes. Les Bellahs ont la peau noire, celle de leurs maîtres est plus claire. Des préjugés vivaces entretiennent le mépris, le ressentiment, la méfiance.

Durant les neuf premières années de la présidence d’Amadou Toumani Touré, les révoltes marquent le pas. C’est dû à une politique opiniâtre d’arrangements au coup par coup, de négociations au jour le jour, de complicités improbables qui, au Nord comme au Sud, sont la marque de fabrique d’un président expert en consensus. La zone devient un théâtre d’ombres où se mêlent trafic d’armes et de drogue, concentrations de narco-djihadistes, enlèvements d’otages, aide internationale, corruption, opérations de développement… Un équilibre s’établit, où chacun semble trouver son compte. Beaucoup d’argent circule, créant des cercles d’intérêt commun qui réunissent sans préjugés encombrants salafistes algériens, généraux de l’armée malienne, anciens rebelles touaregs, administrateurs corrompus, bandits de grands chemins… Ce que la répression d’Etat ou le culte de l’unité nationale étaient impuissants à réaliser, les arrangements l’ont fait. Jamais la zone n’a été aussi calme.

Cette bonace est bouleversée par des événements en partie aléatoires. La chute du régime lybien de Mouamar Khadafi contraint ses mercenaires touaregs à rentrer au pays. A la faveur des troubles, ils se sont lourdement armés. Le rapport de force militaire en est ébranlé. Fidèle à lui-même, le président Amadou Toumani Touré tente bien de se concilier les nouveaux arrivants, qui reçoivent des subsides substantiels, sans même être désarmés. Cependant, la tentation de rebattre les cartes est trop forte. En janvier 2012, les petites localités sahariennes de Tessalit et Aguelhoc tombent aux mains des « Lybiens » du Mouvement national de libération de l’Azawad (MNLA). A Bamako, l’improbable coup d’Etat d’un groupe de soldats en colère achève de désorganiser le montage arrangé au cours des ans.

Yuruguyurugu : ce que le mot « corruption » ne dit pas

Dans la langue bamanan (bambara), la plus parlée du Mali, les faits de corruption sont désignés par le vocable expressif de yuruguyurugu. Le mot français corruption évoque le pourrissement, ce qui suppose l’antériorité d’un corps sain. Yuruguyurugu signifie magouille, trafic, arrangement douteux. La différence des approches n’est pas fortuite. L’Etat administré et ce qui est présenté comme son aboutissement, l’Etat démocratique représentatif, sont enfants de l’histoire politique de l’Occident. Son Etat, tout naturellement, l’Occident y croit, souvent même le fétichise. Pas l’Afrique. Elle a des raisons pour cela. La première école ouverte par l’occupant français sur le territoire de l’actuel Mali est officiellement baptisée « école des otages ». On y scolarise de force les fils de chefs retenus en otages et que l’on compte substituer à leurs pères incommodes après quelques années de lavage de cerveau. A l’indépendance, le Mali ne compte qu’un seul lycée public d’enseignement général et quatre cents kilomètres de routes goudronnées. Les romans et les mémoires d’Amadou Hampaté Bah fourmillent d’anecdotes où l’on voit les sujets coloniaux ruser et tromper une administration vécue comme un corps étranger et qui ne songe même pas à se hisser, comme en métropole, sur les cothurnes de l’intérêt général. Face au pouvoir de l’occupant, le yuruguyurugu apparaît comme une forme de résistance.

Les Maliens sont très attachés à la souveraineté de leur pays. Deux institutions – le drapeau, l’hymne national – sont passionnément honorés, au point qu’ils peuvent constituer le climax de concerts de rap ou de rencontres amicales. « Mali ! Mali ! Mali ! Mali ! » crient les habitants de Tombouctou et de Gao quand leurs villes sont libérées des psychopathes salafistes et des promoteurs de l’Azawad. La nation se constitue, mais l’Etat n’a jamais vraiment pris. Ce corps mort tombé des bivouacs coloniaux est une proie. Sama sogo, la viande de l’éléphant disent les bamanans. Le contraire d’un fétiche. Personne n’y croit, ni le fonctionnaire, ni l’administré. Dans un pays où la faim reste une hantise, d’une personne qui vient d’obtenir un bon poste, on dit qu’elle va pouvoir « bouffer ».

Ce qui est surprenant n’est pas qu’un tel Etat se soit si rapidement écroulé, c’est plutôt que la société ait tenu malgré cet Etat. Deux facteurs assurent cette « tenue ». Comme une onde de fond invisible au monde extérieur, mais explicite dans l’entre soi des consciences, un certain nombre d’institutions endogènes vécues comme fiables et bénéfiques maintiennent une cohésion réelle et contrôlent les débordements. Ainsi, la fameuse « solidarité africaine » répond à des règles précises, instituées, intériorisées de vie collective auxquelles il est délicat de se soustraire. Et puis, avec une tonicité remarquable, au défaut d’institutions en charge de l’intérêt général se substitue un système généralisé d’arrangements privés, une négociation permanente et consentie qui établit une certaine stabilité, une certaine efficacité dans l’exercice des grandes fonctions sociales.

Le yuruguyurugu est le versant trouble d’un système d’arrangements, qui sait aussi être efficace et de bon aloi. Ce que la corruption met en négociation, c’est la souveraineté de l’Etat. Les prérogatives publiques sont privatisées et mises sur le marché par ceux qui en sont les dépositaires. L’entreprise privée du policier véreux est le carrefour où il rançonne les usagers de la route. L’entreprise privée de la secrétaire administrative indélicate est la porte du directeur, qu’elle n’ouvre pas sans une obole. L’entreprise privée de l’enseignant intéressé est le passage dans la classe supérieure, celle du maire vorace l’attribution des terrains constructibles, celle du ministre cupide la souveraineté du pays sur ses ressources minières… Ce commerce est parasitaire. Il consiste à créer des entraves artificielles et à les lever moyennant finances. Mais il participe au système généralisé des arrangements qui « tient » la société. C’est grâce au yuruguyurugu que le douanier corrompu paye l’ordonnance de son cousin paysan et pallie ainsi l’absence d’assurance maladie. 

Charia : loi de Dieu, loi des armes ou loi du peuple ?

Ce système d’arrangements n’empêche pas et sans doute protège pour une part une croissance soutenue, plutôt supérieure à la moyenne des pays environnants. La ville de Bamako se modernise d’année en année. Mais le yuruguyurugu, omniprésent, est source d’injustices, de blocages, de gâchis tels que la classe politique en est déconsidérée. Quelle issue ? La tentation des armes ? Une bonne dictature militaire ? Il y avait de ça dans la sourde approbation qui avait d’abord entouré l’équipée du capitaine Sanogo. La religion ? Son interventionnisme prend de l’ampleur. Quand les lois humaines se discréditent elles-mêmes, une nation très majoritairement croyante peut souhaiter le recours aux lois divines. L’action victorieusement menée en 2011 par les organisations islamiques contre un code du mariage voté par l’Assemblée nationale et qui consacrait l’égalité des époux avait été un coup de semonce, tout comme l’énorme meeting du 13 août 2012 rassemblé au stade bamakois du 26 mars par le Haut conseil islamique, présidé par un imam wahhabite plutôt compréhensif vis-à-vis des appels à l’instauration de la Charia sur toute l’étendue du pays et soucieux de placer la « transition » sous l’influence des mosquées.

Mais la terreur salafiste sur les villes du Nord a mis dans l’embarras jusqu’aux plus ardents. Le sens et l’impact du mot arabe charia, que les bamanans emploient dans tous les usages du mot loi, mais auquel les prêcheurs donnent le sens coranique de préceptes divins en sortent brouillés. Le prêcheur le plus populaire du pays, le chérif Ousmane Madani Haïdara, puise son inspiration religieuse dans la tradition millénaire du soufisme, très ancrée au Mali, et affirme qu’appliquer les préceptes religieux est affaire de foi et non de loi. Ses prédications amorcent une théologie compatible avec la laïcité, dont il est explicitement partisan. Elles lui valent de remplir les stades et d’être menacé de mort par les djihadistes. Sur les réseaux sociaux et même dans les conversations, on voit poindre des opinions de libres penseurs qui hier se seraient autocensurés. Le principe de laïcité de l’Etat connaît un regain de popularité, même quand l’Etat laïc est méprisé. Ambivalence de la crise.

Fadenya, badenya : la fraternitude d’Abel et Caïn

Les Songhaïs, sédentaires du Nord, se désignent eux-mêmes comme « koyraborey » (gens des cités), une dénomination déformée par les habitants du sud qui les nomment koroboro. Les Touareg et leurs serviteurs bellah sont eux communément nommés dans la même langue gandjiborey (gens de la brousse). Alors que les djihadistes avancent vers le Sud, un jeune ami qui, sans instruction scolaire, a appris le français par raccroc et sur facebook, est pris dans une de ces conversations politiques que la crise a ravivées. Pour désigner les assaillants, il ne dit pas les islamistes, il ne dit pas les Touareg, ni les bandits armés, ni les djihadistes, il dit spontanément « les éleveurs ».

Une attaque de l’éleveur Abel contre le cultivateur Caïn, des nomades Hébreux contre le Canaan des sédentaires ? En langue bamanan, deux vocables expriment la fraternité, ou plutôt la fraternitude, le lien concret qui relie des enfants du même sang. Badenya – le fait d’être enfants de la même mère – désigne l’affection fraternelle. Fadenya – le fait d’être enfants du même père – signifie « rivalité » par référence à la concurrence qui oppose souvent les fratries de familles polygames où chaque épouse veille jalousement au destin de sa couvée. La fadenya n’abolit pas le lien fraternel. Elle peut être un facteur de dépassement de soi. Si les frères rivaux sont à armes égales. Mais lorsque l’un d’eux est armé d’un AK 47 et l’autre de ses seuls poings, la peur, la haine, la destruction, la vengeance abolissent le lien du sang.

Azawad : une chimère qui bouge à tout vent

En octobre 2011, le régime du lybien Khadafi tombe sous les bombes occidentales et la révolte d’une partie du peuple. Le fantasque dictateur s’était entouré de combattants touaregs. Ceux-ci se retrouvent sans emploi, s’emparent des armes qu’ils peuvent dans les entrepôts éventrés, rentrent au pays. Leurs prétentions prennent la forme d’une chimère. Sous le nom d’Azawad, ils revendiquent la sécession, à leur main, des trois régions nord du Mali, où les Touaregs sont pourtant partout minoritaires. Même s’ils évoquent un hypothétique soutien des autres habitants de la zone, qui ne sont pas demandeurs, ils savent que leur Etat ethnique ne survivrait pas à une élection libre. Leurs cousins salafistes d’Ansar Dine ne s’y trompent d’ailleurs pas. Ils appellent de leurs vœux et de leurs armes, sur toute l’étendue du Mali, une tyrannie religieuse où leur interprétation furieuse de l’Islam et la loi des gangs de la drogue s’imposeront à tous. En janvier 2012, les uns et les autres, alors alliés, signent dans le sang l’ouverture des hostilités, égorgeant dans la petite localité saharienne d’Aguelhoc près d’une centaine de soldats maliens désarmés. Lorsqu’il s’empare de Gao, le MNLA y installe l’insécurité – pillage des banques et des administrations, vols, viols, arbitraire généralisé – ce qui, dans un premier temps, assure une certaine popularité aux narco-djihadistes du Mujao, leurs alliés d’hier, qui les en chassent.

A chaque déconvenue militaire, à chaque ouverture politique potentielle, le MNLA change, parfois radicalement, d’objectif politique. Tantôt Azawadiens irréductibles, tantôt Maliens de raison. Tantôt alliés d’Ansar dine, groupe armé touareg fraichement converti au salafisme, tantôt supplétifs autoproclamés de l’armée française engagée « contre le terrorisme ». Déclencheur d’une crise qu’il ne maîtrisera jamais, le MNLA donne, à travers ces contorsions, une démonstration caricaturale de la façon dont le système des arrangements réagit aux variations du rapport de force. Cependant, les lance-roquettes lybiens ne règlent pas la question de fond : comment va recommencer à vivre ensemble une société où s’imbriquent des éleveurs nomades dont le savoir faire irremplaçable valorise une des zones les plus arides de la planète et des sédentaires urbains ou ruraux sans lesquels la vie pastorale manquerait de tout ?

Concrètement impraticable, sauf à obtenir la soumission durable d’une grande majorité des habitants attachés au Mali, l’Etat ethnique de l’Azawad revendiqué par le MNLA est à l’image des « solutions » institutionnelles adoptées bon gré mal gré par les nations africaines : copier-coller d’un ordre politique – ici l’Etat national – inventé par d’autres dans un cadre historique et social d’une tout autre nature. Les appels à la négociation sont raisonnables. L’établissement de réseaux stables et fraternels sont en effet possibles et souhaitables. Ils impliqueront nécessairement les adversaires d’aujourd’hui. Depuis des siècles, les uns et les autres usent de processus institutionnels endogènes pour se retrouver après l’orage. L’histoire présente montre que ces chemins anciens ne suffisent plus. Ils indiquent cependant une voie plus féconde que le cauchemar d’un Etat par ethnie. Reste à en inventer les formes nouvelles.  

Nyangoya : l’esprit de défaite  

Quatre-vingts ans d’occupation coloniale, c’est long. Quatre-vingts ans où les générations fomentent et se transmettent les ruses de vaincus qui permettent de survivre. Quatre-vingts ans où s’intériorise un état de subordination auquel le colonialisme donne une interprétation raciale, naturelle, biologique. La nyangoya est un vice partout présent, partout mis en débat, partout condamné. La langue française n’a pas d’équivalent exact. Egoïsme ? Jalousie ? Bassesse ? Il y a quelques années, l’émission « A nous la citoyenneté » en a donné à la télévision nationale une figure qui en quelques jours s’est invitée dans tous les échanges. Un personnage du nom de Banyango supplie une divinité de le sortir de la misère. Le fétiche accepte, mais à une condition : tout ce qu’il lui accordera, il en donnera le double à son ami. Une villa à Banyengo, deux à son ami ; cent bœufs à Banyango, deux cents à son ami… Banyango réfléchit, réfléchit. Il répond : n’nyé kélén ci ! Crève-moi un œil ! On peut identifier ce réflexe très répandu, très bien identifié, comme un vice de vaincus : convaincu de ne pas être apte à la grandeur, je mets ma virtuosité dans la petitesse ; plutôt que de voir quelqu’un s’élever, même sans me nuire, je préfère provoquer sa chute et la mienne. Quand elle est actionnée avec la puissance que confèrent les prérogatives publiques, la nyangoya se transforme en pesant couvercle.

Une situation nouvelle, qui n’est pas morale, ni directement politique, vient néanmoins perturber ces stratégies mortifères et bouillonne sous le couvercle : l’avènement de la cyber-génération. Le téléphone cellulaire relie désormais les campagnes les plus reculées au reste du monde, aux parents partis en émigration notamment, et Orange est le premier contribuable du Mali. Pour trois cents francs CFA (0,45 €), les « cybers » offrent une heure d’accès aux accrocs de Google et de facebook. L’attrait provoqué par ces nouveaux medias et la simplification orthographique qu’ils autorisent partout façonnent une nouvelle koïnè francophone où les jeunes Africains prennent toute leur place. On se demande parfois si le goût de se faire des « amis » sur facebook ne contribue pas davantage à l’apprentissage de la lecture et de l’écriture qu’une école en déshérence où un corps enseignant démoralisé et des organisations d’étudiants aux pratiques mafieuses lancent tour à tour des grèves qui peuvent durer six mois sous l’œil indifférent d’un Etat dont l’inertie garantit la tranquillité.

Mali kura : génération décomplexée

Ces jeunes dont les parents eux-mêmes n’ont pas connu la colonisation prennent ainsi la parole dans des conditions radicalement nouvelles. La figure d’un monde composé d’un centre et de ses périphéries perd de sa consistance. Dans les nouveaux réseaux, « le centre est partout et la circonférence nulle part ». Les nouvelles pratiques émoussent les réflexes d’attraction/répulsion, la tentation de se placer dans le désir de l’autre qui caractérisent le rapport du dominé au dominant. De plus en plus, on voit s’installer des relations décomplexées, claires, tranquilles, efficaces. La situation nouvelle ainsi créée colore et relativise la francophilie qui accompagne l’intervention armée décidée par François Hollande, intervention vécue comme salvatrice par l’écrasante majorité des Maliens. La reconnaissance vis-à-vis de la France et de son armée est sincère. Elle est vigilante aussi, fragile. Tout retour, même supposé, à l’arrogance impériale enflamme les réseaux, par exemple quand les événements donnent le sentiment que la France voudrait se réserver la gestion de la « question touareg ».

La fin de la nyengoya ? En tout cas sa mise en cause et le sentiment que son sort est lié au poids de pratiques anciennes, qui parviennent encore à étouffer l’initiative, mais comme un couvercle à l’assise menacée par la marmite en ébullition. Cent exemples d’un Mali qui travaille et se prend en main, d’un Mali kura (Mali nouveau) entreprenant, talentueux, confiant en lui-même viennent contester, ronger, affaiblir, déconsidérer le système qui a « tenu » le pays durant les vingt dernières années.

Kotèba : liberté d’expression à la malienne  

Les cadres de la première république, celle qui naît de l’indépendance, lisaient beaucoup. Les élites de la troisième regardent « Les feux de l’amour » sur leur écran plat. Il n’y a pas, sur toute l’étendue du Mali, une seule librairie qui tienne la comparaison avec une grosse maison de la presse à la française. Dans les années 1960, le régime socialiste de Modibo Keïta soutient une vie culturelle intense à laquelle il assigne, censure aidant, la mission de forger l’homme nouveau. Les militaires qui prennent le pouvoir le 19 novembre 1968 ne sont pas des intellectuels. Ils laissent s’épuiser d’elles-mêmes les formules mises en place par l’ancien régime sans trop s’en préoccuper. Le taux de scolarisation était passé de 7% à 23% durant les huit ans de présidence Modibo Keïta. Il retombe à 21% sous le régime militaire. Des années après le coup d’Etat, l’enseignement du marxisme-léninisme reste le programme officiel de la classe de philosophie et les journées du livre soviétique proposent toujours pour presque rien les classiques de la pensée et de la littérature « prolétarienne ». Mais le cœur n’y est pas. Le renouveau vient d’ailleurs. Le kotèba est une institution politico-culturelle qui prend la forme de saynètes où les tares de la société sont raillées sur le mode burlesque. Dans les années 1980, en pleine dictature militaire, des comédiens courageux adaptent cet art de village à la grande ville et montent des spectacles vigoureusement critiques, qui rencontrent une immense approbation populaire et sont jusqu’à présent identifiés comme un élément déclencheur de la révolte qui fera tomber le régime. Le cinéma lui aussi, en dépit des ruses derrière lesquelles il est contraint de se protéger, produit malgré la dictature des films fervents où les maux de la société sont crument décrits. La révolution de 1991 instaure une liberté d’expression, qui est sans doute un des acquis les plus positifs du nouveau régime, mais paradoxalement, la vie culturelle s’assoupit. Le cinéma se perd peu à peu, sans vraie résistance à l’effondrement du réseau de salles publiques et à l’envahissement télévisuel. Le kotèba se met au service de la publicité commerciale et des ONG humanitaires. Préférant le libre marché à la libre opinion, la presse libre se vend au plus offrant. Faire sa place dans le système des arrangements semble avoir bu toute énergie, polarisé toute faculté intellectuelle, annexé toute imagination.  

Horonya : inculturer la démocratie  

En octobre 2012, alors que le Mali est abaissé, humilié par la défaite de son armée, la compagnie théâtrale BlonBa présente au palais de la culture de Bamako un spectacle intitulé Tanyinibougou (la cité de « chacun sa poche »). Le personnage central est repris des kotèba libérateurs qui ont enflammé la fin de la dictature militaire. Malgré la crise, trois mille personnes, dont cinq ministres, font le déplacement. Une heure et demi de satire féroce et désopilante de la corruption. Personne n’est épargné. Du ministre au mendiant. Quand on est au fond du trou, l’autodérision est le premier pas vers la grandeur. Se placer au dessus de soi-même. En rire. La magie du kotèba opère une fois de plus. Ce n’est pas des opinions suspectes diffusées par la presse, ni des débats obscurs de l’Assemblée nationale qu’on attend la critique fiable dont le pays a besoin. C’est de l’antique institution politico-culturelle du kotèba et de ses fictions plus vraies que nature.

La toute fin du spectacle évoque l’après-crise : ce qui a manqué à la démocratie, c’est la pratique de la horonya. Un personnage invite à transformer Tanyinibougou en Horonyabougou, la cité de la horonya. Applaudissements fournis. Gorges nouées. Quand on demande à un bamananphone comment dire « citoyenneté » dans sa langue, la première réaction est l’hésitation, car les langues, surtout quand elles disent des civilisations différentes, ne sont pas superposables. Dans le flot du récit théâtral, les auteurs de Tanyinibougou proposent audacieusement horonya. Le mot désigne le statut des hommes libres, de ceux qui disposent d’eux-mêmes, qui ont le droit de cité. La horonya s’accompagne de vertus chantées à chaque mariage, à chaque baptême : vaillance, respect de la parole donnée, libéralité…

Dans la société bamanan d’autrefois, ce statut s’oppose à la condition subordonnée des hommes de caste ou des descendants de captifs. Mais le principe républicain l’ouvre à tous. La horonya républicaine s’acquiert sans distinction d’âge, de genre, de naissance ni de condition sociale. Y inviter les trois mille spectateurs de Tanyinibougou, associer ses vertus à la construction par tous de la patrie commune, c’est donner une signification vivante, repérable, désirable, ancrée dans l’imaginaire malien à une « citoyenneté » qui sinon participe à une « langue officielle » – le français – souvent utilisée par les élites pour intimider plutôt que pour se faire comprendre. Les promoteurs de la horonya républicaine rappellent que le logiciel capable de donner toute sa puissance aux particularités du disque dur de l’Afrique ne s’obtient pas par téléchargement. Ce logiciel, c’est la culture africaine vivante telle que l’imaginent les Africains libres d’aujourd’hui. Dans une Afrique en voie d’indépendance, ce que l’Occident nomme question culturelle est une urgence et un préalable politiques de premier rang.  

Et l’impérialisme dans tout ça ?

L’intervention militaire française de l’hiver 2013 a sauvé le Mali d’un péril immédiat. Dans leur écrasante majorité, les Maliens lui en sont reconnaissants. Elle est également le symptôme du déséquilibre abyssal qui subsiste entre l’ancienne puissance coloniale et les pays africains qu’elle gouverna directement, puis influença pesamment depuis près d’un siècle et demi. Si l’armée française a été seule en mesure de réduire l’agression dont le Mali est victime, c’est aussi parce que la tutelle de l’ancienne puissance coloniale reste une donnée fondamentale. Pourtant, elle n’apparaît jusqu’ici dans ce texte qu’en fond d’écran, comme le paysage dans lequel s’inscrivent les événements et les tensions relatés et non comme leur ordonnatrice. C’est à dessein.

Présenter l’impérialisme français comme le deus ex machina de tous les malheurs de l’Afrique est un parti-pris dépressif et quelque peu narcissique qui empêche de voir les modifications des rapports de force aujourd’hui à l’œuvre et d’agir efficacement sur eux, au Mali comme en France. Durant les deux mandats d’Amadou Toumani Touré, les permis de recherche pétrolière n’ont pas été accordés à Total, mais pour l’essentiel à la Sonatrach, une entreprise publique algérienne et dans une moindre part à des entreprises aux allures de prête-nom. Les mines d’or sont exploitées par des compagnies maliennes, sud-africaines, canadiennes, australiennes, et non pas françaises. Le pouvoir sarkozyste n’est jamais parvenu à faire signer au Mali un accord de rapatriement des immigrés expulsés. Le président Amadou Toumani Touré avait d’ailleurs malicieusement confié cette négociation à un ancien ouvrier longtemps émigré en région parisienne, militant notoire du parti communiste français.

Le fameux discours de Nicolas Sarkozy à Dakar vécu comme une insulte faite à l’Afrique, les visas délivrés au compte-goutte et aux prix d’humiliations absurdes ont paradoxalement libéré les esprits : à l’agressivité inquiète, sœur de l’amour déçu, a peu à peu succédé une indifférence teintée de mépris. Avec la participation française à la libération du Nord, la donne a changé. Mais les cyclomoteurs Peugeot, remplacés par la marée des « Djakarta » chinoises, ne reviendront pas dans la circulation bamakoise. Quand elles ont besoin de soins complexes, les élites maliennes vont désormais se faire ausculter au Maroc, en Afrique du Sud, au Brésil ou dans les pays du Golfe. Tout comme la reconnaissance, somme toute assez rationnelle, dont bénéficie la France engagée contre les djihadistes, cette distance subjective prise avec l’ancienne tutelle est un élément du rapport de force, un fait politique. Les drapeaux français agités de bon cœur dans les rues de Tombouctou n’empêchent pas une vigilance sourcilleuse chaque fois qu’à tort ou à raison, Paris est soupçonné de vouloir se substituer aux autorités maliennes. Le pouvoir économique et politique de l’Occident n’a pas disparu, mais il est aujourd’hui en crise, contrebalancé par la vague des puissances « émergentes », avec lesquelles les questions de dépendance sont posées à nouveau frais.

Les injonctions des institutions financières internationales, la dette, les politiques d’ajustement structurel témoignent de la pression que la conduite capitaliste et occidentale fait peser sur le monde. En imposant partout les formules institutionnelles consacrées par le libéralisme, elles bloquent et stérilisent la nécessaire invention d’une culture politique intériorisable par les peuples. Au Mali, l’obligation d’instaurer les formes occidentales de la propriété foncière, alors que les terrains « concédés » par l’Etat ou attribués par le chef de village conféraient naguère un droit d’usage quasi équivalent à celui d’un « titre foncier », produit spoliations (parfois massives dans le cas des terres agricoles), corruption, différends judiciaires qui alimentent le mépris de l’Etat et la méfiance entre citoyens.

Mais l’impact de ces injonctions est brouillé par des réalités qui leur échappent. C’est d’un Etat privatisé par la corruption qu’on exige de privatiser « à l’occidentale » le train, le téléphone ou le commerce du coton. C’est à une société qui tient et se développe en grande partie par son secteur dit « informel » (comme si ce que l’empire n’a pas formé était sans forme) qu’on délivre les bons conseils de la régularité libérale. A contrario, ce brouillage touche aussi un altermondialisme d’inspiration socialiste et euro-sud-américaine, qui mord peu sur l’opinion malienne et dont les recettes souvent teintées d’étatisme peinent à convaincre dans un pays où les prérogatives publiques sont elles-mêmes mises sur le marché. Le Mali, l’Afrique sont condamnés à inventer les formes de leur développement, de leur solidarité sociale, de leur démocratie, de leur indépendance. La figure achevée sera nécessairement singulière et sans doute inattendue. [1] Deux ans et demi plus tard, le capital de sympathie accumulé lors de l’intervention militaire française est recouvert par le soupçon d’un soutien de la France au MNLA et les vieux griefs qui ne pourront s’éteindre qu’après avoir définitivement redressé les déséquilibres issus du colonialisme.

 de  JL Sagot-Duvauroux

Source :  https://jlsagotduvauroux.wordpress.com/2015/07/13/quelques-traits-du-mali-en-crise-retour-sur-la-crise-de-2012-2013/</content><link rel='replies' type='application/atom+xml' href='http://espacekapolon.blogspot.com/feeds/2250839430998908224/comments/default' title='Publier les commentaires'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment/fullpage/post/2400347816800961802/2250839430998908224' title='0 commentaires'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/2400347816800961802/posts/default/2250839430998908224'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/2400347816800961802/posts/default/2250839430998908224'/><link rel='alternate' type='text/html' href='http://espacekapolon.blogspot.com/2015/08/letat-malien-les-paradoxes-dun.html' title='l&#39;Etat Malien: les paradoxes d&#39;un éffondrement'/><author><name>Guédioul</name><uri>http://www.blogger.com/profile/11791419661758815504</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-2400347816800961802.post-2137613885543977076</id><published>2015-06-19T12:13:00.003+00:00</published><updated>2015-06-19T12:13:56.333+00:00</updated><title type='text'></title><content type='html'>LES ORIGINES DE LA CRISE MALIENNE (LA PASSIVITE DU PEUPLE)&lt;br /&gt;
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&lt;span style=&quot;color: #141823; font-family: Helvetica Neue,Helvetica,Lucida Grande,tahoma,verdana,arial,sans-serif; font-size: 16px;&quot;&gt;&lt;span style=&quot;font-family: Georgia, &amp;quot;Times New Roman&amp;quot;, serif;&quot;&gt;Notre nation traverse une crise existentielle à laquelle nous devons faire face. Il se trouve, en revisitant notre histoire toute récente,  que nous en sommes les véritables responsables. Et pourtant, matin, midi et soir, nous cherchons et recherchons des boucs émissaires à nos  malheurs. Revisitons notre récente histoire ! &lt;br /&gt;En 2006, le Mali signe, dans l’indifférence quasi-générale, l’accord d’Alger qui démilitarise nos régions du Nord. Les Maliens, dans leur  grande majorité, ne rechignent point. En  2009, Wikileaks délivre par  hasard des informations diplomatiques transmises à Washington. L’armée  du Mali est décrite en substance comme une armée de généraux, incapable, sous équipée, et mal entraînée. Notre ego n’est pas atteint et aucune  remise en cause n’est effectuée. En 2010, la Mauritanie et l’Algérie  trouvent que le Mali est le maillon faible de la lutte contre le  jihadisme dans le Sahel. Encore une fois, zéro remise en cause. &lt;br /&gt;Pour justifier la chute d’ATT, la bande à Sanogo disait que l’armée  manquait de tout : armes, munitions, repas. Tout ce qui, à l’évidence,  était faux. Sanogo le reconnaîtra sur youtube dans une vidéo encore  disponible au titre  » Sanogo en colère contre ses hommes à Konna’‘ Vous l’aurez remarqué, tous les errements et manquements évoqués plus haut  sont l’œuvre de Maliens de souche. &lt;br /&gt;La bêtise continue &lt;br /&gt;Bizarrement, IBK, élu pour redonner espoir au peuple malien, excelle dans la fanfaronnade. Il est le président des surfacturations de  l’avion et des équipements militaires. Et pourtant, aucun Malien n’est  sorti pour manifester son mécontentement. La faute incombera ensuite aux autres. Nos fameux ennemis. &lt;br /&gt;Le Végal vient de remettre son rapport 2013-2014. Plus de 153  milliards Fcfa de fraudes et/ou de manque à gagner, zéro Malien dehors  pour dire : ça suffit IBK. On exige des sanctions. Pis, IBK se fout du  peuple en parlant de philosophie et de morale pour sensibiliser les  voleurs de la République. Mieux, Mohamed Aly Bathily qui essayait  d’assainir la justice avec, il faut le reconnaître, une certaine  publicité, fut débarqué et remplacé par un inexistant, invisible,  incapable, inefficace ministre de la Justice. D’ailleurs comment  s’appelle-t-il ? &lt;br /&gt;Mme Jacqueline, ministre de l’Education qui commençait à se  débarrasser des fraudeurs aux examens, fut débarquée. Pis, les fraudeurs ont presque tous regagné leur poste.&amp;nbsp; Tout cela, dans une indifférence presque générale de notre société civile et de nos  grand-gueules altermondialistes, de nos patriotes de circonstance.  Après, ça sera encore la faute aux autres. Nos fameux ennemis. Mais où  est Aminata Dramane Traoré ? Il est plus facile de critiquer l’Occident  démocratique que nos potentats locaux. Un contrôle fiscal arrive vite ! &lt;br /&gt;Examen de conscience &lt;br /&gt;Tout ce qui nous arrive est et demeure notre faute. Probablement par inconscience, évidemment par cupidité. La peur de se faire détester par le prince du jour. Nos ennemis, si ennemis il y a, profitent de nos  vices. De bonne guerre. Évitons de chercher des boucs émissaires. La  corruption de notre élite politique, à commencer par Koulouba, est la  racine de notre mal. Notre inaction aidant. Nous ne duperons personne.  Le monde entier nous observe et sait aussi réfléchir. Commençons par  balayer devant notre porte. &lt;br /&gt;Le drame du Mali, c’est que le pouvoir d’IBK, bien que né d’une  crise, est le pire des régimes que notre pays ait connus. C’est triste,  mais hélas, c’est ainsi. Que voulez-vous ? &lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;color: #141823; font-family: Helvetica Neue,Helvetica,Lucida Grande,tahoma,verdana,arial,sans-serif; font-size: 16px;&quot;&gt;&lt;a href=&quot;mailto:boubacarsow@hotmail.fr&quot; target=&quot;_blank&quot;&gt;&lt;span style=&quot;font-family: Georgia, &amp;quot;Times New Roman&amp;quot;, serif;&quot;&gt;boubacarsow@hotmail.fr&lt;/span&gt;&lt;/a&gt;&lt;/span&gt;&lt;/div&gt;
</content><link rel='replies' type='application/atom+xml' href='http://espacekapolon.blogspot.com/feeds/2137613885543977076/comments/default' title='Publier les commentaires'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment/fullpage/post/2400347816800961802/2137613885543977076' title='0 commentaires'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/2400347816800961802/posts/default/2137613885543977076'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/2400347816800961802/posts/default/2137613885543977076'/><link rel='alternate' type='text/html' href='http://espacekapolon.blogspot.com/2015/06/les-origines-de-la-crise-malienne-la.html' title=''/><author><name>Guédioul</name><uri>http://www.blogger.com/profile/11791419661758815504</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-2400347816800961802.post-3245065856344503692</id><published>2015-05-22T07:00:00.002+00:00</published><updated>2015-05-22T07:00:59.490+00:00</updated><title type='text'></title><content type='html'>ECHANGE INDIRECTE TRES ENRICHISSANT ENTRE DEUX DEMOCRATES MALIENS: TIEBILE/KAMANO (2ème Partie)&lt;br /&gt;
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Ce message est important de par ses destinataires et expéditeurs, principalement.&lt;br /&gt;&lt;span class=&quot;aol&quot;&gt;Cliquer ici pour indiquer à Gmail que cette conversation n&#39;est pas importante&lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12pt;&quot;&gt;Notre culture du culte de la personnalité nous contraint à vouer une adoration divine pour ce genre d’invendus parvenus au sommet en pillant les maigres ressources publiques (souvent, après de criminels rites sacrificiels humains) ; tandis que de pauvres et affamés voleurs de coqs sont publiquement lynchés. Il y’a un adage, je crois indou, qui dit que chaque personne de façon individuelle et chaque peuple, de façon collective mérite son destin. Sans occulter la crise au nord (ou du nord) qui a failli emporter le pays entier et la sous-région avec, notre problème principal est la mal-gouvernance au sud. &lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12pt;&quot;&gt;Osons espérer que le Mali puisse compter sur des hommes et des femmes politiques comme Mr. Tiébilen Dramé, pour inventer une autre gouvernance politique, à l’image de celle de la modestie, de la morale et de l’efficacité des femmes et hommes politiques des pays scandinaves d&#39;Europe, que celle de l’arrogance et du pillage systématique des ressources publiques au Mali.&lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12pt;&quot;&gt;Seulement, je ne partage pas sa proposition de dialoguer avec les djihadistes, car cela constituerait une fuite en avant inutile. Si seulement cela permettait de gagner du temps&amp;nbsp;! Mais l’erreur à ne pas commettre (comme ATT) est de donner une seconde, une minute ou une heure de temps à un djihadiste qui a plus de voies et plus de moyens qu’un état légal et faible pour s’organiser et s’équiper&amp;nbsp;à travers le trafic de drogue et d’êtres humains ainsi que les immenses ressources en liquidité des organisations occultes parrainées par l’Arabie saoudite, le Qatar, la Turquie, etc., sans compter le soutien (par la mise à disposition de leur espace territorial) des mauvais voisins comme le Burkina Faso, la Mauritanie, l’Algérie, etc. Cela n’est pas une accusation fortuite pour remettre nos problèmes sur le dos des autres, mais une réelle donne avec laquelle il faut compter. &lt;span&gt;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12pt;&quot;&gt;Mais sans armée pour défendre les populations désarmées que faire&amp;nbsp;? Je pense que l’état malien a cessé d’exister en tant qu’état respectable et respecté depuis le régime de Modibo Kéita. Et ce malgré les impôts extorqués de force, sous le régime du GMT, aux pauvres paysans dont certains ont été contraints de vider leur grenier et de soumettre leur famille à la famine pendant toute une saison, voire une ou des années. Des hommes et des femmes, élèves et étudiants (sur ce, je n’apprends rien à Mr. Dramé), ont exposé ou sacrifié leur vie, pour que nous autres osions nous indigner du pillage systématique des ressources publiques, sous les régimes voyoucratiques du GMT, d’AOK, d’AHS, de DT et d’IBK. Il est donc prouvé que nos populations sont capables de sacrifices, jusqu’au suprême. Les indigents vietnamiens ont vaincus de la première puissance militaire du monde, laissons donc les djihadistes venir. De toutes les façons, n’avons-nous comme seule alternative que de négocier avec des djihadistes&amp;nbsp;? Dans l’affirmative, alors nous ne pourrions même plus compter sur Allah pour nous défendre. Car si jamais il a existé, il doit être plus djihadiste que malien.&lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12pt;&quot;&gt;Les grands progrès scientifiques et économiques sont en stagnation ou en arrêt dans les puissances occidentales (en crise) depuis que ces pays sont devenus de paresseux consommateurs dépendant du pétrole des pays arabo-musulmans, violents, instables et exportateurs de leur culture de violence et idéologie moyenâgeuse rétrograde à travers le monde, en particulier, dans les pays pauvres du tiers monde. Barack Obama l’a compris dès son arrivée au pouvoir et a donné une importance à l’exploitation du pétrole et gaz de schiste. C’est ce qui a entrainé la chute du prix du baril de pétrole. Il a clairement dit que la prochaine grande crise économique mondiale viendra de la dépendance énergétique du monde à ces pays, si une alternative n’est pas trouvée au pétrole.&lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12pt;&quot;&gt;Il appartient donc à l&#39;Afrique, de savoir opérer le décrochage économique et surtout idéologique à ces pays qui ne nous ressemblent sur aucun plan. AQMI, Boko-haram, etc., sont des monstruosités nées de cette dépendance économique et idéologique. D&#39;autres monstruosités naitront avec les crises à venir, sans avenir et sans repères pour les jeunes, alors même que les plus intellectuels en relative indépendance matérielle sont incapables de s&#39;orienter par rapport à ces idéologies obscurantistes.&amp;nbsp; &lt;/span&gt;&lt;/div&gt;
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Kamano&lt;/div&gt;
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</content><link rel='replies' type='application/atom+xml' href='http://espacekapolon.blogspot.com/feeds/3245065856344503692/comments/default' title='Publier les commentaires'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment/fullpage/post/2400347816800961802/3245065856344503692' title='0 commentaires'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/2400347816800961802/posts/default/3245065856344503692'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/2400347816800961802/posts/default/3245065856344503692'/><link rel='alternate' type='text/html' href='http://espacekapolon.blogspot.com/2015/05/echange-indirecte-tres-enrichissant_22.html' title=''/><author><name>Guédioul</name><uri>http://www.blogger.com/profile/11791419661758815504</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-2400347816800961802.post-778260286222476686</id><published>2015-05-22T06:56:00.004+00:00</published><updated>2015-05-22T06:56:51.098+00:00</updated><title type='text'></title><content type='html'>&lt;br /&gt;&lt;br /&gt;
ECHANGE INDIRECTE TRES ENRICHISSANT ENTRE DEUX DEMOCRATES MALIENS: TIEBILE/KAMANO (1ère Partie)&lt;br /&gt;
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Ce message est important de par ses destinataires et expéditeurs, principalement.&lt;br /&gt;&lt;span class=&quot;aol&quot;&gt;Cliquer ici pour indiquer à Gmail que cette conversation n&#39;est pas importante&lt;/span&gt;&lt;/div&gt;
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&lt;/span&gt;Venons-en au fond des choses:&lt;br /&gt;&lt;br /&gt;1- le Mali est dans un état d&#39;extrême fragilité qui est sans précédent  depuis l&#39;indépendance: la rébellion déclenchée en 2012, l&#39;effondrement  de l&#39;État consécutif au coup d&#39;État de mars 2012, l&#39;effondrement de  l&#39;armée, l&#39;occupation terroriste, la défaite militaire et l&#39;humiliation  de la Nation suite à la visite de Mr Mara en mai 2014, la gestion  chaotique du pays et du processus de paix et de réconciliation depuis  septembre 2013 ont conduit le Mali dans une situation peu enviable qui  est grosse de dangers pour l&#39;existence même du pays. &lt;br /&gt;&lt;br /&gt;2- Parmi les nouveaux phénomènes révélés par cette crise profonde, il y a la constitution, la présence  et les activités de groupes djihadistes dans plusieurs régions du pays:  Kidal, Ansongo/Ménaka, Ténenkou/Youwarou.&lt;br /&gt;&lt;br /&gt;3- Une autre réalité  malheureuse pour nous: à ce jour, nous n&#39;avons pas été en mesure de  re-fonder une armée capable de faire face aux graves défis de l&#39;heure,  d&#39;assurer la sécurité du territoire et protéger les populations  maliennes.&lt;br /&gt;Nous ne pouvons compter que sur la présence étrangère (Barkane, MINUSMA ) pour dormir.....et là encore d&#39;un seul œil. &lt;br /&gt;Et nous ne sommes pas satisfaits de cette présence étrangère que nous soupçonnons et critiquons chaque matin et chaque soir.&lt;br /&gt;&lt;br /&gt;4- Autre constante des temps actuels: nous soupçonnons et critiquons les  autres mais&amp;nbsp; il apparaît clairement que nous avons cessé de compter sur  nous mêmes. Nous avons abandonné notre sort aux autres que nous critiquons dans une  inconséquence notoire. Nous n&#39;avons aucune maîtrise du destin de notre  pays. Ni dans la négociation, ni dans la restauration de la sécurité sur notre territoire.&lt;br /&gt;&lt;br /&gt;5- Il est indispensable d&#39;élaborer une  stratégie nationale autonome pour la restauration de la paix et de la  stabilité sur l&#39;ensemble du territoire.&lt;br /&gt;Dans le cadre de  l&#39;élaboration de cette stratégie, nous ne pouvons pas ignorer que des  islamistes maliens partisans du djihad sont parmi ceux qui créent  l&#39;insécurité et l&#39;instabilité.&lt;br /&gt;&lt;br /&gt;6- Ne devons-nous pas agir avant  qu&#39;il ne soit pas trop tard? Devons-nous attendre d&#39;être dépassés par  les événements pour courir derrière les djihadistes comme Goodluck  Jonathan l&#39;a fait avant l&#39;intervention tchado-nigérienne? &lt;br /&gt;&lt;br /&gt;7- Avons-nous&amp;nbsp; une armée capable d&#39;assurer la sécurité du territoire et du peuple?&lt;br /&gt;Dialoguer avec les djihadistes pendant qu&#39;il est temps pour stabiliser le pays et nous  faire gagner un temps précieux afin de reconstruire notre outil de  défense et de sécurité.&lt;br /&gt;Chacun sait que la reconstruction de notre armée prendra plusieurs années ( entre cinq et dix ans au moins).&lt;br /&gt;&lt;br /&gt;8- Mr Kamano sait-il que le pays s&#39;embrase? Que les écoles (147) sont  toutes fermées à Ténenkou et Youwarou. Sait-il que les chefs de villages et les imams dans tout le delta du Niger reçoivent quotidiennement des  menaces et que certains ont été obligés de fuir leurs villages et se  réfugier à Mopti et Bamako?&lt;br /&gt;Ne faut-il pas parler, pendant qu&#39;il est encore temps, avec le chef du mouvement du Macina, Hamadou Kouffa Diallo?&lt;br /&gt;Quid de ceux qui sont dans la forêt dite de la Girafe?&lt;br /&gt;Seule une stratégie nationale autonome de sécurité permettra au Mali de  maîtriser le processus de restauration de la paix et de la stabilité.&lt;br /&gt;&lt;br /&gt;9- Mr Kamano devrait avoir présent à la mémoire que Tiébilé Dramé s&#39;est battu tout le long  du processus de Ouagadougou afin que la forme laïque et républicaine de  l&#39;État soit inscrite parmi les grands principes de l&#39;Accord préliminaire du 18 juin 2013. Donc, il ne devrait pas me faire le procès d&#39;une  complaisance avec les djihadistes.&lt;br /&gt;Il s&#39;agit d&#39;un principe de réalité.&amp;nbsp; &lt;br /&gt;&lt;br /&gt;10- Enfin sous d&#39;autres cieux, l&#39;on a discuté avec les djihadistes.  Présentement les Américains discutent avec les Talibans. Pourquoi le  Mali ne discute pas avec les djihadistes maliens? &lt;br /&gt;
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Fatigués par les activités terroristes de Boko Haram, les Nigérians avaient cherché à discuter avec les chefs de cette dangereuse secte.&lt;/div&gt;
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Salutations cordiales à tous le membres du forum, à M BAMBA et au redoutable polémiste qu&#39;est Monsieur Kamano.&lt;/div&gt;
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T DRAME&lt;/div&gt;
</content><link rel='replies' type='application/atom+xml' href='http://espacekapolon.blogspot.com/feeds/778260286222476686/comments/default' title='Publier les commentaires'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment/fullpage/post/2400347816800961802/778260286222476686' title='0 commentaires'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/2400347816800961802/posts/default/778260286222476686'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/2400347816800961802/posts/default/778260286222476686'/><link rel='alternate' type='text/html' href='http://espacekapolon.blogspot.com/2015/05/echange-indirecte-tres-enrichissant.html' title=''/><author><name>Guédioul</name><uri>http://www.blogger.com/profile/11791419661758815504</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-2400347816800961802.post-1162931065435362003</id><published>2015-05-08T11:55:00.001+00:00</published><updated>2015-05-08T11:55:17.958+00:00</updated><title type='text'></title><content type='html'>&lt;h2&gt;
Le nord du Mali est une région instable depuis plus de 50 ans. Arrêtons nous un peu sur les causes de cette instabilité chronique. On parle de ressources minières notamment de pétrole, d’eau, de zone d’observation stratégique (Tessalit).&amp;nbsp; Analysons objectivement ces différents facteurs ensemble.&lt;/h2&gt;
&lt;blockquote&gt;
&lt;strong&gt;&lt;u&gt;Le mythe du pétrole du Nord du Mali&amp;nbsp;&lt;/u&gt;&lt;/strong&gt;:&lt;/blockquote&gt;
Il est bon de savoir que : Le pétrole ce trouve dans les bassins sédimentaires dans des couches géologiques du Carbonifère (358,9 &amp;nbsp;à&amp;nbsp;298,9 ± 0,2&amp;nbsp;millions&amp;nbsp;d’années).&amp;nbsp; Il se trouve que le Mali a la chance d’avoir les deux&amp;nbsp;: Un bassin de 800.000 km&lt;sup&gt;2&amp;nbsp;&amp;nbsp; &lt;/sup&gt;et la présence de roches du carbonifère prouvées. Pour qu’un bassin puisse contenir du pétrole&amp;nbsp;; &amp;nbsp;il faut qu’il soit non affecté par des intrusions de roches volcaniques qui risquent de le ‘‘bruler’’.&lt;br /&gt;
Le pétrole quand-il se forme dans les zones de haute pression génère deux hydrocarbures&amp;nbsp;: 1. les Hydrocarbures légers qui sont le gaz (Comme le gaz de Barakebougou à Kati.) et 2.les hydrocarbures lourds comme le pétrole proprement-dit.&amp;nbsp; Donc le bassin doit demeurer intact et non remobilisé. La présence de gaz voudrait dire aussi que le pétrole est très proche, &amp;nbsp;genre c’est l’indice déterminant.&lt;br /&gt;
Puisque les géologues parlent un langage incompréhensible&amp;nbsp;; Je vais vous décortique tout ca, et vous dire la ou c’est un mythe, &amp;nbsp;que cette région&amp;nbsp; de l’Azawad fantoche a du pétrole.&amp;nbsp; Quand vous regardez la géologie du Mali les roches sont plus âgées au sud et plus jeune au nord. Cela voudrais dire que le bassins est plus intacte au sud qu’au nord. C’est d’ailleurs pourquoi on appelle le massif des Iforas la zone remobilisée rajeuni.&lt;br /&gt;
Pour plus simple, &amp;nbsp;imaginé deux enfants aveugles, à qui un boulanger a donné un pain, dont une partie est complètement grillée et l’autre partie frais intact. L’enfant qui détient la partie grillée crie au voleur et veut qu’on divise le pain. Celui qui détient la partie fraiche et qui ne le sait pas, désir plutôt qu’ils mangent le pain ensemble. Et bien c’est exactement ce qui se passe maintenant&amp;nbsp;: La possibilité de trouver du pétrole dans la zone de Kidal est de l’ordre de 50/1000 (cinquante pour mille). Et la possibilité de trouver du pétrole dans le sud notamment dans le fossé de Nara est de l’ordre de plus de 50% (cinquante pour cent). D’autant plus que Petromas la société de Diallo vient de trouver du gaz à Barakebougou .Cela confirme que le sud tient le bon bout. Il n’y a pas de tel indice au nord.&amp;nbsp; Alors aller dormir en paix les amis. La géologie a parlé ….Le pétrole algérien n’est pas lié géologiquement au pétrole Malien. On est dans deux contextes géologiques différents. Tout autre débat ne serait que passionné. Même si il n’y eu que très peu de sondage d’exploration pétrolier (1/250 km&lt;sup&gt;2&lt;/sup&gt;), les indices ont été décevants. La maturité du bassin est plus conséquente vers le sud que vers les régions du nord. &amp;nbsp;Alors imaginer, une autonomie des régions nord et une découverte au sud&amp;nbsp;? On reprendra le match&amp;nbsp;?&lt;br /&gt;
&lt;blockquote&gt;
&lt;strong&gt;&lt;u&gt;Le &amp;nbsp;mythe de l’eau. &lt;/u&gt;&lt;/strong&gt;&lt;/blockquote&gt;
L’identification des structures aquifères (ressources en eaux) au Mali, Sénégal et au Niger a fait l’objet d’un grand projet d’exploration, financé par L’agence internationale de l’énergie atomique. Les résultats de cette recherche que vous pouvez consulter en ligne par ce lien&amp;nbsp;(http://www-naweb.iaea.org/napc/ih/documents/TECDOCS/TECDOC%200721%20Sahel%20RAF8012%201993.pdf) &amp;nbsp;, montre que le Mali avec ses nappes en creux multiples , est bien nanti en eau .Que ce soit au nord que au Sud . Alors ‘’on veut nous chasser pour vendre notre eau Puffff He Hoo&amp;nbsp;!!! . Le plus hilarant est qu’on entend ce genre de propos de la part de personnes qui s’appellent intello&amp;nbsp;??&lt;br /&gt;
&lt;blockquote&gt;
&amp;nbsp;&lt;strong&gt;&lt;u&gt;Le mythe de la zone stratégique d’observation. &lt;/u&gt;&lt;/strong&gt;&lt;/blockquote&gt;
C’est le dogme le plus&amp;nbsp; tragicomique car elle ferai rire plus d’un, &amp;nbsp;si malheureusement pour de tels ‘’propos’’ des maliens ne seraient pas entrain de mourir.&lt;br /&gt;
Ecouter plutôt cet ancien ministre malien aujourd’hui azamerdien: il serait question que ‘’le Mali veut vendre Tessalit aux puissances étrangères pour qu’ils installent une base, &amp;nbsp;afin de &amp;nbsp;contrôler toute la région’’. Arrêtez de fumer du joint,&amp;nbsp; ’’ Come on’’ soyons sérieux&amp;nbsp;: J’ai envi de dire à cet ancien ministre ceci&amp;nbsp;: Il peut aller à n’importe quel endroit dans le désert du Mali. A un temps T&amp;nbsp;: N’importe quel agent de renseignement occidental ou même africain ayant accès aux datas des satellites espions&amp;nbsp;; peut &amp;nbsp;lui dire le numéro de la plaque de sa voiture, la marque de son téléphone,&amp;nbsp; …et même s’il lui arrive de chier, de lui dire s’il a la diarrhée ou pas. Et la liste est encore &amp;nbsp;longue.&amp;nbsp; Ca s’appelle du ‘’remote sensing ‘’ ou la télédétection. Avec les analyses spectrales les possibilités sont énormes. Et le monde est déjà quadrillé 24/7 à 1 cm près. Alors sa théorie du complot LOL .&lt;br /&gt;
Quant à la présence des américains au nord. C’est facile à comprendre. Les américains sont les seuls a avoir divisé le monde en plus de 3 zones militaires&amp;nbsp;: Il y’a afrika corps, South American corps etc… Donc quoi de plus normale qu’ils veulent s’installer en Afrique. Ils y sont déjà d‘ailleurs, &amp;nbsp;au cas ou vous ne le saurez pas, &amp;nbsp;et ca depuis des lustres. Et sachez que 90 % des capitaux des grandes mines d’or du Mali sont détenues par des investisseurs américains et canadiens …la France se contentant de (huiler ses lèvres) gérer les comptes d’opérations de l’état maliens, à travers les devises générées par ces mines (le FCFA est imprimé en France contre ces devises ne l’oublions pas… Mais ça c&amp;nbsp;‘est une autre histoire). Bientôt avec L’UEMOA&amp;nbsp; et la monnaie unique, ce dictat prendra fin aussi.&lt;br /&gt;
J’aurai envi de vous dire&amp;nbsp;malien : arrêtez de paniquer, cet accord&amp;nbsp; d’Alger ne doit pas nous faire peur. Vous tenez le bon bout du bassin pétrolifère. Vous avez de l’eau. L’uranium c’est à Faléa (les réserves sont importantes et classées stratégiques), &amp;nbsp;c’est l’avenir énergétique plus que le pétrole même.&lt;br /&gt;
Grace à la stabilité au sud, le Mali &amp;nbsp;attire d’importants capitaux étrangers en matière d’exploration minière en Afrique de l’ouest. Vous avez une croissance de 7% .&amp;nbsp; Votre armée monte en puissance et il ne vous manque plus que l’aviation militaire pour être définitivement ‘’sorti d’affaire’’.&lt;br /&gt;
&lt;blockquote&gt;
 &lt;h3&gt;
Chaque balle tirée par un rebelle fait reculer le développement de 5 ans dans sa propre zone natale. Leurs rêves de voir des esclaves servir leurs princes du riche état pétrolier de ‘’l’Azawad’’ ne se réalisera jamais car géologiquement impossible. &amp;nbsp;En plus dans le domaine minier la teneur de coupure économique tient compte des facteurs de stabilités …et bien ce facteur a été qualifié par les investisseurs &amp;nbsp;de ‘nuisible’, pour les 50 ans à venir pour cette zone. Pis encore avec la baisse du prix du pétrole … On peut dire qu’on est loin de lever des fonds pour explorer dans ce climat.&lt;/h3&gt;
&lt;/blockquote&gt;
Le plus choquant c’est que la majorité des ces combattants du CMA , vivent à l’étrangers en Lybie, en Algérie en France… il n’y a qu’a voir leurs profiles Facebook. Les vraies natives du nord qui n’aspirent qu’à la paix sont ceux qui souffrent le plus de cette barbarie. C’est juste révoltant. Et dire que tout ces différents rebellions ayant plongé le nord du pays dans la misère ne sont basées que sur des mythes. Ce sous développement n’est due qu’a une seule chose&amp;nbsp;: l’irrédentisme exacerbé de certains ‘’élites Touaregs ’’ (car le MNLA ne représente qu’une famille et ses vassales et non les Touaregs du Mali) qui ont imposé leurs dogmes et annihilé tout espoir de développement et de réconciliation pour les sans voies, et ce depuis plus de 50 ans.&lt;br /&gt;
&lt;br /&gt;
&lt;strong&gt;ASLAN LOUKA&lt;/strong&gt;&lt;br /&gt;
PHD Geologist.&lt;br /&gt;
Consultant in strategic minerales&lt;br /&gt;
 &lt;br /&gt;</content><link rel='replies' type='application/atom+xml' href='http://espacekapolon.blogspot.com/feeds/1162931065435362003/comments/default' title='Publier les commentaires'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment/fullpage/post/2400347816800961802/1162931065435362003' title='0 commentaires'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/2400347816800961802/posts/default/1162931065435362003'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/2400347816800961802/posts/default/1162931065435362003'/><link rel='alternate' type='text/html' href='http://espacekapolon.blogspot.com/2015/05/le-nord-du-mali-est-une-region-instable.html' title=''/><author><name>Guédioul</name><uri>http://www.blogger.com/profile/11791419661758815504</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-2400347816800961802.post-680075103625291192</id><published>2015-05-05T14:29:00.000+00:00</published><updated>2015-05-05T14:29:59.240+00:00</updated><title type='text'></title><content type='html'>
&lt;span style=&quot;color: #333333; font-family: &amp;quot;Helvetica&amp;quot;,sans-serif; font-size: 21pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: FR;&quot;&gt;14 PAYS AFRICAINS TOUJOURS
CONTRAINTS PAR LA FRANCE À PAYER L’IMPÔT COLONIAL&lt;/span&gt;&lt;br /&gt;


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&lt;div style=&quot;background: white; line-height: 25.5pt; margin: 0cm 0cm 10.5pt; mso-outline-level: 2; vertical-align: baseline;&quot;&gt;
&lt;span style=&quot;color: #333333; font-family: &amp;quot;Helvetica&amp;quot;,sans-serif; font-size: 21pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: FR;&quot;&gt;Le saviez-vous ? 14 pays africains
contraints par la France à payer l’impôt colonial pour les “avantages” de
l’esclavage et de la colonisation&lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;
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&lt;span style=&quot;color: black; font-family: &amp;quot;inherit&amp;quot;,serif; font-size: 12pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: FR;&quot;&gt;Par&amp;nbsp;&lt;a href=&quot;http://www.mondialisation.ca/author/mawuna-remarque-koutonin&quot; title=&quot;Articles par Mawuna Remarque Koutonin&quot;&gt;&lt;span style=&quot;border-image: none; border: 1pt windowtext; color: #2d2d2d; mso-border-alt: none windowtext 0cm; padding: 0cm; text-decoration: none; text-underline: none;&quot;&gt;Mawuna Remarque Koutonin&lt;/span&gt;&lt;/a&gt;&lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;color: black; font-family: &amp;quot;inherit&amp;quot;,serif; font-size: 12pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: FR;&quot;&gt;&lt;br /&gt;
&lt;span style=&quot;border-image: none; mso-no-proof: yes;&quot;&gt;&lt;a href=&quot;data:image/png;base64,/9j/7QAkUGhvdG9zaG9wIDMuMAA4QklNBAQAAAAAAAgcAgAAAgACAP/gABBKRklGAAEBAQGuAa4AAP/bAEMACAYGBwYFCAcHBwkJCAoMFA0MCwsMGRITDxQdGh8eHRocHCAkLicgIiwjHBwoNyksMDE0NDQfJzk9ODI8LjM0Mv/bAEMBCQkJDAsMGA0NGDIhHCEyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMv/AABEIAK0AswMBIgACEQEDEQH/xAAfAAABBQEBAQEBAQAAAAAAAAAAAQIDBAUGBwgJCgv/xAC1EAACAQMDAgQDBQUEBAAAAX0BAgMABBEFEiExQQYTUWEHInEUMoGRoQgjQrHBFVLR8CQzYnKCCQoWFxgZGiUmJygpKjQ1Njc4OTpDREVGR0hJSlNUVVZXWFlaY2RlZmdoaWpzdHV2d3h5eoOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3uLm6wsPExcbHyMnK0tPU1dbX2Nna4eLj5OXm5+jp6vHy8/T19vf4+fr/xAAfAQADAQEBAQEBAQEBAAAAAAAAAQIDBAUGBwgJCgv/xAC1EQACAQIEBAMEBwUEBAABAncAAQIDEQQFITEGEkFRB2FxEyIygQgUQpGhscEJIzNS8BVictEKFiQ04SXxFxgZGiYnKCkqNTY3ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqCg4SFhoeIiYqSk5SVlpeYmZqio6Slpqeoqaqys7S1tre4ubrCw8TFxsfIycrS09TV1tfY2dri4+Tl5ufo6ery8/T19vf4+fr/2gAMAwEAAhEDEQA/APn+jBoHWvofwR4V8OX/AIE0W5uPC0F1dSQkyTsnMh3sPX0FAHzxg0V9Gaj4V8PxRSlfB9ugH8QXp+tcVpuhaKPFU1rdadb+VxtRhkD9aAPKMUV7hrXhLQYTMYdMtkGzI2qeP1qr4b8IaJe6Ok01hDJIWIywPr9aAPGaK+gx4E8NqvzaVbkj6/400+CPDoOBpNt09D/jQB8/UV7sPBWgtchf7Lg2+gB5/WrS+AfDTjP9nw/QA/40AfP9FfRtp8N/DMgYtp0R49/8aZN8O/DUbMqabASBnkH/ABoA+dcUYPpX0C3gbw/EkWdItSxcZyD0/OugtfAHhRo2L6FYsx6fIeP1oA+XsGjFfTV34D8Mx28mPD9kGCkg+Wf8a5fQvB+kXGnvJPolu58wgEoemfrQB4bg+lGD6V9cwfDDwWIE36FaMxUE5U/41IPhj4I6/wDCP2f/AHy3+NAHyFg+lGD6V9fv8M/BJAx4dsh9EP8AjR/wrTwSP+Zbsz/wA/40AfIGD6UV9ey/DnwRGvPhqzHv5Z/xr5m8fWFrpnjrVrKyhWG2im2xxp0UbQaAObooooAB1r62+Gb7fhl4f45W23D/AL+Pmvkkda+p/hXqcF58M9JjiYGS0V4JQOoyzH+ooA6PW0xZXhA7Zrw3UZHi8WyuvB2qa9z1KQyWMw7tF+orwzXN0firI/uA0AdPN5ohf7SciROMVn+GLLUbjTswXflxiRhtA960Li5MtpEMDOzmtfwL4U8QTWRMloLK2eQuklwcMwPcIOfzxQBENO1FODfE56nbSNYXuTm9c/gK9FPg4iLi+y+O8XH864/XIdU0e4Ec9irxN92aN8q3+B9jQBhrY3/nYS9cN7jNWDo+phd4v2H0UVCurXkdynlWO7dkEbqvf2nqOzIsDzxw1ADrbT9Zj6amwB68CpYbLVFmYvqAdm4GVBqtHqmpr10/Pr89PttS1I3PGnjGCcbqAL8mm3qzxSXF4JEVgdgTGRW/5bMwaOMLjtXN3V7qMix7rTy0YgZ35xXRRzs8aBSdwHOKAIbpp5IXGccEHiud0JCNLnH7ziQ4O7pzXQTrOqvlyRtJPNcpo90i6bdL5rZ8wjGfegD1S2YrBGcAgoO9TCU5xhR+NeQXU3iW3lCf2vd7AMqEjGMU2O71+QN/xM7/AIGegH9KAPYHmKr/AA/nUTXB7uleTxWniG9tJL5dYvPJQ4KEgEmqrW+rmLe17qGOv+txQB63cTF48GRMda+SviW274ja2fWcf+giu61NdU3pEt7qAMmcFpzgYryjWGkfVpzM7PJkbmY5JOBQBRooooAK9f8Ag+2uaRqEbvYyvo98nzSZGBzgN+YxXkFXotQvY4UjS8uFRRhVWQgAe3NAH11fSwrE6+YhG0gHI714l4mwniNHyMGPqPrXT/CjUR4o8PXen3kG6ayXHnNzuB6fjXO+LLdbbWLRQBhUIx9DQBsaVqlpa3EVxJIrsq/u1I4B9cV6f4a8SG5X5nDZ75zmvCtTkhlu7eWI+WFiAIH1OTXaeHZ4kKfZ5cpjoDz+FAHst7f5s2aPGT715vr2q3kJZhFG1qR8yMCc8+oHBrTl1qa0TzGjaSNjtBUZ59xWDrcOoavavNaLLFLtJQCQIjf7wOB+OaAM7T9ZtFvI2kfC46kYroJvEGmqgAnQc9PeuN0q2aTTbSKZCtxggow5BDEYrcjsrZOGjBYdc0AXx4j0xSWWUFvpUdpr1i9yR5wGcnkGoobS1DsSiH601VhWdgiR7u3SgDSl1mzmCqsm47hgbTWms8auSu/p2rBklAs5cMhbPYVsWhZ4oxJGcFaAHyzRvC3zfMc9643RULpdny/lErfjzXYyCBH2qg6ZziuO0m4ZJNQG0/61gMfWgDtp4QZ48j7yAfpUJhCQtgY+Src5/fWpHQgfyqORGFsWI42sM0AGkpnQLoD+8ahmhX7Ogx1jJq1orD+wLse5qCXiOLP/ADzNAHIapABe2hxxk/yrwXXRjXLseklfQeqEfbrIerf0r5/8Qjb4hvh6SmgDMooooAKmT7oqGtCOyaS2SRGBJX7tAHuH7PyKNG8QSEc+Ygz/AMBrE8bs39p2sgGeXH61tfAVmg0jXI5FK7nUj8qwvGcgF7b542yOKAJfCWkQ6/d7XgUrBA4LPzgtwOPxzVrSbO70m5m0Wa6mEMUh2Sghh7Agjgj8K5O1up4IgsEs0ZYjd5J+dgOwxW6mpsurwzwLLGJlCkzfxEDqeTzigD1C2EirEm7zIioyGGM0lxpk0F9FPCUa02EXCSjcSGzyh7HkcVg2uvssYSQ5PGw11miF9WnQpu3AAsSTtUDuR0oA4nVdG+z6nK4ZztkwGyQef/10/wDsyMICWfnqdxq54gae9urq4065V7TzjhtuTwcZ+npVFotSwoMq/MPSgCzDoFpIA7SPg/7R5p0Xh6wS+RsFuvVjzUcdtqnabp7Vh6nr13Y3jQQ3AlnjJVyQNqtjpnufbtQB066LasJSExjkYY8V0VqS8SAHouOleeQeGPFOvWpvY7oyjgqI5MA/THequs6B4w8Iol4Lq4QLyypMXGPp6daAPUJrNZ4mRjkd+a4PTLWaO61OKFyEWQgA+lWPBXxAj1SVNP1R1S4lGIrjAAdv7rAcAnse9OtCkOpaqucnzDnmgDq717iOW0VFQ/KuCw74qC5uNQktWA8pRtY/drWkh82CxfHZP5VUvF2QMp9GoAraHLO3h29JMYmAOMDis+dtSMa4uVzsPSOr+hHdpF4uOtPaP5OOyGgDirme+j1WxSacOjvgjYBjivEfEnHiPUP+uzV7jqZxqdiT2k/pXh/iX/kZNQ/67NQBlUUUUAA619I+A/D+kTeAtGuptNtpJ5Lcl5GTJb52HNfNw619M+BLsxfDvQ18pzi3PIH+21AG7Da2uno4s7eOAN94RjGa8x8btjVLcLErYYnBGQa9Emu3cHbBK2ewU1yF/pOoaj4ns1TT5vLZsFmQ7QPXNAHI24nuWSGG3G7OF2Lg5+taB8OavBp8sqaPdNHA37yVV3bfc46j3r0WHwCYpCYrgg9Rhelee+PvFmr6LLd+GbK+kihUjzyhw0jOM7SeuAO3vQBf8NQ6j4guI9Oso/NcHLPtwsY9WPau38fa7beBfCsXh/Tpc6nfJiSUfeWPozn0zyq/j6VP8Pta0zw/8IoddvLc2zRRN9pBXDTSBiBjPUtxj6+1eEazrl54i1661W+bM9w+doPCL0VR7AcUAejeDtcVIhHIBsA289D7fTFdvPYedbefZxq/fy84P4V4lpt+bMKVbAHU+teo6H4v06OxRp5AjdM9aAINZ1qfStHurr7MUkRdqbj/ABngfqf0ryz7WGuEHmEohxknJPq31JyT9a9L+IWo2mr+DZpbScM8c8TMF/iGf/rivGYhIOcHFAHu3gHxVBbK1qZ1+c5G4Y4HSuo1zW47+zljZYnRgVyO3FeA6PO9vOky3EcIBAJkJxg967eDUotViT7JcMzpwVkQqHP1/wAaAPO9RtG0jWpIFfcqMGQgdjyK9O8PIdTsWvpWzJcIC4H97GCfzGa47xZp8i+XO6ujHjlcCuu8DXNpBoywtNC0yRnzED5KMcnB9DgigD06IY0+xHoqVSv13xkjr8wp/kpcWFjIGOCi9GNUL7TUaAkb+rZwxoANAR49Nu1ZSD71IzqsLFmUHBHUVS8KxBdIu42LMOc7jk1IbS1FucxjByOaAOV1WMvf2hVoziTJ+YdK8M8S/wDIyah/12avbdeso4b/AE6dFA/eAcV4l4l/5GTUP+uzUAZVFFFAAOtfXHwxMA+GPh/euT9mPb/po9fI4619c/DFv+LYeH125/0Y84/6aPQB1iPbqQAvP0qyksPBwePaq28hgfLzViGTg4j96AJkgXkjAB56V8ceMtRGs+O9SuYuUmvW2becjdtGPwAr6i+I3iFvDngLUL1CEuJE+zwf778Z/AZP4V8hRF1vhKjFTGwYMOoI6UAejfELxJ58dh4WsrhpLDSEEbyE/wCumHUn2XJUfjXG20beZvL8dlxUEckiyMFYZZSHLAHg/XvUyP5YwOlAFiWX5cA96nhuX8sYJ4GBWVJL84X07VdiI8pT+lAGpaXdxJa3VqzO8E0TBgRkKRyD9RisXEkGGUgrjsent9a6bTmV9MmEaESNEwAA61zzIoIDthj6n9PagDVvtEv7PTLW+KDyp4hLgdVB4BrU0eyTVUjt7aYefHnbsjYMy+rnJA/CuhtdYs9b0PTtLSCea8t4PIZItoHU7WLnhRz9az7TXdQ8F6qUljgkbbtEqpjd7GgDqH06O5todJvGSeKTkybiSGAzwe9clokF7HdzXEyhmZTErpHtDIp+U/zAqWfxb/aeopfeQLaVZMMqHhvf61Rn8XXLySicRAtvhiWFNoC7s7iPX6UAe3abJnQdNJ67Fp0khaN1wD8zCk8KRpfeEdLlLrvEQJyKvNpZG/8AfLyxPSgDnPDny2t6nuatptaD5vU1YsdFbT/NQyhxKSdwHSnNpyJF5f2kk5J4WgDhfErZubLbjiTtXhHiT/kY7/8A67NX0jqmhRSKJDLITGdwwlfOXiqJofFGoI3USk/mM0AY9FFFAAOtfXHwxd1+GHh/aB/x7n/0Y9fI4619afDRp/8AhWPh8IcD7Oe3/TR6AOxR5W7LViHeeCB+VUF88ufmbH0q5GZcgZJ9aAPJf2g7+SLStDsc/JLNLMw9dqgD/wBCNeABimI1/wBYxyT6V7d+0XLtfw5GOZNtw34ZSvD4RjJPU0AXEIjTGR7knrShwe4P0rqY/iDcR2Nvb2/h7w3G8MaoJ201ZJGwMZJbgk9c4rC1TVrnV7kT3K2yv6W9tHCvPXhAM/jQBnhh9qbIOABV+Ill47mqduy+bLuUMMirJuscABRzQB0+jssWxnOV7isvV7J7S+xs8yKY7oyTjPt9auabIJLEOvY4J96veJNR+z+EreBkVmuL0MW28qqIeAe2S4/KgBvh27hsp1CXEli7DDytGrqo+mMnt6UmvzQy7Zo7y4umVssZlVcj1wo4+nNc/DcI8bzB/MWPG9sfdz0z6VWu9UDIY4ySuefSgB8975MfB+Ynj61TikOQxOSetVMvK+9+vb2FTRjFAHvPwl+IVhbadF4e1WVon8xvstxKwMeD/Af7vOcZ457V6xdSKhbM8S/WvjiJ9uCOnpXqXhX4qzWVimn6xALyONcQzf8ALRQOitn7w9D1HvQB7QbhME/akx7Cqs0ysci6AI7Ba8/b4vaQAUNlMp/3BVY/F3TVkOLeYr2+WgD0R5YcE+e5wOQFr5f+JhU/EXWSn3fNXHGP4Fr10fGLSgcm1uM+oArxTxrq0Wu+MNR1OBWWKdwyhuowoH9KAMGiiigAHWvpLwFrCweANGgZrgFbcgben32r5t717v4OZv8AhC9LHOPJP/oTUAdsuvqWwIrpsd6u22uqrFmhnwfU1zUYkHc1chjdsfMaAPO/jZffbvEGkuu4ItowCt2O/k/y/KvMkGDXovxft3iu9JnOcNHImfcEH+tecg0ATRnmn5zUKnBqU/d4oAbDw7n1NWkTe2MVXtlSRtrPtJbvWoIfs7lSQfTBoAv2Z8qLYvAJqjrWoyXcsdrv/c25YIB03HG4/oB+FWYZCoHSueZy87988/iTmgCWK6uLWC5tI32Rzshkx1IGcDPpzVbAPyjoP1NSSjgOvUjaaYOOlAD1XCg04kDn2qN9/G0gA0pbCYJyaAJBLtFOWbdyDzVRmxSCUr069zQB0ek6lBb3KG/tkuYM4ZGODj2PY16FFpHhS/s1ubSEPG/cMcg+h9DXjRkbsT9a6Lwj4mfQNZhuZIEubYnFxbuMrKnf6N6H1oA7i70Lw+ANtsIyo5+frXlfiGOCHXruO2GIQw2/kK+xYfDPhbWNPgv4NOtpYJ4lkjcDhlIyK+VvijY2+mfEnWrO0iWKCKVQiL0GUU/1oA5CiiigA71714PH/FF6RjvAf/Q2rwUda9+8GLI3gvRsZ2iA8Af7bUAbCsgI71egZeCEINMhgdRxC+e52k1O93HbW0k0jgRxoXY+gAyaAPOfi7e2x07T7AkfaxMZgo6hNpBJ9Mn+VeVqCAM1b1nV59e1q51K4Y75mJUdkX+FR9BVYc0AA6UEnFGcUsSmSXjoOeaALMFssSrI4JkPOD0FW4iS+W5qBWy2HbcT3HapUODQBeUhYZX/ALkZNc+jATv9BWxdOY7CQ/3sD8KwgTv3DtQBM7ZbGcgUnbrTQcDJ6Uff6jj09aAHq+4e3amsc0U09aAIn+9Tac/LU2gCRRxT4zscMOOaYDjBqRlyuaAPpn4D66dR8G3GlyPuk06cqgJ/5ZP8y/ruFeH/ABh/5Kxr/wD11j/9FJXTfAfWXsPH4sGbEeoW7xEE/wAS/Op/Rh+Nc18Yv+Ssa/8A9dY//RSUAcNRRRQADqK+x/hKin4WaASoJ+znnH+21fHA6ivsf4S/8ks8P/8AXuf/AENqAO1AA4xXk3xY0yDw/wDD7U7qO4bzbl1giXHd25H/AHzur1kGvBv2jddQro+gxSguGa7nQHleNqZ/N6APBV++AO1Tjiq6cOPrU9ACk1agjCJ8/BPNQwR733EfKvP1NTMwz70AKWGflH41NFksM1XBzU4O0YHBNAD7199jLjoMY/OscYVcnvWrMQLSTd021kZ3Nk9qAHgljk9Owp+eKYOlGSTQA7PNFKV+XIqMMcYoAYx+Y0lB6mkoAk/gFSI2VwaYnoaQkrQB1vw3lMXxF8PSA8i+jU/Rsr/WnfGL/krGv/8AXWP/ANFJWT4Svxp3i/SbxuUiu4pCPo4zWp8X2DfFbXyP+eyD/wAhrQBxFFFFABXtPg/47W/hfwnp2ivoEtw1pGUMougob5iem04614tRQB9C/wDDStr/ANCvN/4Gj/4ivD9e1688Ra5d6tfsXuLmQu3PCjso9gMAfSsqigCTzcHOKkNyP7v61XooAurfqiBVjPvzSfbhn7n61TooAu/bl/55nH1p/wDaQLZ8o/nWfRQBduL/AM5AoQgZyeetVhLgdKjooAm8/wD2aPO/2f1qGigCx9p4xt/WmedznFRUUASeZ7UeZ7VHRQBKJsdqUzAj7tQ0UATw3BhmSQDlSCOa1PF+vjxR4qv9aFubcXTK3lFt23CheuB6ViUUAFFFFAH/2Q==&quot; imageanchor=&quot;1&quot; style=&quot;clear: right; float: right; margin-bottom: 1em; margin-left: 1em;&quot;&gt;&lt;/a&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div style=&quot;background: white; line-height: 15pt; margin: 0cm 0cm 0pt; vertical-align: baseline;&quot;&gt;
&lt;i&gt;&lt;span style=&quot;border-image: none; border: 1pt windowtext; color: #666666; font-family: &amp;quot;inherit&amp;quot;,serif; font-size: 12pt; mso-border-alt: none windowtext 0cm; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: FR; padding: 0cm;&quot;&gt;Photo : Foccart &amp;amp; Houphouet-Boigny,
les pères fondateurs de la françafrique&lt;/span&gt;&lt;/i&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div style=&quot;background: white; line-height: 15pt; margin: 0cm 0cm 0pt; vertical-align: baseline;&quot;&gt;
&lt;span style=&quot;color: black; font-family: &amp;quot;Roboto&amp;quot;,serif; font-size: 12pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: FR;&quot;&gt;Le saviez-vous? Aujourd’hui encore,
beaucoup de pays africains continuent de payer un impôt colonial en France, et
ce malgré l’indépendance !&lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div style=&quot;background: white; line-height: 15pt; margin: 0cm 0cm 0pt; vertical-align: baseline;&quot;&gt;
&lt;span style=&quot;color: black; font-family: &amp;quot;Roboto&amp;quot;,serif; font-size: 12pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: FR;&quot;&gt;Lorsque Sékou Touré de Guinée décida en
1958 de sortir de l’empire colonial français, et opta alors pour l’indépendance
du pays, l’élite coloniale française à Paris était s’est indignée, et dans un
acte de fureur historique, demanda à son administration alors en place en
Guinée de détruire, dans tout le pays, ce qui représentait, à leur yeux, les
avantages de la colonisation française.&lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div style=&quot;background: white; line-height: 15pt; margin: 0cm 0cm 0pt; vertical-align: baseline;&quot;&gt;
&lt;span style=&quot;color: black; font-family: &amp;quot;Roboto&amp;quot;,serif; font-size: 12pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: FR;&quot;&gt;Trois mille Français quittèrent le pays,
en prenant tous leurs biens et détruisant tout ce qui ne pouvait être déplacé:
les écoles, les crèches, les bâtiments de l’administration publique furent détruits,
les voitures, les livres, les médicaments, les instruments de l’institut de
recherche, les tracteurs ont été écrasés et sabotés; les chevaux, les vaches
dans les fermes ont été tués, et les nourritures entreposées furent brûlées ou
empoisonnée.&lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div style=&quot;background: white; line-height: 15pt; margin: 0cm 0cm 0pt; vertical-align: baseline;&quot;&gt;
&lt;span style=&quot;color: black; font-family: &amp;quot;Roboto&amp;quot;,serif; font-size: 12pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: FR;&quot;&gt;Le but de cet acte scandaleux était bien
évidemment, d’envoyer un message clair à tous les autres colonies sur les
conséquences du rejet de la France.&lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div style=&quot;background: white; line-height: 15pt; margin: 0cm 0cm 0pt; vertical-align: baseline;&quot;&gt;
&lt;span style=&quot;color: black; font-family: &amp;quot;Roboto&amp;quot;,serif; font-size: 12pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: FR;&quot;&gt;Le fait est que peu à peu, la peur
s’empara des Élites Africaines, et après ces événements aucun autre pays ne
trouva jamais le courage de suivre l’exemple de Sékou Touré, dont le slogan
était “Nous préférons la liberté dans la pauvreté à l’opulence dans
l’esclavage”.&lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div style=&quot;background: white; line-height: 15pt; margin: 0cm 0cm 0pt; vertical-align: baseline;&quot;&gt;
&lt;span style=&quot;color: black; font-family: &amp;quot;Roboto&amp;quot;,serif; font-size: 12pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: FR;&quot;&gt;Pour les pays nouvellement indépendant il
fallut trouver des compromis avec la France. Sylvanus Olympio, le premier
président de la République du Togo, un petit pays d’ Afrique de l’Ouest, trouva
une solution susceptible de calmer les Français :&lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div style=&quot;background: white; line-height: 15pt; margin: 0cm 0cm 0pt; vertical-align: baseline;&quot;&gt;
&lt;span style=&quot;color: black; font-family: &amp;quot;Roboto&amp;quot;,serif; font-size: 12pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: FR;&quot;&gt;Ne voulant pas continuer à subir une
domination française, il refusa de signer le pacte colonisation proposé par De
Gaule, mais accepta en contrepartie de payer une dette annuelle à la France
pour les soi-disant avantages obtenus lors de la colonisation française.&lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div style=&quot;background: white; line-height: 15pt; margin: 0cm 0cm 0pt; vertical-align: baseline;&quot;&gt;
&lt;span style=&quot;color: black; font-family: &amp;quot;Roboto&amp;quot;,serif; font-size: 12pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: FR;&quot;&gt;Ce furent les seules conditions de la
France pour ne pas détruire le pays avant de partir. Toutefois, le montant
estimé par la France était si grand que le remboursement de la soi-disant «
dette coloniale » était proche de 40 % du budget du pays en 1963.&lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div style=&quot;background: white; line-height: 15pt; margin: 0cm 0cm 0pt; vertical-align: baseline;&quot;&gt;
&lt;span style=&quot;color: black; font-family: &amp;quot;Roboto&amp;quot;,serif; font-size: 12pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: FR;&quot;&gt;Dès lors, la situation financière du Togo
tout juste indépendant fut très instable, et afin de se sortir de cette
situation, Olympio décida de sortir du système monétaire mis en place par la
France coloniale le FCFA ( franc des colonies françaises d’Afrique ), et créa
la monnaie du pays.&lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div style=&quot;background: white; line-height: 15pt; margin: 0cm 0cm 0pt; vertical-align: baseline;&quot;&gt;
&lt;span style=&quot;color: black; font-family: &amp;quot;Roboto&amp;quot;,serif; font-size: 12pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: FR;&quot;&gt;Le 13 Janvier 1963, trois jours après ,
qu’il ai commencé à imprimer les nouveaux billets, une escouade de soldats
(soutenus par la France) s’empara et tua le premier président élu de l’Afrique
indépendante : Olympio fut exécuté par un ex Légionnaire français, le sergent
de l’armée Etienne Gnassingbé qui, au passage, reçu à ce moment une prime de
612 dollars de l’ambassade française locale pour le succès de sa mission.&lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div style=&quot;background: white; line-height: 15pt; margin: 0cm 0cm 0pt; vertical-align: baseline;&quot;&gt;
&lt;span style=&quot;color: black; font-family: &amp;quot;Roboto&amp;quot;,serif; font-size: 12pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: FR;&quot;&gt;Le rêve de Olympio était de construire un
pays indépendant et autonome. Mais l’idée ne correspondait pas aux volontés
françaises.&lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div style=&quot;background: white; line-height: 15pt; margin: 0cm 0cm 0pt; vertical-align: baseline;&quot;&gt;
&lt;span style=&quot;color: black; font-family: &amp;quot;Roboto&amp;quot;,serif; font-size: 12pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: FR;&quot;&gt;Le 30 Juin 1962, Modiba Keita, le premier
président de la République du Mali , décida également de se retirer du système
monétaire FCFA ( imposé à 12 pays africains nouvellement indépendants ).&lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div style=&quot;background: white; line-height: 15pt; margin: 0cm 0cm 0pt; vertical-align: baseline;&quot;&gt;
&lt;span style=&quot;color: black; font-family: &amp;quot;Roboto&amp;quot;,serif; font-size: 12pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: FR;&quot;&gt;En effet, pour le président malien, qui se
penchait plus vers une économie socialiste, il était clair que la colonisation
qui perdurait avec ce pacte avec la France, devenait un piège, un fardeau pour
le développement du pays.&lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div style=&quot;background: white; line-height: 15pt; margin: 0cm 0cm 0pt; vertical-align: baseline;&quot;&gt;
&lt;span style=&quot;color: black; font-family: &amp;quot;Roboto&amp;quot;,serif; font-size: 12pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: FR;&quot;&gt;Le 19 Novembre 1968, comme, Olympio, Keita
sera victime d’ un coup d’état menée par un autre ex légionnaire français des
Affaires étrangères, le lieutenant Moussa Traoré.&lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div style=&quot;background: white; line-height: 15pt; margin: 0cm 0cm 0pt; vertical-align: baseline;&quot;&gt;
&lt;span style=&quot;color: black; font-family: &amp;quot;Roboto&amp;quot;,serif; font-size: 12pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: FR;&quot;&gt;De fait, durant cette période turbulente
où l’Afrique combattait à se libérer du joug de la colonisation européenne, la
France usera à nombreuse reprises de mercenaire anciennement affiliés à la légion
étrangère pour réaliser des opérations coup de poings contre les présidents
nouvellement élus :&lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;ul style=&quot;direction: ltr; list-style-type: disc;&quot;&gt;
&lt;li style=&quot;color: black; font-family: &amp;quot;Roboto&amp;quot;,serif; font-size: 12pt; font-style: normal; font-weight: normal;&quot;&gt;&lt;div style=&quot;background: white; color: black; font-family: &amp;quot;Calibri&amp;quot;,sans-serif; font-size: 11pt; font-style: normal; font-weight: normal; line-height: 15pt; margin-bottom: 0pt; margin-top: 0cm; mso-list: l0 level1 lfo1; tab-stops: list 36.0pt; vertical-align: baseline;&quot;&gt;
&lt;span style=&quot;color: black; font-family: &amp;quot;Roboto&amp;quot;,serif; font-size: 12pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: FR;&quot;&gt;Au 1er Janvier 1966, Jean- Bedel Bokassa, ex légionnaire français, portait
un coup d’état contre David Dacko, le premier président de la République
centrafricaine.&lt;/span&gt;&lt;/div&gt;
&lt;/li&gt;
&lt;li style=&quot;color: black; font-family: &amp;quot;Roboto&amp;quot;,serif; font-size: 12pt; font-style: normal; font-weight: normal;&quot;&gt;&lt;div style=&quot;background: white; color: black; font-family: &amp;quot;Calibri&amp;quot;,sans-serif; font-size: 11pt; font-style: normal; font-weight: normal; line-height: 15pt; margin-bottom: 0pt; margin-top: 0cm; mso-list: l0 level1 lfo1; tab-stops: list 36.0pt; vertical-align: baseline;&quot;&gt;
&lt;span style=&quot;color: black; font-family: &amp;quot;Roboto&amp;quot;,serif; font-size: 12pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: FR;&quot;&gt;Le 3 Janvier 1966, Maurice Yaméogo, le premier président de la République
de Haute-Volta,&amp;nbsp; aujourd’hui appelé Burkina Faso, a été victime d’un coup
porté par Aboubacar Sangoulé Lamizana, un ex légionnaire français qui a
combattu avec les troupes françaises en Indonésie et en Algérie contre ces pays
l’indépendance&lt;/span&gt;&lt;/div&gt;
&lt;/li&gt;
&lt;li style=&quot;color: black; font-family: &amp;quot;Roboto&amp;quot;,serif; font-size: 12pt; font-style: normal; font-weight: normal;&quot;&gt;&lt;div style=&quot;background: white; color: black; font-family: &amp;quot;Calibri&amp;quot;,sans-serif; font-size: 11pt; font-style: normal; font-weight: normal; line-height: 15pt; margin-bottom: 0pt; margin-top: 0cm; mso-list: l0 level1 lfo1; tab-stops: list 36.0pt; vertical-align: baseline;&quot;&gt;
&lt;span style=&quot;color: black; font-family: &amp;quot;Roboto&amp;quot;,serif; font-size: 12pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: FR;&quot;&gt;Le 26 Octobre 1972 Mathieu Kérékou qui était un garde de sécurité au
président Hubert Maga, le premier président de la République du Bénin, a porté
un coup d’état contre le président, après avoir fréquenté les écoles militaires
françaises de 1968 à 1970.&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;background: white; color: black; font-family: &amp;quot;Calibri&amp;quot;,sans-serif; font-size: 11pt; font-style: normal; font-weight: normal; line-height: 15pt; margin-bottom: 0pt; margin-top: 0cm; vertical-align: baseline;&quot;&gt;
&lt;span style=&quot;color: black; font-family: &amp;quot;Roboto&amp;quot;,serif; font-size: 12pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: FR;&quot;&gt;En fait , au cours des 50 dernières
années, un total de 67 coups état qui se sont passés dans 26 pays en Afrique,
16 de ces pays sont des ex- colonies françaises, ce qui signifie que 61 % des
coups d’états en Afrique ont été initiés dans d’anciennes colonies françaises.&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;background: white; color: black; font-family: &amp;quot;Calibri&amp;quot;,sans-serif; font-size: 11pt; font-style: normal; font-weight: normal; line-height: 21pt; margin-bottom: 8pt; margin-top: 0cm; mso-outline-level: 3; vertical-align: baseline;&quot;&gt;
&lt;span style=&quot;color: #333333; font-family: &amp;quot;Helvetica&amp;quot;,sans-serif; font-size: 18pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: FR;&quot;&gt;Nombre de Coups en Afrique par pays&lt;/span&gt;&lt;/div&gt;
&lt;/li&gt;
&lt;/ul&gt;
&lt;br /&gt;
&lt;table border=&quot;0&quot; cellpadding=&quot;0&quot; cellspacing=&quot;0&quot; style=&quot;border-collapse: collapse; mso-padding-alt: 0cm 0cm 0cm 0cm; mso-yfti-tbllook: 1184; width: 575px;&quot;&gt;
 &lt;tbody&gt;
&lt;tr style=&quot;mso-yfti-firstrow: yes; mso-yfti-irow: 0;&quot;&gt;
  &lt;td style=&quot;background: rgb(226, 226, 226); border-image: none; border: 1pt solid rgb(153, 153, 153); mso-border-alt: solid #999999 .75pt; padding: 7.5pt 6pt;&quot; valign=&quot;bottom&quot;&gt;
  &lt;div style=&quot;line-height: 15pt; margin: 0cm 0cm 0pt; vertical-align: baseline;&quot;&gt;
&lt;span style=&quot;color: #333333; font-family: &amp;quot;Roboto&amp;quot;,serif; font-size: 12pt; mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: FR;&quot;&gt;Ex colonies
  françaises&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
  &lt;td style=&quot;background: rgb(226, 226, 226); border-color: rgb(153, 153, 153) rgb(153, 153, 153) rgb(153, 153, 153) rgb(0, 0, 0); border-image: none; border-style: solid solid solid none; border-width: 1pt 1pt 1pt 0px; mso-border-alt: solid #999999 .75pt; mso-border-left-alt: solid #999999 .75pt; padding: 7.5pt 6pt;&quot; valign=&quot;bottom&quot;&gt;&lt;/td&gt;
  &lt;td style=&quot;background: rgb(226, 226, 226); border-color: rgb(153, 153, 153) rgb(153, 153, 153) rgb(153, 153, 153) rgb(0, 0, 0); border-image: none; border-style: solid solid solid none; border-width: 1pt 1pt 1pt 0px; mso-border-alt: solid #999999 .75pt; mso-border-left-alt: solid #999999 .75pt; padding: 7.5pt 6pt;&quot; valign=&quot;bottom&quot;&gt;
  &lt;div style=&quot;line-height: 15pt; margin: 0cm 0cm 0pt; vertical-align: baseline;&quot;&gt;
&lt;span style=&quot;color: #333333; font-family: &amp;quot;Roboto&amp;quot;,serif; font-size: 12pt; mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: FR;&quot;&gt;Autres pays
  africains&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
  &lt;td style=&quot;background: rgb(226, 226, 226); border-color: rgb(153, 153, 153) rgb(153, 153, 153) rgb(153, 153, 153) rgb(0, 0, 0); border-image: none; border-style: solid solid solid none; border-width: 1pt 1pt 1pt 0px; mso-border-alt: solid #999999 .75pt; mso-border-left-alt: solid #999999 .75pt; padding: 7.5pt 6pt;&quot; valign=&quot;bottom&quot;&gt;&lt;/td&gt;
 &lt;/tr&gt;
&lt;tr style=&quot;mso-yfti-irow: 1;&quot;&gt;
  &lt;td style=&quot;background: rgb(226, 226, 226); border-color: rgb(0, 0, 0) rgb(153, 153, 153) rgb(153, 153, 153); border-image: none; border-style: none solid solid; border-width: 0px 1pt 1pt; mso-border-alt: solid #999999 .75pt; mso-border-top-alt: solid #999999 .75pt; padding: 7.5pt 6pt;&quot; valign=&quot;bottom&quot;&gt;
  &lt;div style=&quot;line-height: 15pt; margin: 0cm 0cm 0pt; vertical-align: baseline;&quot;&gt;
&lt;span style=&quot;color: #333333; font-family: &amp;quot;Roboto&amp;quot;,serif; font-size: 12pt; mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: FR;&quot;&gt;Pays&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
  &lt;td style=&quot;background: rgb(226, 226, 226); border-color: rgb(0, 0, 0) rgb(153, 153, 153) rgb(153, 153, 153) rgb(0, 0, 0); border-style: none solid solid none; border-width: 0px 1pt 1pt 0px; mso-border-alt: solid #999999 .75pt; mso-border-left-alt: solid #999999 .75pt; mso-border-top-alt: solid #999999 .75pt; padding: 7.5pt 6pt;&quot; valign=&quot;bottom&quot;&gt;
  &lt;div style=&quot;line-height: 15pt; margin: 0cm 0cm 0pt; vertical-align: baseline;&quot;&gt;
&lt;span style=&quot;color: #333333; font-family: &amp;quot;Roboto&amp;quot;,serif; font-size: 12pt; mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: FR;&quot;&gt;Nombre de coup
  d’état&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
  &lt;td style=&quot;background: rgb(226, 226, 226); border-color: rgb(0, 0, 0) rgb(153, 153, 153) rgb(153, 153, 153) rgb(0, 0, 0); border-style: none solid solid none; border-width: 0px 1pt 1pt 0px; mso-border-alt: solid #999999 .75pt; mso-border-left-alt: solid #999999 .75pt; mso-border-top-alt: solid #999999 .75pt; padding: 7.5pt 6pt;&quot; valign=&quot;bottom&quot;&gt;
  &lt;div style=&quot;line-height: 15pt; margin: 0cm 0cm 0pt; vertical-align: baseline;&quot;&gt;
&lt;span style=&quot;color: #333333; font-family: &amp;quot;Roboto&amp;quot;,serif; font-size: 12pt; mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: FR;&quot;&gt;Pays&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
  &lt;td style=&quot;background: rgb(226, 226, 226); border-color: rgb(0, 0, 0) rgb(153, 153, 153) rgb(153, 153, 153) rgb(0, 0, 0); border-style: none solid solid none; border-width: 0px 1pt 1pt 0px; mso-border-alt: solid #999999 .75pt; mso-border-left-alt: solid #999999 .75pt; mso-border-top-alt: solid #999999 .75pt; padding: 7.5pt 6pt;&quot; valign=&quot;bottom&quot;&gt;
  &lt;div style=&quot;line-height: 15pt; margin: 0cm 0cm 0pt; vertical-align: baseline;&quot;&gt;
&lt;span style=&quot;color: #333333; font-family: &amp;quot;Roboto&amp;quot;,serif; font-size: 12pt; mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: FR;&quot;&gt;Nombre de coup
  d’état&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
 &lt;/tr&gt;
&lt;tr style=&quot;mso-yfti-irow: 2;&quot;&gt;
  &lt;td style=&quot;background: rgb(226, 226, 226); border-color: rgb(0, 0, 0) rgb(153, 153, 153) rgb(153, 153, 153); border-image: none; border-style: none solid solid; border-width: 0px 1pt 1pt; mso-border-alt: solid #999999 .75pt; mso-border-top-alt: solid #999999 .75pt; padding: 7.5pt 6pt;&quot; valign=&quot;bottom&quot;&gt;
  &lt;div style=&quot;line-height: 15pt; margin: 0cm 0cm 0pt; vertical-align: baseline;&quot;&gt;
&lt;span style=&quot;color: #333333; font-family: &amp;quot;Roboto&amp;quot;,serif; font-size: 12pt; mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: FR;&quot;&gt;Togo&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
  &lt;td style=&quot;background: rgb(226, 226, 226); border-color: rgb(0, 0, 0) rgb(153, 153, 153) rgb(153, 153, 153) rgb(0, 0, 0); border-style: none solid solid none; border-width: 0px 1pt 1pt 0px; mso-border-alt: solid #999999 .75pt; mso-border-left-alt: solid #999999 .75pt; mso-border-top-alt: solid #999999 .75pt; padding: 7.5pt 6pt;&quot; valign=&quot;bottom&quot;&gt;
  &lt;div style=&quot;line-height: 15pt; margin: 0cm 0cm 0pt; vertical-align: baseline;&quot;&gt;
&lt;span style=&quot;color: #333333; font-family: &amp;quot;Roboto&amp;quot;,serif; font-size: 12pt; mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: FR;&quot;&gt;1&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
  &lt;td style=&quot;background: rgb(226, 226, 226); border-color: rgb(0, 0, 0) rgb(153, 153, 153) rgb(153, 153, 153) rgb(0, 0, 0); border-style: none solid solid none; border-width: 0px 1pt 1pt 0px; mso-border-alt: solid #999999 .75pt; mso-border-left-alt: solid #999999 .75pt; mso-border-top-alt: solid #999999 .75pt; padding: 7.5pt 6pt;&quot; valign=&quot;bottom&quot;&gt;
  &lt;div style=&quot;line-height: 15pt; margin: 0cm 0cm 0pt; vertical-align: baseline;&quot;&gt;
&lt;span style=&quot;color: #333333; font-family: &amp;quot;Roboto&amp;quot;,serif; font-size: 12pt; mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: FR;&quot;&gt;Egypte&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
  &lt;td style=&quot;background: rgb(226, 226, 226); border-color: rgb(0, 0, 0) rgb(153, 153, 153) rgb(153, 153, 153) rgb(0, 0, 0); border-style: none solid solid none; border-width: 0px 1pt 1pt 0px; mso-border-alt: solid #999999 .75pt; mso-border-left-alt: solid #999999 .75pt; mso-border-top-alt: solid #999999 .75pt; padding: 7.5pt 6pt;&quot; valign=&quot;bottom&quot;&gt;
  &lt;div style=&quot;line-height: 15pt; margin: 0cm 0cm 0pt; vertical-align: baseline;&quot;&gt;
&lt;span style=&quot;color: #333333; font-family: &amp;quot;Roboto&amp;quot;,serif; font-size: 12pt; mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: FR;&quot;&gt;1&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
 &lt;/tr&gt;
&lt;tr style=&quot;mso-yfti-irow: 3;&quot;&gt;
  &lt;td style=&quot;background: rgb(226, 226, 226); border-color: rgb(0, 0, 0) rgb(153, 153, 153) rgb(153, 153, 153); border-image: none; border-style: none solid solid; border-width: 0px 1pt 1pt; mso-border-alt: solid #999999 .75pt; mso-border-top-alt: solid #999999 .75pt; padding: 7.5pt 6pt;&quot; valign=&quot;bottom&quot;&gt;
  &lt;div style=&quot;line-height: 15pt; margin: 0cm 0cm 0pt; vertical-align: baseline;&quot;&gt;
&lt;span style=&quot;color: #333333; font-family: &amp;quot;Roboto&amp;quot;,serif; font-size: 12pt; mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: FR;&quot;&gt;Tunisia&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
  &lt;td style=&quot;background: rgb(226, 226, 226); border-color: rgb(0, 0, 0) rgb(153, 153, 153) rgb(153, 153, 153) rgb(0, 0, 0); border-style: none solid solid none; border-width: 0px 1pt 1pt 0px; mso-border-alt: solid #999999 .75pt; mso-border-left-alt: solid #999999 .75pt; mso-border-top-alt: solid #999999 .75pt; padding: 7.5pt 6pt;&quot; valign=&quot;bottom&quot;&gt;
  &lt;div style=&quot;line-height: 15pt; margin: 0cm 0cm 0pt; vertical-align: baseline;&quot;&gt;
&lt;span style=&quot;color: #333333; font-family: &amp;quot;Roboto&amp;quot;,serif; font-size: 12pt; mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: FR;&quot;&gt;1&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
  &lt;td style=&quot;background: rgb(226, 226, 226); border-color: rgb(0, 0, 0) rgb(153, 153, 153) rgb(153, 153, 153) rgb(0, 0, 0); border-style: none solid solid none; border-width: 0px 1pt 1pt 0px; mso-border-alt: solid #999999 .75pt; mso-border-left-alt: solid #999999 .75pt; mso-border-top-alt: solid #999999 .75pt; padding: 7.5pt 6pt;&quot; valign=&quot;bottom&quot;&gt;
  &lt;div style=&quot;line-height: 15pt; margin: 0cm 0cm 0pt; vertical-align: baseline;&quot;&gt;
&lt;span style=&quot;color: #333333; font-family: &amp;quot;Roboto&amp;quot;,serif; font-size: 12pt; mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: FR;&quot;&gt;Libye&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
  &lt;td style=&quot;background: rgb(226, 226, 226); border-color: rgb(0, 0, 0) rgb(153, 153, 153) rgb(153, 153, 153) rgb(0, 0, 0); border-style: none solid solid none; border-width: 0px 1pt 1pt 0px; mso-border-alt: solid #999999 .75pt; mso-border-left-alt: solid #999999 .75pt; mso-border-top-alt: solid #999999 .75pt; padding: 7.5pt 6pt;&quot; valign=&quot;bottom&quot;&gt;
  &lt;div style=&quot;line-height: 15pt; margin: 0cm 0cm 0pt; vertical-align: baseline;&quot;&gt;
&lt;span style=&quot;color: #333333; font-family: &amp;quot;Roboto&amp;quot;,serif; font-size: 12pt; mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: FR;&quot;&gt;1&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
 &lt;/tr&gt;
&lt;tr style=&quot;mso-yfti-irow: 4;&quot;&gt;
  &lt;td style=&quot;background: rgb(226, 226, 226); border-color: rgb(0, 0, 0) rgb(153, 153, 153) rgb(153, 153, 153); border-image: none; border-style: none solid solid; border-width: 0px 1pt 1pt; mso-border-alt: solid #999999 .75pt; mso-border-top-alt: solid #999999 .75pt; padding: 7.5pt 6pt;&quot; valign=&quot;bottom&quot;&gt;
  &lt;div style=&quot;line-height: 15pt; margin: 0cm 0cm 0pt; vertical-align: baseline;&quot;&gt;
&lt;span style=&quot;color: #333333; font-family: &amp;quot;Roboto&amp;quot;,serif; font-size: 12pt; mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: FR;&quot;&gt;Cote d’Ivoire&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
  &lt;td style=&quot;background: rgb(226, 226, 226); border-color: rgb(0, 0, 0) rgb(153, 153, 153) rgb(153, 153, 153) rgb(0, 0, 0); border-style: none solid solid none; border-width: 0px 1pt 1pt 0px; mso-border-alt: solid #999999 .75pt; mso-border-left-alt: solid #999999 .75pt; mso-border-top-alt: solid #999999 .75pt; padding: 7.5pt 6pt;&quot; valign=&quot;bottom&quot;&gt;
  &lt;div style=&quot;line-height: 15pt; margin: 0cm 0cm 0pt; vertical-align: baseline;&quot;&gt;
&lt;span style=&quot;color: #333333; font-family: &amp;quot;Roboto&amp;quot;,serif; font-size: 12pt; mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: FR;&quot;&gt;1&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
  &lt;td style=&quot;background: rgb(226, 226, 226); border-color: rgb(0, 0, 0) rgb(153, 153, 153) rgb(153, 153, 153) rgb(0, 0, 0); border-style: none solid solid none; border-width: 0px 1pt 1pt 0px; mso-border-alt: solid #999999 .75pt; mso-border-left-alt: solid #999999 .75pt; mso-border-top-alt: solid #999999 .75pt; padding: 7.5pt 6pt;&quot; valign=&quot;bottom&quot;&gt;
  &lt;div style=&quot;line-height: 15pt; margin: 0cm 0cm 0pt; vertical-align: baseline;&quot;&gt;
&lt;span style=&quot;color: #333333; font-family: &amp;quot;Roboto&amp;quot;,serif; font-size: 12pt; mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: FR;&quot;&gt;Equatorial Guinea&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
  &lt;td style=&quot;background: rgb(226, 226, 226); border-color: rgb(0, 0, 0) rgb(153, 153, 153) rgb(153, 153, 153) rgb(0, 0, 0); border-style: none solid solid none; border-width: 0px 1pt 1pt 0px; mso-border-alt: solid #999999 .75pt; mso-border-left-alt: solid #999999 .75pt; mso-border-top-alt: solid #999999 .75pt; padding: 7.5pt 6pt;&quot; valign=&quot;bottom&quot;&gt;
  &lt;div style=&quot;line-height: 15pt; margin: 0cm 0cm 0pt; vertical-align: baseline;&quot;&gt;
&lt;span style=&quot;color: #333333; font-family: &amp;quot;Roboto&amp;quot;,serif; font-size: 12pt; mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: FR;&quot;&gt;1&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
 &lt;/tr&gt;
&lt;tr style=&quot;mso-yfti-irow: 5;&quot;&gt;
  &lt;td style=&quot;background: rgb(226, 226, 226); border-color: rgb(0, 0, 0) rgb(153, 153, 153) rgb(153, 153, 153); border-image: none; border-style: none solid solid; border-width: 0px 1pt 1pt; mso-border-alt: solid #999999 .75pt; mso-border-top-alt: solid #999999 .75pt; padding: 7.5pt 6pt;&quot; valign=&quot;bottom&quot;&gt;
  &lt;div style=&quot;line-height: 15pt; margin: 0cm 0cm 0pt; vertical-align: baseline;&quot;&gt;
&lt;span style=&quot;color: #333333; font-family: &amp;quot;Roboto&amp;quot;,serif; font-size: 12pt; mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: FR;&quot;&gt;Madagascar&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
  &lt;td style=&quot;background: rgb(226, 226, 226); border-color: rgb(0, 0, 0) rgb(153, 153, 153) rgb(153, 153, 153) rgb(0, 0, 0); border-style: none solid solid none; border-width: 0px 1pt 1pt 0px; mso-border-alt: solid #999999 .75pt; mso-border-left-alt: solid #999999 .75pt; mso-border-top-alt: solid #999999 .75pt; padding: 7.5pt 6pt;&quot; valign=&quot;bottom&quot;&gt;
  &lt;div style=&quot;line-height: 15pt; margin: 0cm 0cm 0pt; vertical-align: baseline;&quot;&gt;
&lt;span style=&quot;color: #333333; font-family: &amp;quot;Roboto&amp;quot;,serif; font-size: 12pt; mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: FR;&quot;&gt;1&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
  &lt;td style=&quot;background: rgb(226, 226, 226); border-color: rgb(0, 0, 0) rgb(153, 153, 153) rgb(153, 153, 153) rgb(0, 0, 0); border-style: none solid solid none; border-width: 0px 1pt 1pt 0px; mso-border-alt: solid #999999 .75pt; mso-border-left-alt: solid #999999 .75pt; mso-border-top-alt: solid #999999 .75pt; padding: 7.5pt 6pt;&quot; valign=&quot;bottom&quot;&gt;
  &lt;div style=&quot;line-height: 15pt; margin: 0cm 0cm 0pt; vertical-align: baseline;&quot;&gt;
&lt;span style=&quot;color: #333333; font-family: &amp;quot;Roboto&amp;quot;,serif; font-size: 12pt; mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: FR;&quot;&gt;Guinea Bissau&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
  &lt;td style=&quot;background: rgb(226, 226, 226); border-color: rgb(0, 0, 0) rgb(153, 153, 153) rgb(153, 153, 153) rgb(0, 0, 0); border-style: none solid solid none; border-width: 0px 1pt 1pt 0px; mso-border-alt: solid #999999 .75pt; mso-border-left-alt: solid #999999 .75pt; mso-border-top-alt: solid #999999 .75pt; padding: 7.5pt 6pt;&quot; valign=&quot;bottom&quot;&gt;
  &lt;div style=&quot;line-height: 15pt; margin: 0cm 0cm 0pt; vertical-align: baseline;&quot;&gt;
&lt;span style=&quot;color: #333333; font-family: &amp;quot;Roboto&amp;quot;,serif; font-size: 12pt; mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: FR;&quot;&gt;2&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
 &lt;/tr&gt;
&lt;tr style=&quot;mso-yfti-irow: 6;&quot;&gt;
  &lt;td style=&quot;background: rgb(226, 226, 226); border-color: rgb(0, 0, 0) rgb(153, 153, 153) rgb(153, 153, 153); border-image: none; border-style: none solid solid; border-width: 0px 1pt 1pt; mso-border-alt: solid #999999 .75pt; mso-border-top-alt: solid #999999 .75pt; padding: 7.5pt 6pt;&quot; valign=&quot;bottom&quot;&gt;
  &lt;div style=&quot;line-height: 15pt; margin: 0cm 0cm 0pt; vertical-align: baseline;&quot;&gt;
&lt;span style=&quot;color: #333333; font-family: &amp;quot;Roboto&amp;quot;,serif; font-size: 12pt; mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: FR;&quot;&gt;Rwanda&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
  &lt;td style=&quot;background: rgb(226, 226, 226); border-color: rgb(0, 0, 0) rgb(153, 153, 153) rgb(153, 153, 153) rgb(0, 0, 0); border-style: none solid solid none; border-width: 0px 1pt 1pt 0px; mso-border-alt: solid #999999 .75pt; mso-border-left-alt: solid #999999 .75pt; mso-border-top-alt: solid #999999 .75pt; padding: 7.5pt 6pt;&quot; valign=&quot;bottom&quot;&gt;
  &lt;div style=&quot;line-height: 15pt; margin: 0cm 0cm 0pt; vertical-align: baseline;&quot;&gt;
&lt;span style=&quot;color: #333333; font-family: &amp;quot;Roboto&amp;quot;,serif; font-size: 12pt; mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: FR;&quot;&gt;1&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
  &lt;td style=&quot;background: rgb(226, 226, 226); border-color: rgb(0, 0, 0) rgb(153, 153, 153) rgb(153, 153, 153) rgb(0, 0, 0); border-style: none solid solid none; border-width: 0px 1pt 1pt 0px; mso-border-alt: solid #999999 .75pt; mso-border-left-alt: solid #999999 .75pt; mso-border-top-alt: solid #999999 .75pt; padding: 7.5pt 6pt;&quot; valign=&quot;bottom&quot;&gt;
  &lt;div style=&quot;line-height: 15pt; margin: 0cm 0cm 0pt; vertical-align: baseline;&quot;&gt;
&lt;span style=&quot;color: #333333; font-family: &amp;quot;Roboto&amp;quot;,serif; font-size: 12pt; mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: FR;&quot;&gt;Liberia&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
  &lt;td style=&quot;background: rgb(226, 226, 226); border-color: rgb(0, 0, 0) rgb(153, 153, 153) rgb(153, 153, 153) rgb(0, 0, 0); border-style: none solid solid none; border-width: 0px 1pt 1pt 0px; mso-border-alt: solid #999999 .75pt; mso-border-left-alt: solid #999999 .75pt; mso-border-top-alt: solid #999999 .75pt; padding: 7.5pt 6pt;&quot; valign=&quot;bottom&quot;&gt;
  &lt;div style=&quot;line-height: 15pt; margin: 0cm 0cm 0pt; vertical-align: baseline;&quot;&gt;
&lt;span style=&quot;color: #333333; font-family: &amp;quot;Roboto&amp;quot;,serif; font-size: 12pt; mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: FR;&quot;&gt;2&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
 &lt;/tr&gt;
&lt;tr style=&quot;mso-yfti-irow: 7;&quot;&gt;
  &lt;td style=&quot;background: rgb(226, 226, 226); border-color: rgb(0, 0, 0) rgb(153, 153, 153) rgb(153, 153, 153); border-image: none; border-style: none solid solid; border-width: 0px 1pt 1pt; mso-border-alt: solid #999999 .75pt; mso-border-top-alt: solid #999999 .75pt; padding: 7.5pt 6pt;&quot; valign=&quot;bottom&quot;&gt;
  &lt;div style=&quot;line-height: 15pt; margin: 0cm 0cm 0pt; vertical-align: baseline;&quot;&gt;
&lt;span style=&quot;color: #333333; font-family: &amp;quot;Roboto&amp;quot;,serif; font-size: 12pt; mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: FR;&quot;&gt;Algeria&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
  &lt;td style=&quot;background: rgb(226, 226, 226); border-color: rgb(0, 0, 0) rgb(153, 153, 153) rgb(153, 153, 153) rgb(0, 0, 0); border-style: none solid solid none; border-width: 0px 1pt 1pt 0px; mso-border-alt: solid #999999 .75pt; mso-border-left-alt: solid #999999 .75pt; mso-border-top-alt: solid #999999 .75pt; padding: 7.5pt 6pt;&quot; valign=&quot;bottom&quot;&gt;
  &lt;div style=&quot;line-height: 15pt; margin: 0cm 0cm 0pt; vertical-align: baseline;&quot;&gt;
&lt;span style=&quot;color: #333333; font-family: &amp;quot;Roboto&amp;quot;,serif; font-size: 12pt; mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: FR;&quot;&gt;2&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
  &lt;td style=&quot;background: rgb(226, 226, 226); border-color: rgb(0, 0, 0) rgb(153, 153, 153) rgb(153, 153, 153) rgb(0, 0, 0); border-style: none solid solid none; border-width: 0px 1pt 1pt 0px; mso-border-alt: solid #999999 .75pt; mso-border-left-alt: solid #999999 .75pt; mso-border-top-alt: solid #999999 .75pt; padding: 7.5pt 6pt;&quot; valign=&quot;bottom&quot;&gt;
  &lt;div style=&quot;line-height: 15pt; margin: 0cm 0cm 0pt; vertical-align: baseline;&quot;&gt;
&lt;span style=&quot;color: #333333; font-family: &amp;quot;Roboto&amp;quot;,serif; font-size: 12pt; mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: FR;&quot;&gt;Nigeria&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
  &lt;td style=&quot;background: rgb(226, 226, 226); border-color: rgb(0, 0, 0) rgb(153, 153, 153) rgb(153, 153, 153) rgb(0, 0, 0); border-style: none solid solid none; border-width: 0px 1pt 1pt 0px; mso-border-alt: solid #999999 .75pt; mso-border-left-alt: solid #999999 .75pt; mso-border-top-alt: solid #999999 .75pt; padding: 7.5pt 6pt;&quot; valign=&quot;bottom&quot;&gt;
  &lt;div style=&quot;line-height: 15pt; margin: 0cm 0cm 0pt; vertical-align: baseline;&quot;&gt;
&lt;span style=&quot;color: #333333; font-family: &amp;quot;Roboto&amp;quot;,serif; font-size: 12pt; mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: FR;&quot;&gt;3&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
 &lt;/tr&gt;
&lt;tr style=&quot;mso-yfti-irow: 8;&quot;&gt;
  &lt;td style=&quot;background: rgb(226, 226, 226); border-color: rgb(0, 0, 0) rgb(153, 153, 153) rgb(153, 153, 153); border-image: none; border-style: none solid solid; border-width: 0px 1pt 1pt; mso-border-alt: solid #999999 .75pt; mso-border-top-alt: solid #999999 .75pt; padding: 7.5pt 6pt;&quot; valign=&quot;bottom&quot;&gt;
  &lt;div style=&quot;line-height: 15pt; margin: 0cm 0cm 0pt; vertical-align: baseline;&quot;&gt;
&lt;span style=&quot;color: #333333; font-family: &amp;quot;Roboto&amp;quot;,serif; font-size: 12pt; mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: FR;&quot;&gt;Congo – RDC&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
  &lt;td style=&quot;background: rgb(226, 226, 226); border-color: rgb(0, 0, 0) rgb(153, 153, 153) rgb(153, 153, 153) rgb(0, 0, 0); border-style: none solid solid none; border-width: 0px 1pt 1pt 0px; mso-border-alt: solid #999999 .75pt; mso-border-left-alt: solid #999999 .75pt; mso-border-top-alt: solid #999999 .75pt; padding: 7.5pt 6pt;&quot; valign=&quot;bottom&quot;&gt;
  &lt;div style=&quot;line-height: 15pt; margin: 0cm 0cm 0pt; vertical-align: baseline;&quot;&gt;
&lt;span style=&quot;color: #333333; font-family: &amp;quot;Roboto&amp;quot;,serif; font-size: 12pt; mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: FR;&quot;&gt;2&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
  &lt;td style=&quot;background: rgb(226, 226, 226); border-color: rgb(0, 0, 0) rgb(153, 153, 153) rgb(153, 153, 153) rgb(0, 0, 0); border-style: none solid solid none; border-width: 0px 1pt 1pt 0px; mso-border-alt: solid #999999 .75pt; mso-border-left-alt: solid #999999 .75pt; mso-border-top-alt: solid #999999 .75pt; padding: 7.5pt 6pt;&quot; valign=&quot;bottom&quot;&gt;
  &lt;div style=&quot;line-height: 15pt; margin: 0cm 0cm 0pt; vertical-align: baseline;&quot;&gt;
&lt;span style=&quot;color: #333333; font-family: &amp;quot;Roboto&amp;quot;,serif; font-size: 12pt; mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: FR;&quot;&gt;Ethiopia&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
  &lt;td style=&quot;background: rgb(226, 226, 226); border-color: rgb(0, 0, 0) rgb(153, 153, 153) rgb(153, 153, 153) rgb(0, 0, 0); border-style: none solid solid none; border-width: 0px 1pt 1pt 0px; mso-border-alt: solid #999999 .75pt; mso-border-left-alt: solid #999999 .75pt; mso-border-top-alt: solid #999999 .75pt; padding: 7.5pt 6pt;&quot; valign=&quot;bottom&quot;&gt;
  &lt;div style=&quot;line-height: 15pt; margin: 0cm 0cm 0pt; vertical-align: baseline;&quot;&gt;
&lt;span style=&quot;color: #333333; font-family: &amp;quot;Roboto&amp;quot;,serif; font-size: 12pt; mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: FR;&quot;&gt;3&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
 &lt;/tr&gt;
&lt;tr style=&quot;mso-yfti-irow: 9;&quot;&gt;
  &lt;td style=&quot;background: rgb(226, 226, 226); border-color: rgb(0, 0, 0) rgb(153, 153, 153) rgb(153, 153, 153); border-image: none; border-style: none solid solid; border-width: 0px 1pt 1pt; mso-border-alt: solid #999999 .75pt; mso-border-top-alt: solid #999999 .75pt; padding: 7.5pt 6pt;&quot; valign=&quot;bottom&quot;&gt;
  &lt;div style=&quot;line-height: 15pt; margin: 0cm 0cm 0pt; vertical-align: baseline;&quot;&gt;
&lt;span style=&quot;color: #333333; font-family: &amp;quot;Roboto&amp;quot;,serif; font-size: 12pt; mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: FR;&quot;&gt;Mali&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
  &lt;td style=&quot;background: rgb(226, 226, 226); border-color: rgb(0, 0, 0) rgb(153, 153, 153) rgb(153, 153, 153) rgb(0, 0, 0); border-style: none solid solid none; border-width: 0px 1pt 1pt 0px; mso-border-alt: solid #999999 .75pt; mso-border-left-alt: solid #999999 .75pt; mso-border-top-alt: solid #999999 .75pt; padding: 7.5pt 6pt;&quot; valign=&quot;bottom&quot;&gt;
  &lt;div style=&quot;line-height: 15pt; margin: 0cm 0cm 0pt; vertical-align: baseline;&quot;&gt;
&lt;span style=&quot;color: #333333; font-family: &amp;quot;Roboto&amp;quot;,serif; font-size: 12pt; mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: FR;&quot;&gt;2&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
  &lt;td style=&quot;background: rgb(226, 226, 226); border-color: rgb(0, 0, 0) rgb(153, 153, 153) rgb(153, 153, 153) rgb(0, 0, 0); border-style: none solid solid none; border-width: 0px 1pt 1pt 0px; mso-border-alt: solid #999999 .75pt; mso-border-left-alt: solid #999999 .75pt; mso-border-top-alt: solid #999999 .75pt; padding: 7.5pt 6pt;&quot; valign=&quot;bottom&quot;&gt;
  &lt;div style=&quot;line-height: 15pt; margin: 0cm 0cm 0pt; vertical-align: baseline;&quot;&gt;
&lt;span style=&quot;color: #333333; font-family: &amp;quot;Roboto&amp;quot;,serif; font-size: 12pt; mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: FR;&quot;&gt;Ouganda&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
  &lt;td style=&quot;background: rgb(226, 226, 226); border-color: rgb(0, 0, 0) rgb(153, 153, 153) rgb(153, 153, 153) rgb(0, 0, 0); border-style: none solid solid none; border-width: 0px 1pt 1pt 0px; mso-border-alt: solid #999999 .75pt; mso-border-left-alt: solid #999999 .75pt; mso-border-top-alt: solid #999999 .75pt; padding: 7.5pt 6pt;&quot; valign=&quot;bottom&quot;&gt;
  &lt;div style=&quot;line-height: 15pt; margin: 0cm 0cm 0pt; vertical-align: baseline;&quot;&gt;
&lt;span style=&quot;color: #333333; font-family: &amp;quot;Roboto&amp;quot;,serif; font-size: 12pt; mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: FR;&quot;&gt;4&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
 &lt;/tr&gt;
&lt;tr style=&quot;mso-yfti-irow: 10;&quot;&gt;
  &lt;td style=&quot;background: rgb(226, 226, 226); border-color: rgb(0, 0, 0) rgb(153, 153, 153) rgb(153, 153, 153); border-image: none; border-style: none solid solid; border-width: 0px 1pt 1pt; mso-border-alt: solid #999999 .75pt; mso-border-top-alt: solid #999999 .75pt; padding: 7.5pt 6pt;&quot; valign=&quot;bottom&quot;&gt;
  &lt;div style=&quot;line-height: 15pt; margin: 0cm 0cm 0pt; vertical-align: baseline;&quot;&gt;
&lt;span style=&quot;color: #333333; font-family: &amp;quot;Roboto&amp;quot;,serif; font-size: 12pt; mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: FR;&quot;&gt;Guinea Conakry&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
  &lt;td style=&quot;background: rgb(226, 226, 226); border-color: rgb(0, 0, 0) rgb(153, 153, 153) rgb(153, 153, 153) rgb(0, 0, 0); border-style: none solid solid none; border-width: 0px 1pt 1pt 0px; mso-border-alt: solid #999999 .75pt; mso-border-left-alt: solid #999999 .75pt; mso-border-top-alt: solid #999999 .75pt; padding: 7.5pt 6pt;&quot; valign=&quot;bottom&quot;&gt;
  &lt;div style=&quot;line-height: 15pt; margin: 0cm 0cm 0pt; vertical-align: baseline;&quot;&gt;
&lt;span style=&quot;color: #333333; font-family: &amp;quot;Roboto&amp;quot;,serif; font-size: 12pt; mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: FR;&quot;&gt;2&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
  &lt;td style=&quot;background: rgb(226, 226, 226); border-color: rgb(0, 0, 0) rgb(153, 153, 153) rgb(153, 153, 153) rgb(0, 0, 0); border-style: none solid solid none; border-width: 0px 1pt 1pt 0px; mso-border-alt: solid #999999 .75pt; mso-border-left-alt: solid #999999 .75pt; mso-border-top-alt: solid #999999 .75pt; padding: 7.5pt 6pt;&quot; valign=&quot;bottom&quot;&gt;
  &lt;div style=&quot;line-height: 15pt; margin: 0cm 0cm 0pt; vertical-align: baseline;&quot;&gt;
&lt;span style=&quot;color: #333333; font-family: &amp;quot;Roboto&amp;quot;,serif; font-size: 12pt; mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: FR;&quot;&gt;Soudan&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
  &lt;td style=&quot;background: rgb(226, 226, 226); border-color: rgb(0, 0, 0) rgb(153, 153, 153) rgb(153, 153, 153) rgb(0, 0, 0); border-style: none solid solid none; border-width: 0px 1pt 1pt 0px; mso-border-alt: solid #999999 .75pt; mso-border-left-alt: solid #999999 .75pt; mso-border-top-alt: solid #999999 .75pt; padding: 7.5pt 6pt;&quot; valign=&quot;bottom&quot;&gt;
  &lt;div style=&quot;line-height: 15pt; margin: 0cm 0cm 0pt; vertical-align: baseline;&quot;&gt;
&lt;span style=&quot;color: #333333; font-family: &amp;quot;Roboto&amp;quot;,serif; font-size: 12pt; mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: FR;&quot;&gt;5&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
 &lt;/tr&gt;
&lt;tr style=&quot;mso-yfti-irow: 11;&quot;&gt;
  &lt;td style=&quot;background: rgb(226, 226, 226); border-color: rgb(0, 0, 0) rgb(153, 153, 153) rgb(153, 153, 153); border-image: none; border-style: none solid solid; border-width: 0px 1pt 1pt; mso-border-alt: solid #999999 .75pt; mso-border-top-alt: solid #999999 .75pt; padding: 7.5pt 6pt;&quot; valign=&quot;bottom&quot;&gt;
  &lt;div style=&quot;line-height: 15pt; margin: 0cm 0cm 0pt; vertical-align: baseline;&quot;&gt;
&lt;span style=&quot;color: #333333; font-family: &amp;quot;Roboto&amp;quot;,serif; font-size: 12pt; mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: FR;&quot;&gt;sous-TOTAL 1&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
  &lt;td style=&quot;background: rgb(226, 226, 226); border-color: rgb(0, 0, 0) rgb(153, 153, 153) rgb(153, 153, 153) rgb(0, 0, 0); border-style: none solid solid none; border-width: 0px 1pt 1pt 0px; mso-border-alt: solid #999999 .75pt; mso-border-left-alt: solid #999999 .75pt; mso-border-top-alt: solid #999999 .75pt; padding: 7.5pt 6pt;&quot; valign=&quot;bottom&quot;&gt;
  &lt;div style=&quot;line-height: 15pt; margin: 0cm 0cm 0pt; vertical-align: baseline;&quot;&gt;
&lt;span style=&quot;color: #333333; font-family: &amp;quot;Roboto&amp;quot;,serif; font-size: 12pt; mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: FR;&quot;&gt;13&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
  &lt;td style=&quot;background: rgb(226, 226, 226); border-color: rgb(0, 0, 0) rgb(153, 153, 153) rgb(153, 153, 153) rgb(0, 0, 0); border-style: none solid solid none; border-width: 0px 1pt 1pt 0px; mso-border-alt: solid #999999 .75pt; mso-border-left-alt: solid #999999 .75pt; mso-border-top-alt: solid #999999 .75pt; padding: 7.5pt 6pt;&quot; valign=&quot;bottom&quot;&gt;&lt;/td&gt;
  &lt;td style=&quot;background: rgb(226, 226, 226); border-color: rgb(0, 0, 0) rgb(153, 153, 153) rgb(153, 153, 153) rgb(0, 0, 0); border-style: none solid solid none; border-width: 0px 1pt 1pt 0px; mso-border-alt: solid #999999 .75pt; mso-border-left-alt: solid #999999 .75pt; mso-border-top-alt: solid #999999 .75pt; padding: 7.5pt 6pt;&quot; valign=&quot;bottom&quot;&gt;&lt;/td&gt;
 &lt;/tr&gt;
&lt;tr style=&quot;mso-yfti-irow: 12;&quot;&gt;
  &lt;td style=&quot;background: rgb(226, 226, 226); border-color: rgb(0, 0, 0) rgb(153, 153, 153) rgb(153, 153, 153); border-image: none; border-style: none solid solid; border-width: 0px 1pt 1pt; mso-border-alt: solid #999999 .75pt; mso-border-top-alt: solid #999999 .75pt; padding: 7.5pt 6pt;&quot; valign=&quot;bottom&quot;&gt;
  &lt;div style=&quot;line-height: 15pt; margin: 0cm 0cm 0pt; vertical-align: baseline;&quot;&gt;
&lt;span style=&quot;color: #333333; font-family: &amp;quot;Roboto&amp;quot;,serif; font-size: 12pt; mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: FR;&quot;&gt;Congo&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
  &lt;td style=&quot;background: rgb(226, 226, 226); border-color: rgb(0, 0, 0) rgb(153, 153, 153) rgb(153, 153, 153) rgb(0, 0, 0); border-style: none solid solid none; border-width: 0px 1pt 1pt 0px; mso-border-alt: solid #999999 .75pt; mso-border-left-alt: solid #999999 .75pt; mso-border-top-alt: solid #999999 .75pt; padding: 7.5pt 6pt;&quot; valign=&quot;bottom&quot;&gt;
  &lt;div style=&quot;line-height: 15pt; margin: 0cm 0cm 0pt; vertical-align: baseline;&quot;&gt;
&lt;span style=&quot;color: #333333; font-family: &amp;quot;Roboto&amp;quot;,serif; font-size: 12pt; mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: FR;&quot;&gt;3&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
  &lt;td style=&quot;background: rgb(226, 226, 226); border-color: rgb(0, 0, 0) rgb(153, 153, 153) rgb(153, 153, 153) rgb(0, 0, 0); border-style: none solid solid none; border-width: 0px 1pt 1pt 0px; mso-border-alt: solid #999999 .75pt; mso-border-left-alt: solid #999999 .75pt; mso-border-top-alt: solid #999999 .75pt; padding: 7.5pt 6pt;&quot; valign=&quot;bottom&quot;&gt;&lt;/td&gt;
  &lt;td style=&quot;background: rgb(226, 226, 226); border-color: rgb(0, 0, 0) rgb(153, 153, 153) rgb(153, 153, 153) rgb(0, 0, 0); border-style: none solid solid none; border-width: 0px 1pt 1pt 0px; mso-border-alt: solid #999999 .75pt; mso-border-left-alt: solid #999999 .75pt; mso-border-top-alt: solid #999999 .75pt; padding: 7.5pt 6pt;&quot; valign=&quot;bottom&quot;&gt;&lt;/td&gt;
 &lt;/tr&gt;
&lt;tr style=&quot;mso-yfti-irow: 13;&quot;&gt;
  &lt;td style=&quot;background: rgb(226, 226, 226); border-color: rgb(0, 0, 0) rgb(153, 153, 153) rgb(153, 153, 153); border-image: none; border-style: none solid solid; border-width: 0px 1pt 1pt; mso-border-alt: solid #999999 .75pt; mso-border-top-alt: solid #999999 .75pt; padding: 7.5pt 6pt;&quot; valign=&quot;bottom&quot;&gt;
  &lt;div style=&quot;line-height: 15pt; margin: 0cm 0cm 0pt; vertical-align: baseline;&quot;&gt;
&lt;span style=&quot;color: #333333; font-family: &amp;quot;Roboto&amp;quot;,serif; font-size: 12pt; mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: FR;&quot;&gt;Tchad&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
  &lt;td style=&quot;background: rgb(226, 226, 226); border-color: rgb(0, 0, 0) rgb(153, 153, 153) rgb(153, 153, 153) rgb(0, 0, 0); border-style: none solid solid none; border-width: 0px 1pt 1pt 0px; mso-border-alt: solid #999999 .75pt; mso-border-left-alt: solid #999999 .75pt; mso-border-top-alt: solid #999999 .75pt; padding: 7.5pt 6pt;&quot; valign=&quot;bottom&quot;&gt;
  &lt;div style=&quot;line-height: 15pt; margin: 0cm 0cm 0pt; vertical-align: baseline;&quot;&gt;
&lt;span style=&quot;color: #333333; font-family: &amp;quot;Roboto&amp;quot;,serif; font-size: 12pt; mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: FR;&quot;&gt;3&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
  &lt;td style=&quot;background: rgb(226, 226, 226); border-color: rgb(0, 0, 0) rgb(153, 153, 153) rgb(153, 153, 153) rgb(0, 0, 0); border-style: none solid solid none; border-width: 0px 1pt 1pt 0px; mso-border-alt: solid #999999 .75pt; mso-border-left-alt: solid #999999 .75pt; mso-border-top-alt: solid #999999 .75pt; padding: 7.5pt 6pt;&quot; valign=&quot;bottom&quot;&gt;&lt;/td&gt;
  &lt;td style=&quot;background: rgb(226, 226, 226); border-color: rgb(0, 0, 0) rgb(153, 153, 153) rgb(153, 153, 153) rgb(0, 0, 0); border-style: none solid solid none; border-width: 0px 1pt 1pt 0px; mso-border-alt: solid #999999 .75pt; mso-border-left-alt: solid #999999 .75pt; mso-border-top-alt: solid #999999 .75pt; padding: 7.5pt 6pt;&quot; valign=&quot;bottom&quot;&gt;&lt;/td&gt;
 &lt;/tr&gt;
&lt;tr style=&quot;mso-yfti-irow: 14;&quot;&gt;
  &lt;td style=&quot;background: rgb(226, 226, 226); border-color: rgb(0, 0, 0) rgb(153, 153, 153) rgb(153, 153, 153); border-image: none; border-style: none solid solid; border-width: 0px 1pt 1pt; mso-border-alt: solid #999999 .75pt; mso-border-top-alt: solid #999999 .75pt; padding: 7.5pt 6pt;&quot; valign=&quot;bottom&quot;&gt;
  &lt;div style=&quot;line-height: 15pt; margin: 0cm 0cm 0pt; vertical-align: baseline;&quot;&gt;
&lt;span style=&quot;color: #333333; font-family: &amp;quot;Roboto&amp;quot;,serif; font-size: 12pt; mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: FR;&quot;&gt;Burundi&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
  &lt;td style=&quot;background: rgb(226, 226, 226); border-color: rgb(0, 0, 0) rgb(153, 153, 153) rgb(153, 153, 153) rgb(0, 0, 0); border-style: none solid solid none; border-width: 0px 1pt 1pt 0px; mso-border-alt: solid #999999 .75pt; mso-border-left-alt: solid #999999 .75pt; mso-border-top-alt: solid #999999 .75pt; padding: 7.5pt 6pt;&quot; valign=&quot;bottom&quot;&gt;
  &lt;div style=&quot;line-height: 15pt; margin: 0cm 0cm 0pt; vertical-align: baseline;&quot;&gt;
&lt;span style=&quot;color: #333333; font-family: &amp;quot;Roboto&amp;quot;,serif; font-size: 12pt; mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: FR;&quot;&gt;4&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
  &lt;td style=&quot;background: rgb(226, 226, 226); border-color: rgb(0, 0, 0) rgb(153, 153, 153) rgb(153, 153, 153) rgb(0, 0, 0); border-style: none solid solid none; border-width: 0px 1pt 1pt 0px; mso-border-alt: solid #999999 .75pt; mso-border-left-alt: solid #999999 .75pt; mso-border-top-alt: solid #999999 .75pt; padding: 7.5pt 6pt;&quot; valign=&quot;bottom&quot;&gt;&lt;/td&gt;
  &lt;td style=&quot;background: rgb(226, 226, 226); border-color: rgb(0, 0, 0) rgb(153, 153, 153) rgb(153, 153, 153) rgb(0, 0, 0); border-style: none solid solid none; border-width: 0px 1pt 1pt 0px; mso-border-alt: solid #999999 .75pt; mso-border-left-alt: solid #999999 .75pt; mso-border-top-alt: solid #999999 .75pt; padding: 7.5pt 6pt;&quot; valign=&quot;bottom&quot;&gt;&lt;/td&gt;
 &lt;/tr&gt;
&lt;tr style=&quot;mso-yfti-irow: 15;&quot;&gt;
  &lt;td style=&quot;background: rgb(226, 226, 226); border-color: rgb(0, 0, 0) rgb(153, 153, 153) rgb(153, 153, 153); border-image: none; border-style: none solid solid; border-width: 0px 1pt 1pt; mso-border-alt: solid #999999 .75pt; mso-border-top-alt: solid #999999 .75pt; padding: 7.5pt 6pt;&quot; valign=&quot;bottom&quot;&gt;
  &lt;div style=&quot;line-height: 15pt; margin: 0cm 0cm 0pt; vertical-align: baseline;&quot;&gt;
&lt;span style=&quot;color: #333333; font-family: &amp;quot;Roboto&amp;quot;,serif; font-size: 12pt; mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: FR;&quot;&gt;Central Africa&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
  &lt;td style=&quot;background: rgb(226, 226, 226); border-color: rgb(0, 0, 0) rgb(153, 153, 153) rgb(153, 153, 153) rgb(0, 0, 0); border-style: none solid solid none; border-width: 0px 1pt 1pt 0px; mso-border-alt: solid #999999 .75pt; mso-border-left-alt: solid #999999 .75pt; mso-border-top-alt: solid #999999 .75pt; padding: 7.5pt 6pt;&quot; valign=&quot;bottom&quot;&gt;
  &lt;div style=&quot;line-height: 15pt; margin: 0cm 0cm 0pt; vertical-align: baseline;&quot;&gt;
&lt;span style=&quot;color: #333333; font-family: &amp;quot;Roboto&amp;quot;,serif; font-size: 12pt; mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: FR;&quot;&gt;4&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
  &lt;td style=&quot;background: rgb(226, 226, 226); border-color: rgb(0, 0, 0) rgb(153, 153, 153) rgb(153, 153, 153) rgb(0, 0, 0); border-style: none solid solid none; border-width: 0px 1pt 1pt 0px; mso-border-alt: solid #999999 .75pt; mso-border-left-alt: solid #999999 .75pt; mso-border-top-alt: solid #999999 .75pt; padding: 7.5pt 6pt;&quot; valign=&quot;bottom&quot;&gt;&lt;/td&gt;
  &lt;td style=&quot;background: rgb(226, 226, 226); border-color: rgb(0, 0, 0) rgb(153, 153, 153) rgb(153, 153, 153) rgb(0, 0, 0); border-style: none solid solid none; border-width: 0px 1pt 1pt 0px; mso-border-alt: solid #999999 .75pt; mso-border-left-alt: solid #999999 .75pt; mso-border-top-alt: solid #999999 .75pt; padding: 7.5pt 6pt;&quot; valign=&quot;bottom&quot;&gt;&lt;/td&gt;
 &lt;/tr&gt;
&lt;tr style=&quot;mso-yfti-irow: 16;&quot;&gt;
  &lt;td style=&quot;background: rgb(226, 226, 226); border-color: rgb(0, 0, 0) rgb(153, 153, 153) rgb(153, 153, 153); border-image: none; border-style: none solid solid; border-width: 0px 1pt 1pt; mso-border-alt: solid #999999 .75pt; mso-border-top-alt: solid #999999 .75pt; padding: 7.5pt 6pt;&quot; valign=&quot;bottom&quot;&gt;
  &lt;div style=&quot;line-height: 15pt; margin: 0cm 0cm 0pt; vertical-align: baseline;&quot;&gt;
&lt;span style=&quot;color: #333333; font-family: &amp;quot;Roboto&amp;quot;,serif; font-size: 12pt; mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: FR;&quot;&gt;Niger&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
  &lt;td style=&quot;background: rgb(226, 226, 226); border-color: rgb(0, 0, 0) rgb(153, 153, 153) rgb(153, 153, 153) rgb(0, 0, 0); border-style: none solid solid none; border-width: 0px 1pt 1pt 0px; mso-border-alt: solid #999999 .75pt; mso-border-left-alt: solid #999999 .75pt; mso-border-top-alt: solid #999999 .75pt; padding: 7.5pt 6pt;&quot; valign=&quot;bottom&quot;&gt;
  &lt;div style=&quot;line-height: 15pt; margin: 0cm 0cm 0pt; vertical-align: baseline;&quot;&gt;
&lt;span style=&quot;color: #333333; font-family: &amp;quot;Roboto&amp;quot;,serif; font-size: 12pt; mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: FR;&quot;&gt;4&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
  &lt;td style=&quot;background: rgb(226, 226, 226); border-color: rgb(0, 0, 0) rgb(153, 153, 153) rgb(153, 153, 153) rgb(0, 0, 0); border-style: none solid solid none; border-width: 0px 1pt 1pt 0px; mso-border-alt: solid #999999 .75pt; mso-border-left-alt: solid #999999 .75pt; mso-border-top-alt: solid #999999 .75pt; padding: 7.5pt 6pt;&quot; valign=&quot;bottom&quot;&gt;&lt;/td&gt;
  &lt;td style=&quot;background: rgb(226, 226, 226); border-color: rgb(0, 0, 0) rgb(153, 153, 153) rgb(153, 153, 153) rgb(0, 0, 0); border-style: none solid solid none; border-width: 0px 1pt 1pt 0px; mso-border-alt: solid #999999 .75pt; mso-border-left-alt: solid #999999 .75pt; mso-border-top-alt: solid #999999 .75pt; padding: 7.5pt 6pt;&quot; valign=&quot;bottom&quot;&gt;&lt;/td&gt;
 &lt;/tr&gt;
&lt;tr style=&quot;mso-yfti-irow: 17;&quot;&gt;
  &lt;td style=&quot;background: rgb(226, 226, 226); border-color: rgb(0, 0, 0) rgb(153, 153, 153) rgb(153, 153, 153); border-image: none; border-style: none solid solid; border-width: 0px 1pt 1pt; mso-border-alt: solid #999999 .75pt; mso-border-top-alt: solid #999999 .75pt; padding: 7.5pt 6pt;&quot; valign=&quot;bottom&quot;&gt;
  &lt;div style=&quot;line-height: 15pt; margin: 0cm 0cm 0pt; vertical-align: baseline;&quot;&gt;
&lt;span style=&quot;color: #333333; font-family: &amp;quot;Roboto&amp;quot;,serif; font-size: 12pt; mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: FR;&quot;&gt;Mauritania&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
  &lt;td style=&quot;background: rgb(226, 226, 226); border-color: rgb(0, 0, 0) rgb(153, 153, 153) rgb(153, 153, 153) rgb(0, 0, 0); border-style: none solid solid none; border-width: 0px 1pt 1pt 0px; mso-border-alt: solid #999999 .75pt; mso-border-left-alt: solid #999999 .75pt; mso-border-top-alt: solid #999999 .75pt; padding: 7.5pt 6pt;&quot; valign=&quot;bottom&quot;&gt;
  &lt;div style=&quot;line-height: 15pt; margin: 0cm 0cm 0pt; vertical-align: baseline;&quot;&gt;
&lt;span style=&quot;color: #333333; font-family: &amp;quot;Roboto&amp;quot;,serif; font-size: 12pt; mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: FR;&quot;&gt;4&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
  &lt;td style=&quot;background: rgb(226, 226, 226); border-color: rgb(0, 0, 0) rgb(153, 153, 153) rgb(153, 153, 153) rgb(0, 0, 0); border-style: none solid solid none; border-width: 0px 1pt 1pt 0px; mso-border-alt: solid #999999 .75pt; mso-border-left-alt: solid #999999 .75pt; mso-border-top-alt: solid #999999 .75pt; padding: 7.5pt 6pt;&quot; valign=&quot;bottom&quot;&gt;&lt;/td&gt;
  &lt;td style=&quot;background: rgb(226, 226, 226); border-color: rgb(0, 0, 0) rgb(153, 153, 153) rgb(153, 153, 153) rgb(0, 0, 0); border-style: none solid solid none; border-width: 0px 1pt 1pt 0px; mso-border-alt: solid #999999 .75pt; mso-border-left-alt: solid #999999 .75pt; mso-border-top-alt: solid #999999 .75pt; padding: 7.5pt 6pt;&quot; valign=&quot;bottom&quot;&gt;&lt;/td&gt;
 &lt;/tr&gt;
&lt;tr style=&quot;mso-yfti-irow: 18;&quot;&gt;
  &lt;td style=&quot;background: rgb(226, 226, 226); border-color: rgb(0, 0, 0) rgb(153, 153, 153) rgb(153, 153, 153); border-image: none; border-style: none solid solid; border-width: 0px 1pt 1pt; mso-border-alt: solid #999999 .75pt; mso-border-top-alt: solid #999999 .75pt; padding: 7.5pt 6pt;&quot; valign=&quot;bottom&quot;&gt;
  &lt;div style=&quot;line-height: 15pt; margin: 0cm 0cm 0pt; vertical-align: baseline;&quot;&gt;
&lt;span style=&quot;color: #333333; font-family: &amp;quot;Roboto&amp;quot;,serif; font-size: 12pt; mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: FR;&quot;&gt;Burkina Faso&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
  &lt;td style=&quot;background: rgb(226, 226, 226); border-color: rgb(0, 0, 0) rgb(153, 153, 153) rgb(153, 153, 153) rgb(0, 0, 0); border-style: none solid solid none; border-width: 0px 1pt 1pt 0px; mso-border-alt: solid #999999 .75pt; mso-border-left-alt: solid #999999 .75pt; mso-border-top-alt: solid #999999 .75pt; padding: 7.5pt 6pt;&quot; valign=&quot;bottom&quot;&gt;
  &lt;div style=&quot;line-height: 15pt; margin: 0cm 0cm 0pt; vertical-align: baseline;&quot;&gt;
&lt;span style=&quot;color: #333333; font-family: &amp;quot;Roboto&amp;quot;,serif; font-size: 12pt; mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: FR;&quot;&gt;5&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
  &lt;td style=&quot;background: rgb(226, 226, 226); border-color: rgb(0, 0, 0) rgb(153, 153, 153) rgb(153, 153, 153) rgb(0, 0, 0); border-style: none solid solid none; border-width: 0px 1pt 1pt 0px; mso-border-alt: solid #999999 .75pt; mso-border-left-alt: solid #999999 .75pt; mso-border-top-alt: solid #999999 .75pt; padding: 7.5pt 6pt;&quot; valign=&quot;bottom&quot;&gt;&lt;/td&gt;
  &lt;td style=&quot;background: rgb(226, 226, 226); border-color: rgb(0, 0, 0) rgb(153, 153, 153) rgb(153, 153, 153) rgb(0, 0, 0); border-style: none solid solid none; border-width: 0px 1pt 1pt 0px; mso-border-alt: solid #999999 .75pt; mso-border-left-alt: solid #999999 .75pt; mso-border-top-alt: solid #999999 .75pt; padding: 7.5pt 6pt;&quot; valign=&quot;bottom&quot;&gt;&lt;/td&gt;
 &lt;/tr&gt;
&lt;tr style=&quot;mso-yfti-irow: 19;&quot;&gt;
  &lt;td style=&quot;background: rgb(226, 226, 226); border-color: rgb(0, 0, 0) rgb(153, 153, 153) rgb(153, 153, 153); border-image: none; border-style: none solid solid; border-width: 0px 1pt 1pt; mso-border-alt: solid #999999 .75pt; mso-border-top-alt: solid #999999 .75pt; padding: 7.5pt 6pt;&quot; valign=&quot;bottom&quot;&gt;
  &lt;div style=&quot;line-height: 15pt; margin: 0cm 0cm 0pt; vertical-align: baseline;&quot;&gt;
&lt;span style=&quot;color: #333333; font-family: &amp;quot;Roboto&amp;quot;,serif; font-size: 12pt; mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: FR;&quot;&gt;Comores&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
  &lt;td style=&quot;background: rgb(226, 226, 226); border-color: rgb(0, 0, 0) rgb(153, 153, 153) rgb(153, 153, 153) rgb(0, 0, 0); border-style: none solid solid none; border-width: 0px 1pt 1pt 0px; mso-border-alt: solid #999999 .75pt; mso-border-left-alt: solid #999999 .75pt; mso-border-top-alt: solid #999999 .75pt; padding: 7.5pt 6pt;&quot; valign=&quot;bottom&quot;&gt;
  &lt;div style=&quot;line-height: 15pt; margin: 0cm 0cm 0pt; vertical-align: baseline;&quot;&gt;
&lt;span style=&quot;color: #333333; font-family: &amp;quot;Roboto&amp;quot;,serif; font-size: 12pt; mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: FR;&quot;&gt;5&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
  &lt;td style=&quot;background: rgb(226, 226, 226); border-color: rgb(0, 0, 0) rgb(153, 153, 153) rgb(153, 153, 153) rgb(0, 0, 0); border-style: none solid solid none; border-width: 0px 1pt 1pt 0px; mso-border-alt: solid #999999 .75pt; mso-border-left-alt: solid #999999 .75pt; mso-border-top-alt: solid #999999 .75pt; padding: 7.5pt 6pt;&quot; valign=&quot;bottom&quot;&gt;&lt;/td&gt;
  &lt;td style=&quot;background: rgb(226, 226, 226); border-color: rgb(0, 0, 0) rgb(153, 153, 153) rgb(153, 153, 153) rgb(0, 0, 0); border-style: none solid solid none; border-width: 0px 1pt 1pt 0px; mso-border-alt: solid #999999 .75pt; mso-border-left-alt: solid #999999 .75pt; mso-border-top-alt: solid #999999 .75pt; padding: 7.5pt 6pt;&quot; valign=&quot;bottom&quot;&gt;&lt;/td&gt;
 &lt;/tr&gt;
&lt;tr style=&quot;mso-yfti-irow: 20;&quot;&gt;
  &lt;td style=&quot;background: rgb(226, 226, 226); border-color: rgb(0, 0, 0) rgb(153, 153, 153) rgb(153, 153, 153); border-image: none; border-style: none solid solid; border-width: 0px 1pt 1pt; mso-border-alt: solid #999999 .75pt; mso-border-top-alt: solid #999999 .75pt; padding: 7.5pt 6pt;&quot; valign=&quot;bottom&quot;&gt;
  &lt;div style=&quot;line-height: 15pt; margin: 0cm 0cm 0pt; vertical-align: baseline;&quot;&gt;
&lt;span style=&quot;color: #333333; font-family: &amp;quot;Roboto&amp;quot;,serif; font-size: 12pt; mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: FR;&quot;&gt;sous-TOTAL 2&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
  &lt;td style=&quot;background: rgb(226, 226, 226); border-color: rgb(0, 0, 0) rgb(153, 153, 153) rgb(153, 153, 153) rgb(0, 0, 0); border-style: none solid solid none; border-width: 0px 1pt 1pt 0px; mso-border-alt: solid #999999 .75pt; mso-border-left-alt: solid #999999 .75pt; mso-border-top-alt: solid #999999 .75pt; padding: 7.5pt 6pt;&quot; valign=&quot;bottom&quot;&gt;
  &lt;div style=&quot;line-height: 15pt; margin: 0cm 0cm 0pt; vertical-align: baseline;&quot;&gt;
&lt;span style=&quot;color: #333333; font-family: &amp;quot;Roboto&amp;quot;,serif; font-size: 12pt; mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: FR;&quot;&gt;32&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
  &lt;td style=&quot;background: rgb(226, 226, 226); border-color: rgb(0, 0, 0) rgb(153, 153, 153) rgb(153, 153, 153) rgb(0, 0, 0); border-style: none solid solid none; border-width: 0px 1pt 1pt 0px; mso-border-alt: solid #999999 .75pt; mso-border-left-alt: solid #999999 .75pt; mso-border-top-alt: solid #999999 .75pt; padding: 7.5pt 6pt;&quot; valign=&quot;bottom&quot;&gt;&lt;/td&gt;
  &lt;td style=&quot;background: rgb(226, 226, 226); border-color: rgb(0, 0, 0) rgb(153, 153, 153) rgb(153, 153, 153) rgb(0, 0, 0); border-style: none solid solid none; border-width: 0px 1pt 1pt 0px; mso-border-alt: solid #999999 .75pt; mso-border-left-alt: solid #999999 .75pt; mso-border-top-alt: solid #999999 .75pt; padding: 7.5pt 6pt;&quot; valign=&quot;bottom&quot;&gt;&lt;/td&gt;
 &lt;/tr&gt;
&lt;tr style=&quot;mso-yfti-irow: 21; mso-yfti-lastrow: yes;&quot;&gt;
  &lt;td style=&quot;background: rgb(226, 226, 226); border-color: rgb(0, 0, 0) rgb(153, 153, 153) rgb(153, 153, 153); border-image: none; border-style: none solid solid; border-width: 0px 1pt 1pt; mso-border-alt: solid #999999 .75pt; mso-border-top-alt: solid #999999 .75pt; padding: 7.5pt 6pt;&quot; valign=&quot;bottom&quot;&gt;
  &lt;div style=&quot;line-height: 15pt; margin: 0cm 0cm 0pt; vertical-align: baseline;&quot;&gt;
&lt;span style=&quot;color: #333333; font-family: &amp;quot;Roboto&amp;quot;,serif; font-size: 12pt; mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: FR;&quot;&gt;TOTAL (1 + 2)&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
  &lt;td style=&quot;background: rgb(226, 226, 226); border-color: rgb(0, 0, 0) rgb(153, 153, 153) rgb(153, 153, 153) rgb(0, 0, 0); border-style: none solid solid none; border-width: 0px 1pt 1pt 0px; mso-border-alt: solid #999999 .75pt; mso-border-left-alt: solid #999999 .75pt; mso-border-top-alt: solid #999999 .75pt; padding: 7.5pt 6pt;&quot; valign=&quot;bottom&quot;&gt;
  &lt;div style=&quot;line-height: 15pt; margin: 0cm 0cm 0pt; vertical-align: baseline;&quot;&gt;
&lt;span style=&quot;color: #333333; font-family: &amp;quot;Roboto&amp;quot;,serif; font-size: 12pt; mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: FR;&quot;&gt;45&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
  &lt;td style=&quot;background: rgb(226, 226, 226); border-color: rgb(0, 0, 0) rgb(153, 153, 153) rgb(153, 153, 153) rgb(0, 0, 0); border-style: none solid solid none; border-width: 0px 1pt 1pt 0px; mso-border-alt: solid #999999 .75pt; mso-border-left-alt: solid #999999 .75pt; mso-border-top-alt: solid #999999 .75pt; padding: 7.5pt 6pt;&quot; valign=&quot;bottom&quot;&gt;
  &lt;div style=&quot;line-height: 15pt; margin: 0cm 0cm 0pt; vertical-align: baseline;&quot;&gt;
&lt;span style=&quot;color: #333333; font-family: &amp;quot;Roboto&amp;quot;,serif; font-size: 12pt; mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: FR;&quot;&gt;TOTAL&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
  &lt;td style=&quot;background: rgb(226, 226, 226); border-color: rgb(0, 0, 0) rgb(153, 153, 153) rgb(153, 153, 153) rgb(0, 0, 0); border-style: none solid solid none; border-width: 0px 1pt 1pt 0px; mso-border-alt: solid #999999 .75pt; mso-border-left-alt: solid #999999 .75pt; mso-border-top-alt: solid #999999 .75pt; padding: 7.5pt 6pt;&quot; valign=&quot;bottom&quot;&gt;
  &lt;div style=&quot;line-height: 15pt; margin: 0cm 0cm 0pt; vertical-align: baseline;&quot;&gt;
&lt;span style=&quot;color: #333333; font-family: &amp;quot;Roboto&amp;quot;,serif; font-size: 12pt; mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: FR;&quot;&gt;22&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
 &lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;
&lt;br /&gt;
&lt;div style=&quot;background: white; line-height: 15pt; margin: 0cm 0cm 0pt; vertical-align: baseline;&quot;&gt;
&lt;span style=&quot;color: black; font-family: &amp;quot;Roboto&amp;quot;,serif; font-size: 12pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: FR;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div style=&quot;background: white; line-height: 15pt; margin: 0cm 0cm 0pt; vertical-align: baseline;&quot;&gt;
&lt;span style=&quot;color: black; font-family: &amp;quot;Roboto&amp;quot;,serif; font-size: 12pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: FR;&quot;&gt;Comme ces chiffres le démontrent, la
France est tout à fait désespérée, mais active à conserver une forte emprise
sur ses colonies peu importe comment, peu importe le prix.&lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div style=&quot;background: white; line-height: 15pt; margin: 0cm 0cm 0pt; vertical-align: baseline;&quot;&gt;
&lt;span style=&quot;color: black; font-family: &amp;quot;Roboto&amp;quot;,serif; font-size: 12pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: FR;&quot;&gt;En Mars 2008, l’ancien président français
Jacques Chirac a déclaré:&lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div style=&quot;background: white; line-height: 15pt; margin: 0cm 0cm 0pt; vertical-align: baseline;&quot;&gt;
&lt;span style=&quot;color: black; font-family: &amp;quot;Roboto&amp;quot;,serif; font-size: 12pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: FR;&quot;&gt;«Sans l’Afrique, la France va glisser vers
le bas dans le rang de troisième puissance [ du monde ] “&lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div style=&quot;background: white; line-height: 15pt; margin: 0cm 0cm 0pt; vertical-align: baseline;&quot;&gt;
&lt;span style=&quot;color: black; font-family: &amp;quot;Roboto&amp;quot;,serif; font-size: 12pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: FR;&quot;&gt;Le prédécesseur de Jacques Chirac François
Mitterrand déjà prophétisé en 1957 que : «Sans l’Afrique, la France n’aura pas
d’ histoire au 21e siècle”&lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div style=&quot;background: white; line-height: 15pt; margin: 0cm 0cm 0pt; vertical-align: baseline;&quot;&gt;
&lt;span style=&quot;color: black; font-family: &amp;quot;Roboto&amp;quot;,serif; font-size: 12pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: FR;&quot;&gt;En ce moment même où j’écris cet article ,
14 pays africains sont obligés par la France , à travers le pacte colonial , de
mettre 85% de leurs réserves à la banque centrale de France sous le contrôle du
ministère des finances français. Jusqu’à maintenant , en 2014, le Togo et
environ 13 autres pays africains doivent encore payer la dette coloniale en
France . Les dirigeants africains qui refusent sont tués ou victimes de coup
d’état . Ceux qui obéissent sont soutenus et récompensés par la France grâce à
style de vie somptueux, tandis que leurs populations endurent la misère et le
désespoir.&lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div style=&quot;background: white; line-height: 15pt; margin: 0cm 0cm 0pt; vertical-align: baseline;&quot;&gt;
&lt;span style=&quot;color: black; font-family: &amp;quot;Roboto&amp;quot;,serif; font-size: 12pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: FR;&quot;&gt;Un tel système maléfique, est dénoncé par
l’Union européenne, mais la France n’est pas prête à se passer de ce système
colonial qui lui offre une trésorerie d’environ 500 milliards de dollars en
provenance de l’Afrique, et ce par année.&lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div style=&quot;background: white; line-height: 15pt; margin: 0cm 0cm 0pt; vertical-align: baseline;&quot;&gt;
&lt;span style=&quot;color: black; font-family: &amp;quot;Roboto&amp;quot;,serif; font-size: 12pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: FR;&quot;&gt;Nous accusons souvent les dirigeants
africains de corruption et de servir les intérêts des nations occidentales,
mais il y a une explication claire de ce comportement . Ils se comportent ainsi
parce qu’ils ont peur d’être tués ou d’être la victime d’un coup d’état. Ils
veulent s’allier à une nation puissante pour se sauvegarder en cas d’agression
ou de difficultés. Mais, contrairement à une protection amicale, la protection
de l’Ouest est souvent offert en échange du renoncement à servir leur propre
peuple ou les intérêts des nations.&lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div style=&quot;background: white; line-height: 15pt; margin: 0cm 0cm 0pt; vertical-align: baseline;&quot;&gt;
&lt;span style=&quot;color: black; font-family: &amp;quot;Roboto&amp;quot;,serif; font-size: 12pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: FR;&quot;&gt;Les dirigeants africains travailleraient
dans l’intérêt de leur peuple s’ils n’étaient pas constamment harcelés et
intimidés par les pays coloniaux.&lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div style=&quot;background: white; line-height: 15pt; margin: 0cm 0cm 0pt; vertical-align: baseline;&quot;&gt;
&lt;span style=&quot;color: black; font-family: &amp;quot;Roboto&amp;quot;,serif; font-size: 12pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: FR;&quot;&gt;En 1958 , effrayé des conséquences de son
choix d’indépendance face à la France , Léopold Sédar Senghor a déclaré: « Le
choix du peuple sénégalais, c’est l’indépendance, ils veulent qu’elle ait lieu
seulement dans l’amitié avec la France , pas en litige. “&lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div style=&quot;background: white; line-height: 15pt; margin: 0cm 0cm 0pt; vertical-align: baseline;&quot;&gt;
&lt;span style=&quot;color: black; font-family: &amp;quot;Roboto&amp;quot;,serif; font-size: 12pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: FR;&quot;&gt;Dès lors la France a accepté qu’une «
indépendance sur le papier” pour ses colonies , mais a signé en parallèle des ”
accords de coopération “, précisant la nature de leurs relations avec la
France, en particulier les attaches envers la monnaie ( le Franc ), le système
éducatif français, les ententes militaires et les préférences commerciales.&lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div style=&quot;background: white; line-height: 15pt; margin: 0cm 0cm 0pt; vertical-align: baseline;&quot;&gt;
&lt;span style=&quot;color: black; font-family: &amp;quot;Roboto&amp;quot;,serif; font-size: 12pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: FR;&quot;&gt;Voici les 11 principales composantes de la
poursuite du pacte de colonisation depuis les années 1950 :&lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div style=&quot;background: white; line-height: 21pt; margin: 0cm 0cm 10.5pt; mso-outline-level: 3; vertical-align: baseline;&quot;&gt;
&lt;span style=&quot;color: #333333; font-family: &amp;quot;Helvetica&amp;quot;,sans-serif; font-size: 18pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: FR;&quot;&gt;1 . La dette coloniale pour les
avantages de la France colonisation&lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div style=&quot;background: white; line-height: 15pt; margin: 0cm 0cm 0pt; vertical-align: baseline;&quot;&gt;
&lt;span style=&quot;color: black; font-family: &amp;quot;Roboto&amp;quot;,serif; font-size: 12pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: FR;&quot;&gt;Les pays nouvellement «indépendants»
doivent payer pour l’infrastructure construite par la France dans le pays
pendant la colonisation.&lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div style=&quot;background: white; line-height: 15pt; margin: 0cm 0cm 0pt; vertical-align: baseline;&quot;&gt;
&lt;span style=&quot;color: black; font-family: &amp;quot;Roboto&amp;quot;,serif; font-size: 12pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: FR;&quot;&gt;Je dois encore trouver les détails sur les
montants, l’évaluation des avantages coloniaux et les conditions de paiement
imposées aux pays africains, mais nous y travaillons ( nous aider avec des
informations ).&lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div style=&quot;background: white; line-height: 21pt; margin: 0cm 0cm 10.5pt; mso-outline-level: 3; vertical-align: baseline;&quot;&gt;
&lt;span style=&quot;color: #333333; font-family: &amp;quot;Helvetica&amp;quot;,sans-serif; font-size: 18pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: FR;&quot;&gt;2 . Confiscation automatique des
réserves nationales&lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div style=&quot;background: white; line-height: 15pt; margin: 0cm 0cm 0pt; vertical-align: baseline;&quot;&gt;
&lt;span style=&quot;color: black; font-family: &amp;quot;Roboto&amp;quot;,serif; font-size: 12pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: FR;&quot;&gt;Les pays africains doivent déposer leurs
réserves monétaires nationales en France à la banque centrale.&lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div style=&quot;background: white; line-height: 15pt; margin: 0cm 0cm 0pt; vertical-align: baseline;&quot;&gt;
&lt;span style=&quot;color: black; font-family: &amp;quot;Roboto&amp;quot;,serif; font-size: 12pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: FR;&quot;&gt;La France a tenu des réserves nationales
de quatorze pays africains depuis 1961 : Bénin, Burkina Faso, Guinée- Bissau,
Côte-d’Ivoire, Mali, Niger, Sénégal, Togo, Cameroun, République centrafricaine,
Tchad, Congo -Brazzaville, la Guinée équatoriale et le Gabon.&lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div style=&quot;background: white; line-height: 15pt; margin: 0cm 0cm 0pt; vertical-align: baseline;&quot;&gt;
&lt;span style=&quot;color: black; font-family: &amp;quot;Roboto&amp;quot;,serif; font-size: 12pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: FR;&quot;&gt;La politique monétaire régissant un tel
regroupement diversifié de pays est simple car il est, géré par le Trésor
français , sans en référer aux autorités fiscales centrales comme l’UEMOA ou de
la CEMAC. Selon les termes de l’accord qui a été mis en place par la banque
centrale du CFA, chaque Banque centrale de chaque pays africain est obligée de
garder au moins 65 % de ses réserves de change dans un « compte d’opérations »
tenu au Trésor français, ainsi qu’un autre 20 % pour couvrir les passifs
financiers.&lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div style=&quot;background: white; line-height: 15pt; margin: 0cm 0cm 0pt; vertical-align: baseline;&quot;&gt;
&lt;span style=&quot;color: black; font-family: &amp;quot;Roboto&amp;quot;,serif; font-size: 12pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: FR;&quot;&gt;Les banques centrales CFA imposent aussi
un plafond sur le crédit accordé à chaque pays membre à l’équivalent de 20 %
des recettes publiques de ce pays sur l’année précédente. Même si la BEAC et la
BCEAO ont une facilité de découvert auprès du Trésor français, les traites sur
les facilités de découvert sont sous réserve du consentement du Trésor
français. Le dernier mot est celui de la Trésorerie française qui a investi les
réserves étrangères des pays africains en son propre nom à la Bourse de Paris.&lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div style=&quot;background: white; line-height: 15pt; margin: 0cm 0cm 0pt; vertical-align: baseline;&quot;&gt;
&lt;span style=&quot;color: black; font-family: &amp;quot;Roboto&amp;quot;,serif; font-size: 12pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: FR;&quot;&gt;En bref , plus de 80% des réserves de
change de ces pays africains sont déposées dans les « comptes d’opérations »
contrôlés par le Trésor français . Les deux banques CFA sont africaines de nom,
mais n’ont pas de politiques monétaires propres. Les pays eux-mêmes ne savent
pas, ne sont pas informés, à hauteur de combien la réserve de change détenues
par le Trésor français leur appartient en tant que groupe ou individuellement.&lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div style=&quot;background: white; line-height: 15pt; margin: 0cm 0cm 0pt; vertical-align: baseline;&quot;&gt;
&lt;span style=&quot;color: black; font-family: &amp;quot;Roboto&amp;quot;,serif; font-size: 12pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: FR;&quot;&gt;Les gains de l’investissement de ces fonds
du Trésor français sont censés être ajouté à la réserve de change, mais il n’y
a pas de comptabilité transmise aux banques ou aux pays, ni les détails de ces
modifications. « Seul un groupe restreint de hauts fonctionnaires du Trésor
français connaissent les montants figurant dans les « comptes d’opérations » où
ces fonds sont investis ; si il y a un bénéfice sur ces investissements ; ils
ont interdiction de divulguer ces informations aux banques CFA ou aux banques
centrales des états africains. ” écrit le Dr Gary K. Busch&lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div style=&quot;background: white; line-height: 15pt; margin: 0cm 0cm 0pt; vertical-align: baseline;&quot;&gt;
&lt;span style=&quot;color: black; font-family: &amp;quot;Roboto&amp;quot;,serif; font-size: 12pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: FR;&quot;&gt;Il est estimé que la France gère près de
500 milliards d’argent africain dans sa trésorerie, et ne fait rien pour mettre
un peu de lumière sur ce côté sombre de l’ancien empire.&lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div style=&quot;background: white; line-height: 15pt; margin: 0cm 0cm 0pt; vertical-align: baseline;&quot;&gt;
&lt;span style=&quot;color: black; font-family: &amp;quot;Roboto&amp;quot;,serif; font-size: 12pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: FR;&quot;&gt;La finalité reste : Les pays africains
n’ont pas accès à cet argent.&lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div style=&quot;background: white; line-height: 15pt; margin: 0cm 0cm 0pt; vertical-align: baseline;&quot;&gt;
&lt;span style=&quot;color: black; font-family: &amp;quot;Roboto&amp;quot;,serif; font-size: 12pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: FR;&quot;&gt;La France leur permet d’accéder à
seulement 15 % de leur argent par an. S’ils ont besoin de plus, les pays
africains doivent emprunter, à des taux commerciaux, sur les 65% de leur
argents détenu au Trésor français.&lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div style=&quot;background: white; line-height: 15pt; margin: 0cm 0cm 0pt; vertical-align: baseline;&quot;&gt;
&lt;span style=&quot;color: black; font-family: &amp;quot;Roboto&amp;quot;,serif; font-size: 12pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: FR;&quot;&gt;Pour rendre les choses plus tragiques , la
France impose un plafond sur le montant de l’argent que les pays peuvent
emprunter à la réserve . Le plafond est fixé à 20 % de leurs recettes publiques
de l’année précédente. Si les pays ont besoin d’emprunter plus de 20% de leur
propre argent, la France a un droit de veto.&lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div style=&quot;background: white; line-height: 15pt; margin: 0cm 0cm 0pt; vertical-align: baseline;&quot;&gt;
&lt;span style=&quot;color: black; font-family: &amp;quot;Roboto&amp;quot;,serif; font-size: 12pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: FR;&quot;&gt;L’ancien président français Jacques Chirac
a récemment parlé de l’argent des pays africains dans les banques en France.
Voici une vidéo qui parle du système d’exploitation français. Voici une courte
transcription de l’extrait : “Nous devons être honnêtes et reconnaître qu’une
grande partie de l’argent dans nos banques viennent précisément de
l’exploitation du continent africain”.&lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div style=&quot;background: white; line-height: 15pt; margin: 0cm 0cm 0pt; vertical-align: baseline;&quot;&gt;
&lt;span style=&quot;color: black; font-family: &amp;quot;Roboto&amp;quot;,serif; font-size: 12pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: FR;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div style=&quot;background: white; line-height: 15pt; margin: 0cm 0cm 0pt; vertical-align: baseline;&quot;&gt;
&lt;span style=&quot;color: black; font-family: &amp;quot;Roboto&amp;quot;,serif; font-size: 12pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: FR;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div style=&quot;background: white; line-height: 21pt; margin: 0cm 0cm 10.5pt; mso-outline-level: 3; vertical-align: baseline;&quot;&gt;
&lt;span style=&quot;color: #333333; font-family: &amp;quot;Helvetica&amp;quot;,sans-serif; font-size: 18pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: FR;&quot;&gt;3 . Droit de priorité sur toute
ressource brute ou naturel découvert dans le pays&lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div style=&quot;background: white; line-height: 15pt; margin: 0cm 0cm 0pt; vertical-align: baseline;&quot;&gt;
&lt;span style=&quot;color: black; font-family: &amp;quot;Roboto&amp;quot;,serif; font-size: 12pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: FR;&quot;&gt;La France a la priorité en matière
d’achats de toutes les ressources naturelles de la terre de ses ex- colonies.
C’est seulement un refus de celle-ci que les pays africains sont autorisés à
chercher d’autres partenaires.&lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div style=&quot;background: white; line-height: 21pt; margin: 0cm 0cm 10.5pt; mso-outline-level: 3; vertical-align: baseline;&quot;&gt;
&lt;span style=&quot;color: #333333; font-family: &amp;quot;Helvetica&amp;quot;,sans-serif; font-size: 18pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: FR;&quot;&gt;4 . Priorité aux intérêts et aux
entreprises françaises dans les marchés publics et constructions publiques&lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div style=&quot;background: white; line-height: 15pt; margin: 0cm 0cm 0pt; vertical-align: baseline;&quot;&gt;
&lt;span style=&quot;color: black; font-family: &amp;quot;Roboto&amp;quot;,serif; font-size: 12pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: FR;&quot;&gt;Dans l’attribution des marchés publics ,
les entreprises françaises doivent être considérées en premier lieu, et
seulement après les marché étrangers sont considérés. Le fait que les pays
africains pourraient obtenir une meilleure offres financière ailleurs n’est pas
prit en compte.&lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div style=&quot;background: white; line-height: 15pt; margin: 0cm 0cm 0pt; vertical-align: baseline;&quot;&gt;
&lt;span style=&quot;color: black; font-family: &amp;quot;Roboto&amp;quot;,serif; font-size: 12pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: FR;&quot;&gt;En conséquence, dans la plupart des ex-
colonies françaises, toutes les plus grosses compagnies et acteurs économiques
sont dans la main des expatriés français. En Côte d’Ivoire, par exemple, les
entreprises françaises possèdent et contrôlent tous les grands services publics
– eau, électricité, téléphone, transports, ports et les grandes banques. Idem
dans le commerce, la construction et l’agriculture.&lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div style=&quot;background: white; line-height: 15pt; margin: 0cm 0cm 0pt; vertical-align: baseline;&quot;&gt;
&lt;span style=&quot;color: black; font-family: &amp;quot;Roboto&amp;quot;,serif; font-size: 12pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: FR;&quot;&gt;En fin de compte, comme je l’ai écrit dans
un précédent article, les Africains vivent maintenant sur un continent possédé
par les Européens !&lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div style=&quot;background: white; line-height: 21pt; margin: 0cm 0cm 10.5pt; mso-outline-level: 3; vertical-align: baseline;&quot;&gt;
&lt;span style=&quot;color: #333333; font-family: &amp;quot;Helvetica&amp;quot;,sans-serif; font-size: 18pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: FR;&quot;&gt;5 . Droit exclusif de fournir des
équipements militaires et de former les officiers militaires des pays&lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div style=&quot;background: white; line-height: 15pt; margin: 0cm 0cm 0pt; vertical-align: baseline;&quot;&gt;
&lt;span style=&quot;color: black; font-family: &amp;quot;Roboto&amp;quot;,serif; font-size: 12pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: FR;&quot;&gt;Grâce à un système sophistiqué de bourses,
de subventions, et les « accords de défense » attachés au pacte colonial, les
africains doivent envoyer leurs officiers supérieurs de formation en France ou
dans des infrastructures militaires françaises.&lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div style=&quot;background: white; line-height: 15pt; margin: 0cm 0cm 0pt; vertical-align: baseline;&quot;&gt;
&lt;span style=&quot;color: black; font-family: &amp;quot;Roboto&amp;quot;,serif; font-size: 12pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: FR;&quot;&gt;La situation sur le continent est telle
que la France a formé et nourris des centaines, voire des milliers de traîtres.
Ils sont en sommeil tant qu’ils ne sont pas nécessaires, et activés en cas de
besoin pour un coup d’état ou à d’autres fins !&lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div style=&quot;background: white; line-height: 21pt; margin: 0cm 0cm 10.5pt; mso-outline-level: 3; vertical-align: baseline;&quot;&gt;
&lt;span style=&quot;color: #333333; font-family: &amp;quot;Helvetica&amp;quot;,sans-serif; font-size: 18pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: FR;&quot;&gt;6 . Droit pour la France de pré-déployer
des troupes et intervenir militairement dans le pays pour défendre ses intérêts&lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div style=&quot;background: white; line-height: 15pt; margin: 0cm 0cm 0pt; vertical-align: baseline;&quot;&gt;
&lt;span style=&quot;color: black; font-family: &amp;quot;Roboto&amp;quot;,serif; font-size: 12pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: FR;&quot;&gt;Sous la dénomination « Accords de défense
» attachés au pacte colonial. La France a le droit d’intervenir militairement
dans les pays africains, et aussi de stationner des troupes en permanence dans
des bases et installations militaires, entièrement géré par les Français.&lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div style=&quot;background: white; line-height: 15pt; margin: 0cm 0cm 0pt; vertical-align: baseline;&quot;&gt;
&lt;span style=&quot;color: black; font-family: &amp;quot;Roboto&amp;quot;,serif; font-size: 12pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: FR;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div style=&quot;background: white; line-height: 15pt; margin: 0cm 0cm 0pt; vertical-align: baseline;&quot;&gt;
&lt;b&gt;&lt;span style=&quot;border-image: none; border: 1pt windowtext; color: #333333; font-family: &amp;quot;inherit&amp;quot;,serif; font-size: 12pt; mso-border-alt: none windowtext 0cm; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: FR; padding: 0cm;&quot;&gt;Les bases militaires françaises en Afrique&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div style=&quot;background: white; line-height: 15pt; margin: 0cm 0cm 0pt; vertical-align: baseline;&quot;&gt;
&lt;span style=&quot;color: black; font-family: &amp;quot;Roboto&amp;quot;,serif; font-size: 12pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: FR;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div style=&quot;background: white; line-height: 15pt; margin: 0cm 0cm 0pt; vertical-align: baseline;&quot;&gt;
&lt;span style=&quot;color: black; font-family: &amp;quot;Roboto&amp;quot;,serif; font-size: 12pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: FR;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div style=&quot;background: white; line-height: 15pt; margin: 0cm 0cm 0pt; vertical-align: baseline;&quot;&gt;
&lt;span style=&quot;color: black; font-family: &amp;quot;Roboto&amp;quot;,serif; font-size: 12pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: FR; mso-no-proof: yes;&quot;&gt;&lt;img alt=&quot;http://www.africa-libre.com/images/stories/politique/french-military-bases-in-africa.png&quot; border=&quot;0&quot; height=&quot;530&quot; 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Fa2w9rrAVztJWL+X/na133+PMfgaJNrKPMz3GWtRHAJ/uRKQ1icA28xd9pG5IOYVNJmvil2CP2Opyl90BOZXo1qM65uoA4xnMg1kSpZjofNEIfCofH7hLz5w3zM/s+m5sfC6T1aA8kq75OfyoDffLebo40lACirK1wGq0nfTHf3aeGx8llhFnKnCvLBR6FM/92izsU48q1bz2bh6qbVap6xrw/bCi8/agdfNFnzmk9a8eqWtFthauny5TRzaJzCMiAmlDMuQgxx4PbwlGUECVia+5Mse61nYJ1/bfBDSZz53/gsjUD49/i9AJ9Fafj+IJrwq+RXzBVbz/XQyEu1lfjfj/LnywhyCHzpAzuPwsxDAGUvipDxlSb0uPO8X/ksm2pkPygv33h5f/p7v7V5BsD+/VxFqldwT7Xz2IxLBZyZb4AbOGYJ9VspKwuiWr1xtYztutDevXBGByiEiaxcuSbD1pcFee+HHD9nEwLDdevsDAtGN1jsqe4U0rUDwfifIKo0gnZp8eErmP2Ndy4BR6LByBvdN3whpOXOGzqRiHpkVZb7ijL9E8DvxQqyJmBP8cmbvwslPRRJsHBahSJjJhA4xruNGWW+aaxts5YI2W7Ww3aaGR21Y4EoeMln7Wqy+ocEaGpqlfTZbt8DoiQtddvTMRevHAidzcKWA2aQ0ksIhTAPNgDj4j3NuN0Gjlfrxnz3nktkW7uW/ABzmUlkRrBfXzhlICSApDCoJlpmLnLnmzO3NDCFfWwL/yxO6g6os+OKXIl0Wv1IcZWJhjNOnBQMtf+vZ71YFGoiVyly/8LwSqegrLmY2gw7zc+c+KwSJD2XGgLFgJYke7xfoKA24dNwFi9Ss+8+4Jj4LqFW4ZYG5u+BwUtGaulC82phnAak07tL7zri/Ty2tW+HJwVdc1PjSZQWmKJpKZ1I4u1mBSuJhztZddS8BH5zT4ryDW5XQTyZJznSa09xxF6FlcXPmng8UstkvB+Ula19co0yLJTSQWIfTc6a1AtKYS0MzaCcNh7AHQG/pZnM+sWynnXWgMC2wDoCtSpZr9jGpDAItIdAzAADk8wJ8xHUBN/gLF/OkW7ZLXr6mWuXSJQp2NGMt8lFxmp/ny2cxa5lxkZeo2w4UCc+5Q56Su3YutzpZp44d2G+TQ33W1qoQBV19umvILlzudqsdVj14OUbT4GXsjdQ0xp95jd5CcfP//Pll9rp0bAXWkIkvL0DIOCyK5V4FWuFrvn68gxV2DmWVALqZn0ntToAVZTSD3AQRCZkQAK2S5bpOrsb/4gBrnvv8v/vL5uynA4xk2XDeEFq2DNpxGImLkjVkXC6KOsVCbb3xdhsaGLXDrzxv04obwe01pXifDrmd+kYGbf+zT8nxWmc37b3bWhtarRe54gQNww/UXSCwFEPhbyWCmb0BMwVbfOpHpQzzDXyVmH/hAkzzYTCNY5SsNAXGVBiQ3xlt1ZlMPpCJX7rgxLKE5pA0vLhGB1kxVM11Ldbe3GjtchUuaKxXnABuFsWfNCnOiNieWlnA6uutqqFRgGrKjnd12bHuyzYst22t3EOMEWVTjscYYxotposAKtlSE9waC1fMNOwDc45pGeYWbHSuAClrUeXKMOnNeAUPyiy9+OT5gLzijcIyN/fGcx5X9o3yz0r7WCK0r363ECbuGc90wL/O/Pg3mGUI8Pg9oZREe2n+ZcB/FvoFPpwGEQK5+ApAELef/XJBOmuBfAjpwgAzGcvMtOTke6E48OJe/IqVMt7Kd8mcfvZOFEdeDkDEoOd+J4O4UiHlu1xmfmXf5PyXOdPlCaDMEPJc00d5FmGEmW3LjHWZ+wq7xHzHUY4O3bpQ7pVpJSmBhaeX82aU+/4s+uESt1QqXCPCMIjvIlZTLjXCIgoEXORpbonLHEADCG6gXwBYM850uGqJZ57xKuGvpe87Py4/63m/W24tsfjg+g2LWFjLquRiHO4dkjyasiXttXbXbTd4kA1REecGJ2zf4TNag0rbvmu7QkwEuuRZqNa8s/Uo+L94eHLrFp5b4AOzh8zMivSTVQfWrPQEBZlHUNNMfhpXZXr0fxNLwV1bbt3mrkUCwGwVO6YbFKQBsbisC3PUHACVDROtfwOw5k15P+8Lyxxohz1uPg3XSOjsxCiFuXlCxFQjSxTBt9Ny/23Zc4ddEUC4dPANBSlWWr0sNwTuVRM0KmvO2y8846b2TXIXNrZ1eGydkyiuAXeHBLmFyTsTz1xO7KRZxurmB7oMgyRWJ7+KJl4sMeHSi++lOJESRgPwCx95aAFc6bH68QWHmvyJ5s28PC7IfesCTfpek4INO5ua5PqrtmaZqxp0weSAIlwEOBv0d51AVB1BpFrDPsVbnOvus0sD/TapQOEa3KmKC6kmiYKYMf0H8ycwkhfM00eMFp20rgywAhFkwTmTUErXorAm6XDPFnBF4Z+PO3PMAGsmVHDAWxAW6c4zti4sX0VBO3tfWbcyjKUMp3HZ6O6kma9wGzLvzNbiX79Fqc+h3NlJt4O2/fLEKEugon4tul6cbnwP4hWadmKaMwBLfAqNOKUVzCbxe7DjmGRmuX4CyoCecsAG7dXXIz07rFP5HBUnmhm4J0XEghTPiis4xT0ujGSOdS65qcqBI7fwMpDCdJKBOuZYquQgxMqBqYK1onB/EIJHkpTbsTnvlaMJn2kZnsA5DkWIV76/RpCBYmH9w03m+5cujzUufm3GyjkZJItZus63w+mJsxrfDR4mIZjouEC7PpwE6OY16yKF5qUn2LpGqSZOnSQsKeaKoP0J4oASj3UQlqynxG/5wGAnzu+LAKuwUwloOFCbPS5dVAgxmPVZeVIpBx/KT7YsP/clKp485uGpPLJkvXPokl1urbJ2YrdIKlNw9+X+MRtQbODGLdsUx9puw4pPcbeiwxHsWymqm8So0Ah8MKHPJH4yZ8jhfiv1COX1T0s8Y0IemgPR+eanKz3Ge/aChXMwzv/MFzxp1jsOppE5ARWxYMWORfJM7HFen+qx7r8BWPM8U+/5svmxquLtC7wpMdssDgAnMKjIbCC4WllfbYtt52132z5l0l0+9IayahRWLBdXtWKKqsh6kGXrjReetotXuu2Gu+6zJStWi9gDMgDWIMIgThiyCIPf9X+z41aK7HDuMpRT/PwQ+MEpYgBIEkKuVrDUlAfBSifiuRonGZOcgwkitJ3pwKcqFOytMFZ532pqlaKggwu917hwImtMAEznhyy2OvnxW5Rx0lxfZ40KhmzU3+11Cnzv77fR3p5wGSrdqE7AC/DZrfeHFLs2rODNMWlWuA1H3C3P4VAILX56jxYHWMW4yY4aZ43IEtT42acqAqSlycnmJbcigGyu1lxWMU7ac3E1Y4WL15Yc7NmKWFwZ17ogASghRXL8QPG7ET+VrpvNV67yfhbOpZf7o8oxoILAjGdmQONP9etLCCDBmbhvcYyhOgDgZg2whBVmHgwTdMAy4155IiUSWG8R2pHjn9Lg/Gv5fJVe7ZaHvH6F4cUVRRdYMGn+P0f+zUA3pUgnjT3iBuM+IeRL9jkPoJSHzwEgM9cqr1Ac0wxsZ60xZyrtlY/d9y5AV+kWzhAd+XpfSk+/mLNbs7/rq1GWuH26c14F12Vh/2M9Z25SfM2tOJl28/aWIw/WNClghUfmX7RJBat7WusAD2nm7HnG74mm0ogKO1nK90p/L+xkuhVgo47UMWU6Dwz2KyuyTryo0UZk3XFXmPM9LPjiceIdkwpK8mxjfV6tLGdia8O6Lz6jz8nYDoO4YklTEkBMv7iwEW6RRxyfxVkvnUWin8Jmzya6mbOauXFFCoEiAHqFpzufw/pUZQMKPxk6P2xnCdMQz4RyPB9fSUm1CtMY1ZxqdRixXpFlCyxBVUZ9hrMGwIpzlvBwmtbM8xz+nZL9K5l9GXILxdvju2beZzYZcVYm/HyEVyfP2u/p7t20hml9s+8BWeTyOMeE6gvOc/QTvEfzFtD+GxfhXF7wc36n3Pa/+yNKmR9k5bJfViF4iScf6ZbVSq0fGhmzzmWr7IY77rGXVZ6g7+Rha+CwirgoU9Akd1j/5IAd3/+aDvGw3XLnvbZs1XrP1piUpKqVJSesRrjbBBoAMS6wI8ttPq+yV5XRYMliQ+uapPwFpnAxHEpmEFeBJsTzSR7BogHzIN2c1HKyncj6IZ7dtT29T5r8lMbaqLICrcqgXCgLVLPAUwWpxFqthQ31XqphUNap9mZ9xt+yXE1pbV587ll7XinEW/bstRbFsrUpC6RXQI6Y8Qr5zOsVZF8pxudJlaw82Xf8aAC1soANKd4tW6UYi8cV+GpdRe8vsxahts+1j4RAmCnKHDsVDnnekSwsPRIjnu8Zn8mNmS7Ljw673wyRGk8vZ30sw5BcPM/8eoxo1pulzKg4j5nUPIemsvY664NYi3RH/ycsEvOjyvTVMo/O3y8VVSFfkxUk/V46nALuSbszXwsP93DBUJTpftvYjQxisosjBMzsV8F6M+uDiDDJX0j/IqB5ZvqzYPxNILbM7WeQW6xDjLp0nWev+WyxPHfU5d+59rrFCN06WEpb5Qae17TspPK0SlC7rouYzuKruC/FGc6lj5knshz9YeeGJ12+eNpeeOF5G5XidtOeG23H9p3uEh6mFJDKCVAKqUpAakSWHjKqYQNk23tyS8ElTrkOgRBtPKCswpNZikHZsTssz1yAFWuXz00aaanpr+y2lMKKchcETwr/RtBHBuD+nix28B4VdtD8xA8pr+TgQ65S9GUBT2gVx6lyehOsAqxxI3iW/sk6Yn48D+IejsoRCuE6DW/FzDGW1Ul0yczY4KtTKI9ye3LhjBapO+ZZVLL4JCxwuACRy5Gc4nfQDdxyRWgLP4BJxZ/9DcCaL3f4L3LdjONfIk54P/ITgsC0uapXgltwShahjtXrbbNirV4dHrGRrotWp/zoSoCJEEsjpktde/7g6/aGAETN3e+ztiWrBbOpa4RVSIdX96kGAKU6WQ4XrqadljKodPTKL80szseBoWwAWpmsSFMOkmQ98lRWDK5ifjqR1IzC9cA0GxWMTmLz8KjqmMhCFAdc5nipCHVCQC0NldbRqFpAertKNVqoIaPKL/b6Cy/a2ZPHrbG+xnbu2G4LO9f6ehw49I594S//wl57c5+te+MtX7dBHZJe2bBvvv12W792vdWqBAExXHVak1MnT9sbb71l67Zut8Wr1li/6sXUyY04Sc0gjRMmWEVJDh9XUZBei1RmuPdKLg7AUsYKVuaGWVgVwV1A4my9mPmVufe82hgDKJYTqXMl2dVpZDZQvPqKzBcwxQnQ1WWshNda72t+nt1J6RmlpO/GlFk0f837pQtg/jnjcsZ30j1nA69y9y0Fd/nzq66ZLp5jCIQm5jtgZy3z3ZHruWlc68aY0lcpFigZpI+g3ESu65FlgAMK2vWtxryeGLUgq+yEeM6Jw/uUVNNvHaogtWNJvfV099hxZSe3LVpuK9dusTol19QINI2ODTsIqFW5HmrpjVC7DouHMpipogDdebkiXUv5hdmvyGQt3dkZOXizdv3dKODaAItVS1yucBj4VoxKgxU/JNPbFTHqqnlWOtXICLXAdSbFl/gk/wbB+Sj1cSsHTlch8sCGTLSAfgrKQ2E9inho1hLNj+p5xkz1c+aaOsUk5SsekNAf3KhwaTJHzPyqr8ffAKx5HaH/MhdlsRSEGyIlXhF/UoqyyVqhMB0WlWpZbzrXb7EVly7boeeeUf2rPmum+KlX3ZGlRzV6mkVFF3T4H+vrtb33fciWb9jh9cBGZBKbENBCa8Jtl91N78bfMh0VWfG1iRlwhXEMrQzVhkNYp6D0ev05SgG34QEbU+G7KbncmhsUR1XfohILbV7cs0tmd9yJAK1amdTbZXVqUY0qCsyqkoqK1GnYAjwNcgN2X7hoTz/+U8WmXbTmlkbPHFy5apm98vKr9qUvfUGA6Q1Nsdreev1VG3n9LYGlWln27rEVxG4prbZJ7sSFjdN6frWdHLxkpwVM165abO0N66y/q1+1jBRQoIKHFFbNXIJDmEsszI9SygOp+X03X5XpIx/4uVaqa99v7i6XizuK+1yHxHNymJ+gvhrlzH0/R0/Nfxzl4irKrolrn0V3WgaY5cbmOze/qSUBcu1deC9XXPvEvZe7Xv93ygP6mfdxIVYCVAsyMb+nf0up2XH0POnn+kc8z827jhszVpxfVQJH9VIYa2pk5e49bQefe9hOnTtnx852W/PiVW6937j1Bhvp6bLDBw+ojtSULV+11patWCfeq7Iw+m+CYqIisGolMnmpkmTtnj2comW75JP3RBTX+lIUEXEFeNYgMsAgpixs8gR6UyCY+lICXAJSDrD4fgIy3CJi0CSfnHjCInT1V/EzL1Vcsn2l35qtF5RJOH2XZ7ybAlqOEmcmKRWtzCWudRfYXkLub17//7YCs0WlE1IJJwNo1VJdXIHa0yqyOU4RKBVkW7Njj/Wrku7FA28pyFLFEwnyVvBlvfaayrIEuV85d1IA5Ed2i2K4Vm7a6RmJBIyPCahR7btS93Lt5F34UKnSgL95jl6oAc45MnqDmCXmNiErUYtMUNWqJNd14ZwdP/C2dZ0/p6KfLbZm1XJbtmihLWhps76uHgVM9qkSf40tWbVSVYiVBSiA1SK3YIN8oGhFXqlXB7lRAKlela1P9/XZ6qVL7CMPPmCLlyy2moYq+/EjP7K/+uY37fTpU1anOK0pgcomZfjUC1w1tSywO3bttKVNDfbS009YT9cFu+XmXZ5K/dZLr6je2CXb/9qL1qO4rV6KybV22uLVa61Z/05qkbxwpYOt8Lv7Vl2DoOI7caXDo2Qivxooma3g+VeT4uk1fRBH7lYBH8fBnhkVfHXYVLhRumXMIsRdMYYlBQyXzMtByFVoxGN+CiAri874cnb9ubUuMeb4pPQ6XJJ5FUs5KtpucRB+i1DlYy3jlgUdc77nOjT0WABc18TAOOvXmZn7ykBv7iezlWlXmMoGr73bfsx31Fd5flkLVN7R4krP/nYip+t6+HzAVb4h9w+3TfF0lJJP/j2uYCNmUsUMYZpuOpNiZg796sHac4n26tmwJbT2LiuD8lcp69PGTVtt+MIRu/DOZVXxVqeIc4dU8V9Zdi0VdubCSTt1/JBt2LjRzh95y956+nEblNX91OLltm7TdmvpXGyrpSS3tC6U0ow1H0RC3f+ZYLOwDm6Nmzm+iIGcfZaua0vLXhwB+vksFHcqx4BzeojndaelEz1VwPgJXhL52HgvGBwbm4Pc89mdzxhzBNbM/cuO/Tm7SgxfcbFKKKaUIhnK9Z7F7DaM8YTtKmIccxADFjoK6DJdavTO3qVwdxTezZEPLgrKrMRVuOx81oxr/ETNDKqcTSL5IHE+5e32OxddJHMfhB867kgoXX7IrH/1cSDp9LQcVJmmmJfMW2qkq4gBYvEmlO4fVcaDMRfNziHoigc2OH4OBi1lwAUhloUZpMeZIkMwWazyeof1KgRe7IKK2ckKVCXAQZ0VlSGRMarG2hYssxtvu8tel6Xn3JE33ToU7YrU1EaaUbXcW2qQICZw0l585LvqUHDF1m+/0epbO4h6QlrFePNBTRk3Me4kwNOWQby+dc5cqFQdC4eb0YMX/RBR9TwZknFVsl4KhGxpELhSFeRj77xhb6hA3ZF9byiWShmAO7db//kJ69I3d9yxylYu7LC3DvTZYbWuWaB6C6sUM1UtDdFL/Creyg8u6ITK6wKITW0tmu+ErVi51PbuvclTgL/xza/bX3zpL6xXVrA6Waco/071cqo7AyUb9dYLj/3IzioT8+KFs3bkyCHb9+IT1rmw03p7rtiFi1326tsHrHbBi7Z86y7bdOMtttgBUconw+3p6mQRhKR4zQKzc7pJdEUWU60AI+U2MkiqkTVuQvOhjUesdPFMBZBJe+I0EvTFmvNc1r3BQaNcr5ofadNQJaGkE7LqObU4X5vNmIKoc+q1Dyad+zqNjziz0REqnAu7qxgrcSU8g/t4+yvG4OTCfuQzFOLRWyQJqEfiBIkAFHpUuxeNj3sCYEh2GKMFE58nmsr0XgBvkFxeTKc3zle4FyalDDQotm5CWbPcv1ZrwHwn9bcvGe7zGUw2HeL8T0EQxdJw7zpV+mfsJC5gkaym3RanIWXs5fr0+RyWruhst2pwh7Qusx49c4dLPkzukAJwKHWPzL6Hx01mcB3nsBTMJbbqY8gczMfjc42XP6cgk4Pqyiesc2EZPl8AwcGPA9wGHRXun5+V6LZwm4K7bsZoMlGmYsMF8TDDNeR3jyM3M0k0rXlh/WatWfCsMjIsp/oXpph3rngSS2NSeTcb+1FKsfwT7Nzc2m67bthjYxcPWt/lE1J+J2RFb1F4gxJnaPmm9k5Talkzrs4BdIVQTwIbubDfzoxdUHRSnZ09sdV27L3XFixTCAc07rJHvE2WLrkptDe0JUt8Vv8S/+mWI+cDbJ5ccR6ygEWdHDdYevAeEpc401mK50K4ZXZ1DrV6ZlzhlOa1iZJCKTDB+UimRy+7wv5SSNrLCzlhhFxjVFor59vp3PmHgcwKtMn4q73+F23GkON0TSGdIJEIyVglROZ7mwkjve9dKnzCIawKXDTYVIFGEznNmHcZKknX++QK65jLCEVEXPDFoD8e4pXc50ZczHZ0Omi4yk7MZ4Pm7FjpGw6uyrGiolDJS+P9zqoiu4sBZSZGb6P88oA1X2m2XtP2lcqfs+AZEuXfWQ2HAs5cMrONPQ+/dj6UEX7N/WG8GP8SufpBSC6GREalG5g3q7BpgA0xb09N19q6RUMf5gBBh4eJETo482sQaCFUJ0RwAARigdAS5AFUYDYELvfWshW2+cbd8v2ftfH+SzrcMjUTbCjLD30XvF+iRj8mBvD2Y1dsrPuc7b77QWttXWAD9Cwk6wUB6XQUmXEuYPQGmUusB7EUbvbXAZiglUUKWkco8eMrwdgYLxV7/fDpwNOTUoymXSDp9NH99vpjD9mFE4dsqvuSYqc65cJ8yw690mftHWpJoB5f997/Ptu7Z7Mt7Kizo8eP2cWxXlu7RtajFuqqxLMQ/H3dV+ztt960PXv2aIwCkuot1TfYY+fOnbWHHvqOjQwNWKe+MzoyLDCqtjSeHowpX1YsxamdVLXhMwdftRb1vFqgn0kB17b2hd6jrk/PWb1yrXWu3GCrBUYXKm6rtqlVQphtATRSkytRQlKZCllcEAFZQXJzRoV8CXG1sLgsK9m+fW9qLGO2eNFS23PTHmFG9af01jYzXWAoAb4nMCQXUsEwvIyEwGKt5jCheI7Tp87Ylq1b7fylS1YrF2ZrW5sATIBwBz2JILNl0ukrBelnVhOmbgELWRePHjsijfuUP2ux2gxt2rgpjl0CzPSx83pqMxhAonB6JwJwHOyw/+oKptpj3ZfP2dHDx10Y3LBrl4CbmjSp75i7pme9/J20rg78XCDT1iZaVDVqjiOquv/iiy956n17+wLbsmWLKxp0P6C/pZcCSeeowB8KhxDmH2uJZuMt9MS+9+9/W5bOM9agsd2291bRiMCwA0S00aQ0OEcp8iznQ1dhhGWtI2Wu9bfS+/k77xbjlnO6irwlFmvGUvIWR7Hk3gw0r20oRUFTuW5UKJFzYUg5x2zh2SFR/ByUfnO24yUK8oaimORpya4XF8V5YeKueaxzCCQLyJCdZV4z9yfTuMz4c69NQMb1pNKNcLkQnN2rEWYFFIHvSTvwIDkH6a8JnYsXNja3Kby1WX0BFUmg7Ofu/kGVLAhgceHsKbsonrRElqrFZ0/bpcMvqxJ6vy2Rwnmxv8cO77tkgwJgN93xgC1duso7VtQpMH7EE3/UJ5D6f9iGNEZRZWrxRDhtg/MilxFuKMjyL6yGEVPLQmkXaZvGGQf4sBt5HYvkF+c8rVLIWGRQdnbxTig52WTlfglkGuvnl8lbojJBTmu0PUs7VCE3qJMifNMrz0fyUq5nGC7FUNhCjmicAqeMkdARQmICcmWaDdCWmmj5HmVU4L0mM1G64shPYIqIZQ45FXsb61AO4xRoOBGZux5ZZ8aRcEZMKhathIr97fm5CK/CPMrS9Xt682oPKH0/lq4qSYjCgU9AKz+2YBZ0JpFbWQRzdqKZwQiCjIIcfac91ie7C2gWzGcBLEQonpvJldK8U/uFIMD4TvRxK6nqHV92pO9PypodgjL1LnIQwjX6twr3nK7lev/bTQSedOdZddnCrv6zMeYMAEN1TDRfbavWb1IRuFvtlWcfFxEI2CjWqUIEP6U0YtAWekCTBNGIGty+8/Jz3pT0hjvutWaZqUdk7YoebUGsZPHRwy4oJ57ja6gZu2YFSpcQopAcY8fCREPoSD0WDAAAkE4iC1OLgtAbNNeu8yfs4Fuv2TlZpkb7r3g2IACsq+uSDSvgnIatr7z6ol2+fNFuuPFG2737Jgc/R44ckZZ31DZs2qKKwSqtoOy/WvVLG5VbkExD2jF093Tb2bNn7POff90uqq9gj/5ulvuQtfesHBeYtImiqfCkDQwpzF0gZKhv2AYVA1ahOIqmBUtt9+332NET0kLlev3Ax37FOlasVUamrJdKDqA5ej6epeReyrqdLlyLo9VFTkcON+nRY8cEOGpt787d+jyKEfo1c6RYrLdD/6Qh+uFOoIWszzpZl44cOmFHjxy1dWs22nGBoiWLl1h7W3vhsFNCwq1j3K5wQOYGRDNmEifG5bo4sO8d27BhnWdrvvHmGwJYG5wmx5ScwH4z7qD3kllDg1l5oJlvAjmNsjT1DwwIVL5tm3XPI0eO2xm5a7du26Z7hl1oxjqiUKTyE35yXSDDaFFMeC4Nr+vs+OEjNjLYZzfdtM2eeeYtW7NyhS1csFD7qHZH2doW5Fp4+ZGcsVHBYOtFp13dop0zZ2zXji22ZKncy7IaYFnkTLsqQ/IFZzkOs98z3/tqAKsoqmZNcs6fwd/S8cqSvmz9Mb8ozaH4nUAHZdTlJFbSA2FhxeGX3CfzqPhwNkcuV8+tUMPMgX+4RHhB486PkjYf1jWGlwg8mOaM9Zux/z6PkjEUFmXWRiZeXvZGJeszY6nLbJQDpDzWtLgOI3y8CVi55ZTzHA/NjYdoFE02NKe0juoKblZS3z3RU1NznXVJ4RlX43DZrd1q3aPuG9s37rIbBaKekZJbKwWjQkqvWmir2bC5okcz6yVSlKnJt2rjDluwYrP3JMX6Xi2ajNAIWW0Zi35GFCpCr9ca8XTOhvcA9rHHwuWaWd4/MRsbnHCckV/zFXfJsjJLvIIgTbQa9BfnVv/zcBD9J+VycFCxsxpbTp5yMEM6vN8yAH0wP7IRmZKApUDj6IgaNCv4HwWM+0zyHcIxdKkXB4UP4lHiO+yA1y/MdMVMY6yZv0RZheJ0HcIl2XnNRXi3C3hMfkg+kOk58wNYP9PTfz5fdoKXhlANQk8bw51nsrnSxVOm3QwXV1zsDAi6dFQbBkc2JhouB3sKbZ/NCIuRa1PJBgnqbpQbCmsTKDuDrrxveX2DcoW4cUVJKFRLyPEvhFIrVE6D4vgvrCmQwyTF6bRRCDVMpFFvKZtekWXByBieh9l5Lz8JKCc0Dja1pFS1XF3eb7jlduvTYd736gvWIutVHZ3l3V4pvM/9vZyDCFkA7MDLzwvcdNmt995vK9ZukgVHTYb1/BExhAodjFp9MZxNcYgo4Ib5FQuWW+CYp55x+vRJHZxxWylBR3bgFGBNdVLIEiQofaHinC6fPWnHDu237ksXwrU1qmB1rCxYy1Q6gppUlYqNutLda0P9b1t/b5+NDg3bnptvcYvCYYGsowcPCmRttIULF/uommVxWbxwofcjPHZclpdTp+zw4cM2IotVgFZZ7CjFwF4KHNBAFy8jPq6Va9dYR/N2e/qJn6q2mMarmLQTl7rt2z/6qS1brRIYt91nHcvWqrSFDqoXEcR6mfShwmaXSuygQRfk/gjtKVWMte9kMk7KjXWlp0fvjQoInrf1isnwCv2485IAL7KIZIpOwQ4FoQPY1s3rVal+XOtLptKyZcsc1A7JFdrezj01V+L0AFZYJJOrILNdHxvsp3To0JrWBjdGn9yjfDaoGLi1CsTFMjQq4MV8APuePUktn2TRyifPRahoFEZbp6QDrJu1AtaXjl5y+t+wYb3mLZeIMlsRAtQlY+4z5F7SJApgoUD3ul5zGgM8ae27uy57DOHw8IQssC0O9kZH1d0+KR4z3F1+9pM8SXLFs2a1U+5W0Vj6eq8I1F8SSF8k4dhkCzqbtWdak/HkWmEcrvzMQyqlBZlPNm7e7xkqdAaVV3uU00S27DGxmNRs/OBfd8GaQxeKQsYFb+EL8SCsG+XquSG4Z78yYIpoiaDVuGU8z2ESgtC5W/l1m6tUZJk//zWeMzBWxpdn1rlMazR3HnpWoo9sOfFly8CO+yTLkFtJuBzLNF0dwJIKv6irxsaktltnjrl1ZvnSRbLC90SWtvhlver07ZCyuH6D+Kuafi9ascHWbNltJ155RA3p1ahedNsoHl1TofN89A27fPAV3b/GLuts731woWoeLlFNLEIixlVFncbJNLSXq9HdfpSRSRIenoxlOdHGhBTbWj3bFQ4a06f6YGGTK2p0s1e79O8ol+Ar4v/LUMuNA0igglU7XII1UuixNLNmzL9BypBjo0RvDkdd0IZF2O/sFitkW0jgMX2hWoo2Yx9WAtQUTeqTnKYWIdcShkCVe+bGFnm4gW+V5BEgNKje71fIsfTxl6CG2TRSjph+hvf+qwFYQfASGop/ypuf3R0u5/LGpw+z+S/cHrFC3gg3gxNf5KJbL5yEmeCS7Sv5cIk9mfANo4iYwMnYoNdbIkajVmZPBI3XdaLcgQQ41darKfipv2tTgTn20Rs3a0Ck346NjTiAIoZkHPeQKGNcB8+TWVM9KqwO+YwzfgRxlFLwSXgMEoUwmTyM32NRBI68e7kuuGHvXXb+4mXrOn1Ulhm5wyTkqwUOK/Rsb1aKC0mHv0lUcPrtV23g0nm79b7329Y9N8vU3WJ9Q2NyY42kWic0XI58kmCmcdgQ5GTHQLTE2Lyzb5+Nj/TaxnVrVVEdyxatfZTl2FRjQ13n7OyR/TbUc1kgsMqaZNkYH9B66SABLqi0Xq3idMSNTUiY12quCPhnn37aQcQdd9xpN2zbYcdPygL2zjs2vHrIVi5f4dcjzF977RU7cvioXbp82YEf48z1rya1JhOkPes5kxz6phbbKpffDTfstnUCWQ9+4AN2Qub7o0qpPt09IAa43japEnFH50J1epclQ8+Y0l5zgN1tF6RUsj/lQVZ2b2HtqZF1bGBwwOOQiMPq7x8W85CpXzXKAGBecwugldc3H2ytc2aH0BlMjDVnT1n/brX6ufHGG1Q4td+1V7InRwG2MCIxXnc9elXpxCTzuF2oFJkNv1Gn57LANu69S+fO25sqafGJT/6yCxWAEC5JEiIyPc4BEPkZSZixDyNy455XMkPngkX6Wr319Q0KhK9Ogko0OBuwiMSciSYhCQPPFkOAmbvXNa/zytAaF6A/c6ZBVqw9tmhxp7JR1WSV88MGpWD1POsCwApRkTBJuE84Vty7Ruenr2/IxmRZ4D78AIwdUKYYlskymv/VAqXnC7AKeCABnhkCbi5pOVMrbRheBFZlLo6j6vwzg6dQ1jLgjKeFG7bkvpn+knVnjpxJQt0VRb6LgoA4c4EbnCu7A7MVMgu3LNdKXYoFcp+NEuc8+Npv+PzKYbQ5VuJQXLNQiTUIIe2uA7e+cd6TFZ/m75obVnqUEQxWoyMDdvmKrO+95+xVBa83TffL8rTcTh3tsdFhKXkNgl7itT06V3WUYdBt68Xntqmf7Ol9z1v/0CX3iKDsVlOjkG4Seva4AMWhA2/a+t132WqFLNTglpQHokEhEJ20AVNrL3hJr3qtDkk5ZLjjckdUa1BNUmYZW6V60Q5pDCNS8ibiQHl4CdsTfZaLtinfr8LSxk4xW99NFOpS0uJ8UdNQLzd6+P5PK9moQXPEaiU+Jx7i1dD1OKzidWpPNk3ilYdWMA7qZsGbklUYAJjGAA3VyiQ4OtCn7PBqa21pFd9RbUNZw7ztlNdyxABAmeeQ8anJRsF4Em6/mFGixjS74kQcnqY/yx2za1Pau1/xXxXAChAVwt1JJSGnOM5xSAoxJhx0xFJh1YqWn7hLskOgsel7NYWecsXVDnweGh3gqU5oukGWmXrBqzoRTY008zrFllTj4gJNa4AIM4AT7ifQe//guGJkxj0ofUxCDzCVhX+c6nCzAN/GZSae9AMeljMvLsqc0T7yK8WNeJVuIXbPzHEa0ril3bvFBLAmYmxfstJuuedBe+7RMRu5dNrdd8wIawRFPWt1UBHoNEheIgtTz/lT9ui3vmaXZV267e57rLW93cYEqsY0vjGEehb83k4jXIEQe51uNq7aW2uWLbGK0XWKh3pVWTTjtmXTBpWMUGmDEY1HQe2XTx2z4Z4LamMjkCMtB/BZBxhl3LIO8ZMip2VhEggSWKUuVq/ciEdkteq90qMMv73KxNksC1ePvfGqQOGVPlu1drWDMwLdATBDchFhWcFFiaBukotw/cIF1tbRajX1aqEj8Fiv7MFFS9fYJWUqvimw1trcbNWynm3Zvdr2Ll9noxXS+gQ+x7W+YxQwlUtvXHOlOLMbPhLIyvrc7GMWWxIB5uwlgrpKWQdX1HS6XsDywffdIwvcIutVU+6+3oHYc6fhnAKchJ5u4++wzfo/D63HiiQmDBAPN9ykNTc2CVh2uesUVwFV6muIX+DOAIOi79zJpTRt2tms80EF/cs039PVa+vXr7f77rlDFp0u7S1BfBqd1jS7OzPjDCvQzFdoojB7adpuvQU4jnsj2AsXFRso0L1ArjwsYh4ES42zUu7mvwdL5H8IDLeBwNP1A8jDnQy4evDB+22VMk9H1QRtcHBQQe4eoSHGW6KdB48vvJwR+3qmE6gxTKi1B5bFm2+6we64/TYVqR3S2R3WMBRtyTnE1etAI6zSc+ZcIqT9szT8skJ+zre5PpSkQk/GIDFflxz3Vvq1UlGYaaPcbX1vnW/ySnwkLXYp/sj76LxpllbPdVgf5+5z6k8XgyxqHCktNoc6BABjHAHqAtw5By+44QoL5rQYvPxneYVbfRZdOuGXQVgpacPPdDpn0a4nJVTBitOWopwRU4gzKwpoTtugANaBfa8q5GG/9Z07bVP1k3bu7KQNe2JNrXinzoK+c+rUCTt+5KAt36S2XJIZOM0WyPJ++uApB02RwII1t07nWhZjhZE4HxP9A2Kmp0blGlcpCD37xIF3bLC7y1oUW0oWYpP2p1eWfpUvtTbV2jpz8qBdunTR3v/+91mX5M+wmg+Pqg4iBaYpcprdopGQkgp/IhWTNcqttM638JDoVyzw+puYMwdnrJUKixKmwBmGN9XoHPcpLOOUkoVuvmWXLMFjDrIaVFewWfcbnxJf9r2VSzYVRXP4hvEe+sLK7sAJt/yU5lkjOati2nK1ntTaLl6iuDStE+14RiSzsFxVyyiBO9L5ESUdMUJovB6n7Lw6PA75FSfAI+rSjkIkZWjiZyG+ku/OPDX5QM+mTIg+n9Sf04Ov9zYsA0vCj4NSxsqGB9Ty27mP1d+J0LcqbwocYMo1kYhqLblTHHQI2zMlHNPoe7jz9EPlbqqd1wpAgKaJDYLIqirafCBYpMbkRhsYGnV31NAo1gLek7ZARhNCNW9fAkIiQx8r4IhphDckuDHWCHflpOB3h40QM7FDIoIaWsroeilDHvxXLZCCRcx90W5ZkuBFwDBXaUoyJtvqDVsVo9RrLz/xiA30dluTXJMALCxYk/judT8yXESmVtfaZD2yALzxzBPWrXIOm3fdaBtlMWpo6/R6UlTrRfuIrBWsZQxez9MaNMsiVamG05vXrLDhrjPWdeaEnddhGOjrUbV0gRcxgmrVmaol4FlrWd3WatOKFUITwXJAbAF1uVg/4qOEg2xc73vWmd4fE2A4eeyEnVbxzz033WR3qnYVcUbDuAFdAFbIGnWDrEJyLQpgnb9w3pnA1m3bbcWKZdbR0a64J7msdLCbBRyr1BS6sqbFTdAHVfH9kOKiGhUo3VTXplgIxRppjShr4WslrYsYCLISCYZ2K4AL26DBrJWX0rTvaJKQaPYEpbN5E9q8Xrk9n3/hOVu9arVifda4+2BCJnXiCuKkZYbAv1EtHsuVf5ISIqAF4qVwidVqr19++SW35K1XMPqUwAxzd9c2RI0rOwlOb8MxS3i59zuNd0QZqKzh8mXLNcUaWRmbrKNdTUu1v4CW3BiVOcPEZveji/skce6WJJQFFcPt6LADBw7ILVxra9eti3IZGhe1zMgSCrmXBuaCJt0H5u4COuibV60sorgNFi1aIAHTImAkyx3AS0JrSmvC2RuHP+A+5z4JULH+oa1GaKsfPQmURo2FAHespVd6LuoMjdhWJQzU16gYr1+bXF4eDB33y6NNOMrHFnE8ARp861l6RlEKaPy6UNhwF7uFDLdOcICAQA7MdScpSjmxpZS24tkJCDkoCOt5bHGK9/PbRCII5wPBifKXxx0hBq4p+Hfy355aD/9I6+58Vn8DkGe/asV/skXd+RD3ZAwe9pCexJr7XvhqJzmSrUvhpEonac79M5kWxNFsuvXvpv+b9RlhYL5ERaqK/ZjhE49Hen/rRCMOXPmf3qhykJ4d86HUY/UhLq9G96kRwGiQlb5Xsa0XFcA+oPpWDZIZVZXhtie0gcKhI0rzrhJogvanRges79QhO6Nrey6eUOyn4keJ3RBfhLwbads1oeLHg0oIklvwlhvvUvjDAndDYsFqV4maV59+1r7/9S/bxhUr7OVXXrbf/dzfs7ve96BVqRByk2i5YnrIXlX9vuamRqsfEv+1YZtU0lBLY7NakNUr9EN/S1PhufUk9UjhcW+KeBO8CFq6ImUW1z5JHhSiRpkh1guvA1byHHJRrzM3Jh5EDBjhCt/68z+xheIX9+3eIgOEqF+MfHxKPGV0UGNvEM8V4JRrE6s2dNkoz8OUzsGUANO44q0aZeVio/pUFqdKivlSle4ZG+qyk2+9YOsWtHlpnGHFgbYRHuEenhE/741SMCe0zpPyLmG5nlYyUb+UfpeLJGGJX0a8VdFYUeS0gRh+Ea//qixY7t5x4Y6AA0jEIXZrlDhnBIiD9PF70/8oStpnP3FOqQ0BQByJwIUIiOJwtJUh0BWLSo33rGPBsdIEqsc6MiamPixtYEDug3EKdFItQJvrcVhskFsKIh6qskpMWwAEhJ8ZW8GNUGDQ2cIQh9r99RozmkDEbEXWyLSEL+5G15zJkKomg4vQPphpsrOR8QJQpJcYKMCFC9lR1bZ5+w0KJu+1V59/SiBJJRsoQIr1C60E5urcRVYavUcW3bD+PrV/n8zTb9t6VTHfJFP2SlmN2mRxqa9ucGDpbietAVXV4TriHfpHAn+ozxbpHoPnB+3CsUPK9FKj5RXLFfckFxman0zZ7SogqpPq/amIBbuiLEAv+4JlDSCpaRLwCZOrFQNDuxlU02aeCRMg2H3b9h3KmtvmoHRczOGSiqwePXpE5vARxfkovmENLqgKF+yA3y65Dd3yg13zUpfcuC0qxbDUq7fvkDA9LIAFuJxqarcBaY9j+PwF+mTY8H2FMXsleiyHDkgAmsGYixpS2th0UiPGBUuOYjTEWHitXL7Sqm6rsmGBwGoBvCq5pMZkyQFgMb6itSFu4lYAr82kP9Amvf8EwlfghkBaVbu/7da9YuhXBITarEMaMWuAa9bdSMT9QZoO2pEmDD7ARRJPhXlANaznNq0rVj/QyO133GEdC1rFXGWOJzOQeAdEjQurdL8SzsSz3JXh2m5oo4DkTaKfxUqigLaXix4YxpjS1gGJjtNLxhMoppTdhWbvAtqPmRjv0oW+t8Tx9UlIOQATg0bgYzGLnUDCBkMFAIRtkD0JRYYxcnZh9s2q+s869vcP+JgdMCQwW+jpyHcKA5sr7TMQyAV7C6VLAm3EvvnaxbPR5hEulfCaxNfC9Z7sU/yblIfS1XDOxHdTrCZCBGHpLjrH/qF25qQT+B7PAZx7jS+UggKgiAQawB4A3dc3jdcBo9bHrZalsXZp33VSI0sq7VdBSDFun2vsgV+e/porx0rPzMzzU5jztWTf1T6f9b5bYsqJUh9/vrg4BndrunTJQA2wKkWUbDiBqiYxvUvnzypc4S1ZkBtsy969yubut8GukzbQdVqyAaZGlqGUR+1BR2urrV622E4fkSXr8CEph1iu4eWyO+mcNrU0WJPq613qF5iRorNx20126133ywLUHq4/5J8yho+89brdccN2+73f/i37o7/39+zw26/baSm0iquwXfIajAwP2dHXX7CtilOd7Dlnj//4x3bhwiWVr1lre++4yw7ue8v2q/TM0iVL7SMf/Zh94xt/5UWcR+RqfP8H3u/8/dlnn1HW72X79Kc/41nFTzz5U52zfrvjztscTL3x5pvK0j5n995zr92y9xYpPCP28CM/tgMvPGk3feZT9p0v/idZsHpsFxnt+t5ZhQh0yGp9m/jJ02pX1i0A2qV4x89++tcFUhvt4R887O6/e+++z2sdvvnmax6n+5GPfsiNCa1TKmlx8Zi9+NLLdlHfe+ADH1TpxxZ7UV07zp27YLv33GTLNZ+Xnn3Ozqi0zq6771c2/c12pV9xan624PwEyMc+h4UyvFhh5LgWkZWewPn/PhNg5UN3FTqf/21/UVemASZOFp6aKMcAA4iO3whAsRz9Xe3mULiR3FECUmQyoP1CMMQL1WFJIS5JG6DewM60xqWdjEgg9PUJhtAdXNaoUVx8ZBNhtdK9RsRWsG5QsDJuL8bkDDu3c8FHH/FTXvKAcaagcHfraZ89o02/uMXMwSH2zLAuZIDo9Ya8BghxDXoWmobXS9KhJWzJ1fGwemTW79aOxCycZAAp0gq2KtboktwqJ1XNna/Vad64O4kpq+LeIb/cbE09oMrpBrugIPlTBwJoLVKrmC07brC1G7Yo1mWpni0TtyZWr/XA0jTSPyKgdNnOK9B9UG6wKsV59fcMOEOakDYyqTX3Ug0p+NBN0/ps8aJFnnLfpyyzQoYWzL7A8BItaSMx/9ZIEFKX6cyZ06p9pMB5gT6Ey9Ejh+0HDz8si9Vm27J5swcpN0mDe/nlVzybcEBWKoLNyWocBzSrJli9GrJuOn9BfcN2qzjpUus/esy6NfaxRoESaaJuMS0R/i7YoDW34oVkyW7rgnZeQvrZDeJJDNoHLGtYRVetXJmUA2GCEcVgaS3QGnExO2mne4d1QbRERp53JA4o57F+ol8sHKz9ksWLPXsuXHiiDZqr4g52NzKWCn0LwJpuHc+JPKjC9PQLFDsoJtugtXPaF9hollAYEvCUMy/mPEMYzT3njN+BvujCs39c4IsGdf6WqgAs5w3AhQaMxQldgADXa718LzR/ABrAgri9+tYGB6+cJc4H60RAMVmTVXpOnmfBHZWtLL6POcyXdY24IdZwmegAdz6xkbkp+YyxOV3OZca55IG7cRPtcs9wwYSFFSEewKYYa+KXpvVyaxv/pVimQNsJGJcOIpkcPaHKPXNRATyQTDEDM8B5lF3hKvYDAO17rx+nZxc4Wg2uycBMfzMHlAosG/BFYktnv8CF8JvSV5BvAPDZ7197l69FBT/b52FJK7t9c25c5KhxfT6WvhYkC4nnXBEAeVmW6GEplffd94CtWr7QRvou2CvP/MjOnTkSyUfIJS0Scme5MlOpA3j+9AnrEk+qlxW/prZV8VqKTZT1aWRAQfH6jvR3q2xos3XbdisGdInOC54QQipE++Kr51XiYVTegS9/6c9Erwtlye2wn/z0SfuVD/+SHXn7DQGjS7aotdGe++kjircdtGeeeMo+85nfUCbvsD396I9s/6FDAleL7Y3nH7cVC5oESh61j3z4Q/ayCiu/8sxPFBZw2W6VsnFYoOb4fr2n2NZWWYrxNjz9o4dk3epVWMYa27hqqeLAZOXXnPA4jKoczp7dO2WpqrHvf/cH9mGBtwXipcf3H7fF4iMH3nzFOiRzj7z+suoU3mqvK17t2L7XlFGs0hULZKWTK/DK2aOe+LK8rdH2PbffTu6Xci7r2aE33rTLJxViImX0hu1bBBwvCBj+pS2UF6RKc3zq4W/ZgvZO8cNR27pxu1sYpymeLdBZV99qfeJhFfSrTZC54LZORPmLos2yFqxygZm/qAFc15ERB6J0ApZbL31A0UgytPgb5qCgNw5RrWfqKdZGCwoTr1eQIaZQiJwLPF1V19NPbkQNk7EgTBIcC5jygPPkCoPx8sMJS4UlySwECaNZUlrKNTx/NkGEBOyGYHGPhr5G7A6IH3AA0w+zM4xXFgbu5RayyOojjdfLMfhD9UPsFaAHrdw7rKO1hgsgyjrA/PLhLzH/FzgJSD2yFJvl/rr59julpfTauWMHNDCsXbJAhUkgxk3MEu4LBKNM0bW1C7w959meXrt44oha2sj9JjfjLrkOm1XvpU+WIUFNt8b0KMW9R2UVBuWOhP9jOp6UibxJ/vca9oi+gwIFbc2tskYpK8RBBZXZpxXr1WJN0gABDuwFLqps0XGRwxw1B4+FIxVZb5xV5XdMxa2tZzwwmVi4u+++W9mF62XZaLPXXn3NNgto3Xvvvfb000/ZT37yqEo29IihyUJH1g6xVdr/1195VZmWL9mdd90hv36F9QyMyeKmFjs6lKMO2sPX4HosWUPJIuIBw16uIV6zRS5/uxDTnrEW7Bs0SxzehLLSPDYAUKCfGj53C1M8r3DWEiBwWiCeyvcqaB9loUqBgKNYq5yRROwRNEjMUqXM+2Tb5bpGUew07uwZOwhu6LfkYGfoMKIxIpgBKgTI8sxpT70vOkPnQoxYB27nFqC0vwULjJ4JqAIckWFUBGFzhXE5ngCdI3witiJca9Py22KBrhPo9mdzZIh1lCLilgrWiHF77A8WXRSxcOF5vSAHOgQFZ6Aw5dq/B7U74C3lejFjMpnCsVV8ZVAxJbTjoAZw4mdVlm5APUHL2m/Aobt6E//xZyhpJ/CIggc0F4dCeX+cF8zIhUy0FpY8eElVoi2Uh3A3BqjyMWj8Xj7F/wMUoNxFjApKoytqUjQAvTkwnZjOUNCwhoWSCK+pKwOw6JGXM7HL7dmMNUog5X9LOVJshJxPbHb/Zsotjtj5d0DFFLETFg9OAGUZyAI+LMUTixIZzPWK66xTfbzzZ4/bsdPnbECKUwNxpbqemKEGiivre6+98op1KeayY+lq2yLrzhJl/7Y1V9uzjz+kpI3TNqDzPDBaqd6n2xSftcjdZtAbFFcvPjfU26MC0X0Ke1hgHQJof/R3/8CeeOl1Wy9r1Yc+/GH7V//8n8rTMmTLliyyvbfstb2KWX399TftuedesHvue5+9vu8phW0MWMOqFbLY3iQL3ClburDd7pJl6riKLPf3donGx+z+e++0j33kg7JkPWd/9p+et4986Jc4KQrM36n4x2574qlnbNdNN9tOeRKGJUP93GuU23fudMV/+46t9puf/Q25MF/xlmjnFH/WpvjOEY19vRKT7pG1b5/CGroVJ3b6xDH7/d/5XfWMXWBnTp1WyZVn3Lo1KKW4U7LhRTXQvu3mPe75+MZff8sGly9Rhm+HLIECigoTaJOM3X37rZL39fbdb3/bs8v3fuCj8sSExX+a5BXOlsdRxr4mqF3gWdei3/f6+VVchHPZZ/lIk/f62Pf2Pde1YD64AD3ALVyAtVq0OjGwBhV4axKYapawrVcvuQiexmWH92BCZtcRd/HRWHNQbgFaFSDIuQBzN/zUFTn97nV+RNVkjblLxQV8CE3AEF3OXdMERGkc1XIxoqV75iAtXdBatbpedSqZ4CdlVubZuHfCDRFup8BRZI0E+Mvak7NywAXA0oO5aA+jewsokniHmzDaTyQrHmSOUE/xXpmNEIAvB6AtX73abrrtDntm6IoNdZ/3YGHhm2DAZGcSy0ENKzIccTEhsHS/NjGH5e0dKmK63Fq1rudPHHZQo0nYsIOhMQdZk/KB1zBGCTYAFZW20Rn6pfFQs4U1IgNtQACLuVen2i3MYHRcmVtDijMAGEtoKEogfOZZ58DKqEk3KfsPtZmsnC4FeZLxRvWTmxWXdfPNN3uGJn589vIb3/iG3XPPPYrXutMB708efcxLI5CoNyI1cZQAerkWzxw9bG9KS1u2bqNNq+DqjtbFynjpDAHshVXS+iYzX1itouKKFx9MIjdi/OLlZONAOARdFAGMArPudkguO4RbtijkjJdQmZNA1+8AXszmCMbJBKaGpdXSDJsCntSmAoRHSZAotEmZDcBGFVZajXEcYajvR7RNxKI4CCljacB3Hu4r4kJCyMzItEpzc4vMLOtTvp2DE4JVtTwoBwj2egX5Y4GtV0IFwMOtO362MrTLKzeXP8T5q3DAB3Ah4YRMymGYp6yCBBN7WQoPvqlwcIxFhvUFoLMWDkJ8H8Jy41ZlBRLzXy7IGiCXIGCsOqW7mU5TGYTgfMn31KWy7z7Pc4XA4yTDXe842QGWrtDSoPzxGpXW7UKU8TBWV8Bwnyfn1KxNcosVPCGDRH3uIQX6iay9ANMkiPAw5u/PT39DJ1jYiV0BN/ke+3IF+GTr4LEeYuCKXMSllr58zk4YRZqfu2vFd/zMXA2Vv9sXf46feYePtH8ZPIWwLRW3yRDI+6xj+swhNW+5dW9abqoLziNvveUmp7HjKvRLfOIlKaOX9YPyRWA7lhSUMyyMly6K96iYw947H7AV67Zb86LFssIrm7jnjF3qHZJ1RudVSmuN4kN3yhLfoaQQ7yggEEzQPmEG+xXK0KLwik984uO2bvUya1Yc6n/84pdt1YbNqv+mKvGiwXsfeL8C7GV9ltJ6/OQ5+83f+j37y6/8lX3noR85J/vIR39FPHBQ92+0J554XNnSm93K36eg/EUCdcQ1nlY9uLeUEc7+r1W4xYd/SWDr+Rdc9lFaprK20f76Ow8pGep9siItE6Ac1bz7bemmNQJJB2zBkmW636D9+X/+gt1x152ezFOvzPrL4rdL5Mo7feK0Gxjq5L2gTBIeoh/88Md2TFng/QJhmzauFX8j/nOhHZFnYcvGLfq9w375Ix+xb3/vITumGoW4OD/9qU/ZI48+6jyfcIkPvv/99v0fP26bbzthnes2KQ5N9fKJN9O5Q/Z7hwn/L9e3QwDOpO2fI8mlVjlORTNRXSazeFhigK7Rhb5WoNSy5Dn7KMZ3nJSdAYS2GWbqIkMIcMCEU3aJY4dglBAaKao17jITg5WAb2luEDHUe9HBerLSkhCiZgYMfFhBboCoATHlIbk+RmF6LK7m6hFMMBIkAMwbhuplEKLCugOvdMi8hkiKX/Dgd4SWGBPlBzCde+cllQHArE6FcSwKIyqSxj1GASwwO8c+xTgYP+e+LFmTJoieIPbI6HC3iQsv3C2p8jvxL8RKUUfLCzTG51zvcVRpq2bo17o/biPGTXT8jq1b1KJhxF59Tn33zp92C96QgNEU6XG6BaUb0Mpc+9Wdx/T9Trmg2uQ2qpAgGFLVdbfoeY0wXIu4pKqckBs7GwQsNQ+0Z1w3Wksysy6eP682NOfcn8F3qrV3bC1lC4gzc/cG8SQyBY/LuuOMnQUOo0loHfqlRgGRrdLaiMvCp375/CWPv1mj3oCArSFpbg0KfhzWvysU5/Paa6/af/gP/8F+SczhQ9LA1q5eZ1/8wlfs7XcO+POrZUWsVN2Z4cl+xXCJXrQADUvGbLNopkP7Oixm5UCBeZb85wMLmJJsGWS4zRQ0GTJEyxqlHAvMAi6gfQ77FDFXMPDshknxLwFYeGbsotdaY60oooewE2gXu/b0byr5UwuLWDiss8QpsS4OIDwbKRI3GPvVFKR0mosHNh9O/1YGVkkIZRorPd5lfo808IjTc6qEweHi8LISAagASW4NkELEBkd8W7GYJ/OO2AnWwiWbFx4EwBMo67GTAihkIuImVH6Jn0d4QK2srxU671gOoC/AwbgUE+KMcgC+H5WYoJ8vvgcdohxhAXTrToze9yhe/AuUCqtCQlOFc5cDq73xt6wAhB7UCAiO0MCXgHaPn2Nrw21HQH4sclCLw3iNx0uBwCv8bZ6XkUkeB3WPaAtEqRXtvQQ8c/dsVQL8JewyeEXRi1IlACqdc8bCbV1B1aP1t7/P+gPCFDMUa8M5DQ+AtwyaQd/JvZj9ztegh1jDmSBmHl/5uV9SiKXz1Q76DghVDmDFiS9iW/6KmB0AaVtbh9245xbRIMq0MvgUkE0cZIvipTo7Ftv5PjoqYKnFShiAlvCATet32ooN2611yRolzkjBk2K67539dvr8RZ3ZAMmtuveW9eusQ2d7YCRkE+cGDwgybaXCNDqXrRF/UthBn+pnqRjyxk3bpFzI6yAF8fEXXnE+/EHFKX31q19Vs/uV1qSehzsVJnLw4BH7qeKWYK8f/dD7bUCK9d037tW9KlSaZp1tUfHfhx76vh380z+z3bKw7bhhlyrRm33zh4+JxzfbeHe/PfLsKwojaLWde29XXO5St/yPiJ6a9d7yNevtYvcFW6O41u7hKTt7udcOHD+rgqt9Akjt8jgoDm3zdlnx+jSPTXbrbbc4cPv3f/qn1q6SOMzxqMI2unWuR9WF5HTvsC1cs9Wq2xfbl7/7sLce2rj7Fluzdq098tjj9uVvPeQ8YMmazfa1733fu06s27XbWhTGMihjxoRqicGPAIZ1ZPo7sEo4gx1O578cscVpjyCc9/qqjjYzMAROQGQ6OVEl4e9MJPF8finUnkoHzv9ODCi+hrDnnokBwVASKef7OtgItBVAAksM3/Q4kQhQ99gqDr3eR+urkVBtFvG1i0k3y93XKIGPgAZ8UlEcy1DP4KhQvLRagYZBEWI/Gitj8jHA2MlcCqiHOwzp4xhOD6ZGEgI+xzJ5FomYG6bxGpkgyRapl8uRQGwv/S8fOGMblSWELEKyuWBuhUB23zwsBSkuK53UUNbT8S6VbjBHb4kSrRBcRmlM3C+7FklvxyaGxaYQGJzWMTXEKLDiUoJge4hJq9ehG1ONn2kdai2UfNqnvN6RVxPXT4PSewE25F6QKYPggTnXiNC9PoHAXZUYSm0qYlknDalOBE9MVJuAT7NMwFqhaJng5tlxL3Z6XtdQq2lU2Sse50F5B3ehyJ2jNc7at6MBtHEORBLOLlsdJGqP5LrqV//EBmkqBFV2ExxPcc3hQTul2C8yYGij06ysRZjZbbffrsDJIXvkkUdtuYLL77rrXmk6C+0L//nP7XUVYJ2alGVNfYaaBNSrxBxoKr1ouax0YnAOCshuo2CqFhPzt7uCXdanjD7eBcgE2/Wf/CocmWTldLDh8S7Jpez4iYMQVh6xAj8URS0/uXzpv0XygBCEFFm5CQTAcQ3T31tuXnaryttJEINDoDygV0JWQauk1tcqRmLEXXL8YJEja4/9Ia8xmE1+FUcf+5DFjvdu9ItKRD1nqgzg4rpCbfZkSUG4+1rqlliaJnQ+qaiLVY44PgAQ4VMeY4bVh2KuKFnQq9dYY11ktRTA98wm3M8wSToFCHRjoSWTaUz3lU1WdCDgLpA1JCvfiIBonQL2PZVbcyd5AReGA92CpocCp3UMk4yWUUDLwQ8p6vC8ADu+9yhaXq8nKWC+5ym2yvmJlCzKeiTlgBrebNa4PstZg27RShZMvl2rwsCVUjom9cwJnQ3KrIRhsBhSHxuQdyjC9QF+ftYgBiCsW2gibpMYyyZp9Z6tSEcK8c1o3FEEaYQmEOAPsISXsm60Nim4kv2RoVzm4OAiX4F2S7nMPH4vEtg8Lv4FXeKyYH4vj1Kcc3HscatCLtCBXDEQLW4SWKgge1eZ0hc3blMW9UHxaFmjqidFh0MqUdKqWE91pOhcZ++cOGNNvSMCGw0qDNytszAssLbH9r+psjOyPDWqRMyY+Fa9Ql7GdOhRcqPt05TdImv8xM032bjAzhAZxNr7X/+9v+9W3CrJqQ8pKP24XG5rVitmdouAiaxLJAVtkgtxs1pJrTt+wg4pBmvtGsVQqTtDw+LViuNaJvf9qC1av0OB9sr2bhdoEq/ds3u3KzJ/67/9P4vfDitL+0Y/kwtef90VgBv1OVZQAPpCKeEf/tQnbOnyZbZo7TrxYJWiED1+7p/833QuR22pAA+u+3Yl4ixS/FeP+Pi2iZtt+6rFClC/wV7dt99+RwH7FToLi197w9qUEAO/XSpF+aPbb5KrsN0mFq308JItm2XN6uy0KpXT6VFB5JyUc4/COqDn9Vt22GiNkpWUoRTAPmRKIbuZs+cbGzHPYdSIVyZp/g0HeSCZ/EGRK86PhpKLMJhE4S6Fp5QIDBhNyT1zo+TADZ4QLoAQI0FfhYH70LDQOCNmphzKpNXqT7JWqtX3xYVDqhQcmUx8Fm0xSG1toY6GQFUDgenJPEPRsS4FVg+oGCaBuUNCsQTAjWNSJXOKrC39IGwIRs8Bnw4nAT6ISYaTwJ6PRQuN1obbpUk/1HcC6FSoDxNl+sdlvh2UYB/GxURWoUyOHmsCY/XMPaaZ18wlsa9F6WuGOJt1eCNGIK0hoChlY4VbCUAy7lp7ZBR6la+SW8f+BeEUkVtsCS4AMokm7Plnn7U3n3/CJvq6VV292dqWKXagvsmBY0NTmzPXAZmKCchmLQAzACjv2weAkbBq1E+rDmKTgEijfih/gGvP63VRvsELPLLvUwI2S23D5o1usu6SefiCLFnditfi3rhJORDhIgMcEPif3GezF01TGhcDu6IDRRNmd7tizdTcLkjjoeJ7xOPgHpZVR9yPAHoOY4P+vqhraIOyTQGSf/+//fv2n/7jv7G3lPqru6oMhTqCKUtnuq5JGtwOWyYmcWUwQB1zCuEasS1sp1tX0rrGWpci5VkHLwnGonxMYKUsly+FaIkSWBuSKdz7lKJ/sORqKGGxEeAXOnGXUrKoYXHwwG8/cglMOLgLK4mP12mzhFzTLGaMPtFyASyWm9qs9/wIZNlbyo30u89Da0eiAcADegQAo7hgBfD5ebyhIvtE6wgVrKC4zKjrxWe0r6GWDwpVhTfFxAWpdG/R6JQsr8TwcUaIx6DJ+aiApltn3GUvsKGiRLhR3Y2t701PCdgomxG3dYuSIsginlQsJJYyyibQXB4d1NfAeUHwkoCa6QfXvjOSsLp5ayL4g36m5RapYz8AjQIvZO7i6oxQhPR90SrMfDjFf0a5h7DsuzIWGuLMreFZGk897lEybVFAaM7tGatSQnVueS494byVS7IC5pv4+YTX1Shb1GkhZhTZmjN19nLUna8vs/3zeutdTsx1f/+93KscNizlnLPvWfp36Sl1nqURoyTQzaJBGYNbNm+zo/tfUumGd6yiAcs7bnxagcnavmmxbahdJIuPSpRIMVrQutI2rl0p+phUDNJCe/bJJzzj7+EffF9xSN12w10fcdqFlsZEyzQ1bxD/HVJ2NplOlVQ7V3A48nNUvGqJSr+s3rTZ+eo5tQlbpt6ta8UD+fuMik43d3Ta3fe/z8sLXVINwc4ly53uyJiubanz32+UZYrkhn4lJ6n2gW278SbnpyQKoZbdeve97qWh7hxEiMUV7xB1E5HB9S1trigMyy24Rx1FxqX4RCwo9SEnBHzEv1QyYnK0ynqkOLYvX2Mr9PugKl+NjFXaxj13uFKJrB1VP9jxijE72Tdqyzbf5N6YfsX2XjrXawsUp7ZsU52DrMtdw+oVe4vvQ3ev5JeUK88E83MSoRr87jw9KYZhMUeZL09ypexrXkRZ5qKyMVhFK0zxGyEggixn+tKLgCI+hiGgYQXgcEATWMOPMOZxt99gwdAma2uUmq+gWr2HZkpcSaNMow2yhtQp3qdOiIr1oLJyb7/cfVq4YQCVFn/M4xwi1Zq7V8rSgiuCtH3iD7y+FcSPVg//0/Vk+kVcidw2Ik630CgFAosHQIaBEvuA8B9SoCI1msZkDYug0NgcLwYK+HFgRW+00PrKJQfMe2MyD802SXf1yIKElq+D6FXXqUCuCsD1eo/x5ZIBvicJYmc7iv+dKURrhHtmWh3cyS4bE4FTN6RRZQLoiYdlAzPrxFS/Z3AAmMK1QgXdsAg1K4jTY34UV9UgzbhTKfL10qLQvEkiwKXCIfZ2DC5hg6lXU0dM36MmC1ocVguvmC1gAHi7IgsXbr4I0A1rKuApx5Iwt3wo3NSu62A2Xp4Cq4D2ZEgHHc0m2jNw5iNrr0lCt4UaXJoHVb+fUbD70hUrbYOKaP7+H/439p3viKE994wsPLIGtXTYxhtvERjc6qC6sVkAXbiffoe5wKTHqSRaLu5rWaQ0722/5oWho/iaRqA61f8lRL26OEwjij0CUIDcmMBdWcAtRq9lYIJb0SJAN/7z45Io5poj+LlcwDMJUCeBxCv205SZ7FOUIlWy98KnmkejwHBVAx0HqImmGCFi1AS2JsQrqJVWKQ2XLESSUbJLsVKKFy2QqvR9CvzCG5Qy5KABxcEtZJx54q20hhH8TZkLuS1Fn9MCPqNYoSUIGlX7inp3bqEiRox7wC3cispehL2yYIB0WkdDDrdfACztBR0aPKgf61AoRdTtiZItWnx3CUcdO+idGFF31SUFNGGrq6x9lGNhX3FRwWkniOOS5a1GFst6AW/4hlfLhjdyHhxgl7xcyJDJm4PuQ/iElh/XFr8R9ykFJYXPOA/pg9mfZzorAO6SxxelRrx5NcCTP5st7GY/v9znWU6Ve37y2xTmmJ9fOq6Cx2XGWriEm3n8tTYAh6yALV+1TnFH99lzTw/b+fPH3Oo6KK384NGTtmHHkLKINwgMRVgBlsYxWbhoOn/H3vtsQF0kXnn5GTtx8oh1qTr82d4J23v3BzxTGIV+ZHQokqY83g4Lb/SAjf2ROkCNqpQFC42PVYXsClcYlKKYWErepO4bVeKffK5+UG7QwKpJELvHyHL2dH2fsom9/6g+d0+Ny55Q1pCZ1ZLR8EmspRPIAGQj8VXK0u4V2EHpYS2RLVhCiZ/FAg0fuCynxq4732877lZcphTc7l5lUw7qGfp+teTQhUsDvn7TKo463Kfz5IYYxqL6YkPaB8WdTU9T31Br3CMFg6NFdxXnlTHObHd3ii+AK3hq8INcAPfnwuhm3aR8kHsaROFaQAcMOVHfzOOX3vTsmjicsCQ38buMD1eagx2sEx6PENl2ZPk1igG2iEkQuIerhsJssC/cfo6SB8aF1gNQ4QsenCTrJlwGXrTTdy4QKsTgrqek9eGWCL8jAAOtNTJmYHgeW4Aj2gU68QwiXm2sAyr9jlXAW9swo/AnoCoHJ8hxMszVLRsw7auxievZNnoohdXBLWNUjRezrBEznVAgM3FmtJjxBqP8l9rkhLDMjLGgiwYbSPEdaOuy/3lW3Yha1Tz/5KM2LgImdqlGQgXCG5/o8fs0y/1KoGOjXICdMsUuViosViHPyEqvIWkRBAw2SBhOCYB6eQD2WNcgTPK6IlCnKC9BHSX93t7WpnT4BTp4vW52ZoxeQLXAZAEERbDqlq30zHCtZA0E61JkSU2L0cBMsDY5GNJmAPjoLafIL0+5hz4aBPIaBLhWKtgfc/fKtZut8/h5WndLa7vL1sp6VaNMlSEEO618oBfNcVwHFQHogJ4sTgeCv2BgVUI2LKdbdMka04oBPNBk66l071I/4mkIuHeHJaU/yLgDbOEaAyZAWASd8/ovN/SSWUTfTtYwskd1/sQ4q2oE0mlITqyZaASLFp0PcAmAYqgl570KsWYRkS3hIj04kk/0cnAhXoGFwOMwReNo+r2AdgUac50DHkASXyB7U78Pk82pvaRyPeU6qmRFHxM9At5IknFQq3PtyiD9GTlrnLP0XLdbZJducm17D7gE/MVwnAaHBXxQI2ley7nAcjBKQUQmRwkFFETcLGjXsBfna7FJs0FDXkyoj4y2WtEmVhAs65Oac4sUUwJ9mS2JN1yH5dkjT2ehDObmL/ilu2X1t1fMR1inhIgEJl0IFWqL8aXEYxxbYqkGZc3lQUWlL4VElBBezK3cd/MsZz1jBqyZ+1mMaiYPnPn8ElJMR+Bnez4PTPMmvJXQDj2eLOGWlnYBrPfJqnLWzqjg8dgkpWHUq/XsRTVjP2mdy9XbUzxkXNZUzmxVhQK95bpuaVwsi/8adah40XnwuBJ/Xn31OZXH2W3LFy/w0AwsrAHSI/s04rMEuDzLnALDrAFWM9GGaI7xRJkQzpy+Sxyghs1n0KoXKlagufNr8Qfq8rkEhzbJIoXOlHntgEw0Wi+vh5dD4RoRGApuLW56N5zAe2RVy4kl9H/VOFta1RFEMtU9DskK7bn4uu85dYqYqtQZVFZ6t2pWjaq1z4SSoSYEOCal6EzRbo1zD3+AB+izKMlCcdKQBW499LMUpybCJAS2PMwEIi3RjMEGIRl9zqE8/+Jesyq5BweZ88AYeWFg2TzuTCgxgvhSCFbiqCgiGVWnHZEE2NKEG7QYFFRrVowE2US4/RrcFQeynVQ9pFG5qAhKl3ZL8Goym2Ofp0nmJAzMg9F5FFpXGGw94wbGoPsgHOmpBhBpVAYcLiIIh6EAmrgUghkSM6eAIqmwcGJvpMzd4DXELuB0SaDBs5h8wuGCdIsYz2fWzljDdfSzvFwUwrQBEk7s0gLIhJSrY1wAq0EgtN4lafTB4qHZreg4KtCg74iPj6nAJP26cN8tEGB64MEHbZmq4h5Sgbw35U8nToDeiR6MLYtWmzJT1qj9zAql0wKI3B3nWksRYDFzArUBThM6pJxvrAi4CjmA9MIb9erPyf6KYOUeegdL2GV1mcctk1+5jAAHBYuXZ1j5mkYRRDQXWq9gJRtRQClA2LUZ3/YAWl4oUTck6NljtvR8tL5gHnIpC0xS8HTfwbft0Sefsh3y7e+6+V5bvGy1tSsOYUj3uCKNa1KxTUp4c4akDfByilWqrhwZpJmJ8yQ/FPH6hYEWACNMEUumAARMTTTgBVxhuGJA9GzM2YpRqR0/JgQAMCOLljQMjxwsAAQn2Ljk5/7Cgl26JPGMODsALPairlaACEsprnzRJV0JaNw8iMDXfJ1phu1IwJxsLAr9A5jcLuWW6GAC4Z4grgrNvg73IK5A2hzRN87dg9o7XYNlO1p1gGS0rqITvoO1DJBFXNiorOMtWM9p2yRXLJEYMfpiwkNhwdL2x9brvhFP4OcXd1FtdYtVC7ANShmZGJOSp/u6lg8te7kJziSiRt/hrDKugladtnC2sut7GPXOqAVGrBjuVLFRjxP1LF7IEYVH/wZvSnbLEhrN/CvX54rYSOaAVT74uHPWYDPBUzK1ZKtACY+ZQUeJLxWOhgu1WKL8CgsD906rl/lXppz0zEyjs5/v9OXPT5PKpuXMA+GjiQjju75wJVuXzAExuVnji/eKwDHGWfTslH7OqqD46CkoxaJngMTZM6oJeLFfe97uIIZoyUHFCHeriT3KfJ1kHxkrUpf1mRRMrT1xVKsVaL5APTsvXJSCIPq7Zc8u27ButYcEwPe9Mn+K64Uy4ZNeolHPBnBj0PCisg6qCIzHkIBlCrpEcU3Zphg7AEc6c1ELDRnslBPXIcUBRMQ5koXufI97xHWuSPA18aIo4B3fhXJQqpGReKGY66gUcOSKGLKPi/qrrNm0wBhtqyfJYJ+g5IiuVwY773Nf5qU3I+kDa7J426i+zPjo94sg97hnxgrAJSwCa6KUmjqAK0vGd4PYk6uQ8jgAsyAHVykyDRXJ8+f226xCo3GaimI0nhPE6Tkuvog+HndNEAuUtBAHZsklh29FCBLTPptXL4TbIG21qUnxVNKymuVSApRSrn9Y2tylbmmuYkSe6ae/0XS9QzYMxxdbJkAsZMRnsGjEnJByzGhgrBoTGgHFF3FXEbelx0mjIN5B+q4WnErgowJSXnld9/ZWNnHCnZGjkVZhWkxuKphemHwj4JS//aACtNwoBpOPtXFw5+e8nJSdvwjzdeVhZPjo5sRSEJgO9x2jxYyIzivlJPfhzFbQ6TnORBLTQri4MMIcrWNMrIY+XSKL1Mi69SrWqRooardQAzDRD7FVa2TdWbFyhUCWgBXuOAEZj33BRKwBej0nd0/JPC2t2Wvl+KMlMGUh0pZ7rJQHJwNO3SWpTD2KjcpCSDmHPtXK4l8sS97jUYeF1ik8z9se6GA2CIBj4s11wTjsACyEyLD2N0zVQY9j8uMjxHjOuOjHM7R0L+ZVL1ef97bSi1o041XUsa9SkORyW7d5h6rc79bfNarpJYEkZtWueKzBsT6Bb42XYGcFThLMP635jxIH4SZqNj4BrIJgmP8+X8/pjcxTlALcTZQeEeDTz6DKY0wrLrGSwprsH2vNPuszzPVY87BmeMVwitOm8+L3S1qcy5ZfwLCD+maehYgpCnDA+Z6mkKee7S3u2HdZalvoS4nW6rF1USwV4IxwwWLDWZBe6i7yKmm6pF27hRQXm3gJRTSj8bdq3ilcgG4A0M+EHsy5z/TiwMFjL1TFnTZNsk41KY4FrR46xTrbKDqIwsO4PpKAdg08Fq00DgfA5mpNlvUuyMh2RJgpwF5jHxJ/q6BvqdfY8vrdvkSRJMT/Aa7SqvmeB5XMwB2JcMKYjkBH2Ib7361QmhPZkBVY/ykl4xxbwg5UPos1FeNQGCv7Em7QGWyMQSRfWiifpcRSMrK4wVyyzs8ssqSSaxLxvRv95c/8UeVWovSRsz8vLGYMew5rLnl+2c9nDrX8TqQlYT+gEdEBnhJakF25MqieqTsU/L3Izp47Y0sUoN3SovgrvYcsRKJQPiVwORIIMlAMlUrhrF2/QUk7+1Xkt1n1n/Zap/4lhMOzOZ0oAD+cd8qfRPu0sPSTGMa5ydX6MQbAG8ICzhx8nOxVUsAAQuF2yyEILEb8jtz2sBidIS/wWwjdiCQk6Au5i/W11NXsoAXArlvRF5WMV8gHDxLnDisuoIlOKxnceDN1ZIuGSVselCISpsiKZuSO+ROz8jUgpMQXL0ASMWg+D43bA9rdOBIKD1f4aJOxwc9rInRfFaftBMR8eecQy1zanuc75V2Esx7gE0zgIlhJ+OtBGh7TlNUMDoEGW6neQ7UKXm9qIQYGd5MsL9os4gP4Hpk9PZfVdkaWqn6tycA4yDQKATqxUeSJStVaG9BuqFEUwaTquBgV12HpwM3g7UIAcDBnH5n7lIdkCRtTFsGYQBUgwQU1mlXSEjHPu5nfqTMC3n2fXADxazBVz7zyxQyNK3hMdgmmVS6x7Mxe98Sar7kdvsZ6FkSCTtsoENHsFdWxBg2ph6BqQLkFI0YG7US2XinbCxcpe+A+egFGN1xxQFRagl5Rh1Rn5KIqAZ9QG5tu1WuhEm6dDkGr2g6sU4+4ZUtUGRcTL2BKE8bETEaJt3vBqqTPEHqUweAwA16J/8EMTRq6Wxw0F7IvOUj9uOkU/9SrwHZtsn/G4SUIGSDFQWIf6wUGoryF6uT7YebAhLUjKmKHZQABh9aGNceFNpZNxekCPHqvcBjl21frBUQgmp73vHPXIXEuKkmhfon1Mllv27HXduzeI4uW6EzjX6TCdRSmpFhktYqDQbdnzyuYHgEs4Ih5mpWGaoj7i2MduxvuIg/QueY+X+8FPAHMT3wFigWqAPtOjZs2AWJcAtEuKcbDOQGMw7xZ4zFcUFj0MOt7YdQkTa4lVK53oDOuT2Mpec9lMKvmcSBh16QO2ZTAH2LDS5RgSVJ836C02F6B8KWLO92iW6W4PwD5yMAVq1Uro2bxlQkFuvfKAj1MnJw0ZAA9TxiXJozlu5ZCurgD9VyeMwoPcMDA6Up2dwSV3sMCNjYpa5DWq0bAfRQrqc4eCk29LBIoiRMToksshbK00fCX/c8ivVDZP1vAs2sRq4LOIHFlA1LwGB+g0S0GSBgHumQPXwUDvMseuEtfVu2pSRXFFd1ybrxbwYisItr/SeJekhV30eIOr7dUrFkWmx8uMrBLhFEUUEgi4wJgTCCriFLiglA40z2Kq5GYZBHg+Pr4N/L5SALM+VfpZ4UVTfePBShiqyz4Yvx+dYqBKy5VvkdMya+8xvNLRzZ7J+IZeejFe894PsIcmoZWBQuIPdqyZadt37JRdNnviRbNLfRzlTtcQfCTinfCOlUj64wroZClLxf10yZV32m5Muv2qvTCGlu5cpVbgTyrXc/IBWRRJFxRcmDtXNVBbuxZ3sDilhbXB7oL2svGhEAvpa/8dygt4WbTT+G6+D0/yzNufTfCFR35XvDm4I0ktWAJI/ljQLKkR3KHOCzvtoCSQPwkJXxwcXqSVAArqgsEAYTgdcCk+/noSpLi8sizfPZ2eVm2J+ldek2uuxf0gaLC7ZOnJV9YutWzVud6/pxfDFa6IxPzgNlEEIwMvzOBnIFySZGWdUD+1HZphE2yVtUKKGFoGJYG16VIf7KBaNA7LgbgmqcIbpSgUn03b2sEradD5ESEsCdOAOAR/deo/O21f/Qt2tmMiAFThJAeTt4E0gMaAuG7jzohd2+fAXhIZ9VNzG6KijixAFdpX/N5TuST//R4tHmu8vXI3HAZyH0iK027BHyjCHJ0UKUItF4LOloVf0Xftlh8H4PvRVBCNpV7Sn0iGBe7TE9aba+Cyd96/TV7843XbEC/s2eNtK+R0EWwtSrzo0G+eAQRmUg5aD/MqVGhGusS+wmBks03JkFIbBaZhVMjUyomp6wUARUym6jsfvbsWeu50uXfi+xQ9XxU4DlF4TxDEvcVmjPzZo2TlYzWCAA7pgbDAaiF2TpMxRlwuZgGQOifGo2LivDOZDj8+o/rAIZUN4+2MilRQef2jdffsBPKRLnrwY8oo0VmfM0HsN6sjNU2NVy9oorJ9Zi5qUSvcQ5i5kdrcnos3f8QkkVxO0/CmOdlfvcUTxM1pPzAyQqsLFdKSOh3rBnQjhupMOknJuRWIA+mTgprJkbegH5m8ZR3G1LJUZjnyIuXlZ4VJ9f08v103k0AOBWvZUmSy4IkihF1DfBCpxozltxFqs5/uUtnoVd12IbFV1Q1e4EKJQ5oT3sloQZVcye73kbU6blWpSxgxSwJrn6svV61DMtzAsbsGb8DzrCg1yqRo17lOsYHer3ZbLOqRNPQfJSOBVjIvdl1JGMURX3wQxePBZBSAr6oryUXiHdNgM/A6zzcIOqAAa48acYF0ry5ij/P+6HqO/UE6jfKIiieSqyLw2jowYvSEgdDx4awUMWL/U8gKbnWSp88k2clSQO9FPaudM4BYEp5UBauPMmV2nTzYiHdeHx8dvXvFsYKty37/Gvdgz0pTLXoTmQFXLzkmwbfz8979/nHhXnPA2Wwkwmkwsu0qY2KVaLwbItolL0fUcIUwdeu8OobrmcAIhT7F30esRpNe3X222+7W61k9siKT5gEvV+jWG+YE5lTSkzwdYnFRRGZ8rT4tF95OjP+DZlaIIGAqOmH3/MizL3HTNJMa1CyZlle+2jSfnsUC18kNpSJ639eKFzgyrN+9RkR11VSbBxAQat0Q8H9n+6RzByBBkrAdHZXF6xNJQTsfUTLWKH8Hsh4l4vh7szu85+Fv5Vd6vRm+SzCWd/g4aQZO8pOAhfrFYtBobsGAZ1WAYL2tmb9S4+3EPKDivLvujzkDVQHFahO4T+IJRoiK7CO4HAXWGibRRMlxIpAdDMqwfASJjSfbZQWViuky/Wjsob0qtQApnfitCBRwIIpTot/vOUD8Q1JAIOsHVwhjDzQNe2hH7I4wLn0ROn0HeynN0rYU9kNfLeFntdnOnAIc6wTCFDSzglgbdXvLXQiF/AA4ddQz0eDCe9zcXSsuQMXMXWq1mMBIlOPuJIX1WDzmaeecq0XszFd3/GcUQh1kcoZtCq4mxosAAteZG5gdfREAK0R4AMNmNiqfsVOIexptkxJA54DgDt96pRM26dURqFbfQm7XUBSWK5D4JDCd2RtAsJx9xFMjBYHoeD6czee8wfiqcjcwyKBJVizxDKm68I4F0kJWNG8MrcDLjYf+ow4GdKCQ+vC7c91Ku+g8fWoony9gtxVMMbqWtWVXi1yVqidzh33vV/ZK6JRZSOOy1o4Pdak6vP90RlA6z4qKwvFGwnCnsa66hYjbh9MKYPyX8ghxUKgp8Bao8AsikNkw3qmj94nTm9KTJ0imdMqNoibPegWl4AAlhP7DBFaYMyl716NRq93XqEgR0BBfuXnlAIs/wzBobOO+36gMtLQm5SdOjk2YANyg0I7tJVqlcLWXLdIrtEhFSmUG0/7VN8mAKSK0ihcWFSJsYqNEehmDCSvOLAg1CB1ddD70JGfG868D6JCQE2W2NFqa8cqOKX977rs56FWPI3OCdFaR7yH+nCEuSUZ5AkEMxauKMTiN9GruyHTdxzcxmq4AgH/y6aWeTEJ7gPYk7Am1lF7XS9Q2kiHgzrRBedBCsm4rmnU+53trbLCIbRIeCgZqa+DS0Cn5BhQiSWjIMzSNaWaZ2aKbhlKbh6/TZp7oBe/d/yW5jwDXSdBVxDwaUHyGlzX8/N3nYGkObmwuvrz0ydFgDH3+eG9yGtU+nkSCskyFsCYFlXhApuSFdVrrCl5aFIZsqwD8UjTU7L+K7DdDzNyyG2pnNVU/DLRC9fW1qkuH65zqg0ULEcl+5fjfZOWRNyz80d3xQTkC8rOv2U5VjiJ+jQkyIw1mEWDsQIx32xrzJcUKT2VXopd9/kW5KYzn3DdI/c5R7j7GyVfKKXklj/xMspDYBjxqA++AS/3OYRHxMeBPI8HpDGXWD/zgUxXxxrM5Vw+5rwEfpv5cMBZi3Idf5YPci/z0NxV3bPFRCBozwSldqpYWptQekuTmJA2F8vUhQtjMt+rxo0C1QlW97IJoFIJtmmi/Vlsd7WAsQQYKG0p8OBtLPQJJsJGsgobFbdFuxX8vAIGxN10U0SUWlSp/xHpmoJhsXkEzLrgAWDpXoA0F8xoKPjUAHbhjw0rVGJu3jE1fL2JPku2KfYyf8b5dXk1D6kTl2RiuPausNW4vxAYCKghAVO051WLlrsQrZDJFDcibiEvLciaFsYBcNSMUrZZ/RTp6WSXVNq+A/vtxefVlFQVzrEgMSEKCxJL5RYuz8BQ/Ss9z7MKBb6Wq+AmsSxeHRpQrc3CjUfJhg36IRCehsqj6sk1ojEuUwNj3JKP/+RROyuQxTpSV6iFUgkEOxLPRcDvuOaUXI4cXIAWwpHP3cWocdACpVruZKwFHMzcUiTHUnkAuw6k+/Lx2ytGL9hAgHTchcwRYN+jru0UJyXVmLm0tKlAnar70tj3irTKaVXcrpNC0FnV4rFd/apU3K1u7C2UpZArcVQ0NKyAcq9pBB15rEPQUfE1D2K49vZf9YrMJD1Owa1VEW/lrY7cChBB/xUUq5QblHPCXNnjcSyEuAezHA1u5Z8n40UWrwVSms1yZmr085lIkfLz1eXYmDM7p2GCValOL/e+aLJByQW1+qEX2bIlCzxWk9pUjTq/LR3N0vKb7PjZS9oX9SoTHY6rFh57M47SB6CEpplNAhQO9lyp4+zDE0qOjfMAWcG1RgOiY+JjGsnQFP+5cPGSW807OwRekmLpbnJ3EaYZ+fFOi5oErgfRJ/FJceArV3oiNkrvUR8oM/UMQAu8ZJ683u0lfm2Ft0eBITWmci4NsgKjZHmFe50NKl9XTor2k5W4sB/wyJB9RWbmG53dPS5R06v098zT0nfzRQXBl79ScibyWSl3Zkq/N+MYvcfn5/vNOJ7pj5/l+SXTLixMfgYdE9w+iluLbNAIr/CIYWn7lNSYlpmdEA0s/lOyrkIH7pqlwHBS8sn8pS0OnhesX9PKmPdSQE7PGRgkPpcokBjk3Cwdpw1ZhWEeTEogz/DSOWxzBqDxZY+ri0OYqDUBFieDgE9+b43BLfeumfAT7kiP5XKtXpfqGe4uzmfPbxGgyKGZe13ADDKSSE54aQqdcdrDUcOyn6Q2KYlTtKjzIP6Qm6F8xFgAYuHeT8OOwV+FIV39MPkn+f8K9DfPw3eVp13tbXmcolQB6+mG9MKiZewaQsW1ZS1Sk4Rvq2IgOloUI6QmlQhCwh+uqGQ/hcmoR9SvJqyj1KbweCdpWjr8vmge/0AWTUaX0ZJCxm4HbE3KIsByQ+FBsv7GJLz75XYaklvRhTJxWg6mRHgCd0TI5ko17D0ZBj4XL8wZcTe5EJyb4zFPOrPNLkKCvxM6diIralXZMpSS3IOgnEgjZiKsXf6GC7hUWxlKc60UIsx7ONvDXW4zfI31H/FHBBSifY/KokKdEtA+pmRve6E1BID4o933XvJiLG7hiNRVBGy3rElvvfWminxedNDAutQCrhL/wrLEng1o3bkvYKdJAMoZgcaU27wsUCPOlatWuUUKtxQuPILV2WJvuUFmoyaMKZuYLMbKgexStmCfxgBZEYAOEHB3n7sHCU4GsEfm4QiNi0lCGOdfWbgEaiit0CYtHOskrhyPp2KV9S+WJQBWjXz3AAuaN3tBPjR4WSRGBSi9+a+eO6gfsl+GVQupWT2uLvf1WyWCVACwT4KcZArKAHQu7LApdQPATTWptRkQuOonDR5QA73BKPL5zEv/buf8Og/k3MujDhylDGDAkY0rjVjWRWJ7JuUio4k1tWuqVSOKKK1+nZda1TmjnZSD1zDxhdLg/xfRYwUBP+uheToFRgatFPhP0FxJ8Yz4tr+do9KwbqcTlEg0P6sUrHFLuhd4XBZCR8DFW1jpO1TkvzjQ40ChVaEG40pkqMZ9oOSZJsW4NCkJYlhZWbn5u5/exPRdVdKDItrL2bS7izGSer8/4BdnNp/9dPZIfhlUqEGtrJbtondFO3ivy9HhAQG5Fq+Yz03JOsznp4hceRCCzAPmkrZNFf4oE4JiQy85t4q4EIwkHge6SUgUrQ55SYOfzX65F4pZaN2ov9SnoPwhDY1g/Q4BqjYKA8vCNTRKvSMljYgXuBQMf2yMHV5cshnxlOBpVxNZ8yXluWlSxX2Y7z1+9uvmziPm+PMXpBTVhtt7hrpotEJ0Qj4fVX2kHrpLv04t3WqXUPw6FACUR8otTCjMYkyFbmllgIuMLgAVquQ+pQK41ZKHOZPVM/LZHf0fPJvaUxFbSUkGgWq9P44xAdpiLIUkMH0QIiFjKbeI+RjcAOHMO0CWxh/YKQEy10T4PcUvO+FwXeKAzI8sFe6lcWfjoQ+Bl66DZyGL4M0oPJQNGZNRZkA0S8jLpNZuTMovc6dANckoHEx3/SWFKLKKyTiMpBW/tXujilI300vQbuZDRSoKQ23RpsWfnnM+ixyyy9FxgfOHWKL3+iJsOoBIAlaY8JjgpDR7EHalgqyIu2oW8lwgwbtAMSkdjarrIcUJwXWxe0hVrwWE5IZCGFP1fFwMaNI1tvjPGbb7YCNLQPGn/r6X96f6tq7tgGkiaJUmNKQ2AldG+tXqRpliwn8Sn5EaStCpCo6FRspNCWiNkgX+JD3DeQkWM703qv6ACHyaQXuGgj6iAk3AoahbQrNjGK3qvgVadt5cXFF3YfqfeTPSrFxbDcYFbFQDEGdwAAXM85OyonjjHR04VaG49suBm75PhXYdviYtVJ8O5jK1FQB8XrxwWWOdspWL1a+JdUIDSinkjI01ZqwR4Bfmf9p/UIDwrLIFqW7tdkMHgxHPlgkMAEMtkx4BEoKMySCMCreT0t7bbbkyWzr0r/fCktWAIGCewuwnZD3oEoA6fvyYnTx+XIK+y116U2Rw6oJh/T6osgpOVi5YkgUwYJJrRwgJgh6FfXyvqTuFaxRrKJ/XyXJGHA2AakxMAQEKAK9SBXpKPjQrLu+tt9+xc4rRqaR5KFdTN0xr2dLSai01EjjCpLRO6K5UTRfFi1FTZs3G7eqfuEQuJ5U8kFuqXoyqUUCzSkHyBF92i8gv038R+qFcBq5lB+n5XKbTef0mnmvTQ7oCYBlKojI5paxQ/gQ30FCfsmIFFLEijwvxi8qsc8ESz6YcUFFe3JuTGqhbf3QuIxU7wAYuVg9GzQwkPyv96+e1ZITxe3BNmG/ycaRz4fAlaeMIASkJ7LU/K/+f45I5L+h1DDoVXdDygz6eI0JBnBvaLgFox5TdWd0E3SjLFXc1llDOpG4YcUwCnrjNtS7kZnH2UDzGPD60CAMZtVS9CJp3azX8Ik5OiAssBoQ1KJhdz6pXw93m9s4o4CpedP78OfEpzhdxpi2ygHbqzOg5Y4NeYoJzB5jHTSSs7xnJ1Ffj7C7Q2YE2O+XOrFUFa8DWwFi/85lq74GY4sVcFqZAZYRBAn554Yp0R2YYmYNJlFCnjdgwXV+PgqR/W5R55mf/9BmVZGmSMCMrTEkcXs4k2wdiZ33XsCT6vidZMB8KBdDOui7YchmGlwT8fG57vdcUyycUvxkFJGfeyQ0h1/MqM79yX8e6Uyu5NKF1HdGhmqiicLbki0xKbVLiUN769OyjCjs4JzBR5TXbapTJrL58C0RnHg4iMKzYvwklcUEFU1h3iK+UHFYdbI8lddkpPjQiwH9RlnnqCdIQGVd6f3+ftah23BXxhRa6bEhJoDYcNEbpGy+l4IYHyVd9H6WMvn0YI1A+uK/36vS9C9CVW2s510CxdCsudo2InSWznHhqkivaZUl2cKLD5K2unMdQKNgUmnFJyqAUViEkMqCXtdbawfMn7Jz62i5av8mWtlZLEe/2UAE8JP1KZkHxJXmFGMM25qVnEF04RTY3vYax8il+m84tYewIFIlsCy5XQgtB2DE+fgVIprPv2b5+CFIohrtugSpF3sEb7xVkqQKShBHMVgKnOiFXB1tE+YtgWiVw22WSbxbqRJBVDcuU3tWvBbkiUCWrFSn5TEmxKbheQD6R6ZemWCKDeA93D5ldtdTnEPKYpuK0mOawYn+GBoXIJRwmCHqlZ5qICyZbK6DA4tHwlmKVXkuG++u7Dewpi0xALIAGdzZlDmQFo/1ApVqgALAmtFkUQMMqoX7CLrSqhQCq6E3GdEUIMxYx75BD2NggfyWpwVYq5NtBXrWISTlz2n6ar0acDgAIi8LsQ3618+235QDpMGH9qQL96w3ioHCjXVJBNgykC9XLqRE3AAfDTczpPPgAqVES6+nZSrjKqJ3iFfMD4HigtCYf6d1Ybaq8jyCa7oAsZk0UXhRoAWR16FlLlirLUGPADTihoq9R0HXKujWeCwpiv3D2jAez0/4GouTQRdE3gq5jEYMURPTUGvO/w23LC43EwRWxUpRiAKAmS9oVMY0+gb4JbUxdg6xvimlo7Wyzto6Ftlr9rpaqv2CfLFHE4l1WYPOV6rMEj8m9Q7xOtZItGm2xWkO0tC1UaJ5cgEJwY4yRavRiQgs0txod6F7F8w3LQlivNg1DhFiJhhlLr8B7PwXyoFu0pQS22fuZr+vl3FejgrnvZ1cQVZRJz6nVvIiXG1MZibNqok2bI9pE1gtIVoqJAVTatAeNAowKBXEFJNd+ymTsyRwlJD1bHM7+uzC7TKSJ1rLHwc9NuiH/eBHNeRB+sMJgZDBs3CZkClGQk/s0ywo3oIK0tUvbZLmiNIfKfUiRG1CWcr+yhGvVRiNXbXbEBU3Bg1wBC/Dlc9HbyA0HfZz1NPeCoh2oIMaAcqbUxArFgy0g+7lV2V+ilclh9T7VF8Zk3RxQi66WZiWJ6JzAvzhmnArAG0okFgZ+71b7pjEJXHd5s1hYaylnQoNgQCBZgF5tGi0fKzVWJsz7/Dhs9X/npo1HLb8QGjmbC7pVhraUnzGSZGRxW6RuC33qAXr2zDnFYjXayqVLRS8ASZI+EKYsTsSjUl+Ql4uqFNdzLSotxu/MvrLMeWCsM2D7te4+/8/Ln75yYwjleL6vq89v5h2ydQSLlaCSlyGh5AvhLWOSc8+/fdaeevOoHbzYo4x5NR2ekJVUsm3Jwk7bvXWNPXDzVluh80sIwKC8AmS/syce7kBZD1QO0REWdmj0Jz/+oX3ly39p/+T/9E/UX/Vu+1f/8j/akaNH7Q/+8HPixedtk+JKl2zf6p0JsqeAYtIAeWrPHT960Pbt22cf+9hHPbaWo+oeKnpRcg7c2otVK6zC0CHGEK9tKFlEz1pvo6Z7/eDZp+zJp5+2P/6//LHHe45Lzk6Lf44p5KelpclOq0fs5z//p/bBD37A6XDb1u2SZd32+ONPqMhot61S4+fP/tZn7bs/+Gtvp/b7f/v37dVXnrSFCxepp+IpW7hsha1T/8XHn3jUmpYss6037JHSNSL5RXY4sV0IbvYjlLvk5HQvU6FGZAmvyztXSgWzRfz8KeTalCRfjtJFHXBQrYyegGIQ+t5CMfGO9gbF0NS5UB4U87twSfWLLvVYA2ZJTaVF0LoJ0OIZYRhFJVhTU+BpNUP2A5vpHDwk4d+qRSeLDIFO6nW/tCy0VsIlqoWWcNu46Q/ghc6pz5qpj6P7gifw2fI5afM0b+UHsFUBY4W/gmKxBrlZUTeVS0q2DquWsGVEY2JsE+7mwXctAhYAc/Nusq5cc8kiYtj3FKsKPLVKB8qnC2OihL+g1gXVfGKsgjrXvCUXBPOHSECIuOZkk/AicpPqGdXtqeZkEtIG3StT018x4fSQbcGIOSzERGIGBqjR8LWzY4ETd5XABOZaXrjm+N4iLGI6GFcUAI7woZjpCtrJbNgQRKv70ZeQWDAsV5cvX7ITJ47bqRMnrVvWKixNfBEQRrshj6XyoqSAvcgU9JfunavmzgZY1OxxgOV1sOTS0yEllmbztu22FOuZLDO4bDoWLrYFahqKLbJGwGKZ4sTOq7/WvsNH7NYH1tm6W0bskjTEOpXt6BCdtYl26clWW98igUvJghD849A5NKZnDLlZncBwuYcEtqvV9wpCQfBNuDUwag25kAOYuBAvhSfz2t6f4aKIt0FTo89XMwHNiiMDFF8UwBqUC71JlaOblPlIDEYFvcqoKaYn0rOrd0gthFh+hs9PGomDozKMp+xAY+ozlIxQRuIUFJymDtySC34OCC2/BJUUzOT8EiqgNa/HjcDgeF8Sa0hB7TRxpvXMecXGDclVSGkN9dHwCtFYSokMoFK226WU5BL0FjEfeasYqcdvOOONsTtlwk9wmaaaOdOyemL1m5ZVHm9Fk2pItVOsuLlTvE1Fda1XIEZjkhWgol1lHUgskJWaOLcaxc+4209gb1CWhFMnjkhRFM9TZu3KJbIWEOgsbW5aAKsdvkoJFCzr+hEedIAV1hjOXbgb3VKfxlvcPM1BAtdzIH0j4Y1OtG71nVbpBhJH8DygRNE5yAGbAycAbChAEUScwvRLGHUWUtci2qChuUCmcOZn3aCcpelaz5jX51mZL7k4h4bM/v71jOFq85szJvaU8i54BkSfzdWymEvBGZUb7/uvnrQv/PBZO3lJNQOrOmzVitXiMQO2sE2WLUm4J19WU2jR4Mfu2GnLxKfqmhXwLdobFshCqQOsUbR2WnKK+CVk5rPPPmPP/PSn1v+5v2OHDx20v/jP/9m7bfRKTtCzl96+3/nWtzzp6AMf/KBbun784x9594IH7rvf+7YuWbRQCSMD9sijj3h29QPve8CttW8onOT06dO2etUau+eeO+0ZPevY8VO2evUqu+OOO61NQJAix08qpvf8ufP23PPP6gzUWq9kwVMCWoR5cN1SFW6Gzk6cOGqvv/6K3rvNDhw6oDPbZj/4wQ/thl17bN2GjfZFAcUH79xtTz78Hb++54MP2Il9b1i1GlG/qvt96tc/YwOqhv/2i8/b7gc/GIoB5WokA6vxdGBMIastDn0oa4XTXUKbsG29H8pKgQsWvjcvOnsPF8nQoXgXaVKTOpCNMkuSDk2JhRYxaSnL0tjUm0ha5CUFJ/eNSHhpM9asXmHrl7QFsxKX0t47A2aaquPoPrccH5TRIFYi6mO4BQQLAYylU3FWmizdwlkkIBpT534wTWIgKkSwDbJqVUlzrFEsxhQmUnp8iaCrxKgmRISYx/F/4991zVAWiVEqnyujEZdKlZjXODWYMJFK+OKKCoSLFStchKWtgN5tHX2T3OqHWIn4GN7DLeKQS6DmosY6euiMdcu3Pl0FsJsPyAr0DUDErVAlnyXg6tyFC8qwGFb2W5MtlgZahavPWxHgNg1CyS7MXM7CmT7vi+kuEHPftnWz6l8ditgkYQv6L+LTJs4qm4mxiqxdu1YHSd3V1fcqwA7xUpPWo/ie8+fU9kEH9vgxuQGlFYfFEGsbTDyAFbEmDlz1cE9l116Uat853yr3W4sGxVGYNIMrBAMxd9TR2rZ9l21UR/gu1U0hFuaCqiA3nL3gsXf1AhRYthZKq9mwvcUui06rhpS1iGWSQEpoDdcjsWwSeLjQCKB0Vw4j92QL6DATJo5FrTn7C41KcFcqqaAGk2h6ZatbEWm8hxP3Hr7CGSP+7MoAVs1JWZUl8JXZ1rRwobVorNUCXcQx9cldS50ZLG1k1mJiH8Z6SeeBOWrZ3DiFdxuaB8iybk7woWTkW7q53d+LrKRwxs8VvOXuj2u9Drer6IyuDu3KFG6UO2tM1tR+lfhY0CorlZ55STQ3pHPfumiZ5ko9Np0DKXhX5H4eUYCsG0sxU7Gd+tXtYrkWS+lYC7AyZTkWObKD7xDMAuF6ZveAFAsMhxXS2FUkmVR7MkkXL+pQORIsDpHBSsbtmNzOXgBY36V3aJUa565cscRd5AMoktq/Gly6UnKa5CasUrB+63iDx/fh1vHyKNRFYv1YY896pF0Jc4kYmGQKDuUFLcrNcWHxwipdr3PfLCUnhwOMyPpLosASlZvoUCISAnrae9CFK6gWiyxcx+NFg7PxykuS9zftfGH7Cn/DN0vWtrDjZbY+AGMKF0l3Kr1v/n32v87fCiOLL5aKR+dzAPTZFHeVMfgez/P5GdiWjqmUhgv3IVtAgq9KiJza7BgEagSunr0wYF997AU7II9PXfsqyTJZRHVm2xoWi88ut5aGSjuubhrPvnbQtqxYZos3L5ErTZZS3Clet01KHzGmKtfgNfA0djwFtBjbsHWrD+/hh3/gXovbbrvVzgsYkcWdV5lOGV//ypfcSkV8dKvA0WOP/tBOnjxlW5UB/p+eeNL57qA+uyQXeEd7hz3z3HNeduf1F1+2iyqQ+sQTT9iNN+62Rx/+od24c6etkKLww2eesa988UsuL1565nn73N/5O/bQt7+j/oknXJEna/03fus3HXwf2H9AtbxW2s5dO72c0nGFkaBQ7711r10WcGoS3+jWmFsk89rl1n775ecUBjTmITIT/Vds+7q1drHroivy69dvdMCJNZ+1h5ejeFGiJyz9sel85uWjSnhepu45dDJvTlWOe137veqK0b6wWMkdtFAWkjYFsMMrhwaVDajYlCF1xKba8WC1mIs+8FY32vAOEQfziSkRW6V4AyaWBpycVwVijpMRmpl/yy+QhkbQdgnBB+uOHzokTaq8w/Pfe9iuqFHmL/3ap+TKmbSH//obMoNusts+8iF/9g8ffkjFLM/bR375l22xygY8+dRjNiAN88Of/Jj7v0d6+pxQmuX2uu3eezzoHvuNM8O0IfmZ11qyDLC4PtWSjc32kXjSrSwhoGwsITDJNNVr3jioAYIBoVAYkEq+Q7JA0GNt8ZJOF5jnTpyxHRvWCQDjjo1VdvaCPPFBRcxcLswJ6Nyze7cdlcXpzTfftEsXL3pc1RIVFF26fKn82x3KAlUcgALgCWQHfNFYF996l6xVR48esStyB47rvSEVS/QK7KmGGc+Bv5N5HLYLZDlthMI6GFYt3JACYBI0w7KopBx5Z8yeMejm6LB6eQFTal7pPsOa6zMvvGhPv/iKLKeXBLKou0WgpMCTgGGt3GHbd+y0T/zaZ2zllhttRO7ESfpgEbvgLiKWhHgGAo2lCXqRTYowys2pAwpjoVYaRfC4ckpf8Lg1IRHiJ8LwFoGbYbkKn0yY3K+1mT+/z/1RGgMaG+6+S1f6tDdVcvk0e90yNDgsW6Oy8BJL1q+gWQ8I9ZgLzVO0BAiOeJ33+HIJk/N34gQ4iHaSTRYsnUssOcHcI87xWi/uUct+yKIIiOpQDapO8ZZ6mXO6FZ/RKVfv+pVLvGvDgDJBG9sWybVLYD9JFiOKJSF7UkBSQAiAUUPvQdzjJAOEGdKtU+mQxPx9zBBHclfrLw+NcJak/8MC5UqgftcZJqmBe1E9ftQDkUeUMbvcS6mMa60xCBPfSXkVDztw+lBguRS5dauWSflTfTgBqH6SJRTfdUXNa5taOxTf1SE3rhIVBCZhpf2yeA9ImcQBEM3jUTIZf64JwbAZfEpex4JPthDhCfo+xR5bNaYlynhs1N8oloMC22Rsteu9Bp1D/zbxNl5Pj3XgYewYzwlLnu9tso0Xli7Yy5wXClxUFSsscWLtmfsXv8J5mm3Z8qdl9DLr7oXP9D5ncPbz8+fOt8sALMY2w+qalq+0n2rp82cPg+/GfYugcPb5Kc6bLOsUdqEWONVNBIyYHTh6Vlbmc9beslS0o/PDustw0SyQ0k+csmh18frl9uYrL9lpKbETtiQqnItfytipeEAFfhM3B32hUGgRz5w67XXP1q/bYI8++qgD/r0336xCyZ2Kf72g9RSfVQHeAwcP2K/+6q/aTTffZH/yb//ETgrE/F0BIZJHKNkDADlw4JD9y//1X9k3vv41e0G8dpWsVHfffoeH77z99ttKshq2g2/vV7ueW+xXP/FJW7ZoiRKW+uzxR39imwV2PvvZz9pLz79ow5ILjz3+mG2U1QnZQPA9mbjIh32yiC2VdW29wFi7LM7/n//3v7AVS5craaTNHperc6UsXRcUJ7hG3UPWrlljz0hOr1GXkT5Z2WjT1qHvvPHWO96poUHFWvsVCjIufo7HDPKnAXxp4ed8xF0epQ3L4KqUxPJelqPra/Gt6/m8eqE0nkWLOuWGUd0NjxsYlIVCVdZh2pKcblLVaZxAm/KUTypKR2wD/cFwK3r8gTM1vSHTEBq3Nw8t93Kqh5sl9wtm1YIXKZrVuh6s64hjGFf225EnH7e+w6dtRMRy5Nhhe/GvvmqrPvcHfp9BlSA49MMfuStk+OY9QoodduqF561NWpsgM5GtNtLVI7Pj27Zxx3YP9I5+ZklnSzB3RsWDd13BKF3oYMJZdqDpzPhwk/I2Qn3aG9POcwuTiQHLw6BiQBrEfDsWLrCWyTY7feG0HZPW0SZ314iDnBFrpUEn1W+5f/ouTMxLM3g177AKkfa7ecsmHbSb7agC0fvkUqpTbMACBelirVok4u9QECGWxVFaCmkdL2nNKRQ6PDKoeJN+j+vgM9yLED2aMdX42XO0KS8NQaAySQtaW+K3AFceVKnhIejdoqV1oXQCsSewTD73uCsdyMh2C6hN+4YR0RVzxqztzT0D33gJAgD/pOpaYVV7Z/9B+6VP/oZt3HO7wBU1rpQ5p4vHdPoAFtVorF7y3pGS77tbGDzLkbWLTER8+bmgJ2DCARbxOKEaFdTorB+8Z7ByPafTn8uTtHaMl2BmMfIrKoEyIFM8teH4eFB7gCWO7FXawkDf2YEMDWbYk6fx7kMI4V54Ae7YXwlsgmC91pgDCVE/cZopRZ0s16gVpSdT+2ceL+ihXgtNTFKDhEa7LM5KTrZhxaFUCsigsXa2NWifLzvAaVQpmMlxxdxd6rJhtSKhQO6oBosrvN6tI3weQruZliXiYdBs1HsKCwq/uwvbFTsqyNPrExYXVnXWd1Q/KAaecUtMqYI2q8XYOxur7HLPmJ09edKWLVviLblQKCmdEnFjtCaRFVTBxfTnpEFyPe2usHhNtApEDcsK22O90sy7uy8qlnCBslZVg66zxQaVLXtF555erH0631geK2SZDNdu0WlHbT+mM4VllbX2ZBWVRBG4WiirGGEbo1KKycRuUxxW94VhdW04qbFW2RpZSegBOyVgyE3g07noqnPjEoFUCjh8+crsZ1kQ7dKsDLhm/UvoqlTAlbv/tZ6fP4/7lBldIZWtdOBzx+DfBEzNustV71tuHXRxlazkBHBPwLvkennt0Al78pEf22JqETbJuizedmW8zy6dOaYElR7PFpwWLbfUKolG9DZBpp3ujcKP5wirVQUJCd6CJ8YNiDt+/KjOvWItRVdPCYz8rd/8TTsjgFIvxfjixXO2c8c2u2XvXvvGN75hf/7nfy5DxEb72//N79vXv/F1+8pX/tJuv/1292oQFL9q1Upbp56zZ87w/Rrx+j5Ztjbb66+9JoV+kb3/wffJpddif/75z7uMfv/73ufJHqcUIvLxj3/cY6HaZJEdo1ajXKI33XijaHvQ7pVrEQroE48+Js/JPXf/jjVJXvVVXlF9xB7btWu3F6R+8/U3bdf2nbLgDtmqtRsU9N9pL776hq3ZsM3OXuiydRu3WXPHIjtx/Ix1qFRRVVOnigAr8U2eBfqMVtErNqt0rigkj5IIqlrno1DA1a9JClVi4LnkG+qKF2YmqcsV6SKvuJomfT28v3rjspWe5jkspn1JWQ4Xe/rdrD1Fg0dcTWSshZHaUS9HElMlC+ita7yYSgJNOciDCP+SoMlMk8Wqq0jdfCyoC0MQe8QcAMyY8LgqsuMKHJGbbVTugbViQv0CU5cPvWO71IR445q1XnH8wEsvWadut5K6TdQqEsKvlbVjw65deoY2QMiXBptkXS3XXIlIdR7gJve5B6twfmZwgJLT57Ea4QLJTpIwOpccclHjpIDNhOqYeNbVvDBWCFIaXAJyK0ivpiaPNKIWAZYJpVe2K9tvRAK/XhoGffbyjR1fuQCJqCxKIdSJ+aPFjggwnT3RZYdlicL9tlRuxs2bNtm2zVvckjWgYOnBwT5vq4JJgnirbrlmsKRxv3YdBMoBcDCwXgGcOjSecwJ6FHmlaSmMhfepzktQvrfYoYebGMKYhByZlZinW5RC7m7BwXgfsOS6bnJ5eN9Ib5ej+Benc8VapQa/lXoDtyyBnmgsOTj+tOJcvvP1v7RPyqK1fvdt0m40dyw4aIzYRj2+hoyycIXAxnCHh54eL/8NxYEDClk4M3PtIQBsGqMfZlcM5rWhZVjx9b+VLb7E3DHOKuJ8NC96Io4qPinGFjQJaXp1fMan/7mBEyDktBxjnld8zWyzgmeoKVAbS4nWlhjKZtHEMIVZZSkGv0JLCzpw58nVh4AIA/e7vhzyyl9fS8AspVkYv740rOD1FZ3rbUF7k5eGWaSz3yaX25SstgSQTyuLuVaAh//khLcRAbQRwhKIQSAjT+46Mg5pLh5rQDkYJaFIKE3K9U5vvuhJSsNpnVMl7sCMq3X/UeIfKxUHqLWmHQ8h4I30SVSCT50yUNctUHaTzgHAjY4LdfrMrVhJCAZNhUCc1HNRP9G0WfeF6jTQpsKlACiywLr0c04Kz2Jp8Qighk65DRVDc6mnxi7IUgBYdpUAUOVbGpYhp0yNk7XxPGY9rBnLiMZIQdwLcu2clCLTprjTZgnjIVn4BiTERhVUTVwiChHKB4vjKfjsQ4HGEVJB9bNZ4OzNvJoOfTWGV0oP+QTNBErFJ1zr+flzv0/Z41j+jM4ew9XmePX7ziVpYu5qlO4+IZ4xSWyCXjWipXt2b5HrrdfeOXzcQ0jIvhscVQuuC1KUR2n5VW3nlE26tAE3oBRDfS8q+2tPyNWQm5EaSA7ckG1SOk9ISV4hL81lWfUB7wCiF55/3nbu3GZHjhy0w0eOeBeCm2+5RbFPr9u3/vpbrkx/+EMfsj/7/J/ZfrnsUIBXrFhs77xz0L75zW8ImJ23HTt2yGq1z+nl4sULHsT+5a/+pX3so7+sUI2tzkPp4uFqhPj5vjffsEd/9CNZ55ptqeK5TguILVFoyeXu/TpT0Rpv377jki1DtlVhHoPDg26FA/e+rRirr39N7n0VDP7ARz9i/+7f/TsF698pWpbCrkSj5Ws2Ku5LMb79Y/b9H//Unnv9bfvAr35WRgMpVFogMnk502RJRigKRg2YR1h7KeuAAcf7dXJqUCZc1uu/MNomkkkAIIWyuP2IC5IyNoN/FQj2WlxtJn0IbVTZmYtClvLXDipOiQrhNFcm6JsDjn6Ui3JWialHEHY8zcW5n5B0THgbxsrZnUWHRWFWciDmnK7kS2dB9OxaMcwzykJokLl9YesCOyXrFe8tXbFclpdFNizQsF/WqtVyF0JwtJTpEsKm/tFCucB8EBJM3V29Im7FlylA2v2RaYwMkfIMOV09D9mHlU5w4ff8oX8QQCby/EoPcogvh5xeFC3cT/MRx8HgpP2I6Xf10adx0DXSmoY2tYBplXlV/fXE2GHalBiIjmqxlmHaRyMNlx2TxCJwWUVDf/D979uTL7xkXf3DDoLWrFntBL9MINVbOAjIkhmStVcIrEHZWxTFQ5BgVaJHW4s0lF60b6X3UvOK4PkK1Sytl0BAcDFxgF2v4vXw93OYKP9A9gkWKTJQehVIjwsQ60elrGjEkRB7EpmDqTI7rjv9h5XUV5jDoJ9xTy3noDDhyELE0VsvM+rA5fO2/7XnbcXGzdJyZLl0fwS0Gb0JE4QKAJUcu6ydr58+9prB3JeYmgIRzGfXZhH5L+DP4pyDKMNqAFgkyCzrZTGR3HokU9xsVpAdyolsrkqXzpaS9PQsIhIupDW2C0CT/r1AzNTBkPoCTo7JkqpK6x2yNC3tFAjRzQkzj1Kv7/5ihVO3MZ9Vvr5TJSZKQw3amkUrys8ShXhcXdels9Ylq9bGjVusVrRzRtlIqzeu8xiQRtHahtXrrFdlTfa98aZX59+0ZYtt3LDeLpw5q6Dgw05bVMveddNuWWJ7RTtvufuarNKNN263atV6w+3tuFv/MBYPJeCQ6AxVKkAZBWCKDGRAP1tRhlz4DvMaVtbhufMSWjqTC2SV7lRcGck+nVI6jksh7JGAq6JFkNyGxEJOTDZYj0DROMH2zm7yzTOsCNcndcM4C3WuiJAcYIpXURKS0O0NN29RoL2yvGUNXLx4gcemNmv/2FasbG5thIdwnFh75yEBzouuwuL+/TxOQ7l7lM5sNrXM5Kxzaem9jGn2d671jPkc6SoyX1W3CsBeI6sKNLN51XLbuWKpPfzN7ykm96LA/oj4qgoZK9mmZnqBlAgxTz18ZKzbFiozulOfRbgKPIgYX5JwvJhQeHgo1aCwCdxwq9WfsFu8/ZZbblLz6PWyND1g27dvE2lWyyK1VnFZPxR4esd+93d/VwWjVyiL7/O6/gf2a7/2aee5gJJ1csN1yxDx2OM/sc/+5m/YMineCxZ0eEzuTTfdJHfhSnv0kUftS1/8gsDbDvv0r/2ax041i3bf//73KdPvVY+p/tjHPqLr9yjG96Diux6xD37kI+4ZcZOMaPNXP/2retZaTUBnTrLiV3/1U/bNv/6Ovv+y/f4f/G3J6eW2RbG2e26+1bMef/cPPmd79t5h67bttr/+7kP2w5/81B74sEDeDbuVOIYyp0VDMZIbdUilLeqVqY9HBK8NAT+sWzSLj/ZuHtKBlsXvCWxdiy/NZ8/ne031/gvdXjuHomfEt0wTx5A0Jx8SpRE0IjQdaq/MsflkKe/sGiHFIQ3nWbkDUKox5AvcSJfVISwN+M/1Ie6I40o/bV+22AZ7ZVmRgF8iAquVRlsr4f3y00/aJS36lEykgIkdYqYI+CktfpMyJ9iICSHoiwJpLXKvYe504YLQ9l+K/5YuWGHc+fM5qxkmx3SLtCZR7iFb966fNaHtkhVEXJoyLGVl6aEYprhmZweFA1VAUtaoBlwlru0Hc+QV3jPAVdT3oZbTpALUCZav0fVjcu9hXVqr0gZoPJ1i8hw0AifbVcZgVO6mQdbRS0soUUDqk/fxo/ingPe0tP3TiuE6p3UGjGJOJjvJK6xD71gDJISxfmHl8iri+sy7vaNh6G9iusg6xLUI6GpRFlyLzMvN+rxfgbjEWAHCivVHvN5GuBhx6+A4TrEpfmBIhSbuRoKjTtrigKxu504ftxVbO93t6JarwiaE64pdy1Yql1vQdcA2ByesI7A1Ehj4PCDZ/5YvH6OPkykHXMzlIgoIMdMi9FeitHhWIUDAFyLmkYPdC2szZ3qAq3RIuF6fE1e0UHu1RBaYZiWaTJKuLVdWm7TdOrlDqpS5Vy/+oITkcG/oe9i9r/3CApNW2HlM8RvumdWPhyHoZ4p6cvRtkzLwogTIaz983P7wH/wjO3H6hJ1WnZ0Fn/xle+qbX7dt6zbaGo3nkb/6msdMUUT3woG3bdVv/469+dPH7PWXX/G6bisV81Ep1/nLDz9sLz35lG2QRfeFHz9sHxn/Ddt5/11e6BfrvWcoQyG44zzODB5HTTkU5mTJz+P2OL00cP1GyAUiEncdFoiLly4rTqZHsY9LVMy31RYpLKOmerXTfo+8BwM9ijNRCryX0SCzWs9xgeEaYXEPky7uQowx8RnqnAxz3j9zTLFc3aor1C+rFbF6y5YuivIvxJMlweMuXcfoiS6COryfXSQpvBf4cu0d/9/jFd5fT/9RSDZ7EVi9bil+R995TTLoosrGyMo12m/VY1JCdFDGqwXiBaDXbl5l77vrFtu+TPGvrpJTykN7wp7qJtAwZ4TQD/jpb/7GZ70ED9sG2IC/7lS2Nf/ec889Hqqx99Y7/OBjaWYft23b4Yk/1JjCcxAgu8r++/9hs4Mmj5+WBXSHvD50HvikYrEI97jz7ru8EwblSLBck0mO4vw7Am6/8olPFLwWKCz/9H/+n11u1ymBgziyEcmTG3S/G2/YERnZxBbr9aDA4J136HwBHAVGDxw+Zr/+mU/LgNDqa7dJ8oladBX6bPdtt6tAtGJM5ck6K4tuhXAKjnviCqtVqqVRJUeqlFwwoqLUlHbCSu1x0e6yFweixI7HHEaISiQpzWR48VcZl/bPiVCrL5D5RQ0rnc5wlWCSFpMVdyYsGIAF25jweB/AVlQQdgeVp0cyuNDzSkVazpu79jElwymCCfOLg19LRo0ARZeC3VYoqHRgXCCpdbUNSzA3KfibWKLn33zd7v6UNloE8NOfPKYibzI7ysIyoIV8Vv7ppWvX2Gqlgg4rfXWN7lEjkzkIwQFAeti1x1dupSPebOa2cN/Q3mtxRdFSKDHYeW2gvuulO9EwlPZaWSnfvHoRVggwNir2A7cGVX8JVsVlUV0JMcUra/s+HpdSAkciSmIw7rzzDhvWnnZJIG7XQVwu8zI1rbxYqIgPFyIBwzlQlMrZw+rzNki8yIWL1qWgeFr29Pde8To+VDhn7lirAHTeT9AfGy1qWnRQvAgdvdL0n2cWkvqO1iFLGACL7BaEAwcTAscliGVStuWotaIfd7lwDYLOg07wqQesjYBmSI8DJsahebJ6/X19ru1X4FbE/QHgcDdhAKeowh/mZNYqfkKCe10zvYFyEQCLumtYTOYDFH5Op/Eqt0nJog7eOSk+ogIICqGeASMCE1O3m8HBoUlJyGLU//X1EN3MNjNn8oGCsCAmBk528RJlzXUIyI5IYelSCxkCy6vlepgWXQ739yj7WI2SGxWXRBcCv/t8gGmOFMuDzKOkHVSaQ0F9iHIG03Kfj5y9aHVSuAZPnrdLcnOs3LLOquSynlbJjuU7b7ZTSozoV/zep/7g96T1j9iFy4p5EQ13671Ninn6sFLXa5R9yq37jx63PXKZ75IWfklZWLgVHbx7VkDwiohPyu5mBhZJPX7UHAwlDTmb4QrR4aw/RXGrFdOimmuymp08dcZqL6vforJgR3TGaGS9ZcNKuUQu2kXxOo/a5FnuKRDA4hEFJhW0mjPyMhmwV1g38Iy0qnbXZRWsHFZWLRarCxcuebxNozJPsf6RJb5ECqrzcZKOSmguY/OAvPPZv18s3f/Xcne8U5M1lDeStV9WmEqBE5gLhblXbVhjh04d1mcUgJXyS8ucKbqTiF5VauQjN77PPrxnqxfArvNaip6G78Ca+ECyqd1iT+KU86lwe9fJGkoMFBl1/VLEn3/hBbtV8VVNSlaqE4+G5sg0flVxTs88/Yz9hqxU0QFFCUfiycT4VdK8XFkVX5NigosQz0O9lPNTsqquX79eno4t9lcKgL9VMV133XmXtzpDAUaxfvZHzzlf/oSA1phkDcXCPXxJ8oukkXq5vCdktYOOMMC65Qyg6KWapEQIO7zy2pv2l1/5sj1w/322a+cu3bdObs4jtk9xtQ984IMCfSoajSVP52mB+MtkpWQV5VxUZ3NCpVIOKmTo1ltvkdtbiWXKXKTVDuVsKmUdxCI8prOFvEHOObjCFDhL4EeM4y+O0qrHiWkRgyAqxRs6A65ca0PboWho0uyJ8+BvApdh3DDhJJrC2Fw8kgE8QOLxm9ekKsQMJdt7iEpnXhGmWdTU4w/37tlmMb6VsrJMKK20Vg1Ne8RMmrRBjHu3NuZmmSv9Pgr4XbRosTXKcqUQHxvVpgzI70vgyA0Kfm9WAJ0HkTgVBFgsrnYefelKBzOb6ezMLKjIimJrEkP0+WguGjg1TGBgVxXPzpwRLKGt8DsaCrE2FDtwYaofYkUImq0i/kTCy4MePcie7/FvBEBj3WCN0bgBwMRGnTh1zvYfOCyg1WHrt6+WNtsRpRo8W08p/NIyJmXdGpcGgMBA+yH27ZyKh54/d84uKY32ogrXDeoA08qgRdrJIgnVBZ2K3dJ7IwChNHyYPrTBD8VGAVRDctVWCqijDWGq5eA3Y0YXiCO1Hd8511JFHUCDu5BDPqS4sAmBS/ztY94ah+DhJITRwr1ptCxtZCnWKdC7mjYmKo4qOnFawK1FOq9LwKAtRLl3DHMgmwIefXfDdMwWxOdkggZOdYXH9yl2+eqv2XRSemXcINme0gcBlIr0V/qARIO+sJkeI/4sxhj/uqAtnLqiajNjqJA6k3BST08kwxRQkM54xA4Vv+WkiMXQs6LojaY+d8Rd8Yv2pPfCOQXmVitAdqEsw2eUMTsummhXBqBaXNHbkuw2X7/5cq0kzH0IxQWPXUl75WOFOSpYWK7BGhUkvnHTdut764DKRPfa1g9tsj7V52tXr9PFja2Ky3zWNihTqf/8Zc+m2nXTLVZJMVmBjSsCNc/J7bDrgQcU09hulwV4yCrtVlDt6lWrbf3GjWIesu5IYEQUX1orzhdrleIvHVjlIaexFnY9nWtonqXnDCOEiE0hU5fYk5FDRzwZgezaBeJZnjgAD9Y36hCsom9iTHgIeqyvDFuZyILVYX+wrKHoDJHlq+vJAl9es8ozj7FQN0ipJNYR5WxAGaiNuPMFsCKC0wnEyTBWPvjx/IIanFASJZY/IvM6Otc6Wtf63Mnsmge0cO6uT5rO877IKinudM5wo0Nq91IvWty5+wb76QtPqeBrt7ULUDXCmyfVMUMJGrQyGjp9VOUd9iiuNhkqkpUFFy4dB7xTAQkZic9SEgcjwgtK2qIp+vr16xRn9df2JQGVf/bP/7ntVuyVe36OnRBoP+bZgW8qFuvXf+M37KWXX5Z1aNC2bdkmXtniySEHDx60b3/r2+4yP3zksNPikzJOUHrh5KmTqrH1F4rZ3azYrf0qYqqzLy/QGrkAr0gZwAp8UaE5b775lsd54b7sllIOqKf/5ka57ZfLTYoURB4cPXpMNbbO6P3N4tuN9m//zf/q333wvrvt8MF3XBZcVjZls2RXhTDDay8+7cHsW2+40VpVLfzwuaNuDFir4Pzh6RGd9zHrFLA9qwoC/b3y7jS1KvlkufVIhhw7cUKJbottkcpiXFZceQV0jxULsFXg+LP4XqKkn6c9q5rgYSwDpFRGRGjS2AA+HLyQT9EYWN3Ax5Xd8/3vf8++ffm0AvtkYYGRYsZG23XiICNLQkqMg5gf/iVLy0vxa5GjeSX99KhfofoxQtMAAo8fEoMAHWMdyVaySS0oQd1kBJHpE/0NQ0hgMXnhnbedoHgOTyf4G3M8DHLs3Gn7qdJE0QIo1Gk/+K4La7dyYDGBgXoj3KKm6sGpjNcrkqvGFvdKGSkAUc8+S+xoWovjIpxgf4E2wMComPx482JbvO0WqRntAZoKQjHWMsBRiN2oNhtsjVY7ZGpitcGaQmr+BNmA0nqIY6KtkOLmhcwx8YIiqTit92nnoT+9RoisDfIQOLA6LO2c1jfL1yoBgJYKsj5QF2dMzJYsp3EBIPdVa/whP4eV9XHADryzL8zPBIdLW6hXP6FuWYcWyEX04Afusxt332gXVORyhErBGj5FY5kGWhWVgtmHo9JEXpGfnuuwxMEYhIQUSBztQsAGbkFSwCJamFuqFAlar5YLNfReVPD0eK2qUlO4Ky50mmBNAiro/6EztajoN4qOrleMnWokAU8lzOjDmNN3A19E1qB/ToaJn60Aba4g+L/RkDesr3wW6R1FKARAj+OXrUp+ZRJ6/FK8VwAM78kHuHF3I6YlcJNoNCks+VEZbBWBSYg87jipYm2ZhvhujD3EP4kMEW+AFYV4yXDbemsq/zaFUsMKHZXBuW3RDUo7D6wm4SblzEfcjyecQE86dzBytNIpaY1NKsS6bdViFXKtt3PV0iR1TeeCRbKyas9Ek1GZ3CviBbFf85WYXAGPZbgbX/SUF5+wD8obcddLUC0Vkz30/As23dZorYofObLvNa9eXyt6v6K2NBukETeIX73+k6dtabtiL9VHs04g/NYPvc8WyLLd2CnGCw3r1nffebe9ffCQTeu7dWLS1A2jqrxXSffn4gZNSuDs+fi4S8Bktl5pRYFXBDejVXdf7hXjV8yI7k9GFHzHW5gIoF5WDFkYzkSz1KmT9b5ZClUfbXho4O37407JeDp0DF3xHj1e1Y+jR7XAqnX/KWXSkmE24iUllChDax65HWtow0XrFJ5JQof2qUaWZVY2ahZGVOd1wKuEzYpWsFI4UlQNYnX8OaXrdE26mOcFqSbb/K7m/ObCPJyRBDBLvpzVl3z6+ChRn19Vdo6cGeQGRa+14cTDsZ7Eqq5dvsruUYYzHQn65La9cPa0WxKJhR8dH7Ijb71iBzavtW27bnAvkvMosquVDkvNMm/mrjnScYPG6H26z1e//GU7qZANCn1++CMftcd/+oR7BZCpDeJ77+zfZ/9K5ReGxM9fE7h6UNl/zz77hH3vu99TqMaIXHR32O/89t9yC9FBxWrBR2jn1K9gdXcW6D4rlXH6tkAc8Xq9Akt//H/97/x6ZOuv//qv20HFMq5evcb+1b/+N3bq5GmX7b+meKu3FPx+WJmDJ4+fsA99+JfsH/3jf+TejBdffVHxXF9SOMiAlIxO27PnZntZ4G+zKrm/9NxL9rJisnbesNM/v/X22+yH3/+WvShAeEog7wMK0G9Xxu2Lz7/khXSr7rpLAO6KxlNvbzz1U/vuQw+5slQnq9lnPvNZe0f3Palm8JeVTfu3Pvd3pVQoXks7MiZe5620klKJ3IuYt2RwIc43leuJMIxQ1v16rF9ebO/6PBrV1f6lsFZ5tD2CxplsUct3FkIvMPobCWF+61vfVOzCt7QTErDOgCI4ko3KOhDMgxfAx3lCCqpokAnSidGDmCMlH2sKvmAAE9aO/J1cEZz30agBcDQ/BrQUpJ4kR+61xDVkw6HRDQtEkMINqQPkool1pGhjivTZpZPD88L9ErcFXLkLzLOMVFfJQWAwt1xfKlwHoWdHrA7rRm+1Klu4ZY/9H/7Hf2Htq5fKPTdXvyplNHFgkzBOWT1Zejuxkz1GBocHphKH1aeD2aHaOTLD0t9J6wrQqZZwYJ5npD28vm+/rhu1ZarGS6wHLjgqtdOgeUygakxWKjg5QBifPDV8AFdHjqgYqUzXv/6JX5FmtFYHVFl+IH6tOU2jKdFAQGNLi7JQ5HLFx58rI7tQZi2SW2mHgi6XyR35xE8fl5Z0SEG7alytrM467Q+xCjB7r4tG2w5ljlBvyANFZJ2aUuxJjYRMtbKiGpqCuClDgHWOCv7eW49sMv03qgPRsXK17ZCVolmWugFSmwFh9NMEIGg/yMLyDFh+9F6IlVkvJ4e0WS4RApy4tuOAJeYXbqHY64TO0v5l6gm6iM/jugBj4Y/jXRdJgWKS8En7z9s+Th4Wz8rxYH6H/HC9Hz0lM/VgUg4FA8AdWnoAr6D7iLnwLE1KLdCmSjTuTNyFQwY1Psn4cZU5bMsETdcpo2ngCv02AaC0Xxpxy5W3hRJdjuoMk7yAtj0DcMxd6VnvlICTwiez30t/ixbPSkBJxbUFCu79wXe/bauWbpP1utGOqM5Pk2r51chFPag5n1O83yRFhbVKTcqEPSNr7BnR8C5lDdYpxKBWGXVvPP6IVci9vO32W+2gNPFRzjSCzK0/WQCnfUw7mJfn6tPKYyebibNDGYkqWceW27Rcm5dUXqKlfYECnmVZSi5/+oCePHkm6JlCWA3B36aVzYh1zek4PbDIczKNISJ0fjXg83Kf9pHpy9dd6ZtWdmKtLVH9oAqdJ2JeKGHi1m7nz34gnF7cVcL59d0rcz5mT7hAKkV712zwkU9EEH561jXp4fouiKeXo6Ey90nnIitJMaY06jSfONwu0tJrphu1/JOwqkf5EhIPKJrtlk7Jjzbx389++rOKr7ti3/z611UX66LuPSbrv5QVxTN2XzqvquvflFWq225WsdAGdWXInQGwYgHx4b8YOGqlBb/y8kv2yCOPqPTB3faSMuiJnV2omNp1az9kdwiYEHv70He/6/f74z/+Y/uH//AfejmRL3/piyqQq1hmuYtPKRmEUjsUvD10QFmFSqy47ba9rjhT3gE+T62qr37lK6pftUaZi8fd8PGRD/2SfVf3PnL4sEo1nLCfqA7XW/vesv/jP/7H9sUvftEe+8lPFCd92R544D57SgvVozmzlt6kXnwBSxhWNaxenQqoXyEQ90d/9Ef2hb/4z7ZSCtAHP/hL9ifKKHzj9ddUMPWk/e7v/Y5dUAIIxplGKQlb16zQnF9WIttpWcLO2cZNGyVfHrOdmzfYFiVu/eD7D6s0xsPy3JyyzQqcf/X7P1KrPFm2GmU1Vp25aUqUOFEip/QPYBa9FCrIipHL9QSqdC0oxfk++Chp0nHF/F5zSown+THnBoCNcRX48waqaMAOnEJolEN1mPuon8RruUooUDUcE+Gw920ovmBCK1as8Hue0sIQKJ1fDmKSpYqgaixRpCEP0Z5FL7cfYb2iqKdemNjpXeeZPWIslPu/3HXZazqVvqjpxH0zaOI5uM38nmI8AD6AHkHVeQ4ZEJZb1oxp47DLYichhvUOoEcDWwTaXJhV5k7OAChVEdoP+0nMVQ2Vq3WfJnoC0nmYsVI9mka+eiZtGYakwe5XJsdhmYbp2xdZglUK+pfFCmCldSPYnZolCGNcCFgGAElD0hr2vfWWvfbaK/bxj37IPv7LH/fxVoqwa2QtYH+z24j3AaTsL5owXAWww1iJBRkjEERjoqTEBxTQuFlm46eeespeePFF13R6ewY8LZ/2CoD2ERWKrBTgojcg9DUqBkFe+4RMeDAWD33BraV1oT5RBbFdCsCiEGmjqtuvWrPBtt7ygC1eJUCo73lpEV0zTK0jKv7qEMGkyPryQ0XIqEd/l2yJA5YQMP5KQGeCcC3gmDPfHK0VFtTsanBokrUdVzR85eJeycUXIDRbPuMpDshL8AyPBUBnxYYbhZsYnBOiyr8Twwv3nTMJ4sS4F7FAAbI4KyQ3YMSakDUPrY/EDwoYUsoAqxNWvnBDRF6idzPwMek+eiNXrWdvKTNAg9UK3XdA+zWofaJ0iMtm6kxpj4SF59WvoNz5mfd7en6FMq42Ll2p2Jbttu7l223P3bdb1bKF1qrA8ZUKzq3ZuNY233u7vaVg9nMqorzpjpttzU032Mjbb9mU+vH99MVnbOWl0/bxX/+01arR7qa791rtmuW2ZN1qb2lToZ6roEpiQH/WV7SKkjGWmsPapw6NnaBdkjDcoqg1HxGvqNEZXKd6RcNyiVer/hEccpj2UVh5nYaCLmdC17CeQxGBoQWy6OHJecIS7vxDCqLOWoeyPZtVO2NK5436hhWuxBBPW7RXuYufMAWeNg/pUYSdRcgxG3yU/u3wap446HrWPZKw5gvqkaYB9EqPvz+vMDZnEjP/vtaAXGCnIABX4mn6nW4oplMtw8SJV1/1bhrjyngjRAt3cfCKKWWYnrOHvv+QDchCfM/97xMgUNZsivFz2SRehzyBN7zxxhsKoRgU8LigYPZb1KVjqz2pJI07FSNVI8NBn3r60spsu0orLFVWbIPik2kIT2zT4kWL/L29ciNSWHpI5XkOCSztUJbgwkVL9d0uVWKXC0/ApUZhANxng/g31eGJw6J+Fv1p+1T0t0XZhGQO3rBrhyq971KmorrBaN6NykAnS/3xnzym4PqtrlCPS+68KKvSawJOVHK/9dZbHeC1qmzPAtWt7BPo+8xnP6MMxsXWKoWHYtjtCkO5Uy13iBfbf2S/felLX1ZZGsVZSY6RaTs0ctTjgfsEMPfqfpeUQEJ9x5NSwAaFMbqUPXuvLHcNunZQHRgAqIyvvlb9gQWGUbgrAVjUxXBeXWDXM8mhZO9jR68HXl0HT/QgNVwdaNZIKi/Qh6k5hEe8AnBhEgSkQBR3qlHjH/zBH3hByr/6q7+yH6l2RukLQEPFWYjszNfOuNbn09BzQohP+YYsVZAo7KBL6Pcnjz/m13gTYrm6PB2T8YgoyXxrVHDhP/yH/8A2i/gwaf6zf/bP3IfMswBK2erC/T2gOqVBO3Akg1Fz+p3f+R1f9M//2ecdHObAaxdAPud8KhGxYcFinyZxG3IoZAFr1yHicLjrbh7MhbuERVCbqHFSx2OBgMpC1c4BojEGSlEQGFupshNjYxRbq7Ercg28/OrrqtZ71hbKTbZAP/Qa7FcgMss5qli0cR1e75auSQFwyMQYk+vu3HkV65Sb9U0xAArVoV1Qf4yaVaydB8PrP9d4YcJYKQAkOoAOruRuy8KYTMdamnBSGJQGt3rORsUILF+yWIf6JntWFYRPKdCYYonNze1u0cJixfh75L6sFCMAnnlgIjEjcmfi1sS9C0DyJsKAJorjrl5gWxSXt23njVbV0Cl3iq6h5pMEx4isBtRxcycNewqFai39UPEfhymBG7Ytfi/ZU7deYdGNMh5ZS45tL2rs/l3n1Bn2ZJrI6e5h3QzDUwAsz8ZlPT1WKR/ZRE7e9iTOmBMfRXuBhPyt/+Wap1wd9WgAuF49x2kF11CjXMHN6idZr/0hTZq+jhS47FN/M6yVVQIOiFEveaC9Y01wY7lrHCDLEPRv6GjEflSogrzOjPaqRoJiUsD4wLFTdl7uDmiPljVUTq9W/bErypqaUt06AlhxXc1+XU8fuDlfdgGm+Sorrle1ZF4+tM82vu9eU7Uoe+b5p61u5VLr0tl/4dmnrUrN6dfevtsFOsG2L+x/Q/QzYXd/8qOuSDG/Z994xaYkJBoUv/f8qy94MVD6Bj7z0ye98bs3fSJgP8tbaMcloqOZa74iSUNnTGtHHAldBiiCe0X7oG63tlrZjpRDqUj7xBmqk+VKDTR0FtTQWvwjahBCY6FBB7HFjzt2neyI00lODtVIc/AkYDVVoaB3t2CqVpjGsFhHjXMzRfsrssV9KrnMTKbE+Dfbtpw603RL+Vem9lLn+TUXhBu5O+/n/JKyhJV6XrFVvidRGDuf+OJWlrPblZ7rdx83a4UBnob2uGaj/RAsU/FQB96xJ595UjHB/TozOlN4DwDEipvzlmUCRj1yeWEdwmvwSx/+sFuY88vBmPZyVK2wemSZuuPO2+3e++630yp4SzszQAvtaGh5h1W0TwozsVlf+9pX9fewLFwdKpWwxj71q590gLZ122YHPgdUtPSgYp8+/elP+aOImT1z5pSXa3hevQZp1Iyl7Jvf/Jbde+99dlqfEQTf399rHXIp0pe2Vdbgl2VVw2K2dt06t3RNiPcPSeYsVzFeCIg4yO9pbp9UQhp157BevS6wtWrVCjsvQETrNWptUc8Lpb1ZcYPI5JdffcX+6qtfcTkC8Pv4Rz9pP3nsMZ8fn49q/fpU0miZ3LBvvbVf4Kxdcm/SPvzAB1RCqNmmFedFG7ExJcQ1N7ZJJsh75vwPfoe0dQ1a5zPK83hyEFwv0XxwwOLLDVjXSb7zaZLnt0Q4T2nPaQgZPj7M11haACzpJKaHgxR5CwFN/Yxjx2QWFCol4wBf6bJlyxw8ffOb33TCWKeNoZrsbbfdZjer4vglZSm1ki2owPVDhw55SijF0V4TCHhNRPDRj37UbrjhBnv1tVe9ceVefY/70Q7nefVS2i5E/uD732//0//jf7Itm7b4M1bJBLlTvZRoFwPzI2sCaxmNLffLD7179x4PvMaaRoE2mh1nsEcKK989LLRPGYjZr4Jo9oJn0rJhjLgpBU5owZIB3LWOKBYdrA5YLNhMCmbStLhepoo+laEY0iFsl+aBRQuwMaUO6aR+71egYq9cghs2bfXsiX5pODA/0D6F3iolXGiMSTVsWi8AfghCPKu5H9DhPyCAhW8fa9HLL71qbyjwcO8te+28AhYp4TAgLYFDQwwU+0DJBzSVNrlqXNBLy3CB7OA7ZeixBhQNpeipnrlDms7WrRt1IBRwqHnWKh6mQgSPdr9fqbqn5dpskuukUe5HrwSjwHtA+pBAAbErXQrQRdDrxGiOjdaigPZGZWIJHgt4UsVcz5UAGU+JBbjKXBYiINPBcWFFVqzb/2eZ/mdkVAWz9XR5slLyxjHF9HuBHbt7LYOfIuPO9ir/boqzA2xxRBlPTq/32yUhjpDF6hEJIeFeZ8w1zCVryBnQce7koifCr0nWiTaBqlYFOLdI+/U+jG6Wgp6kRIw3qngsxS0HxOSjGnsEziq5gXl7TA/Akzg3Fi3i3Bg25Vv6RQO9g6rhJMa3av1m6xWQovULEr5CezKkyuQvPf24ffE//TvR6UUpMXEifC4pVMCXoaCYXJtLlTYMjzUC1YPHZcmGDBS0DqWN62wMyVozBeBnrYTQqZpVJeBBLzcyShE8rDHuNsz8nEtvFstnAua4yGspTwOzpbI/oTpkWGEFjS2L+TiDnR+LdQu56Bz33pLla+y/++//R9upliM6sHZKNbr6cdHIGjAsUN2rgrFY3ifEZ0ZktqJJ95BnQzVIuSBByDfT9yRir/S3J9FoLB5XmMZIDB3/8T6dCfx7KvorEOJdqvT7iLKtzpy7aCsWtXvyAsUrw6kdLyev9Eeeaf4771rhfb+6VASV2deEUdzZnstnX3v7531FLr8SA08TuOq30zyTpPRpJuQYKlVehXk/vnCh1+WLuhfOMwAKVeLPpyX7vva1rymI+6B7RSiXgKWfDhVYh7luSGfJW4pJ/mC193ZPdOQARruFeNKbKBNjtHXrFq9teEI9YT/5yU+6hapB/PWAgNIdd+6V26/RNkl2PaG4rEElC92o6uq71SrtySefcPfb9u073CXIa0i8ePUKyd8163zxagW89yigHIvYc+o3eN/d96rN2h65/h5XHbl1ev9JxWYtd2C1R+7E1YqD/N73vmeHNLdPCTxduiwrEsV8xbdXr1ilel2rXdECzLSId7wg2UyppW3KTuyWbOIegLXtmlO7gud7ui4pJmujt8H7msqs/Mc/+feqj6UENRlMXlN1+Z8q3ITAfLxKKzRu8McNe3bLoKIi5HrvLkCnkrK+/8Mfq0t7k330U7/mSmOr7j0umTnKmdKBJmmMQtrThAZBwTonOaRjBhllfs9x4qhdP1nM36rv2YPpEaTG45qbJIYjaVTx7HT0EAZizG0dMinq5+vy61LwD/D027/92565QC88gJZbSjTR+++/30ESbVteFCIm2wZBvlemyUuyqiAtKdJ3nzIHF6sn0lv73rTPfe5zAmZn5b9dqcyFC06krwqEnZSrcb9SOD/20Y+p6NrDztg//elPu8Vr2zZlUChOgwBAwBu1QwBltwqknfQWGMtUjHONX8s4eS2SafU2WdF4BsF1s18F+52rlKRLh/Ump3iX2JvffYuyusyma8zEXdEAd0oECwBaoMKEa1SBF9fXgJDJaaWln1NmR5WQ+vKOxW6hGJC1YkT/oh2R5ed9rLBu4BLQ/vRL0wBUnpQPnSxB6gSR5EC19gkx3IOHj9qf/Ic/FVh9OuK2aNmh8bRqzQC8mJYxH6NVrVy2yHbv3CqNZIG7oWBWJAgE8A6rF8ZBYtg8aFi+rBZZ4yJzQlZOCf9jeh5CZfsNN1m93IR477x5uL4Hlpd1V+Bq2JoUuDwkoTqtg0JlGEJVhrD4Q5dohVpz7lMhhoTVijgtf3iB7wYLdYtwYqxFx0KyHGE9ykzaQY+CSx3xFkmbr2ZLRmbK3iZK13umIt9zk1gS0O47JS5MYEdKCpFjjbQUoo2Pg0C5RWUxdLeyUumpOVOvAGeYAEGrgyPKfsM65+XAE/DDwkRldTGLVloqqQhtp6w2LWrJQWboBdEEmi4jWi5GtEjxFHULVOBQa3WpW7XiBkickKVX3jCautdoP9i3KyrlwWOwanldMBgLjFgg+cylXoGFRm/G3LJ4hTJ4cAlH0se4wP3rLz9vp5WRNzWmCuICDrjGe5Tt9F5faPDMfw4oyxyw3I3J1GAC13hRLLFCNNmv7g5lXylI2bPBfg6vUVXtPqvsqbvvf1CZ0Kp8vXqt4kMJuJW7Xc86rxpYWHDHa4c9FnEMKzvJK77PEJbr3AVKZki+9k50EaMJ34HuAJD+tydR0FtTdYREE9Ot1cqoarcrsjQeU4A0QHi73KmAc3y8HuvjVtWc5BDPxHKCoglYjBGEhdUzUTlnyRTsoRyerJLXP4qwYs0OfhBW0iIvzDDtvYIaR7tRLIo0ADo3MOd0gGGljudZn8SPeHoc5XgmwDX3GP2Ztpnj7pbn8FR4wgx+c53ts2cULyTLD2Mg5AJPTiUlj0jQoWMKwEayZpHcY7fedocqsO91XpyB64R4OHWc6BGLy/cTv/Jxu/Wmm13ZXa8SRJTj+fM/+/9GMgTJPXrGH/2dz9n5j3/MXYbIWVyO/+P/8H93j8B6FRilHyEejU3KmP2X/+JfePb9mCxO1KL63B/+oT1w333q9apemjJ8EFbw//pf/rmCzGUFU1sdJsi4AXYAyltvudnHv1l15AB0vKhGsEsGjDbJ8hGVDNmkcf4v//z/6RgABR2Z77HQ3vXD7L5779H9amRh+4SvS6PkzHbJaSrS474krAh3YY28Ns2SgTnIgjW9q/uKLPf1cjH+ppKjBEB3Ttmum29RseB2L9zbo9grLyGkPWG1JyhtAa0gp/RsQKx3THCCKSCYoPMEuRMZJUPS9VHKvC1YEfILvWqQdH53N0q4XOJI5QNT1FQdlImIARu4DXlhlcBNiIUISxQWrecEcHi/U9kFzwg5/1To+0Mf/pD/zYHFcoTgwfW3VX7dLgXaf+ELX3D349JlSz3b4bj8xQuVkgnDJ431KwrQo+7T7//+7zsoIv0UwMRiA/q+/e1v22MyN/7pn/6p3SUzKM0tIX7u4QHBei4gi9dp1QX54pe+5Mg5x4WVW2ZM8xEZFowptNi8PvPbGHimf4MeY/ABUSAVghE2AxK2BxVj1SJrBW6wLhFglUy9rG2/9ygcdjCDWw9XKcLbyyAIeE7qAB3TGh0+eFgA9IT6RPUG80m+TZhTpXxFVCR++unnZEp+S3u0UQJa/cskFAAPNJuurh3zcgi48b730A9k8XrePqOskmVq9+HB4y4Poo6U/+G2VxhZBJ3jZsaMDrM5r55yF1VAbsma9Vatve0anHRryRi05f48BVbLLI4LkRggwNWk0ig9fw5rnxYLbd4L0wIgc2SqHxyYXDyPZSyAYIRWklUIlMhQQ/ukkCSaZ9o3feZ2HHfvUuMrkgw8iD8xb7+3vuP7o3mOCuTBgKq1H55273yc+2svlFhAkdhFisNpl+WP6s+0yoDZ9suCMaD9axHja5HFEu8AmZkw0UHVM7p8RfXgtF8OGnV/UvgpJluvrKMFAlatzQpeVsr3maOn7OjhtwQcupwh8+izJ950C8rOXbfZUtVAqjQlJihNnF6NixbJ/Uy69kRk9Z4412OXxZDoxxeuVa1VShGnsjh1bQZVjqFVweNkF3mZDbmlWsWMG2R5bJSm+IF7P6C2F3c7YHv9tTfsL77wF06DaIlYdRHC0ALubl6433l2joHMp+S31GOtW7GTuE24xntVelFNrMSKARSzRbv3ujjEiSlUAFqrViB3ADPij6r8u5wNj8skQ1l85u7b7/J4lh9K02WdqP2W8UsFxXPhdQgRad0ee0ptI/iYnkMpEV5kzI5rv+FxURYkuCC8Dl62VeEJd+g5n/+zv/B79yompE+15KpkdcUthHAalJbQL6WhX1a3Ma2jW6Uhe/gP7lnRvCuzqdizS+8Cm42AAkoD1FLx2y2wlAkI4OPZyH4KpLEP9qgwrPo9ysK5TD3mFjTV2uVzp9wyXV/T7haSOiwrzAH+o2d4aR1aTtF5gRYnej8KGcf4pvHZUzJG3/Gm4sSFSuF2axvXEj+pSzyZwpOEeBvLW9iJZoZazI83RsZ6XOu4joyvVIsPvs8zSIIJjEVPSPYnQltoP8Najot/uMXCg/25EVZWfdH3L1u1Y5GLdr13H59DUfCsg6pESqyh3HUbNqyVa+yTyux7RxnVF8SbFWPsGarcU7JIIIBOA9skq9aqCjtZsPAlaJj1IjyAUICIAJ1WQ295DgReXP1jftq3VbSNg06JX9U8FipWapEyAv2lv7nXFlmFcugJe+VKtXhIc8tKtzi5J0rzp1XOTXtlaeUFANT3l0nGosDWS1b7qOENhCfoX5pJO5DXtQA0XzetLbzMzyH8U3u+Ti7L9GUfK9/1xDftTZv4BtXYO8SffMh6m3ZuyBCqDAA4keXeb9V/KIKteekenbI890iG4JXwwtw6VzRSH5OC0oPXA76s79BCDfVWXFdJIJHk42uqZ3lUuCsjnKNkqUrnzGPreM/pI23uu5PDjE/nDbCu455e+ZlecNQ0wir0frnr6I4N0IFh7dmzx8vp4xYkW69PJQAAL5gC+Xe7CIhriJuCUVG8khgsmFeXgtYBFPfff7/fq0tmSa+/RKkH0LXe27Z5s1yTn3aQhdUMEAezJpUVEMWzuRfuvssy2d8rq9gLKtSGdYt7YDnziuJxCtyCtUWHADNll7KTkny+niWZx7XEdmkTEfCQAgxBwreaFhhiAEMKFOyTxt2uwG5iKlx71OUIniFVvkV7AGAxZO/XJmZHnzQyO8+r2vVxBVjuf0e9HOVSDCbFWoWJlN8dYAG4dD2Aap1AzwoFyuNmHBq46Ncg0NBccFMQWLhdYPerX/4L+xf/8l/bH/29vydmst5dibjhPPNPc0EQw6BHcdMQI0KPRkhVB+PcpSvqPN9qjcr+65ZV5ax6Rl5WJtQ0maWKD3KXjsZEz25cHsT2eGKtg9awP5FZFwzVoZYfFDf78r4DoZSt6O9hYRIjIkYlBehHfBNWKuLJON18RpCq3KFknAnUAbSbNG8Cxx0AhwyJJAlxAyxQVBumSXefhPnIuDImeZbGwl6I1Nz1tlhB1fyQlaeN0/+G3P3X2tlo460qLgv9TgwqxfmUZ7rScLVT2lxjrareCy+RAUiFfKqnN6hWTJ1oo1Y0MtB33g4oiPvcqUNSJNQuY9ti1xLZq1PKtnlHMUjjAtg336YSBYqZqFJZi+lquZ6bJCNFRGNyldfL7bqkQxmnekaXAMW0DxpFIwJ4ZSb0APeRLjWs1SLQzR5XL81eKxc2OfOCLnC9Twm84QJ534Pv88DWu6QI4ZY7oD5oy+ViQKt+9tlnff1uV7XmC7KkElvBGd2l6s80pP2U3B+8B4+4447b1TLrrP34xz92Gr/7nvudsR89dlTFO+vkfmhRDMabAq8LFRKw2RuUv6b4DVwPC6WdP/v8M17kljAAlDH6YmK5vf/ue+w+aeun1DT82Mnjfs7pC/jOW/tkdThtd0lrhp+89sorqt2jCvFKSyesgFACEnJeVOIGfIh5oLyRzIP1+5xqyHH9r3z8k1LcDnlKO3Xb4IeLFCdCTNagztUZuWx7RyetTz/EsiGIctZnZC5BaNktiCxKyoFbRaOcS63OyYpFzdbZLB6I4HZhEeDAM3NFgw0CYW2il8ZGZYMCcGoFhoXbiNXz+3P2ddYoxeFKHUksXpSRv6nMRTmJKCsRHDGrK1gGRCeUtUnKjY9RZ6JW9IGAdTeXu7j1NdFr8NSwlrm8SoBpHgzSMVDhepQwMoUJXWGcuNIYqfYCwQ1frJTlx3/HWkJmsaw84xoIdZq65OZarNpNKwQexulTybq4+9UDCfyAE6NWQHTXGGAoxTMvQuHuVPzT/ffL1XazWr0og/BKT5eDrDpZsZvlqkM2dUphpZxOYsUCrwES4Z0h1pNwB3R73CVjLLG/07zbWWBYuKFZBzElL8BY4cUiEm8JqOB9vuTWPLZSz0pKRAbzU1JAvISLW0pLXg4ic7MrvY9LPVlbPQmu5L6EC/mroCCkPwC/KEl8hKIaxBv7Cpmzz3oue4i8Y3wMEV0TjI+FrUPntk7Kf7341pAUrSH9OyhlcFL8q1pgqpJsdO9fGKUupqcwv4NzBdKQty4o0tgC8xWGmvRvX22/hOFdB83+QgCWC1ZqsYip/rWKoBHE3iRg8JDqVWCZwvJ0UOmh35IVCeC0R72PyHI4oPcAW7jDQNww5VfE3I6qXQ6aEmDsjdffUImAFercvdu+++3vKOi9yxtrXlFKKC4sSOyiGByppZ/8xCed8RGbBVCjJ9IBgTZivHCT8fqesjfOiMFyDS8EE0wOMEZAYA62R7vgXpcF6K5jfWcS5DX/goABBBAcgn7cXXSkyC/XnKnYy+EirgkrIoH0Q7kSO2n6WiMYY73cirXS8C+pzg89qU5qbXslvCaoJQaR6RovQUH5C/3r7juIWUgf4NmuAEa0VIrCefsarE+YVBGsYqRHVeMEIPGrMul+WBmH//Zf/2v7wQ9/ZL//t/+2a0Ue5I4Lw6u5BzCoVgPfcY19zLug18pf36e4sXFrX7JC7hJp+NLkqVsyAqPWGKlX4pZAfX+KliS43NB6EqHHHgSgyrpmrk3lthcHWmiprGWCY1hRnAk4i3fNFTdslQRAnTITsTgByKqrZC2VC7RJNEwT3Ua53lyDh29x8KUpOiN360mlXC9yr05jKVE8RWu9Ctv1eIJBo7RBSpvQlJWqyqRZN8nacFHFBY8cfNsrbHcuWGg7tm/3VGukx5tq63JYrmsK/73z6pDtvPEWW7t+i7Uto0ddaMqMfUgBsz2ixfNnjtkZNbxukgC9+ca1ylQjyYT1V+yd0sHXrWnXuVA9qDeO22svP6WYhbtk9WpzYUfk3GvPv2KXVT7gA1KC2uVu7Bqotx4Jf1w/WJ8d7iOEAe3ElmgMaIT4WlFCJlUXa1rMs1uV1WGAEwL/K+Syhznihqa5+FYpLpwrklWwKAGkaKl0u+rxILQBgr06948//rh9RL3Mlug7XboGhYsEGSxgdwsMnVOCBMGxn/rkr8idLJeorIHwiQEpb++XkkTvTCyB7dJgb1KfQe7zhpSiO1XnapWUKoDVLsWYEMx7QrExxKdgVfilXTvlNpWrHFrVmVqnXm/u4tb8VwgQ7tL+dMiaDj8DHMKjqHRNXCaKF2fk/gcecCAKiCLmpU8WK+bQrwryZOpiUaAPZ5dct/Xti9yaS0mFPiWqjIr5V9N+hzV3JYdXYvoOtILCS2VThRQFU426atHTks4aNaFW7J2+BSRw+MN5TozKmbz+zrV6Cb5vrV+guDMADzFDtKQVQFHYwcl979iglEj8E/Va97XaO+otnVRANJnJtBnqUWeMjsVLnD4uSIFeLt4Izz8nvtAuOm6Vu+ukSrMMi76xpm9Qq5YmZXnqAMS89AMc8gllq/M1eSOXltTccqshShh19GQF1c3YH2/b5dlsCnD2YP6ozTaq2INpWa9OXFCW3ckLUmwUi3e+y9oEyhsVw4TLPUOWQhD8e2H0Jd/xPngOJqW0yqLTTDsYW1/IEPcsZ4Asgl4KmrsR9R23AgL43C0Lv4IAMJHBuPIDMjUUH+jvBHO75st3YfYtZn8v/R3xtfO8L7pYxmH5fqX3nfEMrK1xX3chJ9p1r7i/7YSvfyO8hYSOIOVkpdW70B2huSgJtdrzKhpNN8uCJnAMpMPSNSo6oRYdNQQ9Bhd5luaOUpNrUeZpZtHiz5rHWr7bYv9CAJa7g1KgHrU6cPEBjjgAHmiuJqwExxGjAYD5sep64J/NpRMw7R4QmPEsQt2H4mMwZjcrY3LUjIjVuixG4C4HJ2PQrLQwTIVqjfEvVWgNZojfGcsZwe0wWMo28OLeMHeYOuCKsR0X0/XAVz0T4RH+8ko7L6Dy1a9+1eeQeNU1Cfj6LwgLET3QKrT7pNwPS9D19MkfLx865QxoQEtphmEFJo1rveQXkqtu0OsZEejYqOsIQ6Ew3EVlB1Ls86AyOIYkgBT1E4DFtZ/oNI4bCvN9Ia5Cc4ZgR0WxF2Tp6tX3qCkFIyPdH8bFPvC6cO6C4nUvCjB/0DOiXlbbg1+RG6tOJuxhaRFhGJIFh/IAsrpg0aCEBKUiVqp8xv7DJxWP0mZNEvbUChvQOAaR0HLxRAEQGEoKO03AKsAU7wXMik85eukg6p/E0hz8MFcZnUh49S4JWKYqxMxqaK+jw9gqF1BLk4Qb7i4atjrowgIYMVWArhG5ZS+cOOOpwwOyElL5nrkR/+JmfHGTBroILF1hi5astFb1jWzTPcncw42E1cuDqImDE6i5KDC/75XnvJH3TXtvtHeU6vzkow85rUJ7KBNYb7cqpuGgir6+9sITdlkWnjaBBoQyWuTgkGi6W3Wbhq/Y4oWtdssNstQsaJNFQtbM4ZMy+StoFrcZhSWV1blkIUBkub0pa8ripavVd69dgdUj9tKrLysI96RNK/D9lIrSbtmxScKm1rMRiXFjeQFYAGvvEEDBTSoiswMU7cMdLSneLzq9rDPmJn9dd05xkSRe3Hvvve72QNjhoic+kvNObEeXYh35F4WFBBjOPECLVO0ndR5JSuFns6zRALLTAleorrh7RseH7bEfP2nrNsnKum6VvfjUs9LECfivULjBM+7iOK0xEOO0XHV8zsjatEVZSsRyUqCxQ1akVbI0UXvnT/7Dv7cPqZDhho2b7KCUL3jADQJeBPdeVCo84QiDAm3UmENZITnkpMaCwoa1jjAGFLEIg6j2kiRY4Dg7zc3nbN/bsqwtXOptqxaq9tZ5WaFrW7GOAzGCOCtUCgUQSzKKC5mQlEVtn2Xlz8Tsobno0ykRgosQq7O+AcCKBtNZGGZQRmxWtGDJ0pe0dT9fgCxHZNpT8Zhz+w+rJ+OjfuZ371UD3kt99vKLL3iA9r6+Z5WsstODmR+UonxJVr7HHvmx/d4/+Ad2QhbEr6uQ5AMf+rDdJrD51Ne/6eOhge/xF1+3j/7dP7CqpYv9ZMfr+iWXfyNbygCG1MOrrLc+niGrLy5YQCzeE+TDpi2bvSk9PLF/YETWxCN2USCyXQB3oYomnxZoPKsOABvXqG0SipcrZqHAsFbZ2jY/Xp5cn7MujtCaUEawxBAHXwghEc1XyJridaI8BTHxN9fmUGaIW2XOMNPSJUtrV6h7kf4urX58jUH7Lee9BVzM2GJ8c//lYZk3Xw9mxiIbSgWDcfnvanG+38xJxP4nQFYASJEVjmuY73n8m/tr431iXok24XyR9OJJBBgA0oEKEBvyY/YrzzRTa5lLrkka8wZY896L9EgIyguEinBhbJjP/47K79+qQ4vrjvcAL5vka8XCBeD5ugqxAWJ+67d+yxebOCv+/QcqlgbYAeScQCuW9vT7v/d7Sg992X7w42LZh6qRGKWbGQU6qOORX24Zo1ddeuX6VqV1t9A45yyyNgafNQLAAzZTYKSfhbKvTIgZkSfumEjQ9zV/LzPMZIVxsKNx1+Ma5CqQt9Jse+gNKKAI0yOAHffGlCqdK+fE70QfKI+zEnPplUVrAneiBB5BkSuVKntFnw/LooJVKVK3aV2ANYZYlhq3LtIFnjWhrsiAmsTi6uMFwA0fvQhVTGBIwbgMbVBxQ9/66297LZQmgapmWSjOqTXJZQXs0qWd91jvJdor4uROSLBdkXChJtijTzxvnaq7skrFF2X/ULcTZbip5ckU6Aa3FA/md/RPMtt8LTAVB3Ny21ZSeZxpuYbH5RxQCRKtU6ssOu3SGuvraAZNlkiYhKfljiEQFItPk9LiAWAU858SosCChZUJ6yBpx6+p/sr5c2dcK16ooppeLVigjHIUDrIkpOh1R2f7t178/7H3H2CaXVeZL74r59w556DQytGSLMm25BwAjweThwsDgwnDfeDy/Blg8NwZhjQzMAw2gwnGYAO2MY5ykJVsJVtZLamDuludc1V3V1dO/99v7XOqvm51S922BDx39MntqvrC+c7ZZ++137XWu971QqpuaE3rL7w4LYET0YycgEZ6YPA4rRwgnR85CFDaT/qqL61EgPaaqy9K82bNSXNnt0RLCosVxkZOpmsuk4+xFLBUky5ZvzxaaGyGWzU8cGSa83Pw4L7g0rztnW8CJNbTyqg3BECnpgYB2lNpkJSHvr7kYjfhycnBtGRBF2DmOG0z7meDPEqT1Z2hI6Ni+KCVBEZMGUtFCeuZC4MA4nBoHGvmfPAV5D5k4ko8b+ujMaVDIj3CGKu0z31zkxMUCZZuo++fxSEWlGgD7r333lhPpga1DV+hcbNVus6VUmB4NWBnFhEfCyv8rKlBS9kH4LHpHtRzjqNEEYeIRG3bvi3dde9d6epLL2cs5wIABS1VaT5CuPcBdrQv1wF4lB/5Oo6cQKnrssujjLyX6sfrb7whImzqR4WRj7R2DfeJiNpdd4c9MnoswNAhCyK3nBjGRMfNqLvUAaNWFs+U2nqmlXXoBJZGnF94YReA8IIgI0dkQ2V1+aym0yM37QQt0t2FfQi3sTAWM3Yjp9dc29EVw7Amzo+GXPnkamU7io16GsQE3SAnOfwvcLDbSgGwSuHNBs73+hten47QgqiHaNXrkAv49Ic/TNuhRemKN7whPQtX9jCAXFtcS6nlnme3IOTImsIJ2UEktMeuDKzxo1t3pGpS/W8kuj1G+urzONPD3N8Wmk5HqCK+O9uuad7kGW1p5RZXviFv5DE23I8BouCbt+7Etpwk/bw4CNJGzPfhyHz7sefSMtK6rS1U85FqPkmLiwWLl5NSVp6D6jKA9mGcxJWLia4V6bUY8Omigryfl5zNF2HCAm+UMDbOKiJN2bCbwow0XDyfb7GHj5S7Kc0wSoWzqL2LAEIen4isCLSKu5bvWJGoivtrKLtiEwrb6P+VzxVzp7yAONTMa/lt5UlV/l5xovkOxXELSxA/8+PUn/nSKqKvp7znbOih2CsF+X7W4Sht+enfPbOtFt9c7PUBmDQ/uduC+5SpxpIPFz8NyrBe4owLPnCk4kOwfDpemcfP6yiiyKdw8GJ8/XyOJXvr/Lsc1hnXpbzNeX5rl6fHq/z9TNHAuO3ucwXImPFEis+f9qPUnNKI+rug6Z3vfGd4qT/6Yz+a7vz6nWGgfvAHfzBeM0okf0FQplSCnq/Ks3JOXoc0vpu/xupXfuVXIFl30rzy/WndhRDfWKjPPPNMbOjrUQ+3X5Ib1lL6ipkqEBSodqusvtGBbgmANHyNpsZoShn1egbOhdWDGmPTgPKsNJgaVSUb5JEF/8CbU4xD5RQrnP1iZPkLgCR52UbDtbEhOflsJmyvQFXLiyL+IMXbBEPPXKclg59aDG03BBkaE6QpDNbJUcAVIWyRwDgibzUQweu5GQpKuhkINgaPkSrF+K9mDOcTDdmJsXmc9OoBDE2zYwAJ2o3vGFUXplMV+vQe6kF1QryVNHxiDMBAb6eh4RNhAK0+nASs1WMoanQDJdP6KS+RzzdXwWkgbdmLhy+fYNP2XWkxfaba5y8Pj6y5qSPtZGPbSZ+3blIHy9avzGai7QCRLoiNjMNJSgYPYRyHJcuqNO2IwOsg9hXnZ2fGbE6y3o2jlSOkw8wVj2aD1Cy6KWhqQ2S1taE2fm9qqjYglrkFGjYxG/to2C2G/kTvidB6EfiMDnHNE4AKNm5bCblPz5vVlK69aA5zaTHqxvbuklHiOnATzsDPitGpRJTk+Cj9wbanpx+9L+3e8RyRogVx37dupZUTV9UBsXjlko60eP7StGAOJfIUC4wP7EyzAHkLNixK6WLSauHlSpoHxNImRe7MtZcuSBddMCe01NwkFRjcu3eCiNQq+HjDpNoOR/PT8IBpEG7kaqqGsmXK8YMLxznUALBkvq1dQhuZ3i1UGR5LFxAhO9nH2B/oSzfdcmNaRkHDiRHaYgBaRkKsUhkHoySej6PuPMsgNxv7DNJtCzJOaNW1oXzIDjSy3v6Ot5AmXJL+7M+sbqpN34dUi0BJJ+WWW0ilcR1//8m/j5S+KUHXq4UvOjsCsPeztnW4dKgEtRbDbEQI97BpbtbGpue2pmE28C/9wxfTVZdckX7wX/9guv+b94e68wH4NU2btgbgf8vtt0fK75Mcp4fcqd+l4OGTACJ5Ulb23XzzzcG9srjGqLl8sCYqkL+NYrQcMh2NO77yFVKgx4IPJnVAsGZkV1rD93//94cMzDfvvz+uy+tUl2grvKvFyxYT6bklfe2Ou9M4Ydq9OxFQBGQKqJQaraYFknyXhilFJ02BM9bTO3GlU11uUG6aOepUU0VxC//VmCZzPXpfYq92hpozcaIaIXAOzJh/t7IIXvnWYjMLCorvZ9L3Ex3sw6m7cAX95tAnUlH72jfflpoAvVdgjx/++N+mzRu/kT7/lx8jPbgzXXXD9enIpm0Aq6F00Sr6xQK49lJIY7FB59LFRGG3wC+Ep4fdzxAgp/5ngNXpm6+IphSxtvWTa971nyNMApBo9UflmJrLT9IYeJRCkJVrLkzVAClLJ3x/d31rOrT3QNpzmL6me5EOgeS8gDSxfU+lSgwC+Ib6uB+Q0ZqM7uHYltWXWcaljI+XEbdpuFoBU/KmJ+BVV66eSGTVGHaVzhQCSYLHjLFCMthSHITwDoI/qluZ90WBQWRL/ednWE+uuynSYVUWEVg3o5MZGcIS3mT+XbSTs8BAfpPRXWVZpuFHRgBldiKv2grwVdyNyqtyXgXHSU4d+6JjPb3nGekpJBfCTmmJC55pYD3nmbcugIzOina2FKsp5loeropHnni5UraY7wWQCYmcADqmgkPkI2aBXyJADa4gx48rDlAr/YPzksri2HgefN7XyxS5X+xuEn1dvVY/a8aIDcHtzdsTHLQoftJZlMwvmBL8FfO0oJx43pGOL8B0zOzIuGRYFlFmHuccwTp9XF40VhVPuITKFGFWM64OErkA51/TdFKDJnjxIWdBo6XHq8e6hrCu+lgaqRvwLh12dT8s+ZT8rlGORsWAI7uHXwef63Of+xzcgPkR2heoGaZ/xzveMc3v0Dv2M/djBNXa8nvkhpg+64Lo+PG//jicjcuDmFpKMQi2PC+jaFYa5nJxgVAu7S2nannZ+e+M4wO4TP/LHsEMAM+TKbg0hoaZCLa0iNYWtkNACK2dm9nk5CL0PUb0Sn7ACOXvI4AAU4MtpN0aAZ5OgAP79sHZoaEzlRhXUZ6qJtUIpPeVlOO2Y0zcTDZuejoMdw2gqJ7+fpbHjrABS2xVF6uPtIdGZ0xyMhvKpKRPTjPaotRD+odXJZhzldtyw2q+KvWoXOBWvGAo1l98abqUMuM6BEQFknpnrTisHUSqRgGEKv863UcBVHMxdOMcf4h12NtPA2HO1xHzv8iyO/klSUaiMC9WNwmJ1VPmrvjOejaDiamTNLBuTN3wnNq5JvtwQVcjmhcfjSjb/r2H2Rz7gDj0xiRS0t3eE2mD/QjcPfPU48FhWYWKd0cLUgZU5TU1UnkGV6QHqYHORr6HdiWBx8ZID4b8hSBMiQTPEXAlgZa8//zO+en210O8pk/fDhTrj+7ZHOnWdcuylEUP3KzJ8X4Wsv0ds5RHTATOE177zALm2bylWJHGd4z0AlyotjMKiZNxZN+mtJjo1SzK7keHSbEDCiN6BTCsqinaUmlwqimBlgcXIyuPg+aorbXpxus3pIn6Tr6vO931xW/B/7okLV/JXAck9RENOHqCiFRM2ULpO6Z0kTKJaGI2rrECNESFl+298TlbbXyeFjZWnOkUaYy/AkAx6uEaNF3oWrKqzmjQP/7jP8Zr2gGjPlIHXKdGs1y3Ai17qNmqSa6Tf//ZRzJw8+//++d+MThOhyEta1OMOKnj4+dd5x7TNe371dbpJxI8QkrT85bfJU9sH2tImyNp3U3PrgOWv3/trjvjGqQvlNH4HME29V0Xzz+MOKJOoxH5UppFsOZ7HnzkgTifrvZ5cLh6sB2K8OYUiHpt3nwdJFMYqrtXQVgPTkoRQckmvfSTCwNfADD7PebgB5xL5n1Us7I2XBflRwRXrqBK77q0V3l/ymmZvL7y4zCgaoD50kbE1khpNRHbToSChwDBJwClvWg2raNvnuTwQVKFquo/fhe98OgROcX8kUs2SNVrR3s3PI7ZUAHugBuDsxjaS6UtFGCVZ3K2n4Yl8kootqxImU0ChKoBMp72QZr4Hjh6PF2NxMsYAObAcVqCcW+t/mxHfmLeMrSSsGkSuevpp9qAYXCMpE8MHNmX5nQ2pQtWL4vUrJV9DoLjVSrf5VRh7On5Ufw85dQdPsGELapcfho2ekrGe/luqQk12BDy1Rzc7VabL7G6EJWWSF9omSkSGxWGriTvTaQA883JLdrKeyXgyntNQA/fIkIoAlz5VGd2qMrfT7mQyovyM2YA4mKKmedcF2TZDsvoP0A0eLheq+8vQF2cnynWMu+YvbA4Nx/Rgu+stzvvh6c/pt/Pa1HZF0NRRAIr3hzugw63tihiGxnoTOsGFp8NUOW5qAPkflxEsoy+GwGLGF2+kXEdnnEQ62OvZh7yXJYxmdHMygi2PFOBm6eYQWF5wd8ZwDrrYOUXYvFoJ/wy/ghw88D9aGz8JEJlC9PH6Fsk/0pjpgHU6KqPEdIILBQ3hjCCcSB5MIACjLCrqhQv9KZ9+Y47IrwvF0LgpVL8m970xuCwaJytVHoDoW0jXEa/lGDwWBrQd7/rXemOO76c3sXPK2kdIGm11LjyWHrTRrI0/pWPIEm/zPXHGOQhyOri6gwFms83J+6j9yDI5bmlhRuvGzt8ZLzAUcqqB9IoImyjNAQdIVozzE+9uIYGgArXrt7VIbzt56iKUvfLNfEcUhOqCMs/6CT83UTUzo1gDs1lGwc68O4P8HcLYzxOmLwbwJEr19xMajpsxYDzRV2rfeWM4qjw3RLaTA3hHTn5TF4aRchmgJQhBmvV+ovTpdffmuo7ZpGegrxLqf8QXAd7bbXT/6maRsDHB+EHkQIzGlIPYKsGzBw/OZ4OYCSHAV1W+IRxc0FxTnQhZwCNpPhNOfRezdjb9mHU8+UM5s3r5NraUgdApBZUMAnnaIj7fohoXu/RQ1QKHSSVNIzXWk87EoDk4aG0EzDnohwBuK5fszRdjthdjfcAUNlEdZ4l7/Jb6vAgwVrRUiaisC5OI4jOB8POLjg5EkH05gz7iSA2j6Y1C9vomXVZEC81SoIkDXg1fCkgEddhxMt14eZRGLJsjaYfBfMs/tZY+E6rcnZRNaee2cI5NC82fOR6iGPkyOeUquHRZkhPPyYYt0zDrDfn3JOn15N27B+EIwW4RN140QrKoZk8fXBUdu49Bh/OVJ+kX21HLv+PSMgZ2J7h4RUpNYsxXBmm3gaH8sWUgEOOVVwL516m5qPil3EpX6vsohCVuvGdUxFZVrvn3vvuDRtxyy23hLNmNEn7YSVwKf5bphjLgazUrPM100bZPuVxt6eb4EvagRGtG5BrkXbgmve7dda0T9ov/5XgKjz9IjJfgkNfK9+Tx6Q2HaNK1kd7C+ubtbaUKNCoLYz0lgXWIUJsZazEW0FwobuWR2tmQswgJs8+Nl+N+SDRJsnag+ikWR3XahPCYnPLH3bu+bNAARVHrPw1O49OF4jqZADakLHphui/C3macSKjRxmj5599Lh2FdzmMY/t6bKp6eE8j9Oy4HT18MK2mq8IuOJbV8F+HWB/zibDue2Jj2vn05nTru9+BUcO+RPQt7wszkO7Uk8prw8mXU20zkYOM83VKHV83xhO0AWtuaaMq0vQxRTJH+9J+uG+NFEfMxdZ3sObd4LSBE9jXIVKEprR1jC66aD0Vnc30dLW1GfYkpkSGc+f3yKQFxfuO7kMM+igO2AiOZFTiYtOpDiafGhSEGgD2+LC8VyLktrMKJ1UwlueT1YzjOEw2fa7VU+Tk5yybSys0WHbyPWPYiqpegYMbvr1qg3NUnv+57E7FGjhlrhRXHQGRnCXIES1FT8vIEe8RjBSNXf3+aNNVINAAciUILABN5k1HDi/jgnJjnMYI+XvLkZ85+yIxKVjKs/60e5OjRcX/4rBRxMGpRu5IjqhcKxYA7mzm9TrORo9Jb6NMExEsbVZUEkYkLWc68jcVYKuYq17CmNGsEPAtk4kzM6WAbXnu8rBbidHXVwVg+QWmMzQ6obnByL7j7e9I/+E//IdIwRnJ8qHHKendFJxq76blyt6EAh6Nr+9ZC6HUCdmL4dVr9aYJgvR6rVIRoDlBsw4W/e14TvKphjd4RWy6vqdsJK20g+8vI1sxuRXz5H1WF0q8NZqlxMMOztVUhd8bId0zTcqzrEinwDiDHCArPJc8Uar1CiK0b6NlqnWYwEYo6qoJUw8DOEyZYSjGiPxY4TdqCFuhSj6tqnkfhr+XhpcnIOyXkQAJnlZH+h319pwLj9aIAalTqngugBtUh3r6SSr12O0R/OyKFLQgoSY4LcNRVdeJaOXIAArqcLmk/zXzWg6Ba+AUQSTA7Qbuq2w+c1HKv/KWt6S6rnlp20F1R6bQrRoM3olRrzZBHtencu5J1b99FGDKarQRj0U6wR6DEg+zVAUAJ+QVBCOAEr17012kM9XfUdm+owPV/bltgFLaJzF/DgAyRzj+mBw00qEdeLHLFgPA5iwleqZqvJsaBRNGTLnPKgeb9ksjByKC2MDqbFZhPswl56TQJ2DTiGWDqcHCu4vWJiqhGkp34euhBnn+ZKqVVG6rEtJ7g6R2FducCgK9kQXlNnQQWNRe/xlayZxpGkWkU8DHop5FVG0f3nf/ib6Y39EAHPAeDbD58ARe8tSoPATnmYDAMzQyKkBz8tWyacIX23QQrZjFrLdrU2vXLOYURP6jA0gHcL3IGYTnzHmGPQzj/WKDErDOEniieh2kWerVueMeCwxis9KAFSAk7EFw6jLI8jG9qYfDoVecAYqgLIxysc7e/va3x+tGsIw+K/niWlabbqCYT6botlK1Jsgz8uzD1L7v074IxoxSXUA1oA9BlPNA/pT/fEhPELwZcVKXz/PR5pRVxJW9SH0tGjnzb7r4pjjfUg/LuSYA9TrUR6tDEqF7AWrV5LAMZhjJzZpuOaoR9zmsRMwqR7fYNN01YsDyoLopREAxAzUd8oY2NNGKwFXexbJZj81q5v/iudMf0wDGF7Rv2NtVOKy1c2anFUhmbKZA6VtPPh7VsKuvvRJx4oOph+KCI1QWdiFUisB/uvitb0zr3vzWNOuBh9Iu6BZGeA8TbT+68Yl0yQ3XpQup8CS8PO2YnvKdp51QTmcCOoqddhpmWmCBlEicJv8kEFik08qaGOA+qN0WvEFe7ce5s0JQORTXZjNrbw4tx7qIouuYj9hejXsYXS2Yv1IgMgj16C/e6s84cNNP6vzhQNPeaN8OGopv2puGe5G2gataSxStHQewhpsT1ceUSw8imjxOCl5pkSaEMRuwfcrPKC3Sx7pW9aKtE04sdpfcMRIuHfA+GeQispJvbB6cMj1V7rOue+3VuTyCF1ZGQooPhFMlv1CagSMh4FcXLhuUIlpd3BjXLO+LTAO/15lS5EPh3HlucZrF3M3pmunznp4I5bXEdM8ZjNx8vgA40zj8xTG4+Gisl4K24vm6ZARBcRzTy4Yk8meLWF9c6cx3ZDBUfHOOtBXZqYiCeaLaIrM/cUwDlAYBsi2LswxAmVGZUbL8TWZ/8ue/C4CVT+6MjyKMXnJKBDZ6oabcDKdLfLWiSO/RCr73ve99QYAteRjXXXtdGEc5HAIpeQ6CJasNy56ACoPKR9lHtZDGV0/TNN+zVPo8/ujj6Ro6ixu2V69GL0vDqZE0rK9xfZrKH0vFTUUqBaEBVgdLQGhzZDcEgd9uAFdJ2C9z1DHo5zCLfY/eqSArTCM3L6BWgCvADwagBW+F9Q94IIl1si8NHDuSRiCZT8lr4T/3uuggyMGO6aGxsRyEMF41QhPnwUzcL0Vc1VYJAM0/I4Feg6lU+02dIBrWQspEYrAl8XrB9pVaANG8B0JxI1EmK+OMlI/j6VkFZZNsAWr0QOQEMvKH3IxQZlt7V+pZuCytu/z6VE+V1Oa9R8PblehslKqK3nVuIqqA52vPLZUiMsEizLWLopPcWmg8JrR5fQeN9JmteQRXkaLLBHQ3+1HkCebOmwXPrIM0QFXasXVL2vjQN9ABakqz6XHVjbp8dydEVvgY6sQaJaTuku/mJ0CjvZuqRsjQpg0mJ0hLAVIc/yZ/evGABL/LggH1UqqJ5lRH+kA9L6UcELJ0LEjJhQcZYi3y4wDpzCdBYn0dRHgFGovwv9w3wc+YAMuNsNlo4MyG81JTSQCsJJWSHXPn9BBVpXoT4n03onxWJ0pkV4vItKykj4YaqqYAywMAPuIuWpxsAOQrkN61231zy+x05TU3cf/bkAqgArBvmKpHQICNWZlwYba0GUWfmBx1OPUs/VP+hzwiOwiEXo35EKGeZPfCBpQgqwRNpWdcbrIhQCopVQBbAJfyvTpMRqetRJarqUCw61wgZDTLVJwts3S8LJ5x/hjx8j3aE50kv2c2xzmIs7ZgwXzsAelb3u+aL4Gd368z5zzXhhgh8xEyFAWhveSUeo5Rece/8rkwtZx/KTo6c21Zk8io9ZDpd+7DML8fPkr7JzhLxiaNdFmbHMcrUoN56yhM/3R0IuBuNuveG4eaELPfuwewM3GUCl+rfCONUqytiJjnpG7Mg9MeJYgtr0m5jTrkLxogge9kXQm4Fq3LVAn5S9rxdiIre7E7JHxT24XL455PwW/bdmBHGuyEgnDR8kjV2LjYBu6zKRDYsnd7qj1CZqIA15WnUZ5D+VzG5pliMcm81nb6yBIWdpXAWWDtDBOCaGykCplUppIux4k6DgFcIvXGPB/i3qlLZ9+HAapkrfC0ati2XbU4s1aZdjZDDaDII6pcKh/FhpnTP+di6a1A5vpoLTHYS7YBFF1FuymjazWjpv24JmznMOBq7IRRbds9UfE9CojiOpwjQ728hhZgMyCwntemiAIHFU00HjtB1vcyQyE/yhZQiuGG0r7n7rzM/Ipy5sSvp4/v9GUGS/vUazMy4/H9YDR5x3Znjljmd6moLuDK7XsK2R5FaL2vYTPVSqMC2bQsf0cRhvfD9EqkxP3KDFRmhrUir1mceT7HyjcF2zU+lHlZzpFcCeh3tEERGCTjNUUEMGgLXJb+XPSeYa+NpIS2mvdrrqN8KtKJmXOVuWZx0JjjfoM9XOWiyoczoyLH272qj4KOYW1ChnHxMzIIit7GrcrAqlzB5wywAgFyVnVF6M8oBDuxGcx8ZsWIxVh6kaJH0xg8BDd/8/G/oZrk8/F3GS3yd0GUxFY9QQGNRu6LX/hiSAIoNKpHe88994SxEwxpxPRIf+mXfinAksbUdKJgQU/Wzt+DVMx99nOfjddNAxjGd+Ci5QOTweflXEiA/fpdd0Vq0Of9vNEtDcoa9G38nOdUmXoob7DcCcs9vfY8kfRovYGS8vhdsbjIZSvImItPlUaoATjIm2lhV+/Eq9OHHQbwDVFdNj7UmyaJYI3jgdmrL4icXFsvBs0Uow2SL7p4dpoNv2H7xkfwho4AsoYgdgogrCbMui/e4HErBY38gFj6SU8d23Y4xNmqSBNVw8/ZDaCUTF4Fmf7qG26JsnPbB3lFs2fPB1gh/EkD7hd27k4HqTobiRw8MhicUxte42yqA1s650CKb079Wntb7RhJcTIbUo4lkhdA9HCLHSF7Mh5nMnhaRX4+vI7MV4jqKO59B3wpuSU2JJYXpQkLNgnv7aTdTgtvPrhzf3rsoW+mi5fNoeJuVcgL1ERKkWunMKDG1jThRElgNZJqSxiWF0bN72i0NxjfPMp1myZzzMLYFgbBkPAkIEmRwjrmWRibSM1ZpZJlIMo0htHCCb5bcq/SDLVoYE2hFWXj7EmMq8bRXli1hBzque6s7PLyxjvMJeDK+abI5iRzthveYKjEe7wwbhZOsNhZk3pXAiyDngN46vIItCZKLGhI1IVpbMTwV0OsxhL14bjsPwQYs/+goGjadLiQHbvMrXhxDMuhktjLfZEbU5BDPd3KhuolWJppoZLBRJlmK3/3c5WAxb+N0ilfob3Q0foSXEw19EpNOqPhpvX+1//6X9E2y/XreheI2Sni5ptvDk6XvdeMRpWbjw5WufGUNsq1bqRQfXAAAP/0SURBVORaEWI1yIyOVUaqKnsqVl5LKUhcpjhLYJnHwfSIwz+V9rKGtu4+lgYw8sfp6DxkCyrGW2NvhDZzRiwsyOsmh7QKoBR7Td444xpiY4T7Z6SBTe1Df/SR9NxddwC4JWuTji4Ka+TKuAmZfsw2KkcKS8e3MooYkUPmSqORO6aM0i/OB21+tJTJkCfmUJAkOL1qUpKTRkdxBh1zN6EjRNcNZOrACf6zAj+nHKmsHNEr73lpj32uEojHmEj4Nz3OeormydIoIvmTowiTUB1+6df/M9SEm+g+kDsdxFgXNmUSEGAaSGAwjFN5EmqA98PWY+41w1T3jil+bL+ovHfn/yuHeTqSWAz7S/1wPcuvgtw+QTGD3TDaWxEHppCHhGBUYY9SvTwJK7+e9mBtctJwZtTpcp+wF6FOisEHeYNWzI4CFsa8B55bYBPuHzZ0hEraO+/8Ou3kcBC4L5307H3bO95O25x1bDX5uyLFF6AhAyUdvDo7O3hxpdPgNFJyhfuTxaFZf9jtkApibHc8/1x6jEKPq66+kgKTZ5BUWZEewSm5lsDF6rX0vJU/4pjxQaVNpOvYvNwisutpRt1BxFBQaDGIWaYGixxM2UWHkQy+ooWSJtdztZAqKikz98m5UW80nb9DHonPmplp4PzUlpN+YXq9iX6djz/xKKLMSKG0IWXjmuILvOd1zJMWbPxJ7GaDcxgbOGzbNsEhQHAQGoxzz+h7ROv4/h3btrDPIrvD/jY4TtUy71VJ/mT//tCKmw3Foo/CL6V93AsmuE/VClC71hjvCcn2Elh0ymPOnsvDG8W/UL92aWtMGT6N3rq164kabaYUfz6aPF3p2aefok8eGzWAQy9SLZwDRKoexNt0AO0tuJfNXbCk0N86gIz6Mnqp5eMxVJgVJjRFp2dpFMWJp8E1IiU/St6E/CqVmdW2MuIlSFCFfC/VQRK3fWg0T3/o9Wq0/V4fGpdrrr4mCLB2Ndcw68WW/JDKzy/kmtauXkVp9tNBnnb2FziyXKVRuSi4chJMIsRoaXa1i4Ubozp7K7IBrUSv6tg4hygVP845DqFtNEXUoYFxcyIJhA5T8XfctIk6S4Ts1VI6BNlU6YP9TL7jVANGWiVSGd7vXHEnUrFVTgAs75vEaqI5TsZRUkgn+iW0Y2xIW7S0dac16y+JNkRDo31pLq1x2uBviUzG8BDHmogIKVMhB4qDCIz8DttOjPNP0BCI3et1g3Bx8HqEiMNjzaBKz0WEX9L/ww8JXpqbv8Cd+YjBU8F+XndnmgVAaaEKkMrx2E8UK6Y4MBake+UQPK8n0Dxa2NOertqwmqSC/AVTkF4zIILIiuMVaTm3LgVOjZZMEYGKIIuaaXCxbF1hBCZucg4Rh0AF3ylvw8jRCAAphAgNO/Ph6CFWgBYraSRY2pHdVGujnBBL8Q078T1NANKGZkVyiVBGyN2oTy7wqORavWiSlk8wfFHFwhn2oQJdA7KahThp3nDjxeJY+YiuU6UIWjCSoxNsItzn8Pp1LhhkRWiPstlPUt1Ug5p7F0TfE2z4R6iCNCpXUwfwCu5LDo2HfxZW/nRPM74ub9bOB+9xRe++M4GQ0zf3SnDl2ZdgRzvhGAcoKjzWkq/pJuTzrnnFhH1eQVKPrSEu/9laSzkT7YTrsRc9K9OKV199VehUuW4EWlYpGsmOdkf88/POZY9bXkMZmao8xxJIlZG3EkhWphLLWygsOMH3HeD7Btj1dbgihaAOHRWgdURcokqqTAMV9zTEEOP6M8ApHxHptdIrUr+kd6nm2/7cU6dMIUFKGbNS983N+lwfAXDyEohHeZzK59wLw+75JPbsrWiJCQy+8rW7CkBwrt+WgbXjVzlnZj5d+a2Vx0S+hArC5RTXjDJebuju4SeIVvWynnV+xyOimquhzb25fUV0hROfQ9Te/WucIIFFJNPKk/EV4YnODMDLXUo4cdp7othEPpqr6b6A41mNg1Uln9FUOtSMKVLwdhSwE4DOmEVCo9z/k9AajJQ0AfbqUR0XlE1he0YncKg8F/PAERxwfdvdAl4fNlous4GD93zv90VkWimfuQANdQjNVJwEiJT75iCcXWk47qHuJTrTe7buhkIxl0gbFArXL+djcGIAh/wLtKh6Cr1Knbl/oBDl53/+30cQQ/FodRZPUD3eyvg1Ye8+9jcfJ63+IPv5BqLD6IqRpm+mdZZ0iL4jvbGXDwFw5fd1owUnN9jAgc+5DpVzcX4r+iu06NGB5Ht2sY/bg9WotGBr3wGEr7FR3RSMNOGAe4/30qXkv/32f03/9qd/mqzVdVTNU2zC+M5nPjh2x+HptTC2Dex9Q4DTdiKY1QQ2jpGhaYMf7BwwpW1QRfmek/VQjaCfdDVXpV3YycWcW3XNZPqjP/8z2v2sTN/7/h9NO/dAn5Hbysk2EAFVN3JEig2RtEPIFE1RXR/BAYW7X27uxOsucvkeTiJvtM9xwOtuflO66cab4PdsSz/1Uz+dHvn2g+k//6etREyGaLOyIP3e7/1eVOsdIVW3FsFAwZY8CNN9f/VXfxX6V4IwKwh/49d/g1Lnb8ZiU2DwLWiw2DZDgVA9Dnlb3gwngkZx+/YdaT3ESlu/ZPJ2XVZrR95BEKZHKujSs7Jq0e8MwwyYkW/hYhZgeTxFBY2IGWFzAsoFM3rme/ycBtwboVG9iJTF8qVLolffunUXEkFrhFz+NJOiE2DSnnahim2/s/BOzfOHcCgVewCehno8PSMzoP/RkyiZU0nVj+zCiKklyYRMcIl5JhKff35b2sVkucbm1mj61DIxtj33bPrcP3wmVZP2a2SD1DNwURv+zp3cSU8xuYz+2eLGe+VG1dBeA4i6ABXryylxfwEQOZguv+w6Wt1cnJahbi8AfopxVluoHY7PBZdekWbN7UwjnP8gEZFJuA/hPwqqvPVBota4sij1QiL8mqGThleybFR3BDBgIqpV4uvZQcmGO3LtGlU9cTa0KJMeSfPhHCycgydn6pSJdhyQOThwIuydeXEje22Ar80bH0/9R3alt94K/8skC+A00q98h6mzBiskQ0qByNUo32jKMcK9ct0yids04CSeZVVUdmVDrgHLm6URO+wai8tznJSIX9BibP1RGz0gQa08N64+E+8xhUpoIoRKBYoCFT0bjZKgWc8q94nTIMfu+bLLLwiigCr5RceYi232/MOoRbqgJLiGeXe8PaIpwZwW9N5kTot8PDfyYXSBZqXdh3ake+/6Qrrp1ttJp/YEbyzthTNzws4BpDds25Lv3DmcYcUlvMTllNGSslefnypBk2u1BFtl6s15K4XAuelnFRWWKmD0WedsmHTFNmyC6f+foEGt3MkD/O7rrlOlSFyH2hzXsJwY173pQe3Bv6J/ps9rHzT8VpiWulul6LHnWqYJy+hamf47HUC+1I10FehZj6qxZqSA9VDnGrHfn9upvDxej9S6E73AUplLXPwxja+COEB2EJDF9dW4MUf/RN7AB2664XXpzW+8DbDTFA3bnwWEXHn1FelTn/77aaHk089Vu6htLR8loFo4d0F669uQtvj2IzgOOGdkF+ah5K5Kvc7tx/7qo2k3LYZ+/Id+lIa9N6VeNtOdT29Jjz77TBzKszL2bI3wSz2kZth4+EtEQcoelRkaxeYD6CASBDF8wvZfGJgRAFIVAEZbPQunvpVLV40ddQkKZ1h3Fs5QxCIuMYLXAtepnU3e6McUgGYEb62VIh9tdAjiey+m5cfDNXzZdXnqG3KFmRFmezg2Qk+whUschXWoxprztYYocQtp+Rr2Ae2KxUvyUu3xKR+sUZ4ac2Ec8DVMG62TON2S8uUITPF5e1MKct5GYdY9d309ffofmtOv/tqvpsfpbmAU17zxv/k3Px7739133xW2XzDyW7/1X9Jf/MVfRFp8Cbpg76Jh9H333p2e5G+d3D/+8B8juruS6OOe9D/pyvHII98Ox+TddEJx/Smb9NyWTbS9ehKQQ1srsj62vnPveCPz4E8/8pFok/YCQH/ZsuXpbz/5d0STF7M/ro3v/amf+qkoKHuIorOLEKq95eZb0keZOwLPHaj//9qv/Ydwov/4j/8k7JzRaB34L9LrVprP29/+tkjv/wWfOUrW5n3/6n1hC4wu/bff/13aYj1OAOf+tJlWcI8+8lg4oT/xk/9X+vSnPpke45wvv+yKoAhoP2+48fVQivrY7zameVzXL7Pv/5f/9zdxOnuhMS0n0lfH+y9LX3zqyeB1diAxIma589MfT7fjRNz7uSa6YjyX9jA+//r974299jOfvyPEv294w5vTVW96S9pzqC/2O+jB5wawwotlI69nx5NEF8ac9gS3Mrg70IIx77qIXPvmTbmRqQ/5E29605tI930hqnEMvfvv80gqeKJyKmwP8rGP/XVIKrz+9TcFwBJU/ezP/myg1iiZJpKkx+HxBFZle4rPfuYfmRSLwjBqgI2MWQ3oZ3ZggE0V2MbiF3/xF6dFAvUuy3Y3GuZYvnx2LRNBVG/qQZAmov6hH/qhiGx5HCNpPm8l4lEA3Y5tz3Ntt6Xb3vLWEH98hIbHF1OVYjj2t//ww6nXvLrARiV6+UsAolYWTw/NVieJmByjGmfwpMCK0DAec04rmkKaSH1HjwHutqZDR46l1RduSLPmLyb6BBESUNYOp2H54oXpCJNSPfXmufNDqX7Q1BHG1ciFx1GwNLeqAbAxAU6Q269pmJWWrLwk9Z6opV3KwvSDP/CDwSn68pe/RnXVLnplXYiWVUu6/8FH0+6dGK2Oy1C8hpRL9d+hPiwX0Y8AJUadsghJUcVipKGIokQ6IRuVLPgmHJMgLtDQE85k9YzQcxqgBgun1AP6E0gZ1KfFsyB/YmSOU3a/8alHMOYUJADmBZ8eTq0vM5BjY8fT9deuJRRPNAnRVdgaATAEP4qF6rUGe4P0xQQp1wnug8ry1pTIf9L6SZINun7B84gOMHxE7yl0YCg6sOHCtE5LRHaIPkQXAP/pTcptIo04DvgEoI6Qo2f0I3UXgEySvGrSALKcHq1AIS+PryLcb3TMzTdIk0TEAqkWxtvvz5Er+W9GRGjWzEakh5y5VLlCrYk5ZHuddpyFDRctTg9867l071c/l95w+ztJM9CTbV47XhgRU+53BpslkfM895qXeHsJVnSYXB/+MxpdVhuW69HnfU5nSJX0btbdh9hAVrIJ7yf6LXByjrsZ/87v/E4Q2+VkmrIc5jmjXCUJ3Wi1Glp6qLbkssBB+6BX7SN4igA81/6tt9waXSbKh+dhhCCisgW9oDJy5fvKFGF57me8fO8h89F/al0J9O0J2M5maURz0mpe/mncR6iGszrOlj/yQEzZKK8Siy8exeLBa64mqlpruiOKC3LK5kpU7OezGT0GD/Xf//t/n/7n//pQwOQLL7gwJHCMygtcLSISoEi/0El7wxvfELpeW9hUbFJtlMExbWpuTW9569sAaVenOxF1tvmuLchsxvu3f/HR1IJDcsvVr6P900Fan/0jZqImvfF1KPgjVPoYG9+eXfvSe99yezpG4cczNDyeQ8pX+yqge/ihh1MPe4AtlHSyBb72nVR/aycO9MIlK+CDdab77r6HiEh7WrJoPukoHO3QeAN4cW9Mx49y/gN9owTS6tLsFrX1GtIhAJZxPzMpDYAdi17kjR89guSG69cUIuu1gT1NBXsds/zIbsU5RZfLj7BcjDoNE3GSktFg5bQ8fW6VEZdjONFGEFtJGTZxz4l38DVQQwBNQ9xnbYpSI41USPvdpvlG5JQJ2CxHVrFe0W7ARzXXsgOdsf/2e/8NJ+G9VMxfnn74R344eMw7UbOX02wU6aqrrsn0mrvvRgrlc2g9Ppduv/0tAXI+jpbZIbT/fgrhb4MMUmXket77jW+k59CA+zfIl/zxH38Igd3F7PG3pQsuupjgwxeJXFGhTSHVYjpxLLl+UVB75rIHracn7XtxWNxbdexfoJp0DTp7Tz/1DPtlL+/7JpX8z8ae+Sipza9/HQFf5vkP/fAPpT/8wz9A6uRbAWbUyRSwPPnk06Ejd/ttt8OzfAiweB/rtSUtIfDyjne+LSJn8sO6O7sRl51PgGRDuvrKy9OnPvmpdDM44sH7H0j3sG8/+cST6T2I3QoQ/9cf/VF6D/2JT1jkhPP1gX/7k3GN3/g6+9/OHen2t7wt8MVDALVHH0KMGQHan/yxH8SZ2x46iDdcc3l6+21vAA/ckzYgbdOEts5GepxuYk6vJOhy3Rvemg6RGTIarpi20r+2aTunCFaJ592InDTyTergKeh1fJFQ4mOPPRmLxCa0ItAwXGwwAhK1qy6kkkdjqTHS09Sgya3QcHkzjqKEndNJKTgVAjI1aTR4Et/1sH7mZ34mkKQVQB9GXbiNjcJI05e++KX4nMfSGAvqNCQCI42oUay7mWQCMw2IETMHXMP63ve+N6JjGh17HGpw9GLlZMnnMDVpJM2F73FE9c9irG++6cZ0zXXXpz14vi5Fz9kE2R1f/jK8oB2pbTndztlMx0gJSpzuosy2iYjMYO9BKgD3chNORHTH8uBo7WDYGnOgp9baBbep60S6YNHqdNnVqF1zswSDVqZV0apFZeRhwFkjmi6NgEujK4qmmn4S7JmG62LcBcKCK8d1LxVijzyxO3XP3ZHWrrqM+7YyZAR27NpOmvNgeuPt16ZFS3qY3EMYg8UxuRWybEQodOGcbkKgR1MfVTLyfDTw0X1eUyR3JAhW/m4rHUAMBsYIkp53UEEKPl6A9Ai9e6WmBLJ1qpW7Rrn5HHSiliLA2Y7y+nB/b3ro/i8zpsPp0g0Il1LZKLCqIW1qCHtw4Dj3agmLqwMjdTjApqm62IwielSQK+O8MLOSMcaKCtAaNssAfhLW9frtB2bUwNJezgVLW6PhBpBM4nFWEe4NSQWOlQmbuVrGwNJ4wX/yO2vHMYAIdY4QmpdYH9otbH7ZSw50Ganb4HGFYF9pnV/mZ3BzjBSqWYb0LF88ys2zvFsvSV6J429atIreg2MQ9weIQvmV8q0CKMnhsqACcv3AaC+GCd7Gm69Pd935WLqXNj033PJmNlQbqrelYaQahovKX9d9EDcFlucXy3rRRRmZKbWktAOur/k0Vo70HZurm3nYDbmNMzn30Lhz3e/HJqjGffrDtIf/JItrnH0oAVM+tAPlwx6PRrF0avTyy8fiJYvjO7UTjz72aGzefqcATptRPirTWOX1VFY8nn5uhdsR9yDKw5ln3pdWosxziMLORyaggQrMMXnWEbJhbaDgPwJIGBlyVmd+Z4545nin88bCrWOkdOO+wvcJjTofwdeB9A5v9G8//gk2m9tIm1xLxGaQjRi9Mzx025Zp83RgvQ+KOGuTvV7toEB+vlEqNlOjVX7GsXHzn8dmKvCa1TM7HTlESgoAYJ2v88UoywT/LrzyCqIabyIV1pDWXnJ59DE0JTvEGr/t5HG4QivCvmtrWwFv1yNUGk3JuR86sZddRsqPTcp00ZUAvbvv+yatk+4lI7IoveNtt+OgfzY9jQMaKT/GQjCxfe/ONNE/kS5cvjZ10ToqV2mbEsfRDQqFKXMcPcZHgNDOGPdQJFJLxHwCh8R5GYzyikV5fiBLKghrngKAhjaKi0jDKxTqkh/A+RvkXzO9WFtwYOUdxfTm60ZJzU9SUKTkRSu2vxb75p5g9fJIv1p7rPnCoVIupo570Mv5/zHOxlp4UP/uZ36OXr+fDqf6Tbe/Of3vD38kxsP94J3veBc85M8Fl+jZZzfF+nkK4NLNvTMQ8bnPfib9yf/+SPqpn/63RKLW4BiyR7C3LiUCtYF9dZ5FIoDoufMXItpL0QNc3C4Evv2u2wBKZpTWrFkXe5eR/EUIWxs9mo0YbX39MTI9G0J3Tv0399aDdPnYvPl57jtSPtA7rrj8qgBnWhb5Z/Vc23u+53vIFLWlT3zib9GyeyBoQ2aoBPgTOBN//8mP03WkOf0M6UB5UwqIKyFyFeDqALZhC2CnlbnUwtoyNdvTPTe9//t/GIB3D50h5qe3v+1dcL7/PF24fgMdTihwQKbmeboOdHbPTt9DNk29vlmA/2uhEXzuM/+Q/uovP5p+8zf/IyDq2SwjhX3ZvWNbaKsNsBdf9+bboUV1py/deXeqaUbI+H0/lPomcJJ0URkTgfI5ASzXrgs9yGjBUMNjxjAKfKK1BN6+wGSYm1SCMTcWPUBRrpU5eoiG3o1EucA1goYvly7jQiGhln3+XPR6tYYG5UIYxi9JmRpfX/Pmehy5BSVp0uPryUa4m8noo6wOskJQUKXn5kAJvDRKelKS5AVUI4Ah3+/Cl5shGvf8FUY1TakBMCwaVYUYlWiZAcDYs2dftGLoorfVxqefDc+jg0loRV4DC62Vc27CYx2iim+AqMy45Nkg2tGbUb0rJQkaEfOjXL6tk3w4oeuFqy+OTbiuCSkKPLHtCFc+98S30uhRWq2Qc56kavKkkZfwupAXAGzOM2+NIakDdF1KiNN05TGuY84cKqeoWtrdS6573lpaiKyhb968qEIaQKulDsZ1RweVH6OHGUsUnFfPTQd2HkzP0i/v0mtvpilsQ1pKo+EqJBiGbIsRRNkMHoK5FCUairWNohifaBjcxHjQdFMiKoZkGN2Xk8g2DFhCbeAoqlJyiszFBe5k4bbFZtMDkBrsO5ge+/Y3CKWPEdW8jsWSxfcC0vFV3W2UNtOSZgIPYmjgEHMAQwoQEnCE0jqbWET7g7iqa+nf1pMI0BwuQYhNmiG7Qsqs5v5HVSAvSXIMV1Zyb6BGPmC1X3Cvsshc6PCY6ouhz8Rhv8q0oMRHq6oMUUc6nTY1kh2nAMcjEiYdOOZsA4UFVvRNb9zBUYvts9xGp1/LqspGjuUjRawqxlBhSvkktgUxUhZJwhrmE+1yBiI9woYnChTY+Dvze8rvtgn7yPFI+dz4ukvT1+/5VtrI3Lr8uluoxoFEykYkETQjwhypdK5UTfc9mz618/6ljCqV7bB0TPS4TV3ogJmus4DFqth25q9RDtegr7kJe3/mY/hdx9oBqQSuWdemEVNT+a5zP2cFrE5RC8/poPj+W265JY7jetZ+SF/QzkhzOMLafJKNwMiO7/83NC5XP0/woV3xvDyGrwu8dLZO190684AUESfvbNw/+DNEoucy57vAUHr8g6jSq2llytD2Tt2QbKfkZfn+cFYKcOXdsDgENNbJHIo2T6SnlVAoH7lMX74skWw26x5Ix+NTrWnb81vDQxfMmklwzHVW//N//s9hu/+GPoIXkT2wGbb9F00DDuHM6SQ//PBDAVRUvl+Fc7YPLptyIfuoaFWjaZQilJ5Zi9NCXqtB/uSx7ZvZVJ9M3/s935euuPVGGmu/kA4coYoTwVKLiP7Hf//v9DB9S3rL294SqTv1Ci9hU3dteX5VwZGaHWPseweJ8lhs9HFA43H2jagoYzB30xNybS9pXs5/kKrqZuavfOhh0vRR2KEjp5PBWIidxkjzq/A/DMdoy/M70oqF7EU4XHVyEawFOeUGVqDal5rpxZJ1/Zq+k9eq06lNse/qALpwZjZ0hnUm/Baj+AS2yGCYIrahfCt0BjIxErflsQ7zef41Y+vMCEXhEt8zyP75l3/5F9Ga6Rf+718EFA1FUZfz3r6zRl3UP8xFHHSRICq0Cu01ecpvf9s7CDys5j1Hwtb8JGn13/7d34oM09vf/u7Y/7znbUQK77rrbmz2APN+ZVy5ba5cgzY+d210soduItK1DpD3zDMbgzumPprtpUwNuv/6PUbHriSz9A0iY++EiC9R3v38HgDPbMSS9zKP7FWrgyr/ydS/silb2Xtt4v52PrNx47PM2/ZIvX4PAMxCl2duvpk1eyMNyHdxHltC9/IAWaGbbnp9NIUf4fufoadmV8+c6N+7ddsu9r6FOAS08OrjHJcsT/c98GDqYf3bJqyje04Aos3bXsiad9yTH/6/fir93u/+bvq7f/h83jcQt+1jH5u3INOX+uBfywtbiUzRDy9ZmX7/w3+RVl11Y+peRtut2F+ocpVK4oovF37lPDplshWEP0nU7qcBYli8gqTZgJQJwuoujEkiGDlskaJljT3EJLJ70io2WzZ9G+0rjGB9HGLcewlxvuc974kJYcTKh4tKQKYRKFMFznzfo7aNAOgX6E3oTd+7D9JbNBZWFylXCjkR7AHmQ0CnMReEaRw1jP40/H4AD8k8sEZfA2oETsOtwfZ4phRMLRh61eszmqXhtypmP57eDs6zk++pYaX0H4YgR368VgTBQ4LbLBZHN5WdJzDMQ5IYQencTQs9cDyN9Jk2aEmNAKMWle1B7mNES44DFiYR6FQeQK7BFKnYDRcBmNi0n3rgrjRKGmEgwiO5UlMj2k3suwtiuBPrENf/OJ5KD9GBNkDb+kUr0+wLF6UV44bTG9JJgF0/59hJpKi6Ee9zBH7TGH0Na7l3gJYWSJZXrZuXHn7k2fT0gwhnbrg6LZw1F/I9x8dYZaVjHxgBvDQBRJh0zrUe498CeG7iGDqFGjs0ENNx9GD201Q1l6O7ccgfsod1Q5rdDbjESBu5Gh08lp58/GGMeR+K42sZP3szMu5sMnWS69XNgkNRM8Kmz88mqiGNFjknGzFipuWyNgzgU/K1kUEMh0TWDMTBS+IGKUr2E1QvjBSNZEmrnqKzfRGriXlQ/CdOCZVfj+xxQ2i0VPy1NNzScb4bsBbGInqRkGqzbSMAU5AkiTZSFgHHeB3ie1R28V+kAC0J5js9gxoLCgSybhEWALABjHH+1QBiS9BDq4XrNC1h5WNJg54E5A4xP0f4J8G01OzIIrdcpwacVIUVmBMjR/DgOtOVl65Ijz75fLr4ktdx7o142rRMUmI/2HZuCCXludI6nG4pIoSW0cNZHmWlWNnZwfUqaLHKT4frh3/4h8MJ2wg3ohWQ4e9Gj/zpuJQpQKPh8kKO4xQZ8dCW/M3f/E0YczWybsTwaotcy/Il3dw03L5uulB78IZbbw27NBcDq7MWTd0Zo/eR5jANqS1y0xLw/Sg9T7UPOmluDkZ6tCFySLVBJSerrJA7fWTynGHzdb4rBGsVLNUaaPcCesfTTjYIr1fHwU3k+N79aTjWEKkk7rktkkKfR1FXhlknswOJlFYbifPcSQUtp/lT8riqo8/nFXjhKm/v2r09reOcbdDcBhDx/HUwHSMBquMRGYV5rHEia27SRgSvwR6altHfkJfXpGgwoNB0s2k3ez56XsFD5MY/SrThvq/flW5g81u5YnmaCzCTA9kPIbqfQp69AAErpr0u+TDaclukCRaMrlwRyvyk07ivRw8eSosA0jWAyOPHerOtIZpdR/ubaCFjVBc75sxUe64Rp6GDtOgEhOMTGJxjvObqrcEmN2OTVVGR6lBDJ4M59GYd6ifNBgisRvZh3fIFEVlX6UjDlhW/dcgKwPVyoWanvXtioq9nbUc6XkOf2KIo5Tj9VUfZN1pwoK0aNMrsmh1lH+0nAmIq33tRAzCcwFG0ctMUt0Viams1Nnm9ziAi1lzbwb2709M01bbh+le+8uUQzp1HJsjqz49/7K8Y91XIt3SHc2Hbr3aka26+kXXN5zc/9zT3oZfsxer0LVJbXt0a5rptqHwo62P3DwXBtwJyfM3uKFYV9TPvF9BHcumSRdErtwVAZQTwEvhUjz72CCnla4T0aRmtkVatWMoafjx95h8+GYKqN7/+BnjGvTz3BPfyaKzZ+cjsrFm1HNC/LVJ7r6My+C+IFv0pjdcvoN3dxXS+uBfH6wtf/FxavGgp/KaT8LG+SPRzORyqmwLEWUg0zP1tJU24fff+SFtu3fWtdN+3Hg0nwV3pcnTz1PUbYnwuguZTzzrrYV5949t0XyDN+I53v4sWW99MKxdcyF7MHEK+R8B370NWaE4R6LgwXXzt69mTHk3HiRSPNHSn8Yau9IV7HmZNrSOTBG554r60iPZw177xdug8izhXu6Bgb20+b0/h7Innf+FDFz9PRfNuTqJMGPix0VDSTnjOk1On5o4vfzX97d/9bbRYUezNx0FCw//xP/7HdMPrbgiUfd837ouba+PVZ0gH3HfvfWHcLiUkrPFU3M+HP40qadwENiUB9vOkIgU5hvhNL/g+PZ8XADqCpK9//ethVH2/VVIackPen/jEJ8LAeiw1o56DCKfH19eb0wguVj/3j3C6DmFcTCU6ae8Ddeu9fvCDHwzvqRQUtMqwnzTQQTy4G7mBVXhFTxAabaEsdweIunPWgkhT9jC5j6L/cugF0hfc4CaMxRRtFE4SHnViNDAxukDVVWpTEQ0b4AZHL6PwVo2SZG9V5e4WImGLFy5Nz5PDVxtmDmMwi/E5jvdmo+Fhq/kUq2PynyDk3LubSN1gdVp5wex0cGCKsaTsF0AxRph1jhynzobUDxjbTklqJ5GjZo5vo1ibRI+OkGPnPTWXr04P0Sz1yQf608VX3cSiIGUqOHRiaIsi+2RlIIrEjGEofammzibeSz84iYQdXT2pB+2mWoQ+m9hUlLGIzoscY4Jxs6Kts9PJCFgnkvD8pscgyu5Jt7z+sjS7k7mGen09C0kR0JioAJImAKYVX+MAtYioAhzk+AruTA2EPktErjBmcgtsSaM3G+lNeWRWQwI22Rgkc2d1fUP8uUo229PMwMi9t7IHEkmy+DVrpkSVXaEtJPcrrkm9M5iNIX9lZQnvNUKpuXZ84v7yYflgMDaCXxUgmesZ4/0Ct1reYy9Kz0MR0QCFfMEom+8YlUCem4C9Tl0WK1milZAn5HVEwC5DuBBqzcUHE8X15WiIrXpyQQL9AAC5gFMGUE5To/pc03PQeZhr14rRKLecWDfTD+drRGY80ZdAWE4XI4xFZNuNXY6kmng6Rq5rHZrLr7g8AI1er5FtIygf+tCHIpWl4+U69HOS1QVBm2l3VUoolP1E5W0aadL5s7G8pFkdKFNB2haPr8P2d3/7d6SZF4T0g3p62gupCwqaCuo8JzeEUni47OogAMmyD9l+yAUqydmnDo5/OUCW7rPm5dJwc4zamtodgIMjJ6Sde1nHa27ELVAvrAAb10ADhF3/3rec/aN3JAU9gosmonMDCBIfY50NEHkIA17ThK3bg0N2MbzWd0LkfTLdfc/dcV88X69fm6b91Ov352c/+9kAukYTjeZtopDGyP5uqpV970Hs0yHkWoZXwYfCkduxK1+7RQQ+JuCJ7d+9L1120YaU3kuTde7ZBWz0c+H1PQk5Xtvpvetgc7PqMxpdcx0CXiOJtjUTvBpN0z6vpkLbSM8Ool6m62P8mL9zF8xNt958I8UZ96U+GpU7550fC0mBVeNh1TAXBlh/BwADx4zW8ll16HLXBnikx+Fp1gKaAVn2TTWKbKqdVAzr3uKp7P5EC5XCFcqx6VN3whfd39gvBb86aDiBGKoR1vY4kZG+waMRda2l32gNmn2TcDpd68dG0S8cO0FaCS5YJ9kDovXaiUmusw/6Rz/Vv97fOgRGpVtW4WCNMFe6IfT/3M//LJs438Be2Ea0MBqjk7rTkZC/7AqUo2iK9hd+4QMEKhan1WuWQQR/IqK7zufLL78kuNOLeO0CuHkTdgTgO9773u/lGBfGelpKw/qQ5wCo+dzs2f+OPY79B3DYQxXzj8BRXkC7pCWALvdTi6w2XHQhWZh2ns8cO+/PhTw3i8KlrURQF8DLswjtmmuuJLJK9ToRsjGuxflmhE+dLfXspGgsgGtsRO1110O/4V7PwwGQHiHlqFMQSSSqA9vw87/4y3G+s1i33QAcOYM6Eeso6LLrx0nu8e3vendk3E7geN5KVGzx89sJSHTRN3dVuol9u52exYf7h9ONb3wrCYuGKD6TumSq3N6hG1pnpcUbrouKy8aOhdH6bQmZtxr2ouala9hLR9OVK9cglqT0gxFRpUUsnDhHkruTypSEee/YIIp0xpe/fAce4+tDhuABiGVOSKU1vMum9zR0hqL14KyyMq+uOKCAyEX6dSohrHYwbOtid6G7yIx2VVbpOIB6PGV3esGUkS4fhvm9QS5WQ/rl5zTkGmH/+V0aR4319u3bIrJVqcHidz5O2wcXvufQQaXWpZdfGkbYigkfZYm553KYELrVHc1U191OPrqq5bn04NOPUam3Ib3ze9+brrzh5tQLWOu135paS6ySfgyRDXirqe5pnTsrNZOLrm5FBsHKvOkISd7MyyXtT7dCldP74B4d7juJblVbuvx116Srr7k+bX8BOQqurwl32AWybfsLadGGTqojlpAC6kwdtFSpbSDtpj5XgDwATQdgh031AI1x98JdeOstV0bDXosYDEcPw7Vq4H4umN2ZbuZ7nnh2R/rWN76Wlq8CeBJaPYp3dIAeZU4iy/4biFYJNupJ0Y2B3i2HH5Cga+qKsVoJ2XEFfK6WVnrx5bKgnNo0e+UF8u/ZrU+nTc8+nno6GtO112xI8/juBireFO+TJxVRJ8EPPwy5akw0nhL7hWx1zk0jNwp6eh2+U36YRGDBjSm4PC0DDHgPczGGkTDdVj4f35GrHY0cyZWQxB4P32LkKpdOhnE3E1M6IyFBEcDYl3MK0cjDOAYTdlxcq+ch38y0dlR30rfNT2iY42NR3Rjxq+zoBHBxc3FVueZyJMTPhjRHSKY4iAKpELvgrXKzPF5WGXdjsr+dx6g8d3N+AZSJknqutYDNatPtcUbFSAWojBN7uS0mj9E5PsrIoAZZ22CXBDdgnRoBlhuA1+16thJZ58foyIV0IxAg6FgJZhQX7cTJsAJYIOTal4NpGszot/dYgGDKwbUrcNIeCY6MZCnA+8ijj6TrG14XURyLXIxElpQEv8voguOoI+cj3ke0eSnHF9yVgPHM8gKVA1Ku6CxLEnfOvqOtdWkuXr/yJ0eVioCC4GbVBhjxfjUQXbUcvYUIb3DMAMFVOEaSja0KlRi9AFvSTvFMnqRQMiCtP4+wcAMOzQs7XyAtMhg0Brkybrb7iZDdRvNmQap9Vh0zx8ex10aabpV35XOOvdXTlvs/yfukgjg+pRp/KVD6Jx/6MOM7J75LsKqOkHwW76Eppd2ALCMzAikBrvbWSNWv//qvT2sQWrXtfVW/rJ+uFCeI/tSwQepkqtd0eN/hdNfX78WuHi7WpFxEIkBs6I7uCUDUYSqzDzM2gZssUnEt4oSMQm04jk1qpB+hvBs/pyizm3xIRMjdm8ZRL+0kvGiax7pnrQGgelbQfqzHlY45YqNd0E9UEDvZDGg2q6HPM4rDN5u5J+ndFFMLQMojaLe0/INDcpNxdnitUdkGAKFRI02DXKjLKGIoLFmkP3UK34hDnxtDl85Wbr0jT9kiCiOVi5mz2rcR5vBFF13AGrgo1pljbn9H7+38BfN478JMk3CfZ655Tn7vup71xfdl0LkGm+68X9q8mO+QbwRQIsplocmNVL4rQRJaXJy4XK7VFJK5x2gzXTtmCwSIkdLmPG55w63x+ihRXYGqZHXfLD/LYqSbPWY4Z8hGA8osMpLHvIEomrxYaQ03Et1Sd3CYsW+GyzzInjuGUGszQQ/5giPeZ6L2ay+7JvDMQfqu1nXMTb2AYSv36xu7OQ5j3T43rbx0AXN2NO2hv6XCzM1EriRAdS5FA4yfJ0jNS1DtXLI6dbKXjGDHx/Bup4hGhg4c564iwDlzsGLSMHihqOss4yZIOjWyJPrPImFGEPJO483TSJWtckqhT58X8JRGSQM/F4BkFaApRxd53PRIgWU9Gj0aJ4x9DDWOhuZ9iJCtRFDfxkhVqUnjZ/V0/XypBK+xNQJnCDR6GxZep+dSgqfQN+Kz5lcjlM5E+Fxc38yi8zvGuCFNVLe87T3fk25iIhwlz452QPre930/QHEpMghHOEZ/pPmMavTBiTFN0wDnrJ10WyNtasYBJAO2y9BfskzeUT1NbTnGXMDFjWxo7YITdRPRh+G0Hi+vZeGqNL91UVpsdIdN1UbAk13LAsmrsj7iZ4h4DbGgaplYVtl1M6HbWLBjVNU988QjLJKloPRZjC3elBEortO0w5StJABdXRjwm67akDbv2Js2bn6E6pXHADG0eeA4LbN7UJ2nvYqVElzbKGNidFMPdg0Gup3N75nNeKlP3EME07SPmxXnqnI7Y2KlnkbEasq9u7bRdHUxmyhlsogl1lePUOLKuXhWgpmI5uTatoAPAkbNmq+FlyCZlaiW6RK1mARlYpOMTwKEaQMFJ0YFohLMaBfzbJSFpqhfxlk5/Sd/LIjrdbayVw8pi+z6z8XfwNyKKFkJqmI2+neutDRSaNpvDIAzbhqV++p519ibDCCcU5e5WslqT8FcPWGNUAP2WoNnpbRqrjobNVomyV8VZTbOerW0FObjH7M3zlkjKRHUORSQzCrCUq4hQFKOR5VCoobQG+GyjZAetrWIUb0QhCyiUAFG80ovRv1FW8t5P1Gu+SzJkGLzdV2aJrr55ptDbsFokc9rO9TDeweVRb+L3Isbuxu04Ek7EW2xsEHyh8Jgc0AjU4Ito9/aEW2F0SsdJQmzOnHaE6Pea3nvb//X/xoA0w1fJ80ImODVY/r9GwEIHscovd+vY+Z7TC2W4Ku0UWcfjMKriLG3h2dNOkKnhgYI0XPp/9m1cFHMmyb11gABxwAWAzpSSooYgSS9barnonUrsWl1aTWes30Qxlmnx9FWGoh0kJAtqPTYnkPxLyIyEbmtDvV6z3M/KSXHbzHjUIJPCeiCT22u6VkBjuPmWAtOvW5B5WWXXxaNrU/XBjRd6j/pGj6kVhh9NGNQRvns/Vr5KPcFwe7pD++Tbob/TFJXA7LcVxz7bdsyx7eOdeAmtv/QgXT0ONpGOI3O4b0HeokiyINEqsZ1ZCWxkW3u5TDgU3FX56CUAsfFCnThUNmMOBybihM6/e+z3eNJbNZk43iatRIB5oT+E/dTACAAsnI55/l0+oq1FP1BM/iwyEbgE3IseePMz0f0iPtK4ZiAqyzimFKnLXy87BxmmwbdxOfd5NWyU4eRQ+VKSQWWBTYZyDgmM3qW9rYlu2FEvQA/VonWEoULnqnUBo9jtwErN7UeRlN1HhVulrrBvRjh3pi2jIIPrkL5ICN3vte118p6EsT6WhT+uA74noj8Zy8uOmj4nbm9FLbT6m8d0Tgv9hfT4FaSBy8W4GX/SDmvvNbPurGvZxQQ+Bm+SGWeMfZfdQDtAynVxkKL3LTZAjB5bY1EBuHkIv7aSOTrhNX4WFSvT7tPjgWATp9LVPVrkAeKZvOh8Gw0mX2MAiptew3fYzQ0WvNwz2p0WKG8QLs9D4AlxyRTVGLyR08VFxS55FpVx3nRsHfMjUhxZHXeEpzIe3jnuwnVcYHyLuRSbSJMLGnVyJKLzr5jLm69mz/5kz8JD0oJB42vaT4vzRChYec5VCu88U1vDINgpZC5ZI2zqQEXo9IKGmHD3m9GFsI0pAbE5zUqfv/HP/7xAFKmHjQof41HtwXwJpdjDbpdvncn32X0LHNHMnnUpT+bCgiycen5vXvo2YU21iUXQpZDU4iw4fE+Qu2o386hcqGtZ16Qsls5lyYM1Sho/3gohLOJ28uF3yeYTEZqgp9aES/IvY0UjmykAnBhlDjXYIgFDwfQe5lECHSSSXWclEINXtLC9bNDo2pIAhSo/oTaTdziWvL7Vi5JIm9rrEpbn9uaBqgevPTGW0LPzF51oVVllEupByb1IBU/baTp6EqY1i2bnRbPI2VLibQRuZXkz+tF6iwaRTOjqEBA5MJWLV2Agrd42YYlGG+8czbEUbheMXZMyiMqw7Ng9CAVWJ3TXZfWrsA0NQj9VbkHWpjaK/pT5aqgoJiHkdDwBNjhfc4bx8NG0OoLhVEMkJIzVvYQLIc0COqOsJ+NaBeLUf4V7zHKpQK2RipkHV2okHwzNNI2ZuKqBqWGaj7ncQSYCqvr/QyPmXUR/SNZeJMsxglShrlje5aw0NiH0S2MVbQQKvhfMTwa2DjvDK7js/BdDJvXEHpUikNhQNOQIV4qed7oXthv3q2eGH/b8N7ngh8WZ+/AGDrMQK4a0uZR2rVs30VvuTmLovwbjMz8yd7X9EZTXGN8/rt4lNGO8hCf+vSnp6sFXc9GsgRARlLcMEoe1X+H5Ow6tljG6JSVw65lN3XX58PwKaQbuHGWPQQFDwItdfZsifXXCDJauaZ2kwb/WwAFuVzqLxmd0nDqkBkNj4gNIMHjaZ+UiPB7jMYItkzD+N22+iqrIsMJ5N+ZREbz9WbwHQaYX49in+RHDQ4RoShSdy2Ap3o6JCxCT8++keEgsL6GcPYOAV62bHkhdRHZyjEwNMIURcaJYzvg/ueiHue8qW/vd2xA9vdkLnhtAkeB0q/8yq+EM+v98Hp+7Md+LK7jcaKJrkeldxxj3/+rv/qrQb3QRv7mb/5m8l7IhXEMPZZRv+3btsff2lPtuMd0U/deCs7k3QoeYqPnOx1rAbRjbxGCqULX36qVRERYlwIzwYIK4GrIqeo9BWiIBruuU4n9zmYiQ7NJUTW04QBx4W6oo/xSxfNOftdqDjhnbmWMfV52kY4KYdkCVJT9ZWO9fAdz3DU2YUsvi3g4gN/jPQqNQBeU6801XlACglrgeg3+JNcGfaOMCpppMGXpeausHkUypU2IDdjvwC5IpNbmYgNHcYiDD6dtCsev4OcWVeR5MescZpmlADBEnARt0ZcxuKdGvC3QyWLKuZcmv3PfInAhHSTslgK3RsDz/TBiJR9PsGPVvIBWEBVunoLPFJVo+5SYiDmq46izKCgkQuT91Cb6PfFTxze4vtklzMEYU7faOwVw1JeUZqLDS2CB+RRC2/w+jIMdIK3oaBHgjXF37g1ZqUgxQRRw8rsRL9dHFWNmIKSfCGhNA70qnW+8R16umNeU70nWe7MCzFBahgSX3BPlchzvfoj9zSpg29cyNCkBW0TQxGHRWu1c5lNZilwVQm3uXgGhC3TLgYkAuLGGXLyK5cWe5iIJj4FRdKH5gmHk7/u+7wsv8X8SjrZk1MXpZNEr1LjpUZZNKw056zXK1xIICZ7U0NLjlD/g4tYwKigoEPJ4Lm6rWAw7G+42DC6AUu/KHoX+bbhfj9lrMyzuMZYDzgRY6nMdhOvgZ6+77ro4bgaLRBib29M1199IGPSNqXNOFzeFUC7W8DDK0v0YwnmzIXsz8KYRRLgdpAEbu+YQimxPJ7Cug1oC8v/6myrAgkOi2qBKcKDHGpM9b4w54sAk8n16NES9ojrMKkSrGF0gbq4AMNOMoaTu5wrC+ahl3AJfjG1nVxPnAteLEPrzm55KFxEtaqfsrwYSuXodRkHs7i6nwvSCIfSTtJNQAl5vrJmJdvkFi7Ma+9RJSnXyOU1A1hfEmJqq5fzMdTu51INqYRzWLp+VJpdR4eiOryI61yOpVSVu+1PWFmKgdXhZtROKhbLQxokSKY/gRMfQy6WKcHWMUSaKV7GoGqoAOhoBieycd+jFBPDRWGjQyoiQo201nKk2gWTmUYXh4GcwNQRxxo6K53PT0LgTUUXnfFRbK4RIYxG6DrKnGUYvlgTRTSNijHtWY87l9+OMnSFpy/SrNcThRWeZCAmxAd5ckBgqKyAjICEfSyNlKglAVQuADsFR1to45Fzt4TDl38cBwp5jKMR7vbZi4u/g2RcAKzb32H5tDOT7bO5dm57cuJ3Uc1265dbrqD6thYNIAQQp4mlwFZD2lUkRVkauNXhl5wZtg5vuPaS2Kh/lhqMzVvkQ2JQPQU/50H643v3n4/Wvf31QDT4KGb18SIYvHxLlBQ8v91AzS35Q+TDa5qMSMJb9Uc92rHI8vR+2ZJpiJ+5lnHtJhbnO6gC7XYCr7hZS/Yx3A5W90dScNdOJnavHKevFHvUR3WqUDC6AZy4sJPXTQcWuDd19xPbHa67RqG4tZEJizTDnTBVpH5W+sRjAaihtr3QLo0nNgEttnnb1rW99a0TnHSMBpUUJv/ZrvxZFP5/85CdDC0uhycfQNTLV+iM/8iNh57WrXpPCxepcqWloK5hYIDwsXDB9qNNrOlgOluD3X733XwWf7n/8wR+ku6FlRIsnOZsuZTXngjienXqLA6pIm84h+tfAT3RF0zEqB6eiYXyYgRyBCG8rB460b0pQqJ9ULX+O8ZC8PdZJST/jZEVmBC6KzxSZ+5ebHvG6V6b9C9DDf9q6vGfm6HQV9yoEf90XtbV+TxgM7zOrnzS+3NCI7GpjXHPuBcW3u5Fr8yO4YQRJ5yy23yzUHHQXvkfenpkBX/H5aEXjawF6NCpGx3KHAm2FI+OxI6IlKNNOqPhffI92Lpo9FxQfj+PnIvpktbbnEtQS1jDOqILXXlzIhkSELe+ZWSojKw54/hbIGRWzfY/jnUGNhU85+xD+SNjfGKj4TlN/cmbl1gb9hOcFydHBwRse0cAshu7rKuOHELPj73Vyg5URiig9x9fpMF1qOyajX0bgTGNnWoiKCRaksJfzPjMWQRHxFUCWmoMGMuSj+VqIrwuIfZ31F9pqAFjbqZ0RYFWmxGICOVixeHM/vWgIWdz9CCN6CU6Igifj3+X2VFbXeDECGxerUSkBi16S6TqPK3DSYEoy1xMqz+E4PaYe3PdggCA90LLkWmNxF4vfz18LCPLnMN6TD0PeRp40znpKVioaDfO4eqgleV4yq96u52XFUeih8LDKUKMliCvJq+V1rMeb+360NdbyU92TMaJDbnrHkGE4iEbJwAn4XUwyS1ePHjyeTiD+NrmvLy0kZ91EGwOVyG294qZHwif60tUZ+eMmj+mxVCzpGGLnm15FeGiZH2Spv4Y6yJm+xd/9JVICRg/xn0hLqvLsJt0JmbKbFKbKslu3bQJUDaaVS9YzGaxWwYMx3Oti5BDBXdBj4LvqaIEhYPZ7onARkn4uGc6L1d5O1YRKJUNGGb96OBYeC8R5T7QG0quMFFbeNDQuigH27oNncXgnlS/LcsTTlBqpVhdByBiwsCOHb58s5on/cmjbBYcXo6dnrz3BFf80mNGXL0/Y+BEerD/1KmNGZrAUg+ZC8z9xkgYrAIgXWX5G0KjRc3yzuKifs0LPcmQXZINEVL2lWJDZq7RlwiigdZSxnSAaN8z1aEAnAVm5LxlCh8hGNMh/MtUTsJjP2s5IxWalFxjzJr5PLa4agNNYeFHHAWuCd5ex/Aa/j5RoRBGLyFl4y3h9gk7umR5k9uJyaT+f5t60cPy69PhTlHUfmUi3vOntVOLQ6YBNqo+mzxKCc2ft6WHMYzKDuipm6Ln/WvI9Kj8R0UcNboWKeLnOynR/cGT0zhkPgdm0s8eNKSNIZR+78ti+z427rEz2GAE4NJKCaudPAQbKY0QvPiMDUYGZidh57uSfkUopKpLL9+apls+jrJI804i4ZeZMkfcpg/5JCyiINtEfmKAt4qKoPx82/ayDxb1zrc5G6Hc28i+NpN3nkq6XiyNEjs4pzD+JzBY8WKnrw7SN6a8i2cQz4XVFGtzzM7qk8yrnzUi/zqmA1OfVAdIGey+kXGhP3YR8eH1Go3Q0jey/CyXxFnhW2lczB12ANMfNLINEakGpDqsVoLZa+SoCpbdTPW60UABnZFFbLLAqqSF+jzbadJWPnE7O9iSi67FOZqahAKSfveToSaq6j46kg9AV8PmoIAiWZo5kMFbKp2THDFsYdBPlY5CBgKi9Z9fWtHrxvIi+lC5IMZRxDuc85eO7SPPzX540UhSKGmSnzykpwmxTnAT+FLRk5OVzOXWeD5Gv1mo2zz8DIl+Y4UbGM7E2PIaPsvooO4QZKfmemc+7R4eVnP6i7Hrl9InALa/9fDgnWlxA0CbC5vO3drE8l5rw5GxH5HcX6DSux+vLBzKzMf03z4ccTvEegZQPxyu+KRC1Jss9MmfB4rxMD8a5+KJrmd9c12IrW0Z5DEGmrcEEO6yFBlXxBc9x3Hwd4Wzyu59XvV96SexprDmysRFs8HWrtyOrCnAMvUSBMUeIQEs43GY5snMeQFow51m4Z/H2Oittef5FACsut7yJxThnNH+26TYzqAXmKvevMFSekP8c1ItJ/wlYXEguQFN1pT6WwMcIlvwqF+MS2tFYhpqPwaZGZEvvRxK6i9+FLHAyFaB6qh6WmhseR29MQ/CBD3wg3qtx9H0aaTkEEjzVwzEdIV/DULWDWoIpqwD9XS2s6PtWPLKRnkB74zkW9WE2wGqIfXOQQ6CxJ99fNasq9dWcYKNnYyTSMTK+G2l/KishNdp7qcEwBf9zLKLqxBsZaakcqxKVh+BgMSHihuXpn5/jszmD7Wclc5ebQIGeC5Bl+tZ92NC6LTW6EWfrob/SCXrZ7dz6HHyOxakbQnnVOJFCwVUcNUfMxiNmKyLJSMMFboqu5Aj4t/8iQuTFxMIQpRQehyAIAGGlWgh6yrty41ItWQel8MAWUvK9B6HTZXOyLpmCq4qoKvcgNXyECsLw9AqypF8ZQreCfTeRMJp2T+c9TvDpUZr5JWamY1ZhMxzDsvI6TFAArEyEN60QWCKicQBHChKibUwYNyQtmEsK6Xq8MERxLdnbkWBvZEFgOY7+1QglysNcg1y26S8s7qvEWzcMAdBIwZlSjmIYmQV3Sysnmzpb8YQa4ekNpCOUV0vKHqJ9BiSsMAKSUjOfLIfqY1Aci5go+brj/kQbINvkql5NUcV4AyTo3RQqDCEw+q7UPWcxUeVJdI2IhvVThGGqS8vBwEThZcyMzHn7bh9u1K5TUwT2/SzTSd7TyoiQ9qIEUuXzJfApOZ2ei6+VDXLdrMum0HInlVPx7zJ953u9fyWAK3X3yrReSGQEoM7n4sPvkidowsIN36h7mVrzWNqaUuX97OnBmf3VsYz6TdeOBUMx8/Jm6j4zxJyWZGv0UgM/hLI+rfVIDQLkeV/MSX46R0PqD2A0jAzCADySYrHmzbR4T+nkxkzgO7W70imMYmkPSykauVY//uM/HjbV9P3SZUsDXElu91FWUJtFMDXo31GtTaGBk029J+1qSWIXaBmdKvs9+jlTvtruUrTZcfR5gZtiktI9zBZ8GbHmmUflnpPXYN6zuULArnI5W3ceIL0DeAyzI/z0DUaHncLSL6BAAEy7Efmc30ObKSohxxB6ljri/TT9ZAQm5Ffik8Uj7ErlE2ef/QGmwlyWn87noG3M67G0Tj7nS8VaKg1UHDqv3/IR4CQyGhrNDDrO/3EOazaM7FmGvDyvyks7/ffpE54Zt3M+2XM4vZnx0MQZ/XX4inWTR634ugKgxeqwGtxq8mzD8s8cZcr754yt9BkDEcK4uEsVtjTGP787vsSfsaZiyPL99dj5bpf5Jl/3W9xXz9Ds2TcXTvz0qMd3nvUGe9GFgc9fH/+vMS2NmItJY6WKujl3ORF6Mkar9KBc4L5foOPzionJy/DxJD2B5GT5HsGYr6uv5etGtPaRz7cysSxBNfUgR8OUoQZQdWZD4AIun3eRy6PQ8BoK95g+ZySr/M47+H7Bmh5eKdGgQfUzm+nJpPbMSlRstcO2CdDg2GBS4zgIMatzFilB8rk7bIkDxpCgXgugU41bwl02FBEIjsVjM+YIkUakcGag8y3NLKAZVkx+tryp+bdyCrixiqAtB2eTInrSgWHphnsl72f3jucRk6QEd9FcgMwQE0stGb3EDK6cYgI8N5QyXB3cp6hCdO5lYmZ4UwbSSOPVACbNPcs5EmgEsZOj5dQb52Xlk/aB93gcJ6SputmAqn6M3eE9u1IrJcFVvM9InmlVK6Wif5mLg7MKUmoYnDzPYo4JhopAqsb0TGs1UmSV677i90pTGIULRtkcV6sH5XaR5lBrJeJb5vsD+DGuzFPD5oa3o30Fc3+EKNsIZOQxgJW+9hhAaTII5nmB5hMu0gTFaI+RKvSlKGIQbgloHSf5eW6uiL7KdVCo8OQ47ZCISB45egi5jHkRsYpITMyj0snM8ynGN+aMf+eU7MSEavVU7FR3IE+CcO2OY+niS29M8xatUpot7dnfm470qdTPNl56lxXxAlMHr0SicC0VpWrf2ZdRUrQpO9e269TIttekM+Rai6hVRIYEE6R1ikiXdsJ/OkC+Txugk2SRiw91lm6++Waqgp8Ih8y1GRp2RgQromBRAcgaNOpYRrWyfdW7zbQG28uYSvvSHV8KIGcrD6M8Rm4ED0Zy7r///oi8n/ujWOOFBIhTYzLkOARe3jc9ZEEuUUvm5ODR42k/4UXbP5mGcuPIRRfKfnDuFIkE7cD7ZXWoc/S0k3G8Kvu4ei3aOyNKjpUSDTp9nyL1txo7qXSG9rqMAPpZgZBjXtpEbajRq83oeOkUWwhQWaAkeNMelFWZfrZsjaRjq5Orky2Hxz6RPixeKLtElBbu1J/ZAQrDyxrVcg2y9ojBw4+xYbZA1XVnIjyDLJ1DZTG6SbP3tBPxIztxFLvsPFlPkU89oUL1G3MU58x25Fzv7albZHaYw1ZP758zVirkX+KF4ugv2l+LexpG4fQd+VzP6Bze9x0Bt5c4btjpc/je7/gtxQmbXi2d+2J8K/fOOHxsknlf1VAGBPJnxkbZ2QnLNn2A/Htsqd6/F5/kDJDK9Im8L8/swTOfyBHEM3Owik3slMMX4b4XfaWTOErTc3C1XhIvz+mR5YqDIu/KIv0Kuf+P/uVfBvByUQqUyibMVgK5eEuyqIvaz0uq9DkXp40jNZgaYz1GDYQ/NaBBnisMiechV0Jj6Xv9vIbbY5af09iW1UUaN4/rovPnnaQev4nhLFMXZQrCn4N43tu3bw3EOwa5fALj0KmuCiF8myEfY8eqoi9XD7pVh+g4fogQfg/GcRkgqlkDaSO9YuE5D8m6FREht+a8IcbcKO5ZPBMTdmb6lACrrAgrX9X4GuXRsEyw4cvXmAUxuLW5nuqkw4T+t6cL1y5BJZ17NEWVY2goRU0ph8jxsAkjOdxPQ6BB1Iu5mct2I9KW46PxdwRAo6Iv/230wynluZuuq5OLYKoKwKF4ZkzHguggl2whMhJ7d+9Mg2jmNLHp1gIErEjMJMccks3VUHkwYvMrAFpAzuJUCix2ytSMIatYIOWYnfZ0HDcCVAqZenx+Fywq4KpQoSFy596YoWs8XXPydapEKlRaRGjN1VeRxjOypzc/QtfZCSJS+ZEXb+Zg5MWo7ta4aUNfkrYQC91KISueSJnxe//IyQBqR4le7dz/Qqg2d1Dp0kS6d8BWS3xGzkUE0sKzy4Ytj5S/F9ts3EvV6lk3UGF27DhKSmd5WrbiEqJi6CodwZvv7edcqIxUMiRI95VD+cpZYJuz6wgpqSAw8qdRBEnsbrquQ4tcjIDo2Ji272D+ys8y2mHK/laKZVpI39u31PVpumsfYM2Ul9pO3ejbNLEWt0KWfhs8opBnoIrNKKlkbUGAzlr04kNPxyj5t2luq16fNkKivN8lN+kHfvAHouBFjpFRHyvw/E6Lcfz5gQ/8TLz35QBW3m9cP3kNRMw0nIVshI0/x9qLnHYmPAefzmgoAHAAY5MNdY4km96Qw0ecnEgxqXQqpHDj8kYcdjjbivJ74zsY21ICR+Bp9EnnU6kMwY6ASz7VEmQjLkJHy4iUjmvJbfut3/otNLgORurVSJgRMJ1TPy+Y0nlW/LWdCKUg1PH2O6woNLL1LPf6EFEjv1O6h5xcubI26pU+oqSEx7VXXn6Uk7D8WUTmApFmqkDQGvhn/C6TnvM4Rx9SlysW1Uh6C7mfVsnMPHcUHpt2Q2pCSJp4H4pHvjNZseV8HnkjdkPOQCib67zOY937xYGlCtterNMz7suVX+zpvZrg6nwu8pzf+6qiq+yrToOaYtwrzi0Dp1xMYgxp3AIEXrdq2n1NF8adxX3X1zPo4pjyzLDfrq3YYwLT5GuJ16OIKd/j/Ld8XPeMcg3nk8hZpxDNidlUAbDyXc8k4jKiUQGvKyZi5VjnUL6lnQ1I569O73jr7bQh2Jo+89nPx7H0llRp1ityMWokJThaqWL0Ss/TVJ/pQhejfwuYfERFAf/KlhQlb6v8fg1G+Tj9tco2FgGMAFrlo/L3MvT/r1BxNv//93hxflajcbaHQpE7tiEVYRsPBApb4Qy1I41QjS7WPnSgOjE8/+62t6WVqsia1wXMtbZD9pbkrJ6NxMZA1eITORX5poTBnYbNM6nD6SBlIPYMvkpwVU64cIgIP5lXjltlagGBt044HFqe3ZJYMTKL5s8GG8DdCk+vKAUvJkMObFq5VoTitUScf635ZlIauYpPbZmS82VZbAZBTifT5hHalr8FgGpWyBPvXBHNANpuJbzX6rc6QN8Epb8NlrTKzXIiRyWu/K1cvex15LBtnvSZX5bHrcAqM79XIqjixlV6IAVGm76lgtb8Ly+wsLrF4hEw6X3XklpQBiG2LN6jyq+l3XLiXMB6y0Ga594NA2iHJ9T/gkhJajb4iNGnMQ6era6lf/Eji3/GpURRgxdYHI80ow1zRwBXKkHv3rcLcDdMoce81NHUzvnW0IeOyt0oKJFZZnsgNbLLeZGrYNxeAsDxcwzg+sIuorT70N8ZbwFoINjZ0JYO2/Pt8FHeR7SOiEC01pGPUjhLYQVifZc7wikrP19LieriW1/a05ZbJqBycxWg6FQJejoRSrSYpWyN43VpD4xolymlP6JZq5t42RJLgVBf95yNjC2E8Gx0eyeN0E2fBs1ASQdSU68jQqMjJ4BSnsViGQGCFIBb33ArCtTLaNVySURoPKYAwPdrr0xblS147rmbFh+kyOyn93cImJpmKqUIzmosilHKr5dzIc/hPLez4fdmRerQ6BVPyx1RLHMKwO0ddUPIy7RMzeeqRdflFIUoaonDEIxvyTHy8pFb5pSOqwCyFHX2Hdpc2xWVj4OHDhK5eiTPoCJaKPAxq1D5KIsJ4qo4bzMTL/V4quJFz0UebMlv8yV5sCXfLgervYqCqzMNTUrwkg8WXJrYr7I9CuHe4CG5lN07MCiQjevYgxpZs5rZEeb8Iiqi1eWbGh6ElgBXp9wFS/taDHXprrzkhcVYG5X3rmWAnHFevmEFcaL4Ox+pvJX5avzrJR5n2Xdf7pz+uV6fybS88meQJR2KIavAcdnOl+nY/Cb5wUZ5Y38VZLHEDGD4XBQeMa6CrZzY475JcXHOuH3FnXROFftSmO9iv86GXMMde1tBzinub2kDDT34vTZCmk7vZa8qOAgxwWfmRByy+L98XeUUUWdEFv4UzRRn0frg/enf/tsfp0P2H6V//NwXYlPVgAqwlFAwbae3pOFz0drvS7K6XqivWx2oN6jeiq0aTNO56IxiWUmosXvowSw0aNrACJQyDVY1qBh77z33RisBw/p6ZJZ1C/D0kPVYVRJ+iGNbYeRzn/rUp4I0r6f8QyjT6rEZ9va9Rtc0npZoH6J1g8bZLvVW4BjFuOnG1+Mlb0t3fJ50ARGLoycUwJPrQtXXSXocthDVmjU/NQOq2G5Z8Gp4OHJ5A7TirNh1s6aSE8RIx2keVQ4z868IWZbjr5dmscFYZAa8d0qmgJhHkFoAInWiVTWPkm917A7RYmHvni3pmvUr0zzkFQbHT6aROjZytZRILzQh52Aya5iSRo2+qtNRQCy/B6NVw4nXS54ODrXpNPWd7J+cpRIQIub1TN61ca3p0kYmcq3S7xgw27z43jrncYSdctjb1hABMEx5CeIswS60m+Rt5chVYYKCa8QfFdGV6SGcftOpi7qkOpTPlqDKHmU56WX1XulQcGjut1UkeiHR+obrNvImaTyepxQ3wJUL0U3PhWrEj3s8TBWjXDuvLUizcpnkiOXwWM7jhTfqvdLDnrEWAbT4P71wH1HBwh3oPdEXjWJXANibmrp5UxtjBqk+qkkt4xaYZb6S88bqT/V+JINWV1NZKmClbF1dpQNEJBagnTZn3qq0cP7S0IpRSXzYhuSS6bm2UeZBLXIBY1ggb4syFnLT7OEFSz/r83jlJV507OSTSQyt4V6Ho3D2h45TGUGyB53ios2sT0v0dZa0CYIvo04Wp3i7FRQ14q1dElCEnAKvB58LsNZL1KTkYMq9tPn7O9/1zqAfmHo07SSo8nNGtQVI0gWMsnz+c59Pv/TLvxTRqTkIZQq4tDceWydMSkFo3zAvouqoSEs63tIOcjGMQpEv8whNHdcSazWQcDbreWsuxqycDoLiAA4eMwPbqIANsFxYXiOnRmz0lL330eRaDbTMJ4qm1xUbUNiWYvxKQn6pM1hJ0i8j9iV3trKgwOe0gaVWYMmTm15bgkP3joLHVnLlSu2zykIDP1PqEJZE6PK7ZkRbvYAce/DhKLky87g5D8Ndi6pe2Ij8lSVIQj7AkTPCLr+VT8rvDM2k0BajgARAZdrQ6LH2ODbXwrhkm1KAJNP45/CIs5qunikhRt6Q455VenpnPd7pYCv//WoClnO4tO/wLadMvu/wGC/+WOyZsVwyX64yTlu6FTmCVM4Q7XeOYOXiD+8zUU1+j84gYXMzwMpc/pnYWKZazGw40xmlIrKVX9UJKs6Tt+ZZmc8stjiOYY6nWLX5hRJQT3Mu8jyZvqRTF24eyDo0Ig5jwL8KKHnPu98RZZouII2pgErjpJekV2m+3xC14EadFaNZGlGBy/d///eHcfXxPposC4IkR1oeLFfDRSCHQyNhRYsha6tf1GFSyFICZ7znve+N3wV38+nJ10EJtB6pPAG9WQ22wEyDobaLoEGDKyfAc7T9xI8ACo0MaOjldZky0Fi/B9n95YSX99Jr8W0///NpL13Gn6b3kjfSNpFhBthwVQ2oRUZAQbNYaAVwCn8rbkoORGcQkDfhSkDg05F682eAqyINFPeD391E+V1JCKfUOCR6RYxaAEQL21tpT9AAwITUz/g988y32VjgHCynYgZwNUGF2zjKwxppW+TAIAvuzZQ6KgIZdUOIoIwFGbs4D3kp7MqS8q14U0V9NEjWKPNy7o1MVEGXXcAU2hyHeFpPhY9RvkmQFcoLAT+jc16ADo4HE3+MrvFijSmOmXXGcqlzblFTTN5yDr+Ms3fqu0/9qwRj1XC8aq14seJEcBL/5dRtHVIINequuBLiFPOuJigMhpP3IKPk4l/hLcXn5QapO5TVj+Mex1ov11W+o3H3LAuOaFYGkXltZy2u0Mrhs8N43vtppttFK4eWeiNXLelg72R6Fj2kw8fgK/HV19FywnTqGGBg1dKV6TlaH7XN7UrHTtCCBVXw9USqtjM/xyYbUlPXEhB4W5pDu4rN2/amR5/ajJJxX7r2+mvC0zp0eG+au3BxOoR8xlZaSVh9tYQUzhwcpzrutZpv0Z2xsDRxe+Ly8+YUkDOqS8/+kOAuyNKJ0gl6D81bTUUZ/RAQPUgDViNOV+FcmUpUIsDXXY9u3AIhHTIbrmtf1ARTv0ngo0q5jtYwlaXaB8/TKLRRKH93/WqP3OhLmoFARAfM7xCceV4HIcuXazU3i6alCvbCdNfFGy6Oz/q7JeLqKZXvLcnzZ7v6GdNdTupiiwiwlQHBNOTmd+dCPM60V/Gc+mhRvsDnqyPiaKLMqqspbBZyNEQE65F/eOAbD6SNzzwJyJgBv5WCr/5eFveUIKiS+O91OQ4333IzVdrDEfESPJmJsApbfbLTMwmVkalyPKJwwE3Oat9CvsfXfN4IobbXcV1Nk985VBgOQMXYvHU72oKz0NO7ND367YfSFoqL8nAwNnI1TacKrpRzCOhVjJn+jGNolSooSgfC4RxjblAYHRFi5QjsOpLV0As/qDx2AeTOByZEKvD0x1kOMGPGKg3a6cbtuzB2L7kK/ylePL+RO9czihEpN8npwFBmmubZXbGmdGLDK7FHcAGuincInkqAFXpd0wBYx0a5ijzH8h01IzSz95br0Y9E7qKweeWWUApcZ/L7WZTcT1kgflm2ANPgqxyQ0vuwys9wrM0bzcP7KFN0GjAXlUaq5En5Wlm143P18qN4XaBUklHVlxCUycX44Ac/GN6nYoRGmAzvy6MQIGnwjH597vOfC0OtkdCQ+31WK9lOQgNw59fvJOp0U4AsI1++ruHwGuQI6L260I183XHHHennfu7n4ti2yvH1ZaQf/tvv/3508X77O98amiqmCBRZqzCNZ54r0yDqLFOpeD1+FDe7zCw5QQKbFUa33Iy90VFiikip1YL60V00jJ1LdeBsqgbtntF/9Fh6/IFvkPo8ml73jjcQsVL3pDa1wLcZneyPHnTN7Oby5qrR5pkwHZHzFpSOc7+JYNSqFi7IsMrGkllPxk2BnwpzRpGLFVECtABkRKxAlzXwewiSBRci+v8VEzfKjv2GuK7CXJabSbFASi7FOS+881jPAaki4pNFRg0DRxpUcrdCqXE/PUGF+bLP7DWH2F2cbwa7saAcF/6WgG97IVT1ABDqbNlgPKcsSs945loqT7bSiOb77PGMlgl0VDGeRb/KUCS2DYOODOKgDz7xbLqQhqZ9oNaNj9NbEx206sZ56WsPbExX3XhdevChpxDJ3Jl+9ucvSHc/8BQFGStIDdamZ5DoqGuel7769QfopbUoHdxyOG3ZtCvNX7wkeEqvR8pj49M5ajMXpf6QNdA/kEsZRqaECaWf6M8ckSudhJe6Z9Heimv81zhPrmfXtuvZzVXnZRUdCty45WcKrm4gsm3D2VKUVL6TwMzIlFWDrndBV6k67toXVBl50qEy7agDF8AJZ8wN3HVfdorQqTJqLRdMrpX9CrUxvq5d8lgPfPOBKIKRzG6lnbbrT//0T+M4j9PfzdfO7eF9zwA7P/Jcir/Dop/Phlp+NhbS9NfnNOBYeuNtb0q3vvFN6eTxgfSW296S/t3P/DTnm4n+RuMtCuii/5qFBiEKCpi1E0TYsyKCVzaC1h5qJ5fSTPdb3/5WfJdOsFkI07UCLLlsdnfweKauBbNuVDrHtjdrRwPQsR+x7xyRQkG298eH2YJf+IVfCM7W72NfBW2vv+F19Nhbmb54x9fSKoqJTqDdd/NN16UP/savw0c8UDHclVAl25W8dPPmFq2neEsnDmc92kTDKN8rMdBg944YQivL1IoKI3Zut/E83/XqHPU8T+L/c2+vtKFnNv5lhNg1lq31zBqbxminrLpiLyre+XJDdsqSLQ9fcSrlfT8Lyf20w+cd/kXfGXutGheFloXh6QZ4R3qXEabmofFzYdu9vsy9C2SMZLn5aGhtcXEZvAg/r+HUsFtdUpYEC4jcxARWAiL/Nv0nwPIYGrsSsAmq/FsDsIBmjSOkQCIMLoGYxaVR1VsVdGlQ/HyZAjiJ16QxMepmDyTBmfwiDa4G4I1vfEM0wTxAT8WnNz5FamNtOoL2VdSKuUDPY6M/0w2UTxPcrBlTEcOeMQ8GpBQj5XdTPAIsxBZSO9yg2V2tSC9Q3t/kpjianqfn4sZvP5BmUUX4tttuTnOQ7q+Hc6Cgp0S9JhrLVhFpalFRPlAVkSx3U1NjeIc1pv1UOgYyNfB0HfIBZoHCjBlaFwUZAaqlGIE4mEBFr9oIVKD+gqfl5USqTSAS/JG4mPj/rAxcRkWKZ+Ol8x/I0/3HcsZWztywqWVKshjYqIAVQETj6qyXVXI7QqKimPlGJYu6zzDMPoRiAow6UwqSxiSTW5XGWGXeUqkNc9rdrrzFxUuh8yKfCxBrWwijuguJNjWgpyYlEchK4QRtTlZNpCMjtenN7/re2MS2H7g33XDthrS713Yd84hULUN08RlahrSmXQeReDiJov6sxcyHraRpW9OzlLXvPnI83XDrTen6G66OFg+PPvEChRCdtMOg7cTxwXTJhnVpwyVrHKy0f18vFZLeZyJ70z5W+UueNxF9JQVuBehLPRQJld/kuhXwmIaTDuBYuQG79gRYbuo6TXKFjDq5Tl3vRqP8vPfHtKCb9ErSi0cBo35eZ840lzbEiLfHVm9JAFWZ4rKK0Siqn//whz8cP1V890q0V2WaS0D427/922FvtBnSCTx+WW3sa9qTspjn7NdeAYgq3xSkdCM7roHvZNaf+o3TDgvXZv/GbVu2px/6gR8JasVNN+WmuRYTCIzmAVzvAxzp2L4JfqxjLK/M6kv5sv7T/go4BcBXX3N1OK4eSxDk+7Wh2nX5q9p2WxutotGz9lPSukBZOob2WI6Vz731LW+NiOSf/fmfT/c/dD/w3jnef4jQ6I5tz6c33HpLAOMHH34kHQRU/f/+n1+Me3kqwMrXX45urGXXa0QPtIMKPU7hbDYAqoho0j8OnIUj3RQtwSYwou4LM5uxt+IVuBEvuQpee/H/pBE4FWBlZz1voqc8zobDc4WVvXiiuSFgRi/nuU3PZWoXxyg7pptqs9mqESFJ7ZZA6/186pOfin6Cgif/dlFqKDTCqglbKfiXVB5qYK+95tpYlI8+9mhU/fgQoOlpGub3c6rEalgl0bvgNK4+DuK5ScyMJrJ4bHK6NPhuaAKorVu2RsdvOSCCv4cefigMZxhfPmPk6w1veGMcW+964YJFfOdhCMdUpQgiuNjzrT4500Qr8XZpKPwZG7kMcD0znTKBCkChjdYpcwFKC5vqqDCTuDeJvtH+tGXbRnhX29JFSxelm6+8nKorldWPqsHHmwCOpOZGKU0W9NheJp+4VYMQqLxpRK4a7JjqxqpKrhILRqH09niZlnqFx0e8CjDs9U8oUWCxIQNRa3jWMD0liIIy2wiXwntF/Gr60p1ZldtyRJfCqz/3ZXimt5bPnfIaJ1rHmFWbMuA/x0uuV+Ra/Se/SoAVZK0w0fF3ThFmym25NMowsjp7uWFpjlg1EsVy3tlmRwOfP1DJTTqzsxKfL6px1XAy3dXMjRNsjU6Y0qShLWK2L+zeQaAMBwZwu/8AwraIVHbT6ua5Z7allvY5KLuT9mqbk1as6mFzeorPNaSOLjoTHH6QOb+YddSVZtHi5GN//dl007WXpbe+7UYiHX2pCz6TBQgnaVD+BBGyI0fZPC9en9s/AEjGTI+W0ZJiD3Js458AISJ9ZwdYJQdIABNzW6eHyKlRqTIlZRTLiJCRY9deSZyWvC5PU40k3+/jOkjws5FDufOuO0N2RV6Vx9TGeBwfbthlU3j/Fqyd/hDI+Xge2kJ5XuV7PC8/ExXIRGUlZpcPz09QV0bxX3K2luS/YvLMbOiVs/P8nYrTv7NM/emMmmZdt+ZCokgUMXAd2jE7WXQCkgSoZdPmd2OLjTRJx1iLdtWjgFivTYAqN1XKhADLakvTdzqagk0lHN73r98XwEpn1vtihkBbet837otCAiNlEuzls6oaLxgzemXjYUGetlwwrTK8IM2x1Nm9HhC3Ebv913/z13z3ovTLv/TLUEKe4l7umo5FTF97sZzy6M0kYsMJIprX1kx1uEroOMxjcCRnIVnTiCG0x2Puc6pznKVYvD2ZkfPd34uXnA+vvfh/zAicU6ucmdE4fSvLEQnJyqY1Dh/ujZ5VkmdjsjKB9Sb/42/8RuphAQuCNH4CFr0heVtHMFKbNm+KRdyPrMEJVLL9nO/VY1SawUVomHn2rNlhgBVd/Pa3vh1Rrj4MQbTbiA7buUfR3+KJWQ6sd1nqV7lRlT3MyqavGl+Nid7Yx/76Y+FRmwoQfGlEog8SxxuAzPrneFyel95rE5v02rXr07btO9JxvDgJ57nE+jxQwelTrAS3Ed0oyJym4eQqSZwWyDCo9SCXZlpqNHW2EHVoSHPY09r56n7A3tYdm9LBvl1EParSW2h/ciGd0WupzVeNtqqWSspJ+zZ5/Lzp+2OYiEu0nggmILpWgIxRxlcukVEq5Rbs1xRK5X7K8yyiPaq0NwjABH+mGfm9McBKbv1j/MuQfC2REKsb/c/qO68vNmvTbm7cZUQn45qzuvIvTil6KZlDdSpsMSKQicJljKWYkEFkr7b9A48gMpYAK0BDJprHEf07k+WKSqU8bI5JeMwR2iqUpnivPA4jVnKXJkCgNp9Wvb6ae1f2UctjnltSnAor/Q6BapZ+sNVIA3Ost68XDiFRLKKPsiYH6ed4/OgeUnprUmdLbXoCEN0CW9dmwCcQnJwzZ246caQvVPur2xspDvkysgY3AXDhhY32p2ULuyPC9o433Zg2PbMp3X/vPeliCh8GjvemhUuXp+GBPlKD3en1N72e1DdRSQCiQFm+UQadZQwvj3awXop7Vupunc1yOs656o10akGWLv8um//GPeH63aR9f6myLpldEOU6tc2K75Gj6aZsYYyyCQIl/wl6tC06fgI0N3IjH4PYAqPrB2g5YxRMB8yHNsDKRj8rINBeGbHyEWCf8y3pDTOUiByh1D6UZO+X42BFBLqYV6Vqdp7oOhPlhn4+9iNHvc70cB49irTE1796d/qNX/uNdPPNNzO/nI+T2d7iaHr9Or0CK51aAZd21uswiiiQ8r77t7b9wL4D6WD1weDA+XnHTUpHW2tb2FgdWYGw6VtB9Goc1TbG1UbTZVTQMfMeysEV1JUP7bYPx1Iu3uLFi9In/vYTAQZ/9Vf/A1yp6vTff/fDtMTJ96V8TDtrRdQpR42diVIZcoX0rG6U8AlbDSFFUoVz2UPbMl+3+0YIjEfbrOzUTfO4YlyLCMH53JKzTf7Xnv+nHYHi1sWXls7gPxNmPhVgTRvLFwOpnMrJG09FUFb/Pv5W4XyESbt3P+1XYrLmq4xwNOBJ/ZTy4YIrPVmfE0wZhdJbqn+2PvhVf4tcwwkWlMbQR19vX/y7BO7JAKDBSqJteE2lt1p5BzWQlZpap99dF3jlQ8/P3oF+n98tMHs9FY/q76jR4sM2PAKv/RhVq4c0YPmRO3h/1+sw0gTZo3K3VodK8mpoW6m2zvhqKOZ0twI22UBbBX/jqZcoxib4Y0OH9qd2RESvXrccLsvi1EpIvG6Y9IWSAYCrkAUQiKIwPmlzWzSPrBIboIO4X6lcwhQgdUxdGcnvRD5szWFrD1sd0LUpV5GFFoP9pahWRGS0kTLG2Hx5CLiiH1RUlkreERjIcTCbmKUJJOFGds4UYgE4QtgxvMgcLXIcMg/rzA8PW86xqDQM0nxReVWAHlOUzr8sylhEWjxu1pIIoJMDLtPlHAXHKN/J2DArbmpEZP3e4rO5KLBsSurzRf1IXIPFArn5ZzRW9nPRb0xAVxSVnOH6QtDUzwNgcyuR/RFZamwgBDmF5hq6a621I2l+F6n4yT6qReESntibHrrvy2kSyYv1Ky6lTcmWtKCjlo2P3naNE2n53JY0QEuinoaxNKdphCjxA6kJsns1927V4u50En208aHetGIpDY2f3QZv70DavvXZtGDR4kgjG/GsAjA3CLiE2EXVIog9X0vM1cwdOxcb5hiUpOqShzdTOZZJ0OX4+7tEdiPKjoe6VjpJ2oSTrFWpCFYml8TpOaS01NcSBBjxlkv5ryh40QmyWtG1rNPm+jeNpeyDQEGgZPrRwpeP0fBd21ECpko+auV5RrS8osXPS8xW7p33vAJExd9eZzEXphPRZz/KKa/EfJar55rx8B5rxsVQbkZu0+iN4wEY7TfX3t4dds3ovdEpfzc1Z8TP9Jzgxue8Lt/jawJLwZPz0KbXhw/jEANEY50WHDWzFV1ojzneHreU1rGvWwOfLwsLtPGCX4Gb31dK8YTdwC753T6WLVseavK7SCdeesnl6Q3QMr72la+ma667Nt17910UeBzPQ1E6O4xrdrKy5lQosuuscD1NRKq64aVWA7ZHB/qR00EuB+dUbT5ThRG9imoNPTEXe7ngKyPO53hPXnvbv6wRCO5vwV8unOa8Ar/rnfq8rvM8I1gvPnYEQ1zuFdbVSrQ6vEUlDiSPuviM/JgG1FPSwLnwBF4+V+rPmIZTZNDc/1xes/+bAEpgU0o7/PS/++kwGj4vIDKdYJn35q2bg9zo+xzYbYTzj+IlaSg0pi5iDWIHoqCHjxyOSFjZMse+hfMxtvUYAN/3BsQMrTaMdCIbTfSk45o03nIWNmLk8+OVvVkZE2RjYXNT1Y2qSOXZ18hIxfzZbakbXStbT+1BfHLbC/QRO9KbehCf3LBhSVq/cD4GpTVC49FcLvJ0nCblfc1Rk4xnh47CFFVmVYBh806NaiBFNIaDqjtgzosIAz1a+NvqQgtNiUzRQzHyoOEl8j5I7Oxw8Zkaa54ltjsklPODLEhH4vnzvNpHZeVZ/uzpc2jmieyB5kjSmR7B4Srd9iK6YEFgtIsx+lRIu+eMZ6EHFmguAyOvLVe/nZ6orLibBXirvLuVpMgZ0JgjckpQCCYjwxDfYyoV1XDHiy8bozeh0YPyGNNaXrFgTr3OaNHD5yW3t7bASyHdeOTQAXgtK0JotI01dd3la1JHD9pmIwfSxat7AFoXwIXpT1e97vK0eim8xMkOPmfbqZ7U+P63kvJexEZ5PLVesTIt7qlJr9uwGHHXQ6QT29JVl1zGhrU/LV3YCoevIV120arUTlrSgrM2yq0aG4nMDpuaFkjllkD2HgtVdfmAnKsbVXW0VcqRgHN5VIKWM73fe1VKBbj2+tl83bhXwdU0OrUHgCXYN2WoMKn2o7Qhhw/RdB27sOHiDdAQ6BfKeta5kzskDUAi/aWkqg4DFIyQScgWYNkeS7BVkq9PP6+XO+eXvO4gUwu08xjmmgDH6vR/52tPivdPY7e8Pr4KIDl40NQnY0QUcwju5aWXbgjAZDReLTcjTTaxdtzkScmJE7z6+PSnPx22UbBixaYPqRMWMQ0MnIz5aY/YD33oQxH1ki84QgrOz9cj0SI3ywyA91AgJfDS3mo7L0UM1r/LVK/HtkrbsXeMn376Kb5nK62UBtkzdkcFuecxQNseU+cvvi+FQKvK+AGatHcuxsmoRrQkfxzHZBTB5/nzukkP6h1aqZydgjyCM6lt53BEsgwmVG5q5zKxX3vPv7wRmDZJL7a3/xQn+10DrDOdpD3d3kPY3mqhskWCDZ5LyQalEQzfG9p/5zveGQawZ1ZuxGzVjwvR8LLRry/f8eVIDygs6MLUMxNUzSGCZZjZXL9eUUme1dOdTdhbcubf/f3fh1H+9V//9VjwLnaJtEbCTL9YNaQxiFJwjq3BFcwZIjeNcTvnIkjUuwvjAaBYh9GeAViv5C0CVgF6jORE/0+bHBM9aKBMbxab4cLZ7akL72uCyNHmZzbST+5bae78dhpdI0Uxpzt1ssE19p5IW79wT+p/YS+bcRMK0LSRYHNvQTKhVUkqVNtHFd5Dn6rDxqRc10lJ7wAhKwXriUCRHExDbK7VdE6tht/TQIWanrI988aLHoU2v2wCRIz6ecoER4icRTSI1DD+Yli57vWL07wrL+RoyjZkdeWzpTRehLrOAD7ySGcgH4KY4UUra8BmLzmcv3OkqlBmD5iqd5wV/mvIjdoCR9Dpeysf09taxdMRrSr+johZRQAiqurYKEeVSAiQZcvm3OXK3bOGiI9VSyF8GCk2U+aq5s942i8CV0WaI0ewcqrQqMG+XS8EgGpEZNS20osWdAVoG6ODQFdLY7rhmnWAWURuqwTWvWn1EqJTisLCiXvD6y7gPEf4/ETqomAjEfW6cMWstGpBN3iaiBTzuQk+11HERjc9fX+64OKr0+o3QnznVJUZGR4aTz1EAE4Q5TwKKLclkHWVodDveJcxK/S+couXfFXnBrPOvnbcmEtAY2ugDax/HSrtg+vSh2rubsxKsVhZWLbFueKqK8JJM0LuhizYKiM2Rr5D8BbQZSTLTd/XdfJMNxqxLkWIvytAdfqlFXlv0+7R0DvmScnY/G5H69QvU2RVfb5tjIH5ePlX3pXNSByUhTjOQonqpkYFWUbtHFcdXp1UxVrNKOgEa2u1f469p70LcKuNbe9sj6ifD8WZT3+UmYfTn99MtD1WcgGiS9qF7/e+b936PDQIm5X7XbvS9hd2xPlHte4ZpkzAIQ1mEfmOhvKcbwM80x4Kf6qxgYM2Z2e8F8ztIXCoY1m0HwtvK9uVCCaq5K2Da5Q6zvGVvTdnn/GvvfL/1RF4VQCWxskS6xcANV9AJPRnfuZngqRqNMlFZGjePL4LVWK5xPhf/uVfDjAmiJFA2UgYWePp4rbpqBU7hpYtlTayJLCyDFvv86Mf/Wh6//vfH+Do85//fAA5I1I+2vlOvVL7nkmENQqlF9xEdZYgz2qbn/zJn4SbQXsbzkdDba9EAaEAzGPp3R2BO2AETM5CNI18FbybzLUmLoIw3hRAqJXNb35PV1oEuGomInQSYPjUY4/AszmU3nb9VWnZkvY0XK9K7UDiR5o4djQ9+7k70vNfeyi1klYaoEVE09KFqfHYcBrfQ9l/a31qp7t99XHKlY/KSaDKZnZrmuD5fhToWwBVY/B5JuDqdDa1pir0lvqomBySIAoHqANNpPloIw33HktHd+0jlTiVenERW5fNT/MWz08Dew+kEzt2kYoZTJd9z21p0VUbQqdLUJdbhNlz7dRUUqRFC+8+4iBFbvBMYCxkA4pxDw80OEtojvFc9NH2OFYFCaowuqG9E88rFMo//lYYtPIRHKIzrO5ICRbPn/K6fHajVoC6UQBH1grLXm8IxgZPyWgFoJV75ikMAWjHINXm3oRZ6kJpxFPOo4huOK/qiTDIGVSM83h7Z9oLt3H5sm7O3yijemFGlajetGM8wLGuJqfl5SRW15DM5T2TCJK21HUKl2n0TTqZlioTnO8kr81CxmMIFNU7fAguVzVk9oVp09bd6Z6v/wPyD9dCkL+IuddCixFAOBHOruEWJEBGiPr0AVZ6qbAFRBJNi35+XEQd12pz4qlJiP2vgKUsU34B4vgnJ8e7pL6ePEyRugBAe+F6N1JVyi8YLdch05EyVejD4wmcLBwQUAkqXMdGzP/EKkKcKwGWgEtAEoDagoMiXfmdXlIGmznlGxE5QLlq0qF1Nj1SZRTrO/2Wmc8ZcZkEYPh9ihDbXUOwb2cB14DAPSq0uUbn0k3w87ZRbXysz36QzWEHBVqOqVGtUqLBz9iiSM7sc9jtA1T1WUwkKJIfJ6/L6yt1tOS/1QH0XMvaTG10RD2LlKr3xt/LLhq+3/tSrm8dIMc/K7sLtnSamNsOaAV3wJGL740K3CylEtILPNeFU6qWmPSGw9zfZXNnkRpnDdiAPcBaLOTTVnj592spwu9+Nr52BEfgVQFY2aghn6DIJIuzbOb6zW98M6pRBCxlHt+FZRTJ3L7ioG6St9xySxhBPVEX39G+o+FNCYxKLa2SCOvfvlYSZTWkHk8w5kODoQfreyR1SrIMGQmrH1nAg34WA+D7wrstwtr+rSEShKnH5fkZzWrBOASZ/gzh6nOaUmfazYt1HYJptrXgZ1dXR1owqyP1AH5qQSeH9u5Pjz/8ADysqvQ9b78tza8bREYB+QqQ1RAk8xoqzSaJNDQBimbTvKweTs51t74+rfqZn0zP331fuv/vP50uf89b08U335we/ZtPpkc+eweRsfb0zp/8iTROVOTOD/9JOvLMlnTB5VenDe9/d+ofHEldzd1py5e/mr7yuc+llRtofPv2N6d6G1kPDKWv/fnH0vFte0jRXJGuf8ftaRRgVguH6+m//kR69ulHiYBhpIiAjaqG7Eass4hBO30DzkDp9JE78zadvV5Jt6htwyGrlqXK34KYIM8XBtfIkWDKnbI02h6xFE+fztBUfG3lKZS/vwhDZ0c3vFybQxu5kqMm3yu2yQrSVgG5Iprkh4J2w8YXUZ6SMlPx/ZkATYrQ6A2bY1bapjq0uwex0L1p136U2OcuCKmIUJoAvE1x36uIVFVTqlkVUTTJ4QhtSpQn8kAMKkfSgjtJFC94YWA0IprVVSOkA2mWC5iv471d3Remp57dnR55mL5/REA6uubD4+pB82hOmtUzN9W3sVlPdoZQo70aa4mI1QLC1FWr57t3ENHIbX+++0cAYwbUNb0f/s8HP/ifIpVnems/9kNB14/82UciIt1HJNrotPwe21C5oc6bNzcI2kqtaF90sORW9uOoNbKu+5FjEYTJkXviySfSj/7oj0Y0LNq/GEHOk/W7v5DiCG703ThKc9AW24+zYyTw1Mcr811lEqSO8ZEzKViMrHvhaGjzXINd6FbdeOMNUWko9+lDH/owgGecLMHCdDkpvG3btgfhXzvaCondoh4j+PK1vgdx2J2dO6Njxg+8/wfS62+mowUkeau9b0FaYREti7SxRsfMPtgT8ud+7mcjS6DjLLneakJt/ZNPPJl+7N/8WNjm//2//xRb+2x2ijjHWtbKGJNV/p/OQ6m0fSZLkUFjBkU2SG/CvndSVq0/MkT019ZP85nH9u4MNkSs1hJEVc5Zf38NXL1iE/+1A50vwCr8rlOiAOWyPnU0XUA/QzNUiafbiQoZ7jXNtwhvVE0UHxq+UknZCJGigaU2lQrsvmauft7ceek3qETcBNjRczWqJADSKNpA9sd+7McCtMnz0jNywZaVQH6HqtZyWkwlamCNjunxmoI06rXpuU0oWR8K4GWF4U/8xE/E5w2BX8U5eV5+t69v5nzOxAU45ep1pIp/0QepqFIJqQIr6CLaUUROws3NROEqDK+k9HmkSxfNpY8g1YCTg5Np59ZNaduzj6blC2eheXRZamlk80USYwLy+rjVMIqBYheG4ekIzuppRgy+Si2r16RmKnsmNj6RGtcsSqtuujbVoEx9QG0ydtflt9+Ymi9ek45DAK2dIspB2qiTaMA2SvU/87//Iv3Yj38gzV+9PjV1P5AuueUNaT/G+Ft3fDR9/w/+aGpBOXtk/+F0AaKGe/YeTc98/a50G8B4fmNbej6uTd4O51VVD8hiUwaQGJ0LE1YQluwDZlVeqDHzvI2Gg6tivtEOFj4reAlgk+UTapEMqCP6qHJ6pKj0dPPbYlzLesLAMN4EAUsYVbN3JRH9xSs/vOHi6crtbjrl5fGL1MFYtKOxWbPfnytpbfwZ1ZGRpzRt4Q0VMLPRCSxjTLxOw5Q6IM6FinRaeOlZmzqkEXwf6eAWIpFzWUNH4dod5HtmsVGHJpeXZgsWM0BEF4eG+/HQiSpxH41UNFiZ5QYV0QC+uQ5xWSI+9lkcYdynVJ63IGF8MA0PsgkBWDdcNA/uY2N6ZtN21uFeVM3r0TYaoiLsknTFJbemWV2NcADnBZiFIx/yd/YuryPK1UGkeEqeX4xG+a+SfJ1bmcj7M+JF3DHmSGin5WGcDk6Y1SLG4h0Lba2NGwE+RcuUuEVsujpf5cNy/8pH5Wvl85VVaz5nOtDHLLTG6kh//Q2UggPwltzQJ5x/IbFReR2VG2/epvPdO/uGXM4jSdVzSO+vo+CgjUrdAwhnniBdaT+0kA5T3FZ+G/duorAPropcxZoVpSP1HaC74Agx1hHhU8xW3mQ8iKwCNMaHWEfemDyC/J6pBYHuAcMdHT38XksqcE96+9velT7ykb8AtNZzvw+nfQeOpMuvuCaKC/7m45+Mef5mJBbMIjy7aVt6Jye89oKLOXf4VSijP4Qj/N7v+z4img1pFnZ6GBsmb1Wbe9NNt6Ybb7oFp7SN7MAEFZ8/EPZbm24GogmA/gKdBtYj2XPt9a+jEtH7SHrbqLSpPsnq9viLyttypJ0XRFaNWjF/lQ8ZtdiE110zNqfvwr53Qlto5N7s2bsnLZlN70EdjZhteUzi/pW3N+xIvpvlPXuRz3fKDHvtj3/6ESiM5enG+ZQTmb6hFXfyFTrT+PqzsYPP/h3nFMHKxOtSL6TYPKanolO2NDgzX6RMgp8x2mAndXkzei8CIb1JH5/5zGcCtOyn7cxfwQOQX6WXZJhfUuUXv/TF8EzlAVjho/CgXq2cCb1XPSdTBrawEAwJrIw6+XvZQ8z3KMGwCw0Vw9qmBoxGWZFkytLeZWU7DTd++VceX69Y3RvPNSqf+L5FpBz0yM7+KJZobKgu2qJyTgAQN0hF8yKFND1RikoWNsMa+AILaNA8v6eD6FFVOgY3ZsvTz6UTh15I1166Jl28bnGqrxrgsIAr0kQj2BrbnNTZXsZyY7z3KQzJAFZmggqwiSUL0wDVheONNWnRlRfBc+tKfc/vSScPHU21RJwWQox+fPPTaVY16aC6Nvondqb27rlpD82BL7z8utRGq5+ND96bFvYsAKB2pYfv/koa6qMyEWHSsZMjad7SFWk22jkP/cGH0uCWnenJA5/CSwSs0ROvFg6EVqtqTL0pU3d2DCMtoCyEnCyMfStpyJPHT9IncR/3sScqvSJyw5SqtpVMOZyR+rMpLuPKfJk02shaCg2uItqQm85Pb2lxiyL9WECueKVicVZWCJb38/Stsmx7kInxjrVMIxXgc/Vgmd7MOEtBDRe4UdC8l6ldNk6RQlQ4yRcLAFaEsIpjznC7CsBl1Wg4MBlxOIrzmOONbMKHSQ0P0T1cQDA5ZgqUz7g5g3SaiMLq6zfUEEk0PSqAExAG0ndfdY3aS24kthnB3hRpwwbSyC18z+AI0VBAT1PD8bR4YVVasHh5EOV3wOd77JEHKXJoQL9oXWpi3riOTh4eoBl1b6j5W5F6vO9AlsAAYJsCqrXtUvSjcHOU74c0BlHW8WEqy072sREqUOuYZiaXbVHbWkiD0jB93J5LVik6ptGb0vBf0bSpHLDKnbCMNs3gjHyvK/+Om8yTwW/j2otozhCg5o/+7K+C89jSQwl/RBzzDfSeh1Ycp17POE8wdlbiTumMBFHaOUDaD46d6v1GFY2cmob1fpeJwGYkM0Z796cmIrwrKCboaOxK+3pr0zEcon7S6ToWYWG9DlvAAPKimWxU1hYuQ8h4WFmcm6ZnZOa4cFXTIeBp6BDnkAcBwEh0qtJGGyWyQrQLOyuB3Dlm+5hhItOPP/Y4os9XcA9baU2zhSjW0fT2d7wr3h/ixJybfTc9nkB/5eqVABwAO6cjUV2unA7BEYoNVq+m7ywRLe3ySSJJYr49pGE3cdwbb7gxoo3KPOj42gDeY8pRy5G3vBqzllzl0vW6GR/HOZwvHS/HTD+DseFfO7qALVZDq1GIuOiCWUs5MtHe3OwptslcaFCu/MpdO/yi/HgNZZUD9C/gp9w454Rzv7w3lTfIeVG56M98b7+TCykzL9OlUecxL84JYJ3vSWnYDUdXdmD3uUrPUqBUtpkwGiXIKYGOkagyylV+d0mo9G/BT/kQgKmjVfkoNxZz/1YSyhHwIXgrH37/w/x9+jn63UbG8gKrCmFUH2q8SMYXsJ3PI9ZxpWtUfDg4QzEhRBNuQpMYG5SsZ3dC8EcH7OC+9PD99wG0alFavjIt6IG/NnWSPRfCNABLA1yDsqdAI4Q/A5TkaIqpkfk09J0NgNy68Zk0m9RSEyB178HDaeTwkdRLhc5lt9yYeohwPXHX19KcNSje83oVqYOunlkAt8m05PVvTC0nRtM2oo0XXkIPNo7bR+TL1EGj0RaqiBYtX0WKgZQsoNkOfjadVY9sFC85IjnRLJltXf6HRPPQK4NozEYif6lrlmTrmnSQSrmTVPrMQ8epmTEIgMDnwgfHkFbD54hGzAIKQaSXW1HOH0N6lpTOqabzpe/cmZyjEojlW5hlFLy2078uKhgF0LE3uzHCz0ISY5RIo5tFVgcXib34s6fM3Yo/vJdWbNVS+bRg/sJYUxOU+OGnZ/BkDCiHxtisAEtyboxYeYxCryumMeOmgxOfN5LoOApYbYXEcTogjNfAcVEsdoI08xx4Xx1ECkfZFFcS4a26oDptfv4ZAN4eUo92aSBKjMNhOrvedkJBpO5Nb7j9mhibGiMmnEQHWm0ap47W7rRyyXqAWEu680tfTf/46b8FpJLWZiyiRR7H6GG+vukt70kLl60mbWlfzwxwyqrPTEzOEDZ7kl5/BrkB5OP5/Jj+fTpEWFjESFHnVkS+KThBPBdpKTdn/rMThFMrZCe4ri4ivZ0dTRQSyDPLdIV9Bw4RfaeJNHPaqrThgROAFSLCyxfiJDA+cA6jp6djQahPodj+oePwPe9Py9demtqY94saaQbfD4H86FQ6xuejpyhgrdbPsWhsoC2YEmAFJyyu3cHKQFMtp/ycaeL8nI8yTugzua08xymueZzrdQ4vX7wgXXLRurQbW7dowRx4qoBai1+wQ9s2baQjREtwaPGTsgQHAPLi9asAYbfR9/J4OgJwmQOBfPmqi9Ojj38beZeBNBdKw0H4mk04ePUArzrA9RC6ant3O/9RzUfwtMEx5AyMPcsfvOmG6yhGQHes90iaj/OnurrRPssAdGFOXxfexdDSs+crwKsutPoEuvUFLxZZD+yDcjYG9XoBe52krpsQG51ybnP91Ya4Xnv8HzAClRbhn+9yXx2AhdFS0LAU4pvx9CUi6ollbow/fY+GrqwcKrlZvl5ypcr3hgFhQzZKVYoQlmX70+X7LkK9svA0s/EsK1bK/oj+rSJ76Ozw/f5dqkn7HSUXy989B89PcCip09tW+I7ndNfK95dvLmVXygqV2CZMfWHJBJrNjbT6wbN9/LGH04J5zenGqy5CeoFrGO8LXSqNqY1KLefPgN4GzPzEhXQzdutxA2zr6YTA3JweeOTptOqid6YBCMq9h4+lI6QFmju60vrrb6T0eSStZEPraO1MdYCxjrlsMVjmxynTXrhoWVp69Q10nifCgfSD3t8E57Vi5ZXpGCTXIZTx117zunQCAGsJ9OW33pwWwdV45M4vBccntkKjKmjPmD6oIqLlBq5oqhuyURBBwTyMfecclMY53t7DB1PzICkxUg0h9UHoQHHIGng+EXWIQGlWWI9qO/lXJcg4p7tx7m8KQFXa4gAzmUQ7gUFXRd2NuXLO5U3fOe1Ltm8aIk07wNyxr53vNdpQIOGYRS9v6COyE/w1x6KejaMpeCRqXEV6COe+mjGK8whglxHJdJqycOj84fx2zGMtsdFlEBa69dGzrYVqUasH64h0zabBbhPp4jGswzCRypXIf/QAvI+RIlaw02hiUzOVZMwZ+1lOAKqrJpen22/eQGR5LPUNEuEiHQn+IHoxnAZPko5fMj+tXnZRemoj3RNIbU8BojInzlRmXVq2bkO64e3vTq2z6YtH+mvclGsxRNHHMsDCmYP0+T7MvFamiU9HXY5LVNUJqHw4hwK9ZLAakUMdA9aRrVVmd7Wk2QCnrnZAEumwTc9tTLXIoyxeNo97QKRQ5X9ANEq9EOrnB1ipFRzxtw5TPg8jUU1px+4j6fGN29P+B/rSolXr0lKqm2d1Msbj7QCRk4xHlg6wki0QnqdpZwUdjBxzmQaYERWMuVZG92bASAkyc/w4LtLwZRyzTkDLn1uf34yzeE8Ayhd2bsf5qk+90AQeeuiBtHPXzrRj+/Np07NPIYFGU3HG6NFvPRDSMONc6xc/9xkql6+LZvB3fOFzMee+TCHTEA6SkeiTzA+pHaPM0yYrtimeuRGtsuN9x3GgHw9u3Il+OLGDw4zhw2kRVAM1Bq36FJiZvvbulPGIXAOZgaPXJrA0iuzcraF6VY3AGlpUGUk1Hd5MYUYzyNDPD2GXFswDuBk6K5u0n7sJeO2dr43Adz0Crw7ACu5ANuoCIflOlY9S4ybbuBwaDy+yeJSVYqc3iPblSrBVftafobpeVMiUETSPaXrRdGL5HYIsz6n8bn+WwMv3lGCsBGmCq+lKN8PSVrKdy7Brt43CaN/y/xUcnhxxiGMY8tdYhOhlVq7W87In4uDA0XQ1JPWOFgz2KC05JuVX5VSZEZ2gpMj1icNlU+rzYxh4EhapbYEyFgfTyaO0EIL437ttR1o4i/QfRvASUrUdAJaP/s//lRo7WtPSt7wzzYaUapqgD+98cNee1ESKqJ/04sDAMYxvX1pD9+jbv+edad7s+Wnjnfcg3ng8HSfydNHrrko3f+8706LO7vTCA99Mx6laG5af08D9hAtWhZSAG7oZP/3u2lq8SYyhXmp5zxsxiss7EY4gfbB3357UAThvBRxW2zNOcBbjLhCNuzYTvcqhrLNGr87lNr3UewRxsXkX+67ec6QHg/NhGiinxoNTFvczb/MSo6YiqhAnGOmL8L3D285AyOqoc3kYzTNiJYemqb4pHWNjqiZN0yggIlVjykZumHOY2GH0p4zWPpGSlMPk8OTenkav4vsFYbwW6RiJ+rxeD9jtP3EsoqBN8HGaAHSt8LaOkM4jJgrIryKlTgubGoo8jNCRkrbBe/UUEYp6db5ob4X47TgNqHtqukhV1yJi2x8A+dCBvrRjy3NpM1zHh0g5TyEzEQUKamk5q+ua0/pLrkhL11+Q9gD6jxGgmKi2gpGNlePWRlosw4rMS8rrKcBsAI/CjgTQ8voqwW+FJ+v7WToBtCK9LIjJqV2Pa3TFiEg9HosNgjt60ItqrU0HAQnfeuh+7sFAWrtqYVoyH+eFlis+xgDSFhjUWHSQBkPMNKI+eaCDTzdJQcHsOU1EhS6l28Lh9MTj3wqdwCU0NJ5DdGx8uDMN8jkrU72aEapOBYJWA9rjMexSYXQCaCkwWlSvBiYUjAbCNvKV31hGsmLmxZTMaUsT9bup9v2Tj/xlVNyOmOpkvkpy/8rd9wKi7MrxfHrwWw/HnPI9d95zb/rGQ/xNuLGNcbmK6Nazzzwbeln2ax3jGsv5Lz9VORTP3zSqxSDP0VtwfMRKTgoqmGc2V37y6c3RmNpKWe2zwzXC8WtwGHJj9ZIvNRORLKxcudAyj9V/QSuAe8ob2rE5jdibYbhe3tkuiy+C82kUuUDs57LwXnvPayPwCozAqwKw3JhypVcW9yyjRCXQ0qjV2A+vAF6+twQ50ddNQ+gxikqw8rWyUrCMgAmeQteKUHDZdsNj2czVz0vC9DvK98cxi8hWGX04pfS/iKyVFYV+bwm4ys9Fa4xzHPicyMAzLngUYYZKcKWhLABShPc1ALxBzc4J9ae49mYtxuQg/6h0ZKe0U31Uo7nh+llfjo1Hi0qMCavai1fXD8DZuO2Z9PTh3Wk74ffh/92bTu7YnXq7Z6fePfvTYHtXOrpvW9q38bE0hfd6FzyFfsitRsJOoPrdd/hAev6Jb6V98LMOj51IfRu/lU62TaWeeXPS43c8nPZRbTgGqfrhxx5M+zo4T85r09MPp92keYcnBhL+aVpJlAJiF/lB5gAbcXiibhhySyS/x+ZOpCciHV4Pm5XNpymvbutCMFO+R/jpWfdquldYMTemo0fBkD7HG3KebwtBUnlcxfE93ygHjxjaDLCNfGHe5eOnhlxJATlPE0gXGL0KUFam586jtiRSoXj1kwCepqY2OCz7qcQ9lBbOo6KQcZfornM+SUQhVOtJcTlP6kzdBTg0aiMwNNqRxS5zNE5+IPcBb9/NbJAo1CFkQKzQU0vJjdDoUxfCtsE7g/M3FkUIURQKUCEaIlleWQOsiH1Iq7nPpgwFT1NMpqomv8fUb1tqh5v10DeegG/5QkQfynMzDNcMuF9/4bq0cElXOrTreBrpG4S8bOEHNoQwl5GuGq+NvzPUcvDLm15wl7LRmL7D4XRULtTydx0672mkv+QHek/9GDaJxdUAeOkgLTiX6DFYIu2EjvDkYw8RxWpKl1x1KdpKtJOaNDJ5LE5BX0egECr8AWZy2lGul8UXE6b0rfKFG9cBmFq7dlF6Hm2n5gaaELNOvRvL5nfzORhwaqsBMo7S1uXYCVXVoz0mhQlWn2Y+lvdtnBO2P3sV9wiomgblrPkorj9Deytpy4xBTtErl1KC/pNEzWagSwatE9xDH0ZGp0GTESPuceZdoT88MpH++CMfS0dpzSXoH4VzOfMowCxgqsIy0d7pRPEWIoGGSePG5CRmL7IfOV6V72vGaqcKip5qb/0Ojk8obphoq9WxAihBm1G2VjIAOm8njh9jjLmXpDtNo9rKLHPmXiVjUTEKr/362giUI/CqAKxpA87CVPNKfRUlFpQ8+HvEPyWmq8iu3pTcqkiDYEDWrV+X1qxaE82UFxM6/iH6jO1HtV0elJo1/rP654EHHgjgNBex0e/93u8NT8oUXqiwo3NlLzWJkxLtP/+Fz5+S/qtMBToIZZStLGF2s1dTy++R6xWpmAq+zzRx+GXnUPaso3tbbMpu1I5MFlF0sUcVlwKeklAtM1bjCGvSwCbVgAc/OjCc6nqsMMJY5sBIuOAhB2BaM0jutqVBc4mqG8oL05JrL0/1HZ1phDTNJNV2yxd1mqeBkI7+Fdcxd+08QyhBrL3yhksD2ExWkXZCoBImQ5zxmqsuzFEbANH6W65Kw6T1jk2cJKIF7waPftlVFyMRgY0jdXd4DC4Kb67D219461V8jp6HbMbzN6y1vCyNI5Tq5/W6jRAcp7rIakcrOSW41gDw3MzHqJ48RuWmzYgb4Ex4HsEvMvTPX6UEQIxpxg0Z04S9PFfI+7I37ZQ3xDdHOCK34LACz9R3Wbnot8YdLQjRmZhbcKwKoBXbQVEmV/ZcO9v55sKIDNymNwIuUN7VBGPZ1txBS5tVRPn2pWePb4VMPDe4WZ6HjWzlFhkxEAR6LgqChsPC2KutVcU8y4RqL0GSMErdR+DAEI204bMp2SUL57Kr19P2ihQMO1ZZHSlYaFDHrDi2B2kA9FVxDK9H0dLYu3RSFDo1asl3CtJG1PQCNHdyryfpi+mjVsDk7eW/DoD4/DmkcviOZjwMq73K9HeuvHTuR1lpuQ/P3KcYrwx3T715FcD7lOmR3Z6YNfkGcnsBbqENNZU6kUVZPK8J7mNKB7Ap3/rG1xiTrnTdNRcDPk3dCSjQUuIEY/45P41E5yoLjlU8HwUORk2MxNhIXW7XAOAX2ZWqwbT/hWcAA6a9G2h9RcSPNFeD3dgBXc013WkxXEzX+Xhw6QB+vHdoqApV+9F0+PhAOkzUx8KRKqpMF198OW2UaH8FkDCtdxAqw0EEajUmAj6jc1V8bweNk5euXcd6o12MQrP5Coqhy06ef+fRqQCsAvMYsDzfBSsL1hhN52QBhtk+8i+4pEam87rMKWA/ZGRQVJ4d3ypQabSqUjahjCqFTfTdkfQ3LFVQAoq7CqisAkhWye+ziKCNFlJzlwA0sRX2WOXDjaDRZlEWQHJ08ESaT/TKCmu5V5FSFZTqYFQA8VMnzWt/vTYCr+wIvCoAy1MsW9Mog3DVVVeFrlXZjkKw9cM//MNRIejzght1aT74wQ9GxOvxJx5PH/jAB0KjRfHPH/mRHwkwZaRKSQbJ8VtQBLYK0NY41157bYjiGY6/9ppr07z58wIcfeBnPwDH4IXorSWAk7xulaCCo8owyBXwmE8++WQoG3s8tXBuueUWeAjKQ8xNxyB0Kt3gedx7773RpqcwSy97J2K/KWx/EUwIvlUYMX8AKiapTKrFZWwjHdMq0dwolp673ip8lqoxYA9VfcGaCRKShkpyO55sqHdmYzbCAZtQdL/x/d8DoPJ5bm09BpCoQiLNB9EjO42hacDPICYXPJdy4wqn0uRCkb6KcEXsYPkRACB/fzwJoTfElAQdUalU8IxoQk1JZAC3CSIdbumHSDce2X8wKpoyxy03kTVa6LirX6ZumlwfVdfHR3Pqr0zbxlgWp+CpFLSbDL6yGX/FH1GoFRuOY10Q3GNDmt6CpoMmQbqOqi+jbaRciGqMEEGNzYDhyhtJ5vpFU+fT8MD0yU9jhfwL0DpSpSr8G4nq6oSUTHXfbsrP9+45gMZbf8z3dsItOQWYN0aLCCRK+zVGpZQniRvPXDPC1A8xecfuF9KhvkNU77GOVqxCTBQVeGEw88DIjucYTb/5r96G3REVyeMdKTu7AESq1CcKzTGnkKCAtWiJvVWOFhMOUwyxb+cOpqLVijl17kMDVFsr4Z25QmqskwqwTsDEiTIKYmoryOK556VcwMrHGaDVzFBWYKwXTQ73/WJqR09JLrqD7106j2gb07pv3+70wNc/ly5A3uTKy9eDPU6EjEoVRHdgT8XhMu+u5IjF8Bev5lRluFQZ6BDNagAJXHXZmvTYE5vSfXduS43NnSwdo3MQ6Zt60kUXX4J8zDxsovc7p9UtBBkFYDS3VqU2UmCdVCJOHuhPh4k4trHW3kSVX+3b3pbmk+4/xnn/+R/9j7Qf+YNJOFPVpuTlL/L59Vddn37kp382dc1ZmIZBP97ZONeCG2jz85yILaKEFZNSMJwfXqDrXCI5oFoHIMBRBller+2UjCjl1Hl2JqMwo6wMDpCWb47yEBH9m/4C32kbJtZcEUH2W2vs6UnfU+3mJE7wGHP6OGvsBN0G6ri+WqPfCIk2EzFvYM6ODfWn7qU4C/w+hX2qBb17PpHanzZoL5oVrz3x2gi8oiPwqgAsjWEZKRIwKZlgnl1NKqt0lFywj5jgyEiTQEqApKCn8gyCoHWU//u3QEiB0u07snaKCutGr4w0KXrn99jvUG0VqwT7IWtaFiygOgZ4Ug1exXfBlEKhAj6FT5ViUDzP7zJCtmzZUiQcZsf75VG8453vjBTCRiQmPL7faXTlox/9i/DKz+sxbXHD3gSp2HTEFKXJdRj2ds5tHiXTs/CeNcaDAKIJPP1GvM4GPNsJPLRI7RTHKaM2bjxadzc8S5bHSSla7YQrnA1h7OmkquAzTWGIkO8m9UJEiR1PUmiLBou30J4wCM1GpWpHtWA5nRSAoTh+9vzKTbQAGWjN1ELAn8KzVH4goh0cUK7RFOexj6atJw6eTAeOHwFo0ER21jy629Mjj81+EFKs993eZv225QBgdRHlMD3lnCkgZU5/FhtlCaamxz5jiVcFXOW9JG9AihiaYqvUvSpvaQCNeHMZGSkQSFECV2WUB+Mf5OpIN6pmfzZ0ddqs4ktC04q2R0Yd1M4aHzWyVJdWLl+DJtbxtHvfrvQcVbSSrOfMnhfRg8xhKfSlJOYDXCXH18HbMmpo6nzPnt04OAfThevWANqo5gQ86ekH+BVkxcAKEOw3iJgo0S3ZYFb+ZakRuUDGVjxJwUouPPDzo4Do0IoTnyvPQWRjlPm8i6jKIAK2ge/zbVW8KK1Yu5TPwF9iU2ytReaB6xyQX6agb0mxK4B+8GkqHiU36Uzr8eVGufys0Ukpg+1E2OC0p1HSVg8buZrXnq6/kn6GcKjGabZttC7chdPR/DTKK7ydypMJMFKKAwjO0BVbPifatpzoR76AiJTpN8Qu0s49x0ijfgEe5KrUgoTJsGJ2jgGrYZwen40tTWk27Wxa6Ke6aHZLGjzRl8ZZQ3WAWEn4h3tH6DhxKMScjSZ5orbfStVNqQbNqWUr0A9s605HiW6P6KTJdwpAmO9nwCrsxYsAiEAnjM6pcDb06oxgFbGw7ATa4BzuLferNugAGWjZoiarvUMHsPE732bachJHyiGa0NbEkhPI59lhdN3nw0nAvpj80+aZ6TSFOWa0yoJQgFY139NGBD/4V30no5qxHc6g0hqeizM1TOJ05cqZZsxrz702Aq/sCLwqACu2m8IKabyMUBiBcoEtWbok9LBM6dk+R/mDp596OiJJgiT/lrMlgNJYC6rciFVsvuWWW9Idd9wRYMwImZUnHtPPlMR1G+QKovxboGR0TPFSRUWNQikj8JUvfwVw9p6QaPg+RPLkcu1Di0uA5XfPQjX6Pe9+d/qt3/qtOL4d4594/Il08803EynoOE+AVQELWNyR3tJjthKQnz1seItIB6jYXk864YVtm1DT/ka68sJVqburnd0SZe7YwYr0U1GSLfnXf+EfRg4ll2XbGy+CVFqruAe8Ds9GD3mSje8kBvAkFVJul6YVzXrIvBjkvOjtSyk9xk0icIALDaZg0OOZJstATg9yiurAKvgOuPVFlCrjOWNb9ZCx97OZbn9+CyXpnaQplxB16QzRzEincSCjKipKe95KGUiyVTE6igs0qJFjyJG+6UhDxdwP/BIbQrlTv7ILozyaYxoSB5J2S6R32lfFKTg+bk3BjZMHSFdGKyHZ4MbGh6IMXrBQIwCOtjIvf77eXcepCYA1QUQjWgPFpmVhRh7DCy+8CBHfF9LhowdIw3cxhqZ+StHSrHIfekxucpyb899KMTWPrtlwCWC3EV0q0ouovGcCcsEcDKJ81iUSYEW60fRPRBoE4W6GKs87J+RzZbRrfEBu1wTHI0GcCdR8opfCjT3wdopk0vRta4Vzd/0bbkknaUismGUHopCtgEmjE0o5yTNT50kIkiOolbDpdKTz8mN6pnfkuDCirkUEeec2pFi4Z5ddciXjYXdOUuOcgZGZcWxKzTRIPnVtF8nsF39FMVEDQhBVlL/YgCMxfxZzZF4n09ym4FU09V7IvdwbzY6PmT7ze4jwNDa3I0w6mvZv6ksLl65MV1MB3MN9m9tMpO/4YFQHdrahZUeKce9mOJNHAFhTkO9Z3FVy2EjPNbTMBpzNjfkjz0mu3oRinTGcmZ8URR3ctxylrriMuLWnj7WGzDWa4VgZ9crgO0dbR5Rc4MUWNLWakZsRCPodgzh6JwHao0SW5NVpa/JPe3cWTaSYrxlg5e8R9o/zhJWezocJDNxYzFVS4by3nvFsBWBpV49h7+fSEkz8FeR+xsU2URL2X3u8NgL/lCPwqgAsN6TSSy9b1ajsborwXe96V4AYU3FupkaXSs0rnw9yOtEuFX9N6SmTYOTJ3lim50znlcd+CwrDgi2jS9GMVEPJAjUyZTrvV3/1V6OhdKSfeI/nMkiqQg9+3MVdnOdqSqZLkryRLr3v+++/PzhfAsF6jNxsxPM8xukcrjNb0wLYVL5Y7A1hptzsWPgtbJwLZ3enuR1UXB0fTk9veTQd3Lc5XXzh8nT1FRcGF8XoQ13pPZJyCbE1IwN4dDVREmXaKVO4BLOjpqT4adg8etdxnaMYtCkIqbVErCzrD6lTPicPXfJwnZjKlB1pBNM+oxjmbE4xlaICjy2r1p8BroJNGgxfielTIDqTJuM2qFZyg1Y96onNpa3OynWrQVymOLLIqJuJD8GH/dKi6o7NXJ2u0JcqSOueX9nN/lS/+VTbn8/ytOe+Q9B1+sdMfbmvTAASlGfIm0wmiZ/+kNOUNzOqqOL6JIoTOYhm04wPaTl5Zt7P2IhfKvRyyt7mdkUEI1KPRSWlvDvnBfNyHNJwd3dXOt5PIQPq4DaFjinmXh5jW7yXNKNco207tqW+Y31pPXO+jRRvTtcaJQU8QRy2d53zxs3ISHSk/wI8+f35xHKko0gL+T1Okahgy4297fcox0egNco1j7Ax7kV/bdc+tOinMUkG0G2ktS+44nK4ln3obPWijbYYHaaONDBck46eZJ26ieIgeP1+Z1ZBy48cczl9dpx+Z870+sxzMRu9Fq7VwgtJ5b0UhnQjc1KjDIPpb9adkcQRUm6OSayf6XPI4DqHR4rZWJziDJspA28H0P8CqKGgP05kbGoMbTvWXR0CqyqaLocLuX7VNQEcxliz1dzjUdaeVZW79x9J3378KYpQiLb3rEhLaaU1QorecxNgWBPzBByskYHjTFrTrn6lJzVKpH52WrhgXkS4tQB2VpjkvghWLMLIIo4CZ84Q8FKu/3hu2pM5ZWIWgDqnQHNninx/GkjVmeYzJdiEjMcsNLLa25hXas3yNYMQ5XvhkR3rJ4rN73L0XffOHwGRemNKUBjvi7rXAG2ZreA8izsv+I/m8zoTiQ4DHQBMqAXDJ4mGDvF9cE69r1GJmcUeyujs6TPktb//ZY1AaSLKNXbK2VWa3vL303/GbDkHD/af4LLPCWCVPkomZ7vxVZ7ZtMWcflIAVFYGmv6xp5VpNiNRtrUQtEhwV9Vd0FM+jDSpBmynewnqpgP9rOR4I1m+1yhSH9yDXiJae+GhaACPoswuEPN75V5dd/116W1wEu6hvPjIkcPR+0rA5kP+linEJ5/EUBE1E4wJ7BTQFNi5cSkm+tWvfjVAnc/ZB02O2AP3P0BjWIzXSz7C0uQ9ybRJcavLNiuFPSeEXZu60NLphDRuOvC5J78Nb2B3uv6K5WndyuWkLIi+MV6K/eXN0nSdm0xJgtHa5PSDPp8k4DFSsZHmIRokxyELdhrVMq0h0RQgxeebUVcX4EVoCONVrYH3OIGlMqk66FmmBPWu5cBwLapzj0ZpPsZSXgPAaYBz37drP+9hQ7BiM9IB8qQb4AYtxAiiI0ZVpF5/Gfxw43IejStbwPFNmcbfaqfpQRfgwDErdq2CzJ4HPpvY/Mj+svsCUUFTAbGpCBRML7lxZCzjtWVmSRawdPMPLlC5Dh3OAjqZjg2pDwy+wHCYNIPHiPcXR4n7GntqXg8TRB+931WAlOqoHLCUXqgFeZlNsoHrGp3sx6sH8HpeZSuTuJAK5FJce5DJeUUv32bbdQCWKM/n5B2X6FnINSsqG1Emdaus9BJtC5aM/Hjvo58bxGk2vRfgQPWTpl+9bEWAmAmbigPI6yVgG+mKdUukyn8V5OMy3ZjPNANMj+nciHkd2Jv7b/om+o/G5IlUUABzdtAjB3rTAThj8YjbmgHW8mWL0qL5PeEE7Nu9PS1dtoZUTxObcksa5vz6ub7q6DPn+DKP5XUZCWa3Ftj4kr8HcA/SnKDQlHUGZAHkHUsBYnxtCY90HorZ5XyVrug7OPUaHIhhHJ5RVPiN8hiFM8VrVNJIiGMaldDe3xJYOyrFvcyRX+eQX6g+HevR++B9E8EFb811bBpNMOoAIk6quj2vqSPnZz338VGqCYO/RMSqpyn1tNWlAzufR0NrMbYDRX/Ozabi8oxGERA+jMTK6ImhPMjOy1h0FKusuQCn7UoqO9tSF8/0DaFXNjAC2CE6J2E/BDizffdYohbBSaSlVZeHb+VJhW6YVi3WrhFNxWoZM867Df5cF/IVbUSiTdG5LkzpNdLA0rmwf+dBonE4q6RHm+raA+APYF+HsT8nuP/HkSBxDKNim/PIVqIYy8Cnph4ZT75bCQjH0u4XnfCu5sFBbGLMT1JE04w9b+FcWIwB1CYEYayH4OKHEThlA8tz8oyPPCavPV6lESiikXFHCnw/nbKITS8bXV8LmyMPz/npvHKeaH/4mU14hmNVAcaLhf0K3bo48sz/ndecOCeAFcd3nhcb+ulb3OnDH+fihs6HFOf8/d///YhQqKhuBEhOluDmE5/4RMgsRPNkjv3EE09EmtDGoH/5l38ZESR/999XvvKVSGeMkE4SdGm0fu/3fj+qFAVuvsfHl7/y5SDJm/bbvn0HXuBoHEd9Fxs7y+kSYD2/9flo+lo2lDZCpfHwPb7XSq3NRNmMaLXCE/OnYEyxxplH5VZf8XQBsMIUuZnnHSX+RZpFAIBR60bA0GDQti1b08CJfemWa1alpQvxZNmIw5MjXRdxgiAQO/6midxQ3NjYwEANYS9sP4N3PU6aRbBE/+fcboYIkU6esl92SoErH98dAAvD5340aaWRkQEnarbJGDa5DrYHUeiQlILVZ6Y1eZNT3E2miXcOch927pFXMxCVUB1tHUWJP4ACgNVou57gaYT4UKbOOzZ6zuHtFiH7YhgDXBWPqEDKa+ZFj8p1k7XQMnqKVjoaYDx/SeHmSt13BVeR5oyF6vuKa3WcCu87arVMPXiMeI7oi+CKCN1wqGWTPuX83Owlk49LuvYUBagCGXV7MOZNNqdloCOqw/VN8j6BYz0blBVk4zVykLI0wMx1FIa8GP/ylYiYMe5uTnrrWdk7p4UDAJpmNqLCPWpuaKWOgfsfebUZzkkAJ8ZBQvtJqgWXwXucS1uiqJqLlEwGFoJcjxPr3O+pdABjY823YTqqGPOlAFgxzzP1O9oXxY3LbUtqGZ9RCOsHdx1GsVvJAm9A0L7jeFfTAqqnifm7oC098sQ22lM9mS7ccHXq6XayttB0XNuAi8BNG2BdRk0exxhCWkRpgzo0tLwHU7bW8Z4UEV3fZEbI8w7gzC9GPYJMXRjogMcCIWPFRAIjAgfXqQvh221HttLG5iQNzGui2s+U3gjry3uvDRBcNeDUOf5a+xx5zfclp7XL+BUReWzWMKlZ70Mzlb31Aczyzc6joK10DZZ/ecbOM4+ZG+7YwmeCopd65uNexEGXrboidc9qRl9sE02wj6QxKo6PH0HM8+GHAGjc25pG5kfmitbQC3DDZZekdavnIQBrPIuID/93lObZB49SvTvA+EZPdsYwpGk8I1J88uiYs3Xw4sa9Z5EG9/76D4CjreG99Zz7/Nmt8Nfqg3Rv7UsQ9OPznDu3cvOmrRQ0UTHOOC5btiTamy3saeZIjWiA4ST3k2HoA/ghTzFpRbRzrowVFjZTmRP7gGqc6pTx4H6pBLO0uy11gPJGSTGfQLNs+aIeaCnWNg9xzjoY2hnWboRjp9l/ZzYurz37TzgClUY+W8OwhEW0N/+dLYWv+pop6OD8Ffir3CLyKi7W0/T6foUuxQXhuo6leqb8xdm/55wB1vmcapBdMeClSrvA5PSHhsgGrP4z+iTIEjhJhNcQGs2S5O5D8GX/wPJR6mqZhpKHVepkeQzfV763FAhVtf30hwDPzcqfPoyanf44QIStfJTlvZGefLlBrpg34cVVAIXw+niyHg+vox15AsuqEddcsWxBWoISdPV4bw5la2Cm0xHZoy0nnGKQsc0aceD34DDhiYZnXGxvMSdiss5cVTlJw0AWx4joQ/HeAAw2EjYphbGtJ+1qa5oaALEbmuX2AYb57ziilJvhigzDMVq2YjkFACh7o6+lETTlYaRAz9HKztASk2NheVrsb5UQqVg9pw3+ae846/QTHNKWLxrmSkQXWBmBiQEriLOCDEFuudkaVAmNKz4WPI8YS8aBDdCtLeQY2ByA2qS3MncjdKMCzPEhoxZGMEqvKRZfURkYEUb/KXGQjcGoGyU70RjctwGig6FCf4YLnIr+SeUNK97AyUckKPr6zbwWx1DzzTShbUMAw8eJ9pTdCXJDcs6K+6e6tg7IWiRQupHwEDALnqO8PuZnnkummkpy+5kGvGIqTd/BHCXjGhkrZQlieDIEBJSEcAAb5hB6Urvz3uZZCcx4YyO8nMsuhT9ZcxyAzsa7vCM989yD0e9wxWpkEbqbU08HDkdUKyp9NEGdxhgCpiNpgIjH0DB/E+0ZYw7aNjpESEu+WERtGWtFzDXR9iAsopfh/MXvMxHPIZvEU8U4Ot4IV2lJehqNt0EKQ2ahXTXC3A/NJ5T5vQWhy6ZemOtEJ8FoT7E6pw1xsRKNME2iTWfrJCt7Tcep1h5AjYjvtGagwFwP3Qib8zPAXxEpNH3GNVqUMAu+5vjUQPrGPV+C9N6KxMah1KPafEsHvLpDqZd2Rgnx17j3RaqvtcPROZy+8Y07mc+Aqzmozq9YQ7sbIk2Nc0nToYOGYOroCGOC82XUaoToXa09FoOzZa9TI+I6QKbK0ebjO9Tta2lsSYsW9kRkrRGQc5gWX0/v2ELG4ESAG51BK2r3YeMWLJwTrWu2b3uEXoVbuJYFpC4XprkLSXkS+ZLnNzlaQyQLYDQN6Is5Ew67t5GIN5H0RuQ82hAS6yJa1s4taMCLOoDUiI71LBwIuaGC6Ry1zjb7tce/tBGIHWd6L8ob1oxjku9btie5mCLXqubJUdrDGWBWzJSZH/8CbvmrArDyJl+WpBdeXbFxVFZQlXymUrG9vP2linqp+F4pMOrno4cYj7KNTfm5Uki0UuukBHmnc6dOETfVCy0eJSirbKvjS2UrH4HPy/Owpo8Wk0cQlOeKURvTJpQUE7mrR9to0LJ1dKNm0dtL3sSUFUW2xFEwMkiZesd4i5G6EQ2x+bOR2hYnNkRNHgDI1JDgws2yjIRnAuvMVCxxX9bRmnnN38JLCLDhHgUBnvOTHBobJlWJdUZF6tzAVWieJNKwNZq8LqMitLXgv5miND2TS64rAEFsqK/ObA8Vczc4xqOR7a4OQKIHbKVdRAgKlBn3gL9NddYV0ZlyGEy9CgZtVyJPLBpn875GxnyctEULRjz4TmVLJ4NERqGjKXC+0nH5V/xntZONqtX9iYigoptE8vpG+tIAqcYxgZ2k3FgPGo7yrhQ/RbwRCcn3MvSDeJwKu8rPSkzOQpCtEImPVh2NCG1PY0/M15zQZL7GXKFHmyTuAKCuITa/IqqT9beKTeg87lPpbCi06SY6E3XMDoARMXvs2VtgPz3nSstXmselK+ZS/NLEaeLkcN0rlnXRk/JkeuqxuyFvH04rV12EIHEL1YVcH/3yWpmHHThjSoOoCjJIxatAq39oks8RnQ7NLdq7FMKcpjw9p1izkqYNGzqPBf+AtsJN4aeRu9rUB+dr9iiVlrQBmjdnNU2un0ut11+AajtODNyeOkiLYasAVzk1LKjLgq6Oaajpu36LFG29ulYBXk2nI6NCJKyecsUpwMkIqXULDlxPtczVenKUVcxge+kF+AsJFn8KKqqDN9ff30eR0Iq0fMXK9NSzz6cTROCvvIQG3HY7IEQ9fAJRYboucLaxGWkuJLTPmtUACCJ9NrCVcZpIO3Y+DQfqAOKuV6LQT2P5Dnhe40Sb1UgtFFfAXMzdSVJ3I+ng4RPBpbN8b5K0W10dEWzSfj0ULy2CB2YkbxIn75mnn0ibnnmMuUjUj2iWPTSdhg1c/4UXtQOwWllLDWnOrEVpx7Z9CJBuT1vofThvwZp0/U1vTN18ZpI+jd0xxoWPVCKtyPrgmPK9jm8TqcbmJm4uE6GWddXbdwRQ15fWLV8MlcQuADoYroFKx2TazL/2y7+EEXA5GvEublHOHWQ76P+X2dyAYRGyyoYwR7jK3898Ia/ObnP+g/aqAKwABQ6EBFWMT9lT0I1AWQaNv2k6eVXtHe1whibpUfZUpPqUSTCSZaqwFP/0GFYBGm2ynH89fKh21J8lx8uP8jNyq0xH5lLgmiC3m3J8BpmFaEHDc0o/XHbZZXFs9bcqHznVNHNbyjYuJVibAX2Z5nIuj5gkxR4ae5ibjpu+URFTAniHNosdoYFqXe0iJhsbPIKRqmKbTggKeLSrUBk8R/nkR5j2HDeMHnkbo4V5Ay73an/PIn9h30+JYpXnPR3ZKgBCUFgEWPyrga9TzT+/3+q5UOV3A5jSg52KJqq9J49jNC9C6HIBpFJTVbnqM7zwSDX5LwPXUL8vPNBzGbfzeY+X2UhIqo5Ntpqyd+rPI2UXbGVTazksV0SGHIzMUXKBxukZLQhaDJ8nStEQm3BOp+rFL2xpS1X97Dy0dxlWyZy5ZASxmu+sCTBUhKXdsE23epf13AXJpkLZWEcaPI8BxnE0ysgtUS+TQ/laMy+oBhDn2JmkzfPPrR/QaOm8wKDCagRXxvsTpHk3nOaowuzvp/EwFVRBuo8NmiQMz3vBchXbFi+JCq/IUMU9yQ6Qj/PAVjO3KCZeeWLZ6hWyusHvslVOH8rke0uAZVQvFHMTLZvWsbl2MT9OhKaSpOvLL17MdRyggftD6anH7w9hyY62LopYOkhB0beyfU7qgNTfRZRiNvzFHtLsw+z9I+NNaHtNQPYfQP5gAEDkGslSFdGWJ6KTroeZ9KnjFir4nH8DoGkQcKSQZzsqo1egGfXVz+1Mz9A/8OYbLkQt/TBXRkWvbWBIWbouRuHbTYS+ldMNMA6aGQbk5WpR068NUeBgNKWW6CVfwe+knI0GA7DKdZGFhgXBOFXMgRJ7R1zUFDPjNYyOXQOcx5Zmqj3rJ9NVly4Lblg1E9yIMWIeae+urTROp4JQCgEnFarofP269XPTzTdRNANYHWNi79pDX8QnH0ib6Te4ZPlFaf6iFam1vQeQ10QkCJ2tNk6HIZN7pYJ9B6Do8JET6QTOoDy4WZ1WhbfzfFNog6Xx/vTEI0jpbHkqXbB+SVq6aDbzUfV4Qa2gTHQEqX/qGNd2EoBFxK1VbcJ2bPpEuvu+J9OhPSvpS7gGwCbHCnmFzEuPR/xwyXovM+2NMUjpENGyHfRV7OWnPNANF2xIsxRJLtKr0XC7SAFnS/kvZdudWT7/p/9W8qViz9J2FPtRGaUqgVbJ/y7HK95X3E5/+M/1Xcls+JcwtucHsEo3+mXOPN42bbTZYIywxFMoEeNhazSs+vud3/mdAFO+ri6WlX9/9D//Z1QY/uzP/VyAMIntP/ADP5De/OY3pz/4gz9Ax6c1vQsJBfWrHnzwwTjORWz0HvcP//AP0+OPPx7PKdXgTRFguQmtWLEi/fRP/zQhahob4zH+l//yX4IQr3TDfiQaDNn7GaNjku9LgFXZLid6cwW/5fweJUKPn2yvUjgb2ajlfdg93lYaTbDZq/DEcJHZnI1GCVYyadhZY/SkLIX3uuQrKWJpWkYAFI1+Cw/g9LTgdPjj9NMuwEFM1khLkAZgvGtR4DbSEg8r4PQr9MTZpNSfaacgYAFyGwdJ43YjtSCvxLRCDoIUPJIArPn3PJZqJJ0jMj2P4bWVSi3e+9DWg+nZv/9SGtpzmPsLeZbvmuI+14GeXIhWtpkaFDY2Aujr2JSMfJ1kExhwFfB7PbdCDtMo7xsk/9Ha3Z5uvuXWtPOp59K2TVuorlQzDDBH1KJxiLFSDJXxGSGcZTWmYa0R0iTBieKcGiB394/TVmVOc1r75qtS56p5EfVTvwc677S3FhMqOD3E4CKSkcvV42cZAdX4BEs3V1D5mzyg6ERQtMUxkhCNg0NnyPRS3pVMO7UiB3ICDpYVtV5uC7wc53w2XPnxHUUZA1PliFskYo0a8f21EM89t0k26V0796WD+3vzXJA4nbOX8HDWUa3XTTXZHgBOLcCDzXjkWLpo3YK0GsmCfqKHVhGqO3eQVk6H9++mlQ5gE22xatKPHd1zSOctTPMWLU0N6EY1oRDahaTBKPdtUE4SEgZ9gK1hgLOgtso1x3hmQ+ymn688UsuCGV47fHgkdVjd292R1q29mOKTuwI4ZXmNDKJF5CEmG+vPiHYGliXoNc0eACe4RHCnWN9CaAHZMHy0UdKcro18zHxfrVKdIJId3rnA2NML/h5jSRRQIdmTaPwNDh5LnXWdhq3DRjhuqu67tORgjQEy/awOWmQAWL3XXXsVESXEZUnbEfenwfucNH/e7LR3f1/auu3ZtHf3RgBRe7xWm4ys22Cdpt9QFhbTDL6ntZ3elO1pAH6VrYE6aFJdS8p6uB/NrV3b4Fc9if9xPF1z5cq0GNX7KgRVJ2mZNU5aMwoTBIKEjeuVdGEMxujp2NwMsGb8egBrKxe3pGcev5N5e5Lej52MReZO5rvj/zu/jHTQRBzHbgJNrcOH91OpvAM7SKHE0mVpXs/a4F/tP3AQgDe/6OGYifZRcJBd0PO23edhil5763mPQJRU5VR9IXMTCUHXqPtHeTwDNXH3ijtY/jH93Az3KuxYxevnfUpn/cD57vr5QKcCrAIVnsnQxnYQHA0rs/Kkz4+cR535uxiI2AxOfVSmB0uwpSaV2liqrSuXIBHeij6Bjxwro0+CLCNf6mnZmV3g9YUvfCF4Jb4uiBKAGc3yoRyEYGn9+vV4OYfSnV+/M9TbNfj/73/6T2nRYkrBee/73vc+wuez0tNPPx2g6rbbbosN6E//9E/juRnPXg5EBgffkZdfMQyx0PmfBtCSfgFUpPqYRMNwD2r1ZB1NDawaVKZ0GOMsrZDHNjzb+CWne3Iopogb+J7i1kxHtLTZxb84lfLW+VH+qdptmsIigirEFi2btlJKroPG2vSKve0slZcEbkRyOYKwO7dtp8LzWcDr8tRMhCGiMCWRONhM2azlKMlZZ+539UIcllszRv+6nd98PB3ftCuNMp5wo9PVb7otze7oSd/66p1pL1y/NZdenBbM6ko7H6Z7AGXiQ+xKA2zKK6+7Mq299LI0cXI0PfnVu9O2XdvTqhuuThdcsj7V7R9InSdr0v5Ht6TanvZ0wU3XkapqSrUD4+mxr92X9u/dl1Zfd7llAWkLem5Lr7okrV67MjXS9Hjy8LF0z1cfTMdod7Tq2gtSM6raNTWkIEk1TRDJiKY1RsPc3gEkNsKW55KFH41kleM3E21yQDPRvZgHRXrbTboZx2KAtJGk6jruUd64J6Ihr2ncE1TfCtSbicqFv3jaZK5cn6fcFL/zLHfJ+5o/l99RepohucFTLpttz++EYF84WcXk65rdRlR6Eedg65j2SE/V4yiYahztPxLcv47WXDHW2kprlgWzAMuLSdkCJCBC9x6jXUzvtvQc4Pe5Z5qDNzV3HtWR3XNTC2mvTvhFs9sb0/GB1nSkbwBCNxwrAE+WJcg8QxeR55uBf+YvKoiqfMgEaFrZkRyJytW3IcfgQrKSkf8ipVEAzCyHULG4eF8WXIWML4eKv0OdPZdE5YhkdOL2Z14pAodQ35cJoCp/5PoFYIgCE0UyEHes7yithUglCmSJZFtlWlfbTEp1NO3Yuiu303LumCrnAB2ou19KK51aylLscwrWxJ8bTq0c74I1c9Oa1fPpVtFPVPoY84bzxQaNjvZH/9BNG58EHD+ZrrzqFsRoF6VOqhgj7Ui6cMtzz6Stmx/m74E0m4rPNSsvItql09jL+VNNjLoeDNMsqcX1yVvzWnUsI1JBdaQaf7YSumDdbMRyX6Cf6VdIRTL3AdBZ+sI5biTWMbDXoJF8OVhOuol0+YXz0sLFi0hXtvNnffr2g08CxHenxfNnxyyzutq7lNO52e59Z9vkd2WiXvvwS9gOC4P07tVA02GpxTl2twvJjsAQuX1cYI7Y54qbKBVGjq92Jjz7vO+V4Krcc2bsU2FNz2MClDgoA7vvbAM7xwhW3tmzuT/9UczciqfPdg2VwE0uQweinddce01ElB566KF06SWXRlRpMZVOK+EZmPLzfUomrF27NjZ22+wIiqz6M1plhWIZmRokxVimCCXLWz1of0MBltWKAjPb3lx55ZUB3kJ1muPfeuutQaq3L6Igz9eVkzgj0PwOENYpgIfJ40SqwQO04bUcB/uEaYmi5LxIq0bBZgy6/2/KKHu6/gueU+xmM5tbTkHmCVaZFswe3JlneDSQdaKyoQRMtkdYVGI50d3oBV+FJhbWvTpIuArCo2zN5tGKV70X0UrnxcUbLo1SaMcsSuMLryNO8zsYs3O1SjHxOWeVxlsBKMqyTmDEV1+Cgj8islVVjWn/cztSLyXpyznHZXNnpcOPbeRa2cCIJKyntdIFb35j2rl1OxygdenEuqNEVAbS625/axqHL/PYtx9L9UcG6Q/XmC645jr6MF6Vnn3sCVorXU+KsCl96RMfT5fedEsaoTx8/wt70vrX3ZDq8fR7v02vueMnUzv3drjgtNXirU+S0gkBTjXOHBcBVvCt7Bso581QYubWxSOWXvFXYPOZCGrmTs2ALxXyndM6CbPbaJ0jugmVfSIFrJkBNtIxrrm2w957r0ww/ZSpVZyrazCnt2gwDJlnBwR3v6+KVKeEfR+LaWOyfOUS1gEq9fW0i+GcjdjWF8CDWGAUGqiJNGXkg2ihQNTI2Gz6Xs6d05lWjKGGftLmyEOksA6kZx/fSRSwlWtdkGbPWZp6Zi9Kc9n82+D2NB4ZSYdPDJNGRDmdMQjRyYLkYQ9GeY6TcIxmz0UQlw1cQvvBAy9gL2YzxsosFCAsh5YY9MyP9BFGvLCNuVVSjrhECrKQZxCJRUQ39olsR/OyKIBptL4irQk/y7R2lsaQRmBFKk4XY9pB/71jqLcPQSPoQO+sBmAVAITI0+FDR5G42VtMGsY5eJBjdMZYAf9qGem/1jRO5FRVnDhfgArhWr5rjOOOBmeqCjHiKnKDVmJaXXy4tylt2bo/PXjfZ7DJG9KSxWtJvY6nLZufQTF+D5IadMSgg0AnaUQb0k+M9AP2JMEDphkzQVAGlJ6lqXXsnDImRk29ptg8h1gv9XDJlsChAzAGtyG6m+a5HkFb+7YSWwsupBSQXFUr0BsaPc45jQAYZ6f5c7vSgf170iB7hSruVl2XceIYbI1jUbh8rvbltfe9eiPgDJUfmWEUD1ukRVEFsyXavLEGbCLPvhT6gQHUc5ulgM0GF3xUxHjOAz+9ehdWceRTAVbezzPar3h8p+it8hjhNRbedtlgWY0p04KlvpXRKAFPO9Gqa6+7Nt19z93xtwDM95SAyEbMpsUULbU9jlysq9n4ltD+5kGAmqrxfodpw7JRs6k/pRbqOY6ASr0tNyJ5XaYb/W5BlwDOVEtJsP9u7kKJbXJiJwMgx7YGlD6Cp6YStxo3IxidWoQGmxvcbE0fmH7AoEdj4RzeDi2q4JfJ/pTHdeYNsjId+XK4JirjOJYRLC1Z2XE+Yxa9CEUoSYExyfuPoOFECmcALsgQFYtu1A1soEuWLA3w6gKowvjlNOGLQfd3M44v9Vm5IsISeW2TzIkJ7t0E1UXzr78qvdC7Py3sWpTG2ygHRzG8cd6cdPT4Ubx+jDvD14De0nJEbJ/vPZy+cOeX0xULkZw4RPPq2bNSB6Xkjzz2cNqxeWuq2ncM/SokGJhXO3jvY9u3UvK+gc0ab59jNJFK2bnleYBLR+pYMB+NtUfTgU3PpLbdh2nYjaL23LY0CadtlH9D3F9yl8gXWH/mppvTa25Bplnzfhsz5byHzPlkdaDNtAW4wYkLI2QaS+4eKbgiJfhKGaIMpEzFRNglNsO4/6ZjSXcehn+1cweVbXEWOXXmpcnV6aK8PqiEpKSqierZ/DcDc+e26Tjnn9VrRpt8KkeRBWlWzlbTAqanow3OUHdatngOSvBU2h0+TjTmhfTs/ucp1OihCGNdWoS21sI5TUTu6lMvIOtoX3/0vXQOR7qdSK3f1UXF4JzOZniRk2nPjs2k1A6kiy5Yw9oDthtxLqIq060Tpu+R15SBRH7k+e9fWTequKfTt/QM91ZPPoSETasVBS1Gt+J+5TZU3V09gMmjRAOJqrb05LQiY95i54QDR3FIcyV0BuF5rC688ALA6HyOrdCy0TLmvtPM7wKAVRNRlVM2RGjQYgi189Sys2foHKQXOjpWIGXTB8f16bR753MBcK2AvvSyRWnhfJTo0wnee4y5jB4bgC16XUbap9gETadqwyYY40KuJfeT1JUIffagZZgS72hj7fpsdCkwWtUQraEUXJX834r+Qx1OqdyzUaoe1adrIK1qtLOhXorH7LT7hacYi/2pc83quK6ifKdiTb1SM/+8l+drHzhtBJzb4QjomFssQuPufgC8lIAh20Rhs7rIWrVCWclavtIecjbHj4UPUfko/n51UoTf2e07YwTrxamC8zf2Zzud8tga5VEM6hUQ3eVeCKLcwP/sz/4s0nkS4I1YlRWGbhYCJvlZKrt7nG9/+9vR6qasgiolF0w3mmL0M6uocvO7JLbbRufmm2+OzwoKTCOqgyW4kgv21re+JUi5n/zkJzO3Rc5GlLt/p49Ca6r4eBGsZpJQIg8sGBwUWLVKu0IEcn9afNECOBWmJ4gQoS0lt0KtKDcYUz11GJxcOSnHIadcTn8UTvk0oDsldFrxZudiRBP0CPFsrbrLnI9c1eS9OICh6ofToxeqIRfU1lOh044nHaRqNtAmDS7PZSX8bN4jvWFu4J/i4UJzx1BVnpDxCItywfpLUvcFK9O3KXLoumx2mgRYN9MDsRW+2K7tmwG0gHYiK4voP9m5ZHF6cOPD6dLX35TmTLalLbsfTM3zZ6UGlKE3XHpFWl/Tmbbf9VDayVg0d81ObfBX3vODi1Mt+kGP3vNNeCqkrbgncj/aOmenDtotXX41go4dC9POT30xbYMX0oCdrzP658pnyI0QROPbYvMVc5TAZwZYnd9GEJFDwFQT6cABSNRKAJh6Vp3carU9u3YTpUCriH6Pfpf3y/v53T8yJyzgIvfBeSr492cT6WbHZe9uiNdhFP0+xh6+4YUXrYsIysgEAFTOGkB1EokAhXLtW6kRpdoi5qeCVjGdrPQMATHWFdfq/B2juq/aNj8Y6R7UwrvhC00soenx4ER6fvcRotJfSfsP7UgXXHQNAGUeYyBpGykAVMTVwXPcrDprbWtCH6yZfoRV6UTf7vTEY/eQlnS8dOwGaQ+V+VYhEWMk+ZTbk9NZM48ileFVF07lKS+HB37aI9aO1ZjkQC2AYbOJZso8GyR27qUpfCkDY6by2F1Cm06Pnnft3L0HEeT+4qACVKv9qpHBWJcaaGl1kubeAbr8bsGP4Jv5p3K/RRQTjLWARGHOSVKVtUSJxkeO83cDvWN70nxStAJYl1obY9VA4cbUFK2PiLpVs+nZ76/KKKDFHYHg/KfrI6jLDoSgqoy/hqabZHTvNU6jc9I2RN7ouMcA1vom6CFSE3TcrMw1bWTvQv6zQKgF0n5Tk9xU+arDqY2MSDspUR3lFbRPqzdCH+TSAvy+ctvYd79sXjtCwWdW5NiOIFXp6LET6PUdDA6eM+Ykot7dOMYXrVkJsAZss+dFpbxRbm1MFLE4nzPPNvzTcPDL6PA//yCfJUV46kzMUQmfKyFiGZs59wsItGrkgEmvkTJ69Ad/8D9iQxBE6ZmZKrEVzjPPbExPVLTEMVX4kY98BBDyQtq8eTN6MEeDw2Racc6cuUFyVw9LvSuNxsc//vEAaGpsCcrkUWzZsiXES1esXJEefODB6Mcm8V1+wwkqr47QmHj1qpXRePjRxx6NcyyjXy93lafGa041nRqDXNGXI1Hib9f7EII0bkgdNNpdsWotHITn0rwmRFFXzcktIpwkGgijA/LQFDUMwKcRzsc85S7lwEB+VPyeRS1PvZ/l3asjolJDRE9uQ5Ubh2lAw/GAle20VJEPJwm5FUDVGNE/NjLLd4qZUOcGjXepsTbNMi3P8GoRrs50I3LwjXlFlaVpJH7fQPRzNhGoDQo7zp4bkaFWNt5GeiHu27E3DfaeSPPYOLpoPl1H9GQX6cHlkHlXb7gsHd+4g0jVvLTvhb3p/s9+NjXvpEvAgRNp/kIq2GpbaDz+YFpMb8W2MaJiREM2XLM2TRwbTCf2HU2XXXxJOrRzT3rg619NbdsOpJ7daBTJrAcLt45yDqq9slFQ6JjG3IQKEcnYbiN9VN6niuhkLL5z3Bl4n47DUfSAnLv1bMhGetxw1DFaSHq8mfs4YSPlV+AeldEoj2X0TPRo+ybB+IRNqZmvO7bvhEytCHCWM9D4zZrVllavWe4sJ12H/AEApxleWxUp3uhzaVVsVH4ypwBfoYivrhiAwY4FpobkL04SvZig3YzN0CfRk3P3ryP15ZzvpBJwQ88CNJY6WFvb09137Usr11zG+qfydZ5RL6KJg0TOBBn2e2zOGv3HiXo+eP9XiJ6MprVrVnCO8CIR/FUHy3MKjbfpeVhxX0rC4/Tq8DXv95mAcrELVM5n0x/2XAD4K5RrtMnUiGljIYVA6JhdJPgehY9N6utYWOgwRGuYTVTTjRCRy4/8c9GCuaTuVwHGBng/VITidMtTMi2tTbKtlj0Pq0JrTX2x43yj1AWrM20rRqUuzmkrFZsT/F1d3cutZlJzLtE5MLh+WdE995DVQPhl+b7lSj5vqs5qjnIKoHKzev/nyPs+75wOZW7dZTRM+QpFeqdYN3GHwnj5fx47A7ZqxHtN8dp8fNHihWnrll2pF8dm/txu3puzANPciTPZkNee+2cZAR2rcBIE3qzBIWyBsitdPfMiPDXCWmigSTlRiKzeXzjvFr7ogmVNRiP1xRrzNhd70z/LBZ3hS8+Rg4UHrnKuK8fohMYUIiLSwsUhSyOSvZRpIHaGL4z2JQXR8847v/6id9hw1p6D+/cfmN4EjC7Jjyofn/rUp6Z/343nZiTLR8H1DtL7Jho0l3yPWMSc1gMPPhD/ykflMV3mcrqmw/th1PM7wyNT26Z4VfsRrTocCwng5o2n02J4gnANYos03B/GBfDiIg/iLzwTjFBf7/F0HKNeQ9n1mvUXU5FzPO2gmnHlip4gmbvRWGbcBHL3p6BHyQZJuKOSbz18eSHuz/6uZ188n+FcYctKYGyovrTt/GxoZvIq8urrVj5JAOY/S80PHTgcXLhlK5ZRkTWUNbgKoBgCfhH2z1mhXDFmSbYq0L7vHAFB5TVUzIQ8g4rzL+7dGaZSPCUBskbQwgIcaZhKcy9em7qJSm376jeIvg2lNW9ckepaIHkzARoAH0tIE45celE6BPG6n43TislZeO9zqS4dHjqBPtChdMOt16cRVKHr4FXVMu97B46mVlIlE6QldgOwOq9mLSxcwfwfBOD3pKrjx9iJ+v//7P1nlJ7ped8J3pVzQAEo5JyBBjoHdmamSEoMlsYaWR571hO849mzHu+eM2fO7Jkzn+bLznywPcFy0Noj25IsSlQgKeYmO7JzoxvdjRwKuVCFyjlgf7/rfp6qF6G7C81uSaPDt1lE1fs+7xPucMX/9b/S+k2r09zAcGqhpL2JKIOp1RmVpAB2OJvqYJGoFvtSCIKsaEodXMJxrzfX3+u5Y25v+NB12tAskF6eKyJF8DCdOdsDMecY/e12RQTECjbXcWDspM94rwvc6v1ynRWflYo6mlprqBS0EBr/M6YmiUj1nLwIDYkkm6bD5RBPGDqbKWpZG210dBiqGWMJY6X60JCI4o0wLDInVGCCQrjmggD77rn36FbO2TB0UfZTRLKM7LoOc6scqpWhBli3qhnw9RY6DgxRCfosmMGj6Q74n1av3kJTd7tIsIa5vSus91On3iXSd4go1wzA7r0AyzFjMNyqSUuF8WiD5LIEcmGJFzNRTkhMb2kgO783jHBpiMVGDCERYxJVchpwGisS3Yr6BydYg9US+C/Oc6WvN7BjHXj1En76ey1UEIODE+n0qTNxvqD5wMvQrti8bQ0/63GwjGYGM1b27kMOGW3k2mEwim0zMkAUKdJ1jDnr9Rrnkb4inGPQjYQL2W+2Y8oRLlZ00LL4fXWcii8ij2VktvjXJxTTFRWSzo9/E6XQKHfOpYO4hmFuoYfRfR0hDSyjaUZim3CCfIn/sm9mcDWwd+XkMnoxD/u+zrk0N92knY9xf5ev9LI3V7AmSS/JCxbjW2yaJcun29odt7OT/toeG7K7kNnlFilWeN6zzquBA3u7sm6s0I0ItfAXVk8zc98Mb+DpU6dxNqbSLjNQyMzJqSrmdIT0fn+s4Xb2QCfFcM6759JgD0fVFCLvRe/SkuqjnMYIb8XqWxSeS3VeP+SMLcnAimqjeIgcjp40lw4QMbpvspjzyxtXECm+9aDeO7V2S6euOEtlK5qlgKMro0wFK0CcacG48o8bFMPNY+W9l2H+/HtUMNid1GqsIDa1/1h+zmtsWv8tWpEG6A5VzXuwTgemCgWHGy5gdQ6iyCijL6poAhorXombvQxuoh5gZhNs1R3gfoYvEeZHMbZjCFiaXYVgrTckamUVqbpZU4MhvI1x6c/lezaFF7LDgY2bzEJuYfwUqJHr9t5zkN5/NdTEpOUQumtUj5iFfLkvOJlWruyOsmrxH1GPU+iNYDB3ScSJVJL5A0HNi69sJi28bqFrYjRvJew4fcmJEtNXbNjyXJW6LXoJEg0dJ0XQ205KGDD3EAb2K3/wx6QcrqW7SNU18dkcaaFmOKke+Own0+QdF9Of/vGfpJdOv5229F1IX/61X0vNpNEOUwU4OHMVBu++tKVtZdr69V8Gk9WXfvDtb6e55unUd+JQqkdwN/f3pn7apsw3TNFD70oapwJqYm4wjaShtH3t+rT2619Po1S3PdX3Z+kibUgof8PWcObB3jEmM7YcKqsPso1VYZQuPF1+3OuHcGE4y6MKG614P2NXTA29BceRBpUh9F0YV+IPxTU0RdNnDIXrIjEV03arX2MqF9Na5S2VcxfVbqa14jDD9iJpSEtR2XbymOnB4jmMYLBk9+3fBhfScow8QyRERWfsfdgQHGM+j9i/HJswqper+zLzfQbPuxDz+GnMcyUjMQCl68RV2fcPg6JWAwsDWMB1K+OwawuQgJUb6T5wKT3z0z9M7fTy27R5D0b1XLp09gx9/K5A71KVdm9fmTauX8Y4krqEaqDOxueSgTrgEraaXnMfXTdOxVovHJiM+4kwTtx/fhl9KY2P0v1x/xZyJ06YW+J4nMztM6RPjdRbDDM6PoCSGU0rV6xCLDkG9v2Er479N9gLU//5gXwZi1YKL2vPgW2pk6rZiRlSfVzGFHXsK0fXfec+cywdXI0rLM0xogiz9t4MmhC+pE4MU7d8DgcCmWFFpjNeFGRE1Wvs22Kjx/zkMfCqNpAGJRkOWKhSlGodVCFWzWIrMWesSa/HGqiqWcZzt2LP9aeWBvtlTtGmygewCIdohpLXooACfzUz1cgdcT6Mvw5wdqu7O9KJE8fpDLADTtqWooE0RmakSCtl/Qes+xuN4w84/BcfO7xRW1vs+bxvY91Z1OD6EKxu5BVYimulFthLFYUus+hJ6W+qTBkjm9auXINDcSUdxXEYHHU9NKSei0Px7xxY0imirHLj1XKe4JbUwDKFHHLKvabRngMacT/otkX2gxz9XFjS7zFxi7qp3Lch4G7LKV2SgRVbhIhV9K4DjL1yy8604f5HaYUhS7lRLe9XMKNgNRewrM5FuNqxDu2fBciNr9Jvv/n9GxRNfF0vaGnLOB9288FlWqPyLNE8NoSFGxdxEoaILNlU2XDP9TzjUO+ldJlmufa/ksFbDJQA3BpwAsvg49mAsB6hzcYE0auOTbT/aO9EDlHWjLElpsDrRu83/oswOmzszQiYBvmvIhw1Fzw3wRlG2tR7l1x0nkKAa0RC5kyLBM5JDiwxPHk4s7HkvwpN9U02hKKRMm8YeQqgc1RfSLEhUJD3WJhVlGpPsVjtD5axInLU0FQD+ovVq1djWzZE+jY8dxvc3gpPsrTpWLjPm+b5PeYz7qZiudzysNI4wRi8Fs9Tl46cPJwuvHuUOSRFRiuWH/7ZH6V+DNMxnvvSb50hKICQ5ZnGTYWAd/vm7/yb1AhpLTuWtiMwVoML+ukPvpVef/HZaH48iWFrmnnw9ARAXwwphP2hN14LGoRasCg/4zh7to0RPfv+z36Unn7h6dSCR30NPMw4CnsS3NMs4N0p7m2aOvnZ8L7d3EvD9i1EHJcwzmF8MPdGIFuITnbQH7Jr+TKq6NoiEiCwfk68DGOxCL5ewomXckgxVxFJMK2HwBy8OghRZ0WbLI5pgRZj/z74rwBsz7L2nFdD/bmVUlbH4eFeJyrKtFz5ZsWHxR4w+qOwlUdMB2iadPEUacpo3xPOIWla+tPdd+9W0oRTYC97adnyU1Jf7eCLWqAaWE3qkjRyowUTpMjEQgUQPCuIXDWYDbzF7mjlwLhaC4PqOrlT+RClIHyvwcwyIvaYkWgrnG3ezv3bcqiP6JUKRKyYdA4RdVamcPyFcxeJvOW2XmXxSzNr7s47D4BzhSBX/JXg9qjuNJqe07WewminMiUfBxkohp0f5bZJRppyxuEmLFk01b1xV944P6VRljdzyFnWh2nNOgzqzF6fyVXn5QvjMHuXHj7SA+Sgg6bkrBGu3YqMpbyQT6WXF/NlxMw+q1ZAE5lGSbfIjRbRNEipYXP/3g9/RmV4L9WEWzLNjGs+DLMlKpClrPlfHPMeI7C41rND5J52zbmXWN/BpzgPPACdhm4ZHrpKp4LJdKkXHjeIcJez3jvRn81EqK7096UT4LLEQq8G77oMHO04fG798KDZNqsNeEE18jRwv2FY5fZsuWC3cq7L3z9oH360k3pLA+tmG82ITDWdz2fxKNrS53/1b6XPf/krAHc1QHzl3Hn+UctbUmln+HyzgRcKQZilYWkklZ/fasnnyqobTbIshJbyytbnrc588zlKUaFxqIGVjRaNGDamBhbC853XX02/9y//ebp4BIVhtUzRcNnM8Nptm9Pf+i//y9S5FrK7+YY0YRgbz2mEHHK90avCc/N+TIkICF2Jl7ViOZ3tO+pSP6XFxyh93rV+FX935FCqi4SFY+hewWOkJnumCmHuzwhoePqlN1qWuxpNy5ZHNW63FYu55Q5vYCR5CpmtxVu54usA/U5MkQYp+EQuXKK3I0aIBKKLTPpGp8oI31JG/6M5pkzJvqdILJQrVmxq27giPfG3vpom4UeqmSHULPUFWKNxIlM7MHLmGMdpjCigLUFHEdgNwB4qsWmUikZknek8hbAetelOFyqD3iCzPevCcnArzqxA854aaD1jgYaHzTLW9t2rIWrWbHpLDJItTGSEJ3rWunVNkJfOMpHO25I8m2L9v59KWPjMW+XGNY5VQNvAoImd05CagNtIYtqF9Hys8I9J0UQUByVK+sf2OCfhSsuR7axs169fDe9RjqiNEZm1KXhEVl3LKuHAplVEX5eylFzrpbSIba+hRWWrZLJEgTy3QtgK3USccXlndeq8cwXXWh1pR7PfdVTTzcxcwXgxRebce2wRYSJSFPIg2haV0akbb+xW41mxZxYwWrc2SrJY8/84v/ube1cJzeBYDYG96r/aGzhCgb6zpL5tzt3UiAfPOJ88eZoehIPX3dBKKlc3bV5H5GsYuQ34XZJUxwVDRNxhJqd1XztfOl6kJU3bxH3YXqmUs95vEX0rHeQFI+VGA7L0eEKCXnc/2fjJxLn+1JK+NmKe45OSlpgxIEWMvDqNsfjOodfT3/jKpyhS6kB/IEcbuH84xYxm6cwHm5bnEmdJmt+ZqWV+pknNd3W1YjSvTKdOn0hbtmwKBzb6b9r1PhT+UhbVL475MCNQqbPj92L5iD3WiVKXTev0IBjrcAIPHTmcLvbRQ7IZg6prBdmcrjSHwTyIQa3x3UrEthH4hpjLOgIW4zr6wCDmgTich1ppG8EIsZ6C3sX0iSc0QhZV1B/mAT7i7yydaBQlXcNCxqcK0GkQIpoOiEE0eqVxZXWcG1bvnNBu3GwRki7+rQhnxbHhswZOqRQwClgDLpUbfPGpc3C+EFJhtZUC6/rjA1h+i3MsXKecfe2OOE4ciHejgaVA0YbKTVkFlO6895F0N0R+ly/2AW6mr5pCiYiE7UCOHj+aXsfwemLrfr7XggBrJZLlczi8WXFo5GTMFgqYcuPVqzqoeKqBCbknHXzlOdKC2bOfBeej11rDeU1TWkdU7eJRKBVGjorUe1LoB4eSEQC1RJECDFFm02ZxXILXC2xMzTx4K4Wqx2p08fu0vez4e5CKqosYV5MI700bJA6lrQbpygASFhVHSzVub7lGy513o365lV5i7FVN2SiveFVMdawC1wk/M6T+0oaOtH3DY7naiAjjFJxn1YabC5C0G86IlOmQHClwHOBdwXN33DQqAyPns0arH+fP6iXtUgwnN7FGr+pGOgjZs1n/plgjDG1PtPDOmfOg2Mjz7rnnG+A7QzlMEHkIKovbEPA3q6o8HmFH3DA0ljwPDoIXAwRt9NFnUZipTENv89ARYfq4jKtiy4nvMdV15OgxQKuk2sLxyg+9detGjKx1MVaN0pVEaqoES5R79laL4v0kXzbQsszIe9miB1nHze5fI0Us71KVmMhwCjlGbwUjxqiyTs8U+7mJfRnnYd0HlDAq0NzDhcyJNVGpQirv6QYHJL5SuYDLZ7rRUSmkZPF25s8qXqZbdGzH4HoCyN7evgoDAq4/HUHGuKEeg4u1dvz4iZsGZ9eurfCBdQQuzYxCpE+s8AwDuKCBUCYHM6m4FdM13CMEuRlAviiTc6ql4hILf1SszoVUqMfdvGqDNNnzZoURv2ci5cz9FvQcyiXeq0V+rlyzPb30xgm4zO6iUIW0EHxZNaaUMXxVthpsdVY/26M12l9ZFSsZqynVWirRt6RnX3gj9Q3emdZTSCStg0B8jczb2H7vt+h+8dmtRoDBzdnnvAZCn7KZ1GnzyFtr322UbnTZCuOTF66kNRs20Y1hK62qaN4O785VmqyPjALBYL6WwR1o9b9UHgYsxGs2WBxGtfalcz3pLAThG9eujUpie2WqX3Ol8V+N6VmSI50jT27ArFhyiwgpCAzVZtEpELXcVjl6lGNbiwZVDkUv/F1qyDCw8qaLUSkMn5vHp0gTLHzPw8vzlb8X1ysMr8VzLP6WQ5bFdUpvpkid5QVR3HUAajEZua9pnrWJPPE9T36GthC0Tfnpd+MckS7gdGPgdJ750Y/Slr0Pp+7NB2ioihcMWM+IkUou4noKOJs8Y6SuXtkJeB1cBQ1cX6GH1wp4mx64ew9KB0FPSiqiVxJ5oiQn+bcmcic5BahwzaXP/BHpv0yxoDEVAioMrWxsRdSpwIsoqP1mJmoTSEu8ReOR++sl1917BZoBgIM7d+9JHc0daqWFqFXMb1EB+vMs2yWnd92gJYSlXBph/Bb7ptBVMVcayCy1SQourLac55lnSO2OVcFdRHm6wGtbEuXGM+LZTPHqEZO+NWohD48VKoaZw4vmnNJXZOIVvN5GAPSWBxPVgICy7EnpNfT+rXiaMd1LNGvedKr4Q25enIwGmOX04pGAGYVyK6O2tzOO7yUrSpW9oLo5fwtNn011rgMLlu0IcHxiCbkPOY5yOi4P5lLn47buNW42p5es+F3coe7/lPbs2g7+akUYN97PJG2LggIkKlTCHalwrpZ25czEnldH7G/HWbyOEdxaIoxENCOuy14ysl6PHKuX18ooJVeUO8w1MDNJ8YgK2mifdAMLhmjsgHyOW6YCb1iYpVwpxV/hSOboyXsZj0bvFuVfYNpELUR6RX/IexBjYtSGZwN64K1YAHT8xKlioIoIG989ANFuR2cL0daRiFB5jiB7FdYgDp6/Z23SjTEZDPJyaomP4TIa57Ztcjwt1JhmfRdSsfjX+/Q5snG2+Nl7rdQ8PjlWlVPIpj3r2FvRLxGjJxA5PNskVWS+9+DDT8C7dSw998Kh9LVf+gTGlGAwYBmMwzVTpEQVG+z1qJMUrYiMYBDlwLAWyrJu3Rpk4pu0AjqR1ty7HKPLCkiJa5e2pn5x1IcbgRje65ZBIQHMFmhEM+9DGE8nqNK+CvSiZXl3aqTX6ChyoJ8+oP100xgnejU8Sosx1uYAa6+NzgXucXuFqkeXQ3DdRQBgxdp1YA/PE8Xtp7ihi7UhXRDXs0BkYe99uOf4qL51S6LRGz3cEF082Dyd6vX8YjGr2CI3n70dN0fGApX77Ub/Oou/hSePX/OWC9Os+Hvh85tSgUXsKuTwzee+3imv1MDXHx+BpYUQdzbqIhMU95ANmTw52Wvz+QLLz3Ovpjz/8c98Lg28ezAN9BohMd0TKNB09u1306GfvZg+tXoXgEuYjVUy6msxT9FHyxzfDKm3doCXKDmE+8FXXwrY8wP33IlRw0WsWIocMgtJBHmgyrNB5B3mIUJd2y2e8xontAGxygqdAc7A8D9GBp/NWM5O+krQr4UDco4pYOSAspJMItNp0g85LVNNxeAmCAm7MSgV3nLhOMeFsuJfjYObXn58/cDHITGCt5i/zI9Tufuy0i3BiAvnX0inqM4cB/VSrqYKLJspPg0nI3l4NsQgAic3h/CdE0zL2Ma4qw79XUOZ61QXQMuoUuO7hpMb2JTj8ilZPRXPyLeCVNLh1xvyuOK+dTK8yaIkParmQkmLDsnXN8IbaM4YOj3uHBONtJlha1sjud5uDGTcPLrXD0fF53mZagBHuUGExx1VjSexcyPHINu05RTcX/JDSTFQa3oo1nK+cF75S38tldYhVChjOga4/zj0F3GtGD7btjSTHtwRlbGzMKVHmyfH28o57iYiqwsraOmacFF0ZGlSRpl06Kw4FHckLsNqs8AfYnAZeZRxPxpR8Z5EsoFB0pjQQA7akTKB5Sklz8xRyZtwnMq+Ys3m6+c17QibFsnr3mWT33vPVyz1MlqUjXnfaQIrOUyWb5Sm8MuIxgTMAJxZPenqC+f7ocI4nU+p5cR6bQXntnP3dp6xGgPWFHaOhofskIqFdaBMsLOFYHrTomEohd1E6iYiQRjlseeMf+koZtvQNSaFjThS2wAZGXKfGNV1vCPVG6vLtc+uiGhxgbGTz4tzNhORaKFSrJrrTBKVUCe6PnXSZ8Gcym8kdcfd9z6Yvv0n/y71XBhIO7d08jzKPCKygqSZU9zKiO4HbMKxtnRSaYCMa2xoT9to53XqVE+6c+8d0bDabEPIu1vJsqVvhV8c+QEjcKNOcE1nvqoqsFbD6cgJOjuwvtaRKWlopeqedTBEUOIiFdi9Q8w/Dk5UlPIzBCxphOpuPVOd1QZ7wbJmNLg7WtrhHqSLAy3AXJ8dYGkD52wlIdeLytFSP+Vt+eFehc66GTr1wadbGg8W5xGCqCAPgRkKI/8WFSLRoyvjgfLmKnAKZVTqPe8jR4lunTIph+MGgbRowRXC6v1UxS3OEd8vv5P/VY07KeWNRMrSELk2kUakRqVeH0LkLhjjzz3+yfSDb15AcY1G2Nrw5yy9vF6BdmLv3gfSpj33sihoqst3a2CF1rNSKLaRgliO8GNNpbPHjqULZ4+kX/rUA4luHhhXwwh+jDasb4WA3FQRAdOgiAbCVNsoHItolW01NHqnWJhx/yi1ERqhDpwbCG/clwBfI0+lESXVg966yqUJALiCUmMlSEPBxBheFXcVjDMVmKvbFUq3mpGFxa2xFtE/X3m9LKSDFxZybsCrwlVB+XkYifz4Co4ciRCNwDFejSjPWHVgnDQuQ2+HfM99HWtNSXhN5l6smWmyehWJm5HPmgT9ij9RD3JQyTGWKQJIPRSKb2GHOifefQBtc8rVaEBJdOdzlYmeKOqM64aM4F5yWnOp+IDSaSnHr9wruTomn9NfIvIi2zXplVVww/X2XoEQsgPQdq7YMhUT0atQ9rdrXn2wICmPyGulhohoH90SMrN4tEvhJm0wvHPn9tzjko7aUgIsmFQLhsvti8HcaLpyRDMQPZhFSBdV0wJmjvUczZRjPxi+gc6iriUwSfOmgj2WysFpW77Iq8Vak3CzOhjWHejrZ2zRT8jjGaSdYogC26RzldvkRLP40mcrjb9i7haNrTyJ2Sbz+YvdkT2VwABKuTGBTLHTRJa3EZSkWu4U/Vb78vCHQQY9A7ijzeCvZqXRiZY1Rn2MXGXuIO9VZysz2RftbILGQI5CMZtWSedUdh3jMwtLutxcrjgxX1an1llYolNhqjx0QDY8Y6r5bjSytlihSJVnhn6/X4OsoeqP59EoDYyqafWIRF2DzJSUsnKNyJl8SOugQzl64kLaRWo5zkwUSydBTGG1mLjA3SirrRDUUCfLQkRrFn60/XccSG++9Yfpmed/lg7sojBLSpXofbfU3bf0df+LIytGYCFKmxd+Zl+vTn1keo6cPAs2tR2ONuhDTA9zyOj4dDrfezX1jWBc0ZJM4yubRhZxuL8KOhnWjpptcBwsbMi0htQJz6HrTZJSYUpdnVA3yPRiFKuQc2Gr/Bzh+tiWoQOy7XM7ltp7GFg3e1kq34hSx2X8/ywIsp2l92CsN3y24phC8ue7Ku9u8d/yaO/35sstXOe9F275pVt+ufjaB31WPItKtZSYcT9awDnFGcIbZT6D8FJ5t0C8+cQvfyW98/Yb6fzxNzjCpqYCnOdTDwSprz/9VNoIaaVGTDVCxKoc+VnEDiynqqtNck8m/8ihV9N6gO4rO0BZzWBczQLONtoSuJCi1a94kFDG/C2Qkx+9VK81hzc+gbc9I8Mz6amrkKVegBPM3yWb9F/JATWoZEpWuEYVkZEUU4saOkZiojQeA0Z+pMAQ6QW/96h/2E/K9V0u1Ay4zt5kRBXyYOfTF0ZIEFOagsNQmiTaZmTKYyTXj47rgY+zcXKeR/nDZn0uvhPv8W+tysTNUYAgXcNuWtOK8xiuRhdmOdc0VlmMdfxkb6vYUYvrc/H28nvFus6x1evXcZkgv2k/3oZxVQxFcfbr93UYwIEDy96/Ci9wd8z3mtVr0yWanPdSRWW3gnY8PR8sNw7Pacq4ff+9fXvmfZeA8yvA/RQ8NpcRmqW5oErbuWMrFAjrcio1DHgNWyOHhcz4yCILSqG8piJLLlZSLCG8WYKgZ0lHzLAA0NVUKqjgNbQh0xSzSBR4CqqCKSJs0UfdyFWJX/LfiOreKvyYDawG2tYY/XFtGzW+BnbIKGp24haNp0XjqhxOP1tYNYX8ywtMA15uoEH41qYo1GhqaI3nm2L/v0WV5gSNx2N1FDJs9276D9IjcHZ2mOdnf4SVnttsuW5KTFWuFBSz6EDliGi9bYsKupVYIxzfSCTMNoJin3LxkVXFGl+QFMPjl6NhYzGujo3GlYaaBv8szz6HbIlIv8YNnAymWjXKpL5okI/Nvax+4VqrupaxXs/RIPydtHnjGnrJ7k/P/PDP4T+ai76SVTVUVdvxW8hDRJBxrgojTrnppInDIrefes9dIfI3AQRiKF1ZOZLWrSZteA0owYcVYr/43hJG4MY1nqOaUho1sg/NJsyxhsfhGWygulkXeJrU/DB/q9OUX7K6i9sK+WfVcygNC9DE67GTiGD1Q56rbLdZfJ1Ad/aC2PBqu7/YYL20TZZwxx/nIe9RRXjDJcNWytifLPTzIFam2zTAsqLRKMgbeuF1oy1Uafe8nw30cT55xTaLey/SOfm+EcZhgIQfh2dL/h5P0M71elnLd+1Oj/6Nr6ff/6fH0twQaT0et4nvz+D9vv7cUzCJE8WCSX6KzWwKSXD6MnqmreCnCalyEhzX2NVL6ZEnOAYSy/p62lqIK5B8L9BC+VU6s4E7DaPBhrB4dwi0SY4XY1ILlugUQPmL5y+kLfRi3LyRxq5RuagiyBGO7FnmqGP5vr/VWaFI2NznN1niAcGX9XGJoEIB+HzRGsOKkDAmi9RNhYKtFu/HBNiYV0XlMwdRoalBvW4dUTcbJ5uS4ZvbjzmLYwqqRw3HGEwHQoMie7rOcEOkE5XHGFgI5SnGUgPN3oyeJ6rGXOmerpyP91iPfi5EBLqrW2Ksylvw3L4+jP8cW9CVmXVuIT7yXGkka0h7cYHMsv7bI/IoUdKV4J2CaV2PrwyHFTP8cWy9MJbZLwLcbbheAABi7e2iP5ytekzhKColmYykXoSPKkXiz39nBikEUYd/VBjqbtQ63pgH7D5D0+eJqNRVF2esnuPoOJlSxBojbWwIO1OdXDNiEp60xkEFKD9mtEhzRoTfaHOmnGhAoWjQTMDTZoQzR6gqFlR89frIWzaUfL+wfsPIQ77AaD0I8e342CQGT2vMqU2fjx4+mgMyIb+yw7Bt2xYiXW1pBO4s2c2jIDIkmXCOjI8zIm50s8RRmd6LdSKGyfMU9xCGjxQI7imrKWN75aICm3frrHiua4zTLI2ejZDaziuilDql0F0YUY/sBs86Aei+aoIWRdxNC23CbGdjxaI+aA3VY51E0u+7Z0/6D999KZ2/cDZtXrMVPr7N6bnn3kq/9Om7II3twkCXCFVDiygcaU7TzXXSsvD9GvnQuP4IUY4XX3oFSo6dad/uvVHtEDjU0nF6j738i7d/zhEosKsLDkQB1XARd3W2pbvBBp69aG/LnrSMHpnL6N3axNppBDYwTosL9Wt0O+F403xZ+roJfE9SWjNCVcFoMDI2heNRn1pam6HSGU1XyCLNh7Npd4JbOUE/57N9iK8vrYow5J0llm7IAsxeKMMCcp2VUfHjMdnIysIiwO2VMrP4SOHld8qYV6VnkeGq+Us3qvz8bv48G3uL6K7yMotKsTwuT1XlucprZMK8fLbwIgvOG9fKtIB+5xchY0LDMvtZhMjdn/lMeuPln6YjP/h2hOalczDSdbHnRHr6qT9Pv7JrXapf1kGzyrbU3tAS4PYO0nLyKh1952DasnEtTSwV5RLpiUdh4cABUpMyOaTViwLXrXQzEj4dIFQWIEJqms+s/jOFdYqm1f19fTCub6F32rpQBiEUvWcfJ0LzxbNbmBBYi2w4RCuewNRlBRz9neL9D7GS8pTkVznIFXNe/lr+a9pIDFUIa6+vQeO68PreH2tD/Fhgx6wAC/C+06QvxPgUa0ifSLxajW+4KUsj0tXhNcJzlpKBsTVaR6ojGj3jLTUwsKrTGa0w2tjY7EVjNs5drKkctb3+Vfl4lWuqzLz53kKUyOHQOPZfDTiHiX9vyDi9/4CXF3E68wrNisJUDONi6jf/nfmTvL9VhM4v0Q1BwbMSIKl6PHA0C0Zu5W77kPN9i6+5jmbh4Tr27nEcEmNUtvOdhxqhhfT5TtjRwSfafzDSZ0avVPaZpX3hdeOGv+3b41zBDp49E6uaw2DmbXFJ/j4D3cEU0aw5FL7uhaB3QppRBVpPWl/i09lZ6Tl0sDxNllJTwAImpD1YeOXd5bhGb0QxdnrSJtqtto50B6c2eJPFzIJcu+6xYvF4jWKyFzaMOEKMBxRQE1GscSg3lnWyP4gSDYI9OXHidJwm7x0oCjCot+/YFn+L5UxwvRlxyhFfxyWEWdyLey76ErFYrSLMHHpgqyAXjgijMrFIO0bVMs9ourkstAnW+XDcSPs1tmXjMwoOcsPmaYyaKRThrJQP5MY19qx6FOtWzSarAlNVRQWwkbBqGeP57gxdB1bQ5mjTxq50tudk2r5+W7ofLNbTT30/PfWTl9LDD2JwddqInr0KbYo/tYGV1LGXykFpXp16TvdQ7DGWvvDYL0W072LPBeZtiv6GH8+6v+0l+tf0C3nZqlEWHQcxyK5hRU871Ay7t3dEkcNJ+K1aAac3E/U1tTfSDw+hmQYinwtiV/shdLO6KmMdJcE2GDqFLNcJmrLYCP06Bn7vQv+VgOasE08sFdEt5Hfc4nu9/xHPy00g9wUrpFKExJ7PEat8b9n0Ca8nb++ILpR6IO69EOS+GYZLoQCuEyDx5Yw9WPx2PsuiaVX52eL18whVws7Kb5Qb6PozlOdfvM71YxyedCyLnCoKYRINkJlEy4LzEIR1TbyJpqKr0q/8xn+e/vnRk2n41LE0GYAtQZ1j6ZVnfpQe+szj6bNf+TqCsRHDCoGAtsEnpi8bUS8YinfefYAqGAQ/npiUTeFxcw2BeWF8eCXxRFjjkfKKcnaOF4fFj4Zaz9nToTj3gC/oBG+TNWgxwkaiQqnmcYpUXAh3vfqc2lVA2gw40oVGuXw3UgBx4OIUftBijDkux9N0awbk59RfcSLuZS6svnzdGSNYxf1m3hI3UrbsxD1NY3SGER10EojIYpNFNsPdVaCcorwcYV1DOMpvRxYmP2U8z4xGfFT72RCYjRmYGkHveDph4GeMlkZaxnpxBVOqjospWhVGRAgKzFOMVVaFelMqovhe6HKVUiS+QqCYcrVFSEav5PEJNVrMdTzsB4xt3jYanN52puWIiKT3Y6sfFG3UmYTR7MEKldyYuxsm/jHWSURweI7syoityWth6S/HqXSDSsFZoMyKNVUaGRqyvZeHaNGTiS/LfPP6NWvTLioIaxgPyWsjohoRJbA37A0VdSkrYhXEXitTtsWpsvUdd5IPKSVOrLbFxymNFcbKqK/phtLAygadh2NcUWlqs2K0NPPOGprVwBLraN/PeiJF8JhxLlPTpsECU2V14QIQrpzATJniXIpJ0ohQuAeez4UdkROMtYhsmXI01a3h7xPmVVH2aYwy8xvmxlNItdFMhWgfztQMiqUJQ/Fybz8txQbyMop9nkgJd1GwspJ7EMCuA1PQzhjd1L0SNxiRQ9eq72lYFilx9wz3qgEVLXf8O+gtctRLRalwjPXs2o+9GXWf8a89Ik1hyjnl7EVxjtWrKjqu71jEeTF8dVzHYNmvpam13S6iCMhrMDktVDEvxzl99wg4V67f0t6cHn3ssfTyCz9Obx48nh57mAbWGmW0Mqo3Cg73nEacOLFpuhXMM69icpqRiUZMTx8/hwHN3g/MFhQct1j45d7Mo3hbm+MWZ/so37rNe8kW/AKsIf7MCnlhjZYyJXR2IX/K425ce7cNI4htkP/L+9Nl5hpUaDpP0uLMpY3rlhPhHk6Xz55PqzdvSash+R0m9Tc5JG9dzuK49zI1d7nP856RRzKanrM2pqShITDR1EYRRFM7XTgmyArhALnJC1kdCC73/ILcVT9lCEHIzHIQ3m/alnjYjae4KUUYF72l9NUTysI1P275/4sLoNLcKYa24nqlJqnUKIURFAdfb1TdaDxdr4euN57yt8tX5WfXn7f8pPJYf890/lkFxn9Ek3xSxGnoKxnblS1GOPwAEZzIBtI38L70qV/+O+mP/8U/oZRZQQeoA9LLyUs96Y1v/zD95ue+Rsi6GtboM2litA9Ael/qBdi+dmV1amtUuJDOIfqQOWFyVWDgf0zdaXRgXOmEh8EXSsGqHmgVsNIv9p6jZ1pj2rRuA7xaYBOsvBFvFeH9xZ8I7Ycxkj2I/Mq/GGWU2ThifIVCCyB2YWQFODkqhDJot+IEC2fROCrPqMEk8DzAy1GKLWNzYRB4Byp6n1NPX++3kGrBPl14yrG+uIkpsCvuisZq0iEYT8SbAqid75tnwTido+Teq2s4VQdfUTFBhTGgcgjer5I52jSPJLE5pxJKzluwL1+d92V0izdsQG76yucX+5UxBA4FhhkGxAQRGsfQ9IZjbqrGnm2mSuZ59kbuRzLSaryqWYVKAay160FtPKdG841hwkpjYXGFqhBdfNZM1UMV4q2Pk3aZBIOQiLRwwri/ML6wxK0CC6PGj5xf8U4a7UYpCkPNh84GdeWOzaN3q70fK0TlV66cEEgapMgEjWiNTNNBqmsiNj3nr6TT5+CKy2d0dQG8Xps2rFvJ3xg0fs+IKacxQsjshSFclga4pIKbzj0QBocpumKB5ksvCG+vYMSiCJYX13SpaiiTtmKPUUsbhp1VnI6HP+5nU/f237atVbR80kGS1gI6jrbWHEl2IMeJuExBxhtknZxvMa1XGJ0qqvCuNa5c+zndGMSe/NtGSw9aDUQEaYpK7BmoE9zti/JUwzl/X+OtcE9i7EI+aZjxjA1G//h9nPXXBUHxsWNn0tAA97Ww7qGD29KROrquwT/WHwD+iJzKfs46kQdslr0UeMxooOwVstG9IGh07LLtVayH3Lw5c8eJHlYpW1STqS+sFJTiYQYC0GmezecvJihvsTiOcxqZcB+DzaoDGxqdP5j5cbnqgplewDsYMCKHGm8rqICdmjwO5c1VUn/tpJOWp713PpDeff1pWOsH03aeU1utnvLgqqncNmyWOZzkfONQPQwAmG4AezgxyViMjKWNtGZqJW1ZDSdahaYtxs59UyzuEGf5j+t1zsLS+ov95UaL5wOuHmZD7JFSLxfZihih4olis2SgbZklynuqwjBbGIXKcVnKo5cOWKllMq4wUADhKCsnqPJkj21c25nePHwhopaNrXCfUf11laijNAsC3fO6zMpPY7C6aBYeekmZxl7tHwYvSVTMytR6jG4zTFMo52m+Z9X0jLxpsV5zRiM/pS/lYe6hufDWezxeWU2fw8S5mG+pryXxYBUzUYx0PvXCxNzySku/gaXe6F/Yce9hzYbnaxQhALFUqeClzaNUH3ny0+no6y+lt5+FG0uuhKLk+YUf/Xn68Xe+mTbdtTO9efRNvDIxT+O0AMAw27CSBTceDMNGSsLACkxRbjfkREZ1WPBaASgtokuCWs+BtRplQW5cs4FQOlVi4A4kVtMgUDjZimDBOlcNKRw12iqM5gXhWZCIRgPbMsLlYlYRVxxf6bAvmtPlBnJnStyRUySmBfT2a4OF3kqP7J3HXuGRNMD0PKJkXbD9otpemOKcMrSsWqVIb8cRUoVwpDREyqIwDDCU5uGx8jWHllyctqwUYwv5HLG5ua9avGsiPgWxQd4iEd3Ia9W0iApQpTRh+5Ai3aEBmvsxStwqAPMamBr7aimUicZwHzPmFDF25qhcwr7mnJI6okzB4M2zJgRqWhlVZ/rOtkkavTHBi5v91utbgL7M4igo24kA3JUb5hpRqwYoBjghZifVkCL3BJT52HHvZbSpHIvCKnGqFrZmjMx1e/r99lj5vRyoyedzecba4tlygbHXrYGJ+1w6R/sWX66LRg7cDW1A96rlUZlXLq2I7vAVjRCNEtNQpo3F5sXoMNbYBUWaSm3tZYuCCI8o5tcoZk7xV76cs4yW0rDVKJDSg/yUtN6RVtKSkH9Jg+aaKcVo15OjqUYybTwfhRTRfJmIjajs9xDI5bgIBJ9nLuZM95ty8zkk9gziUys6ecMoD558RH5CkjqG3mOekkX1Xl4sP1mMW/EjkevxY6fx1lU2+b4s/tuzd0vQNMyRAp233ySKyhSsUTOjhNXIJw2biEbFzbh3spHsK1LIMa5Fk+0ysnQdsN/7zcaoqdbcZBvn0oi7InDBk/O+ymcw6iBVCHKqaJGDSRXzGfLOtGXQOSizZtMamjY3IkPOnD6Z9u67P/bdcqKgjSeXQy7Znzasbw9nxTWT6RmcTiNzyIvJOdqvjKcV0OqMjWU6kBVdlPCbpiwi+3lAHbZiD163eBaNhPfbE3/VPosnWRj7Ys0U4x8rceEZFwVBNubzsqo0P+JUxU+l4fVBzxzfKaL92bWqsF+KKHWY3KyZ1fTJ7GmFUgbC0VWbm1M7DkQXraB6R1hLZhQKnaEMDufc3RxRqbwJXE/jpPlnZgHIs9ZbMdJcAz7HEEZ1XUdrwCcmiZDn1HW5ffN+uV5efNCTfbjPl25gfbjz/1/iWxG9KSYtC3bnMRsnsXENm/tefGaqbpLIRU5+LFu5PH3xa19P544dTEOXTqVqerG4psfGetO//Jf/OP3a3/0b6c6H9tJDqRkDC5JDSpcCd0WExvZa1Xi24rtqyUlXXYMTBLb1EJguqNKb5d9BSEkv0xrAu9i5lZQgwD6pB4LfSKnm3QnI9V79L+4/R4wW4S3FpisWmgrOaJMGkY+fQ/4ROMj9C2OzZIUa/xX6pZzUvAGzEDUWlJVjpoXIODL+1dAqqgRVPqGsgtAwp9BuqeLly7H5JwK4cbY5nXr7eHrz+bdTzaSmhKgeHzcDjmPajF4VVZ8LW6iUm4Wx6HwGNiYaairUM1+PwNv8CLlK1IqyIKD0nr1HDp0GEC1wViPAXpFG9FQGgpfDQLbyBWPPNG694W1SFkbbjOjZeklsXhhYRrDCwMLbjtTNUl6mdBwrcDQaAZxry4HN6Y6HdyQCWp46IqqRvSkMFhdrrN9bKo+lXPPGYxaVZP4kC7gwRopiA5W01arO7WkatI6OQpjLyy1kV4ADd+6PsbQnokZ3NH+V60ZhLK+RypHLzMDbFHgf/suR5QLsyu/2CNUwjSkvInD5KTPoPJLCMajl76jbYl6tNpvl2rZPqjGy6b426sFXZ6MThZW27kV7GlryIdloBsnX2ZA2BLtGhRaf6+d6S6tM8eUolqziOZITDNYYW/VRWQc1hFVuEuIaMdMAKhyQcMqzxq/QSP6esU9RBOAPETQNpgnYrk+eyEasY+9e6FzWBPfThmA4N6KUjaX8DHrxXmPOljhECIKfyzuMSDIjZ2BXxee8xHzkiGxUyYdM8Ma8B/92D09Hmyj/zTxaKr8c7b/+IRYNmEgaGcWIXojOt2YcUa2IMLOzNXjjAjNpGVXQe6BmePPN19KqtduAZKxgfzGOkFJW0QB6FGxXPc9Xx3w22YIq+r3qj1IFOkrUEcLK1d1rfUBujcpLMglG8sLR1OAsbitGvWIjlm8vbW9+mL308X0nHJ9bBghufppimyzcTHnErZ47ROQSbc5YU0VwPn5Xl1QaM8UF/MwI+I5Na9Mrbx1Nk8iLJlriLIe5fYCqWGF7UbQUq9T9mbM7pRuVi5Dcw+pj6D2I6lpY0UIkq5mI1sRwXxqnh6X0Q26A4FAMh6LQWbdUPB/93PzCwCrEQRg0TnrIuCzoSl+5NK5sz2B4sxpPSLyBWIgqhO/OPXekxz/3pfSt3/9XnIYqmSy9oXJ4DabZfWnTqvtIOxC+tn1LNAswbAnpp8LdMmbA7s0aWHbYUvCFMaBAQPhxHTmNrg70p+UAAiWSbAM4r6IO7qYQohmbk/E5Wfko2GMJXud5Xr+AAi8SmJHMARVcNdoDwZezeGy2/W/9isgV34vUoNV9boIApOfUpO/HPfHfDILd+yqB1llx3Pq88tzUzGFQzVIRdGEsHXv5ZGqYbIHClTJ4sVPhJeUIVO6BGTnU4mSVYiLvpBIUXhUI9gAtZS/GP00fBUEruBDJJnmOesv3IzXIfQOOtcTd94OoM9YKwp3vTJOOqObfGUoI9aMbkS50egvSV1Og01a96GWjgIxgGTmRd2mm2OwfuKUJi2vrmgaTNHKqCpBzB50AHsI7U5mDYwmHoDB6shJ0fPJwlKnAD7zOhzjA6ctILKvlrMCrDVzFCdizjZ6ULyNXu3Zti0iXRla0eonASx7HHOHMaQCjiOJzDCPVi5vD6DGFqKK30GOqiFbE2WP+Cr+7lOKxBIprRzg/Nz2Pd13fodSL0eKaUfwQQHQr4lhvODs1ppyZH9eqMS6r9q7BBRUNkdm0EXlaiMx45uzIlOsviivYt+K1NLauUZEoeFyjPTCD7I+IehYbKxtvWe4Ud7owdnmEcgozYCVhYAHavtCXzp/tz89VRGw3bFxFoUt3RJP8TqTnYlzymgjTR3wjUdDZIN1UXnBttJkRAI0wDUAJTMWFmuIMeEDIw0VspecTjzYDflSDLIP3PZeRzDzH+VUswmJ8suOaR1+7J/jwQkRlDjcjfrHnWOdGpQ7s3kJl2ER69rln0sOPfyEaXbMT07m+4XTH3s1BCmumKxi5HE7G9BoG1gDg/5rqpkjN+jzXGI86or1hYMV9lbIiRuT6lV/++R5y6UNsk7+4r8Q03cpEusUtFHtiSTdXTuNSTl0xbgt79FYXUTahd5YRKFjXvSxdpHnzhuWdVJbWgy+sI9BsCj07o+7wjPEud4fKKXZF1rWsOavNR2B/r5enTWjGBGTHOMbyq8Xa1BQLeVVG95f05D/3Qb8wsIohzMD2LBTCMi5WR2xFBQMfZpAxaSGEZ/h//D09NU8ueWP6j3/z76bTJw6lt154KnKJ0TeQCoenvvuj9OUvPETp9KZCgei5cw2wCDklTCiMUMQcYXMjFLMIFoWQZex65sM0a+0b6E2bN2xO69ZAquZNRisAPeEsII1AKRz1jHXNxRIFUSfnCbC2DxTVQzdIDYWZUZ2yEbBCz0O5/yz8CsVhtMCvx0KvFJ7ZcNJIDBCwD1SJyZKnyRY7mhicYyaiRtmocng1wCKleYvNrg0kN1ezzynXCcSQbdUYFrMYWICRI/5TpPhEBy6E+sv59J5NiSi0F86vFM7z5ivEq38yVTJ9m7/fvXVrWgNe6Pixo+ns2Z60nb937t8d4MkjB99ObR3twXp/+O13AtC7++G9Udk1Qg9HQcgnDx1NdXYWwY6uRUE3wkjt5QN/xd91GqPc00xoyw/ev3n9qWDtwTWbRqXymMmGQFU1qRnWi2MaUcwwaouRKJ85PNqlSMYPvpcbj8iA5dCQ/M9KtWoaE4+AOTwdBpQRUY34vft2pLXrVoXxbrWXBlQd6WwrzUzyGC0NY5xNZwsiT1mLoBWvE5GWSA2rIPNcukZNmwde0fEp1mY5qaEPCqzEtEfHmrSaMUyhOCyqLzEk6lrYd+J+iDLp4GQMmxG2fL2yulEDu5F70Xhx/+cxzef111xtZ+QnA3oDixTzm9NzOVmpHembucIw/ItiL+Qjb1wQXsMVUBh0xRb2uz2QuF6kj1t+ec8zaRM0LevWrc5pZZ5WRn3PoL3q4Iexwe9GETU2cp/FrHgWloibIQSTN5edozzH3qhWsQ+rU5UJTK0M9LZzwVOOdOfX9c8SxprPHelS+z96L0Yvc2o02jcpb3ivBiOyClLVpuqW9OhD96ZvPXUwPf/SC+nxJ59IG7ZtS689eyq9TlT73r0bEQFgXif7ospydgoniGqT8/Bfda9cB0GrqVKNKsaCakpbJc3xzN5HfmlwL95xRAk/nq0jsrIWAAD/9ElEQVRSXO/j/icU1RIvkt2+pbyKLX7zoaEQbni78r3KJXDjsuBv+dICbwelyIXegWgRpzNFF7ngjhSnmg1wr7NY3JLXVpb50+jCEgg/gUE1RlahvRk3nCDECFkfKiAwzJtjHaunSglQLuubV+pSRmTpx1xnYL2f9ZvHagkaYenX/itzZCh7JzBi6YX3LC7ErYmSL5diEHMKqmTWG/CUlhGuXgHR3prOprRz453p13/9N9Pxt14jPDmA3WTaai4de/t8+s4f/SD9v/7ffx8F3IlAaQnbOxR7mN+mSeSekXsLgwQlGkoVS7yBe5i9OkV7nVaqLlZFE1qVlt+fhun4mrwv5io5l/dGTC3OO0VUYxpFYEl1Q1UjrOUu2+skeSEDF9vPlFOroaZ3mhV2Uf0REZEcVpebKjOoq/TzrolUWBhh+ZisegzZl2meLMTyoi61YU7j3GgYeT4V52yiuStj7LmDnV1DUICupfRBZ+F5cjoyQv43rKYsOni3qBQsPy5TMuXfYVA6flyxFuDlgUfvTHd85q4097tUfA6eT1/821+F4JWqJ3h1Vq7vhnesNu158ECa/yZ94K4Ops/9g19JPYdOpwGAt93LVqXzx86lKYCXTUQtamUlDt2YmeTFjASlhLcVacr32wJ5FCNFw3NHD0TSzxEBiLQa4w/vkDi0AomCUDLqliOgFg44ZjP279ILjOq1PCc5oqjgqrRMPmg7FiMc95zvzYinaUEVeJXtmsCIDdDuQgUXR/nMPOaBA3tIX7WzdsAd2cOxeG7vVRZuo7SWZiuMGo1awW0TY6OTwBoX72i0sBYM1Aye7RTH11LhZ8sn11Owiovrs62Rja3VM9GLKMPmdTIkwZSEMJp5a2QowL0I990Q4dr8E7aF65LvZ+C50R8VgRESx84bKxVTqU0KkHREifJ7sbJjmDTyNaj8w+hX8Z2FSEM2eiLiHKm5vC7ydXVMsqFXOiYl51TPmcsA3EnDZquV1jI1cD5toP9gK9Gx/lAm81bNVXDMRdSoQPWarnTcfBbfc4yNZLtOlEUld16uepREtaL6OMcUYh2Wz2pJULmes0PjGswpx3AYMWIFIRstzP0VS8OUZysqDI00+KTVzJH4K+VQMyC8xx++O33rxy+lt958A46su9PdDz6QXnn2x9HQ/XMP7wtZN0LKtK6+BVoS+M2IMm7fvSnVs45OnugJOWgrLLsoRJ9JjX8xf0IBFB8xnZUSZKlGygftmY/5c+Vysc+y7s77cimvSANHNJ69oS4JB925KZzgGJcMY7C9WvCaxdnznlAPGZ3NwedivagHwkDO9yBlScbVZSqZgKToeDD/nm9auEXMhQU56BSyB22Qjy5vaYom8SN0NrGadwYjOrclK6LzcT1lIQ4PNxCRT9a5pN5SNdQjS6xOrqUf8CjnUQjVE9UKGqJwhGynw1or9kMpC7ONrzLIcnKpY/l+4/2LCFYxjLnM3aazBd7AvoAMdgsjVAfQpRmrOEKPTGJNXRMcVq20uGmgNQnzMXEtWLNbW+vTDlIhh159Lbx5u7vr8T79o5fSV3/ly+mBT9BCZ2wwqPxlNs4ehOkJGa0F+2Y+GvEiippoB8BxTUGEmIHWCgnBqVW0qxA7oeCIqAWLyn/H8fyshpImWQd1GkXsJ8EuXSyc4CQpIhxlK4sFua/5ZkVYeAxqqhiQON4IlQaPhKumAnIJBvulwDQE1qvY3/GJijwMrlKj3rgU8/s3ijMF7hyAdIPDjlN4uU5MsIbGLlj4jpicRaOuOP91dkPhoSow/FhOpOLGQlhwrNWi01RYLSeV1bq2GZDsaGrf1J5W9q5ITasa0p/+yZ+i6GsoFX8UbN14utY0n7q2daVrVGuRD4SiA9BygxEYSWAtE+fe8Z5DxQfmKkcGy2hZNq4d2zxct4zqGxEIQ8g0D3ca6R6ji4wHhtU1MD7XaojP+OP1XG8ujTAocwhdARmtWspo1q2HfynyOB9zUzRMYev1CmXKkjh18gxUAgNxuAJ1WWdj2rV7J3sHbMzUSLGcssES98XDRxNuRwsl3yiY33WmoBb7ZCorWhlxQlJZjUQ+jH5NAVxtcu9ohGA8RcTYJydC6W/yLIkv7GxrBQhL42+KJurA9UxRwSdPl8pBuLeRmNgfYUyVK1GDKSuGnIgQR0UJOZEfv5eX8w2phoUxzufIj1YYfSiuuqDTcMI5Y/RFjPq+hbEPVRmWbxEHWhDwOfWvgSktyDWMpvHxGXoQXonUXjYM4b8ivbJt20a+nqscoyWOYWAMimjkXPAQOTriCW3mXFY6ujhn2G8zGK4Zg1VgOuNBY7Hm+SotY84RxT7KqjLaFc9SPs+isg/Vh+zRmLPtjgZOtPpx/GKBO+7ZGF/gaOO9IKG1Pyi0N+vBUn3inp3p2Z+9hlPbkA7s28MNP5ZeeOYpolIT6eE7NofzMYXj1TfE2kNeNrc0sw6HULgzac/2HewfC4CsPMuGlUUooWRjLr3f64EQt6LLWPpG+ZiPLORqvsdFgyobHUVUN6/CbOgvGP2LJkNEZ21/5PrHMZJGRL0Tr2Id+j0pVRrQfTl9X/SoZdymLfJy70Y1sE55dhACX5iBmZHe9/PgMgRwHKTSNirnElOBxeS66NbGRqrq2+rTlQs9qXvz9rSqvYm920JvwiGqTMG5cj3hB66X3BM3V2FHDXjsl5wKdyzUTRMYjLVUgje1tqfJgVmqgDHQ7KxSVIaLt/YeAj4REczsdFa+Kkfx55nNXxhYxehlEc9Uscjsu6hF3UZ0auVyOVko20dAalzVwz4cYXVsGNmEL/T0pjMnjqTL546k1Svb09/7+7+R/vH/tw+29lMsJoHttenw0XPpm0Sxdu2+IzUCwLOPYMA7w1sWd5A1reHsagSdTNyNCMA6BFEtCsWMhFEbeVwyIzvvB+YqCwezXgp+waZiD4y4mWqUDkGPolbwtQ5jLCIFS+5JlwV0JPCyaIzbyP/l/ZnvK6re+FNqBTmBNLKCaTdKX4uVWRgR5WKMbbCoM+L7S31lbFXhSS0I7byxYu+bwuT9eYylnCYqPnu/Czi+kcbI6TZvLmbcoKWRQ8a9ay2kd1TnnTpzLK3Y0pXazrakgckB0nKj8JXx/PSym6dasPfq5dS1ris1LmtM/RcvhxCIPnfiYyBOrIGjSOE3LceZqTMVtTxB3IORrDC2KlKp73XbPlkkiHzooKYQ45Z/5JKJMcr56xA0ed4qoh0F/m7JuIylTlAcZ2QIL1RAt81ZuZYRnsPvyuA+vHCmdevWUNm2p1DGJdVLXl8REXVMvGeqgaLnp3xxnKvB6C4l9lb8qTANOzQ4lqPZ0Jxx/cLg75p0LgXX28FAfjOpMmziPTvpAoRU1n2kB67jcq0NY5rfmadRsD6mamtkl7Wg7UavtTBy80qsqLcKA8F1v6jcFoeuUlIHQjGqQKNiuCgc0QHKEeBym+W95JqJedaz1k4yysAY6/034FCJ+axJLWl4eJJCgp7iknlnrVqzgggWBlaBeRSoX1fTxtA0EtHBKTBao8zgnPU4iNFv0MsVOCsjY/WkZAMM7I6KqGfeI0FAWmE/GfGKaF5cuUgnFmsiD0lxPL95702W0FvhHAkgq7xKIskcGa9M48f+jigkzm0Lc0nByNzMYLpzezfVxJtpMfZy6qKcf/PWbYxNU3r6+3+WZmH0fuTB+4hY1KXxmSuQl6LoAThf6R/kPVuptAKKz3Ld/deEoa1h4UMZeQ+S1bhr/980YXaK/qq+4t5ireT1XayiBbldeevv9btrLPpwMibhmuHIOKehF2LtMe9GdgNImtuR6bBFA3Teit6mvsfNRITKNL9jirMT1bM688VadF9Ges4ofERcM6+b0e8g0WWuTG0fPnEOzHJPWrluY9pA1Sc533T56tVsQHEfGaiOU0W6d1aQYESuDAa4rpW5pvAxqMDmSWRqGyY7nYgVHC36FwZdgxHjIpIbMAYraz+iiNWNa+YXBlYxIuq7GoU1E1RPmGgVEyz5WRubfJpWDAP9vcHgHABW0hRWlvVevpCu9l1M7W0p7d2/HG6W9YCe19G+4on0z8+c5Tg9azx3zvnt7zyVnvjUE+nLv/KZ8OQFuUflmp6loXkmvA7Dp5aF24C33QDuSC+8bo6wOtWFNTNUQ2h5axTp4el3W5En8Doym/bkiuBWKNwaoxrKvliEKmkr4jLeKWSltlMh3AJnEps2C/U4LtJHRYqCjyJ6Jd+NysFoXxgIKoV8rsJWXNjvpcGWDYR8+rJVzAcLLo1PoneRDpS7hn9JuUU5eU6g5rSYhpbcRL5flq6838mLTRSefRgiOQKT0zi1qQuMWxtRrCr61LUub00db3eReoEIgc+qxQvwn4KhF6NqLT3+mvCSz505FymIAGFG9FEgP+DfuNMcSQrOlvjXwcgoqVCm+dOF140yvZyn8NoKWZojrZ4nV4zWaHR7Jft48VNGA5zDxb5zlVf54NFf0hGcMiI8kWrLaQJTdufOXQggePnasWMnrNw0HkZY5rFwwWRt7XNNMzaOLCoPpoua1H+EdOvR06kWj9eUarDvM/ZTtjoh+mC7H/fTfGNtGkNw1jU3RhNwqxCDcw2DD/kbJLJWpI0LNCd9ds2WMZ7PtWMzS4AekgPvuOsOlHFDGgrsVzkvMcAZf+X9xZ5Q6RttxqjL/ZeK1y3Gtii5ctrc0+7TaVIX0QiLyLJKIKfO8ikibe0+DdyX41O8x93aG1Cy4qgiZTk1NHSmi/QcPQ1Tef5yPn7ThvWpG66oeeABvpQ7DaTMaELCMVK92Lw6vhBr2PHK01BEAPLmz7gYT1mQ72mALTypzkGkeXQechWvxuPCvBZuVI5Q5WuVBTtRoSnYvzBlskOQMWmZS61w63jTlLM4PaOeHYi9CbMJ3MZD+zel8YG+9M4br2JzI5/Xb0iPfuor6c3nfpjeOXEp7du7i8g+qaBoezWT2pe3UXndlw4f60GOkjpijpuY982bN9HvsCUbBJJIl/Qb+ZazMPsrbGCVcakY30o5rDFcRHjee33mB3OfeJ6oHHcdRJRUQwZ9goPve0aGxTLFvjHdC9ygnkbdsZC8jhhbIlkRPMaBMRtzjSCBVfHSFQVkJBg02N+wtcd3pErxekIDpJwhembaqGtFZ9rOuum7OsJcTcHxSJX8cjqgAIFQtkZWxf3Nuh5Gr14Zo0uAhV4BidD5dO/q5OGXCXg3NWjVKca9us+I2QwOeXD2mXxRPkQUNuODo8WaEj4MV7fVYpZkcSxv/7dfGFiuLZWFBojeDR7PSnb1mhVtkIGm1Adp6DF4rAYGrwRZ3xyKogrhr1HTTijz3rvXsDgQZiCbx6fOALDrSr/xt7+S3nr9cHr6hy9h/BMex5s803Mp/fGffCvdD35nLZGS6emxwOPYriYiEhpNtRJcyoqVcUaGPKpnwJrAATVIJd00C3yK9IC4mllYb22YOTZFZaIeLgu/yjAVGDHTgzV4cw00fRbgN9+AQViHV2/aKpRirjJcEHaFIIyISQGMz0aDnnRefDlylYk5XYAl103py0faqxRQxTosdMWCzFrq8oxKLzFMc6QU+KllDEvsVTaksnGXfehscGRzqZAVITBiuxgnLCJAIY64cQWK6Ykc8VGRKC+aGac1qzeks2fOpxOw7d/zyD1pefvKNNE/mR576MkMTp5AcIP1mBydTGMNE4ENGLo0nFbQnkQCCe9B8tFo98BYOZcZ31UYFSHbCkWS3dDyrzw0pVAvdHYe26I3pYZVRBsz1YQYo2rWiAUAfrEGo9CxmSmAyfF0epKe48b491InovK4EECVr4zdKU+twr4Ajci5cyWDe5and999J+H/VgRcX2EMhDm2MFfTTIf8UFHdCWnmkR8/mw5+8/upHgHajnCUjf7C5UvhQSOPU1v7slQFRqN36Gq0NVqxfjVeaiNl+WNpkGpb8W2rlq0gNTCEszOR2lZ3pyGZ2hH8HZBXuk9UGOcvX4RJfDpt+m/WpnaM6pFooV4snGJd5dWUozkxb1yvyjDkwmRVHu+bWTiXr3BWGIQZjRHSFsbqjGLZizGmu4hiBpatWA/lMjDKLP7EnxrYzlUIkWIjInXu7JXU3z+SL8ME1DfWpQMYiu3w/tgPNdZ2YF9M11gdacSgaKpsBEIZEBWEOT0SLn2kl3LaLkfUw/zJDkg5W/F4/ue58fxjSeQxKlyshXvK5y248UwHGVEroujlSsp4Qq9bDFtsCeWNsaZMSBxkzESHq9CcbUTd7r9zZ/rhc++kQ4cOpbtautJK2oNt33N/euvtV9KK7tVp0qpo9oBp/w6qrgN3h8KtV6uyHoYHLkWEtaO9I+47GlgX8iTm+q+4cVWuvTBIdZBjzso5coGWxm25km5co8Xq1GGwyo69N0x3gHHA4Q0Yp61tbZFK92Wfx/H+gcBFzdED0zkduzJo+Cc1YgDVt7ejn6rSQO8lCg0mgViswuFpShOAyxv4fI5I0hTnnVeXAK3wWjHfLMg69mwD2aGJIAIlqsrzrKKacBlUDbPqQiAZy9raSQ9z7XDoI7aIQ5ZST99EGj19JYx8ubCyo+yju8CQucy1EIJa4BONTfVUhKMb2bdyCGoQ5rR07sMrJjRqPUpaosXt+5H8ZmKzOFExSYVHn0McxVao/P0juexfxEkcdi1twHhupSI0GTgrAaRsrFp2fFYShuUtN66CCqEzrVnVnpoouz/89uvp8Fsv0z9tPu3cspr0kVwthjkBj2PA1Mp5lWzpQkRqnryvFP7klLduWpf+s7/3m7AOH4kw9RwRKMf5h089nz739Avpb/7qF1OD0SavqzKOSjMBUyyWiZzfnhgdSQNXhrmH42kE0rwLXUPZGDAKG8bVWBodHo5pam5rQXEQ5QKArWAaGUddYBB10Jl+VfeK1NxRk5o7qwJovGxZFwsuM5rLchtRqtg6zDXaqcoG0vYvC+EvbsSixZK7KisbQ+plT8NCBcWEXhexrpjiGw2vD5797I1EhIYH9CewRSErMudWYK8ivec46v1nwbIgXph6jcRJohwB95Ad35A1P4Jtg7kbQ9VjLJsHgpUukcrtGTqbXj7yCniAK6l5vjGdf+Vs2nvHHakTjMsQc3IW0Gz/4NV0su50rBsrCC+39mHsXEtDjVcQJCgCChlqZ3IUToEQLWFYa14/KidNv3CvtUbeIgBQ7DM9vsJQLf0nhf9c0FIUhJjhWeW96hjZIDxaSgCED3MtWqIobfK+zjiZUshWjnxpjn7wbISpunB4OcLMgWz1jr+CnnE8f/4S7ZsyN5OvToT1vffBf6UAw+uMSrGoj1Uoek5B+oWCjkfiOQanUstlcITDE6njvq0Yuk+myf/zdyEOHOEU19LKLfvTrjv2p+9+65tpw4Hd6c7PfipdvtwLTpGm58+/lC6dOpkefPQz4CBfTuP0YvzUE19Mz33/BxhljeneT342qoxmKU5o6h1Pxy6cSnWAosU1LhoV5d0vRmkzPoj0uEBwSGctOjA8HIo5bJGcQlw0NgqZGl53NmjESc2AF5omKjBvlV+MRa7CDBB7GBqi0Ty3hljGLeUOmXmhmy6sIkp5HljCBCkPo00qiY7OZnjG9oQzNTjEOSOSWSieAk8pV5pn8z6tq7O60ruu01B3r+gM+DBGKwpjS4Pe6HNOdObxCEJQefuISIxLRRFGSXYoIq6sgRTrr3DgdMwkVuXqVoVG9Fj5GxFy/1fWgIW7EzQ1M6aDgvpFBSgmzDQW52f/LO9oSXdB3vz9Z99Nl65cSju2bEjrqJ68dOl0ev7VN2Byn0hdq1ai6FsyFQb32gQrfy3PWddCOT9p4Yu9g0Hc200bHeVvI/LQCsPSzgqFfZNDsZR98hdwTAUcINZVsOuXTqf/VhpY3k+lgbVo/QfxrH9CQfO9P/pjdE1/aiBiuOOOfekTTzyeqnDOj735VnoXPPFdew+ki8dPpeX0N3337UOBiarCcP3sV7+S+i6cTy//7GcUF4ykXfv2pvUbN6QTbx1KD3z2M/SDPJ2OvvFaWk20/9233g45t2XzZhp+T6d1Wzan/Z98LDUQzIjavkjVEm9FTro2jET5JE1GfGM9ZpSc9fPN6lkjwKwl28ZZFlaAXMKxcB6nTSfSYUNju14C8IjaKi9zZDoA76ZFg0alMPKLrE0MWRGNDRkaw5hl9I1u5gfNeG2pmMKrDLnsJism5QbP91aLrvDHP+g6f+GfV1mt5PYn9z+DwJmnostqm2o2mH28rgF0rTYNIYCOSa1B2HeweVcCaq6pnUhvv/smUahn087N3emOnWsIDBFihqkb5CWGScaBBOEeokoBKy1mHd5lQy1heT789JOPpL/5a7+c/sW//PcAa1lCCJcrvUPpG3/43fTZTzyW1q0Ay0V1n33Q/HgAxuGJKzN4DFOwEA9Ho9Kr8L1cudTPwmhIZKSjEics74hk4R1M1+PRE2mjOjF6jFGiPIsnMX3VPLrpkhqMgvF0tRbvo3EWo/By6sDIWr12ZVqxZllq6SK6BT/MGP8ZUp9jDGoVotyrId45vm9LjSAEVcDnXFAIn8BA8TMbysWUZAbjRmuX0tOtsM9vZwHIRyVpZ20welvpIzGiKUGAuAX+K7BXetuqLhW898092ldQ40ljRm4dQ9fdG1anq2NDYSx2LV+W+i72grKcC+qMwb6rVL4NpCrSvq89/TwRj2Xpiw+giFkfp988kubHZ9OpVw6nFkqJV9uWiGgMccHA2A1h4G7fsp25GgU7cCE1EUWqGWfM8Ork8QoMC/LPsniVp+B9xYT98cQutWEUNFk2TsolBISVOcV4qtKyyZSr2UxN+RMUD6a7nAONLnmyFqyfUFFhhGYMTU6x6UToFCxoEEVXKPaMt6l83QoQH+HzIrIhDjCbd75HV04jMhrq/HuO1Onlvv6F061b15kOAEC+NsXYi68S+xTGhPev8WGVEXNmiyKNLrAzHQjN1ZOsW6K5ax57IFVvWEt6HG6bKXhtqNZt2bM3NSzrjsjMqrvuSmPdnek73/6z9B9/8dfT1g1703lSjA3rSZdRdLAcpdpABHS6dzRt/eQ9SOv29Nr3fpzqqHKsw8teodyFbf+aqZEg3sxRgfIVZLi5xCzGcM7olan7CLm4GUw5ZMMqnLQAfJevPBcaHtXOF8TCVlGWBkVEhjTUIpoXHgApPdLRygTkSCb6zPcjnCCOUgkxPhdpQzRBVNvWMiqJdRtWpU1bVgWAuJpxm8aYnbF5OTgzFlcYPY0olFaMO9feZN1sGiMar1HVhPPXiKZVoU1hsGn0+7U8CgW+k/svUyhOuwZpI7KoqqEdNhLoNmwdZWQ/jBIBo9nxiQ4EYkbFbsIhVoMMblCWeF4OdY2Hw+Hs+5xizwK/w82w94FfEYHSqSUKxVrTiZUaZTURx5UrG1L/wPm0ncrJptbqdPdDD2Dcn6VFzmjasHU78nZZGp6YSX1XhiJT0Al3XAfYrYYV69IQ0cs3oFN56G4IoIm0mJP0PrU0Sx7EDB4vcXe3I70+2mPL1ZgxqfmVA4ylbHDdZmqRW7/K96//3HE243Hp+LF09s2302ce/xQM+RfSOy++lO66507arzWmSxhFc6fPp9G5pjR9+lyauEy0HkO5e/Xa9OzTP0k969an1178Wdpz991piubK77z0cppFto6Slq1HnvZgoE1D27L7yU+nE6+/Fe3E9m3blX74w+8Rbe1gvDH7WetFIDc/QxGQK7mzvevFBgpKKx1u4S/CaxgLHdfAuEY8MktJ8aCxsljvyN5JoQWFfgqS25CRfMeWUVZaS7RdyMgYJW8j5OfCiC+MbsbDLn2Ob0gRZtFZKSSKKS3ev137bek38nEcqcDMEarwSYqqPMKME6OAYMFZrexK7bSbqavDymW22mB9bcf4ukRK4u3XX0zrV3ekLZu6YKWmr9rcMALNKhs2ulozSlgzhYBntx9eE0JrepS/qFTqautOX/3659MzPyHlcfhkzlsjgJ9++mfpu3/+o/SbX/1Smh4eTJfOX6Zv2+V0ld5ZtTMAMlHS8wi8aUC/Y8OAUzGaWuFeasRwq0ao+f40QsbwaH1DCzgFDLWC20XQ+jRtXAyHtmN0NddCRmmEg/NNDBARG+lPZ2bOpvMopQ3gxZatJlIHULsJQ6uWdAxnJpKDf1tUbWQj0oqeSJmHcI4olRu8MMajuq9YiAsNhyvW4IKAuK0JZt4CwO31igiHws6T5ZvKoeYy1VQaJd5j3JekC4IdJ9PGvVvTfY8/mH783I/Thl2b0mOffSJ99xvfTr3wCH32b/1SevYHP0lnn+uJaFAnKYXHvvhkWrN5HVWMKb2IofnaT18gMljPJsUQhlNlNWSOVridvdiDgdSWHnzsQdJTo+nPLpzRWYa7hzQdRlmAKGU2RzrUYRiMz6lgMUgw+GYZrxrmzCbHswC5s+OEgYHmKgVDREVMHWmUlcU9hTlUOtelkeuxueLNCJaGUx6znHop/q7c1mGQ3f6rcLsWZEEAYiM4M0f2ZTydBHg9ZC+x4nX3PbvTctIAM/SoCzMleiXmcH4mwKyg8fDPYp1puzRSBbR+57Z08cylNDg8glg3CrssdXWvIo17LgzNTrzgSYoS7n38kdSKsHzl0Fv0MhtJp3pOp7t/6bE0deZC+s7/8s/TiMzgAMBb1q5OeynzH509GCnCiQYcFfWrkWiNnRuGJXNhZXCvBqtAc+cvT4hFJeA6iJhE+6IY70r5mGWpRqWbRc6vjO/IpKyZSd1j8piIhRGnUo3CYcVkQyyWugz0GKKRHqxmrY3z/JcCi2nFlK99e3fQ5Jl1aUQx7tWWStBZTFPmTtonqFymOJ5oxRSp0lEUyijkxg2k7aKCGUXnfZGJh8gWh0trK1KJzC/3NQ/soKi9DZA4Pln82HKHuFRmwxdPaot6iwykXQix4KhoLOXGvEbVrxn595hQiNo0OTrmflFG6yQFTi72soZYNsDcM5NEAJWBDWQX6vgxfXjNOeC8LWCFtu/eh9GgM12dXIaX+0ao7iaD4PoUblG7AvneTF9Dxgrgv3sucDgxnxVzV8xjnp+/SjrvVvdyo85e2r42TV5b05TOHD2JzqlO+yDLllD5KtXwgT0cnUhDZy+kvcAmxml71UpEa5RIsXnefrgZD4BjG794MdUgY+959NF04p230mlJbIcGaUtEBJG1dYWWWfvuvit1bNxMdKwpbd2xK7USbbRBczPpRZRX3Ox1QZpiD1b4OTELrg2NlVgzbiPXoVXSkRbM7+ev5gh/bnLOuhUzSCCl8BHzjovUak6v5hZoRnwzvjCf4v3lo59WulLvN+J/jTFYhQUq+FXhYSmeniDCts0qlM0bAiz7wqGz6Qq9rRoAUq5oqk4P0oZkM52+79mzG0V5iQrBdwkhwxNSNUYkiqaUptcEFqOkchQlexZ1CLXmenLSeMwJQ6nvsuR3jek3fv1Lqed//i3gJVQI0o9wBIv+f/lf/w+I9OC3qmtOlwj3j49XE1laDdYAIWjahImWDmCSNEAWAjkaooEmQ/QkoPtZBEsHeJTGqIjJ6Qqr1iYRHArZZjZEjaFRXo0I7UlSI2msOi1vW5k6qtvS1Z7hdPX8AAKPIE97AwBvWOKJFnQQNq+2Ia5egulCwMTTeKd1KH8BkOKOAlRNCqPWCJELMypEihUexmzFAi1lwm3o9LKXVXmaMKW0V3Q8SsLUaGOSoynZ/vDDwgP2zawz0sodq9JI43gamBlIB7benWrByy3bspJ+V1dS/daONFQ3mfquDUXEacuOvWnF9jXp9779h2nvXXvTXZ+8Nw2O96fHP/1JSn0n06tv0A6pejTaFu28dwf4u3tTJ7iBo28dTvd9+t50//33470Npaf+9HvpIp6fGLjPfeXLadOurenIyWNUJ57A8+5ibfSn9SvWpp53jqdLR85GlZVtXFQtc8Gc7aOYqimeK6LLuaJwUYj4mZ5bTvEGRYbfLORt5nXLIPuPBINVIcJKgZK5kqwUAyQ+PAWD++nrAO4P3P9ANCieAr+xsCbCOl8USaX9XKoym5wLPmczpQbwGFeefzmwG3EdsEZd7S3pMkDnDiK3XfQeOzXYnzbiUSf6VY5eJXoG1mnswiXiKtXp6R/8MJ08eyqt2rglta1bkYan4Y0Ck1HHPXmda1xjEodq3FYv2lc36C+Vb4yqa1pHw2pGwzMa/jpXygA550gbFpL5Blmr3MmTptOUMVg8F5VNVnAtRK9c3w6L1+NU4SUH/xTGRUS/8vmVBWPg/wYHshHr29VE/fbfsZtCm04qpfriPjV8p4jUm5Zt1P0nUmFScHqeptXIjwkZ10lhR7N39vGcPGEcJn5vWkeC/a5REk2rwX+ZXCwVWDmPjoBR0SBW1alwB8Z955/sDBmSKnCOpn1wxibEh7qQc6BVWDTXtMKPyBkbVgMu0kH8n46MBQJCVOujYhmFiuFYQ4itgWfq7b0YaeogFOU6Y0SsJnFupjlugErL/quj8BFCVYzsukrErxky4DYMd+fa6tNJInqBgRXornVv6lJ57ja6DXl1w6T/X+LPkC3ohBEIPrvgc6zGWR8DzrKqE6qaWvQF6f7JIfj81m1DRp2EfHljunqBY9EP0rCs08Dq64WIeUtKrfBWXTyf2u2VisHVun5ZNCQfQ6atImU4eeli/L1i7RpY9vsJAlOdv2lDBClu6xUyzabgYeeFY2fotYyAuScXzc0sUXzM2L/+UkRTnfNgiEepGE+t5b51Zu1qEgTbxX6/ldyM8+UtvaTXX1sDK0o7xe4oHpiBWcDg9qTqhG9j76616ejpS+nf//GP09GLA2nV6k1pA4J7GCXR8+3n0tc+fXf69MNP4PGdA0N1BGNjiPKdGXLHoyFQ6kg5htUcaYICy0BOv6UR44TURR1JpDRbB0dWO4baPkCp59P/9tt/FDgfZ+bEqbPpx8+/mj7/4JOpuWFNWtmyPHUQ8ZJtmHqHaFCaqB4ENhIMxRpqhv+tOLTdjtwkllQLSgyuIw0fvNIJPnOhNCFEMseNwo3vIFxmRwGLzpNiqelIzVVUhgiGZpFeBKfSS0fz1q6+NLR1Om3YvCqtgYKgBVzH/Bz0A5yzBg+2EXzXvJUYtqewRFceHTEVeNeZnyd76IsLfEnr75YHxdbQ6y88k1Au4bXkyrnAy/ASw5Y1Y7GV/JcDBURT8BWKZdO+TenQ2SOpqrWG6MfydPzE8dS1AX6ri21hLNZ1NqTt9+yBPqMxdfDc06RPesf6Utfg5bRj88a0ds+mdBkjaxXCYdOBrTQs7kZI0DNrxXIA3VSKUjxQS5+zhuWNqRcg9+pNq9Ly7avSycukqrpYCRs60/mJy2nDnZtS0wawWdzXBOnmHXfuSn29F9LI2yOpGYyIfpfjqGSPDVwYrOHVR3Qgl48Xn+aF5BjF4BgkMBUTSa6skE0Pii2L1AtHFSDODz8rxTcj8pQvmgkwKbOm0m14CGeEytnytYK+eHfIV6SRoDcpRqeIXsUxhaGl6i/b14UZgDIcxZLeAHh9FsF36eIFnA4BGVVEWlm3kL4OWLnb3UV0djr90W///9Lyprb0n3z1b+MVN6fqM7mJ8jjG6/A7x+DKqiYV3oGirUo/+Hf/Np372RtpO50AaiU3FRDLqaOiLvrpXf9aqMI0Cl5EMrLQzUUu4XsbfRK/FN5vpdi1mCSnvTL2LAPNG4hSWUIeDaDDyy6A3rG+dRUMDZUGm3sg9wYsjbzBgUH0IoZi8eokur1j155wcvxWVI+KpbR5uWk2olhGXqW7qBNQLJ6JtdDAjdVbfRmR4tz5wVZW1RTf1GOkCjC3jL6Bk9YbSSUSl/tCuu/caCoovmtRDc+QW+1ky8QlkpVejtS59uroVFGD4hZMEVFmjao4nxhDrs1YRNzO6lj+Ne0fVdbaaPbgNJXMPOH6BeXEHbt2pD/87rPp5Zefh4j0k3QQwIkanUp9RP0H6UM4S4R4hnM1WvWm8QjQfdTGwJywGQNbDNnJnrOppWFz6qJoQuxiIdQjEpmjjUtVoz/3rvoLPgHrg7U4Mzaazh4/mfYBcxinKKSXSFULlfPnSRmOEAmeAgQ/j/4ZZL3tIrDQRrbnoa99Nb31yivp0pmTANvHU7etmdCtF86eiS4Xl4kYNuL89Jw6kabYIx3r16WzPT1phLXVAR742Mnj4di0rejKub/bGOO8BwgYUNTVRmp3QEeAfSusJccgs3zMs+YcFntP+IjvKiMDA5j3l+cz8mo2IWMgXdeLRtktHdM4+dLXxV9bAytjXjQwDDvbaJcUIIRmezetIKw5nn7yw6fS2fPnUkP7mrRi0zYq+1al/Vu70qk3Xko/e/Nw2r9tXepu6khzrV3pcv/V2Owyi8u3Yw449IxaMJoOoxgIwc/CmSSlAtyzOMrtwa3UQVn1r3zuy+nb330unSQdaN5boOtzL76etnRvT7u7d6aO5uWYZFRdsFgmEHpTpPnmQUer9BUqU0S7GjHwJBWVSNTF00pIPPqlFWFNWXEnCfGa526hBLm03BX8YoX0BDs6O4iW8JmYC259Av6YObiCWmqXIUibUv+F0TRydYJ/B9N6DK0Vq1tTY0cjwnciokESn84BbjQNkBl6ZeLWsCrb7eZFG7q/WIRLDaVWSpgs6sTqLK7lMquVDYxchRZGV1hXObbjJ3O22eAtPfga+FXa8c7UW10o5OWrV+D9D5Ea7iA0fob0KzidrhXR37Ee0tgJlFHgRa0SNVrBj1ipppbWKBGO1i1sUBWlqbG33jwYvEvy6pi2rSPCIr+ShpvoPPl4xoiatJAmE+tmW5GyrZDw4GmJFLlX582m3yp6OV1CQcW6zeBL+a8ytupGD80xyhEsvxTpRL+Q7f4F/NCNOKsPL81LxZ8FWJAGRuHAtXSBqJGORPnaQ8n8th1b2S+572YYGZVfL0zxbBTmNePHk4zRMFp9BU2Lm3BTt1MdV9OyOvUeO5HqY/5600WMuU1b96eaZS3p7nvvJJW/LvX1EA28fDbVUtnbSZRw9CJ8SJeugombTJtJDdr09aF7708zbavT2IsHU//lc6TKNDK0wwWPW0V4vejMrTUc0uuxWR4VJm88jwZSjmrlgQ/zOL4X+wMFZWWT71pMIQeVKUAXd8x1GBI5epK/lx2GwN4F2BdcJHs6E2SSmu65GGs4juN6W4kk7CL1YmHMwr3GWs0EkDM2ZDalrsyyQIeDGrkZCVmb+LdNgyz2i9UzOKEYrco3T29ATQJWqN9Y52JfvM+816KfZulQ6fxFhwmfWUoVMX+58KFKR4913TpPIQ4V0cYyBdgbsZKfTAsq9gL30SD/lSnCWMs+jWnYbNQprxR1jaQ7xwEvd7Z0ps+Bc/3295+DcqEr7TtwFylODH3wj9WTyodcJGBFmo6LPWOHwQX1j5BmJIOxllRVL6nkg28fTXfTyknw/DXWQ1bQeQ6vW64fftN8bN8MeotInN3uK69PqU/GwPNeHR5Kr9DvcRn7pJ5x+D5FIY3M26677gw2/I7N6xGgy4BVnEpvvHUwXbral7YDhL+M4XT6HPvoj7+ZqsBU7bjr7nTlmRfSO8eOEEWcS3c89CBp+TWp/11ajMFz1YyBdfXtN1LnunVwCHYyxLcTwcqOjK8m9lRXZ1saR9P2oSsjAi2G031aDkUWKdmYWtyS+c3irfiYn0itF50KLDO5Ll14u0N7w/EfZnZ+zkv+BX1dgW6un8Gz8g9/JnV3NKcVsK0/98KL6cq5U2n1smWU29ejWCfTWTbexPELmfBwhNApGIc1Va2psxWCu4nhNDiGwAaYY+SoruxIb3jZDRlCAGFC6pCEZByn8hm6Ah7k5HnKYGfS4/c/CR7gzyE3xEBi0nsIqR48/E7at2kvQhghEOWshPYJc4vhkWl5WVsXwmQMTg881irKzk3dobBklM+VgHk52ZJgMsrACZ0T1aoTcxFCiXiYFTxa+Xj+gojnTfUJQuVz014KVktmGxsw2BSSIEvPn+hPp4+dJqTbkvbfsy0t39AODgnEhQBVogsCJD2JOiW8f71KFS13sNA2oXKlF+bWUgVW7IFCecX+iKgOykZJG2Di+MutEYK/CjC+DXqDq4t5q4b3KKfUAEZTgdlOhKORcZkE5zZ8aSB1bsbrX7c1qgmv0HLkLVJ/jYS512xcS1XSjvTEfY+m7k2rKTeeBMS+i1Y5mMxD1EHNgzkB5GwvwIbJunTPHffSeHkZ528NUr7pYeaOCKQVW2Lpuju7UX47I3Vm26O6aUgXwYDs3LIzOgOoxxpUuBxra4dImDCuRiSrbHWj4sa4mgt27twsOzJUar8K6zMM0gX7JaezcgQwg7SNfMbpb3plA25pr0oplS8YrTJQ/v57tud8ugJzdvm6Y/8dacXKZTwLSjuiMl7Im8/nKT1N11A0hg7nkU4ErK8+WOrfvngq9b/wDAKe6O2qtjR4hgjsJTi2hq+meYpAxogCv/0DcHUAp0cPHknHXnidShHmlnGdB1dyCKDtYD8FIszdhd7zafbl5zAW6gBEg2PEiBvCAJ8Gg+K158LQLSRv5WCUC7YYo3zX5f1LbkrkBYB+YAIVzK7SMJiMHmG8kQppAVhvy5qM5TIVaGS5NFQWTLHYu9k3KaOQhWvCtWVir4VAeILG4hdo8jwtAWuhSvYRJVy5cgXjPJyNKvnjpFBAYQRhpI4hjkTweXFvBpwaiG41sZRaOU0zH4k3nIZ+JFoXiUWTRJToofZlrez6PFtTAJJzRHw26EfmUotFJRw+TgSgfsxqtqzua+w1qTNi1SPKUOLQRkSYxtok2K8p1kCDVZKM3bTrAbk0iTM6wXPaKknxklm/LWGWPZxx5dnE9Ygj0wCcpThoy/pV6VG6Y7z48mtQ5VC4s3YDlCDtRLKukW2IJGakPo1oe2/DyNIrZCmaGruiCm4NYPjLJ46lQ6yXe6lIbZaTyUMVM27OpW+OpW2hj+gol6NrSN45YSFGB/3d9aZDHW21AiWenYPKSEyWnXnfC0O545GH8LRxzJFDd0KpMo6uGZJQG3m14977wBRTILIKugvS2l2spUEmZ/OTj6f1+/alLgpOhp59Jo2xl+5+4snUCU3DDvZCz9ETpB1b0/5PPJSmuI0Oov53YVxZRNG9aWNaxZ6ctFsH15qV3DRwiZnEtMQ8Fjcfq1yC0TL1Pc3xUyzYBqJYHa1odavhwSVaNagMDlxo4K7zs2dXPXNdlbumclo9JtzXwBzmCSrl6UcxXX9tDawI6juokVfPbOZdLShIBE0bAnbfhu506irVLzPD9JE7ms5dwvum0qVhoj/dvb49AMrwwSIIOlHE8n0Mo/SKglAXB8JBpSh2JxYAgq2hGtwTFRdzYJ0u9PSlE++eSYPnpzGUVkOS90Q6dbwvPXfoZxZso3Km0+tvvZIeu/t+wNf2GWSaEWgSErrBGxFMMrobhm0ByyPdgJEoW2a0NLZFhEXjxtSgHCaxwRBo9XwnNpA4DM5lulE6BqMr1WDMZu1dx5jY0mWc6IpOZANA4eqopLJCCOFJbHdkCK4RQPjirtb3r0jdG2E2pydig0aa+tKFqCLhN3s/SQKpobfQN00XtLCUYmnfhrdiREAajZxaKrwM0zJGC2kT42ay4mcWY7UBhdWGgJmV3NLWQozbBBu+DqzNIL3azkMbsAZsmem8n/7ZU+n02yfSJx54KDzgc2Mn0lgv5f9E7WQNvzRxLh386atpw+6NrJFWqg2v0lD3Utq4ldJixuMifC8j7aO0KTkffC3btmyFB2swneo9wSBWpe7lK9NIf1+aH8RABoc3cYVj3z0fBH19o5dTD6XOm7ZuTE3Qalw8eTENDzL+jFu9jZvRBBq9Jond6SoTeWTE2IyRthHvViWtiMZIEOxZNWkERP2+aLqGAA1Aj7Zo/j1aV1xnSGWFc1NQ6b0kSnYFix9/1/MsjYgawNTzwSw+imPiqwHc3oH9e4LfappnMCJhgCaMqnAKiugkp4wUmDcn9gwB3L5lHRV/94PJrkrHTh8FP8iahoU7kWoV7jwFRcnafdsDzNxzmnSDz04KvJMG3Ws2rcfgA1NFH8s5UpRrnrwvTWFYjpPCPX7haGDaOowM7+6m1VEnXjTib1UHUCXWlWm1G56/rCAspW6sY2VKKC0dGwys6FWqcA/bP7fDKV6BU8SIK7EmeZY8Rx6D+KuYumxWORLOSx5fHQjPZ+RahdIPRuYswOH8ylQHdwPad204LoFRNOJk1IwqwiBWNA0YZLCZDLfOCCzptF7Sp0dPXYHPqD2Nct06IhA7d+1KI6cwbGHTHkcYBSpQbCnR1Ra6UgRLN/JlnPNw+tRC1L6Vvdc3ORSKLvpMIsfaWc914XhRoeUaYG6bLd7hOgOA0ye5L1O39TizU6zvlQ/uSe37twTprJJR00DxoZE2hexyHQd+TVlliaPpT42siaG0d/tG0sgD6TAg60fgweqgd1kjsm4E2WcU2cizkxNYWQzDAZRxunY1raKaeFUbRsM6IACkuw4dPQUdAezwRg5jObofi+qS99oXf0nvuw69v3feeTv9m3/9O8w9vE+0g5FmQV1XFjv4r862+qk0uPy9dLrcD+3QWVTbdJ11PPujPw+qIVNuGiR//sJzBBTQMVZlx57PqzK9xL9/+I3AIDq89VzjB29TcYhiaGLtNup0AJT6zovPRpHPvE2cvQ91JkbgKHoWCGCkoGVoLw2sMnJUpuZ1+M28aPzk4g2pu+bSmm270yc+8+XUvnojjaKBsvC+qWFTzabeS3FYYqm85egrWtz/orRcnMAMq6iY0I/IuP5ra2BlV0R8gUYWE8tCacQLWs7PIwCYL5w6SpSmBzwSArCpC2VNKSrVQC1EDHZt3Et6ghw1442ZQ2qslb/xRMHOCBbNlS0AP4mcCJiT8bAazBVBd6zpqnTpZF86dfR8Gh+awivqTs11XakVYf6p+55MFwipnho8FWmFiwP96ZkXnyEHviu1gAkYpfRlGi/LdEaT6SY9V0v3EYoSbfoMhjJVWvWQh4p/CIZafhQKAt5ro/lzbuKsgaUCMKIjQDiX9Weiw5GxkXheq7XcRFETyXPNcfwkuflmBGcbpc1ztCY5e/gKhKuk1tavhHNmNZQFeP5FFG/G6KBpBsLztZaEs8ijlY7pWdWAWicWb1bqS3pxqOmInALkqxq0GlQI53b4qBo45xXSRA1d3GNLR6odqk2jkM9puDqu0xiRCiATdUdRJI+vf5SU0BWE8DtpbmQqvfjUc4GMbyaaZCFBC96ZNzuNJ/fuwbfS8WOHo0FoW9Myfj+V3mw9yFhQDcd8DNLrzKigT3eo800Eeiv0G5cjgtiGIVwL3GUeg8M+XFcu9KZv/t4fRhWWVmkD5xyDFqIfPq2rg8OUxyOM4C+bgTzWSqtqjlOky9k1DXh6FtCeadk2Uppi32bw2udQYiUfkYpaIZnlQpmM1bLKkiQikhrBOZf1kb9UgF5nAgDrqZM9QbDqaz3tcXbtwQjSzotImqSrNu0sb8H78T5t+aRdnKNhWBFpH9w4e+9/MJSiqcUcvFNJYngEZqOoUCPVHvz4RmAtw5Y+Ip67wKsF142pPMDdWB5ieizXt/2U7Xhs4TLC+Fav7gxjIpcQLOHFeXKC2hR5jrLE6EaKUGVQ4KAC95EjVZmss3zdag+Uov/m65dNeDVq+64MpNMnF3Fuy2G/3r+fyrlCo2iIOUZGNMTYCPqcIaIrs73RX1NzdYDW6+FuO/7jN9LR5w6maiADdUQXdj70UBqpIXL9k4Pp6EuvYETNkcpZkzZu2IwBw/6naKOJPd5M1P8sUUQjENu71qRxOMUmiW63rO6KoppxyF4nLw+kNVBptCI/JuTqYl7nB+mGARHt/HpaTNElo2mKeaLY49TVC+mRtt+AcmMn11R+2KMhj4cK2EyAYPdZlHM954rUvfJFADzUF3Z42L97c/rp82+kIQgzO7vXsG9r2F/ZASzTz5mlBF48NHsv2QrMzki9LkfWdq7ZQCT7eDpOZfHWjRYbFbhF57nCeVnC6viLOSREaV26QBbkf/8//vfgZjMlSoz7fa9fRonKgyy0KAMQErm6AxpZN9GxIyKuWWzPi9dyf+ogofeiL2rMQV7zcnHlvWcM3h6h3olo4rzlXfGeu6y/9S6jmUYoiMVbXmjFU+wrDcTYWjdE4e588PG0be9d6NSVOAhgn3EoRmoIJiAjrTx1zZg+DVywl6iI2r33Tlva1C1Rgy2c7K+vgeWg6tJhME2TWpnndwV+Pf/XBTanZXootU30pmVNnfClTAQNAhIifZqw5pefvB9DjEnSspeIUr4iUg+xsPTKWNzT4AmmCFdbZt9YA74AD2/k8kQ6f/RKGjg/lub6qQysQ8jABq4FLox574Zt6aHdd6UrPzsLAND7whl487V034G30gO77oVWgNJhVlwz0ZcGQOVa4NJCjI+BoeITcVeCNu1uPoYRZNWRQtVXE8o9KgcLpTolJgtDQG+nqcHIk9gP1jSRkknSkFOkGwKOz/uG5SMCJVgeQ6EKHIZA0GXNK6KacAojZAgsy3kqKs+uOQ9r9O60kghgNSFad9YEUbYoY5c12c0loSYXc7FbTh6NobOoW/Ir1FOJreJcJt9qSS/c9/kHqGhZm37v938vrQJP9+lPPpne+f6h9OwPnw+jLkpuUdjjcxQktNWkd0+8nRpfIaJy353M2UR657WDeLcCZVMaghtLIVOLt2UsTrbve8DpNJOC/fH3vp9ODp4IZv6hK1fTjp3biSbVpMsvXggBNEI58hpC348++Vj60Q++lwZO9WMcU8GpQvM/q8TY5EOkl6cmTCPNpd3bttJDbVM6+8qLVJVeTR2smXkwI5bLKxBmYBaP1I6zjcJuBJivV//4w4/DHj+RXnju2UAPh9jQgCqEl1IwB5lydCX+CC9cCak+Kgya25qBD56qsJf5GRoaSadRTuVrE8UB64kaWrYfwZgIBFznHi4cmzOGme5BjEUD7U2qludquix8dXU9Rqubt0lxC56dk7vO58YDpi4h8xiFQowhyoB/vm/V7byp1QihSTdgysitrkeNItHjB3sX2IsPfuQ4ohxNDcwqSGXlapM8VBymHRKimaz0A2Fwvp9IrtAu111dDerEFaDdANGndAUyyCtFI23vY8+enWnjprXRIzXgAgXJYq6asgLQiK5V1LgaRp41dFGQLdDSNJCyaxvzqevSQ4/8Ulp1x17S6WPwE9nu69W0mf6Rd3/yUSLfzanxrrr07O99E1lYm+77whfS5R99O/CM99z5YPrGv/136Y7HH0r7n/xEGobg+Br399w3vkVBx9a05+GHU9uObekcgOezz78G3nM23fvZL7AvkUVkD4ZffCP1nTxN+pD0O5MyHtEVnb1Mf5Oxb7lAYlZSSKMlPGe90XYmUjzsFPjQTopEKIROIwOX03IMLHvfNdjs3nHQwS6wcQEhw0gUr2ZVd13fWKojgrkMbsAVc+xLqFdaiS6vA+gdzsvtatMlrp+P5rCMSTLF5kvOv2yQXKN7wt1R0Wyh0xtvvJGef/75OGaBhiD+IpsRVUTmgRfNgFn3SrllXZ5Bvz+fWmC+f/Txx9Px4yfSCaAt11lGYcjktZwJS6439cqt7N2tX7ky7di9O71Iu6PxIuJdGlbl/QX4vMK4irvVseFEukJtrc2k3hsJBkzRukfDm2gqUJ9pvjMTz2TEPGev4q58y/0UgmFxUsv9/nFO819bA8sJz8JbLhV79kVmBSUG2BvP5cC29end53+apgaG02qiIB1TA2zg+rS9eipts5RbA0GZhYAU21BjGxojQPxXjxdYDfYDUwWji42MxL98/iqkbf1p8gpqZQjMwmxHam0gdx0Gj1U8GEgoz/t27aWp5cH01pXDkefuRSj9+IWfpZVt61MnhlsrDaabmgQ8s0CI2kyT7rI60NB8MxEqjSj+H0ZqsFlEQmxRYJmyJIURURAjgdHld/y3EQqAVjBI4k9EipqKnB0j6gTpTSvRqxaMw6CdYOEZGTPnLr+MLYNkja69xkKmonGUMvhJsA1XMEwPzbyTNtOEc/WeNam6vVAExSqNcnZBry5mU6qWw0oSuqCWliZeVI6mwFRQftckxxxA8WWbCe3fBQD/jdVp7c51aeUBAJPvnkpbHtqW9hzYRxRwPL0Go3P3upXpDpRG/2Af6cEzBCkb0md++VNpPRG4c3jjyyHG64LVvpfCAxmyV6xZSUukdwk7kyo5sDM1drekI8++nU69fYq+WE3a3qRS69NdD9xJJK8bqgY8dyKOKyGi7aZycO32dWktFTM9lDRrkG4gfVjNOpowbcpcjmDM6e1X0dty2dpl6U5oHTrr2ihhxgCjRYxUBxcpZ161cT2YoQtpC2nJFWBrDvEsVtFt2LklvXnoIA1vLdHPKSqt2BKAHfA03wubirHXkysEZ9n3bqkGxNJmyKOyArwIyeqZM6fjaxr9e1HOywCxGt7PfDuuBUXdzXcQHe6tIrOqjDVqZVrQg2Co1uA1a6hPB1gaU4C1O4+SnpWXKQoLMymmHFOBu/CxCyN7lmsatfEeZtlDYjHn2cdT7ONxpJ48afWMUQcRkAYcDMlHlvbyIvnZLXaIPtTSB/B4Oid59IvoWpn/u+7E5XXe699S3Pt5/jFiae/T06dOp1FbjmRXKT340L2062omuqCzVXDUuSwYm5JGwVYx8kZN8VPj2MKrV8s+aq4i2kqBy+rVq9LeHXelH/7omfT28y+mTr7b2bwyPfrpXybt0p+++Qf/If3aV341re7eyD4i4k8Z/z5S7Bt2bUkXDh6LJuhrN++KFkmHDr6RvvCpz0N6uie9+dPnKZBZlZ6456H04+//dho7djzdBUt4M62LfvTHf5Jm3jmdloNxbAGlUQ/+q44BlPXFysLo0xlYw2zKhnsWzh9OFnNfF+lknEujWHxaS7S3BbqNMdqZEaxPTayXBjs3yB6jAa3ctodqOH1Giokac74+KC+awGbWwwXYumx5VMOd7rkQWKyVpJ6uQUK7kMNd2uL4CzjKyFLGV2mEqEPkRgyqHLc/n331q19F9t2RnnnmmXC4V2LUbIZB/eTJk8G4vmbN2oj0W7TVSar04JtvpHr0yp5du9Nl+lwOk1nZSpXmADrkHEbnHA75ow8/mP7h/+O/Sr/927+dxqFGqUPG1zN2nvvUSaAWtKqywrq1qYUq+ZMEA5rTlt070/EjR9I4RMx7OfckJLA2bN+wfhPp/zNALKBzoELx/DkgF0RGPdeZM2dCpu3duzedIl196dKlSHOqy8LfZp/VWTiBHp/HsXBeG3iODtpEzSIPhnBEoym0RUI4mAuV1AYrbpidcofl0fx4Xn/pBlYE5q2osRqt2FA5NVSG7LNFXKiNQrjcOhoSDnV8141kakqPzTfkzrAZLCFnrwUuYe/OPenrv/xLtPe4kN46+DaAT4QvO/k4RlcPlQ87qaAQJ2iaIshFAytis180rSzGSP4GvDu91XOnLqQLGFc0fSdFyHcwuFqpHmxubiPVM4aRZY6bjt4jw6mbaozHH3g4nfneuTQAALiGxs5vHHknbdlwMH32wH0RiaohepYzatno8f6NXrmgFQymCZupFBR7ZQVaSccg0Nxnd+OZNvTVghHVDGA+e9UIKQT1HHgNcT8tkJQ6JoJ/TB0K8J/l8+Z2GJcBvhuWt3efRG2zExYKNFJxiMFF1O7Eu/CHwWmyki73cmjVAxKPaJpBLZRh8Mn4X0ThisWbiZ1Uyzet5gV1Uxpq5ZHFfFpeTn4n5pUAGySU4KRWtsDmTI/I5XRj37suta1tS6v2Ut7fMpPuhI3YzXr3/ntSx1E2H4SQ8/XNaf9Dd6Xlm9ZgaG1MExhINR0wgm9YEyXJd6+HugGA9ci18bRq65q0fdWW9Ns9/5z2G9NgNeh7tpH0A/MwTTPSFZPd6ezJM/SzG09Ny5vTqjVUqgHsvHfDJ9IoXGebtm5NF/ouQ0yK0UV13bbmrRQ7UNXG/T+y9dHUtXZFGrjYn+595D7aSbyTOu2N9m5VuvP+e9KGgU0w9HvP0+kTa59IL/74RYzJTWnZyuWpd/BsrqaJAcuRq7w7NMj98fcAPEVUIwDzRgI0wPJWyxCgUMGliFmcjpvNjDwhWdW5v4yO5Ak19aWgPkuD57OkQ33JM3QA4HU7YONrc7RsUnESjc0VtwXPUHlGFZ+Gl/enQtRz1QjgR2ByI8ZQODC2yzC9ZTWwVWbs1WD0Lxo7B5k6N6cxZkpawTvL+WY1zPSL+Diq2hiPMTz0Gb1YFQSGdR2YLI0j+xouxcQK4GwMeq6ejXHg+0E+jgbPxYC5yjYaHFc4Fvn8N1ylWO+56bifV34jG28WzkyzZ48Bxp6Ey8lz2DR6Pzi3Roz+oRFTzFlOKTY1ei23CXhvRPLAPSEn5ltw3Ni/JHU1DzkeuYgR78/mNetSB3vl0mvvpBV0PqhdsSb97LvfxyCrTs9+6/tpjgIGyUWnqDx++CtfSz2vvJxe/bMfpE2ty9LaZavSW3S+2NO+PjX3QWZ65HxqGaUsH1b5ERjTZw+fxukcSe3r1qZaKpl37tgenHxjVw8ng7vwM8f6tGigSl4Ii2mydxxRCAfXf6eFTPhskTrEuJaYF5lTz7rvpHHsJRyYadKfyzooXhlCnkPb4HCHr+c+cN8Ipg7sEO4xBvEFotP1VctS00oobCCyncIRush7new/u8JGFDH8lcw1uLDhbhZhi5voY/0tpy+NuZviFH+ngRWtxbIyDSf82LFj6Q//8A/juf/b//a/TZuomnz99dejUOpxIlFvHzqMA9dNz8DG9Dxs7LaOuQ9S0EvIqimc9w2Q+FaD6fqf//H/ko5A23Bg/960ETLbL3z6k+lv0iJHPiurZD3fBMf3nOlJn/vs58gKjKYfPf1MWslc30GnhdNUar4D7OLTjz0BT90gMI13o7L0P//P/nM6iqwJHf3tb307PUy0swui56NHj6ZO8K3r6cZw4cKF9D/9T/9TBAsEsF8rolquj/bW9qiQvcoxrazVBgy7JhzacYzkORS5OLJGDGWLZCI7wHeNcBm9DDlRRLJCApYZgI9h3m7LwLqVYvy57kk5J36JRTGJlJyJXiyApq3CizYSVqu4+8TWEA0JuZ4FRx6kxatHBFDHJ+sWNq0HG1Ccp/lre9oEXqGLAQ8OF8L67Wt3pIe/vCb98e//OzY5aYZI69SkC5fOpX//jd9Jnxm/nO67/z6OpSUN1Q41CJommNGtRpsN0CQphrFr6cxhqqeOwB0z3gH9QzXUB4DhsbjrV7SQg5YZ3Q1aDRs8DWkwspoQBI88+nh65/zJ9KM3fhoe2DBRoVePv5oO7N5FNUw3WITMMCvN/6hgTe5ZLiyNHlmLfcIxvIJpsC+dKHxpGTSMxjCI3FzzCB0jb23NrRGlsp2JJd7T0kBAUmrZfzS9RUABbQwMlZGw8QmMQTm3Gtu5K6IJhov5meD552cz2L4Jo8x2GrJXXz41Ad3BqbRhx3jaA/FmC7QOszXjUUlnY+ggCgyFnAXbNYnADP3b/0w5WpECdLYyu3MGzgdDfMHTU61x6/ekOeCcl64OUfG3gfPRB/DCxcB8XYaBeFX3SozQ9tSOsMQGTk+99NNU1wXRJYtikrG5QGVkl6krlJIb8fs/omUDvSd33LcXI4hyYzB2zUT8jkMJMAqg+EuPfCnVUXU2gYc9x1iNzBE1pCpxJeXMenb906REII+9OkkF11hj2kZkSyTuLGm/d88dRSEeSw+216VX33w53UOFTi0VrNJptJOCOENRxasvv5S6NnansVbWdvNUulw9TIsY2Le7wbjhio+QRqmHJPYaBorGdRt0D9eOq28EFGfLM6KchvkZLyM/gdEK5wQjGM4vsU8dUFVoRGeZwgibLjdHSvjBdVKaWWFAxUGLeKRIUhlyd07iO7ldixHPKIFHYL1z+izrKhsOa8Hi7Nu9hXWjciPqxJ6RfiScgOAaylEeX1F3V1TVWY0WUTePU5Dye1R/uZ99POZYriQpQuLrwbwueSWHIEw1vMUUSq2g8KwG2xZ4QJ0jjX6jHnzF8aD3QaSIXVcTYZRmF25Jr4WolBarY5X7BbrGc7sXuXnYr1b6Ai2QamPBeSieOs9C+SrNrigByJgV13rMb26DUgX1yzjRFlvklBVhW0k1r6fqdXxyFNlQG/8aTSuNac+uGlbAN3EuYjGRZtM4DoMLY2WCFPQkBT2TrZAvs0/aqQIbrTuWWnesT4NNwAvgDPzbf/f/SXXsSPrB//bbFG3AwTU2gAM5mt7+3lNpBlxj44Z10NysTgdY5zMnL6Wz3/tpGqGKrAH5171vLdQ076b60YFo3L2WKFEdQPlumnE3r55Jp+aOJqCkyGqLHsBMsn4nSWUq/zXcoxkvuEPTgo6SxibcqQE7sJRHJzH6WSLPVlGxehIetrOw92+gA8AKWpENTl6lQpxUIJQ5c6yX6MYoho+zhTwh/WXktAdW/462NWk597hs1VqU9tnUCwv8SluJsZ4s1jASWsf9xbzEUs3zlStLNbxuHaFd0pq6zYNy8UW+j8Auuh0qYOgaPZ///OfDSNHQWgctwr/4F/8i/fqv/3rqJnL/M3oHKjzmLs+m7/z5d9J9992bnsBwOk+roc3bNgc8ZIAI/WkiXqje2IOH3z2aDtI6ZwDs6Bhwkd//D/8Bnrt9aefOHemOe+5hGzSkV+lTOEKU6hGY3RUh/+wf/+O0i3TgNfTRSfivDhBVc8zdp/Yn1CE/SHDDaNv+/fvTEaJd99+HzmUtXL58OZ3lfjK4PUfqo896GMzgY3HguqgafZfgxjD32qnecgxsv0VLO2Ev7dAymQ2aY83BEBnM70b1JZgN/CYGd8g3MgTlvN7mVHzg4bdlYH3g2T7EAaFUrVJgQ+m9ulzZP6GEozO2OfgIS5WMrXlQ/DjIkYuXsjvSr/ydAyWipcCxYNUugyCtra0uDcHfceVcX9pFD7p63LE33nglPfc6/ZNMSdjWxBQaJzpLifjvYWQNjV1Kn3j4/qhoowYv8ErzAAqjESupteMnTqZzx86na+Qcrk1gzY9ZZUj+nwV6jbJjved6mN1nMITkPLIZcx2GTSttAr7w6S+k4z2nAHm6iGrSCVi+3zl5NG3fsD1TJ2DsDbGY5XBpZPFYHRigWo6dwBgaJdSr+DXyYdRLxT2Fpd/f2xuKxZRhCwaZRmMoKxa1nsYcBpPVJvUoIBe755TraZTP9P6bWumlCEhWt89ImWW7khWaJpXvqQbDMgt9AK0I/SGa8o5NnKEicZrUwXYiPWBSguaHSAGhpsD/qCgwAHI/szKclXdLjqzkijYnT50Vokqv095gxTESEEqeKCv/5ZPn0sZd61Pv2X7SAnB2rdyS1ty7lugcTNVXiEqhwxWIGzZuhOeqC095JKJvVRBM1s1ZJo9CNdiGQTwHtcII3vVFqg0j/UuDumVUGLbOYNhAlzFLM+B6Hkj6iipKpwb6BhH81enOvfvTRY7T8N4Ktm4thtswzNFiOMS2KYcb6CvHzMHFRBQHo8sHq5aDDNLXdjB/G1bRvkVesgj81ae1K9eRsmiK3oZi6PrOXcWop0UFYXSSt0QsJaDlXAocoxXBbWSfrYKDiDmT26aR9XcSrMTVqwPprjvvCiGVFXMe5PhPPyOHu4rIyaLZs/BGzEMZWckbzcikX3bP1pFG7udej3Kt8rWVNkPd3VTdVoP7EftogscqoLDeyqNyRM03skFXLou8Hkpgcmn22IMvdrRRruymLwjd4AFj3Yaxx0eFvgnDz9SQPFLKjxDUfleOpgXrxkjZwq0v8Re/XGGOFRWBtUAGmqierBVgznuyQytT8lNeN8wL18liqrgBDctsci6cPytv3uMmey/14dHnKKGvrVs3pI04GYbMZoh0mgrK/ekW763MDqjQaole1QpzMLBt9M2BRjZuo83O0bcPpj/6x/9rWjsI3RHG3KbWhwNPOAARZz+RidWmu1mPrUx9DVV4fUQkxo6cSKuAVKwn3TQBT+Bz/+fvpJE3jqVl/ROpHRmqjOum6fK7pqlwVrq3riQK35Ref+qp9Px3vpfWQXuyYSJjJsM+CcVpxBWzUKqJSIOVUVZ+deoMZqkrQmnktVtvdIKillV0VFi/diqMgs7V64mgNqQVy+mVCF2HXTzqazs4hx0xrI0sJiWcPtYOxtf5y2ByN6zEQQWvCrXGsRN2WNhMEQus5jierXASSkZrVXUYOEWEbXFRl7O8xGX0ERyWq+TL+c6OfHDT8d63v/3t9E//6T8NLNZG5GA/lCVGvnSkDx8+HBEt21udOHaUiuiO9Cu//MvpMnNh1N/Ikem6hz/xcPrpUz9NlPxEIcukuF7k/MDgUBQj7L/zzriWEAsd6PN8zyiRNEJmV86Q4jPC+AQRsz17IB12D7KHZ3BYn3766biHxx57jCzS+cCLTfCdQ1Qj9qLDHuC+7yICZhTOc0ULMMtIhQMwBxZzDfQPEdCgYIHr6/AbtTLaqfHcihPdgp6bUicQ/a0ljRhk3coKqR1iLeVq+4/z9ZduYNkSIXvMeFuW30c8VtNI86GoDIqtlj1aFXvp6S3IkmJtZ6FdqPBQIFAztHcS5SGMDmbo9Rd+AsneaFq3uo4egKfSd/749wF2kk9mckdVAjbGDStYFmM6r+OpTU2gnDmXDaGNGKvM5nGJ+2jC3ENFzzgtGVrZvLZ7mGLBmnZoBxDvK7p3c0+j8lch6BvYpFb6GVrdvn074OUn0oVvfyNKkfU6XjtI5/Kd+7m/tWkMMr0JoiwqBQ0iDS73koakkSs3uucyPx1+dNAzUJIOLcMYi06SvUg3SgjIItfAyySlpDZt1cF9luWxttcZZyHKodVsKwnLY70Yi3GCkLubqY0omdG7iJow0NNEl8aoeLQct57nGsK4eOOFt9N2mNPX024myoJtayFA130RfcqywMyGlqfy70wPkb1Bny9HJ2d4UBVm2NkalgjdenikJs4T5UFonhucSH20QWlgrPvHeiPs3IYHOhmRNbAYUFnctfMe2je0p9lh8BaTfSiCsTRcNRCl79UN4OeGaaGB0ho9OZi2dm9IJ4+dxGC4Qrn61uDpOfHqsVQ9RPUfzz3fazUmBJi1VEFBxTEEV9iV4+C3SAlPX2ITN5LuRXlNAdwct0LT0PmFsdR/tDfVkQ4ZPUe0S64V/rMCcsuOzemR3Q/yWW0aJr3cvXNZ2r58U5q+OJ7OvX0ybdsMpqxrB8zHJ6hsxbDFnhq7SqTMPZE75YaxcA1cig3HNdK1ZRvA4fXCzn8FD3AHHFyNGNkL6Y1SscTwixMyAlAhXhZ1faUJ4Yzxn0ol4PfZYDB6xL8C3N+iVZAvm7/cdeAAnRE6OT0p2UhPKviL7xQRyzDQYv7VrJUGd6WoqzBiCsusZD5fUCzh2WbHKlvn2Xz05X6TPyxSdqUQvSUmqvKaH/53U07yEFnpG8PsvYUheutz3iTWvffCli2Nz/gm96/cs5HxRZpp53OndMede8GdUNmMbz6Ptqi2ws5oHs5g5cu9pANpylQW87BNcPSm2V/VOE0SlfaC5Xz44UdSy5nBdPWdkylhNC/HmXxo5+60lgbnA0RirwFvWEl/025aqhx66x2a+NI2BZmzlYjP+XePp5Ovvpm6yV42hpEEqXMr1b3QZ8yRBq/l/rpolt6IIl+7fUt66NNPpEnwW31vnYhqxTkiDZESFJKAXPFZyvEpzc0YRufa1cikmjKOnoaB3bNbS33aAa720kvH0zlIZ7eC9+qk8neIlObwSAD2op9hTqpneZOHl2shKwd45otXatN6sINdpEsvIg/fevdwuvfOfex/SKAx/DKe0AxKOakfr3K+3dXomvfJTKmNgqXto6rSqJCvr3/962FkDQ8NhVF04vjx9JnPfCb9N//oH4Uz9yrs7EFIzTN2MG5X0ZeeR3JqXxZMSfnjjwaP0TFTeocOHcLY3xpZFKmCnJvjnNvP/ov/4r+Ic/mZ57pCFakZFtOWW7ZsSb3IqHGMP2Xl2xhW3p+R+lZbYJ0+nXZBGxL4K+kmJAMu3AcNXJ9jlMzPCqhxxjWUYvPnWuAm1qU0R37PcQgiYEH9OKRimS1CqpZepUj/ZqX2Hhv1difhhuP/0g0sw/mmiurtaB5CPODp4aHURCopL+LZ6OjOMfG3efRSmGZhbUWRxoxCLQQUf5vKWiatPkecu0Ll3tj5tBcDYG7qYpobupDWYHjVjkOPYBrMMALh6Wa8cruF3wcr7U4qYCz2d/o0SFzA9fDaDF+hGu3VI+kq1AWN1yj1J4ozBebAFg4NRIZqfYZI49BTEFCuqbewuk1TsIDlujJadyfswy+9+Wp6p+dIGDvHiGj97OAr6bOdnwpSTFlhcnFQxkkZvRBbNU/5oQpVxR8tccQViLvCiNKwWgauyFDoMBsm2ulw3Ulz09xPo8YVY5JB51Zr0NsQY06pbQrSahQVp0JymlCwLTQkV/V7YYBq/Mi9xTOZrqyRW4z8t1GVGQTZ4ZdOwCvTR5h+XVq2rgPxj+dDf7Pq6IdWpJsKRR3znZMiMadZ5RbWsp8oUGPtS5CIl8T5X/mz58Jjp36IsRT8TyTNZwS4uoyw8QQYAPMiyyjhbV1Rl6bapukLeCkdf/MI0SQ4cojuBAkpQn+U6JcC4dlvPUVKrpoWG4wX43fmjaPwYDWn4VN9GDY5OnTy9eNpAnyKlYRdlLULFr0MKH054Mw5eK6Ov3Yk1eI1K6xmQ9DMBZHfNJxDwyinXhr05ugMhhJRgMMvHiJteHfa/8C9qR9D7cxrJ6In4SRjPkjk6dyKU2HsXrraG5WK4xeG0wgVWhZfZMJ2hAZ7RlqPCUC+8szYsFuD5xxe6Pq16yN6J2Yl8D1lFMhRzhZSNppCNMXGySrHQ68TElkp5R+NYUPq7lPWCYZeP2mj8/TT9NXR0kYLkzvCGJ8SkGjEo2hsHPt1oZqxVHKetVwDxcWvu3qZCrleoeWUZQ4i+G+g/Yo0Zvl1I6ZyOOW+lovG10cOcyjHKuak9IiXJrAr1XM8T7En4/1C7gXeiP964L8aojecr3YAvfv27WW/w0oOgEkcjmSkueyt/ImTxPFyEcmsnedOOivSg+yRftL+LyJ/lHDNKzsTObU0UjuTfvb6s2nbujr274r01usvpB6YuQcJCw9UT6KwX0uHe8/wfWQTlzx97mQ6cRJlR/q/Fbkyzr2OgQmaGLuafvq9b6XTV86B/apJ/ZMj6Q2qZ2e729iczWkKnrK+JograV82yr0oc5Bk0Y7rmlXNFevwuvXIPIezHenk/InEo6Yt5aFbvao1nTl9JK3bsgEsD6SjKGuLgcJAiqjYYkpcmSPxq+Mh5KOXHo+NRCBXwRK+atPWdJpnPU1adsf2zaQlc6/Q3B0kpwOvN68+HgV93VZ83z/yvGu8/Pl3vhNGi+vRaNTv/M7v4GztiGpC9YfUPhpfOt2mDH/yk5+E4fOJT3wCWMGJkG1Gj/7Nv/k3kU70PKcxeL7xjW9ECx3PbUGOe07ONXFTGl6C6DXQfvzjH6dt27al//F//B8jNfnyyy9HZaPGjt/V0DI4cABn7I/+6I/Sz154IYypjUS0NNjaiX4agBCk731qZAVZcuxlR54iDbgbkbRkamgCD9Z5DFkUlfU8fzNZGPXjONcz2CheeQo97LXr0OMR+DDyKXDyOg9z6aO91CP/0g0sCcdkMG/mWQkaxeDZiDWiHSg/jawsKnJkoxSprm4VZRZMWUn4eWBK4rPs1UXeHDzIIOBgOiqkttWk8tIAVVor0rquT6dLhDsv4o3ZAFXDQwLJNVS6dLZRLq5QErcgizET1sjkjCGEjtMguufoRZS0JGsoajbmJIBKDRRDlJNUBqoFNUCG5LZC4GjouMknbOKMQWf6YgbepYeoslEpXh7qZZGMpedffxHA9Co2Of3yJNGECE6v2I0zT+50jCoyuapa6MXkIs3tEvRcOTcRKpVnB2BNF+UEinwMb8MqSsO7Gl1G0SzdlrBSvIqexQSfiRmxNc+MC1lvT+ufBZsbRzcFQZzGiGBDKR7cLJKTNtLDsQ4Pz/RdLQp0ePAqadgzjMlk2nb31tS2HrAo5450YQW2x5k0kpWL44OFi6kt2IfjnUpMQ259UUN67ypps0g3Kt2pz5+AwXqYJVKNYdS+g4pJUnQCLo+8cyQtp/3RGIbgXXcdSCN40r0XLqd7HrwXwk+Al68fpLBgQ/rsV76Yzl+5kJ5+7vn04OOfQCh3pKe//+N0+ixd5mnC3QUX1gTrZ/gy9AxY8HrO58FsOB+2JbpIU1TvfpTIU0d3Z7r7vrvY2GPp9dfeCEvmznvuSl3jMvLD1M96fQccg4XofUSZ5sDN9SNALgIsNU1pQYEl6XrJZ6myUY43UY1z6TSkpBhX1+TXUg0ZBtdb1dgOctfM41QD2ekgaXDfW0lH+2DkNlKBQaRxXWlchGGSPZHrZEVFbKncVbHDqmHrDhEeAilHl+vAGJ2AS24UbjFfmzZsTLu37+WUCDjGTENQzJPPoXOS59r0ZDm3effmn3Jv32x2VN6g+1yj31cwUgUnT5YD4YO4pjQkiveynFAmZCNsISV53VN/NH+UhlzlmN6ohssrXa+cS7V//Ww4XyKHJil06TlzPjeO5rUWBvPNW9YH0N0q4+g9yD4NkHhYz5XjWUhMHc4wJjA0cAQ23X9HmsLBPD/aH9HfVsaofU1rWvOlT6SBxrl0evxiGgWaMDoNpnQnIPjNj6U2pvkKQey2tZspJtmSgAumXqJP01Utad/XP52aoFtomYATC2d1EgqXPgL5bQ/uSJ337mXvYmRRATSBw6FcbFjfmTaveoxIGspy61rITjVyMhwkVmRFajr8gWLgIoIV7ZnMt5P18Ln5tQ7lcY2Ck+2bV9Il42K6RKeOTW130FKlFQcHOUwhgOnFylL93O1A/F7utTjOvjkP15iwilX0Yl27EYoJouSr11IAABbzGjjDMtCR76ncP5V3+NGspQ93lnwfBw8eTPeAizI1eA7eRQ0oDSUrCTtxCK3MU36ZKjQl10hUZ4AuCKbjrI729eqrry7cgrpEQ81Uni+jUuqbN998M5x4DSb/1jBasWIFcBwMVPB8XruMYBlJE5+lfFWnaEi9gGHl76Yjz3Ks74n9Uvd4z+V+NYhQko2GlGD+m9ApdRhWPUTB2lcAHbGbhgEE7rUJPWz2yvSkxlULTnXCGRduIwdkNUahgYQqyb3NKpSprw836O/7rds0sG5lpd8oKm7vLicA3EJ6Tckwg4SwqMIjmxVLYtsEKuyscgv1S47EZEj2o7MAjRJML6du9j8mS5ZvN12w8GIBVTd2YGzMAgBHMbdxrcZpHDVCn/QZbOioT6tWrEvtaR3pHa4noYapKY0ZSnTFqBi5EhcjXHQGhGXPiQtgf/ooI6f5pZMqeBJwtOSgXYA4W4hgGcCWdG8Yz8noUTueVDupygYNGxZBHVVOwzZsJRJ1z/67wpD5zg+/y0anFQYd4l9547X0xU9/LrWwUFvqiQ5J0WaptpQNpOw0BFvpj+c1gpgvjCukHdNjSsgNISdVEw2I3TCX6Xqul9YB8V9ZVWEqwZDuCJ6HOrNBYy2qrjBeNARtKo0g7DA1iHdjZaDnnyHtN4yHY1VGC8UDtTz3nNxPpE3HAYDPQkxaRxHB0KWJdOT1E6l7vDutotKwHnD/bFjIVl8BxNZDLWgvSvEUcRJuJjAyUTGWMTkBZpN4VCSchJUI1ikA7tWQpz74+CNBQHoOD+ueh+9OKwC6/+m//yZVMgfT3JGa9LXf+NW0/d5taeDS5fQKzPWbaN48Qtp35hCbDyDs5k/sTq1XV6TTgxfTvkf2g+XoTgffyTQP21ZvI/p1HkzeubSe9wd57hYMOOdQQdXMuuiHWHEt1TBjRAN6Lvek9ftpHss4d0DF8Mprr6XG5U1p1ZbVCIGOAOOPYkSvXwMlB8Lh9VdeS5fprddNVWPLKGuEyhgno2s5rPnM7xE8w0v0nnuXKkOFQT1pS1e/VbDzGNPX6lSuRFcZH6O12i1STwzDwG+6uqVreUQ1JW7M7OD5lYdUjKJGiZsnGzqBU4q9xBxZ6uxaZR1FsYkGrtVxTFa0l9GIQWm+8fpbROwySeFGsC/NYMsmeuWFymuQxRhzDtck8+b7pLQklCRyISlmNenPuQK9WoJ343ZKURMbPK8QqRhyQpFoKWPguqWcJCrCwqwIjFV+pgxCXnS+IjZa4r1uT0Rdd3S+rZvlYNzBTW+XTuHiKcooZqk8sgTLaa9KQtLcTic/Qz/Vp2doRVS+du7aDr4JYk/bXhGJdZ4cOx2pHBEsjSy+HU5MBpJPs4aisw97cf8XHk/7Pvc4ESfmDrkk2LweA8qxHCcVPsocNbtflTGsFT9vhBxUupRrdIQQZ2iLKiswp+xxyEVqqd6qsdhBCAFcWzO057JReSNroQrD6xrrZ0rHiIUn4auUDBZljHfiDCp3dQKUP86naUCjTmLsQvTk/zSerQbM7aCca7t0AKNAdM/Q8aALw2jbpuVgiY6lFavAYrEHloeR1ZfD4eDGImYa6Vv+Vod4Hnm1GLdhsgtyZLVQXdfe0ZUmkSv98IM1ktkwImpzbL9vxDBShgLgizLpj2B5/RwrUzorSFmJtLkWjECdoVegmCpfGldWE2q8aBT96Z/+afRgHcSw0sDpWr48jKzf/d3fDePLc5iq89iyhY1r1gq/X/+bfzPOHSnCt94KQLrn+NKXvpQjURh2phi///3vp1/91V8NY+8YWC/d5v200PKcPXz/t37rt+K4L8Ctdh/g9ncggv7Wn/1ZGFu+hJlEYCGMoJL8Ndve13DY16xdSwqYrgTozDUbt5ImNgNjozLJuIG1i0UOHhWkl/yIVpJbvoVxJm9eZDJCdnjCjycCeVsG1kdvXmVBD7lNasGyXB9ZD7qey3NDFVUdEZ42jAAV8oTVImxYqybqWOgaAdcAr2lMRMWdlUdsIA0ao01WV60g7L1BsClKrIEIQcdaNo0GE+eqG0Q5oSBmAaY2COAW4G4HcUSIFTZVYAbq6M9kWkz6/WoMiH5wV1fOguHBuEJ9MHmkB8EvOeMtRBpaCU0abZpF+OuxT4KVcvKaiEKZ/tHTDI4Oi/Mw6OQMaUfRPv7gY+kYeetXT73J9FOODcv85b670hbwD3UixlFAGn0TMoizIMRW6bm78PS2puxFyGdGKgKXpcUfkSjtsqw4xX1piInDUmk6bqPhTc4EBURUFYa8sceVacPJEB5SUUjKmNUKETQiQmLDzJVrzM0ZNkDIqmSnqbmeBzjVTKquEY06TQTtzLvnCNGPp9V4ll3deD6mPVEMs1RbWc1m1D5I5RSYhWoIFWGlkIs+UlkqKlN1smfX0dUGvBtr5P4nH0x7HjnAPQ0G9kvCzjrXDV71FOmT5s4u8AGb03lYxhsxNluhdZiuI0ReDyYNBeC/sz4n39m4b0sojmHa76zfuzlt20AqeWwurd27KXWfP0uVFQ2ioWVYTzsWDY0t4A4unr2UVgx2p+U0F66imrD1XAdgEELPdNO949G7KHVvIAJF1SXCmmZuMbYHnrgHo57vAJCfb0GIYcDWE327gqG2fv0GjFravlD1J6Hs2j0b07/93/5PtgcGChEkFnw4GCrpefZLVHkaveBvqQuYVYy7Zekqa+ryxQupA4/SkHhJ2lcpvYMbi3NZYRq8TRhNYbjJhiEgVEyfE2Ja2lYcE4wN1ZsDfVdyVFSDnwX2s+dejtMaba0lAvcOxuDlnmURmpelvpZ1UM++XbaiDc6dJiKoKFbC+jVERBWS2TO1xYcyTmPhOssqC77Ch4tkZcG7INlrVKhyocBn8K8KJjjvomVGxmcVtmN+9I8q0LBEQRh2ItcsjarrtWfeN+7njBHx5rx3n7fEb8n5RCEB5e0nUfTxYhlsAjfVAvh6lnZX4q5ib0YUxj/KXVRcrTBWraAKgD/XMWrUQIrOdFedTh/yTy4x+yo6H3ZnqKf3oZQ2U6wvgAJhjNRTqBEGNun0amADtXCI1Ua7JnmmKOJhz9YRyY50JU6PRTTKp2DPp8BE+WxfWFOW9dLDcG9zFNBYdTxROF3Kz3mtNdadc7yQwVlYFhpYVpNm48rnyRk7jTyipMjJrRtxmM69DeXAmbRnxfLUAeC5nfEaoWNC0Hi43iOi6dfQHWGs+S/vs5aGZZnnGiNUfbeQSThG38vBgUH4wjYHPUJkDXgmz6RM9bXovlw/y3+Rf5VRnvsAiB8AgP74E09EtMpIkzgo98OfYcA89tjjGDWfJ3MynI7igK0r8FRf/xtfj2o+DSMNpXvvvTciX0aiDCAYwfrc5z7Pz2fTu+++G4aVXFW+5K0yredrCHzU7//+78fxf+/v/b1IGX7rW98KY8v3fvyjH6W/+5/+p0RhN4eBtZFMghhio1/euwaW59LoEqwv5qsS0C8UxwIfZ2Al7ABD6LQRMifNGMQF4XzoPeVBtOiJiKd9Q22hRlFRDqnHnOUIc4kD/ehn67YMrI/88izwVhRzCwp93aWrqYXQ7uw8/dkQwpOkSZrwerpmEfbshEEiFnNUwli6q5fdyAaXmkAwW3A+RUg5GxPuxXnSJcshgBRuPnb6WGo6fCy17+4CJ0T7GvKx1wAv62XPEAUZJsI1RYg5GpiuXZ6a2hE+ViugxGsBe86JwwHPfRHw9ASl8w3EvEYxECbGwBdhRFVjiDQKbHeDummZuhHSRNMoJg0RKx6MIGlbz4j9wdiTj6qNXL/tJ1q6W9OnH/lkOnnxDCX//XhMvek1Khw/cfd9IZxVGuNgc+RtqY1UHgZWPKeCzfL0zL7bYGm4UQPGweie6UhTebUos2bIVB2bCc5hpUeQF6JQtebrUebRC47vTfGeFYUKt1YqakwNxoLks6heJOKlEdtEilLDoEzbij2axnuK6ilSC953Ay2GRseHwSedSmeJ/B24Z1/avH19tHypk42ZCKM9Fj1fyM8iZaXNraDMQst5NQ2U8RLR0NPQPt/p3NaV6ihYmD9jdANcGO04JqlsvIRxoaG5Hg+nvrkWEtgr0Uexa8WyEIrhCUfvRdK4XH98ZixtgThxhOiglsGqzbQAwej/wU++l/6T/9vfTasb8fSICs014BF1YKixSUehZvh33/i3acumLem+jvswHpdBVtiGLTwHOPZQRKE2UPKssXr58qVUO5yxcm0Y7mcQ/Memj1F5uC6M8pEBIp3cZ207NA6szZ7LZ0P57Nm9JyKHtRhXVrFKklg2MA2sohUx0Une6cmKRxLGNatWR7h9iPT3Mjx4HY5QBBUudgggv2cPRD1EA75Uq9WzHuU1mAXvNsY6vUIqc4S0eF8vuA326ATRvyaEdRstiy6ODNL6icgAr0a+14VBO0+15TjNzTUaBmaGSJFDyDo7Bi4CgsGt3cz/KljA4WaD+FW5plKvki2UV+xtq1dd20agFyyrwugIxWqENaf7vG/T3GEoWLTBPqy14jOiER+f0LwdOZjXdf5GZSYiDEnJEBmn8K45ZgaZkvm1iu+EPKlKZyHDvXAx49yaMRSWk4rWWTNhfb1yKCNXHrloqEa0X2yqsX+vw3dnLE1nvGpoK2PDbmXBXEQWMT9s1oxc1nwRyjAtdoNvB/eSTZQ1SHTwOKdRfm1enYcqeerCedIpyvTApt+mWX/aU1yIqCspTwtk7I/qdbmfWdZgrD/5r6ITg87jYjrOpwnMqHKA35VNygaNqxz1dPyM3Nj8fQ4noz1tRI4fPX6YDgz7yVbUpW64sSaRa9Os8WhQX1A/SF1RWkdSwHi2Kd4bpCJ8lanUbVtos9VHG55LUDcMpA1w/kVVtcEwo4bSOMjoH3HiW1net7Nafv5jS5C6RtXXvva1qNLzdx1qMxYnqXwXlH4nPI+rV+diJI0ZDZ/nnn0u9tR//V//14HD+pM/+ZP0n/ztv02XhjNR2SfMZR38VhpXMsRrgBm58iXmShyWeuAJDDvThN/85jfjfJ/97GcjfahMFshuWtLMSieRfl/KSL9rqtHzqMO8Lw2kMop13chE/yyLDsD9tYCZw4juoZ1TDZAFq3hD/6vj2HDBh8ns2O0guNOIRI6LkS0wXWWf1mKL/vwTcMMZ/nINLIaik0W9kdYlo8++nA7/6Ies2gkwAGyg9jaMK/LifUSIUNwTePtjbN5qSt8zZ6Egdj08aAtIZ5l3dYkLXFOZ1HfBxI3Hvxyl20kkbBQLqfcVykdpFld3ZThtSUQzqHIZbKcnWbtRm+HUStuER75G24h79lDZpwdWj9DRCm6JiocrZ4dS9SSTb8UWEzRG9ErwungoU28BDpcpnckdx1vSM28kemWvNfsKyjysQWaLHSNadjAXVDmBsbUPcPBd+/ann7z6TJTkv3P0ECHTQ+nufXcFwd6YKSFWTguGnEaWRobC0GjCGEaUG8i0of/GAmMM/MzIVgP3Z7hXQ8/F7ObpvdQbESgrkcRmlb2bJkifRjRMNmRpGfQouU5cC8oGAZJuFMHiYjpMJblxbUqtgJYWoxrj1rmohaKidhpjFeLNUZolH58/CW0Fwm4DSl9cEM/gOUw85FfG0oWgiohWNvpKUjjzEUa1jHpNiOkxSoghexEeJlm+22gJ1IRX3VbbRrpyJu3YuD11wnPVROm5UaqBVX2pns+b5plX6BmaMZW9x8unL6etd+1IV/vptybDDp66ikhgf8Tt2KTROgihUa1Sl7TRzodUa+7duSt1Y1hMU+TQeE1Bi/FJaruWSJ70Doah67meUddaBHuDLXTUrRrflg1TslyF0G+AANIolL0v5/GgA4uCIdFEirhsA5PTIjntlEHAOgk5qhOGvVW4fNhJmrB7JRgIsGgd0HhIK5IjQ4sqINKw2GaaWSocc0cTOB8DQ1fh3xoJvq9hQNXjMONfY84m6bGJvcT9kP6s7wh+rks9x+Bjw+DmVMtaO9Om9RtJKcMyRfl9nVEp7qUGB0mlXDfbmAYuQAx4+UjqXtue1m4CkAyIuh7+pOgzGQKxNK4Uitm/XHyVhnY2rkpj0ciuY6Iwjkitij7KtT+qcNWHl7ll9GXhKcpoVoTW8v15v8qwyNcS5VFORENvdwPzKm3Bcapbp60r5ysrYcteuWoFX88p3Jtf1z+36yjMI/dNYFyNMBHtwbiJIhmdMY0Zq41RbBNyz4mRCmOX74RdkwsirMoUZ2lEXcMps3bZGkprI5t6pvlmpD6wL5yVnDzXHI6YlXpGy0QaGL036i5FhlHyOvF9pmwYC/eEc6viK52hiDJERNK0XnYqZzTuzA+Iw7JZutEro1iGMOBBkovt8OHn6Td7NO2CJHNFm82yUbTI5Yy5yryHuVemz1qwfvM84xgJl6nYbabTQjXGmWnGeRoUn4Yrrxvqh0YpfYgeGv2V0byUWh9+pXw034wuGoVRIgVCRK2KU+eMBI4aDrNrzkKcslep+0m9ICZLep8vf/nLQUr67LPPhoEVPIt2QmDcNYw0gHTco/dl4bSZLvQYdbGpPvFcgt+NfBk1E2D/5JNPhsHk99UhGlPixVzt3p/3UN6/9+KPL4/13Avtc2I9KyOz4d/R1pw6RltpvTPMXHVHpmcS3ScG22hXDetDnR1cWjy3hlZQ8vFZRJC9yMdkG//lGlg+MKmcecotG8GwXOu7yMOPpwc+fV/aQXnssqq21Pvc6+mlH34P4rrm9NAXPkPab136zje+mSYIb37hi1/Gs7iaDmGh33nHTli9r6a3wC+t3bA+Pf7FT6Z3jhxMb//Bt9PG5evTJ7/69VS9vgPPaTIde/aVdIbedQ0stPse/Wxq3bsxff93/02aOH6RxsHQLsj1hEduuBgC8zRFlWDPKXiSxgHj858el20bFO5Ovh59pNEMqdMmxbYB0wCS/cwIVi53ol0Fi8gqN4WJxpDcHJKgNaJcx4ksScR29MyRdKnvQhqcuEoE5ftpy3rC0gggBZdGnMZVEDBqTLLoNK5MSbbhIWid+9Ig0ojzegKmja65uBSsbio3mMLFDSKmyrO58Cdjg9geImOySnChESzPNYXQ9DjTicHxYxk+i3SaxTw7TbsX7q22OQAWCD8xawhSIiGN8wglBJWg2FOH4MxifFZt7oI9WW4ejiu8P5VBWUUYzPI+S/GjupVJuhbhLFlla8tsunqkJ23dtC5tBGtx8TgtHuANuxM26k0rT6LMRykh3556Xu5JPyLkfT98Zp3tgP/hvqodge0YQ7mNBt+T0D4MQ7lwlZ6UfYDgGzfUpX4Mrj1QHPzqF75Gr7TLeH0nAqy+avtyBMwQrW3Gwjhup4K0hVSKRtso6/GaxhLjc/fWAxFNOfL2YQoOoIkYmMJ+mUh7aCHTS2PoPet3Yqg0gV84FPN45wMY0aSs+2GQDsMB79mHnxukMGDcVF4uUQ4DNAwrJ4zfGZTAHWmsFnNuWyaxeeshF3zttdejCmclxlYop8JwjX+MCGoAcv9zpCD7ei6lI4dYe+fBF2I8NcDzVie3U90q1igCmGhtEwagTclbqu15CR3EuSuB4fPO1nK9Vd2rQnDV4QjNQ2g7OjBEepPWVKQ8m001GzVAEZ4/fiW9+2ZP2ntgO7i3baRuZRfPSjWMTyMJC/w0Fb5lEbUyzR7PUKSKQukWkZ9IAX1MeIoPpQYLe6fSyMrToDEp27sccVnRW2UcNnIYhzniJID7qPiVXEeQtkJzsJoimDCbCk6y90tQxXoxWhtpkajPDsPNqFmjxgmRqhojmEZjuP60FYly+MXKzFg7aYstRqq1kbTRJuU292t0C9avwhlCvpm6x0CcwhiZAUYg07aGV5U0M+yXZm6hwVQ/sk4DX9NEfjtctQXweQDd3fPMYU4LxVDEKwzKYm79PStc5A0yREMriF759izX72helvZAOHr0nbcpCtiI4m1Jq1fSmoo+sbavCuPf3jwxzox0YcBFVAqZOMh+Po1u6iKKtXFNO7xeyyhKGkk9dC3YvW1DpDpNUwUNjhV7sQ0/rjjIUlaeEV2MTHUaqTWxUhfoUuK+9D2NaQ0lo0k7d9LCBgJSq/YCssKYerwM7xpIRr+NRImNMmsh4ae0ChpR6gTPtY0omE57iT8zXWha0YDDGQp0vk8vVzMT6hiNKwHtcnLdDVv8r/3ar4WR5d9GzzxfUDhgjI2TdfEevEe5sL5NRaQpx0XoQB4L09IGGWxPVYOcWgmG7Cyya5b7nmf+6gkMtNBZI7IsTJXrXcLYKbNABByi/V0WNh+XbRX3+bEYWKV4uOnOywqR2Lp588ySHhhv5CEbUPbgY/bdvSc9+MtPpmefeyptRhGt2b8+1b8C7T096O78lU+hGMihfvfbbN6qtOGRe9Lsiy+mdKY27XgMsPjLP0tT70ylPeBcNn7h0XSpHqLO79amjn3bUsfde9PP3nqFFjj70vYnPpnewMjaumVTuuNXvpRmlxH6/MEPYAWnZx24KpXnBB7OBMrcPXjhxLnUR6/BjnmjCZmuwbRccFSxKOqJBGkIuFhNwclhZbSo0YnUiLKCjmed0rJmAYjJMoXSQCrNxs1T5IanSE9tonP9g/d9gpz1DzjPCGWvJ9Jzzz+b7r/7/lwRSXSoStBpCBGby6K4Ma7MM1sJEtgclZD3QcTL1GITpf4u5vB1TScGvoqIH+8bRVN4aaQpJDTUgnPE88nXpQILIQdBHfcu/k2CUs/n/M3rLWJo2p7CogL5uqJxshWgbK4p+kJNCBilRU0r/Dl1FDBMc1/iss6d70mb9q5P63Z0853czLmsLitiWIG9yi50NrPkJ1MoRy6dZzn0/CukGEeYr9Z08h3YozEYJi+OpatUDNYR6XzzudfSwOggQM+TEIRhlJHas/XH6OBoWgkG6hIswD/91g/SFdJYp+ghOEm67Vwrxhk8W1fePkNrnFXp8LF30xCEdtPnxjCKwHFQxWnbEb2gcdieX/ruT2ngTBscChoGwAGY5lhB2FwD4TCe3DKiW1a9KSCGTveGB2jfLXFw4TESJRvuuRotkSSWNd2gAVoPnuz8uz02zwwDKnoxSpxp8qsIgITHWlRezRECv4ZBm8G6GuPQVoAbO336RKQl6232HQGHXJlWS1Rvfhwy2wtXqBC6RLTrUjpPteI8CnQtFUAtNZCFWrM4T1ifqNYs4GVbK7VCjGq6yWhXL82HPaUJzI30F1uJpy9Hl8zNk6yJSQo5nJt21rsN090fkrRWT9NYnZT3kTfOgXubTXvu3wKguI3PSfVLr2CKyDNHWkujUoMql+ZHUUdFBKswG6NCKCqHirH+2FzSpei6imNKw+o61euyNnKFUWD0qiQ+VVnnYgQNh/z7KLxqJ46zDjhRPVGYvTiSbTRLFn9nii+TFmQzYdEWqYhiWTSC45Wjm1INcF2UjwSdNbxno2yNjUjCQVNzDVjEDHMwXTDkg44IvJ0G3TTv1yN/PHrKAgh+l2pFIzAqlUn7TZH2n2WfRzN7/naqoik3rRWc01lB+awRSSFrrYblbEbRgsdNw437NVUXeLwinR+OhT+C+QtrS1kRa4Fos3KiHmB+NLoX6sEaNo131x276Iv3DMbEOxTA3E9FNhjcZu6Piu/ofoDjWhLwKjttdBxRsGicPB8N7i0W6QQWsAxagGa4vXoJAiynT2E3XRUkbw4sYRijMWPFb4URcJtr5aM43OeRxNM0nfgrU3KOizgqDR2NJCNTUipsh7pBELyRJo2aJ594MgDo0jrshoH9XsDpv/97vw+g/UykGzW6XoEvS0NNg8vryHnlSyyW+C352rymcBXl07+jGbjGly+jYqYO1S3/+l//65CFX/nKVyIa9txzz6VHHnkkol9hmOS2BHHvJcg9nE8XVPzwcawj9IwRVyJvUjdMQFtTFVFFMLHoOIPBU2SwxFEbTZvCUbRdThV7QCNrWqe4MK4/ivG/8Rxm2eIV917x789zMb3jGnPzpXSJf9ku9hs0d+pPtKcgnSYeQDA2m6UVgbIaL7gZ5TMEmPaZ1w+lVZOE/lHq22jcO0lT3OlJzl1Pg116w1EXn2rgO9py/wOQ1TXAS3QhrQPU3L1uTRqEJK6OiqZJOTDWr0yTXPMi+eeVK1ZCX4AXg0ez4VMPp0tG0E73p4665anv2hVKP5dh4ZJWAQTdyKRMQU45cKoXviwjNuC9SAONsnknMC467FeF0lXA+Hyy3NqEWdFQT8SmDnxX9I3iPOKnxqE3kE6gyQpA/g1njO9OEAWw03wrOelH7n2SsvxL6eDhl4kowVPzyjOAANekzZQMa5UHtoSUjjiq4P1g3uQw0QPLaM9MCifhptZhLUJFYycoLfgRl2WY1BTfMq6nx290yrSh36tF0DUDencTxA1y3kmrFz0fAtb3NR4D08PHGhv2R2ymorKxTmJTUzU5OjZKSnEWgVfdxgQ3qBj1N1G0YzOQYV6BegCm3/EGyAdXpoY2BGsdpbRUmV3DmJwHMK0yqFaQUnk3VQXBKIp22h6JVJQaxRsnRffi0/C0qDQwWE3BnT9/GqVFZIZzvP3WS4HXaGAcLp0+FQah0QE3rd5ML+mtvtHLhXGM98eGu8zmcyyHL5xLh9/kPnjs5mrLgaFNEAjOMoDPGHyeeA/6UOKt9Rw/JS1UNgQYlpMhJLIBOkQqtqw0OncYriyueybceiOJ2BlEhXphps9knEYDsoz2OKOkDQ3guixBhxkf4gwwK/CPBVU9RpRjBLB4DoZTjc8qI1KU5EbbEbBlXctbIVCkfcnZY2nTum0oU9YJEbyq6TrApRD/YdgN9A4g6Bhbomx1c2ACMaAaKLuvwpGQt2qKNLhCy30qsLqKcjK5wEZHhlIPbaU0/Jrpu7lh7abUDHdYolTftiSjpN+D+JQ9UG2zbyp4wqMlsjEFqaOp2CaEYn/PaOpp60s79+GMUJwwZ1ssIiWRJiva6EQlJMa/vWDCyNLYtGLONR8yV4dD4yEbGYFjKsYyZzCykMucphXECRXWz3vRKdwkB+Oat4I03xy9yO2gFi6/oIhzojZolANbV+O60jHi+dQrRpV9glgrp3tI5w/EbXTRmHcvxRhVzHcU9Vj1HKm6/JOftGCDN9rDvZrCshLb7hi2GnKM6l3/gV0yfee6yd933Rgl9tgpopAOm7yD2MC8ctWf5L8R28JQYqZxRPN3dbAClM6dq/QkCq6yyjHMn3wfmuJ+Jxa+RnQotkh05zZKXs8nMAqpw6ABhsyJGLvH8rUykhFnjlQweBpFouzvpFhtlWZhwDWNH5z2A3dtSc9ReLFhz3bkZBcRKfCsOJjirOZJY0toXSDmI6rr2pljrVdjlM5CKDzOujsH/rBhLU5iZzcKeoy2XMNB56MTNWfFknuf+7bryKJhn6vUXACLRQ7lYvi4Il25yEHDR2NGma5To2FhJPuf/bN/ltOr7CcNJo18Aejiq1pwgt54/Y2IFgkT0XB6DkPsMp/pdPu3clOslN+PghIdJg13Xn4uFYNO41tUFuZ07rX0W//8txaiXPJaaeTFuiu+Z7TMe7KiUWzYSy+9FJ97ntLYihXHuRzdHChgjciRyZxrnE+xTmpYx+20dhqf6HfnRLsyaUuqAx5h5NwfxkenJKL5RsxZRaqxoLL54Dn54CPi1q97vWcEq5Q9lUcv9QKzUXJbbvh8hiwA3MT5x6EKlmEecpoIRz1Yk1F273FYgTsObEtf+tXfSD1vHU0v/HvKSeFd2bD7Lgb9aFq+YU+axFtZgxHVCGFdK5wwDz14Z7qCQrwKDui+xyFlZHNd4dhWqiOqwaDU2YiXCoXPfPkrAaL809/996kbAPKm++9Or77+KpEy+i+1tAfmSsyjxHuzpAlV8n20qBgiJVSPkp0GWzNJZ/FB0miKjTqJOcXROGFFGs3FKLVDPdGm0KP8F/xXfodn1Rjyc3FPGilGlGaIXijI6jDeOqhI+9Qjn4Jf6XTqHbmQevrOpjePHEpbtu/IOA29vKJq0MiIkSujHrEIi4VrlCzK79nwNiqeteULQlv8VDDbehrufRRizTLqNY2hpPFluDYzFsvJhBEjK7AGINeSU8SUZ6QbxCIJVuVaLuJGuLDE8khnobIwgmaqwHYqYrLm2QACYvVgZ8AY1c3T52usLp1551KM6drt9CfrJgJWK4YOJS5jMpeZnh+HTqE2rdm3nDJyKiTn9YxyFZCYEI32SCdpQBYGpl51laHfhZSowPi8eh2zqDITTJ1RHAu8SYUcLxQ1o4kn3EAasP/MMCk88FCQzEY6sx6815oOOMAwaAQLK+CthlQpcB8qmMKnyEav+JKwBbL1lL3xArBeqYDDCC6cHZVepEtUjoJ/VUOsGca6nV6F9mCL+7UHHs+RlRUqGwtQn957aWFOVi1fla5Q/bqymT6LVQjak/CtXQV72IcnRxFJGI0YXXY7bmZNmLqWduMaGBOF5CTzP48SqSdqUt2I4cbvjvfl/l5S2Rl43UVvOTFfoeS4+gge4wQVvk1EDF0zOYupoQyh7yhtNlgXrXiyRsOmMLh6cXAspV+7vYu5oUtBRFQyrsxxE4dkpDacQP4vA57jkLjHEhAdY/4eQqp8uzR4wpyNMctC+8YUxM2i8sNIwhyAvem+QhQ6vxlHFGrZuY97YgyjtNyoTEMQP/b19sfFV6/tSus3rOIZGQsrAo1OaYSKPYvoV8ZeKh9ULhFFRzZE+svVruPhNYvn9oo2uY47LCID4rQiEhiyC5Hj2o5hzSNYSnXH0abxGlyx/3SaQ1tlig8jbJrCgaTkfEbpjKwXJ8h7zPnMsUruKzuHIZuKK8V8xwgF0UheDMUJcqNxD85G3LXCIcs9IcFB4gQME93eCkXKYVr+vP7Gy+lTT36Bzh7NIbMm4GSSYNqUZJkoDNtR2eL+MdIrOJ9rjOJkjbBXbKwtzUO9nCM8j5HWWQp2Mu4vy8tFA74w2W9SpOUbS9Wm778Sr//Ue1Y/oKOIDpmhuOPuO9JXv/bVqOIzTefLSNOv/MqvBEDdNJ2G0d/5O38ngOgeZxRLygWjXf+BnoMabK6r/+g/+o9Cf/zBH/xB6C1fZjs0ljTSpH7Q+IrMRyGLFyksssFVGlblfXse1+tFCtwExQe/YvH90kjz2EqXJgiq2R/Bb2cE1n9Zd/YdbKRieZTIo2jWAVo4tVJVLe5syn2h8Sz8AE6PKA9RPyi4K6tPbme4l3DsR54idPnMskv9KXCc8W/Iw2zQhxCOhr+RBSCFxgFjhGtrVq6BnqEx/ekf/3najtH0pc9/NZ159XTaRLhy2ZZdqWbdqsDsNLZP0GAUUFv/SQB0v5s+90XSfJy3HrzLZhZPs8KLxXWG0tp2O3PDzP7KM8+BkZlMe++9Hyt8Kt396Cfo+L057SNk2MExQ7U2c8HrVvjUQESGMOqHxuDMhasQgDIZbNhpJugquflZIliR07VNTSTfs9dpCtDnb8CokP089n8oqVxtaGi+xDb5WYACiR65KIP2AMxXE0bKHbv3prv335t++DztXbinNw8T4r7nwbRj825LjUKwzfA9Q9mmG3O/weJ8KERDuUGkVvCIqPAVRrH4+aUJDFU0hTad4vuBa4JqAmWot+Oit3y2lRy2nrIgdj0W04plXzs3y0gBdDQXb8orC1q8X7Fm9o/id5sn5/YhuVrN9KSpTSuI2mH+VnxeJDU1MHQ5rd3WnVZvJM+PcToDa7Q9o3Cb07Z7N6e1W9dEX0f7CS6YKmGsC99wg6kjsrccSqQAzQrm1aj2GAX8NJGdUtBHqyDGyUouoyuL4rvYcxo2gLOf/g9PpUPP0i5EgarSAFa3/6F9addDu5AwVqSAWzPCYnVKsWklVw03gmhpoS8WVEcok/fZ1KVCDuhekADxzDracxRVVDN27cwtafWZAHrqCHBfIdAsg7eijqgqKb1qtN/mzh1p9nJdOv3mRaosz6aBy1QB0j6osYb+BmHw2sybiBjjI2VE9LWczJWJ4hUslHCdu1781+bfVuacxaGxstJrbqRqcTWR4exMsKb5jguyGWMtCHa5t9gHzH3QhLA3WvjMNKjXnYC5/szhHqoLoUahM4CGWI7oZcNDrqQo/Q8wtpxc2fIKAzSMrhwTKo2rIhO6IP5uNdRl2Xdhd2ePewkCs3KNLOHwxUMKm9A3wpQKgygnOOM5ir2TMTHZlhCzZgXXNA6SEdId27eiFLswUq8SvEKWmFtXrmoIiOPS1MAYpZAzHFdTkILGszFCBCrkVY7zLRjycT8OraXs4jRzpDteCzaAf99sEGSYhz86mNkxssuCFb3KwzhF+bXC+Cg3w8L7C5sjrKm4m9AVRTQor4LC5IoxLI8rzsSfUVzE95QMjpnPohNbx33Vs9fuJq36o+dfTWdPHYPCYQd4HVrosE7HsJzUr5HoLHRToanixpUnM5L46rgYVec/o8oWL4U8QRaL8dGZkZR6ocL3Fgujcm2VxuptrZ8lHHwtUrIZ1+c6kjrhv////Pfp05/+VES0fLmPf+M3fiNtgBpBGf8P/+E/jKpAebOkovgH/+AfxHcDW4wu+O/+u/8uUoqe81GaOPs9wenSJygPNNRMM74IncMOcFN+HtXq6CHP8ZOf/GSBG0u9VHJsabSJ+7JP4WEMPKsSZZK3MbXpQn88tkzfhcy+8cXcRzWgK0S7gnlqx3GbooBIB2+OIjfTvq4pZdykFcvMWzaMc+HWLYPRSxjrpR7ykRtYbt4QgYa83bgu1NgTeaMYZq7GPaozVcOPgNgGDBZLd9cAuvv0F59Iz770o+g9NwGr7nKMrk3bd6c3noHmv3Yy7abCr7u9gWPXpcMH3yDNcTaoD+bA+9y5/740T7XawZdfSxvoRbUMYWSpfjsT/cKbb4GXagG8PEzjyb1p/z0PpGf/4I9jgO+9/x5AjAh2O6FGJQoRqCla6FwcSKMQZjYRvRJoLn1BcECJRbAyIQDjOaLkgsr4JY0oOGQKLiqbUFrVoOJtAmwu+WJpmQe1AcZMVOxZWYEwrAZ02ozieeQTj6R3Tx5ORy8dhV34Unr1zTfSNoSD6YQJqiVsxRPni96G8hi5+adyWwiuJUmpQjvwOFJZOPYFL4gGkYovizPLZAfjN/PjMu9a0eHzDKD4Im3I9zS+LMV2Xr3/eC6O0VAy3RhgXf4zUqbRqBdllaKbNAwgI5VWg0oAx9WiEpH7clzmMbKHL0GIeuEiZfwb0q67t6Xm5RiAGOlTFCXUQQjb1gWGyPRHeNh6L64mDcsIY+T1zoJTwAaI3/J35kLPsnDtw7CiYHOhGiWOUxCLgylSJgsbh/PbWLhmriV10Sfw2kF4VJgrN6UkmY3LaCWyvYMLEpFhdOcxSqoBrhj9qbEvHOXDarEZelVGOX4hBOL8KoGogLn+dZ0KKzR5RMcULlHJZXgbtn0U2Fw1ikxPT6OGtRkl89picZ0a+mMuY2IRdFcxks7NpXcOUYmGHbVcwLtUHlE6z+em3eX7wdh1HuP2BFsjgDSGnMd2Kk2dK20A15EYw/Ok46eJNjUyd5vg7+ogrTxHhZYpBKkTnPcwrMMQMmWZS7FV9EavYv3pFBG1nSDtf/7kxbRl99q0BhoHo2qZH6owQFydGlEhU0rln2vYyjVs0CsPWWFsFZ9VGlc5QqEwKg0D/hUrLhdYYdDdNCk3vBFRtQ866MZ5vdFy4+8Fvj6O1bPOaQvbUGmk6NA0EIUYSceO9sTZ6qBT2LFzR1pBVeylqcGIXDcK4DVqFIOgNa6SIXqD/JgrG01HOXoRq12IrBZFARpkxZgZdTa6awTfiGA4Kjm2Viyqmx86ekMWCzsKazA+xEdKsRHniOhWJuoqMVWVZ4nIT9z/ghUWH4fxaVQuxiXfwnu9/EjjSmfDPR/fdVewv2ylU0MEfAUUDTuh7Dl88GWqCVeCgexMyydw0KeGI1UYBR/yefnNWGeut4wrm5WrjTVeLS+DGSbk1hXoGtbBsdjGGp+3XVEYsHmPVr6iUXrcfvn+7a6c21loGg4a0+WuSBAVH0nf/e53A48VvWF5ue/WrCGQEQUCNg3fGvxTGllvoSN//T/+9ZD1tsVR7gtIz43Ecxseo1y/+Zu/Cbny2gCoW+j15JNPxo9pPj/XiDMKZgSsHU7EL37pi/F9ZYLvLweQriFm9Exd8yhUEr5/B0Ve3odpytdefS1ajJXVwZWRr9KZ8l/lQjQGDx2YDUONrGlIpTuopq7GCBwgKDKO4J8X84gN4HSoP6OdHfeVqT4+ntfHYGCRVgFUBW0lDyS+KpfZh51Z9Besp3a3DiNLduEGcEbteNEu5HNnjlLGvT09+sTjpKVG0re/8UdpQyscF2+9mb7zJ79Pvywmj6qnZXXdaYaS7+MvH0/tVZ0wR8PPBE+MLNYvf/P76cVnnk0PfqYv7Xn4zmBvPfHO6zBunw3AcR+NQJfjJV9849X04z/6A6IRCCoE1jC9CudIT3mbNeBP0iD4op7h1DZWzzVpHAnYWHB0vezmcBdVWtR6NSoPTYxmIkrBYF14bKbYcoTK0lTJRnMoWUHqZ4bTjRoEbYP5YsvlMWpW0lfrwYceThe/358GxwfSy2++lvbvOJB2rttChIEefLK1a1xJyscGDzZ3DRv7JXIujS8VocD0aVIK4xiHpswkvnQRlsDBiDZxHy7kwF0xVzlaAX0B/E0jLPw2NonPFAYWn2sUjpJO9Fm8d3m2omWJNBRcc0YQOAve82SiN0ur83NNORacK+PG8ndMxU2PYkxhXF46OYAxa9RyFakwcV1E1IjaTMKD5nqSO0t1UR15eA0tBUeR6uN+xK0Y0ZsNtnc/zwoiFDTfl2h0hnOohn0eoyizZa/HQtRH5IjfLTG341X3thWpZTl4vvN6Q3kjT8PtND8Lx1PVFaxFzkkVpUJWgluxYM01As4F/Y5G6LZyC4cCWqCmWNzY2QOuePFnkEeGJGFqgnwnGx2mNiJliCMiu73FFnqUM663cdswzdPeZyz1HDmXTp+4lKaH5ODqTC00JrcjgV3mTeiK5VOAKvzCoIkKPrAWrh2MZSNNGso5PpLZti8P9GNgXYqb6oDCZPvGzeE4Gbmy2bjncc0YxS2NGffHNBaee6CR6F5E+px/ZMXUkABqEGa9jNWG7iD3jdY+IfxMxeiMic/K41PEYBbSEDeNm8eEpZnHMrt2xUsHwf80OjTiGFOV0q1aCYXJEwbZ4pwE7OdDyuK4h+L6KsOQBRJqxnoD78Z4R0GEzhBjdxqCy6NAJnypNPbs2QZWBskq5iTcC+8tp14ieqvsUtmEceKlmMuI+pUplvx7aYyWYxNbUGyOmJr4ngNmKrG02/KY3fgKipDykzg2c5OFSeG9qNQXbAuuHYZbEb0rjJGiL0de4OVMhZGUwfQLQ1/c03X3wHtezUTkDNdu8JwumBhQ1jW7rgG51IDM2Ueq0HZTRw69Qf/PT6RVYHARNzR4psDHBtMYUbGyvPHYW8oLxoC1N8HeHiQS3dLRgtO+gmbyV8E1Xky7d2yMKJadNaSJyLE073kxqRrmY2kRfJz2lfdbDFYUIfGH6TabKOvclEaExosRqf/qv/q/RyTK45T7kapTd9gBBFlQ0qaUUaRyrbzD+WR9t7fhvn370v/wP/wPwbUlW7tgdiNlph4FzgtaXwtvlucX62WVoeB6v6thp4Em+F45IEbMe5MF3nWjMx49CIuUdwl2z6n0BZGYsaryrmUgdKxGgwTNYKnnkJ1jGFZiji3OaMAJHGdtGNgQHxvRzlhri69yvX1UU7VkA2upF/QGjT7VQXJi1VMtJcLYjuFtG0quDoUoMRxKUEHCcVqWNUzaBJVE33rmacoNamltw4IlNH728lD0XqtdtxHgZX368XNHgmvqpbdfDa6d6abV6eln3gA/QjgcI0vysbUHdqdXjh1Mr/cfhFyyK11+qydd64SFvJrFdfCnUQ49SYPeVaSk3BJvn3wT774/te7ckGrAgtiz6irg36ELA6nDImIwKhpDtWClWkkVNuEFmDrJ+I+c9oqIDSk0lYcRjAjVs7FjMhFcDRgUGillasI0Wcn7IWt3PUaKgNegXsCoGYM4b/8dd0b06qnnfgLe5XJ69oWnU9dnrOQCi4TS02gLTEoISJU+QkWmelN5llsjdPUQtNTFX6nw3DxG16z0Cq4sW+XwbyuLMjam2CVBqkSoXLy219GbFFNVg7JV+cms63NpxAUFRHjGufdiNDtm8fpMjTZh1vPRO2Y+bTitz5zZ5jEmjVTwn0zliShGW8MysPBNaeDMCKm16dS9cTmp4OWprkvKDA127pmFOMfm0zjSYw0FooEVqVrWmfZI+RMKSMGeq4/sF12FQJRN3vdqNABA9UodUBnpyB6sZKQoejbnCrAvHazNmYujEcl0RcvfVW3VJFVXk1Uw4sOz5vxVCTaJoJqs+4IsMcrU05WbWGVYSsOK92+0r+IjnzvWme0r8lh6spKZ3+os8X4NQcUBazt7ZoDqvt5TA9BNDKUxsFbzI0TbIEu1n+BQLwYQYPJrFpcE9k++L84RKW2VS45gOP+myfVA/Syq8ywy4P1BPMsrg+KC5lMX7X02kYK/xn6SeyaiVzgZ0SezeCDTzK4ZIyLhZAReRfwDUWHA8ONQozR2kRbGKJyHeTIajgt0LsZGAexa1DkvI0iOZ3xe2ECldrluDG8xxqVhZ4rf9FlOo+dGsJlJPmOKFlsLlRGxIuoVRl+ezYz9KmLzpcFQYYwVEj8bCnlZxLNbSGL6zpsXqO0+sKPCJKkmn8k9XE2E3OrO8+dyi5yNG9dR6LKBa4qnJCpq+iQUSjEGjq735n0V9xQKx/cWnIxyvPLNZL2vE1I8Tzz/gsmURz+WxK2lf4xMRKq8ts6K6kRMTknkmI1Xo2zKwgZy60FlcMvTlU/jhOb9nHtsVrwqLa64tAZjln8W205LkiouTQcGRdpI5SzCKLXDPF/PeB/AIPrZa6fThTPdaQOUKd0aWaSS+vtI48sk75yEvGBe7JDAuYM7kHnppY1MK7psNRWEK9asi3RjN7pl5bIOjCydCnFg2bD0AYshL2ZowcqseJgbF0rlg36Y3zMWUfvSvevvvpSTRqaFAsTfrHcr/myyfGA/DjtGjySj8ma5fsRSaexo/Gjg2D5HYysMND5XD7YVOCvXvnguI2BGoISSeKzvl7qtNNQ8lzLAOQuuRv5V90iCaqZE+SIO61Of+lRE3OTR8r5iDqKoK2O+iuUeToivgKww7459VB+bYtdR5PMp9LK40jbam10FcxfZIlut5SUWDnq4NiFS87q8Xk7fYh6WaggVX72lgXVrj/D60Pt7LYFIExlLRTjP6kXwsLM0ftW6N9KRU0WEwcPZwHulXHx2jj5sd96b7ti4ibw5ERXBwkYBoEyoooyymvPU0ZF9VobpqcwJFGzfmkccu9zGnGs6Od8kAul4OnrkTbyW9Wnf/jVEgpZFyLyOar/w6tiJAZLTv5HR1zvjmvMoyWtSGsCZRSe3dPEqrO1EXJrplSZgc4yIGndNBSBNoHm8aF5b5Jo1tjSQjOaU6bpoS2NLESZcQ8hoUywO3ve9WGxGr/BM64p0ideZElQMJqoGobCS1MxnHvtUOnn8JIbm6fQulAG7Nm+L/oXNgDW9fxV1gIdVboyrXCKWyOqR1hmdmR2Jxezia+H+9HDdbD63kSuja953pGzCay1Tnvl87RQJaHhpRAp2V0F5LTEgUVHIZ7k0PlcvBhgZIep9qEhC+vkdDDR7KVqlpmEWOA9+jP5NAUpE3QUbuEByi88nLo2moxdOpgs9fWnDvg2pc1NnqqHEGpIJvpdZ3muzJcR9k5SOiczARdfWtSABtLeiaYgi1REpRCq1BOLzXx0Giez6erylYs5ivkjX2C+PTdjWsSJ6FA4fZm60lxTqGoWuJVPE5t5MxUSWQMAxAhrPyTL6TI1QIUz5VSMte+55t/ppqTtu/NfIrwavpI8hFIx9hcDLwP0g7SN9p8E8CiP8mWNUDR49n2aHOecEEa0pK21oFdLcQXrDhrbgoPiZIKIZnDAqRhS6hnhgCrnCKFQUCmlB6gpk93AITdO/zOEAxRHDVLD62rp2Y1pO+fo0FZ3yHmkcmILORkWmVRiHssF1UVKD5HSFRhz7isiA0Zx6DNXw9vk+qrK4ZsbNGQ3lxBknVBgDjl1E1YrQ4IIRkHV+GMg5XbT4irRyYZxGdV1w10lci7EMRUEYWSZiWSPu56zkjcrklFf86x4JQyJHoTUelYyL6bSKuY5oSL4z96kYEZ0sx9vrZrxeBgQH8WaRABXo7ridocHzEPxovvbs3p7WUaxzDVkqWWdAMVgDYWg6LsV1Fgy+4tp5NReao1LPu0eKheca9ly4VRHBiqrjMBLKVG3Bo3WD0I/Uv+fx+fndFksR8YH7LBjSg10jg99niELXQ0lSpcxlTsWImR4Uw5T3Qp6bAOMz7rFG3GthiEvdIEZsEbeWLRiVo2sjK1lJUue5fgvz43e8TvTvtI8nY7ttfTdUKjM0XH85NdNHddna9alqNXQk+PIjEA/bbcPTxfopZEAY9+yvEZzDK1S/tuBUdZFduHSeoqqRCeTjMp6BKDt7w0iWDxFReY30iqjSwtCFvPqojatSiuTos+upxNHZYNmIVT94K1/uOffngw8+RD/LVem3f/u3o1rvH/2jf5Q2ED36vd/7vYh8/U36DZpl+Cf/5J9kGAfja2Wf+svqRI2h1+i1Ki7LKJQGkREto1gC7DWObBhtxMqUoxEtjTANNve055Iva/+B/aGb3njjYHryySfje0899VREs3ypY9RTGVaTnzPS+QWEIDBdDGlEsiL8WhRTWCSCjlKOuSatGp80SAAfX7TXQ3pMMmczRrJMLTtbWWjFOcIxuGG9l3+Wqd/3+Pi6t28ysPIzLGaNl3KSymO8KflSzH1KollHtVN9vVVdhGERIiFUCDEYJbomizcpoKH5zjS/gtJwKBom6QUXDa/E5ZBGdHPUoVxqiTQYfb5mbz4HgQ1XR4SgEUOkYfWyVLOikcq7Y+llSCKXP7A53bXjobQczFYNxlktkS4n2Z5lesG5HNfRdMMKBrdqBuWhzoTa4crl4XR5CMoGzj2Pl69hMQl9QC0d1cXWRG9CU1AoFJWHLyNDUYHHvakAXchGqdxsgofLcKefq8w8pikiORpJ3A63ZHNlS2TFvzSThmyHQ6hhVUP63KOfSn/47W9QvTiQXn/7YNqxd2fqblkbqSBXgVWDAR62ejEMpazc9BytIjQd21lQL5RmsmFjN58CvploUyibmPrsfZhu9ESB20Ip+GxuPBe+xmUb5/OzEK6cI3i5LKdnksK4ElwethXKQ4ChlR0I0xaVr8MvaJk5mAL8LwdUE8/bTA+9UlnVzhLJovfdlb7zKPyZtHUSgC8A+CaxTUaymNdqDS3OVdQYxf1Wmx6QSVqPjRIoU5SSorqi3dhhdAECV+H5vpWNjlOIeL+6KAkZWgQz56/FQF4Hee3RqpOBdVIRRCpEp9DNDtapbo5xYs2GcPMj0zigjavMM1acN+9hr3v91ivTXjfutwyAdr/k8I0g9hrbpOixaSDCUzXSN5EunruYLp+7SrqNY6RjYGDGMYZmWEvyrencuD7aiMDWaYEaZSAlbhFCC2OvEMvEtBhbrCWv655x3m074WRKySHnzHlSx+PiCnmw3YT7OTtNV0fDCNGIL1MUrgv3yBh8WF478HgaiYURr2Niq596UvZ1TUS7lROmThcUUE4Txk5l3N2/YWzFTGfDNH4vDAR/d4415jKuqeKgWNxlBCn3hQwDIVQ68y8DdkTZ83quxORdK9L6yp1oiKJwL6I2YtLCwdCLLu6odFAjlRvrJUe9PKeRq2ywuvxzat/oldgfx9xzWQdqNOAI3Gzu76aWWogdNwd2aHKGliCmNsLYXEyXxOO5MCuN+WJ8YhxuNRZ+p0ghRl5Bw04Do2IRlkrtxnX5Xn+XacKIpqgHdA404ll/Zg7KfpM+pxtFA6uYxWJCfYYcQcyGuIUlWeGF4vNRKozsMJhjf2V5nlOmuS+lDxIpMLGyHDNFZezeHYC7afH0ygs/Tg8+8UsArVemmtUdqQ/oQB+YN/GNRv+5eOxt0/ziu9QZV5H1HewRKQ2aulamM72DyF1kYVMt8BN45+CJC8ZzZZPGvd9bkChxM+WMLHU4b+u4ygKk0nAX0/T3//7fD7ldtp/53ve+Fwzq7sfT9Lh0j0qzoA4QsK4Ms+LQdavBEyTU7Pd/9a/+VTyDwYISp7ueSn31xYULFwJzVWJ0PaetdvxXeaA+VJaUPIsGGHyJ2xoeHuL7uYpQo85rev4S4J51p0b7++BWCxmbnZns0ORoMetIWangYW519OeRcXUY+xFxDYM4G/juRWco9u1tjfx7H3yTgRUe0U3H5wsuKp/3uzqeneFVysoZVdh7WYBEmerIYzcIRFSxiRVhI0xjcc7OQdgm7w6LUsCgNJq5Ytc0QY5yGX6dM+qiUq61fNzBYMLYRMuXr4ApGv6LscH07tuvw9ZNp/i9O1I7qZlalEZD0VR0lsrBeho7B/9UIVjKUbyGUo4Qt8JPXiHY4WuwtNvgQambGo2GpFG2DB+Xxp/C3tFQKQkQFq/UEJQNpjH4vjQKVgfaViaIPjPpmjce2KticRm6dfGVkyt3lQosqqxUiijwZhTT/XccAIvxTnrpnZfSkbNH09Fzp0gZbA15MolxYtjWpRGYJ67lSzC26ZwgImUxBV7LRRYLiOxrAJhJedpCJ6IGRUQxuLxyc81SwcbG5XOFVnRsLwwpo2TXCmB/YLkwDlWk4tCyMM2EqBGV0/BqxCgjqhaikHE0KhZpQ51QvU6xU2EYGtkygUx0Ro+XPn7nDsGbBdZuzaYVaQVeZw3tlGatqlMgKpNVYKF8WSt6z24SNyV7sgbFbVrUtJrOpfxVEQ0q8CtlmuN6xzIXa2igWxbftX55qoXPa4p+cfJOTUuQpXomilUlzQEGk3G1iLCEjadhpILNrTTK3ZM3brSMXdxQhcK4cVMXsY9MpaBxxfjU24Dc6juMt4mR6XQCgtDTp89BscFaYx81UR3ofI4yNtNGf1DODa5bW/9J7aABIhea7aVam9JKInMtrNG62nEM2qu0xxkuUoM2OxfjZeRA7hwMJYyoOShSBimkmERZNZPy2QLB6BxrRjb/Wqpvm4lOKhBD0RTFHwpXMVk6FGVUSKGsc6LybMHAqoFsqYYolkz0kTZ2mFSe8W9Wuu53ubFufGUDxjkQ8BzWb3jckU6tGNTQb37m2/I8xZo3tWKaLKdPyqiO3ysB5KWRl2kz9GzLNFphtcRlyvPlCIx/RZpTSpD4OxvmCxswpj83qXee8vNmuWJEbZgWX+/Cm+ZLw2rv3n2xp2wLKOwinz+rghJTFXfzHkI6VmDFZ/Fr1iaMQY4hCdWIPV0p6W9hsN00ARVvlE12g7cs9qAXyMpLniyNo4jy2q6kMJYXv15YguHBZNLYaMljFNVUbuV8FoZ3nhvnz4hYnu/8T05D+4eOVA2OhdGOOvbuPXftSk+/9GZ64Zkfp088/HmiUETHV9hXtSWNI/enonIwK14rK4W3iC8YxegdwFlcRuFLK1isq0TqBqnW7cdguzJ8Le2s24TjWVRnx7PKgeiMZo2ah/+jU943zoMy1khOCV3xc+V8T09PsdbtFJAbemtY5SWX76r8u3yvJBANXC4vdZ0/5edlhMzIlC/1gsSm5cv9aLTqvV6lAVh5jJGwypf3lgtj3BPhmeXwYvFaWOvKW5+Fn7IaNLBb4bjomFEhbfZGaA9QhjF0i3rJ7IsOq6ll/eVy8cS5KjdLxU39/6n7DzBNryu/D7yVc+7qruqcM7oBNHIiGADGIWeGw9FoJI00kseWZWstyau1H+/jXT+71lretezHslcjjVYzK40sazxJYhyCCSRI5Aw0gM45VlfOeX+/c9+3qrrRIBoEaWo/sNgVvu8N9733nP8953/+572iWu91nzdYq+wcysFb/lCx5G4NYbETkksB0gdYdQCs5s5TanzlIt3YAUnqJkkKZOK7k6umQm+eXmcKKS4skC4wZGB0S0VHowvypUjVyNiKnn6KlTrGWOZKdt+LNNUdQ9didORKmnr9ORSlO9PUlX4cIOXssr9UeQX82IA4XGZwdTwHEzEcbEa7tZGPBbDgkS+fZ6JcwZlMsigB2jMsogr4R62mtkhx6QKM4pT55VwxBcouFnmACu5TpVijAxkl57CtwEuNmmjMLEfJnRK/V+JhlJ2+lSvKFzTatFJiAc61lYjLHXtvSyfP0TR59Hz60cvPp300MV3b1BPEYVNv7g48njvrLDQJWONcnrO8vvxci78plRCRKYFXNA3I0aYSGJq7JkpVkgutFnGxujBWYVx0GmokqWRMYGMpjFuW8wdojPYtylBAbi7Ik+UCjXJ+eznyINVKUn7DNICcFIHXOIDZa21p7iAsT7uZicU0cHosDV0ZTO1rGtOWPb2pk38VmTN1K18odq3Rxy3znhxXOUHVRJE0PLECYwzyOJScm+xsNNArlklEFHTGzFfEMpq7G1L7ulaiiOdoJwIHDcHPyAlyHHsIqptjYCiTp7UDQoO88t+1bOJEuYrnx78yv0yugApTCkYK3Obgq41Czn3n9RPpBCR2xVs72tF6Q+i1DmkG+QqjpC+A13SYlzdnNhMg67pSSoJnUgvYbIJ3J/AW9GtsfNYT/K0RjlY21K6TPC5TgjJC6vOk0pynk1QQ7u3ZSsFHa2gK6eRC482uAYWjc677/KOogShpWY2Uq25NJ8Nls7dmtFdi188GKLgvgoaMrOK/qIGLiEAe0vz08qt4kjyKIoLE2vJ7DXHW3BPs5veGzSytcgEccqo624CInJTH5efoV1aeqzC4+R3OK0EnI1xwW+I6sVURFQ1+FfMB8K8Aasm7jJo9r9PjmhrkG0FYCKcWF5h37ZWIWV5Lp85mh7Nu3fqosIreeb7fVFh8Jt9zjIFmTfO9cg6Xk6v43crs1PKct9LON5pRIMpzHRmxhAPL4/Lj5mu+LTcBSBfYPFoHh01Rs2vaknmuN/pxsgk0cnW9EytdZBHdi5Rs9kUhTB0gJT+jEin6eRObAdrCgPl+fYSgqJgo/JxFa00TGc2YSa2AoEceuTt9/+k30ne+9TVA1ifSBqoMx6bZQI5YeMAmKsie9u1T5zD3ZfR5DZPm6B+lETQb+Z7Nm9y3QHGgUfElKBwnzqEHB2+USs8mNxOmHJkDPpM8I4oZ6zXeoi/9ceN9/d/y+HkuZXjKTX3oHuoPmKf+u9TPr9iUaM+V1CirDEtwlmklRK4K6oBVg75KXpQpZavOh4aHlqJWpTxEDoqUkdsM6srNfVlcVW6KtNmlcGmZ/dFf6SMNEPhyox/SLwW4cuzeC+gEyHJeuFnnGCGG6hwpKv9dZ1NswKO5ecytMmRbbGcL4O58KTW8Vo5zOUtvFWitAFjZGeQFmhM1eed9wyp9nyfuBbDJtfY/tXGDzfRuO/XUs2nopRdT3dRoaiOHbe53gr/3X83Nd40kNJMibKAcf7C/L03RaNbURquq7gIoWpCMo+yukV7EoU+SbrLtSaLdyTUM9YT52uAmzKVh1KvHqUiaA+CN0w9txl2xDxEVdRd+DCiLpoYoy4JVZy5Roltz8FeCKIyRHIV0p0ZXWwWkdSQbRmkLMkP4s7GJ/nMIks6TrowojhwqJkMjEYDY/UYJv0Akc5vU18qK6BpAUjagcXcBkniDvxQh8Gw3TAno6HKbGnlINpSWYwZIGZ1KW+Cn3Xn7Hanv2eF0GC7Wq6+/ktoOPojsAGXCHNtehHIAMokXsILzMnWo0Q/ifTHpXUwuugBenCc6lxe7HiexIVSPJ2AryYguBh2lgMroiNengKgpwVGMiyFejZzVG2U1WtmyR3K9u9j4jKRir4NbNkomB8hIVj0tDjxeRK+4/nGUwxFEiIWlw9bbqtS+wJwYoN/kJTSYBochYu7bmLrXtvMsceyGg30GCo/iJIzcOX6WVwva5c05vtGORxCqOeL/SkJzpEqWjGCOaLgBjpQN86mloymt2tCaTp7RUZiCik7JQYxVeT63GxEVuF8t5AQ0rILrYh0tgwKXpxWr/qshyuusXG1lFaNW2H6BJbCaGZtKg0RXB65OIB46TEqcdC09FTs7qNSpbCeamJ2RVaYKusYOrWhdlKtxMFr2iFPJn7kcMhlqw5iGCeFAwv+Ot1dnCkd7wPXPQKoW9NqdYJTvB4cHeT5zadfWXUSV2MawfjyWqWEjbUYqNHLlOujohKcCYA98xHVEu6bgVRChbSI9DcBarAHwE2mrZH0rQZFHQ25EJl4bfSxTQ+8GWIXNMhXgRYsoo5I0L68SMyy5cA1wEJrdVHD/4X+XxRG9sJxuKVIGBQgLsBlARn5P3gVbjaRGkseTS5ZFhJ3jvJHn4aYhGE1yjgIBmcbMkZXMK3Gi+b0X4fzNacNLF/rSUF/WUNu3d1da27Oa65RkWESbXCvFjCmd9Xv57JXOfGkMStAV/xYpT+UqigKMlXGWXKFYDOaKeXo9lisQjp7DdZGfdtyX55Rf6mYXI1W02ykbkOdnVM7+gNexFm38bKYDmgPreAxtI+ezXRnMcuSymvzK8bx8BL9CRFKAXFTghg3yffiBRtJ5I9idybEFqAcj6eJ5NuZsGCoq6e8YlAPnkLpyOathNkGg6N8szhojgnUJ6sL0ZH1qQ3C0kXnWgv1vX70+DVCIdIrndp5iq3a6HmykZ2SblJK4sMKgxOBcP3LlCPy4f2Pux/Qp44t5I7JsNbLLnwdMPvjgR9Pjjz8e88tIlG1pXP8RkV7KsmVOYQl+crWgwqGC47z5KwGGx7GHofwq+xL6Uq/q4x//eIiO6k9Wvn/l58pgzY2/83wlF/PgwYOh2aWkhDyuT3ziE3RluZKe+NYTUYm4Z8+e9AwK8PYljGvLQ7H0unE0Y2bEesprNdvyHEH1vfVwUfPazHPVgE8eVXXkik2Fz6vYVK18LmVa/lbxcUEAiumXw6wal3yuFXex7BpuZTI4wyUPV1AJV81Nddhj7eRFdCnq0l2PP5zadm+j/U1TOvyn301v/ejFtPHO/enuTz2SqlFmH4AU98If/ZvUweQ89EufTlOWpjN3nv/Tr6WedRtSLbuDE4ffTB/73GfY+TZCrJ1Lx956Jz39/R+g6H5/uvPBuwEy9ISjf9wr3/he6nns/lSxtiv94Pf/MO1GT6sBHofpjS2P3JvqSDfNXkF/6cmX08nX3kn3/OIvhnTEt//ZP0+LTRXpwV/7lXTpGz9IAxcOpysNOBoqw4y4KMQosVkA0o4YZ33kiPPUHy+aLAso3Km50IOAB7AZn0QjCMcvcKgFaOb8h+XZcFtwfC5s1beDCyFa51mYArR828qse+96ALL71fT80RfS93/w3bS5uyetplVQDQvda8mkV0ns6D1xHaY4mgGNIgUBiHNGoJSFPtG2ilQeTgFDYqQnuGG2Z7E6sJBy8AoFiwIvjazpvzIdo0MNnhnAJ3bSEgaDpCpHBBV4nHIUCvC+6G3o3PJ4fCYieTgaZSMkRvsynB5aUzp7DFd9RESYou5gGbcZWu/MUyVXX9ecpvsq0tHnL6eBnrm0blMPUbVmeBEA5DolHawIYjxRHveZ4NIx1FntXIAdUaaw+to9PZ7rsSCkx7TPC6B60Z0UQIqoTVUrAHIt6Td5XUSQqqcAzqjRV9QRXaXPIuzvVCVtzUXrQo30kGDv3bv/2GVbcxiaqcQhIiVRmgmdMQ6blERUKqITNU+T8YGLSCOcu5ZGaQA9xc9DQ6Rd6cfZ0kIUCqcxX2WFJqDG9jwTaKHxU1drJ70AVcTnbMypsSl0fwiRV1uBilMwvWkUyTkj6V09OasGYx4LtJm3RrjG2BjZK7IJMHSBKqMRqow6UkvqaO3iGWY18Ub4J7VEXd35xzxjfUzhjPy8labhbMNoK0RKlSjj2iwvUDK57pTUZwuEYYtjFtgoGTnMwokZrDgm2ShlYcHyFYAhgErOIEh4NtJtC42VwGLZCK8wxzbrdd4GkBR45/WYn34GmPlcy44s3mJ0hRPaz88GyY5vrb1CjTD5+Yiicmz+CTp/WG3OE9HlTGzPh2X+m77ib6aejfJYCVqF1tmxt+iNOZZ5Kvcc2sv4yvNirvEcq6PwxvvNINCrjHSb9rsYmMK/xL2V7LBcGJRvJ65LO8P12KosNh3BK+MrKAA5NRwbouB8LY95Oa4CmGClCWaC06YdyWtbjliAqxJQYHPljlVxEfNElGfloxXNd6P6juP7s1F108BR3MDzd35NzTemtxF8riLKuXdze2qnazza3Cw51o2E/Ah15U2sUQkbTgskbNEUunXOca6tjvyq4+famiKl3nd5JP3i538VhfwN2B2WMBty+2EC7Rgfq4U5rEU7QdwtNk9c6yitvqZIz19hjDqwXxvWtKdG1mF3I8LMNroGsF26dB7gMZHu3L+H1m+sCyUWuZYq/Zmp+veMwayY3DExi0INo7GO6Qp0EdWhMTeLeevb+XE/GpANVBa/8MKLKLT/Rnrh+edosbQ3/NCzzz6fulZ1pQOQy21pc4Hm1Z+mqfM1AhtPfPNbFAGMUFG4Pj3+yU/GvP7a175OdLwjpBUkqR84cIDKwQOxmfbRSjGxKbT9VRUHNdK1c8fOdBmepuDOnoarESF+CUL85cuX0kcefTR63z5B7195Ybt27Uz/xX/xnwdweokgzEceeRhfM051I5pvRAOVkvjed7/L9TwWFYenTG06fwVGjIXPN9RiixFluhSdj+zWUWxGYvK67uQZlj4g2J7M0+wjwg04jYqddREvXXoYOeAUS23FmK94Vu/xbWYChpUqHtaS9SoeXFibZeP//of0/rl19WU0APjOOo0RA3HnXYfSWrRcfv9bX04PfOyx9DB6V0Mnz6UHP/UYUYkzqf+Vi+nB++5L/VTKHfzER1M/bTWe+9EP06/82l9KY3tuS209ven06EBq7F2VNmxdR+XC/5bW0iD5wMP3pFdp6Lt6z640zMN76olvpsYRFsr4Qtp68O5UuwlC4nNvooR8GwDubDqFlkcb/f12370vff1f/nGafvU00g4H0voHDqGpNZSqqIpa7K5J62/bnvqfeBIhVNohWEJNGnOWEPMUgopzgKIm+SaWlEdpqi09bLIs34hIAE4sWtj4wHlyWcqBCBUOxarCMl1iVGUSTaJopEwVnZGAcqdrFEbdKMezCqL+VvoR3nv7PenMuTPp3NUz6ckffTd96Rd/NUeNTJ9GOJxqGtI5s1SxZVkGg9haH6NkOW2YI1SZYF+mAFWat2xfLpS6R4Zuy3BxJuVzfVZASVYNcrupU3aGgiTTk0ZLcDBGs7yeUgLC+aJkg8cNB8sYlST/MkWZRUpzFM+m1zoemyDLl4vcuxwgnsEMkS3tU2MtoLaSCCSpyaHzU+jSvJXaVzWmXfs3ogbfiUNHWT40o9R2IWpTKPbao9C0Taj/Fs4znHf2/DG1S3AVjtbJG4YNI0t7nC7kGppb6gEwIxDb+RD6XbFXt+mtvfAwgNGGh9/q7OMrL99lO1gsp5CByNgueB7acNMRuBgcN8+T9MQ4kdwrlOlfpZJydoJxs/4DUvuCnXipDqwndWwBBbdFtAbAyvEmGUOrcCMNAyfKSkkNjeB3fkZXi2MD9ChRYepRBz2JKN84vCojKC1tKOnzrAz9j9JvcAJjN4vTqKMFRTVjOjTQH7+3gbd6N9quBjYFVtdq68p0RG55kdOGpTaTQEPgPwMHosaKUYshmLfKe7RjsOtJp88yhpKRF3l2wa0LyG70KoOSd9MXboy0ZyOYnU9+rXRDxUMWVi09k3j8BbDK789/WzKFxXHKDa1XUoNtMy1tLEUw7SalaN8X87e8Vp+xBQ/OLzmCnseoZsw1N18RLXM9IXGijGvsuKuoHD7DnAckI5K5ZxcbS0zJOJWaFiFUWIUaY12Y5mIuB8BaYbbzfF7B0fJ9hbkPMni8QTtt26liLi756xWIqoCccU8rBqW4izy+nNtNmmKjRgryocvoLdelR+QZThmBYD7Vk7loFGy5vgRyDnkAigxCFKGOjRtjMU0HhyvjUggWiORVpo4W0+W5Wl3OnbapXHMhGeMGL9BR0bfS+3ZtBgfYCFp96kQTsbWlgzncG5WNVs6OYrt8VBACeUZK6mS+UnEzGcS7K+L41nyaZlokqkxb6CC5tzTS7YIqtQ5kASyuuXrmVG7bwno27mZ00x6LGXQuTc/3/iau2/swbJojzZEqjUeT7cryYUqOn8UFlbRUovIaYGRKb/Wa1aFB1dLaku6662426zRwv0bPPsbjs4iAWi28u3J3jOMf/dGfpjvuuINU56qQYFCephtxYoHMffhmmzMrJvrCCy/E+v8LqMJ7LquBjTSthtMZiX2ez7Fjx9KhQ4eCOP/AQw9S3X8kKtYVGrVw7Jvf/LOQjDAKJkhzrKWhPPIIOpjYo28DwgR0H3n0I1G5ODKCjeIlsFLaxHEIUWQ3LyuAZ4CkvO/I6WUHKTYf2VaUX8HBjb8Vaz4GtowLL49sfCLmcj7OB3ndVKbhOiN23YK9hVnBW3Qy01y5dHJ5KWN4wvb2prQRfaq3Tx1N547QDBdZfJWmt+3cyANDiOxfP5mG4BxMHjueVm9am2rWdKajv/+1NPDm0fT1gX+aGtu70laQ8xun30ntPPyr9EF77dlnwmHsv/0uekyhNo2zGRvsi3L/y5fOpM2rNtKQuYO+a4NEv9ahYdWQLp29mPqOnkr7H30wzb99IZ351nNpXXNn2nIbImjnaGiJsnU1SvENG9bS2HMM4i/OjRHVENYanWRXboRIrkFU0knYR7HOCTgRPJUspGmKLXaq/C9ahBTEcR1O+TeHNlJvOB1Tk5KOIyWmsROsEdUaYzdkCLMZ0FDHbvdeWv1Y+vrki0/QEPr1dO+FB9KhAz2ADScV446jlxjo7rIVfozbaNNA8mfcOYToacGHKjkQpvpsUi0vyvYmudorO7RMRs476dDQEgwVUZkRFsEok94oRRtyDhLJTYO6GOSUZeVfeT5ZIdyX0as8FmR4iYYFyb/wFEGk5G9GTlq4jlDx1VhyXaabBGBGtSwOCD4K71NdfwCnf5lmzEPw8LZfWw/4XpPaIcJX87zdMTsPjQhGfzZSiPIzcoNbDWbeq6gan8O/eY77nXw4x97oY23NIk3Eu1Nrd0u6dqUPUMCYRJrQsn7DzHzItjkqP3sUd/QuzDL1GPeYxzQ2w1EVg2PhPurQsqoEDBmtos6D6BS6Oxf60+lj3BP9tBqIUNYR4WmoBsTQPG4KpCWIb2EsHEMJ2xZ9CHjHcRRaAqOk4eCMInBf48xNo4mmCaKtUUQ/uG8c3jSO22rOFjlZRAx1BEYd+2l07jNxN9xMY3M5UtdI108QSVlPj0MNpc6xjnSIVYoWJjinNZLOJxXbjXgGP4nzRS9MziU/rZGdb636PBStzFZgH7pYS2jZzRHFseVKrih0TvOFMZVJsXL3fp2Ru5lZKp1TDPgNJrEATyUnaSU36WZvLz/tvZVzP8rhrVCS2+dkdj65LgI85RMK8kIzKwrmdIzLwMv3556AWTTG/4/kF8jgSt8VREbPxjEO3LYnNInyK0PFD2jjl+BRuA8uJ+hJAhuPFk4o800EgnOMdWn/S/vwblCbr0ZgGX8rPj+DnYlNVw4JxzDkDYuCOnB9AEtZORt+KSCG0G+A8vw7QYvRKC/Kqq8cWVRc1ibVc0S1RuSpQixfbDG6i54e894ec7npcx6eGHn+L1K2Mbac17UvF0cys0XI/K2eaKygdnRiOK2mz+a1IYp0aJu2CNF93gUaad4sP+O9hL8O/JeBJEHtEIM1hXmNSMww/dSamL9GtHpoxdPMJt0Q9fmLV1Prjq2OVvDx3FCE479hSn74HzNnzWuUQjNOZ5PjR4+ng7TAcbNazWZ1I8EICe8jw+Ope1VPOn7sJJzlzazT1hCVbgRo+fmrV64BrmoAULTA6lkHSLorwJL23+etjML3v//99Fu/9VuR0hNgKfWgPdC2f+Mb30gPPPBAgC0BlNWB/9l/9p/FtYTuIsew56kvfZ9px5zCrKESsSskIJrZbN1++8GQcDA12UM7LvW2+rH1wQ8N61Cur59sNG8BzXzox3JzodGbXe8HuJoQz5PU7RRmrk7Li1mNiGRPV+r73lP0Cpxn8AFJzx5J9ah1D1fQeBMJAiuIjp58K/XcvYOKjcH0NtVyht5PnzqZNhxspHM7zosHsvnAXn53iqjBdOoiZTjQR84bnlE33K4Z+hG2NDWmFyD5ttPCY5rd+Uk0pHoO7k7T50dxQKOpmr830y5glnx5PVu3jYQpq1gUZy6eS7tXb2YDU08z6XXpEo70cj+NaI3c4EErp0gPjqAfxCLTwWeekuKcChVm/pKgQPJf2QQzq5vnfoOZX4UzKvR3/J1/cydRb6WfEgssQB2MxPVJojYBREwpygXAgHWwcO8/dE96G62vS6MX0rMvPo9Gzn6cbyMaYeprZa0qQ7ctODd/zo2ec+heoykgKmUZQpUc0BN9Ck3LeX1GqNyR6nztH6UTDRJ9jrz5EpTJo8lcrlyh6JjIBZvpvxYLx8WRG9Fm0mGWfyB1iSE3guZ1hOgpx/D8nsuxqCPlJhcowFVE/wChXL8g1GhYcMO4BgHTFPcnWGkibbg4U53OneijQfdQWgVA71iN1k0nxQnwp+S/u9+NVIiK68HtUVIhC2gGp8MCihWhe42nZNyoXuJ9jexSW9e0pbl3eD5opwleNUjVGOAqwxchJWKlnldXVo4ZkSgXT7GLCh6NNtzxNNVYjXFfhF+FTszlcXozXqN5Oe2QAM0tdDJoBmBljpD8Q/lLpPmiclUQnzWC5tWoAiSF/AdzyShkWbY9JbCxgIKxdAdZQ3pa5yOgnuZ5mLZW0V5eo90E9AAhhGklKk5H3SVbWU0B3s6S+pBcvRrjG/0zieLWsvYE9obq3WTIoTMHZfWiGkLR/Jd0ZPQDA4TF5xTDlURLJ4cGosVd6zop1DKvYxR4Io0RQWtjLjUj3RFg34hGkGtuzeaV4OHGd5fEdX9f+M58yA9g3+KYOvEVvKSVrTzKyJK7+BqjTc4r1ehDa6o8VQZiGeAIVjLvyGjg2xSzXL1KhwBeBw/uTz3QJWbgWrr+jHaXpfC3NBJxk/mdpVnPVYfFud1I8JwFDUaeYuqueK1kJt54vvxWD55BVgkYFwyHBXjk97GnYB1b/UnUU/FPddmc+7Z+CsDoOi8uMOQuJGTjCxT/nPd9FCiBiKJJ/Iwl9YiwArsivWskq4r5HgUYZhIE5KzbTMOz16gojWNGcUEQGYLmMTvPeBKVHR7pTxs20+eU66pBFmcauZUIEhlVC5BYWoQM+LwfTyGwCymJ4OpV87nMldWStEAbaaAytmNNL+T3M+nK1StpI77PazQtG0ioyBLf0jP8AG9Sdki5m4GBofTlr349Pfqxj9Ok+ddiLM6TDnTj/exzz6ERuZ8WNp+PSr9XX32ddN6xdBTA5cJ95COPpjVc++nTZ/EHjfEeFeENBuyBK+U4hu3h/ifJOJw+dTo9xzG3bNkSUS2HqZQl8tL1Kc4xj2O1Yj8+9czZM3Ec7VfZ2cH13oE/f+KJb8H5+kT60p/71fTKy6+Extbf/bv/pwBstv+JDIR8QefwB91tfICx/Gm89UYxnrwZuxm+ZnbF5uz9Xnw+CNUOnp/BiC7wMKra2+DkYHz7B9PO9aRyMPQvnT2ZugVLgxdTP0Dovo/cj1gcBPbe1ZDgJ9K5wWvpMw9+gjLy5jSDUxjFiNuiZRXE99NvvJRWEfLcAzg6evxE7OYrQObf/lf/Ig2cOx0VCNvuvQt0jHIvbXIO/er96eyFZ9M5lNFbAXdtq0kbPvNipJN2f+ThVEleehuRtDZaiTSjXr531550nHY6wziFNpzPpLwgStgrGlrsmBm78whHB+fGdJn9BpVKwHkUpa0OlZwiAYJvKkvYfb8GVYCSKyhyPz+dv+KsApBxolemB414RZSCaIe6HZNotaztXJXuueOe9I0fPZFeP/J2eovQ66H9d5Ba4VyAMptNN+D0gnNRtBHwXCFECrhUubt8LYO8TEQvifIaTysUo40Oz1B9o7KpbBaIRPeINwnkou2NVVESCe3vxO9dgAI1jZ6Edj9vJMixkAwsaMyfwfka/eM9ObpWF+8Ne8uBQgWcazC87+8VZXVRznAunY2LXiPbDgcijPYU0Rq+rlC5islL6zd2099wHT34WqmaAzxiVAVqkcTnHco8RIJBCktk5XUOGlPBkx0H8k7JfoM1gLt1GONXn2NHTaQl3idAFYQQuaoE8Jnui9iVu/Wwo0Y4cprL0FWO5ihOSrEBn5uiH9oMemZyq/pRWZ8c4vf0D1ycJGpZ2wJwpBrJ6xLwArim0d0xXWwqQgc/I0AidT0tET2elVpjjG0pFmnY3Qbb0WmAggx2q1ZTefdzADWjTT63pkirWrnL73nuEzxfo7G6QIGB0Y2rqLefAWB5L2vX9sbzM4oYDYqzm4WMzDxjDtso3HR4jirYOYFiFNaSTim4dczPKUDqPLyajh44LCi5T86OpbNEkftHrwZ47SOS004EururB/CHIGTwCIso0Ao7dFO7dJNN4jK4WQZXAXMKELIMg5cPftO9cfHLADrFW8voWhnh8tfOA7LH/D/rDdkanZu6PMuGNEejonQ+uhqwbrA1Vy9fxTFfiRLy2/bvIrLXgLTGaMz7uNQgm92KMb7eWMcnBHTxbwZYblIsZ3fdRkurfIIbbP0KlHaD/c/pVCNQVA8ChLx/q8KjxtG1FQRx34VOHCltwX8I/UIyXlAEMopeMjfTkwvwoqbS9SR/ymgFGYnKRq7PylgjbEbEsIdGD+VVRhDRDb3AzqOV/sfjuiFk7HPfOeYx541WWSCwNWs70omTR9KWrTujsrCtFXAPt9HuECHRUdJmnNvlcBu1dPwtGDHty9ukiVRWAPKgDYyThu8jtS8frwPu0Rw26tSZ82k1G/8mbNe8otsrUf4N4/nhfhRwKLlwBmB+MP3mb/7V9J3vfI+I0GWERe+JDa42/nZSgD6Tb5GCM6JktMnPvfnm4VhfVyk+W0OwQr80QMHXkSPvpJ00cjbSZATsKjxgjyVIeh09rU9AgDed6N+kBnjMEyeOB3DKRVXD6G69yu9ORBpR/5Q305mU39c3EDpal+BoHTtyNH0Sgr724r//B/8DKc1D6Td+4y+lk3z25MkTMTz6jKyan+/33+XX9QArb0R+TJHDze7m3QvdrIsTr9K2JMzMKSbbmJEKFteuA4eILHSmvtP02XqHdgOEGNe0dKUHP/3ZtIeqpBfpIzg7Op86EQ+979HH0t0PfzwdO/x2WtWxCrldoylEC9g1967tSd2PP0YbhNp09diRtHYnOjFUOW2m43wb8dsrPGzJdWePnk7jAxejlH6ebuGTQ4Np/aY9tPhoTj9652jaTvlzBxU63/zK1yHZd6R1hx6mOeiq1NC+mhYpm9K+j3481Z7pR/CyL8LUTlBz23V8BYAIcdCc5ivTL2HEIndP9R3OyghBRGx0ljEpcnQoolf85zGjb5u7K6tmjF7hqCJ9hFPP6TrcLOT6GUK/i0Sq7r/3gXQBMdTnXns2Pfv8s2kjrYQcd5sIu9M1jBr9liSiYq88plGkLMuQ6268RieyYNRInMBLY6fDzWrzABv+jQgaxywJ2xk0Yoh0lkVLlFwWy2KiZN80n6DLXH3mpdlQ2E7qWRfIXVHw03L8PYBVgFBeHi/3L8y7xzJ65f0IEDSYjmxojREK9x6CRB/6WqZXqWqDyD2LMTaa1H8OoDBxOl1tJ83VhqgmrS6aNKaA9Dq4EpWSjm2d43+mUy0mj6gWIWsxEb13oiLStAXps9Xr1gC03H1nqzs/HjWFAa5r5iSly6HDCAuwJKiGiF1uAj1DKllAOIzGUf8VqgGpRhKQ1aAErYGumLEiTx4aQJOIaRNjblPx+QhzmE5mHOHWmUYux08DNgPYU4PMdF8TaWGjV+H8GSsNmX8z7ap4rRHAGHXBK2Nn5ClS2mxg3GGP0PhbsGuKzw1SB5uN5q7WtNDMOmYjNMY11CMHsbaXND4GeBqQWEnUSfVz+36NwdlqZHw8VwZE2QELsgV5FmtUE5GbY7LOkGKtb6tOq9a3kwY4ky7SD7Sa4pL19C9raqWXJoa6D8mVwf4jcGa6Uw9pDSO92SkX0+cm28FIOcXzyfaqLDOILgpGHvhdLgjJf89RiFi0S8CjFOB8F45xXEs0ucKyL0GeFTY0nLJzwRBgXMfyq7SkkaYtgI3Vv7Os8XNQJa7RvmUTc+32g7exqGEacVJlIeLZReSsIJDH3eW03s0gV5ynuKaVl52jM2xwBG2Zg7+0HpfGLKbdj/dgJWcx5jzXbwcKQlU5Cg+Xbg4aiD0O5ahVMb4VRsptoVaId2VwW5TEcy36n5CxY834z5wpQtajPD2BoMVAM7Dy5afGS64o/0SlbRbYj+cpzy2T+k03Zo280CXDJ82pkUhBxtata9PJ0y/RA/cUAAKOEmvj2jAcqUJWwGGO4qVirDxRFK9oCwoKhf5tzii990HKUx3Dy4M2KSZTUNNGFGttujg8kK4QtdkMxcBxzjpptxiKXTFnrv82P+1lzmj23a45gdNrr70SnRMENdrXZ575Ufgov0z1tVPhbtTKDIfk8glsqek8/ZNtdJ6HGC/NI4SCCWps2rQhUneuSQuj9Bv+bFud45xD+y8Ay8VRc+nlV17K/F6ucRr7f/zYiWjevHnzZlKUo+l8tMHJ1+w1/vZv/xMiXAPpX/z+/8J7NvH9UFzPd7/7HZpTr40o2dW+HNUtG4jnHreu2aIavxigPM+X522YoJ8TELt5ivA9QlW3Bq+y8a61sTPqnLipNMI0HyKPuubto/QtW5cuMJDP88DHaTfy0ovvpP1woNrXUi3w4mvpyCtH0vA15e1pKLn7rvTsG0fSa08/nw7t3M/knQ0S++E334zqI/Wpvvpv/pCJcobqwo50ljY5bb1dqZFUw9DVi2kIob6LoPJxCLMv/eGfpP4XXwekTBItGE5vPvM0qaSLqXV7c3rhB99Lz/7Zt1MrBnzVBDtreFhvv/gmO/CU1uzdn/pG30hjpL2sbJOjVCOx2CgIA6LRE1C46JpCzX1ZmVjHZj5cYmTJaypJk0sRG9MlRpuCnOkuDMDGhHZnKUCR2xKTqgAilthXMba9q3vSY4C/06dPpsNw2l567WVUindF76U6SIw2g17EmOjcjHKoLyQh2tSbk94pKScm94gjuiavqVBzd5HFtSvUyvVl6QX1nYiYBBhScC73lCoBW2hosRgFlL7k+fj38pgjjPkYnDZBaNxvUX1Vtg0qlX5LNfzgKQryGAs1f+qJYhotyVhDsAJgsz0FBsVoDgnKiOzMYXxnSJUtzlaRXupI7fLGiO5M9ANsqBgd429VOPheIjCrAekN8C9Uh69tBJQqRIuIYwgv4hRD2NbdtHwvlddJw3asXgsXYDXzyFVLRGwRTh0cQyuZqsmHu4tWI2lGQ85udpyUsqTu0VGibRPyz6ZpaD6UhgfoXcjOvAteQVVwH3Cu9qdEToSHD+CxGALwx07F3b9pXHlSPpsGixCMUDEW7p4n4X/MEB1yzDWqjoljF6TR6BuZBWVN5WVSsZFBolcWPPCMGpgXkd7DeQlcs7YT5+H9Rk99Vsb5+uFfOSdMD/b0rIlIcj0ky9xqBGCN8bUqcYFrt6hB0GWkwYKL6E3GOIbYLwEdSflAZADXYrrcdzbkRropIuhd3x1ta5TvMB3eQYr0Wt9gGsUoa3Bb+F0n7a9sQl2mQAMcFxuasoVG5rlmMBRkedeqoNwoH3M5uGGZRR+RJo11lKwrA6AzLgz0e9nlG8FM/FyimRUfuvF9K4+3JNPgZ61EZKM1wcbgzKnzsUZ37dwM/2or8zz38Iw7iurUzA3S0Sw1443U2M29cYDRpa9CUco0tdE1nm0NKbvoxsD45AjS0s3c/IDFb5c5cZlrGC9Tg6ZCMY8ohACm4fwV1W/yWKsUBubJV0c3jUAlUcwyU6TihIkzivOql4Xej2KfV4hsDPcjBcDcmmQDMsGmps6iDtZZJZXC1qEqAeNzix6jkZ7MIDvmhdFBTxWbNlGTFZnT2NC2tGFdVzp75njaA8Bq5ILrWfej2DcBaPhuAVuBnoM4z/9l8kugmRyFCQeejy3Xyc1sP+lCye71bFwa2uAVIa+ydnVXkVb+cN4+qpM9f0Qa46KWNu5GDIeINPu18vXmm2+857M0urT8skL53Z/vp8rwxlfJzT1CBqV8yb/N86CYcMUfhoezlMObb8K/vuEVm+higz2A2LFf5evcuQsAt9yP03WqLygrrrV/ob2Vw643HDUHMpZTiM7qlTHs9xyOn+ofbg6wPuQp3Bu6gKpk/pJ3b9qyjZTDRHqJSXaWf2eJcoy3rU1td29Nl+E1DbyDXD+GdwTAVLfnjjQIkfelYxfSTGtNOjfUl1p27kj9LFq1kqrr1qRnSN1tXAXnhiabsy3VyDzsStO0Ojh+5s1I01SzoDt2rkMUsh/gZnVSLfpFb0UaYsvH70kVONPT/efSmrt3Ar6qUv/0QNpx8ECaG55N77x8OHYip8deTg0dREYAJ/Psyutp8FlJ1UkFxHYbLau2PAsnSuQv6MlgQ6CUSeDutnRG/mv1RgAHp4E7sqVWNBnYGJUJLg0GXtXzeUBbHSAg86GsZFuO8rgDs+rDirg9pDEfvPvB9I1vfyO98MoLqZewbtembXBscKSKlAqujHBwvgY6wdcVJPXgQym9IDfMqIcK8JFTz2KJAi+5OV5rNGaWD4Ux0QnpoKKlCoZEPk/sQvhbRLXkZPEeCYrRYqXYVetYPaf36HGsVtGY+/ul6BXHKdsNBQiVu6bSN+8zbbgkylqMhWDD9Jx9De0zqUGOiAzRK69dg9tkpEy5gwCnRACo+JkkOqosxLV5eH/9iHRaAYhDtw9ZPWTtNjgAbYTzldGooZXMArtdqT+2tqkFqC8C4Lo71qeRweE0BFdqrpq03hy6YnYAGJMTphL+ZBpiByYoULogxArDc/GMldAYYX0swC+qbadMn6o9KpsENpMA0JBRYPdbi/RChaR5DbjcqyC2G/2TewWA0TkynrGLY45ZXaZUgrpUkaZinEN3LapG2U2bpjfiGrs+0qjsKieJMNTCk1LHyx6DOgwlHKzWssG6EbsKxsd563wxsmLqftsW2haRplb6IVr3cL2mvhSTld+lARzj+PY/9L5MGxjprW1kTjfzGfDcEEKyU4ujqZ5xHRyeTjt2bgveXBBYOaEpVB2o0bL1Pc1ptmuOMR1OA0QChtDhkuu3phsVelsvObRFitp0c/AEC3L5jabMOWMz8PCZ7j+ijB+AKmDnl7UUGlSEdMR1AZ04zM3M+I8zlQXPe+mz8U3hB4rgbfFxOYr2Y2xIl4cvptMnz8TvD915WzSqnVsYDYcf1+x9CSRyyOkmjuXdV1T6Ov91GoawaUTiVP4mYWdvtuBK5lSwz9+5tvy60Xm9111nJGvaJ1eSsfb88pLVwHJOGVHiPRYAGDU00uX7FIC2u8eCEVv0B6dts8a6nIby0HfpLI2Wed7t0BEqkCCBTlKpNAnXbNWi7a4E9M7BEuN6o/G9TtisgXlELsFOWtEayU4M9Efsam9IZ09RlIOWWyt2cw0NoKsb4QtRjDFBACDbX5W3nCsZGC1FRPneQJxyHMGjE/ho/1mL4/DFRlnLbVYWArCu4seuorW4dnU778O2fhgOVhEAiU4YrJOYm0shmg8H3t4Tpf+Yib7EN/a5Mj9Dg4z7M2r/fq8PElkquwOauXDN+soBi1udn+93NT/9v/9MAJY3PCsRja8adtQb7r83tVBuOcekbiRN0shufQYjtsD3vqaYoWOAoh61o7By1TYLNX/fKEmUnQagZjeTtImV+twbz5Imu5oeOrQbB6pltTG00R/CluyUo5jLELRP2Fw6gIEodZDtQ+gSRysjxoVZD09kmJ1zDQ5u/Mi1dPh7r1ALzfkRMCWHSJoQ1XaM+cIQzgIi8iJiowIsnU5Up7CzNP1l6LkZEqZAxLmfW4ugvcQ5NGCWzIcBc8cpv8oebDispehQ7ITkJBA9wDlrfBqDiO5OThJzTuUJHAzDKxDq5K0lYnMPZbcn4aCdPHscEHmSXS/ltmrwRFuYeapkcMxclJE1zxc7uwIQCZTc9QnyTMuViL8k5efUURZE9W8hEKlkA8+1ib6Mktud4P7N6JVk6oiw2HpFo12E/o2GGdI36iD4EmANQXg0jWj61DGzSrJMN2rAFEqNJp88z+iV6NgK8ji312C1Ug3PNhpYR/sj2xABGlGHl+dga4QGUsZegyRyCt9Iv+F85yGqN7enlhq4dEw/04l+ZoDojICipW2Y9JbA0V0x4GCClBnPuYHn3tZAapgeibPoUM2MLKTnvvNcGp8fSXWtPBObic9yHgCUJcimStUUayPV5fWrlea9TqPlZe/CJqJhTbUYc2asu3S5IZOkh0xgVStrwbXP23NQ8j/z2spBwUyTkS3Ec92MqdkjkHHcrdRsRipBpezgruHQRuVRAXDUmxJcRwGy84nrsFmzDYYV9owGxmqp8Vl3pR7P52dkS4HQeVKA3tOlq5dCo20zxSOKK4b+UFTde18AOZ5VM1y4Ra5vlIbQdhkCcsVaqCOS0dYBGKqFo0KqcZIqzL2s4bVb29LFy/ZBk7em3IG8DYCfz9RogeR2IxRUnq1GeLijo5PK3v5IFwhiW2mI3kvBSmi6FarQuRm2u/tlw1sEITLQNzWmbEVRWOEkixYxvD8EawuJkohTFM5zyVUYqPDrFm1xRE50gMX7dSg65VhrRkiKTYcCHfUArJH+0XQO+kQ9v7+LEveI2uKscw+Qgl9kWk97EWvvehHQGy/L6yw3+F5DtKHCLphaFhQQAMobK8bL1mxGYC36CKCk5Ijg5JbutRyRHNnP3KzC98V4iWq9cf4Xc9cTK3lQyRoC2AGsFiKSxcYVCRa55tN0C0gLk2ktKeqNXWvh4cEfnbyc2hCcC2V1oxcAMTd3OrKqsL/Z7meR2Az0vD/ntkKjEt7nSU1Xhf7cFACrPp1f6CNCdpXCpg2ptwtyeg3FWERkr13DTo0YAcbuWswU4+7zy/daSofkmzKqaPow91A0pXllAL5wR31qaiHKTUeKM1QUtrdTWWu3koBsH+LFPWzZujX97f/kP8J+eT+m48qU2Yc47s0+mnPd1/0luj5gK5588sl3td0xmrll25b0sY8+mou94nnc/JqkSBSzhTMsvy+misO6AjhmmYoKNLLQFsM2ZVV4/e27Lu+nPAA/+eF+JgBrLuKqLtyaNKEwI5ojCQKhnAsS4DhOHDJOzDUmUZDZLw8xjbFYJgUhfH6a9y6wuORYsRVOaUN3OnHuYjrFGw89cFeq2UxVBs6twhYMaqeoSO7uVYPFZzXqWowJQJlVXAqfjrOoJAFXIRJXn1oT0iqwSkkVkE4avITmTzsLmOuaUTRxVXsaxbHUVHdCcOdQgLBGQN4kRiAUcNXDCn0ogBIVKPKXonks91H2WfOxaPjLyjsnUqmIHkKf7L7LNIck0xmcpcJ2DaZ6jJIJUAQ2Si8AvJxrEYUSePG3ccKuq+nsLsg6d+F0euX1l9j13pXWr9nAmYlKkG6YAIhYceYOWd5AjvJk8npUG4YTzcDLyaw4pJEoI1lGqErNK1MRAWyKasgaQeMK4CWIElhaVVbqWnlMIwPm7b2P1mgeDNjAqntcq0m8FlOhgryy1UKplWX0Qw6aqROBgTtvU5CmZDXSAs26ELeUdE46jBTXFGKBtZRLN7bqKFXpZgytoiSyNC+wIarVSFS10vS1uyD/x3ysQWungZ1zwyLPfi73S5wmYjKCkZyk4qi6m3mBozMC0kghBIyidO38WKpHPLcW0FiBNlU9FYHTtKSZp2JPDnwTel0tdbQb0uijaTSDuOGc/CrG1nY0tQA42/osci1RhIAhqqdTgDo1eozZWAOkZAGASkJEg1KASpVSE9yvYzcKr6HCaCIA30iEc0SAIX8uBGWZS00UZJj6Krl1IxJRTYOYwmF8BUXODStsFb2t5XdW9Eh813foLNTN6ad9SzdcyB6qeXQR1YytxZNq/Syyk/bZN9lhgfGP+Ue0ehDgWss8aWvrYL3OpEGESqeqRtPm3RvTbYf2AN4AFOdYYG48jHQxv4zQVkUzbFPCOo7s2Fwjrpc1NIi1h6IgS/HCa1zbKopUBFpKp0TxybJk9XVxnpw6pVDAICnjFE3BI/Ih+MwppvcLDN0yuAonXBjnjC3yK75Z/kO02IlrXkBM9jLjPET5/Cp4QTuy6G4egRwt9pgFwAqeWDihfNgfe10F2HHeGCk3Yus1zJDildIRHCZOEMRxOeYrxu+6VOb7+posyVECrBxhYN14/HLTW96DPCulGgDPc6ydQYouLsJLHKS3nzKf65pn0xo4elvXU0Vpr1dsbjMDWkfE1gj9bFVzbKAtAPJZLtqmyJ9jrHKcya9IpwUPK/PuHAOS1tzjJACIzSB2/qknvwsoOJh6t66nIKshgFcjGy4BZ79rLKJuWXA1Uo/F8cvn6ebADhK+QuaBd41iSy/SdWF7TxP0k9Wpj6KuC1cH0q6NypsUHLL3Hc+bvUEO72zaTYHX3//7/43xOOYJm2r4bxUhO/NTfhnyvaE5vZv1d2gkrVipOlcx/4oNtd/fc+/d6f/5//pvI9MSUcRA73mTUL5i7trkN8Cwg5qfzXURwoKLq622O4UFDm6GKjmu+ob5vD9J3O2nPEbvcbifCcByGOYldgJmxtkljAsGWEzTTPJxHlY1E2EK/sm4feLM0TOILSx0o1eTDPJ4LUCEYSZ5Fg6wgV50BJbSm32X0iyRpToqufqqIOGy4GpQ59V5zBJ2rSYFYdPoedIYVVbtKAbnbtRwM/N5UvESHk6XYpn+TMWiPQqncMAXCTuPkDpcQL17AcJ07AyNlsAdUuZ3DdEB72dB0jLn0HllLlJOv4RzM2KmFlUBYPx9KUVgFMgolDwkI0s6IqMvZT/D3BSZiBIzTXBVUwgwKtaqvpBpuzqAku16Sjqr7TcWiPRs3LCOBte3BQ/rJciFaz7RE2BozGgY9xpNw52/fnH/EphzNR8lxUQAyvRfiE6SDhXEWG2okGosGg1y7PYzqby+iBb4vcZ0FgAw6y5KUAboWVponFBSZRDlC2K7oMxrib6BGiMMoyDMVGWthHkBZaGG78IxBRjFBO6oLQDgGmwBZDpK0rvOxt8HQDXNwzxoaLJlj6J+lntn3tgkxtvckIC3nmiN4HXWyBGpgUnkBwSTbXyuhmc8N5lbSEwOoUS+QGQIANJERR8xHaKGcNyYPCoz1wH8O6hyq5UNz/v9nAT1So7bBlfIJsph3OW7xNbX1ipEcQFQuYOSbYS8N9J5jLvclWaO1xBVNgJgN9z5vuRcycuy7Dyeh/OM3wuKjQTarknyjAbKazfi5Pf1PEfV8H34OjjFFC3Y8HddVNPahNknEpIc0eOO4zGumZfFuWQcc+5rRI0ss966dRsAC7K5qU9TazyriCBEGxLOJbGVz/ncpkiz+LcKJuAIlUT2G6SQjHLujWk/4KoeQvswFVcCHjNf9aZjbLwuq8a+iWGB3aVm7l1EUnlu8qO8l15Uo3t6eyg/P58uXLwQUch1a9ch+gg3zKbnYcuXt86xBnwMRq9UibdghrNFm6vY/2fnGTvqApCstJtFrUH2E7dgnz3EkphhcdyVziWcg1/cfDUObMauFEePpWH4Ow89eD+FBKtDhVyJh/KMS22VjIDlK12+x3KR33BtmR+Ur9h3h6SEgMH7ZpIZUXZeRVNk+XuC6hWO8Mff6s1OKgeKkQRw5NUuSLann3Oj4EP5HC08Yqs7V9WUBincOXq+P52/NoQtgA7CfZMVjAKoetCwacEqpBuqiGq5gRZMyYmS4xfVyMW8j4i1424EM563cyjfQW6P5LpXFFjEzuYYu/0QG/YLZ6fS4beOplfffjlt3rs53XHXXWyOiI6uYn0wToOA/5nyXAXQXR6XzAHU/pV8QDe0puKvwR3rhuPZ4eaDptL9FlqtITtiC6sIvSzPz/ce5+vfE+lXQSznq8JemWqtwL4KG5U6Whkuusk0XjrNMsS/+ZmXPhsRrOuJ5H5iAHugkGmpmejQO7UammrSPXffzSatPQ4cWQoXuPe6dFJRkcgrb2qyb7oeYAWcKqKRtvyqJRAj5SW00qSdKETLzyvzrQHO4hwl0HyPRbFi3FeWh6wc6fd+Mu8e1evtQa4893XLACsf4FbMiveXG5FO2aU+JjansUIEYDFnWbdEW5CE3BhbZlSyA59TLJGFI+BSorse5uwqyup7CK82tJKXZzFNw5Vqb0JDibYg7hZCVVcjaWsFSYk4UtuO6KgqAEmxCdNQi9JwgqZYFNLDdRFQ4H04GcO9yiFEKpsowDTRC8uqq+eotsKLTtNkWJmIaoDIXEjv24RyFl6Jpe9EM3DYgqhsxOSqQBzHWdrx3kiEOWmjA6HnBIAyJWUFmFGjqPzR0EQKEEfFvYSTAmA5acwKqP80Gb2ybCvDtQFOcxsJOT8QqOHRtHEND9Oz6dyFs+nFl15I+/fsg9ydK/haAQ1RKcc1yEWYsSWOZGlGRSdoaNtn5Hss2Z+mLUoDk75VkFcY71nu08ib92A1ob0DQ1+GMauicm6O5qdVgGPJ5rVygPh8tMpRVBRgU8nutNYxLJTjPZZRLQ1Xq/0aiZgIMG3FYCpTEGXlUVQv4iiDQ8HYTLMjnLGXI/eiUJ2NpgVXzoE57sndvqklUy2mBR1DI9D2pFSHtdmqQcZdDRtfVuSNKi5YgGQrOX0epkvHuXYBqvfaTEpRLok8Kiv2JuBcVcDTqGV3XcE81mEJDqbhE0abEI6veGi0oi1i3RM8qwmI7kYK6plnFezc1dlSJX2a49rbMAA50R+fhUUc8rnG+IyViNFyhsibVUsCmBmjVKageU6GyyWFC0KVSJBPZYSiirXk2GrcQsSV56s4rAR+RUVbEIENiqx6YorkCpS8Pvlz4TDYuBgZJOV6ZWyA9QyY792QukmV1pJzd14MKzViipwNiBxJNx8VQWxnHLgO0621ANogt0Nob+ysSFt3boCozhhU816xn+nBaOlj8AsQKa/Gggu5L6xBKQBes0DAC9aRRc/DaIFSkTaxwVgHGLl48VK6fOE8LVAup25I+M1w6Rrt6+lxQieJ8VKUwyi3nCD7NXpsDjvHmJsSrxEsC7bcWDjvzDhpRvy+8ENih7LSfqWpXWmQMyTCWhi1KWFQeIY894oYT87fcexK5hd0IyqqzhrsTHfCv2qGNzk3S4mQuIALCYaRgNOdvhQMQVLhmPRfkRAr04cetgBh9vjMlO8cxfHLRS+IjaimtsR70tlpo6VnKJ+ylAvNlXRL9xduINx8dpo3vMKuFb8uU4xx7QURX3V2i5/Y/fH8G6PY6fS5vnTu4iCk9YZ02w6KjVB1bkKAttFG4BZ98HmpH/qSOTbBcUemEDnsfDH33WRXWaXI75y7pnvD/moHdNSSJ+wwYt0KNyxX13Y8dS11qW1fJ6rhG9P5y9fSMy89n55+oi89+PDnUy9FME0AwAYmyWUKU5zrcRtyPrmGnOjLPESbQoez9vl4rQYWSO33j9SmVviWbR1daejyJGuQTRbCum4sQgEsq6suDWUZe4tNRriwHMHMQ1psPLgI5+E89l9zVqH8QxDAV4A2DxnPOS7x5q/ytDf5e3yM/9PXRs/OyHI4T3KE+tSJo0SQL+eriorh/Hcj3HfdeXv8XvvmJsvnUQLQ+IOgMG8v8nUFkMoXGvcsihBwFVy6iLwaqeRvBq70bfJuA8gGDY1nbSadz1QzIF6vm9oqfs58w2IzUxw9xirOVrRQ8xIC8+XzL6/UDNgyUNdf+yzyc85VqgVQLHQ8cvwtV8MG5eA9hv1D/TposZzAy1ASLs9CQrvZHGSSKROjzquwEoJIg/2wFqow8ESVGgBbq4lU+dUBid3mtYqgjQ+cwzh3EVUgDSSIciHp+OCAqJAbRMNIKxhGFNBx7OgNyaL0psVZXMMsi24WPaQwEjHKoGN2kA32kpoAVpDuqaDP2+QIqSHuQH5L9OtSpdveWDhzycMCBvlGkocdVI2S4KDkvQhgstHKcgNGtqK5sfyqot2Mkzaq70jlVfA7OWsVQazUlmbS+xw8sXCwNql0sTkn4frMBjgAcKJKvBudkkceeTh95WtfRbbhmfSxhz4Wi76mgQlE+FhQqFMeVxEdEKgmlwAwTxUjQEpDqAIuyFOvRi5PLkkOIroAhsna1kYKDUcqx0flaYXm3FXIg3KcoikvTsWSfwGC6YYQtwyyt/ckqdhKtdzQV05WKxGiiO6xS7QnnpEywVqktnyWOFwXXKRLWGTy04yy5AXPHfD7WVNerIoAG8wJe+LpvY3+CETkzdXh7BdtiK0nZ7JM2t9QcntUfwJqjdjE9ZGuAiQbFa+NlKfPw50Wv0dEcxKCvOCqDsK2BHkfR6Rxp8YCEAepP/hzpmS5cqsKA8FT8UjkUtX2OUCTnI4JIkACUZdGAxHU0E3y+jRqgPF55oX8rnpS2ZVG1wRlrBclEeTcCkJNo0ZahLklN21gWLXj6tQOX8m1NoKGUi63hpPFZ9vQpGulBUY0ww65AnW52JzwJXANbp3LguufsSqJFEkf0SFTzZvWbsTh4O5AAQqHTtqmBBBcbeWqqS6uIwB5ADZ03Li+ZsjJLGz6Ns6ltRtJMa6lUlBr6JzEwU04F4xuuCMFNFl1WC0pP/peeiGZT1NVOLDM1eLZF7vfuVCor02bN25Iq6gmtgrpCnp3F69dSl1Ir/R2rSYKwk7fNiXullk7mqg6HYWRD3fF8MbsYRibA427gELHHJawtBPLfmplIubdEKP0lbF1ybZU4xOv7D6cNCFAW3wZpRvsH0JLCJ2+hqp0YP8OpqOxutyMOrOJckQsjlhszoJPpoctJDGcH0sGvkh95j6ORpQEcuwj2XwKVl07OZ1VcNAigqmURd6oZtugs1iuEozLjRsuI1HFLRV3F6m5FdGvPDbeABFkI8rxn5XMcuQyV/DSBTSQoH9I8u9Z05U2kY7vriEtLl8qdLQCjgGwvAVsuTZGcGTkM7Lv2UlbmBGROVPXNoi3sTQ0lbClMWTck0DIiLJeQUAQY0yFG9pYC/iVjevIkNTchg19M732wg/S7Xfel7rlTZHqd9NzFYmVMeVWuC6MXo7AOF8CMOTzxNUEqM2xESt8nVtyzsJPu/YFSo7VyslTEP7y5/Mzz+CrnE95kMvxzZWzgpty8PM5l14laHovcBUHW377Tb+Lm8rN27XtYRf0GPjvd9DHKs+fiyLywfRFG9ev4zurNQGw+kdtf8zN8lUgu+BYhrnLFJsikpwDjyWoLNCR4LiIxlao7xhv8mqK+V1MTtdVdOooI4QxP/IGI7+KMSoGWqCUq4bL9GQGqRmtLG2FiqvxQ8V8i3/z9/lJF+DMx+b34I+fCcB6n0dW/Lm4yBxJzjfNZLLVSCs8it5VLakdkvuFs6chcb9N1dbVtGV9FwRbqvkCUWMURaju2BwGd5xLzy5WYmHEVjzQ62bT0lKIN9RI8nQ3i6GaxhlORXsZhT4lc+cWAVG1ZRUYIMVtQzNVUhGxcXLoLAEhpvkMtRsFcIH7bA2Rht6U1XwSngu+kY5YoqDVXkZBmkn/1RAKzTaPaEmU7RMSl9iOwnMt5dTGxV1YY6RWKmCCRtsbwIh/vweF97eY9K9Qdrt149a0h+bWRrzUUQpyuLwxnMwsaVW0ANnNiVAxACyWMZyw5cU1pNYQYOI9ebKElAPXriFR4iHEBDXYfOkc+2YoByYb02hURs6COwo8/xRyBDrKBpXtJdgXLSIcC8Gp/6r/pWZTVnbH6DPe1+ABScANrVbGTqL/DHIHyjUI8jKoXW7l4xqzBUzJDTPN6LMP18TxhonY5GiYqTKr77ImVSlD4fH8W4hsOpM44Cif8Vnl1BvRsAByOVJlzy2/b4E/F5V5AaIsXBgntTOa22iobM9YhVHnHkbUBiPlF/0aef6OZeavyaPKEgYKcwbvzh03/01M0nXANknOJdXSi6pMz+34ybGyKbdp5rIIQXK6oqwxbrZc4hUSIpHKVW8rp4Ac91BajjldVBsWXQhibIMInvWHHFvFfa8hPthKlMoUnJVVyo9YJSmObaISMXiGsaRNaTNvxkgZG2kkOlCFbMocFVurezvTJqJXtVQHMxuzs+FDjqORtmqe85zAMfCCDhRw4VixwOSnReRJp1S6EX/nSeVtRqoAkArYW0fqsBP5i8t0eBhAp2eK62zn2hsBFrVWPnpMnYTPVb6R/2pTjIrHv8tuYKX/iajVzdDU+xq8m3yoAAV+NO6BRa820OnT59P2rVvS1u1bQrIlq8Uvw7kAMEp08OWGIBv2/HOkWiIiVhzVrAH/hTBmcemOoZtS50JoOsW9Zk200HtbIeIYLslUW7GRiYOsGJClb1cOUqyh7IaX4Yb3D5gn1afz86dIykaPTOVWBuFCkbJe10PLJKKOzBd/7/0LcQUnYeex+ZnU78TJG8OAFDEn8tlyYjA7TKP8AZa9mgL45a4KeZxi5ASh2keO7f3L51xNB4h77zmQnnv5WPr+D76Sdu45kDZQCd+7FhtXx6cAWdO2pLKYyKpHK1NzfDGuJ6dFvV6yDuoLWmFebHSqjG5jh5bJ2+87eX7ub3D8jMbFxjSKFdS2mkpvHc6SC1E56LwrZuOd9jKkol06RNhNFpnRxA/7yin6HEgJlQ8LMuKs5frKGCJHWwWwBbAWRAeYzhG2PDfLz8b2MiJfkTbmf3GXzp0C5MUsi9/n9WaquzzK0oJwCZdLL/6YN8k/R4BVrogccnV62n+qEWfc3dFCxUhVunj2RHr1hWdSG80977tzR1pLmxKYTAySE9rFQNPYaAicQdaKu879tlYYpqWdpO+LBVoaLkGVFWOQjhnUabk09tOyqwqLT80mGxznPl2ZA5Tb3uQKu5LHEG1grCg0XVQAKJ9mWX1nBWA+HhyewvktE8fhG7jbEry4K2IizLFLknBuBCQAFOXqkQpl5yknayYUvVm4qnMTFZG/Yd+/++65P/3ByT9IL8LFsmN6JREsAYApIhtoKotZi2xFFfyXGQX3cGTTRK+AeaGqXUuLh7kGojtFJdE41V7jc2g2sftSbqLckAsC+sev8amRSHlVEc0xzWOEb9aWQlyfc8yoTIN95TiegQN5axHJKx09YxGcEDV4MKja+6wMT3idiBboJ56sYx6K4/xcVhv6OSNHplfLsc1pvkz0FggbOdSZ+Kyi3UzB1RCIlJHGOJ7cIcYpP0e5dVYv5mpIzy/483j+3fmgrlSUcHttRGpUSzd6oERG5j1ZBQeQlWOmYzCaCICuUmrECkvOZ69Lr8G0aCtjK8E4usPzEkRJOG8AFMS1KwsCKJWr5vj5HIy6KTkRjtIUKvPWv3mfRhC9j2jPBHjx2nOKl3RtpPLEefLnTEPCC5S8b5qP92ecxIYBMGk00U3AIB0Y5F51U1QRfS0BlEYH6xgHI14hpsl1GKkbI/I7TyPsZiqoaiDzz1SOp5bOurRpVw8pQtKPtrziFLZP0RBGU3K7FfD7qG6LKAoLUPFUNzVckOOpFEWkBpccbVYQL7mP2Ynm5+h83bJ2Q1oND0SQNQL3ZZBrMxq4mmrgZvuqKXwbgMped6ZAAvsGaIziJu1kYTTLfz8YxvLdK2NdpYu5DpFkg4+tOHdOlexL6b67H0NJmyhfbEpydVjeuZui8NEUenBeZ2HpY8/t34JPpnPIICTMXZxumVdm1Cuiyfxd2kREtrCHRrWcf2Wq5rpo1MpLXvreSLD3uGKwln66EWAZwbVysbC7NlDXFrE21/U0pLVVVPZCOJfAUcW8XyCT4aUZqdQ2i99n4WnFxtpNuXde5L4i7lA8p+xLnIr4BysFFQoOmFlEp4NzRmSYdeS4Vgaw1GkqE5E3m9rVDq7lvvt2ptcPH0d38WkiuFfoeXsP2m8taZrOCaPTRIWlV3AO132OiWWOVzwSNwmOL7/q7qSHKNHoKSLBIcLLxkgf9v9PL4GFc0Mf7aZviPE4ffpU3ELIchSb0PaOtrR3397wS0aWgx9X2LQPe78Rxy42FbExspJUcCxQ9xkEoMppxPw3M49igxyLyghheVOSIbZ/AmCFr5bY5FooixmKz/i3whbMa48iZ1/ahnJ25TWWoVsxNX3+H/amP+zns3aIC4J/GST757Wx65UQfPiNV9Kq9ur04L0HiBYBFGaVN0CEVJtgtMnce+wiNKpZD8TbWw7qrby6EuWuMAaxGNy1SkZzN4uTx8AHF4Vy8Vb1nEzludNnAbqbl6fkCLbiWEphO42ZvCINlLtxK/OiyzdOS46Q4CqAV2hK5Yq9UphTwKZDNJ0YlRZeEZfquezbJ6co2pgIvMxHy9eCPKwBsZ+bESA/EGADLQKJsTv3bI/dxVun3kp33n5nHg+clyKkzWh5deFg1Ndx/KINClEto2UOh9cX7STUkzIiB2dADkTk3evQLI9dTF2oco9PDgMYTLEZ3QI0GLbFSimoaVWLXCZ1myrhKckNUnzTKF8GSkTkLKvmaEYlBEmCISNKVhUqbSFokZclsMj3S1qziF4tq81nUCsYihZF4auypIRyGC6NOkBP1mpRDRoQUBQoOKaCOfP4JdlX4CCAMKIksDHX7/UZIfPZOw5Wf3rt8TfTaJzLRtRGlCLF5jXqtAWUaoMxweqYS42kV003OjfUw1Lo08iDbZfiOeoEGF9TjQJAQYVNkQV/wYlh3IyEKa8gN21JoJaxiUbPADbvTQ9UD5CQ0O99T/GZEJTlActJskAgXD/HU8lZUGakLtohxVri+TMncjukxeBtCd42r9scxH31ySYBXz6jkPjw2TPuRndNGU9NGIEk+gdYn4dH09yB/tweokq9lFZX5FY6oMyoYpSkHJE0o46BHjROnh8wCUh31ynvRdK9mxCBoMrQPq/YkLAsTCt7jFhfVlnyXzT35hpBqaR4Omir1R6RxD7ahhyjm0MHHLTV6GjZzkcAvBBrwQqwZXAVk7M0pKXjdtzCkN/qq9zWFmArjlmCEg+E63cOASpO0XNVO3YbjeebLGYJB379yYKDxMQ6dYYOFayPzEHM+ksBNHUveZsecymi6+E2yqhSce1x6iIaKMiM6BVrl2NHMCLGIZ87x4HyKwBmaUIjLXQjgBTkRsK6iBHkzW9mK5VpJA2+lyk31wpgfyRFepl74/kaWA89Q0C70dlMY3MzxdzmnoqAXABHjyizzg1zmQQK7hm20qiXunDy7EKTjwvX3oUOmJWIbky8Nw/k/PMKi1Y8gv8qZFR6Vjcg1XANvtFhKAttafve27GjUDmMrFtVHEUZEWfTkhVfy8DaRu1NZAVmmItzkOy66C5iq6oQMV4JWm91Ov083hfPJ2dwMlm9krY1pyh8GSz3BktXZeXrnt274jnFNBK8u7DKxfRhrl8QF3NQf1Z8H6n8Yl4GACtSqkV0a2nOxnkz0CpfeXn7/25YBFhFkUIxY3OKMs/fPO9z9Cqnt4sjS0MqVkYGVsvJQo/2cwdYcYsxQC5slbklJWIXSVlNjvanO3ftTp3wsKYnrvF7V15GlxqfAFhOVB9goMzCMmjTAsGuNIMrjJpDErufvNAd9qBjyG8JfpCpMhXM5ZVkZOuw6WQUQHTHLt+otH3Rj06tFBayERb/7vVEv0Ecrw44V9hxvAhJ58hWCJHizCNFUnKAwpbYZw/OE+ettUGqYpAYUbkt0ZyZ65MULW9E8UZcGoBnPI1MjaRFdIbuf+SedOrC8fTtH3wzfeSxhyCSd3C8lrSWFiQdcFK891L0M1cl5esJgmykSHNvNAlUG0dWpekRgBYSA2PogY0NjpMaGsiyEaR9mjAWzWzT6vi8hEJJ7XIOnGxGTipJec4C7mxIrPaYEREjFqaponqR+9HRGw3Rcfh7AYoRQlN6owCsIRr/en0CrLJJtXPaqJapPsPXkWIqlOhj3IPXRrFE8azCgFqWb7RJ4CVgw4kJAn2FHEYhlipg9zp0fNHDjP8iXcvf1fKSdxd/A/iFOCy/FwA1YpCjElKQIuhWLR1wI1eoHqBUX0Tjoj8jXC75Ws4xU9BaiUjLMQZjGGMjpgJNeYFWO+XKQaJSUTloX0rStY4RgNTomuDKCkHBYld3Z8FFs2cbn0EuYYF5qx6W3QbUspqTzOyu2mIDziswjOgVc8DiDdtj2NvS+xmmB6drbT06QToTizjsJdeMrlXcr4bH9au4rlw4IgCNzQAEIqRVtfNp/bbe1Lt9TfysFl6IPgZZtKgklXAOKJTLqBaS/CwjtUYANcxW1jIwIb0gh8pn4nPUtFmQIonWZzTH3DVlH+X4vM8q4Eo/Jx8HMLiKggoj5INUBg+qGD18PCKH7as6WH9UYcq/cocqgdzUmHbBaI/GHCAYURKf+woj/b7+ojTEAUTyWvMVVWARRddYIyEDmD1JOxB5hzt374h5O8eaDoHREtAUn46qQ9aGchplk+ncF3VlijA7N91DbbSD8uJziiSiJ95f2M0890N6hu9r+T+1nGJNCLI8Zlxv4UaW8J7RrwycSiu77LBW2t08QjkNWn64gF9GCjiv8zEqRT0nY+/mJZ6jFcd+xLnqMye6FI3j5Q0WETjB2bQMfV+FLQ+eGu+LzgF2FHCsC5FQz5UjfJL7OWaQ+vNGOOyflxmADK1ECjmqaltTZ+fq9Pyrx2nxMpSBnA5ImRdoWEbtLba6rrVScfv+ziIoo7lGygSKTVH45Abg+pnzwaQw3nfW/XTf4DOQNG4GJWbsQjp27FjY5rKAq4x67t+7j1Y3W8L/lU3uy9ZOSxN55dWtBJl5AuVHGT6y+LH8N+agPxSpPjcXblACbEXIMKfIA1Nkbul1JLcl8OP8KCoUY57nggWjXtrxmIdLOEMAl4FWThmWF+x6WrrYpfRi+NE84eP1cwdYucxeIqcPxAHTqFH5FcKFOhL+rnIvFSIx+d1ZRMir2DsZ0vdzomsnf3F38cDDMheDEETPZUMRIxDGC2CgmjFJ8hnOYVQh9IgANVYuBRmXKylTIqaFjJYY7XJH7apRp0gjH1EAm/Bq+I1S6GQFSvKrolVJjrA40aJhMo6+BGXBDfKa+ZvnsrKxQQAAB8z+gpVUWinvMD4BV4q0XRMVRtX43gnUsIESwXFpot/eGnSKPrLlfvortqS/9/f+Xnr71JvpC1/8FI00h1NDFw+8mTSMIfIguIa1zTOhcATBRyEiFc6LAe8wndgL2MCgzE9VpBGaoZ4/dRle3Jk03U9kAS0a3DxVfO4uARZEGCWbNkC8VyUcExaLUm00uVwBlIw0FMKmgiyBkKCnTPNFWLmoWvHSNKhO8VnARRDgMVq2lRkeHo4FZZQn99/TOBINk6ME4DAaY4RKPpxAyDsNyQaOYSTGpshZbV7HlNvKeH2C5AByfO9OVb6RnCefUeh1FSDZ6xpVsJPzyZGSzB8VbrHcc+RHzRZTwoLDcFhcg5wwx8KUYJxL/pfrgPcKlJRfkHfVQJRPockolKB0fSL4abmfXxtgwYinoE/DL7HbewglelLFpRq+wFAwErxAxt02MYIux80olJGvFsCVDq1YIHGOHKlVbqGJHfxQAM519FWTVzdJcYWbguhCoISGqtjMTcd8GomUWsrbq2jzU0OqedOujWkjVWGLqODP2dy5pGKE/k2ODJfVtHL4amg/ZCS00o2EgryAylojjG58+FlNtGY2HWN0cbDowTWm5TNKIb/FogDJxyGCakqDp+umyBJ705hGLbvRzGqB5G+/s2tosV2mKGDVmlX0KN0IkdpdOvMNY1tWn+V0qj09s5Bj8D/yaL3PqxQBLexQYXT9KaRHbGUV6brq6Et5HMHg9es6EZBcHwULVaS35ohKZ6ARnj/OL3BQ92vD+vWxIVxyYF5NoKFs+yNl6NjEnjvv9POr4JdkxBg/m6qeEcQHwMpvLNOkKz1GGS3wM5Lw84xe4XSWRmSFt/TvoaNUupuSTMzaE2lwjZkiImAmJcjaM7KYSc+eKZPhp7GzpsRzO7LsTK0OniJq7gYkpBIE5IrFMh+siA2gpm/wE95uQE4BZcSuwndMAdws5ogKMYajOo7vRlOQxYStslEzNlANRatGImxmUQbXShTVqWb1bL7S8pWLntysOEebSA0K3M4gKVJfu4GvLA+SxTJ9YMWze78p9XP4ezyHALrZX7jRMYI1gg5jWT3vZWlr99Fb2CKa4OHFJMyfE7CsLH5YHiX/no+/9AqAHA8rgyn+Ce5lMZ/zGGcAEMA2fnQeecoigusGIgqdcgwqnm2xx1HeyK9KswIsZvsLkBfL8yIuuYyO5eWUP5bnjanEXEkoXllOCeYbzen1nGbMkdGfO8BanpEaGsK5isUxLrahiV09KRWfa5B/cTQzgVDLfGseUvcKwQAA//RJREFU3Egx5GcZ45ztxvVh8TJfX4YuC6ST8QXHrgUQTOIoJqxiRMPICrvY4XEttmuIvks680L1PKdFSBuGqrjEdhspU01lLzO+L6MKOkCddEmI9nT+zdSM1+LOOlTPCxJg2VzTuRXVd4SX5U1ZETg2wc57imouKiAX+Jqp4XrQYurq6kpt3VSGIY5aj5RDE5ISa7f3pB+9/KP0T/7576Y7H9nNTos0VgXRJ5v7qipuFYwTRjSbLc+Sgch8gmxg/XcOQy+wtcVQJynGDsioq7dtSFdpFTN2EV7SGBErAKB91ASAAps6Fb2VMNB+E2mZAJgpFCcQcofqaomITYyFwMb7zX/TEAliTA+qG6ZBNfriHDDqZyQxCxhmEnxU0RWbWFOuAlR3HUbC7L/n/IgoVPC1chFCRMl0xIIlAQ/XYGVj7ueXQVTMtxB5ldCagWHWTMpl4IIXU2Ieu5wXIW2As7Inl6lh76eZdJRVjEpkeC22qTFSFccr2pQ4zlMS3oNDRSTBcSh6Lzo/I7LKdao239Sawbp8NsfH6suybVButppJ7ZMCV9LJAvwWIiNRSFBEOUJ5n/sS/GkYnb++rKCM9LRAljSyDkggsgo9onYaSSttYbVhAwAlmnIXID0EdG0qzTOvauQ6m+bS1j0b04b9FKU0cl+LpHJX7vg4lwbKqIT36vMS7NWbkjdapNSktkCgXazruehkkCNdvs9G1YrI1hnRcBrbCUGOolEO57DOi3+XMhQ+Ke2yURLmpA2r/RoaH0mnLp5Ng2+8mTZu3JRWUWZu+tEFoJM0jWniUae9TKeO4XqfVwGssmUqvrRluVdk6BfFrrwi9fX1pwvnz6W77z0UgqlKUERVo1VWEnfDmOf3igKiggx75B5yaWMfV1MawsLChffJDqO0tcGD0o7GBtMydcGK+dEcASt7vZV7r5U3uXwX2THm+P+tACxTBLqbsCyxZjIbxoIKjmq1IOEo9dkC5Jpfjwhc4SS161FcI5WjuCeBuDaAz+df5Z+NyAbQ8ha9H9d/3G9x+uyhs0N28HQ1gjR8hnbWeRPdIcIms4EGoCtMK993gUIM5Wmi96kHYMeQsyi5ujuI0g51aEVUIppKD1aKOjpWwZVl8zNw8RySFGfSto0ImgL+9CE+BwFkBAf+HQRaJSE/CiS45nEI/vYFjYDA0ryqgDfYk26T98t75ql8L4FjBrf5OVz3CtRWpJJdlyvmUZ5b+f0xY/TxcRyfaQx38TfBUn5PKRcnJUNx5MAPHDUirbxnNtaRazkfuqCs410DAsTvymK5HPDM66O8x4AK6owVvqdwmXGF8eiKB5iz9vl+f/4AywvzxvjXvm0ZiCRC+FQocXmr1/SyiyA96CA7kd1BuDx9NsXTKlsYRNSlGOw8PpkMv2QAwhgVizbOWLz4tpJU2ywrcppdWTOOXuLcLLsScEM4jmjNgjhqaD3hWCRnKk9glZbE3NxHz/BvNsICqzGcrAunoZHedtHGgViJ6T9Agg7daJiRgVyBldMQU8jG6xDr2PG443bRsw9Cl2kiDU0PEl0iddRNXy46s3esbqFaqhNARSSBHZHaKzPz42kAp9uMM/yt/+ivpL/9d/7z9Id//EfpF37xY+HgGyj3l9+iEY3JFGh0aSTj2kMmIF45PQC+ijEUDBk5sAqrEa7X5tVbEONcTFfOXUnDOIiZi5dJfQ2lJsDEHGX5gkcdolyqSe5LgBSgp+BelWnSIKIXUZ4yshURPqsrARa2qREERPPo6kl2+/1RzSdHqqWlPTvoYvEKHIzQ1UAOl0zq33IaEuBg70WOK89vJVjSKQco4xim6/xb3pkZDSMBCyAyZRnRK557jBvHFNj4d6UIIsUbTk+uIAR7gE2khflMPQCx3BUZgRuzOpCxMKpVCq46L6ySNBViqrMsoAhSN0BiVHV4x48uA17XAA3TlwwQP7tujFxFz8uIsgD+bXvD9UWlqenuSCNlPpzRJo2WZO9IDYaXFuRllX8NvyKkA0TH+knV79y+K1Tzp4cFZchk8DxCxsMIBB/NYrFUhqqi31GVtu5blzbsXAuwNCoCJy8ie1lJO5xgRFV4LkvE6iJF4wzkWnRajkWRzYrPBHgCZKFMHIqGGlntX+ywNdCxm83AI4xeeDyJ8PnecvYgGz6dr2Kk9hVtgZjbQSPeK1QdXvWLxu7tpNLXrO4NIFYpN9I+koVhzYjmVl/ltnn5/a6x0PGxyXIxl86cOQ8on0kHDu5HLwkNOzZ1C5Cp4xaWPpoNfoAi05iSizl8jkGtcO6FxYuNaTiwMm6Tj5R9SbnmBRSOiZHE8kC3em9LZy4+sNKBrgBd4SzLL79dvgKfhfppVfTbtC1UjdGnuKNccZg7qeRouqnfiK2XKUzuwZSfIpQLdG3IWaJs17JP0R8UgMeoRRGhylA122n/MyoV0Y6A5X5xBXHOzKyyj6JcqhFI6nZRaEAupx4e1pjR0oh8hZUMcFVygyLdyrqagAx/mehya2N3au5axdup2IbT5Xg4X2M9LHnqFU7tVh/B/w7vi1Eq1pgZmz6KRsoGzHkpuP4W07bt29Mu+VdL06iYb342wk3XA6y8PIsINp/xiURMSLsSY1lGp/Kazc9qxdrj29gc5KNnCZaIZGpjlPLQKGBDAO5BeeF/kTj0WP7Iv7PMJdvxlZuWwkRkUx63VlKSAubxOSrqi2KNHIc18uX45FR/nMEbcwozJX/+AMvcdxgHc+YAFyayr8EhKsjQ26kE1MyhKVBDWmCRnnBRLhr3HRCUm8taNhlQ5d/lBchNh8ZPGY7OgGrZiKx42EDfRoxaU2crBpYmKCwie7N5UDklAgAXbQMtcQRW0dbC8LTRq6KxsI7ZyIi7wFmS85OAA1MztYA1gVeZY9cR6cC8juAHFW1qgqROdMAUjDsleT5GgGZtBYRGC/EBxOnQiVm3Jm3asj61d1O5h9hlTrEq9lik4hDEE/1PzI6mg6hl/7m/8Ivpf/mX/2tav5nP0QhaJbB4xdjFLFsCWI6IaZZsNo0SCtryRIsctaX9PI/5BSvhqBIhRznRinPvakw9Y2vS+snNafxiXxqFSDyOInMsTFNbw5C5kZSoJ92bG2Jn0qkgVMDhz/LTSqHPskotGj0DlHL6L+txCUgEpRKW/Tl7lrzA5eYIsDRcymvk3pByamzzkzlU+fM20ZYYm9uv+HyN3Cz1ayyiWhHl4W/xrLhu04CCFI8pQFbOQcClyKYq+77RiMpUgG7SfKYhlxTWfS62IlrWSbOaLyJizJmYSzhVOVTRosgUqvdlZMcKRlOK/K06UpYQ1vlbREqtvuTLtLVRqkjZme4pIqumR1oUbDUFGM7HVKukfPlppCHtoWgYnjEzaSIgEyA2QfI3fXkY2Q+jYBvoPygxX8AjkLMFhtwVdYSmEBO0gtZ13I7y9da9pAV39qTKJs4F/87KG1NPpjrzWi8cIbPKSLAPwnRvB+10vHbXuM/WqF2kuBSM9F1F5Mb0sCR2jxVGubDdWcLBSSwALnbMEYQuIzjZSFuQUcNGqVq1d85tJaWFHGt7etNqvi4inthHG55rVE52Q0q2ctK1H8UQmlnm062/yvUVEzXbIP+L6JVBDiJxnP/td96JooA9u7eFw43oJc5bmkLcYLZo+bkHp8gqXdOYhcMpwVGMyYpXmMRi3Avb6U3EiAg+wpaxuo3iRB/CW7+zbETKs3kB1535+ouI689p+tIllv/a6qneTAXRI7lK3m8AwwIo5WCG9207Hx1nEGbjHoJEreOM6/DG8s9lrDGncrKZyOYuiu6L0dQ5mkpUf47qQrcAnEPn7PFrg4xuBGQuddKX9uw7F+h/2ZdauuGy0k5nxHS5VYdGXUsRWYFqCTpiLhKJZ83b27CSY2hDI0JfpAcVFTZKHJGsfJX/zr3KoES5iVW9/Sp9SfPLtmdWoC6k2w8epMpyVczN+EsxDgE4Yo1ef3+xImJuZyCVn0t+nx8pV0z4e//gsgtwlJ9pfu4xNZaecaSa/eINmaoRUDbmXn5E+QOBiePzZJGgBuVq0uwO87z05bMsOdOFDbG1WaHHlxPvvidH/003lhvz6HlKZOLnD7BikLPx0NHWEomZJrFuxGMK6YFnnnshbd/SAXgh/25PuGLYrTjKu4XsHHw52PY0rLKazcgPUZRyEpSPNou8FcaqeKAR7l3AGQKw6ltHohJOp6DSs9VcOrjcQy9LAPgUJGwLlNxpGynROfunUhJBErj3Y9RDdehY2Jw4gwrK20P7h6gMIKCsiFPHyChALZ3ia5GpqIDHUsF42M5mc9e6tKqnI7Ug2og9INpGyqU6i3VKLjbOFSeQnyZ/YA6+Cr7r8U8/mp597tn03e8+kz76sceJjJlqy62Asq5JaX2KoSoiAMYbHMM87Y03kOIS7aPInqra0inaWjx/9Eh6/cpYhOjX4Kv29XanBw+wi6HVxLk3T6Zz75xOY0Yi7UrPRKwjfRmAQiDChC5J/gKesu2NO3sjLFOADVsghZo7XC7vreyjKLjx92pROV46Z3fBARwYCzkUlgn7sOSVaNYllPtslLKQ3+TDsiJSvtM4DZiNFhptEngZ7QolekCyEZ2IKPm3aH9hmXeWKfD7NtJ/8vUyaxVgwLywym6Jr6VTDoNBkUQo5Rf8pUjL5eUnIBSgCCwlwi8R7LnuWVJFo4J1uTYFj8GImY55lPRDSFlwXqNUGukyRREyFBFZdd7mggJ3WdEbkuifTjfSmgVojA0DUTKvTyBkFaUL6uLlCzjfitTJuMmBU6QySPnFGnIMxmjsbOFFLzymXbftTGv3roo04SISIB4jUs040Ozscuo+vjhnK+eRzH/x0iWeJ9ytcrcrMCqtoCcLXoZ2ennHG/69CMWX1XbZaLu5ygY6/z1TCpwPghMj5dXch2tlwYgn6QwdZbUitlzL5o2b4TitiZZC14hm2YdxTfea1ElUy+jdUqFKuXbCJpTr54Z/s8EofukcydGnUuDV5zgLb+3okWOpt6c7baNJboyThN2I1+Tx0/o7j0zp54hdBiIeL+I9Eb0rIdzKawjjmr3Qijdk0JEdTUSKwrkU11n8sxK73fzuMlDJrx+HzMoxKCrnyqh5bO4sPoFLx9XUSDLXLhmJCsBRHL+4hRwYAGSpQB+gxOvnl0bzygsUePvFsw24FwHWDDHjrTmZGL8rvYDpwGoHgI1xtQDLSjGirkoSuKMwo9Lb05mOnbmSTh1/Jx2gr2A7lbHXRqvRWKNlWzhkaxPL5+zktRKW9DXHnl5gbXs6vlfY1asxvaYEhXQK13ZNFMbkoo68DSjH9sdNrveYcz/lX8ddOd52TuF17tx5or198b3uxqKQdgqpbr/9tvBpC7PaJG+lAMnecdi6GxZJzLnyyUnzyd9Hqo2vkJ9ROyPQlE/TKuIsSRN8RDdu2Lhon+NGgbeE/+CZT8nH9JG6fvjX8ZZiUVaJlql5jxcp3gBjmT+bo/z5aUYhCp+N7/1S2Ly0LdwX7GiOa99JbDj7fWWe8jvzZuMDAqybWZEft7Bu4UlnKxiLBfwSStam444ceQuxwks0zb2IJMJ2DBspHB5cTexczAvkVgvRdqFYgNFwPv6eYy6L7DwyHa0YnIDFXi+fd+FpcMNKqwuEgaX9WsdqHPWgDtaHa8qEh8fupqaBY9USHeG8kuDVylJhviZa4ljxkgOVRq3k2CgHoPRCrcJ0FbamMbJgexYzvgqEQm7mK0KTXOskRnZ0Zjgt1FFZBoG9vnsxta9pSa1Eh9pICVbaQoVzzRMRUH+FHjUx8UK7w3Sf0YFi8QYsciJSar9xXW/6c7/6xfRP/vE/T2+89kZ6/PGPeZXFqJQ78WVD6YSxmkJkX8mxa8KIu1AY5wp28fXd6cVjV9Mffe3p9MopUrddm9O2rRtwWIvpmbNEr7j/z99/R9qFtIbl+oPnX6fvo8RxOsoLQsNqK9hqQ27LcFRDzw/e9kV1iJxqMHGD0SfMVJQ8IflMkyMAHqQ6Zm2hQQSiDn7aIqkFdcHGqHQTsFUTeQwdLTWlGFmjLPX8bHONxspWgIOfA+iBPq3+G7s0mCYwgG2k3urhtVUSAXQtCxjGcbwSVD2enKfYB/HsQ1BWhXX1ydAAc06FieUBSw7PRQ3IMpj+9VkI9LjXaYCXqa2QeShI5bnSlPik6pxWGxpdc/ejgzENyX0N0/zWNGOIkZqKhqeikOuUavMYBxsc1/O7iP7IrwsNsEJSIpTtizVQ6KHJKzMtGHpYXKDga5Io1BjzedZnDsC3A8AUVWxXRi+EzEITKRFTJjX2cRScsKjk8WncxqlebaHAYvuhTWnd3jWpspWoGmlt76escrOaywhjNjv5eijSUtyaxs2dlMGfjsq+NUSMohkzKZ855nhUcepQMWKVACO9bzbqzp3MTSqLXmKeWjYdqSWNQVZCz9vVvPFYIJK6OA3IV4Ge3dgioNFon/Ml1hBgUgNv5LFx4xb4jauiWmqEvmuDpEbakTjphPMo+T9Av1E2LZLRobz9XRJ+dUOwaEcJ53yAg3znAbghTM9KcqeF0CAR3ouXEFLeshaR1NXh1GOsBB96ifh4BhPueaJyS1cgsyBOmTdC5djGznuF6Y3vl2gA+Q+awbiewhzaCUPNqLz5iQst3rfCfpaHib8tO8ZbsPLxluhDWB7De/GaAwBlJ6r9qoybypvn8j5KxpagtOw1GABEv8u/UcuUhziPcNHHqIyNxPDn/+MjWQY0sGR8IEc7jFZVY0tiIxIRkpylyIVHtoKiU8CG7nT4+IXUf/V86kSypLOtji4HQzmaGhzG4lmHoy7EUX1SzN05Oh8YIazEZ02qFYiXliJiBw3vO6oYi4EsoyLRHimuM/MQV77Kyy+f888ShnlsfWyuWJ6HQ3Ye7qepsvwS8GyBU7aP6ld1wSKVloc27s1FngFz+cpXLbjS0k9z78ok1clvM1LJW2exiTVGvcmYGJFetP2XPtWNs9Iuri1P4AZRTTufU5CwPG3WytNnWQgjJ0zAFan+gABFpFQuKcULLkOPZ8RcKkMEb+TiFcfzyqOXLC//FjFQj8O1Cs36qbp/+QiakOg/BjiPKZM3QLcMsG4GrTzhh4RXmdwd4nakaGg7YgW3JepKBJiWqK2GYEsZdSNOcXoM4x/nhItDiqqmBo0gHHGpX1EuVNMWERLUxer8uMiyz1AYrHgWxlTsz+eprDqi2mx9ZVoLoLl4dCCNnGdXS4fpOcBBYzNpm1ZSKbRdmKWyZC6ENCU3Q8w2shH9TfLOy0iJ0gw6g3qiPUaR7LGouN04jYUlMoc4KOkctjAsNn8H+Rx+1WztROrZ2Jm2UnnVCb+qtoXJ1sB0oULQPohGkOJe3Z3JJ4iHnoVSw7DkW4uXaRVBlovz/vvuSS8+90r6wZNPpkOH6FNI6wclMaJ9Q8zImELxNRdGKIPFWhV4C7kGd37tNNHtn6pKP3jucDp+lehdLeT69jVpzYZtaefGjjQ9eDG99vpzac/Oa2ntpvVp2/7d6crRc2nkHO0/WukgL+gpnNI4vRxnWVCWm7vriQdBtK4aDbTnn38pvfnWG2Eo5Vg8eN/96cC+/bSogDjONqEGY9fV3R2OzEqsCuQGjHopXVFpz0k4Eo1tihZSjcpCHeFzR08fTZs2bkyvvvQKgoG3hd6R6b82w/ajRNfgvOlkFJ0ToEygRaXWVy3XlkUwrb6zXBxCPADLSWXbG9NGOUZtmJwqR4nYXFe0UIr0S3gQwBWgm781qh1FNNTn4wI24mW1ofw4q/kcD52GfTWHkRNQJFN+XQvgyl6K+ZhKQ6hrRbUmJH6V1AX6lYyXKc8S5FldqV5W+RJQWrnqKzhZpGwFIupARR9K5UQsGrB6kSk9PDKYLl+9QGsbAAXAKjcbbwIMMs4YTdfUwFAf1at16faH9qWNu1enimZSoMw5RR4FCtrVCKAD9pdMLJ/L80xT7O63PThPV69cpUk2St7cr89zISqHTYHjBBUZteLHtBjjW4VYkmA4ehWGcxKARP1u/j4iOr5H8jHfBcAwTYpTY7dZCbhakLDKJsxiByvOogoWY+l1ynerwOm6MbA91DhR5EEiWSNjQ+nKEECrrR3h47URvRZkCSQDoBk9Z96Ew+e4dlHIERTngWtWCbBcpl9yNk6cPEs0cizt3XMfavlUmwoqTVn4rCPylMFHYMZIC2roOUD01dM7FOnSWPwFuMr4I0/NYkUvTYTSbkeEIa98aQ/8H47M8fadhbOKaFkRCSiOeQNWW3nY9/w+B9DyMw+oKzgKyQO7aLBmIcBHmy3nBPdWxpnyXXgTmcAer9hE51fZby5+KK6v/De22YWnL/BVPOMAI/H7AoIFSM+AKM4XwplElvjeZ2UURf+0AXrGuUsD6dL5M6lzzQZ4VWw8AMhGLsKtRDrJlJHHyb35bP/EVgaAlU9XBe9ujj6p01wHXoznadGRm6MsQZGpJI6TUTBDJXk+5vteHt44RQCY5b+teGzLb/ypfOcGwusxaj6YjlHtKh/SV/hTXrt3bUtbN22IdZ7zzV6YnxEwZ52y5VsoZkIRpZyOlF2OTC+MTKTDr76Q3j76VurG7j744KP4yKn03IvPQsmYTrcdvANF/XXp8EsvpQH4km489yANIT/y3OmT6dD9D6SBK1fYYCItw7w6duQ4XDn69aJ598BjH0v1FBpcOn48vfPiS2lWCgDiyQceeCT08V584bk0yeJq6ulJ9zz8UOqwX2SeVtFWKUdlygSi3/Mc+esM677aiJeBgaCKOC9zJOuWAdZP5Tnd5CCRU+fa5UzI08DfRPrsF77wSxjaeUDBHwNMMPxcaVW1ROKsayO/SpmEmurc+LOMbheJ1jCqOiCHp+QRRbRvKWRcCNNpoBgg+1zVsWtu39iW2lgEb1y7nK5Rnq6SdhNpNeriWATsWgFik1TyTXJN8lSMYuQ+VJLeFXu0wg3DjH5RLYTyOaoSfTaGMidUiCcaVgdgm6vGobnLr4EkWT2depBV6N24M61ev4qqM3hOCDL65RwV3CztKpdW1MrBLFfZuwe4rCB79NGH0j/8n387Pf/CK+kzn4HwHr3xfK38rPdR7AxiobPww7bJ/UEWgt3EqbeOpz6qYHoVYYUbNzs3mK5dPJYm+wBLyGmM4oQmOLatR7s3daRN+7akt8cgwFerW5SNrI48REVxmrZFUvhyikW0wC5PZ9VNhGCaiMpzLz2bPvvpX0hdEOov9V9NgyyaZlSROwFrw4NE+3AsvSyGWpzbMJwzx3fDelI5fP4yHIERdKHWrl+LftdUeua1H5K2egBl+4o0OD6Y/s1Xv0rEayr9R//eX09dqGabbS0rRlS8HwUAGnb2GZsi1KDILQh9KFNlAJeycEGjWFYbuhNSXiOkFworGNE3qw2ZpOpoyTUzBO5/phodiyCi27JHY8tcuab6OKRaI00CK1X0wwFwDFPM8rBUjQ9hU3dxpiIxWKr/j0uwtwWQMgpFiX/oYVm9aB9KozNE5eIauEY/I/fKY7uja7LvIdc23D+chq4OpTv33Rlq/YI1cYgbl2n4kP3Dfam+rSLdfv+BtP0A3KF6oroLkPHfx1iUf8/Do+OsIgXXm04On0z9yCY04shC840/1zHnCCTGLtgoQQ0ObdY1pX6Sm5rC4GXz7Sf8KomnWjqneHYGAiqBmk1iQw3e39OsNFIzMc91CIAgxyw0cZAciSgcO131ymjT1QW4HCRqcZmU5sC1q6xbeFtUHcoTDI0uN3UBahxOPWAuyvGVN0BZBiH4hEaw+eXxE8fDQdxxx+1ZwJK/haih1WwWBxQYo/inyPZlkUzPEzPJ+8x4YekVACu+lgFJ+celqq4CeUQzeGxYOIQiHZnTdcq5ODYlunqfh/s+f77R2kSz7SAIrwCGcaP5nRGpKr6/WSXayrlWfl/e99Kl3GAelz9zs08XnxLEsT5sPu66Fyi51tZ0d6WzrIkZ1lJdDbpypIzlR67cPZT6Tz7bUNZnehnp1bK6gRJ0X7jUl9b3rqLXbgO2eDQ6D8QDjDnjdWUwnifOTQb1Zn97bzfw4R6a9xELvzI0CY8fP7Zclcl11BA9v+POO1MrfUAX5nIXjJu/MqAvbyiEX/mpgTlAAiRc9/EXXkwv/eiptGp9b3rtB0+nzaSV3jmDBhlwt4ao75vf+naa2rEjHXn6mbR9x7Z0/LXX08yx49G4/umnfpC2YdtOoNElNriCoPAwkf4Ne/cAhFmfZKNwTunIMy+kY6+8lvZABXj2X/9JWkNE+yyg7NKp42nroUM8UwqTCkBfLqlcLZ35yXnDkxlekQOLhV3ytpyxyw/s5wuwXLPRlDmXw46NTqXB+sm0hqq4XqQADAs2NHak02eupoMH0Yax7b27Wm+taPa41B9pyXIUyDnCvEavCuMWhsNNX3bzkbcXW3HeGsuhSYdMg85bSYVsWtuZqg5uAE1PpyE6qFdLtmcXMr/YzGJA2JMIlkNdp+ZVKJ/bKFdOEek7Gx9bEVf0vhPh64zGcKLj/FtP9KWykR1vzWToVnWubqcKsBZybXeqpyJuVo4PwCs3IbWRKYgz4sTLCYCcpb+1VyaHT6Ots5kS2r3pB9//AS0g7qSkdlXhVLOJLlxCsf/NuN0ApwQ+O8fX0vXeXX4vFVePHtiTnn3lbQwHythoCJ0ZOEZ4nQWA02vROTHuujS5Yhv3b6IS7WLqv3Al1S7gUAiXy2tycqpWLbld5y+3Z2hsMJ0f7E/bd25LDy88kp5/7fn0y1/6pXT61Ln0R3/4xwCMGqJx97PYz6Znnn0mgMn+vXtpELsmPfWjH0b08D6idZ1dHenb33kiQs1KWNz30P2QS+3BSCrm8hUW04V0jrL8yyyq07QnuZ2ejbN9tK1xwbsrgQM4y67VJsWCIXXaHMdolg0fytSBVX4SziM1xDMTREmk1yEuVYY6ioyffChBZVQ12srHyAR/E+CNIwIqP8E0n/o9g1RIho3luIbkBV5ykzQu5bnU5RKw+/vmJnhLpieCT2Y7H0RFcQiNRk+LqlZnimNl1aMOvDEiVO6wmYcF/0tZlFrAjIDGaIKpspFrowQV69KaTqvp7ELAWMTcRIYCYF3XPp8OPXBHgGiS3MxVRURlSZqCvpVXXqtet/fR1dWb+q5eTe2ASflpNmx3G1TLBqeumnYjzJkqKsYqSembHh2fHgvgEz3PCrCR++Bp8KyM1LxlkeASasjRc5yVBCGfjJbPVUCbvRGJiuH8VM9nQCP16tqNptK6eQ2u/C16e66u76HbRDvX2gfQupyuMI96bSNE/8NolC0oiRBVjmgUCeQwwmGWi/SFc8C1eebMSeZGddq1a0fhXHVogr0crZtnw1JWeZb3UbbCyTA9YEhxnlsZ95iYkW7NfJ9sI527tdg6o0umu6ODQqRoyxTYLR77x7ztunnBNYRUgVmMIqIZbiruPR/kRgh0I9YI37bioEvaXTe7hpsBlfe41lh//C3aS8WcZmPIc2tjYzl7rp8uA3IpyTIoSSDniHl5/aTXCWfgqzyNDd3HibSvYvPcjTTIhdOn0xXmzv49m9Nq+u4uksnI28+S4lLcfTjyn/OrdA/M3v6+a0Sar8QFlYVbchMFWBr8earYK5hAeUbe8LrxV0a4wTz1RN891hxc2iPPPZ/Wkp14/POfT+fXb0ozZD+uHjuVPvNbv5lG2NQc+9HTqf+119IqPnuIptJzZ8+mRlO5FKZ0sUkcfu1wWoA7uWrrjnT6Yn9aR0/PA3ffR6UwlfxWPkPRGT5/Oe3btpvo2CNp5KW30+Cx02kETtmetevT3oOHUjNcYvXNImBlUMZ5EDecsUPIityihfv5AqxiAlcQMgXmhMhn3yDl42CK9d0NRDfq0oaNu9Pbh39ABVwvaJ+0hhPQfkh6bx6YxOVo2bWCFBk7iKVQngCuKIUVZbJgokm065jz17rILZlmV1xvL7TxPoDXaFq/dlPqfOxgOnP6cjp7/iKgSjJcHZENd6A4BEBgFZwdQ/UkjnIDXtJK1o7XN8HJqsNJ43QWSUWMjA2n4Un0q2he3bKGBbahjRBzc3w1d6DTpAgjodWxhYHIB3srNaRJdBamFpdrEcq92QdbcqGnw5h9/OMPpy9/+auArKfSL/3SFxi+67kaeTlk7pXIfD5236ZmJPBTLcfv9m5Yl/qZoM/3nUuNHLcLHtQCu7xpoiDVAOU7bzuQ1gFM/KRss/a17Wnb7ZsjzTlyAZ0sQHTs3ldog/k85N3NyisiMjMyMJTTPhi2ESI8T/7w+9EkuQUn/OQPf0gKi8lP6P4jjxCJo5Ln6VdfTGM8kzvQEOpY2x3j9zDh4NOnjhGxey7tvmM3KVakGJCYOHf5bLr33oeIiPUBblel+x68Lw1f6AsC/YzkdpyZfYOrABSRuuQlny60snDqpuAkh9t+J/SMmI9lRM7Fp6J8SCWEfTTaBL+KLyNRcq8UFw0HzP1Fb0hAmy1tnLJG3CRhC6yMUpkClctlGDzvEzDyRsOipRAg3qiJ/Cp9JREf03xG0gQdFgHEriqcff6bET9Tl6GVVQCRfDxlGSgoIOUpKVdrskAbkDOkrla3rU5rulZH5KeKMa+gX+UIEcDm7sp08P7bU88mmrpWIadhr0kckMAgyKpLIeUf7xxcx2pdyUtUR2cYrtP5i5fgDq6JCM88UdLJ8dn0ja/9ESKNVwLg7d2/K332Fz4VDc4nKVBw7VeHI8o7ScepCr6g3AvIixFFzrpTbIqIzg0NTKXf+5d/kD7y+EfS/n07A/C41VJjzDknRcFNn3QFhyk00QIsFesvIpHYp22r0oYNW9P58xcA60RYB8aCs9XZhZI+ADfSRQDVOI5hoNCeyw2sqwHMOhXbjRw5cTLtoMXIKqIjzsOYOkbg83f5vq57LW8ai2lRRHri7bf0Cp8ZxOH8WuKJueZjh15EYKOCkxh6cV23dPAf96YV1+c0kftWqrhnv1XE0IuIQFnE4NALAG/0a/7eoS22zcWIfeirzKeJe2YzBR0lOKhgoAZA+II0EGxBc0c3PEujfrnNUxHfKE6un8oAzW8mMSpXBqk6rkQImA3DVp5336UL6fDRU2x49hYcR8+2FDNhDkiduSlU+fA3+EGP4NJiDZ06dSY6IcTMjNBqSnv37ia9vZvvTJNr+W+osg1/vBJdld8XTtj3878xshSTyMfsPHQwVRCR2nD77em1V/4V7YrWoLu4LV09/HZq9DisozFA3ld/9/ci83Tgl7+Yjj/1w7QfzuQowDUyBKyvaYp5jr31VjrTdyV9/Jd/KW2661AaPXuejeNA2rENOQmeyywb5hnWwTD8zz4i05eQVrrvlz6XNtx5IO7NebWcrs4ZnvKJrAxNvNdw3hxgvdcivbVt6Qd6dEFKjdvI5Y5j7AymINBVLq5KFavr6Ku3N128SNNnWhXcf/cOQn22FclaQaZhAkUXCyHyvIabXR6k6SRVlhYnLp0fQw5CgywSxZAO9l1GywnHRtVdJQBngZ15JYCvMcEHadmctuxoTa2kAM6eH6HbfR+EaBuUUp3FDnahRuKdfBN4NOg/TULANjpQ3cTv4FNJAvZvlS3TALautG5Db+o2BdhONACwpfr6GFEgxe3cnc8SAbD1glUNOkpp2tHt3VBbQd69zoLc4vPIPJW54LI9/smPpu9973vp4B0H09Ytm6M9TaQQHBuNeiyazFkJpaII32NE3KlxjFrHHlJzF8T9RUVASdHKS5OjfeC2u9Jf+uLnUi+RucLP8VhnUntPY9o2vzEdnz6HaOVgPBf7Ner/oqUR0ZMpUm82RK1nB92K7EHtkArMRDeYD6YzhxC77O1Zmzagtr1mbW/6+te+mr7+ja+mj3780fSJT30i/VuA44+e+VF6/LGPI9TYk159/TXUho/HTqSaLx2rvDg5T6aX6lXILyrMjKA0EImcGSUyA5Fezk8toMd7jn5ujEiIdqq8j4E1lRfcKytdjABx87aVCdAY6ua5d6DzcogKO52TqvEhsBrRptx6Jze9lvgqFysTz1uJSilCayrP9LOtNoLDw1hIMDUKpdFWGsLzRUUN15h7JQIk+FHOWJDyS8V2ddw4fpYFAZT5HzdlWsp0p8dtBniFUG6kGrlfoq0nTpxI3UQ6VxGZkZsFTV+IlzbsWJO279+Q2tZSWbhIBaEq1lZYmk6TCM90XXbdP8YcxNbQZr5cK15Scc/18C6PHnkTLTqV4i0uaKIkfCj99j/9/eC63HZwT1oNwbivbzyqF2090kna2MKSXEmpDIWdCmhGfmmY+5ym9ybjiN0IHFXRSHrmSvoH/8PvphaA44F770/zfNbU7zUAnM/O+VVy7WyEvQri/WhonsnZayNt3EjhwThp3P6Ibmxcv4vntia9iVDplctn0pZtcOaaWStqbFGVOIhmWQNVwRYixDpmfXl8KzgHhvrT2TNn0p/70hdjjsS8cXMY6zBLpURFYbHWcx/ETJTP77nBccWP+Xfh04Iq8e5nENGVoAG4YSyBqdnBrHDu37SvUTShSr/K/j/FV3lJJbDz0BlaRoYyb0JMuRYbBH9fS3/Y3NeufBVRIu+3BPRlOnEFLH1fM3md88/H9ldld0NTv/NhN6SlmAWxAApOIddZ47OJ8dNOZ2+TI4I5sq2t0eG71q4MDeX+isyfDjYz3eu3pFNwjc7hV7ZvWx8Cq/q2XLyR04UxTsXDL6OY7wbcP8UHc5NDxTxjM+1mUJswxH2sfN1xBxkRbO4CfNcApctZ8fe5MJ2O/jM39R4dHgzu5Wo2KBdffhGwdC6dPXs6tezcHO3CBq1cxEYMQ93ZQipvDtt15q23yXyNIKA9m3bs3pOe+e53Us/6jVEYVEOA5mNf/EJq2raZZvOdwVnsB2xJuelhM3PuyNvwnuHSElVcJFjy0c98MjWj49W0YW0mCRZQqpxxzqNbsmsr7vp6gFXM05s9wGLJ/nSfZNxDkCSyIQnYo275fOonddJCpGI1JOQ77344PfPU19KJk5fSvl09sQIFWJIho7CSyWh1ZN51KkGQG9bGKllayXnC6rSjYJRdrQ79O9/4ejpz9CTKuuvQ91kgXIsSN4a0qZoUBLwZG/h2rVud9vZ2po71Fen0CZwfTWgbeCBGl0zHSEieq7U5LxEbwEQ94f5ajGkLauZ1zQgvEnlrttEvYeQ6/jYDSJsi4hJ7bj5kpVq0qCFeuojmlfndUKIudnRLOX03AvE7De97oeB3P6KotOKmjb4cuvNQOsmO+blnnscxbCwmkU83G6tMxM04vTA1/iXWuKKrGpd9O7akI0SKFs+MELWjisbxnqd8n0jdPGXtTe20VAknKwAl9bYwjm5XY+gjOfFH+8dSbbMGyZJaG2HnXoS+omkzz9DyjHlJ5oCiZkLxq9rn0jpC617W8MC1dO89d6Sjx95Of/qH/yp97jNfSIf27YbLciI99Z3vREpuVfcq5sq+9DrhZB41BpJ7QJMrRxLgwXGO8/0XQ+PJNkazOJDoX8g5A5CpQ5Y9VAYv0TgavTRb78hfCsdXRJQUKeU/GxLrNHUU3pNAyc/qFIw2BR+Dv+nETA/q2IxSCX6sEBTkmJYRRAnudLi5qslICIR9d1sK3jImRqKMYhmFECRPqKHGIoiqS7XVOI+RMCtjBA/OAe/Tv0V7IO7N6JWkdx2p3LCQ0AhgvUhkhc0E4rZbdm6NzgGzC6REaLi+dkNP2oaIaH2nTZJhRrCBMBeb991llWiu7ruVV6hzhzPLLW3kmnVgYPvhT9QAimxRUg23q7G1I9194I70l//qXw7+2+/8f/4lQOzt6KLwmc9+Kp0/cyqtg7fRQLTv6NFjvL87vf7GMYxvf/roI3em//hv/Htxn9T8YqPp1NDSSaVkF9feGZHz3/u9P0rf+c73ItL1m7/119Lp02fTt5/4duqGHHvvAw8gc/IklVOjgK3O9Bd+/c+n7//gSSLrbwcg+5t/82+mo+8cSV/9+jeszUmf//xn0llSz26Ufu3Xv5T+p3/4P6Yv/fJn0qc//Qn8hL0k8xgLRk1Tj7JudhNJs+vAFJuWsL/F+hZwRZNd502AjWJUdb6OcblMw8n7Y+EClkxfBlE3hrZK6RCPdj0AKUBLAb78+60+yx/3vON2SsBQvNE545x1w1VWYsadRmRN+RnsA/M3z1d5TOziDAKWQ+CMY87K4TSdm0Fj/mPGjCuoFDece+W1Lqdfb7wDQawD5MHciDqv5fF5bWxaLThgbSq1sbCUQVm+urgWKz5DDdY1hCjzIBsSJYgo7FizCtvW1ZMuE7lpahpKXR3YD4t0gpdsEYaZBJ+zUTCjskUy99aW1q0sv1t7T4xp1vA7R7cBG9vHNPOyAF63336Q26PYY3Y47FVZovB+B88+LKvwm7ZfYFztpnLs7PF06uTJtK6xLVXTqeQKoOjw8y+kq0SkNm3aDEn9aNp6372Rmp8jzTqIvV/oaE/NRLkufvObaTW2dAqjP4l/YbSZG2SnKIqBSZv6B65GdfjZc6fSiddfTxvu3g/IIpsACXcMUeRK1AQay/YIxVJaitP4HEKq4P3ubPnvP98Uof485m8xcfhBoKHTMGfdN0Qj2gTIWrMu7dpzZ3rn9SfT+p5mjJzVW0ZW3CHY+BhQFs1f4Q/4X7RAydnsLADnSw6FERqADU6skuiSJNUKFsoQ6aKX+gbodF7DA2xKF8+eS+0N3fQFG0wbtq5N80S4VpEy3Lx3E+k9UiKzLUQbGiNMPExkxcrArZVbQ6OmEVBYTdyygWa3agRW1rFIiNREKokIl6TXecm5LtdYlPYX876VCNC0EsXyamNsculv+VXWXd36483v1MGHKCX3LCHxE594LP3Bv/5DIjynk93PjZZEA1KFDfNIhU3JukNhBhlfDD+ObZF7bO9qTY99+vG04Y1X09Mv/hAnnYUfrx5/O734ZFvqbvgk6c+OiF5Z6j9HdHCRKNiqDS3p9ur96dibVHb0qx9jmwvKllV656ueiI0FBYqSrqbB6t23wadq7IJkfQdRt++mI6+/lR4gpee1PP3cjzBGlemzH3so9bbUpNdefT3xyXTfIw+hlD6Zjhyl0oWQ/MEd+/n7mrSjd0fa1LUpze+cSpuoAKqDPHkZBfozJ86kXVRBjk0NwuFiHCx4UO+MY5sqMl0q+NO4BxEdwF228rHKUDBkNCLShqq5myrAmJdK9BrhJkCD/CUBm0/TSIhpQ9OHNUSbOthdRW86JoIaVf49pCE4XqSmOIaOSKK8jqS5GTK84Mq0BY8nN7ZWhFWF6azT5EvnLDBUCV6JDM8RVYj8Z8RMzpjRQ0FNTXBImJN8dIaKphMYuUV02Lbugl9FIUZLc03agIzA2k0Qutut8uO5GnddIuS6Hq0eigV9oz9/zykbYMIquOI4OsUedsNvHr6cOiWyO95Eii2z/uEzz9HWZhJwfS/naEj79t+d/uSP/zi99NI7RPQa0vefejnWeAfOq3ttD3psLemZp7+bvv3dH6VHHvoI/TNPEZWmIrKpA2BkVMHxM3oM+K1rThvhbTz9w6fTs0+/Etyq40cupL/2m/9x+vqffROttZl0xyGAFty+73z7h+mpp55J9917X/rWd76d/viPv57uvOMONKz2pqch374MP3EMcD3ARuDjjw+nF18+nO4i5SDfNOPOzHvStRxlnnZTqLGF1lMCssjQ8UwDWJW0nhLsRJg5TMbP7BW+o4huuUd1ExltR34WL9eJUX4mnfO85JLljXFuvJtLHfKYWZiQ51f+TeBL/q/GTUiQ5fOfrwNWy2/Pn/kA9xHvjQif9YS5YEriR94YWv7POwoTnbMAGeCtZE0J3gKjaevhkE6wjmdpKabUSXNnLdmRVbEJO3G+L1280gfHC85jN2lEpHos7LC6MO4v9oV5LP73FiUNq4VdHCKdfebM2Qw6i9d2QM1tt93GTxn5Xwf632esHRNtSLSqYZS6N2xIW/bsSSdI87WvWZ3ufOjRNHbhcvr+d7+VTpw5nfZ95COpCzHiRexVK0BrhI3lnocehMPcFpHvll170l2f/WzarCgyuOAiwOq1dw6nhoEr6WOf/kzcg7qFHfTxvAQPt3f/jrTvvrvSFSoN26+sTm8cPZzWcUVdm9YtC1jFjpjnF/ccO8EPNIuuB1hF0Od/z6xvXit52ruTERD5uxkm01XSSXU02uwwH4sTvHDm9dRn2wFI4WNEkarYPc/bcZ7/1EKqZuLXknuVEKxDzxomeYSWxA1NcwF4Bom0TIwMpHVo8BwHFF25RtXY6HzaXLsGg96UjiMqd+RUX9o9uImGtavTDnbxqxtaIfa20HNvPr1F9ERy9frtm6PE3t1tlL7bJ9TaY77mSLMswMla5HuvYg7hxSDoL4G+vMPK7R8CXXK9hfVcsgRajfKJlPdTgq73mcHFn3ObOQwD964w5SaqJ+6++55wBju278yAyhHCopaSD5GWCh2PHLLWCU5B8Lfq3/YiW/fvSecJ387g8GrxClUUB4xPDqeXnvsePKq+9FH4LRu30uZoajSnPNA0mqkYS50bGtPO6s3pxJsQC68ihQA4VX9JQ5QFMavgaSFX0d6bfuOLv5GmBifSxu516a/86l8M59PR0ci4jpKGJIJJVKWbUtpuUnaHNtOGAkPd3NwBOCfKtmEjkZAenkkb0bvGtL6thwjJfOra0xi8pvW9m9L61etZsKvQOBqJ6JDRyBrV+im/tu7Cgu5ZKk+iDyXXF+1rovF0nrFGyowAhTq8orFWDvp8WfgBoAAx0XqHeWH0yi9Tg3KvBESmDuRK1TGoOld3iJGGtHoR4KX4YBaBFHghAmq7IXtdhoZWniuCYyOtArCsNUb0yl0k60egNs65vKYc8SqWOxcvj0uAZUrQqKEbltANY4c+PjdGA+QrqWvtqtRID7WuDe1oNHVTbdnOc6ZIgajkApy2iriOHG2IeRz8xg9kf5ZSYZGSUUsOQNvMrtXmy+fhqKzqZn3Z8Jlr3LpjQ/rir3wesNceqYrRMeVQKAIgGnUnFXj/8//7H0pGS7/xG4/y/JrYrV4IDovg/yS90/7sG3+W1q7dzI77nrhfx8P+p6Z4x6YnSecyV0PwUZrHfNoHr+RXf+M30le+/k2iYxvSQw9/JL3+6quk/IjcMZdsBfXRRz+eNm/aQtqCKlbGNKLSzJEpnq8NuRUstQvAKMD51KnTnDNFEUY90Sqf0wsvv5S2bt9K6pvGzVYPmpIGKSjjEYDXkFgRgSqJ/EVg9dYW/wd8V0mXD3ss0d3ovAArJAx+Oq/SejlVjNiGHmGhhr3EHxajR7qymOrl6VdcRkSpYuJgQcPI2duyaPocgCsjrjLYv5IM/353EkMeoCiDKekRCxiF2LBjz9XJi161bmZCINX1mIFhjqIVad2InGUrH7/nM2Zp+ixuuURBFTzc7o1roSdQxAEov4p/GxgeRQ8N+RuAQAPz0y1AdE0oIt6ZCXRzqPjTe0rLI5QzG5Wk6q/QL/P8dUNnRmQP68SInsAvKnJvGcUq0mkEM49hI2T5Qw89TPHI5dTDmmhy7bAZepQNZQMpvQY246NXr6X9nLOOFGsT6yuqgfl8V08X7cTG03oCBm5a10KHaYKSM4TfW7V5Q5phTI++fiS10hHmC1/4ZbqL9KcG7FszYz+H1uBjj3+ClmD0deU5nj15Iq2a24S0AzSl6+72g4/uTSNY73WYWx6395u9K/4eYUIdcFH2GACkqJqznHmAFgMbe6mwwhnVIwZJ69kAKTZgroTDlECphfQX/1qRYiowkjQrjEJZnSF51f5m7OxJVfVdOpdOAZTi81g+dxfNHasp9eyA4/FGGrw6nJ59+Wg6dgnUDsG6bc1OIlM16Xvf/GH6v/wX/02655570j/67d9O585cSr/7e/+MFMDj6f6H72P3OhTnEXSohWPFVx0ATb6GJeZGPCSeZ/EyrzcSgsXuzEXskOR4VQ6j+kRyEmZ5C5cX7a28bByrLzRtqQEy9H4vu+8LFy6lVyhXPQSpUMVwG1Xn7uR5h+3CVg0mlJOZyGCDNA+XSSPy4ouvpCeo6JhmmI3YzVMFUwfPZJLo0jMvfDeNzfWlz3zhk1RHQtxVgoN0oeCtBlDciuz7rqqt6eirJ9Ppty4AmCrQlOkEvEkmJU1MGm/4GirlEA5nqNhspSdeJyXA1faKHBrgeKOpCYNTR/VXHb2+KmevpXXqpLEVGqZFz9x0RVpL5KuJnPuc6u7jAG8q4/opjZ4E8I3jIGtYtB0uIK5tEj5NcKB4VrWQ9k3lKqfhS+7VFMa0SWFTHKWgXU7GdKi5QxxnnHSWVudF2ofxjSbQgMbQwyoq9jJfax5VdiQguC+NZQckWfv9mcYLQGSbH35vH8lQROZxO0esspywoTPf66zLVEu0ACqAnOT56K9oxRPvyw3FEUrleoy6lb0XPb4iqdH+iecqwLNvo9bfQotxnt/w5GA623cmHbz7QNpz1+60HoHFlmYjKhRj6PQiRZ0LJPLmQGBlcUSx9oys3WCaftw8zdHawiExpXVm6pLNDWQtKCsejWhLbv/FX/pk+uFTT6cnv//N9KUv/vnQqFJ+Yg/cCe/Z6j9lOv7Zv/jXAJedVM+qffZkuufe29OBvTsZhza4Uz6D4fQDiieaVzWn81fOp6/+2TfSls0YVbo5yIW02nBSfQgiCGupaP7uD35AJOurPL9hzrk9nP8GaAWXL1+KOfUM3RLU52lCUsMIYCV1531ITjxHJ4oB5lsToLAJysDlS2eIbPXBbVvN3GhJx48dSZ/49CejwGCS4gFzjAI/I81Z9DNz9AJoMdZG5wV2S2GcWzEAH+Q9RbTMuaWd0laEanpWM/tQr5V+ZcmXCEC0gxmn5yKkIoIWJ4sPxQSJjeB1r+iVwswhVSBYdR0FGDR1t4LA/5NedHCqsL+KR1s3bhwrClOxQ6bPw04X2YFlUFFWZXoz+cxB/1haD7kydIL7vEyGxg1Ob4eUBPTf8G9NTW2IC8PLo1PGtb6htHvr6tSJNmCF8uT6BNepRRhFNHzlvX1w93+LI+OBeUbnAFf26jRTo6yS13DX3XdhF6FYwMu1Gr9S7vONJPf3Og3HjK4rjnNQeqpQyj9JdOkS0gp77a6dLqJZdfr82fTwgdvT23/y5fTi976fHv+VXw7dtqe+/nU2xqNpTc/q1NPZnQapEB8HLM0AlPaw4ZqnUOw86cV2+NI//Pb3qBRn7VbWp0c++pF05PDraW3F7lQL/+q5P3siHdy8g6j92XQevFHXuyYdfJiWYBSsOOUKane+iw84yO+RIrzZUX4W8KowrEUYOMibgq0Iy6ohoqCoHA36ORHVGIfluob0YA3AZQ5HYFTGnLVcHSdqDQ7Vnam74MjJ8/nYScSl5yiWwMaGsbanOHbkMOnA0zjKBYQ+cTY46Sv9KIIPT7LjhEjc0kOKSy0id//tHKkp3vvUj15AI2ssvfTG4XThan/66je/lX7nn/3zUKTFRabv//A7GNWr6ZepXOiib9XXv/5nnHsuPfzI3VQtbVdPE4Op8lwOq1auFGYLMvvKJ1mAKh7Jcgmyzt9cwq0tECevRtunashf42k5+YMPPkR65UXSEzgWwq4KZVaGBSmqJXSchYqwEgkLNiqFL6K45FefeILJS0ibCI29F42ORYNanknHmtbUva6DBbIY0hRQn2KnV0FxwDw6KYvsCrvgtO2c2wkgGkdXaxD+CUUL9t9zgQp6KHSYQiZDB95EFQ8ej0iECG8mChMGB86kVaubAMQAogTIkixNvK1OlV9SjDXTtCAyXVxDe5PFOiKfQ6h9TqdmjlUNkJtS/Z02PoKQRcvgmSQB2OxBCbgyfTuBHIIAxlScVYNeX7x4rzpUKscLeIKvxX/uxuc5f8gyAGIU5bSvYPSl4v7H4ddIENURGN0wuuXz8DnOYrCnp8ZzVAvidoD+HDhkLhIxASgJgNV3CYK9s5/jTBN58dw63dz0Ol9fqLkHyBNEya/y+Qui1MMCUHJ9kspbLdaIUEBuyjxOJewAchlyqx5+7OG0edcmOGdcy9xA7OQXmB8hHaBjNHRe9Pu0YKSSOeA5srjjrb1YspnDWxjxWKc4Tjlg7YgCBn8NkLqfJsjrN3Zz3nHASQtVd5vSyy8/H+mUXaQx15G6305JtsT3A8iRHLx9fzqCPk4zivR33nGA6r6W1LIeIVTkG9zMKbh79Ojb6fLvnks79+1IO3dvTlcuXsQGVKVNG1aHPtEkwsCzAPiPP/5IeufE27QIOQmIH0uH7trPmM2k737viYhc/MXf+PNwxuCJvPUOz7sq7dm3DdvRkv6X3/9f07e/9a20e88+wBjFGTSub+T4pg5tw3P6pZeZX/PprrvuzJF7g1bSI5gHI30WR/DMi8q53P8wr2Pb9xhZ+gDDfGsPI86QOYIBsCyS8NGUUfVbPsqtv7EE6bGs3FxrKoqPL5O6c9qtlJNYeXTns+l7pWQE2K6nEI1d+QpwlpOyH+hVhAol+RsFjVRf8HPcpJCdYJxyEYK7gmIKrzhBTOni50yAzxPde3F7IhS5wIZweLAytWN7ukkPdkGAX4WtmWhuQzH+Ej0qj6X9rEHbSfnMg49WLJcPdC8f4s2RCOLc56iW7aMCr+Tk9RBlu4vKPF/BvRL4fYDzeJxaBb/dQBAxXpiYTRfo6FCpL1AmYWo+nWBNTQG05hAFPfHci2n6/KU01T+QruJrZpFm+CzFIS3IOlyAT3WKHol3P/JIOvb8i2mAtT/Me1pIwb76Z99JtWgsPvjgx9Jb3/p+uvzS65znSNpGt5ELRMIHkGkYnW9MMxStPPaZT6cWNmvVFLP4TDPIzl+3Fs64fgB+vhwsHpy74QpTaDEBJSvlslcTFhKPuzBKzt/pGVM4ozg0yp/nSaNYYedks/0A8glVVLPVkNoLYUAJ5AI0HxoHlv+ixpFtEqJVAeDqOBUK7pT3YgxfffNEqiDKUU9p/sWzF0O4cgOk7IlhKpAot75j1+1pbcPaVIWy+zhCa0cgtH7p134tff/JH8AFeh5n2clXF057gV0uQmhTHP/Y+fSP//G/SA+TR/5H//CfoM90KD366P1hIIPQrYOK2ZiXWizPWI3O5hUr02/jT0LpvLizKSoc0w0T+t0T3N2hzDTK1dk1Gc3SmCuiuAHC8tWra9P5c+dS655dmTpD9EaidxtpthZ4RRPwp9y/1Rs9MWqB2CfUlXT33vWpo24qXaVX3SLSCyqoN+Ds1q9dmw7s35e20LR2kZYrqpe3YSyMjDTOEmVR5NqJW0t/x7U1ac+Du1LD8yfS/KCkURsrQ8KmKnFxGJFJSvQ7eA5NDVwvDl7uXAUgYBER0j6MzyiL5uylibQOcLgKkuNVdn4t/NvaSiqrYhyyovOJlOMUz9+mzYxhA9dSy301MU8sMxgndDxKFYrRRZ2iTXYjVkgkxLScjYWb5ENZAciDEbAY7bJqTYMiqT2q+QBABr0kMU/jlMWp1ThT00XoeUQaqg9O2Bhhtiaur6lzFWR6ZiRFAsROuafB1IbgrFGNJnh7szOAqcpGngVq/8xXWzdUYXQU1q0WTFoEAICqthrNNB/XPmtKl8HVGY8FWVrFdloAIXcQ1aE4jHnGbILNgZFCd8v5+pSoQPF+th9SaaKooDrtuW1T2nNgM/dAJAzQ1cB7Ym4F6suRK9XOIyViClsOGeAyHD9ANJPzi9kYlZiZW5lxVN5E5bYnyhjwWVs7qf3Ge8dIt6nyv2ED1YtMyk6U4v/r/+rvhFbUPDzGzZt60t//+/9nQO4sRSlodPFsvvqVr6H+/Eb63C98EiJ+Z/pP/85fTxcRC15DhKoeDlktcilTEwB5KtE2sQH4n/77/yrN8rsJANMqdIgW6KYwgkRMC9y8Rp6PYzeF/aiow5gPn4Dgj40C+K/paiet3ps++9m/heDicegKrbSK2oY+2/4Az0YkoxCCtPD9NFsXZLdjrBso5xecSWTvYY30oLlz+K0j0VvNYpuzkPRXd1M9S+TqwsUrrMurEY3UMlgIEUU7xctopzt2m8nmLWrePi6D1GxKYnRd0/G5W3N9JuXs3ym/0HRPBr9lNP0DeM+bvvUm1yAnsEjlRRrStGi8Lbcf8uKXSPY3wUcOi9qDs8W8d55pY81IaO+cnxH9M6plB4Ccv7vulTfgN7xMdykezTOfJ/pt2zVHwb6ytqqasJ8nz64Gf2VRzqSbS9Pm2shIlZW84nwP0rWW7bY0A+wIf4qiFsVr2chdJrK9erIlrV/FfIEW001Eq+/MW+l1umHcRdW3YLsipD5cc3lN5WdvEKKAXSsJUj/ucX2AIikDFcNDE+nUmXOs72UJht2k4/buQbtNwexgy+XODVGdqvKC12jLmfwQi2tcvijtwYxRLIEWG58JIk+jbIQ37tkWvWFpYps27N6CnM6adPy5Z9ivw7kidThF66opNikD8MHefPrZ1IkAcCVzoI8WPideei0tovi+jU3VC2++AmhtTS+98kp66HO/hJ5fZzqB77t06Xyo53cgWP3yj36AfWxI4zznM3CvE9WLWwjq7ERPMag+Xn0xZzILL2ZmwOT8XV5jeV7lwhU3hTn6/O+Akns4+3jY8k0wzBiN2A1zcV2IWjbihKpJTQwP0727wlJsSioxAHY/j0zinJMNwi8gC5cceiQIW0WqcM4dKLO4kujTvKkn3mFosQJFeDVq1kEurV8gwqKWDs58Ace9Ct2fA9vXp0mUwp/48vfgn2xN2zGGVaSdGvjM2YvnqF64mh56lIo2Rvfw4TfhhXyRdMSW9MlPPM7uujt9/3tPpqeefJaJw3lwaDs2b0l/8z/8rXQHwGNsoh8QmEO85T4mCD8ezAVaZNcz6XfZUOZpmaG0jzKXay/9dmnWloZ1ebOWp4SLJKvxSsTMDYt97SNtcphS12FKyS3Hn7L9Cu9vuEYlG2NDpoaIIWNGxKYSJ+R1t8NZ+9TeHWkE6QkXRCWRpnmcXC3OpwM+jLnymT6iOECYVisMr45Hf7sKQFv1hLplgJdO0jBogK3ZjiZYxa508sWz6KtQ2ckYT48QXZmtRq6hjQiE149+jKr2RFWmifS0UpXZiNO9OnUhmlpPz9em86RXTl05jZpwY9qxYX3atWYjK5zrpXpwcsSWR0S3EK2tLjhKLvgqDHCDQqJKFxiVKY07hnNWaQPAlTwouWEhX8Di0cCMyIdS9gBHWhNVgxoJ5q9pVMD1HIahgUqWKvpHakBUJR+iKewoETHb+DQjemcj7xl6T7ZVDae6BYBNFV9tPldkLKaJfFVCxJ7DwPYTKcOmNrauQoATnhkiqL7Ub5mEQygNuKGjMzewZhrNcswZQDQ1hRFlqoePoIMx8mVUbQzj5BxqVDYCZy/JdJ7nPLU4SrqsLu27c1c6fOK1NFuH7hwkXDmOOe0uwLcXXAGQNKiRteIX7kCZF1P8wp6KbvJrSRs7ZnnXp7Es0om8PWtwORXZDEVrGquz+Df6f9Gbj6KSetZ5Cw5mEceF+EJai2SL0SIdv/N5y2YrSj26xRlsAEhhfunXPgnw+RRXNk7EqjOt7t3GSd3MTKSJwT5sChE4HFkdgHNVG/ID/G0KuzB05UiqGL6GzhvzCoBVDdhtWNNFKrsd4HmZVhxr0qsvduBH6tPHHn2ECNUW0oT16Z6OfWFQFxij9b3taeNalKyNdAQXjcjUwR2hDxbvCckBrsWUH3OqsZH0IOmQOw7uTLt3bk9nT50kZT+btm/dRGVrlp/I/MgiAh82Ihvz3LYkN74NDFJ8lSZi2TIU9uHWsFV21kY/mcdZ6T47ywwMbvEgS5boJt/c5BBL7NLib2EXnSPFWQuPFtpqJV4vsUEZUXAaGnHzKgVRIReCnQ/9OuakkV4BVqMbzSIVef3VvRthhWvhwAKszAPLhRg6ZjMlC/AhF+BnNvEzLipkBJQBcP46J/1VplrYKzErZEUK3Ws1hW6xk3MlMjRK9LApAiSMuAnjctexUWxjg9a1aVc6deT1dJQ+r7spuKq0T6dHdY5xBiPtIfwReawl6//jnsKKv90MWb77o3Y+GCWj8M6Ro8WEiptL9951BxxY1gU0ndDAKgCyb1qqfpaS4v1T+XyjWK5y06NkP9rIjlQhQD1BBEn5C1N+oNY417aH7k6TBD1epTp8LZtjK8AXAWLXSM2voVVVJy2r1Ma6ggCqG/lK0q7jbOpnWD8jFvLYygcD2gtf+irFbKMECGrY/HRSHVxPWvbaqUtsgLqQS5pJbXT9aOfctWyG9MW5A0SMdn6e4kTOFdQeN5bluuOxqsUpALZISG1MCyPqeB7vEcG6tYG/xaf4gd5Wol0nzSoAVmc7Dxe15TNoGnWxW5TIW4GzlSjoTWTDn3ft8ohyA1RDJLTzwNFNm7smR2VzZRepoch6Bm8/2hiTlxgsIgibIbpfneyH+7KYNm9VUT0j8HU71L8ZSWf6z6VNq/enqfq59PzhV8gRX01/+id/mK5cOEd59mFCuQ+GkO9l1MH/DG2maZzzts0bo3pL4q+RsVVwiFzsEkfrgiezXB+TB6h4aK7lFSNWfn+jbQo7Uf7SzUHxmbLQqLAJ8QedX0T0LIUtogdBmGThNMJF6oaL5O67nZ274Kry3LX00u/DNzlxIUGOSgPKR7DLalAHhnTYGE6vmpm0mvtqFUCoU8V9Sb5unMr5+Ul0viZxKGtV3QZ0jAJ8LvOedo5RiweuQ0fpjr/8BYzhJCHe5rThwJY0efRSukS60GrGNiKVjew+Ym8+J4AmFTBBfynKaBsa5tOqnrZ0FXX4YUQoG4lQbO3dkLoACleuXUxvjh5PQ2cpfYcz19NKyS6h5qpKSJFGr4pKPyN5pgDniB4009bIFKCEcdvRSHCeRfbAMVaHqpaITMkLkQxvetCflT0wbWf6zorPSdIGo0S2qgBRoeTPeJi+mIJ8OYqIaCUAsZ3UUzOyA3MzA1S1vZHaqJBb3WZkdZJ7Zo6yUl3Si0RqlFFwjjfVO+9Fupn0u8BzVIB1hl218g71PCN5YupfOd3HVYXmGlo4Vxtz253hDPNtivTsBG056iHx1zaxy6ojNsmY2e9yY++6tHnPptRBaveZN58CnEBwpxJWEmrs0yTZ5ll6g4HWuOf2PVFGr6nlOc/h4Iy8lOml4G2ZtF2atPkwUXqOA3Snq1H2PoYBgS1E5OShzWActQXy0CIIV1yBjZLD8BWRgs98+rH0ScRlBZHhnu3/qXYRsid0d17Syot+gTiD733jifStZ55MOw7uTs1s4LazBmaIiNWw+WrguTYh79A+AcmWqqVDkHj3/pf7AUrKcKg9Bo8PEOTV1FIx4/0vpeyKAXLuzOCAM580v7Jvd0MIECYqePr4+fTxxx5NWzdvJerakK4Nnk+nqKDqu3wVO7Q10sVyHxWBLXu5RVSQL51/qSEVECgM/k8BBMWV5k3Zu4BaOJjrJsDP7IebnWZl0KUEV+WcLJtA54gVG0jnIHZEekSpZZfj/rd6A87WHFVfWKR6l5SwEW/7ndYFolJYeojMBa26+NnMSW7345zMTzsDrHI8V8wDx9F3+CjzbI13CryNgF+lm0MlNrRuPdJAVDSvoor+wuWL+D/I29hRZYEiFnwzR/EzeSKLUHSGqTo/le+Gwbf1jBQTKx3VowpsVegCWrAjZ6/kiaml9u6LzRev1EwehLk0cOFspHjNQqhNJ4dZ7aM3Xn0lXbhyGUCbtbD2Y6uHJ8bSbR9/NO3+4i+TKryUXv/H/zjton9gT2tnehVu8ImzZwpuqZWKFWkC7btXn/oBm9tO7CDFR3TOmAGUWRm5mRT+0aNH074H7ksHPvMpwv6ct9BbK6Pu5WPMEDniFHFLEcGSpydX0SIxNpYWvQXRRht4s+dxc92TGx7oT+lB5mbMRTohkGHmSjVyky04AXkd59jdLbLz3LCONF214KrUCDESlHPzAhYdpGW/uYoPDgGGlQyLOuvBz5FKXsUCqWdUegkXXqN8s56cyMEdW9NxHsC8bTPQ8mhjUq/dvCaa2/7xv/l+egpJgJ49O2lxU51eRwRx32070t/+W383Pffsc+krX/kqRvEdBneW0u3vhqhgD5GxavoaOnN0qk18bpG/W2VWQyRJ4rWNdvN/JfNgeSm+39CGmVjh6eKTBcgKw1N8X2QT481sEPLujolgOiZzsgBBgIK1vb3RAsGqss4mKjNQur76ozfT+JFzaYFoVeXm3rQJJ3OetOqbx4+ECvH2dVvSpaefT+cvo4vSTpXe3benepro9j/3RqTDGvdtxEk2pr4XXiVyNZPOE4lqIIK3qr49vQ13pofn0E4qcIxIzhQaJM1bOhISZOnqSD/RQxTOJa6yw6gk/F4BKJtHKV4e1mLlCDv9U+nsMAKxPOspW6LAP2qF09QyTcNgSJijcOhOXbuUGub4XeNmbhzdKLS06kmv2QrHkmvFSxUx1f81E6GqwVEqVicAcHzmjF7ZUsVm3pZ+SS4NzlPW65KPZeo5tKOsMMIgTlnBxA5WEVNVxI0kTU0w++hPWYGhbmLitVjsUDHCdfSTmjydro5eSxfpTdmCg+2t6ib12Z862rrRf1vDMWgyDi+jyfQkWi2L9Vw5AOwcujkdcBEXSWHPEl1saKxBfgDyNq2eZgFd46YzACz7UbC/evFqalnVmvqRJBmih6bSC1U8i/laQEcdJclEaTZsWZdWrSNl2VRNJPMS9zietiPaZ4qoFnmHKSsRmUNlIdmN268cDjdawE5VMO8UNBLiXHM3F83cSacwJnK2SscQIN/0akGk9v0DrB+jEV2Ie/qzVZMe0BJ1+ZOhjB22LXunMvXoeI8HL4lIBc9MAUgda0RjYs7n9egDtzC8ksjBCGmeZ2ks3qIK/fbtaBQNpRHm6jZa1mxdXBdp4O3bVIOnxVBdGxsVnr+RneD5KAeTU3de/3XE7MKd3IwzFAKezJ0LpDMmcBL79u2LlLOtklrbtyGmuyYdnn8z0qRy6OrgC86BmqP5VESvs52IZtslCLppjuv9rMi7//4u6FE+6ML0x48rfvfBz/ATfMJHdsPHbrzOAE4r0olGbKODgZErXYrg0/8+EAB1nrmpUKePaDZRmiklK8iSdJF2PgWtYmy0jxRxd2qjsrkP2zQO6LchuWn3nNGNGNN1m5LwyysWkNO5BFpGgCz0mccuDbGJuzoEJaC1jrVOZmFyNJ06e4G01jY4vHAti1RhyUzLMcYbV+ZPMN43fqQYs4sXaHdGhWNMAabiZgpCduEH9NeR8vcPFkiFDbDxvJFluaE5onczNCjsmjUi5Dl42wgb90E2Ht984s/SprM70t0fIXBBd5VT+P+PfulX0p33P5ie+vK/TYPoXy2SBejdBxE+mm3TBgzubPdte9MizaIb7YjApmQzRPmNSDe88/aR9Gdf+xoFKXC2fuVX8HlT6RgBmwvQCpqJbHWiBDCM4OthfNvlPxlN+5H6WQtlJqOo618xF5c0z7KQkgVOIUotGBdklZ/Tvl33cW1Wga7fNc4fCP3f+oNdpuxlfkYJluowgC2IUY4NDMOLOkuvr+7gMqi/UxV6UXwSIBUlvvFw865lkZRhBli5mWut0gkyaW16FEvVHCkl93AjRLNjVyaiD9q9CCqOITPQxTva3FVjaNdAAN5Bh/CqVqT6V63m09XpIfraPfbYuvSJxx8mdcDOkzSXgKu69vMQbMeDr3OOxbe/dWf0wdtKCXc30ZaOVe0YTFNsXIVOJaQa8o4qLwv/f/m7EjRFmH7pL3lc42f+r0TTKw3QUqrb53jDByOiwuTK/dqy8Kin1PG1UyJbS6g2R3GqUiu8oUpSbwo477/jgXTwLyCu+Kd/mq6Q4nvsL/5VdlLr0vdfP53GKjAyu3ekB/+Dv5LmT19Nz711luq/gbT7sY8SqatIb79IewOOt4rI0R56Qq2bqU2DL9BLahZnix5MFeBmih3gFOnfzu0d6WDVvnS2+q00P4JjhJNUASfLCNYMxQWmcKdmaacwdY1FQpUhqNG9go7w3IXT0cvQe6mF2NzMc2jupGm0O0OAch3zoMZwvJpSOGJ7iRkGaGQnppilO9ApW/7Q5HlKAivh+kb7A0YpP+cpZA8UBbVCyao8hzcAFscctkG0uy4rF/l5FA5UdJqfM8KqUnwlKU+ug2hb9fwQ551KPeua0zunLkRT8dpZmsYCzM7SJqYWDaberstIiKD834yoJ03P5yBdTdEw+8tPfCs9STPUv/Drfy49qJoxoLiOdJ/Vjt/47jdTRdNiRCRrAJKNp4+k3/lHv5P+0p//9bSVtOn5y3CAuL5qKt06aC6+emsnDcaRsmhGSd323OzUh3EaSjWsoZJGRzXHnA3NOa3qynnovFwiP6vGzgaGyR0thxhXuSVWOzm/omlxlNLnxr5LFbNM1pzYKXfxRD7hyvms7IgQ2mPMQ2e8u2JD8HIz89ootpCuH8Zb8FvPxkihUV9VQfSzeMEUpKCGYgQ4V4uM0zD9LuuoFu1FK+sIgqBVSpAoQk0E8RQbrVPPP592X1qX9pDub6Yn5dZ9jakSuQpHgB9ZFxYcZCkMz+u9+/LeV6atYq2+20ZHZO8UshGdHc2I5/YE4FI3yyhtM6lDm0fbb9LiiowdSmBV2kgObAeAAFZl+uKn51zLSy5H+Cb0mZ+FK8/GrXitvIYf97v8tzwO+bsM9n05f2O+6SOcf0uVhe8/VvmIOQ0Xz1AgHV0vZsmqtAN8q+jJdw5KyJbQYNPJ2mMr+GPx4XImxELJjrV8xcZARnBpx80wZB7domuN+TDJHLsIAb6xGkkPOn+0Ut0+SDX7aboN7FKnKYBjoU92kzl23WB+iB8yD24RkPIOfTuHl4509113h53JPIHspILk7ljLf5OrBdgcQmppDNBTRYpwOfqZfR/sjTTDsLHPS/VQHxqgmNx2711pgOjwLD66j02/0fyeLVuit+AQKf51FLs0XOqO6uxpIlxXWb/TgM2tpCtnidrbg2U9mnO2Pasn41XZ0ZUOENm6Zq9CNLum4bys3rU9Dbqpwg9s3r83VRHp3/vAvQBkshpG0mxZduliCIAHOCzCVXkaZGtVqcg563MWOzvAjbhZN9Mx7bqMiH+WPfr5ktzLiXFd3DnnuiUTzsDZidArF20Ju5VsmLPg6cROrthSG70SYGUinQsplkWUoTfA5ahSGdyQrY2LMYbq6iySbmmld9EUn2nCiN+vgBl8nirUXBdw5l5SLRGPuxEXXLf79tTZs5HoQFX6zGd+gWM0p2tDl3Dg9ek3/tqfDye79wCkbpdk5MYLXRauqxpS7e3pNq7Zcn/QSoA/LzUbgZVpPn9eWp/FVF42HfkX5c9OaxdzQMZYsOUmjpEpF7OG2fVRgLQcwTLSkBd7iFjG+oGrEyRuiJemUZVb4MDGaqpIn9X39JIqbEnTbZDJDx1Iq9HAmj1zLV2GLD2P2u7aB+5PQ0xcdZFm6tFz4fmtY3fx0nM05iTVZuywGSXudvLeg4dPwiMi/caOr1oVZEAPMqOAB/kMilmuoqDgznT6yMl05TSVonNEaiR606SzktTXxNQwRq01jUN8P32yj/Hg+fIsJ0jxWvlVU0GvOSQeOtjFdBENmOXejBzWokJewTNYmHdekTq2dyL3r/yCfxdsVmBARycwIgya8gVWAJZT1CiF0gYuMEG0RGajIgtFE+UBom6OZaPjqFYV67KBBT85yjlZjG4YGmjLUEPrFu9Y/tUic02jQHMejAVAor079e5qTKffeSf1nz2VLgxdSxvaBtId20hhkt68xr2fuUqT6rGB9Mqxw+lztCX65pe/ks6dPEdGsDm9TaVb707UzBcwPkTNLr18NT3z1o/SphfWplW9v8DFIQ0B0N9BAULPRvrlrVa7w8gb6UtXFBc9CkFf8NHaDk8sosPMU+eJYHFpNIp5WKAHd60al0XIwFHpxDsFmRHVyhONVFluAK7BKY9UbicsLIh5LG9SIx2AVlkIAL+9OIvK1rw7dv6GqcvXk4lCWQfJiJc8COe4HRHkfnBgC1tqjQ6Qmp4iknyp70I6dvwdeJ2D0RNwBuPY3NKRVq/vSSdIhZynLPzNw2+l0eMQ0rmGjesh+1PRmNQAM3VM6rFigTQwm4NctZw3eiulosp1fCMSKaMoJ1Gq3k2UUOFDU8FuDELAEidtVN/7USF8ySKUgPL9sUFhOX7yf7x2I7txqsJ2lLZpyQaVG7if/DTv+cmb8a/z765PugXIWGEwV475UlSlOItAK8b+lqN92lGLg4hU088yxKL5eTpSAfW0WlkTVJFq00MMktQCDx/FJMX3RsJvVoAZ/Noitb2UQVa9XdCBDRLU2AB+ks9fhgvcQm/bZiLUzVPd6RJaVJ0UUqyiF262+TnYEK9bvrf3e2hLIxljJof06PFj0XHClxH9O+68I7IGLrDYWGSxxXhGoXAvp5V1+od/8IfpT//NV0ij5iKrmEclv9gNr3IkpNLr4Cq7ETexapQ+CgBMtTFO0XpLqSB+FxHvIkUKCy72rxXY3FAIYPdTRbRXXUY5babYFSBvtM2b6WILaZ5krMAWCmaLLWae+ArPDDBGBkNOmHWzc1/7coifyuFzkxPt6nyu+sYAkvgir0V/x3yo6ViX7vrMF1PreuRbotpU8dsca74eYOmow2nfGJTNO4OfzSumydLDCQDCg5gGTc6ADO09uHXb9vTKC0+l5iNU922VE2PHelsW5JSXhlXzLRkvX2luvVBbUY//sFEuAyy4CsRpfz1y3exALK9v2krEo2MwVaBZs4CWx8yCopLmUtkNt61N+7o20EtwFU4QxxyXyuepBpKsbFQs+CfIG8T4FKFoUzuKi2Z14txP0MusVurA1EkoA+dX1nRfaTjyjjRGRHtQfH8j0CrjX8s1HTkQmyu7MtIuQVdwYvmdFUoDLBKPFWW1AUzziC09ASIc01z7FAfzqxuQ0ks4eAhEL9LfsGpP5OOnztP0E7G8bQjArlm3Lb3y2pG0s4LqvVr0wtiFVxF5uniWVgZUDlawe2nsQNSNHcrr/bQGAeD2EtLFH5PCZUJafodzmUFA1GhPJ/ILVTUb+f4yZbRjVPPZ92uGCBCq/h30vGocT3VIIVTBAxMkNdZDeqbHo9WDp1Cnv4YMgSrvoYfB34MLhMMVJCxS9TMNKDLyYD9EI1GRR9e8GX0ByGdFeaIWzCcNjAZE3pUAS86VkRsjLaYgTO+oeeXL1kjNbRhjIiURZWVnNgNgcV6YaivT2T7h08iDHIZzMMrCnrCRMhZ8EkPe0EzUUGPC4j3H7q+hqoXP44DBbRfPXYho0/0feYhWUsNUUU6kp+i/eB7ezqc+8dkQubUH+omzyAlMzKTbUViuNarTgfQDm4E93TuRMthMr692lMuJ4tUh1wBPTkPjnJ3GoPWToluP6KWpUdNrwUkTfHJ/fr/ylX2eO3GdUXZ/AoVQ0zRKCDgKiiRjGKCLd1gcVDpLP6szibXDsTNvBv6GUUF/x99MszLQ0YQ6JFwCU8l30Pi5+TJFmwVyI1XpJQXJlLRsYC/lOvLmyibtE6Rajp94C+HRd2JnPcuibsAo2mh7/GpFyDzUs7Zr2dw18Kxt7juKLEn7IkKgcNgiUhbHwhGwqLVBRT7ouhRU5ltZSXW93XTdOWf6KTXfvn1bSHWYdhakVTo4as/pnJbSmnl2LiMJB5T/CV6Xjn39c7lVO30zf+zzMP0pz8/m3XFv4SzK8pt8PyXx91bP9RO/z2mgvdJWxgVn5BdctAL8RdeOwncFcCk2ryufjSkr3+f9lGnWH3dNCp/qRSrllmpL+bkGezBDGnCRTVprY3s6OX4+nkFEhS36QDdNTpHzTF80H61u8vOKpVJY2RsB5HVXFGR1B9h1QXEMgP4K1a01bIyMyJuuP395gEjnutSITVHpXTteLVCx4GvFJuiDjnlWYc9cyLy+wlEw/0cjK1O+1q5fw+ZgV9AgFlmfpu4l3cc1uy7CbhBNYh6//sYb6RvffOKWLsWUYR1rbhJAV9bPxCUVa2nlSsq5qOIlw9w3Fr8o3x/+cMX7VqCM8JWl7zS0sJzfysdcOvYtXHnT6p1p1yOPQ9bP1YPLwUvnxS2+ljHtLX7gFt8WpOylxZIXj3PSSoB+eAh1qxrTJjpfSxh//bXvo9LaS/m2URIjEJJfQaoxE1wE5a5WUjPVX0QFBDUKzLhYjHwFNZadiE2MRblViIrW1DanSshxRrCqcWbq8KjMuViNantNG2FMdrm8n8r52GUoWWAXb22rFSrzINrsLHJLmmo+X63omo7dBV1USM0BCGZnw+PE9XjNBTDOxiK2Y+8GtzcbylzJkP8S/4TtkIuGcwflayiDw2LI1kF2l8Gi9+9ZTLQwVEUUojySusGL7AJ0WDrcavRXGvg6S9n49p270wTlsePk4k8efSdM7s6PfDR1btzO7y6mNkjALPXUtX59ujQ+ly6fvZraIQ1Pm66ise4kEYT+sSF6PtE5nS/Dw+5CbHIq+d+y56io5rrb2hvS/nv2AbKPwks6TuoH9gOE9cZGeiAix7EOALf+6gIyDVdSDVIdqyF6K3S3dU1Pmh6cpODgcmoBIG/YSNKX52Jxg9NjgsiV0VB5Ok0QxKMsXMcsuMLxRcslm3Bbhl2VwYdp01GI4qYOm9GUCsDBPcnBEoCFcKwyFZGGzCXdarOpo2QT40YI+1YfVZPi0/aPqPpNhKkOCQWB2iSGsZkqiWuoFM9SQWcD7Uo02RZw9L1bNgGactT1HJGVMzQGXrt1e7qEZtMJenLJxdy+bUv6zC88nk5cOsb5nIv0yiQKuR9hTvkhB+/cl+5E86WK6tVaojCLRlMXxiLdVkX9uKmPea5B8yyQXI8KftxTGNpsuyIytGIihg9Y4aEzz0VfnDkV0SLEORnGKltJ29gIOEwlRn89DZLz1/koeHL+Bm8jc7XcQUbzY+aEwE2RUyuMBVbR9MDr0mkyBlbqRbjKU1lFZsStEERV4d8Nzuz0GP0rD1NxdA5h0k1p8RjpWQorOiDUD9CXcpr06Hoid9OTRCrQqdqPPlZXN50BSJM2w5eaB3hHU9/g6ZmWzNHyEtwtL8ZioArnsHL9ah+u9fWzSaO9FvIOGQxk7kroI5X8lVij+iydVukaVgCp63DbdT/couVdshzXvd9NoRV4Olm15QLUxPNZ3srlSj/tmv9+gNN9gLfe5I4zt0WztQJYBoiO2y/s2YpzOK/c4pqyUoi3mIa3dhUxfayCpcWUNhE/ohzKDB0pJomou8nPGza+2EysYmPlXB2CYmClbw1zJUsGlUw5LzTPz3ji2Q2E4c60mOL7Yk1E4o3PTxPZuQzAasJere+Ea4q8yyhK530DY1AIOoIvGvfmMT6kk848wqxn5StHUCvD1pxfoeC+e9cutOd2xjm1m7FJKp5J8YhiPutHA+TyMsL9GC3a7kTzzcr771AVOIxEzsrX5q2bo/3UdxETvQBxvUi0lG6O/rUN2LodaRHQuQvO5FPPkCGRFxabgOUjxbphTEzoasM+9+nPRjTrG/Qd3rSF4jYKlc7QVaF8beJYe+FcPQH9YjKKZLJvD9pmPKGU1iIX1bOuN7308stLn4vhZmNsNXbYPG1asSDKKXpzkvvSLd3aXPxw7wpTHQ/LV1wfd6cW05lLEJUb1tMXsCbtvO0QLQSupfMXTqbu1ebAG4pcOyNR7ExyBCmy8DExXHnB8ohcdS4xr3TRGDHwXUzesG9VpHvI6ZpWsEGxxiQr5hJiNCXJb+eskBA+8AHiKxBjze1znfx21oiUmIwFmL9ylMNJJs8nnn2EUtVOkysWUyA7nniChTGNneqtjuayZQvJhsKZRUtSwQTXqyRFYZHioHLPojQ+CJL2zfPP+Vry4OPI/Aln6316zBZalhiW7qeK4zaaLb+FVkg3ookTV8+nVRtXpY047jPoinS1k0q04Sfh7NVEScYEDkzW3nVrACsTOJMNEK2vkVodSDNED0eI/i1IgHTcCO2Gs9bBCoGNPhHVqqVQ4fYH9xCRX0znj5FaJI04hzYUQXvmRF1a2zoCL+FqWqSZcR2D0IZRa6fydLQLUbxzb3OuMYoVLPLnmRSkS/v5SUiPxswApGjVgSHLhGyqYwi/C7xcNK5bKwSNMGh8bGljVWELgNO0YkSvACRGuGxFY78/IYNE1xkEJAVRNaQTGuivWAnosiLQFNPQAFVygPpN8ANOvfUmzhaOFu9pZm60o+4+TVTj1EWEVGnlsIbqPgaKz1bk54DQX0Njf+qDdPoWmi9NRAKNutkXzdC1zbgtvlG/SzkMdA5IQzWkVo41NwaAg7Bbydjq4AXplbb/iDlA+gveTxVhsPZ20uUBqtyxk6IrKmreNTNvAiDKWZkjSTmNnSVFSH9w/5WhQgrRnzkX7WCyX4zzuXp1SLVKqbh54pnEJsFrdCUXTiiI9IIcHSjoK/o8llOZ+3BD62KPTUxsKkgr8D7vRTHVHiQVjEZMEQWskrfJuDUiEHrbzm2szzl6nz2ZWokmbaHFxhw7qTnGy8qjRRqaO/dKQOROfUFZmXAi77Vwr0cgXrvrwIjKRnqvuUEs1HRiwLQJmXuVgdzS2syG4laNw4d6n6BEgBVq6AXwC3CyYjOWox0/m2uKw64YzmWwlflUoa3E3wU0oQ92Q2S1vPngYClAjXPXLsdu4VZfbkyZ9zrmAEZsDqtYhxVskqrmqGyfkMuJFh7rqRF7sYr3t0Ib6Ic2cRmKwhiV05W0ZSlZeTE/i+GyQfL1t7gCGV0HWm2LVQc3aDpdQIW8sRraA1SWUWzApSv9OP1Oota2hrOno2zTeEgfwIdcPxjl8w3QFDIXbLCJqksOLyNYvufAgQNpDdpUtzae+UHu3LEjfelLX0JL6zQ0m89EA/oTx0/AQVyTLgMYz5w9n3bs2Yt6eldI3+zasRuZmHayJeN0UkCrkbZZ7bS/+eu/9e+nVxES7b/aR+q0KW0mClwNPeXwG69TXNab1nX3sL76ieKfTpNsklcjvfB3/u5/Gt0zbG/3V/7yX6EQbTD90R/+b5GduUrFbi9+7XO/9MvpDURN16JRNwhos0ODHOqNtMg6x7V9/BMfp73c3em//L/+X0L7rgH/c1wx02FoLNcFKa4f01uOYN3qvPyg78tsqaL8XADET/I3bM9SATo8SUPeLXAjlAfoXrs1XX6RRsEjaP90k8KgssOqvBItFnRPE7YYcyoIJyWjasrRgAoniyApxrbGqjIcicY+uLv4oVkm8oJaUZGrFzDhqHADC7w/mmyG0IUGHYV3QBqYNRY5Ph8nLHo1cmU6kt+HOLfgzaiJBjOQXeSAqwB1tr+IcGqshWKHE2uOzyqkcQuvnJLJNldaQIBtDM8iyF1wWl6zYX5D1dV2aVfNm/OGLswN253sYrkPo1c4tRmczjxVZW1rOyEbXmRRX0sjEB0nAFjVHai+06vu9o8dSmcvvJF+75/8k9S7e2f6xGOfTQ09cJdIR21CJ6v7b/2HqQKph6e+/W04XESyKIm1J1RENQAG5tnnzb+7yzR96jUaYvc6XORUztVh0A4+RCShpzFdRHF3fojUBQTyOYBKL0JxzTQH7Wwihw4hvxriWCWRrY661Wnrxgoq5Lby3BCRnFMziPYUEIm99WqbOeNA5QQYUTE6OkxqSI2lZojtjZTpK3SntoyyDL4ET76ysS6U2QFXqrMrj9AC0bxap87zjhY2gCvPZaqtyoIBdr4R2WLcu6g8EnhdRDJBoO7c6uSud7BwuwFaly5Np3MAQeRBuX/Th7wXQ3D5/NX0537hV9PH2An+d//t/4Nu8G8B2EbgVXVQWIBCPCkKSbHzpE+dj9sACO6uv/yVL6dHH7ufJsiN0cFAEFhvKbIK/Ah6OvaukdEhpAngyjVA9s6pjjxHQ3wVblBZdn3j9Fx2gNfb9usAluBZsOpmwjluyoZLCDpCgKHssK38i8IBAZUAJjSETGcb3ZE7kVXkLYWWr+SGwX6EEb2KF/bDqEFEYYyiKasgb5OIN85o584tabAVWRGau2/s7eZfUs1UKm1EnLQXIDpCUc1eCmoGoAycR/NunopLge4i87UOu7FAytEEhqDMSGtwMyKyvcJJvuf6zelmJVHW0CpHLp/HkMuxyCJW+Nhoc2gIBYgsFnhxX+X95X9veSd2C9Zk+S2x3XJzJmg00hgVnjk6EsBWm2V6spDt+EAH/4BvXgkv43vtbehQMV+5JqssozpUoH7TVwFkyujKBzl/RJ4AU9pt9QnxKbVGpJhPFWwMe3s7Uitt05588uvpwO338TNkd+ZIUy3VytiIM6TxRpUvYM5kzXbXUpG1CG6jPi5vKmI/UHCyYr0tPVq7IrBO8FWjyJX0D0+lDloqNaP9hAgeGwZ6dMLrdMMcLkZgnnchP9krrqfgTwWh3yrfioheXYNw7quDDezttyF6GtW/twBYi8vZspnmzICcf/pP/2n6O3/nb6f7H3gg/Y2//h/go7GhbMa/+sQ306c/87koGJFvdvv+g9Ej9Rzq7F0Um0g8v9p3iaKxjamC7NZl6BKr0br72Kc+mfpGBtNrb7yWtmzclLbDl5zheP+3v/f30suvvpa2rt+YxikiGgZU3U9bn13btlKANJ42/a2/FVHBKnz+V7/xzdjMfPGLX6JP6e3BzVRM/JGHHopN+FjRpmwTgYVf/wt/kQrKjQEMf/9f/itUBr7iglgRVb1+6G9eRbgi9F++PW9WfnY7qHJSqdkUYXJuTGXocQjJV9nxN8E9WbtuQzr+Vgel3FNU2nRGc9/gO6mjEwYnP3BTcouAJHWYqkT27DKrBUU4XwmL1e70cbh8F6KIGr1Z+VxBSDKKBTHbHZysEUlrTCT1LSrVP4mxcdeUQ/vugM3R45HJd1GKpDEykhbhVt+SBz/uT4AlQS/CA/49O5WylkonZ/oy5mRYumL0i+9jc1JMWLOYprwklBtgmMNJhySFEQwQvUrG0zbA9kD263IR+0ZBjSHg/ECLExXn0cG5Y5UTJSBqrUnPIzo5cIJPAxjOsEuAEYxMwjHEVk+lmrP16fyLTyHPAEcAeYSXvvWVNIlhmYWEXXfsNUAuBgqHNTABKRupi2qI6k08swp2HnLFdJyNNueG11CHmu4MnKk5o0lM9lrSLws4RRWaK6iuW7dzDak2zkfl4vmLw4jITqYu+sZtRdwRFQyiM1RHorQ/TTSsobIt7diCiCwNnZVNncd5TQK2x1Hwk4vTDGHfXWkATe55gkUuj8pIhFwpx8r+kbp/2+GYOsz6a0XqRA4Wv/fL39UxV4ObFc+eVCMGQD0miysaKRIwIuGudR5Ab5q4ln9bicC2EOIfQeH+pTdfSzXw2trhU7STN+1A5mOBzcMLp4+mw5VvpDt23kdboN70V//iX0sN6O7Qjjr9H/79v0Gou4+eaOxs2xHOhNT/f/zb/wn3RmQXg2trnM0YhH9EA+QZdtnOayO5tgMC/oW+VWw7BCCshRACYOwaAXj2/Iw0dkxaU6AFxynW1s1td+kMV2Rvlt4YGwnXtcuH9RTcLits3Mwox+EsjOhl5izlZtXFOoq0X0Fct3IvNmCsV9OHsc4oxuBnkznBxzLO7DpzXUQU2vO5wlhdzLkGBAiH+Vsb43TX7XvhtQ2ygbhM9G4EoF6dNtCxYRsq2v/6334t/ejpp9NH1pCO7rgdzhpEeVK3eFfoAjxfK3DDYhghz+DuRusYzKUV4xVRObR8NPbbt2yNDU0wMIuIgf4q7F8R2TNC4CpZVjJfeYZbAXQ3f1Y/9rfaFQGWaTVtn3bRZxMVnJmGYNTX676RX/YTnO09P7ISXJW2UGcX12UaLaRm2DjxRmb2u8beA0sTibXM+vV4dSUQWzmMN5nP+c+5q0AWmyxS1azhGta5jbxraLl156Hd6YVX305P//Db5jTS3r13pM079pByhiNcsSqdvEDvUwVIg6bi6OW7iji9QEpQFKHb/CwDaq3Iufqtc6I6hElDU5tNIPdBpH4ALusxhGp37VjPhhGbaYSVY7mmbh17Xz+H4ro4huMW1YDRR3c8vQPYiA07r40bN9ATdF9oHtoa7f0QQTm89mvVjmoXpVz0sMEYQqT6v/uv/+v0X/29/3v6q3/1NwGQIxEt2kUK0uKP/+l//Ich3LqTSr+Dh6gSvDSbnnnmmXT68JF0iN6Edx68PX31a19HOuntiFJdPH8x/ckf/THgbD9rGRvP6/FHPpqGLxEcAKD1tK9Kz9PHdIzOHVY3bli3Pv36r//F9OYbb+MbJvBrFwJQ2dfU9XmeYMIT334i/Y3/8G+k7//g+8GbtbjJTfM4m/V1RNbCIRcyLTebzO8iud/SRuynuJICrjjZYpeUH0eQ0Z2GENRrMaoTOGZ3q+pS1bd04wxHuCk0iABOVUWEpkwJZDqmbfAkN2PQ+JpxoQBsWhAcnTxyMZ154XiqGna3SAuVcCBGUDCcRKimKomKAUBaQSv1kOOn+CxFo9EAuBNnVMcsHw8wBgCLaBG8FsOpRI+mdBzyiAojVSspMpwJKSSu1aoIdLaRJcggsnEK7g1ubgrHN0nfPo9TT8TM8lBiLQBBc9c0MebvVOpHJHyaBa+BqaHfngB00h0W4C+ES/n7WpSgdz5wV0q0/5h0TWCQqkM6AIfP30vScs6NeqF5iTjyoRtkKozQ852/+pm0ExLwGOt1it81Mp617KKCz8WF7a+7n/TYeFoFIOxGr2rc/nu818pABeGC2MwF1yzCg/robaHyXQvIbQHgRgsdIl2zoNuQq2Bsq1VqleRbcmn4W2gYcXly2qrgFHWSktQpTbLoL5xE+0SS+zy8L6Iw9VWdMTYS70nWszvpon0CaV8AyyKhshmUl+c5fw2aUdV1cGkEk7Z2wQCOU0VmIte2MlWMd46pArPha1ltqGupx6DqTv1eYdWxkfHgYLQg8dEo38K/AupnUQSesrUNz6MRQc8683U6eDGqII+AWDVVqPPsiqsANr3NXTj1JuYVkQw4Xgrg1bKIt/RsTicQfJ3oI+LRxTPh+tcQ/iauSNPqk6QSm1IvP8NWQ4hwFRG+bnhuWwGkkLBdA4DWKdKDn/3VxwPAz5qykBBrpR6RQpPEdfZsNFnOIEeqit/XWwHJNSvaG1GUSL/Dk3PyGLko1n6J/0sDG/Mn1m72HLF30D8ZkXGwC65SuBcz5/xeNx2bGqO5fDa2SYXKtUKaEcEp+FbRCsW38ixjE+C5dJisBRszC9gl2/sXo7ZGmt0DoVwVkTDPJlCrbpAsvCFdO386oopbNq2i2e5CWk1Vas3sCM+GVC84ahNNducHKuFdbEL3aB0fFXhnjT4jbEYyS66KQ1JuflaOR2yywrgVrpV/bakyQRHGDjSEYqjcHDFnIn3PcUo3rMBo4Y+X90H632KtfjAa7gcx2HkzGGYhOCW5zXMQxMNG8EdJ8HJP41py1VSoyxev9wLht3oVmc+XZ5jrLagdPGc5UILmXJ2a+zJaDWYEOigGxeAvZTSMYDIP5HfKEqkg0qliT0TqV+xWy2fmv/F9Mbkz18ziKH+f5748wjps0ygR/DbaJ33kvh2saygMF0fSq69/n33oSLrt4H30FIR+0N2artDvdDx6tFpVZ7Q6dxQJH+H54l//T6BVPuplbptpdKvc5CNOYHfG2QR1tlGEM7Oa3pmnUxUq5zu3ISVEtseKRiP/JVEm3+lNXnGucLrFHZerWvOrHcszsQr+7BhFL8ePnVg6yO7dNH+HixQDGms3f7Yk18c2KYc7Y22WaccxJHlaiUzZVspuLIoJNyB9JB1oCtBVj72aJG1o2m1saCQ2YxcorPr8F75A5qqXv9GEOTpDGHxR+xAfEnMvR/9M+Rt1HYDDGjkh7qEZSsdDDz8cG7bOSTozANouAqLMeu2GTyzoEvBJrWhBcPvQoTuJ3tdDuWA+BWFdvUT+bvScY0dBFMGHCa7zyFun0vkzFDmEGkWu9i3HII95/v93pQjjof8MI1U3Pu5QGeeXmYaeH9a87VWcHKJkdvLzRKHmqeqppYqsGlXrSfQ4bKljTzbbEOhAtFQa9zDqGAUq4OMhTULqnWNBqPDeyGemLo2kE3/43TR/Xk9HiJCcaxcTZggxs/PjA6kD8quA4fKrEIaR3Z9oQZ38NvQzSNmkI4QrEcdsJPUyAWDrgxOjvH4dD/hs/6XUBs+oB70Sd3ZDkK+v0btpDu2jnb3r0+JFND2Iws1s6UoDrVWpCXC3eJyu6W+fQQZhTara1pOGED9buHwtVdP2pO3ArjRJ3n2I1FD7xvWpBoc+OjSItMTq6Bg+PjCZNiCittgFIwxgOM75zlJKW/Xwvem2225PMzjlRcCCjkwyszNBcBXyF+T0o4LwxuXHw5+2NLW1KW14/L6IzmSCcp48uaQ4WwHnSVl14pjH9yUXIoxdkTQp1rCtIWZ5CKMQvMfogK4I6YIiljjOCQDbOFGVKpynbXYquJ8Z8qzunp2i8lxMn0yhgVbTW5l2P7o3Na3vTtcuSRYHiE2xOOE8DRNJm+LzLfVEtWrbSXey6DjnBNGuMl1cR0RJoxmVMpzDYgrLkOvI+zeRGszVlXKUFAg18pMlG9zNKS8hP0wivIDflGs93tjQvOBKActJgMwMBrWBHVsLzxvIHhEJDSTBWO6DnoF0FZim32CtFZOkM+/ZcwgwiJI7acZ5UtUTAJ/GBlo2bbsX7o9q5sguEPauqh5IrV1UcvbC62pB64t2Lx3olzUSlVlAR0x18Rk3yxjhGtTrK5j7I6OAD1IXNeyyGny2PA8ypmnaSj/g1Qx8vdogyZJmRbTPaNyiTb81XjZMN4Nnui16kDEupqNLwFBOB47p70LyK4y3lXWGV418FZWCzhHTg04NnaLXYSTZt/s+Ny04knmVoXFE0yHamImj2gcTFlFcsOwLYhIaZRAceuyq4LllbaocRc790SxoiXL2oAC0pfrOramN6taFhTPpnrt2pebFDXy5JqgU5TxzGNmN+3amzU33kFI8hNHtYF1kTle0+YmoZX2kp/J5iihTRDCXLZzLIdOoMgnYn8eZH7Y1akHyxDkdG5EwWrq0XPoSBSrBzfKVIwc5RlM6s9KArxyMGy3rT/BzLG0j7stBkLgG13KYi6w56DMwwjgboq2F7lQAxHyNpaMpr6D047d6tRm0ycVTIkFqRwZ52vrw6TFGgZfDuVZrHyKimN1cuQ0oWzL5Zrl8E3Qt0EnbdzQf0cvN8zOAbQFwsm2L+u8AcvFMTb9J91DAlmKoCtoj1bJO6ons1VP527IPB05B1tEjR8JJ72JNr8M2N7OmRrAjg/RrHWOTNMvanOczRony9ZbRt3xyT5VjucVf3CgUNzyED7o4gh2qaKDVS3fqxK/JSe6Cy7m6i6izrZgitZkzFStf5Y+xSYjnW0xO10U5r3zOMVfL+WV/QFrkINTpy83iHbffBo0A2oVpSY9STPglrFY4h3K7UM6Fd1BKl4v7m7/574XA7isvv5Z+86/85fRbf/NvIg0zk5780y+nAwcPpC0U2Azh3y+hXO8caENQtIHzhswCNqgaPvYeqqP7AVyHiSrtO3AwrSNS/9wzz0dmxvl4DeA0REZindXvvO8f/IN/AD2ig5Z2v8KzQmcOn9+BBuYAFY7XsJn2C7VVXB0ASv9oBwB76w5R0DUFwLqieDVpwu3wyM7g0xWg3sjG6wiNuDM5J29EnIv+m8c+r4efOwermGXZ8BYTa2kLEbMtkw3D8PCzxNBnT76KUN902ru1ORonVxERKptr5sahzqAcKl3U8rP4azGu9UzMihrK78NYkiLE2e57/FNp98ceSS/99u+k+cun0yd+46+lTiId3zvxjwjDTmFgb0v30kfQbt0vHP+XIWT40Ge/kI6dPpH6f/TDdN/nfiFdPXEmXTs8l+751GdCLbwGknIlk+aJ3/3nqbq3Mz368U+md/7tt9Jsa23a8vlPpYqNROFOnEtXx55Lp98+mx76/C+kdQ8cSj/6vf9vOnv6e6lnQ2969Df/g3ThjSPp5X/z5fTwY58hFfdqGqy7lG7/6MfT6z/6UbpUM5Ie+st/iUk7lGYAeiMQMMfhKDUAOnMQOkcEo8TYXU2AeiN17qRyfj1XfywvQ7/VgSrPIHlfa5YXZgZMywCq+Ey5at9rFhXgKt7Nca/BwfoaId0jbx5OBw/elj73hc+luvaWNMKOnhhTtIqZtizf1kZEEaJCjAu3fUKE6wFiNvKuprXMln0bWCgLkL1JQZ65Qh6eMnsagrtYqkj1zLPTcLc6DxiaAHhJcPZvtRDso5eYuxP6Gvpl2L+ZFKAcC6MTiuSpcD8NuK82NUSK0lSWmHSGSKC7HpeyoKxSKYjgOMPYQNtrZgrgBchroHJQPoEz13SGQnSmHWsAUNWouc/CLfOeK2u7AHZyASHfs6inbVBdTeSNedTSze51is9zLz3retKGzasBVUTFqE+oR4TXnpu6OFwHg0UEhsuoIlBjQ+0qm0/jmFTnN8sGngutXSOQdDEiqso8MUxEFK8aYBLpQiJxRoGqg39RkNMDIOQ5sPJ38WhLoMW/wc3hPBFbYKztFxqQpIhOlWraxWxasv/qXQXPSj6cfeP4rOT1fNJsEd7v5ZUJeI0K+oFojVIYuYzIims3iqAzhXzcQvTPfomT9ChcpKfjDMAn4lM+HzZYW9fuSu1rNiFxsQYAZ/RKwhgjrEMOx65xyRGS7JSuv1JPH5GWkJHIIMm5ZTWq5FmFVN0lCwxyJaKZBp25oDJHg0qqwTLcySOxclm939j8VP8eYDKD3iwaW8R6HVOvu7i2lef8SaJZgScYAyNUtWyyI+JU8n0KELQ02vnx3tJLUChtwWfo/iKLjxao5j2OkA9dcASdHwX/LICMwDjoFnJzpwEHdEOAhvLm669y3QhebtqcOtlk2bKqFkmUqqFJuET4qwCBpW1dPnG22svRK38KOkfhrOXWXiWttsAGuR7x6nakb6bgC51DnHh11x7ea3uvXJxQgv64/hVzc2k5x7AVvrKw4yEVEgUtbCQKDdNz5y6l06fOxEX2IIp74MBtkNDJ/OB33zsOs/Is+f7OXzif/tnv/m58/q23DseGx36ur+FXn3vuuXTm9Jl04uSJSNEdAaRaSHSGlNzv/u4/I+q1FVoQgqWAHOdEJ11YBiCiXzh/gbTsXtL+DenVV16l8pwCJ3heNmG3WbpR5r//9//b9MKLLyDhQzQRoOS8UhpFKojffwPulynkCfi0rs/NcMXkSGqHPN8VVON/53d+J4735ptvpmsUGKyFTG8c0ibSVpOHeyzs1XVznx/+3QBYMYXK14p8OheeVXgV3ctGTCmw8fHhUBivqJDfknWOZoJPs3yU4IoHt4R9OruPRkjF9fOohhNKXcSITtfgyEnhrL99d6rt6UoVcFg2w+dZywO78vo76TJOv57owI5HHqHiDHkAEK872zmMb+32TRCuqf6CXLz+DiYM6LwOVeiWjevSd//gT9NGmjvf+/AjNJykrBbHWI0ExMTgOO0VSO1cvIO0Un167svfSgNvnky9yPt337mfvnJElwB8Nk1uB8U3kAPuosy/EUJdM19XfvA0nJ2e1MzXAKXAHZDI53s605P/6A9SPbynOhZeFSm8aJPFMMypw4RHlUcR0QR3mHIrICeqEr0UcbrBOIlHGbZ3Wa08tLdoyW5irAxGXbx6Kb3IZL9EmxCVq3fQJqSeHcqTP3wqCL+fePgjaX1Xz1LaZJwqkDqES+UcBMdA0jMpXCUFausQzewlFYhGWWcnBQ9V7BDpP8hDRiiVVB2xCOUzJjAEk+hrVZNebmKnqeCyhnGeKNMsmkgV7ELNq7dAfA8ZIuNQnGsOgKWeUjU70Gp2UHnm0Q+R400J6gFlaqFVAthC5oGd6QyVRfPIcNQxTySKl7tkj2c/RkGdPDKjYBFVZVAnxgFVE74TRXlKv4PIza69jqiUlY7dEFrXsKA74Wu1kHaYQ4NtnpYMgir1dgIEcxxVzusiVM31xi4yi7hG8FqOTzDO89xQOVmXodacFadGFyuIdtbzFcY4Z+3yTjeAE/fOD/bVW0ERyYAqY4elmRGGRgDnmi1OKWcq0khFyfbK6ZHb5OTNgEYtR24+wDzjHKansuPLn8vpqtLzLsdVvHa5WzraegBw2+paChra4O6RkGdNGE2vIjL1/2PuP6D8TK/0TuytnBMKKOScUwd0zt1kNzM5OeyMZlZh90haee31rn18do/sXe/6HNva9fGRtceSPCNO0CRxhnHIYWh2s3POABpo5IwKKFTOyb/ffb+vUI1GN5sUOdK/WaxC1T983xvue+9zn/vcVMnYty2LdOIcpQazyrpY1efRaIVxcfpEfYIO9HXOVXl/JZISYyafibGSt2efxeBZOVQ6J0U6Inw2bV44WNeQhRtsp7/dXxU2ZRGxdm2ZrhMVD5u85Hj5GXh/Ecs5sq4hHblCUTmqsv89H6KO01F4VDgiN3QLb/AhS5yQaMVTHqo6af4cfKSxtJsm5BXjFem9g6/Sa5KqNM6CDTv2pOWgWWZkRmlXFZWxhTOVP6lMr+a9Uz5i2bhl3U/RMso9OwMiRjZjDMQdx60JgdwhFOWH4aB2knlYmEXjL/JWOTUfzn/gOqWrWLz7DeapXMe5yMInzKMXdyoqwn1sQeJgxxJ5hg+tLr7B8IkqH373bdCwd2PsulYtT3/xF3+RvvnNb0bnAq/vySef/MAr33333XTy5MlwflaA2umAvf7664vPkzu7FYX2y1T9XbxE79wlD+/djMlyWg1doUjrtdde+8D733zzzVEhqcPm4wyagmYFJPa7VnTodK7Kv7njj71Lc3h7nXrVgjZl5uYG9/0fjYOVry1v1ez/BssijK0eeRAbWTiH3n4THaxVafduBEDp6WZFyYxCn/49Iowi9lWOQAvPJrX6pxFuRc2sfe08YSnRJuK1GqOJvOx4z+VUs7YrtayiGos8zlFVtDlgD+zeF47TKy88n1YSdU7gMFXTHqAfovc5vOEGFobCpUr6t65ZiRD3mrTrTipK+P27r75O89ZhWvDsAX4cDaJdJS1cGkAmJs50p0tvHgNtqk5777oznbORJYuhBg7QLJUTHVQ6TNPwswoHsHX/Lpokz6QL9Gjai07IBAv1KkZ6LYu9mc7ft9x2R2o43ZMuU1o+R4rNFohWvShpMAcyUWWaJ4cx+SA27coh/SFnwmJZ/fVr5cOjlRusqut+FVwek76kqjq6OqNMfQJk5fkXXk79oEvH2ECm5MZwQn/7l389mpo+/dSPQnNk7bqtIICfQJtpXZQky6mBZYPjNBwoVRXRS+vapnRT+760tmdN6mOcR9CIEUGZg+M2MDYYjkwTxNNq+vCZLp0HgZq2lQ2Go56N2wI0XOehFukmUkxA8Qtcj6W49RAaQ4mcg1m+1rhkeDaUG10ugfdm+m8GnuAMaWx5fVGFJ2cnyshVgIcoTwrQxsB1cMlmmaQ5cmOzcCqGqIacJZXpodtMBNaE3EUrvQM7abZch+5LE/pedTbPjNweTiEwu2iX0aqoVUSr/Bd6O/LtGI8o75ekbrU/aF0oI7Au7LkaRHPREtaD3D+TaKbr5mwrZZVpQbgtp7B4q9wCJPblta8CxAnT7e8tGImDJyoE7fsJl8tPCDmDQlTm+uVSvlhnrPQwlp4yP355ZZsR5N449WJO/LlY9ouH1rypQtXhQwBS2wDCSMqhpoFy98g+GYDUM8+07FFqg+pDVZCizYfyKnbSjpEr+IyFJEsp+rnkbFy0ZrHuTSFa2aw0Bg5DE6ng2BOS2IvAZVFHSEc0fsn8lUJAH2MMfr5PyWmymCqH2ANfvT+m1E4J2cUqV0fxxBvM8/Xj82HXnJ10Cdc6w1FTHC5I6XaXa/CnvWerqkWGFKEt7WAZOOT02Yc/osfhokBScddcZ41iwCDejVSk7od4voJqu3OX+tPbrz1HA/rudO8jn4YygD0nSJrAPnl/uTl0QcMIl+sGoYUoZ9wwwZLIIYM/ScuwEdKNKyhuqYfM3Q/+fA5CfWPDhiwSK9IodcYlrsNe3E7pZMVp8CGTUerZhXgr9u7NN9+IV2vz9u3dDQ90RQxQ9Gd15v2sjzERXhfEhbyGOJ/6OD///M//PN1Euu+LX/pS+qM/+qNApkSSdIa0h+2czb00d/7CF76AsOkuruXNCD4ko7ejIm+F99q1a9OBAwdoRH0q9rzor/qXXr9O0z/53/yTCGr+xb/4F2kzLXeGSD8q0+D1byC1+Mgjj6RvfOMbwbUSWXatfekXvhTOnohVKfqb9yuBPYG6AtOmrR3bcICxDR8WZP1H4GCZwgpQcpGD5XHslsrwe66Sc4LnQAJsvLmStJt95YQ0oyKJwcrumE/kB3OxzLpxwpwwMw5WHaXulXBbKoRnJLVjOFeuWkt/JWQDyF1vJrfcTQ+9cWDBc3qv9Jfa/alPQohtSw0TVCR4uMOr6dq+lVz6VLraN5DuuIdmujhRI72oMu+/ifYklNHSLLmzc3V642+eINeGYjmfMXH4BLngkVTftSbVsCH66ENWB7G4C4dpyyMPpDdRle5s7kgTVk7yGdWgaQffeC21UpK6F9XuI7Tt6AUBuX3d6nSZhrSTbPAO8sjdEAIHcCjm2Mi19AhskCgtVmCfJSUBWMhRER9OZ45mPJCzgfjwaPBGG+bjbKIP3WcsfI+ldfR1/PRnP8MYT6Rh1IHP0rx0HkhpOekahd/OnD7PBhhG8HEoffWvvpkuwSvrXH4xHT1+HoG4DTiTe9L27RtCBG4B6z4dSvSQt60s6qhJq5A/6FzPOA5OpYHuwXT2xFlwrJGo5Gvs0LHmoBdpwsEq9bCacEjqOVT1IAKlgss1BRKoXEZDfe4aEAed2TRSgH5FGx2I8ornaTEUZp2C2G9lnptboUwP1OjHh/M/DoI2vQAvS/V6kFPTg7h4zCO8KgRV1y3fkNbB5eugKrKpDaSVVHJNk5w1YFruc5I1L7m3gp/nqXaYwzGL9iy6rZGayXn/ObkmgFCRwglOIgeg1XjOtpGsB2OUL+XqUxutzrGPIhmMhzGrDEkc7fkgjUdYRN5PviN/IStZ7NNMgGdEFw/Aap354O2Fl8McmUYC/SPvXEGQYOrvesMecgpx2Lg+8z6PtM3HfYSRy2s5R+v5YJYbEihccT8RssmrCSfLth05daeY4oTj4ZoKlM9xzqldtc6mSMdUKgehPQrOlUKE6o3xPEVb5ewVyMpS7qrD5n2YAhVJrOB9x9BNqsNpbwZpqKGoQ8QuSLsYOA9P+xwGoTacfa8nj8tHH/kfd6B+Bs8LBzbPcehkWQnq2ikmNRyt0mEurvqjnJUPvyLeScSPg0yfNhx2x3txPRaOnmP8E9xWRhoKIc1YGKyX8pRccr3liN/o2rMocXY4sx/MdbGO7LtaR9HE/PgAe2U6remktRiVqbfA6T1EAHn5/Om0csN2KgybQJ/Gg7Cu2nvsHs+2JSu1RF9jLF1f4WhmbcYIJECcFTQdnWhNzTj/Xes38v5nEt2gkTGAEwwSHcVIFE/IlXI5lfuhhC0Wo44l45f3YG5qL2lepO21VzPq0wFn0PY4jWRzQqw6PNOP51z5+lwc4dFM9TJUiCg84XeffOyxsKf33HNPeuThh1M3KTkdm9vos7oewerjpPvUptqxY8eiZI56VOuhCumIPfvss5H++/Vf//X0INkmhZi1faYNjxw5kj796U/TNaE/vu68887Q9BKd8mfv07NwI/IOanT5Oa/Qh9T38zO8DrMb//Af/sMQRj18+HDBXfbWnXxGU3tgO79wlj/4eJ+D9WFeWBiveO1PYPh+goWfcxHXLHqgVhp1VkbWurF6xOeoOK32lekX+3bl8tv8UldREcVqTHntpF4zv2uy5YkeFxG1fclc2LVUlFjRYKloNR7I5u3b0rHnTwRXawpF7d14zBvQWBoBYdmxax8pPgQeiViXAR9OUgFRgZDjzdt2poHzl1INWk5rSCkc+dGzqefNg2n5b/1WakZ+YF0nVW+kni70XAoV8/aVHWme8vAzF8/C75lKd3/2sTSNNlE7rQfWdqxOw68eIvJZHqnJ5598PO1AVG77g4+k6Sefgz9WTYPlrnSMBd+hJhgVGE88/ng6/e0fpp1TaPVY4RdVVVZO4XzoZCmOh9NVz73OeJjEfvWgLYippnyuWxWasaWLYtFe/gSWMg70iBBB5XAaFcKMlAIOxi5KfHcfei89/+xLRDGMKcrZitvbq8pU7wxQe/BRcGQa6qiEHJtL52kiffZsd3r5tTfSl37xM+mBB+4IIrwJMO91Dm7W7OxoHJb1LXS7Z9zWbEDxH7j+Is2Uh3rhLegcsV6U4x/HWbWaSxSqDofW3oHR+gRrbsNm+4HZJNw+dSFsyCeJkk5iGCU4NkBsz0aM1LQpSFAlK8NUc69txnjgQMmMEkXsH+oVI0o1LaBLbaTxWihw6AAxa6+BZ9CeOkgfN1JFKF+gBj5XFTneBZTkJytGcJiUC4lZy86ASBqfabpKLpckcuk9UcUiV01v2kNZWQ7TEEpWWF0Uf+fpHvbeE6+Z47qb1HgTtZMAL/k3xA6yoxEq7gp9Wv2Jo2GwUmt0zMEQulOMh+hhJQ6IyIx8RiA8Xm3SDC/Mjwx0zVYiVNzxl0Ddisfibo+1yHOoCpKsnls8/fR2xtfGQb/kLcpUpx+dkRjbpmQHJlhs7pl84/H34KHpfHK9WQ28CFDie1auNgIuFazLg2npVcfPcWBlro5itk6WbXga7AAg6uEBL5pWlJQFZy1EijO65TBcc7LePyY//QhdM8w3LGb6iDcun186lPor9hm1hN9xjDG3KCGuPXu3rgD/lonkmbMWLn84KEW+IuKD7CrFsR1aTjpr+QD3L1EPVzjQvj6LzVqIkVHi8nS7hqZ98ADKaJhILns3xGmvOQi5DU8xZ367ob3LGncZwYYADvrsvqwHBa33XnQa5ugGwh6dGJ7gzLiAwOZO1td8OvTWy3BGNyDITBHLeBONnFHz5zNFv6vhBOmkugzy6s8FXxnP8gzL4+QeYvcFODAyMZsuXhlOG6AOLAMEWDa7EZ7TaZyuibQPwdxmqqXno1m68jERQsXqLVfyjW7P+QjOl4RtgiOr+FRU97Fs+bJ06623sm/Qx4Pkn3XpPjjGeRILVLMI7vxVtA2KOEih7YxMer5v59x9DeFQeU+XEBYXqRJZ0vl54YUX06c+9alwevy3Xzo+okrPw0O+66674u+iXbYxk3/19FNPk/VYmz7zmc+EPTHFKCqmOKo2VhTr9ttvDxTqD/7wD9M/+kf/KD366KOkPrenc8gy6OjpgImM+Xwfphl9/7h6qQjciyoHOawzdZvraW80HP9hEazYZNfSgnE45BkKyE5ND3P8QUb05vDIqzlY5dHIwjMFo/6QExYwl6/kDcTCYklFhGq5qfpSuTzWtMiU8g1IBXShMn7szGn8LqE/nDlQqVmsbRO97+7/5CPp/KtvpL/4o3+T7nr0E7QbOQDzGzIcpOiVO9alR7/4GTgcOEJf+QGfsYBj1JreOkxuGJSkEufm3NnjaeMacsY4F+ep7rOHXBf9pGpAsoaoRNiPNP9aEJ2v/Ot/lV46fjT9zi/+J+gbUR6OyGEDRNhZFMorLnanBbQ9Jk+eSSvhIbVavQaxbyXVbu1AlbfecnPaRYPgeRyzXkTVBnFGmyzLQgdLmMcqrSxwF0Maxjrn1yXUmjP64AbJWzBDy3km8r9L+1P+O/x3DWjxvHL7+s8gqPIhUxziTo0HszZzhv9rQ2PIct1pHJ5O0q2jwN1j9vBinV6Ao/Y6elmf/8xj6Rc+/9n0tW9+D4OBmjzo3iT33ssG/MuvfCvSdfc/eE92vCGa2/ZlAZkL/5sJAUgqkEAIupB16CLVNjM6lYb6B2gCjf7JZZwrnFutWRX8qgUUG6aqOPjZOKNsxMEpnGcbM1P9WUGX0RlQJiO5URztKZCkNmQZGhAYrADxUV9qfGqM64dEX4XIJ05ZRQPp6hplAzxUUxD3W0jzqVO1bMWy1EIKkHK+NEfrH9eljYztJzaJ0VLE0KbEFaCPC6QaqvgMTa2yHRpgg44aSqerlOXAeIaStcYwKJfZ8KrvNk9VpbNWjW5Gde8A6xNnjPUSnAmujQtH+R4uFu87Y+NteS4ga5Uq5OpY2QmA/+R9SDGGaQ/SJfJnXwORQPNpGLx+qqkoGa8zeMHBzJ4K9w6LXtQhTqlwXN4fmsUaKtZkrLFYXPnwzY+fzH243iHLR9SSR0HGzh+Z31uHMR8QHJpy8niO+8RDXYkHkTmTGot0LldX/F2l+Ky5lblSH/3wua5Hj0ed82ZQUfly8uLibxwCVvWaqlUeI7iS5eD8BEHNj7uOn8ffdSQClTDdXThV0QEjRi/PaYl05FZA18jiOY2bpzrS0ksC7JxyzZXhAdgUyIpzE07IkuVR6qV9rPsrxlXU1DUSjl++ymvOniuiQKhutAzdQyHRYWYlKlFzo2P3ZnSLCIccG8CeRoAntbDRdm5ZTZB9KJ08ejht2XlraqeCepiegkP0CzUoVLdNICCvzfz/kYqN7/naSmTZvyqIjV516hsBvQ/kswUF9Pa0pm576gHJeuvI8bTLinZszSyCpDbGiHX8Y3ZWzJVb1nXNdSmZoCq6j717doOyr4udY7o8Wl3F0z8+ilUCOCWXznSbrcdUjNeh0fkx6NUhkvf0Lnytxz71GJXQSDpcbYjfOxam+CTC6/CZKrTThk6XKcRRqB974fbqdMnPUq/KVOIWiPKmII+8eyTuRydKhMu/mbIXtfL6TDXqtOfq7MZIKf7Zn//ZIkotyHP9PX8UN/A/rINVLKDYZDFR+WAoF1Vo6GBwolM5XwqEVXPo1LihgT7zseLfSn8/W3PjKTcsZwLRushE9jjnQAimOFSvgDDMs/Cfff3ZdLH3EsRoBEiPHoSkPIUAZD0yEAPpxDuvpT7gSluLnD3yTppE2G0ecvGrrz6TVteORanq3/zw6+kNhDjXNy1LTz77/XSq51yqJ/X3zNN/k3qn+lMD5Xivff875Nx7ORRn0wD9zga/9900P4AqbntVeunbX08XThxKzXYrf/yHqYlKs2kayg689FQa5vOOvvFiukrLlJ6Tx+OuXn/+KRA3rolZe5ou4JNWvil810TKshPV8SlUcHEYRnEidTJriTbURvH+Q+WdMSkjbz34wnX6oG0KZ6z49VLbt2SDLjpe1562uIEj/88bRL6azaNzFUKFRepDtEo5AA8co/c5eG9VVoCBGMzg4DTDU/rUYw8gOncuvfDiYfY0iBCHfh3yBiO0v/na1/6avnwXg6y/B17ArXfvgySPkB2pW51u42qSgFGZJlxcDXq0HDJ8J9IO07TQ2gQHYoyWFhq2CcZ8DEM1Zgsd9c64X/sJVjdzINA6yTSfVSbTNWM0mcbBb2dNteTqvRhPFlkT0WInKeV2Unymf+ohqNdwWPrViGMtUV50y3Vuaf5cNZEvTtQUaUO7CEQhB3+XBBvGX2kDJyC2g/uhjEJtBI/zbENunKRwmG37ZDWj/CtJwaBWkQpU1w1exsv/9ptoaY2EVMMEhPw5FZhxlGxYnAsgcKZUR+ejPCyMqpvgpIWGGzw5+QXjBA1jHSCMjGUbTlQliO0Ez9UtQL46yJ7+rpaoeg2G7KYvPQACSCm3kaypngJlWOJT5bO1+EWctVFFWKQbP6w1z8c6RfOTyvi/+EfYlyoJ6kFW95DOTlhOu5j+FArMnBInKpyveEJ+t+KHQFdtv1IS0bOH8EGHMAclITaTpd34hQrfOrpKDwRZVJ6gFak2HzdYYX37OZn0XvBblnqiP8H9/208NbIM6jqxlqoLh6hQKCuCgoxWZd5W1rRyuLJtKe8vo65LsychCxJpyNxyLPAbiemF/bFgIwLocMQ+nOpw/RjkfnHur2uOns/J76BIZ4kUFdddSjkseaMoTuBK5E/G/rPYxXY8fI0j6zOGrIE8W3uh1rPXWqgYrsWh2gaafoRWLWvWb+HsaKfVTjOSHVfj9ePKirA24g4X7a7rMQewOvV5rRbX6pogOzFGoHgRisoUY7CmCxSLwHv91m30gD2TDr1Ln9Kdm6Ce2CTddlPFvjCQWBzJD3rwEYDHmq4JB2QAZMlxv4OU2jL6IEYHgwhC4tC+dr0/xYIzADd1J2Il/0kESmdJp0mb4ZpRq0qwRQdMLpXP0VH67Gc/Gw7Qaeg2qxBm1lHS1uyh3Y4px0v0T/S7yJMkeJ2yc5wno4AXOlT+Xl0rHTOdOdeS3K7xcLiaw7HyPXW0fud3fifI+H5Wjhg/hE96gzH4D+9gFYu7nKkwe6wGm3fkRpJyYSAbc1hdRHV5nkPYVIr6OlUSeQOO5NWFhx5LxvUnchJGm7J60kceLqOkNhrQm7rzNz+f5hHRNMWzbjukPdAON30N71eLftCmGkpemdSuLR1p9cP7IvIyUtp3y+boTUYBRxoAcWjcujx9Yt8vkSKcT0NEobtuo8M5uYYJopfb9j6W6m1DAhnx9i2fDLV5TjU2w1xadctWvCBELLnUe3Z/gtw9sCv/VgxxitYcs6RLbt+zPs1TJTKGhsru5XcJAwUHbcvulWgYLaRx+SS81xiIROPdW9OOu7aBakyljm2IIuJszHKI6uA06GzgGAYCKGdCciJjqujpjR6OX6kyvPj3D54f11563d8iMjU9ywK2HFbHMKrHolx9IZfjkldfTTWk3diHqAitYS6Ne7cjmHc3vQ0X5o26qtNnP3UPEcUZ+AbDTDAK5IyrqSQh2x8+/kRIHxw6dDDK4u65545AYvz4SG1R5TFflMgHz0Vjadf7FlrVtJJGZGS0zbYtMiUxiXM2CB9PzSxTha4HG1FHZM4/jIz6+6/Sg6srNrgfZEqz2tY5Inb4PTXIhSiYGurkpr64e1PBMyp/l2CHBi5Lmuestg2J5Vi4dZWWwDHyWucpgJC3g+eV70uDEwKaRvHgHdHUOYte+pk1pjo9eErHmddP9w6ng99+Jk3A0WulxHrN3bemy6jqHzt8NN1/04HUh1BeL5yE2+6m0ILKztNwRTbiIG2+405QutZ09PAr6cjrb6I5hkTEo3fTc60FPbaZdBzIfpAijFs+9QluAD0o7ukS6OP5F99M87cPp32P3pUPsjzAkZqNyqbrcgqLZwljmQUhcw9N7zfv6p/+EYfI4gGQ3yujAuVxWjhh/o75N9WVbUkO2hbTf2FOitf4XNalYx4pq/gq///6a9Wx8pAwIRlhY7x/vEr0WNI8h8ksUbZEIzlZIbbM33N1Von+/PRj8PN+ZU6fa3uvcf5sBWV7nUiXFc6Pc6otsiApRGJdE8F/0QZdoylkpEqESNFIsxeihdkji7cqbE3xqVkUs+C/lX/7qHuO+cUGzhqAmi7XiYt1kdOXOZ27uFFv8Fb5Agy6REe0v/VqzHFvw+gUnoEDVYNj0lCFnAAOUBfV6dXwsqbh+G7fsoG2b0gqnDyR9t12OyhWcxokjThsP9xA8LyQ8vAuUaxIZsfqC/jBp/EVdbauQ54+SVanB4rCFNc+D+m9i+BuzTo4WfB6z4PSrNi3o9APW7qfPtyglwUWdn44cfx4BMfLoHHcBMe4EpkSm9iXDuq/TyrfcXQ+RJ32obz+3e9+N3hWOlM6NgbXXv83vvHNdNzrYE3ZrucSPVhFtVRT//rXvx6cKx00nS+dqJByYP2UjpPv5d91jlSIvwrV5+133o7lYlryW9/6VlzDLVQTrsC264Tddffdwb9yjfrQKSvX2TWU/ePtrr91ByvD99cZz/f908MnX7xQpChAE7CMhsomjLVE+jpc5CSyxfRxXQTpb0UvqNjHZcGpweueRQhojEi8du2ydNevf56KwhxdCs1P83vbtBjV14zn9jiVTJLpxGpy7VX8HBtPKBdDOCoPjJWntpBl5VWkZObgVszAAK63HYo6S9xEnZuHSZpXGTtGOlcfhHEl5WWH9np1ufjMOBxViVWyHSeoHnXgaUnRXGPbCGgBPCMjEVOmM3WM4ozppZo0bMqH1zV4PXyWufMhUlvRkpbPN80hlK9ykwYveowxQF73jR7ys0qJw5gDh/f6J5YH19IIZsnvJC3Pq6AvlhgEznnKX9EKgwv1yvMvo4N1NO3dvR/eEg2h1cDKpCAcJ4RXz6GyPzdI9IFRrmuH6NiR+t45zzxCNg8xSKN7nUd7kjXS8qA/HT96LN124OZUb4l9RNI6L3FyMmYqE8sXyG0gxDLlo0XELLTv/DIPDWhR1XY0gwzVhYMVLUHMeOnjMGcjI1Sh9mI0V3REE1LRr9Lqh0/pqJk2i2bhxWfpPMGp0n1ytON58qMkWItciXDwnEru3+/OZzCu7FAgUsSXxGf1v0TWMieF98RpE42pwIj7WiTaQzQ1xFwL/cQQ8FTTCUerCdmBDfTo+uRv/W566+S7OLVT6Y5HPpne+Ovv0SJiKt318KfSFJ3mZ0ChPvm5L4XT1QkC9cAnPpUuvXeaqPCWtO32+9ObcCKme0dTI6zw5au2pEc/8cX03AtPpiZ6gt3xmZvTd97rpWE1oRHomo5eaNItPm64khYRDg/RaNwrmlQgnR/PhH3wWRFwZcMQNiLSfove1jVnywMtUAj/Y5yCvOsrC9QkDv94p/CE46CXtB89PQM9+YDpuXYxsR9yeiccTPZ79B00oatDwmvVaLM/Y670KtKaMcc5UPgoTuxPOzY/09fFHsjZhffZiAxRZfPM30KyQ5RHB8t5Vlk95rt0XLPUiOkyq5ztPGHWQpSkRHLzPCx6WDnzHKk807jXpYQ/5CZ9Bytawwnk80ITzUDJXVWgYl5roPwiVdcdU+Xb+hrThPYJrYMWYFrwUs+V1Aj9YR0FO+R8o6BFdGoW+oObt5H2U5vQNzx1/izSDVupDu6gHUwLQtKQ4knhl1Il11z2EoMVLbIopUzJ5WGwInbBAhLT2ZxvM3aWwMmoR/5gFYUzNdjCBVL7DpQB5LX5uRYY3HCYXIucIYNkWU6cPBVPsVHzfqr9FKqJqb3xVv4YS+vaziyfrGNlwNpHteDbb0NzETHjXpeBaCmurAOks6SjpAMlKqWG1RHShydoFu3rlF/IVY2Z+nLsGBkfxsUikkBOgxZTkZ566qnMF7S1Xvy+Kv3lX/5loGY6ca6lVStXIeuwAimIN+L9Bigq+8M/+sPMxeWrWNpLlsaHO6u+nhkqoZ+cXisJO9kkldFePj2zNsb1jw9+gOwF0YMg68k1UBySI8ZccG5CbApHRVo8YqsAWSwSdzVvcZBEREllBofOMtCYFlJGQ3jpVxGq7KAarA4HYi4I7jw/2qt43VyfQImoloEz72ejzEp73Tn4nDhW1i2oW8SGqDOPDWqhsbT/3TSpnikPblAIVYtndbq43zoh3iL9YqptnA0zA3m5ztw3hmCG960XXSLFJZHdq5JrLEdjEg+MuyO1VJPGcMqMTCtIdUW01I6mFmrVNXymnxGjzQSOmx4y7Uej4wkqFISe7R5vAqtCz5zh1/GrwglwfCbNNjAGU/Cv6lW3531M35hK8npFYGwnkbeYvBEBpiymmZ3dPMclzyEMXzHPH+CylMuq4Nao9O160WlzYQdqwccoIKcIZxCW+TyV0k+xWV985iXU5s8G7+hy98VILagkXs3CqMMZuNrbn06RI2+v3p36wjGyAMHjz+q/ySCWjzvvaJrFdao4zrU08lkqtldyPTo+cr6CHK4PJVcmNkZGfkJLIGSpMwdnjjGetV+lxsotoIQCzl6cqVa72FGelOZ8DSgUaulz1ZC60aCSYxXvp5PkNcZhmxXFw08QxYpUTz5oAsXw0OQaIypnLXitjmGkwVmP9iyMFBZTkvkNpkZyKil8BV8fzGK4WvZz9LO8zuCw53nUGE2LCLlj+b2pccn6dStWpgUUn6tXrk6r9t2CmGxT6j3fSyXtejhs1Wn0ymjaTAeAejhjrz/1YqpuqktbV2+Ad4VTuXFztKUaO0WxxpmeNNI3mDbcdHsaJr31zuEjaffePWlTM6gekP+ClUs6FBaneFAxDh5G3oKO7VLfPO6RMQqJicIZyUelA1DG7e4leUy2G/KQ0dA5f1b25UfWF3e+HSR/45gS1ASCpLmhcIV0p3sW0xH8EZ3/aRBhVbcrJbSIpugAAxNE9W3oDnF4xX7kPtwvBl581dhPk+cqWhnII3YsUMciaMsJHThtCrYyx9OkwHNFXObamGCO3onaKr6733IPVu88p3jjeC3GpMgVLxreOCJLS1/8dikv6YM2OtvtWE8f+OOS37gfuJYZuX9cTz2yL3bEkFo3FY479x6Vohy1rrvopMEPjId/jkDGIM60cNxrPsyLZGyEGa7fSARHmzMJz4R+Tlsgl+65gu4e/WX9L6NMccC5F1zbMfbYR9aByE1s3Ngf+RX5jjIytvR+/Yu2J/4W95rRetPi7h/Xo+3JRP3lQmbHJC6ueD8RZhAr5ruJoo5q1raZgB66bVQj9LxpLTIJseCsDtWOoMfH/rEvbCVZhI3oFl4415P6L11IW5fZbQJepLYh9qvnGJ9pVwgJ4fakDRvoOIanGpXN1a5/b88x1lBoL+x+wfOmWWuD0Fzss1mJQzc0AJfpCpxh2mq5HiN09sYjX3gN5lhEBLW0jHEt99fd0wsn9kKMpKLQVu3JgS5GNgcEsazKVHtOnsWl+Vs/5n2L7YPOlc81PSca9T/+j/9j8Kq+853vQHzfnj7xiU/Q9P5y+uf//J9HOvCRTzySjuEEfRmx0q985SvpvvvvTf/9//Dfp//5f/mf0yl6MpZok+ebhUflIwpZClmN8jlxD0VAN6tGjaPDmeWjv78vff1rX6WAwayPmSt5rtZBCbJonzMwcc0TyutcECF4h3HP2Rl2gMwXFdfi91zBkqHdvPmXPm4E239ww7pwwz3i1SIoODGk6WrnxtLUcB8e6gDkcBpUtnTxFz0iDDCo0CQL0RY5ioJWA6nWg1a0sdpXQygm+5LOYtSn6fG2FlHJBjgsHtpWCgYXJhAAy2/1sDV+DASppEkWpA5dPe/vl7CB4owzHm6S1YB5NCixh9gMDpFycdGYNwYLRAAjHEaDcv3Y4FZRcT2a1jDxPHfU9glhS6Q3ZiOpcc77kj+ADNR5XVFskD3timn79GmWMGhLJk2jpQaTEpIuFjcb3RHyhLrxYjOKdum8+UlhIeJ60avMaYZoO8LfNIxel8bC8vPCCw9iZWj6lLMvEpJTslFpEzsjH2aLz1lcCtmZ9S6D7Bvjng/Osk9YjZ9ftCtx80zQgqj7wuV06ezFgLwtKFCwfBDuk2NYY8d5nWp0h2q4zn6iun4Cv74rQ8g5kEJ0jETWWFeNtrPhwB4f7ScqrEy33nwg3XP7HZFSxloHKbuOfF3wsF3B/DoMvbZZs6e/ElerMdMQ6AjlW4pGpzhVKv2HcbSM3so5OWDMu7wkK+LKtFcl1tEiC5so5zSf88PrQzYkK9A71lpyDWMcFe5Wz24rOGMKWO8YtBruzUIMnYgwhOGV6Vj5Wgc/3j2ChgpSrzmTkVG0OAbicMhzKoo1L98Hx9zqNUVEm4isz8BLmOL1B+5+MFVeHk0DvUPp9ocfSXNjpKYp7OjasRNC6UTau/9Aqtm3OfU+9wb315iq4V50rl6bPv3FX04Xn38nvfDs86kR8dM5ihQe+o3fSCtJkbz+zW8FP3DVtpWxM3Ipt+lh250gcYL/MqPh4zq99DwDmc2QGxzbLhRHN9ZVrlmJVJKoD+MT64zx8Q4NgpRWqRAGdF3Pg1yGtblm4k3jyC0LZIAPt5qqUSecaDXUqj3M+VC7SE5SuCKp14rXOjXN+NwJFxBp9jr00yZBB+1Patq6RsRairzb2ObTfM3ioAkIV6HirYNLlUFO5eKAzpIGij1EEBaOYIFgx2qIuWYMmKdK7FXMles1Fmu2S0XsuOhQxbgtWvdrZj7MQ3xSflxzuK4hIb5hrJD4jMJZLQ7scHbdJgQYE4GWYzOtQBfG5V6n9Tz4u8i/AqOTegZWZ4fhY0zykZEd2riAElkKJbBwTK1onovm3hlZD0etsDcZOZeHaXh+zZmKReJQ6BgXCKdrZtrgEruvDpcOXb7pjP6V6uw3OptiDLShrq9sFiJlr63zHjx4q5jrkri+SMz2drEFg8ODoTiu8LF7sJm0+RROzUYQ3VZ6oE4oXuykxZb1A3TUdFrm0goqylc1V6exKz2srb0IC9Nih4rwyTHI7tFkPiaGR94h2pAppR8ABmwLV+f5qFOLd5uHJVzP/DFcs2n4GYIpZUca2mnZBvx95MTlNLFmedqwuoN95L50zwifZ6fx2kMjWFwzZ/dF0nOm6AQFHnjg3ghYFGeO9RcDu/S1eaRzSJSdXQ+fSGku+YQb/bgWaQTRMeUTJK2bLvQhMnXvvfcGmv3QI4+EJuInH3s0nUYI9Pf/9f8PFfvOkPxZQR/WV156JVKMj1KMprL797/3g+gVe8cdt6fVq1enfjS3agnCL5NePHUKRJ5052rs2TB8riZI9pcunU+PP/6D9PnPfRY0rZ3q/B/Cp+2IVOEA/sqXv/wHiJFeLMj/DvbSu+KulbrRntsX2OAr1mHeEB+SIiyXZvk9E+M+HhAb3eMCBfCDolEvm2GchfnmS8+mc6eOpxVr16d7HvlsWrF6K6q0Q8FFaGpEv4h8zAIeZT0X3Mo8dYBcre2kZx0ow6XTB1mk46mtZVmgGXM4YFGFs7ixilx+nFr2hhPRyqk6m8FWIRwaqQIhfqIQHQ5/juMpbFnEN4ubLtIEOpuSsDWW4f1D94kKjryYfWSHpzjM37fsyuSCxiKwo0V4MV543crLDlQRBRR/CyLhdU8teRyu8vyafP2LrlIxZaUzXAb1ZVyXS8Bze5KyZDoTdn1h4XTF5+YtvLgSFn/nnwprnD8+jFOgYqHCnfsdlmiCjZGffuoZ+jb2RiTShg5YN6W/p9G9GqJhqjwtneAF0kqrOkgJroFDBuR9kdx6fz/OFRt8dhzJArzhaiqwVrFhxjioh5E/6OpamX7ll34pbaBiZhx43IosOVGiVrOqgpsOYB4D9g9HSuNqpU8eA4dNAxIithoDhTvl1+CQTFuOrdMTCJhq61a1IpTaujycL6NJIfM5UMgMQWfH3nkRDZOrEE5clD0V+KERPs/1vcMG87MHf60oa5RTXzs8M0pTRoeeXNcWTBzKJbrBNTlPOdWVD61Qa3D9x9qeT00Y75UUZZw9+l5qorPAVnpYnnz7yTQOnNNCRezg0GDqnh9Lt3Q1pTOHjqW+if70yQd/NXXDlVvopepteXN68W++k957/LnUMIBAL2jjjk1b0uE33kpnTx1NO77wJQ5iUFX2cZ3aVxpjPlcbwNlATJE5jjd6OPeiXHPMl4TaFooFdFqDj8WY1LBX7dIQ6LZBDu8zR3FAVCnqinB46ZBl+DE7oj7iX8xNC69vZs/WBTxSVEAi+tpi+t0gYJRGrxxGE5yuVlQ2mC7meS04txX0IZ0BeZ4C3W6G20KEx5sWaJncOysUWLe1DW3epCBB9gwzdMhTsX8EiDWMxTg2K6LfwtH3e1Sx6VSRpibq0OMrhigHQyXR/Ubjdj1iVZqAGw1zLJ2POuzC/uUlJsJXa7pMZDrGNDtiEcBw0dHFj8k06Jm3ibzr3iVebPk47HmdTePtVeh1yomRWdiIsxacR6cLWMweozV8GRfME4Rohui5HR2Jog9pcPGKwE/HLiy0Y2N3Dri5zKv0B528KKbRjuRRXTyt3jce2d/Jn18MahmnaGt1sKK1GJ8VW5k/2mIrUkruVdbMCHxQHbhNKLSLPEu0Fm1qqETxXxtkj1KuQQDU7H1wUOX4YtNMKW5A0Prlg5chxA9GVXEbEg9XR6BJBBpVBH3eQaC9IoHZxuqw+7sIJBjwpfY9EFB+I1p9dYhqZh05eKb11Uj/XCZ7ANdyWRsCxk0W0Tj2LNSAyR2E0sLnQTFF68o8cwpKBwT6DUgI3X3X3fxOe/bxHkuOoyUj/cHXBokdJ+ef/tN/mj75yU+mW265JVKEIt4vvvhicKds1tyKE/vcM89EKnE5qUMfVjiLOi1ftiL9zm//Nvyt7SBtN0MjGkj/+B//Y5yp7nQnXNKhwaucEyvQXDwbAe45iqO2bNtKxTddYJjTHtrMffrTj6KFtT59Fs2sAbilDz/4EH9vYCwHIi35+A+fCAcrj3leOaV7mv+VXcvysdT//NlzsJhs9ZuriOJiOQS0BlEMJfIL5J9HBnqonIGhvwvC+EhvevOdN2Ij3XTb/ShYo86OV18b8MNkWoVqbF3FUDr49qtp4MLb6fY70PeAmzM1ORzOgVyGMFPqAQVBUQQul0972Nt0V70SxSVVaPfwjFQMiJqK23XVlkybxy7QmkWnvnA0gouR87pgZmGkNRZGq7F5YkPngV2yTG+4Cj/kfPl4K/Zn8KyIjN2ogRbgZBQcrNKJzKrgOYUYqb+PfJQDlSUCHB/7qNkAd8ZUCBG9G9k5+N53vxf9pn71l3817YN31UxK5gWU8d+kd5Twem3A+joIpIPRc2nmgD1DGrH33PHY7KJBOzfTfgIH/BRprDmKC8Yocbb5526kLlat7oqSZxeZm85qxUn+NqtAJO8sd6FaiY7oC5ir5dR2yiR/16roY27L4UVPYFDVdTJ1pWZaVBoSYV6+eCUqDUeG7GmIDhmyCw3IYdRhdGdZT8LS0XSZ+zBFqnSIxje02jhoTHWaugyDzmESYUDRAV6NNw2sRjQ7+p5Y2en39MopIx/lvOQD2HvObWGc24LTssT45j+AvKCz1cL1jr37Rgj0Vt1Ul84cfIvKSprRci+XgebbSQk22loHx65eKRQCkr7L5wmCEG+lJdRrBEZ17Kc6U6Yq3zPXvT96DemM86nigUdSLbwTI/8IxWyYyvdpOUY686I84fC9/3Dz8qLJM98v0k/Nv3bQXUGHVuQqOBQ6a7HvbFlTm4YocBga6k4rltXHgRGYhVWW2UUIBFtbUBvoVE5rHnvpnTQDMjfJGE1zuIgWhPsKstzIHFwlRTxLpSnJwrRsAocXp2kCB7nWlDsVoGMgWHU6A6yvKeZ7GIKzFZiNouN4AzOM7wzOnIkh77sK2Y56xrEV5GDfI/ekSlpjRaVoaFxlh6TUiYv0I9H1gtWdUfBQ2hPWSOgFZUd76cNnBHD047Zp8aLy1UudsMLnimeUjn04qpIO3TcCV24RHR++1Ytk8ScAlVirZPJsGRpnS2kNAnTViZFzxc8q38/KLfQZzKMGyNdnt8M1rAOddbRCysLiErMP7sWijDOjM3lcTL9FAQ7vYKYDLJu1lZPFuc0SzlAgp9eGbHHH8KJQESkGQ/sdIJzXbLDtS7wX/Q6DA7MI/MPgPObKMeEcMbBuB+VYSYePUqtMjcV5BYpFYHmt6cXKyBAYYPFNnT5RcHTtmkFE4YlAnIbusnIZAaYAiPOsY+YQ5YmN7c2NyCM2PC/vw4yLnSAyV7AkBuTnm669SnX0vMHdDILXSBGtxkm5yNnXg0xNS8uamIMscFo2x762siLDwbXPTo2C0p2KP+xD8mDd+rUeCu9bgx/+j6UrK8/1hz38PKsCFRX9L/7Jf5HeAKV66cWX0m/jMDkKcrDMgHhGu3caiqo/38/91Eca0962v/kbvw4J/5aoKn/66WfT5z//eXiyyyKQ9z3vuvMOBFNfRyj1QGomA3KO4F1u1dq169IbKNX/Gk2gt9M9xc/oQ7zUljueaffee08UM4xT4BTjG2davpuleyoAhjDS+XuMQGSnfg69CN1kJspY8sGxMhIKo8PgtNA+YGzgHEZtOp07/GIapqu2edZJ86BM6j2QZqtQQn/ljdfThWPvpPtv3ZZu3bEmnXiXSoOt69L6lQ0Y7YFYWFaZRCrTVJ+bigPeRTqFevoE3CqJazMRNS7gAdN6pJ3eYnKmWGxzQKxqadXiYEUkXFqrgGOuLQdRrkhz8HsHXGKh0bXd3rIGUZGjjwH/cS7Wx1yfP4enlVyO0slqoYJFPpsrQeJpVPTIFxEqDzTr+sf7zHEspLzISZmIKpD+mNEp0WhFOkfjWUkzzJdomD1Eg+4t8Tw1Ti4y308hBneFyMAoQR6Mjl0tCtem4g4fPpQuoyG2AghzK8jU1s3bogXRQQ7K4zQM7eum5yDGqx7jsfemvRRBkC6EtK2av8bVqqxoH8M8lcKV86bwwhVkLTJnpmQDE9GwOwiFKKrOSjSWDgMnOZmWDj1GMSPwGlZQCbQqDOAwSvPnED/V8WgjMpRv1gBPy6pGU4zVFXXcj6KpJoyzcyWqJxfQCLlSpNZ4qkBJA1I2/euYxuZcsoEXYa28gQtsJsY3It5Ys4XDhaFWBiJHvBH/0uOSlDY59qu9F1LPKTraE5xsa2pLgyfeTWuYj8orA+kqvbUWLvWkoWOn0Wfbm6o270izZ+hmcOZcat+4FSM/l+74NNWuNw2mo9/5EeNWnfounIEA/27qQNtt6BQdBS6cC2HbBdpBWQgiXzCEgb0K947n85K15YoKR4GLHaXnpG0tNm9YF/o1ohGBoNSwPlhTbOlwVLuhCfRfGYRbcoEUJq2iQEPl4EktyCygXH1ohD9F8UQHQrXj/SPp+X/zl+nKsbNp7a4dqXID1ATThazTqyfoHNDTl1rQSlu5cyOabHPp7MGTtKkaTu1EvR3c54nuc2kZPUabOZ0v0dLqMiunffO6tIkI2Ibt00T5C6j6t9qjDTHG4ZHBNH7xHOPalzp2rE1b9m1PTQ2kTYUiPLwCGc3ouAidzcTtYeThX6JWOQjKCt7Z4brOtpQOd/Hrj7I8S4DPxaPu+iPPNefoZX4OHFfnxc8UhnFFWgUY3pcnhgctFhBUz/0Udq+8xPjuc0VlbaycOVJmGkT+IyiIYF8kVwRXtJh9aj9MiwDcd2qv4bSKfAa1gUvQwdaxiP1djIb7qM417phGNa8nDl/RMSB2df6o7C/mVLRfhYPmpbzPycoeTTzfYMCgyc4MkQnJUVE4jKMIEVfKieVs8eAX3bICuQIHVMTWccr1NfmMimIZ7SvjSO+GcB5bqPYbHR8iECP1LLpHenhCVJwPiuSp6KUWQvQd581biGIh3njWPa5DFqFF/spOIZXQ2kVEkEcQQL3Uh9zN+hWBJM6jnTeI86EMzBRBoltTm+t4Xv9wjtSOkg/lQ3X0usZWQArS6B/7Ue7u7AR+2MM9IWn9v/vv/tu0jszFH/7BHy6Ke96GGGgrrXJeeuml9FlSd3eTrmvmud0Xs/Cp3OTco9ighSAJKSTRrZtuupXz34AXliXPr8E21zY2oTmGbI+yQVyOfWljf4Woaq7yHSdI7+3rSWdBuOpAAIc5n946eIg2PZ9LN916S3rrrYMBIiwiy66tuJJFqx37J9NqdNjz2P7sESzfVXjTCISbn5Z7xC00dXShV3RPemPySpq9eiGNXDlPqSoRNA2Wz17uS8N9F1DE7k/DLOCDaFBdOa/RPpjeWV6b2hAuXLW8jua8LREN6OyYA59E5NFWJP7bCMYWKG77+lrED4Fem1kY0WgXkchuyOkdOFlNNGvOVdDhCeaQy0GK8ShNlUbDRZzJt+9/FIfZUqP3H69vFZdeomzRPoX70uG8fLk7Xem/ErBrLjsvtHeCT5W972t4Q7lh8mISJXBhG7UfhZSultROSmxtT+Az61jARiZziF7u23crAnKb2LBH05EKmmKzu3uJEpyXWiL/4IxZ6MBHjqFzNsY83Lx3W9qzfW2UB9cwlwNjwzgI53Ce6D8Y0V5lug3e1arVKxEg5X2oKg1jGOsuG8m8/kx15LuPuII5l18Twp1xdxklCL6TRg3nJAT0iI6vEuGcO9lNl/rVaef2fVSXrAmyuK/RqA6hz3L43UMgst2hHDzNdWl85RP2X+1LrQjPqoFltjQcoFhqOVK24sUIx2KLiPrZ7NGry2sVWSxRDI2+rmDkYLypYq2GY+U7gdZJoJYfpBK8IpXOngeYxhMkao401yAtO55+/BvpEshK1Wh3Gjx9DPRmNERLn/jKn6V+OhfUcN+voNl2CWd2GsX6nskh/KNJUvPvpa/9y3+e+utBbJAjaUSnbQEpk4vf/gukJ6Ygx59L3/72V5jDMZqfM1dUwdIxMVwdW+mEplPMwPv3URwgIkKsnSgnh8/VSTVisOFdjcEdq4XAeg6RxiscHlVoB6XgTFTYVxTnKVXZd9EgS0TQFBuHBgR137sR4zqPoa0FWVhHQ9au5pUI896d1n/24VSDDtH42Z705vj308mphvSF3/47FA0QLIjmrXo7PYVW3YO/+RupngrL43/2b9Njv/JrqQK+2ve//k2cqOb02N//B2k/VZkv/X/+dTr60htp294D6Zb/9LewMeMU4bSmC2++ll74kz8l3cm1st4rQTIrRVXlyThXxZoQcbWKVV5S1kIvxskTXf/ZaXcub2Rf/F0xpOXILn1a/LzEUS+doA877uIcdA8pU8J+lKc6b4ujvJmCHxaWPJwc7oNxlgBf63PcR3oVBMraGPdoJb051YFSkDdoCfB/DFjkN0Z2Sl0+Tx+RPeaoEidlFtRvHrs9DyczUF4LJZTkoSdrBYVCpBCisjfewH3jfgdZdPZDw0o0NNB0CXH5va9/RI2LK2zJQHiLOjDu7RmvwWxIpP0zqVkUO2tzeVlxeNAJgjUOEuWc6dBlcnsOLK0YrePf0hIys9cYjnvh7zZxV1B2gFSjTmOVHSwIdObHM1k6t7SK3VOQ7y1sig6qcW0WFwQe4NXqHERwJvk9DEw4EIHE42wNwK2USF9HQ/MxMkd99MRtxybZ3qUka79vfMLrpLcu9kDBzRbG/OGHH8zW8wPn4AeGdskvljhY1+3761/VjCbVu+8ejlTc7t27cKhepHLwm+n+++9Lzz73TPryv/kyHKkLOHoPpReffyE9+cST8RbHjx5PP/z+E+nYeyfSt//6u6TwzqX9N98UYqh/9dWvQRkZT6tBGbsJHHsJ8o8cg+6AjR2gc4vB7CROZFtbazpHM+tvMyfPPPscnK7Po1jflX701FNI0jSlTtrcfeVr30pvvflOnCXOkwMsmHDNNXWNuAKLMCWOkrzu/P+fuYPl0EZTFiKhGaLEyeIwrq6jBHL9prSKATjTfxbUYZy8PLlgrgIUnhfhdUIQlLPQAqQ+yRfgfKAFc2zAb/w1Ql/n96Td+7dGmkM8t4pNGikQNnIjatn18HnsHReolItP8ihPHcU7vcoE9hKBtrXPpLbmTsYrl7dWcahqIJZWRcQh7X/hbBSbtDz0fG5svpyeWYT0I+r4j/jBxUXcw31Y5rpq1UpaK1wKVEkxNdN59tazeGCp71ha8TKiCvKiZzc8pS9/+Y/T33zr+4y/jUBvTv/lf/mPqUpDp4uKrRrE9rZu3k7Dzg5QiWZ0sWZw6i7AQaAhNqrAF4BhRa8UtPMwnYXrUg23ZwONvNd24hxjB6pQaJ9E16T3EihLD30LSVERXuCM1bGZ9uMcdmSnqeToRBowHyy5n1bBreJXQvsS+6PwMabJQ8w5Li2u1XsaVonROHuKvrLuVtM/ctUqUpSs6eCYqZxOxLQMBf07brsbJOsUlUGXcVZ7eK26a7NEp8ORilIH56Z9u0gZcGiIWpUq3Q6xKRPjaq+VzxmAo6jT2sxYWdLudRlpzc3Az4hb8nO9NqM20+44ThAwz8BlMz3pku/EId0InG+JuBF0AynXx/7eb6SKEYIQ7vUWigJ0RCuYi2bQGSsDNdjRxoj1SxkJKZxc5biak6hRDhqH4iAOUyevbaaqrHMuH37jGPuaZRltssOB6fo5eEt1yKDMk26cseDEs9lr93uxObKPaOshPouT4iLkVh3MNStX5nJ0K/UC3kAYlVSdhRDDtEua5LnUyXKQ18MxgWdX28pc4hT5ubzpBFInNsEdGh8kVTOe1nc2E5i1BkrS5JhNzKcjVLFWb9tMunQMB+gbaeJ0b/rkL34xtdZ3ph/+/u+ldXt2QDqGq0LqoH7DmnSWqLWK0voGAoTLZ18hdbyQtu7YmzqwYRWIIS7QXcECxBY0xkTavvHVr9IB4iHaNG0ktcgYEPR5WDKRuaqWf8fyjEFgPoUSpDMYzIWZKWyKvDQdFdOxFkzokBSbMnxtX63p86sg3JapYp8cyFA8z/WdKynDyRcRM+L3Gor3kcsUVY9chyjf0b/6fpohHT7H2hvltXVw9xQsnqPPaji/cghxluypWMdnz9Cg3XTdHIUHVt9J6J4U3WJN6/CM42DVY2Oi4o+DqWEaZ8C5xGaMs16iWwBmoJqCAtu4T9MMWYqCRUE6UvRBTxVUwd39K59Py/dvU2SlcIYyxdtKxKjGtKpOFD6qD7MPph2PdGzcf9ZNjFE2sAn7nVP1OQWfHSF7UoqS1VidHrwv2yrl1kgztkvhyaL0HB3BHdRYBDcs6CQZJQ8SeQRAmVcZ/C5Th94rYyGyZS9B17kcU9PZlYx1IEqBehHoMXYZnS7sVTFpFlpZvRgTKEqmPTKN6zqLaxf9VX9vIRpCT7fX0t8UfvPQVYQ0e1L7jg3hBFrs9X47X/6zAofmcupBZNtGzFtoJ+fZ/PEfOV2pPXL9Lq3cu9F79JDm+6/+q/86/iQfNuRvePzxv/3DEPvUBr9LEP+v/uW/QhyaNmYOPI+nn3uar2edvfQ19LC0pdV19JwlaB8e7I/fx0WIUnEWxdqVAylH1+uLYNo1M5O+iW8xia158pnnQfsb0iCkeAwMKHYXHK4B5C+Gsj8DoBBQM3Yor5K8j2eYg2kLo4r0YMZvPE9yr86f8cMKPJArVvWM5fvepF4+9yunRsJatDLhEHAm+kkNVHBTo8NX04kjh9I9D30q3X3LvvT8wHkU0PtJK7YEmbSn7zID+iqNMkepargHg8Vh1NyAw9TMjUNgd63LWYi0nVFTbkMhlNoERKgY3CBpsQF0k8aBC1dSyVjP71Vqt8opN53N1YXC+C703A7ADZMdruyZLiGfLkZI+fN+Mi//ZzzsH/F2eW8uehbxzJUQxEcQUHMzOT46OXKHcjnqknvxHo3oWEg6GI5RHSmRyzSZ/v1/9W/TI0QWVpk8+cSPqBTsS4fePhod2LtYnF/84hcZ85H0p3/85yAQaC8hdLlseWfax8Z9860306XuPrrBI4oqX4oFv2rVurSNBthjPcfTwJWryFxoXTVmU5AtV6WJGoRFLwxQglwHufpMGti9La1eibMs98eDmUvNCvUa17KoIBvVkAfJsxjOSjzHr4hItcIR+i0e8Ms60GZBGPCFF14gVbkdbZRVcKpaQFBauH+I+TowbOYdO3bzu1Y4SXVotYziXI3CI4L4Ski5imurBmWp0+nH2EyhdF5hDzRJ9kHqzVD10NgAHQLeDlh7K1wASZgNHN4am2qMw5xKzHF4uR4hfXPQS848D3EzDlQCCZWLpwhaNuLAyo+x12ANQceeX/6MHZ8lrWSjoFOrEx2njn0To+4qDu1pnKpwhFgr/kwReQQeKrbrFDRT+VqBPls8bMfE3AUbGC5TkBNIH02R2xkC3QjmUBxgpWeVuYweuqJOdaSHz8CFsA3GVsRNPXSMDKMCVSQv0j+1af9Nd6TGS1fSkZOkBWuao0+kfTkrkeqY5r4GqRayCmsSQ9xN5dFF7IRaZC137qGRtmkQdY90jE0JYwuITE8eOZZ6jp6i/VR7pA17cFLHj1+A40fBDdfRvhe1baqbvIdPb9+Men97yIy0t7Snm/fdnHqPnEjLN4Caw0Mz+VwHV3SCsZ+jgfkCjsiMiAd5TYnh5UqrYT4XqH4GcAxCv4dpuSJD/8ugUUTGMdOG+b1AThbFNItFW7gJeQ0XB2+JyPiaSPcvcSIyuchTJU9dmYKKVJ2ORhE8jnSDXDzxcpo9AqGXPbb+zgNp5bIN2OpmeHrvpiOvvAqfDPmOW/enNVA2POzfeusd2k+B4t66l/ZSHek9+sotv2lnWgbH9c3XXk1rbgNVoGprgv6fV69SSfzK22kO52IcJ2zdvQhuotB98dWX0sDZS+Gorn7wNjiYx9MYFcd3UYp/8O1D6RLdHQ5Ads5pQ5wuXmsBQXE7sXddZ6JX+Z7yns7jmLlWQeZwGIrlGP6b51L8f05V6yTVk8rUhkRxBuW49vRssVcggUYVQUkNDqKFEDXshQbuMWQARNH1buaU85BLRRDIu86C+FohLbLXhHNVgReuDEUX4znIWqsgeFhOEHCF6xrnPSqwdzrEE6CdFtG4exrRSRwnyGwgqFC0eCH2qPIx2jqXDUR/9oLzbgP5edP0ch65rkFS76MT2B/Oynq4R2MjV8LGEBvfEAyI843XnUBwWFDirrvvwl5T1GNgkBfdj31os0TqfB9b4Nx33z0h/mkgn9PJ+QyNczTWYmGbi3R4gBbOSyGtkFN5ihWLEalPllve6U/EvjEZF9dmL1bRRH0h95A9KnW7bBlnViM7oZ4178E/vUh3lHCwwmfIt2W19fb9N6emdjS4GN9c6GSrPQGbErMqVAB0UF1jBKkNnWtSM5XWuvY5gC90C/n3z8HB0nkn6oozq4SVIYxySFTbSxCPsUHECShYqC6EOjHMdiNv5lBqQ0NkLRL/C1d2ptde7EkLRMczDE5VdUvk1w8dPM1CUcxxBr2MTSyCAxx0DrpGOcyH2yUOzugILrrBAlcXqpPFUo9h70OR+9zFM2k949bFwRkKXFYUcdETcLemLOsGKbGdy6JVWlwUBVy6+FnF7PzYpfcf3xPsVv4u7RD64IsIrc6xgV2UIfQYx0tsgRwtcfKGyi8/Wihwhb5+/XBV7iBVd/ed90fqdQqD8sPHn4p2A1/5d1/HKLQg+nYiOrJ3LG8DMTsPj2kj7W32pJuo+Lhw+fHgPGVHh6aaHLYii6tW0Y8xjXAdamthIJpXpFUo7m+epQ/QCwfTuzRwfhoYd3zkKi11Hk7baBgadRGBRmZn8sb2IKf/4m9xW66avHGCExObNhtpCZV7dm9Px4+cDfg5SMxEOaYJOztXIIRHX0H6Vxl1rVu/LlluPEITcNdPN4f8qJWPpAqu9Ayn8fpx4Pa61GofI0r5XYvqrziOjjWV2hiFxpBKOHb8HJF+ZagaT1KVJGF7hqq5WZyqKdMIbNnRoTECjTEQW4jf7Klx+BwjGLG2tibWLgZU5q9TVe5u0IVSn4te16AC7hWrjniYphIQ1pCZYjDdbqECn2SPTSfGUnrNvfuwXi4M7z1di/wK0HMjB7cSBh5VI5J3da58P/kIxZIvxzsjBswNH9iLM9SNk7iW6h0RzlCIjuWVK30nRQtBWkdAps5fvsrB4iAh6ojci2ljx+EqAdgU/Du1uzxFq6zmY6wnKKKZ5hAKZMgSahtJczA3k76zDcdc/zvRnqqLz51trSVYQJuNVF0X83qh5zLPWRboxdsQY7fv24NvSnUWn7Vn/760bueeNNVzPlXhbPm+1Z30plzTlS6g61bJuK2gz+Zcb3eaY+50FmPPhDSHaEVuHRXIFiMR46rhjgKLPFg5SCsqmGM9XktGlBZk6frNiK0IThZ3dc0FaqBIs9wk5leeU6XBSvEhGbEp5id7F7EhdDBqlDghWNhAufxNX/hsOnz+dGqnz90OSuYvw8lbu39Xuun+u9O7KJLvuvfutB++yhPf/Ou06dGHqQBkzFHM3vi5x1I1fLkpCiN2/dIXqPajvxzclntuuzMdnaxNB198hfTN6vSJX/vN1AoJ+yWCpsGzfWnLrn3pnr/7D9Kbj38/nXnmxXTHvQ+nK3ABLUihSxUGgiq9RhvZZw6X4+RwiRC5fwP5LY2JKT9+V4BWhQkT8cl7wY4acsSKQaeggbXN+9XiGPs9dAJZT+4n+q4HMlVF1wLomKmNf62YQyplnA/jM+aAMaOFlfBXNHzOWRHPIVURDGgalAmKDbeQtrF++0bIHqCftXIt6L5OoP0oRbGcG546YdEMZ5UFF7ZPq52uLRwsecRyscj/wPWcFLELnpq6kjkj5JITJLAFz+j4TFoGH7SWeRobFt2Kst4cSF1vJHnhNPbLThsKld522wHOXar4E71ePybJvezC4Of79r/0S7+YvvilL0bAlB+Fg1Uem4VTV5w0MT658tplmYOiCES076aXzaDwt0zz0F7Jl9PRsQDB+87V8Tkdr/Yetorv/hx6m2RBvvrv/iT96e/9K6rTcXLl7hZdTZavXpN+FTHmtdv3MHYyybMLn4cqn4OlemSNAtGhJiCii12qb8Nmsh4FerSHkWb+OaQIYwiLg9g+eLYMqFJ4cmE0DV08RW+902k95amqUXd39wAf45nDj1qNEOKde7am1gVShxBUH9i7lQqgQ+kiBm+O1FEVBlbvU87G8aPnSTmNpJPHTsYB9clP3hdikWVCryT/ebdS0jMJXjSL6JeyDasiepDdP3P2BIt3ikbNnRwcIAMsLtXFg+ApfA28XUt08D4nK1aCqaaleuc3Ps5Lg/gf43cNuWmL+jKVYeowege6jopNkK13XvR65eEYqO9UIK+M2Qyu/p/8yZ/R3fyF9Lu/+7tomtwcyrpDg8Oo455Mz6GZZP58B2jTH/7p76XLHKo37d8d7Q4E4H/07LO5LJqD5AKOzKVLnen2Xeuztg1RgjwuzD5pzM60ceM+BFhXpFOX/iqNIy3wKtHylZ5L6TOf/TS9suiybnov8inZWbqR65tTVXoAhVNlnOhBzOuiystNqw4O79HKAbxzxyZUg49H/8tLlP72QwoXuXLs1uBUmWptbW0OZ7K1tTO18KmtVMJNwA8cgfB8FZ7bAI7oQM9grPVm+DiNIF5zGgv+U17CuZiml059Q0ekd86e76M1T1E5BdCrWrsOlmhYA9HvjAKQOmSkYieARMZAT5Yt68SJJdWrFotGmvcJTovmqTC6ImcagZkQcSKiE6gtKyg9jHWcJPjqV2m0IqVUjA/WwoNgjnEgiKfjgEEMSBFBT3NwYqi25LPV4HH8y+Nc9CBWkchCceD3XGXvgb4tA/kx6CklJiwGcPztUVZRC9LNtZ6gA8CQOkEcdq47K6BqFZyFs6PWzequ1ThYbfQUvZrGGJcLkNob2wiOcLpMqUq4H7MSjIW9mkpKK70qaYnUAtLQRVRfgS7R4dFLaeXtu6j4+0QaxFloJi14HnTtNVDZpphbkCqaf6+6bV8aQB6GN0+1NHofqqdidG1H6ty5Lr36/R+kFZvWEfF3pENvvYoAsb0ac6CXT4vC8BcpLFNFOpp5rrJQYUZXihRLeBBl0HidBXF+iueX9ZPKoVjAo4ZeFE04JUykfKAqOUzqbOlw8Fbh5Jboe3my6am4d+IL3hqNdxsIHI4/88M08NwraXttJwd+S9p20y3pJETjJ7/zvbSePqBtHEpjzHY7adH+g8dSfcfytBzC8luvHUmN7ctTB+KbT3/1G+nUhbNpNdSAavbLGE7fnnvuTsOszxYOvGlQxTGcuko+j9x7quvqTGsP3JQuMle9vaDcrSDAorCkEWfoD2paVqci97oELxIdcm3J2wsRWFZRENfy/fpTuK38n+lvSeymqEWlIpgCBWrix/Gz3em9l99OlfQTFBzoZw+1ruhKW9CHO/vuUYorrqSrnBsKG7cRXBkcKjMTyu1WrI6NpDp4fFOM3zj3pbMhQiICtqCmmug/2YLLo7R9OdOdTkAtOMvaneIw76FYwgBGRHkSjbcu5Bx2UPV28KXX0ii8IYu2Yp1wrxNWUK7ZkFbsQl0dLuIYDphoaia+u+a0GVlvrFQv0bkwlxT8zFht+dlLH47bBA2VjxMUK4GjLtU8PMwPemIffaLpsISeYFT1g/ThKGZEys9bhFEX5yefL3ntR6IlgozsNOXMi7ZI1MpCpgLRCocqZyNcsjNmMHTq7MKhyRMNjsCjQLpiWXOes85uu/uB9CN0r84eeiO0AktNjgmoE3Oc9xV1kPpNzZs9caH5iANFB8uxNbwLzzkXGIBkygEV9TJ9W8EZ6Rnipf9cECxHww+uAw6dh/g5dOkMwmHH0pk3n04TfafTzTs3Y0RJa1h5xqWpSD7afzldPH4wddXui0qMJu5re1c78PNFyqIl+nIwYNuykKOT1sYhZGsVSioDIxTzJXrIZ2dsPvG6smInIjSMcyURrUZ2NXpAI+iPnMbJukLD5/X0xjPNI7wZE6NKM2XhMfVRPp2NfzZt5SKIkV9EPcsDfSnn5KOX4n+4v8ZmgghodNhBOsxIQeSiWtHP64NmN6yHqylXS5oxPCKBU8D+IpB33XFP+qu//Ho4PJLnN8FZWblyHdAwukhsfI2QnKy5Qvi1GuRmPZHrQw8/lF7GGRsOHoc6RFPRq3DHapwVBHEkhqpr1WpbCdFH0nMbMOQSmK+il+L7nKX/VzfRcTWaJzoLwro+jNqXNoJdNLRxOBXzFwiW0HHxO1MyIRTJ703pEY22kGaTH3bq5DFKf7tIZ23lvqcD9TvB795485W0grTnpg074Z+ti0aijSBVNThDzS3ouUGolnvj4TdEH6wpOhKMjcIrZIzloNkhXvJkC5wuIfVAXnl+LYhgJwUIBg5TFGl4YDeTgrHNzsT0cEauJmaCjH/Lgb1pI81kKbpjbaI0b2WtTiubfUHJBO6nRiIsRkL531zXwX1zDUbmkQX3UIrqK8yvXDbbSxXLM0i28kgk4ns44ZnRV5yIOadSLCwzHWY1j6mbeRXts1+XkQO++1ofFj/Y99BWGKspDijP9yAVaxl5gen8BegEhzH03T1DqaF1FTpSXL/pa3uvwdtqonn6Sg7zllYq94an4F9BfAXtOHzidPrEYw/SULeTC2R9G81yzUpoLGc8R0k9D527kCpN6XEgVoAO3vPrCAxO1KZz71FBSIC1sakzvffW8bRxoibtal+Tzr97Mm1AqLUDesMP/vBPaMQ+mLawBu1gUAVNoRmxwzvuvIf2VvNpDImR86+9nepwCOQHyeuLUDb4KMp3gI4z3w3AlnFgmsqWShEDpreVuSiiMfnAcTMuJsMWDYYOVKQU5VRp+037SiJ3nkz6uqbDZ8prId64cJaLKpDi0CgmKU6wTNYWQTx75L20YvSB9KV/9A/Tu999Op38xpMUIqyCl7I6vXT47ajiqscJ7jl2Ma1kvGroDHDVytp6Colmqey9cCVtXbMlLef3w2d72QdtpKdM416lKGRz2rlnf3qW9OLyR1fB9wIzouCihv19gfYncvu2rrg5XTp5lt6ZQ9E7dMp9HTwQbzYflpE64t/TVjOL1AWfLDtYPifv7nyb4U96i36L6kS5SzkAbwUNqmcv9b13Ib39F99NMxRAVDE/Nbt2p8ZbamgbS/PkJ15AkuQylISuqErrmerm7DgV3SU2QIw+z3hZ5GPF6Tzp8yp+nlLqA8e2F4mE8Z5+qlrrqYK7lJatQ/GdtPrxtw6njdv2kL5rT00UF5w6fz4NgHx3Uem6ounmVH3m3VTLmdhHP9CV8EA7IW1PcCPHGcPzSB51IVFTvxKUl/tRad8inTqda244KFkWz8S46Jtq23OPx9icOd0T59fig7WkwOdZ+vHdtH9v2kKTZBE5naOMGP6YR7Hh1QeLd9WuMEem/vOjCDbKzw1yuI/CvSquKVCrCHqzgxUSNAa+EfxKNzLzlTs7lF8zks/jSy6bzzdNquMFKse5I4rlp+gXrKVV0b5bDqSzpL0DYsSOuSem5JuS4u/SxpL0hWSBDcwpyRwEZpDSzNsUz7ewwPsUxYp68eBTAlQs+hDqxi0+ygHPA1MavhwFRJ1IfMD7fd588OYLKN/IH7isIiU4RcfwnvNH0ok3n6P8+QIl39PpOJwHyX1RYWRfNYtYUVMeo5R8ipJpA+xxEIAqeinNzkB0NnSG1FoHV8vxoH6N50+mNm5sDQdRE86aackgNmuYQJ50ugBGA7WaEQkpIz4ur4V4Yw5j2Ais17HZzucX0lWM7gpELGuo/JkuIsB6sFrJwFkLhry7cnkiA1wzwWscUEYpkmwl7Eosjk3MQE1xDZOOgWMXg7N05LL1y8VhGd6+xgS+foTdDwU2V/ypLBX9cev9o/7u2A9CIhSpUa8pG3Nz34X6eLnYvXINWqR8siinLRNWo+Fy+5370+9/+fdAefZERDg41E8LHLSTcIy7cVq7OHjGxzem7xEtdOKIrCb1pzPihhuk6OB73/tOmp4ci1ZEcxCUJ/mcXlJCwxjlejrQeyQ3k7Zp7ViNevmyNMIGaAFRuO3ALZAwu0kVj6Tt27ake+69Hwi8HocDR4200gyIqRFEOZIloVUHcpCKkmmq4HLAbkVq3nlytOQniGL5PMMgD5GhIdCnqzQQJcq18fbsDIgqB5YbuR6DOQ23RgFLx24QYbopEFHVniPVFX0HPfTmOfBbQODQWjF9LnpllRSv0cGdIN1n1cvFy5dIiYEHcNhMYPDPnb8Mz+oMgqtXKBZYFoRT11+UIDOGA4O9ae+e7TQx3RwBwQzRptyvTPDloHGtaqy4xyBWF4dvrB+NX0SxeQ1GK5KCHK2uT2znwgjE6o21mp/rQ2cosytFBIoUpPccRsdDLnNiwrfggnRGjMJPIBXRgNO9cc26GItIsWDERQxMFs+ZSiN4Og3v6mI/497Yhi2QXE2ECF1gfGAoTQx2p3UgRat2rWXdcBFKrlAZy2kWZdkXOCB6VzalnWs6uX+0dujd2b9AJwl0wKaxRRMEbWs7GtLLIOTP/MG/SpvuuCUdAhU/88bB1DQxl57/669FU9gauJ1volB/gR6Z9YzNk98apFnvaVChufTXkHAvIpR7lYKGP////ovUZLqml0Ia+ENV8PCUHLGy1HY69XzPeygTzpVmqJCDGlWWpjAUyTTFp63KKZKSD3lD+xxzllFDI8qYEX9mLZV8Og+n3Li3YBrpjAUdOz9Ccy3eonAAJWYzWRMadJzRIezrH//z/zVtfuT+9Nlf+NVUQQpvGMVym5bb3kQiv/ygkwePULiyNlXjmF650pvWLl8DoZrmw6CEbZu3hpr9CIVKu/fdTk/MKgKwi2nvzbem9pv2pX3NIDo42jN8Zivz2QmieAana/Ntu6jg6koXqdCsAa4KwruhOGjknKKd2FZbGrnWXMFTLgIc8CjdLxypcKquHUqxluOw1lZzHQ0iE0E4J00P4iBHshZ+YeMwe3tkAZ21FenB3/57rEdScfRQ3duxMbXSUPYTv/arUYmsY3XqqWdSDyTohz//ufS1f/G/pttvvzM1UjB0dWI4bbzzNn6Gm4dDdfSZZ1P11ptTB6954WvfSI899Gi6wBgePvhu+iLVquMACCJwZw4fTi8//WR68DOfTavXUyxEWvo2kOk5kPQHf/kLqa4dFBeka8Wbh9M7OG0ww9Bog7Mllyh2XbFpiwPZoVDo24ftmhQgjS4GwTxz62XuZV4D4YriuJ1Ho2uEgOH23LdWOxJO/vVR97WVufQnV5v7OvAN9r+FU6YL/Xeuhi0dhXwmlt1CSlrHUh24bGqK54VTEkSgjHIVf8nfw+jEPZSBmuvfLIGxhUiXV6+p195bSPTAJz6Znn/y+2mQ4qmK4FN5nQsB5kCyCFmN2Cf8FD+bXozfueLYp75XBKsSjPS6Mmd7QQ0yqS0aR9YoBR3FDRffy1JRJywAR16Yh94X+FbZMSh/t+g8aLALZ6vSCBauhMTlhkqIn7MDaHNgLIGYpxPEcoiScxAX5zmU6ywltyUJF9RItN0DN8qIfRDjNcHfZyrQNWKiayj/rgCmF4qrQv29FWP00IFb0yf23JxW0gzZlMjcQnPcvBF0Hmh7+JHDltTHIS5kDqOHpsi4Pfw8T5ReCbrS1bQmXbp6Kc1fGKJ6qCUi6Bp6S7Xzpf4NRA5umDsHuahotLIKSJjcdiV/l5hoQ0+dvwSHxpGZh4Q51oZ+D9ds+a/GIJZEmbcqnaqYwiLOKg7AcvmVizbGOeDea0sz/hbr7fpnX/+k/C7xCTGBeZGGxhMGRTShjcjSKswgJ8Z1+b1Q7S33nQuoqIowyWTUjy1M/+f/y3+d/viP/h1pxsb0Tx76XZydHekgXcgvolf1D/7z30h33bM7fe7zD6Tfo9TWsuBf/pXPpXU4WULrY0RqKzo70q//yi8iasehxDAvw4Bs2bw+Ldu0HijdnpOObyMMAHtkuR6B8tvqkE3Ykp56kjmZqU0HDtxGZwAQDmB1hQGV7bA/ZWy6okDBbaFDOYODdurUOVJLkxD7W4O7o1RBqUlVB1yvk14P8moK0EqQlsZ18MZUBvL8kpmUbVFQw3VInBsdjOK/mXmqgzyrfL5bhvt2E/ZfwTmAdLqCaLfevn32s+F1NjG1jVMjgYJc0tluyOqkyKaxDIrcmTpsaVxJ5Ws76YmrIGT0GWMD91+9mDZvWZ32oxW3MDfKB6Gp49Vx0Hg/sV4wGCzFaB8UDk8JJ4WF8qDJjmE0zfUFceCrPK4x8l0yeTgMMIM4E7BJNsxNBn2+xI8EtYr2PKrP80aVHvqOiXwseCGV7PFR9vslHMhKkLgdkNopTscG+GY4ua5HPnfOQgFee5mG0u+dv4pDzRiDVg9DHh8Z7oXMzgsYmzv27U67t9/ERZKyZt0OgQL29PeHzMOB/XvS0YNvpPPtzB/tfBo7SbV88RM4VbTL8OOMMG/ZSQUcZHb+bZurGYtpltWmWx/jUPHQ4UBYW7E6l8dz79sqVuX9w3zfcuuGGDM5Htur6O8oJ83iD/7c0oUy9947AwXyPVrRTatZZh84YT4BNRF7W5+IqoFocXBd5AC+gjNXxVqPBuwGMoypBROinyEKHHn7PNaL2zjWm6l1+FyiOaz70AT0KCkWqRF1BWurBhqAAZInjJVs0QWgGAuVyhvgBBFVMIc4oqyBzYzhQ7/6a+m73/ha6n7jSBq+vScNYhOmkfyYhzDdxObfT/pogQKlXqpob/rEAxRUEOBQVLDips00ML7E/h5KK/bvSOcIuurWtKdNu7fGcxfaatJq7MKxd1+jVB4EsWpfmsV0LiDD09jVkkZfPZwmtiKISaeAiZOX09pJnCHbinHdY6SlR7Tl3B8+c+yffF7Z3oh+txG0ZwQ6n8LX2cc4M0nvAGcED5s5mWSzTqjbxX632MmgHGueWvj8KniT3/uXf5wmXz0Wztu6X3049SFv8o0//Yv02Od/Ma1Zu4XG6K9y7e1py2cepcny6vTW3zyRXj9xMN0NAnbzuvn00v/79xnT2XT/f/G7SJ6cS1Uda1Lt+u0EU/CvsF3DOId//id/lA7ccz/vtzqtWb8hrSSoeObLf54uYEsXSB/uvPcO2sstS3/+b34/TRyFL8iYdOy5KdKdo8hYTJIdqJvNrdzcb1YlxhnNODSQsQk3yvVjcKyzIbAR51GumHb/i5r6OE9wIhJ26y03Z21BeWEEc9VyyGJhffRDWxdrOGyuhTlWWRZppQ+8Xmcpu/zZaSp+zlam+L3vF5aGeS3uK97bCcyVeuIa/tv0Z5blkaKwtMuLpk1IT5Fw9c3m0wYKiXajHP/id07b8So3zCaQG6EQaYqFEQ29bXllUzwC6CkactumrDqCmFz0Iz4VdKIIXdyLUkv8XqQ2+YtZg3w7caOZVKZxjao6w6v4vU/yK7e8iI0eg5g1QOLcLkmF8T1H/9NE5ScOv5suU6l2GymcdqJM89h9CElegVjaFgdhVtdtYIGvJnevZMO5M8dQ55bYaiNh9SfcALVpGarSpm0uHLuUNkOa/sRd96QzL7ye3iNnrqipJfyWAlewaK3jqMLqT6DV07Zledq6b2c6fpj3xXDXoKfTwqKchE8xW8vAYuxmcJ5G4MPcfM9dRA8b0zuvHUyzQ1OpwTphUKyYIKsz9FuRI64y6oRsGIW8DqKREHn2Jjz2UdTGm/avT1t+4cE0SXm7CzqWS7FOwnMPhyqWeRxg2TCWGGFYyHhBRFxF5VUOIrLUQKiuF5ticcmHTSnnaslGKBuc8jdTYC6eYQjZRun71uyPRWkqIZwFo2x3XelCxzXFFWd/JUjgOA18/h1E/gdAk6wqrGd+Rkm53nP/bZFqVTJjFNK6wnf/y//yfyucy1mQGqJ77lfdo9/8zV8HbZrEmT4QUhHqWZUaZyEbyJiroxY9EsMxNM+OA8TzDmDgTVPeex/9qtRTUpyS61QZWhRTInFwsuQhOc42w+Z1uyCuj0KWVZx0kmhlDsdsDme7EYNosUUf/fTqqNiZIAd2hebT7W3w84j8rKrRcQueWpRhOyh5HgPfjTHMY76I9BbOiwKjzrHz2I8g3opla9PyFUT9pMGO0slA1OrAXXekTjhC3b2XY+9pzkyvrkR/yyINCfKzVLxWslZHSDGu34hzBYxvOfk4a1fpksiwLTrFeciXro0l//rAj4urhjlWU0uP171kqjQMcxE8ZVtRmr/8NrmKJz/CJvC6KL9nM09K3uWizuNcjQO/b9uwgzGEXM7eqYUcavquFgffRrW9V8fSeRCqkxd60slz3fpSwTuDfY/T25DWk1JciwDoJvhP44zZCBXBRqdjhJPKXlhgYHm5Ks5NaKT1wtdp3LY23b/hN1KDht4QNiapvGDtm7OlR3yjw2PJcwN6Eh3nq0BU8h0XB3lMemErCx6Tit1Wdc0RKIog2CHAxeH6qcP+yJ07CVm8C+S8MSp5cW4hmRv1ixQ3w/Ur7cDigVN8pqlDP00B1umiRUuVVc+uRe03l1nDuq1mb0qaNt1ukRAwUOiPaTtEWIOIJ8nXeyt4O/2kv0dIPX/i4UcDUTwDv/JdKoNXYJ/HQVMffuzTkfp45W++l6ZAcK4yt9M4hI/QaqSavfUWKIy82wqCh8b2hvTIQw+mGebrJRr5rodnNQWv9m/QKhqGR7kKm001R3QBGAWV7j1ylD6X8LAYwxMQ7IdJzyuUOx2tNQ3uc6rG7IE6a3n8ixOKv0cMEV/X5jPWdqzfjJhkYd8sIO3fommyKLRtYnxPxmf51s3ourWmnXfdyue3p5PHT+AoLk8TdA/Y9fBd8MyWpVe+9r10nHNsD9IgBx65L53+2hPp1KGDaYb0xlpSiT1nT6dLcE4bd25IbRsppuL9pEboqJ4Z7En3PfRwmib92YHu3/Jt6ygGejXNNZBRoCn0XpyqDevXpNd/+CwVajSGRnLlnttvpfqSa3ntaJqzeTmOt/IPVdg4nYuQpXGvmvGINFsOlMJGcU8W6uQKUoKgEqnn/l1vPmcGysfZs+fTZtoAbd64MQdcapuV4/xRBmTp3260lW702mKuwpSWR86SFZ+XerlX81xnd8b5y/5HGSjklZ99k9i1rhV+4RIXYfd9IuXomUKA30Fm5P5HP5NeffbpRM4/1tQMWTQrHku7nldVRu9yeU6u7HTMDanibQtbkm3iNfCpvF0pXvEISpxpNfdcOFZC/Lmvks+xSiEUP2Ix5yjLN4zWCDoChdcaniiigFMQTt996910AUj9rltup03KjjDWp1CQPnXkLRApUyVY0OAhVKe2zuXB6D995ji8i8sc2rQJYPNt37oJB6iR6p4RIp7R1MdinsRp2nXrnRCdh9LL33giJdqXVKJf00UX7k4I7BO9w+niweOUYtAs+qZt5K7JJZ+DMPniyXTx8Nm0a812RNj6SUOcTiu2rWITT6QxIO21dAxv64dQz+cM/+hIeu/osdQF72Dz9p1ESJWUEpNKhP8xPT2WVkFoXUUuvffoiUi1uQGWQ848TWfvQQx/14P70ko+e3xVa5q4ntSkcdBAZigkO2/xvchdL1mMrq/8vAIC9ruwZFiM96/kSIUViMr163nOSFcuDpvJhaawm05QI1wBd2L+ZDeT1rg8WJYs7vI6+chogmzvNitAbRWCMR0GWvca3eSmt0YRB9UZmyFiMFXkgRv9Kbk+o1H5X5HX5zWdzL2HzgRGOKNobgSRE6Hl3EBZ0qSr1Iho/cZ16Xf+09+JlFYNEZwbxrx8PY6d92KjX/kGucciBziHVm5uDfRP+nLZchS+IUkbsfieKjRfpbK0FxSzDbHMdfTfunCBFjB1iGfyGVDJqEBrZC2wRg0gSiSoGOTY3FbmhFu05PhmzEwliGb08/7d8NMGBi9zqL5Hb7AVOE8rgaQR+SRdVElfkia0hVpam1i/NAhmHNTeGR6Cf0Wa5cCtlLtDvu7vv4QMxstpJesy90ikWg3nwy4GmTz3ca1bdsZzJWVYsvzdtSC3SMK/2l3agXIZXL+obvBvn1/N3vb9Rjl0G0ABzlM9OjYyk9av3pJamrsYcdZcVHPiUDPHQ/RPO3XxYjpK9NwDWqWiOjOLI0raCG5aK90dQiSYNGu914Y2mKK0OgYKKo5wCFy80h9IUA0O/catGzggN6R+EOQBDugmURyeW8O6Dt5E3lSRIs3CkaYgrx3UxVYI9DFCo8KR1ok1kM9p/9LA530TKQ6NulaRv00TbM2qyQA5LKoGWTc1FNiYwtTO+czL2JI2qhp3QqKOdKlpL1MRXGdUXLJu7KmZD7glC6uYJ522GQ5aq9Q0EZHy5jZyf0PQfvc61zvFPOh8qnBa12hVIZG8vSOxaXJ0isgp0hqNdCYYQ9PtxW9/jSh/O33y4MwhUVHNvQ/2d6enEaNdxrodgXw+cb6H/dJGKvtkGv72N6IgYAz5lmEkQ+oRbn3th99NC+ybUQqGhlHMr+C9ei5XUtxE03fGuxE5k+9+8+tkLMgzMF7P/uC7QRR/8yVaaR15g5ZXZD3WtNJsHGST86CBm6y1zK441vwxUmOxhrNzlU/qG++B8qz2u9MdjlqcanGYBS9L/TYlM5aDivdiA2ZABhsIFOrQZVy+kgCf8dq/Zx9Ul0p6ex6Jbg0TFPTYZv4gIpgLtJhaidxEG/v49CGI8bOjvBeFHOg7njp+Ku1dvY25oNIV9M9G0RXM8X6qqltBpnvoiLCV6uFRNKtUkp/HtjVSoLCWKtV+eKYVyFu0mF3xctUo47V1OM012lVX5RL1VO1UONsCP4XTYXAQ+nuuVbN/xTCVmZBRHGJThHtoj7OCApQ5HF9HOwL8j5ki/Bgm4qd6SpDWiy1Q+h6Lb5SXxJJHRrEySpf/GPbRwBUkahr+m5zU3fglG9BvPPUiAQHPci4nWX82+rI7RLxHEN1Fw1wpBXXiJ7iDRQerjErLRWcliQrb8bZ6gaxKD5u4ySKKiCghzlWRET81yzJUcOieoUJiFDmFjeu3cTg2hIMyQtXPuzgt48j2V0ucixSvBy7UWxb3pUvnMuEcD74Z9fYNmzdASNuR3gMqPo0Ojt7lCKhTY1tDWr1lXWoYq0pt9A5rm29IW/bem9bddzdGrCF1QAb+4cUvR2+iT3/h79C+g0MXraG1NStTxfLq9Nh/+k/SubcPprHHv0MD4l9Lz73+QhpqGU6/8Ou/lRaGqCAhkt7WuCYNNRDFffFXOfTQP2oht/7W0fTqd74Lt6oi3fPol9Jm0JO3fu+PqTZ6Mt3y0O1p0/6d6alLf5KqqBprGIXvg87TNPcx+r6Kw7wWwmRmm77oKGVF8Q8aiEjtLD4//5wP9IwulY8PO1rdHDm9ZSVarrSTz2IVXDjEniE6DoFcLnGqlqzgiIpVFXGDglCW/BqvV8QyDgS1R+KrgJx5K6UfdKqiQXLhSEr2rQPxMlXoBeh8FT5kRJZBzA0pgXKscsQpCqRToRqyaVxLqSNFY2qkcBSUepArpXMyBqFcn6NJdCoQPw9VVXh1bm21kJs5x8HSXp3WttBfEIM2MtkLInYVrsjm1EkHgmkqtDQyonH5Pq6lBDPw4bWaks4BSJ7cbMDrQaF87ep1y9N22rHYTHQAHsUV+DonIf+a/aknODh06DWqD5eRFmrk2ldF38NqHEMdRSvB7NNYCy9tVc0qkJx17JWLpHivos/VFo5X7i9ZnBo/gQGI1ZZPphjsQOLkLEoOFxUMJ8wT6eO/aTjIvF60bxCHqbu7n2tmLDupEiOtd/XqVOq7OIhGGi1y4OCd7+9FioPiAHgvm1rX8XNzqmlE8JMUWWN9M4Uyeb2JaIshT0j6H+nnvaz6YQ4VB21rSdtRZpZDODxMSgvEsdMDDFtkKk6nBZmi7Ee5lsJ4ml4q9mCR/lx6l6WOUhxIPLcGtKcRRAqXeRHFWzS5BXwYjcN5vjIArm+dungtzk4ta6FStAAHRwHlbkjTO6is02ZKk5BwHdPAuOe0R5lFyDu7ZMFE5SD/0LmaxTERAQzustNkb0OqVauUmOGXIoRxzojeiVr5AUUKLYjEhTcpOrsCCZWH/s4vp/k+aB1FmX0b62rLg7dkCkaBdM2qpZS2k21gJEjPztIeacZWNVbTHaBSUM0iUT72NSxaUlg4tuyhJg43OYfhFBlY4/DJO4sOBwo5mi7HLkxG9h9Ctplp0WucwhYQIEegljXu9lIgV/qFt5KXZuFkFXYybOR1SzbW+tJf+lqHpTy6GSsb9lShvdjAenr31TfS66T8OrrH0wZQHZuAv/zN72JPmtNDVKKth+TfjWRKHZzOnpffTDOXulOHjcJRTo+gDa6xsiZdoFmXqbz84de/llo+9Qs4SY1pDbDcMugJL/z5VxA1nkorP//ZtAa0cSuI9eVjx9OPvvpXdK6gmrAZriFo7BsUED33re+k5cg1VMJJtvKxmjNVNf1q7R/Idulkamcz/9Pem0EhpmgGiYlLfQgiD6VVFBHIgw3fI5wPRY3rCDIHCOB6aUtzRwQzti+yxUagpT9BkPXxLcVP88wCMyoAnThArx2PBdaUObWxX1jz0dpOR5NfaMtlRg8y5lX0t73rocfSOc7/WUWs8Xem4c8x8ARBUEfCzmN/w078dAMABy6biPLA90QSArPNQTPE4WhfyqYY5DAbg0Qbi9GFGQsb7So8dY3xJMbEPGZoUGAQF9hkO1Dy3ri6k5LnE5Bbz1EFVZ/GiOgmea8mvcIgotl8lbQaXvsk+eMDuzenrlZLb1HCJiU4OU9z194zaZY2OtVwBSyX37xtJ4fV9jT/EuXzaAOtaliWbr3r4XScKO3l73w73bxlN5VWiTz1nlTHAfk3f/IHlMnDC2DBbqZXUT1RQr2L58jB1LiaHmRjT6eGjZsTjU7Sq99E1ZUqkmHSMPuoRmrbuyt9DUKrh++aCnSGMDxr9t2UOuGBKLZYSVnxAvB+A0TPQRY1xbRhwJpBh9YBB08RvVCI/4GVVIIgWRg1G8G8SUozeu0luVQ1/7vEGwL3v8GpVyo7L/3AYNIsomjOn9VH6i+BJBQOtBysUuZAM5wfRcyg4WaByTVRrbzcvJakzhHheX3m63XKy6s3HdLApjZStijAdJjXMG91W9yITpjcL3V77GOYU83RRobPUnnddhr5sNZY8JpIKed+bhVRMZorH2vghWhUTA9dQRm4Dk5YN2npH3z/h6E19cD9D6RNQN798HTqW1HVlpMix0jUgHEVRdF4V3F4DsKjU2JhxQoqFzFELnTbLlk9GZo4wTEodnU4HyWEHMdk3EO5FX2WkY9pH59XVQuCxn5YjUM0QtPiSYjB9s0aQIx1EPTlCs6X1YetpCUbcTA01Ksg+8pFa5C3CHJqJLYWrkYDCMEI4rwXL1wOBGwl6cUy0lxaPflhJqw0xtkxLVdVTgM7pqKCEQeGw7A0rfbRRlHQUG5jDYf8GAHOKQ6Zzs5VXN86RoIG0d3D6cVnX0cZvQ+DzkFO5L6CHoR7tt0ESgihXdsAF68Op1gOnH3qkOcMTpoO8xAEd1jUqZ1DvSa8JYm0zWkZ8hXjrAvOfvR+WDfwnRrY4tXuL+Y3WpkEl+kaOhsFJrHKcwrg+kdITbhdijGyWEFeaVk9VKahcqrCfe9BlMesHg9JNe0IWAtE0GWjrTQ2voRz1c59Lkd+JNain2Vax6a/yjeE056TEotcy0UbnwnsDewV9cKCYkCUYIq9RkkATEM4H6FkDk5I0ClSYhpWR8vPsTWTrVpyWxb1hOgLt7Ij7fzsfV5kXuPs3ZwWzSnjYAlbAOIkuw9EhR1T9l8cCKJhcaI7ki6E/LcF9zGOYCGpnudA4ovvE9WBOn1K6RSovq8tqijnaOsypfwHiI4NmLmSPFN+vC/jx8y9KYODPBelBVtErcLSZQerLPgQ+VrktZmp4XOgdaYOZISq6QSwddd2HCboAmQ96BSV5uERDxHYLKdX57SBHPyyNaSsVzG+b0FQb3IIWPsbqHiuxvEaPHM+raZoahtE9XPwr7rI6rRxZYNnTqetoFw12MjztInZzjlFpYsec2qHz1WHFM1jv/YrUZnYB1eretUq+H630GWgPfW+eYIK16Pcvw3Lc8st59ixCOX6mDsRF/slwvvE+ZsFPavDnjQQuJw9fxGO1hoQNjhbTJe8P22uc3CBfqJ1nPm7du4M5z44fK7Fj6mB9dGW4d/3r87VNTu1eD4VCFXmRDkIHlaOQZa5cThs2D2BzM2kWobaNjllPE/ZoXse/gxo7VfSmUNvxnqdJPMyQ0eZqmZsdjhW0iOyj1RiWItn8Me4pQ/INHgTTUQ/c+hMvf7am2kCI96J4dt2622xgURCaj0so7FkDcS9w7H51iAYKN9i3Nww22AH6TbFRY361Krpx4GqQxhxJf19Lp0+AjeAtAZwahgwSOLLOtvSXmD9Ftqj1M8Npy7IkPWQ48/BxRjrwzmrpskvA9TW2J72btsGQXpZGggCneYKNWz4PxsP7KO1xlB6+/s/wpBfoUHtg6mWstlbbr8vddML783D76R2ov8B+V1diA6iGH8FT3aMzdB1FyX2pKr23Q+Rse4g6cFDae0t+9N7FxE2xZhPwKo8hsLtVH1V2khe/o2zR9Je0KkpSNezHc2pmerH9y6eJFs5AQ+LA5H0ZiMGb5bFq0jzDXws49B8iGnow3hGEfH7pm0xKlny28zf8k1zSurHP3jPkmNSeNN+dqnVUVZwxPuEw31dmKczXUTTZe+3QK5EtFgTdorP7R0yUuXNWIBi2i8/x/crtaaimUQ4kjrjUe1X2Guvw8VvJZ4aTnlczHVnXDVr92SEwAargQ4RBRuNWVVoa4Vl7R3BcxiCy6PIqdyW9WvPhjjnESD9nXDxHnzkAZz9Zv5OWT7IwXYIj41NOpsQeVmLFXIaPFdEP0SF+DzFJxeIGNUbioOBXxv1S6o3VZP1Z/KmzsTx3LLEsVAMTzQ4OGXA0FZczuB0NoNWtWN85R5OI9I6MjyRzpy5FDwteRGjY4NpYRQnEq9h6pjVhQYl8Ngo8jA16nVamTdpC49YTfmQuf6x2GS5uDb/nmekOHSKX4he6hA7JqV+ViBascM+GMGV9xrTEs5KdgbCQeZ9TiM6aeuqjRs2sz+pLAOhOHuqG/260xwWHenmm29JlaBODTRJtoR/lOe0wsVTDHIGFFI5jEnsiQfrJPfZO3glXaFn6a5NK6mc3ESfNQ4rkL5Tl3rRA2ri4JB0in1iXdVhn+p4zyjKYI0FXbFwjDN6VTrC+ZC1CvgD4xbbIQeUMUTy6OK9grabUddyvON54Y2FE1KLrZplrcgTin6DEonJL1YRuI6RHrfidBNVdrETirZOpRBr8EjCOy8cjvj8nL7PYr+uLa4ZeyqSpRaaCK9BTq5qjm2S12nwsYjhcbxMFVqB2mA3AWcrbiDv9yzsz7XAQ1RLzXR2AZwAAP/0SURBVIeiuiJM8rRiFcSYZeUtLwmWQCBAs/zgAe/zFC6vCoQsq8nP+X78rYY+gsp5hNXwc03HsQ+mWGuxfFxnpnDZI6bfqkFRJ3nzYXlsrPtq2+eIXhWRaTkv8bpyQcd8ZZkL7zsrfRePsCXXbFvQKfjkKOTQgeCzZyCjRzqTAqvvfufrqUWJGSoLp3HoB+Bjnvrm1TSM09Q/Ppdepup8rL+PCsf59BqVpqfeg3s1OxzteKo5B85+txuOKylgkJCjr72UzkBtmSPAe++ZZ+i728/Z0JBeI609iyjtMFy5dzhnrxCMvPrtb6XOlasCgZQy0UM68S+/+x3SlJSFEDz0sh/Os7YbCTy6GGwLYxboGSjC6NDk4DiHC6LzfaQvm4gI1pL1WY4U0eWTg3A4p5CAAe2FxJ2XkxmO6Si4UE9vs/IMrjEdjBACt11TUbnzgV3yt/eLJXFt2DlPl/Dxuec5kEPX8Azn0ATO/Ch8MoGcSSkj/MEUbogmECyYIpeTZrFHGx1d7rj/kXTmCH4Mz51lzBdsxxPKA+wTDoIAQRxWxsjm8i7+QPWsWg0um+T2chG+3/5qy/ILdPw8dNU6Yr31Ivr4b/7Z/50O92s48CbSnqPvpF/7B38/njiBE9MqjM/E/dFX/zj6z+36+38XwzadlnWoaAsvh4VpdZQVZ53o2HThhWvJZnCq3jv4Ohc7wGCQdrF7O+fQckonN61anobP9dBuAGG1AQz9GNEXFmTPTsQEm8bS2ydIuZGvvwwadpomj0YHc6BI51icvY9/N21HO2n/ow+F3si3/vKrqXF9VxpEgmEGNKN+EKVrBrgNXsfbRw+m5fB4bqfFy1VKXhdGJ9N6DrlBFrxEy3G4Assw9LaTeeHlQ2kDSuGfoMrj7a98J42w6VbcfjPpnXfSNITHKsjHdZQYN3ctTyMHX6V3HoeEYD+TWgOOXWWlg5PxwXMvjE2YztIzL7zx9y/ZbPivOT1FyiZ++cGo+8bLPWK3G/4p3l3/y0jWheQGLZ+65KLzwZkNpA+dCw2ZKSzlcrPitG9UHDy+X3lAuNl5sXyPEJHk5yDy8txaUDSdMpsWX4Fce5U58A8Lkrbz4PB/OaLXkRCRakJWQhRLRz/rrIiiwbdDK2YV3CQvdD0O/h0UVrwLD+IMCtQ9HMJnWdP9g0P0Qtyfeuavpj/4/T+K976PlhzbmeOdO7fRB5OycSuyNChUj9bwGTPoR7yCgnwth/g6hBMv0py4iaj15JkTGKT2tGfPTpyS0Uh7RhPVOD+yw2NbmxgxNcBM/bC/piXusjEnINmrkGHq24OrFWdjxUoENGlhVMve8XycArrup8WIRSBtpAtE0tSA07HzdF2LIKEpBI1hqOLfwOcOnzqcqyVLoHCIdJ5CygEnZp7DVw5KpAUXU8VxFN9w7VzDvjIn06cFmsm6ULV/hL2wF47DVVpUqfy/pmsLTbpvTRvWbIQDUQeCShqGOblKY+nW+g5mAl2vvu7ME5Gsy3sK6U+D8o2x75Xh0JFvAs1rpHhElZpOREUrKrvSSSJ9HVmb7KapEWwh62qhLRx9DW8IA2d/N9aph3y5e9yrDlt5lzFOhV3Mp3++P3+tUZ9RJsCdEod0sexd675/bEucChERVfJdu9IhgkOY7Ww391jHum+ld6RFHRZBRHsbnSidgNiHHpDqWfFTBncDqYjn6ZSEs5Md3+ixZ2zmHGrD46OMnTl0RYb4e5X7ja9wTOIisyNconNxQvBvtc2icbNrV+nx0D3wcC0HrxiIuCwP4VwFmgul5etJJSnG0rH3rni/WclA8Rl5DKcJMKaZy1Jtzctyvc+4f+S+MfmjpB3HQH11kBsL4NHbjIbHcd/ZPASbzsyJDlqkVvIFBOXCrRfOVZ7HaxPrT9lVjPJ65rRh9bK0BwL7VdBlFNRimHpxjDpXNaZauGDTENC3dtHvzlllf25bdl98/jiBdsc99BzlH7U4pXYgsC/m+hW3k8KDw8m+XNbRnjoJDLSV7VS4ivD6AbsfOpBbs2FPN92xMxyAC8OX0ll4bCrqo0eSjiElYE/XTqgvTXCZt2+kx+v2XamZnpleo+e16XxBwZiGWMisTWyX6cdLvbOpDSdumYE/1dNRPejruN7QlnOuCWCuXLkCsX49tAPFf11/RsmshyK7EIP5H+jh9QQPKjZ0dnCi058BBYtPdGqYwqUh5m4M7ti8+011fYvPWPdWRysaGtxlnq9TlIt2K9P+ux9Kz/7w8dQNf3oc2ZV5guwa1j3uVIjaTnO+tNAcN6otHdlIm+Y0pBcTmYPi5+uHxzR3niT/wotsD9Nos1bKbCcH+tJ/+f/6n9JJ0Jw/+dpfpTvuugmS+gnywa/ikKxLv/3bv80CGkXzZCG98dT3yO9eSbdwqP3wW4/j0Z9Ou3ZsT7/99/8OIpTfTGe5+M133pkeBj24/Y770qtP/jUVCqSpUL6dmICPAcl8kmh0BboobQxKaxMpCth87eTt1wKZrtqGEWo+nV6jdcnbr5LvRlX73rb1lKlWpPs+9VAaRYzyT/70D9IvsSbXdNSnNZtXpt0b16bXyZm/9/XvpDYGU7XhDgzbG4feQqUbPst9D6XBHz4TStQrMHLPPc51/+D5VE8X8k2kICVNT/VcSd2kZsZuuQNC7VzactstpCor0z5SiquROOjBq22iH+IEB8B0D2X0RCy285iFSFfN5rIZ5/tPtg9boVqLHH1kU16a++ufnx2OD3OYfqbrv8TXI01XLBBdPQyYsLIioIp7RjuiwvUKMcrw2N9/JW5SCbymDeXTGL3qcBlljsHjUDhPNGYV4nnNVJtGsrSIQH2t73kex8a37cRJDvI1v5cEXAMXwn6KTcDgwRtiV2zYsCn94i/8Iurw/xKJhMHURNqwgYh/EmRkkqah6k719w1ohtIPvvNEeqH5pbSXtii//CtfDL7TnFG03EC4bpcgI//v/7f/LdIUy9L/4b/5P6Y/+PIf0qLpThyjIaof29Kt++8k4GgPx0yipClI+SiORZ0VeTo/HorRAJkUWCPOgTwZjJupwnokGuSDeRwrLnqx7gLO1xCf145h0GGbJarcktbYVNgoKsY367GEerXnq3w2R0nDeN3S8YCPFVX8odTBymcO/88fHTeRq+A5Bam1WIVRWZYdp+sfcUB5SBd/yE44XEvSJ5L6t23dFg7SoYOH6cu4jt91p4nacYw8qX5eOzM7SFQNWj6kJtuF1IbgrYT9CYKwpmYONA4juREiPmoPmcIVnFAGxipTPClsCIcbKZBt6zppIA73CtXrtUgjLFvenKaKorAwxgVPMECm+E+Ll0F/2zR6/v/YBzcaUiAgHarOu/Ydm2h3o8NvhS6/mTZgsNIY+16j9Aavs7dkBWthDLS1D4KzAYCcLEVoHccIbiNSzvyqeF/nJ2w4/+ehItLAHplmTGxyLXcpqn/D0SAlScrZFj32oqsmALDhdExvUAK4Tyv2XC/FfEb60Z/zEoj/M/0ZCNR1j+yOvn+QYk3wWtOw1x43SKDo7PAc6Sg6XxF44QwuQA9RD7F86A/lWgPmnbm2H6bolwB4+HyuU4MOztX4vQia7pXVwiIairnqePGC4HUV6zhQKu2F713uDS998aaxYZw1nTT7/ozNjT3E9ViR4HnnnbfT+pWr6S+6LE0AwVXQVUBdrnmyNyLc2dM1GCPgATUZp4pygnNM+Zuw/VTLBtk4tPV4W/Z9VJZ6M1xAptw46NwHn1tN5egQtuPVd97B7lxBcLmT14J68r6tOFh7dt2Kyv4euMjV6TKLYysTNny2P5xJHdHsVOZ5DceSeR9hzZgunFctn0U5pSK+hST6zIy/1zBOMDSIePMtyDPYN3OOgDeQWtAeRZKrIg3zH+5h0CW/0Ippw4oq+Go6SMOg3lcoBBpkfESs6uDHNXeuRHzW5Sq/ljCMcVdEdNoWYCq925hZUVL3k2c/PPG9tHvrBriZZA6nCOTQiI71YUPvenwQeW5T+AEW5MnrrIriJbjMCrhq4z/kUZ37hmm0/AEKMIfEnMJroamC3AGLeSeOSjNP6gPyP/n222kd6M7Tf/2tdCdKt81M4sGXX6Ji8M30BZr7TlApNYyW1U1o9Hzt3/0hGkJr0/M//EG6AoJ0Jy1NVPXev/+2NDNEY9GDL+JtDrCB4Mz0o6p+vjvtXdME+QwnJTYXNyVhD6Rqx669abJ5Yzpx5buh3H3+xPn0wnwP6ThSlZtWp9233Z2WbVyJAOby9Mp3/4Yog6iBcvs77jmQbiLffOK1N0gjUDWHjskIAm9ztOZRa+Xye2+Baqm63ZQeevDBdB8Vh4foqm3p/DQlyPffRhRCtcssJdVVcHFWrOpMT/zRlxFLPZl+5z/7z2kYjY4WXLE20hyPfuELaXb3/vTCd6mGwQlj5MN4frxH+byPu5A/aAQ/3ud8nGfF0Zst2rXjM34XeiMiVyy8qHhikZVf+cD1aTe66+wkGbEbLTluOgmX0czppZS5ntz/NpyIJhBBD5qixDAO8DKFOkF1p6/vYqyjkhKLGQdlPAdroQEnkjEqm0AUcSVQu1Va/bRRcZONU4UzTQXaoXfeTJ///BfTo488TO/EJ0ETMHrwBp9+8ik2zUz6pV/8Ykg6LJAWFqlqqG1mjdai3XOKNk2nA9mqr0HTjUO0iZT1W28eTH/11b8EHRtIv/ALXyJaXZZ+8L3vRX9AD4bVtBM5C+/ik5/8JMKge9PXv/mN9Pahd9Iv/9IvRaWu6smffOSR9IMffC/0Z1pZixLNq4neR62srOQg4mcJ+pQpRaSuQnSMP46VVZMeVDWh2h4EmI945HLlmA1RRg8qDyLV0+NAyuhVruD0OflQysrh171tsWSXorNy7eRK1eIoNdMSSCN30803RSGLOnSiMI14NKqct2KkOtjbraMof4+28lRb4KCeDzJcQ8p2BD7cjKrgNFC0iEDXUmPlGlMaRbV5NXuq6LiwjKCwDmHRqXYcbQ6/6uhPmi+5TCFZUVfyGfMKzXyd4J19jG0Rjqwj50kNN6ciGg7r6LtcTTvmQ95OEeHosxbtC1nNIeXDdLjcK51rWz/5b0nxSsRopCNV57lQ2GQv3hSNTtUCh25wlHTC+EAYSQVKmiuH45qic4XV3wQz0bCYA0auVcwjY664aVFocj2nv9zxcRYszbnlXb9oDZYGfiJXjmdw0go4MACCAgSP93Rs+GXmVbL/PdyDqysPTNS8WETZV4tHjKPimXy5f+p4DwpCw3m3l+ZEQWypF/jh71OOfcwDiJjX7ztZBRsDmXGqQNdihK99np8VVAl1G8m+RLDSZvo0OyciH2MUSA0g5VNXB4rKzdRyMdXYmrkWlZZy8GyDcNfAHKjqcbi+F6k2X032Yx0gRANnWRRySYwzbcy+rnQevEp7p3Kv0f+TN1BvaQRB3AWC/5sfujttIhicYT/Yrm2U4qtTpy+n7x16ITVeOJV23HJr6qBivhVbtGdDJ5IWBC+uDxyoYKA5N8EHpIJWNIdrUEgzVM5jPqyoywVPflcT0TVop4w8Lq49doXFEtdHbB9jr/ysnxKizK4ZzvBJgrbLpGx7IeyPQwMwVd6AA9yCFqX1x1OcK+5n15tFIDNqvPnF/Yd5lAYT96SMD6sbbtuu2+5NLz71dJoaBjAiwLvmlNtnMpFZuZymyZR1rVzPmAqi+EaFWHqJUt3gpgPBKkfUCRGu1ohFzy5rknW4yAMbGW0lCu28q5ED6hBePAYG6H4etOfkwYNp84696aE77yP6X5b6Tp1K771LSoWDIRGJN5HG++QXf5vO2g9C5B2KVMt2GiqeO/I2ApHA/niE/aPDLJI+ok9SIVSNyNS0jUQV1Xu1y1G1heBeR1+oRnLE1aQDGjBww1epEgMF+dHLz5JznUrLqDo6TE+wC2+9zkHdkl79xl9F5VVt9VQaaEVEbOBymnr+iVRDKuoyPfJeZ6GevHQsVWGcX33mcQw+8C9K4iPQ0s/3X0xP/PB79M/aAkH+fDpnmSzG7tW3X0lHjxxKM0zEW4//EPL/VBphY9e88FRq54BQ4qGnltRPU2Ua4wCWKrzEdBQ/lydV6cQUSzqMTTZGpdyCzss19KB8ryJqirzAx3XgfpIlf917xnXJ+1CXDJxFHZ2QK9BZ4iAphBDLlEO8+rpNWfZk817sTSVadRadmCG0cFaDzChZENIdcpV4edx3YQAjFcOSqOOg6ke/axKnw3Tc4r1HZSTRic6V0QVPriZa66U9hZWGylHYyy/4J6ytRr66VrSnz3z6k5BPT8PfuhJjLtr08gsvUU59nMbJren+e++jmfTn4mCrt70JX2+99lYaJVhQxPZFnrsewrrIxcDAOJ83lP7sT7+GpMJt6Wtf+z4O+wNwOb6XbsHBcLz+6q/+Jr289mB68+23aI3Tlv4f/89/gWP1YHrr7XdwMCbTq6+9QppyB33AVsADucrYgtzMgPhAaG+QZ8EhEEUGzLtK36Yvq9SJ89DUQC9u5g/OdemoBtRuCosv20xoeI1y1UaqKzrV+ze1t0RlQiPINXkDf748rLQbHjThrIUcB6kSHGbFWuUeddIs2EbZcdhqlixQkMumXhmOLaAmSN4QKBYk33bkJ+izKIfC9dUACX6S9xvCWQ0uWOwN/QT5UKYzDQh5LxzjVtZEjT0I497kvQVcknlp3mO+zPC6ysM/nCadguu24g1GMH7le9OPPrT5ou2QoyNJ3ffGUZrlum11ZC/NEFzVheMaJomKhxG47evrSStpdJy12nSsrEnMqM9iRWN5fbxWR80WUvPsM9Nm6rzVMN8iaRlAKgjyRVAj50shxTmuRedsXoQC+Y8IjAxWwynKW6fc5TF9+iD57Cn0pbJNKpt2l0hnOS4+dzYcG19QZBKLe4iGxcX7Oz46bDoQE8yRenW2L7KxuJzeEkssLGC8ffQh1TngQt3ldQT8xNExT7aE0cGyek4OmF+l3kCMoZQBBdQY3wX2cwQPecrjkS1s+XMe+RklD2ytxZpUBmYcBEzJhnrOPuUZ5NW2VbaDiqg55eEtT00qTRGEsMyqWKuDo4NpGJRjBSrs8oAOnT1Go+xO0tgdoCAEcTxHJ2FmEASSAWrg+hqwadG+xuuKvQiiD2JbTa+4ZoKFWc4tr2k579OxdV26PEB3AQK9b7/wRNq9Cx3CWw/QqgiaAUFJN1X7dsMQODOFurjWI+UOD1CHg/GSyK5UToXp4AikKmn9dSVSg+vgKJsW1CZIR3BtZBHSGxiAcjH8jL5/9CcIXctfhCvG+X8VznUd6c6V9l+Vi2a7GsyAKNYE8zIiIu/8FEUgeR9mjc8AkwouYTS5J/jbtGtP2kEB3KljhzlfxsNmhONb2NwanPBxeOmD6Hi2dLJnzdxYPAPHNJDR96G41waESk8jonyARsWWxolXiDQJIyrpf/UiJHNScIcOHUlv0mF+965d8CAkyWUUYQOQpWKTzz33Qmzkp594Ih24mZ6CHHK+l05bNb+foqrIdNIoC+jg8dNsFuTAKb2YYgHX8/oZ3nOkenkaYPGu6iCKhZ+yQKpghlJtmzk2U92xftv6dBHlb1MrmzeuSHfsvZW+TnS7h7c1QhVWfXtKtz12Z3ioA3MQC2eGokFo2kMj3tnlIBWV6ab1t4bxGSMq2fDIXvo7IXLIc4epkmwWpbpvV1qJwvAIzlPP9BW4ADAFSGW0UvZtVHPX+k+kJolzBdG/AxLZsERkNnYzitBbUS+v3bQiTVOJIF04fI0lkdqi81FaIecjVpfOVVbPHUH1W2SiHai5dE4kueYeTVbR5Sq8qMwzqi2tRljdHNFlFMjJLxvJfpydUCYDlpqlvPTdaHKnImI2SmB9ZEeo4KO4WGNrC1yIrmQD5HVnpMmDD0OETtglOAa+zy7WUgv8u9yQ2wida7cnmveW8xv5gGS8RUV0ohxLxylzVRS2lGCvWB4ltazJQUVUr5xPT+IAKzC6avmKdOYUCsiM2zIg+A0USIwgB7KOoobbbt6dvvuDHyHtQHpFrgzveAWH6xLNfkeQ27jtwN0xOa2ULd92O/IIIG4n6Zc2O/epTMplba+GA6WAYg8p4gkCDp3O1SvXpt/9nb9HiuFwuue+B2I/ff/x76dxGmDbwmFl19pIo+3ffwCH/Xj6HhWPO3agLrxb8VDW85VumkufC1i6C4FDoXqrYSznL07WaO+RT0q+oizbWVqCgLrxfUb4UdfWgs8TKp82nDNSD4eU/WbKQ56M5GTGOM45UcJ46VIUIy9YI/jQc4t1i2PFerjIuB7jflbjREQrlmIN1LoeCrmSWBN81DwGXqK+KaAmikfqqjkpKrERFq9gBCcgZdcQXcrlnLBiLnqR6mCZ1Miolp9h9iKKL9i/cc38x9Ga7ZmG0vXjQeHacu3kUctOo0srFOflD6n6x10xrzbLCD4dT7CdiorpVXZ+UE6B59XxmmqEUkMO3LFiXU5TuRj6Uu4Vrt/D3cq9KdMSXKPBQS3roJ1CDJHSQH6Yw7ooXrDYowisFl0uvT8PWNY312eRngwmu2/k6s4lDmOB1DhfkWIU0ZSjKL9LpDN+V6RzHf/C0Sqdq9jg4SuJapae+rXShmujds2GKAERDlbhUPkXj5Lya9Ek8cOkxRmkBHWSFC81FT3H2RP/FU9cnJNiFbvsbNtUXqPPj7TXklUen1XYvHA3JTVH+jwjl36PYhOd8rjQ4vqLH+N3bgORvgLhnNfBCjQSMnlLA/M2hLPmHPNEFlv0jnQOzC3HfrPynrkLEycvchUoakO6CLXgKq22JpAq0SkuUTzTl7FQeT9/30iEUYteXAXOdg32voGz1jZLU3A1JZpJKwiBGSopWzsb04OP3kZV/qX0+gtvUpBWk3aj6r4F9HYa6ROdrBIGzaKj+Z9RDeg6jz2fC0Vdo+5b193wyEDmiaF/lXl7hRCt6dzCjpTDt/RkuLYa8kiEvSl2WD7SdJSzvfjAw+ELIp3rONuxKAgK2+PKyFmSOL8wGNMEY8o/6US1r6CtHRzOSVJwozizE+zLMTitk9henflJ7U2e9ljrZaBg5qUwaHE52vBR0OF62hrtufvedI5WTiO8nyOubbcFXwV8Qfm+fWi/jV/oTzv2N9GkngxYcdblXo052MhjUwQe/BxK7kbE3md15PORTSBukGBX17Y8/dk3H8ezn0T1lP5IpDqep/Fkj2RTkKFxEIcqDqv7P/dZhADb0ytI+3cxQbPVzQiCsuAau1J1C4utkygfRylGmpsdA02oX7kp3bxxJ9L8R1NL3VzaQan2vo3r00jP2XRxqietwJOer0JVFYE5iWbz8B5qqmfSuk0dqaoNwjPvtf1TB9L+e+8NTZAKBqmGRSvRMNKbLK4pjYgbOZycHMFZxlodEge5E5uT4GBWQLptpNRbYcgq4X9TTkySGjpyU06SEmxDhG8dZPg6ym2lxrivg3Tp2+nwBByuAbH1BwvE/Kom6zpkIZyImIbsVYf/5Rbis8yLH6E89wWc1atUgDz2qcfS7beRUsXZ8oCtZlNH1KoGCv3PZkOrzLRF1mfK6QC97/yhGVUq0mw3WOPXL3rbTng1S7Ex4VLZJbUcNJI4XZTTjHfoLtmUIObVV2R0JZ/5ok5GDHy+0RD3NjEzEhH8IETzTjSPukjT+n4asrwOeZ7tXficcNMirC6cR34OThRfsxAx5kU4dXB4ippqUaps6wLg9LcOH0zPPPFDmnkeTSswWK4DUQV7S07gBJ185c3UQrR6FS5Xnb0w1fXSCYETo9Ez3y76kJtMWJnG/TL2+3ZthTB/IT334gvBD5xBVmQEcvvXSUn39V1Jq9auCMHSOdIA49OjXA+pIvaT3a04mrOhxFHq7GqDGL8V4mRNuh0l/Kd/9GR6+aUXkJO4J9KLVaz17ThbkyoLs9daqVIdQ7csV/WI8GXB2Fx15twWBiom03RRRqkyT80AJ6vb5wpDJ0dCMEFD9vzz2DMAkr21EPbaqwixTx1lx9n5vWY685rJxi/SUewV5+wCTvNXUeh+770j8CwPpM1rNxKYtUTfSddVBwbcHo4S6eVhxeVEb1H4kaSGM0eM+2EOp9lUonizs7TcAitqgA8zRkWlB1lVrHukNkgfUuCb589AIzxJCdfugxyELMTmC88kV9cV5r90tMLxslWr+7wa3hfIfB2OWiNzZnhkYDdDef7CyJVUNUG1oog+dmKGYogq0LaKelJ9FPWMWX1pGy+CrRn4OAscjnWFB6cu1RT7doQArA2EvxGOi6ryVhhVxj7NGzP43TqNqm7zXAsl4k/RlYCf2U+THLJWNpkKUuFHh6o8lGIdhLPtd/kzVNmCuoqKFNagQK9CUCTbINNj8eH5q6zcvd4u5KMjo5nlo+ReFcMavy4+flHEMlYY/+caNOuRqwbz9YjMhENf2KUwI/EJWWaAgr5YdtJYaL4RTqpCo1pV0462aPKGtPWBIOo48DtfYz/Z4GTxXZkU0fFAell/4UzruBSfUU/6X5c9zI2ObJCfDQI4CVn/g0i/DIJCeW31BGim04MDF06uoIRonvNuANoY8yKfclPXmrQcCsEY2Q73ah1IogTp0KnyHuXqUbgj4DBiamphBD7iQKppZp1hJypx0ppIoSvTUk02RJFduzksUMSxbz09c3d0pbdefza6YKxetz6tW4GtmxlIQwg9myo1irG6UCffL51EeYHDI4h1T9MqjMwSK4p9REqMw2sdjmGkVT1ww+FxbDlftMFBdPd3+byL5VJE9dmByuehdiF3Kc3n1OLkFpNcPjf7AtnBdhwU9KxQNoeH3CqXhu8QrXd4R2lLly9eha9LS7XVa1Ml/sQVSO2D8A7HcIgm+Zo20BZ1Y96UKTEAiJZI/k70sTRj5YLz5A8byhjx/PV7b0ntUImGJll9dFqwRWH4C/xdxZJ6qCKtFDU1ggCKXgZVMSIX144pX8dElffsYvrnKKC/5m9lnswEaMxaCKr/5J/+D6QHpxH9bEAbY0dEhF/gg3U4bn34UzSf3ZJW7twbGkeWx6/euR80ooV8Jt3I2eDbb78/7bxlL9V8W9AWIe2BdznNQDa0L0+bUbKux8iqgdNaO5W2QfpcB9Jw8iDNWk+OpSH6CjaxKRYqVbV2ICyRpwUNqNBNt+2Bp9GcbrrrtlRJqwGvFx6aDJUoy4w74saEyzP4XkT1xWHtIIRRKEInJyA2CmIn5tGN6GMba6h1IuByVXagJkzKcwIywIzVYj9O3lrDkCGFJSYpL8Q41N73vZiDwlE5ipzA888/D3ohhAtCiGK8LVTePfouVVm70g4U670+r02HxPSOL7WaYV4FYKHLiFxzqk0btrimykv4yO/FjlnyHN87DlQ5IRzyc6Z4hDaKDZDvqjgsjP7UreHaq6zb5vOHMCCXaOatdIOtiFwvIk7C0F5bEG79WLWx/MXiJeS/hzGMslj4VRilVpyjWVMn/K0Wp0tHroagwBY4506fSsNAuetWcviBmvbD8eJZoI/wITggLWm/fOFsevfdt9IFxPVsiieqVMeaamipTyNXeuAibECk9nOk52owRnwePLz1G1aljZs2pNfefDU4UssxaE0Ik9qBfBCBPh17/93SUkvKs51rBTHDOWqED1TfUJXWrluRtkKiff3V19KPKAppxkgs53k33bonfft730obN1Ndx/qTY1XfCocJY908TcoLo6demOPiXJqGs9DCoQ9mSawzrYeOLAePXBQJ6xGJUlnHHDjOMaQ636YQ/Cqs3VwYBdIe0dtLgVE/yyDFfVQcqDENSw2mnBo+N/su4VT2DfSm9469F4HBa/DSbrn19jjknn7mR5DOl6dHH/tkWr12TaBxV4jqx0BpRXNalMgwUtVxtxKSfo41NcprrOTwqUgnzvRyANSnDsakpQ7KgOkcDZvrJvTXmNNiTzkSGrh8Ul8X2SzdjaWfwPfwwdwrAXMwtnyrcZ3A1zx5/Gy6cLknrYM43z5DXz1QtzmuJdVdTS1UaLWsYF1SAVmrjQgojUPdZuOeEFyTB3wtKfFZUr2OcidOZiBLpjVNM/DBNnuuILWJElWQZyX0zlYSxLq+nYcK+k+qkYez7pZT96yawo5KUVx15oD2Qk6hQHI0WQZBptVk+4TT9CH7/fqdnu3ijZ5c/vLaH5dgpYsvKA/Q6z9PlMSOCr637c50zHUa86GcH6WDlddpRq58xCzGWi8kNQqaYaz64oOuvU0OOOLgxDiEZp7sPd8vOHOFAGX5meyL3BS7vO1cnehJGCE44yqTdojsiE2QpRu0QD+xfVYjzpZ0h+hbypyOY5eaqa7XgY7+ulxcKz+3YJ/MJkitCIciDvxchb3QKoCAnADXOUbl4Th7T7RvhEq2ac67AVoW6WTUclI34hC1tqkR1xII2L7dm+BozqUXX3om3ffAo9jErrSmE24owr5KuygPIprjHh7FEemioKwR6kP/OXS9EMHesmltDKBVy9rqLcozxL66Nh7X9ny2w0sX0qKzVPw6r51rNiIsztL5XTz3inmNa2NOCM5CSoE9MwlKZSqwJlLnmRoyR8B3mbRgL9I7y5B5qoAuZFPmAbIOfdgQg4kITIII74Y2mC34lcX6CQean+UNLiKZZUDn6/lvBcUMW+F66+gpFyRKbn9kEW0lqZYBsNQzfjbNlpISWQGDF01vACWRmC2+8s/ZZSwGToekkihjWliQO9tN+sJFYN5/lMWj2N9OBD2FwbNLQNoOCQYP3hEM48qdVNhh8JppiVHLdxf3CFVPrevbtQp41lIz44QIj28YEbSGpmVstiEq9OxbVkXOei38rdfJtc6iEdQc7TY0fVaGuGnWoz6+DskHnSBTj6Ycc8lmTiUFdBvzKtSYjfD7LYYLZcms592cAykjG98rqjH4N5Oe27xUhDM4ONgf1RgauMUm2cVG/cC3wsaXBuDDnrb4e9cF/7C6TlKikKNfV9FO+c53/gaC44lo3/IGKdpf/uVfSvfec180/336madDU+e22w6QbtsRnA6jK8v7Ha9622UER+qGVvPHXlZ+gpU5Rl5KAXB4xwFSRL5BgsjvndMFGT0Q+XANjXMdV66oEExD3fYW2j6sCYc8Ip3iIAiyZfE52bAa3cdKWXx4+aYNa7m/cYzFtUNDJ0BHfAGi5lAgfw2QZP7R3/0tqlsH0xOk3k6d6SE6zGTkegjkbcDpVxEJPHr83TTEJm1E2BPvjMixIQ64K1cX0l6c93sfvofLdB3Wp//sP/87adOGbaT6WtIqWiLZ3uTA/l2pjYBCPtg78BA1vp3LluN4LU+3kyLfhcH6P/03/zvkI0iXsd5voSXGavrO7dq+mfYx59Jdd90LH7GK6shTtP9ZmfbShHgBp0wi7AzyJjXC91ZEaeodDwbENa9yd2WISOpAZaQm5oavSdAX2xOJbPpwHoCgcym4/w6jwI4iTPc9PbF1sCyZj6IBDKy1WFIHIoaQ62OEFumyPMt5up3rbH6jpQz310D5+apNtJ6yTQwO7Q+eeiGqcnS6KquOA8XPpV//jV+LKsuvfvVb6QRctx0Ebg/ddx9VhgRcOCnR4oj1Mc3BJtduBnSoMpqP01KpowlnEW4XnkMl7bJ0YAOpKpCinJoqUL3rjPlHLfQw0JpCUTzuGworkRptXc6fSs8/9Ux671xv2k5rrNUQnrdRyj82NZSqG8fha87RSUJB5E1QA7pifcnjifZQEei5rECQ+H61rzd1uPY4kCM4ATWZxNbOwTebR1R1AoHZ/tFKnjfM2I2l1XBuVrbInYJHOG1j7MGIhj3QqyVO6+SZJtUxdU+a+ilAhmje7UyVHstH3fzf1t+4IIO0WtXcjYTti1g67z/hNVx3zn/Iq7MdCYSr6B251CH46I/MKVSncJyKwFXsX6s+J3Co5edMsaaHcHyugFrr/DjHUiKGoD5sWL0uGkdPwoEranezI6VdLFDljDK713SejS1wPnUKdN5AvCpBSMZBQCc5Z23ZMoRjNwddRTs/hI1bs3ZzVPpXsjdvO7AnjT33Znr7rZfSQ4hmLie4m5yEr4yuXj9FPYowLID+DNNFZbK9PrWDkE9BY+i5QsU7Z9q61QSqLJ16iOId/M2S10ySd8sVQIA/l4Oet32eukUAITvDFp6Es1E6LgViHqvx+sHnVxGw81mzYWiqU1//YHoPKkczWYe1CHdPCchwfqiH102hUvOyNakJB2cI56qHTMEgdsbcSjSw8LwMRyuv+yzsU9ipuHyLGYpUoXsm32ARh1nhCW+aM2Dfvv3hXNmX0YrOkaFeVBSw7QR9jQRQrWTqdHatSgxEFHthYVV0s4mRKxyswl5WW80TzlIMGNCaaz9aZHBB6hZRjVXLG89WNQHJ0rmbiHI2VOUyWczBtEpmxrv0BnK1eKTqgggGTyHTIzDUqM8GlGZKr0BbJBMqLNndP5Ga62Yh2q0BSQDJOnsZwvx6DK46N9mJ0gs1Yg2HgUtQ/yj0aAKyLDxTrYyX4n+m4pae0rE4yoEvtlj8vXAgIr/ugZEJpLlFSP6qa2pK02ygUaD7FgxiiOX9uIcT79ePe55/95DUgnJvd955gAbZ3emll16JhXyaXmAiUQprnjl9Np3i33ffeU96lXTt17/51yESd5zfbdy4IVJLt99xG44AaZYge2ZxwhsJUH6cyyqXaAh+RsSpo5KdqrxEs5EIB9eD2EMuDl81nKbTWZzCUaKMtWhUdVGkIDQexHOc1KgoDGc2875yO4JcYh2P9/mEIAEYLqvnJGSOY+gaMRDTIKwSeZVBeOvN19MJNsPD99yR7qIP5MtPU/yAaGdMIfIZszoBy2tSL809L9EPsIZ1dd9t+1I7xRsnLw+mt23HxDqu72hNq7dvYc1Tes+16KM8cP/dGETDqer0i5//PNU9dAUgBZD1p0jp0QrGlGWQz63G4W/exSN33R9kSA3qNjS0KnEg1j9Kny/C5Na29vTyq68gF9GXfvfv/DYcrO2BlgXvgteaFnY9mDJRebuOiFT0KkDzAsHxbxGd+2GmizAUZRVmpGlFMiONlB2uKhZ45mNloxYj7v50/jT4YSHzvo4Qymg7kODCBV4CGeQWSNnJMTW2cfO69NjnHgPB+g5R8TR7+AIE9w4qb+Gn0RD4ElpkCrVeou/gW6+9Fs1+r3T3pLPHTiE03J4efOgBmoffGmPUffFCeuXVd6A4NaQNW7ZH0YoGvEpBW9KbFcyDfrpcpuBaBf8vO5mxbcMGXL+Gbrzis7Z6FtD0/StQ8p+k5+M0MjWroUAcOd2X3j5yJnVTOTYGQnrm1OnoK7hlx7a01TGGIybSWUUVk8FZld0KIh/J2JPaHJL8TIXp3pv2cl0SFiTIYlsrm6FRrKbx73j6/mvvpNeP9Wc6BE7yMooaHrxpd/r0gZ2sTxCwqxdI4cLlQYvJlF/W3Snsm+QsYMlSHFZqg4d6aNt93E3+c35eHLrupahqI+jTyRef+/cK/PL8LrWv2YK4FzI3UKfOgE7kO4LoMk74yPvNXLhZ1sLA4FVoIWuoiAW1wv4uuA55I9f9FPIF44jnquEnEKB4qHIxAhAl9yfvp2w3g//kmSQVh7mJPpCFTXWetHtKO6gyPquz4DyDPjfQH9XRUhzUvp7nQd83bIIzyZ7TGhy4dXt68qmXUve597D/VOwSBCwDCaruIbAdEjmlITzn+OXeETqPtKR2BEd7+Pc5NCcNFudZi6uouJZruJDz6Pnc1GGKbI8BnE5X4bIUY77oc8mRihdlXbZM+C5XXuGklf+Ms0KrJRtDr0zeZxVB2MnUTQGcvKpBCs3GEBh33GzpZiVmC+dHQwtak5wdV2iDJWVC1Ev/IdZ5cYaEwK280KU+nY5cvqHso8RV+siollWhlYyB4Mb6jZtAIscDHNCuDtFh48jBt9LsCCg2GZFapHNaESfNEUx24F1XsbyzE5VXVnGfouHFv3M+OTcipYdUeM8YYA60EZWdRTBUQBXatDoIA2/UZIHBCGkYG1f6Ow2/42sawqg5t6PgYgMBCXcoOy8BEUtc5YDED7CUfmVnF1UBdWn3TQfS8z/6yzQ8vhqSN6kd3sub97DxIYIkYXNyPDdRtb9X3G9EKxlZiwVbpPFKVyg4SkXa5P37y0Fis7Ogq9UjKbBnIUsRgCjZ5Z6dzHE2E/rJH8twlZ/7kXu5+KNXHA4Rn7Vp86b02KcfpSnwaSDiq5D8KRO2Kgt0Rdh5gjL4OuZplIjGKL+GjX+aVgwXkch4/c0309H3jqcvkd7aQBmvCEImmC+5iiXr4ONcW/mccFrjMM+LNUcmS9IwLjKNO/Pci8rxBSovLXRQfqET4ibeVIgk1krqhVtUy1jXyjdhAWTkITfYzO+cvy99uLaacHSF6k+iqr+CUuhVXV3hHAwMjIQD8plPPsTB2Jvefe2F1HPuGEDEIA4QOXOc10kcIUmnLayZPXS43w/nbw3vMT5TSeXgmTROdekMY7nn5v00+N7mCgqiPoBEfIbNccdoTNx39moaR3Xd9PkIxGU1rwYhwo5gZF3jorg6f/ZLLCUmatEgakdYshkDrWxKNfy8hXHSv8vXp3/2f/1n3BfcDQ9XInw1iiWcm3aT3xb8SFuhEKw4tqZobQ+SSarFereNEca8GlmAshdgOO3y1Txsclf24FhE6xYclCoQlGhc7HtkODEfWDpxfk6gudmMzlsoEvMRliO+LC5QjWSG67QxdDN6Xls3biX925Yuwq1sJR02jLaOH1yHHZFZN0srikZutB0JjHG4H1b6DcPJ66OYxsDhzNnz6fPIvSisaBPcWrTNOqAOBErAgTeNPl9d9CS0vZIXIrpXXNa1SysCxo+3uudNjYKCelRX4twsIDY4Blm/GRb6Khw/9aqujMKDopvJ9saVFNsssP6OpctDb6eL7M/1dLF4FHSqa9XGcEYrCCS9wjneVzt6gfYqK3A025jjoBawLmbm4dXQ4uv8yHz6i8dfSd955QhVxyupQGNNrqEnJYfq80dPIpNTk37hAMjpMvbE2CXekyrFOEQ8l5xTOWd5fco5yRW3RbqkqE77eKPw839Wlv3IIsPa7QnFcv99HazF8yubuOxUq5dmqjdnOfxeCrh+3LvM3Cr2PvPXiLaSkgU5zZgXWR3zUs88trE+vQXDl0n2/xzpWrmTzfI53VKBsGbupKlB916N2Ri3Go54DkhNi+XfTUIyquCsM5tUAzIul8qUsvyiBhCVTcgoHCObcQ50dfOWXVwD99YGHWdzZ3r7lSdDXX7Djn3Bb1UK5L2TVakHVFSZgv4r7B3GogGx1NaO5aQKTxH8IpmjdhTpR1PW1wAJbXDm1Za+Sbn3Nf9RqBI2esnjQ9I1uc41PwoXLYAWC2v6saeHaYI9jg1dvXFLqkMDcQyk245Lpvo6rSznRXL3IAulqzi0PWhmBqeVv1uVWWELtTAC/Ow4mi406AuEXfy/oDos6kyWx2G+Gp0vSfQhkoxdruecVVvNse/gfHgUHvRo35k0iEDwKPMzbbFD/N0JdgtmPTz/r6gbzo6m93hteLIbZmuQaIRLntGbih5yengStxVK5A1Fq8Jo6xmyaOqJ5iw51nnxg+y8Pqc+DZFdNAkO1q1GwQhGKD4fn9F8l0Eaw9j3XUUsbJi+bJBd2zvXoNzeThVGX2pE3NHqLys4VLd2wQqX6rvrVI/hQIxdIQ/LzUqcNU1TxaT4/iHCV9x5VvwWXcBQxy9zCs7fh0MlksLfHZRKSY/CYgGVZu/Y/K6l/1YpSM6U9Gd1iormVhOKepWVWkvX3Ec6WTHk2Y3QINeEhgn3BDqjI9FBe5ZLF3o4WOXQ2KB5IkiXJ46+R4f7E+meO25Fm+lQeufdI1S7tEWbkasY/CefeIoKrPH0G/SzWkffOlMWRjtGA4FAca3BAykO1PftERdsLJbCCysd8uJavcfgd6lK7pgFKOoiyykluT+XUcNXlV3Jjs30AFQxZo55ambudWQV3JzmXlTldpPVRl8aiIaBpNj7Keqwll5W/OxnytmxDdHJcziUICHDODgruUf7sClxsJ7mx6PdZ9MZoo5G1lcHnKqhfnMSau+AnPG2O1Hx3768JS2nfccs+ia93Tiq3edTB5cxpUO4dlPqal+JE8I9ko5srm9Fe+1KOkflTs9FqkqRB6kh+LCvoqZDY9uPsztlixQcgSYaF08TOU5NDUSQ4XwarbYDL7dB+pawLTH7Cqr1TcDhanUto5dgDRWsNaTJKhBPiRoLnBCFfw0qK3Dw52czl0M+mRvY6Lx8iOCpxm4pf1SdGYFHV4bcukhZjCgKiEopSaMZER4y7UH63+dL2g19okIAVjFWo/FarwvkJPhfGCKdxXq+TFPVMKA1tkpReoHPqUcjZhPFMKdp6t7GfbpmPXCAvtPFE7Sreu6p9Itf+Ez6wgN3kib8OpW7VmLWcp/1KJz3pu9/73EtCAHGp4iqQTw5QJTVmKXSWHSprp6DB8fBNLU7J2yI9xzGtETmPrB0PvoXjmkIAjNUzNcspPZ5+pH1UJDxzlE6S+hsEuHOk8brXLMltdFb8RLR9rlLZ9Ll1w6mYziF2/fuT11rt2YpgUgdsD5wJEfhcalltnP3tthXkZW1tQb3WFvdgp7e6fQW6NjEHDyrxra0hmBk3VpK+0GwhrB/bxw+nx65aWtaWQe3ZqKeNNVwEJ6dU6tNo4UVgS/HfTjdfojzGE3M477i3Hl/gLU4Gh9pnX7CQfwxT49TOT8nrtkzhSj8WvfSn+7jcrAnmFAEB7GOXZPZsaoRwXel8NnRzP79LsGHfqh2cozD3P3sHnQf+EmS9T2LVGrPWEhOfcb+4XzzsJaUHpVwilCWcxDnVa6oDndDe2mw77t4jmQIJDh30U2lPBtYSxAG4pywU4Mo/kac8COk13vhtK5atQGph8Z0AMS+A1L80cOHQIrPUHzRkRopLtu2+xZsWA2oMulCrsUgfnKWxur2rWTfibiv6GxlTVq1LqFdrpgc48C045rKgpA8fZ7n2oJsKyzIyMh3LnaJhRbByjVnyjN0UXSHe3UuJriOq6CDR0/TaQVe9uad+wgQQIhd2pLIiefkj40qA1ScrYNwxQYQifacUG5UAn9ZhBN+egQYOekUPkaALV5PDPjiJoilaM/PWBdK1uRKSq9zAjsVvE6uyWpmEbZloGftSOVcgcs7yJrQmY71pOPs5+AwZ/8uI31BD+CzI9hexAn8XfwyV5jE2PLmuXckS8IL0jqUFxuevG/oc3P6QSmGGFhg+6gm4z0y8F54djoq6NaEO+EV2omB976CYdXDnyS3Om2/QQjFm7bvTIff+j7OG1okVA8u4FTVxoGTDxUJhTpXtvnQ2GtMRlGSjxvm2mowcB7EaoxIyhfKlRzdKbcB1CMOEb3woqO7DqHpGbUzaqkQUxfFZhxG8ZEK5X0a8PRHgSdFLhok4Zl6IT/swrIk21EubVkx3x+pEB0jUxgdx8Ssj9ffjJPZWJ9TTVYsWH3lGLnBRGkGiFL6L58PDaXxX/gczYLp0QZp2DGtg1A5Q9OqV15+LUqAt0CcVvJ4702Z/2M61wrAMnC8Xr+jRFxiogseSd7c5pwzvO/XJLpoUW2mDdeBZu5tU3CZyF+nYjPd55cRjbCD4xCcGRtJZy5cij6X8xineaJXlbndeFaaNakVg3M8z7zN4LzM4lRmiuDiAMVPpuPq4aHsJJ12BUXsbpy59+g+r8r5alAC2xqoGVPJfTew4baRtrrQfxTjMUrFGRV8vHYbz60Y7gE270egkkILWl08eNveVHX0Ujp0fiCdOvxeenfT4XT7vlvT9OgciODZdJIvnas5hGYaq0CnkBWpI33lYT8KKlY9CwGSiLO1FRJkIBWswxY4dHAdLPqvB+qvn6cx+iio2BSbkDmoRGBzALG8qSZK2HtwGKjyUejX1lS2EmmkPUNzWwvieqYGLQhA0oQ17FqTSFuLIQ+ngJU6ReTs2tSgyNHKEikZwjaFMQhnROOuoK4Ih6lCyaP+3hRuE+RcAyUNjQeUTtcgLW40nF5DfQvzHms8y5N4CLTQwaAdPbH2FfQThN9RTVXk9AipE5zeRpwuv4ztTeVXUagC1x8NoCtp4NyJtHNVR7pl69r06sn+QKgVn7UwZhob8PjjP0rH6fxgYHDrrTele++7G64baRLJ7Kw1g0BNkgY0dLrKwzvQ8rCzH/MYDVMSz41gQY4QY6f9mocDcwGdtvNne+lP1xXPcnefwbEfY53309uyBXHDGfq5LQNhmwLBmyLkrcAJm4Ujpu2UcFuNs9YCb8Sqv6ioDT+AFmFIzwzj3B6jYth08yrUp9nBqZ89MskYnYTkPM8+b0ZPT+0i+8FVU704OdEPymHT75ng0NgJo5p1V1lwveIADCOcD5nFG8w/ve9R+CY3+MvP/ldFuBYZDlPKFkh8mHbQh336onPkmbTELoTdjQPe1ChVoHaYEI0sPrT8nExmv2ZPys/JivTvd720eSqb1+PQ+H4hG+PnsPZm2BtWeVo56x6bM31vk23Ormhmb3CuSTT4zH5fXFtp7k3ZR1gt0ugVxTFQOMcRsObUr/dU7eHtNnJfKiPC2hTt3o4jfuzE6Qh41q5aDz8IUe1bd6dtoKn/+t/82/Tkc6+Dgq5Nv/Zbfy/dftd96W1Q/e6z51LVOirwVrVHsGl2zsrmSHkWInGecxa5ROrLdmUluh2Xn8+rnBnzhLd7AOdCVKpi42NOPTeK6y/uxZEQkRPwGAP5H8ReXoGTOzI5k1qWr0prSE9OyzUjI3UFfaspHTYLPRxbOaFF0c5EcBdtPC4v0883GxZ5lWJ35iycZ8oS5GjRGQpUkveuE3bXTeI+o6WZlKVw+rkf9p1N6esoOpGbWstcautUwB+F0zY+0p22wINrAwEUeBLJkrMe2TqDRfyGKN4IeRoAqvC0wspk5yg/IkfmL/M/Y+7VUgo3rfhd9gwjLVsauOLUjmiyeGlm1+d3KvO0rpiA44T4uKHu82fSesiBPmca4loFh6tVR5EO5r2t0lggWrOKcJKIUI/ZSfUg9bDV+IjOjJI605mSf2BUMcvvpiDSS6rtAuozYhiECzEGuqPTMushx6LNWhsZzpUQOG/pMp8XlQjZg4jvVqnNorcVvDMRFxCvaJfhuhPV4vsiGJqHJ2+gJSO7+GP4p6WZyBtcmNI3sCT1DPwVD7/O6AuV8+AKwHmoPnDfPWn3ljVp+uqldPOOjelBOFvf/dEzQcyzgkkkzFSiCuNvvvEm9zGdTp87QBuYXyalRq49qllubOCCt1Mge9kwXFsDueFzTid54KsUrQqyh9yl7t4gTrbgYGxZswpRTjYB42spOlgHh9X59LW/+HeIwUpUrsBAbAC5IkLB8VrO3LhgO0E+GhCLraZKZA6H5PpxK5vhOu4BH1NJ2EE6qofig4vdF9IIB9M6fqc4ZRXOdR0o7L4921Mfh+E7VKJVkBIbpyfe0GVI6Nvpbzk9gKMxg4PXnJbRjqluxYY09sw76TBj1t+DYOy9PVTlrEu9l6/w7+E0N8bWw6nqbOmihUVrkNB1eMYJGhpYD81NbfA0+OxCytrS65lJUDQ4hTpdsb6NIFEot0JMvkM75f5NCOZVocg8DzF1DhLOFM7ybCC1IrSkrAgwXB9W3ZlOMzIXHVRby60q/D/KZxlxN1Dx28aYSAIvU+KDOKKKrNqCqFoxVlX4MXaTiJtO4kBWV1IJtYAjh+xBRJv8bQbRz0oiX3knTVT0VgSdD1ic4hOvQQdsamielCkE1EtXUNimHcfCBKnh86T6TqS1OPNGlwMYUp0i1+9mjP/OzRtCEbmVIObum3ahfP0aKFqG3TVkVazvYe7/rbcOsa5Yt6TiOqjeue/u2+Ng9oYLNyqvj5BcyQZdW5RjvCVOxo323g1+Z9FAcF6wEUaxF0BH3Xd3UezwxDsIFGM3qnEyr4IaLHCt2+lucbnvEh/YhObf7TiAHeFA2QGgJgJJaQyIqKLtNXPJmkyvEScrQl85dewP3mc/++A8Tva7F/t4/kQaO3kRTb8sHTJLhH/7g8jQeMhyze4LnSztYDSkDaJPQaCOwy036HVg4k+lAfqYY/DzfpoBrXtX52rW+yud43/PDw6cImxTDnRDDNmgWIfIcYmzR/DAf3+8D3Mc5Xl69kSz45CS8ZBweXlQy2skKPJXaPbMYAtCFd3PKsY//JEbfF60ZbzO983PIzjiXBMUcHw8uIO2E+hs+fBNK0DC24MbdhlplHocjtUr13DPFJS1VKEpRzBTMZ6Ge06lN577PtXIKb364msUSp1PNyMLs2FVS1oZwQF9gRHW7OurSVugkzTbzsmxLCKUjArxv9DYK9A/z0q9gahKzq10zDiM4yz1D45Fm6zckLtwzgpUWaBmCoDA57kOWls604aNy+nl2wBFYyH1ksHqRcB5BC05EarIYiwePfnuK6xILzyJKFyIfeYFXvNdMrkkO4Pl9cdr9Te4jzijCdQI4/E/EL6dGGV+QeXNThm4TPI1xxmFHWUlxfwqJTTBdY8SWF01MIef2WkBiiKjoF86baby1RmbQkJjnDOtXkoE6cZwsOIRTlRxcXHwv29Ki9l124Y7nV9Qug9FlUZ+UnYpMuErv2d++yzcFkbQ3zs4eKnjGNsRvOsWeEeWRDZSzm5vp3M0gbViZh08mXqU2G3AOEdUb2+2LGKJISR9MwFsKJoVHa2DS2H/MlOPRom1SEzUROmsC9eKkCs4YFd6eqJ5ru/vweOGjAokr8/7K0hyHijqYUV+l/81AsH6vZvXr4KwLVxrCjV64kWn7evSWtfmfXF7LB2jcmQcJY2Di89KCkUxn3ryKbhG4/Se2pVOnTpJZKQzJ3JgJctQ6r9EhK+bTjn7ppXL0kr4Ped6BjOPSUQNmDfz4TiwMQTHQHm64WhJNP9xkWNEarEgc3GrTq8HpRywFkicjpuOXj3NtfuGr6TzvO8IY7ua5qOd6jh5P8yP5c0NWPlpopJZkD6h5/dOnmEuqZATzRgfSRcoGV4POX8LiOU0KYPlqyhthiMQc1welEtG7xrJPkeFRk5rVunA1MGjOpUOIQZXtWVTWoGzI2qwnLTpLXu2pfP0qRsm7TOJ43CW8bx5Yytomk4rZEnW4jRKO5uQv9jWPZKOnb+KjMMlGoA+R3eCT2CoCQRGSU/h+K9E+0iJkAquVRRPDpbtGOrRuBFtjLUU6WjKrXH4TSU38Xt7Ibp46hmD4UmKJahedO20sklr+JLvJ0o4RWVaBWT6ZqoVa1VigvCpFk0UKUxYyG/PxZbUQqse6h5jX81hFCqnWee1EDCRfmjAySstu1VHC4jrtjbSkBynsJqAIkjtRIOT8IqkwajPMw9XayrS5ah3gYbZT60Gh6CJxtKNRnMYI/fcNBo7Cyy81kaCG5xYVcYHxgbS2avnUvfQJThukFOpgluH8KqR6oTVNkaIXH4fVa+9OOIrGteyRudRuG4JKYa+05DfQQZs1WGtjGhApCs4NDV6l+lTOX8b5F3WXI6uPWOKCCaMZ+ly8XOB2kTkfd2u+7B/Grn6dlFJaUUktqKWdd6FWCoYRmgPqeRcRY/RdaRddm7eGinw88doGm9LFDTdWnWsuY4oJvCz5dDYsJt1MqGMAuM+hUNdBT+rEv6VEW4rkhwHtm1Ir7/xejo7cg5eGvaI6580tcEeXre1K91/y3Y4a5pd7a63btQMss0vg8sURHE/z7/ltE3Y3WyyyjPqY47Ez+9puW+o3RZwsEyFBXrz8efow64sx+A5CI4iD/vNCWpiYHJy8KcbA5HySRzt9rZcJW/Ao1MURHRpLu7J0KTjPz+Xc8SkTXT2K1CVcAI8S7PPm+cvEIlcMlLOUZ6wInWKM1cVjcGx3fKci3P5mrOQHQeRnTUEpCaHz585k1qoAmxeKQI9nXZu35AOHzqYeuFcTQ5eSC/S9/f8OZBRgIV3XrkKRWJF2vTwJ0HADqcf/fCvOSMr0qMUmOxD5Hjdmk1keVaG/bJgJkBr+dLcmcU6omg6JJVREEdKDzvSA9J9mUpxVQZqQVPLtGg4YpEezCFPJah/h5XA7G+DL+QkUz+9HS8T9A5S5TiFnZ0FobI7S6zzAoTIqyRLOsSajtSfY1s4WKXPoTVccuYusQqFc6wWliCKzZxpyUVG7C2qvy2WaSVrdOrMWRT45+GCbScTIdKPHeXeayh2Ms0/Q+/ZNqd+9HI6S9DVtWYDWZTBuB/lZwzOrlCc8y46jDtAGFdzdgMwFA7RorvIUASXypktl0W+ocw4WcRoinVR3NEi0pG39RL3K/6VobscYeWqJMmxFeSL0UaaHEZokMObSpwWcp12tD6DltFyNISMlCeQcYAGEpNts1tblUzQp8mI1/SIqaXWQA/QI/F9JcmBFIxRDTRGiw0jeKtIsnkq0qAiXRjRHPXmjWgqS0K+qZBYJBFB5NXvJrZCZAXpgF64GaMYfYnMlvDqyFnqeiNO6WI10/ssRB6PIAqau5f4iPNyuftqevaZF9Lhd96lSfGFuJ9+KubUVPHgq6YsV4j4rbdfTbs6K9O2rg7GRrL7FD0ZidqM1mxuWThWWerBzaDaNGtFx7Hw+nNq5YNmK7STnO2ozsjcnQG4QkNE8ELi/Yyj/C2bmc5SMnqu70JIG2zdtpXxgPApkmfU5aY07YLxmYGUqNVbsWY9lSKDHNLMDamglRAxz7Hxjx49FZtsA1yonYi9bW1clmrZiHmDXDsmI5rjv+gAHyleFHtx1kyZivRUYVQ7EKGrg4+mStxy0Lqz7yHFAM+qo5F7shKTQ0we0gQK6a2U3VPypcwkpfIIYa5sg7OwIzW+dizNDi2kTVQG1mFQREY9PNshqDfiVDvZ5u7VwgpuEEhFPQvU9RkHHujCOJHRLAGBza3lDtozz4fEdVE/G1xZQOKXaWq3lU2O7QZQjSNhtCUC20CrDqGIAcQ67YRgpY8RK+8aJdVW5c1Q2VaBJW7EKOiEmLZwTQdaRnpQXRcDhXEcwmI1k4ojxU5KMYpPSE3CNgtDqBEdY2zcZzZU9fssab+qRqN4NPJYix5gwfUShaMtlGK+o/CsrhAsjYKuuE7P4NAO4VgvEAB4zkxTRdw/MBqO7grUsUeQoXAsJL+bLha1jWIVnb+oXDR65J6YrzYquDzUdEBLwuxiD7u8O/Oa04wX36Ng+n2o/AfX+rXfqL7uewguQdYHAVwF2jbPHFbPUC1Iurmv/x1GnKbbXS1pBR0gapor0s30WT1/uT9dhg+zZ/uukEeJBsZyWEATRKuM6Cc5fHU0bR80h7Mr9SC4FxzSzeyhDpz7dsSVG+Rn2ULHMcOp/dIDN6eH9m+A76fjmG2yhWgS9Grgt2mvwq/IaYRw7Ny9ZfibD6OPuu+/vb9l0vi18+T6vf3TXkm2345DtqfaSuR9+SycZJ0VObVyCyN4KCgtP+bDfL4FK16vNr60O+VnGaxXKI1hsUmBUsnX8Z7iWkRgXIdhYjO6uvhwjYUD7lpd+uui0hcE28KPKPrRVnv94SwXzw/uU+Y/Kw+wAud+AVT5whkACc6hVlt8PXA350ZfeuLxp6HNXISDRfse6AY28R4f7eXfUGkQfT5+8kg6R9/gVtLQX/nahfSjjq60e/u+9NgnP5v27NsXmZCZ2fFIx5cct3xmWD1cEQr3F3oHUy/NlmuwjZ0ILTdQYZ8zXRlrjnt1FDiCtBskNUKUdxTbMMQYX8Vu2AoLOViCXCsntVUS2wunOea10HJcHLCMoklmD2yyOKPzDJRue3at40/uHzMzco8ZTFURKrC1I1Qx91KMM9B7hsCTilHuA3+PDIsUl43ZbrF3a9lrCwTnFXw1wttNw5dA7XGyjryOTRuG+7srXTn5dsyL52QPfWdXAArNMB5LUpVLd2L2GLMxzpPrjeTBWsStFhdPeQzG2IdRyysqvPR8f/k9JEh7OAaPIsP9fTgSTZxMpnqaMOLOzSVKUaNUGdXUbqTrZ6fpX8ghtmC5IQMhB0gZAl8TB6ZOhD3o9HqdECzSHBuD2ojgG1lOW7Y1CS0lHBcbrk5x0OfopxAX1dmBwxQRd0HEdLPERIVgpz3sVsAXak49VD31IT5Xi0hiV/2K8K6u1x790CgyFmCuwjDqUmNKNMBfWznY3U1jSa5ZgVcVakWH5HRUYIyDXM/rJkESjuCYTHP95/qGgkhtI2MXdSMpJx1FhThVnrYX1l133pE2UYKaZ1ZDU1iGcn5KP9lZ1ZhruLl5he4GWDQrcSxXUeVprnl4iL5x/G4SB6KTFgMdaD8Z1YSoqVUbOnpqW0VrF3LufZfTsUNv40x1B6FxlPEeJb1419Z9pIMmSAe9TaPvy+k8AnnTRBDrECJtoAImr8BreGn8o3CynA+JmCIoF+DFeDhv3URJO+2WCExIzQ2npuVdqR018DW0gehc3hk6Ns04SMsot29opbgiDcWczbIeltGYtQlj1dFZxb12gbzRqX7dRtKCpJlBEuvZ9C2sqVDmDcTSHnH2y5vBCYJfBVIajVyN7IjSJ0l7RS89hEcrPSFNEvFhikLO2OtLQhKO1ZSdE+CkeV/jwMszcH9seB19QYkGO5BymGT+x1U6tvpQxBQDFbpUWG6ri1SZly9RR7sNT1fnV6V2+/dNyXmJAg4Oc5A308M2F7aAxfYczbQpauIrxEddV0TtBkAici3wtVTvn8RRG6faSAR4inVnUYIOjwKa1ThLYwQ7oyBNIlwNpLAW2KNjHBRk54MGZL9BCzUsRKiE2H2R8vG5iatEfz2pB+SsEofTdeN7NpNqkxNxlbRvLXv0i1/4bDqAxptBiDQAUe/rI4Nsk64549dICdfsT2nPcsolB1nut/LLcYuSapWbQQMa0bUa6Z1Ljch77Ny8Jp2gmGSea64krdyuovMK9M/QILr4rcfTe4cPp8doHl7JG8iT9DNGcc4uIk0xiAHesAXdIjk67o8o9BChUNUf/iHI1610CLh4DAONvpbtUUR4xtk3cwM9aNhbLRphY3hLpm8ihYtDHWiY9tTfRSosj0SZf4i9XhxKpWBD4YYWO+tv75v2VDsngqrtYwWHjck+cJkv+SCi9f4Q68bXm6sT83tloA/UncAggmabFS8+buxtlmvCF7gevFYDewMmMx1SUoIDHUdbrsK1UlTFONdtXH1UxRcOlcFXQRkJPlb5iIssn5OvZfGMkAukLdKuOc/yyBRdFq0pHJb8Nl6kTlxRMcr1rF+/CRtIap4Wctt3bg8+3x6KKp6jefEQKLKcSqV8KtVYBI3tR85hesj2Ok3pOJU9o8MU40ATGOL7M889HZW8v/5rvxHcx3rTYKy9uC7utpLgQSfpQveVdAqbXQnCvWbTtlTbipYbMWQ/8g9K5+RZuOZgReNlblmO9Rh2ZJJsjYKzMHlDXDo6TcTzc2AfQaInHbeb5aCWSsTm3V6UV2VbyJiFEgD/CZCoza/IcX20oVIiQ/eNVYfNHiLFd+Y9EL6Lp8MBnRnr5uVQIjCwBq4j3SfTqz/6FsFOM5pjCKDv3pmaQPCrrTBmXQxcOp7GAQp6AR7qyEwsjC0j/Xoq6CJeix1lLhyn3yzntyV9MRTBVvbngN71DnPJZmzZ+L84WQrX6XoT9/5/lxhX9LXK754rAfgeyw0j1CBUh3d47sTZtH3bRlI8TSBBLl60k84cShvXLU+7d8DXGOfm5ymTJUUo2rCAiGTOU1ubBnBpWrA4bEMUPBaeKEuOABTabIAgW+pfeQiIzkTvOjaSatpx2zGZ+ctWORIRM2ok+lNYAmUiCFnk9qxah8o0YoTCqKIWevmRWsxbYPER6dAlv4lRLMYicrc4Vk0Y317Sjk8++QSbYSF9libEkvIHUMS+hNMxymFVC/cnoFHgzZUo4bet3B498c5fOAN6QN5X440tmSOF2kjlXAeyCFfwssfhsxzYd0f6wme+kJo72kLlW9xPM5dVkNyvlnhjwvkSA6xmJ0gw1NCfv3w5rQUJWslXA86nFTIdOGzKVYhmSPA0MqqU2+P7cMNTWqYILpgb5u3S+XdT/9mjyCfMIRIHAgnSdJWI5a2DZ9Plc/CN+NRqoqgWnJQNOD51A5foL7me5Dek98Im5rWYuSixHMOAgTZwGG6kU8Al7rWfqqv2DawVnI1pnWQO6M5texDua07j6C1V4vjU1yINAD9BaQFoyqmOcVq2ahMk7Q04HY1pIyXyn33406n3PH3juJmJEQwtA6NTXg9krF6KGjiRHgQBEkkwXy8hUokTeVTKh1jdoPMv3G+7Ftfq7BiGd1gzRXqVpuYGClM4xjMWVxBRjcOxEjmd5fOa2Q9qP82T7ibYxEEinch9NKPkPIFDNsTrtOjDtOSZqQbuRibF1kweYkL6kxIyTZ3joDdR3t3WTFURRRoO6MzcMN+J8KkMbNTpil57tj8iXYojZYsS5SRa2Bvupxruw3S8h76kfhthy3OrA3G+Ono1nXjvJFUn9PjceAtrrCldHrmUzvedjbWmk12vc4jNbSFN2dW5GeOKJAONuIeoiHPNyWmqgPfQjDp5J9WbY3xW3+SltGXntvTZzz3qzRNIWBETZ0uxAq7tsUUbFadXXtM5kpXr4uGbwwr3aIg9isAVRQMhTRTCpvIKC94OvKmmVTuQieFoGbqSloFYPXLrZg6ocYoiRClwovicJlKcW/ftSss3gnquWhnH7awOD4flWdINOr6bdm4B+VwOxw1UCy82nDCI8dWkpyst5MB+7d91E++7PL38yvPp1bdek2rJXppHx+2ptAxbc+89dzFPBJ/T8ltsNM4hhrRIDUGmDptFRuWR4zEYFb2FyXbHiA3kRI0FTFrgIgUTzlh2yfKu+vk9AoHho5UfyYnt/InOh9wcrVJMkDZDc+tXMdUfBUT6TrnpWWEXND28h+sZNyuCmnBC9ZDyOfy+RxbTtVgiV/jJ8xMxGWc/+pImAo0o5uFp9kGN1KNpLDlk8cmeDxyqBkphrApHl8KiMkBcRFp0GUR+A9oqAAzPL6/dNenMcLNVOPVV2BvTa2MEyPKxXNc+L2dEirMqnC/Xb6KF3MZ0lubS586cTM076yIVVwPaUqWkEU6ijcZF3Srg6Z56/cXUva0j3b2lPg1sbUsvvX4eeg5BBQGXKPqho4fS9J+Osw5H6TyxKc6ddThRFpdMAYycOt+dzqIb2Eo/1fp2AmEqn69yRvUNjEWx1STOfw5yylXlPZZzXiCZ3recKptgi/hhL4P760BwUyKDMWHFI+OykSKIMY5x1qkyq0NQkkVOZ8gudUNJGU1dnB2tZA/kiFm1PkGQPYKu3QT0mr7LZ6CJnCCTMkqhkueIqdCM+xrsDXef4uw8E4FhFWm+sQ4E0/vPckcEmIAYPb3nw0ZV44tYdDY2fJErA8XDCdNnkLM2Qbbh/Jlj0cwq30LpSud/vA/WLI3aUsfh/cv0/f9aRKwd1GJhON7egrpMcgpaSA2ch9x+4fSZdOe990S1hoM1TXpiBKO2YefKiCj1mGvtL0U5+ALfp9wAMSG+t6iaZcrZyzcFFk4Wi905WORpBHzrhLA0beTJJE1w0KtJ00BqqJbJEG4V2jftKMLgoeNkZyJ74SaJGbrWi9LwqK5TUl8jruJ7PC8bhkUDEdNWRCvFH41Adaw8nP35MijdV7/2DTb1XPrP/t7fTau7lsei/kt+9/qbhwzDAl61SqUFB2cjaIucs1NEGt2XzoOSZA7ZBqrjptBKGjXS935JS9mG5Jab9lOKuyK62dvkN3oV8owgZC5ugnw2WSRQY8qTaGfaPo44vXOMvX2/ZkQaNCx+CROp9zPF+5irD95IHnONiEjXMuQKLp08lE4fP5y2rl/FqT2fzuMUih6KsJxl/rvgjtXgVJ1AZ2QVXeg30zFelNIOfoGqFNFp6ezn79cMtBfdDO9re7PaS+fTO4ffCcHVjs62NMTGk4zfSXuaVkihs6BZM5M9jAyOImhUEymwahysKg7AKYjclQtNoBeNacu23Wl86EgaOj1EWhFniOcq3eHYVVGBolMtsqjOUROpnCqcX8df9MoG2DPUGkuQbMV5UZU/oituZhpSuem2lmVtzL0OFoRUjMwcDtOop6oSDzjbOnNyKmxxY/pX3TO5D420yKizYpbXTcKtGiE6HYLHZhUZbAEcKpWb3Ry0JkKuw03eSnptGU6Z6W2XoYKIkjB1PORWGUAEZwRbNosq+QwIm2m5FpyysG9F6sXf29GhlhRAC1Wfrt1RUvnHjtJ4HQ2ybdu2od+EXAZE8KnLM+nUhZOBOlkOHd0Q2E8iqTZ9Pn3hQjT7hkbGtbWkHRsx3vNtCJOSBiWwGMN5dY/ddMs+HJFMYhcVDD7khxie96VhrlnlpSslBzbuUdFmUhy5TyMcK8YrE5kt3YaiwDg213akNVv2pauXTjNW59PKW9sZI/sLUmxA9F3Nvmol0PmF374TXaF1oOasgVBXz5p96mqtgBvYwb6rIC1oab9FEXP2FJWgzr4i7xAOb+tyulmw9weJihcoS7ca1armsf6e9L1v/WUa6judHnv0IcaOgn0OiAZ1f7SNBrzyYsKZcJiyXEz+uTzcCqFI57FABOIiPZj1R4v9H5Yre1s/e1er3LORpnl/wFlj+k4nSdK4507wXw3wl4SlP8b3C5tfnDOxDgo/WxRkxv6tZk7Key8itnBqipuXWmB3CInK9k81bT6lxILCsYE2ZrR8kr1GvS/7EvSKQMoeqPbwC1J7XK+HQ77Ya50+HOjyBvIJGk5/eSYUY+4/XZs6/tJFpF0owmxwtpiijDkq02BFMqz4PMn4GzduTifgVfXQVi36+/F009I64jPIxtgmrBnbsRrqTc3YYGh13Qd62o/D1EdQKK1DZ9H4+ARo2O99+feCrF2HnfzN/+TvpgO33xOo1fmLA7S424FzRSEazl3f8AyUgD4AB4JXEC/lFgr3uFhUxYLMdx+Odrn+Mlk9/pAd63Jx5l8tPnKxQkl891mxaiKDoASRlBDP7nG4Ui8/92SqHYInjWC0q0vKwjj3O3C1L34OSoed1ul1LFATshTYZ89Uwtlw+OqdBwCdCycOpu/iUImeey5V4WuM24uZ5yqZNE3asK8bZ9SLjyKHjI4rRzXr+XPdfRS398EVXcaFN3r+x/ldcK8coqhIyJpUepFyh1ZjmFWtnqWKqSZ6rGUYdpwDwgqa0PthIoQXUwVkYSOUgMv5p1GpbXXxvC2ddYYkqkY7H//HQlMzR0dJAqQHtt6yyrZ1IBLtpIVs4NxOVcU0fxeh8ZAU6q9iI2noQ+spHLocoQSLQk4WG3Cag8dBNdq48VheW2tlOsIKSNEFX2d/rkOkH+QSrVgGgZqD0K8jh96lLc6rWSxNW8yYaaAlS1tl8tqLP0qD3WfS5pWtSBFsSGvQRqls6kg/eu1QcJJ6MdSDELB3UDywkRRFKG5HhaX5cJmLeZxKAn8cY/xOkvYs6JTIto5jF0rWA0hEbCZFqM6O0YD6VTqW5uGDT8ILC/Po9lEVIuZwikjCKsL1kN8bqYA6w6KfmxzitQsoVa9OuxHN2wgP68mXn42+WyvXraLPI20iuM/a4OldM1il014eAqWzb3gQVZF8bdq2KZ3D6TxOeX3nBKgBiE4FBvYy6bpG3m8VelnLanROIR0rzyHcbSUgFV8IXOAYymAE1elCemBtV7pyeYTIZyQEPpejomzucSxaNyClgPEzRaZIn4Nlfn+OQ1LkyEbgarJ5z7PRNkWpAlClEQBxUJEWnMoqEIhqkT824ih8tHnKnUWolkHKDx4g63CecZpwM7OQRZrqSTeGUjgLvxHjOM74kngj+mwG3GXeRKyoaHQfiIw14aitXE5VJak5q86smp2cGGJeqSgkDWmZf1TQ6hDLXSHd6j719/LsMnDLXsEpU0ZBrqMaX5Kr5Z/0QFjXQVCvTWfMoGSUis3TKLMPUxnX0IHbx+EFI9KohBTBeDp+9J00SCXeVtSm9928GeFEUrM0hH/ljZPp6BGEDwl8htjLbTTE3r5rezj8lkoLsVbYaeEnOf7dO0s2pYbTwyrkQJirQO7se8Y6MDqvQV6hloVVha7QFI4MJTKpa90eZCg2pD6QYvEfDW8LPzWRhqmiEqoaTSzkneGEZl5hFJewjtpa6b1KNN++nMIEDp2oaNOAc02i1CKW0yyUFuam+9zx9MNvfTddPHmQvnW8HWvTIG/ClkfYqReeehxNsbl0x+23BPZkoUsd0Xk0JVfVXqchghEPbwOoJWd6jFi43dkQhVdRkL+LwckdFK45Wz8HF8tjJ+z/9Y/3/4Zr1cbEtZQ7/GOcLqJPxR3Efeoo6HAZdJsiZ5yjHH/pW5WHOt89mEWTLxGsDsDL8dC9Audx/aZNIRljQ2wLIYIegJ2agdsbe9yTQC0vOVPicnEGLHGe/Lz33WCZxv3gPYXD50zJ/2XvZakHifVZa+va1Zep7QwYxEfosHHLzeiorV65Ib399uvptZffYF3Xpe0bNqXj6PfNsmbUALSDRgeOR43gAsUq27o2pH2betML77xHVTC8M2yEjbENnruR/8n2qzoN/+Gfps/RbWUFbaE27NhBVqCFfolQfPrHeB4ZFNvWKNYZ3u2irx7/vn4mywDgY8zstafEm+RVHAhg4WhmPmimBpnZ2gxNZIhs0ImXTkdrOe/bddegNIN9RBlTubEWtNQEmoytJLNg1kDtSe3dJLYuc+r0mWZJBfbFNDoP1Tjgqh+4nvRL5uBB6DeUXRNiBXgeeh6wIW/oYN3Qhv0k6/0GIxeid0WLgEBBiPLefP2NMNhtcJrMeVfQOqKKhe7FqodThd7Q/DwLWoFQUSxdXxe8lx3RmlyEWci09GiCYOvBEuRBjSTvYdWXC9ZqPysJPYhFAEZI+/RTrbeGFh4TcEpUQW9tgytB5ZOfoaGKA0ajGBG8Pl1eKJEENPJV+yTgQWB7B7+QLyjLb8shKJEX/x0OoROgpxsbqTr1sBiGOcQ//elPR4+uw2+/lTruuTtdpIryMkro9fCpFI51gr3+WUq4L547k5og0T189860Y8NqUCCbzYIWXYU4jBZYJSjhMAa/ko2y787bUhu98RzDKFWVHMniMdK1XFhkVLkir9vmsFUYpPng53CA45he7htIy3A0mzns602DRRNhRWVdVBByiQj8ihYjOq8aHRdgRKWzRPA4rptpO4PjsXn1fNpyviX10Ih5A6jb9pWgJDNDaSfp4OHxK8h1UIXWgXo/QqD1puLsJ/3+4C+GtcBc889cOC0sA67X8d0BWtVHn6rLjOvQAMaCiKOezXWVdN4Q62/bahzR2qZoqBqdaEwL46xEWT2TQ+CIqCZio/u3kaPvi64BtaATBk/TOCbjOFdDqJH7aCTlVSnpUc4Fc2pkMwH60oSj1EQKLWRTMc7TbOJJy49BQOQe1A3VpBWtOIDMj4HBLJwEa3LqiRQ9XN3KFjPIbZqkQtDGznXAvlV4ro6HrYamcaCs7OmCA2cD2OAo2MMQwcAB+EstFBy02ifRzgy2vmJep3A01SCrx+lpZn5DMFaDExVTOJ3cQyMIlYdNueblSro33QeZsK+IYpab0OlaZm8unITRcQQ1SWkvyJXEude5DK6QWjCMkf3brg73Bmn/7gN7cawgiy9jXYEEjYzDx8LJqCAlwSjForyZFkZr11N6bsqTFI2pJfflj+0BWmy8DzpiFnxYjGL1sYFGA/woWtR8/wmCk43p3nvvT6fQFTqFGOqD995N54HVOGFE/Vz74UMvpncPnky/8Cu/hDQMzmR4+8wTYshvvvomEigX0yOf/iy6ZeiwEenWgU49+aOvkm4ZS1/oXJ5O9+CcMWcWyKxAg880obGy621qgv5rh1/DFj4XHJl65DzkD4YoLH/XkdrIflhFClJkrM4UFU5hHMK+QTgkoiQlC030pxiEOOgihi+OuXyMF8dy/OzDQ/yDiMMNjPhP+6tw1Au3Thu4xOkwABYNCOQqeEhLr+VjfKDOlV/aX+83qB2iFmUFYR6X93FOCwdg6bv3Ubh0Hi7nCqqsHfu1cG+WEXyLUivFo500Zb8wgQ0GJXFve9AG+dvzXuAgj2Yxrvm0yF9h9ZeM8Q3uyyks0OJwtfw5qC+mGouiM19WzFV5P2EfTY8xhifPn4c28l565cU30hucrevpquB+lY9mQYQdIUYJHM5DbO9urUutaS00iOq0de3G9O6JC+k8SLR9QK2YVA9rIZBSHczmdBX9v7Y1m9PWvTcHEXwMz6YbfmGv0gwU2phpUlg8Go0vmd8PutQfY04/5CnhuBSrN5+lrpdsF/7/zP13mKbnld4HPpVzDp1zzgGNnEEAzGlITtBII9lWsi/ZWtkre3Vd+8/u5ZXXYbWW5VGYGa1G5GQOcwQYACLHBtAAOudU3ZW6UlcO+/ud5/2qG4EkOEN6tzg93aj66vve93mf54T73Oc+QBXYJB1ZXTpw4K60pGoyHXnt6RArFpA4f/ZkIFcqvI8x3UN9sdD2xLdt3bE77P8FfK7Ah9UNedvRYBDKNTekiwRejN/tFi7HgTq51O7nzJPLsYL7z+AK4/GuACuf1/fPEj3AHzTIKkXWi0c4dkZAaCH0RXlhkPERZ5gHt/OWWyLoCc6PZXgWrKWFTr3eAUasoF1FyXCc0gUCFYGKSLgz65dQPKGKuxwWRRkxRM0Yr2ok/73MQIfMKuK+c+bgZo1J2ZBLsxBpA+3m1SBYtTjk3nTkyHGMYGcIckra1vHYzm6pzfKcGz6MfOjx4GQgTSu+qXyBDkeY8B1LVBzkd2yyyKzId3goBiJ1RM279uxJq1auBjkCsaDsc+7MqbR65XJ0g1anE2cvRkAQUzFC4Rekg4O+prsZDSz0o1RCBxmYRuH2wuEzzFDrx8FxmHBwjQhv7rxlH0oOICmUXiTXhtCfJYooXeUsT5NQQ0ZTAyIVav0gM3Kpeojcp9lImxhabHeVd21gZZl2LsZx2LmYzYfJmwFWgMOOKmChatm81XR3DkM8nwex2dxVnYaY0fcanWSzSFEsgTdQTyCyjJbWWYjkz6KK3Ve3PO3ZeodpPJlnztbekQMFKnFjlc3YGzhYqqmrpC7KuK65O61mbpUbf4ZnJ5F8HHLnCRDTFw+fAHHJBHrV1ysph67CwYaQJYHnNK8zYJqYH0udaxvT6jt2hzbaVbSeRuAYsNtCv0ijSwqYJsvoLuGKpgk6RwkWXYByghd/RghCAAjnjPeyo7WG788htHexB3QHvZraqjZkHvrhLIykmkYIy/V8LrV8OSMTioNSgpuFvFRnF10tn+GYFM7HBEGXnbYiL43qwHE23Rsa2kn25CzrId+qiQAg1s4DzzWLvJnpVsOZqGb/B6oZjQKQ3gkM3Y+SsXUcoTlm0AgvTPFE96tDrX1NCfVUEkKD0wji2sKetLRXQzflsralBKF0FDoGS4K/QTwwfnNrQ1rR1U5HJ2RSAvXpgRESqRpkSS6nCTTMgACDrO+ZWL+JAcqQ7OfIjMNZmmR48R/UBoVDu/nkaZFtsmFPYE6aQay//pXH03/73/7f09YtW9KX/ng33axn0+/92//AddSkW/fvJwEj8MfGPP+aI0U4U7UMoJ2vYYLA+Rj6u35HZ3r2paPpD//ozxFZXcr7bKMztjMNUup7662TEGRBt3i9Afr45DUC/yupmdJ1Bf8dpXSes8TYVko2t9+xj2kBl0NZ23Z3OThNoJnbd+7APuwiuOU8YGOq5dkFQcXyV7QU5meyaLuLEGoxiNBuWyDTsBvWFVpiYcPy+mTC/80L+8t0i9lb3vzu4R6KjyjtteCXxvdKTvQdv3HTs7zpl/mutkvOrQFBWAptUwRdfp9UnABdAnW+x1wNKLxRce+5MUEOrFqJlrpNKkz0p0ywg/qRxXXtoi5To4/yoCrjlZb3XfuQnJC0b5KXrz9soDcZ0WRET/GT0kq8ZxsXAUOWofG9rJiYa2inS3LdvlUOQOWLlSRrvE87JkfpzPvxj5+GE3k4ENkBEs3ZhXMRLAQ0ENm/I3vUhp9PJ0ngq+qGUz8oqaK+HrJowuAjXUMblfQRcyQjXeu2Mq5pObasMl3DxlymsWoAW7ZAEFGOrXYvOvrHFu2iSJ0X+md8eSfvBiR+6su1+7GnMyZW7Nw409GQq71yD/Ef9cjV7Nn/MOr2d5AQdQaXboikXmHra/jHCxfPY+dUWZ1P3Yicrl+/MXbSOUWEATumqFJcuXIZYAZOMMmNe0e9MdfRYH6KcrJ81VpKr37lWbCUGBU0p0w6ga+1IaiOhOudCJb7wQf9U8/X+/3gp1m8G9+P5QhJ+Dy70PLPCca9THMzGzZuis4gs7MxAin5Ius37EjP/uRb6dCh45RMJEoDXaJB43Be4fGIGLkxo0TRqS5EKiXJu/FCJsCI0wMVcgWlLMIHA73YbjdZw0K8lPiE9OvRFapZVc9ojN7okJue5gHws8Xsyi1jcBWdFBLhfB9KiWb2KpyLznH4HFodAUvoR7Exg7mYuz0imFHXJBAgsmg7KXRqBSR86iQRNgGh89dUkm5CFHLb1s0EBRdyliSfJd4bWHfDptRdh8G+dIoOuOrUCno1OgqZmT2zduWy1HcWMh+fryp9DzIPqykf1vM6Py9omZZceR+5INobQr1UB0mx1kmzvG6KNexlI45e7EVQcU1qpURWTdBW7nVgjCw4VHCoykSZMDbRYROJW14bSfLOgdSpVxN8Lq1bkob6QQ1o1d/TvDSt3LqHIBHxV6EnELkmeDB7cVAVSybTzq7NqQvRz2ng6+h+s6Qi96YIXiOzikzPyhzrrDyBre+8NqQ8Q4dKJWB+xttPEiCKmjjiYsWSVen4iVPp7IVL8Kw2sM9Qg+c+zxB4raNc2SYSJBIGiXlkjDmKLQQP6HJVYWCaQTun4VZdY67XdTRbLN9J3pnksInGzsJhUNurjgyqDiy+ArG/KF/jDJtmcJZdNamzvjv1ne5Pbzx7CBmOM2n56s60GiHTSYjL1dSGQrDQUS3yAOHnTMCVckxNTas/wwiGUjTGgixU1WS7AqupaSlz4HoYME1whrhizgXlP0cvmQHzM5Ez/1RTrqoD3ncfhennWds5aEZWTwdg1j7LIa3lb8UWPU+2q4t4haMQ/hYWx6Cph1bPZ9Wyxg31oGCc8e6W7nSO8rXt8s5ctDvSodm+VvL++OhgGrKrkTVCuTRQu927tqZphiofvgwPi0DrGE5i/bpVaY0CxIqJho96f8MURvfm7K+wY4FiLf6KCHoOJHQiVfClDr1xJC1bupT9UpbOnLwQml99OI7f/4Mvpa+0fjv903/636QTx4+lHzz1CklfS3rsJ69xj9XpT//oD9Plq33p45/4NEhvEwHztfS7v/vvQTza0u/89m8h8Ps6z1dDfjXt3rcvffSRB3B2F0HHmDcIYtkIX3CGku48aHwN2mSrKON3YMMm0DmL7iqev8jqkhUrUicOwHFcCixXc8Cn7VIU/wq9Lp1LvndLSqHc7w4WIcdGhuPxGfOsZAVUsr9meZ/gtsbCZNkWbWQMw7VcLJL0gYPYn+dC3/vzCA9ueozR1U0QLh/WPe3ZzQGYdjxHQ3L4gjbitwMlyDbWPehIHOUEStI/9kJEs1EEJzfmEPp+JZ8R1YjSTfI6qwiek1UrV0ZSHSrhONDM/iuCI2ktrNEcAcY43WUo+cFJhSSOlpy6fssbLAV7FrM99Hdvhtoz3aEUHL53H0fQEEFW9he+wsBZHma84WKIapSR1d1DPV0ZAYJx/z5H0jqCJI6db9JB7Dy3W9h1ck0EJSqdAEDnbyVTGE6ePpsGIcVHWd7JAR5v9oj7swIe5jBafWP4uDUbtqe9dz6UBibwC2eQKKJdcBxfAa4c1Jjg9hlYye0t1vkX3xk/7zdyoPqOZDvOeZZpMACO0TScgwnK/7RMwY9tR5uPMjyJWjNySgrDdjSAULVtYc2YOUgAVQtif50k3OpDw9ItqXmFIfJcWrNHe8oa4r9reF3nxt0BzUl5kY9q5cwAKyhHllr4Eh2XamG1SD8vveT9S4Q/5YT9IuFVKcL074hUg3sgu0SnBE/jxDEO/kxajd6M4no6gQlKC6wNAl5r4GfcmfqvHE+X4D5sXN+dVoIq1VTQOTU3xMbLooxVBEE1dprFtNPCKmiMY3hbqbskd4Dk1uzc2aVjaKCEohruPDV0FbUdMbMWnaZxJAfGKc3kzMigSL2j/B4xQJTAohF0wINtaa8HSQVr+AYtZjMaghLUa+bjPDej3SwXIT8GAqxIlJwqPLLkY5EIuV/XBmiXRZpiCVF3BWjB3ZQqDh46ms5eQoXczkc7zLiWEcox21ZCjK1Cm0qBVbV7KAdt7O5KndtbU8P5gfT4y2+Grsc3vv4NkJfB9MDtjBvBuclFE40S7Qm+r1vWMumrh9PQsfMMA1WZd56RN3wmlrinjflLduRRpgmkxJIS8CrxFoiK3U6qz9shZGAwSfCMgKuz8kiI5FVVOlevbDKN9PemSkjedTzozlnKZwQC5w+CuJEVzBB4laFkvmGuOVWfHU6nxp5NAwYGeXBeHhPjc5BYqJo+G18iqJDxFM+qQd4Lh0/xQiFqu33yMFEOUTOjce7ck2opR3YiAVCHvsvp06fJVIYJqlYGB+YySts9DD4thwvYAT/KQzo9PYhDgxxaQdmL4KYSKYY6Sj+16H+VL3QEoqLhsktP4vIEQYGHrYpuMfukwuCzJnN0+Bkk2qXTVt2eznSeS0fffBuUg5Lo1Uvp4S98ONV2COMjGVHF+8kJADWVdCtJfQFUc4H1meHfjnoaBpKvUIyUjtFKjPpcJa/hWVg2HCVQciZgLQalxlKT2byOgX03RtYp3F8rGkZAFJpoBoAYBwmccr4UkA3ZEr4iGyO4CrQ1ukctmWeH7HNQ6sFDK1JWzc/lSCnFMM5omAbudXnXijTagxYYAXgNjmge9GUItebrTe0gay0gMRiuBp5t4wJdqg1pGVInTet5y1ffTG8yn+/5Z59lzFB/+uRHPgaiuSfrYOEg3verMDIl45sxhFw6CjTA01s4bTPmZhDV3h54GkdPpocf/BCSIyPp8FtvQdJfEZ2Td9xxd3r2mWfTl7/yjXT82HG6NjnTo9PpX//efwj+Sj1B0UOP3skcQYY4g3p0YDP27r0lPfGjH6fvfvuxdJBJAGtXr6Ar8IX0R1/6SvrQA3cFr8Vur3E7WSlVHuV3z525zJ5sSltWM8EAPpcU6h6QvBXIg9TRSHAcbaOn33oBZX5eQ/v9dbTijh0BnWAtt2zeCNK+JL1x6FA07Gyi20luWT+oxTK04C6CfPv3VUZJnT/F4O2GajSO1vBcmjinoK6R7GbKQKDyEaTmcveibEGx2CUb/vNc4M/7eVjowolET1XxTBaFnu1wLqoN4UyNJXiGJlqOYfM6r1OeywOtGVosgVtkVVK1LiBoD5kPqx0ORXfOcv6YHCjFHFp+P/gz7GfHS/UiTryMBiGJ4jpO7Yod0SZbNhF4tqIsL9qLbRthbmTPMIPj8VeXh9iT7Pl9nTNpQxejs9xtEfwYeBTcjsWA1Yjgxhq8e73Mx4P+UARY/lOELwdmpTfJfsy1097Uwcn1nP74x09AcD+dPvbRjyM0up6Avj8998JL6ZkXXuZ1pfEtnEX8yhL2TTlBVi9K7qf7L4UvnMJgW+az675BeRaSjVHGMsn53LR9HyKmq7hnECtlaDQ+1s6kMrh/4ryVwp8PzpL8ReL4HJjfHFW4OrlSkqkvrgvPOi8gSStnjQBROzDmz7VlJt4usgcRu1omcR1gIhIa0ccIvAuQqUA69XeiMSbrwS82QaOcGKUKW6DjzjPgkz8ZVEuXSNJQV0lS+vMOxV/l5znWzAeotIgZ+RENqATNQKTr+FFQJ6BHMsgZy0+oVw+hWn1tlIG+yAxs33VHmgauffO1Z+A4HCMQ20xWxvDNmHpNJF6ULSQxxq3HHRa5dynTjbp4hmozjOdQTgdE2hmBzggbylOrEbbLxw3bBH+mu5XOn8hc1DORg6KoqYrvZBRAxKIAMTZE0jjvP0UZxZE2Tl532PIQREl5KyVNk0B1CBLsHGwiqIsyjAETn2JgFBpY3AcMEFr/h8lmW3BI82nr9q3po+gAfeuxH4fultc/A4fm1Llzac/abamrtRtyM9mpT5/0Y4psZ83GrWnpLd3pDJnVywiWnodf9rWBr0HSvZQ+/sijyC10FV2SWZlXZKGK4OkEdfs3v/nj1F3ZmDpbKK8RyBiIHTz7bOrEKTeDMg1hvKuRJCiDozRAmaqZe3am2uDYAI6DaJ31RkAjTQ5OoFAuYbsVUbkRNK/gqbHh1CaZZkhuJ86fGD9dRQHc0m4HyMkceljznIpzlafSdZXoccKt6FH5GAxK+zGCTfD1PADOzhOCVaV9DeXFS2PMD2Q246SBJijCSgLlayAMF4GC29cuBylanjqYfTcOn8+p8TUymUWqNNx8wBqQgh6cTW/PRZC+lXS3NRB0jFA2tF0ao29wJ+cM46K8hx1iZdZGqzFYqCBb1q63E0XJCg6dKu/hGDBa86AMBuhVkdlR4mnlGhEEHYEv99rLh1LX+q50+8fvpkSInkqVMgiQT9nMrUGlxmBwLiCMwQeipMYeDTI15eBxEDNRtCm+P07g2odExQhdknPsM43oDGNXopSHgR5H2mOGzLSWZ+dAQMCTWFdJ8XbdGDSZjak7FbwSrlVxzJgPaNlQ8cAoGzpBAb6WZXmMUy2lrjqCtRi8bhMKvzMFQUNkc8u67TzDqnT43NsZMSEJGhucSv2N6NvVL+FZQLilPFvVhCGCiF/bujItaV6Rpuu70omLf0JwOcLg2sO0S19NX/i132BUzt0hJKs46Tu+eJQxZL2wcBnp1Oj6mTeMckZXs2OtY30OnoQ7dfJ4JA0DkHQNIHUu3Ywg+txnP516LiGAe/jtGMjdCfVg+7bt0YEpt+XXPv/Z9Lf/9t+Cs3Mh/eQnT/E7Hemu229Pr774YogX2mBgOen+ex/AOa2PMqDrWM25t+w0QGfoj559nXWqScfGLlN+GEyPPvxIeuGll9OPn34h/cZv/WZaTmfr1374HKTd1emFt4/T5YV+ELbhIh2YmzasZSh5U/rq48/EWJ8J+H1Xry+ElMqpM+cIENvTEy+8lW67vSm9+MLrOAWK1ZRsr40MpUceuj24lLV2U3MG5C6qtWRxq9LAJXiuhZO8GTH868JaRWzhc1kMFQzsCh+RK2l+wxf4B6QgpmM4A5Yub4Ih1fN7lVsRueFMyjHsoNS7hmA+VypoubEcGDzQPFMzSpCa8vifPilXN2IgL1/nsaWelxXYAL2HfjWGZcspVa8unLeFNegTyp/wd+/IVDp68VoaIFEcnoeKUdGQhib6KPWDHGsflSkIe5GddXR2GhS5IcNLxQW958vYL+bbFohdThhKG/vGy7PTVzoGhAo05dWXX+E5v5AO3HFn+vBHHsXG1aYTJ45GcG1SXwEVxq5uj30T6FQz1ZGjx46mk4y00h92drakraxhFVSUt46djZFbk1QQRhnp1dy2HNHdTVAs4FcFiV12rWGDAWQOevMUgdxcEecsru7nf32Q1yy+C58TlfE436WvYj3lSsU+yhxVdfhIeZNC7K5RENNBF9XXi0Y3KRNFUCWibdAcQ45iqYv1NnArHmB8J9DhfG+Zs3jTa999t8GHpCLANfzKAqx3L7EXFsQwjNg1Dsr5Y8fSXgQEJcjCvIjMYwxG/sWrozzg2tTdXA3i0p127LqbbH8kvfr6mbR/32YchFPlUTCSnwHkN4ljr1HzKg5jngBu14e7OzLuYsEi2POgEATJq6qgRBCDOZ0LFllc3rT+qqWf6FIsNkqNTrXgpajWLAncspWCi0bOFyEXKrQ4AuF9kO4Th+ZaUvADRanqQakacFJ5KHW4zQjcRBbkwgRrjkOo4ZegrByFxoWTke6+j/vnEP35X3wlDr2BwVnI4Ocu0QK+gTmFICQT3NM8QV81gzOrQb+qm5dA3NuVnj/IGADWdgzY+PU330i37NqVlhEUKaMgyKfuj0KKtWzIRhowqwiMltBxeOenvhDXTVsFmikH0/DFHvRQNqbnHv8BvBMIgXTUrWGhNu++heG91KPRU3r75Z/QHdeEc5lOlw+fI8P/VOo5ejS1rV/GCJ9TqXkdQ0ZBlt7+3o/SzrvuTeeZHXjs1WfTvo99EoRiRzr6J19NZ5idmBhU3USQdNsnP5Ma4UbptC/jaKcRI737Yx8DKClL3//Sl1Db7kgPfO4L6H2hFUXAVv7Dx1IvvL57H36UzlAQQJ7PV//g3yEqNxSRvlyseQzc5d4roGYTafPGzSHm6vawTLwa1fbz/Fvpi6VLOkHDfG6UzFQVNvMJA+IutshqmcbDLIldWDpncSKhC2RHarNFCMe62sUiqgRsmXmBiOl2EBiPIRfh4PJnH382NXXUpx0P7MiZa8DsPPs4xA5lVlpEA6GkAzIOnXWpc66VvS/yavnETkPU9gcpw0I6ddzSFJn1NM9BJHaE9uwhSNNyj+pVhQc5UgTDAH6CgMGysehVDaXh0A/iT6hh2zCCtbJFW6QgzAn7JkYAga65bn5f5DXuNYbg0vwArCm6qJQDWBwoz4mYrFBDA8s8Qdn1cThk883hyqpoYlmA+raCZ1FZBSKLTMaKVRuim3aUDkkH0YoSX1f8FARojiaB9/vSnIXqkJYwAi4CdKvq2oPFNnDJyjlI1HG+yX4aYcJD5wEQHc7hyeOHkUehYxZphFdAngzOly2zbDeGJt+ytJKu0pMnRpE7aUP8+GL68l/8OcHWqwyq7eJ5w7+kTGTHagx55c9mxi5dQn7FuZsGqBNcexUJ5QgBsSLKF3sn0m/9+mfS8bdPUEo8nYZxzqevDqcq9oaaQrMDoH2guqu37GJY+XBowvUMnEeSpCvt3Hc752IiHT11Ln3h17/A1IvzOFRGZy1gX3CS1wjAJ9kf49iFY/DbHvnQ3QSq/BwHM2sJReQVPZ9aNdpMYEAftXZqb9VyvbF75cu6AyMxzfylX8XXzYT8kCmIM+D1yH0FPcUm+vfVq6hnEzC0IrzbisC0JP83GXNSzr5bj0yGJjRQDOypyJxnyfvIPjkHNFFyjPOlKGgFEjdX2F8jae+efRnR0i/4Gva5kixxtnkfB/iGvA/7mK1SdLyzhgZC2EkFsTsR7KysIRH3ve3U1sCWlqwkhRTu+Wc45gzZhZ+0UpJ5Re9d97gv/Ij+58TZY6mPdXnw/gewWRXBL1pBQ8Tzzz8P+nosEGZlE6z4CCxIqzl9+nwaQxOqiz21nSR+EzSddrphL/fBHXzzOEgzVQWSx2nQ+A3b95BQN2MxpClk+YUIMwou2M2Rohy00te779Tvvzug+kV2VPyuz/Ad7+OZ92pMntzLGkRLyzwDuKuV8DmbmDPr/h1ljqCBa1Vh5wJbCbI6thUbMU8AGRpcxZ7JKOLiAyy+n6tiNlaFqbn5x4XtyZeZJZAMaX8lAdbNB7FESS4tjBH1+ePHQSyG0rbt2+KloX/iw2djDSCIZpff9WHY/WtbaHdvTfv3388ImcfTYz9+K3V0d0R75cIcatAEV11d9cgAkAFHpQpDrNq5RGSNg1Ce0WQEV5ns6DBkH0oL41R0wpIVA0tShkhI2UcYm1FnkxExOV92LsacseL1vo8Cjm7Os0jjXyaztJtrL4R1g0bVr/2cWpyNUHVWpc2HLtZCxejgD0jA9PBDuidQuDrAYFm6lzwYdr6dvdifDr7+ekYDKZkp+DhNq30vRneKDkKzuyrmN9ajMF/TtSZNOcoF47GG6zKj7WVorQj6rl070zrlGkS81HkhONWoXKMMU3V2IM0yt6oBqYB1m7em8vWr0r/4F/8vJrH/jbT+wfvS4TcI1ODCDD6NyOj+3elajKFpCymIx775zfTb/+jvpmV33IZKMK3A5Shf772Lobij6TAO7EOf+1iafmsydd52R6qDY9Jzsi8t2XogvXK+PzVt3J82P/DxIAM2tLyIDMUxgoLhVIvcwoo79qe//MrX0gsYihbu8dZbb0sr7r4VFfCr6XpHc/rob/xmmuI+fvf3/336+Ic/jpp8d1q7YwfBxEx68/Efpk//zb/NmixJIwheymFZALUa554v9zOqBZRCgr46NyaDcjNFqJau3JCmL5angzQ7WAqqrm1mc4q7uYuzOGNJaTiwaA6mA2ZiBFTskJxJ5aJE1seJyQX8V6WtxDxzlea7GrvTZfRTRHamaGp45rFnUsuK5rRyBwOSWcNMaCscg0ECxs4AbZaJy0FGdm8qoMdztrtudlzkFSFSRjOUEeBZ5pih1j5FJ+4A8yn7MJyTalwBi0/OIFQp7mqwxB6VIGyZugbEsjRyRMTFETwOk26i+1aNqOg2FC2j5O2/TRbq+KNTk8clX2uCTlEdVANna5gJAMePghBRXqupaAoB05rKVl7fBvkdxJYEaQGjJitwGTIHlQsOSa6lW2512rF5J87vUrqC4vL9H3ow3Xb37cGlyznze79CK61wRHngL2UjaYZ0SBXzSrKBtCGF8zHJubp87mz6+EcfTv/T//w/Qm4/kf7Xf/kvo6Rdz177g9/719G995/9J/8Entah9Ae//wfp+JE302d/7dfSHgZUf/FLf5yeevKH6VOf+AQzSTtSL/IiTXCzTF7u4hx0M4T+R4/9gEBnJN1z1z8i4APZ4JoUPRynHN8Pz7O5E602SniDL59MHcs3pTeOnkkDIAa1lFAV8e1nRuc1Zsd97XuPs2dq02p4Wi++8GJIBLxNAmD5WGmZVavWwVU9Gpw7Uc2Vq5aBPNAMQfp+nTV3Ht3jTzwLv7Aq3Xn3o1E+ywgJewFk0wB0bk6+FmV39pZnRfmHkrORvJWV5H9FXz43EU6uS4SimvKpyaXBi8iSnCgT2D4oBqJMdvdFRzT/szNc3lQ4Wd4m3KMBdjjH7OpiW+R4K/aOXXXa5kne4zR2ezW/bzLsns/oVZ4lGlWRkNwoBQ0aCRH/Cgb9AgC00rgwqATQaGprpHEDasGC8i0m31xMFNCKwDRWLzrg4h8/fSENqAwttdEiNe9a91KQkWuneDnBAlDtNfBkbzlwK+DElXSIGYQXSGou04hhlWZK9J3rCb07rJXn+jqD4XfBOd0JD7WNKoAmRc7ZtXPnKYXDLyXAJwVLzdByVm/fzRmVbxbM23z1JpAGs4vBX0aNsycvhbX5Nt/vbt8dl/ysnVV67SIqVvjP4A/6iYHmZRFhtRV9XhL+myhxWpavL69HZWA0jfaPZdmESmID97SCt45SUu9Ke4ud9X/B7zMJK6xNWJxFxKoU/Bd2qLi5iK3e50b9tV9BgFVaEmF64dgc4woFi9BMg9C88drBIO6tRBCyCkM2Q7TvDVmycxMYSMrHOo8O0YbVzAVbsS595JO/nl559XWME91YLJwt9tUYg2fhGu2ZXJUO7NkQithKQBhg6YhcewVEY3BltAJb4qDiQimyaQXBG0ZpHpKtBMtwiZaMRLQCXs7kT09toFksvEhXLK1/c1OWDeuBhDcQuDgKIJwUDy/Xc7NhCpQxDrmttGZlWevEhxv7E+cUg6pxxG0QXa+iRHuO0sM6BsrWQl6/NnScTobV1M2Xp8vnT6WlrVvSspb6dAsDPZcvJ3u2I5LutIrmZpTJ1Rhw9hsyAxu3pAN7D6Rvn7lIENqV9sARaWfUzRRG34OvsGs/elnXTl9Kq2g9LiMTVK+nmbLcLBtx9513pXb0q146iOQ/JcILfRDnITrPA8sPgz41tm5IY6hxN21el64RnZ6j/LBp++a0HJHOE68cTn/8h18i096XRrA0l9m/u8g6p8YRt9uwJU1BDB4gqtl057107wynud6xNM9onEmMVxVOvcVyK5+1Bt6JvCIbAlbAObkKcqBxWGDNp9hL3StXpKXr1qXvfu0baRWdjmtuvSW98u1vpSGCXZ/BuEOlFXQMpTTQUe63kvvu5B6rKW3OSdKPzjTKpVEyLGOttzCAFCPDYa3gcC4YGEVwbNkgC13GDve/Q+/Etl3nLqrPTskLhXTFKkM2gWB/hvfRCFSDRlTTnVZT28KoHtahagDEBwgZJPXSyavp+e8/nz7W/GhqWIZGliI7QWzVeFgSC+ZunIsIviSbh6PMUiUaO4MKf0XjYPAzT+lSEU013tzvEzjf6zjeAYZ2X0Kd/xrPQq6JkhKNzCmzCcD9KMI77cxCuwMRAW1grRVr9F6nccjhiPigevecRHnniBmsgU5ZyrUM6SzFatCUjQiILmOY8yCfWd1Fpk/puY1y2oyDchFn7afUWz0yndbRstpEIuL6Sj5dv2FdeurZqrQE+sCBAwe4Pkq2atR5gxlojvOakQnPacEbwsqKUsX5suTlk/JnJWjL58h/14BI/P2/SwCOBMoSOgVbKdn+L//zPw/9G0sKlqIk4+/auyftI6Dav4+5bFzX3t17Yt3379tBq/do2rd3d5RoPvrwg7GnNtBM0kkJ3vFFb7x+KJLBrVvXEfhcA12Af8h5Lid5PI7yfXNLB12Xc+kwgdVHSWKef+lp0JQhUCiH1VP2ZtbpQ/ffGQ0Axw4fYxTKWTTNWggKv5C20p34Z9/6LvavDJ5aH6rxp0FkN6aLl66S9K1lbAcoBu3pV2jm2L9nO0HqPel73/lqBDImlD43pV/CTrF35gpUR620cpxruZ0UfEW52JmXIQ+XPcjNfuRnIRDv8TeLjvGGOy3xiLww95RpbAi82ETBufL5ul+v0e27ko5qB9WrF1jPOloqtVLQxJgnUYsS7zWfzfzpERoFwlEgCryv3d4G2RfOn2TiRUPMkrV5SV+VUa7cku8onLnotAUJsUwYmZjrM506SazLV8LDXGDIef9QalpoDfspki0nzMYdpxhUF1WQGwGFnXA56HuvPy6cdiBYucOzFMREh2XhR0OLsXCqlofXcVbk3plsNRvkEShUkWzd88B96Tik94vMdzW483xb5anCNuzZszu10XhSx1muBeWexe5e6e1PV0G2IlHktVIhmrHJ7llL81NmofF85D3hW6Nz1XXLwa2oY0WpGWURvioFuvEgIij2vv2xZzJCzkV0L797fEVwmTlmga3GYS+V5nL5P/4fz7OBgFnqiHIuoc0oNxt0U16owbKUhaErdGbPo2XI/WgNlL+xU9cxSjWgymUosC84nSF+6n6R8nATNLQYYHkZOaEufZVoUIvBb/GD0ojrDxxgvfd43Tgo7/6Xwm4hykcdd14hR3zUFITfBnD7McTceukglCtTvqQ1jbshZwkM4iZyJCqJfYLN0IOwmZSAdtq72xEzvP/Bh0qlUA6J6MB0+va3iDvNxOJ4ZsTKZRiDB3HxQh/GlEIsi2kErxJ2LfXybtCOFkTZygnsGkKvB36D8wp52AZWdt9UOsYihAHN0HkLvifiI7Il2mGmJ4qVSyIZCgwBTgM5Dzx/JA0u+ItuquAqEsAJNet0OdS16Cj9+IfPpq9+4/Eguq9dvzTde9+BQMr6+sfTslWdaQcTznfu2suGYAgvJZ0O0JtGgotqg7LoWnDgLsKlQvpwga5cHkjf/d4fkWnvTZ2IHe7ZCUq0fXvatf2ueBbldRKpRfowsCJlXPu69TvS1eVvpwvtp1PVirVwdOrSXbfdF1ysa6AfG2/fll586ukY6DlFAKq4XhuBQmNLWVr7uc8zwPdCunyih5Eej8C7YdTJ8MtpiCBlI2hYBeTgNlTSp/smUt/QYFq5b0s6e7U/VbY3QQzem94mK29ctTpNgBwM8ARbeEbL12xLc/QzbGCETT3IxjCt8k3IO5xDb6gDPkwth+dZyMQPMf/ts3/776ZjB19Jk6ACs5TK+pmR1cbQ0jKcZQPZvorYSjmM01I8TBZjR2Utz1xHbfdfhpYdiZR3uEHxGsT6HOgtkdZw3XJubAKZGAY4UZ83wMoBjcFx1RhjdfqcG4kRtjWfAMKswudso4S46hT/PYF+md03czyHSng1FZNkmfCtzrwymF6oPZH23LoLZE0DhjBoBfwJyohlZJ3OEjSwijllmiZ5g5Ymgz9oySd3P2l4LLfnkrjyFexvUD33bD0diU3Lu5kWX4fUQE+6emKQ94YtsID+DftdxfHMr6J8RPmvlg7AeWZ0xWBrAhxHS9C6ECR1k5w8UY6zjWGbUDOKveR8wyo+Z0nXstRV3sX4DNrfu5YHcuBcRQ3xCPu4Bh6fQua1dJLWcP4N2HQk8oyUrLjz/rtTF0jNPmRcomTi/RgLe/c2lSgSq/OLoeRFB10MjWVNjT95vYKCoeml7psCrUXQ6pnesHF1OIzxkSvhQDZvXlrITywgt7A8yvZTDMVtRq/t/gf2m02lSdBVP/dW9rDdqnM4uGYMNIch9sj6DVlDqYlS7oc+fCdvD+IHzzAMNwF2U217amCXlxMwXBsdSE98bSrt28iweJpAVnS1pN/4tQfTy6+8mMrh8zRCeb9lQzsE7CtpvA3ZjblBhmTPQooXR5hOq5a3wlF7NX3/O39BmbKeUg97tv8sKNcPIrm77ZEPp+efO46Uy3JKQeN08qJJp2QGgbDJYAVcy3muSZsX2oHYbNdOWcYIporSS6UNJTx/kfjgM+kiizl77rMQrCmQjBioqx3U9mWfmgNh/7gv3bs6zvjvIgAKF5ptpK8VI7HhyN9yX41CB6lgr3Qs64rrFtmyoWQELbrQOPJMgNa69Ust/zfeLTt+XboVuxipQ+CmLtgwz6ADpNFSnPsrghmvvRjaHPp6SK+I9IUUjegeR7DWyBR/U48Tr+2oSEv53OayvtSMr6vRf3g3EQTZa5VDisUAy29z81nNvpSo3QAgNEqu/Qw23SYcG7IMFtQrnAq9QV5hdY6z7HOodrQcN67WnN+bgDe6bEVH2g6Now70/eBbx9O5bz3O9WehVLviEnap0kkMdopf602jVJLqlpCEUe3ZtvO2aAwZeOM4kyym0yC6UFcPvpzWb8PHUR0ZIhFqsKZPSXmUz6aqDX9XHUWQaPZCHUioSNBYpWI2Ivg50cwQmUEeaU/U5bh+bZeSOPBUDehE4mIGMHfmWaqhvFeN7aups2M/o/KkjgGSRJeogZfSQvjCBqkPrOm8AqkG53zGNA1XzmHsZ16wHbIdJEANdK4bKBqkawqs/Jhc2G2vsGhpryxOn8k7dzFgz1v6RloRe7gUKedHnv8UwaCd9B84wIoT8EG/IrrMm+hGndKSxHg6c4xW5StX0trdO1IjmjFjQlFku746m0ebJDkCKm1jSHv6r1FSmALJIJvmoAlf1/EzVann5jD4IgMRElvG0EGawVazuIhEMoujG8fcQNSuU67Dsare3kDmWgHKY53dzF+5/2pHobABze6qnANllM5ZioGbPDDHkfi3GyFyIq24/3LURoFMaT0i5hamJIt39XVs9tbbdOFGwhvmDMXIEfTi2RdeS3/0J99Mn/7UZ9Pjv/9lyPGz6dd/8zdA615OC68dT5u3bSVgqGfOXn9MH+9jenkNzk/C+VIyuo1rN6RXKGMM9A+Gnk/f1bH09S9/P7XWd9L6viutpuSycet2Ool64DCcTZswuN1L0aWC5+NUcY3AFNc7CMqXEEJsgpj+9W98g1b60fS3/uE/TOuBn7sgYI+AHq0ic26g9jLKpddQZvnKl/5juvXe+yhLrE7bQEpm4Iadptyygue6AWJ5O0HUNBu8E0Nx6cgxDvF02nv/fenUt7+bNmxeGyrjlZs3ETwtTVfefou6PwR5AuE2+FAXXnkjffNP/zTVgKJ8+r/4h2EMW1QBJRDbf8uB1AtX6o/+13+ZPvGFz6Wtt+5NVykjqOY+Qwl1A055mJLCNcpM1ctBqsjU+miZb65pgtdHthnt+hmRzEemIEXbcWQ2a/BKYOxzNCm7IfSXjXBOkDPnJ5yC3Z2jC6BQL6XTx5xLBRmfTaVhLrchw0BMA61iPPt1atyghoSD71cyvaCxvAVkbiG9/sTRdPngRWKY63RqMqyZGXiVOP8quwZ1irbea6BCzKdUThCRyJB2GG33qJ9HeWBC0UtKthrtKZDaVD+Z9n5oa7rzE/tSNwjuxNYFSlEDKIlfTZPXILxTUrpOCVCnZfNBTBEoblLtFzlWtQRKtZyP6D7jfYXl5bTNYtjUs6tjr1QxN+8Yc7iqOTPrmGV26sxJSl9NkO0pIfO+lmePUT4cHRtKSyYZ10OAdfbEWUo2Z9Mu7MIuAu8doEMif9FBxhnViQd9WWQaC+YZ8iyXNOVUeY8BvdbDsQWeYY3mDGdcLl3MmSMhMtCy/DVFEBkleoJZE7ppEL0SrlAqzWi75gni1JhzcaPko0At67rISRLsKYysMXDsjAJ4NHCvirEGIO44IUcptbKH925CegJ0tHvF6rSUjulBuiu3rruFclVH6qzdExyfmRnQ2aUNaSV8yu2r6LqU0Ly+PXUgbTE93Zt2b14FXn1PBBpbSaAsGT/84AHI+T1MHWhPqxnkW3fP7hgYX43A4ocfuJXZbCYDyLcQVM+J2tsBLDfCMCmQBO1vZLgRM+W4SUcWIgO5QFQksIH4GD4UB2LRz4Sjyfa/9LUYTMS73fSn9Es3+ZXsOF14OWEEF5xDbWmM0pGTxRkYZ4i5TUGir3nCRvEIivd7x9tygYt4g7dmeIqDjU5BkeC45xy4ezPhuuKPh9vA2HFprIoOHttfHsE6SBDJxdJaypQdrC82kcJmBA7FO8V7le51cR3e4xNvWqMcBwaqE9fvqBuHuDvHkws0nQlaVyR3WQbCEUmxViZ7Im/sVRNmKS7atvvuvjcdgeN36dxFglDGtmBzxuGcnWY8XeOWpdAGaLyq7UzTjLxpB22dq8AmEISMtKxKB59/lU7yvvTqC8/gU4bS2nsfTtX4kugmx7+qhK5Yc6DmBrAifgRglW7+SPZz01jMBeZPhcGPa6gMB9fhsWjhs5ShcYzWDPzrGapWPp8q+cQYzTakJBrhYts1GxqO2E9dZ+abG2TZNEfCBr+qHwRO8MMqkg9xAH1Bkc9mxnO1wcn1SE5Bj3Dm6DSamtqmMritBtFqcMa+98s1vmk/5n/e+E7eW/n/exmxt9w6xUtKey9b6F9JiXDR3pTOYoROxqazZMcnaDOeYmq8wylbUIEeEHblYeQDm3egD8ZMxQMgADRAXXgUKL4J4zxn9xpGfCUEVCF+tX7MdDS/FTiTMhbM1tsRHMY6xCxam9tj/pnK63b2+McsdIIsQaJ7dIdY3mM8RlXMKVJfJRvycrK8UFzGeM9wsOwiqQARENly2KrOz262etAw24f7gbOtaTsoN2b+BRxv0Ga5SR0tWvkl1RGUOX6AfCgeQRfBw2233ZrOo41UUdmcXnrprfQnf8ZsQt57DeMaPvTww/A+vhTDY6fZhN1kc2fRbrJE8Td/87fS//6v/h3Oxax2dbqDwbAiNJcIKF54/pW0G1mCWT7r3/7+74OADYCSLUv/1f/pP6V7E6NN4DNFZ6ZcHHoeU1UHCF9rbdq6aRW2hcHM548TpIBqUebYRdbezkYduXQaQ12VRnvPpcun30qzB7aTuVH6aammk+1keuW559Mjn/9cevj+AwSyC+kUkgg+61cPHgyJAxYqrYPzUOuInC9/mffpS49+5KNka6yHgRuHqho+y+QhdMEI8jbt2p7qsTA//os/S81LOtIm5iquZQj4zgO7yOhw+KAHp5m/NdyHMO3ufenWD92ftlEuOf7icxn5QoOql0HQZS1rY1SO+8B23ff70vFG84LBMXvCLroaArocuZSy0Qx13/xlcKOzHkUZ/PK5XjJw0VHeg8Abv8j+49VsZA0QORnvRdZVBv+L78nPUY9tnIxr5voMKN9V7teMFcQN2QYD4GqQpTzn0vKcGV4uMwSiannTEVIaG457NWs1iaENUjg/G0cdXbh/znJlHZklWjYVwOU61eY2ygDwWDo7O5gZeSWdvn4m1OpbgNzr7IYKFWe7A+H9icxh4JrhRHpWLElYjr9O0jRJwCFEr/p/PVMZLjGs+1/+3v9OmXp9+of/4B+mb333O+nW229l5ublGAV0nfbpx2mYUKG859nzqRLUaxWSGc889XJaQ7cwnHBEOQcwjs3BjxkYBAUycCRAaqcLd4w95Dp0cN0ORe+lDFIL79Eg3HM4gjzJAAOtO+DRWWbvR95gmO6+NoL1JniOPj5RC4UHRXAiiBBiLr5KXMnFIKooOWVT69rn/ZOdspb15hCiZH/zfimjZTNzMfIw6W7Q+ElkKSZIEJe1z8PfgcNDpO34qIXrV9NKHHYCtS2Xt0bHcFOzdoJAwk5UGgFmGPis1lATDTD7t6+JbHwcbSs7N1e016WVbesjwJmbGkyruhoCnVfPbyXTEqbUOtLpOd8uHHkp9MjBUv5636jnhjO5ydkY7ItKlbo4F+VpSoHXTXFW6RNKq+Xb3FjxEpqVPz3oHGrpudeR+ajF3ttNK8fRSsQ0OnCV7EUTZr+Lt4grzz4uJ7mLd2Kpp/B+RbqQ+bE4Zmei5pJQjtAisPIdImiwiiGahM2Fv1hOYFFpws0LI6iID8sCn1Vqx5FovNcxL26pn/8PY8rI2fLIF+cHZt25HPRVOww55GfySkrMLg3wjqQeGyNVs1JtMBMTEqUd0Cb+y7/399Jf/OmfpVdefoGkicCI8+Gc0srWrakRuYYr54YCpNi341b8C/IMJGLLKXkew45NjoEAsVZXmSV7hHW//ZFPpmWcHwe4z2Ov/UyDouiYJoifVZIHX1xJZcAAyS81+hzNZcBXXoAjDZQwG+kg7iABryLot/roMZy4ngNGu9E9K8aKw3AIR0ZAffl87zNkPKIknPeKAEgfvNxBAAeBB+MIm4oWCJ5WQKtpoGMy0Kmia3SeeMNxb3Uk266lwd5f78H97Ef7K0CwvOj8xw1n55awo1t5mJbnKxAL3b7dkOzKQZFChym64/IDyYehqPH6r4B+mEuoSCct6pIHLJ+0OboFbaJO9DlOHH2J4OZ66mxVanKG4IIOifYVkE1puVds0UXlGiK4DmK7mRwOpBKBTsU3CUAaqTnmzkFbwY1oubJ4qLbXOgjS4gibF6RLZxIP0mdTiSEkf3nz6Cn4EIPp1ttWp4byDsiFlKf4XMn3IKPB11JROUfeBoPSIIVLaT9GguGrX/1KkJGXUBZzePC2bfsZ0fF2eu6Zg2nNqs2oPA+kj3z0o4z2eCw1rm4FudqaXnrhUPrMJ34Np7SBVu8r6QU0T5YzCNqF/w///ov8e3n6u//p30+PP/bD6KZ7kLr8j554PJ09dQGu0fI0MI16NkGiAU05oxP6JwYpUTwbIxLmCUC/+63n4D1dDpHLFtCyyz2n6Pw7GOKMMf8Ph3/h9Nt0pFyOFvYxMsuTaO4sewHSOsHw4KuX4DqcRZ0eWQ50z2rQoXriz/+EuXs50Hz2qafSdYjwNRzOCTLxUTo/qin7vnnoxXSVuXTKGsxTK3zh8W+lZ577CVosdFhRPrHE5OzF5TvWpDMMwn2DMqME9DGWt66jNR1846V0+NXnKMdR2gDebCE7a4MkfA0BUNuVi2rg4snIjrKUtbIkGF5dkFIFNiwUcX9+faT173RCsc/lYNAVt3Ll2rRjxwHEN+GqoWt2lE6nMeQTLLHYuddKqXsjit9XyCrHQI4cYlxpJs7/DMrrzFjZE+0tS0ByNtM2fTyt6FjBetZBZj6Eg6Vkw94xsJKMGp0xOFuPTQXOwOnwdvaNsK8dlGxIR86RlfsJ7Gq4Riwhe8z9y8gPAqUWeF+1cI58L7lO1iHmLBvJNSTZmCLwW3BWF+XbekRKTSx0zRM4dwN7nXYeXs5ZI2iZppYyRZb45vG30xtvvxH6QWo1jfPc6+pnIkBqIzj6+//5f57+41/8h/Sd7z2VfhtpgrqaTppFhtJXv/ZYOn7yBAjO0vS3/5PfSV//+tfp4Dsepb4l8AhHRoYJPJrTf/WP/0u4Rd9NLzOz09d+6EMfSofQGDvCbM8ROio//PBDJCcPpX/9r/8NJfdL6OmtTr/zt34riOCWNxeRjfBZhiXZw8bg1pIFf3e8ocMu7FWUZBejhHe513AAmbOS0RBtyyxJRzmzQ7vTocPMZOxHsqJ5XWyrCtbcoDwcp3puZPQi83M4sKzhx1twFqpEceSW2J3qXsYr12JjtUc5YOeXVIKP/UAgKoIj5YL3Ef0RUQ89PW1ioUCe93NGc9/xFcluKVPPnJn8isK75d74+H4OUooyW3FC3r10i3zUsPPFp73rOJVKddpJE1o5bq0Mc3cfezGVoJOzISRpwlxyXznU+GlfmSOU78XZsk5J8FoduB7fi5Jo/u1F2QgtigEPz26qGOcjchwyFl5/5DR5nJHJaCm4+xmX8bN/VCxp3k9uQoNX3lc7W6yre8MLjHV0v8amyHsr/y9rOYmyWixxnmUHVYIsWYXcEKVNJ3Gcg0N7GvmTh0lsK5sm0mvHetKa2dqYuVmLba2FttC+jMkix96iuqNqPZ9hwGM51aQkSq2U31V+D+EK0WQ6irk8cm+SR/A95Y1IUA1mFPc2CG1vYeIDSVgL/ka5HDUERxBuloPc4PB0h6XLP/W8YIYuMLrq1OlTQTkVebWUHXMIDch8DqXEhzVZCZeygwqM+0UEuIzDU4Xtjp5HjymvtcKlRxeZL2pN4Qvibd619f/Kz/Fdv/grCLByOcSv0P402pcLwkL3MALmyoWLoXG0hLKSVSn79kKQrbBUcZ/+TpDAM2pk55ajaxRODNQIQzJERl2Pzs7ajdujzfmFFw+l7ZuW0h3o5q8HbWGOWbTssrr8jrVvFVdd5El+v6amhZb9sfT4k08TnF1Lm9CbeeDuu2m9fo3a/vK0ZMmy9OMfPZHuuOvudOr8xVC2bWbm3yuvPMfr7qNLrg9tqivp3rvvSV/75g/T68wQNINeuWk2HaV19jmcfgNR/vpl1UC1u4DqcWxxMHSKOmNryf6d6ITpTn//7/1n6d//4R+lnzzzHHyQzZA4LwfpXwVt2//loG3ZtCW9AdF/07qNOLcJRAdPErmPUh68FirfykFY2pxk4/agi9QGqc9xJhM4tOUgRgf27U/PPf00HCnKQASektnVSitDdG7ZlvW0546kK8yLs8Ve1KKV62pfS1cS0OocHTMiMp0bUQkOw1yWdtx7IHRfhvh5OY6jgQ65ne370yh6U2O28mP8G5eCOIA0rd5OEwJZ59VrVwLGtZy0577botTLhLzUQAC3Z8kDwRsaN9Ba3Ua3Do6hjoC6eiat2LOJEiNaYYOXYg+UjyBzMIPaPo5m+Q6ufWgsnWOIcEM9fCIc0epbduAo1zO4GdQCxK+cgM/MXbT0/U5TcCWKNuMoC8ubUnW/FFDFIXxvcFVs1wxBc7CX05Bw6313pKt0Sd5yx4GY9P7ic8+mFQxdnRgFhWUg94EP355++P1BHF4HTR/Mj2QTLGdG4igE/gk4dM4OXEcAeeAjd6e3ITtv2LUtkNETiO4uoUPPGVj9jHZqBxGs5jlKMPfy7GQauCrBfw5NKbpKIQAbHPklT6Nn2KAVJxFnS/JElv2YAeVSVHXL/s1RyjtzBE2xYQiwvHYWDS5lGUwKmiyth1MzWOM5gbA62sWEo0ZtNxFnxSIxkvU0YijP8Mzzz2UEB+N82213Ronw6aef4vXVdG0uS2vZy6+99UY6depieuvtU0gjrKUjMaFvtDR979s/SGvXbEovP/9GPJtmmi1eeuENyog76Sp+GRT7O+mrBF8raXZ4/rnXGD7NbDSSlW6I5gugdF/5ymN02W2O1vpKkOHHf/Bsuh29qqXLEVqUS+nzxmgHYdcymIiMjj2UrzOS8G60skRjyEBCQdyN4DzbrZu/LIUa+LvGUdAFRRQ1qyJY7uxoJFAcJIBFNoXPl3/i62yVsIRdFW1xBs839qUoXjiKaEfP81y1jc5E1XG6b7QVoqn+OxA0Xq9sQJSquWedrr9e6G/fdLn54kucIW8nbqmIPQLnK90ffxtSZFFlzYKfpQ/OYshBOi8djHcuSY4H8tLl13ibOU6L/w7iM2VbfYII8sQsHZExn9Of5RBP5Mxc1QDEhHmRHB3J+Ts9ZRBPFp9LGODYs36iAcM7s6cbFxs8Gp+eyYx8SGsZsSAZHyuhmwa77psbn/GuG36//3x35Bmvye8rgq5MyiR20bJvcoqDAQrPTIQqj+Dh1coFGTSWiGeikkHOl2gPrscfRaWfJzF1tNbqDWtI5GmCYFSTvNSmplYCnfa0ZDPVkItzzMA9me68jwkhjO8qq51Ou1eth5NL0xUalEvoGN8Ln3Y5AcssCJcdqhW89zwVgjreqwUf1QKHsAFkWyFOE5TrJFNDlO4MZu1mbGYkWgfOuQ2fPQuX8yKBUw+0jmuALpb97Nr1fHv+xkkOZ+REs//X0uW5Zg1i5EibSB6y9BgDvKV5uA7YQtH06pBAUubPsjeCsXLoJLKLrBUzbStCMJm14XXTrEmNBH7+XSoLv+9j+QCP82e95FcUYOUKJMlvcCjqMCoLQJZXT55KE+jMdMMbWgKCNSU5UUHL4vgURy/+W1hPIqkRfMxMM2cJ7JYMGQs8jM5PE3PMWpEzuOOuB9OJw6+kE4yiqKtBUXcdwVU1G4ljUa7+UdHWW0Wd2KdQUVZPkFWHgOcPCQQq05Yd9zCL8AJoyGR6/tDZdPc9K9L13uvpqddOpY377k0vH76UNjC25gqt9V/+/rOpddnGcHDWyc8yT+3Fwyfp2vgQI2zWoeHUnr771HOpjFLKbcgKUKCAzE6pMQye9Ibcti8MbmeKGZUaHT201Q6wNs3MJfve94/ErMQ1OOuzpywLyduyzZ4SD4GVf+cMDweG4vRBOv0+9KGHQJuuRpeMX7/1W59Phw8fSb//+78XOjyXcdTP49hm2VgrnLUouVueADtsDme39+F7onOwHDTvHGKF3/naNyFCX0n3PXg3XVIPc8GWcs2enE5vas0TYacK+wZkG66bgFHuCwbH4MTX1FnvcbwN9zsub84Dwf+e+NGTXFdnup3PvIpIqKrxjk2RVKpQYyXPfx8BRD2z6y6jSrwJfk0jJZ9roBcGZSImMTuPg+l/T0Dk7uhgUDR6LmXsNQrHuQIbfyrSCA5GkUf3zyLoEIY9O6FoZigMZ4hRopB8nS43OzDtrPOV7x9e5d1bQfo2aykYnSud2NXB3rR0DY4cCPzOR++hm2s/GksjdILyjGpn07I9q9KG+5anU0yxbybzWrptXQxLfv5bTzJT8jhdkiAVqNBvuW17at3UHs0TOx7awzDrTezn+fQ63L3N+7ekVd0raBxB3JL9UdPWAEfvSqg4b4PLpLI9JoWAmgAZ5/7jH309Zi3q6GdxXGXVltY11iJSGHiyy2U0WpjUnH6beXuU8iSITluqoqlBraxA2jGgE/CuRCzdE3UYWJ1VDlKtAo9FJ9OBW24loH8ugsD777mfkuEmnCa/p/4WZ7jWTkSMXiVINi09MSamEcmOmqq+dKrnTJTq5eUqPbEbmZEoM4CF33rgTlCq4+nw28fSAMPIl0HSXY1D6KB5pReu4u233pUukaE//ZOnaMToiDKhiNh1uimVSdAGBOsCy2r5LLss+WQ5qA45Fs+qsi06ueyX4zX+zACnJOMSrtFgIX5eIIqSeYtgZpZAVtKyemPjOBZLFPKH+tkfokn0L4Cyiiw5/J1gwZKvQWuIqmr1crexy26p1y+DqWnnpEbQpq0URdT75kxdzTd5efGoQojZ1nXjNW2J6yn9QX23xQuP9403uCmIKn1uOHLeLfZIoCY5wJjjvkRdQ0iTP05AsEOvpCWVA6h8PuLXPGMFOphXPJ87N5Wk6PB2XGAZsJAAheLKM+zVSmZXBuncDjFe7t6aYqj5LM5WAnelEgLcpyiHn1e6xvwc5cnmESoRVLKunueYykEgmgn9+dnl/ZvRuLB1nLMybFmV/46u8mzn8jXbuZrRJB2/dqUEqBSL+b5/vTcELF5WPOMIQIMjmqsbfqZBHAXDTJMLLEKuaB47VyHHNxaTKgzcuj4QoavTZ3iJHe01qRYg4uN33Q/qT+LJ67tBeoaGrqXd27alzuCKVqW71u8iEXorTZ3rSVvwYauY42ojyynObQXJ+g6S89uWQhsh2ZrlAuUyxShbfE1HUw2zR0G2nYmLiDFVPgjvxIWNldAJ4Eg6oJ4Vcuh8Azayh4rGkTdeBYW8ju+uTrftpOKD/fCaRh0tw+sq2yD3V2H7QbVaKPGRu0Vj0GxIiuTxUG7r0AvgGQWHCsTcmEGEcVZVAs6ufNFMjifpcDqHXZQh0aBNY1+hIVkuZ8vSVpyfX36I9SsJsNzK3myoWHMIhLpn4UBcPHGCG4FDtbSLLsIO9DUoTS0iWHmjlTagBNrSAWenxM+Cm2VrMciOc5KqBjgIHXYYdqfb7vxQ6gUVe+GZx2k5nYZrBA8KHkslJZOczWlUzd7sIUHU70xvevvIlfS3/s4/QBagDV4PJarrQwj+8dOmJYypuEAgtTbN41h6QHy20wF1+kJPqkDz5OTl3lAUfuih+1IPDv8i5YgBNuJyPkVx/CuQYptBD3ro0LidgczOttNI6R5iW3hv+SRB9G5NzTjSP//zL1K2W5X+wT/8m+m5Z59J3/rWd9hgC2nLtlXBw9iwcSnOvg50axnlEJAJNtGu3dvIyG8BdXuZQdVvIuWAHkt7I/piG9IXvvB5JqufIJB5In0cgc5jh19L3//+t9Ijj9zLmI31gXoojNoJ6qZokBrsdfw9NVme/pc//MN06sSZtG//gfQ//vsvpYa169L9990HYgF8rDNw3Aetys7KG6NO3waXzhKTxPirkNoVc6siQBGuvoSRNON0cOYYDkb0Sk2mf/u1P+d+16Z9H384DaPlIPzbSCkvunbKO+Hbg0LoBnmvOngp83AHmkAmUC8Lg9PP+g/w3uMq7HNQO1atZGzJqpBLWJiRv8DhqeF5V9NRCvdt0kK//KtC6ySXIgpnodks1ehtaOAQLl3anY5RlupA50iZijCkZqoauXdUU3JzxhTwOzrmiGiSGbVXp9vvvZV15fugd9u3bUmnLp6AQ9ia1u1cDx+sPN360dvT0WdeS0d6j6VP3b8vHb98FkQGnZ+da9OJUzSC0EFY3kg32KN3pIbmWp7f0XT62qlU3r+Qdu3ck9ZMr6IZoBmuxNF06KWDkMnXp6XNyATsXJVGLsyn4frZdBgl/0fueyidcu4hHByzTIp32GL5PGTynguBVInPjOixyaOM8uLS9UtCL+fwQXTJ2MsGyarP6/iC3yOxnexV5KIevpYGMqy3zsl1cswOe+vW/bek87R+v/7Kq3CR5kPY0+BL0uo0BnYYBOfkaUrH1BWayW51VD/40Q9AZHvTw0gfnDl3mtdmWQgXXrRGjSQFBBVCrSNAU0jw0UcfDn2ua4j8VoEaR6bryCB+/t3vfTf98Ikn0mc/+8n0xBM/Cr5lZRhekpvguOCoTOKCyJ2J1CU0wrl/NRH05OBa6xSz3QjWHQtkALYoX6C0C+9nZ6/7xNmi/Yy9maKUon6dXB3J+iJVEvGr2AuSc6dB26sRYdV5zphwGWhQyovmY8nEbrYiIzDn1AXMWoIBJTT4zYN2A18JTp7OJscsIhy5tJiVvzNCsrjn47Nc1/zduDv/MojwWBg8xH9n5EjZAb8MTETSDEyV7/DcxKgbGwccgk5w6X4KQZsM88W7F30ZOYApDHuAL4pyBoIH1y8aEBQETtiNq+kspawVK1ex/9kbzqeH/GyQNQzSq02pBTGZFr3Vvhj8m4hLZIqhxTlIsrPVDlhRnBESJrvFB5C2cOB7lYhbcCu97RzozTmgPC4bt8weD+J6vGde/EDQikwrr6VOXXue/dcH+crre+OVYU6KPRaSES6LKyhlgKRgpncg9TPvsh4JGO2bUh4G0QaYihUv0M1aAwWhiuaY2nOjaXgK+RzoGAsEG1uwmNARASMIfliDgUsn8SPdqf4SlI7TxwlsQZ8q21MzPuzgX341td/zYFSGllAV+VDnciYU4NHQ7atH7mc6oVbvvmLdlA/pIqBq4L2rOccG/ycAHY6PTqTaDRvTZuRB2ltItqP0zp4lCX7lhefSmeNvom+5GkmT9VAfoBvMk6RhlZb5jBEaDhS52K2Z0zcMpWQo76PYzFlbsEalUD6TdoUof+tP3ZueSUn1zo2MsxD7XoTaM5CbGuLZsu+CJh8xeWmvfpCn9wFfE0nZr6CLMPamwbcEJR5AEAl5sNfQ3rkID0dr0cbcJ6VAq0Gfplj44D/ELr+ZoJizg5sj/mgDZgH9msTQ9dF9M+XQZLrsuol6V63bSXY8nQ6+/Fx68unX0+49BCV8v4YNEerpEs99Qvz3BUbHGCQMMrbiD//0i5C4Gbja2YS+Uzuk3/b0gx8+GaRoi7Q+dAdDDl0bQFl+W7oAL2kQTaUVq7pAj94AHaDbEaLdkm4UwHntEIbVuXzMFU671+yGo2rbcZGFcg9yszycc8yw+sznPpkefuSh2CwNEGAbm+rhaHRRTtke6Mm61evJ9ifS5z73SOgB7bllQ5TX5iHCfuKzHw9C8u137o3Asc4uyyj/fCKi97vu3ps+9nE0eoB6P/qR+9MYWlVLGRnT0t6SeiFTj9AK3Inq73UQCuqKiHxXpZPne9PB42fSJz71mfT3//7fTQ8++HD6yhM/Sd9+9rkgLetELiNeun//vvSlL/4x3Ba7F9env/N3/k764Q9/gEP7Xoxa+C3I97vRW/nn//z/EejLgdsYevuJR9JffvGLIUB5lPr6xtvvTG8wquK//+f/A49+Nn3qM58Ibs5TlJX+3n/+99K/+Tf/Lkj6ljb+6It/Es7ujltvTZ/+2CfSn33pj+iQORkaYZ/5/CfSF7/53XT3gXtA6i4zW/B8+mf/1/8GLSPKoOqJi1joUMIY2s1Vcpd5g0Ve6iELQ5t/pg6S5awLFy+kvchkaCByxl08yMVzlq1t1l4xa6pKw4ND6fFv/nn62Kc+huzG3SBhzDtjf5R1VZBBEoYTUNSzZ+sIhssoh8yC/Z9BgbmJ8p8yB+V8T8z2OqXOP/mzv0B3aVcQ0deup6MT6YIpNJXmHOHDXr4A+tc72kcWeneqY/9MUCpQ9QTqOdplPTFc+OpAL1zFlsiyzYw1Njo3OR1Bdebfc9EGbsmFwIQh0mu2I4KJZt2b/YcIojDsdZ4cS6bzZJqMKiJYVsahhj86qcgQyRYnERutBo1ZjUzD6u5l6VMPfjhdPXWeDk70tPg9Nb7WwP97+8Rr6f/yz/7rNMbv/KN/8l+Fk54Blagn871wcRQl6qdC+HMOxK2TJKqaNaomU2tsIkhBbqCFZogDt+3h/F5N//GLfxA8nQcevJ/yYHs4iAqCyNb2+tTW1RzzEV99DZFOvHQN6xtlKB6kKFDcv6hPIFM5uCr5PtfXbDkQGb5EROz+1N9GthytXHpLeS+sO0mW588grBfSbSfPqrEdzSTuraaazii7o+CZVETH8iycyRcRQWQ0GJ27TqdwA96MrmajcSMAykUrbaTlIPlySLSIrvL5MXTXcpnBTpRQlJzRGUnAzihW/iq9Xym4Klmm0s8Km1u6Fs8Hf2ZEzGxGiigjfzMKdoLZhmARhGQUMD5CJMrYsEQX8TU2kVjG8joNaD1zohHeFU5ThEEB0GugGafOXEgrlq9Na+CkLjD4VFK772XythzJgBNwPQ+9cTht27I1UPNp1l6HEWOpvGdLecpI8CzOQk3x/MkRVPuogeRvCTZR2og/rw79Re2yYrowbbHP7gxFf5V4ySLRwkXG+YHjhR/LkNIvEFkt2oz3/trNT7n0Ms9nRd/1dIyRST/4s2+mmmnEqGmIqYJovkBS2Qe3s5r7hRWT5q7R6EByYfewTVbOM1XUu4UEuh9ww/Ai5jSSJB1nfzxPgmMX4ghM9ZZWZElqW9OV/tH0Jz9+Mqol3SRj5XA0B5EqqapjzNjEywRLjCyi6WSMvdvIurRy/0ODl6ka8HlqSwEq7GDM1KWec+mZvgvYug7OiwHZfExIGIesftf+7WnDyiXwtLi3GTQQCQZdxxjmHbpaHqncfiHdJetZ+lyjYBvdwJbPDaKiJKqMDb9rZcQ/vsbmnqiALQax/kNKgO+T195nKEocCGxkLn/F53jzM32ff/9KECyzH4ltw3Y02D3HwTnDXK9ryDOUIYS5nkNhlqbAp0KOEmNvHsXwTj2TGwYgxgYEXGudX4M8C/RJd9TkNWqqGH90tdZt2o9BQwPk4A/TywdPpDsO7GScigGJOlxKLdimOcE8MLq9GPHShWRBHW3lTqsfGCBbB8a8PgpciX7PHbftplZ8LC1th8AHX2X2el/aRnnzW995lXJEOzOoQGhoLX/wntvSp5kZqJN55aWXUgcO6W//rS9AtKcrbwFByQXIpjn3iftUQ8tgz1JfKwFVGyjWPAfCQb/jY2hFocgNoyedoSFgZo4WWn5uYDBBlt5E15ylQbtWhGBnURJeRsu9O0eOWQSQLJNlxUaH/tY08150TYDCdHZTysFITE/nMSRm+rbJDjP3rZas2Fr5IKWMBbKhRvhbNcCzdYy/6Se7GULDCusWCNShQ2+npYyx6WLm3xLI40/+mDE5Xd9PT0FaX7t5W6hfHwUB3Lx3X9qwc2+UeA8illjHfbzNeI/b77wHHaCZGEb9lb/8Fka3jtE+W9M3vvGDtARhylOUM4eHZ9D5uYDRq6IMRMYJp64eDsDrrx/nWX8vvfLWifSf/af/SfpX/+r3GC/ybMyOW73yGqjHpXTs+BG6RCmZ0cRgV1wMcNXhRDYlebTkanSOOVsvjYkRxfF6zZKWLFmCeCOZm3pnKjSH6n5Gam4c3nw2NYaVENqoEsJVakh7d+xlHmMzUwtOxWzRA/tuBRWaZ94hGke0Q78F72gX/KLb992ZFpjRd9ceiPF0qL7VezItjLFXWZOyoZRGLg6mqZVjoE+r0xrUv2sopU3Q0DGPhpaq14R1aTkk+M72JZSdrvGcQfwQnqsBiWyGK2HnE/Rz/s5t75if6NCa57+VjbALTG2dkEdhTzincGZmKHTi9txBhyit6FfPUtZEEqUSpXV3sXMnZyg3tdICXcczETkxexRdGgfR7KTT77c/+xtpeXNnWravKy3/x10RRPQgolvZWEZWvD/dfvduSj9kwaC2DaBQX0SYdgHu3Wc+/xFKk/egQTUJCvzrJARL0ocm7yBowqmwzlNT98KvJAliL+/etRudrC3pOTpXV9DQcQez2M6i0O4olVtv30X34DWQu2XwsFo599M8zy4aQpZnDk90SGYuhzMeDXiyfbkRaPhv3WmV5bYoiRXwZSRdBh3+frbYBmHuGw33EKOpHEq+euX60CoKIVRLGrxUdE8Srh1Py9F0u8iQ8Ta6JWttEPDTIqW+ydgv/tPvF/ybQDuKLjs/3aTT68MehkxNBIQmqFxNbPZclr/xdVMUebNTcFu/288U/+3aZImQnO1HwpqZ3uG8YzKCCJ6In8FV8b9oGHI4eJTRFIe2F1DCcu7UNggyoNF+W366powADSAdjcvSmo4N6P2p48b80WuUWEfhdlJeniGwbKzsQOh4PB2bOsUz7sYeQ+bW4Ua1x3U0AM4ads6S7WDE0SpslsGYY3YK+l2etGB5MaInfb3RZBRfgz0XwXOsQRQHb4p3DQ7zc/hVfPmZTltI2L8KxirNn+0LXuGq7avS9gceTHM0eI0QJL31nW+n4beOpC70Hse45xVInHSRxL2ELV69Y2fasGkDdI+vph133JG2wD+U19Vz6UI69Nj3Us/Fc2n9bbekvbffS0fhCs7OxfTqV74T5+AWdBNPIwg+NDKfPvLwA+lNeJBV2KRdH38kzTMaqJpJIufglh66fDLdsffOdPj5l5iXOZzu3I0ANRWhFxmePjV8KToN5Qu3Efw9cN8+OKQg4YicLoAO6sNqSOiChO7qqsnGfXuKcnyUOwdFzJyXGcrx3GNJCNxgXhmIGpOzoK0Y4Pv843EVO95nlBsCsvg3SCe6c76fiHjGdt+/q/yX8Vx/JQGW2YybWI0cD6JimGfohpojQ61Dc2PJSrJ4OQZ2vQh3R1dOzgtKnqtEhowDXVotDzk/MEMRSfGYV/BQfID9HMBqNlkHiNWGrVtC7PBHj/8ZLd4olJOxVDLjTqkFo2RSIqLrhvTsK69Te/4hMPL1tAWxzVGE13og2/7kh99LKzob0j7kCh57/DFmXVEiQSd9VWt52rm2M73V3Upb+TqyKgz+tf50+VpP+sn3FiiJENwRvMyiwfGT732TAdXL0v13bctdHAVPwbWJAFGya0D6OG+nfht1Y2gq5FYReC0BRZvm78NvHyL4QDMMCFXCZ4wF8X+F+KPlGvXaXDw3ngiDA6cl882XOW+MTgpJ22ZDulG6L4cpa15i4PYEm1yjLuk2dEiEWTGQlRzsGjlaGD2UAuhSyk0C3q88mHp4FmqLuZY9l3rDoA+B2pil33vPfSBlOBjVvOEBzBI49gIdzzKm5TLoWDNzrX7z1/5GOvPWWbSXCDwZ83Lr9gNoW+1Lx14/im4WwqTlEDBnQfOmUUUf4WABQ993z72RjT/zzDNogBGYknU9+pFfS1/+6vfhahCJzJqZQrREYK+OeWw60JwFaTS5R+7JzEiC/mwMXS2VBor15OeZYyZKmpWlReJUvI/RFQFX5HJLLvXe5K7s7JkmqCHD7D9+JZ3tOAGZsyO99sQr6bVXX0BWYwnO/y5EYHvphjufOtd3p7eOvp7GVvYAs7enY29eTUsp215AAuPCwVOpjXufuzKejj5xKLVMoeZ/uD8duvBGdOU4FmMMw9p7GWX9s5Q7GHPkDMLTr5zF0FSCOl1G6mEgDYJmTl0aTm/9iOkH8L4WOB+9SFmsbYfwH/T1LFIqDylr1hDg88fZ0vLzxhfGYsbavjt2QHalIeQEnwdJ3xmBk3SnSVp3WLOoXXSwETzOwW+aQqlcbs7yVUvTNJ85B29jA+K1FxAtnMFBVrFHltNEshN5j7pOxruQVBw9SSmSTPaBD92Rdu/eSODWFM9Ku6Fzlvsl0m3wW83zsHuvu3tPnKOmluVpx86/EQ/D56XgZqA3/M6KNZ2BonzkEw9EECzKKAdsxjFR8TzlVJFw8TlBbinFHaVs1v1iy7tBAu+pdEyU3eIksRdiZmm2WXnoPAEEfwahBlSB2JWZURMIx26xXGAw79mHlzKLnViLkPDk+ADl+FfSju0IzHpNRUCUd1cp2LqBb0Rp23Ida2HXlmXF4GyJ2nCdlkNsHArmsDzJaErIAVf+uhl1MTi4OUB4Z7gQP/XXIq8tzkt8L5dXRBdy+Tb/3C7FLMArupM5S6LXkq2jiElpd0E5Cs6m5JB8f3KkMlF8FO6lpcE69Au3LduZ5oYTe/t66rsEdaN3JOacDg6iBzhyjQC7nedLsEwQde7seegdI8EtFbmXYxUNAay1HXVSF5YQqJuAKpPi2CLLv15mEPINnD3zXE9NUWYKPql21iaIQD60uTkhC7HfCEaLNS3Q7xsW4Rf8102P4J3xLf9ldzJ7wpmxNXAVV6NtWIvm4FNPPp4e/rVPI/y5kJ5782iqcxYofm7FrltiOkp5zcG0gUkZtV4rXcqr9t+GJE9devvo24jgPpr6D1N+vz6bPvaZ30iXrvTQYHIw7cHG9tCJLnK0nuDsLLNs2+jE37h9Z+p58dV05dLZNEvlYwl0gxMME+858nratYmRO3u3p2NPPhHo8vx4X1pNFajjboajO0+3mONo8FTG2VsYB8mXHF8wy+eJwEKsOdBM91Xm8xksxYmyc5PXRMAuWmyQ5DmJjkoXrhQKGzC5j9hzgg2imUVA7HPLQRZlaILnGeOOaPIqhC4i8f7VBMp/9QCrtBPec13ZSUWnHKWOKha2j6Gn55mP5MiPVspeTXTjmfHI7o+AIwiZpTcKAD+CqtKfxaCrCMIim4yX+/8kRdaQVU8zp24QQ41wYVUr3JmVdCRtT0eOMnuuDUgSnaa5MvVzLAeMM4x1Odyku9EMqk270QDZsobW7am21IWQn1nmBgQSl7dXpbv3k0WB7DSADHSQdbciA/C3mK9nebOroSJ9FAG/SfhBdvK0ULbZtX5FavuwivNzQLVkS9G1piE2fc1XvGDXjY5e8r3lSzNivl8tZGnNnz9C4WblU5Tvzp6lFLYWfRsMlFG7XTDOIlP4sQ1koEX+Cr8zSSm2FwM1AiTsaI9+5hou7V6C+CPdEmyoSUjJw5Qu7M5xA3bxu+fOngMxg2iIpoz8BkUKa7i2Y4feSC+tXkHQOZiWwUMa7OtNgwRKkgNnKSc+Rnv8m28fSb8G1+s85b56HGcNwfJrZDKXgfdXL12ZvvbnX05HmWN42223hw5We3NHuoBExCvPvYLR7E1bGfLbgCTFuWNn0ANCG4vsohOO2xB6WqdfO5LGe4dT99bdwOGMHnn2YMyEtPlNuYCha6fTiy++AnQ9iQDqCrhwl9DDOs0+O8fzs8sqlydEQyNn1sGy1vOS8BWqZN9FyWeR0BxMiHAonlu1cvq453WM4onOKH9aZO8e9qKSuGhJy0FU60FOL/WcTU9+9ce8WOIth5n0++wgsyqPX8IRerAdMo67uUIJ+eybDJjGKBGMXqdUNEnnzdQgSQju58oZ7odS7DTnZ+z8UBB51Xs7/tKxaMePobLFrDSDgB//5RPB51+g1GSH1Rze3ILOS8f7uP6qdBZEdLZ+PK3fs5KlobFEB8Q15nFQ+TyFcTOLxJCp+nx9dpSAuB5UknltPJfL566k0eNDbFTG1sA8nQfV9f6MymYIpK7j5NzTlXDPVI937uEMQdeAfLmhvlTdWEXZvQvEFX4dCOswpU0lHVas6k6//Xc+H6KYVbW8D3IhBlgiDzUmakJs+elQ7lNWxbFU8Kj4DBEQNelKHYClhgXneVoCVBQ1yM7ugzDM2hbPnEOtc1faPJyqchKe0uzR0kMNx8p+N2BwjaP9O9r0I72ObNq9EFwfnTnfmqLENErXrh3F1fJionJlWbHgF8mBo7Mp5qWyDzduWAYX9E26ho/SOcow+5gsUCrFed+l4KhAS/gQ3UI1z8jEdLC3B5RhOMjbBlMZr9LkWCqDI0O5qKmJoNqB9QXilC8+c30iYghC0E2GPO6txDvzDeWxZu5o5qPlgEO7JZnegEZ7IoLpv12PQLMiyMpyAwrRhv0zUBFd4udWOULzyoYAeDQX6TA3uF+7dEMa7eH8XRik6jGMzAtMNPhH81Pc2TB2Fo5m5Tg83AvXeb/a1L6eTmlEck+fOg1naznEaAYcqwXnWea6Z7EHztucI0i3elFGc5VCtJNwspQ9aYQqEhU/bjUjc66G153PRqxMKZYqeapAGrOnijjrl+Sfb1r1HN1SCiyDajNuubKGMWiUnc9dPhe6VvvvYug3e3oWXwpbjJEnLamZ+z+CmPcMdIHWtSvSk2jQjQA2VC5pR8x4KNVTWj+PP76EH9gAal5DqfTpP/pSmkXVfDcaigZEIn1jNBWdw95vvefONAINp5/gqr9nAP9xJaVzleklQIhxqjfb7sU+A3CM4ndma+Dz0kFePj3IuadKwh6sUOaGvRrcSfZ1DWexljNfrnal4uAhIixtQ+pCROohhRTNbcYRaAfOR2OU5zPvy9zEkCtZIQheHNgbaciiWV7MUQyyLJsOMevY/iu7nIPnXXzmewz6TW/x1/nnLxRgRQRf+sp7a3Hn3aCBcsMsmgbPOm0NRvYogpRXe07H0V+CTpNkX8sU0xCRzQJyb0yBYBWBU2m/lkTisi3IWYYEzlAewdaJfek4o/YqcfXaVBpumCM4YVj0jl10Mf0ovXroBDPF1lKyq4+xOhU84Doc0MN3wNnCAdThqKoTCEwNs+ju2JiNpgHyxOW0Fc2pkkFZCpTvmJk9W5qzWnbqSQd2d4ISrQg9DctIlWyOtUs2RknPeXZzxaiRDIHmDjbvwqg9x9j5cGpU1R4Ksh4lRFtpjfrXrF5F2etMOkOAWgcvSFKnQY78IOfCTU6O4phbgzN0Dj6TnUnrCcbs5hmFaDyIBMXkZSQf1PSS4M+NddJg0EIJcIz3OsO8sjNHzvA7G9BEUQulPX30sw+n73/vh+nY7x5PO2/Znh75xIdwC5Pp4CuvRaC2bfuOyAhPMAPtHCWOJcu603a4aaKKbx56Ez5aH8HALGT6TQRhb9D51w8JezWk+T3U4vvT4z/6PgdrNm3csZE2/XXp3/3bf5uuvQwp+q4DaQvzBy988UL6ymPfSFUtoJG7tqZV0xtD/6v3ag8l0uZ0CzMHrwxeSX/4H/8dpYHG6HR8AY7YwTdfYl9NwctYB4LnaIssDqjTKiPdj24SAy1bofl7smQ8QzlQI8B+1NDy5yrcMoPcJtbVNRPFiucWTrpEGM6Hwb0adX8QuymcAP4aYyK6KieGz4S/VGGpqIqRKKu70n333Z9eeuLpdJIAdZT9uIqZfQ9+7iHK1oPp8S8j8Ed5VN5ZAyRtHlLMEmyku9R+2xEIvuW8Vwd6UNfhNI0R3DcAu+v8xS6qy/m3Ewm8UQzTFEGINsy96ezzCMrCqXJicfQLtnd7+xgqA1LL9iWHK0F7lD1jN0/nerp6Oh214xSBIfgUiI8qAcG6GOjLc5IbxoEnmWkJCYhZIM/p2sk0Qgm/djkDyAnUNiCpUdfGnTBjYwYkbIaIWbL6cka/XKBtO/VMkxR0RyOLyK/0AfloIlkZWTQw4r1lycS1izLZNSctOGfA3pA2uEatHQWFQxTVsp6Bi19yqzKXKYIRkd8CjShcZn6VQQHP2vMWOKfvYTBix5ifZSnZ/aCtCIJ3BUElgSz3VI/0idddbcdXcEmUpyI5wlEaonlt6hLVIYuxnI7qc6hrNyGt0QHCH35bVNStG15FW5e5oMEzMjngn8qxXAYVbaYBp5YEJ8ahSBI3+KYko3r/YN/FtBZUt4Ek1IDTspkVRa/d1xcpX/HMReU068KYOZkLHpX2VdvE/zILLO96JQxMFvye73u19xII00DuhgwOlmLMnAO7cukOVZBZqR0bWXJZWkCikv10LV2gtF9LktLCAOsrR3oRvh0ioOJ9qVk3VMMyIrEaogSlwXfepSruLsvAJWbqNTMqCDtx9vKRQLea4Tf67rOcwWsgqhVQBSpRzndCQ5nkfKZlLDApIbrLFZD2aZIURIAaCbHBsLXGcDrZzxW+r+QBs78rAu0i2M7W4Od/vTseK7lVvy8p3L8juGeN6hoIIrBdom7tiGbX44Neefv1NIP8TgNjyabfPKeJSIMkJu1dbWafdBL3wfFsg37SxCzCK+gHdsFFRKSWvXcLgr9nT5xmsPhwumvLg/iMS+kqye6Ou+5gZBWNSPK2ViyPJpZB9ue6bRsDNexleHsrgWh7VysJ0DBnf4TgHUFizqqiwFYqJOBXCH7YmBIIq+VfbALPLHRHpbYEV5Dk03KuO01dLc9ZTDYx4TNwkrsdfZOha2UlLGYd2mluY4pyMKK3vFalggjeizNvRavKYJ9dKWHGeoNnXdRqjIadGRDUBjokS9MalJUpyfP8/Cf3i7/iAwdYzgAqHa3Fj4mAs3TcbgRfc0V3jcKHZZMj6dIJxqCgIq4+RaejaygT2SUzz3zC2MMx7PnGfi69/7uTgqz2Lqch/opFD9YR33B4sousKNrICEET5LcltJYqn/Aa4plPPgecuW0NQ1BbUzscqWpIojPjOFFbdvl8x8aE9gkP2U4Yjbh/Ks1CQRhs356ZYKeoSxNhXZ5f5HGYZJSJ/BYz1jm0fwIut4TmIfG1Qveulce1OK9ayEVkxO9LyPR1GslSTO5+Yi0dctoHtGvQ1w6ZtwEScoz/4FqvAO9e5U8/G7cFWQOny4eSPMFTK5pL053TZB194SjqQJDmbInHYM1gdGohFK9t2MBg2QtwlnDohJmKU37htz+XduzfFrOcNkFsX7duPQe0MT3w6H0QItvQNGmhRNeRdu3fiiNBQbutKzSPDh95iyYBxhuQHXShf/Ub8NC27F5PMFgZRPtuhEK3bV8PytaHIW0ObacOgz3GejjmZDsjPwwM21a2RBDtz20XfuyxHyFBAJ+IElwjatX7btuRtu1dS9Z/Gk2jFRF4NsNNq8UpNOG4VtABKNG5zEBD3gqOQGecsQuRm9w9FHtQg6DSb06vswPn330EgnJ97E6KLMefhf6XGzU72NJXyf7KjTPqd4RLFcbKklYN+i8HHj2Qlqxl+G7v5XAOq/ditJh8//axw3QLzqQuZt81LWcYdgOvX90c3YA7t25lrE9jOnbsNJIg1xCwvQ1kcjgdfuswa9ud1vFchslIX2Gkxd4De+ArNafpYQjtZy+HvMQGAtcXn3gepBPVZu61xnEUxdBoO+dEUXQicaQMsAzPYlhrRmMihxe1YcNO0wVbRlmrtp25le3L2FvdcGYQDx2jHIjjmx4DUeXfPUwP8Jwsh1cVrfGUEMdJANZWsyd5fnOgVhNVqHCz/yTTW392VM0E/EeJ9G1wFocIMuvhl7Si05MR29z5m1v8uVTLmqFhlTk9uYtLI1qU+KKEnp+0MyBzQJyfc+n8lYIKfxTncvFQ5ie6aHeKTDlj6jnQiLlwRVu36Figf5b2Ob86pcuMZ3LeqKrxUqXLDALdY/w7Or94H5lwrnU5nLZZRiotgbR9fWyWLuUzcLYIHkAqvF5J8a5nJGOWJ30mOJApaAWS2v1vS3CrQaAtZQf3SBkSmgEq6Qgew/YePX6MfQ4Znm5WQsVwXq7j4rMPAjzBEmuqSrp8MxfWcmiQxQmWLPEZQGVEuNSZZYDpvWVhXgOryzjzTtDuZugMU5SDHLY+gYOcwLFVqsVHkN0A90yHadXBpogBdN/6L/ZjeeCHgsGee7WHJge60spA3giialkDS62imSJQ2kNn9EU3ox4JmYGrlMnXgNzU1ZhAy69BXsRECcmZQcrnjdgr7XM865Dl0NeDCLlLeMYzIYjpeDbtvnM71Y7LScjNG+JGcPWOXVIADYvm4AP/o7TPFnELPqC010rSGEYnotHlPOcl2MpG1q+XLsjldFdW4beGj51lVuDONEqneRld2HZijlN16KYMP8r4mAXKoyu2bkpllM+f/MY30y1UE5qwKxy7aMo6y5SLKoKOpXA4By/1RXd5FYFT3xX4Uwxl71q3KvW88jL1dyYPICfTyEX3w3dtJKHohoPZjYTDwTdegyw6lZpRhFfx3nK5Zd94ViKr/PEMOAzecraEdSeqxA52Bqb2h4SqwlFoPKc4qfy3UkUxN5PXBUHDErPourxuzoGBsZMu8smW35z9Z5bU4DueO8uFMbIucyZNCpT4cdhzYLFF0vJXfog/52l/4ADrA++a8D+Zm+ARGMdJn2G4c7S7wpHpwiHWUnYYC6n/wjDe5Kx+1ueEgQyDuJh3FUazgA3toOLBD9C1VUbwtgx4cgVcKSeCH3nrYDr42snUQ6Cwgzle3aBZ8xDE1cmaNqNiE9Q7JZ03nyLD0bHWUwYchrB6Bf7IBPwASxMaSlgFgRLk8gAoAaUdW/k3olGkfpIOWcKrWaIll8JffeAlzPV91zE7cgfvarS6mdnX2QGvxIMop4oNuIEuw7bGVgzaJCN3unLLNHC76Il+wRmMjctWRrfEDKXTsZol6SoaYOcGJiln9QOTD6VNiFyuaWfgbpNlF2BkyqF3gSZJgo8xKbOQ4JGMWM9A3Do2p1lGLTIAtyOgWs1J9TpG4dds3racrq5L6ZOfeSB97gsfAVlZSA88dABy/vWCqzEH6XIpE+AZxsy6GRTLA7vzLmDmOAy5zfpWAqjMechZ8up17RD+6Wxbx5y6PTspzyLDsWElM9jg+WCkrw2NRvfZbuY2tlhmEpHyvbJLKtbdMmHmz4Sh9FCbZUdN0GdVIBo4PqUnDEI6O9oj+1ay4EYi8c6jGEaS/1fJdSum659KIKxMMWAPEmxsvWU3XKPraf3S7ZDmL4fuWZ+dPQ4zrWlMHQxgPg36aEv5UkbGdHfyjClLX8cJrIWTtIxn28kQ197XIYm3qltG+W5+NO1+cE+6cp25nvvXpYvHz6XZBrLY7cvSdM+VtILAtgzeRLS6EXtURnkIlCW04Rxf4XCkAEri3qLMVRgrFdO9KYMUA5R83hTpJWQwwLFbsonyE0GdiZcOcE5uDQKF9YzeUWw1HARB1MxcG52RVZQlzgYK6/i7igE6gex4KriUPvcoArCG43C8zo4zM3PDJhxjY5C2Q/qHzwyEKgKCm77irNwIeEslrNJTCpDmZ3yVAswPfjjtZJPb47ZRIoDExYYeeFfnKJnUM9ZlLQlJ7Ck8+ZBBSIzqyCrbIsAmcPMxjisTrN1ja5dvCA7Z+QtnOdObQGAdYCuhV70q5+GBXOv4bUIIzQIbcyihso4m9vMEH3UKBolQ2UTD5zeQRM3CW5qe4PwyJN61NFCxWaOaz/TZidLGrEfXX+QreEuueEYNvM8YUsP5iIDERCMy3AI54LlcxymfoDTfBZqxfOWa+Ow6k7BADZmIwGdeoMR04cIJOqTXEyQ0xmiTwUsDBAPQRmooGU9V0tRyjokVfXR6kkA2gmBw9u0enOP8XR+jo1TZAiRBAq0L9wxaR5Y00DtIotmLiKZbPOvylZDFEToSV4O2+2rT8RylZ/Sk9BUpM0ic131z08LNjVcfeH/8kl6oHY9ROTak+Mw5Ba3IG9kQshvi+moqDsOnjtPQczg9+Du/nqrg8w3RFT5DqW4Bn7v7oYdTH8F+GbSQtQjxeobX0LSzhG7kXjhrUgncRx3Yp70H9iPSvSGI8XPK4bgnaAr45EcfpUuRDmfsSB0+cWlbNzNuW9O108+lSuz9MriVDQRmY+d7UjU+pwVkqhJoMqZfuM8JWEVCPWOBZnI/k6699KEiKZqgWSbEUUU9sX8l8VpJv/MEX+oLOrkiktgo2/q3TV7GAgIXMaE0B1lhv7Llyjzl3E07GxpJvEdw/ayA5T0Q/rn49y/psb3nbX4lAZZ8oBi8yA1dpDzVSxnKA1yPQe5YivSBIxv8TpT8fo4FfNclx+szoBCGNb4i02BReVAzTvPG2MyguYOrg1+0lC69pem22x9Nl5auY3TJi+knT72RVoKabN8G+oFErho6c+jRlHFdDWSCZqVDttb3nY7xN7ZxRmZJJ1MDQVedwnccRg9xFZG2JQSHTdrSv2nD5gjORGS8uvJiJtMHfYA5+y4CyfglI3CyeAdTBwHTchUbz43q5mGtm4GCKykTxCYsyhqlEoYbyFrzNJjqHITqI/0p/enTB9MLxxDxgzjZTFm0/dVT6cDK+vT5B/antQQVk2NX0CsySDVQhNtAm/Po6FBE/hPclwa5RhIvDsNW/aWo3huMfu7zH077DzizEP6J6tILI4FseBo8JNMOCuUZ6bTVMTLAiQCGrLMUUBmwjiPoKpxoyYtRZAi/7km3Q7Y2yxYhGGVm2zidco4fUrKiicCwBc2Vtw+/nnY6HBsEr0RgzehEJq1HgGVpKLZN7iopD5SjWHU7m7imYYyyrduiaSGYalhWdGrpKG+Y5mL7+ZwJpqp5TlXO3bJGKEQNgbuCQEmdtR66gMb6gd1Ry1+/Zh6dtdMx2V3ofsWGVSB/KHzh+C73XyaArEk9SCtcHxxNO/fvYv1Ps/+qUtvy9jRwnfZ/hmnXKzfAtbcg8jd2bTi9yeiVLjowWxHbHKVLZp5tbPYX0DlGxblqpnHlXJNadHPqXsUykF0WwaaNKWQomZfGr7p3fV5hrqJk7fdu7EmzTjsj5fsN0pU7WTFMuZjhsbV0OYr0wIOqp3xzbZTmkYHzTG9A2pCu2T5atkPxXYSM5CQ+i2dkk0QHpevFrxBPKq1xXvUb38nfj1v0mfhsCzsQ3Ay+fzM34/3O382Mhw96PqNTV5TZ8jPPqxG7cP4UMgDwzFavXp1WrFgZe2iEbrhZgp2pyN6zjIVlntDBMmiivFdGMC+yIslaVGYlXbmnGYxtp1w9CeB0qGDTKVxoa9kl6DpVY6cmODMXLrAvOGeNlIViZp8NLZEwKKBKcsXZWNa8NDqdo3GGcyrfyPfzbFWSfMnP83qCTOw4FJ65YqhVBDbDOGc5ZQ3Yl3nlIAyuIzEOsxRyIrTopGMISNdy5pZy7zYSRbOhJefifNfDAVqNRuGZM0fTGWaoKlo7xFD6rsYloCBLQbBG09mj59NQL9qGZYzZYgZsLeX2CjvM+cxxpD/UzqulkmAQabNCKHorqwBCNuXIJoLTduarRlsVn+2+ladquUpuH54hJ1slVOqmB57LsMRmUgYiqcv2QmT7/8ivCA74fyrvyzGsMGDm9M2A/I6SEF2GU1t5Fj09ztQA1IzD33sCflQ/a/p26lh5CyXn8fQ2kjrX4TteOXkYpKufMV0DNMScT+XIhSxDHuHim68xyPkF7PtweuLbX0Ng+qG07s796c1Xn0+H+OPynKDis5KZr50gYs/+2R+nMycOp3YqA2Og0cfRXLx0/kzQWYbwm2eeejL18/7Kw4yKrFIaL4cDJ14e57A4pGFjOAt1UBgM9O0InLbpAAQ3qEdyBK0OxYDtXMUJPTvL8SBXvt4JFmEDTARMavkTyHWuS8RaRdch/4oEL5L2DMb4VUqSw7/Gz7OFyMHbr+brlx5gebHW9mM0A4t84q030yTt4y5CB6WuNkjX88K7Gs+YmRWU4Q90d76uJOEQc6JcGCPaCCJcKWtqLHZRPr+MrscYXTzL0ePo4MGvXbctWqfPnKJ78ImvUMqqhOzeHWjPBNloOYTymrLGiOyPk20P0Bm3GsLfiqVwrAJah6SHw/QAGNxE90PRXabhuchInSvA5CshXYd2jlClpcx3Z93vd7cG1aXvF/6+1Kmik9fBWwYIJpEdX8DaliRLSJW7Kl5nNhBcgtzpY/Y3wZ9KjNkAM6a+9aOX0nefPZXG6xgHtGl92g760VU+mK4eP5S+/8qR9NsPHCCDYYg2v3/x8hn4VOcj89tEt4iDet3AjnS5BrLnQM4rECaHONBr1qwDZWuFHI5jmatJzbWQKilPVZNhV5ltQ3qsgtBusKhzbWEo8DiooMGXh6SEolhWE92YsSyhbLMZNGikzVCV/LcttrOqkYPCNJLlZhLtPJB4Sxqlw2XAUTwEjTVmUDcdnZIejxl1hoVz0KQRj5lZri8O/iLE8v6rcMYQVw3pAUnbvJdPR1TSbClHbzd/2QHjn6J8EhGc+0NkgfUfonRE6U5JEsGHGmjsqxGxvXjqclrWsZxmiS5m8F0NvsqmZRuiJD1B99Q8bdFC6fX8xuDlfnSVliAJcn9wDl6jaWDNeq6RQLOasq8Vt2lmdXZthhMI4lmrcZbHQ0YpCmLHjNbbriolFhwkPEdwlQnaWaCvWscSHBDJpTnICl0jOU78Cfjdnxt0cW+5zI9hpRR1pu9c5okxQBq6fi6l87tj08Pp6Km3UxNlh/U0jrgmXQTxESxIJcDBu/4GKz6baZIjHb5BQCQJkl+9Dsv1i0FUDrRKyYil8gi0Yt0lZC+mKe94SjcHxqVX+IKf3kH0XrtkMC6PKkpyBEmvv/ZWjE/bsW1HiPaKhMzQeFFnp5rEef+wZgZYXn9lvpngl8jt89m4llMETNVINdTR0Ruk8aILLivL50zbwEodrsskrVcIxOsJHNavhu/JWzpztcJh4qHzpoK/LQ/VaceanSSNTHK4egm+0tEYn6V4Z0ubPBTJ+/k8GDhOEywP4USv9l+Jrs0lywnIKOWLMiuOGkLprld4S4IrbOZFXjtG8HbLtlvCgMljtIPYc2xSKP/FZ9UM73bjmq3pNALG14avo/69GkmT2nT49VN0l/KkGcpexWvrkCppRlomNwaw1gRQk+zravZJI0R152wa6HkELWdZWaiCgiA6YoIyK+/Rz+TvUcj/DjiuU8ae/e572tZf4lOVNkcuP8cGKmywtJN3p1EfyEX9lV8UKLHnqUgWYucZoGAwKhmr1LllNTMET6Wjf85sV5MrTFgjQU3Dmo70+tm30vW+wzGrt5GApaajPr36+otxvtro+Dt+jIal154NQWADE1HPWkaIXRnvTd/68hfZc/B5Kd2VQbMQSXrzxJvp7ZNvhY10TFYdgavcvLPIt/QefiFNIoDcjOD1BRpc3njhh2mOMWnNKLLPMt4s0UkY2mhxA0bhucoTIs18R1TLfR/d2CTMtZTJY6/r240EwhfksrrUAAuE/sSSdsz+LKJQbUM0LVl58LXFyls697NjdJTP0/0QJfYIEOJVGbXOe1/7EpzDX9HX+wdYHyze+amXlGdfYWbJ4k6iQD0PRKxJbKH00YQRmpMArmEvCRJ9wADL1XVtIu70jPvvxWvNJFRTbGObUDnm4Q6OilCBpHRXoM/jBPYayky305l3mOifwxtQI8aLAyrCJqerF9KeOkobNlKeWbI0yKSzBjSiGhqwyOQy/B2BAMazk/b3Wci+vWj9NJOlN8OHsgZcUgh/x2K9a33DLxTn+Z1BFo/eQElyZryEzeSIBMtrDrLUgRqYBRSvQ5dUIvRJBsuBkWyq0amE8zbHIN03D51Lp+D0tHJAVc/uROOoKpSsQU8aulHiPZeQlgko2HEsfVdHcIztae1ahjtLlHZuCV+SnhsRxXS5l+H0L6EVJXrX1SkSlXVnbPuv4Ro13BpJHWmIyVkW5nBdxzD6fETjSro5OeiRN525M2oJjcEnEi5X/E54127NSQjVZsfOrMoq3M5hrIKb1JZ6Ib+3oN01S/BZHZm5AW7msunEXc9Qk9ZZe/g95HyOA6QdLDrqIGmeeSdcNwOEPL5Ew1domAVHxTd9pwGWtMukCrJN3BpWrJwSkOhED0H3oRcP0obPfMmTPenosaPpXN3ptIFA6o3y1+CEV6QzIIg/fuJHlFXq0h133hGl0+vnQGAJzi69fhY4fw4i9AqGpY+kHz73A0qma1M3AfO5QzirC/BXmD5w/SrNDnCwtm/enjrIEs+9Ttcuv1+vQ7Jbjj0jgZZKHqigPB6zQ58/CBQGJpIFT2mQ41mw4NfkkUfu4xgX4i60CYOMMgRtTSAIsvuZeD+Illo31zgJXys8BQbNQG8U3pgjd9avQtaEIdMhBAmsX283Jf+eprQg18azZKCs0Koq65ZolS3xS8Q0HM9NCVZhAmIfuE/8eZR5LM1LzvZZB5KVM7Eb5tWDlJ9dSccpn82Mgi1+hbPNAV58lvbKNeD5O5i5hz1vV20H5fntm7ZSOkfqBIdv6aOCQF2jXgFKiC+Kj4t3Nmjw+ohMTY4MyEU5Y+21xPDZRIwMpDQJcoIsT2dSOwgpqEY/iLrzFh3kvgrEqE6tN3TT6uC1LUxYjqQMyJoqwGyg5giqutkONMlAxLAJ45SALp8Ebexg1Bh8SecZKho7BmI/AvGZeeAQqRlUjnzE+AXK/sygC+Fbica6QJZDR+jaXsXWXbxyNmanVjooT9SKm52j0ST3M2b75F6aw/E3VixNm1e1p9H+MVCPwdTHvNU0AccLuYApFMBrQNSaCBpNnqOMY8BNE5KlQWeyVrOfouNc9FPtLGzyDEh4LR3iNaC+fnkfwyN1cOCgQ1BuroeyYarp7+Svnx44lcxwJGHSo98H7bqxQX75/8poe+YNhV+BxzlD5rSKRqPP/1MaP+Cght0hYJzGxlaasMYZYR3QcpRkXokRWuD566s8z9Pmg5zpBf8Y2+OjApzwHEuIRzR7BAL7smXLKfszdN5rwF5HImVQpD8xEeBztZ3TzfCMKduZmBrI88mRCNfQSTwP77VuVUdUkQJB9hxaMQiOTP4KxCmEQw2+TdQUKlY+Q7DF55Q1qTx9WF9eJ6mBIMtO+/gdHXb27+7E+J++uHisgV4JuJg06BOd1YrRi3F7ck7l40YwK56ZY4bc7frXDHp+ynZ4Z4BVRNHvl9FllOmnb86b399ODNVWL+F0e4DP44vN0AR6pXgl3eoRZapp4wH5Rb7i2m66jPinm6A4zBm5yS/xAZazGSboRjnXw5iEMXg8yyxvLcAT2ZreeP0HaRkHvoMZbtG555ITEExwcJXZbyfTthvOBybcXhr+GmBkEKVFLTIy4MGQxD2ESKlDoOuEpXFCWbQy86EWv1znOMTFV7HuNx/om1dbwzgbpSqTGo1dDrb8KulqZZV7f5YzfgOPXDZhE2N8RxiVcBWRyzbIyusaZtPYPMT3S5PpVN/RdEJUwxICRGQ1ajD/lEI70o4d+yl/XosIRcQs9nRcWEEc5iGK/CxbgoAfArI9HNZRguo2OoEsETiEs4RPigCabcQ9WJaK4NMSvVvQBcjLmBulMzdqisCiCkesgY3ve1A5cLb3GrAtqI8SZRYVxudC/NWW9V5Grayi3DKJ8zDorOBaIkhwcKsE6UCwpMlkzskAQcApBCqVHthJh2SUyoJHWNTyzZh1KoXg5M2nIJaE1xHjpFG6YkfK2c9A+oBuUSbTED757e+nqh9SMmUfOl27H6V8Cdw17JnzjI86z0gjVbmv8ZnfOnc+Q+j5+Ec2oWt45ScvxtLbOfrGU69knbnQ8skIlDMolXP8MrO+orSCsy7nmVfZ3s4aT2IKkeoiACL4xpHNOSPM4Do+JRs8M0aRpTDakXG6rzP0rqGrINBxX8mHCnTWEhhdc33X0D2jGaGSQGmCMrABWyh185t1yH90MNtMp9pZ3xVddb63o2aiw89Pceab+yICOInVGUULQd18tDKBe9EYFsaT1zrYtlr0C89vcLNA3cDz6tmTL2b5qER7D1K092MQIN/GUhkfmQncuTyUs958vvxbgx9nKxBslK/ZKz1XLscaORdyGSTfGM0R8yoj9Mj7hj+1IIuVOEoh9RIPJbLmgIJYY6Avu0wj4+YpT6iu7dq6p+J+i3thjxqsVmEvDSrkWq5dQdev50B1b1CA4Z4RpE8GkTSAXE5Z/jrBhQdKMm8vaLNT5VesWgZ6tZR7mUsjPcNoSw3xeQTYxCbdaJ6t5mdllPwrGfzdN9gOr+oMg4DPUPpcE4KR8k6j9M/ffYwl6ieZWYPeWbuDvUGInDlZkkYJuUE+2+RFpHh6vDJd65tGS2mAgeT9BIWMOiI4dItNTA6HGLVl8BrGW+WB0ZwpZRVw9j6kCviKdnDGmvDm1xnTNcl6KQVUz6ixWtDsOrqg5xmGd5au6z54XH1wTJeR0GcJj+zs3409x1oXzvVm+/vBPN1NNv2v+c8cT2qPioQu1PjZo86Za+UMbV0doqMBG7t/JN7FefEvPBf2x4An2qOzMlA2qCZMkTkVFxgRSNx1/KyFBhsnc5jItjCZpInANPST/Cr9LZcqnA4JGlIr5c4QlbcX1+J7u5/5Q2IJsyuSiCjWRVJmXlHQKrKZDxZz6atMweP4HwGfPzS4FrHCPiwQM0yAgMzTNKSUzWx0HvL8DT7lOJKIB7IVnbrFDdqNH4hWPjueWeUZprG77ic1wvyYEM116Ypg66/5+H7qr78zwPolBXGWgSzrXIZnMnSZ1muWpZKsbilkak5oiD0uqG9ha7Mb6wPu5li0OGTez01HpYi5vPxFYIF/2KMYnTCOI2GBByFKNo5BkkS/at3mXUDh59MLr5xIjz50a6pttn2duvLwNYxLfwRIMduLa4wM04w0/riB80WXjLBbwmjd16t/c5mymcNw6yoYhRJO+Rd/fLEx/RgMstwDndIg3SM1Kj7r8ENolTXAGMXb35RtRQxU8FCi3MP2taRx+15kKSDjvkB5STh+ZhTkRoFR+A4TOOXWZYjYiUzoJihP1dHePce4hAWg4KwwbXDjRXkA8qkNzgfPpIshy1U47iN0O4aAbJR5fCeRBLkU7wzP4xH+lHXJ28EgLp5o7J8cT1qeYstaaiNjchBuBGMiYdT/6yghyDM5Q5DSqhK9nSm+k3OrAurMmU2pLGY3kzyOixcvhl7YCiREKskOo2MU42Ips4hjf8YDjCMP/wg2SisX2SFCx2e4b9yXccIccj2FI7PT1PE9BMxkplYevSwDnTqGQkcGK9cpApvC4bPP1GsnVIhrqKMcEmA7JdKKgAd0/kopFGUynpUq/mWopDsLcR7Nn1kcvV2U5ZTE5xlGPWWQblnQbDEkCnibokxk0BaE7AjycpaXDZYEUR2/yHPebsLwI5BdRzhXjiyKONjRE7zQrkUlCyxXd9JlegmNo47WsdSBAY8OTvgxOlJJ1iFJElloUVvIUWskL6UmhRLClk222XTm7wVB20Dd/zap8FbMTiOIymXOWM4w7u6jjPYG14bSdX63zPvwZ4tcrjh7WTA5xt/g6EVs+vqu0p5ez4xQuH7NbSFRofSALiJnz0pzsIcsgXAOKhYo1bp+lkzD4BcNEMou2GEYv5O5Jk5q8J5UeY9jhmNSKyocWLiMrDVVB9+xFuljy78zdHf1oJl25I0TIGrDcEoRRaZxwjZ3A8jrQwyYvo7NYK1H6SQ8y2gTpq2AlvL8qyFOL2tNyxgAXEfnZthJts0EKNoSBFwnu+1sPJsulV8KKYhJOGFeq8mWXYM2gaygKzzU4kWd9Zs2WnM+1TLy2RvoD8MlvHhmlDl0dKkhG9JU38TWhO4A2mJTgzQGNQBtrqngmkx1bZoQbRM5q8EWWz61O9J1cvj4BHP3JLnX2H0KPaAODmY1/960dXPwRwegpfg8RNodKD7NDMyYKxnn7Wcc5/9/+VHsFY8BwSnXNE4QVWfpzNiTZ2n3XGlXxDQGXhyjwdkrmhxjML8U5p5RMy0aQexgzQUxR+ZM871Kgtp6pGMGLkykI1fPpFVVdqE3BjCgc7bkXIlt9SQKOsjBhRkLGgkRPkNBsbdMtBcoPUrlKHVClmx82EE/s1jb+DX/7aEs/EK8JoJCA0xLvfgkNM7m4AxWIO8xxn4YtSuc36xjAgvqFYiWIuoNYhkBXcxJ9U8GSQxOVe0fARktJ0CblI/HtTZRgg9UzgDNpLK4jF/VY39PibCUvb3nA3+BmrQ3OYP42JHXX8VfKIFGlsVC2VpappSBYnrWZc12yeTzeMef/xUBumYmHlgJpypttMIXFsRYs5ystZEF8dT8meJBXL0G/0epAVpVb7n9wfSDx+GIoL7dcWANmd81eFSXwlCvBH7PGa7depLZyex0OhpvnEg8TDdWbBz/9srQ/lIiQYFJDGG9Q0cjUPj591Z6RSnWLMKK2MBtlKt8z/PnzwU/p1sem96u9PlRPslOJzp/ingkSqhhURA9ZZ1XQnSsY/5T9WhPBG2zIDqKWoJfpVVbd6SH7tyDWGouT+Tt6hnw/UpeqsRR0BFF6hLPQnFJy0YdGNwWyNo3ggOuK0i0ShZIDn4vQfz9V8YT6Kd7B7bf5wV0bwaKpNPHoNvGHoNs7RrCiE4RTDQ0NFOibUnnycq2W94QMQjBSRDFgg/gjYWDxSjImZN7tYHuJj/FwEqOgIOQ3UMxhuRnffFLIp8VTRWI8m1KazatTA1zNB2QQMipcjCwcxYNIKookVVSKrHNeFaxySg/+bDy/g8ZiIKMH7ceRtZOsyKwjRdlZNCfKYJZIj5nRW2zRvYcz4IIOvhTKugTxuRZb6heNq426C9xmzC+IjQusd1K7FlRhyjlajC9Ot8jTKajdMxOVcnOoZfcuks0HTg+qRX+XUnQM7g9XItl6kk8bDN7op/k4BLJVhNl0BpLYJ5hSgvxNENIMH9FIG/XXUiguLY5kI9nF+Vx9rnlteIXMiez6CIMj5QD1hLKWtq68czdN0HQlMNj0iQq47OBWxmBVH7WaoplvTmHUkMwxohPUo722UgZWM4sVZtdpiFey6GKcoPlDicmiLxISnfVUc6eIZAIMU3vxICK4DeUl6J0mTP90JliD0wSxEngtsvaTqsoZXNNXk/pDHju5VtVIpA8PjjJhIyL8JigO/Qx3YA2umY6hQ1uypEvmOaap+E3VfDvdtS1G0GMZkj8lJMYQvpjmLFcTa21aeVqUCj0jfxTBxpkQFNJyW1Ny7pUNmHjxRWSMQOWjARV4ZSXM1i9i/esoZtCiZYqPqMGxEGulmTkuUkCRjoYe3t6Uao/m65CZK9caILH2UlwheMkAfHP1HWDW4JKUJG4bwOIQv19ElRdj11L8FeBEKbBlfy30amRmCZQx3U0wk/qQEOtoZXrsDuWdXb+XiWd42M4V7sZK+WumpCa6N0AT372uf7/1U9jC2dEucr9jvSBIZEUhBmbPW08sutdJFowNr5lJcWAnY5Njz7fLPVWGfvaJR+vLd7bt9EXVrB+ovy6zFUMYD4NYnma2aarSJZMBN3vDaCZFdifKuWHCr6rwdcU6+9amkSEv8FvlLMXKuXPFtiHn1cKrgKJ5nOz/EQp7/GbgSuHrTFoNHg0jBoThacpC7UtxqtdTYfPXE79NF046qu7vjrdsmlt2rluOYlEQ7oOKKIsiElVkZmE79avlVzvKL9bSwekSZWobkxeCGS6hHz9ah74+3KwSsbu5o9cLA/93OvA2XETfbSKHz50iFdLEMbxURpsQ0dDkk0AkAY91mcXTevPfeNs5oNomx9cEQYXWagP7saVB7GNtbOTSuNVSelA+swYaufnL1PXXtYGtN2Rtmy9NR059FRqb0DdfBqROjgVG9ZvJABh8zHAUm5FAfxnXoqRvaMVCig3ygeaz2IDVQHdijLZRdiC4GJJ/fvnBVkRzPintCOKjRghIvfQ2dmN8jX8AjaTM/K0RLmGzAHymgwyMEYZbctr6YHzS82vaqaWlzHrbQmZXh2GPgZO409qud4ZZsvtX9acHtqyLA5mjOEhKBA1CeREXo1dIXGBQbMPDS5Ld2YPBlcSEw12bGG3K1BEKdCmSFE8UplXc+MGf9bz9veKhSj9bvydn6MogONO7PKLdl0CiBguzueZuS2jPPgWzRVX0dta1t0ViIDT5uckcupEXVuMheTqfjptlsFncd1FnkQ8fXY5sM6FuiJ0/6kXHAOUa+bSqh10920HXZgjSwIZLGMt5tCS8U8YQiD+SoOlQJBExzSMnvN8rwaPirWGoKZlMgN6bmsW8rFBfYTyBvoxS81xKzAgFMGMlBwzjFGqZD7hQjX7sRpkhecdSQKfW1uBkjXXOY7S8nQZz1QuEBeVJwdoyH1EeV5jDAgOh5T1kCxnqYyda2c52HPfm80OXesLWYIYueNa+Z4mGyxzJYbQTjiHSLegi9aD3tog3B5LuaFLxh6psMxVJCGlLsAILDWAfsXSZD6lBHOfj8bfzykFdArHllqy/d1ILGxEKZ7cDVQ7oi/2K0hJaGnlbjqDynHsgmX4CYKScTJjgx0DVGVJfG09gaEadE2UnqJtXHKtgWGU1B2j43vrINTm8fmxh6vpaivr5Cr8FFeFgAeRRiUyCJtwSNy/+DLr7Pqqu+cA+pBaWdT+ykGjCI7l2GjQwNtODYMuvXkhnUAkeKxvhmSuleYUghdaIsqpF81io8ZHKNgQYDcRLLWgSVZmJ7I6GXjq0SHHRyFVM1aTrl1iWgANQVdPw+tBINaKUDOdr20gW511S2lcgHQOX7OeEpxIgcrsrkmU3HjQamd5vfPXQZfQBJwYup6G+7BVcAaVULg2MMpnlROEU+Y0cSFIMkgcp/PPsnk1ul+1lJfLQFpFHR3yPUFwpd2uhaReRdkySr88j3FGDI1CxNcONNNUsXLtsrR8LfxXUVs7C5XOIImxQ02CfQXBfxVrWjMFGg8iFt1ov4DP+VlW6pf9s8UkI7apiQfBEpWXKiKW2N/h+Cw3Z6HWUtDkKJ1qXufMU2kAoedYmM+iwBCos+fCc+6/623gMWgyobRBgIe+GgmlCzRQyBtduWoVz1tupCVkOsZRbK7GJsmTMvmY4eybRJW7Ty1nRolCNAubDFIfp7bwiaVrcR9H3ujPCv+mjwpXXpxzVcroJUXypSMNIQ77zeffTt9++nUG2qPrCId7PV3KI2iqjY0cjbL5Lkj82qxBuq4drSV6ZcdzyIOEjmU9KBZoJ/9tA0nmapoo3KAL/CohzZ/SRfh+IdaN7bS4Ed61w8KgxQ9nyKzIquDkGH27hN3MiWpqJcsNO27ZzQ4i05Vi1T/AbnWzhG5P8dp3BCTvepsoQ/va8GwZ7rc70Pl5cm487C0gHStXbmZ8yxFI78fTlo3dkP2WRnt5OZmnji+Uii1BWTJy0/vQFEYlTWBbFqUHP6do5efzGsgAFUzsNhB619diXFh8vxRPvft1bs4IM3hfUQYj7wYyvFGVohVw1YDjTN3YGpMFs2QNsQiUqFN4lYxDVZDZpbk8H3DHts3pytWBdBF+wpW+fpw+zp/fHzxzOI1d2JaWrV4b5SuJk/OWBhUFJBjIesfGxermZN0SD/x0cEncrG5aDD1ZkTwRBf9q4N9E9m45NRSSc1Dh188KW/LPjPR8pUFZ7JpY40ABuL4wpH6uB8VjG+3jkpBxwLxO0uYlgvxWA3tGSMyJsmEgdIYhD4Jj7EPl2gCxC20xofAoCYo8KDQrsfgmrsDP2p5hIuRd1VrCGSFAAllSyFOkqkq0ykyKazMAwvnFHoh7yppCeT+LZGTycAnJ8rveow5tjmApsloCRVu4Y2g5ge8sYp0xBNUrn7MkipAjXLCZSvTL+NxAcJnTWM3z97FmyqDICeugcJ+ZniVB/icxNne28SKRO52onZb8kvMFY2ixeBbXYWflRXhrDQRR7XSELuA041kYLETgL/8HmB7V+QlGU9VCjq1DeuBi/8XUBJIaAZalUbp2g68Tzzsf2FyGzqhU3i7ZGMqBzDMhdbZ+Tz6YXK088iiXfzMBX0OeK6iRMSw+vhAL5TkP0Qnbi5isJdFqgzfnofJaCeZNqGR3d4l4GkAJFOcmgDwDjeuLMQ45+405lcovsJaTBvmUNqoJFmbZX+dHkePoQX6Az6rlGa7FOWxAJLaOAHd+ZoTymeNEyLx5BnbtRSBFQKAzlReWkyv/7TUzyxNB4UmSBNGzvgtD6dLJq2m0bwJ3hHxMbSsIEggQ8gp2aE85FxJh5GqQ3Taabkyy3Kc2kEgon5tYoHxGwNhAVs+ZFnZQoHYMpHGO8lvrEjhdnUOgCKwB5WbJ72oSOZGgmoAnrpNVtpQ3CVI1QhlQwdlyPP8C6JWlwXn+nrpGkDBFUwwUjEaHJ3pmeRomMXaoycesq23izNVzbSLTrAXJiTIuih7XUDZU0V/F/2n22MjEUJoiQO1gZMyWnVvSkvWQqtFfM5mYVSU/0yfzc4lmAfYhAUEtayZlaJpSUaCnP+tAl34We6fYfzl9CMtU+k78l/950/5699vGj3/mZ93801JUZHCVeYEVziIkEFJAO8rMpWtgc2ds16CJIMwcu7hc5QsiYSqcDWB2JJ6+1tfFz4KboHyOVIHcbd4Myr+WQdHnKOefZ+zYcvSzWugcj/OLT5uO7Nt34Zk4iosmsRhIzZrMWLq1hMc+KifAKgVXi8WPYuni1aX1DyROXDTXo1zaaakryAdV1LSlI+f76Hh/KZ1Bs7G6bSlizBvSyq0b00qqBSdfeS49z+zaLSvuCb84C4I+yFzgOSpn2vjMCMn0GbUs66lsVDtzV6Q++Ff5ecaECBPZEiT+QfbFL/CaaLN67wa4sf1KD1RugV/WxysKnFWzbOamfpTwYQUOlvOX6tXLeOEJ+8bzqpWjb7NybaphEULW3gwXg+YMqkXV8g9w0WZMsixCTj+74PiKEtbiRr9xACRAG1CpUaRzD86Dehsc6suoC9fBpWhj0VfT6nz2xBUCwFVwkehMQxRyCtSgrqoFkqUlDdrPgT7nVbQm2HBAdcBE8X8ehCLjMJpX/wuydB9aSnnWUXGNxSJ7qaFhFd0wWWQwynDWkc263P0aevgJloacmzeDE5vh9dVODrdLxCHMZhd+rjGqXCI4PmUaGAYkV5Nx+GzM4GIMBAFZHV2D88DN69ZuTb/xubXpu9/9HrOlejDucBwoZV06dyp9++vfYD7jx9JydJl0flVT/C4pUTmQvg7V7MD1r5GgbUZloOyAYOdK8b9qrrEDHtRlulKqFJOz/BJ8JBtf/HzuRydt6aw4/bJgigpZ+Fehb5eqkI7L+8e9J3zMY3Sgt8GRyEypfd0MxscR5UKfCYZpBcHtVQRiff+YJ6dDDl6aGZvaZdMxVX7VSuBw9yEHrdbRH2ZlEZxKys8cLAOfOIxBljXg8Xu54p/r+UYuBrJwdQzEMfZm+hbXclkqE8aDPeVoCI0lb+i6BccmfpphfruH1DTS0fu+k66fHUESon2+BATjTo13DQiwSVwDuTQQroBjE+TyAk3MNsvgVkOWA+FodXZ9I+7I1+H3lIOotdU/GgkK5hN/u34RwvJZ05YT5CXxujGyyH54OGtXrY1SbXSOsl6WsLXDln9i5iZnxeBNPs6yzhXpLDpIg33XKHMjLhlnVukBL8gVUNfNUVG1dBmiZs5CT/mZoj1uAZKamXgWlj4lXIt4iFoQaCqPwNoYfNYoKRDdnlU4a6VAPCh8hJpUrI1dc0dPHYZLVRfdvnWs5Qo6ZxtAOqJEG9SCLMuhRp4EdnWqJOUbSBnAmVxUGuB50nhO2oAauYyVbWmwvDs9/ubZ9ONXT6eTqIyrA1WJ9thyOHD3796cHqErbAnimpYTRSfdL9fZz3b/tbpHA/U14DbOdZfRacrM0Muc11UIQ8rtPIW9Gr1EdzajmarooK0iEJphVFE5z3mOUrnDj7Up7ZRn7cycC4IUCD7du45XquAM1oBqZb49CQD3PMUzVdcsgrXyJsqLWE06/AjV0tXB3kD/G+nQbQHRMkGuJjAbZwB4H3I2BgDNNDq06MjsMFM2BH7ezBj2Ak5YbaybnaxcA+s4ArI5pcyAvEQCtlqU5xVOtatyLMo9TJbg+SyQoEywdrM8tzGmPy80zaa1W1emzVvX0zXMGjKaabKM8i2erILgVkFrOy8jsQzEtQj2BbjZp3Y7mjQH8do9UfIjbhHXonAq+jvwUl5jLxuBo/7KhNuZoJFgFwEmgXE915+lY0QjRR89V5mCMMc+LcnmlJpmpqO2pg3xiWTOUO5w1mb77G2gUjDaUhxdwvJio/xsEJUJ4VVyjEysTfgpzS7wGu1FvGeYTBHGvPXDBkbSog0LcxMyGhEw29xlJ7dnHhNRx75YQzPEVXQkL1AuPM8f+XdLAB4c01MDSTz4VgKpfM4Mr/eczyiLwP+MoQ3woos2jIyfl21gRsCzq47g0G9FWGEUoDCve1/0HHvCuT908OVUjtTPpq7mdH0BRJPg6eSFq+lqfVnqY3brBHqJ8tOa+NMCsjzGnp/CP06IaEMmdI+OjzsTdQ40tpUPZA2LmkTwmMP2aR9vxDvZW//yvnIf+3u+SpGyPygCFg2zF1TwBuJX4kGaJWhCvWDLEYxG6D2fBs4c5wVm7jgQkIxmIuNKIk3bxHNWmjtrwrF8wPvRARk0vecr3q90H0VIGHootoCaxecW7zkfYBBQMWpkXdfZ/F10RVgWnJ9zhht8oXkQiCoPOgbAvnuCnCjlkAYsYLwqCIDKybY0eu7VQA94WBr06MDiJ00EkvPMzRtCEbyZDNEX2s4eRFwds+gDKE84NpAgEakYjIm1o2s/7gQ3xT9ypjAjIsE1KOY31T8Ujt04TKHN6EZznAXfVa27QmQHo+v1lcMt8n49z3LCKghOKvkXfGeeAAD/9ElEQVQzeuFKOk9AZW9ZHeToSUoi08Dqr792MI0M9adPfPrDaeX6VaBwDBlWldcgT30qM11JrhiVag2s+jK8/wTrGGMz3Kwxj83DxtrE+CLvy2sw4PJJc7+8pkReDhMn8uEy5h/HumYYv/RM3XuFo49hyXlGVd1SZABoLTdCy1kIv2KDhdfh57POQbQVcbFkHGTIDFL3o3hshriEOV1arqA7u78CQjcYI8AxeBVy16AURiLQErvC4l10hflf5Q5tNnsj+BA6F+WxFd/ST00oEWdyve+fO87gN5C5W+YLGD50MPJJiqAV9EECuNyg6/LN+A24nRhUhF7JNOcIlu34LOPzzPZ1lKGGHI7DciFOtwjuF89LESjm/3Zv5yzYoDmCVNGzQHh4Dw1iPJCsci0a5edZuhwkgD55CsHDGJmEplXoNOkwckeo666+nSK8sRMJsmoI0GoJZobqB2No9Oy4a09jBEmOncSTlIU09vKW+ilX9fUSIID2tXa0gH63EhAbFIAssoCBcCidoqsxYFeWpAjMFnBwJhWWP9xFDopV5ycaGgwAQXhFgBxqfo0kaBuyFstbutMcUhL+XCFQ90GUnEFjapG8aADBCdJs6MtJ/M1JnsliCB5GoiFzgP2GJMqryCD8/rdeT6evkHBC6L7jlltSSx1abXVz6a0LxxkizwD6bWtjZJCJptc+zxqNw+m6SBl1QGSZc+2QeRXdx7m2IbLwVSvXwf9ala5BGL/G+swiy2CAXk+SqOyKrBPvYdLpC3BkqnBU6vYFdYJrNimZ5Oy6e024quTAGbjzMxGl6SkmW7CHakiS3MfujkqerfpYFZMgUNhywqtUNe5IE70r6z/EUzAJ5RoaSUgtgVdxaCrYP6O8nwkT0RNnviyNcK/sdmbcTRMsYf84V/U0XSxQfpqeg4zPT8enhtFOGwpJhooGOjEl41OerMROrWXcVktXE+VLkDougfaKQELBr2Ivi8a4Z6Nrm+dtZ7TWJM68iRB7RQsddiXHXtnJFmYmn2TtfF4v04tokonymiV1OYt8v6qJLtz62IO1yECM4vjtotanOY7FUyPKb7BkJ6vlXZFyvzxWcoxirBrXWJKzmSHgdD/5stA7DDFVE3G5oAQNtN6XoWeWezH4DOYEikyJ0nk2p6QVEOwEfswF+F6eSe8pj8DKKKhfYb0IaJWA0J4FNaGILA0iBRNWrlyWllQsS/2gvE6fuEpzxzIQrY6urigdOgu3Ar+uAK0Ba402nHvzCnz7SHxMVn3v6PLNQefN5VnX3VmxIdFnHBCBgWeuOtDUFu5hPcjnAELFZfC7Bk/NpwvlpyPQnRqlQrSDkVzcq2fQqkUMQGefTXmetN92bCNr0sbc1nKQXM9ZlAeLLRApsufiJk+zaCt/Sf/4KSXCkmMrfUopBHrn9w2NJIaG4m2U/cI/pqO0nveh1VJylXV0JSyhviurP2QuwhPm9wz054NGWH+Fm775iiMvDdgnO985kAIrNWpjqWBsDVcye/h5eRAOyo2uLncBG5HX2BIec5TYFZncahie70aExM1krddDPoZkQTcPd5r3WSBAkTit4dapOd3dEzDGqJrgecHXmXIUiTPcdPeBi5O5szjVQOVymyoxmL1kZ3Y2yrdpIIAMMjDRukFVreUxnJx6Q3ZiYAW4KJwSNzwzcS0c7tUr59PjTFgfonSBpCqt/MC/QsU6I5xs//mT6a1DLal9SS2cubrI4CVF24wgh8kMyTUIXSoMbC3P1qzDjjFfJ5eijix2EgdXT1nIeYCVOIkFOVlRnhPVy6TpPPjzgz/UCFp4Vs7dK80ztKNLXaHFWKzYWUFWL3hEGvJcis4B7jhjIq709jDqgbFNKmWLtETY6jMUwcgkcg9tKAkHCTm+FbPjosuwUCIv/Y7qwvJHvL5ZXqxOS7wnQallGR2hZVwv1FEpzgybMWgz6AZZERGJciqfYwAl6ibtatrrFrVTJVkngmGftwzD71lWqsPYVfJgM+/C/fgLLGhxT56RQOYCvXvnGS9x0AxuLKGeBxW8gv7TCkqwKzjT7gfRwMjIA0krJBeKYM2gxAw8kgzeesOGjdEWbheagUQHvEz/NKhGrpnFEXzjG99J/+Z3/5CGkTb2U3X6r/+7f5w+8ugDkVD4pxqCd9TuVJNQb8x5Z9HxZMlKFEy9NAIT0JqmalBzh6N7bVpiHSDx7dbVO9PbY4fTxCClJwf9InWghwhRw4LEHyM/tFHcywTlrFw1NWnkWcTVZhVq8wa7vSpAEoZBeQ6//kaapVtP0nlq5EwwJ64VvlCtXXxvj6ezdPtNbKX7vpxRQAwdnmL9WgnM9u7aC/I0FGigpUuTiGsMQu6lpL91yw6c3qoY2DyLTRqh9jaD6G4rQatNGpUE1G4euWOTzDWUwOCMzgrJxyyVe2sCTqmyBwbzTQSZ1aqlx/1CSHcUjegVdkkemOsbkjd4/DG4XHYKOvi8gXuM0iXPM/hqSiWwrs4ArcdGyNER9bnGnMxJuWY4yFnGKs0yZ7ICKQXFitu43mlsWKUaX/BKp5F8mECrcHZhjHsaSyvWtxJEtYaSeCvoRR0i0dUEYvN26lL2dqKjZfNMOcA2YY+Dj8e/tb+e4TDIxd9hC3h4osPTgW7lBCCnWu45UYx32qFcFIlaWjj0fEbs3iOBEmHBDjQxJubY0aPIT/SnWw/cFmtSCYRjqXIS+1jBoawAMRsmGKokSPS9wleSJPKI4rnMAgCw7JhpRqxpcyjFjYdEhX27JAu83gadGe9LykXMphQ0UOYOy8veN2QKsWbuMQ81z0FiadJJUcXLdizuVzDH5573RehABe8vI/EGRSJOTSj4NzUzfQVZkFG6Pfvgq16jC72Os6pPt1msEX0y/WckHRLePecuf3xWjgDk+xorZE5r/ipZGdEuAQB/xxOVxWCn0qqWZelvfOzj6foffxmfdBFJD7tcSTgIFq+DcC5vbkj716+MxDMgHruyDTwNMHw/vn+NCRfeYzSJ4SsnQQRNMsKmub/9n/beYPSDu6Ff6JXv0cHyk27WaMo5rAugQ/Qf8V/hxnxdGGUNTETCdvnMpROIKQ4R+QZuy6ZsZihkO4GGTiEWMhAGf6nwhr/QJX+wF+dMpLDqxa/ky7fNXBVY0AGNLnsqhn0WMZ9aIsFcsn7rvUms5Y9lj8x/sRMlt6wGzhcQo4cvlweD9M37NoE2XbrI4FfWwMBEnSK5ACrmSmbt4KErFBi6MvKLuKYKHn4VgdIUxNAxx0aQgOl4p8jk5nUOjBWZOt1LgIBo6+YWNgcIDkM5p0A1TMUm2FxKLZl9WtLJz9EDY1cJUPt8Tzr/FmM9nn85NZGxNpPBVoA41pj1s2nNSJZvZHYeiF7FqYtRNnAWVTh97k3ULZYpHKmZBwZdkm+QH9kLIgRs36Yr3Cf8u8RUpGqDKcnTOKuFDjJjDGVgUT5+M5ciqyri7QK2f/9nnCF9h5R2Rwv3Geb3rUN0s1l+hahZYSR1DMHBcBivhz0yUp+9b4BcB0ZCXlsXCEp0aMWOzhB2qYRWym79lSDSx417IMXA2dc2OsTBxBDKMTNJ5ttBtMRxVWMUpz3MIkMGp5HN5f045UgdupwcsVRuQMZ7e/2WMKLk6HVQaw81Ykmjkn9neD5qw4SRNhCTmOp9mjRkvsYveqAydqzBtfSZiaqLzSNFFh/CmF4zzuk8IzGuQxhdvwH1f2QwDGDd1+HYInDOWXoW5czSJjHeSRVz54DJZ+QzV0GgXbp0KbppPQTKV3kefegzkR13Lonk4cIZZptVNqV/8Hf/Ufqf/pd/kX7w/WcYfr07PfGjH4Sg7V133p02bt6UfsJYkJOnTnI969Ott95OY8OhdOTIEcpHm9Mdt9+WXnzhBTSRzsUcz0cfeSQdPXo8nQJ5Uw5h3549NLhsSd/4y2+EM+mAh7d1y+aQ+nj8Bz8IlPaTn/pkDPz+xte+Hqjdvr170gP37AN1cQxS3Gk831k2ss6wtq4F5J4RR32UnutBcOoWUl8aTcfeejmd5NVOiihn5NT8tk3R6GMQVI4cSjVJkOhNFWhXIwlDlLViLZVu8LkfT11MwdBRuX+caDBdCYG9yt/piBE5NjLMkbHPwYOam+DcUi2owRF6NkVJLJvZqq4zc+RXDUF7FmLNHKUpBSj5n7NULfP6fRODab4/S+nSTtFG9qyK6u4/9+sk6ygy6PgauZfVUjCcXMDZHIXMD0Sb5pkRWgMC2YnSfSXlSidgjjBdQ9R6SWtV6uZ9r0OsHr58DrR2Fl4YwSgoVRW/p2SK8MSs/CtoGwZVfp5lxGrLm2zWUe5JdCdcSSCnOdEYZ59qa8M/5VpcoDomgYGGh73K5zpoRYWHXaynWLWIYNHD7/sbXFmWR/KBVoLroKvHj5xNL710iEah2rRmK80CA8MEIAO8HvvO7McWgur+watpzdoV6SLjoUSeRHwHroyxr0DOedfTjL6ZBAFbtWolSEt7Ok8wfRWdMEeAOUGkDYmTt8+cZQJKJ5Ib6IghzlpNo8rSFuZXLm1CENtGJBB4/Egg6yVOSthsE2z2ipIx+oFoLCvKhHy6OpQLMeDapF3NwBxwuDNFep2xW0sA1U6A1UD5t5sq1DR7cITKzCBB8XnOlsG9PNcW/siF8qyXuM+RQBfBjAluiT+9GMwYaxYGNqRhjApM9rUbVhWYfzhLqbKafdaCLsP0ZB/zDtmzXNtH7rsnffSOnalZm8UTkUZgidR7KVfiAVX7EYLCbubwRoeluZWjlSzfFslDWMyiMnIj5Ptg8cUHfdV7EKySmS69QY44b3w3ovmbwz0DjTCwQIs48pG+XvROjoZIWRmRus61nfmD7RgIBZpzfpsfdC5E/qpix/cuwWKwaKbBRqjnQUXcMpq7xoR7LemIAllOMtOrM2oWYo5afCb8RjClA+EOwqVojEBq7PQScq0GPvX9rtMaOsKB833sLGyhhl3nNHmMt87lrSNvMopnFXoyXbG5zULL4TwcevyZdPGHB1MzgZSq25NkfqrnjrOxh5iUvpTJ8R/+9Ocgoq5Kx7//k3Ts2JHgN4S6thuJTWZWpxZRhTuL8soCWdQcTv8a5NYGtHHmQK7KKMuUR3Zn/Z/ABwc/Q5niDAjDW/zcQcoS473PvBlL6tKWW8h2yXR1mhMYsgoOq+UA/4yCHNiFecL1IzOaoluoCfmCPb/zCQQpIaVaLjObiWC7yCA/wI41gBU98vCvW7cuHTtxLMRsmzZsyUFUsZcMtKL9Xl4Jr590NEkBQRk823UpHyeMUqA22iHr/xFu5Cvh+951DjjyHo9ONvPfiLgsHZsRGSwWhUKJ8u5vjHAvwprVknfpkBrD2DczKsYgVkNmR+0gHMArzK/UkC4FDTJyvETXowiEUMkGhrn20aHXzyyxalqRl7Y302ZfQ4PGtRD5qwe5kJF4+cpFgh1EcA3iaCzIBvKDfeU7zUF4JoXmZ+xXZLWRA+VC6BCIxDjObK0jkeDhmPnO89wj6PQXRI9Y89AYyyccwrMLazBoVs87RWCYkTpRxVUIWDog+Bzl6osXDYQYDM2YJsse8pHePnyCNa+BN7gl/fhHz6U/+o9fBQlqTy+9eCTdc89d6Xd/99+mhx58gPbyq+nkiZ709NNP8x7NoGyDnIXG9J3vPhHJ3zl00cbH5hEWfiudPsX8Ps7JG+jffeTDD6c/++JX07qNm9B7upw+/OFHoqvUMt01Aqrz5wfSRz7y4fSjJ14IuYafIPa6avk/S/t2r4uEMsdY7puiVEvQvQpb9yiD0icfezod6z0LgsYYkuuU/zAUoketnCfLYl6XMTq9fVl6hPVxL2nw5VQa2FaRzKnsPo4qu+hlzP60BN00n5Zs6EwXZ3roXs2DyCtAredYsxlU3QlpQvm8nCBkSgQZuySKrmq++825oVGKtoeR+zBoNthoYI+qVyjXx3KvnLMxeFTOUGzkdxqwD54TS6ETOF8nDVQRIBmURmOEXMToAiSQ43hM8OyXrFqett17Wzo2PJcee/ZQOkMw5XzORhCvduCL+3dsSh+5ZXPasH0lZZ9e1oL3LVOukuDNcxWby5KP7BmTJmUgDBxy4D+IPbzSew0SfXOU+oNrafAU3CgCTH5bmQaRn0rLjvLnFE1m7+b3LmVl7yar5PNf8FnyGVFQVrwEtOn0uZ70l1//Ppw4Ejz4e310UL5OwPXCC8+l9u629NBDD6RTBFWH3n4j/c21O9KPmPPXBOrSBah57NDx9IkPfzK98sorCLmeDXJ4y/nh9PGPfzw9+dpLocs3yfPasmlzeuiBh9Jf/uDl9OCjXekUM0lPHX0TuZ3atHVFEwhyu9XXaECJBLIohUawaeFf223mZ5OTXe/yfV1N7R+IQQxc5zvaJBMl1y4oEDzXBvaJvipsgGijSTX7T9pCPUhmd/dSqi9jjEkb5g8do+iOKSrbSDKjbXKfWXnROsRQ5WKZFwH2kpk1kC0eQ25Y4plLBgMFbG1qSLds3ZSuMp+zjHtwruS8SBunZmn5ZFpOEio8IUqiT1bk2Jm7pgqe3waaVZpB2fye2m5xvor4I1uoXIFanGn8wczmL/SqDyTTUDLENwKi/Ai1EiYEwnJK79TxH2fOnUZg9Ey21vFVRsfHEjZhZxrXeERUWyBY/wcGV6VVCa6PZGUjev6UJoNcDyNm5u0Uezkt/ttuGfM6R1yQ4fPcpyND4HsiDT6iqJtLsLXLKkMdYwRVAyB4WzZtSqspQ+VosuAFFdm9WfW58+epb1+IAbgNdTgtHRRWdxCOyqnX3051jPmRc7HptgOpjozoEJ2ZF3tOp5aVm1IT5PP5y2Q7xy+mBhS7tzGcM3TCCCYukuVYRlvWytBlNlXPsTfTWwdfT0MY2tX7bkt773qArKuCgaFn0uEXn0/1lMmaQXPG+OxWfqeRgzd+ZTideftw2rlnfwSe1xhmu3kXOlnwIF4CGbhCXf7W/bewka8gJNmWVjMuYxzDdfT48TR+aSTtvPXW1EnXKI116djrr6XLb52A54Lom87A468DDzw5Esp3BO2FTX3PRo4VjJTTGCSjaHnOVUTrN2+5yLI1wHLHJu1I0p2wX2c5hLVk9lNX0Tci064nm89issY4eV8H+hlcplLnovWv3JQQzixKChosB1qbNQYNGwMHcoWz6R2aSl/+9k9Se+dKRt/ck5597q102623pHOnzmK0qtPWrR3px08+F+OCbCF+6EMPB9/mm996Ku555Uqz2Y3phz85lC5Rfijj+axeuiQ9cs9t6VmCizV0eh64bXv6yZNPph/+4Lvp859+JN26dzOjUoZYA0uxHyBpyXlOXv8iiDIDjufj3vZeJYrrUHFOQxisVp6n+zbmAopKWZ7gIYj25EeTH6Rva+kpBmyH5fec5O6dGQm1BtbURfyZI06W0ll37vx46DNVgVzpxA3mLl26EgH+1Su9BDsTacPmbemee+9Pv/fvf5/h0hMgXkspRU2k3Xt2R8D98sE3A9lbvmJtWrJ0Tdq0ZWcMa3/t9WOUNYcxtAsMI789GgiOHz+Rnnv+1eBd/hf/5f85/W//6n8noDvJ/LqR9OlPf4pySG968okn0mc/15I2bd4B+nU0XT1/IY1QLisxBHNPalEG8X657hbOcSf8prIhSoRQBBrqm9MUXLQJUKoyHNOdB/anfRvho/J705R9KymHLFA69CmEyjzrVAH6XGHnrmgVAYHz984i2uzZbMOOtoIw77x9W3zy6OWJIPvW2M0HN03kto6ETDKy3BYTDWUonAbh83F4tAhVPHPOzRRn1lKqjR+1UBtEIPLQY7lujqKZBlVrjmDFqQtRtRDZIsCynFsH6mZTTZ73xuewN0xqJF03w9fZccfeNI49+ZPHf5BePNOfatGo2o6t6FrSkeoJDF6kE7URgdBH9zGDk86x0eHLIDGQ9+mOlaMUHmRxH5Ewsde03nLLBvsHogy0nA71VqokYTdC3sIgIvPTTOBCIJW9V2sXKknVtAmxPiCI2flrsbT+jvykyDqKJMT7dY6uEwtOnrucqhra0t5b7w1l/U4c+XYCwpOXzqRbsH3bbrkt/cVf/mUaGC9Pb57uT2d7Z9Pe5evS+T40vFIz5/p6eoVqwqc/97nUj7947qXn0kV0zS5fm0zb9t2FMO+ldGVoIp3rHUtXxrgONJzOobzfznvcyeD7ZfUi3gRGBZfXqkINKGKU/kLiJAvx+lykjmivLJN6R66F6J8xsWewivPgeKdpyuB0UIUdnOLfQVRnXxjY5kY2lxevp9/HNrQQ1LY0taa5pTMMlR5mysEQAq8EvDwXkS8BBXUhlVMI5P/mr7A/ovRFDBs/znurXBsG8mGn9YHd20nUptJJfNj5k0cjAVGq481nf5I2dLWknTu38TbwgLmuMfz3zAK+aoRqEedhJTbTiR/aNTUS82ieTK8oDF/cz2JJ+Z1X+Ev5r3cGWDkOyMXh4ivq7fHvHF2WatL5W/knvrxczJwD03P2VLo+yBiWwkmV45w7EcZUe0aeQq4NCwXmD/DvX4Q28kHvuuQ/3omSZaJ0OEv+HhmfZXwH0TAIwomzkFNfPZx27ViRllD3B2uPOV0KmM05+oeyjwZJnkJufcjjBPIRzA/Jeq+Z+RCbTWO2DFXx3FWiOGPGRoKzxeZRw6ktRrsM5ZX1sjAaC0DyMYKE92vrbE93fvozwQmao1Polg+vSW1Ayeu2bEnPg1qtRk26GwN25rVDqXHzhtQKMfH1V15CpXdZ2nrX3enK0RPpygWyXPlatO+jGZh23nFXaiPrOkNp5cBnP083GhE/EHXb2jW8ojx1g44tR9ag7I1D6WjfQNr94Y8AQy+kZWayGFknpe/62KfTwsFX046PPZrefOnptHTHDjhY8NXIYPbs2JbqIMuvx8j0EGj3IeQ5GWTamHgXnSOuV0CzOuPIfPNmiGcWMU7BiXBvZKgz1rM0F86VVCDUnzmTLQKfMMKlGCuPDBJKCT5BBL4S/ZWMwLAQGGh4L1JeXcNaZO6B5PK876O7ziyPz1ENvsTlKgUKEUAEeRMGgDEGr9eJTlrKq6hPVygVHHz7fKIqnlZunmAQMkaTYbbHQVY2b1zP4NVTqYexIZ/93K+ng6/q5OsIvq5wjc3pIx/9ME60lcupSocRkbzv0UcxvEPpOMH41kGGp/eM0premi5QLnjpyLnUMzqDIaaxBBKo8zJqQrPs5wdYJdeRxw/lfanOkvdoJqr+lclTZIYkH/5Rf80T5O530KoBhesZ0gkB8eeA1wYImwtEC4KL4XrG/3x7g4BSKRGEllK1ZXIRXsu+9TgOg4SVy5ek/+6f/tfpv/8f/p/p+499N+3avQMtqhbOiHy/aVCCjvSZz3+G7roz6bEfPJY+//nPpYcfeSi98dpr6fnnno45lYdeP5TuvOuOaNGfAL2ZI+KQH+d+E9WoIXAYJ7i+TjCXZ2Lm4L0k9SCP65WXX0mvste3bN4I6nwxeC+5tm2C5j2LZOXRO963MhZdyFYsg384ypzIepplpkF+RiSIL6tND+1cm9a3wNGMtVJqBGQJLhWhJ4lqbhLI+z9fSz0I6Lat26LV3GBiiCaXOss27R1p6y2b0oVaZsmdm0jDV64RYBH4EljV0LgjMzsmaoASqfE1DeFbRMLOQRFXAykD2hHkZLTp9c4nNWDmgHoG5SleZ76kjRN1oE059vPcgl75fjwD168WvqXd2XIKZWg7y3NSukhDU9q2hwHYdPr9BcnERdDZBrh2FTjlcpK/StFKEtcrcD6PXu5LdxJgqUJfzs9nbFzB0YdjMZmJIN3Nk7mNKrM7JmuIAKSCM9dNaTkD2NgTq4omBp5z9zW/aBktkNUS10dOKcEkmgLkI7lB5x1xVeFkRKoX921ho0MbjkRUHuIwwfhzz75A8rQ/Le0CqR6/QpA4g01ZEhzVvoFBymmT6bHHnyYwn0gPPrQSIes3Uc5fBcp6gRJuc1q3aXU6+9RFAmLKfSBHvdjc2ZkjMaD6ztvviJK4xPKm5kZsXi8l55nUXkcpdQ9legRYQ46HezNICu017s3AqrSPXDabTHL6mO8yEp9Y0gKz90XyU0GdygrduygdK8OgPAzrWUmHjfNvfY/Qxisstk0alpo7CPw7KH9aLRjFZw6ALPYgk1NefjXQVEvwDXICS13zYRPyvilXHFlEMpI63h9x8jKkIYwplqxelu6AI3nxNEPVSUisnNTy/K8wEuyb3/g6mljDaefefWmQZzLE4MV+gtErvdfjWhpQgJ8kqboeyYDrlLu+s+3L65bh9p9vL4sb/oX/+ikk9/cz0Tei+XBCXmagMVwkKEkND2Gcw3r+5DHaS2/MF5TwvYqygso7dlTM20Hm70SNO+MFv7qvxYp6dpyl4IrF1tkOY1jHZhi1QH373gceTQcP/iS99PJRDszmtKRdMifEUAinFRzEaojEzo6rsOzp/2KD5H28GCBqD9gwI8Mj8ISYu6hWjIZHjk7h/nPAKocjdzQYrEWWUETy8jLKgDRnMJZbb9mfOtZuTN/6/T9I19mA62/fn7Zu34OA31D6yTcfSx9y/FD70vTc2yfT6Y6VaSN8nKe/86O0fd/uNEcJ6o0fPpWGTp1P7QRHlUTwLZKJ25akk0dPpse+/c20e9/+1LZuU5pgcO04hP92hvWOYkQHsEz9ZHvdu/ekGgKY3lPn+Nnq9PWvfCV10K57xwMPpjaM5yAzHPtxeJ2gaz/41rfTyg0bMBibU/3GdWmAnfXMS8+nUbL+eeYDLt+5LvYyo8/yUY/adw6q3v1VCo7fuTMyAiKfQjh7kIHcK7g2nUaM6njXmykHEQ5eYyP3oOAL+jJJyfUQOB2nsRSE0QDBLN9YLgcB2azWSBp1nEqRcESrs9e8iNQUreCWeECzZiS0Q6YcHoF8zPOgSJGOoELc0r4ceYEanHke3fHS0dfS0tXbGNU0AYS9EsSFwc+HToHiXE3PPnsw3XvvXXzGJNn8OO34zPOkfX7f7v1pgGc6hxp3x/I1jDtCaK9lSdqx9w4cqPGNfLPCQf+CB+rGyVbHCyzODDXU1p3lN40jG4J/Q8lAIx6oofP/CJhtQ9eJEVybeRqIWg53DFNwr4qna/xcQrAMnuSjhaG15EogVg/qp8aViunt7UgtAP2fO38i/fP/8f+WDiFW/NFPPgwi1Zn+4mvfTKcuHQfdgxAPyvz4D74DmrcCEnZvuoCO3RB7YpyyxTgJTv/lK6nn8lXKfT1RGjMID1kRnlUdwYRClrfeeSAdOnoo/a//279I58+eTx9+9GFm3I2lb3/razi6XojLB/hdhoCfOBzz9uYos7tWlooWcDx2e1aKYLqxCbZjjAyOtaOjNe3ZviVVwLcq45n1jjI9gSBrtu986j92KJUzmoR4kveSO0kSR8ZuIJsHyWdL5ZvaVeVek3heB/+pi4h9BE0tux8v9JwLGZfOFUu4hmoQxgtpCtRHWYN5nlU1yudyryZAp8YJlOyirSFQkr9lghc/I7GyPOX3a1kTy0bRLo8DnYK8bunIsSm1CkeGjAa8K5JOOz4NqswzlX+wlGmX8hhE9evqrfEZHYyvWQstYKDg6ixh/Tz3Y3CzLp8+kq7QZV6GXMYCHKUd3XvD1es1pJWUE2jNUxEILDkqHsWX585GA/beAM96jDFBag1mJNWNmPmJMSw+Iq6M0Jhg6WBhk8VEDOuhTaynSf8kunW58SiXtovVL+K5TGUpLH08D0VVB/FzM/CCHr3/vrR+PfYOiYx55BQG+46nZhKEztbKNDp4EcHVq+ljH3oUgvhMeuvtY3QBU/JlP6zavJqS9ttwrFDC535OnziKhEkHcyT7aSKYT3s3E4SvXsneXpOe+8kTSKGs4/0GGM1Un+6j/Lyuuz611jifFukCzl4DKHBo95k7FMYzPE6B1BRma/E+SneZg9J8x1FFILixazzrmBX6etpCsRO6GV2v6AqMXynZ79z2Hlw3PlOf5xQAS/UmTyMEoQ7dvkCC6BuJnkajE69X082RXWVw7+wFlbtn5/zWzftBGkG/2MeT1wfgUj4FDYAKiGeEJH9avjK/f46Zk3/851fTQyQDKzfvBhUcSReuQEdp7oqRaU7BsElr1g5MO5wjAcq7YjHCubEIv6DV/GAvf98AazF4WHwPI6ECDA/IKf8g+xkuXt4R9v0SiMAZkJUQ1Cgy4ypaS5etYEROQM/RrF486Bxg/aq+MiE6rFVh5vOGMPaOWYgcskG4QRcHjGzgF7R0pTvv+XB67unvpSPHLqWWW9ZH58ICGiuOO5mSSMkbCE1HO/qNpKoIuFQZR7ySUpoOvRvV2SCRhuPOKEEsWDxbyYTOdtPxm3HozDjggmKQNar508jvdG/cnGatb5+/kgZwCCNA9qs3bE3XqPVXwqNaixL9xFVqzWiCdFJaGQMhWaAUsobhy52Up37zE19IYwRTh775LdC6wVCuV3fg9JHjjMiBgwQpdvZiXzr18mtpoas9HYDLdLXvUswFK+ea9pBBXbl4BQONJMLIKMjkUNoKOXgYJ9bVxQBfjGc9GfNyULUHP/EJAomO9ORjP4DTsgFkaVX6nV/79TQG/+Vbf/wlyPuwF7zHm575Yl2+2O6LgdVP2RcF2ycQDg9bG6VJD3ZIMLgPeZ9MsFRPyqaL3FGU89C8EeSICaO3QijtIQvVWamFVGrZzSZZ/8b/V/VdXoP7Jd5f1Cb/PMqSfC8+z78tQ4rasHZXGLe0f+f2dISSyAvPHQSVuhdwFxkAnJBB+yidU7fsX5Zefe3NdBpdqOUrGBJOELoBsvaWzeuZ19dMGfbZ1EXpuBYEYvDqpbS0427+vhzG1EDz+eefi5b6cgivy1pWBfk3Cj9e5/tFrR/goEXwL5LFtdZpSDHaSkB4bctBRxsoBXnPloosk9qu4GtUCNcxxzgp10BzUVxENDEUxNs8589SreoeKtJnDojr2gjicQkhTRHjRz58f3B7aBtKH/vU/elDj9zHsyTgbYAUfO5i+viHP5q2btySGlCrv8T4qE//s3+ctqzbkJ7+8RN0Jval3/7kRyHB70/f/O6TIdi5/7d3UOZbD/o0idZdM3Z2Pu3Zsy3t2LmR50AJgkscQ55kOUKgDz702fQtko+FhR3pN3/zN9hH13kP0FuCy49/4n5GisAViiBTzqTSJZaZYlgSwRXdVCZVRJ0fgru1f8vW9PX/z3+ESzcUOlBToGUvPfG9VAc6fv8Dd8FVqSeBU7HcRMAOicJOZPfuLssoFAum45p3MDPJWEubCvEzJBlD6eIJkNKOJenOj9+azkEXGBtAHZ0AaJKyih2H4wSMznqsQyfI0SiBNrEPLfuO8zpFi6oIrirw9HPei5xPrmmSeX5ydOogqqu0Y/CoQxwBXfK9q/l+QxuE70oCK1C6McbXXCdYaeqmnE3zzlpsVyNIWgOO9jc+9Uj6s+/8ME0hXmlH3OTMAO/FjhG95Hk3y4fkbkmVogQ3iyPUiWbdqCIFL+xtVBHYg8O08Tv8egUJkoOmS3s+9nCAFdma5MpBYOYRODp/s5IX24mpbbbDWtQk2Ao3250IVqy0lCgtmTJgx+QgvMer508xSLorXYeP2LVqSaomIBxHuLi9lpmutXM8i2Ooqw+nvRuWpZdfPZRWw5sqGxtIc8MXUkvNRoKtidSDqOtj3/wqI48upzsfvjO99cZrSFHUpwf3b42OzInhS+n61ZNpzb7tqefUmzQCnEqjPR1psro7Na5shVuXqyjV0T0ocOGuyShj/M+s/SYPeLMJyOuaMazSWVXOwgDSrEmUzvpdEGT8p01EooIK4IbYr1u0sDeed//4Pc+Ga885t/mhFlRMsMEytMr90yCG+l4T5UoRMxKreZKM6dmxdBJb2Gh5G10xZUamOBcvP/9i+t63vx70mQaqYeoMeo4qeW+5lA4nHyJQrxwaJGEdJLhdAbdzfVzDGJ9nc0euheazlQP2m3lfH8Aw/jVe8p4uwojYb9ppERfcdEGlz8oPU9upxhAHgwN74dSpNISRzD8JOAd0CNSErN2HkonEeePn98wQ5fvjGH+Nu7rpV0u+Jq7V6/SP18ahvg7SdglS6xyQ5Cr0kNSsKkcosAlJhDJIsqq2yL9SKybztooZaB6+eFjZoWeU1lcmOqKupXaMivc6CgGwwREQRSRRJAtxkP1ecB2irGjHH+to4CZXAqhD+QDhdDladqOt27wltW1eF/BL3/nLaNVQJlixLL128IdR73bcy5tHj9ClRwttextlw1fT6SeeC0K7w0/le6xYAZkeY3mBbrAVkE8NNMbpquo/fTqt5rOkvvafPpc6KQMe2Lqdjd6YHvvTL6dtO/akIYKGOZzXWt5boca2jhWp78yp6EaauMo4jPM9BKQgEdBJOjGVvS9CaH3mmVRDXb5xECNKR2GNRjOcb3E+45nkP4tBe7Gu7336Huy8N12/GJocBH0XvzjwJXPCt/yZKEw+XJlo6eeWRiRonCWTX+WeqjnojtKR7JiDgPxGlhntNswl7UKks/h33sZFS7SZFc/O+crX4N30QKTef9f9qR+exesHyVQ7W2jlvpjaUKWuraH8izNqbMFBMXqkFsLzNbrohod708MP3Ud32w7WsRqdo4tp28Zl6YFH76WceCEtkMlNDPQQdNWmo28cJKiZTBs3bE5vvPocF8qK2++M4fnAwZXrXFARwlYWzyI7JcdJ5AD1OkbK8kMX3LsaO16jSydruYn6ObomgqHS2kfwUTzfIuj1pIc2mU0YfhL/LpUPQyUeBMGM99IVuslGBtLdd9/Kn/vDLlg6uz45yLMYT3/ztz5OUDEKv7ARHlJV+if/5B9IOkyXjxxLl0+cSp+499bI6EX+FuCCfPLehwgQIVwTQU2ARK2h/L1m42qCCca+PPxAeuapx9JrLz/NHqqLs/HA/ben22/fm26/Y3fQAybIjOvrlqf9t/wz9g+IFTSBKc7iBOiyd0wYz76ARyVypWAagsSKSKphV47jOAtx/jSNDAucTxVTnEIwOnglPf6Nv0yTIDcfosSuzpOjngJsWMyss42M7wTHUKV3FchdRwnyef2Wr14eGksXzlyMCRS3rttLqRAFdkqTgz3X0kDPGAT70RBuVYw0mrqNfvkaR5ZhnKTNTrIq0C4HPWvUnB95nWYakbg2yiy17FkpEvLxJtHjGiP4Um+phn04XwnxmECvBimGphWUZFpWhH5SB3yoekpeFeh+lbEvER5Is+deTysQgpyeawTJraFywHsgQPrg/Q+kewl0VZFyTeVGTbv/CmMZpqFI6kVoLG+qYzhB4HsVEnnTpbrUAs/HuZgS7WMSQnRHFnpH4VWLzVlQBUyeJhwzBSe0mjWtjsV/Z6t+lH0N/0OoOhuoEKxmXVpYr33bNqSR/kvp7ZeupTWtD5H41KIqvpzzjJQFaEw3naaP3rkzLamfTp01Y2nL3uUkhNPpzp1dJEQkKZuWUok4k/ovHk0feeCWtKqTMjLI7M5lrMXMNYJwAkkkfG7dvDTtoaHhfE9furyiJV05dxR9qGtpa8d2bAk3ptCnwQ8S7SZcQX8pELt82+9vUEOsQEMquq8/dm1LCaRjh7z3zKzIIr/YgjwA3iQ587CyHyt2arHGMRlCW6kuV9BmrDyAGDL7t4WqQcwALB6IdmNKDS/00s7D6XWk0yaqIFpzu97nqB7J7V4BX89mhhmbjXjOdr0bFK8hkd98YHdqWL4sDZP1TCNwvmYlBHvO06DIGQG8+0ix4wwP5ZKzdm+R+OR9l/bHohX75f3jp5YI3/0RGsYAayM61uHkTCEyWh01MODpE8fpSBkpDIPLWBYlI8mTU95pMUz1Rqrwq7uzUmBVug8/KXeteXCy6KOK4iJTkzx0jcbI2ARt4yNp5TK0keaZgaWgI5G0on/zRPTWnnW40VRYsoERrPu45qMzUM0VJRokh0Y3YlEoCQfmdtUpi2ARFCiCmIfEQsTDoKuuY3lkBv7GFJlMeWcDyNNoaqHT5sAn0QRh48/jkOcYyLpv2z0x0ufo8cOpts3OjSZKJH0MP2UmGf999ujb6Rx8uGY1uMgQJtHjqdjYlabrQFqWw6Ois2fg0rF07MIJ/EJ1WrVuJYgC3IJLZ9PuW3entv1707Gvfzv1nj6R7rjttjQ9XJZ27dyK9kldGiDTKKP1emTgSloJknDwqWfhu7yRPvXb3Wkz5eAWkLLzh46E02vAwNdJMI0HUGRUxaEsQfLv3muZh1UYh5KRiF/PyvdBKqd8oVGItmBr94VDCqfE//KojIxgRWeWtkTuAQZIhMbuLDsvVbXOCs1ak1KZIO+eUJ0HjPWZumf9vOCRxVamHCbx0wDP4M3ZjvAG5uD1bQKRWk2XzeRmusdAq5biqEauXkg71i9NqzrqKT83pO//6HGc3GjaRzm3CU5OTfUMhPVvpGNvvpA+8dFH0DdiODeGY+Y6mlMMsu1mPMQYJaAmNcB4zh9/+J70AK3K32xEOwdx3GrHGjlUetGb3LSqBrHFfy5yH2Od4iQvvjCWnbWUHKxjtyV7EB6JwVWTHbZ2Y6oBF/u4sJNBKi6oAiUuXeHTsnMspC/yf/DeLmJGJ/LICis23IMdSHA0DN7HGLo+Nd0fsyKH6KIcGusl7xijhEZLOANge3ovpFGDYs7QJRCtYQYKK7p4hQDA7rC66kZKD4yGagRdAem4DCprq/+FM2gNzd2Stu7azAiXi2n/7i3p9/71/zv10Rq/2o5GkqyJSSQ8ghStUrzaSTRJ0FmrJIZcnUlGaC0wIy1oDkEotFSoPABzDEFjyijbu1GeffKp9B04IlN2EOM4pkA4lPBwnpsUijdffTntYmzVhl3bSPTYq2TiZTHLqMRvyY8l82nyuDGbblyyUCLnfi2V1zaBbLF3JsvHcPwEnisaSH5a08zaWc73Nc4zazchv4znaTs+z3CC8t/4DINzKW3VgxjEpBxKrgbWY+hwTSMJUg16VUXQ5UxS0eIZgnesSKppgVIB+tsMEtjAoOj6DkrHCH9WNNi1Zgkf7g5CodwkXCHsKNpWHQQbW6BcnLlyMroDx9DSqkFWoolA5aMHtqVtK1qzCLAJrQrjIhxFwFPq8MrITBFssRarVi2lYw1eKef3CpIwEthFSxpx5E10Q8ac0uDaRnUzf2nzeZMYDRVVBP67UF1/t78onY5ss/OGDitPoNuNkv1v/don8XsgkDQ91LNOC5Sibt25KygJkwQD65e0pXX8qWIf3n/rxnh+M4xH6jqAOCbr2L62m3m4jwZaZ1feNPvuwDZoFJShq+cps1I1aMMe//onHkwTyB/VrmpPm//GZ6J7VZ5lNcrxswQQyiLZHTcLR1JempOeI0m0RG/g+O4bK/67xH2OIKkU3OsfWZvMjc1nPPhp2DkT0gqlVrQli3SWGzYmOG4R3EoPKOyDdy0ipi01sMI+VBcJb1AG1JnkuatzNUMys33TFuwMSQpcKs1xDa+9bf++tH39muA/XoGH6PgnuXoNBGu1oIfTzF0dd9qD3weVrFc2hD+K/0bzHfYq37I6XCCj0bxUbIebTOSv6p8/t4vQi9N9ZaQGOJmHqO5PPMwILKx3z8M76ofUfDocTTwZw0SQmS5G5JQBTxuYOFJCHlO4QP6yvTkwxaKU98u9yfDosbEzIJhLkjZ5FlcQpb4FEJjZ6AbTh5YhJ4E+D2jDAC3yDQ2MrmiuIJOriwhcHsU0o2jUjKuxXZj3UlROMc2+3ivpGllzp517ahupi4OuVEYCVM0FcSFTRpIY489oCLLhKkZnNE2Jv7N52WgxNgXtnIGF0XQJwuTFS4fT+k3bMRj3oTx+Kb301mvpznvvhnh+d2rh89/48ZPpDKKuOyD59Q5cZsA2beGt4FBssLU7NqeNTEg/9/Kr6eCTP6arZz5dp9ZdT6DVvWlZ6pkYSG8983bqga/ShdyCSIRcrGkQyBmg67GTJ9JLBAF9V9nYwOFr0QzqxhCePfxaugoCtnJJQ5rsRyIBxfcrJyFugsjMcg0TlC3Kl7SnDXu3UMZZkU4/81R65SdPMryTrBNDXmN3iARqtkkNjjbGgsQDycFnfjaOVlBsMevYlObQZXTGV2Q9nFKQawk3xheZoYQsME+ZbsE48GZbYRDUNrP7M2fAtgEvgIpkwi+Ih46SZ2Ljr00BGXGNIk1kYSVdIj/euYWW0BxwnM8uKAz3JUzfggP6yMO3MVaiMa2llfqOXV04AhDI1vUYHmUvFtLf/rUHIK6PZLIyA8E9P7/zhQdjgKpE47bGuXT/3TsR8SOvJ5D73EfuwBnV8R7werin8ZkuOpjq0yQDT++/fW0M765CJ8iRMSqde07FRQS1Qt9KkfgiOVIIUk/l3ncuWVC1WTJZENWc63pggjrV+AkurhDojBMg74QHWO36qZIdWWz+Ur/L55NRRfXAPF+c7aLcMquycm7PXMx0qzT+IeRZ/J4t3OEHGI1CknCCgH4qBh9nrSU1mxSnbG1bzzgMkBFPMGjfcZoDvvqdx5GtmEwrV6ym6Qw+TiujbkRagGmbCTqqENedwlF5T3OQxavhwfX3XE1jK9tTSzcCrZyJrTs3pK2gEao9Ou9OY11FsuWoJ8MaUawFx2QV91zHzbGTWUPEZtWbU6oA3kg1izhD6c+9en32Wrp88QgvURkdmQYQIVvJa0OItzJ1Le9Ot95+IHWvo3TCa+rhQM3Ch3LhSmRy5Q5ileKDRQQU983dmjXwZJyrGur3PHv3z6yq5djYecsnIqqQrpehobR0B6g1ulgiU0OgntdVeQe9mh6W78IG4V7tspqnhF9GoFdHp+j8fEuU/kWvLBM6VkcCdejiwYtppTlH4vJsObp8aHGNg/CTerJHMG+KSrLHZyg5gpFxVhp5Lu3plt23pqkB9JMoFc3hWKPyfn0wnQCBXdf+UKxLJnDkZEj9vxxcFZF8EaiHZpuICN2L9dgtqQBdSyhdglgoi9N3bQCpjb4oT3WD0isWq9ZhJQm+yYRoXFQcQMBrHZ1CM4RlpFJncxyT8BisIxeSJVhykODV6D9qnTVKUlPGKDhy3bzuzmyFclHGoahibygEbTltZhz+nWNs9HbBO3Z2JsEQUx8sjdpVPwnK32ATmM0B7i+nZlBFCc87CxdufIggDjFZEowZKhHqMsZIpBBclfKAfyGgnUeKRDsuimXiWaI5yFuKuwofXvKyma5xIwD12vjDfrN0r9afHaguv9di+dCxbWGPtR8OO/e9Ch2tcji+0zxfINw47HK25vBR2lAneMS8Q25p3ESD+1JTUq2rUSSBrlEiXbpqRWq8zIunB9M85eeJciVtsLMcC1xWWtfSnpbR5EJFOlQnJtmTQ0jhNDo+DurMJRCwDSDIG1mrWYLdacdB2RXJesxi9yf1v+jUzTA9YdJyagR6BpP8sUfnvRF2aaH+Wn+/J8CK7Vw4usJ75IMeWb4lezvBJLbl6Fj4nVXBoJymY+18wamQ0M6isigtiJMtkFlY75YUqqR+FAcVbROztoMgSpKlNOOvdT83/fJi9T5DgxHUSY7L/+VXBI8Y4zHUOUcYnbOkrS4duOM2iLFLadceYKOPpz4y6DMXBzmw4/CKljIEtiE183AclCt8aRZ54dxJDvFUWgFqYUfLvArr/LnuDDM+ZBZuRTnOYbSsKfWMzCH9T+bBgWxk5MKyFXuCIE1xEQ2xvjR44RyBEOTS5Q3pRfhgVyEHIuPHeJGeIGW/9PxP0hKE61I/2Sk6QUvXLU8jZIwvvvJEbMpaDMmz3/9GdBN5wEYQZ0srO7jWsvTmqWNp4OqpdJ569SSlw0auZd2GNWkKntdB9FrqLyEBgcU48eZr6fyJI6Gu3LKsK71x+NV0aZjSL4bjyvnToT782suTjFEYSNPPDFNG6ot7eOGFH4nvoAF1LsiSKuwOzUJGXQE8vIoslUC1HL5HJRyzssKBSfaXlFMquUY3YKzZeDg3D7Q8H/WRSoN6Ve0WnQoGhUGyBNxImhSBJWvFyIW4qQeZ93OIrGVEVdVVlK+lBFcGSbSM+6i0/DuHE+X37GSZY+TNnM8LsTozNo2FIYV2SwOd/6cr4PdErQxkaKs3W57UGfJ+7e18zsIgn0OLNN1Q80D+zWaAdjQSUHQ30HDAOohWzM9TQuLymttEKiyUqIc0yoBekTqkQ3jP9iauB35LfY1BIw6W9uwJnPgUqGodhrkRJ44H9VTFOkTzuWifgaUxJ9+b8l69l0hd/Zsrx/BZ3p/TARhUYLgaDEJ5yTTXfmawh7IGWjKOXJK/4rNxckCY/ohjY5JUOB4fY+Q0vr/dOrmZIIIwXuHP3A9RUihS4Mxny6Vyk7hxgow5nuUc8zO6cOIdDCM2SQlRVfiQU5xTEdaZy0cpS5+PUvb5q3A3KE9X8gxnpxH6xNHOVTWnDR0zaWMb+wDDXw+6sUCAJcJBixNWnoBc1WkCOcINJA50ZHaWgSagN6dIeCij87sNkK6VRxVlq4g9q+EguDIwJOh1/BRaoiEB0hxK8QgEYxju37strafL7sz53jRLQBNPF3mQjpVL00aERrsgOJdTthNRqoCEbmafS9R8vlQBHyEoqyNTQqTKa7IUznPyWsv5U0uyJjm4Ccc+A/JeSTLobEfLpkQORjC8H7+ImGkle6gB+Qi18apnmkCQssmd5ud2clUQmFWxvrPMHXVsj5y3CsfogJ543mLslaij3sAEhr1ZThL0/+XuPwDsyq7zTHRXzhGFnHPuRjc658ScSZFUoBUtyZKV7Bk/z9jSm3G2n0eWZY8sW7KySEkUxUw2u9mBnRM6oJFzDgVUzhnzfWufC1SDCZJIz8y76OqqunXvuefss/faa/3rX/+Kv8vdoQKygc3VoMkm5H2gWYOMLtKp3O8qUPG7iC3b0pNPPZW60DWS5G9rnmee+hpo00S69fZbCE6opLMJtBIrgYJkJyAoFk6r8NXlGkHHiFZIRbDD2qqbPy9VQHifVjcMvuhpqow7qVxchM5gFFzgsDrXJXJnEiAcIBa1G+CkFYtKS8RsLFDdQCWz2Gtm8+r46YDYd7JQP/cEPD++RQeuwgvPvpGaYOqc8YIQ+rzyYBbGp1wKkdC4pdHp4/IeyC3EPQlHTySwXlRK6QpTZh46tPc4K5CzMuZHObZWTboykNZyKr6jObzuV+FAO++Lwtf4vOwo5vOOnXEW8hxNze2DqiinbbwiABX94fdwelkncrEMOkUDC87HhQPH0uuf/EqaPt0bc2WA9OUE+6m2pgaSfw3LTl2zQeZGAyr9ars1UN1XCcLfDfopR7B9gApk9s2zzNU+3tqGE9rRCXrMgHaD1MsRbBu1IKksDVpBCdLVOKKtZzsEwXceTtQ/gRI++46N7PVXvMLogMI1LEc26fYHaKEwB+QLh8s9QhsWkfv32v/I9/uaU4RhV4ovTyUmopPQhcCCPgWSYooq8/S9bdOplaq1eRAe9dIlSXqAkqMYtrg43qy593388YqLOttZdUlNMtCdIApOhlbSNfKdXIc6FOZ1e+FNnDl1nC7jnejRnEkrl3ak5XA2poHZB9CBaqhpSgsgdTdTceNMjnYIkacmreOSqO0gR1ybnt51KD31BkrSwOM2pW0k+ty2amG6//r1admchSj8ghxhcG+m3Pym27enC4dRN56pTR1zl6fVVDzZV3AUCFmHtjKtTutvQ6OKKGFURXAMxmYmitGoXw509AFL63HyqO5AjuIM7z3wxsvpUB/RF4jSStSEK+YsSp2Hj6QD8ICaWUT3vQ8iL/dsEDh25KBNfMchX69GtM0+WNNpIaKAVnDZr2qNGzP3dinGrhsib2Mr1VFuYsLMtk9hXizetiptY7LXwkOqRjjOTUL1X2H6vDEXhsAKoHB+tRz8HGmQIv0U1WYugcI8hL0N2mo2NJqLEhBm6roo0c6NizNCGnhEjIvojf0ba0IBe2padWuRSNsZmbayHYuzAifYyF0jLM9IUnagWs5wo1COGy0gcpAxIxQdqd8MlUcak1SQ5fE6jRoiN5rcKkinLmv8ZLdNo3llNcTUC6OXq7qiz54BjuPBeI2Qth5RtNRPh1gtBUo1cJ0dCzii7Y2f6XGdD7zOFLhq6oFqYfBF5WIduJnjrFaIVOioGgBxTyWO9pHu37xqSyznCTkRYbByysWzzQhV3vgKG50NuQChzpXOUnyI5xPcWf5epAUdj3CA3UchpMLt6SK1smzFirRk3iICMdEhnC86G1STEujvHUqH9h1NPcf2pfrh06yqibSE6qrXTg7gM4H+mr7DSS7DmVDzqv/C7tQ/D5SwZh5Bw8LUxiasMnQFKcPx/ScjTTeFkzCGF6pwZpB56XdHUTHOBkgNy6zc6iMFXCEum0pyQJ2jjqzXhn5oNGCv6mNeKdqowjpzYgYphHlT6HstWpO2ti3PaKsbDfOnup7NDuduDN6U6IM0AufRhAKYrGMtvuMbauqhL1Z0SWAMVSL375XaXW6KRG07qc8dLCeCP4420xhczJW5mTl2C08qGvqWQQCrndce2lTTfLYUhZyJ5LvcMM7blHc0sgbFnRL9wEFwvUeErw6SzY7jVhZbc3CXkPQI54NzcuMt1mPw8uRR2RdVqJqUahVj0g+a09lLoIYDLU3DlOIwqbGvEBB2dp9K991/H+lybSjOUGl+FntECSyO9TbbgAdCaoukXAlYB6potbSyH/tA4VtBgZu0cxaqxAZmYMz58lWlNhRFWFVMWnshToNkudajP12gvDqTeeuN1Vig7HlKF56Vz19+QbGkr2mvzi+KtV46VKyj4s3h/eRMT+kkMkzgI1dFhm/Db16PEgvT3kztYNhHly3/D47qbCJA8Zmlvbi4vtKQxndtGM6Kts+qS21xpFRj/RZjUaQDtXENNjm/2JOOv/R6Kj/eG3No4e03ppblS+D+IS9x8vV08LmXkfJCluK27RRIrUl96Pud2PFcmujsTM03bybQX8t+92Y6ceB4WnjfLXR2WJaOPvYs/ErWOtXq8x+4hXuMTtgzLwVYs+ym67nXtenEi29Ee6xLpLpXo9M4PYCI9769afH2G9KytWsCLZ9mv3th3+7U2Uegs+U60F14xKDXI6yFWmkkwnYlA1bcwu/Vt2t2sGJuFhOtlMQMA8lNtCz6JAR3PWw30NAdAjKeg3p7G9V09m0L8l3eOWade2kmXtOM/F5d8zcdx7HtQafEpsXNQ6QDIYpbmSz8XgcPa9HSdWhlLSdd1km+/2Q6fmxvOn7oRFq3dnlaNHdJWoDzUAM+PmMuWD6XUajRnht87VwM7sL09SdfTn+OIu/50aq0eO02Km2WEVFeSseoLBnfeTx94O6tad7yDfCn2DDxxuvx1pcgVDpI49sVG643XMkLzRAGtIxdhwgbw22JvAtTMrakQg0DG2k0AMbIhLCaTaixi1Au0h0b5qcTn/1COnvkVBprq08nq4jhIU/2tkylTozhZnoQ3vfO29OzTz2LntDR4G0MjzbTlmEFYo6rSdfQ+6wOAVY2FEX79P6tnCzHIVu9dkOcog6WRjbnwDPXIfqrieAoUqkRKyJic+UTIdRqY7nsJYVjlWO8QIbKAsvOcyTKhMPw5YUvuTMWSKx8y/91cES4VbZ3wglzW1KePYFAxPynLpebiZuA/4JMnHWywqiKLolkuUDZuKfp92hq0DRgIGo4aP4ehHDuudwF+UmR8zf1SQSoLEAJDQ5dLvXQOKP4+XKoUZqOJSs9e3pmZ3MmNxrMSAZridHiBE25a2H5DJwEv7Ix5TlL0Tk3e3fpfJYxXypxEKxIGybSHUXc1Kh1HkKdOvrG0aUNxM9SLfv08dPRAsPGrjZNnYxUSQ6dfJS2BzehcKKKJezy1nXUufepqCiMq83XF0l7nvDvBmiBIPLzmbNUxjIn5uCkl+NcXbJh+SVS16RFzh05m/bA6btAeq+RtVFLykPxyAPnT6CLRaoUZ1M+YxOK2gsWwkUcAU2/cDZ1De4i3bqQgo2mtLyS9kpU4x5549V04SnmJ1FzBYhVHQidCFoXDc/7IL9PES234Ky2jvF3IMlh5uUkDpavEfVpZHJNwlG6RBpjhLYuTr0m9MlG3NsYb6+NwDrVYugbcfyULBhGQ6iaNVmNrID9KIeJQSqQLagASWvGYRkA9Rpi3CWGe5vl9WSddZ7jWi00EPmcQ8GQjwGQ42o2FRHSSexOPyjHkCrWoG41pECkM8jNqYKzNwa5X4Ly3R//QJp3+3XBkSqXFG3KTE6N90qMX9MSTiRIgE6Lf/EehTyDyGUhIhVn4A7uumbuO+Vyt94891xr/OLGopM2jdzINI7yzpdfSy898ajlmqCkzlHRg8yHFXE6vntX6lq5PLWupwJMZMcmc7Pm2lucqllLJCrltDMF2mUQohh0A8FuE1+dVLa3Rr9Oq29ts6yjS1rJaledTNctB5/WNnCoqJKLCV6k1GJt5MApeun5fDHXS07f7BX7t/k5250re6E/hqhx6fOKhRc9RFx3jKFirJequX5QrEqLpUoDlW/RZeewtGgDrCmOc+WTiufcRzQ5fskxFeWRy8Q/s0zhYDlkhSOozFAEnXwQn06AjuwFTt6abcgJPfS29Mq+N9KNG7emVoLAE7sOpuvvuTutvPWGtB8q0eZbb6dTyaX00qNfS9vueyBtefc703Njf54GOMZ9P/gJCrWaU9eL+9LFis60FArMPT/+4xRSnUl9b54kpdqbrrvnzlRBVXvnK69E8DtIkLnpthuYSyPp3Hmc9Qfvi5R3L3ajigzNUqppmRCpCWHfnopRuJGmLAmosPum1L9fj2t2sEKXpVhbkfd1wOVfMSvPo0dx+igOVmE8sxdekeZSQttICfyQC9cNtbiQHBW4GL/pFn+/rvM7Htctd5IbO0klwhAE0KpeGphiKGq4CXUY3EbQnw64TXPmrcD7XhJtTF565sm0/8DZtHbF/SGzMErEWBXpJAMAW4OQPmLyNdTPTfvODaQXXz+QBmlnUdWyJNXSJLR54TL6KzGC3fXp4JF96UzvBJtDc6pG22iY8lxh9koctwt0MZ9HSqieNgvj6CFdYkMCxccswf2C51BRVoci+UDoFdnYNVpZkB6YcdOVm0MkXI0RnwI6n8Rb34Qo6AO0lvhq15dTLxN1jMXRQf+GMdCV3rGhdGYaLZHJvvTi8d1pJ1FlKwrFZ/fuSE0nD6S2N1vp+badqqrrSG9CNIRwb+n2bvReFnGve6Nth/3VchQeJc44nd7tCsj7kpI1ziWER4dGo1VjmTqvUaYilIJ1EnWULJ/mn9yTMbgjgQ6x8I2swxkKpXU2hxBVVCQzo1oZwcPBDOFEGxG7WeS0YQiceh6R7sicguCBBb8gN4yVbxDHEjXKNphz0JDoOLPxcR8vgQ5Umr4J8ytKwP0uk8tG1RWfr2in37VWOl82Ss6fVUIWZ1m60ux8y3qIHStSerF0QFPluehYSQI2zeDBqozCLLXncyytVgqjvqoBp3g0nT2H8jj8n0r4RfU2m2azt1XuJNB8GamEVs63fQE6RxxKrZhKOVZ85hgb/HjPIPy/lam2qPx0E/L0AB+yVlNhvPP15FSOG5Z3zOfcGPT5cvr/igcWaBdfyjH5tKmoixfPQWbvTUtWrSa4aU3l41SYQSYvIxg5e/hM2vHi60FEb2kkxUbarZJU4sVzXbQOOZl6q1twgkzZwH2CczGJho+tPmqRQBjCuZgmiGkAlbZpyhjzfoYuCb0TNhaeTNsfvJf1u5WUYnV6icrMIwcOsAnckdbSPaFxrDwd37ETovjJtJWKw31796WTB4+lBxHQ7UF9fMmy1als9aJAwuoRfX3ptVfS3NVLo8/iNHO0ZxdN0596JI1C8l7zzrvSqvWb0gFkI87s2Z+W33cbgrPXpXZEaaePnEtPv/JsmnvDRjo/bI62JKeOn0qvPP5kuu6m7dzLxrTv1Z1pA+v2RqoEywj+XoZ7eeTZ59MdIN1q3e5/4RvphrvvSf3cw1Pne9K2LTenufDZqnFmXnnqUezPibT9oXuDNwOGldcncybmY3EfY1cNIJj1piJn3J/CYQpnI++uIqj+MaO1rhG/Z/bUZFG8YDBTZQ9BgpdJUluqvp+ibdAZdMAsiBJZlmgvouq6UPpiG2TmuYvmBKle9GQqmjlnJ+Hq7c9TKxHXC/cnzi26bYjgFn35FqMl5T09130htcB7M8ZqIZUpj9BmkvZZJIIkAMmBlSiXTr/HivS1x2LthiRLPLKjFU7Q93jrKu2Jgbr7Ga7JQBANarKtCKQrzs10cQ51otVLOL/GVCWdp9LZ5vGLjEIc58ppe/z40pnycpwHpWsKz457iNOmI2dqPPTvijdFgBSDBAKrFA6FPeosNrLPTHP+i+jp2Ug3ijOPPZzO/tmnU83oTGqmhdQqOn/swbl6+rHH0+IVa1MbWlWTFAo0L14OelxPFWVLmgvy1LZyVTqxZx8UlEHS3i1pPcU8Z6jOnyEwKEOgtoEAsKKjLZ2ibZBcXW1uLc5TRQv9IOlOcokK4+plHWk/xVc9r1NJD99QTlbzwhZsEgLicG85Y+YZ1ycEH4FqcYu/x9+u2cEyEg1MwQkfc0BSqzwPeDk4V/1nT/OkVXYuUe9aLeRDhCAhIw7RwiESAt6kwrP+fl3Q32R84txwsGJDZ8JKyBeFcwEOw80aJPIcHJpMbRCS26hcaWtbmu5/6IPpsa99JT37wp707nfcHWXCUxM4WZHKykTKGqLrSZCbPW+8htZJLwrpi8kVY3zpx7XPqks38J4zaQ7lzqHlxBKohJdVQTWQ6YKxMrSvcBQGidopT0MdM+fA3RxigseSJ8p24yUat4lwRJ3mXQSI3dzN5nMsOwpWsPE0ck5bQeNexbhfVEIB2YVuSsnHSZW5Ao+ikHuUird127ekl/fuomVIT2gU1XDMg2dOpGOQ7bvGBqJvmwKFJy+iQI5eUx0TXoQqXCKJqGrGhJK3VX7ToGf2dyyIkUE+1yLq+OQ5UYVRDbSHjV/dnmzqFQ6U9OmYQo416pWYKuoFQmf6stGGsnAoJjDmU1afsHDktQyN9hApyz2iMEGVbsZIJ0mh2AiOIzVp/Fykrwr0KgZV1CwsEicWvkG2PqIkISvAz0PwHUrXGk4XSEsTJfcs7cvteXxvIGPx3uw0ljRnLs/TWNiXLVvx9Kzf7UvHdUaPsAKJkmtByQWl3G4WuadmFZwxUQ4bQsu5mSZlW448xmJaWcwBpq8CsauEt1DRwHc4FgPnu2hMDHepbh5GrDnVhJGOEB5H5EJaVt6SlpRBKp2BDMF45q5uxeLPFjajEOzQuplhnd2tmQOSuaMbsjtjyZK7M2SSVnG52UBfAjE5S++1eSg9L0C7jdoDkBT4FSMV6TRq+G++vId03wjaQh1pLga/dpr2KChaj8K12rB+dXoejtMYFYZzGmuoeLzA++BcUf5fRlpqBs7aIqpj2wlUKroZM86pianlvduGDtWN9zxAAcjTqXk5zaJvIuJlbmzdeFPa/xLr9ThOHxpwizasSds+/INpsu5hUFYqO9dsTpOnLqbDO/akm+mHWIUj+/RX/yJVNFHZu/22tGfHa6ke3Z+b73konXjiRYjUNenud7+PdMmydP7VI/AmT6Trb7qL9dqQnv3SY2kO6cWayta06obb04UTSKHgDG+65a7UefRs2n7P21CqP0EmYHG66z0fot3Vq3AiF6SbEEUeOXouLbvlztR74gDrrIH33EGfxVNUEdNIm+BtD3p0TVSplp+Fz8cdqhMBl7tjsVFs4qIg8S07y6ZZRHHwoKdIn2SnpsRt1Pi7JopbyBsiVGI9hGNdcBzjLSIezIWagiZRBtl5kgB0E0UvdVTG2ny7Fw5oKqP4g2q/JThBNuueS1sTHaAxqwhxFGoC5eWUC3AsqjYjqM+OQgRwYf202RTvMM6eFKElx1Abj3XBuKxAiPkU8h9EhDQthtMH1lKBHVIEc0YSNA6WfLwKkQyRcTdbwWAMuRkAq0it2ow2T6H4nrMT3+v9OFMdtP9qENr9Q4Q+O0YFvpyRpRhj6AcGl6bxDBix61OX2B8oQICs+hYUzPVXsia+9XKqtRjXOFxhdcIX05n2dS7lOBc+Q77bLGQtX3yMRCCyl71gUvBlBAhH9h5I8+64Nf3Q3/25dJhA4NnPfCl6NjZCUu+ixVAzPkEL9+v8hX6AC9pdsBft230gtS5aTDqXw+EQjaHPOEH2Ztv12wAk5tB/9NW0btWG6MSwkMxYI8juWfnJ7rvcy4VUADcwbmeP0nqJdkyXACtWPXRbWotsyJm/+mI6sXt3NBOvIKVeQ3RnQCqKWw2oMgOQ8v3qRxhsylJxekyuYvCKMb/8LdNRHfi8I5piCBgYIvJRJAFmqDiKFIVGmr/VQXBfThPVMSawgzKpF5yzOP+Pe2RHRLicCe54uMG6h8gDcAKrrI4E/zCk7wFUuqfngmaRT77t7gfTYw9/OT3+jR3pbnLOpqXkq4+BBEVLBzbBZib8O1FgnwFLf2THQZANtGngIvScRszRTitUOi2ez/HwBhxPP6+hrjmdHziXTkAGbWJzmJEwyjGFbBVJFOo2BeRiiE3VBSl/yfPNKzWvEPcyny+iLjqcEW2oy1JPOSskWX63OqVngOgA+Mgu9YejgfLx9OD9D0EoPp8+97kvRFsUJ2QVzs0A2l6PP/o4E7smbbp+S9qzf2+68cYbY8KPsdlEua5G1/kSm7apDg2GcLbjXCxijaUpwwKNcnKFxh2hUvQBlIcVVVO5JYs9Fp06puOsgGulRPc4fS9ra1ZjV1Slth0IqRiQNfsPDqIY3QShZoDcjX2p1CuaxiGpgRiq7VfXUT6LgoaXJL87RkIu4SAWzmspH6aj5J+E5bk/kWYpAoUxtYTgvEikryZ1hE8cj0orz4qUZ2xohWBhGMwSaUNnOO6Nn5orWorlFb/HL143nzFtr0uOJwpRxyY81XkRFKcXxArniqbSk447X5WQrmtwJM/gDJd3UFHawvWAppnmG8HBsZJUE0r2CGHaM2nnvjOpDTkIS5i9Jg1359kzUcxSewbNIybpqEiETirnKd+CGRfItUia3CzNhiRtv4tXlilQyelPUS3mc0GkN50kWdqdOQoQ5Puk1F89ALqJnMviVTwPi4fUIMOYjuNcHdpBb8CL8P1m4NFUt5HakYwu+XgmEOULQGYzrKdqUEqvsb6qLa3auIoG2VPpDfp2imLNp5m0hsfzM6XhnFQ2Zvltt6YDF8+mF557Li09dpaWHMtS8zzS3/Ap+y/2EjB2pk5Skhve+WCQhqvoVrDohi2pl7l1GCM+ylq5BJ9r5+tvpN27dqV1IF8TzNOTjOkKGlLLMdHurb/5dpozz0mH4VxNs7FUdixMVaRBL6IGPtIDUkjro+ataB81t6cXjj+X5sEX6iHwGSagaYDo3/vGG2kFHR26CSieRFz2xrvuTG20TqlbQ/UoZOHnnz8FC6EjjcLBOU3/03UbQOSgDkx0dqU+KA19SMc0LYdQbxNxbwb3JmyGQZCbDP+897EPcL6VVvhFZUSBYgVSIbQljFvs1v49qtW4i5LjCaCBs/Pewe8Sxl2zzgE5YoqsNoJMrr0OZfzVm4IyEnpG9sCLQhKCWaQkAqlxbRpsgkSW26TZQhLPUw6V5xhIE4s3BCR5L2tWwrvBPgaSFC41DKBzriVJ+/MblqaGHuRsIGFPzu9P9XRVqKaXo7YyREuZ14q3xggEUidyVTgXor5KtLiugr+WOWnyMLOLUcRfMXp/+0dU/HJvqqwYlJhOFd04NjX4kiLugRp6Pwr3LgI4+zMy/61+JdCKPqLuwW7l7tP+7n03qC2dYmFvAq3374Hs533C93tVXk+2gxnJK11h/osUiGwrVZCPtDDOqMBLHcjpAJWcn/5P/ynd+p53gpy+g7TeoUA3B1mjvVTbL6c1XTvX9xL9QJcvgbuMzToJx3nL5q3IAp1m/zmdBuEjy1m8mUB+kvm+enI5Ff4doRJf1tIaQbSC14ocK8JbN3c+c4T9iVTgBlCwY8dOpSf/4tNpBQVqLbRislGbot6ileVcb7XpaXX82HXZHiJe/H48rhHByhM/goiAL7NycyUGr5vo4Oyhw/kGCGkWcGoDpdWLMVohGmdlF15jvLeUI46ridv4/biuv8ExCxKfDpVTkcklR6eMyN95Js9kjGsZH6BSg07eZVQmNKL+ft/b3p+eefxr6SuPPIfEv0R3ewzWh5NWjmeuYV+EzlTdCOS/i0fSnBpESGtbKGElZUH6RhHK9959E0rsbJSMnUjDOON1EgV08RUjvFDXZnKqwOxeLa/IdFV2B3Vmckl5DkX1DP0xRyL+L9TGSXNOk0KwZLgH8vKIeipsGrbgmZCcy0vtz7Vl06q0hLYN5aTk7iYdcpx+hocOHUszlLu7KbeCDkxQifX1L30tPf7IY7xPLZOETlMLDiNjZcPqYilnReEcDbvILc/1OizDD+fD9JeRIo5pOBbC0ZJm/cVy33D+M+wZTlcYD40NbX1A3kSgTpw+lhZQcp+rDSkd9/NYPDVokfXjTFYhdiiRdQZds3KQnTGM1jRQdqUaZFR16tVNsIHLFwnjpX0JAyYOmUutRMVMq3h27jtuEJbWT+L4lGMMM/1LxDC/x1AkAJ04XEEKLmyiV5UzbLPnfXGtenERWbpBZNjfVHXwLeJGKpMCkMm5P/P4s+nNR55HQRrUjI27oWNecJOGiRBraXbax8bT24oAJFH7nG7uXfdIcIGGcbrkXU31UuMFsbxJgVmc5R5QzGoKGarQUPOzSDClVyCudpNmq0dzqBzh20vMgamefoIpCgNEJdGiaSS97Nj3sblLEq7WGENgLON+IWjNfk5bk4GeVI6EwiVK8QfgEzWxuTbiBA6DQtVvX5o++I//Pm9pl/5D8VtFOrL7eDq3/3wa7iWVSUFIfW0zZHXIz1TJlnOujaBytYzLOOO9CA7VOM3NG+FJraQyrx0k9xKcn8WIBvdzPiMERGNM3ClIiLFBMvaV6ES1rliUXv7GN1I/G2gZBv0sqv43fPjdqZXr+eBHfyB1wt342pcfTq0L56f98LZq0JtatxAH66XdqRsEZvV1G6lybE6nEOmVh7IYkcnm9tb07h/6AQLy+vTsH/9FmmEz2ECrlJd376MABCdYfSYQqGqcqA2QeDe3LkuvfOGRVLZsPk18F6a73//eaJD+1U//FeR7ihNx4s6i4m8/yuP0XLxAgNe0cE46PUDVLuk0+5PuROx3K1paKnBf4Ly2cE+WLV+Xlv7wJ9LFZ58BJTsTTdj74EnOh2dWAXIm2V3uZpDDTdPrQBis4Vgef+TZ1E0aVWdnws3eDVTn1LkcMgKZ0xkVvaRqJmLzRz5AVXTnLHsCqzHVyg9l/C/Rb2+I+abTVUOwrT7VuE6TzhPHc8MLHXycrUmcSL3uS/xdZ2EcGxHZPP4e0io6AK5GSfjwa+xtNwQ9wsi0lZSyxZN9HG0MeYlLBKFzCD5q6SN1qaksbXzwegqIKimU2J+6EEJVOqKeuaSEgYhb0AdcueFf5NSp6Tr5lurg6fgoZBpr22vOLysAib/BdnPVW8Iu6PQaBFgtCFqrLJBolurnCnnblF6b4j2Iop+wrwICBow6qxlxim3A1KFbcoFImUWIbSHsW6Y6xLVooQ30wpEy25AtVIZTdMyyLfNH90B/NPsQ73ZeKC/EZ1ohOEAQuwZawfYPfzB9+itfSIepRl+zYQMVg4NoNbZwz6m0pdhiOX1z+0GbT9L+Zsn73ocMxSDyPt3QiRrSQZ4vwwE+SjHLBsjvtaT1Dr/5CkUaNIGHb1tH0NSybCm8Q/YT4K7qeXAY+1FyRw6qlzTlMHa4nWbvMyPsRafRezvZl9q47zWVzTh4FojQ7Byuok659l7h3WKn/NvfxG9xhGtysAIadozZvE2PuGna5NSN7jww3fnjx/NG5AKLklNy3cgVWEWIzYxquhz9Z487JnSczP9DHCznUSyvK+vl8jSzLUjhrDhBXVyd/ZD53UQ6aqiM6Ehve88H0wE0qo7RqqYTLarNm9cET4ntPdJa7tcLkD/owDEbA5auoAx/nHxyC+Nwz6Yt6f333pxBp1joWAkWtKhRM556AUQFXBtFRBFxcAcCHcoExCwKl3kRcRGloS1+nOT8B+A8TBPR9ZL+e/jRhymhnkwrN64hJQhk786Gk9VYV0//q6Vp0YJ5qR9NL7VmbgadOks/t3HSpZNFT7dKnMAJCLozPDdK+vKpJ55Im2mGu2bFSgcoA5nBdXJxikDxXecDKH+sKF/WABj5TBMNRlVP4WTZ18zigBkIxs4vS9bDiBSOj1wADZH95DoutadTIDXnQDnmk46+BB/NjbSSiKZj/sp0AFmKOkRbm2opC8Z2D9IUWWL8NNoyRm09dK6PLvOkknKfQw1VJrOa2izFAjZLtbGzDq2NiUWTRjCC9s+z1+YE1ZmB/qj2zfsdH68tEgoBfWWEoHTAuEWX/1eaaRrK0mK/kk6swJkK2YkIbFxjoInsdpWWPvfDzSOdth0YfdH1N+C0Y5DPXEw7P/tlkNbutBouxDt/9BPp7FeeSzs//aVUSX+4t3/8fWnh8uX0t/wDELfy9MEf/ZlUhqL113//T3AC5qVb34v4IWNRBUl75xcfZr8rT/e860NwiXDsiDRPv7E7vfyVR+hW0EJPynelRgIA006vwqvY/Ro6bW97O2K0Temxz38h3frgQ8gDNKWHP/+ZdPO77k1z169MX/zkJ9ONm65LS8ob0sOf/kxqnGRd1C8gt4PTR/BynNYvpw6dRTqEDQWvvxJ0sQFnWTHeMYs7+N10bDUpwPmk5TYtAqU82wUU1p/KLf3GD6uk1VDD2i3pcdIK+988kBbeugTODw4dXKBx1k0rZHF8sHAKGxFRvff2++hbeDL0qV595hvp1a9/I1UOT6AW30JaH2kBtN+uu/MWZFoWpuPdT5D2H6ZNTFugi/1oxzWyMS0hKj8F3+fI4YPpzve8K/rerbnt5tRKo+ZVhxGNpJ3K83uP0NOTDgpsmF+EmzKDQzOEY3fjDasQQT2WXnvhuXQrTdot2d9AU/ARqipNp7l2xtmElsFVmr9iadqxYwfE7abgUA4zD9uxs5BAo5WRaMOX/+rTqefN3akD8riOgv0Gh2zkLbdJLmAU4Wj0MtJjcKbzMIF0y+4vPpnOvLAr1VkRTcpp2dbrokr5PKlK+zwuAk2w56Mada3IxXTihNew7poWIB0DX3W870KahgLRPER1GWuLO5O6CUbmMefm4tRMcAxTwmOkdWx11QpnTTTNIikdmXkcfxy+jJpW8+lUca7nAgET47tqZRTcjEOt6Ob4M9iiGtZZx9J5UClYv+fQPwJJq2V8e1h+vZ3n0zqkceoovhlAI+CBNUvTpjvekRaODqZO/nYU3vAi9qjltHEbRSpArmMOfHKAIwpeDr2gEmSmygAXbSWfv9LjMBvXy7TJwvn4m+7Sfq4OnfvrKAUcNtNW3LMaZFD+avRTLBDxoInEfpVTuBYMqcjv+UclauEIloqfgvKi9IUWyXsfPUPlyWZ+qI5uFPCU7GwcWaQ+byZSIyJqL7YXaQFyMiNo5jkLnsbxofvI0p4a7ErLydA88K6HCD5r0u7HH0lHD+5BnmRRWo3k0V1vuzsc7+c+/zA2fjCkFw7BX9Th2v0kc48KwFoKwPrRVNxAo/ajrz2d/vL3/ltaQhBx5zvfQ+UqTpa8L4KuG979kVSBLMRO0vx9E1XIf3SmQWgiPX1o47U3pvd/6MfSpYNH0qFHvpbOq79W0ZxQeGPO27/WIiDQ8oIO9L1P+uaZcG0OVp5KxZ4QDKNYFOaxjyPPMEVkld3mYnoxAIvZqEPsTO4P0QkgZuEvlybx33Qqfj/el6+ncP0vX0oJNRChCCehKPW1H9Jp8sczkIQXgQjUwpm66fa7mYPjae+u11CdPUElE3ofdPM2v2y1zOb1G9Oe1yXrnsPrRwJB0jbQdM+powimdaW5VFsavUQLEY0iBnEK7lcfQo8hCgn6Ui4HiE1UVE3RzGjm6b5d/HNkrgDB+WaUUobnMSp7Xt+T9rFBHtp/hH5m7VSUjaOTRemqRoTFNNLdm1576eW0YdXitBJnaZK0YVM7U5INq7vvtLFjLN7Qc4o+Xn4R6bJIh1UVBo1SAiBXnrgos9hdONieo7C8EPss6NroyZSZaJTOWTSaDYK4qQHOP9ChklNvlJW5fBoMG9TOJR9/mjRIJVo6HUhdqGE1MmxvzHnw4vogSsLDYtEdP36R9CZK2kSFkiKdm+PjtEPCWRmx23qRHg+dqOyvRg/KMLssxojZ9AkNLqL/3CgctJm0YuVCigRQzh7vD6NoyiOi/ogI45Li2q94voWjFHenCDDCjsXBg68WAqtB4jd9k9GsSOyVokleigIT2jJlaR0FFzfddj+b84sgNTVUzG0FIWqkLc90uuveByk0WZ4qll1Ih+CjJJqgrr7h5tQoEbvyz9NmqsqW3H5XuvDKG6zlafr5rUcuoC698OijqZrU1QQBw9qbt6ZFy9ekv/oMTtINt6QVW29Me57ZkW6CVL1kyar0yBe+kLbdf1/acNPt6ShpmHbI3/Wcdw0czHXbbkknT9PsG+do/fabUuumtWk+82se/TQbz5KuUc0bFLFMBVqu9+LJi4gVg86QJkQtI1qaVoECuclp48dBKaZos1I1ZrsMHE0M+7za9rQRTmHVOHxCULFyUly1FH+0Evgsbl2YekCNKlkzQ104GAIsTCg5eXZxWADJdl3HmrRq09Z0se88YzU/DZwYgWfZBFJ9Mc3BiaynAGMABHeUil6ixtSDo6HI7xI2f1NwM6yZFY1tqR3C7Bu7d1LxeCBN3Xkbqcn2tHXdtnTmuefRnjuOoGwj6BT2gDTWBJVtg3v2phG4bnPmzUGmrim9ueOlNECP0MpN21KzZehIVczAf5yiUkrdtpWkUtbfsI12I41w546lpXff586a1i9fnVYvXZOO7T6IvlozPLa56QTBWHtba5ro7UoTIUDGnIQnCRQYxTPBj4yUUebRWNiQNeRwrE1NmaKC93L/hz6CswpaCKflJFmKPS++gFN9b3rtxecR0BxO9334A+nJL3+NebAuKsG62CRrgbMPPvxw6mVONXF+o6yJNVSMLYWTI/LUyhh8ldTNIA3E3/YDP0Afw0sow3eklpdfTPtItd76nvekU2+8mS6C4H/oEz8OHeFh1OLb0s333ksv1J4Yv2e+8tV0/E1aUOHUvv+XfpGeqBfT1/7P/57KmCvv+JGfSGdIG7/wpS+lB+97Z+pCaHnnnhdwJkx7UuyBs76cQFIo6AzIZzuIofzZ6ZDEyPSQXFGYZWO0F+QxgmBtcBZinMUWFKaiWNpvScz8DbeoQFdxJu17qdOkgno5AV3IlHIu0fVSVJAPrTJNyht0nk2XcVeZ37YHY71IJcEOFRhUtqemH7Wj2m/tdsEnLQm3msL3DSF2HVtHBkECvSqoPVFhKNjiGJhu00nDxo3j9IwCrVeBrp47cSE998wjacHypfQF7Q6txuY5dGjAPj7/jYdTwxL6rsKhHDlLAdX81nTs4Gt0D8D5YV32nD4R2YFeJEdGEdveue8VHOpeGno3J24+xR0Pp+o+AuMuui1Ali8nSKvqnkp92JDON49k3S4oIi+88HKq2XeY4i7mM8e+yB7WDZKPoQZEQP2dAM1gI3T8Yt/JCN734zHLwfIDriQuSj9lt6i0RxS5WZ/hJo8BOe/dtZM/loTUMrqiitwq+FduSmrq5HRQabfMBPA4pBtZKbDP+9o3PUo+2+w/fNuhKM2o4sUx9yOveeUo8VPxuaVj5kmTq2NiDIpFY6rKyezEzFUT6oNknZRx+xh2yvtB7Z2F3U6FUwsk4qUr16FGfSS9QYrhImTXG2klM49ocB4R3scwKK+98Ex65aXn2YiteKFiCIj/SxiDe+97MK0hpRq9Wfgso+VzfafoQQV3A2y2pgKhRFJgC4jwGhRujYqf4lzDufX8/K8IM/ypuHEuxioSzQdoLnyMlJ8q55O0FelBiG+CCVhhTpr7U6sjwQZ1/kInkT5oE6TFfUTdw0Ts6jiZhghNJvv22dgnJBFq09JVK0itdEQftjBSVt84KzingKaDzwE/KqQS8ji6sE15jjKOFWPZGRGRC1KpWlT2eXNBF5IHcc91QMJBs2xeGQVIy6Rp5pH+6+wcSGfPHgNOJ6ce3A+UpEHBRsZ7MFgSG9to7nsbG8+c0OGymbWLSvh9gmsOpDCIrLmdiA6crWfCueP0g6dgxIaxqsSYjI33pl7arbz6+tF0G/3r5nCPZ2iFoRSCw+51xzK5wnz4DrM7O1pTbEaOyQTOt1GlzynyqDiiXCfRtekg2avcze84k+vWb00DIFFvPP8K664uDew+nIYwYBuoVKtibF564YW03g4CyI0041Aowjd8Gt4VWmeLN21KM3DqzsEpslx5Oc2Jx9mA2mkbM9ZzBP7aOKTqJdSr1ONoo6PEfTsJbwL4MC2/8aa0d8cradeePWkzm98Im08jG2U9hSBnQE9qQD+nSb90slEqAllGysMed6s200ON8zr+4m6ul3uJM1U2XY0DNMx5gJSCzI0Po/XF/LTfZDPHc2+EQsYGwzFG4SZNkvqhUhK1wNRIlLxpxWZ6YPamJmRG1LSaZq6LiN6w8YbUR/HFJRwvm0jLLZphotkQ+jDnuH4tqTUM9C4Q2PMD55n35+iJ2Jhuv/P2dPzpl2iGPpUOv/xK6qNJ8WlkBspOX0iDtPWox77VgGgcfP75dGlgKLUumJs6GZfOgwcx6tPp6K43o7H3KVTpdz72VDqJszYS0TrOOcc8eep0amAsKpjnDZDKx04eTl1v7oRGgOQC92Ic/slg00nkGCg+wQk7jlO6HOeqmgrKi8dOpFHW7fGdb6aFt9yW7r7jHpzCM2kXUXwHznY/qcBVIJeJDWUfBSkTPaZSSd+wUQ32XEzli9piLcZSZVwV8ojcmoRq28aYhGCT3bT95rQQXaHP/e7vpQYEPKu5Z5WkNhtohTXEnJqDc9O4eEG6yLG3ioRTsfrM88+k93/4vWnu2tXp/GtvRhqymhTuNnhsJ9krXqHp/Fbabk3hPGy99z4qPOvSY5/6FI7ch9IqUNgLoFblC7F7NPitBkWf5N71MI7rNm1IB7GDbxBE3PvBD6SGlStoHH0orb3j9lSxaD6FLtxfnGIrUBvRPmpHdLZ538o0bxXVaIzdKHNhAIR+XFkLeZ3MkXYC2tPHGWM4O63QGxTllKqgg6nzaTVzuVXIRbAVbWKUWSntU8X3vGNcIYpfyyb9rfe0fCQ/189S8sX9Z0w9QSVnFCrGpiGjGnbF84y9irSXNim4qaZa7SihuxzZAx0pvwyFeVvBkg80jEBYFyzzQ+XyYvdMwUbPQU1x0cFCbpbmVCL41RenPWTzdOzaQTPf8aMfDemRMfa2UZyu3kNH6ViwkQDCTNZM6ueUB9jflpRfn+ZQpVvGPjQFbUA+3BStbsqhKEzYhFvElmzAOHp/5djiRjUCmZfjBBqtU01pz9Hz6QLBxLJV21LVEFIrOFyoKwVlqc49hHs87N7Bl9mI+QASDexTI/AcRwnIR+X06qAyLlIA3Uf/uo9vdQ9nH6P090rzqZZZT4Xx8daoiZL77fm5GiyNUq6GkkyYOT/NGL9jQL0nj8i/KoFX2cOpQEm5Y/GaNIFhNrXgDVDMTUdGjZJQF/STuKlZcA4eDmu8Sq84Iv4YmdBHUjzRjcWWMxn5wGlj8ytTxZpJF2lLJpGETTfBEF1jSkQVYPT2ys/5mtLGfyl0k3SqgiMZLmTe4kqrpxjwWY5gIC1ONMnrPs85i2+cR7ysb3AUUvVYWlrWDqelPS0DCeimuu7kCBoeHYtR5Yb3Ai+jgw1uFLkEnbNqlchBvFQPf/XFb0AM7Ezvevs70rp1yzjlcSolEMtj0qiybLQxRnqvG/X20xjQZbSAqENA0C7ygZTYJqZIE8aC8tqDaEoJPxvbGNoge17dTaQ3lK7bwqaDLkgV8H8n8I7l9KGnJFqDczAHZKuayXj8wNF0/CjNSIlCpnEiqzgnL7uVMtmWOfORAOiEMzGMEv2cdM+9d4CI2Q4pq4VHd3rvOwt/1MgPw22UGNpROgyc3yRptTEathp16NxEz7VIf+p48z8qKz1IRr0Er0XtVF3DyCiWKNXaFkc4hfX19PobHCFLNMH5LMPhpTCA17dxDq7NGubhwnnLSEmg4Ot5uV75imIqEBuFOgNk4zxQzshGlW8+VSphDuqbvqFpxAiGccxo2vzoI18kPXyOfo2Ls5MYoGIuPqhUDb44cFTnSOD3MMGozARTX62j59/VLrOL/Az3wnRhxAY6XjZ+FQ0zMW+qXafTSBOD07R0NRsubUJoh2JboGODZ0h74QDdd2c6pgyHKVHu2VBTdVpMCmyC9MMgDvP6e26JNdN56hRdAk6mcZyGctAU9YdaUDpO9VTk8VwLTcRHIdFuZ7NtohrxFQocKkFDJkCJThFpVpGmmzuvg6bjr8FJbIBHUU8V6onUDrKn1tVxmpW3Mu97ceSHjvSkjQj9VdLeZsdpuj6QDlbqYhKeVCfO1RiVfmWgjaNwKjQTjWzOVaiPh24Yc8CU9DhOSPklSrXZTCvg1vTDETt04hQ8jh56PDZTTcTaaJyDU9EIHxKOHdHqBZqRTyLYOwEaMwQxfGimPz3z6FPwBuensvPwk5AZmZpbmZ756mPBFa10s+ntJ/CYSkd2nU4DvH7XzufTwd3QBeqtOq0hbfgysiucL213jl0aTodJZQyxKVwC3XrmpacIiBhINpvJipFUBZXgzT0vc88ya7JqiPRPG4EATvk46enHX385GtO6qT3/8jeiWKR7BH087EQdBTA7+Oz9Z+kZyv0wZcvyJBX5Juv6ImglHDfajUxA9D/VeTRd+NwnA0mujOIi6ovpPHFpCVXJ6OtdoMF0Ex0C6m26y3mIlMzAWwl0J8QkdbiYB+GQYm9BT7a886G0g3L3zp270g2kL4exdb3oqC3esok2RXBfWIPNILhPPPUUMgxnAwmaGQZJIHc0zcamLHIXchELcGaX0TT++edfIjiYTG/bfF16BQf1HPIbw7y+jqBn7oIFkW7uJLV5I4jn2W6FSenFCjK9D/TsNBIUDDGyNLRFWrUeR249OkqPp8033YCCN61zCAYmCXbHsDt1UBZGsTUDOJUWV+hkOHaiU666ehZ9PU6K8jV084m1GKLC9jC0FFw7WjgfQXxyxRYpM21HKWZX0SKTLUuB7Xfbql3ref8rMToinvfz+bKwZwIjFU6TnFX2KondDQimVtiYW/qEQYQ6g/yzIrhhmgnBQaLdi88XBSfRHBybUcX+EEBBRJE53xHH8HvEu3lMwkmzAILrlFsVey7Py9vNrcay3QrRYC7cyu1xPmuYAor6DtbeXdcDkiK3gF0/SaZmycqO6E1r6tq9vI0CowkmmerqDYo5c3w148woQLjj3OEJc808S8AGR5Q2Uur+VUdhC6LXNAovG0f3ruFAmoPdm7/5FgKy6TR0oQ/RIpLyVMIr05F3CykfeazcM2rs3kGV8LCSRfoC2liDddlL3oviFpa8yBIIdBkA8srdJsMm5y/HpiRdkS15drSdJiW+WkjNCTrpzzpwWanZ/LPqw3qvngGwsQONc+OJT0EeZusg3bSTNhCkB+XJCLMVKNDcuZC95yxgcREtE6XVsdHU6f1bPYTHOshzMxDi6nXa+CfMWQmxu5rXTbGw3TgjfnfOcgXuvRoA01LCpnV2EOfnagZq1BJVL9aKlBC35IxFHDwfSHVR7cDiqrG3UlGaXzDFIy2YW3zk9EuGHPII5rmUF5ZpBf9cqs4ILllUVnBr1MDi3HpJsTTghdegWLx1203RqR23DmPP33n9eSLRb3ztq2nXm3u5LsihUZHi6xXfHEsH975EGqEMR+UBGqkyXtyZevU9+F5hS4wGHdTKdAqh06ExyuoxEJU0cbZs0XG3fUVs1arvYuTGqTq0orGb9NmO59/g+2D6+Md/KC1dtoKU2ER68htPpf1E5tKn5T2FmjlHaMXBKudaOg8fTxch8FptUc3FNzZ5nTblzX0YI4/PFV63iZSQnVpoewHbuph8uTrQ/limOn2yioIBxTez3hQbD7yv6AWIh5vLxoXBnWsuD9EjDF84zbbCYeFpREiM1dAMVJLnpEhfzDfIsEOVoEllOLbXUSp/J4sKwqsp1ByAxuIxcO2DnH22D34HVXilUuvgVZguCbQyL7bS39TnMsIXhQ1fiHPk0qMtUgdtIKrJ6W/dcieVaI+RHhlKCxaoMpTnXhVFEGUqi4eDmDkdNg3PjrBeWMH6K/R+CleKszFVYXPeLFOhEVAzKtBgnQzTF1Ytcqwpm03jDPXvPEDfuNb04Afemw7u2ZEqaMLbSCPjuSAYzaAe05Q7jyAh0bCgIw2SFoHhm+avXZEOP/8yqFZN6jtzLi2CfD1BOlrpgNOkkhuHaOkDGXzJ0mXp8Ye/nkbhAt3/znfiVI+l+QsgWKO1du786bQUbkUjqdpeOC31EOZF3C52nSYtBILGQhyEr7NlwzoI68iS0NNy85Yb00jX4TQBwd1ATk9q6GJf6j/dHZIQl0bt6QaaKv8EW5ELDbIDMEUz9gpkTi7V0ZQZDbZL1aDIPd3plaMn2Fwm0iJbuNDsWIPceYaCkqZFOFHLIOVzb3G6m2+Yk1ZvoKrQ1khs6tMIhNqwey5E3OqF1WnO8oWpFoRnpgxOnY3V7SkHTyMEYzUjfJlCcT6EmLIRv/fSzUrCdnAN3UDDbESwmnWNMjoa9kwLzAsUvtQZ0X5o1yrQtypjTSgJUNrIw/aEFlNW3s8prIp0a6HPJOIUKSvPQzmUqNS1yW02Y/JqJJ1fasOu4PBexOE+fHA/vERQQV6wgGi+tZYUqu11VAIPgrm8t9p0DCSt/ytfJPV3d3rXj3wsPfPJz6b5OOrDpCxtmNtCmvksUhJtrPn2ue30/ztLSrYpNWOSuo92gijy0QgSuy8886Wv4NCPppsfeFuqaG5NZw8ejirksyBI6uwtoDz/ME3razAkw+gdjbNWluE8XQTJqyb9Ok27pM5z6KAhJKvG2yRzZOttd6VGWpMRdWK/KIKAitFGluAU6GwfTuumbdenroOnEac9T1qwClkAnGPHmTGbwCFwk2/CaRnspwEz6dC4XwEyFFuAgYwmPoIqxxc5ANKrggVmD2JjDVpSro4vto1847/bQ5CgQLaLqZLnTDg7Ckprs4IFFahUbuvEfQR1uaRTHNyn7BRFwOe+p13gCZ93xZQmofOiHvRa/lZwiEWvBFXUKZOSobMR5yOHlInD/FPVX2fLrgS+P0RcAxHLTuYk751QtDi6dVgIQMcSbOI4nRB6SO0dB80cBhlcDW9uEHVrizXsJDEtus8xzE+Muk6ogpEcb7RbScAfHGSFlNG2GkWvaoL+qg7TTDRaN2vTgkjp+dSFM70OIns3dhCRltQlOm6VFr9HxkNuclRcajOLtVicvzZV2kXe4N0YMnfZsSw5VzEXSjfmqp9nPZ3dhavudcnJCrPApeVErpuKSAZnIwJRI5RNdDYtaZeJZT8rkYVQ4GZwWjA6E5T27335ee5KX3Fmufzbx3wWXBPG8RKebKOquaBN9UCZFUyMcVEKjJfplyZebvWKKFnsM+gZ6WlO8otepmrELH8Ipzh8RHU6FROWpHJDalSN5SYaBVOagtggnCY5X2pxsBHV8DlW8AmVmg6rAXGT7G1VVl44OAt8rurMjve0N7FYUKWxDl/fyWVKy/PWSOqSWNZf/Mtl+zRKBqnppNFxGRVpc4jq66lcE34cwXnqwSAcY2N7HZHBEaLwWiI7023OLblYLoy1RFxrN61kQNDeAmEoJ90xpWo1/K5JOTmMvG184MWmfvgiLXWLuT65K1lfKtKFHMdGtUHnMRVEJLjj5ZfSXjRGtmzYlm64cQsOX1M6cPBoOobEgY6MEZNCpC68VmD2FnSljqJ/dRwRtwaI/EvRp1lEhVQDsht7Dh5PpxFhtfH0CIhEO9H1rbdsS0NEqD04ONXV8zIJVA+eCMgFqsX2KVGskeGMHFq6zV+LMDCkDWNccxToONtMVXSDqIXNtgzHW30wSelHSHP2c10a4ybQkjrIjidP9YF0tNJuYTP3BoeBCHdYVjtjLOzvxjPKXBmEN9JP+fekjlx4Xvlc4+GaK34NXyrWRDag8f/4m2fJpsy8HJtpTYso658Pebdh3/x08mw3XAFK8HEklYVoZP5r6kZJJSlxYERYi4NYRdrMNLOTUAc72ve4Cc5e0ZdXuhuof7aBrK5wRl39aYogZYy4DaJeWnLzdel+KugWwlU5f4D0y+13poMgCo8/9ki69+3vTDes3JiWgt41gRJcPHoyLaRaR4mGS2xgCxatTaOkvbbdegvvX5BuvG572tCIdhCoRSvOWQXrcXD/YapQcTbVA6IKkIwuNqA63fOOd0TPwIuka7qpclt/863IOzWku++6K61dvS5d3PE6+lN9aSMVPv1wFscOw8fi3vQeOUE6bCyCKWUXhrrhGnGPTM+OIH2ggW8gDRnFBhHYwHiDpDoKodsWKA20xRDAG7OqCrsi7GZlWg+B3xGalfchc3AWHZ32RtpaUZo/HzX3MTKK5/vPIhvTnRYuaIXQ3p7GL+LEk2Kop5qW/sapEsL00m0bUnkbznyNETWxNMeqJv0flt7J4qZyddrXCVPaIcM6B95ZzK1ZJjlPJRdDPoaSBmyYcWOdE0HY0ANzss228MUcLYXQpbmbd+LifIqfS2+Lz9Izd9Mk+AHxruM6a3CyhkBKR7E7h47C22pqSxtWkFIETY92TGQL5pKeW43G12effCQdOH4k/d1f+Z/SIh1paADnKIoxIF1Oivl59MKa0cgbBhEfBQ3ffusd6ApxH+gDaJptkLmy+f63pXGqWZ/50heiEtT5MgrvSeRoBp2ueegXLaLC7BWKpVbecB39Ay9EL8dKbN3ZvWfT8k1r0gjB+PHzJ9NtpBWtVCtnLq7atgl0dpqKtJWo8teAvLdgH5vTGVK1NQua01oQsOOv7ItAtxIUVGFdoWuHLpBi9xBRfAoJQpg40mc6EXkAc+GQm6Tou/seaJcdJ4JnmYWRTQNHgK6THPftGh/hPF01L77FW7WltabsFLqxt69TMioA8+7jo7ShB0k/osBvfliMU2rInkVSM5oVWgBSIfgnWjWp8yhyJZLmX50+/o19r1onzkBTx9O1ihNjkCGAIcFe1Mw5fJRihQGKBmy3Vg9Cm6kWWWMtztiPj29a/QhB+MkvXU4DSgoZyG5o32LPlYEGAjcFB7nz4kA6hs1au3EbHWIWUhVI0RZ2ZIR5MClJX4QyKD06hJljGLIbl4ekxJ/Lz5TuwHfjX5WW7WVUK6/Q7/jIewhDEhdYbB7ZWxadmiTNIrkuF/8LAuklO1jTTLAGyKVnzl4gaphOHZAvw8PF8wQ7iVYoN12/Ka1e0JJG7e3FZdaQ3mpl4VbjWPTSxHcI8jT+TmoWisYAd8H56UDHohYC5DhnNKbKsCk0bngdqS5kE2mOi3Nx9jyNkgeoGCPv3oyXXQuqwgY6juTBsNGctwNDolOmLRrD6LrQK0mPRG84uSs2hOR1vpoOA0D52iG2TRys3DctPwIK1KMO793fI1YhxVSe+iGEqICeCczZU9a+2jBaB7ALFex6Pkf0Zz6aWdMgQo1zF6bF9DjcvaMHGQf0iZhAUwj+rIbHsMYKPL7mIDcwhecu/2ha3Sac0Am8f3uOKRlhF/UFcykNR5pgnLx2HaiFHCL1uipxZE252m1db1jJhB5QFXV/7r//DjaimfTm7hfTFkjKb+zcQRnsgVzaa2muUQvXp+7IWYzu9MCFdP2axahNr0iL4M9YzXga3aUhUgxDvaPkt4k2mCXb0MFaCFFR9feLRLA16Bk1kw7VmcitbMLti/1GQ6UWU9ghNq4yuQIaNP6JnV2ZsVosy41bSafKPQCx4uczIBx79x3nzdUIBq7GUR1LF5EfmJzsZ8Odn66/HvJ22/zUOwTHhVRCL62PLln9J9lTp1ohUs5nRumN6Cc4O+rUSc6/lwyAp6kjHqK6l1cYP4i08rczCHm2U5VXiyzHaqriXn/hC2npInRa5pOWIgKbosFzmVpJklBNkzJfLD1XisMPCYTKwKJkIi9vqLMML6/UuarUIdTR4gTd3ERWiA5okzKVnnni82nt7ffAd0oI334u1Z7vTV0vNaV9e15DY+lMOl2GkOaiU6kez3zwWfhEcHGmiPIvoltXzjm8zvOTBEtj3Z3pzBs7WKOklVuIDK0IoyJoHynQ/jPHUhtI2aFHn0hlpIY72TgPz30krVi3Lp0Hjdjx5JOQVs+l3trd6QQb3Qrm9DGah7/28Dfw/wbTkVd3RBXrYOfptOcvP5266X05ONxPFA0vAx29AZwnibkjXaPcT+Ufaklto9IW4A/r1vY+pOAV+qjGQVVmItIAcLdaqiCzd6xI53rPhIRD1zAIC+myclDgk93IDRDoLKAn2in4cpJmB8d6UvvF5kAt6hEUWDV/Df37SGsgEtzVBQfsVG1a22a/zaK6CukFm9WPIskxyVqrRQ6i0vLGvPhnPWY7RIUh0bhfvem5wQlk2uwbiQ0NRxaVtEsDazg2eSdnsYXGJpfXSRj4MNbZ8S6Zq1LqJgoytEvhiOUJblBr0YXVrAbLHThJbdhiA4HOc2fTEWQLLpGKXLNqLWlfCl2wjo2k+1devzl9dEnmJp09fIC192aaizr3Btb80lWLKAJAy4/07233ILJMk+YPfexjqR1EaBfyIV2Qzg3Ex7AB7dAZFt52PdIU7WnJornp5WeeS+fhoFXefVt6JzpJDaSBd7/yPMVS+9NKnKbrNq9PK1YsY51MwhndkR56x9vTvGWL0w985MPRem3PSy+mVYvIjqDV9vlPfTItpLLyvR/7CCr/pCqxl68SHDaPLEiXcPi6oa/YUaMcOxDJeZEgm1izt0ww3rb6Gi/6PdayvwSxXATdexLOvVuvVj+ndgLp5nkdCh+TZE/kHOtwRIvGa3qIOOpIlKCNKxv91W+P+xq+H8fns9xnqgh6tUk6e6UZV3Kyvt3Hl5yr2X8P/pWuWziWzqWMYgW/00pT55v2jz+LKJZZWWyWKArXcmoxkDN+DsoLgc8ZUtV9FC+sWLqcIo/5ERA599w7lUiJTMWsR6SmzZwF2uReIYGfNB+ZjeDhShmicrkK5Gqg91Laf/AEXOZlaSE9SMlsk6ImYCZdbRGN5P3somUH0k0n1k1h0/PHfjOPrOT7fKdbVzL/13R7r3oR1Zb5RKJxM4NYy11dhmT9hqVo3BR9mTxphQzdJOUQOJdm1i1ID9z8R9EexioL4X7TjcLWdURFVUQTjEmgYi3eJcTexqnWQiwmlWNA9fwr0et5k4holNz9nTddl1pIYQyI6BAx2kh2hC70LereuDHjtLz45uukzcrSHcggVMNpUtH8IqmpYZyZFvSkzDjUyPVCp6lCeAidGLkAl9zgcDqq2AzZs3MHcB6WmqLhGYZK2PNy2wjtmNdY3JTSrXG59UHMe/4oRhwuSPj+3k/GMMr4GRjz/6MQanv1+vmsUSLDJQvbcarmprve/q7Mj2ADvnX79RgFkRkiSxvA8mmj0cLD8lwmLseT38CpR9Wg5yPnqipkBKbZDCgxR4Vbo6Bj5QQNqVRvDovE6p1J+DYLIeCuWi2vK6WDVEMdPLo/NYCw1ZDXHyVNUoOxkZtQhjM6TEmzhKTraAFy49YNEIlxqjnOpeGu1AURdxjDeWnSprZVpMPmpptuvD44VR1Exqb8evl7JRft8XSw5FJlyYO8IUTOMpwqYWnnu5tJjmLClEXEbQRSmwYHIT4zxpO0RTkLzH+OdkPLlq9Pt9x6DzySVhAqnBgcz2GQtLp6uDrk+YchtXfBN7uAjIbK/LbEMeVhZFemUr/d50n7zdZiKy2e7Arm++ndjw2WfOCMYxPQtSec06neX9kJp85T4YXC+DLItBfObEmvvLInVd1GtdicGtAyULUK9Kci1adxqYl7E0FKIMPZYEefRaPFIMcLZZRiHydWNkiBpvk95poILNH33PpUu6QJ3ZjDqXcH26Jp+omRtIh2EcfOH4y2ESvb12D4p9PhMwfDaRoY6wWhmExnzh9PU+hFSagfOovDsZnUyji6NC8/Fk6lDaFRwAiEdOfZXRCJqarjHI9cPE4bi/khL3Lg9IF0vPNYIHDVIJmrloAe4gi9sfPZlE5zL1i75Yup2FpL94IhNK1Eo0EWXtv9EkEcGkbrFgZaXcnaGMTBmqTOewgnyvvYAGoripWrSim24O9yUmpwSqpNO7kasAllzMVa+hUum7cqqmH7KTLoB7HwWiuaud8EPFMV8BSpMB29hHgn4iTjtZPpFPP5PKhOFfICPdyT61qr0jxSV4ND/WnPPtKtpLqWsmZUfO+Wa8gGo15YG07COOnFGTmj0YcyIwmRPikZ8CIFkwOvHLzlCtXwlDI4hb04j7yDc2EhCLECt6ZQIhgJdMM5m7l52Ysqjq7TdXnTzwhrKaqOqRKRYEYHcprS1/MD529j42hUzST0ZSOg5AsglItaH6R67zw2uBFbNEBByCHW+hQVX0uv38gaHElPf/ELqRepluqnq9LNt99O+mYyPf31L6cLvG7eUURTqYqeZh7veGZ/Ov/G3tTIvW7E4Zkuq09fxkHfXkfHBSq5vvHk19IuhFk1UU9+/QsIFW9Le5HAePrJJ9CsG6I68clUc+cd6CaNp6e/tgs5hpPpBA7TJXma2KfnKBA6DS/0xhu2p2cpsDh/5BCtoC6kmhaCXpDL4YGudBHByu7hC+mxPxlNp3e9Cg8Y+0LQbUo9NLaYxzak17mYxJYrtzPMntNCUUA4GI6xg5f/y2Ocxe+ynTVgNzXv3wgCKhU6JSuRneJZEXrMh2/9KPINlwO6mD0l57n0lvhgztkbzCYQotLcv6DwiKgFIlTsWb7syjT5pg91nn3Tw9Sg8y3mk0LSOe2o3lnmi/K5jpfAhJznIMr7+Tqrmuli7jMeZmM6AUlOUTG8As7VHIIXi5XktNkztFo6i6nNQrT1yrnkGlbRt0CvSMFOkp6HiJnRNVLX4MsUW8H3prPCNNIsq+ltWE7K+ELvCALZUExw4IKGL8/aQXT92XottpKcksrZkasHqOR5BRb5He5W/lNegZdx7O/6+tILwIuy5+fHSZK1sqWWNEs7Ew/aRhxZUneubSs+jB/sjr64Cdz92zx0xuTu6Ot37T2W3njsOZyCi+QWatN7f5jyXzasxz/5l8ERqsGgTUE0HcNZepyKuu133Y7w3gKEAJ9MD9A0cpyBfPoLX0595P8XWWlHZF1RMyc9SwrkMKWdM0DED73z7fROW5umgBGf+vTnQx/m/X/vp6IC45Xnd1BNNkpK4wG0XazEyNfi5TEAsYhyVd6sayx+Ll3z5cHlzrFPh+MYzkCROgjujWMIkXsmEvlMED67Gyemkg3f/HD7XFIwd92fXn3p6XQYw337LduDXzbK5hGth2paOBf0fi6BfDAZNQRBzsTBmsFITkKANh04D/2WLpCH3n5KyREFnQYJs1lyBCMafRzPKSK0hZTNLkfEMOeVqDgjOhyEW7OAiHAx3JoDlLKGkQlHahpOQnW6fiNVjzWkAZGPaOAeN6BhM4IzM0IJdjvjPIxKtsKFzaRwLB7woVjfHMvDKXqoQI9ILZsI8D2f6LGkYddTtK1wLg6P9jFhJJwhIowiqVm1vQ/He/8RnDpavdQizFpJ0cRWjOqqNVs1j5B1FdzTYaqjIo3NH1Jobx/lunCszneDXFXbKgWEM+5PscSKwgYNU/g0xfqKHxm43LQ0R2355HFXjbx8gWrv2ZOOVLbRf5nlxCzyzvqRNB8Rzeu33ZleZJ6+vvMowo8LSFlIcLdwQDkOjo8RqmQhKcEwouI941KFA6dCdE7VMjaZ/V48srHOrZHEA7JzZXJ1HKRh3V3b0Jmbk+YjdtuMvtAQKZeWpg64e/DgTDe5YWPUDC7IOkeRidZzho1mTOIsjrB8h0oMreinDrkDo6RKrI1AaIlOdeq517bEyFFrdsjH+TznppV+2fW0FyIbjSr3ojz2jKRHWTUwvuK5IcMB4nwaYWJL/JdShVZd3YAa/QhoG5Ev1Xhy8GrtnYnRDIecMZ8g5aR2nOujBlS9gmv3eZGDCeQ4xiCMtzTMwcluSadA4fCZcB4YS1KRNvUdpnhkgg13Oa0zukCujpzvj0bpje208CJ1v/P0nhD8vWv9jVF40kUK4mj9/rR03uL09KNPpt/6r7+dOiDxN8IV+jtoit2OKLCbgBwU50zMlOBvSiXJG5bzJ6rQRL8jss4GPkjHLnjO/3Nf+jrzdiz99M/+eCADiniagi31bsyRd954A02PKVty5CT9Fs5UQFnKpjAvcHA1ArZbscFzUP3cJxnPUiVZyH9wLOfiBPfW4K59PoEtSGMLOmg3vOe+1LPhQpoiS3G8/3ysoa333QJflntIgHx65CJzqCqtu3kLshG0vwHNGWNjHOea2zYupUH9cvi2rHEV3gmUu6bQraJvZyf3oGZpa7pz1duKQqZL6cQAaerWinTT+x9kP8mb8emxrpg7y7atTituXBMpsT4qdpW6WbBhcZq/YUmQWxahc7fixrU4hHB2oFPMa1nFXK5K2zctRl4GFwbEZ/V9oNpVoPf0o2xes+wyp0oH12bQjoXiyn0KPlfB1YtiiiwjU4KYvJ+mz2ZAzHU0LDDR0bEyWzQ1WBoFdylv4tfyCKOS728RPMVan/3W+EWaTG7grEZYbkHG+qLjQRm2IwLS2e8r+QxXncJsFPXyzzpY0cUi27bQySo5Ys6bQPCEsHL6VFvgnLffqeecuVt5fneRZj1PEKxshi2vSlxle00qahuv9ZyuckB9LrQbYxgMRA0yM30owA4Gl1K2dOrsEAHAWFq/7XY6xMwliCKYp+JUXjwGochIFDb68njG0YtBLX2Pk3jr6OQoqLgX3/neFUe8lht8+VOCBlzim0SKUCiQAdeOkXnL/l/kfr3dGbb2fGb5hnmylB5hGDNqFH35IH7vfPyxNHLqPL3D1qXdJw+mSSo7OuGAHNvxcroPmLhuxQK6ZzekASrX9n75K2mZvaRWLU/dL5GyIJd+cM9ubuDxdMf996cmqpoqGyvTzie+mva8/Fy6E5Xj/Qf3pe4D+4H7KfGlLPcAOixTCnP+6Mciv77/tRciQgk+kEZONI7TDEJzbJyxt4QnPfsySrtwAdbH66PzNt65iEZuWhyhY2jySCSMCWOUoyOGg1VLiuIs1X/jSiOQLlyAPtimydvQCnki9Qw9n2656UYcKaIo+AgiG60Y/uoaVKhRv26qajVGAc1hQ3ZhoQM0Q1q1vgbS+0wPztKF1NSCw0ifQkv7w3VRsJNzlGAuPKs5HSMSd5OsgTBaQxn6OPpJ226md9mx83AUhuNey2tz46xhA2gC7h0EYp9C/mASjlc592P9yqVp7tJV6eX9Z9LeM6QE4Up8nQ3onge2puVonjTaXLaOdM8QBNh2daZUdWeji4pC+/aJaI2GzEC5OiQiTDhWM1zTMO8ZRJiwnMUyBJH58MnzFEN0pO233YeS/Squqy6QPPePLhrrdiOIGFEVxwhNLpxPBSStmJsQPyeFFO0PSryESKlk7kLhZ0V0pVEJdXj+yQMsGavLGxn3OCpGC/5A3OlwSIpNHoelt2uIPm9wQOCi3HbnQ+nlFx+lfdCxtP2GRUqgZQRPJxlYSC6jrT+Ev3WWZnAeJjnRSO24uoI4nZGLjKSZogxJ3zDqkuQnSHOWE5VPtTC+S5tTM0KfOuJuKLW0YKlB3ViycjSB1Wm0HFvnlXONOcTxanH43KRC+y2I5raydIEX61gSddgk2jb5/yDX5408nxRId4bgrtgH3qPd0DZMRIWOrTPZCOxj5txyHDn/praykEkoW6U6PD0uZ+AEvXYMFMGAogGFfJ1jnd1cJj6Kc+99qkdB1IrYuIF8/gSvH8JR0wFWFLPGKitQzzp6hfaBBM8QYNXD8arjnMcvnEbkdG26DhL7UP+F1K9ti3PHoJNOPA2/51XQ0nkIkCqAqbDpBSgQh/fToPjUhfR+hIQ/g3DqI199HNL/0vTcjuejCfvNdDpYh7TF4499PVTITdfffc+9MQbPPP10bCwt8I02bdqcTsFzW7lydbrAutGRqygDdbVQBPmVKK/nPRWSbJRM8D5o9x3rIq0SLVriSeerVWC5fD7vqcxDWpCcJEVTi1NTDdfOlFcDGmCq+5cR9InmStSOdBM3JxTcdUSs0mJcu7ppJ0Kgu+2j7ybi82Q8spsrW4SbauTKhWD52cDK2CpQFnmWWdzSIDJyNwGDFJsE6FE0qww7m3eNy3y12CuKCLeU81SI2ON7vJiOxbyL0j1+1UEt/ewx6a2J58fn+lIFfj1PPjva+hRfpCmmm5FtEUlXwoNjO4YWZTSR0u6Bl3a+60LYEgM8Hbwaiw5Ed+K82PZj3ZohyKhOvl7XAnsC4zdND8y3OEiXd5Jv/iH2k2KvER0rpR5jaOLeZ/TTPUYieiDuYXJyunxGHtgUAZzNmN1kXc6x9kpY97f/8BLHLFcO5veo76hobjS2DtPgHMuOVam60uAv5iOvF51yjNTButjTRXYBeRPkVBbR0NnriUBZRIl1myv5iuKL+MQ8SnHcuP1ZjkYAYYLCmXEyFnLBwnaBWPVTJXj4yIW0YPHGNB/dvRHmYhcFM1CtwwkMzcVAJot9vACLSlt5gQPHZ2ZsOD/yusm/z9r2v8Ndu+KaRYD+XR4e2dcVdVazPrZkdItPzpWB+VGY17ec5Dd9ThhmDLk6D+oJ4WnaeHacss1ld9xC5PMBmqGi0YIBmiRf63qpp7y7hRYVp595Ia3kRtXx+rF94zTqnEM7lzmpS3FOtxnSA3MWwnMRjkaY7jpUkresXZcWwt1qsBIESYGLu3anbWhwdQ70EcoOImI2RKluZ9qybUsuo1fA0moMvXCvKTbffHOK/+VBz7OpeO7yrYhFG+8MzzunbiTX9aEn1Md5LwcdMjo6TepzHHh92bIF6aWXEd0DHZrTWp/uvGVT2r0PcVHI1j3AnqnmaFRmXUR+wZz+2g1r00IaVO4FXXrooftB7frTw196lGq9VWnzhgVRnTYNKjJBAcE4ootDw1ReBnybJ3b0+3OCSrzEAQkUh52+vByUEP2gAcotxpGxbppDE9wFy9O5Y5DdtRVU3owSoe7dfyB1bFoEGkJjVOxV0DfdS0E1y3Ai1q6CGDpyMp2Ei7Vjxy7QpHOgS9fRA20LZfoo8KK0PDFDepl0ziUXC8avjOrHadXOgQsrQZ2mcaoo64KMPJVOnehks6I6rLKJa8BBwgAuWnpzWr1lMwawjfPlOYyKwdUAGkkDg8gMkEKQ0xQ+gfcjnAlRSBZaodUVhE8NRHFb4z5d3rVE+ZQ/IIKNElVv5dXOdQb+Yl7EnzLKG/sOGz8YTXzuGGmoHtLXVYxvO2nxG2m6++orX02nURffvAGFbVvwhD129ejMYHTU18LZ8rBKMFw+rQzbFEsqL/5QtQ+kJAsMei9EiXpBBibr4TDxVQ2nrYKbNYXfOgn6GaJRfp4GztnKeWa+W4bDQwMpDs6qwgKoxuw6t1pRo+B8Gi/KX0wXVruhhYUvBVJa4awlrVGIM877QqypKCJxC6Ns2tSDZx++mWk1OZY4NcOmwnEoekkN9bNOZiCx1lDRVkOK0I1uhpTzOE6SshKifHVysiL1rLFGmZy1PU6qvZYOCYpnTvBZc7Aho3A47DjQwNyvwZFdPK8Ngj9sK9bMYlLjq0FaD+DgTREFT+G8KZUySdr3GL0/j/V3BsLUzbm1HVwKuVo0ri5doKjCVlNzli5ML762E0frKdZ6L/y3V9LP//1fSL/6v/wbWkytB4WDl0RjarknTz31FNW1DekElXK/+Cu/mD5PT88f+sFPpNdffzX6YNqsfIZ7NU2wUwEaIVcop86tlDZ1rOq6qGFuZWPVciAr3lc3Yrs9WHSEA9RLX8PjXZ302Wsh4KL9FeN5YbAvTffhyLIw6qpZjzioDdAqRIJErhTF9R75GY5lL1Wd8uHqqTCcUUpFP0UOjOckZO9NDgfcmZP3BFObpqtnwp76elA9HCr7ZYZ9lBDN8pJ+EYwfET7Xgq8NiM60W0aMQkTXowTynDXywg/h2r0nooX54cWXQiAr53AMCFDxKUk9FwFzrKNit+L906K2aNdpJWvw9LPYLAhnXS2b9mIKjahGBVnV4fUaLeBZQzZE59hH/rRsM+QKSsuwSlqqe0ZTr925ygcsApYIeLCwzumwAzmblC1N3p+yNFFOJQW31XPRMcbJqeC6Ff6IysbYl1xrV5yIYsCyQ3jVI26nry8ceB3ukKng7a7s2EMitZ1fJ9qnDYu2SgTgXncve+xJihNamDPLCDxK7XkyIKSty+cSQEQRwOZbmM/HuT3DfXbuS3+xetB7b7O1CqrFJ1Bn373nCOBFR9qIrId87j6kQQbICrGLc77cgcguFB1NYpYVti0+o3CQS3n0WUMTfnMECHmPL/1ptvXNR3irRf7m0f2moX3LExQNFvyOYieKiaQhz1MqTy0N8JVTn3WAWQZ31rNBaJNcbDqBmX/TbbelnQzMY5/9TNr2/rel9aSuulBBbsJ4naFEfJB2Jm00RO3HaK1jYiv3f/wwDVhv2x43+izkdsUtj508RS+j+WmIn/tBMZYsWEJZ+VdTNxDlOz/60XTy8P50ZD9IFiWcU6gYT5LKGsLxEXHSu47IKSy9552NguS4nAOfdS2xQPNQ5hEo/ZaRhQpzvI6QEY0pEb56iAD7+gbSShAFEzpHKIduogfhWQxDJVHqPJrO7tu7mwi9niq+U+meO29NK2mfMUhLkkcefgSHhJQFacy9R3vSuf5pFLD70zsb5qXnv/5yem3PceQTiIQ3LKPCAoOkGEyQVtWT0tngLN2Eg7diakv4GBRH3o8GiyKDc2cHKas/x1gxkYn0aiAPbrv5Xhy/lnTojZfoMUikD5fgXCd8mA0r0tyFc0kXW6VmeoarRaxyGOX6lRjpY920ROg9hpGsoCH1QDp34XXU1Gfg26wN4zMA0bgc49tGtdc8VKpzIQHpTUuDQa26ukbSCbSXLqKuXV3dkdZsvJPrWwifSkevlpQMKAxG/ULvJK+F70bUYm/XMRCfqfD2MEJEyyEvonpxMFDzWgkwuog6S8bc+5jdi3wfM1XFFI5CniJgUdj8TaYpRyr5npfWaGFzcnEAn2wj5ClbkqjvUtUCeke6iuKDkTHSVSgNZ62zfPCoGlSbLUj9eZN6qyN/9fLNnx1l4dxTHQuPo2pzH2nhZtDOcbhUEsOVUKnGUNVI4vW4kdssgofC2QyD7R5WfOXUp0hf0THR9wRAkTeOKPAwkC1irCtmOv8U517EGmGIYm0QMwQoZvrBvVD4O4+9uIHVSFE1Y/PoEDJRgw8uJPfdlEtwQj0nHIgRgiM3LxElZRu8eBuSu/kO42COXMKZgXx+kIKNnjGqA9ctSeeHL8KJ6cSGeCGZr1gHRFtuRS5HWEaBzAVSyafhakWwxGvGec2IsiBWrjJAvSBaS+gB2EvqvpP00eu0v7nAuYiKt89fQPHH+vQGXKJdcJfUprOw5wEkCA4iNHoAId/zpP9v3n572oj8w//+//1ntNbRESftgeM7wc+mh/sg6E7CA5NnaWXqdDgjbrAiJDFYEcW7AapPKFrXQ6uRMWxaLfYvnCWRclDqUwSgk2y28ymL1wFoNnhw/OBZjROMzFC9q35VD21t5BHF+/Cm1auTzyPtoJYehZ006W1p64gNUa2qep4bI+iKQpGYwHk9OH+cR1M4yxMIpUYwE3NKTcIMMgVSLMLAdZiy8wUGRDH3dCNcU4FUZMfFSZvXL84GnzkD6h6IkWiI2jCqk2urdTgKZyt4kh7ftWiQaOFMMUndvGMFFFXjTu3YfHFWdConGJ8xsgb2/Fu7cWMopIvm+ZpDBJnDVLM2UUUbyD7vjSIiju94u7dJMg/n0OCP+egl5LX8XR4iRnxZNSthXG0rUXEd3pJtCXkB54Mosyhn6D2SoovGz6KJscAvOy0l5KoIJ7/bGcTfgwzu/eE65NSKeE5R8RzIdgSmXExprA2swk7mykH10ySzHzvGvoQTamowpB1sTF84onmuxHTJxwqTUtiNwuGaYm+ZBiiYDJV85xHr0fUQjmYtyBjoNgoC22++MVDCLqgjPfCEc7s+J1Aew5Am0VaF6S9FfH54duhLqNnlcyqdWpxOkZUrnpt12pf3/dnPXdPgznoRYJCuQgGrhlFU/yOXUOrJCiVmcPqKb1zaqEr+XYkZUPL11Egy5VKOkTuHNMHEhe70wIc+nL70539Cg8cjafHmdYgUnk1ve+970xqqRCTcjuFw9eOgbASV2v3ajnSICqjr1/4g4pi0IMEoPfDu96dlCMpVIiNw4JUdIeI4d94SWiqcS/tPIX8AivAGYofdRI+XOs+ij4MKMiWc546fRhS1Ps3DcMQqVvfCGCEWfcmZ9s7kiCdvBVeGtJQWvRy7GWEWfB3/FrIE/LGf82yAz1BrhcroEHL+F2iPcwOCgGcgtPaCol+iWmkRk7YWOHoovfz6ERZRXVqMdktnD+X8bJJjIEsdRMmnUGqeR2rsAKmy/ScuputvuZONHGTICAxUaZDoVPmBRsvo5WexKDTM03AQykCrptGBGhiaTKdPiQ5RNRaRHalFWqWs2XBDakUotE5BOM7x+KEjOK/1oFp9pLoQeaSrfd8ARnhVK9pkOEXMD4XmJviceqQSykndLV82k/bQRLOX1yqKt+2mO9NNN9+FSjiaRkTPPbx/lH5UJ1HX7oBwvH3bZgxUA0YE/jM6Jvv2oX/TtiRtpSKpA820hsaOmHdkMOM2mGW4QAn9eZwrS37lBRmtRGBsusG5GeTxfJ9yht9oNgcH+RXZuYi7baQ4awFF4OCmLrSsngubVyMb1tUVXyV76RF1FPL+UhQ3aH80FBgeN/xqq8xmGkEvqCTlXrdT6DGFhEA5ApeenhWMwUGLFEiGxd/6uLKq8kScPT+dZ87eHM2OEe2NwzOqopI0G2IV8JFtwEmohm/ilh3XWxgQN++QIIlx4eM5lWrmRCW7nzw4N6nw95zkAeuW3uy8yceZZpfRLkQYUgxMnGKx75aoFAr31nBcx3wyEI5YcnEvTEnKNwoumCrufJCk9grS6NWsBX8ut5uAKV/7scHzqgRdqrddTrSQkpgMh401Pow8xTlkF7pIk5/uOQO6DVLTRyqZFF8N1YVW4o6x+Z+gknB5TwPBHNwcrrke1KIVyYojA8fh6mEHQDdG7HGICGENRjxauTkEoEoa/rk00f7FX/jF9Id//Afpsa8/FhVwAzgqDYoHcyw35QYUqJtF0UGu5RGNgUg3k26rBlWMbJoCo1x3Fb+PgZZYiRhZMMcS525Gp5uvEIgsiPORJuL3QQLTMxez9ERUoVptiQPShX0T63BdDOIorF29BkeyIadlGG95lTbaLodIW6kuHIvKsSmXNydS43xmIpRjUKa5+f2s132HDpCeP5LWrFxLcKUToc4eFAM2Qlu2xFYpcmxQ7pwIAkJOMV8mZLt1F8UZkdriSwc9T0W9kNgXY7MN3inXaLo/EI7IMDB/mRuV5IDUzXNaVuDslVWRFosWMPLLCuc5jmlpvml0P8OQxwfnIBjFZzn3dGB0+it4ra1YzpFO7cT2mV4rCxkXbLP8IfYIUcFG7m2QtEVsPC35uREYyDvEIRHN53eLiCZxeiyUClnEq5d0XnJveYQtKfZcgzSBA9NpXCTzPQfLce/DnvFaEWDWQBWOh0CiciUhYixqWCDK7mXKa2cP9RpOgnNQtNYKSt+rDuXpUyfhsfYHVzJwssKZjXNzDFkrzht/lw/WTZFVA6joEuQY3AL70C9zjVZJaLfSUCeosL8lQWUvLVKTfKbSNRMTBC0UpoQMBUVdEt6V5xGYoTN8OkpB1sIlm9jnkWQYJagcoHkz80KFfb2SqchGZVse2aQAi7JTlZ1dvSuNT3ELZg9NbPM+Ufrjt7hZ3+b+XctbSgmRt/QizBuJXwxQOILByprtjMZHls6zBGXm8ygssZtfIB5ySalKIcX16tceTcNIFLh7roZT1QtUof7IETRLeiCjrrrj5lD07mXTaFqPAu8JyNf9LWkeMgEXz3cBu/elvc/hPKHBtPnBu5hcRLqs/d0vvJ7OnzhN+e9yeltRTYjhecff+TvRkuUzf/7nSEAAe5+mBQb8r0c/+6XUCq9rK/ou9Qgtli68hC7kLbl0JVdQqxKCdXmsg3vivSlIfo4Zi26ISHcR6UtFzNwA1PBqh5D3yoXDpNVoYYGBdFD6iVx1KOYtXMlkbkqHaFA5RcqsEoL79NQA1ZCL0p5jJ9MKUg6PP0vvQpzOBjYPLA7jOgHihBPUORjjXUM1RUxaJ6bVHXCmLl4cSgeprukl/VZfPxdRyC1Udcwl5deamo1OEeoLJxqjsOPIqzhEpCXpk3jxxO7UzPHm4UBVNyCxoW21qTCl5C4UmzQL5U6BIV9//Y1p/5nB9DRVcy0dS9Mdd707XX/TLTiBUhQlYvJ/kJtuGku/8PSjqW7vybR69Vpy6WfTcfrbbdp8H5WNm9igmsPADRKldIGsaclEKPpUZUedVVXlGtKSbko6JkbS2e/QlCp9oOMh56y0TEp3q6iQCbeziJhNK5hCNUUSBj2TfzUMFy5eSGvYoILUWZoFHDNaJYlH8nReF3kW+E1DFJUvjIf/pthFyiAtRg8wjqvTNoOVZ5sLGFwtM1ulRLiiNxPHnhUbxaZUcuPzBxWhQN7Q5H55rVzQgCK2vD/0bVTJ50xEsEIYVU6Ipip7g5lLpZ0Jw5s3Rjc8ES7R2wnOf4TF0BAbFz+wI5nCtA+lKRXThrlmyl0xOwUx57wX4RAoyXH5BsRnlCtSJQqCrt24HDwXmRXI7ots6GTFstYO67SRCLiBYpnglEjOB+VR3mNUHTMe9ZCQlWUIHgdGeSwcWEINLmJgkubqg6TZQ7Bwirl/Pto7qZE3BWw6JieSNkjdGPKj9AMcg2c1gk5dH4jOOPdvVCeQq7SitnyCAMWyctbQ6iWr0QprS8fY2LtQif/Ub/9uOkA127Ybt6WuM1S0ghiZjpT7qCM3ggTFOEUlo3xOMxIs2+dfn7726JeD/zQd48i5QVP45J//MSjy+XQLEfkkpej2Z+sbvEDpeVvQmGaQc9GJNgUzSprqFJWGF+F6NdCmZhM9HutAlEwVmsrSAXVMLUCZQZ6ko6GNNiWk6GJTyxuMm3A5RQNBFgbFa6CvXqT5TN8Ed0cuG6gFa7AZnbuVtNo5hoNVy3gvQxG/jPEOSQx9C9dczv3E2ilKVTIfyjXGFKi044dxhKnAAlIuVTOGA+S5OXdiHrkxhl8Z/DXXdSVFNSqVu08EiuHmKRrHe10/gfwiPOwaq8DhEy1XTdhAIZx4jxmrKm+sBlu+v8r6CnXncAwOnjzK/jNAV415iPOCMPOa44jk9mIHFiAV5DyLqjflBWJ9ZqRPaYcKP9v0XmQu6BnI2EyXex8koF8bfuTYRdcR0SMOP+4YsybUxxNls1o2wAlvos6PDg+Obr1FMgQAdZyvsi+ejw5NdDGJpZ7tUGljn+06zE4RhmXRUcOZE7lyLR1Fwy4EV8myqA0mJcOCCYO2IPjzep2qMfZn3yuq3EgwsRzRatNzzsFRnXfOt0WnHqMxFdp/WUoiF3sUTlecp9MGB0sRalL7vCGcq0tSSczA8PswaFU/dJDNNyyJuSdyO0ghTG5arY6XwbRz2d8MokW+nZ9FKqPkj4QjFVO0eMx2qOLs8oBc/ecidRiTtHDEnE/h5ZQG8fKbrnyAjmmpIbh/1qLmaalTFUbfJc7k4Y9+XfsjlnW8PKuEePTytOnmmyC6j9EfrTPdec+HUvvtN6YpOAMf+sSPpYnOPto2tMDdaY4UwL0f/lCas2ljug2u0ibSheUrVyLTUJvu/sgHgGKJQmjRYYph7d23pHdb0UID0i0P3JuWraHTOh7XA0sWpPnXb4V7NZzexrV00JdqO9U/le1thnSpg7LketSpfZQQjdnXVxrm2bfg6tepIl8AqDHBTTGJJowTydgmQOM3xGRVPXfCKIzFdxNCkK+/8Xpo+UheX8h5bIT4WochfYm+W3aNv+eem9Pzz+0IUm8jkfwF+p7thOS/egXd4emRVjcfD5/JI/F8muaW0/YyrESnhqgcgI/jTiDDcBLjP0C14nJ6QG1Py1as4RwxsDbNxUiSGaHNBfwVIpcBOCgzLYvTAx/5cSo4iV5OrkqLIYIuLB9Pc0injHOuWgC1+yuAjQbZ+EanMQIQ0adpLzNSPiddalpCu4ptqR4toR70LyRjOx5WvlTgBG/e1JEm+dCXn/lGOnwIVeameRDX35FWr6PaE6MngbEHZ6qzB3kKBe64GTEbza2DIIxgSCI6w+Dp0EaLAyewCGLMNi21HKN8F/PWIlEz/1UjHtV3fhUG2GjZ19TYEgXJgkr4QNaVGtlXqZBeIAg6TkH6LMHaJRQsDESOzkpOtqG3FWS2QWoCCWtumZNOHT+D8VSF3pJ+XSA/S4NAZMyxFTtUSFWivhF/jlwL5WHWYhXzR8QlUAo+T+fKuagh66cQoKHJXp/z+HKsdSog7VI9qSRiSePGzdQ0aCWISljeKDjQwZMMLCLIXAqvsTp1067mzPluQLZJNp+5qZbWF0G81nBF7iKnw2ODZQxUwxYBcROX1yOHRETCVGZvH1WnnGczQqxG6OPMJwOOGb5Mjyk0PDjaneZW0LsQvaqWuU0g0Hp9poVIuyrLADm+Goe/DtJ7AM9ssONyw3DAh0mld/V1B9Hd4KEM0v8QbZssclC6IxxwzscUTjvUg2qaPl+kurWftMYwEXOvRGfkK6oY0yockKUI6Q5DORggPb587rJ023r68FXNS7etuzFdvOUUjklFei/Uhre/9x3pxJkT6Stf+TKiltXpEz/2obRi1bz0w5/4cLru+g20YqJxNf9qsQOOz0WQrv2kmzZtXpV+8Ic+mHbv3pU2brwlXX/DljQwYBHJMK85y3ididZYbciNDLEuTyDW2IP4qhV+G1atQ1uuJWyN6b/oCsDm1ySazH2oZz1WWmATek/cA6DKcgpTykAALg0S+CFZ06P2mauD98qxqTYoEEnkntZQJVzb2hxrYhn6X+VjVHqeOJJa6VJgRZgizVWI5gZyy/2JyrBSrxhsrgHlTMCjIGncN1E00ZboM8n8c03lxannlR2zWJGmhGyFpgQBCGLWG2TeYxMFe9UsLACwcIJCxMS1Gw4e/CMdY3l7VugGIpSPX0JOshafn+Q6JYiAD3oaceUB0P81BJQtIJNWoVkwNAkftp9OBWPwhUXNBtFanCGws6el867c8a2Rf4XtsxJYZ9CAhr2pooH7AfcuuJbxL+8Ypi+d7+FnxjVLKVB3EPI8WYzoAMBjSpQMKoepwHIkCcpBsmJ8fQhsFQHKpDaEe1ZZybqUAxroud6OV5iD/RiAIInmdNllQns+WvYzCluZ+asJwekzzJGUtmy5NaRIIhsSKu62OMt9WaMAOZDK7LZNSXKP6menhXA4chWyojgnpU/KqHLUnlYENzjvtZWevzzCuM+mQG0r5flY7GRRjrwujmNhDPvLAPv/WtrtLSPbYueQkYn+1EHFaJndHXQ6RT/l3Hqd4WDFoPNTEaTGJv4WzyqffnZHZz0uQ/azBskLK+ZpbBz5ujMiV+wnWuXYU/xTHn917Ibgf4IXhL9hD9TKS0RYpRRgVJqwIF5g0//c77+BYR4I4cEJjKXQX4Z1s/vhAAuH+3EBV8aNzt6qiu/jLMxaS77N6TKw9Riyx6gEnPz8X4WRqDYsctPCsRp/9fmIhI1gJz6D0CmGRMP3qcfoDSa8y2tshBs35rlHo1pHpWdP5ekTB1J61g3AAQfd+dM/juNYcfQnX/tKRDumgizbn9j7Rpr+yz+NwctcD94X0UImAnv+oZcVxsfGxvIlsoGISMFzRMdr0c0P0o6ENg2+LyJrIn6cqTfRgBkCcRoHoVu9ekMYGSPbZ174Bj9Pp+3oRr3x5hsoj59MY0+M4oDQbJdNqq0DLSCIe6ZCEClOS/jdSpFta1anG7dtTH3dJxFjpdJqgIkF8W90kua5OK+dIyx40lAnTnbCabqIIV6Q7n7gfbTDWRnFSAT7UWAzjPNl5doQ59iPE9DHJjrqREegUyHTxvYq9JPaU8XAWSQxTuKs2t6GE0EeYYrvM6Bew2x2U3DCxuvnpS4Y0HOueyDdd93biQKb0hEkEk4Mszkbh7CaatlEWzHcVVRKrWWTaq4l2meJtoA0VhKF9zMBe0Gszl8cTAOUyk/r3Edz01ixMZljTkYUmYPusDZhNIK7HY/Lkz0WWWkxFSiXt7bwlEsCshE1S+b26Gz6+2hUfBIewRzK08uokKzgOsPBuswHySnHXDqfT+0yBF3E8Ebr4SCxFoZxJidAY5bRJ+3wkb3pGBpTa+jHFfpxpspALeyjWenvjOcMKd0pGhbT0ynQIOet0esYHvPJIxfT6BAacugzVYZoK/cM59u+lwOkZkM7qfI8ZegpbaMNyo3rl4EYc9NteOx8JOIbudCVJvooex8bYA2AbjSwmSIKWYFo6CV4gdM4zHVhsKvTX3z2C+nPkU2px5mY39aW/uEv/ly6ica8IkaXWIvlcPSCoxLO1FT6sz/7Atd4lPTZ3yX1vTiNkcqtt7CBcfmLz3+JsT2Q/pd/+o9SB/p0E8iq1MPHk9Rto4x2eHnn6ZvXDEexo3lDWrACEdN+ij0Y+HGuzT545Tie8hUlvaPtzEYE74p/kvtPnD+Fo0lfzU03osjeQUuuyfT6gTdoo3EIwruGjipHZwzzvwV1+rr65TjxRxEjPUuqw2tAIJnzGWGnZClAhqdnnUUYOGXLO5an9vK5qfcoBh35h1/8mZ9L629bkxqXgzafP5qm6HP4z277lbRsyTLsGylBnNe777rJep50NxpO4yBmv/PffhcHqTtoA/fcdTPV0yvSgw/cFY6B/dIOHzkQTaUXL56fztDE+Dhq6b1UFzZxvaaJrPZbtW416UlS58w4nVc3Q/uLxjy0sg/jbdpaOyA5WDsuN5T6t1C3HybFfmI3ldqHTuOQkwJHzqTGqpVwPqdwNPoDFZqPBMU8lNsda4uN6hD+rB9vSSd2nUlVG+pS23zQNWyHAYK55XF6P47hrHismWj1xTzm3ykoHUcOIQQ5d1FaTS/WRp/nfMdxnuQvuXhKRYT2NpXvM4UTGlV7IqHOHBxmK+ein+GszdENWsS28KEimNGh0SGX+mA6I9TNww64OWmHorwjqC5DpDj3H9kfBTubt6yLZuOTOPIzoFqjIOXUnqZ+WvHsDzpCOdzPvjQX2gQuPsEeTgLDNsn8i4ITXTv3DvvjEfTby9H2O7HBah1EqPydsSoLuQHPwc2YtU7qupGsQh2BpjzZXKWo15m5kLmuOm7RZUcx+rqaEp3lK8RbdFt09LIpvOw8Bf3BP8x2sEr0l8KO+Xqd2TFoDcuXXcdeSnEJzmIwr4vSt2rQ+OycFoion1ByOgrL63VeRt0LvyAU26Ni+ypoIt7u89lyX2r02PZbBEGNT/I+ejWOC3zClqm0bW0lNsUq23KoM63p0vLWcOIcrJD5iSM5hleG58qekJGyvJsUYxRB8VudruJP1/Qt3OTigDlML31C3msmQd72ne5Je+A7T+NoOk/emiKUb4Mz88bON9Jnf/1fcwgv/js/9CIfeuih9Br8p4tU5/z/+6O8viP9wq+vTStJ5eXIgZuPEbr/oQfY1FB6Jl/ehBJxM5uZJasPvv1tIVRopUUTZdNuWgNAnc6/ahyqTVs2BoFbnaHNW7diZOlleN0qDActbDBMJ48fBcGpJ1Jen/YeOIkh7+e9xBMYlOrzNJlGB+gSG+SW6+5I6zdeH4iV+epBnKre/hEWEZstxmCar0nSdi54tV/cyIWorWIZovdJDSWxdKBNk20pnRu2lY+5chahQq1EeWNMmEu0UBmmie4om0PN3LrURKRRhfcjZD2K8+bGoGc3ELwmNgrQi3ntaGQtW0fEDPrCiHUD+/bQILsfpXWFQfX6g6Af6y7DvaXHtSyFqxdRHObbvDEiHRufasxBfepBCBRarccZVyxPwx7LkUWsLljA7uGMl5yrvFhLfmAs4XC6JIBSBo7/MIyD0NwyD1HULWnf/tcjEJga62cznkTVH+X36tbYpAwgyuGliWDt23ck1JJXrYFHA/Ruj7/9+yhNXrAa3gEwPpu2n1nDe+ctWZNW4hBO8nlGsf2oo7/++j5SWu1IabTBO+xLr7/6CulZWvdwrMpR0s5sEorbKiVSzkZb2dyHuju6Qax1OXzq/7k5DqOC/0M/+fH027/5X9LnP/8486omPfL1b1AivSjd/7b700lSKUf5UvjzSxSX7KAVzp133pnes2hlaFq98MIr2IE3Kdp4FosDotGHICVyKkdPHAwe3p13Q1bFIVi0YGXMu/37j6SNa9pTB21rThw6jmYVLVdsi0UE3FhLNTHcrBm9YytDuR9DOAo9PRdwYkaYVx20KgKRbiDavYgT0dXD1BMVdFVS/EH6oYW11MjfO3HIzoLKNNK6oX2OFctIJFCIcBRu5Mnzg6nnbGegy+11C2gdMxdS+FQahLvYfwEBynE0AZfiiM5bmZaAMjWgoN+JmGUX0g9t9O1sbqTalvVUCYdrjPuqLMt73vcAOnMdsS5uRlC4A+HmsRHU8iGdH4WD6h7RRBGJqPccUqQdN9DYmHTgCFpUC9H/awMBVWpBhezg25RQoNnGtQgqYhMsRdgiG6CSI9iEAzuPpIM7T6UxqAJK1KiPVmnxi2uToGYSaRQ7OYyCaJ+lKEBJF12B4al+HGrWNGmpQYpMNl63MTWRUai2TyAT/MRJGjpjfxTIrbbXq5pqvLebKsQF9LP0nI8S9K5ZsRYhZAIWZHqi5N91xPlFKxbQWwuZgrDuZqtD4T1TgkBeUwgn+5aMdoS4p68tSNauhQhYeP0A901XSn5aBMguXyV6XLvMmx6oGcdPneAaWtJqCpAaQcis/zPdbE7OoHwu1ZcVFOiYfq9hfVTjGJ8GzZ2CqtGOGLSthqpZvyq/l4M6k0SkmARnGISrjKCnLnhcVntyzqFzlklZwdEMspoOl06N/2MNcm+1Q9nUXbF3b907Y1Cu/Pnbvax4Uz7UVYbvqvcUPlC8QyS7hi4Z6gz6rgDQw5hmJPCy5EMcI15RnMyV7zIKvvlRSrldfcJXX4y/K1uqS5lRJDNnRYkOdlCiQ0HV4aU1RJJxf0v2t3jX5fO+6kRKZIu3OFjfebS/6U7Mfm/pTmWOXz6Pq0dFb6kWrpqvUdbDMX7rEMXAhjoU2CntXJhAM1QriUiJ4Fzt/S2g+/kHP/BBOp/fGKjP4cOHw8nq7ulJ737HO9NxJAD2HgBhKh7hAfoVn0H+2SoAh5n3muu13FQeyTJ0lXrgaHUD63u7SpL+Vn+sgc+0YsVKDPmr8JN64Z6oEZS92Sor5kLmPz8Ug3Ox+shdFEtDktJ6FpQtYF5BEbj0KLFg8u9urgXKdfkVM0HskyPhORtp25pmchioHsI5RXaBkNg5/CIilCJjTchOWHrq7bhIikI0rpHF7t/GSHUMghAEN8hdDlSwB+n/SyzehbQaUkJm3eYtIHarIKUDzY4PpN1v7oAzdJaNBY0bOExLly9mI0bcj2rAKdzozguIhJLusPJOZeyoMGMheeWSeGsxitGviRRrLZ8rT2R8XLIuqArR1VQF0Dibz6iVGeFssAhAqUwaD8JBQJqQ6i36QAJrS9yusyEoYxvVNW7WjpmbK9dzootWBpDg60IUj1w9ka9SEBIVw6kM58q/xXAXj2wkMpfiu1iVy/flWlyxuAUR0WpJJ/AuF8AzMYouI/0Zik5sFs5Nq/2yJloBZV3+nHyMt5xpOF86YVRH9tJmpEESc1XaQuueYSQrnnlmb2qlUXc1BPeL7bQkQfCwBUVwd9k+oLyDVJQeOUq6C4Pf3XcCPTH6qaHBtHzlTemOO+7n3iu/kVM7bgbRWN1omN/dZC6BvO3BMdy162havWh7GgY52fHU02yEp0ET5qDrW5G2rl6SemjAaq+21o4FtK5CWHTidFq8qgnH3tQlXRK5fyLHE+RNmtlkjoDs/dr/9m9I4beli08+k3bvPUBFZ2d64cWXQGxoqM0JNDrnJkS2uHaUnH/zP/631EuxySibd3v7/PT4o0+nP/zD34ev1JKeeOyp1DbnVyNdzuShrRDtaJANOUY7k0W0ulmwaE7af+4okanSA8xLZBFsnB7yBSANUwQNVsQZiKzHEbWS7jRNnudQkdwNT2mQlJq6a/aNk48FLBeVcgO9FyIlu2YhvSoXtcIdYSaDMnbhRB2k+nM60pGsZz53IQK+jQQNY5BpjVTngOZU4VCVg/pWSbhmbav43rpuFXbuQsiy9IkQqkhPqs61VE81cCNUhgcfujkU6SOFA8JiRd/Jk8dY61Tb0r/SnopZGVw7U0HT7OVGWRkhZO2O4nx5v7Wr0ej5qrUQaMPlDbVgw4oAgB70dw1EinoCbbmWBp1AnGrXpziUfdvCYYf/5rkSALizmlKSN9jXI+Ef5A+no/PkKPzVl0HYsUXcD4szOuh5uRIuqxzI0dFe1nRfoP9LeM28RfMIMkbSYZzIvYfeTJvWbiJl3px1+LxO7bStZbDRoUpeZA6ycyAv1I4bjJdSClINrELnvENzSU4fTpnjqERFyCdxFTpqVlnqEET6n88pD0dsOl1gLZyDmjKH9kAbV8MB5rlxBfIC3QpZNr6wCMyVxdBLyriPozjKteW0Zjk3yjiOwAFtBp0eoB8urZrgyOqUuv5GcFINgBeabWDMlSOJHngcV6HXabXuTFm5wRUGLqMtPnHFcSgitGxSihTcbHPzVg9rtp0r2ca3uhD5FXkHzGdzBdvPz135f/6t9BpTqs4DXYJ8lPh/8ZGXU5CzHK1vjQaVzvFqmxyGsrg0vhc/ZrHU7Lbk3Vm0TppJlDdk+QrHjXURTIXismcn9r6V9c9XdYUK9M0r6FuP8uxnv4PrO8uTyKNd8ixCJzH2kcwHfKuDVUqFBAxHHKjWRuivsOkUomFx+3LOJm3fvj197OMfS08++SSpgI504403phdffDEdOnQokJs/+eM/Dmg62kG4uFT3ZbM9Tqf23EV9QThkQySBl6EsrmG139ff/emfTm++SST8CP3Olq8IBfgz9M3yWB//kR9JazGwXeTMay6Q5sBgNDTYWLkCx4PO6kzuVpyaUSoIz9Kvavmy5Tgj9UTfJ0EqaoHlaQtCtLiS9iZL+cxjOIELKb3uVY0WAmqJc5PLP0t+8JVht9VNSZwy8v6c8xiRqo2ZS6GAG19MY8ZQomB0JddgYCzVXPHYzm1/972KcIpGDMvLYcKfvSj5dSwtXzoHIw1Nmg3B89KQb7v1QRybcaJ7Kq6i/YUieBVoktBklY2hG9X4EVMsjMOkmzFkX2WRbPEyTXrlGEjB/LmU1sKvOEslTff5CTgoS9EEwllkTh8+dormzuS9TZOqwcO5Hjt+gaqoOaRZ+lLbwmWkpSCfRxRIGwRFNK2kC6JndtDDCeB9/ZzHYDeNq5lslk0bFWdRPf9e0GRnV3mES/dWFOuty+Bb/VZaqd/9lY65fBENeR0IUiUbhqrhLYikEg7HWFaQ2tDmjAenQhg+871iAXl9JRNR/KDNiHSGhpNrUUm+GuRkDq1abr3jvjSfpqTNVJvVsOnvodXTyy+fSAuQ5xhCc2gIxKicVN3td30wOBj98EMkjze3rU2LQIXUC7NYBEAiTNAlK8GYL+OM+yRzs5G5sbi9Jq1YszEdeOmZ9PxT9GlrG6d1zAKcthPpMHO+Gv2fGgojju07FLp0K0EWNm6+MTVMURXacDbNAZ30mjUIF5DxePKJb0TA1MYaeuNzX02//d/+WfrUp/+C1PabUWl5Cw2d/7f//Z/hOP1REGFvuIHKXqL6C6Qje6hs+9AHP566L4ymN97YTWuTlwOt3X7z9aB0O5EvoNVSpGa4GuaN55KmD+OYch7IJ9Q0lnGMfloh4djY4sRSdNbQhMR2kJAq0vXz6em5EKkW1/vEicl0/nhndggINsYUJcVJiVL/UJ0GkWRcl8C3WUtasqNR4gnkcrg2Q2epmKLgpAL+Tbl9V9HdWTx/SSjTD4pEYadUjr9UziZLpGPrrSp5gIy/c2YJdmTh/MUEJ4gj4qSrPTWCntQg6VDnTVSIWfnFOSsz0YWd83zWraMFFXYoqkJxaKUhhG00fWHpf1hr0Z6MglxJy8ye3yURncKsxwYuomnjaPiS2IBB0EBRlkauS66Spko0bAwndQoyvYhWLXwgU4quRJGnMThb1ZcaCeYa6eJBUMY1j0Hg7zo5hD0iZcg4TK+TaE33AlplLcZZT1StGviVgQ7i/lBM00BafHk6ig6gbblWiGRRNCPp2Q6SFay/IAsHbyXz+yJBFNILps7hrSAZYBNsnc+Mh+RxUH2+Wu0kU6LSN3hOyYAge8cOTRrcDgL87TTFCRe7u0CFV+PYz4miDlM2kdZhvHKQL9mLNKXvlj/DfRwhVdYLDePCaAWtzAhIFq1JHdUrUjUodAXrTod/zOCV13Z2nU+H6As7Fw7bQip64duE8PlbxDxLHoF+nbZEO3E5VXblns7OXF1Bmr4dGvTtbV3husV8yI8iZXjVWyKtFvMuS2F4XqHAHhYuW7w87r6x5EL4S8m1MS367c7jW7k8JSt6eXOc9VlXjpOd0NJ1Sz8quUoFvax4achu6LN9hxh8thN2NfPqGnaLb8LsSiPje0sjkUc47wHBfXU8Q8krj89VCJajXpyKZx9VQi76K1jCbK+1BSOss6WonhHXBnRf1oIMbdpMWT4R2j0P3J9uvu1WjPLNgdBonIRSv4bS+noMzXwqOUYwTJaIXnfd9RGtqXR86623Ar/T5Z3jtRDRHzl6NP0RzprVNNdtuy6M0Y9QLVjHQjyA7tU8DK78qN2797CgaVC8aGE4al/64hfTu9/znjB2On06RqtwrE7T0kXFZp3Cn/ipn0pzWYAnj59If/7nf4ax783waNzkEiA5ewLkSZk7fTvStqYgu8+idpCdENEpJ/5EVCXHq+hmLkJnhVXerCVt2poE1AAnTGdOw+046XxI8D52pjsEO6tNezBuzag0NyBToUQFXVniGuXBjaJzNUhqagDjOSkpmShMQnCcfSgP44TiGO58/tn05//1P6b3vu9dtP340fTEs4+lF3bsTP/wH/9qWkz64zwO6f439qVWUleL16wKcuFzzzydvvzFL6X3vP/9GKz+tILKyBaawY5SfWQlTDn9Ho1GoSPkijUMlUKgUxoxkUmu36AxiihwHgr6VBjHjJbmGOvqyfutlui3WxTfChn/Vu+X3xGCDaYJNcamQEnLdFJ639eLACScmrUghgsQzQtDJSG8+NDS99JCjVx8sbicAxLr1TTqJ7I9Rd/E8jKqNkEMN25lvgIK2PShEY7cwQP7CA46qdSkhyF9+paAXDQRJbtHLjHtoZMnkRbfQKmmc/Tw7AX1C0TNZt4iEI41vzYy9g2I77bNW5S23Lg9ndrxSJq0xx0OdxWOk0Rzle0rIYIv21yRXn/xtdSDcN9x2tMsXbok3QZJyZZU5WyqlTiA84j0f+ZnfiLdd/c96ctf+mL69F99Cc4ciBJOmt3tRarm0VZl3vw5sfeLOucyAvVvdLAhHoPeVVQhLsv5juBE1oF8rFm7GqeiDFQLfTNTQ4WFksu1CFmS/f17oaGBTG1ZlXaNHGDeOY8MTLLBH1WyQd4l67+pHefLnpb8aW7rEpAMqgjhly1sX4JoaT/8RJwmHXjvDdeuQ7YUpHKs91yI1NaQ/hpW7wdEbEnrYhyjARxYLsZWLUQYPVQDlwNt1KDNN4PTUEXD+mYI/+6LWf9J5yfj6tqHGlKCDaA07XOY52zWOhKuYYsYJEtPks7son2X633d2lXBswznD2TXtW9gNWW5fDHBXOeiNkHg9eq/HWeksDGlyDzQ5lhcrn+V4itxwBEXlasqiVgHA4d4zEoX8mh2XgjejdGXARKInmTvGpyuBgj0VlNWsv5VeZ8g+GqATyliMwK36/DQsdR59AL8rFY6U3RAGCfVDUJbZpEC1IZmUtNr0eQ6TIrt0NHDBMmr0MRrzYiOgZXXrL4UkaiaS9rB2KT4n46z42JLp1hf2snIIebKYGUq/FUB2niDWADnX4eOGjgsWnpDiDyfBlFFmZ7zbycFWyMh22bJHFeV15xQEGUIRhVrK3O/LmFXp3FGR/l5aNperdPpPNFNcxvEbcapFtS+hmPUopfQ2Ex2grl4jvR0F7IPo2dG0/IFS9McAtcpELtJ5pU2L65BhzJmsr5VyWl5q2cQDk/xmreiVoVD8u2M36znHRf98nDa4fop4SHg4P7tvPQT3Cd19EVQrZbMmlOZr6QDWJpufhcc0Cm3WtLihnyGGYEr3ZtwxC57OSUnqmTlSyfnnTOQkK9cpM5CdkWH863X5ycowutxDTol2YfQLAjxKAjrED1OrWCsg5sV6u8GPEWVcdZNK8joQajPgb99Q61wDLPzls8r7RKl8559T67+W7zbWapxis+JMXDcBEj4W+DCEXE7wRSYvjpFWHqDJyHcagn25fj9itMgCuHAG/XMxSi/733vS7uokBmG3L1+/Xqq2DoCnr0d0qflnwPk50WaNKhuqW9/5zupptkYaNfNt96SluMUqathFGglw3HUYXfhLN3J+715r7z6ajhV3Qjh7Sfl6GcbOT/77LNpD0Rl9aVWQuyWP+bgv4kA4I3bbkg/9uM/zg0Zgk/yeSb+HDaQeWHkTW32kMZs5rPcJFzUu3a+GQag1EbnsqN51cQOfqXRpl9OzGLBxHcJ7/F8Nr+RGpRfFI5EroLJvAMNR3HgcHPtNWjFhdC4MH9WZR8icrcyLdMnqboD8vdc4yNBAqZJ51jtMRXiojp2bDxF1UkAlB6b/yR3JkrCzxzcmUa7z6RTe3aksr63QWrvTAdBPn7vP/7/IH9uiSaql9hgqllYJ/ftTY8+/BWU1o/B0wAaH+xJ1UNonaA59OwTX0Ms9XCaCzfnbR9+X3oV/t3+Q0dBziZp4HoDKNudVFI4FnJ8cmmzeJCLszCljKEOlqTzkvMeW+LlxXvVsH/HX7Mze8WlChTS414d3nAe3t8gYlrhgtMwSJr5xDF4RTioVbWtIZYaR+K1Ghzv6WU9l0JsLyOYmZ8VqUw/js+fMC1AuqEf6REbQTeDZDWBNFbztwYi8wYKCbahaTZC4UM56S/vtVOkf/gSfDSJvXLAcqUkvlFworoHcTRIY9jiJKjAzj9nF/NqgPlxks+pmgfPjRRH5eD6tOvru9KufbvSKEZnlJRuhRWLpACb5+M01h1Ogzhs3WiRqZ6+YeMcEI2LpEFICROhq9O1avVSFKxbCJLWgXxVpn/77/8VKHN3uun6zbFxjYzC0SFR3ABBff/BPaRAv05RxTy0pWzNUpv++I//kIqsUVDrJazf29LePS+nHa++zABNYBQtoslopiRgjW6N2k5UBilxsAqBWwnRpw7RlxQ0qAJ+milLqxAl2dsux+pHiwAuEVTMkOpsqGzHOZtJKxc3oB93LpwxtYNskG7LD/mJtbVIGNRjaOGjORNruSeLONZ8uixUNnSn15CFGSBA3I1Q8YKWobRp5Qaa0mOc0V5aumZRagD9sjrR1LrNwiVWK85pBZ03ZEbxXx1sWkBVKVYEQbgJNG4OeltTqqbj2FSD+lbx5dqOeWMgpoPqPNNbjUlUbMAZCs6cpRBAfusmVApGMvibg4bSd4/RgY1rQ5i4DBTGNKnUCueyHNEZUuMqzFeS0g5hVZxVFfPtSGCVcj1pTguQTN+5B4zh5U8zn2sZz1bSxdVWJZO2Hro4jG04m/buqoDGsIImvHSwQKJCzbVJ0oSNqMdvWLMh7SMFfOjoobRu+erUoTacci/qF3nJfEQOUr1eN1RSbThFpoNirPkXfexiOEwxGjDyGhBhMwk669H/EZvoc2Ncx8lTFEBwL1etNpA+hR5hFzI+S7K0hfdJ2yla5t5m8CugFEUE/GxRFvd30pQ0ztQIrz9Hx4qVpIpr2eB1WqJirABVpHssofVZK3+/ePJMOk7gPgUjfiFyD/YWVbg55LPC3md2kch+vp9vdbDy9n3tztS3Moh+ho7EM08+lT75p59MK6jC/8f/+P8DfWB3+g//4T+kG9gT11BZv+OVV9IHPvgBgIxb3nIexbSLQzveX/3qw+kb3/hG+tVf/VX2+TnfdM5hBx1/vsvxzZwsr8sfRHtzw2cntvQRp9Qff/L3ERA9m372Z3+GvXje5cuI+6yzjcP03//770fP1nvuvYfr+NP0kz/1kwEm/Kff/D8p5jqRtl1/Xfq5n//7oOL7yZL9UfrlX/6VKGp7+OGvhf+xj73rnnvvpTXVyvTrv/5/pIfufyi9l+u9gsRdPXqlvePKHnLlFbOfK+1ReZ8Kp7R4YQkkKGkulp7/JpraZU2bgJ3f6onmdh85cvUh1H0QLat/+2//beSdf/rv/nQgTw74aSb6KWDilfClVHxVhsF+eVYsLAUhEMa9QJTxzNPP4CAtJMWVy6gXUZEkqnXk6JFArt7/gfeRYrgpfQOU7DQIyxiLR90NnTlv/hwInKqkD1IBEnpNGNjDnNNaoOGNlOMe54boANzLgK+lH5nnZrNd0TJL3p/iGHfdfXekN59++ukgRTp4iu8FwfmbxjxXHUY0Wzg+Gb3KkVngMYWTlTfi7JBl5z9HpXHMwqNWeiCmpSnJ2Ki1mtkLd8ZGwqz4LLWpckNgPz8bIFWQNNKu+pKwXuSxdeqiVhcPnzk+odI8goXvfNt96RQb43DXWaB+eqWxcbWy6T37lS9QbTYM2XhnOgFf5YknHo9ou7UDjtZkN6nH07QteDPNnV+H0TpCCXdl+sJnfh8eWznE3ePp0IGDaADNTc+fPYHo4YpU2zZXkCC0bAIxYkMS8fLaChez4JBkJ+uKe1XaPr7ZAF29LErLOQ9lkWZxU9LQFOP4lvcUjpcVRm4iU2weE1SjraEoYfHiVXB36lIHiFJo1DCY9mgMRJL3GRzoBGeiqh+nhEPc7eL+xaXFvHbpDHKzxnCOL072RqTcDBG6HcelpYn0EKjCMAZ+jEKEAXhYg6AK42xKuMtBHvb+zpDqmaHqKDhtkmgLh95VHRWwfJitlTrRhmskRVfVVIbTZB8vGtk2d6RO0iNWyLU00wsTTtcBeEoiQjWk+SS3r9uwhgCDRr04Vmj+pwfup0hi03VUrrWxvroxVCvTr/3qP0hPPfcyjtIt6b3vfCjtfXNXaEZVgmjd98CtFCv8nUCzptCDWgBp++d+/ifSC8+9Hp0L5Ek++OD9UAHq4YMdSrffvg2HjjFGIFQhLhuSW8UmS6GtvZXef12km1Jau20NgRLq5EcQHu6i9QwOvyqpLRC/K+pzI2MFES+e7IKAPIffcewgYKfG6bR187b00r7hNHgJ2Y9QfKd3ZTeVqksvpaXty1M5RPPxUToDcF+qKVaphNC+dv2C1I3kyWvH9qSLwwZ5tuEYT3fcehNo+dq0eEV79D61v2LG0/QMMvIa5OVwtXPkH852OD18d/PGWdQhkUDuz+oIec/qcHAieo/16VcxS4uAIChXrvtvswTCfMRbLs++ODPXvZpJbXPbQGLXpGN7addF2q6Cea3u0RBorfOoRp0nNbIKT2HU82JumB4V2VDCRAc4zhe0rxybU2d/Q64hJBFMs1uhTOP4IYpVjqYTpAnH0/I1NDlfjHyEKTtQoRrGdQ39F0+eprXWqWOpfNF0aGxFk3AKLkKigUHVIboAh0+Bz8XLlkWPjRDjlHYgeRy7KUoR18zF65hOAJkPUvQg18oU4Cjo4akzkPqx//MJoNvZhwyuuyl+WDAX8v0Ydp2ejDYez50FcjJNJzxXABYjqsI6z1fx2lE29X4EmxU+brKanAAqAiDfGd5h3iNaRFZX16eLZy9CRTkRmozLQGbtHiAtoppMSznFQZNT4tgaxcLOzzJOJb7Ut7Jx1/pcCaXZu2dv+lMcrCVLlqQfJVPx/PPPkZ35VIzFevoB2wKokbT1ABxEi9MEH7YQYNvAfc/ePTHHN2/eyJjTogq7VYfTPYCC+p49+0jfNyExtIH9diiqmi8gEO6aXI2O4DjB0AH6ArtHrQLBNNUf85LfpfkcI5D9whe+EAjaz/7s34sehgfYN9bQ2m4RIInT3dT4U994OqpzFyNi+uUvP5ze9raH0ldw9l5/7fV07/33psceexzNrvnhwP3FX/4V9qOdKt0HkE/5SojuPvnEk0EFauXzP8U4tDa24GB9sFg138qJutYR/u6vyxm+0tfVKcLv8v6SxkjpZabZvJCPf/zjMZnrMd6ncKwkFYoUtOPJ90NUdzNy4Iz03Ph6ScMJXTdw87xhOjrZOXKhQx7EG/3IR38g+FlnuQl6pfPhccmdyt6yQpZZg0eOVRtkdaUPljKh5FE50SRIvk415DIijH+EF79+3bo47XNnz7IpzI8UoTd689YtcfMX0yi6lnMq+T7Zm/9WDlYEMaWgK7d8KGxkRjJmD+IsH3f289/Wd3Aj1VnKiEXA/bpuMfP82b9lB6RUxpypdP7u38PNiBOIVxX3uYYDdHdfSF3cm3Xbt6Z9kOAPUMFl1LF48bL0wz/48fSHv/u7iLYe4l70prO9J9Khs/vTL6Fg3drSmH77t34L3SvQnunh1L5kTpqPqvybIH59feeJZocohhhJ27dsCEL+Vx7+Os/BW2Fgxq0wDBRUx9IItNiYPFNJjCX0qhiPuL63Mt6/+4wOI1niCORy7oCzNcRXece5IpAvUAXsZ5Qk93HvqyFkz8dJt2fjDJvhCKkiGya7fQlDR/RpujwmRUZgYi2Ev2iaI5NsY+6EwnLu5ydaICIzJjkXflwfG1ZdL84ADsokG7ZI+CTpKcuac8WRHA7mtuMCSqJzl9uCiGjmu+pnSNT3tTbwlv9zDoL3CMhUF0FJM2twI1pyZ196CYeZsWCdTCNaOR/nbkUHRHJ6XNa3NlLkQRNt7mlUanG8t7/9XaA0tRhd+oGxsTj/Pv7RD6WP/MAHo33FJdbu+nVrwlkYhXd0AwGJHEybswr9u+beQVeG99IYmdCLwYXTMtSX/v4v/FRwdy6prYYDL4cl9EzdeECvKtnUTfsY0AxPDCITUJdWXr+S1GVHOrTnUBqgG8A4/TMvNYjkqZcGikvqrh+u0wwcv2Ug17Vs/mOXhqNZ8+qp1WnXkddBK2w4XZ7O01j+dHcfhQZtkXId7B2PYo9mEIkybQhBYqvaeGcYVcZ8iDTj0bOj6Z6mm9PyDYv5uylZqt5cV1bJOoe/hVNUWtIZSHWz1uYZU5mOznyWKTmJbAB1FJ3kvorFPc3e2WU/67tN+strO+ZBYc75HgGwGq/MjcWrF4VdG5QTSMpYbTFTPnXMGaseHfNopo0dHKEYRqdO+2cVdLWoF2MzTvAxyT0T/bFtDlgjVyHyBjpjqpHcfysaXTU4cJ3He9I4KdhVY0vTguVUYlZbkIBeG+9bvXxlOsXmevjwASo/56e5Ints5qbzLtBWaIjNWrpHF0FBD4F2B/0Bm6zYJBthmxgD7gGuxaDazg5DfOmceR+VNjmmY2X2g71kPdI3Ko6P8tq56LntJRPSS+CuY6cYb3CuQO9Mi2pvRP/L5fq5lrkPVWqDKT+hnlo4f4ptSu0QtdRxzlmdsLjae9UiOGwt6dYlcHpb0V07ij7jrjcvwv9aEvSRXhwZ+z9W1bRTYJEDqKtRyfzstQWV325+lBAokcAOEKcRUmoHDuwPJ0ZHyfR9JxScI+is7du3L/2Lf/HPCb7Ohg34KK3mBCk+97nPR6bl70DBacVmHDp0MJ0nBfpb//m305dxYAQzfoH+m0dAJr/61a8EZcGz/vmf//ko/Pjzv/izQJ9++Id+OP3CL/0CwU8DTlhX+p/+5/+5UBq4QMB2F+DI0+mP/uiPQMXPBF3hX//rf01F/aYYBedxDmS05VVInvSTYdqdbqEC/9d+7X9Lx+Bw79y5C4RqRaSGn3vuBahJ6/AbCAJwBn1PZEgMouVTlIb1LXzf77bKvt3fw+hfdqFK9+2yW1WAKiWH/VsWWn67Q4fQ26zHjh070u/8zu8EkjWAI/X1Rx9Np4BJ5WBtBcb7GoJ8XV3dQUgUAdAh0kAPgBKtoJLmbrgeL7/8MmW0J8Px0uExbWgaT3hPpEzPVphw7969MfCPPfr1WHB6syePH6cEuzPy4kZBpv1O0a/QBpT9RLkS4z+I53r/ffel3/ov/yUaxi7F4XqG1OIgacs+zlnEbQuL8i//8jNUb53OzgkzNbbssIBvnfSxNHj6cj+34veIhmKRfvPo2Y7ouz7iDhX57ZIXXBzscpLg8kRRXVykRCclT8R8xlc+x7eGqrPeGQ7IoQNUeKJq/zxjer5vPL22+yiRHzpYBGV9FAQMEanOo0LIyDUawXI/NL6WJhvBGdfNEMU9/8prGI+dad36DakBQ2lOXGNcK2+MHWzSdETw9/xcuUnC7bakMXCMo3C6RnFX5+lLMXn+nqfwtT2yu5lfH/fNHmH++6ZhZ9lGapDNlw2+Fwd+oKc7zWlpY27QOgIOxqjInzwPT59NepyoX+X3dsRqdd5EHKPisPgsHcVI7rKJibSECGo4ciKZEn+5FnkQ/DzMeQ2TilGnKVI/pFAVcjXnG+k/z1enKqI+202ZJspp6BJamh1qCzBwwBQnRK9nxLQYG1YdkdqCOhqH0yqqDHJyFY5uE+mOdRQ1LKdKz3TJQTSxGklptIFeRWsLtM7KaLT9p5/8bPrd3/szTyAtI5j55V/5BZyo64MPMwlaYHrJtWuaRekEiwDCEIZQaubTGPW/TBP2//J//l764R/+O1ABaIMFYVxldlGjUJ3HGZL/VsV56xirvN6K3EEfVIJjpOoUgW+i60DT/Kq0tXl9Wr6RLg09EMnhoY3bixJYdLiL4ooDk6nz7HFei3Zc61I23540cKkbVO0c89XekMxdUCJFWU8QXLRByB4xpQ6aupwAqwKpkSqbS5MqXAMXa//FNvSozuFc1KZtN1yfbrsL8j4E7gkETGMzNV0c7Y4KU/odl3Sei6JYgTcH5YL1oY6HG7ocshyvx7rNy12jcq3z/a2vi8MXxwoxWPsutlWlZeuXpl2v7kXqozcQH1Ox9VQ4hogu/1yrFlsY1Ko3poq3joQOvpw3EQ3T6bU4hDXcr6i1xaGwddkERHnTpbUI4tahH6fz1n0GnbKLe9N6UMhVN6w21cFZ4WQhWbOMTdRTO3sOtX3shGm5bjIYzThgBgQ6Sq5dU7xnOs+T+j4PXcTqR5E/lcKpEGVd6kStmL869JFEThw3A3PTsAbsIQ3Bz1Wgv76mjd6gZ9yTQF0MGioUDnU9uuIYuGAm4XDldmNIt3BrWkjzN4DA9THPI5gXrebkpyI9aGCVb35WpGd9cm+1AjroFm9dt21bOkPFqDpxZTirY6T/USS1MJ/m5OiyNUWS/69h4b55H8ozoGQj8/mU7J28paVLF4cdevLJx8Ox3bBhXWQkzpw5SQHKq6FZ98ILz0PveQ9Vw804WqcoLNsFslUPH3or753BiTqEU7QjPffsM+nRRx9JP/mTP5ZeIb34hS9+NvZb0cJf+ZVfTv/yX/4rEKYvBaoloCF6pWyGmR0fLxHsPffcc+G0PfPMM3FeX4QffRhH9Id/8IfS7/73302PfO3hcLC0dSKWOtBr6P7xS7/wy5wfaCSC1DUEANXMtxYKrlTe76fifgscVwGZx594KtrtjBMcy31T4DaCUBwuSNBXhuvbwcLXtvS865dHvuRUlZ6LbFXYfoGQfHv+Wg7W7HNwkMyH/uEf/uE3nZpyDV975GuhZlyLh2m/InOkkssHiFDWAht3Ern8m3/1r6O/3uyHiJjpuz/7Mz3hnIr04aB7wi/ggFlO3oaulLClFXr/6T/9J5pFkyfnBki8n0f0c4RziP5ZXKjcLNOKu4E4TRmeAQlTjNGGnoZuX8UzL83VYly+43C7sMx8ZdLrW7U53CRn28lv5XB9p4PnLvPZS57tMF1ZYnkxBfnTTTrCKM+jWGROgXhx3oot75cEcBz9mq233Z0+8cM/mJ545NG047WdtP5YiCzEWPqzv/grUBsqzEA1Tp89mdbTKqRnc2964itPxIRvq0NxG42s8ktsiuMYQmQpoBExrs2QPecQlVseb7NexArZ5MvhmlixY2yj5owiop5PuY2P3QqiSCCjTtlEhNt6lbm4xhnv5etIhk+XXR9TeXHUyP/nR06HZCdPp3EaZeB9pDx7iLqsIpUsiexTLhMHGg9zy0Y1obSEekTNaHCIYsUnePOL1AKfPWlFkw4PfJ/MKcnjH+6kZbuh/p/TjNGYVI5QREGSta3WDMaCCZ5w4qLCSYFX07/cV1M02cXyuB7cQglEEtnkatgcquD+1Dd1oIy+JHWAVrXXL6aZ+jIkSM6nFiQ1lijoCWrW1F6fbrseWYdDp9IrLz6b7r7nHnhhi9k0Nby9EP0n0sc+/LH05S98Lv3B7/xpWvWv1zJPdkBWPoaB3hRpgAMH9kYF7nkqDh3ntajyP0Nq3V5522+6kUrEftDRY6HU/9KLNCp/hUbilPzfdcctFLW0B4olsVlkYlpOS0SsSCTQ3SDQo1OHom2RabQKUnNzqOSas7AtpAscl1EQtrP7z6aLa+ZSAXuBhuEn0/Y7r0tb4XTuPf5qGq6h9czaRipfKX4hZd1Gt4HlizalRXNXpBHsxSXSmWsoLmhtBsVhU2+Ah7kFzlT/VA+yD5+OiuNbbrk+2tfQgoKxNzDMaJMbRtDy0FB7y+My6jpr5RfPKWZpSlpl8UEqU0QFRDUNVmMdGMwFj6XERby2eZ9pAzmoKxl654+8wmo4TJUUPyxYtSAqq/efOxGpMGUZqqgqjteJUOFAjZoCxDn2uiUVO7fH4VgNI3yszpPtuOqpKlT8UaBYpXP5itO0p7Hfot0otC81FMZYIdpJxuHl/p1xbWtuJSVswDZMGpo1tWolhTNsggf37gsl9DXMo3kEacoryMXTJlfwunWksAZZc8M2N+Y488kutEEFycgEZ1+Yx1IxUj37Qa3r2mBOLg/rvp4UmGtGHtKunTsD+WrnXqti79qcFIHW5hQFEWE9DQ5BK9spbFgMgd0G326QUuRstG5QZFVv9ABUSkDzy98zEZ/DSi0AllbDbDlyQq0dcPfKKM6gyWoFtnJ0nKrSaoJYkepZt3n2nlP6+Yr/fgWdf+vM+HY7VUbBO0Cr5yIi+9nPfYYsz7JIDZq1sS2P9mgthSfvec87cXieSjfddFP6AHJLNm7+1Kc+RQ/AwzQvvy8Q0CaqQjtpDWUV+oMPPsBzdBhhPK1oX0SBzN3Qa5zT8yhYuxWE6dNUHDs+ok3yhX0Mkt1S+uVtb3sbmZTu8Bs6SS0qxXTy5HGap6/ODeZ9RBWek7osbVi3ia4H29LxIwiUMxctmHI08j0mAAVZbKV604Dod/7b7yB/soKb4Bw2/e5nZ75bTrnHj9+DR5Fa9lSLr9JB8+853ZzD8KuERq/l00vE4RLRvQHxTEUZRZ/ypmElHYTKEG1MkTaQBK+B0hB/mh6BGvZ+HK0DwI82JLWjuZNUCFgulDnh3bt3R4Ssw+TzHj9rNo0hK7A4/dRP/V3Qs99NJxCRW06a66G3P8Qk2hBpgpOgWIeZJHfcc3dUCupU3Uo14/s/8IGolJIE7yR44oknKZ3fFSOVi3bznZiVZPumIYmy4lKqKSZEvnGzBzv6UvGa7Fzlv5Sy/vl7fv7KcxrLDDtnbZvZX8Wrw5Dm25c9qoxY5cA3k2zjKEW6oeS8hFFkQd/zjndhDGvSUqo1722md9mmm4OrMH/TViZ9Z1qxlMID+h82LFyd1q1cA3JwU3qcXLcbXwdl7vshFPb1jKXtP/JgWrJya6Q6PvHT29OGrZvTUn6uxpGux+mtor1BLSm3UdAc+UNGfsFbENHxGgJtu+I8XkaqAt3KRqPkSPibDknmPeVFZxRdKicupeXcsEzozYBK9dCP7jwpAzWgrCjVqfHzlAtQw8aIuw/+GfV+GEhI+7SmsNpLZKaGTUYJJdMIVYhz1l6i9J5ecTM4LcNE4i2gnTpg3aQcGiGs1xJZqQittJzK46HwHFUQRveesimHnFKKcmhfaaQegqpurNJ4svOkca6KSIvNTwNelK+HrSnGJH93bskx8712GmCzpvJpmPGeS5ViedVQGqeyqQVUbo6b5uhgKhvqSR2LCZ/RTitbvRzi+REqRrtSK/ppZfVtsTGqL7USVPmjH/1YpFt2kV5/4snn06//xr8n1T83ff3xZ9L99z8IT/EbsZ6fe/6FKK2/55470198+vNsunQsgK916y13wMVD9qRvOH3mM5/FqegDGT6DA3cm/dIv/mxEmaIsVoFlBMymwqxtNurVK5cRbR9Mx+DrLKfNU/TaJM1kL8ZKqsrcrC6MQhOggmvlxoXpzZffwI50p0OQWtfetDbddscd6fq7V6eB1I1jcSrNR8W9keCghuCghjZCoyAnR48epF0WPTeRIpkm1RnbLDe9A62uTVuY94tXEsFv4BaOscRyUU5esLb5YR7GRnBle4zp7awV3JIAH1bceeByLGwKXpnXqFBqO7YtVrCOlRuzxS3W9kvyFv2MIpjiMyNVXCCxhUPlZ0Vgx0t0rqIHW1RP+ZzcPW0IRHLOtxqR1ZWbl4L09aQLJ+ECNljZywulath2SwcGO13LJlqtkKNtbxQkxsGSp+p51nCMciVe1Oiy+AJ0yIDDINiMgBWvDofNu5XSKKc9VDnncPLwSaovkdVY08p5EXgwv+RmLVqwMBzjCQJeK+50Lk2XKvkRqX4raG2gDfqkTp2olen26ImngxvrJHNZ/V1k2OxHPOfGGzYx9+czKG9CQmEOjkYnaHUrP4cN4lyCiREFC9l4x1bo+KH72MI+swrE9wTp5OoIpPSn1J6zOtPXFxqBeXGG3a2I5zw/+Hpci3a8nupgK3DttRcV47zSXotXnKdi7sQR8peHm/19dpCdX50fzpmsjH61o1UWxWKKtm5BuPrTn/40qf31IEvLYt+LOcdYmgVaTorNjI4gySkqqT/ykQ/z9aEgt//2b/83JEXWxhjLpfI9pgt1jKI4TJV+PmNYhB++1DB7gCK576fa/Etf+lL6XSgnOl/ShuTP6WRZ8S+FKIJO5kIHe/EDDz1IpXoVFbaZwuMjKnEj06BYImLBIJntIJFnz5xLO5GL0Zasg/KjUPQ06+o++NV/+Pt/gB4eDiHItGNzCHTM8/ZeeL4+ciB+9ejPHtVr//mtVuDK/YvVW6xPP+qaEazgasgTycSBMAzKKajibmru4MGDgVZ5AzYAx0bneWDe++6/P97zKOlDL/ZWKgPXAFfKr7rxlpvTvThbQtO+/ziRsg6WN0A5hdtvvz2+exy9Xn/2ce7subSSKhGV0J0w1990Q1rB740Mbjf8rr/8q89E6u+nf+ZnqEj47xDkv5F+7u/9XDhbOg1WNV533XXpXW9/RzhYVh7eduttkHHhHoWcg0bShaVMxVsRttgs+VvmweSvTHssuT4FmnJ5meTxKjkSlx0KDWKspkxijwkQu3vx8+Wf3joh9OGjYo6n3XiuPK64eMXh4lOjgSiXsxLSIgoCaV/PcKqcuyRtemAphnAiLdq0LoyXEUE/xqb1OjZH++XVt6YHP/GT0VtPHaIXQSVW33R7al6xjn6R18fn6xIR36dWHQt/514smrMstL7GjNCDmyQXRZ5O1qCxkXipqXIQ9XPNdGFgMvLk+U/H2HpMWy1lR9Lj54KrzGnR8kW8EGOhzs5E6j9zOO178alURquRVW22pRyKKNWWOKaY7Pl2+ugenPQGZBRwusrpYcdmOkDEriCoQnH1ZaSgyhDYneyjq8GzqRduiIrvpq0JsSGTT6R5N9xOccA8eFWeC9GUlU84ZUa1ZTqFUbrL3zBQ1TpfVphKfJYg7Ebmffc+2nk57pSbdOnO5clh4W8eC6+5dKc5dmHgK4VRddIw4AO8qL+yAx6IaAM6RlR53bCdJrGT57kuCcI2nLZKq465f2NauGFraqe5r/37FML0awpnZpp7r6M5wvNf/OrX4Hk1pZ//xV9Jv/4ffiO9CXm2DwRJ8vgwc8IgyjTzuvVbYv2ePHURegBSBeHUV6XV6zchUXCO5uOHCXKOB+wbGCNogD0JwwvhNtpyRbyuCYO5dvVqGqCfpAHtadAHnPWQZMjnN07X3h54WJJaO6bbcHJxLOFO7Xt1H5vo3HT7h28LwnM9x543p5ljmr5kzkGsn4I/WE3T9Oq60SioaeugMCAElE3jTqVN2zbAmVFOoA2koy2I1N6e2FjVXrKXYqVpIG8Gc5gbEgGxS9GfC+TR9GmESi48BSeZ/4rCuiZG7blXaMaFbBovsf2Nsg3eXoNuSdgGqPHZIqM+X9iP+H7ZVpTsCkY8tKXy8WLOFcfTUdHJ2XLX+rTn9cNpvBuuK2nwKjatCZDrSe5lHePbiPxLOWMbvfMmFDS2PJ/iGFCwGlDEGdvEWOrPn4eoRhbNaQW5VtQ11icnbmpvmPY7dkSYA6IxjTzFkd2HUJHfQq9D2oYwt6yoVFuxjlRyXRNrQkdPWQbHLyo/rcy0qtK+e6aSRYRywOG4i1BFTq8wyYY2MQqm0f3KeBKDlKEKkTGPOX/JwnAOenEGopDI3pjRQ5NKSoMenEWdv7BPgSyOpYWk+lZBVD9x6gyNuodSwzx1wZi3zEPEA+IkogF8YbkUKw0EPRxi7V6uAA3F+MgyqKNm38Qr9620orOLFJvBZefrimUvuV6zTL2frlMtYgbyHoGKJqP4ntO99Wnzxi04LhtxRjaibbgkHTpII2/+1kaKTV7Z888/T5FSc1q0cGlIabz55p5wgHz/xo2bQl/S4/jzCpwxHTGBDgOs4GZBz/GzBUR0mKQMye+SG7dGMWD2dR8qBljY9qef/GTs5SoA+NX7+R54XV8Nn+EHPtaUL5ALsZCmgabsWWiIlC2O8Tvf9VD69F/+Zfo38MaGKXx5GxJQ+w/S/gj0dR1o3Nvf/mB69ZVXQcNWceytEOEfQWXgKcj6G6KaOaZJOPN/Wwcr6yPmzrCFf13cu9n1oVkTy53hGh8lgnvJ0fIGW6UgR2ornrIDKs9CrtS73/3u9OqOV2Pg5FR95CMfoRnq9SFI+t73vjccmu3AkkYnt912W9yYdyLdIFHev3nD9Ho9pjIMD1Ah4Gv0hr0xPiecXXJ+VmOUJc57s7eR/77v/vvCIfN3oUqhUb3nBffdF+f6mc98JjbpH/uxHwN5YfNhQSyGWGn6Mj/yZA8o+Ds8NGolFOXKy66OKL7NAWKdufBKf7/iFn23WxKL8dpfHhwipQMmaNpsa+MySFXywMtBaspC/dqoC4MkvMpmV8EmGy2/sUamZOpYMPe/5/3RwX6SryH4MKZ4xthgS9yvMPBeUWED81aanSEfOhylSZmrBnVMrZEu6bDk53zkoMxdmkiHDSe4LGx4IVKqTxKbWelWwedBNqCCnOVYf1fqPr2f/ntIURzoS6M9tF8BfVI5fQajfezE6XQG4wEFFvFJ0C0q98owmJbumwoMDRPEBKch+pdV40gMX6Sf3CnSHqdiofR2HoH0TANi2qOcp/3JBK9taF/EHGpCNycvvLgqNio3ukAVfMZu2zGfNLoaQ1+XSf7f+ZHNrl+lmVgyt7P1kTKqVZn6rHpCr6h1MQYN1KAOLkT/yddwIHrTMBwQiw7q5rWnO1bfmNpXrkujOA6jiJtWow01waaidzg5TQruwll6TNpLCy4KRQ7zF3aENIh8FB1c0z3yWTRur766I8R6TRO4ziTYev2d9Kbb+eZryDXQew0tLNNsOtRZ08ix8b6DTMjFK3ENSQM0QUZfsZQ0EoK3Rw4eTxuJvk2DigoqpDkNcb+cQK6FCsI5dh641AdxB+P+5KupeWFT2vrQOtJjNaG9lqU08qwr9USto+qwG+7GFNFGFY6nG7N6bwvaF6aqDpB0g+ZoVFxIekRaIhZ6jE+Q3G2mHHNaZ8YNPRfvGHSGbIBpJ6Z2ZEg4vhynbrh+dj4IOQ94QCJABQMr5oZIjE5dBA2Fs3YFy8iz5DvRDUopwzyl8krKa0+tMVG8mnQQJ2v0Ik4ea2sA7pWIVQOpG6vEbOfle+TbST4X/dHeBhIfKBXimqAUan1JlLfa0Dnh9YhmeO89d99Tgxr+BMFiL1VrR/YdTWvg0VXUKohstSyOMq9tB73S2ZFrI+/LCsaS9peFARgYDpdL/MNnylhifsxaNpelDb7FUopAjHnXRBFUFXOmB+X9Wipu3fguiYjRdNwtsOTUFTJierZBB5hAE+wsMikVR8+C+DSlJW21aT6tc5zHGUMrkCy5WZfHO+8JeeXnOR7nXZzft93e85ZzTY8sx5DHJgedxWav+WKuvfe972PfuzV0JP/dv/t3UYgmf3IbEjrz4R8KYljlezP6lAeQPZpL0Ok+bPru9ddfDzt71113xXy++eZbopjl137tV1nrr8X7fa00G22rGY7/9X/9X4M37XW7T0uov/HGGwI5co+2SO1f/It/AXp8NOaHx1AvU8dLNMrOBttuuDE+z3H/mZ/92ZhPOt861zpvP/pjPxp0BB00A13BnXWkPW/lOqUE/c//8B9CCzgW53Yde/yrSDt5Pdfjd9y4/YYskfS3Rq+y7crZozzml7ehwmeYvU69pdfsYDnoDlY0QuZh1KIOiKiUhDdPXtKbxiSg3OKjHdRP4rneA6H9J3/yJwNFktiuhpYTxQGW+OZge5P0oCWpe3NsfPrlL385bqKf5TmItjSQ6oi8dzFovs/3mEPWg1a+wdd4bruARffv3xdGQQ7Y297+9vQTnMfXgEF14nIJ6kA4XUYDPrKoGqry8fs1zvprWhr/97zIigpTWZdb04h6CNm7+XAfh3GYFGSrRnFZ7aFA7gpkCbkh+Eo4MXCrJL/Lz1DPZ4jnKi1d1k8oDVHx3W9XcwxUuLVpsY9SXK5eY+SrY7PNeWvHW+NVK4pmtR5zSdJqLYus1ohZR8bUmM4Kf5ucHErnT+9NnacPw7HpTuePHUoNqG9Pwrk4N3g2WtBMjiKOiRbONETo3gE2AbSKTuOAi6xViFBCBi+HGF1fNZ5OHz+Q9u/dQbTM70Tu0zODRGJcK/N7YryH+T3A4u9Lzz4NvwkkcNnqjQiTrgIpWEIKlhSE5x0bZN7c1b0ZN3IyImezDeV+gZvvCR/gynxy/ak9driznz6ZLWn+iutS7dA8UJMJxmcniC46RehU1cNZqKhppeE2EhE4GtM4DKq9iy7Z4uTf/8a/S6+8/Gb62A9+LNqH/B+/8evpv/7ub8U4r165CM0wqoe+/HnKsQ9AHN5CD8PdfO2P0u1pqknHEFic5jPPnT+e3nz9tdRx3x3RmsWNOdBG0RaLAYKjltewjpPCmOHggqDMpa9ixcr2kP44sf8UKY7VrEk4WRRj1I62cp86IMavBGVYnrpJ89VA1B+FCP/Sw6+QniQtdisbup2eizYbxe6H7wwSM0DEXYO2VTkyDajZ+7dLVPflNDbmsKR1Egip05F7F0ibfCmp5KZ8RZhKgZQOon/XeeQa4XPpmAYpGuddnq9r6QJcP/miWWSTIIb5XHgOGX3yn5u+Yo9FBU2gErNMRknAuORLfCv3/OrnogoZxGbefPpg3rQpHX7zWDr05nHWL1wjKt5qmmimDcXDTcwKuWFawiiS2ohjrV5WRo+0AaQNKWgxHW51nwRzeYM6XqOQ96VuVCH/IA9WOZBKtapm6tO+N49G380la+BacawgzzP3rCCViyfvysppEaQqgh8vOBTXi0Z3JaJ0ZE/C2fpuQUmxB3LSFl4EKBwoW+4SYobUNF9wLUXQuA2z1TKyWDIILWPRRQHGGPPudC9ajrRcmobT1rp6YQgUl4vCaoeipUspOPweL+rvsF04N0RkwlEvxiTI4awnHSv3Ux8CF9m7g9O0kdQ392stWljaJjNC9913X3boea9pRAGM2Q+dIx86bH75MNhdQCGMe4efZxYrI2rlyD1sjvvtIzIjnijnp8N2Byn8jLZlpFCwJfSviqDC13s8M1exTxTZI1EznTIL1koPX7eZYjozUTqV2zhvvzzG/Pnl4cDNfu13GMrv65+u2cEqXWzmDGSv8sEHH4wB86F4ZyMVOd5wc6suTCHCH/zBH4x0oCW4qyGzyXfppqzcaguPoSPkexxEESxLRXWmdLScAKJfloaKlp0mT2zuuARJhlHg5vk+vWa9Yx0z04Ol1+jMvfHGzvQPfuUfBBxqy4oNTD6dsRF4Ix5Pntc73vGOtA+V7V2kDPOizjnua1jP39cb9Lc9eEY/iknNBiJqpAE3jRXoCotUzlp9S0dqIy1oai4YabzRYgIfw0anbJpqmYXArLC3zpm6XrkpWIFWFWhLpO5mBZoRgeZncmyX+WMaqKjIyUFqsZvkSr8KkDU1GyVs1tLSRvLpDGT68RHmCG2S+novUhVHm6V+vvqOoZl0BoPOa/GNG0LEkZZEnGOtKQjSGlP9VWjZoE0FND4DetF1aoBNGgKvvjQO09RQJ1qsJ1LPmb0IXaLqPoPgKnifzTvLSC85n+sVFOPcIxKHuNs73geqdTj16WTBPSunGs9qQx1+28eoDD5Oykg19S6QwHGc3Fb63TWj93Plov+2d/jK+6fYnDtR3a6kbVIdyFHrkrbUB5/p3GRd2tC+NE3Th++ivTkVvwyeg7xJEx5T6Qba2XR205CYsfnhH/0Q6/YjQTg+RDr1NDpGP/SDH0xvf+DB1IGKv1Hu3XdsR1vuPtZZW/DV5PPdup2UBFFlR3tDiBhWlY8TvPSm97zjXqLnTaFp5IYcvKL4J83fLZvqRAj2Vn5VoP9lF4CWhvlpeRtzE6dvgMrIlo65aewiadu+OhxtOBXoCjXXzEWC4CS8OYj+2KGeYwNpx8Ovpw74Zw0L5NsUG15EnQBd6I5N0Fln4eIFOGtNpKtyL0ADkGhMp9q3MadaSQXSFpt6pHLN/crT0SaU+rX5HL9z/TNc6wTrqqbZ7gXoQUTfcx3LvCH1wNuT6BttXYI7lFPjsTkGTSB7UxnPnfV4y0K6sqa+u5tx5RimmiXsN8+pTmuvXx2JZx0fBWynQC8ryGGCMeJw4yATLFuVFe18Qu4kV5BqJ0WSTd+IXolcGewYdCkB4flogy12UTBXtG6KlPT5U70gJL3wNnFMuPYJjqX4cLQOM61upXHInrj+RbSvpMnesjKuGofvuGrCyGRLM8X5DQ3j9HOutewzEfjEvdVhLkmsOE+Ke6nN8eDMC8n/tiXzPBvpx1qL01jA6yWLV9i0K+j79241f+cjlZwikVn3Tgu54rQjbUh/UXtYBqKaHRgdj0zxySldSeXytILjxt/8OfaK4vVWhYZWmnzqOL6ivz6Xq5edC6Keghju16V923kz22kKiRtT3pyDny9oEmnhArAp+Q8ep+RoWXihI65f4LFzJelYfDnH/N1j+jnRDsv7fPn6rIBlnfOlP+Cj9LfSOfyPukd+zjU7WLM5WDHA/BNd0jFxcE3J6dgI34lIycsS2VL8y/JMf/6P//E/xqC9l/Y1io7toNGyaURhvyeeeCIgPb1c0S2P7WDaQkdu1w5SETpII+dH4tgObh9Gy4fSDJvxnEWrhAh/hH6FQpWf/exnL7/Gps46ew66z5sTPrD/QL5BLCoXj2jWFZ5Zzmv/v93BigEyKuYip1V8L1wdEYNKNoQR+ERH4Z1tuWkuuXMaOUebAiifLC6RlzBTjL/fRbOi8bDNrpngVolKMC+Z/dLG4Pe8fVx55HRI3lQL3CoQKgfY1xvNxl7mQlSHBolEHSx5aZVsBEcO7U2v73gx9fd04jzZ7gMEVPHPMICIbbLJlfO6aqN/ncGi55e+4AwISvdZyu1xdFSkVk28jPTgGHy0Bs5hbLg77XrxkXRw98ukcrpS9Tjkd1NmOB6TlPabzMltD8LjC8DCtiERccHv6TuxJ/WcOELkX5YdfNIfVRC0h8lTDTO9evlfL5VXa7fcEPo0YnWxqX8PH2HiMZw25q5vJSUKGtCJDs7rh06n1cvWpnEqwUbpRTlmJWcIq5nCYqyCGDyR1m9enbZu20oqQVJqbVbcxhH4x//kl0mZTdF/kn6KRKY//hMfA67/KAa3LhAP79ttt14Xc0Iis3f4gQfvClRg3ZpfipYWkR4O6535NDnZk+83rhHtV8bTi4++nLqO9aKgZcd0xpZzkxg+yXw89ORhKuBIcfKGITbz9rrjqXGK/n5HSW/SnJy8dZ5XTNATb5xJXx55ODXR3ibw0ljDuVJPo+tG0tB4PMQ2I8IOOREdEO+rHo7BRaF55vvypIzxkjeXU3jFnHeTZs5N67iXo16/al66+cHtqRrO0RRolqid6IwSNmOgbxK8jfrD5hROX14NOQCJpFKkNF0D+Q8xbNn3ys/9tR+myZTWkLQOz21RS7quCf7dwnnpxIGzaZSGxs20iBqHdD7GfBG4s3Aptx/JQeYE68cCATftOuynm7P3RqfFDVP0qkYpB+y1q7kCjTHpA8MDaI6VNyGoCxcJvbdqi5QYB3talhxNeXDOs0mOVWVga9FDjLvrOQeG2deN/13T1cc4io7hJHiP3Xt0Nqqi56YOVri2qqoEyuVrRbpCPiVmEq2SsCdzaydR/J9KG1D8XzW/LbUgnFqLPTIALN0XnbRS2c41ndz34EWzU10ionKYj5EpevTrX88pMlAdnXpR0oyUpvR7v/d7oUn5S7/0S+FU+XBMnYvuyRaS/cmf/Enwk0Wx3niDIIqsk9knESXRpn/1r/5Vuol04Uc/9rFsP/jyvWpp+TfpOT/xEz8R9zbbFwV45Zrm9RO2vXC2IsSOdZmRL+ebD8GYf//v/32IkP6Tf/JPLiNxb7zxRlyDtB7RMB+lQruse5krFn1OP+LXfu3XQlz8E5/4xOXz+R4M/V/7ENfsYHnk0AopBszB+tznPhfKrFcTwX2tA68zo+Mk98oBKMku2LtQcqlpKp0xH1YN+rDBs68TgSppW+1HFO03f/M3LztLV1/lSy+/hJL0gjiWRLy8KPNiLHnIttV5jq+40dyEf/7P/3mcuw8nnqJnsx8ZvfIY/+Ng37/23buWNwjHxmaeY+NwZ4yeJRZTsnwGYv/5s+fTrSCJOTrPqS07wwuja9SMNoOnyc+21tAORr7c15U2Sz6htFnMdq1KboTnoOH09xo+t0yIHXK5eGYKoQAA//RJREFUbXxs1dqP9k2ZZGacowkiGMXqjB4n4IqM0zbl7OmjqRcuFCScTK3H0MkHipQM1+Jm752SvGpV3FShsp2FIb1kDbZnBqfCtIebAyrNOoq1ROqjPWchs58JJ4H2ezh3WZ0/yrFjkwbtIU2iJba3mQRdN2XTKNOQLidRbGenTYOogfefOwbK569UucDjkMsxb/m6tGnNUtAVNp+ouA237Vru4DW+RjQSZ5CLrIMsbouUnW/uS0Ns8otXb0hTlaIMOmFcAtyTajbB0BFCRsBpPs3Yl3O+ZfxNBXr7lFXh5EhObmLDrTJiRQhUY6YK9+REXz6eDY3tMUwPwNw0Nqef8Yp5n701QXN4MlpIRXScL6dUQ1uBTMV031g6tbMzHX7lRKqdbuQzaKvhMSEVh5Br5G1Ir1aSXrLn3cTR1JRIU03QAqiSlCfE/agiNQWFMOTB10G1BF8MLIITlXuHZaHYPHeN4iPKxSlwLeR0j/Nezb4SRyyw3ND9ynZDUcp8LnEN+magq1MURQyTUp66zfJ0EJ6WWkBCHCxSTCI6I+g4DY1Sqk77GtOEURgTNqoQuPQzgruXJTpKfc7yWGUHw4fDkKOWK5vW1ZMjv/TKvMqtqLxPOhTM+SnuIfNj1VZEMQmIT+w5kfpP9YHyDMWak1tZjSZcmR3r+UDTmSp2GwuZbahlXsTKsPIPNEq+lpQK04ZRZel1cQa23plEL6upDm4OCONw/zh8RdaDchusUYtGotpPIrBtbEB7q6rtxwq3S8fVqywuPMbhGp2r0nhEGor5NkYKWX6X1Y/NDRzVdle2PQpblj8731Ldquws6UhX0xR8fctMWrShHb4mRSM4V0wuBEhzqlhk6JIoitfMzxUxh956N3J6rLh/3+X8/7r8IB2i4CJzDlu3bEWSZUd0VJGGswldx4zwmJ04Hg6HRWYCFz/3c38vXURs1AzROtJ/giLRoYI1IrVGsEQetIKjdlX5Inukx1Jiwb3Zn++9775YQzpBZn8MKk0vtsJ1c00JngiCCLaYKRJA8dGFDp98sDnytfhdZ8vuLXZs8V6b2nwNntdffeav4Ghvj/fovIme9iLpsI60n9kBr303rfkayJiZwnTs9sOxdh+Xz6WzJi/b8/I8PCfPofS8n2VRTukzRcmu7WGk89ez2dfsYJUmuycyW3C0lC70e4mjZerQ9jOSGUWLzIdKWHcATNmZT9W7VGfjU5/6s0Cx9LpFwxQgk3gnOqUD52sdjBJaNXsgSo6UPK8/+IM/iBvhcy6aDB3mR4k/Vpr/GrD/gvCojaVzJJW5QbMfmeD+/3LnyguKPYXrsARcE6KNYY6E4CcR3sFdO+PnBqJLhTUjSC82kIggNf4Fu9afNUyRMSmOW5K2eKttyRWAPkrTMSouJWZK8iX61UyrmlwFGjUx0JWOvvli6umklxfO1BhaSSM64Jav22xc9W5eX0mEqQPA3fVMOFRR6eXRIEIHh0QBRDkysVFxb2MXLKo89QnlTHDy1GplAVyvnnObxMGwv1kVg1MuEoMjccmeZJaAYQiUYXDeVJKDnLQaiunhxmKvPB2KENEFxdF5ck7ZjmIYwnA/m+zyZYvTTXfcSiXPAtpviMPI/clcxu/Vw3H2KutVRheB5ImTxw+mVWuXUhUo7weeJGks0TtFAGsge1eQ6rKIwHGaAm3TwTArpE6OekpuzqZzrP4KVRlFFvku50FHLauR5wozH2o9uckGIhA1CgUHI1AfjVPmzUU1ZVSMYdjGKbFnA64DkWq5NB+Rx47cvM00E3pT6qWVQyp3+6urIc0z12bntAqkIXEX2l1jkJCruI6S2nYlavxtiCjOX0jrDZtvQ2xWb6eUqvCetSAnYvWetIUmeubZRNZCjkYcSdMQozhEuURMHTnnkuX8cgN1SLUKmSuYnQA4fkh9VKNm3nQJpW6qn2wM7DVElRsvGuZ4ajo1UOUcOmhyjLSXRvCF0+dCdfxDA+2qSRFDVzxbqjZ7y+Iqvd5AojTWeekHlFzS2TIlbI+/cOxYS20LGlJj7fp0su5U2t+3NwRAWxHqVMohileAeOynN0HaWLV8K9DCibLgAcdL++7ct0dkLWPunPA+j1O2PwYBWiSwDsJ7FcU106yDaaIO0bAKoOmcEcnpG+fKJQVYIWLn2kz/fkU8+K+7RrzXHlekpmYafT5S4004De4hXfBHG6mOqwYAUNG+TIV2l7jrXQfXcZMzSWCwtJpza+baL/WnMlLvHJQ5H51dA+nMsslWcGa6w/+oh3vbb5INeuyJx2Ne3nnnnSGboxMh0nMcAW73W1XcRazcd+31ezMFX88882z6/d///dj7dEb+5b/8l/Hd8dLR0AnTiZKWox2zN7BpP//udx0wCetqXQ5DzXGOSXL3M/27Eg1/gGRCJ62PRLR++Zd/Of2jf/SPLiOJEut/zd6GHN/P+reQ8AVcFDuVfD9KV4FunCLnx3/9r/81/AWDICUnRnCsNvM5fwVf+vHHH2dd96Zf/MVfDDmeX//1X4/r1Lm0PZBcbLnbv/Ebv0GPwofDqXPN/8qv/EpwsfUtpBb9ABSkfwBBvoSAfa/v4TU7WN/ug0sIUckD16P9AHpTktll8Otx6pnK0RJF0ps0hach24SCr4tfdGrpkmUB5zlYDniJ+C73yhttlaBeqTfegVTRV4dKZVlvpDdBo2UuWg/XYwiX6lmbLvQ9Vh74+R5bD76Uxy5Bjd/rwf1/0vFKDlAA4BhYupeEivmxN99I67ZeHwJ8ljXHhAhDnYNGI7vwr4oD+HNJZNXXRHDv367Bsfdl0eJIZ4vvpnS7EJasJM3WdeZYGuw6n0ug2cjHrMSKY2bJNgvZy0NLRog/6w1pDiPpWIH2iQ14RSHYAKyYCXg6jLioQ67c80RnTP3JQ+LEq2r5AHVuiNbbiOobKQdWUWu0D1Ir7Rla6X/XQkNSN0Wr5FZTladRPnb8aAQBkfTEsZLzsHDh/BAsHYIj1kBBwMJlK2jT0pfOd/Wl1aQGW+YuRhtMI67jBz/iezw53HgrbdZLCXw9m4ZaVj2959PNN2xh7OhHRxpL59LO8lU4DDqYoisidMHFADmYZDPtRTBUfoQbiWTeSBWxpcjQEGHRMYoxlc9hGboN3E1NSnoG4YtemQX3KbRs5GwWRS++ppzPET1yrVqFaYq5HIdOLYOyCQQjcXhM/QY/hgkQchYIuNrxor29I93x/jsDUes/fzG9/Owr6ThpLgseakHL3ZLdcK67eXu6gbXue0+ik/fo57+WU30SnXntDffdmkb7h9MTj38DMX174lWmZmQeHnjHg+kl9L2OHaZalHMtY45U4liHrAH8P7WSfA4GiTts3EGdeidqFQ215Y/ZQFmV8qh65LokduvIOS/dwBwv56EpMed2budUyDzEuBZsxXC8sttcRElvmTFXgSX5b6U1eDmq8TnnXK44835FgBFBkogymyZk9jU3rOI8JtLhPccILoq0nNWPFjBBejdgaSDF7ByJgI1xHUWGQfsrOlQPsb2k4SUKFtWGOOEqhzdIL2A8hmnPpaBtO+nrzq5zbNBugPPQzmsKUrz6cK5XOVnXYku+2/KJYF+kzL6LrG/3lYN796cToOBLFy7GyW4l3ZcdydwCx3SvOmQKw3KPcUarab8U6WODonA0KVpwXdgsm4CU+ClznLJp+R/2EK35/Oc/Hx1T3Ef/9JN/Sm+/n83VeOyFghLubaqn22tQB0iqjnvgV7/61UCeTAMKfqhb5djMJsrbl9DKQvfaIfZSr63Eo9K5s82O+7o6V//0n/7TQKx0aNxbX3jxhTQHkdM777ozJJIUMVX66P777w8nS1UBRV9tV1cCRARb3oDX+TzK8h/+0IdDGFVny+uU7/nP/9k/C7ur+Ljve+KxJ6JLhD7BUdTyXVf6GGa8dMh8r46m42ERnbxCEbjf5Xx0zBwTr1lkzw4vH4c6JGXo+/H4WzlYJV7W7BJIvcLfonedA+qNikiCaMHvcqq8ECfAf/7P/xlD2ZQ2b9oc11Ui1ZnvvRMe1qcYgA9/+MORE9bTNces1IOwnzfZ5/SYrf6T46VT5UA74fybg1ty5ETUHHzhRLlievp6sbMrMGanFb8fA/1/2zEL+5zhaz0mN2L5RJfSaUQdT9Lp/nYmuIJ6Gn25RcFZcY/QgSq2Et9ecqxCwdi/R8rtClpVusZviftxTLlV5hqigTI7ZhcOyFHa9zTi7TW3zMfYIt4pPIGRG4+qoXzOBf4UjpnGLxuDkhAEv5NmirQDRk8UQujYdIbzTcKusgJZoJR0B4R1RQ7rUD/vQMvHjXQUPbCqBvSAmFsiFkM0CO6/0MfxGlIHKtLZca9Lc2klpILxWgzEJsqU3RzdUMaIuuajZDwfQVadChWn1QBbYlNy0ih9IACjbFJjijuGwqHncw0e6V9n0rjx8Rk1pP50ns8h5lhVQ4qvgl5zEwM4R3xF5RPco1EcFjZGhiVvvFzHwOhAtJcSlVB53ApRnTE5HG5QQjLBDQpycnawoi1Q7OG83pRPQTp1w4qxCRpAbpLt+hI5s9WFFb0qh4uKzFTREBe+yzRogd595mZ4XlltriS8K+ulCid4/rL56QAG/k0U5qto93PTu25JwxcnaOi7OL3w7HM4Oeji3LAxDZMSlWNZh8ZTx1rKwinxtpnwIRrBN6+gmKMTpfEb10Qv0mHu01lsQsNy+mz2LUtNS9toN9SJ+vuitHLBMoQxe9KrT+8Ahckp4gzG6aSUJEbyGshobiH0WWZLJCvVKqNVSwvpk8y/ymRexyh00Irxd/5GdVqkpQvyu2sv0EB/z83Fc9ukEqJ11a7ucX2tzoLrJk60VJ3r2s8aaqrpyiksY57afLqytimt2b6WptbV6dTu8zRBV5eMnpPMazenhrrGuGciljrb2l+FSD0vOVnaYT/LuT8KejUKv1FdK9tPqYs1jYMikjg6wnqCn1hDDv48TtYJKr/VLZuPw1MLchbMBR15Cg78nL/pI/S0JBLg5Dnm7j02N163cT0pp9O04TmTOjin8vlgkhNKAbgms/5WJQ6hulgRuEkvsJoRpzP8aL5iryPVWmlxgI6HAUDYSGdu5gF9vx/usf3si65XFdSt4hOIENxwfy0Ja+pIGSBZfWdA6N4nApUV3WvCGStpVZVSqjpJmzdvClRMpymT33O1YglE0a4q9CkaJTLoe3zOedGDNIcO011330XD6T+N/VtbrDySfzcbVcoYeTxTlG8iHiqiZqHMXArkmluaAhg5xfxQBkqUyvZ22ilRyHFoDzpRAjimEP1y//dv2qZSc3A/Rzu1lnO9E97WZ0Gt9AN0NH296crS9X+/7tnfysHygkueb4mb5Wak56mHnFNMKZwgc7E6TDo5crN0goTiNbo+RKlst6EHehc3VwFSYT2Jd+aVS4rupgMddG+KJajmeb3Byvd7U/SmJcr75aTzeE4mz8sBLzlV3tyS0+f32W15vl+D/X/LcUuOlQ5JsXGFrA38pp0vPR+99lqsBNPYm9JxG3Xz0HDM9gEEAAr06jKC9W1SqCWzP/vtkeThAMFlx6HRCF6//RZEaTdF+q+aCNZ9XCfKSWNmznsUjog+V97e8zkFtJUJ8/6/SufN11jhIkrCV15o/I2fdRAyt4LKJjWfSFVUk5ZqrmsJ56DWqkC4PSMKNBKwVrXOTUvhXbi5j+NAuZEMMkfOnaSykDRgDY1paxaui3k3QrRe1YzCNc7YiQEMu830dFgwguqPlWGYxkmRmGG4hFOjJAUTMThe3+uo18IFo3bHws1unOvq7D4LTwzeDVWR4RhP43RyCrWkCmdIgxjB11PgMYQGnGjMCpC3doyeJexWgkl0dnOfgPsmHye0niQlQ2IukaCDvwMRvg2OUdyR6JOo01WR+WCFZl1wkcYGUy/K8jMXMxppK5yJHiQmkMOYQshz3OpRhWVJD06RepPs7uY3BXI0Q1pLkdaO5QiqjqxI54hON9+1mVZO89KhNygyQFbjEjyZk6dPpI23bUlz1rbTB+2VtOKG5WndtnXhLFYv5B7UsjnCl7v9g7fjdKFKLTJ6uj5NNk6n6x66Pp04eiKdeJbNf3U7fKr6tGbpXPqlHk8n0eWqIgAJ5wRHLvcOZa5yrtN8zVQwJiCF03wH+wkXcQJu0VmEke+6+85wprIIpVNENCmjRTplURkV6chZnJ0iNe96crwjzRkOb5aXuHr+5KfUm/LeeEx7spk+l5CWA5LovheeTJGqwwEZw7muoo3OwnWLKKidSZ0HL0YLnQmdEN7bZHW491D+ER/i/R7DkVLJ3SbQoldy16woHCLFb6/PRu67DpbSE5O8dlJHRpV50Gc5Psvrl6ZzdF04zT1ctHR5CFqajp9WiNec4d+GnaEvWYx1Tv3kedyAg70KxfDzjejhnTwdyPZ8qnpFcXPK3/Q5iBfvkNGJ2xD3ylR3nLuDzuumrDZlblaAfvJfXHsJtf0fYePdw9xblV1wz3NPdI8TEZJzVCKum+XRmTJT4PM+nEPupVJyfDSDIPooFRSUpBJK12EqVQkkj6FzYiW5iL22zz1cNXd/Lu2fntt5+LQ6czoxOl6+rvT62aR3HThTeB+DNO/5nMFR8t5bQeg1zN6XS7/rMHpPz9PT0jSlDtwufAGdpvvRy3T/H5f/WHSWKV2Pdstz8Pzk3apQoJOow1eqNvx+3Lu/loM1G+Up/VzyRks8J1OB5n2F74TgRJ3q8WADqpPfUGhmbQXdWoa3rWPkw40rJAC4GVareOOMjnSgHFCfd9BKMhElZMwBCzIjxy5JNgQUr9PE672JOneeiwOs46dGiIS+UnqzNDliQ+frW5H2vx+D/z/qmJm3oU+CgQ7oHF4I47EXFKCaaLEF5CbGQqeT11YWhj0WXhirbM/DYXJzyHYmjNiVv35zhqK0B0SEpwOkmGKBZpSzUTW3ImBJvzhbI8QGIKcnC9dANM9cjLccVVpI/Ln0fK4IKgshT7WHrIfTuXAP4X+gZDN4NqatQpiU/1maHmk6nIfzpAKDayUXBM5PNGAWSFHNHCX3IM/7XJCfQ1EoeBhlbD4hsBg6LyI55ehKsQEG3yUjdIxifEl8V/RSQqx8MI+Rx/cak4TFoOd35honxyTrhslpy0FMtJwm/TMFd2qKVJVQelvLvDQyMJaW0cKibAZHR3RgBgSpEiFf9H3U8LEfn2TfcoKWzvNnQ3PMij0dCQn/cT/0JfwK/o5f2VDnfxJRT0dkvISNsramPovCymfByfK1uWxb7o5VQ65xWmy4gVt6DUrSD49qHKcg0lk4WPkD4XnpFxSO8YxcMBysKe7fRSo9O3supENUbm6F67Hs9pXp2BcR0aSRdS3zef+B3am3ciAtpeHw2z76zkAspxvQosLwD6J31lJFP8AWNvqF9Juj/YZVbGOkg2pa6UqwpDW99Prz6SKyHZNwvkZB2GqQ85iqgj+kMKVcIRwBuWpKnZhWF61z81X7apqN95JkfDmCICJ9/UOkXZUEyS1yolWSjkrAUSULUAQMrsHiyex4ZV6QDn7Wi6LAolinl9f0LCPi8Z2nEzjC9mtT8wmZ90C9Yp1awKLmlOww5z0T0xVvKnMKGYcqNsO5C9up5kSwt2sg7ludMjp1hSwDx9Z5Gwl+ldWGOF42Ri8EY8dojD0OeuU1iiabZp7kXk+5wdK7VKULsVsdWueddtrq7apaxYSd2zlAUD/Mx1X43Kwr/U4/5hXi8IoKqmWY0VbSw/IsgW0Xse+ISHWfpQk42n/KplgRXcHYuEaiKMa1Chrs9wlEjO0pKWdRxOr/Yu8/oPQ6z/Nc+J3eBzOD3isBEOy9kyAl0RLVqy1Zjh3JduzYOc5Kfp/8x8k6yXK8VuJ1kpyck/xx4iiWLVdZVrMaxSL23kGARO8dGGB6n8F/Xc+798wABMWhRKrE+agRZr6yv73f/Zb7vZ/7uR8TXCpgpmtpt+rQ5+VzjfMN8Jw3hW/2/M/emDo/lKzYZEeJCze8dSsEhDIYr+sawnCyMa5zhgV1Wlf3LMNkJOf3Eb+rVzKkp0zmL8gMNCNP9mg+soZoa+6twNc1tlz/BG93kfH/XQTy+/7ZP4v3X8vnBUKCNNkfw4h+r0BKQsOo1Te+/o30BC7x/i7LZMRKYOS5+t5y3ZVpM5lNc3LXdctI2ScMT0YEojAltd+7AfG9AjHX8s/9j88FY2XW4mr0ZgrwJVMsseS5WIbJY/jjWPL7BZwyfLUbN6annngyPQQGeCehQ59/ux4zBlhRDy46T+4G5wup+ZzAyptkzNNGM26qdkqa0rCcN9Y0SylIKeIvYX/v4wSCd8HW/n37Q1dVmpEaMrQjqZnyZhreM/PAsjq+z3iwHWI7poSCN8V2TxHnvZeUVYGaZmS6uvoZKVHZNTMWy/MXZZfUZwmwPJ/cCdzZvNlh8nbdqh/8uKH6MDPOtZJ7Us+ObDPi9tO0//xVK6KmEw4DaUT7jUgzm/K2Kr+1xDUxeRW7SxfcUHeEXqRYGs5prnJqyIDMyS+L7f1LIBSmuOaA+flppM6oDEE8zrOVnbZ7956R8zatccoJEvgRCwfZcSwmAse82AuwIpEbxqQEjYWrvP1aORD/RguIKqYter47ukN5URqtKtzmifC0jC7jztfxUZx3vNerNqSQz+Hs6fL731fvh6FaomgAP0M7hnhYhPxhwq+03AcHHdc0tY5FldRypTIESxEsz0vH9m1O115C+EfxOaxKhBFZeRso+prUDdEWTYZ/+FdLhOOMrwFq5rW1zIpFL1f5CHQ6SZpMJjAEkDR8oPEv349oPUxDDfWZLYfnWGRhqumiYS0fYykY2YqWeo9v1lxT6iQDcUvlcWwkAEhOhtHG+PNL8fsf56k3ltq1CMvRWbXPmN02Ly1esISUtZSWMom/wrk0koRw/a2UvRo8zVjfkz72ofelo/uOpi7q8e3dtofDMsk3t4UQfaJ7NPXsw0cNFnJCMIiRZue2gXQBtU3rr61Ii+bNT0d2HAZw4khtf4FFIyAWYSXbUpuLKAEFG5oIOUehWW7UKNmPw1xvU1172n94H30DsTDeXAa9Qjsv+Kef5VIgGYQOR0mlvBEJ2iSYFxkd2UOAZTHvZlNeHw6YQmgfPSyHKH2fGvtRNwARsrVSA6C/mM/s9FF3z9IycaA8hiPsRVizkXJCfCOAl6LcAKQ6S9oYwo3zxAE+MmZHUyuLsQW5IxgJ6B2FDe0fhikFrDfSXrXVMMCOZ9onsjWxaahA4F6NE3qAUb7z2PEjtEtrbK58s1o6f49KD2+CwSr74/SRZWJCnrsFtGWbmh6DmBuWylC1fTIAq0bDUb3CjQDZ1JZYEgy6ITDhBRa7wrHgOamj5HjmRY2P0jeDTWLzpLtY3KPinngNrpcFIx81JsuN4eQJF8hMEM17y0JpxnSihWLj6B9nL9Pqm/8ZgMfsfAmGO0kOawe4/N7v/WuYqtMBfuxj6p9kiPZSJmze/LkBpmRtBGiyXlY5MTOvjOwYKRJAG0714bH/BYJ0gZnruuBM4LaasnTW+ROQ/cEf/EEQFv54XoIp9VCG7QwVCtK0cJjP2m1/1RVeoOT5ySL95//8n2Cd9gbwMdyo+H3hooWU7lkRuMGqMDJOAqt//s9/J44tdpAg8TqNYvXgrWkI0r/9keTZQGk46xeGRUfxXVo3eO0CQ0v5eWveQXi1tIj4/jPxD/bqjAFWGQ4sdwOT/hXM5oYjDB/4cCf7b/7NvwnkLHiRKvSC9NMwdnwcbYMicxvBv2W2RKebXtqUdiF8dEf7N9QS9LOK8LxhemPYUKLRyHYAjSqU+xaCvdLgbHom4Fe+/OWIUd+PRYRo2JttLPnrZCiKeo1Nl0yVaDdnsuQsyBBKq/+JQeA08GaWwx/sJrzdn9IwMMSYESYg+we37ReffcpCfWkBuqEmipK6Fo7wniw2LWbs85xYCbQmXyoBwwxwaGQITe7scrtO/9jZv7/BDFvclryTL7QPBfMWS1CwTgIiRe/VEdaQypdNLVFOXMvkhRTnM33nWYKk6e0w2R3KXWrxxPTnpx/XBSM+nxmrN9ubZKkyzBCMuMzbLjl7ScYvTBPJ8mtgUZ/D4jV3NpMjAPm5Z1+ERj+QLr7wAlgh7Q5kCXM/t2iyYS39kcbU49E+jewc3TG6g8whrGLy95xL1qpsh6LRYgHlvTUsxAqgLW0SDKWLttobAJXZlbayi7LhppL1jH8FWIQTmyqBLeHmLptoYV+XbcIQMjHFdYfdQj/PHx9Ll114RVo8h/mjm9pyGJQ+/fgjgKHFaQlliw4d35e60ExdfduVaaRuPD1599Np/7adURD2hiuvD4Fr576T1M3rSb01J9OlaDn6KEi9BVHs4Zf3EArcn1bjdD27tp2MwLq0cv6KdKbfMDSCfwDe+Ai92HCedxTzWwrtBNtnoe5Kz9GF2OzDccKR2F7sZcPYiDeZ+j6ZJPVIBRea+178nwAdFk3NUNHGOfgt7tDtXiY19xxBU2Vks03pfcoxGYDKxAI/6XfZ2oTrzhCmVG9lxqgvTbBDCrNXb3EAukBChSRAZ3aMdelDzWhhqjXX9assm4WwfRQ2qs6i6fQT778hS7VmEZYhFFhf2zopiK/Up072Le69haFN8LDhzlAMvBsdFxYiKyygnp3vc6F6bRw0Ypkhwzt9bJ7v91LnwKFz4ovhrSEKvnfGeQafJysVGzDaWX89SzP5/kg4Bnhqckx/NInEWKJjI7RshjTRV+rcX8mGxfsb2ZfTNoVeUlxz3Or8X6m9m2Kxc7Z22R2E3Tl9J88x5z78fsFJWZu3fF3j3/LheuhYvv3221Pifz4isYR18E6qmUx/lGu5gMxHGSXye8zE0z+yfBg2vo66veX7BFA+BEPlQ+H81PtH0saNU+clEPO4RqRcZzduvJ2fqbNx/S+vqxSeu3Z7Hv7Yl+ax8REolg9BlZmD5aO0X5gejlT7aMm98mHpnenvL0mWsxrmLfhjxgArxmyx4JQW+DaQhoTR4QKUZGFlxEWJ2ZYPwZJMkw9fN/xnzLT82xvsewRL5cP3lTHl6ceZfs1+5vs9ZLtKDw7Pr/Ta8jOlULf09prSkjnXlIMk70h+6h/lIu+kCUV+aO9hSma8xIUOs+uYTwYWGZlRBbW82u+DsH4SG6Pk6KfBpeibLFju3HWclsF0R6aeJJfW/el5aHVq+RBBcJSTif2tTAQ6M/VsMEBtEChzWMiBOlHO5oUXnkobb7kkLVnITn78EIugpWPcRBSCXVbWWsCPjJ6Lhun2Q4TSnNTDS0yNUDTR9xkDBeOQhezFBsXQLn3JZb4OwbAsld9httkoC32pPYqx76Gt+6cGyu/TXZrFF897QjmAlHocnDknqA/YkkbKIB1If/lfvpDONMCE1WcWdIASOWf6JkJPN0R4qgGbhvu+dW968PEnUwsazs5Dx2kjPHtewWsHlmoANqKKkNc4c9AEC/xT9+GNx3DXDLTVnT//vfrsK9mgUXAO+zRqQW+EzjJ9hjJHKqmTpu0pur1KGRpNPNFeVZne7ziCeGggNFxJmtnuXXsZYzn0MW74M9jT144vgdRwWGOc3S8zcZUHpiyItRv1kqrm+NMfkdFLG1o42jfHN/DhmN/C18uae2UNzwIGlAyYDArv90dbBgXsjp8m9FVuTjyWG2hDgy6+TQJxEhQEzLJAamkHevBBg3VuqCXDzr5ZZAOOsSA7DmupElHfQqiV8z9KtOJY17G0nHp4TTClrgdWYJP9sh+VPmBv+Qg15Mn17Nm9J853zbLVwa6OswHxeo14uBk1GWYcHZBStyr6bg2lhnzOEGK0XAwM/o/zHifMOi5DW9vGUxYmz2dd4Mhpq0cxubp5KcZVcF2TcoHgaidFALGBCiuX19p2xD0NRi2zmeXaG/U2C9uh0qqitCFShmF5orL6SRkGLN8ni+Pv4REXHlol0ZCfKyVAeW7IUoGYYwnB+r3VHFvT2dASFkajWQc4VTN4OuDx+0otpzrs0ExxLf5enoM4w8+EK72sL/20LAdUasZ8r2NEvWGZbOd7oz4j7/cYea33vrrGZYxSRrDK63jL+1pxwBkDLIdseVNstHPFcCUCjAZxVzPtJsQUwd+l2aivR0zcnU108JxlVN6M8ub6uZKZKl8rj+33l52nbKzy3/J7SifZEkR5vLKjlMctv7sEWOXrU/Hvt6vpf0THdeI1DdrsL8NUdL6dm19Cf3CIE6CgKzRqla7Wsg1OFDFkf7oAyBQyLKeuLHoXONSws+yB6ThFqvwivJF+2h7u6s36LD34vcLIATWW6aSjAzaQcRYT1iyudYxU8kNYE6xeuYBCy5bkOU7zsPhFgRRHscDMHTrjruwX3HfneTPGwvspJmkXukz2lQtGjONi8chjunwtl8GQytciw4VeNsMJrZ96h+ojW1hI6/Va45RNdiiP6cLPKhXzg8BKP7PqRgJw1UN4+5xKl197NRYac9OmRzYRQqNuJrq5Sy+8NK296qL09EOPpCO7DlMaqSXbSyisJxv0huuvgck6lhbP537DQD37+GPpFHqblo62dONtN6Z5+JJ5ITs2b0kvPP4UxyVxAR+r7hPd6Zobrw/N0dNPPRXCcgGEIPH6G28OpurFp19KPQi5Kyv6YHIcT+iHCNPKtQnOwidLCxAWx87jJ9NhGPpLyFQsGfOYkyIUfnaWnC0imzgdYJUwTBImjFLjicw2jXFuZ92XYKIKxqMEAN7xsJAACBWGu+XQNryvxUrM67JZXOc4T5yiXJKAuUmwroUGz1ur0AhC2HnAVmqJYzKHmiTDvv3dAC9MRYOpq8v6PWeSETRZlkYT9M2iODqIPh04egBx+7E0Z/HsMF6VvTI5RQNQ+1OwJ4WG6a0eqzKknWy6O48cp5wTpXvsayQBjGCga31pLUSMb49iNzJGaLU+Yt1F+qDh+ahakRd670OYjYqRwoVc3WC27yibX7iUiz3nWXVq/JTqRds/z7dmzAplc5n4XHkDaJDDt+c0RACEksEUREdmI99brKWud24mbUvvmc8LrrIW8myNseO2zBAsgZRfV671pV6qXL9LkFRGfML3jkSiCDMWZXdkccvvKddTryHuMw+BWLjMy3ID/ARpJXAK7azvdT4pcEQJKG2pkrkt1/oAUzKeBZCaikRlIDX5/V53gTPiXhTfE/ekAF1vdX/zeDMGWLl2VtFJOKGO9o4wMxNxqo/ypwQpZe2f8mKnC+L9XWA1HUx5VJ83vupDh1pvmO+RCtQBtsyCkOIsH9PNRMvnSuBWdpIS+NmJ9O7wOD4npelzWzFjc6e2aPGiYLvK7/mfoQ5htIkTgEJoFkwtEHo7jyFuf5rSZH3cfQTPeD1V8K9aAy0Qpt/nt6PDvR3HnL7oZ/m382K+HrMSB0xrxvNrFWHrSUXq23Eib8Mxa2LnLBPnpKVrvboy4RKTsSCIsSiosVyGLFE3QOMoovMrL1vCxAXoqEW8jUO2rFKV7vHopFxUDBdVE9rQGkBrCv+1rwTI5nfrBsYYmBz0+Zdy8Yg2LxGArBNMk6F8RfJjo4OxQMkw6yOl/UdjY1e6YI2uy4Xg2qU9DpYTECphq4bRNLXNaU+rLiQzGABz7PiBdNW7b0yzcAPfu3NfOnIQzc7s5nTJzVemZdesScfx+drPvHPh2ksQXJMxhWv3BHGdm963MR3efzj1Apj6EZhbc9S6crVNdWkVJYGG9Kgi/evad96IyfFh5rI5kU14koV3HgWtGzta0pwj+wCoC0K/Y/3SNjISNdpcNLiU8FYXBp2z8T2bhz9WZTq0uzOdOtqVRi3w7CbGJZLF+uChvUgSTgHs52VNp4yRAvdYlc/pLL4s0Cnn2Dx0C67Lhbd45EYLPdB0HixjEv8vPxthWsc976sBAAp+I9QbNhO2fZGAEO9U32Z1Aq+1M5b1VtrT0zTENwbgGOzDD4uRpe6qFv+00BMZ6oHxGoIJtLxSK1IDNXbeYVmhXvRafcgRZs+lcDTZmIdPHiM5oROPuCWpYx4O4tGnCb0CvANcqY8UKJxL470F48r2H+jrSvt27kZTNyvCTKMDJgQAg5j/dHqD3AQDTkQVhjGZV7Yunt8I2jQzMcO1PUKZOfEgF+22WDoaREKgQIy4Y4F1Qys5BaCmLqFUoNlKWfvp/wunBG9upHy4iXq9IGnJWJWAqTx2+fd0cBOWHQJyE0+ibac6XpAgBTOU+1ROBigJjvK9JaES438aK1QyXvE+j8XruUxO/o5Y9wsANP0WBntVnJf4oZTolHZOJfM6XRMd1Rjs2QVzFscTGPlPAegymzXFrpV4xLeWpYPi98lEq9web1d40O+aMcCabDAuwBPUyv6Xf/mXQ7juheh9pbpfKlxA5L8CGp9zB+vv3jh1V37eRjUrwcZ2YlYLpfhdfZSpkxHOQd3vc48/9niAMjVYHjscZnnNY5T+V37eXVZZDNrz9bvtMKUYTrD2hS98IQR5mpD63Q8//HBkKiqGN+3zi1/8Ymi2XjsDTu8iP2W/R0ek/AND1kl///bN9ErEr40dqaUNwWGIzAsLhXJX9lN2iXk5ygMuDzqmO3fFgJDOEydjgDWoL/opI+d0lK4/M5C6AMZmRLV1GNLtAAQ1AhRy2v4YOptRF0h3bLSBBap7e05Q+66FHWwPzwwAopw8YR0AWArFxy1NEowliwmZXmcso0JNOX3QitnxNTzm5OJfrPwlDR/+SCw2p9G1KKavQURvMffZiF5bEJT3EfpXaykwmcM8EOEKsoaj9h8LFCqW1IdtyCgO34KntVesAxXgqdN5BH8sFgesNSpmkVl8fJRMReaR+vG089VXUivFrNtXzk23fwzTQWwmBJgnuhHL15M6XjuaOpbO4bMUvp4NINCdvgk7CMJ7TbNbQxhzwtR1Mgcvv+0qxNxNqe9UL1YDw6mXMikrLlmTli5fhkFsG3PSUbIe+9Ki1UvTVXOvJy18S2oCtLrBnNU4D7uTrWnrN3aha0P+wCogqNeeY+/+I4C+iTRv7rzIaLb9IuMwLBpeO8Ci2sE5T5+vu8aCEAeYOkj+K7879KMB4nTiz75AGSxnnVV4iwVYz2+LXqBPG3UCe8l6dO5WZ6W7etRwBETJMkT5szAVzSFk76Pu2n5tMzID29/fzco0m7Cvr5vN20TqoB/2E8buOd6N5xXMKhUNYsHU70qGiH4Zm/EA3V5FqVv8wSchGT+TaLzPMrEe/8hB5nXOeS6GtZaqUqDuuDkDfSVzatHpQcLBguMzMlnWaNSF3xA3pqkDFjuO0HGudjDmmHFebWond4CqBAEuOX9tMjA0DtsN7kUeLtPyPmWdBK9RL9X/CWndBJsJn+t5KtI3U9VHySaVREUJlEpgYJ9yLJbAqwzxhd6yMAIujUKdB8NMtWCHAngF8M/AuwQofm95vAAKRdgv27QUcF92vThOyU6VBEoJXEKXNg0UxffItBU1EEtcUTJl5fdMB4u+53xO69kUNqsWSwBZHkciZrp4vWyrMlJWXusP1sPOHbzTtzpnH3HGAOvcE7Lwshf98qaX07vf8+4AQmYRKER74oknAjyZcaCHhq6qmqF5jK9R42jTy5uCrbJwo49HEb3bSbS5Fzh5E8xckE0SHAm63nPXe0KwrkhVgbw/gqoHH3gwXXnVlZH+qc5LWwazI/S20H/LzETfZ7qoAEsPLUV+AjbBoefoj+dolqFgS4BVwwAawe/kfwqgRbtH9XI8gna+/CJ1/wwPaoPRnDrmIhxEaKy2xxImuXbZeWb/H6wn/mg+pX2Ad2oa3RL7cv52gjxAPa45pMnr6TLiivLT8uA21LJAde5+NT3+0P1B91962dXp4qtuYFc9CnBB82CCAvf3FAzS7MHGtBAGaO3qZZhsPoQeppUf0uZ5r+GcWoTtmfuicK/hPATl9vMcCnOH35ea2dnndnQlLv61RxTNNplB6EJqCjyrwGzCzC7K6jMaWIiyw0beiGnMapKLSSlHjhyOcRoTnwtMgA0WoxoYMM7xDABrDqCoBv+kbsol9aNZOgULNQSYOcLGyvc0sVjXdzSkUz2dAJ7FqXVxO7UeR9O+g/vT4uWL08mhU6m+ryHtOLQrrZy3HIa2Md145628tiztPbQ/VTVioKkJKP+1zmvDimE8Hes9kZa1N6TqDvpHP5s/GJnTeEO1DPek1no2IfNb09Dp4bTkoqVp15b9aceBPWnh3Ja0oB+jxzmLU9MctFu2ozYgRZO5BG3dtYdMqzaypjpy6GsSPr12Qs7bg5k/xA6xdE/7UNaYqJ3JK7OLTQZYhux8q1YeeYcfhXbNzAREmYhwhoy47mPdsDgw3RZtjlCuGhu0eYR01H8JrgRR0Rf47BD6Ko1F1d/UYegbpZYIF+kz19XVCfDntUYY5PG+1Egodc7C2al9bkecX7AlwZzlGqUivwiDFrzNDz8DafviHM4Y4b4cP34CdhfrDs0lYSJHSLU8Q1i4F/PYOrzYxjFfHRmF6eQ+Dp4mLZVNyKHTPTCbLQjYm1K/mwLsJAa0lKElR+kj9XUtANFa+pz3gjZAczhMBm4ToXozQg2Nxlw6Oed419Q8ClIAdAyDMmPZaprVVAyotHanAWf6/zGqQNS3Yog8L2fdxe3l/yQRfJQAooz2lOxS6fekL1mAXs94GsiZAmaeT9ZSlaxVCWxKTbSZePXcW4kRXyttDwTG9qvy4XeWocmcKJZfc51VW+06Xkp2/E5/95hZPtAS/UuBewmwvP/2O+cLj6GuuzQQdbNiF/T7bAvnF/HGEBvEY0ePxd9RGofPH8PA1I2BeGF6CDSG6fl2OTMcgtPH6uvDqzfBYJUxWL8/qDgWYwGVTJAXagP7Y/agDSaQ0fTL197znvcEiPFGupMVYAl6bBwzBn72Z382JmAbRiNSd4Z+3qran/3sZ+PzgiuPb4qnv1tE+r14dJReF6admqppKqlMluehO6wAy1qH9913X5yXQlVf81guCnZSMxo0LvV7S2fXXPQ4p+T+tD/sAGbK9HQeT1teeBrRLuFBuqgZdbPnLcKniV2GOwEGTUxsP/zs9iNssmLXPvmNeanKkwa1CelXBwH5FyCodbcz7O6r2PX8CE/yB/qqMovoEMCg8xgheNLJD28/kxbPbkiHTg2kVw+cTPMWr0qXXn4lzqFNOGgTmoPd0UBUF4bZZIFF8Vy+vV7fKywGcpkect9kmuQuYZCiVh3jdDZh/3KD4wmXVUty3cniUfweJAmfCcE1u1gLvbpI2uZmoFUSanFCDA0Izy8gG9jJ9DjaqKVLl8V3uogbSqqA8aokfK3jfp32DJSxOUHZpC5qVOqnVNukBQKhJEJTcxbA4OlvA/hq6WiFDVkcmwdZOHfn44pu+c+MSMHECHGfra9uTV293amXxXbVJevTdualUZID3vPOOwGsl6fZC+bCfHXi+dQYzMQZQkcXkElo4eMuFrkawpdjnGcXbuT1hBnX8toFK5ekUTJTLSUj/2D2rVl8cV2Go7jurdteSUuXLQgH+RE2N+GfFOTTa6fkIJXeRC+x/SOExL9lkeEpjiQfLBZkR0MAl8zvhvqHL8sbKc+c/wd8j5NBcfr46ThWLSHFkPexkA1atBnPp3rAg+J2+6QLqL5cvZgUG+arw8tKgbqLpF86xLUOa2JrpioAtralKi3ArLVxHgtpUG2E7lW1c5xYlA1Jew8LgHheeu9NtI1vzWAE1o374tpyCM3pXAyV67nHExYThwE+TU7Vdx96Gt3dDdhpHKBPDFGybUl69OGnWND7AVRN6UMf+SgldranLXg1aRmwYzslfujLlmhpBzSsX702PfjwQ+m6225ig3IqPXDvPelnNt6ETpCiw2bY0/8qI0szpxHk+RV2jUF5sHssnSQTcUhWDXuMRSRutNLPRwFpf/mnX0yPPfEs7Nlw+u3/72+HvYHXpCzgy2TJ+/j4xz6W6ykWzFMuw5R1R67X3rPSL7KMGtnuJTixz9UAwCIZSEV/nFpe9ywvp73Rb/zGP4zn/+qv/irGuaRI1jtlAFUCN//95je/GS7y1hQuH5bA0UH9V3/1V6MEjnOvc4TnqBWTNYF/nhJ5C2E2/+hzf0TNwYvje7SAcO3WksFjWmZPzCB5YsKS0oB9e8kYRhLhGi4WsDaizgK+z7J74g9rG2uI+xu/+ZthPv6jfsycweLGlVRleZIClz/98z9Nn/75Tyf9qkS9AheR6d133x2MlJb2XrChPT2q1Gr50OJfC4YRJsZZ1HmbSyP4uuyR6ZmGCfW5+qVf/KV4X+lI66QtCCrd4m1cP2PNIpkpwZcaLjuHDJWPEgDGzo3Py27pv6Ux2i/90i8FWFOzEy6vDvz4TM5geHPT3o/69s3s+2JHwX979uxOh8gwUx+gCWYDi2IThW8HmVwnYkc55X/104IrpzxwyjuVAVYUb+XX04jb+/BwcTLM+/qflivL93acUEEdYcEqsh8nRlnQBk+mbc/dn46dpjREz1g6tOsliiWfwlzwQ2mYsOD/+Ouvp107nk4bLiQ8Nrogzab8UAclgRg19PFcrkZBr7Un4SIihCrrMAFTUXpfxi626Fols/IaUtyF2IwfQ0iMeVkJQUZAB1kSGRAXXSds+lY9GxtvSA+T4yjlh6I0TCReWGIHk0vBCT5UR7fvTxsu25BWLVySnqS/TlBCp2NdR1pM2ZpTAIH5jfPTFgTvzzz3eHr3h9+fVs5djp8VEzaL5fhJzqMLu4Mj/enCJesiq23P8V3pwKuUR9m2H/1We+q7rDddjmZLcfYrj72cuvecShctvzB1Yc7a2wtg6tJUUi8xyrq0sAuG8RvgudQ5wfduBmycSZetWA8gJPS4sD3A2CgsaR0FqSsAm9ZPFKC4mTl48EC68dqrom1spzJE93qjdqYAKxbIaQcRCAcINgxse8f8lcXZbpmw+eQcvA/KAEo7hmk3mLYYQ6Q+rM4qfMus68lmBHBguRw3042Ajag3GDOibMNgMAZ1AM6aBjPHMkPWz+atH/ZPLVwvDODiJa1p7cWrELlT4gwwVksoLQLZUbcyh0sj5JihW4S4czvMtDVefw4smZmD+w+Eee5yPJD6eykQPkzbMM+f7BtJm3cdSZ3jLwQTd9vtt6a9mNGeHqxJN9763pC1VNRrPLstbaXE0tpLT6ZX9hxJTR2LAeuVaR+1Gw8e6kqdXYRQ69qQmwBKXtnLRv+ytD5yKfN1nXUtXLMcWBcg5YsPPJOePdgDA12ZFrdWp793x2XphkWzU/fg0fTnf/mFdNOtd8CYjQUQOUoU5zHMO43EuLYJPszU/+QnPxkZ+fdgBqrMRcNRwZFrpMDE9xmZ+fCHPxygxQiQBZlldASMj3NMyQUtDDT6/A41C7VekP1zHd9EhEoTT2sZCnb83bXWdd15wqiR99HI1ec///kgXYw8WX9QIsPnPbdPfepTobtSkqMnlnUUy6LLslQSI3/1xb9Kd/XeFUzoXGqDWjfREj8SLK7RbuI8b62fXP89b4/rcSwMrRZVXKHXlddlkedPfOLj1Dl8KSrCGOkSdP4oHzMHWGVsvEDLghHBzGWXXhY3bvESOh07BQGToTh3wt6Ij3/844EkpfkmwwNcoZ4bixctDrPR5W3LC91Tis8FtV1kHOj024m2I9yB2VGWMdZSkNfMbtbv9Ry84fpc+ZDZKunG8ng5O2o0WDRdZgVahgbdBXySAtQi3UMFAMxi3LMzfX6UN+at/C53JyPDfWnr5k3oZI5nESpTdAceWNXViDOZocN7xUmY5wse6608hR/RsTJ4in26uz36w85XNqc5sCAa8WWPpp+ehxPXEABrIb5Pl7Fw7XrqbtZMJmQy8xbJ4iAK340+KPUcSLPrh9MLW16mHt+D7DApLnzmaDpxZGtaCuPzzo3vSWvXXBwmsuOUz6lBLlKhrTahYbN4IsQQdfBy2O7cx3RftOnAy5T6oN0FS/qnRagn27mMowvz9doaBMQwCYcOHYgN2HIMBA1J6YCuLUO1oQYWkVa9tFjwnv3uQ+n0LnSdaKd27tse+sBTr55Mw12wIT1n0lN/+yhFs/vZxZ5O937+m2l2y1wK8bJgnehJB9rJJuw/lSAnUjsVAkb62DCwkLefIYSnRcTJM+nprz1G+Zsm9EaEH9kg6ujfu6+T8N444K+XJbE2DfZiC8F5z0Gr00O7n6Gthgi3jHIdCrp3EW4eG+1M7cw5Z4bqYDtgBLFNqOWnRmsHWvLwPlzx0V+tXrU62kh2IRieIhH/vDB/hixWsIfFTSq5MP8WXE1P6vdeykwOW7BYjaXJevQZQVY4eanDC88nABOs4ShtYsKDg0d20sQFGUh98hqYhwVdgkS9sAznBOvYSOkSsgODIYMJMdHAWnGDaK4qKaa+4oLlad6SeeiZLCiuKSchQZ3dYRoldtQQGk7KMCRnrsrw/DCRg2hlDuB8r0RlAF+vywAZdnA30OPYxY5WNaS9hKy37j2Wjg5WpI9/8mNp0YoN6aVX96Xdh7tTy9YD6YbrSACiP3R2UfKlqSNt382GHQ3j/IVLAWoj6eEHHmfzMiv9OuzIwdN96eCpobTmoqvQRrKDYV4dJTRq9qb3PNsq5kQVi0qPEgbfyrr2DACrCjf5U7TdHsKzG7j2eoDE7EVz03fv+076zK/+WroG8PHNb3wzvfD8C+F67jro2mXhYhOzdGzfDNh6isxXAZbr7h3U31UGINix7q9khwBMjbHAzLVSgLLpxZdYu5cEaPE5dcuu666FgzDOv//7vx+MkeurYEcSRNNRAYxrtMRJ6eRehg9ljHft3pW+CnNlPWCfdw0WG+g073kIsNx8CcI6OYbPC2gN9anZ9FwEa56X5ylJI/tZMnF2f7GB1yqj5vUZuRLAlWamAsT3ve99UTnC4zvXYVv3I31QtSPHvmNhith81rLkgVuibwuN5tTL8mFDP/rIowGSpAZlkW695dYYQDa+MdflK5anPwbVbtnySnrv+94bO90dO7ZHQ33jb78RaFL/mZfxZDpBI1vGZt++vdEYzezYnbC9ScfoRBcT/rPB/c6toGa//4HvPUDjUX6HjiBoMiTozupGkLafFfmXD2/UA6Bgi73a4QR+dpT/+B//Y7qYm22H1Dp/N2AwPxAvYl9gDP+sHYiTW/lTLNdBvQcAzZ8rP+/v4Yw+/elzby/HivTraP/8M6NHfKaoLzh5v4pfChDsqTjhWsj5+HHqQ219FWM8NDn529BDIPZEaOquNdzbdaUWekXMobzXZ0OSIsgQICZfV3F9Mzrpmb+pFIWWC8jrfTL3VQEifTRO1cAHzxjjYLLfygA0PNgEcDdscyYEQm/2cS4sm768lcea6Y3LADD3k9xv8p0svqNs+jicuUVkKTXOTkvXXJT2bX4inWZRYCVnpkHtg+nlLPyXmsgWbAZ4NY6gWUTcPcz9Pn26GzBWR129I4RIu9NHPvDRdPlll4QAXZsERe61eGI1EHYbMaxnn7EPyGgpzvWcGEOh9SmcEmMRFUDlEy4AlTYAlhGhuZ3AIrvNhTJWc9zYR9JeJtuuE6fSurXrEekjchdUyZiGxbahoYrUN0xFBcrRjI50pW0vPwvbgfSdyVCPoR07tsC/MUnzviOHTkWtv1pELscPHkqdZ46jXQEW4fY+ALga83O9o+nk0RN+OM3CP2scAb1gz4s5zPj2esNdXgsDzmDHZuqskfRhEkAt5VFkvgbQJh2noHfYdurPZB1Exxtt0YuGsY57cJCQbVM92XBnSDgYp3wM2WgRZofJOrz7AOapTYScFsWmLrRREUJ1TigyKKd1Gds72Bvb9ftqQ3KWbB4XUxmZpYVDZARGv8pMldHwnLGV/cbG+H4tSLUD0CizERDkwOkFXI7262ZueBD2ChA00K8fVvXkAumxBF79hEY1bmxsbWAOtyh41lONcK8ND47QFrJai1avSEsIpdbwviprIgraANmGcyfrmXJe1YiRcpgzZ67GaIi2EpjkTK9g7EK2kcdOmJLaCbXRKET3orKAgLxH/y5BvWWc1q5bH2V9BrHXqKjFgZ4kkZqqtshoHDKsrFFsA/MDY+JEVx+ZrOh1+K4B2uP4BAlYrFNKVra+siWczz32goVEVWC9brn1fWkWoOCv7n2IcWJIEDBuGqKzUPhYZcCaZyWTA6hbyrPDFr2vs3aqqjPCzDCmhkldberYAf1vv/3/Sfffc1/6l//qX6b3f+BDEdWRaTYM7nuMGKlNFkR4Pt5sJTdqla4ATP7DX//19LWvfS3WZZ+L+8nrRp0EHUaI7r/v/gA1v//vfj899shjUZz5E6yLt23cGBVY1FK7rmo0KkFimFAwpU5ZkOexdFKXFJFRkjETCAnydu7aSfiuO9bkMvLVQA1XI0aCQ4GS5yTY0gRaEkZiJts15MxH13uBk9chIeMd93vLbEMBm31DkCezZ1hQcGjY0ftldCuyPQtLpx9Gc/X9VozvN/NXV2k8aACJfq3ZX1VUXC8yCiaHch7OkynG/PUM4EUq0gFX7nqNk5YDwxMqUbC/b96yOcJUZmo4Pbz6yqvURPqLdPjAwdRNLN+H9vU2ntkX/cShNd5TqG5jP/7YE6Gr6OO9HsdQx949+yLrp55FIuoUxpWcCQp1GOGusWUf3mBv4N69e2JnZPzWMKIPPyf4st7S9ILP2WLCrpzlpGcFoJy0/CmedjBG5o6Ly+R2PysidOH2s+WkOF0sHK+Lyou1NVxUCoxU3tDpUMfnyr91D/a4ZuDXhH+OKeIulDytw3cxpDU+tJjxid2vpMM7d/Ci6b8i+ZbUiuh0mKyqURYA2xzNc3FdpWjcs84/uQB0FMYo/lVXEPkuk21TnvNb82/kFMUVT4nup3dlXgstCQslF828Bk3PTljwy31vYXd9eP+edApPqHbCNPoy9kXRZ6e6mT3yXSsa/ayPlIi4eDIWxfO+8Txf5PVE4ZHcWwW1sUhkxxsnBAslq3/Rt6eWBaaKZIt6Fu/quubUVwkj1FiVTjApGdNTW3dk+6vp0PNPpTs3rEg9F85ND79wiCw6ypW0LGTqPp02kx079pUvgKHvShsu3pCw/SH8NYd2kNlksWWiH4sVjnGlPibKqDgvZHAVfZbxMKTzO3/X81qUs7E1zdLSyNJ+6CJrXUP1O1zfGIzFq9QLHMGH7OILNsAidsAC6SouoOczYS4Pg0HCzPyrqGOImHzWGABHHyLeMoAf1pjMNal59YPRa9M4ANElKexEBCouqrB8RRJ3dFdb1oXz9ClE6LBNXlPUViyyn6K4UZndZIdhfbKEStYpCUhM+HBDmb29QjPitcoQCQDCq4m5geLA44bbXRhhNuatgkXHekwbjVdf3pxmNdWmeQva0MbBUnjN9s3cakWHmQ7cnXuzD1ZYAgiSAihNzQQ5nT9nmYVuahKI5TdZRidvTAQqGYCMMWbHDdUW48TMTefrCcZHTQNsDkingvBg96k+2DzDdwi1wQfdvYRKOV478o0aNmHjGtrSY8waHBzUV+1MaqHcTA2FzPX9cl5VVDyo/gqGsam9Nq1Ygx3DYkqkuP7zea1gRjl4hfee73V+jvJJZ0yMyN7l4YEV9TxN+EPMDNg4A3AZ4fkopO4cFOdiaR9sIvjuccrb2L6VaKiqyOyromrB6e5Tac8BwlRsrma1UVDccjfBpnIysFeWEtp3cCc6pvekk92DaRNr2dy2ljRMCPGqyzeka6+6AvPamvTQA/dzH2vS2pWL0xMPfzddRdmp9tZapBaHCKV1pOtvujjt2LUpHdj1MtYPi9MxioKPLW4rAKSbmVya6AzO/lWV9A+u1X6sy/1li2BlCDHX8T1tTdVpaZ0qyZT2HT6W/vBzX0g3XkNCC5EWiQLZI0vF2cauWaXmWfB0L/pi1y41cj6vYa7MnSE2M+bLjPvm5qb43fXRSM/adWvjfV/64pdCPmIJoRdhtI4iFFfK4/1QnlOulW2wdYrHZZkEWhIUblz8TtdoGSSBllEhGW3XfwFRaRjqvx7LYwqIXGO1l1FXbSh6zeo1uXC0lQs4nljg9ttvD6bOh6TLk5TB89z9jAylIcJSayXgE9zJGvfDWvrdhkM9H5ky/35rHnk7PLUavT7EoreVO/pS+Oi/eSDnQ0y9Pp3JCVBVpmuW60zE1Ke+TGapfGTvK7x6GJQTlFVwErvjne8K2vNxSl34PWvwyfnghz4YpXAOHTqMmO8r6TgV1/Xt8eZsvO12vFV604MPPZBj+HyqHm2A2UwuVqHroNFH2EGKgs9ingIg5kXB65ry0Mp/TwdXMVnJgMR7S2iUr8RO51rkIuJPOWnGrtM5f/I/d14uBbk94kh+rmieWLOKu1Selq/NZPHPU2cGGHGMQu0apogsgiMwEXW0mfS0TsRjZDvtfum51I/Bn5oXgaipyLMJH5k9E+n91u5yoVT4GhqtchFwxSquKkJAU4vC2Z3srem6Zx+l7Evn68DTXhNoqHOxILACa/UnXOPWl16gbtxgWrx0MQs791zNj+99/fFw1tdnncsUvIubWD4EVcXveVHLGpKZPM5ut9y/bNpYTKN9ZZPsYE7EJGNY/JZsuxYztJgkmtkJdls4vZ/affT5FtadniN7EDbWpqtWzEsHdjemXYQwqsYIRbB4OkYOoVP4xre+nZ585vlU2dCabrz+5nQ5E6yLMYVPIMSYoJ2ADCmpUXGRY8KVsRknTR8sEROehGUV7tVRNqTU9XjZfF6MWMHCHaFIGIy9vSfTwd6udOXaC7BrgLniIofN0rLItB+3f7ILbWpvShs/dFuqRgtYj7YFEioGwgB1BQVYNYO8n6LVPj1ieta0Zo5bYled1jW9E53dp0O3cuH6C8mk5Drsw3qBBRuXz33KSdVxihMSi/CwGV58Qeh3ijkjoG+Mbf8tIbrlXWQ/ZHwZY2ZBcu3VhH462QTu3n+QosIWnDXUYmaYYbcigy/G7vTOlC+iTNvP28QpnrOEZXkmzv3D5wRkk1Na9PjX9r/YKhW7ujCZlW0CNFYBVKsJy7qJMFzaT/tOjMq2kGMK0zHM/ZS5MQwTkI1FbxhGuBc7jDHaKVz62dVYIF1j2UEiCT14Xk3oRk+4tW1OC2VwSECw8QyPypDa/rklsv7K+TEMOwFa1v8r7ou+aBUmIdG3R0x6AMSNUnZokNDbUIRaG0lWsl17CfOdgg3qD0+yFrLdauk8lWgVdx9AK4X+cB7197znEzK+Wh9oz8BJdJ86ljqaK9P1l12AXUdfevq5F9JQ5+FUPXQ67d/6bJroOphuR7h+ZvBUWrVgVrpgYVtaiznq8jlNhLMJnfYeSRcsbWPs9KajezelW65aR6b8XemxB+5LDfSLCexRqmCTKzQojfGct1Rumlxbm7m2D998XboLI90KNHuymy2ygbTPgtnz0xWXXZGeBkyYbf8PNt4RoUFDaeqkBDiySAIN71U/P1oMlYWXZXHUUVkLUNZKlkk2yIiMNYIVfpvQ9dGPfiQAiKBI8fgtN9+a7kGk71p40403BWDSH1JR/SzYqds++5kAQJ6LDJGgxe9yXvD71EnLQIWbO/8uXbI0agjKbBnRMhqkXqq0jPAa3sO5mWV7+PCR0ESHlx5YoYXPGN40/PlP/sk/CZZuLnYn3/7OtwH97elDH/5QtIHn4fHzd1YSJn06rVy1Mmofy74JMpWHqFU7n9XDTObrH+Y91e4Ui/U5xm2uV8egDPo+swgFn1EM7B/067IxopjMYbZm7eo0Z+78dPsd72TyP4IWa2daf+EGOtSG9G0Wgk/+/KdCdHoQoLWKBjO0dxU04XFuQAVU/mnoXUWLiui285pCP2+G1KchxjNRkb0EhzM553L/Wk5g0yezcjL05NmPMMlSVzcLV52nbSkn+QKQZTgiwDJbwuM6ZWbwNDU9ZrDlwhDJNxkvzeiMvTPhvMxkaaaU/8Z+V2dcjiNLIMiQTm5kUukEpO5Bi0R8MHbiwg81N4sWLCwWG+vdcXYsFHXu9kOQWwKsmBGLR96FZxo/LwBTu+iZtPFb/J5AmnkBqXAHDDio5KeWxXEcZvPlTS+mOsDIEga/ZpdOsCUrNpMzyVqXHGp5zSNeyw9fj9aYEb6KANpke+YMr7xgxtjzetjZqxSpA1zog1U5BFDZ8UKa6O1Ma5csSAOnT4I+8MeKezWaVi2bm5bMb0aMfTi1A7YumD8nnR44BnNEVhg7w3pMIAVs+/acSNt2HCPEUJv2Hu1Ntf+gJa1igqqE7W2gXxstikWObL5oU2sF0lmq2PELvOq573qLqZuCOgjn6THZUhsA9tB+XGMtubicSlLzq1J7NdYRFGWuIpwpA65GyRWuirnA+n4VfOkwIc5q7BMM2bE7iNx13zZOyHCEQWKtO2sTBmwGoE2Htv4eWNRFNDZF2bNnFLPTyvbx1LAgS40nzHzyRc2fpOsjCYIF3hCRizx3YRRwHpmAnIahybAMKMFbng55WHA6368Y8/xE8XO9k/iHOtDpWM9pSsEMpMtvvDI2feETFvOpX1201zl9xXYfiezWzFyVs8mUGMk2yMDLVwVXeTZxCOSxmMso5UeWLOSTj984Wce+474GoO4Qzj5N1WlAt/0BGz27mGvMats0MnZcPGWeDOn0wZbIXqmhcxMsaLV+k+HCXjyvhrA5mEA7VwPzuHjpwtSKh9hEhdEJQYYnNZVF6b3yOGb55Yy0fL4yWG6C8nthroZ5Ho1S91AFgnTMYznNlrY5qbUNT8TOobRzv15UQ6kNbelC7Ds6KDU62HmCShV9gJ6LyAAlcxFgGH1Sjp85ULDVhuXCR+68OS3EV23BrNq0tO1a2J2q9PF3XUv0hIx2+nPz2Ol008Uror0aYJl+49Mf4j3NqaL7cLqYz21YPCu14TF3/YZlqaKxPc1pHE7vuOEi+hvAaqILoKLtgOCRcaLJL9cFp8OPmXyULcMuYgLWKgcU8920Jdpp99/4lV9GD/VBQBosKBUJZIskBQx7lQAm7rZsJPdGMkMAUbqyK3L/p//0n07W8DV0J6gVYLlOZmuDNrJl14aGWQDmcTfevpFIUQOhY60smBeKzD2ZXEN7fqesmZqsErBEtnBRleX9739/fI/9xXOVNfI1v8/jf+ITnwhWWBClFVNEHNz8QpL4unNJuMJrqQOYs+blr/3ar00yWrfcekt8rwzWlVdeEYWp7UvXXnsd31ULaCSzku8q7R1uv/32OAdBaen1NTlIfgS/VBOGz+tC8W9081i48rfLd5RQa2ph+EHOLFPuOkQberscZHuGgbueG3zLLTenfX9OGINGPwaSNevg2muvIe56VZoze07EZq8ma8FOdCEAbP3adenLf/PldB2AaxZo9lr+1eNEsLUNfZapsboXm4r9gz1iuio+mie7cjKLsAxzmywIFkWhVyoLfKpjKT+XF1ynNLJw8sw82c5Fc8eA8hWPde7aXK7p5TdPLubFWTnZZkgoRZ6/1d9HLFhneQuBhgseO9W9aK+O7dmVd5HsqHxnPQNklqn1LnKaVEYqkgWSDVVMbnrzt03/8lhcin1onjV/sCZ+qz4Vs1IRGqE/1XA/mggfH96zNR3YuS2toK80QI13qy1CjFvprp9FtmzfNzqNDLLe+DFj7Vy0mAtldknPOhrXE/4Kbxnd5w2h4PGCkLv7+O7Uf3Rr2v7846mZibtjHvYAZLTVBHUpKzDMbvwIoRtKf6DVGiGssgrdz+GekfTqIYw/FdTCOIXYnEm+CoBSCyOwiyLERwBql69YldKBE2ThYbNiNiltNGyFENqx1h2/NfX4vCBntAamhsmwTuClCaXvhTGoGCIdXpRhOI35otq1Wi8gWIKmQ2ihzgDqfE7qH021XkPE8GCLuIYWPjeH9H80VHxNqrS4MN81AnDsBmgOAPobOI8mUtidiVhvC8A7NSZjkxIsRZ6rZFd6K06lmg7OuZ4CxQqqfUU6pQA6trlWA6MW/xVYCVg0pjU866YlRlfuJdHSjgmPQtvpsp1f8D1RJjg0O4aDnMz3Yglwqqc3LVu1JsT8cW99u0yxockio3B6r7IpzCaLb4msXx85UDgJtvKZFH/LpOfjusnKnSj/4zyUDS5lEwO2RFWD2vBCs+gz96kIrxs7H4YhHMcHqwIt1BAZgBqIWtbIdiwZ+dD+FHpUF7DQwmjSCeodA2BZZ7EKP7MKSNA2PMIWr5jPqTL3wZBHUXH0TWNFxKO0v6kh/FfLoh39JgqBZyZXF/U6gPkE1iITHHAQ/d2rB4+nlw9h+ol/1NhxkhH4mKtT38QicjUoS9Q3nA70DKTmasAU4aFGYrWjtXPw4OKamfPcOFay4a1g7TG4UYuJ6Lrlc+hzgEuycGfDTI3AOs1f3gIYa4mxOA4TNm+OOlwSHEZPp3ULMR4lRDdB0evFgLFKGUA0g0v4fbSa57v2pw76b1MjerMKgBzQb4IMWUPIZqNqwFo5gXfWeENq5roMhY3RhmGIXKy5AudK+mM142fh0uVxP203AcL0R1mvL245H9avK+69m8wQy6HPhDXyp3y+9KlynfQR4UTYH49dGnWapVc+yoz68rnSR0rR+rkPwZHfKwg79zxlzsoNkK/bgz1W+V5/lzwvAVtoPwWj9LMyIlZKj8pz91r06MqXz5xUhP+mv+45lec+PbL2mpN/G5+QjJmEDw7GUnA9NajLxTtrR36YR7W7qaBMM9Mwl9pgs5obWRTzROb0XMfky+aBkAWZPHW4BvPcLIqEKmiTar7jtluC4rSgbcXEO+Lz2jyYKv3og98ji+qhvHRNhjnf7BmXy2nWik1fXqcW2szpOesKnmK3GL/z7klklCFPLpzhChB9PmusYrLOj7Owy7S/y+WjGHeTF1FOt+UuN0+iGajFjxOJmgvaqh6gMYD/zzbMRQdOU/Q29Bv5CHOh1EtPFOGJgExWbNR/iyuPS4xdfGZZojXixPPZ53OfapU329Jv1fvjitwR08ARaGBh3v7yS9gznErzKcthyCrqe01StW/8zR6zHBvnvvtccFbeoxmDNlu1SH4oW88hYCij2hWLMEsVi/cYi92ubS+nk/tegI3qZFGgltu+A2kY8bFsQ257xN5YApwAzLSCqE8g7h7BQDEvrGpZcpkUwURYgBmbYyOj+LudHXQDoaHDj29OL37x7jSO59EAxzgzpznVzmpIw6d6Us2pYQT0sit8FWLl2EP0W2Ca5QMt2BjMUzPsTUUXVRRcaBXRw4LUNtZjA9KcuslK2jtyd7y/rhmQ11ybulgAm2G36jn97rkV6aZf+2hahO7Fc4t2Z44YIyQqN6GGiKMGC+RrkxvC4qZ4OuFELWgwXMfEXIswsYvQznwMGkcrXeAAgHxeMf3UkGZUIjCuBBTI0o3DsAEBOIaCdvu5I6VktR2zWZEnnDIs5skoASgfkSjiZ3li+47dqXegKy1YRKkdy7+Ug9lrc3V/nY4SDusBubneYJ4EWn5XXGVORIgR7ILsvJK/37k0stMMu/m35z/JdjkXsmDTByzurVN/nE7MQWaRmgvClTO9ToCCB2BGXejU6pQ13mRWNa00TOiiJfgKI0n1XIZVMcXU2qKqAUaVsJvgqn0RjvsWxA7WyIxRS6KQCBDfm2ehKosr83xo67hvE95DX0PwfYo+dArbjho0dId6x9NWGFdSOdIERaMHAYJjoxYP1IndSVWQgvh+kJDZCML9Ku47u85jA5ibohmqRB93hrqItYAdZeQ1FhUnqUKPLwX9FrmZULPjmZmoEfeXfsRxRwmJaicSRePJIFXvGtnItNEZdgQycGZjTpDwEIyeoIDzF1JVEubIheXznRx1cxchQp7jej0Pul9Edux39hPJATdZ0cH0ElNfyHX6KBnasODgKOqxDPdmnWCxibcPFKyWg7U09yzLyEwmD/Ceku3KcpmsMSyd3oPdlUwojj0J3IoOny02MitdsrMlQ1T6cpUeWeW5l69LpHje022fSkuN8twFlTJg0zXdGXgVpaaK85huHlqeU3nNJaiazmxPDtgf0S/VAars9IYKY9NWMCOxA5picZx+3kzA7XznL80v3eLScNutN0Y65sEDu2GpZuW3s2udixP1dddcmdasXJYOEK+97JIL004M+1auXEXfrU4PPHAPuoa69Ku/8hmy/9alBx58kKwIDEehcIcY6CVrpab0hz3fvIBNAYjcrbkGQ3H8jFhLC7onF04tmb6clVdmArmzdXIZdWI1Y0YxeQG2AshMw3CTC/p0XHc2xovJuZywXZQjPOV3OHCLRdploJZBWkV7njxyIG198VmnML47f6HzRwAsdFoyVwqlI+srzisUEkVkwo6RF3G/1+hKXKXC60jr50A/MEv4FvVw2yPuNf0VEFEne8cOcw+lVFw9VmEKmUGn9fW8lJmzV5P3x15QsAXlWUcbMXDKzJQZw8xgET2eipncrjnrTv8kJjjCdZUArGYAynHKs5w4TqYQJUxqEfhaVHYMYNWP+/QZfJeqCeVpjliDzmeM+/ESVQyOHu7y7hOm6qeP+h3WS6tJrSyYLu7dOGyvpFTJ7e/ZmNYtWITrOf3iBMzAM9vRm8BcLF+Y1l9zc5q7Zmk6uXVneuWJr6fBHoTLs1vS6rvuRCdSn7Z847sUzD2WVlxzSdqwcWO4WQ9SBmXzw49gBfIqu0Y0JFdclRahvTp9+Gh68ivfTKcpV3TZO25NtYvnpr0PP5gWLlmVWgFZOzY/nypOo7dRX6OVgjtwWqSaxY2cLBMlJ0dhaIymVN95ynAjVfgzuVDp1m869ig6TzVElq2x30bR3ljac/tHu/OarwsWnC/MsNPSwIUwg6n83Q6B2MTEH4X39iRIKrYjLNQV/JixuH/nwdTeRKo99Q3LsRknG/c995Rpyr7cpQytxqYQfRsMhpshNwy5+C36SEDCOMc31BRsmYkGLlKMP9NWHOuyBLHhcyHiSGV2uH0n2Ej1V4IiX+UCDdGNc5xR9Fbh2E4/k8loBgjXWlYqWMGsTw1zSdpZcJWzszLDN4iNhXOutfxqCLu1zW1KC5YgQBY9x47GEJYJR5xXgM0MBjW4rNIvJGYRGVLHAvMm1zRMbb8dnd3pFSwUUhPWAVCqR6Auh2Gdxq1tCeDQaCJaUkaQ84gE1hpCWBxjCJf2IUKBrx7qsSel2tFuGK3hNLuRskXN2IG41jEuDG3KZgs8KwDnzo/C1gA5gj2d2GW9vPdRcsa+QhtLdhb9YdxwPucMhAug4RxULUMehYw5P13yI5tQc1PalN9dD4pK23bM3CcEzExQYfxb1jEMzJ7F/yVjlS+5WNm0HYqNk5+bclyKBK0YHDm0G4ljnGMJfHy9/Hv6774eLJIb6pjb8nflhK/8GVmvUmdVAiY3Pz7Kc5ycE8u+HscrmDXfKLAuk0yKf2N4uKmIdQwG0/5X/B6+fI7VsFnKJqXla+V3lecXQynm2DzO/PfHob3Kg9qyWXEiebIPcSq/DdNBzjihQ82OMWFkqOJtzkaU8SiRwYxXlsyuKI73aBZZvgURnn4qI7iwa8dv2uwwvfLTmIs+98Lz6Stf+Wr6J8SRL7hwXeysurq601e+/lVA2NxwfB2ic68jzXM7nx/oH0gnCHnY+ON8R0yqMTNOnfL3/e28u0pX7xLh+K/6DLIluOHsfaL2mLhEWawy+7CQMywYXjICLXYoOuUykM1yMp4ek78Doihn4fmVwveoDZaJr6nHuecff2cm0AlZsbHhmviMAzLalw5J/F/G4+COV9Npsumc1ELF4iTGzxyoYIWDhgNkSyAeYuL1apx8vL/lV+e+kXfPkTHpss1b/R4npTcTHpvh3Zjx2+xPUu3uNs0Wa6RdD2MWuIeMyQo8euYBJgx3uR4EyzDDDhHLpgtCAKCzF0TDqHlKKfqG93Dy7zc4de+PFgUREslAK9qP7xqhP9czWTWgmdqze0d64blnELXOTzddfyU6kv50kjDv4V3bzZ9SThZhuxHuZTMUf8vsuekwIOYg2YVV9DmS5RkfpHCjcaqnTtxcQM8pmK6q7uF0/dVr07s2XssiSs4SWUzVsEuNTPr6ol30vo+mLrbVmx59Nt2C0/nEU6+mbS9uSkvIZrrhZz+RxsjMO/j0JjKNjqcVgKjFjM1vfunL6ZYb70iX076Huk6m6z7wvtQwf3Z6/MXn07ve/d40F8uC4089mRZvvCXNv3h1euXkoXTBpdemoX1HU92Ol1LjANczImCUZbQ9zJ6E9qethgCbWRGYXcfP3XsIAmLnjyYs6uex/xllMa0QgALaxhH5hzre8eecFqAl36NSY6cnlOCj2nA/g9BF0zBhjNFyXnBfEdOJLHD2U4uzcVGIVHxlaOodaZ8dewGxVLSoJ6XwHGD+eqniedy6iRVYaZdAO5hhp40GYbwRxLLDciwYX1ZRukVWQ88pYq3BeE5UDBMal2VzwS4iDY5ZFyYoOpdfszbDRqLYlEUhXscyi/QguquhQcACi5+lZEpw5gKlUNpCzI3ICqznmS9JOwKzBhHEj5E12FGb2hc0Uzaolrp9lpLpjvtQgqxRwosK7M3eVOidPQ21LcjzjNor/7UF+qua02H+2jVwAga+j40s4bsqQoaAlRwOBUyqc4o5z7CvIMYb5FlxpcQPRxHC7z7ak7oRhlf0n0xLEd1fvIIMuBbDnlyz4y7cUWWM1T7KCmYtnlKWyRSv4jsFTBNm1oqyaXvn6ljI/c+50ExTdW6CNedjk4wMoUYSkTVABXaMN2LksukyYGUfrPTY0QZ5IqklfPjC5hewMvoa8ziGpnv2o8PCz45yc2YAmr1v9RPBhhYGVkPRosCMQX2u1CH/Jt5chv5KcFL2u+nAZDqgiTs6DQTlbGbXh+zy7v0q6xD+yZ/8SWi2FJKXZZlihJXAr5gCp/f16a+VgGf6OfmR8vlzj1P6WU5/TznLlsc4F0Sde+w3mJXftpchODO4sn+665kgpFBB+EBqMvsHuMvIs4xAYnLGiUF2XlTyOicbX2AzSoCn/+e//lH66t0PMCGdCI2EtaEef/rF9MyL/yQGd7/WDXSg3/rf/3lMUkOmgmrYx2QQu9YzX0yzAFr1TAh6aAXzFu7rdl7oaD19NNib6TmWs26cfbErLYBlsY+1CzKwOLaTQaD9nJGXKfC82xAh5eGSF4Qa0tDNjpL1GmMCcxfnLnv6xDvFExa75BncbifkaEkHRVCQ7qysOWjqvjeL70J0+jwhU/n/KstfIPyHNAgqapb14zh/d+1OWuoTxvjxGuN8zCQs8aVX6eIi+yYwcOKIxSXe/mN9BEhx2RNkudgxIRzYvg2/qIOpY9kiJv7WCN2MK/Dxzp7DgHy/k898R7G9iFUp78Qi23JSrByr7oy7WZxDoL1o5LjhsVCYECETyr06iHnoUwAS5Ugb74A1ohAxTpCp5wQbkAilaKWS7VGqCAO3UrC7C6HyAfSLPQCsRuoBzuW6119wYTqNeechihj3k+GlELm9Y1a6cN1Kxg0hFXQz4yymA4TQOhnuS0g8aSWk+p27v5J27d2eBtjwjJEgUTmnI61AD3kcbdEZDBVlPVpb2lIbpqEn8NsaHaRfEc45tpc2n7Mwzafc1Te+8430Kv52N7zz3WkU3UUVYfwGjsPqnZqXLkkteLDtefJF8i4Qz2t4xThJaLxK1lxeguBmsFixGAbSzTYbGerncRp6OtovyrvAYOlvdZT2k00CcqdB3MnNpm2EZVPU7biLnuBtK/B2BP+CpRDUqIl0k+Rb3RDmN5ff6xvPzkLNjLBspiLbzuMnsX3Zk975jp9BN8Y8qgvqTB6xtuYxHQq9IqwwJriaABRQVLq2HvNUwmQHu/A1Ys5sqm/FAXwhoVaYp6HO0P3UcC+rOaFye5QtdPIcUWorQ27Js4qw6xXnYzkxSDi6mmQGBc6yV7HIyehZ7JjwmW3STM0+WTO9BwVnwyQSDFNvEPvVtJCx1oF+abiyHzIGL7ZRHN0BZk43NYbo3AhqTAr418+pEqamlFd4qbEh1kEeMHIK48/DgO7TZwgJAjAraihazkkHMHGuig1OBqPWUiTWG3dI2Gv4NhZX7nUvIb3W1sq0EHuD5cvmAVIAvJyfIegastn1OxslUy7or6JD5BBsMatE9pHzXrkeFD1v2hxSzj8C78jiliEkK9Mw4hj9WXsYmeYqmLdKPNaqNXYt2Lf82Tx/CYoDn3C/MGJI993/vdTDmNr0HEbYWLRcg4jb7D0tGwQ3f/zHfxxgWFNN/aoUdQuwtFewiopCdAXlAiNd2PXR0lNq8+bNYU6qSFz/KLMHBTCajwqkw9KBc78d8mM7buyvEglQQK6o/UGiRdogaBj8EtYHOrtrufC/Hq/fAtXG+jNWEjQQ9lIoTNbGnNXrcCmm8xX+MWeY1EuB9FmHy+vWjB7R8Z1InDApnXGSNNO6RWRpMLqa6cxZLJl3h7MWkJnBe8cAVjWKKjmXWO4iAygXFRWY9bKLaliwIgaV0y+0TJT/yDXWzrP6Tw6W6acc+4eYsOOnZK3ifDMl7OMMNPqsBRjnsTMdRyMg9W2IEJgSOyDNOv1XpsSBr8dYNQygu2MnkJCXRyiCAViOWeeVaac50+YULJl/UsUIVnTvJBC7bqcajt/GIruDEgG7Xn6eF4cnPcEC2OkETAaJE0IN4O+MNLhrjKnm7gFjUvb57ECcgxR+m+HkwrRQ9+VY8H68j7jvTtbcG6e/EZjMXUxEE9SoWr7sagxGuVdS94FxzY7T9HFm5yzzXeKgHKoRiMIIMWG6sJeebnlCnyk4ztoayxVF3/KooZcCUDDR9XLeetMoTm2nlmAfOpGW1nlpz75tTHZbIyRUCVthoohATe3JIMDp1U370T4NUvalPa1msVtOdmBDw6z0re89Q7jlJIsdmUaEgtatWY9J4jLGWT4PBY+DCMi76gjBsAgdJ3OjGhB2102fTMPHTqRN1GFbuXplqpnfll7Y+jIC+pWpH91VDfX72sgUO80i8o5P/1yqOt6TXiaUv+qKSwF5CI537k9rlq9Lbfh2VXX2Uhx5CaEaijbv3kcpizWMz8bUTYp9HWOk9LWV4VZzFWxLhE1ymCIKE0dqofdPNjVuhS8EyAwWK/prIsv4eDpJxtViJv5amEABghuOMsQXIbupj091hZgH8+IsSPP3kK/HrS30JsUMEVqbcq4ofwMcaKB6gJDoaXy/Fi1eCFAhnHVGlumNHwGDHE9cY5hShqbKkBli7eq2NF6/KG0+2JseeO6ldPg45Yb0euO+rea+vOOai9O6RQu5/yejnNIZ+sakDrUIyQU0DRbX+abQkdmfYb2qNFGdQCDe0BzhQcPpPtTtDZBY5HxqtQv1RjkEO5b6qQwxyAZucJTkIjRXyy7AULWeeotaeNTZlrCx4U0FsIVhmpxdDbO5wYxQm3E9w26CpPyvpcgPHT2dDh2T+WnhaZgTvKPc1OVjyMAZbsyq0IL/ildirAa4NFRckVoBZ5etX5zWzmtK7YC+Jjz/tK0Rx9jK6qp8BHOTu1McJ5KVinBt2dfOmjKiA2VNoI+MDfPaNsqmfogEDhNLzjCmNHKu49yr2PRHuKroLyUHXqa6eBzHQTVArLuvK70EsLrj9jvSycMn00kKVW/BR1LbAsGVwOYv/uIv0m/91m8F2LEkjADKh4BKcfi9994bRqSK8jUj9TmB1gHKBlniyvqMgibZMMXmWwBeelLZ/73HmyixY5kdrRO+9rWvx/dqWup3m4Wo4/sJTET/F8D6/mMbgJW9mmKNpzepybn0ymuZiFcCIixp4JaOzBNuylhkoJ39KAVu3/9rPHa5688d2TBZJM1zM0cj5i0F63jLFHI4MfG3C3qEFV0gWfEivKaephgYNZyb73GwlKanmgRaWqeAjmedWp6389CYnGhd4EqkUMaEygk0M8h5GDkAmLRnz1tGZpVARDzHOTlAAxiaYag+AqbHTBCzYSTSmAwrbD9G17BaBgGBE0x8qYConB6m6YPK0RtvyQv45MOwWHhVqb3In5cxC5DEZOkiLLV8GsfpFaT1Vy6Yw3sJQbG7laVSONoxj9CZvjSKLTNBHXR2hP3igl1cZEty3zDsGoZ5IQXlVQGGujMmlvO18xv2h7foDTaNC1sd7dlAXzh1YH/aSyYpdtFp2YplMWn0smmIsK2s0wzBVfQPGY3ivmcQJWNi+2ZErIO1fc/F680Qedkcc4pJCYBAmxuaMpTSSN20tbhgq+fZt/cQ/7K4EJMdw3qiApfsKheKajYe7prpdz2wTIswSbz1xqvS8gW1qYmOWV89no6d2JeGju6DIapIPbCn9eiCLrz4ahz8lxKGxAhYrQ/MMYgxjaFrrJ3XQZj+FH47p9Od60lxX9Kfnv72PWkdWb6z1qwmc6ohLehYCHCjykIrRpOUUPnLr/4Z/lkN6T3X3JYayeid2zY3VcnU9g6m9jVzOPfK1M01tKPHOnbsdDoydCrdcPvtaWDX0dRLIWVZ1AC9bOBGNZ8MVsJEBfoqy+0EWYoTgMhgOLwXkbBQgqSs2bC7mqSha/RRzAaXLF6SZs+lnA3zVaU+WswxhqZCvG4mV4R2in0U/07m48r+yovw/REOCWPdsx/BArkcB/0VozdrVbiOARJztlME2DltPiBXM88yWvdG3d3NbQTsZIcFlHGOgF8yzhral6YX9/WkP/zKQ2kz/zbjNL5+zarU2EId1r4T6f5nXk5NN12eLuhoDya60jkbdtI5V31l9OU473IaEUjKLNmWeFbhQ9bWjv1Af85ijbmVz+qDNIKWLZdmyeVOnDpt82GAV99gLzUGCb1deWGavbCFZNROJki2YcxBbpZrCIexcnAwAaMgjufVKBmmdLMjXFJroC1I3nYACEYJZfengR4+i+Zq1PBfmINa38lLCptZfrV/OF/lTU/IT8rdkKsHAnH2J/hXtaclDYR8u08Gu+c1B5hSu8T9qmGujBkuU2ihBYtQcIxPw5DFxBv/ZqnMFMLPfSAbemjy7FqJCQPaMjd9lgmQsAp5VOjPsi9W7kFF3CIa1E1FkeHqBpwkkuFuMyIb0k3XUaCY5wRH2g9ZU9A2LHVZgiPXw7LuruezDgZZQCR42o185l/8i38RzJUMlHX6LqEqijUENfvUuNP7etvGjcFkCdhksTTn1GfrHVQ4cW7qgH2OzSzv7SD0qIVDH+/9X4/v3wJRKicGXjGBjdCYDbM60vwF1I/SKFQAU3gunS+HcBKYzKClI6vAUJmULL9LRY8o6o21K+8cHd1hFaBXBh0pQjEc28/42bKUQgmSooq9r/H5mGydQPlsMGHTQUl5fudZYGOpi/DY5D4ohk3YSgQgK4CQB3QsskOpZOac04qgcx5xdZgsMyHVYKiHOgOzZjizlt8Hj3WmJ9GzNLbPSpfjKF7DZxQrO9mbDeJEFgV31SaEHwwsDOEugWTs4AWWvGbF+RAc8pyvm1puDMlUaQWqkWnC+enKXldL+A/QuvI9P5M+/c47OB8mERlCFt5RdnZjvLeRlP6mhjbGdhbguxiYIh9eUrHAcA2aTZIu7KJmto5mnQMUuz3dd4bQEJoNgYs7sxnc+7fzLdEn3A2jRdm3eztuynsCTM1joa2xVEp/yXJkoW2RwDeDU6JPCaq9tywCETEwbAKr6mRk9k4dDNAwi9AQE/SQx44FtxCGGprxywKb54Ug91smWz1tYDjcLcauEZ2D3l317ZgjtrZgzEn5FTyHdDofIOV/Di7KczFNPLrncLjouHBWAMBkCZahd1qDY3Yrnjut2LTXknGrcPnQqwfSBFlQdamVxY7SE+i0Llx/MeHheRQp7o4QHHns6LtcWPH6YTxqabGQ8IF9fte27WnV6gvSUhJMXrqPKg2cb+tlC9Icdtlp/uIA8U3U+1vGOZ+BVanpZKcskCMt+8LLLk3XY62y64UXU8/prnTVsuWUuYHd6T1OXbdZPLc99eNdVz+LPlvErsJ9nOZyw4UrVWQP+l9YCsR/xeIaICuzkrapIY1jx48R8uhM8xbOS3MAioIrmZYGFzsd/ou4WAYveZNVbnC8yQErOJYZY4rldRvPm4yzu0lk7ylD8NVJkOyn0UgxzrZj+NjIvVu4ZGEAtEkLhdfpbeUmz5fze50MBXlmDcL+MZa7hyrTE89vT/uP9KTapnmpvm1Ral+6NnW0ke05fDrtfeEh9Eadac0cxOXolUgHjA2GkQKJlbFgZDK8ymF/f88bwjOE+eYsnZtWX7wyHd56jFYnc43C185Ng7BU4xyrmrBuNRmCRjGGOG4fwvYhwpIdi2ali69akxavmpd6qc04SKberLlkhZvxKXBS06Qo2V9hRicAGNaErMTQVDbMslXBDCvwN1LCHKSMQt8t++sZ5rKom2gRca00igm99PvKoFFQrGY0C5/PANar/EFH2H36aDp+tDGtxHG9CaY1twl913WCsTYG4xsmqJxCNnqJUEBGoQF8YvLP92RyG5mBVqGayuuE/dKsXwEtDV5H9MBrG6/ivNw/uFHlnKxSGX3cDljcktLaJzO2fiWf578WwNUg1kMHkTpIbphYIHDSiPNpzDSbYeb/6I/+KF1//fVhRaAPpI/SNV3mys9oxCmIMvynhYFriL9HbcCwn2Az5JgwO48f5zTBkyDLsKNAegWGnrrAn+o8FWXqluMr6GfcuJz7KHVdPn9uYtD59IfT3z+5RLvuFfe6fH2SFDlnUT/f52cwsf/I3oIPltO1HUbNTc4+wR6NnYuNnsvWuKMzbh397JyHO8OZPgJgKaCPjlgNlUoaL52qxgklxJdF/Nybw83Pj5x94PtyxlDu/N4AKewqB3JMIB43Z2SU3xE99rVnfJ7npr9vGhdx1gCb9jFAik4gC9pq0pULKbrL76Nkbe3auoMxPJZW0AHbWfTUK216loVpy1NpAfHvS1tvYJE6Q222V8M12h1dG6G6RbBMR9BtnEJAfAZNxFJ2p60L58bOx/DfBBTvsR27cFHuS01WFF+9KlXAHqir6Tx5LGo+nu7sCqdcs0lGCZMtYDGuaFiauo5B42LoSkw17d21FSZjMC1Ys5xsn7mk+6ObgUZeNG8+hV6H0kFKDyl2ncN3L1y4mIHNrpRF9jSGlWwk02wWjVaubeuRwdR52kkMVu7HDa9ig6D/PP2TNPBDuzdjSXEk1c5V+L2ARVqDlSI2AgDLlML5kPdrejZAFiZIEMXnT1F4uPP4oShu3gqA2A+Ie5lEjOuvuTztp8zEiosuT/NghkzEMDvLcSEgEyzYf10kzERyxVM4WslOvw12bf+e7Tiv70oXUS/tMLXvFpLZJwtT6aTGBLd8EfcuykcMprnLLkgHjgKaMOasJPRkuY0aGJ4llGOZN7chDQEyutCdGB7ugkFqwcn62uuWpAdePpC66J9D3UfTts3PpBXzG9Nc+h2eCgFowsWfZJP9W15KF914PSwX2X8Y/27d9HyaTSj/4BNPpue/9DWYk7lpFtldXRyngWr3O7e+QAmc1YD5ifTMt/82dR3Zlw68gs8NfkEXX3lp6ieD9cm7748w5mgn4OogjBq2IXu+8q10bNOrRK770kk2Dr2seSTTpwbGjoC1j4V4kHE8FhsuSyfnjU/cNb3CaEtDZLaz4/4EIRQLwi+mz7pzzz5nZtHlkKJTRN5t8WxRkiXmhggzcXTJA7sIN8wFzm1OjQxxkeSQ7RMKYCKbou4nFnUZFI8q/1CV+ii5cmDvEawBYIixuYCPmVyWX2+OnJp5XIAN+8u0ZhuCSipftFLMeveOI+k4TMQSyqkM8t9w38m0bWdz2k7fbBzrSWe6RlMvfk+qvWoSJZXQo4kTwuohQoTZZ0oGPff8vFGT+lP7U4t1xoor8VFroRbfgf7UC4N0Gg+2fpIkGprrU2Ur96MKM1gz0QgpVgNWlq9ckJatbWOuaEBr1A2b0cmx8FVqmh+bzEialhUnNDcebrVuliPQG8lBbjCNDLp5FMSZxWeIUCBWiVlpBZ8zFG6EogarjZHwXivPPiuuAkBqHcEYO0Nf0CPNELPMJ54jhKp70iY0RPOqVqXVWI+oBVPPF/Iy5sN+wR+f0RporOgzsYMW6MSNtRyRkRcBkRY29AnlJyHl01JFQJTBuTKEYFf5+ChjydJTE/SPOrIWz0hSwCJHxVTXJxuB4w/RlfDPjzVXc2TVzrW8Zt3UDRvWAa72RiWChx9/Mur0/sZv/EZ6HpH7QWpwWkRZg1A1WWqrZLZ86PyuvkqApH+kYUCZL1mrC6ijaNhQ8fvq1avDhd33aiZqCNF5SgsFG+h6CkwfpIzdbua2y6ltqPeVui4F9YI4x5k/MS4KgDZdWF6SI9OzH4MAKTICy0y/EiCd+3yZFVgCxUlCxeiVa73fW0iAfpxZgq83rsvn7c7xewnanYiMUkcwUBYpXoytQgCgH+phA8fx9F0qFjqOK4CL8Etxs/Jb8mCK/X7sIvLvk7oqO7aMTr7D+bT8THxHPt+ZLaTl+15n0T2XBgsWiSzCUehltAFoKFMVmpMnsOTfu21nFE3dT2mWD//cx6lPtTNte+LBtKyV2DY+RUOE7CrQiG1+8P70EgLgFYSw7Mh9AKUHvvwlJhb2LoTvWtFBzCPEYVaKmoHDW19JD1GuoIbMlEE0U1feelu6/F0b0yvPP4MQcXtag3vty/fdGyxXW2tbevnZ59NHf+HTaffO3ekJTFt/8TO/kl55YVPa8ermdJKCpwsI/3747/+9tJcit/d++zvp7/38L6S9L7+annv08dTQ2pieg934yM/+Qpq7dEX67uc+R2gJT6MFs5kjr0hLllN0lIUjZx85EWYH6x/XI/aT3H+zGU+fpCLA7m10mEEIlkvS7PkLEeGG2TQdhwXZXXK2dJ7Bw8XHRVr2cDxte+GZtOW5J4MpWrAQfRNt0MgCcBKwfM+X/jzd9r6PpytvuTMtwftJ9tK26YY9WgJ4PYJ2wdp46hVCPAyIMGt2pJdwDwtB/eDpdGLHpvTUI49Se+yS9BQT6s9+9rPBTG3D760dt+L2uR1oodZTgmV36jywPdjEGnx9LDPSA1U/b9mFaage9pKySOoQG3GWbuZnfsPcNNS+PI1t2pH2HTlBqOGrAMW96cMf+EhaNm95GLNWc89rCDft2bstHek7jrcVXlVowWppuCE0fif37k4tHdZRG0xPPvVA6lezc/RUevXePTnVH4F9pd5YgLwdnXvTrkcxgmxi4QWMjaZ+shjr0lMvPUlICR8kmv/hb34Fu21cmucjqF3Ibp+yOk7qlZZeYTGL5BHYsRIXBTRSN8S407TQRcCST25g1IWcPE5VB0wZOwiRyfwG5x3aHhdvQW4uYJ5rleayuybQxOZOMByBJjdnPs+PujB+Sn1qYJFimsiMf+5DZbi5DJEfO3yCwvTHKWC7Hv0c9fFkcIrF4I06XEyxLuayYoVkQPsAw8BLOlrSzZeuSo+/sAX91RF0k3PTkR04pyusR0w+t26YuoCwoTHjmamXF/W44gipZUBz1jlrKxGAU9abqgDt1WnV5cvT/EXjqfvEQDrOxmzAhAnsQiyT4n1W2lBvSIrPNaD/qmwcAgsORdHjPpIwAqu6ZsBS+X43FW6c7aMjWKd0A64HYeZqWui3cW/oM+pRDce6xSfz7zSGa8c7ySQcxElctlBwaCZfqXvz1nJluZybwn2FCwIDJBDBgAp4ZPAGsMqoA+y2oek6lHoPDqZ1q5alFuKGJva4/hjK9fyscxgKAj9e7NcjqUfArTwmNGP0R4DcKBGXgmya1Ofl9ccG1lfMUD/sWMgriGygw6o2kSBIAllJIzFmc2dpRjCxAdCzz1ok0OAvt/Fn7kzf+PZX0h3vemd63wczeGrUVR39kwy6wEkG6Wd+5mcCHMlWCWYM6YWVgpEffxhwGzdujPeXNgclqCkNSWPNV7LD5rxksnJ0aSRAlSBMkPkuzsWs+D//8z9PN918czBnpW2CxxRUlRYeJUAK2U5x/LzRzHYSpfVDgKTCwd3nzwVr0z2tpgM0KzB43j/J4MrrmTLPeKMZ4G18/VwaPhr6bfy+H+bQIbjVKI0OWc/OxwY8uGMnoObZdPutG8OFeP/evehiTqRHv/2ttHD5snTx5Vemb/7VXwdbtG7jbelCdgRbEWLf9o53pdWXXpL2sCupYhF494fuSq3Ub6oKh/WsWWPblI6yYxmF8n0HZYXuu/+htJ1d2WU3XI0/2FZ0MGTYUJj1xK59af3K1amJ8CUuhwmlb3runnvT0sVLYS560s4nnk6X3Xgd5n3daee+3Wn06EmA206SB/C9YWfXQ7mi9QCqFWtXpq8B9sb7KRO8a3+aON2T3oPPWMuqJamCmlFjZuMNUoKH0CEl6sJ9e0aE0A/T6N/3s2EiEe7n+/BNO0DbuxzOX7SEndrs1Ee7RmZawVBMhene6IQQs3N/R2D8zEgN+K/+j/tSy2TTRSbOK08/mRbeeXs6hS3E3/yPP0iPfu+B9JGPfQxWak+6/577UgfWCLffcUd64O7vEqqsTVdcfU06wGsr16ygTt3i9N1vfgON3GIYid7UuBBN3OljqWZ4JT46sFP9XelvPvcHaRO+Ug3UDrzrYx9Kay+9MN16y8b07CMwDXu2sPNuiEzAnQc707WIieeTNTjefYQIEYkfZEmNcV9TQ0e6ZuWGdJTfd558mPvfn+594GFKUB1Jn/3sr6VLVq5PSy5blz7xT389ssyGJWcAPIahLZ9jHcAwKzUBxkQTxFuW1xoSsNI+wTyzXug/FoadLMLD2vywAKo/rBPdCnIFwKc7I3w6m2utGMoZtUMYU86jLdAjoAVTjoAWKzZfRbeaNhGEL1OEeLk36L4s3m69MRncdsBVsAMcPzQ5sjMRks1GiLFZiWWQhUySovDTUaOVt3blBg8GhGsvC9jHpu+NukoctSJ8+8xoXrx4PothdkGfad1LU/u1vDxDZpu/uxhbugijnLRydlM62FGTHjm1K83ieobwR1taQ5EWxm5Hc1267erL04a5rcGAZD2lpqssuLBT4Wc0fYDGTjoUl1maweJ2hnsUjANAZtY8QkOA+cXrF4Z2VPuBEGZHpMLFkJtL5GGMMOEAm4MzAA5Z80pA/QC2EQOMlzbtAdQGAvy7WaC7YMMEJzX0nQn65RHumYBj/vwOQtzqexWyA6qxYqiBeZkN+DtkNh6Ti7q0MKXUD6pgIUN3FZlHgBmsDwbo2wKiGhq7Ck6odqw3zaX8zS3rLk9rOvjs6b1p4Nheqny8kNrmLUpLmOfCyqLYawm2LKr+mnVHVgmgUa2diUXMR7VgwLKCa473Tu+bxbllxWrug7atbRPWCKEv8AtpeTSU3hOTiaq53xm953Cb9Sy9lg0wVvOpyNDRMfcs0NIEUDJiIrARpFh/UFBSGokKONRlTbc6kGnK+qnYqpzlqTV5IQUIKgGN7xcMeSxZJEHibKqqGFLUnkFQNz1EGNYzgtCCVfLf8E4rAJXHKsFTCb5KyUtpD1GyVOW5+72lGer0cGNEwKaBsjccnj/GN/xEAKwf4/W/6a+2i4YhnVSzcWucEPfDIlkodw10bn3HHGqQXU9pmt3pMNlgt90FOKEKeKtp6uxAnCzGmKDmwa4sv+iSCM52kVZ+kNIl91DIcv0NN6TLYagUBhhutJbcKRbz+YRnXJRnsQOrbaIcAYDiCsoJtTXPoi5jV+rDwbvjiusIu8BikOG4a9OW1EMW2Ac/9fPpyKZXUj3szZpLr0jbKfrcajoxqcTHd+9NywirVMAcnD54GG3ZcOo8dCCtWbYCXQahwAcfS6epBfkE1cwXnbgwXfSudyAmlyBhjwgbUWm9ipkSQm+6pWf2gcn6feyGjwCuevGCktqXvXL360anksnBR6ahZ3ZcJ2+ZkmaMFRtrRJJZUCtz5/3v6+mCIdxBUdb1ZHPVpltvf0d6FQbzxUfuTafQHFGKNn3irtthjL4J0zmSFnHfHv/u1wjbzUrb0CEd3EEKf9/p1FazJG3G32odi80s5thmVn+gEQzFK+nJe76VrrzxNo67Nz0AWF578YVkpy1NSyhvc5wQ5ajCeADWvs6B9My2g+m9772Z/kfWJItfHWzoIHX9JirZucJqLl+/LrXAgPScOh1Q4ij/DpJdalHNhhUUh11KKNKUdZi1CKlaeoL+EIyOAmCFyGiwEGXoUJnve9R3dD3X0kWNC2CW91REuQI/p2I3h1wMzTZSbNyw/hyAZwULbXxGMXDo/dDe0LAjUE6Z3Z56ZAJdDVDOPNO/6+Spk2n/wQNpGRsSw+E6jZdhh/i0i3KEyBxKhcObDEUJN5ykBWRau8D46KLvgqmeK/SH54FVpebn3EyJrLljHqDA8ygbosVkEIauy+O/MTrLF+rii0N58GsCQv6uEdyEzQNt1ojmswYvQAoc1wE82sdOIrEYT2sWrkm/8M7rU4fazpBZyOAb2gL8qnHSWsV2mNbvhRLqWdUTKlWQbXIeiuuntp5hMD3WqmGpQhcqmIGlyv9iwTAMyAB8TVgrLBgwzg3bDcH2Dlh7BfEyZ7I9LsRmxDYABNX3jRn+hEltZjysgg2vKL5/zLBiBXrJ2rZ0gD5dibmtXSOE/+FFlYOxEZywbW0jdaEWgcZeQsBVrQSAPmxG+nrqrC6hTaglkOqJINS0LkO/VE/I6ygb3aOE4hfC9s/KzJFhpwCixVcIQGWgzNIVlCj8F4zKaAUrNAX+M87L7WWigq8IUirpy1UUK5dx1bh2cu7xnMOoSPDtBpqxpJeDjyhHxbDj/tbBHLpxsPsEUOGYYfQJ6PAEop5fkfBVis9LoBLghrkrPMf8KQxCI8Rb/B3Z4FyzgEkQKSAO13aZXa+iCOcJjHx9iHFfAxj22HO513pjyT4pc5leQ9DPqX0s2Sp/L8GQwKisWViCqAhLOkl7+bKaoZ3O7LPnU/5dsmuCLvtUfE+xSTqftmums/zb/b6fCIA10zno7W6MmRzfDiZbojGnC8Q41PTxo+ou2gilIUzm91rA1IndO/EiopAoviEWoz7NrnPWPGLWdOqDpMrOZ1GoRd9yBo+ZwwcOUXl8BYLi1SGQzQNZwSdqAoBMD+7bTkbyKH2EbjZg+lhB2OUCajCiWCQk8xQ7wWoyAzGThImqYaF7/skn0mVXXJbaFs1Lm1mcZ5MFUskieZTdY8us1rAY6AS4rSOTpIfvOMZ5z+d8Dx/cn64ia0xh6zFCQ8sY5MvQhLWzKEYqcjDhTCahoyj39zNGLTNp4jf1Hr+5FtZjgDba+coWmLduynW0A0ZXMLHlna87QnU7Zg7FTmhGKMvwIAd3ATaJwomYa2+Aim8CdLnz1hOoloWqhYXjsos2BMm/d9++1It/1A3XXZ1+5vaN6ct/+RfQ7N1pDn1iLdo5057vIYXaKgaf+NjH0wKEyc8OPs4nFbkbyaT2HpmqXQhKh7i3h+krzQrfFyzGuwfNFqBu+56DAKFZ6dTJfo5LCLACBnMEP7ixWgAhRVgJMQw7+YGHqijbUY0my/uoh82Jg9QHRE/xrjthT2Er+wml1KIHcyKuNNOV6X+U+1qjMNx5H5Cv4eYY5WdGJ/BDwkRSysoMShtWpqsCfU017BPYgnAsLFcUc7b+ITt4qi9I54+xkB5JvehkxlLrrCWsJSwzADgLPlub0OCd9QdH0Hpm08g8KxSRrbz4uZ7Tz7sZA3sB03PQkCxDPO+kG2wR98MJPNuHuBgXMEkmK6+dRdan4ZMi+zWSI/i7SDBRo2NGYhaD58+cPT+Vfb58Ni8GPWR97dpxAGDblJYvX86iw8JhlYMZDo3gYfWKsl35nzoydWYThJusH7kG/eMlSApeIHVeQ9YK2nJUS42eo6ln3840h81anLA6JtopFkqBSPjeTV2/zaiuSG2TG0SBaYRL3XwEmFB6AbhyMebKRxS0DyB2N7HDVhUUR5Y2TvKMqeEiBBku5xpT0icGWIxbYFrmzp1HGTMSLBgz0ob2rwHAg/OIlQU8UZN74m5pbwPsGGVTMEhcfwTKcwz9XdgEGXoLYXjWNdqkYdVgNEHdk6FVjZdJ8GiG/V1NRuRF89vTbJI+ar0HsKMVVSOE9ucT4uzAp+xgOkw0oYuN0EL0qc3M2znslwF5PPxbzBuYLici5cSI/HKcQ9E3gqEqzisDl4JFNFmJLN3xeJH2juQM5TcUMiag66a3CpqyVN44v2uTpF9YP23eSx9QHmDilsJ02STDlZEc5fiWJWRuEdy7eQ+WSIBShAdlE8uiy5EhyDHKMKGbCJM5ynp/Ht+QrucYmwyrYgBkzE5son2aIQkGMJX14TF6SLwpSyr5WYGfui+/23YyxGiBas/LkKbv6WB9KcGTtYNllw1d2leHENN7Tc5N/u6PwLxkxdSbRf1Lrr+X766HIZ5uQPqmFo0f4ZvPD7Cmc59FR8pbhx/hmf3EfhUDyHh1UZ/Kgd4Dm9HChHSU4sKP3PdAupnFy4E2zKLSS1jEkF4H2RxtixelIQxUdxzYl6658iqQQW0aILVcP5GLrrg8XfeOjZRSZ0DJEPCoYwd27MghRM9H04Z1a9P2zZti0l1Byrs6nnE0OKb97mEn39AKS0bmZxdp9jsO7E211G/84Mabg3kYCvPRiXQS1uPIscPpOuo59qOv6GIQz50/N53kuSZKFL3jIx9Kjz34AAoGQiS9XQiqD5NdtCFdAXOFTTRVXJtwWa4MAfIIx8u1tcol8Mdzw9zFCrCOHNmfDuN+DqWYmggNzpWZQ7OmADkAVsFeZNXDzB4504bF2xp59P3O46cQF+8KXVcvlQVG1AwxcWpo+PLW7WknjstNLbNSDeHVYRcKFu7G9jkApDnc36tjQhBEf/0796Q9gKSleFKZYTdMZlM/CSXDZI2NoEPp5QsqAEp1ja3pMixTJli0mwDnEJOAkMp0IS7o7tZ7jh1IK5fjXXUcp+eVSzANnUtR6+OknjMBwzI0MUE2kEXpzrOttSZdgHB+2/Ob0nwA241XXR1MgDqYCEvoXk6zVJk1CvjuhSlphClSdDxO/yGRjfbMwOUMGYoxRQSAyRofSa6cDSgBZr/QYR99jaE/nap1Gcc/a4Kw1iCsTKWZYvok0SaRvu+iESFAbTAESZZwYu2HBbHiQIT/GGPupPfBDMu6rFqxEoCgQDoHwVyI3FkH++g5lLfZBbBYDOMEYx4r7B0USvPjp3IyT6ixXrePhH4lkJ64JIfxFdP3kgiya9cesrsa0abMYyEgzGotuRkOj/hGvQY9vfDUo80BP/WE7yBCuBet6f13fTStWrw2Pfzw/WTxHgS4sIjhzv+tb30jfZj+soS+FQbB3Mtcdod2DKF+9pkqH5H3JlDiK2thdyPrms/4UKeW9VqiNM1Eh+MnLxQCDMMzMiG5fqn3zkVa4bXGlWtIemgFFMiQaavjIq6WR5WVm8BAIpxbPUxnmO3Yh3KGAZccVRjpNx7b8kBm/GXrioiiBQiNO51ZOX+suTqB3QfAqplizcvJdrxyidYMvBtdGBAw11zlvIfZAQj+1yD+HkXfsJfkkn0AdW0HOrAYabQosWxVJGKZjW6msBuNgg1VQ2Rij4xLmJNOAa18XQLFzIJO8F0mtYzAElcBDGoJaWfML2ytQ5lYDZM9mLqDGc81z5dg8job8DzEhvff//6/Za4+nv7Pf/7P0ze+/rcYe76U/s9/+X+yoVgWY0Rg/B//43/MxqCcz5133on276I4p2CyOGetGf7f//f/De8qtVr/4T/8h7Bp8P1u9HSF15xUu4b77rsvwM4Fa9aEeN5wt38//vjjcUzDgpqRei81MP2bv/mbAEG/+7u/S8WVr6SHHnoo/dqv/VoYnwqoj5Goo1eXmYueh9/5gQ98IN1AhGbr1q3pz/7sz8IG4j3veQ/ZiZ1pE8f2nBTzK8pXW/ne9743Xt/HpvVP//RP4xw8X32/zMD2tbIM0GTn/gn75WyAFZqFQqF/1olO82f6CbuAH/XpmOkShngsHA7CKgTBK5jYtpFR9uhjjyI2XpIWMMlUQHGNPPFwuuee78AA16Vb3nVnqpg3Kw3vO5JaYC0WUCMvOHBDFQysrdu3wkL0pg0335BWXXp5LEoxpbDLsXTRK3RS6ebLERd2sJOFmogK7ab5DzCq56zleAjja/FDqqPI7SXUc2zzOXQPs9etTi8++Hg69cjDacG6NWkVr+3a9mpahhh3EazKJvRjC8laaTS1HHFux8qlgDwWKdiHnWSCDX77G2k1Oo/V86/J0R4m1OGKnmzwkme+H9vD6VawcQBw2wkgdBJubutIbbPRJpgFZEq9C2zh+B0AYYZnm0tH6a9TCftIpiWL0Re//NW0lBDd4kWL09INl6Y2TDvbF69Mj73waoQ/3vfOW1OdpZ+YnPow2bz+ne9P36Q4+X2PP5+uIaX6ysVr0oV4RjXMXpIWrb8inXppE47oeE7NW5naVlFwdv4KnM5PUw/wttSJo/Wjz77MsVrSLe/+mTRAW89fuip2/LOovblm2XxC01Xp5S3PpW2I5I91nQnwdAJ/KVQjaRb9yokeSjNA0VLMQe+68450yQVrCQ0vyGye+g1XhSJKMRK+QISnIgSRLVSKoAF9XqYIXYoeRmZTRaiCNvI9TuoC7gCzOcMqQC0/Ah/Bk4xHrxYMLA4NFogGoI5HYWfO0YXNDxe7c2GbYCnXvjQSZRguwTwcDXCwErAo8HJ3HPKW4p6WmUWxUw44OO2RqY/83qC0ckKM4G7IygeeZ4CnrN0qd5QlW5E/lkFl0ETxo16qIp3sPA3IOMAisYidN47hvo+LHwsadGYPzWcjjzvsvxX6TwDeCZURiteYtWPuLNpgJyaRCLMB5BOyf3WN6VW8twYpkbIRfeell67lngCw9DiDLTQgdYYw2vRkprieyQbjGw3pFOMi3Cn4K4TxsjZq6/i8NfY8OxNFbFuTOEZkOWBHZcVPEZpfBLCcTear4LAUMftdek/5ryyH9SbH1bC6zhT1WSPLUeE57xngPvRjM1KBwah1+2R8HMNx38LcM2vK4l8OWo0OrOnM6TSvoSqtmNuWVrORWNyMLx6ZttVstmTOLOisNU0UtI9DYS8CU3IpGcHHMIZV43qo/1CaDdBqA7CY+KAxqBtgk5IEumqqss4I1pqNxyib22Dyiq40WbuPcRPG0pEhacJY3oxErwkwD1cNeJQL+qunkAEcPs450Z/RPf79665IG9HvjbMJf/Lh7zH2n0sffP97oxzO5pc3p3e/593pu9/9blgy6MCumajgSHZJsCNb9dDDD8EOtqariW4IeL9McpSmoG7u/pZ56MYbbwwGaANg7O67v5OeeeaZyEB89NFHo028bwIf/5YZ1hrCbMQ9aEf9bl/z769+9avRD37nd34nfReNqce6DGsWv9fHvffeE8BKsCRg8zxlnf3+nWiW9Vjz7y984Qvxu8yzlhIPAtRefOGFYL4+//nPp423b4zXBVX7kdHc8Y474hxe4D1mNzoP/CQ/zgZYEasXhZ+9BE3f/73VFzPTxa783plPV2/1mebj2TTZowbtFCzQ7t39aQG7giEEnYKhFaTJnug6lc5AjW+46cZgKJasWYutQn06hEanv38wXXjlFeFhdQhQ5WRz4fXXpAF2wKM819M3mHaijZIubiRjYxym5Fo1WYQYW0it72BxP3jsSBo4mUvbVEJrzAdw1eNod5CagyPoZ275AMWvYaQOHT4AE1KbGllYF21YGzvNRYC/A9RsHCbscOF1iK47j6UqnLvn4atymLTmxZdelCoJ9xyElbv89tsilDVCOOe0oci9+1MP2pnOPneu3glB4Ju9g2/lfTGMhyEibNuhHVvTWA9Gh0zKbejgtCgYxeDQEGGEe2xRF8SCvXjjs9DMlQVFAMukf9HV16bFy0gYQBNXS22/ZsKsl910G55RrWRbroTxYUHDgNMd24pLr4tJ/BCFlFdfdVP65NILIklhARPIQDXhuU/8QnjNDONDtvjia9J7V1wUu/5FmICaXbjoUrR1+KbduXRNOsTurZkJsx2n7m5CxgqBpe/R2pK5hV0IWo1ly9aloyzwL720J126bnYa6kIYPR8mjT4xhiavb6ybdqpNF29Yla5BKN9sXTHYlSrq/8WGgTYJzYn+Ty4kApro7EWf5x+qwhMqGkRndADvtwVpHiyhC2QwTbwu6FH878459DH8KOUKYobjCboMG1b6GXb/dSxcCp/DzLNgeUIbRLu5QBlqch4yLOLkazjCsI5ZTSsICzah8xHUvd58ILCbDOe8QRdV1J4ZHEM9+YgR6giG5eyekoW5hmgsomuZmczS7MXipJex6y5cVsFCwm+kDQmMVxw+suI0opwWFLXw8SA+Va0BXMfTs48+zSbucZJLDLc18RomoCDpCZDs1l1bCCWSqYov35JFiMwRnNcBOgSBoxZansY0lwAzWwxM3WN/yy72Cu3FvArQGT8WWFbYbokcAPUAv1tuxfsnKLZ0znyE1OpExwHymSQsjhy/C7LgkmT+DfPxGaUObQ3zo99MCCbtG1xML9mop6k/aKGkDEv89PSbeXa/rKNdWgHpFzDHXbp8bpqLgLxhpAvv2j76UpFBqXOc4UYNPSkRFQkb3J86xvYiyja1AwqPYElwhGuKsCHZcY65WubLSJEJljJr9EK75o7CvYCJFN4xgbrjJ/oNmxPlA0QYdMk/gyfDhL4Ovsfpx3Gg+TSH2HmkM72MpMOswSF+evQrjLE0SlvOxgahAw+rp9DYnsYeYSUAY1+Ur7E0jgyRpZkEH7I9GoTKEm3fug0R/9JirToT4WrHj4BJQbwgys/Yf7Vc2Akj/8TjT8TaIAgri0C3kjmqO/zLmzalFZTEkjkqBfWPPPJIvNe5bts2NrZIIm699da0owBOHuu5556PsbAb8K82T5bKMKHnKGgyKeX3/+2/nQwDepcPwEx7LVpNyLT95V/+ZYBBP2N40HClrNhdd90VgNI++NMFsMq5pKDUp6aWqX3DGy9Mb/4dM12if9zgqpx4FdBqT/C3IPeX7v5ams3Y1TfHGd2x53nKCuivYsbSyMS3+JFu1yyPivTEj6N2mXMFg6qW9q5T7OfkxYTd7STFDt86i7VMlLPUL7AjNZbfy9EtGjTCpBoVJlis6mFqav1uaG9DExrTDRFacfcl5W9193Ce53kHtjs5jfGyIauhAEOImgFB0BNSHGXCMpQzK4rVZqp7kPf3+d1UrF97211pw/UUAuZgmd348T1clM3i27cd93YBFAPfiaGS+1MC4VIk/WbPMjKsOOYAYcIW2MP5iP9VY6EcYvXh3rAon9Lsc8EqIqiwerRzl5R/8+wo42T9tArDcwAlww0aUfbgN1Y/a05q4u9jZtLRC6phDXtpxhpAWz+TYQ0MyHHCBLWECJdffBmMj+2PHEoRKPepmslmjD6y7+BpzGIx/0SHddWVN1He4gl8cV7A1b0qrYdJNfxnSDkbHar2r0JzxUJJX2kgfNo4gQAeMfwZ+okCs9hcSeBk0ige2R07Mx4mXWjm2YMf2+jKCYAWwvgI8bgkWywZ0CQLFF2i0P24FhWs0bAFf4Fjdfg7nQEkOF6iqHCEszKYieLhnEsDQDProHL20wnK/RzHsX7evIVR/igEvqVgNzQvr33EdRQo5vsRrbGoFWdcvt/ryrzL+R45Ay9z/bLQlezK92BrQPUAwF+UyAH8VMFi2zbnexSwYfKlKJMSNRCNxSqqtiEYb4DavoFO/MNG01PPPpD2HHglWGvLWDn6Rod7gslZilno+vWwZ9z7ykrmAbOsBABomXIW29lRiExann19/hU6Ib9f8Gr72f58n/qroQCWlCfDALcXlqWDRVj9Vjv/hsazACHTLXZs2MCsHospspGQdSsblH4sSs7gpaYAOgx7+I5+xscR+lcfCTgVUKDhixgcckD4yT6SGy1nDzvka+hP8zDRNaQ9rt6qNvtRCYTjqgt9VzCEWCdYuBl3rQBIQ5iNeh9ncy5qBrvYqLiJaNJwl2zfViwKFIwLyGS2vPFhDu2Rp93auG8F6Ipao3HfS1F8Dkf7hrDiYOdRzzmxRYgQ8JkB5gz0hzXh0J7NkOvZrG3YcAWs0X0A9mbad044p7uxcNOhvil8wziXUwAc21yLhPe9730RwvUho6XXVRtaJp3Z9b4SGEXIltc68Gu78sr8mpYL2siEj2SRDXj77bcHW/WNb3wjbUHf6vNurgxXdpBRrqbKMKNMlFYOg4CekzCZ89HryrJ5TO+9QE5g9xQGqR//+McCMAnC5vO6vlyGAhez+fyTL/xJehLPvWWhYbTQdBa/e67qsQw/CugEWybLCCp/0h+v0WBN31VNnXxJyr79l3O+7z//Ob3953L+qTVmoVi8t27fmR783n08oUnga6Nl2qdYb9r5xa4iG1JPRzOsMaqbrrsaOrT6j9i985Mrl7njsfK61D2DzZqDdjR+QmYYi9LZE3fJMpZtlV/Nnyryb/LuaCbNxuGd8KkHH5Oag97zynwB59W+Kl19wwdUN3D00hB2Jgd+i9/D6dh+MndHDu3n4ABFWUS0OZURXrKtsuhyugZlJmfh4q5dgJNoY0z+/TBG3Ae0FHjwxqQ9HllflVgWwOhRVFkAI4upi3pIdstyIPw9oRbDVRlAI8zQITlSmAVefFlYCRAaUfTbF/8ShlbcyuQ+DjgeZ/Ic47OCIz2BnIDM5tq16xhapIWUBelIl192NV5sL6dT3eqeMA60/41Z3BajUkNFZsvxnIyNbEQFu/oa62aqq3YRLTLOgsNwjSgbqhDNDurwzERaxwS/8+jB1AVYWwWgsKTQxFB2P3cxjBJK9qFi/XbB7oft6Ib9ayKcIfMzgWN3FEe33wvyA1cYmlR/lOsRCnANHxoqO0R2q7vq+SwYMlcuJu5ibdNyoZl+X/1q713JxJWA5ly4EyyXACTGVAZN012jz4VYYXYcIChrXRQG91n/cvee0IwtpT6j9hVj6sFo29oSoU7biJwLrjyYdqoN3J+oHiFLIpPETyPAfWiwi0+PpCuvXsniOozOElNhWCT5mWa0l4uWUjpn/VoWMsLLDVRdQJiuiB3qmTaoV02QQ2PTAYHs1XTwNwmksz9YZEAa9i2fj3ql+rsR5sOxvQYQ0wGjPqsRkTLvG9V7iQ2c4UC1bH5X1pPlH58zV7GW8+qgUPhh9IPWiayHLQ+TTkJkWtxU0MdrFZ0JPArGOa8+MtEZJOb7au+UmasNV75DnbCchLebz/Sk9uq+1F6Lds2+UWwYQh8VtUg513BvDzTE2BoJZlbG1f7VRN/uxSz4KOG1U/gPLl+1GlZwHmxgQ9Q7lYm2nJWIKfqona4ET56RjCEbIoGomaBmYlayOZvsV7qMVsGykZByLX2lDsd2SwstYbc9F+AQPBj3vxuwvnrNRWSX35MuRE6iQP3lTS8HcLHf20d7EIpPLBKQuRxkq4Zv4cdoMsv73kepJnWIPL8cNuhlwnUyToIrQ3/+WFrq537u5wIg9WNm3QQQMqTnexwPf/3Xfx0hQsGQbJFgrZXIjPU+lUgIcNRuydheTgjwecJ2ArHFWM/I4rm5WA/zZXjRRJkWKlQoc/nKV74aBqmeg/UV1XkJIPsZR6tXr0l7GEuW+PE6vCcWsLZahps3CYEY95yfYcSf9Mc0gBWrRiZkY645exqYuXLlzV/yNP3lOd+aj1WeyfQJ4s1/y1vzidKQTefm8IRhwa1gZ7+Qzvehj34kraRDfpt49MOPfA8QlRF4+bj19o1pDruEr33la/FU6bWT5aUpraS0Szs79DP4Gy2n9tvX/vKLsTB7FKEOCdRFg+Rd7qyGpnTXe99HavSO9OxzT6eN77gTdF9DTPyejOyybJkhmwtov/7jnCnfS5MBooRKtiZwAVDYrqloLTX/8EViUA+62Fhvbdri8da08vS7Pr0nlleRp9yo58UEuWfLy2kUrx0nplro/iZChAIstTFRS6xkSM7bu75Pq4TgVTG/2hOWQH5Gwq8HhlDxMRqnAcMZsYIxwXM6wwqMZQaFpepKdFtXlxG6vVwepx/TRQ0cZTRFsgKNWFjdUes9xMJgiKkRo8RRgEst99k+EGJlBsEoIvjhANiEFfpH0/5DJzDaJCzaLItQz2TMzg5vIBfCChZ7DaoU76qiGba8ETt5gaBLlMyqFhROWBo66gcUKpcIi5S41MmbUKzlN9hBL2MnXHvyOKHsXXz+TFpL2LrSEky8p9r+YFq95+si5v84UG8fhYGZuOeTfDDsDp3FOLQ6LnYFuMksAJyeC5LXaRiVnapsiSHVJXPmxZhRPO0iIJMTnlWyLUGTTD1iIT7n73PvdGxGClBVjsXpPex8PSNrszhNU8S5Tu0wdmP+uX//EWwIGtLCRQtYNDn/cWTMAEOWlPAHsw3yBqUIJfFrft7NV86mq9Ul3nklYqai3kBxHA84AXCae8madPWGlagFaEtAtJugBqQHja2woEgBciIkoUv7k8NfwzKzBd0ABpjK7RstM7lBy/coo2naln5nQkzszYJJy1mFYcUadfRUrWlgapKC4vicgeoCaka1urnSo8o+FRmhAbJyGRZL1NSQNDICwDe02ETW9ARJHkOMM8tatc3GbJlkkgqLt3MRFWZ4yrY74jlWhOkiwpLjz+P0me6xurR576m0e/xEmpWOp9WzK9PlF1Ds2zCdfV2GXibeJpEVK67dy64G7JMUTJUtNzKCIoAjzE4jYOAwCUo7YUyOHTlMKGoVm5hZ0d9kook05kxUNyICtQB7WfUXLeSmg4xJq11kPWCuKJDnYhJI0NR97LpL0vucoziPZsZNPdd7xmxIAM2HP/pzAOfV6QqSjFauIPsXX0UF99uQlQyzAbv00ktDEG7YzjCa5Wt8dKDBFJT4MET3mc98Bhbqggi7+bd6KHVSfk4t080I4GXE/F2R/N133x3s5V2wSrJLhgP9LrVThufD0R32cQ5z7H7qvhpu9NiyS+qkBFsyXZeix3plyyvhOG8dRTdEitQFRRaL3mlJKb73U5/6VGjF/J53v/vd6Ybrb4jfPfbH8BR0LpUp+/gnPs41Lk+X4Bup952gbyGGzz/pD53TisFWyhzzQIvbXm5DYgSeu/d7ay7NzlVIMOKAZ33l5K6q2A29NV/5Qx0l71hyllSYgjPRCzBuv+N2RHdXpF0I8T79yU+TQn8y9EELWBQ2b9lC6YnutJqdhDuR2fivLLxwfdSTOg0l7qR8gM/dcust6bbbbk/3f+8BQkkDpLPXp6uvvCFqtu1lF7CG0Jc6nh3oPXayu7Kg6Ps+cFd0bAGWk6CL+cL586IT799PzH779nQ1GWNqINzFtEvtwkIMMTBMw51FWErBoGDAgXSE2ld7YYTGCOHMomOPowfoIxU4FkpFo7HIs1AD/M4g3n+7wJUat9hFR0FXJ0d3xrIVsB+cq/KSZhbaXmqwHXz+xagzhkthaoN2rkELMuKk7+KkV1M5GTshzvDuR78MP6asSzSjyc/GbpvdKblXLAJDlNGxYQQsWRgd/i0Fxe487v2IkILH4qBjzLICKh2fwx7AFjR8VwiRQq9knTbYpRHfQxuPChLdEWvuaaFwFqgJ7mcf4KuBv4+x82slrOLt6TuF2JWwMmswC4Ki1UFIM92l0Y5xLDMR4Uq4EphINUScgZsGvBnoI4AeWCPpd32mXEiHYMk0vhQMdhKmW4AWTC3VUvp1I+/fiW3ENrRHF6y5IBaKITIq1Q0NACLNALQNVrA49aK5aQDstdPnBVXj1p2LNpA90qsp36ZQ9UUIxt8BptxnwZWLS42gLMBB1sNk/Uuhzj9nC/F6M1awKufOZjZznvECVMQ/r9tPFE1rUwGAx3X8DNd08gQZt9hfzMN6ZR5ZudUsrq2AhgkE1Cc270zNw0AcgE5vXBcMJYt8Pb/Pog5kaiMDkdIwA/SrBUvWUB2gES+6gwHIqmA+x5hfJmBBtESpY2FtQVTu2bUAnmoGBf+YzgK+TpMRXEHiQwubs3ZTPvlfJxYcZzqa0pIL16auXQcowM1mzTAU7W64rqKRskT2YX5vCV0R/VgH7wrmNFz251x1ERmkQIJiZytgtqyZhccb0QzWeC7hvp8LVdvPNQ01pCYzNEY/GFQ7SrhNMKzdhBUmDx07SJYz2lC8sCYQs5Plwz6JOxAZrMBNQRjX14CGaf7cFnSsJwi/UlMTaxrPZVihPPdJcD9Ke41WYw8AjzVEn2sg23kW1gvVdXpxwbt7TREJUIOZMwS1frDvmIRgyK6eMPvAaG+MUe1eKwFGjWxQVsxfhNawg2y+Y+kVROaKsBXCm1VoVqRjKY4UYNTQn6ygCTXqsAwn0qH9PtrITOTwZjPxhvFnNvB8JrHQKQqGsZE4Q2g3sjKx7/l5MvXcb2ykgLvjMIv6HTN5Q1JakkRNVL+Lh699+CMfjt/dnCgCVwzveLrxxptibir9o3xP6TO1DoAURbg5znVUFnE+EAj5XsN3zm0NnFO5kYnxKUvJ6763NBz9NGDK8/c1HeUtKL2YzPl//a//dXzW9/nvxdgMKY5XotLAGuTDzEQZfUH4FVddGYkX9ZyD12Hm5N//+38/3uf3WYPxOhKGPPZP+iOngcV2r5iSJmefYmcz4yXpB7/Uc5mpyb+nrYY/CexVnn9d7NzVmQTojhCxJJ1EnyHTWL/+jW+nf/m7/yp9gvI1d9y+MVLKj1I+w4XIzu7kc/GGi2JHIPVZVi/PtOwZdhkL0zVk7J0glr0Oyv9WBO6K+7YjILzyiiujVt1WHNx/67d+KyZRNTZSrT5W4pW1CFr1phtviLpTDpqnnnoq0nQHoHP3QAVbk8pdh58xRu5gMI7uc4Ky0wjg/+//+/8mA+TV9OGPfYRFuTp97g//a16EC6Btta9xM5RMo34bHqE/KWjNsmuGuaDsimE4t42Rij5OosCrqXP/3rxo8rQu4U2ASEtxENHI2Up81nINWTkxw0csugVb4WRcfjB2o+6iZX4Ikp4Vri0Er6X+wnNy9x6gwL6Tw5VR2DaATrGMx7GLgJzdiwU6h718PqemR8YeBxGcKNw3OZBVK2qejXPvZJdO7juMqS21xTpa03MvbKMO4UoEvB2EsI5mtocQZzULml5NFTqGR/yHc/bciutzEj4KuNq5fRvFnwFgnKiMUjU6l/ZZ7WkO4vYGS9lwjkuo9VgFEN+Dqe4Ws1xNCIA9k+kwdCdQzCGJgZgo56HZqgMUq1WzKHkI7A39uPAV+7kCyceclGs6sgixMIe3TwCqsg2zOeTrQaG4nNdBSa/pA8GInA28Xq+f5Ogg72YRjYw6WKd9+8miQ4i89sILSPdvjf7ZTIh27+Y96au//W/S/IqmNIKmcohFqgWDy0ac0ie6e9M4oOxo/4lUv7wt1cGAX3MVrNTp4fQMY/YoFRfmUm90KWGdAxQtPnb8aJpDkkMtYVZLIY26eQCEDLDLq1i5CK1QB/pNahIePpZaj/VgEQLLsnpeWnn95anq1GB6/Ov3ULlhd2pmc9VMosqp44TAEILPW74oLUCnNbrrcNTNtDbeYFNVWnL71emuZYtT1eJcONuEZy0/ehAr91PXsonQZJThcaPJvQ6zVYBEP/e7jn55AlC0nbHZRJZ1A2FANZ46og+D7Eb4WYdvnGFp3Q6ClYp+oLkvoAiw00A/Xz5nCbUu56bOEyP4851CI4RqievdD3CtJjTJAcm01VLkNOWautL8lop00YpFadmCdioLoOOKGllOJZlV8i97nP0tF/zO2qgSLMSddazpIi+sQSOpncQGAMhpWJv9zOXHyWLV1mE2tg61sNDsgjhnWD83PgEurG+Y/aiqAVVeY5T78di2kd9PUchGzFEDXPlj2NBC2PzkWonay3hiJo3AigMoBWwevzY2Rfm6ZHFi5ig0iGeBJ8dLYdRZmn6GKF8QXACyaBv+dmyW4KdOzzLay+dK0Xv5PeXMGex28dmyVE1pCOp7XHdktX7v935vssZhGcKM93H+MmHlw9fUVXl9SieU0tRwbeFzNg2Yle//2Z/92Tjf0h3+jZJJJr/ox/DLeX2w3sQy9GM45R/zV4ZuKhu9lW603uiowXSmn4VO6ns4hNYPPPBA+nOyHn73d/819OuGiHW74Bhbln7953icmH0hc6RIcA9153bgCn+EQXzLLbfGMf/Tf/pPgK6l6aMf/WjErb9D7cDbNm4MN11Lj+Ssprw42/HNqpAi/q3/7bfo5OvSR6FZH3744WDAfvlXfiUGzr/7d/8uvZMdxu5du8IY0zRdB4WZKWaltWGKKW546MGHYGAEF2cLZH9cdyCwrdoW/nUR07tpC95gpyl+KwOhzmM+TuctZACVpoBvKzA/Jyz1o2iXwAzBiLGwoYPR50ig30+ocgvll6y1eMe778JX5tF03wNPp5tvvhgmi4w/2S9mdCcjtQ6Gl8+wCAdLxMSvJ5GA1fCQ7EPH7HY2AhfHxB5lOUB0UUbDry8SIwbJop1PP5xFOMW+4+5zGWGIZpgzBcMGw6TzN1Pzsg0mYDbgLO4fwMQ0/xDWqzVylz/tEd8R4ElKK6fHB0adRLlvfUtnWcQbPxxpuZyIYVQrBYwBRsn6xUNjyZK5IfjWwiJ0jwOEefvHGVO8H5H6AiwcrsFctgF2RduQLjZN3/rin6d5zYvT7R/9ZKrq4QxGYathZPobJtIHP/vLJCIAeBB8b3/m6bT/S99O88n8JDk2nWTRFaw0Yv1yI9UiFi5YQphtjGLne9Lzf/112Mj69N6Pfjq1YK7Zz2Zt/cIL0tDuznTJrXdgE3JtuucLf5Z6dr6SPvKLn03tPaPpif/yR+kwpYcatZexkDbAJeo9BuuTdUE+LyieA8A4DtA6FOQhoWP0QnNgNOdgjTJEok03GcidJw1bL8Pccy6aJkxzkRsc4TxIyEdGsQbQhX+T7EeMaQA5DO6oQHywJ1WPdKd2Uu0umF+TluNHuqCuJS1uWBD9TOAzF8ZvVjteY4Sre1mQLcXT1zlIO9amVQsaqA87QKYeWbLBGsP6CHgCFgdvlcHLtEdkMprdWiByWTJBo/00fgfoK+62FqDz5XH6+jAUse2gBq3ajFg1jm4SYiNoQWw2JejKFNy72Ss3dzVuZtTuxbnxmhQH5+e2zWxP6SylBmYfymBXAn4dVz4iISA2unks2PcEGtlHLOsIy9Iyvq9kpUoAkln2fOElC+X7yzI7jrPSuqVkpVyDykc5/iIxxf7tprUAaOUx49r1reOc2rTs8IpYczxH/bHCLd6QapGkUp53yY4Zag6mTisP3lsCv9K13ePpz1We6xQ4fuOx++N4x4yMRvOJ2Xt+HKf4k/mdsegELYEeB0Cl4HABu9OLLrwoFrxDeKtEpgSaKzuMDJHxb8V71nSaZ9YKHU7WyH/V3Ijq7Zy+zw4nI2D2hKn7g2SV2TkNk+SyCbnuk8jfWlNWSLfjlTWqFhHKKQt22tFbOY4dXYGg6bK+VoqFo7QCg9UQ0O7dpwhndsUU5MRlKnMU1Y6YzEyWoLf2fsViWxzSEFxoFMzEZMfYR3h1H/YM+R1MUkyA7bR3FTqQYU/3rT2VH8vRCpiRJTExMeZfFFePqacidNjI9XbrZI+uYe2a5WnukuXputaG9NSTVemxJ3YBlJanpaTuVxAyMUgj0JLuC3dudsT2V+dwKxSEp3oWluRJ3L5BeFABvH1r+s5WnyILKTsJmlgQ7S3w1dsqLBwSfXM+G4qeyISKIs48nwvClkvOa+9SfG+ML0CYJVT4fdwyPG9j/5tRX5G4UjcmC2BBZUCBjtZ7d5tgkQCXi8mSI7lAS36BoQwJC20ffXUIVqRh2YLUQ8jrO9+6J1184aVp9RUXpaG7W1MbQHaU991L0fCKroG0d+B0WnH7dWmgqTr9GRu0m95xG152a9JhmUTmGlnDuej+jquDIhy+FN3nY9+6P/yZLoQl3zT/mdSgnx2ea0+SAXaAShLjPQOhcVpJMfEmNn+DuHNvuOnmNH/DJWnoZcxzCR/Wwm62GJrHILbRsJWGtyzyguVgymFr6jmHRcxzgpGte7ZhiQJQIqQ2egywhybREPhRNo9qs7Q7MERuH6jmuxupq3e060Sai840KhxGqAnAYMjdsB2s+GxAyTzKAlURMlvWAns63skPFQuoxZjYwNovOuZSa6+WuWwUeYUgxhAqrG01x6qjNE6l+i3nCs7RdIlwgleXFn8VdQSL0Sx7a6kfw77BygTTFJHr6NfN6OoUtylul81fSpiwm2s5jQTkIBGIHmrBzoLNa2y2Np+SCS0gDLepYXQSyvKGYtiGfszwslV9Rjn0AN9jmlBUosTCpY4XxjBNPUlmoG02m4Lt2jQ4/6tZquMeO8+XTFQw4gUj5Tgp1xnn/OkMV2SSFj/BJnF/rBPpXKKwfxBmtGSyIsxXEAh+l6+V2kPPwfXDh+uGm/nyXDy+DLY/jnXPpZk1TWAlm2YiRBdyF1myWZyf64vHktm2L3Qho3F9Mzxp258iU7KedcrvFHC5zvp9JbCbXm/xxzI5z+BLzzEazRP4+SabjPr/F8IqJ/koOVCmkXLzn9WwjbDgz/3cz0bsuQfNyad//lPRufQSOchOXtpUpur06VOxgw/xY7FrcHB0Uh7FuLLiPYHYSYSNMly9DITvfQ/RPBOHWSQH8WxR6Oi5aCJ3yy23xHEFWlvQezmwfomYtYPEzA5Dk3ZMTeXsvIZuTvFdCjYVN/oZQ5UyayOkLTugvN233oYhJhT5X1I9/e1c3F7bT8/pgcEu5L1n+K9GCGqcwsnbKR0jwMqGlC2EwzoUQkvFF/34f8oeW/QbtR0u4mZE9dAvDuP8vILQ8KmBURij+emGjR9IW158DiPSlwBgI2n9BYvQNbjcUFcMAFBPiFeRdg7F5WR40+5dUEfoX/atVnR4dTWEImSc6G+CflegsmaZUcZcXDmDL21CYneswF//GhTEq1dfkHfhOR4Tr5XC9jIyOr0PBJDkhSjjYrmjyfD0DGa0t/sthb5OAKUZZXd3J+PnFSop1FPOaiXWKrXo87KYzCxIZTjqGWtgDBfjJ6QWpw0LjQ5Cf089+wIeZRVpzrI1+KrNQRKwNgqs7yS8tnDxMnzVWGDZjM3G1uDkK9tTBcepoz30UWq0ggCgcxagRSH4wVd3wJ7NTWMXK6OuRS+0jAjarLRyzsrU0n0m7TyEeSP3sh7/rJEuMu1Y1NbCcI/1DKXDuw6mkdO9aRZhzRpNYGnDOld9Q2y6mqMtciHUEsb6l264FhDS3H/8QJqNuWgj57lv94G0e+8u+iNsHSB6KXNJHcB/kEzBcHRH0d/UNjtV9nanPuaXDhlU5f0hQFfb5ZgfTwvaGtOFy3Ktu/YaNoKEMQV86tqMq8unVAEuzzBPVSGC0u4gbxwUr7txyAk9gt8wS/UVxfHRL6a4q3JeiAh/wWBFmSK5pgijEaYCMHqt6uAsLWNkwjm/Y1YbNWCpcoilQ9epbuZLkkk60XLBTM5qnZMauF9DhFtH+jhvdFaVACVtffKJ+UMIjjl4W1d/OsDxatGeNfH8cjRt8wGwlib6z//lP6WrkZF89J0fSdvwtnrk0UdibF2ASbBi8LxJmYj1wE14CXiUqbxEOSUF5TEO+S+y7WI+zGMvKlQwVv+v/+v/wsPqVPrff/u30ze/+c1Yc4ym6FnldZv99ytEPYzEGHlpJyyqeF3Xdv8WBP2jf/SPQtju+uVz99//vQilel5mHuqf9cu//Mvx2pe+9DfIUZ4Nuwj1YWYsmkXo+uR8oL/XfPrlx7ByUOLyZ5iQNnPsT3/60+FRds8994QjvVGaYMWMrAhYC4bv7R76P8jxzzEajblzkir9QQ74P/tnvKmlq2+WreXw3FO4oZ9m4prN7uzFl54lBPdO3J1Phnvui/iG9JEGu2HDhugYdjw752EKKRsCFByp4ejuofivtbvQFlh+R8+hzUzehnQOHSJLCf8swc+zzz5Piu2xWNQsl6CZnOdlZ3X3aAx7DR30MKDOzq7PiYBwDwOoFYG9WRt/+42/naRq1WnZSZcvtyDqsfiMj+cxi7OGXFxzTH8/mkdOdJhizIrk7OiXap5kbSaoi7Vn84tp4MQh+qwhm7HUzAIyi7ZUp+UWVN1VOZFGBlJZ9Gt62uqP5pJ+uG8pwldufryeKHUSOyEWbil3BP6d6PzCB42QxYFj7AxHZrPg4lZ99a0wBovTlhceTSODJFJcfxGiY0wU3e0TmhBo6cauuWHsCDlmIxO9O/CDiK0rj5+I8MgC27XQerjIxOZAYMX55KLKWdsRp8Wi7K46jqchp6VVPGvBmO+X3eJ9IVCPe5Gzw6YWvewHFdoS7mNMpLERceHMC2Am1N86+FyufeWNmgo9TPsO2QJ34gAPsyplSo8R9tqPBmsObbQSHWYDgDUsBKzXaToBAKpZuR5V0tsIkVbi4r1u3YY0u2VOOvLSttQBQ7F0zlJ0hMfJGm1OIxaGB6R0AI7ah6vTDasuTf1bdqft9z7I38AFjmVWoeylIdQFGGUeZUG0ttvK1RcDPGAxsBFYiGfbKJ5r42jFWusouwR304KG7iTAuQZm4KobboQZOZkmKOs0cOQY1iAIwVnAPftKffMUa2v1EGOL9o4olLUSvb/eSJhI2JRB7lGLTD2MOcptWLBqvNkaAOUZAMh4mQkaxwPsaMXQR1JEa5uhfsAiY9WMZFmsKHtDm65Y0MH8SN/ApV3up5a21P2/Wq2XwMnsWM6tWUDEd/hx28PNl9mxwXQXEZecgejJZ7FXKRYv5+7oh/Yku1Shrws45txhKJhL1b9NkGX/VeQfGaR8Zh7JRHMBwH0DvZhOd+FZNpxOYxfTAshaiAVDFfdcM+jqWDNy340EDa7xNNfxdao0PELJrEqzxslG/3u3XIGZcTvMMuvJY88id1gW3VGwomGnOtp7770vNsSKz/13E5t3XdJlefxdIGO7u5l+BclAH2F8BeRGVtTu7oDNvI2Ns+uPkhPn/luoDqJb/En6kf17O5mTjjeBlJmFZvV57oIfPa4ee/SxOK4Rl9/8zd+Mc/RzaoX9jGatSmAsAK7Vg/IWN2vfYM1ZAvB+8MEH01/91V8FIbABPbK+Wi8rI4DVkvEq/a2ef/4FpA6bQmYgUJO4kFErzUVL0f4PN7m+vZ8+b4jw/BPX/1JmeSuC4jXlnaysKg0aAwgoRBxNL7+6JSV/eLz66tb0X//Lf0v3P/i96JxlKqwGcf6+DH2CbrXWWXr++ecje6MDmttONYz7tqG/jRtvJcPvpfArmf44geGioMIBb5agP+c+SpAUQInjl48TgCvvb7eZgdMeDpDpn/Gl3RSsjsHDz/lYzbe3a+YF99y+6BylZUQ/uo6tm7wuAaDLdh075HZYrHZuknH+/Omp8/5xXMHb1EI0wphhEHajCmn9Vz2dC00b4ZiTPYNYQZyi5EgbWVC1acnK1aGl2vLCI+nxJ7ekd9x2JYs5LIDMkJZDAa5gAQHT9ikZiQtD2NuftjOxy3AtYrL0+GFAWWgwbNGzBKbeHMdIOODa+lnTEYtZLDDx6rR/TXMv9IMeO14vFkH7nQtcgL6yH2RwFYtkmQ74VjVxcR5x1mpL4loL3rS83li4Fd8TNidJwHN5dctWawkjbm8he3dB2GFYAsiwkixcLYtpkxUFZGx4bssDj6Z9jL333/Xh1AZQqQfsNgJKvvOt76Qjm14i4xDQRNhvflNHOvDt76UXHnqYrEzCexxLPaQlfUxpMUv2DJqkhRetSy+SlTeIMHHhBpz/O49gVAxDuXAO5VWeS4/+7d+kFsBTLfPFyiXz0/HTx1IDNUU3rL8oPffyC1GL9ETn0dQNwVLTTDHd8HnKDg9x9cF4IE3Q9oQQnkA69I5c4jhgpged2Zw51QEeqQceADCXwTEhIyemVMGU6mU2Sg1KPdB62DDO42/nODP2orUNE/LeMbSC1rwMO4MyxFbqXTPCLoB57ivjsHejCMbPAGzVokYwTs+uImnLYwPrAmTlws1TP84QXouhPy1Kig6YbYoCV2flVuT66okn+Iw+mmclNwr+ovFtLeNphL8PHeoMy4Za2C+d3KsF2s5PnlYsFYTRuHddDL3tbF52HCFbV5d52HdrkEYqEcKsGvzL6rDF8aHvlPpdzT0FNYInDTcFNK4l+kiZsCTLKBCRgbLen0lUghlL51x80cXo4qiLy1px7bXXcNTGCOGaGSmA0gdL8CNoMWnLK9TKwRI4soyyVGrNygiIY9NIyXSNlutHF+vbDTBvX/vq19JWANFcjhEFn+lXrn1qkwVbgjtZLC0YJB12MX+ZLegxh2A9fWjILaCSIPCz2kzI0Cmh8XzKckw/PQzWWzVZ/R08ziRTQsesJmNo+45tdJptMUgV62no9g/+wT9If/AHfxBMloBKJuvbeIS0EL771Kc+GWzR5z73R1HYUu3W//F//A4d/LuB9g8ePExnayHlfXk6QhaNYcb5TI52yCj+aSYhC4Gdz0Ho8y5+MmdlmQHDhHZSBcmyWNKw7mTs3GX6rxNJWBGc8/hxw5PS2TroexaaAwf3pX3UH8wPJjoWgHl4LDVBlyt2L9k2J9WY8H+K+2S+huICip1wZBRxzZJyQ0ysR9jl1RKKqGuiXh0T8+k+mAnqsY2MtaYF7ThdL1icqq+5NW159pH0wEMvpo23XAfDRUkX/pMJrdXdmoUtnLBZD9T9zWbRmkU/CaGpoKEAUJNM0+u26eQKlZei70M0ne/O+JwMGOsTgEJrkMxiBUOmiPgtZiCDvYifQHKFr5NFqGU9BIxl6MjyyQJMywuxNAMgXnrupWiFxUvnMY7JbPOt0dvM4QcQaUcBkFq6fAmhI+r2UeqkcQl1MtmgjbFozKceaA3A58Y7bkkn169IO+59OM3GY6iNsNGLm19JwzCTFvK++f3vTtvv+146uXN7GlcTBVNViQdWC+HGCxbMSnM+iuUKOqDHqWHnZ1tJUqhDm/TOT344DbyyE7Z3KyzT/LSDxJjWWY3p2I5dCUOjCO3s24t274qL0+VXX5m23H8fljG9aKIIuqNAHxdU0gHVnIWhsiE4mR594chGPYG2a+k44mUZH1P9g+HyHglGsqdazvzkBdqzEclB9+kemJbRMFGNR272AEcCocjGm+w2sqSlSDyHhKK4d9EH9MEaBaD6EExpx5AtNzyHcKPLP2q9wqYlh7DL+yqzJuNtCFsfrMyWZvYqTqpgTAVZEY4vxkA+7aL3CvoK9/Qarq8OXVatFgNY2YRXlp8rrrPoGbqi5GoEMG9h22ItQUCmj6iZCPMpu+kjwm96bzEO1ewKrExcsl9a/+84QE2ph5npOq9/kbqUbsqDzSp0WR7n8ssvi9fV6+ppZVsKyF5gA64md54mvoWI3pJAhu4MG3pswZBAu9RxCWocj6XOy3ZzXZH5OkK5m0Y0fne99y6MSO8PJlw39423bSQiszn0yj708dI/65/9s38W53T77beHZdCLL7yYrscPyzXJ1wV6hiu9fs9FsCbAmmSzX3ce+vG/8L+yCN+iexBjkR/FfUFQFyIgh5YmcMaRHQzuGARYpYjvODqrD3/kI2QP7mA3UEPW143UYPqLMOETGBnjvossoT/7sz+PTvqud74T8LY9Ou7P/dwnImyo8LGbjqeA0N2N4E36VfTvbsHY/R/+4X8Pg7mboYPdsUi7Gs8WnBnG/O///b/nue4nAonkkFMxJ+U7VM64etXQa/dQrHrg5BGnH1sdNrEWE8sleD7lsEWEB0NgYWjwrCO9RXf8R3OY12CJWPBxaNCV2o2/Ogz0dKcI81zDva1GR6OAuIoacvoEHcK0cWioLq0m3b597pJ03c13pqcfeSB9937C2O+8KZiXagwZRyk0bniwViYAFsEwi47Uslt19bMmF6WZXfX3QVQzOIALsh5vXrvamvDrCdF9CXZmcJA38ZYoUyNoCtuKzFCVKeARHg+AZVfCCBZrjhEzKvlvGBHvq5szyF8BI92MaWbgSSlf2lCvpB42TdWEzhpPHkv9FMA9QaZwM6Ltzd/6Ruo7BiieVZue+/bXWHDRNw2S3AKgPEWY/pm7v5UOAHxqADkDw/1p5/6d6WgP1gr8bkJHA4XEK1gkn/7y1/Gsak81WDE8gND9CKzzSvRcB77yt6marMZRF+4+FjQ0odsffTwdqBxMJ557OdWg0xtDjLzjeFca2oemc8EE4aMtaf/g6XSyAUF+vdQMHlV6U6nqAlCFN114R9EWLMBNs+am7Ud3pM7Tg2kRru4yx2qVBCKxISgmxQxDCElbtYDvjCw6AImkYR7mud0jXMcTcppVwUDldo+wGu8py5D57oJUDMDtZ/JRMhsa4UExlHNAAd7iM8Ius6J1iY+j5+9VW+aPYMQyOs6n1WicQiTP9cj0hn1DHLRgwKZ18ah4qJEsFzREuL4F09cxz8tr1NerAGax0Ss2e7J91+MPN7umlcxzCh0Deue2wfTYUrw4Mj6U/vTzfxIZi1tefSXmMkOF1hRUk6uOSbAhI+j4cFPtsWWUBCDqptT8NsBwCbR8GB58CuZIA0/XH0GbzumuEdYvFGSFuS+ft/+7Adf9/X/8j/8R9RqtFehmX+AjAWBkRHB05ZVXpo+whil1cawoTjeZahBPPDfyPkySkAFzgy9bZnu5+Zd5N5Ijy+VG3/BgY2HhoBRBVs7nPC8fkgTTWbPplhO5s/xkPc4vcj/PKhv9qezVP1nX8BNxNuUQDwd0fWNMVTXLiw73/ve/P6hc6VkXLgta+vodmJO2wiI0gfZ344rd3kEMGlDkIzIGGQQCJsGSDJjHePLJJ8MbSyDn4Hj88ccCsLkA2cEFUcaopYjd0ezdtzdMIPUOsSPbqW9jJyEwcxcghXyC3U6kxoa2Jmaon7hHnJLhCib5Hoo6v4I9g94xTr3+p9v5XGtf6THlxJ07bLxePiK09P3olJ+4qy5OaNqkniMfeXsfVg1M4iY9WANsoQATvyoFrBpVVkInmLV3gsW1htjNivkdqQ0h9I03vyc9+si96VvfezTdcev1FKwmC4pF1QK54+y6wymbdjZzaVRzS/vk2+p3cXbDe11O/i5yTdTGPH7qeBZKa0kR2p6synurEi9kX+oAENaayxod6ir6O99X6r/ywsprsNNqfQzfvLJ1ezqEdsrHYhYOF7Mx/adsP5MF2skwu3R1qh+BWWZxOXSCwt2rCbUCWg8dIZv4kmVpECbriUfvToOIoRthU9paCTUxh2w/SXkRfKzUM/Vh/PnswS2pY0F9mr0IYbr3nv+rm0DHuePVdGQbGW4a4TLXLL5gWeogxLR/y4uwXZqUUqJkqCq1rV6YjvUeTwNgpl687trHqaXJ+w/u2ZFWXrQGiDCatnbvS0MLmlPzMuahlYthhqxCABNOGM6WUXkUgEHgQRs1tVJzc2JvhMXmwpzKTjnnWdi7gDnRNlFPks8P48g/0Hs6qlk0WAFjElxNQys8F0AmQrZ5IPtdxYHyvwWz5K/VnE9NwfwoZncCK0uAR/BR9izmgPK1YnorjqEZ7ghgIMBVyD8Iz8n+W+Qa1kvAmC0cpsLU+VyKPhtYLhtu9iJOtwyPZs7O+yOFMXC8M8BkZtXcAi0CjH76+ovRy5FAADtcj1lsbR2gXTDbXJM+9LMfTNte2IwFyI5gnWSufFhEWeDzcUDSo4jEn3rqyfSBD3ww1gtL2fjzMTRPZtypwbrjjjuCifLhcwIfz9WMz3eyWV+//sJgtnKB8iwcv/yyy2OsuaE3hKeI/h0c5wnWHtejj38cV3V0v5IFgjMjMQIoQ3yCTL0WDQXKRv02Avo1gEGTsjw3M50/8MEPBjP1bcr6yMb9+3//7+Oc/uZv/iYIADVinsedEAACL8GjBISftXSP66Cvh9XDT7DAPfpn0U3+bv+TNzx57BY7nrJByudfizn8kLF1mzALKZ2YRwyxMFDNthFMzQUc3XzzLQGcZtNZ/d3imX/4h38YPliCHwe3i5gdScRutmAwYRzDjuUAn09qtJ1K49JePI+iZhY7U4V/FvMUSFkfyh3EafRJz+Cb48DZDtBawISmaNkUWGPZ0sMHKEWwbt16qNjrI1ZeGsVl4fIbydkjRpBnukKDVu5WX/Pv5IT45rpYntCmT9M5BGB48PDB/ekIoRK9BaqZ0IRZDTjSW7C1igXQxacU5sdcWB7szZ1C0SGKD03vACUILdeFtxGQTuGafBGhD3EXzERWA5gcBgTtxxS0GTDS5g5SQ0fDUoBPJ/vQaMHIHCPbyUWfqriEZhrS7Xe+Jz325IPpG9/9Xrr9xmvSBUtmpwHSpLs6D/MFw0yqZEKRlu+lWT9QYHouxpq2LJ7TsiV9kW/iuU139uKUgUu+tlKv5fVlVNmPmPY0KevzdY6PcLghpylwdZYU6we9D7JUnIFifMdciOvV18RcwH+ZGInr1zNMdq2RbLxtW3fAIvSmZtgeaxDWATCG+npjLpDHXnztJelT/+Vf8Uk+g7mkBdbPCGT1N9JnCrCoNmkE0DNMPLROB3BiR5HVhvdVJdmbZ1i4xqypwzRTqxBdtkVzWcTjVcMci1DhCI7sbiwiTMXf1X26r5PW3og+EV1VLZKWSt3dLc9ECK3WEi74dkkFT/A+vcXHdfsnpFgxyDE8t3YsFwg5Wo/TKhAWWvIR6gHa3xmikn5UC7vZ2d2PFoskE/ogJjJhTyADHZo9fhTGuwE8fPhQzEMLtVIJ0DW13SkgUBw77DhlLGPsRlrE2VujIACce2ASAVgVRcFXvbQEWFoy6PSej1QMfpNcyu2W5yfkE8gTKVDAbojQvjQpnA4WXMsR+2HuHyWuK/ZuJWzLGxJQt1IQQ5+HABxLSBgK89Gi8+SkCY9F3yArsnZCnZNUNE8BgvXDGkBPinsVjvbj6Rd/5RfILNTeQOf+bFXipvznf/7TsQk2unEFzNGv/MovE6ZriD5bhu/UT3ouriWlL5YWCQKtAGreG35+8Rd/KV7XiNrrziagXmgxfxYZ7lcDhnzuRt7nJlwGye8yw72sd+hGbymbDKMngjclL44lz9P3uLb96q/+apTG8fP+mLGYwR7MLw+BlRYOglOflxQo74eATjbMcy0LQf+kgyuv6TVZhOWaec6M+VP552sm9tx34pGNDDOjYdmRIQcJz9Q77+gBFwOMoW0GC/+6a8xsiaNQLQbSyRAh2jkcxsbvNQvIIt/srnsm9SEU/oP/8l/TdXTuj3/iY9S1Op5uvvEWXN7fkVZBEX+PtFapU2PcdvxvkC7rw9h2D5P3EJlAgxQjlUp1J/Hun3l3aLVeeul54tbUqGMH3NsnJdsfFgvSuw2UzDCrrg8ANgrg6yU7cQeL8CjhDcFcX18X2RpMnrz/5MmjoeVyVy7b4QWU1nLlBJkVKMY9GOxn8HrRA8h2i1hB0TVe599o4ZgQZ7765f2qUlFLUhia0CWGXR47/yaEsoe2vJB6OG8nK5kab9AcrqGltYPrzv5EISy17piC15igJ2mtN9GX8/XlXjLt/MvnJplee06xCr+Jo8/krTn9nKtHZ+JSmFd9jRlxmcaMsLvnKGWTNqGxghWAxnfXHKERf7zkAPowEGQqHe2myCvFcBfKZBEWvOb6d6QdW19KDzzyXDq+bhGaLsvi9MMuEI4g7Njfa5kdFgIm+agZWBRiDtBRuMAHEDnnEe3tbSnueqHxzUudumCHkM0ZH/XOFE/yVzlpag1hmPwA2otq7u/iudT4qyXcASAZY9E3FJOXYNsmf5GnND0kFHfMe3UOEizvZIQE414WIWkX0mI9zqLmGPTFQcqL5AO+xoLyKpsfa+gtIUS3BPa02oy1YHhUegN4Wgk1Uu5K0I8fA18k9aW2h/sYmknDj7yHXl6tnwNtXatFv+WdmIQEUiMsxA2wkpV6UsEkaVHCCs1miWMMMVGZ0VbPd2HboIYnXLYBT85HLbPwugOQVQfl5Wf5HCE/QVkFICvaP+KjCNE5xVE+XzMgSON5GJX+CfSbaq0YdyOYgBIczSa/WjcoYiesqVVtD7UAjw3VpDkTdamhAssEy2ixcPsVMlHMNKkL5qoH8fJCqk20wDbLsmrUGpYqap7KvmIfiTk537RMhuU7lutmTyqfihtSFlX3gzmUGHpNj+hQKe99hBkdD3k+CM2YuizNU5lHskuWfUgNmG0sj6YPnJDHttL7bEpLZbiyfITBJ2CzvQ3/vSE2gPsPxjy7lBqCdRaxlh8EmGhQXYXTaGTPRjV1wl60reO7mnmryQ067T3KhVpZRxY1L9FTdj5qI0s/Or9fXW424czsWwAxzUdpMzf1MkuW7irtGfyMTFWcM4AtylDxb2kZlDN3AYHev4LRqirMRn2PgCnuQgDGbCoa96ZIRNC0esDi2dzbekKlMmYlyIpzAmgJtksPx1KoXoIw/a7K45dhev9WxP9Lv/RLQSL4mB62F8jFLC1on2Z75DHLa5vKCs7nXp6z/775MOM5E8pUV3jNb69hsKI/T/bK7/PJn/CXYnIvRm3ZHP5bivg0V8zFgB10TNruQByEzo2GomKBzsu85UhKofFksVc+GJlqpjJDt2eQlfdL5XfYRP3oNB548P6gVzeRJWS5Gus6/cydd6Znnn4mff3rX48bbNqtqa/3fPee6CjHjh5L/x3dlALBVtiErlNd/NvKDuH69MKLL1D089UQDG4hq2ILYthTiN6Nk7uDMvy3f98BjnGcuPZOMjaejYyShaRSX0G9REWNmolKx/bc1x2vRzkW28D0c68hQ8lil5YnLrasXC/UvlJSdmFVLAgTzDT5na//KI9UTHEz6Dm2o4VcBbG2rXUFzTLC0LD7JCVIXkhjgMR4jxlrpHQLsBqxoBiPVKEi7zEQRpRJzhcyia5ncAp5yPqhePP5rnHqubzQlxqQmR19Zu+KurvS4WZYFbvsKAnMIlZNOOrk4V3p2OED6cLb35XqmbxkKKIN/F+Ii/O1O22dYdE/juv2wIk+rAEacciuIkRwJet6LUzpc/j4DFNm6dLUSohimL7YTN9tqm+KMjwxgbvkFItMXusERgXrVLZUDKi8CAbI8qfoR35ENsM1PW6H/cxFnwncUIx9sKe/h981Q61KR9GfDPb1pzWwvK2xKPNewaYLZ4GXM9A7G7yXCQGTa2vxffk+Tr23xP1lv3Rs50k6r+m57aZ92HPmtRrQSD+LyI5d++La5mDNsmDeHLqacKOYvPVn0qdsAiCF3glKKvoIqIXfSTv05LQioG39fm0Nsqie16NYN+cCq1Ub9Sr5HLX6cuM5KXlDOQbaHTVScf5k5tm9xzW4dGG24WGVqqPoM6/Hgg4AQxcTx3Ase6q+xpyhM29NaM2c93iOc69p1NSYXs0mz3JHQ5xbE+AwhwAR8LNBs5ZhL6HKnlE3ANaa8z5acZBzYa7Q1LYfXy+NM5uYn+bNXxgAQwf38BFUSzjZanlMhHayDAvGE/n5cu7Nf+WH4yKKoPv69BeK36ezrjJIcY+9pwXLFsxU3O9srOtmRO1cVMgowJrrYZTbCiYr97doAQ9TfE8Ngn0L3y9e1Ei4ryUdpxj6tle604pVaPPI4nOOHwHYygBVwXg6v5oVGpOtFhZuImEvIbNC76a9Qz56/gbBQmTVFuCkrEVYGv/6+cwmZQBVggZNmQOMFFHWkIF4XbzRqiOGxctjl6BFzVYI8Pk+70WpySoNqUtWqUw88fyivfh+5SzTHxIFJbiJK+F405mn6e7xgrFSNF+ei9/vcSUXSr+vyWhLoY20z5WALX9FBn6ad3tfw1KluJaScZsOxqaDr/N0ofM+Nb2v5e33+Xrf38EQYVnuw/YIAsaBpbu0C4jAyonbOVXRolYsvscOxP9Zo0pmqxJavdYBQCHdAFbuwso4VCg14zYHwotlic9o43C34CmEoON4Zb0UeqLQDLGg7Nrz/4sJVgSvI3APpRj+5qtfmQRrZad88OFHi9qDE4CnfdF5Xtm6J94X2TeB5BlUDJyXNm2Nf8fHN4Up4kubtmME91iAMJfcp/FhyQwHu0wWUv1enHwElf4nt5ChQzGluOML3y/AjjQf7N7I9K3cTHvnG7xvCriUXTcLWc10O3zkEKaG2ke4C3NSYZJmkWkj08QCtAPevBxVmJwI89cJpp24zz8Q3qJTf8sPEyHBmMHK885toR+YoGcnIeARgNAc6HlNPYnunMPY6JllYwTiCtq+hxDzQUqJENOBGWpNa9ZfkppJ3X8Zr6yXN+9LV156AUJd6uOpN7KlZUbVBJpyX05UBfjIk2Zu1smWnVoXzmqPcjGKoVG8okjXHa0TXmfnidAn5rJTecFbtmx5ZBjZv10cLPg9Zj+cBnnLW3pueL/88kmglbvEFM4utDU+V36f5zG1tXjt7fSya9jF79t5EN0k4VQeS6kfOpfQqzYXZVt4nIEjJB9s2U7NQBYp6y8aKmRSGdKDjDBKFb5l6uQ0Ha6l/pxFk23rJhiqWoGAfltsFkYwruxmbhjgfQ2MAcglwkgZPKv7qWZDVanpJh5ostCjeOU57mVAJgBh1iMPtg5apJ9FzD5Vy72t5py0KBjnmAN8r8JsizULYpvpF82XLqMtikBewejH2BKQ8I8AKZdSoqyL7v2G1Di2BsYTAMpqJAmK9jvxRRpisVtFlqSbSzOeZUjyBiD3nx/m8WZHdLYWyRuAqqiHmCsPxEagsHrIfQBQI5PFT7B2r/NF5TUYidB3bAneZLOxNdl3YFfU9FxEAsS8+cshJR0/NB5zlpapslXjWljkSGFwVZUCG7EwIHXL/l0AoJq0etnq8DjUmmEFobJ5hFgVipfMUEhSClbKS5PJEiQpii9Df45bfxekVADsHE9ab4QBMB/Sdf0ECVcyTLqsl6VpBCRlOR3vkWNzMtOQ45mtqIbXc1Kc7nm2oucaVNfGZ9VSavsS65PzFv3FBCvPQzDmOcq0lbUF/bwgS+2Vrylq97yVtZSsXFR24EefySbKJakTM3vez+ql5fUrKzATUqPeKuZO20vQ6PEEjIOET61uEkW530ZC6e+cBmuyFpLpsUGrkg/EwCHymzd27nL4GQdAjTpZFMjf92iIlycrhh8ThxML+bUM1UF+skYhzzzlL/6Z9+/qKuL3qLsm+2Xwx8+7hLFrYjeRtzNMskGTCsSCtOaHjKQAMqJxvycH8QRX/j7qicZz+RghAIwTd8DLAFlvyvdAQY/k5w336VOTT5hJf8jvMnNGeGUuSyCUeGSYJfLMBjnjhGfstKP8SzCTnx9yhpz8pvxLOY/FUWPXqCmhbAC11vbhcH/MhS3vKn29DsHsXCwaKhhYkeIsExerbil3zcd8C+byc870R/BnAUbsO5GwbnuwQBuuGGYh3Uk9O4vrziFE6A47T/avvR8x8RqSkY2ljfoxRTxI1toYbTpvTgcszOp0yWVV2A48ml7ZcihdfdkFfB8MCLbh4/gq6b80wWYAaXRMSk5e2Zk9945zH5PtPQ3QnK+1goW0T/M+PdrUYzhZe39djJyc3RBkAbIABIbEMI9/2weCzso39/UAlt9btkjoZYrdduyEizT6KQYjX00GWl7f2WcdtdJYGPdQ8+8QViE+liy1Tl4r7YqPWEASPs/CffTVXenbv/uf05xqyo0QKppFRtbcxlnpEGzQ0WNHU1M/mirYwvl4t/UdwT2b1m0h7N/XfSzVIC1oYrhN1DSm/QIXihjPXb0sVZDi3r13PwwjZWM4tyWETObNnQcwPZpOwno3Elpts9g5gEuJQcssShRBFx06QfkaGLPZWDVojnn84BG85LpDlC4oWnLBSnywGtI+9I3eh0tvuSa9cxmVKCiFE1mdtFk4pRcD1I1YA9fYAat+nMWPwDRFnPN0VqOlg2Cen/3Yy/RREmUNdgCzeG/po+bcZibhqMDlRzQy8ww4xUEJokykMFt2HEY+2FDtN8KOIF+vizUnytSX++hrHo5P2iLqAgK8DYu52RZIriDZ6CQeY+pjBwbP4DOlLQ7hOMbfED/PUpj7IOJvNxgdtMWVi+amRYjrx+lHf/Inf5zu/t730iCFtX/lM59FcL4y/QVlk971rndFspL2Pp/97Gep9bgwEpdKW56SXVK7+/9gQn0dGls3LSZA+b5//I//8aSGyveWbJflbb57z3fT1Vddna7gvSXTk9ciN+2a/+ZRVLI/mon+q3/1r8JU1KxG9VFmpJudLvAyy1ERu0ajJngZNWnWtwvHdoHQe97znhC2/8N/+A/Txo0bQzD/l3/5l5GhKLgy6vKPfvMfpUNo97x2bR0U9wvSvvKVr6T7MF0V1GqkqqBe41U1YF7r/ffdH4TFr//6r4f85hmMwPUL82/v1+c///kwWFWD/HY+/s4BrKA5CzFfpjWzS3ANja6YMxA//Ui/mzEniZhYZK4YjAIslx2FqUwMK8nAuO59H0r1xu0VFQvOwmMxb/P0WBFQOSlnHJMFrK6CFXQMU+J15/V5M48iji2iFiAVVLAdSL2D7JLFRv38mEwbYQpD+LGw8Plg41xsgjblmsxgDLbBwS/rxoLkrtEdiam8TCp1fJd6rgjjWKA2zhMgiMYnTAVDoOmCboTB6+a8cJlfQSaHMC/KZuRTeIsfU8HE8MZRGMq5DBEW3P3q5jRC+Kp0b3fpnDWrA4+fJZyPotRiF2oWnWCrCAc4sRZFNN7ic317D+fiU/KIGWD5A1vB9e0mUWHftu0kQFheabFyHJojlvezTsrJ0ady9ygWDxkW+tTBzm7uJT5ZpIkvWLgyjW0YT08/cW9aTChnwVx294SzQo/IAUbDE0mAYxgDBoQFe9yUd/vBOZjOPwUyfq+FczPucxxlgJdpebtb3iGbAu5zS2GsBFlRq1BLDvqw73c85M1GrGiTZqBh9ljodcq0+9fekQyU/D7bwnGe+4nEYFEz0HPyJxaS17+nMUb48M6dBygzMqRUB9PgpSFwH4MFCgAcIISD9zG29pyi3XpT28Vkgl13GzUEm1N/W2166oGH0q7vPJLaL1yebrjqpvQYBZpbKDtzIUXhH/vKX6fx4xhQspkZq+pL7YsXpIuvuDEtQtOjPmbTwIPpaQqxX3zdtekWijfXoq87tORkevCrX0+jnT3pUkxMqwnlffm/fS5dcs0NoV3cA5u9bMOF6ZbryFwGYB1bejQ9+vVvpr2U5rnlznemSy+/GrCH91lzR/rO334tDR+nDinHqFYqwfVGoV7nCoRVgWlpJAXJFlan4FawcmMwZBOotStN/GES3YnXVlf3qbR+zWoqLGgoSXiM+ykL4hw8lQX61m7QXv/uGYor8HiEmPlDvzUZQPpy9Ff1SGaQFnSVINCSR2MRR/RD5xy9aAt923K/zhENG6kRRnmRiUfRv8ng7D+T1q+7gsxQogVMoN987Pn0PWq/VsDirmgh2/O9NwGe5sMIHaKszBfTdbfckQZhm0ujzexk3hI2OyZKaavgeiUjpMREkbjARvf0++67L2wZtF/wc2byWTZN1uiCNdS1BBSZOXj3t78T68I73nEHWt3esF4wu0/A5nvNWtfN/e9Tes3r+853vhPPm51oaRtBy28B2v4WqYuierPaBXKyUmq/XsAk9E7kMFoweGwzCRXaK1j37+efey7AlI8tmzdTGH5zzF5f+tKXos995rOfiWvRG1Im23aWnVNCs4GxYvmc//bf/lscQyD1la9+NWwsBFp6Zwn4fF7w9uUvfzl8ve4EpNpOWh1df8MNb+sE/ncOYNma1U6SsZ2BGkVLMdSNuzoTRBOdqp6MKUGO6bKlBidEvcVk7L55lMmjEkp/w9U3pLUXUHqEXYuGjWq1zF6JgWvNMPUTTk6hM8jUeVDEHCt+5/k4DX1+pD1dUAIg5Ykg0oPj7XlRKRmYnC1SZH0UYZsyLl3uuv18VKuHBi5j8z7nYuZuS3NJ55AQEhZHzrQwf7uGALCyTkHdC5/jR3PDcQspc74sLSE+f6tNHyd7ewEKXFByrbLxdLrzGOFBrC5wts6pZLmtmqjH1j7XArLumjPAijaKV/PiWto2ZNO/tx4Svl2j1DM1/TwHMAT4gM3YDCTqMO5MAwCTORQOtoAuy3sArNdcnQCHfmiPVl+YdQ12UcFWVTrMojxKunhdTQteYqvZjZ4k/fvl9IH33sjionu34DszOmYmWsGgd7AvDaCP6mDSUz9knyp6asEEGLZgdw7QH+bfUjCr5kNbEkNEAXr4VB/0vrtgs5Dq0fXlGp+OsQyuYuMR/SGHKEMr432OnzwWoo0Ksev0exGkRKHR8fuiNEvp9E8sJspe+V2hJwtkFN/9eo/ATSx6+/YeZnzh4I6QfMWKpTmDDxZYQB87fc7FkFAz+qQmdITLl69Ks+YvSg/9xdfS/GsvTldef3M6/eBLaRXzRxV1IxlaaRaLoYtvK+x2rfoljjVAiOjSG26lkPnsdM/nv5Suuv02dv/zMF9ckq7+4EdJ5X8xmLJrfv6jaS4FoU8fOJyW3HBNhCNrv3dv6rh8Qzrx5PMwbLMpGv0z2EocSPfd8wAp8O9BbI5x8Yo16cY735ceuvdu6ilSDPryi9Lc+pZUNUj4UorM5qC9zHiskMWMXpBHVpg3MFkMca2dLK4nCVe21fLq0GjaTQmYXiitlSzmHbOtxYd2q0ipj77gfYuO+qMCV/mOluHkKO/ktTDfViEcr6pAK1Tcfa8wDFYNmVoqKDYK59fZBBi3H9JH9ZMbJ5oQ4IyOp7C9gj6mUWZDQzuM50lMVk+zzsxmzFCsHrB6cpT+WNeYWoiIqHHzu3upbznK5mcDhbh/9mMfSZsBRv/hP/yHqBW7f/++KJyuDYIA4lmYGRmfP/7jPw6AJUARIJm97uZcWwPNRLXtsd0FZ4Kmo0eOxqZdtkeg9bn//rk4Zi9ZsK/iu3XjjZmNMpS36aVNYb0gaNm3dx9CfiMXOMwbGuTabqUW7uNYRhhiXMRGT8Bn1qDfbajPUKY1TDsBVTJX73jHOwJkaZYqE+Wa5ONFSv3YR7Qk0kvrfoBVC4Dyo3hsPfjAA/GeHGasSp/9lc+mv/6rL9KmByNEOLtjdmQ13nvvveF6r3+kx/L3uO/cKK9VVu3Rxx7FymhVaKDNqhe4vV2PswDW1I7itV+Xh8GPdjC8XRedwwGG+7IbrUtS51GobG7IHDpMU3tHpNia35OFjo6XPBH7xwRZVeoVqjD7q5vdGmzXOAzLGPHD2OnETj0DAHVb2eYtP6YCbyqZHOS5TctFsQg0vubSA7NNXzmDXcrampy7OP3eTL1RC4M8NeTXswHD9NfLr8qv64Os6cS4YrQCYLk4u3hVmmLu0YjhB1vHtVa/DRqsmMwCWYa8FzZuhAl+LB3Y/Wo6Tq2vKIXBLrnUvjUQImkgzDLBQhYl2kyPlqX0/IurjYn1p7L7GvYTHBEWlIXk3lXRf0fYGOynCCyzOP5ICIcFzmqpZX7cQEx/FNdeRLszc2MqO5sEmVh4CsrrjKTmhjHE7/irrb0k7d+7LW3asitde9Wa0AhphhHrDJ9VsKz3Vh87RT1/1lLM2R2rGwI1HWZuHjl2JFgpk0nGOEfBkpsZtU6XYh/SBmsQjCsL08GDB2IinkemULYJyVqxqWSRqcXNEEtZ8zCHKnLIz9DwEAuGWVMR3iv0iJUAA+vh5eeyID9UVjAWFiOO9ZEnS7PKGB0Rai2A0jl0llrGrp5T6VUWLB/NLHbLli4G9OsfVizagnhBH+2hhqeyuiHVE8LtGxpIO9ggNF64Ii2ck81wl61ajYFoVzrNQly/amE6cewUQI1QI/2Y8sqpG63VrEsuTof4vmNbd6WnTsKIAXRWXnJpmsPC9dcPPUhxZrK1uLYBrrl+8cLUA7U9xn1deM2lqXnp/PTsN46kRSwodZzrtj27w/n7burCnaQW6g13vjudQJ6wmcVtA07uZwYRSEOv1Gh1YkajI9AwohUeZOcCpDo2tTg4Q1uw1WpqS/tPnCLTEffwVjLFYJoVsK6/8OJUjVB+iA1RK1UGcutEg0/OesH2vGZg5vY/91GGqM7t299v3TprGEwnoCKrMJtPRCmc4uuiMLTdsgCA+djFZi3OO/fF2LTa/9Q2uYaYNOWcw7wUMCk+lj9rnUQ3FRZqrqueFddmWZ16pA21tQMxv8m2265+1j42RB8Yo0/pav5V2BzL33zwgx8ie/xF/KyGAlDIBMoaySgJMtzkqEXyb0HMDjZgsjcajv7u7/5usEd6VckOreVc/KygTD8ra+JaiieX29kQz2tqumDhAjzeZMdhzSEgfusf/9ak0We5+SnHjIBGzy4Ts17ivLVWkG3KSQtToXmBnjUL9enynEtBuwXrPUY71yIQyzq9igiDRtTFzNt4VMDynYDtXhaleF6hXq9grsw69DN6fk23lPC15Wjh1sPiGp73WrxW2+vNA6yzIzeZoDj/4+8cg+XOJaei5olCZF3R3EStMJiZ3p507NBQaqdjN8+dH9SwA8FMlehEsfAzYCJzBQ2Mi0CMJJkrwBW/jjro9OpxIjJ6UYY1XvcWzPCFc+8hIcmpeelc5PBm/546B7tOtkfIBn0u6ZoyGELFmicAmkoTSz04f7iUv9W4xUnMcj0umk0sxBNM0OMUdz6wa0fqxxE7JqLyPrJ4zSU8WMlk5X3JJS4yGo0ptJggw4XaSTUWzNcfEDO8Gz+yt6kLEURoVaCPlSG6OgDuyUNH064tL6cqhM0rVqyEJbIUiDvBvCF4o0ewfVKVJnPIQgyNpRNdQ2mWIlcWgyuvvTk9+uBXmVypVza/jRvfRauNxeTpTnUu9fJWEfqReXqeSV+NyDy8qtz1n8bIUt1Jh1ljs+dFppJAxILmeiHplO1D1ucIRczdVV7MDtkQuJlE5aJ27jXk5c1767jKi32WOOo7pfZHjVlmgstJz2PZV6JIuK3jXB8sZg445oH9Rq1Vvi5wqkqdJ7oIfwH0eXS0zWLn7wLkqMgh3EyE0ffop4O0RxMlcmpgh3bv35P6YYQXEDY6hTGsisn2FUvS3mefSH1sXmoXwnK8ug3T9Z40jwWlnxNrRntVgT/VCdq9nusbIwtwiGLHcxYuij4wjkZn2YbVjM2KdAr/pYvJEj64Zy8KyzOEP64L0Hf85Im0/PKrAGCUp8G5/0Pv/wfp6J59qZsyXGsvvIB6qHvSSRjJehbYerRGzWyaGmSn3a0oSWBBH8EeJRKrZTIFjoSIu04PUOSYG0BCBGKmNFrdD/M/nBa3zU5L5y/heXz9huFVkYdGqRe0gjNv65nek5m/L7PtU4Mj2z6cfUrlhtrJLdc1zJ/IJFZm3ZxSSh48+pchbMC9m3I1W9ouRMZjjF2z0wvA6OeMYHAc++O1F61OdYuW6XyV5sMUz2cdcks5h+Lsy/DRevTRR9JXAEMD6O7mzJmNdunx2BgtWrwIfdLTqeFUQ7BXskiCJ5kgGSfF3t+D8TFsVoJPz8NNkFopX7+UqiIKxw2ZqXUSZDUAOkpAJGCzuPPK5Ssj5Cdo8zW1UDJeskqCKb/jz/7sz2JO0PjazZhMl5oov8/3fgu9mEBGjZZs9Z9+4QskABxIqzEyjZJTxS2cxVhSLyaQ8rzLzET/LoGY90BndyuPCIy0bxD86f1o2HQJYNDvfP7Z59J+JBSlyarnFXOdshH+89rNyp8Dq/V2Pv7OAazJ9MzYZeSbqANzFS7qnQM96CiGUh/ZCWbZNFTPY8J2UsnqDsN/mTNyoBWDrVjQtJqR1Qq9DL8rho/B6GfO2QW/NTd0cnl4aw531lrjiRe7uFg2ijCVE8W0CentCrXFDjDXG2FyJwsFOn3geGfaT33HM6ODwTjkLSKhC3bGS1etwceHMhOCkAgh5Wlz+nTqYvz23Ie3tPlfc7ASKsQEr04uBP8V6SAT4xHo+sZZbWkRobXIyIq+OAN0VbTOuFYCceDsJdWL0PVkV0VqXdxEgeiVae62lenZF7eld7/rhjTYPwgY2h1s1DJEtm2IuruZ+EfMgGuoS/sBAE7c7R3tMCQUI+c+LFu2gnAIPnFOam5OuDGK6gdgcgZI79fnaj9hDkMTrRQ97uf7zXzLIczzoJ4ARxkkRYZuea2SrYBOAZYgW+sHHxmMZZCdS7fILGcWK3iT4ismMzXf4FaWX7dv32EWlO5495Kli2AT2vkeAVbA23yU6KJkL8FOzEe4Phdx+cvPPkO265w0C1C8fdOrCNpnaXiXjh8+mJrmz0mtAM9d7K49sUi04V77uaqaiXSk91RaSAjwati/Z594ONXOaUqHuo6lYQDlPBix8c7jaRDH/o7Zs1I3bPwwTN/6225MmwjddJ86CdPeTvinLx2A1bjq5pvSLADvIKCgBXag55UtZI81psXUNTy6bWca417bloYGbTMZs2F+zmgJYSOE9lJnfeUSFOeF0WcLlCZg2+bBoK0kO1Uj1V4sQarxHZA5jExJbCe+327/7R1J+ejTt1dlD4s5rehb5ebE9023RXBOmbSJiJBGBlzeZ21FxmD96kCSRRR0sg+U3UE2s9QvotsgG7QqbcTJ/6rcRQkjA9bjWDgrNramX/7lX01f+eY38Epcnn7+5z4VYbfvfve7IfQ2vCZ4EWCYwXeQ12ScXMsMB+rQbvjwAx/4wKRtgtU+rPChg/qv/dqvhS7KbL/PUQZHNsdSN2qXFKILQmSEfvGXfjE9+OCD4ehuiZtShhJljjhpBeK/8Au/EPZD7373u+PY+/btC6d5GSPPU1Clhsrv1wFeP8evopPauHEjXpC3BzhcumxptJfM2ZbNW9Iu+uhll14Wz0VBcK7rvdQ1NKPYMeVzgjj1YAr+Fe4/h5bLQtC/+Iu/iPF2e/r2d74d12C40c+4Cb2FUKZhVsOChknXEL5Wx/Z2Pv7uAayYZ/MuP+Lw6jtAtrX1NXS0XG9rjF30kBkPzaRxSm0bImOuCdbGgWcRUQ6gRkIgVQbrBAbB//D+WjUYvNe6cNP2ym/xvZzZYvpmvjS0KBGQcuQXu37+jexJf0LrkgHXpKHfm/mCGbw37otaGXaEo+yA8Vlk97+XEOEOPp3Du+pojGBohGmR5wnTxc26MkSmdsLdY8yKxZ41mipPiNM2sTM4mx/vWzzdMTVQmg9y+jVqOzCV3bV1C4brg6l94Xp2Ym2F+zHv1ltnBhcYwelADHnRq3LxY6E43duVOnsxbm2tT5dfc2N64L6709PPvQKrheiZiXUltLx6qIMwUT3dvbFjXspu25I6hwk57aLkUxXWAysJD1jWZpBzVIMomDHMNEA6uLqISowyHYNS/EuWLM2hvUg6ES19v36duQPfUQaX8kJpFnC+pteEknI3KFJPij49bVRGCHYGQ8lPKtR+hXR5faF8rF134eRCXGxF+LIQTsZl2BY1TQ2pDUbgUnb4FUsvQMSFcfAzL6UWa97BGK2GCVgPc9i/C2B08Djlgcjm5XusUjCE/90Z2PV1t17DPZmTho+cSKdhpHr7OtPSC9elG96zMS1Ytzw9f99DsMzUPGTxPkZx5+FGaCP6TNeWbWmiuy+dIStxAffpZha8uehM9z//UqomDDVw7AQL6BrCw/WpkRN++cWXMDfWfoaHCTdcinYLFnLO+sZC1mBXq2ZuZHobgzlF/o6GSGNUWDvY0AY0fc2I7wexstGKoj5q+50HNL/h8Jr+mXNv0usN5vIz57+pkyArXp6ST0wxvwG5wrrhjDpC/ZQM//l3DLGynHReQ0zAmPKey3NM2Qcj3BwAU90rG4BYF2hUxsI8/plXbGBDjWtQgvebu/ROQrfX33xDJBV0kMQjsHrXu94Z7K/ATxd0LX08rmer5snQm8zTb/zGb0zaLJRJIorgg71l7P7O7/zOpMP77/3e7wVzVUW4PHvR5QQS3/yhD30oMgIN35fa3U9+8pOhI3acmoyi1knW2fd44VdeQZiZ/y677LJ4j5/7IKVxSiPRdevWphvog/UAGz9z9dVXxZzt6xdfdHGI3o8BGg1x3nDTDZMa4s985jMxxstybu9/3/viPW7I6um7V111JczWQBSpr0UScN3118U98Ds8tu1nzUTBmmyblheCvB+oS75hn516gyYQxV/FxFz22RLS5z44kzn7TXzt2//W15svRyODEMDgRCy9GwCJjsAk1kLB0v6jnRk0sYsbhs6MApiCMdUvQRujzTIMEOJrw05eC6xCxPcdWRlg1Qjc/BMtUw4TvsWPMNMsF9PvN3FNTifnOYGylaY+L0OiEiuyq4rjl5lWpRVTNddvu9kaFr0taL04fjlJTarLyglZQFacwaS+pVjc4yoKhqM8ySibwn/17JrHqZG3B/aqB2Yxt3beXXoSHWREtXdQ303QxxcYso0293ihWy6X1untcL7ekTv51LvO7vTnn+Yzi5mPJrB7i++xZyR7av+LBAQmdrQ1ap/2MkGwbQbcLE9NOjZruaEg1+suBmxeOs5//6XmK9F6KCjXXqAqDODGYDVGCClBrNTOSS1tc9OGS65JW156KN183YJ0AbXxFLi6O5aRWLJkESEy6q7xFbVM0GsACkfwKathAm5vxxeqmGAnzGLlPGaxs1yzem1Q9bX6QAHYmjFoHA+NVi41EkaKcS35bpS9pkymKFkDR1Q4NNkPM57J4ZBigQitY+x8XOBMFollLfdojz153/KTrx0Jr72XnmMf9hY7tu0KEOFj3Xq1H4RYEYXXaHM+bW3XuXsI1N+FJuk5sqsqtQQgs3DTpgdTz/FjaZTSNc/f/Z3UiPaqn6yobY+9mE4TImm2DmOcI+G9ffvTsw/cn5rXrk7bD+1IJx59jmSPk+lFwkUVOLirZduCcHnHI4+HIPjAM8+nrh370ijp/q/+wedT9/ObUj3tu+3JJwjRma2c0ivUr9uF5moEDcrDiIzXE0q0BNCj3/o2rOjuAETDEWZ1UDE3kg1Xi/7BQtdhtinrGdnRhO+L4Y/rMCBLoTZMahS8z5nZzdgVVBHilNoJXvE1Y8Qb4X2beiGaMHReeULJc0NWr06fJyKT2DcVSS2ZuZ4CN9EFipBttuMotVE2bvYRy99VAMdgOHMHcTMwhPP8BBGNSsLv4VFlxkSxgctBavtWPvVsZRFVFHMYSsNXr8H/xRyY+2Ymvey3E9SSRHsVfdZGRIhhY/IGRkMkh7Tif+YYKLWIlqwqQ5L+6/jxp5qxl5ssX5OgJhJD1CY6vpk7ygLJHksGqPSlEpjZ8iakeG7hS1dkeDrHGm7zUYYaw9YokrJyJnAZevQybLNas2nVVYVcg2sB9MmQlT6NvqaliZ/TD01tlRVQPN/ZhKhloMpzNYqU+4vGoYX1R06VjvlHFq/US/qcgC+z3xPx2hCbOXVWJQtWugb4mt9jWDX3pzwnvB2PvI2MFizCXtEDzu7w+T3FQHjNWZzvzF773PTFJw+VsuOd/7Kio06dWvH+zKLM5BET6XneG8+XiLFo1WE7tWHCNjrnCUo9jLODo/P3nWKya+fdMFmjppMnUk91hSsuQN1VNFfxI+TJWWoMijwHxWB6ex7TL+7cC52+XJyvwYr7eR74XkxjsVDn9sti32CsCu10GIXzWq1PUOOsij9qmLkNF2nKN0IbMKdT/JVdDZOyw99FcARRmtYXTpZZ0JkZpwjb5m/K2WJC3io9t/RhYmfcdSLt3bqZ77KoGoJlBtBI+HxRhX7JKszjyCAczeUhcj9TG8f/W8ItfG2sDcmgD5M871929tXKosZ/zdb0emPeNfSRrTwsK+I1OVFE6LeYiMUiLteVHKsC9F0LQzNehcC6LFr3Vt5wLsjhaMhG4F8HeDmgVxEaBi9Q2ryWkFMXzMG44TUVHcXCESL/WHVkbKMzZjDhZJiXz/x8LBRZazgBG9FJeKeesjorFrRibLgqHdjxMhOlJaGaKc1zOvzPVhIaa2HMhOaIfuB91I5h8QLYxCgZlW0xarETiaLJfFp/pHlz3OnmxSruvT5IylVclFnInAQl4QIceu3FIFbXEo9yoc1nnVmVeMH754TPv97PWEw9RvZEc0ELZrToa36inIfyp3Pj5JET8Z/MTtgHLWLsoklfOXmyi3qgpzQ6Z+JOCGcBmOyuXG71mquwfJbngaamemFLaruSWqNoa57b+WKUX/G/ioaRNOvKpdFXt52k1ujgAa4ds4zZLBKtq/m4Hnz0LfWfZKbtoEj0xHBnJDY0zallQ7E+DQJannv5ORZ+nbZJUFiv0Wx9OjCCwSJFoZUzPL/9OawXKtKiq9ZGos2LW5/NY07fsbaqNP+yVamT0kjPb3kK2wDc1ytHUtMVK3gPfX/dgij2XA3TKECurWxMDUEuwujYEXlXHRqrWkxR6+kPvQDzXvr/Hry9FlF5gsRBgB3XWccCHRiI/zP5JN/EaUAra2IK6BttHyV2+D5NmPXsMyxdg0wAfiyShwUMegA2UA9So+Fx3PLNfh6H0rb0kKn8fsUEmjPDd2fIGKgDjDreh/FUq4V5q+Q+OTT0cxtG42lpMfuq97XKPsv3DAN6Eu1TQwC0ogK7EsKxntp4ZNSGCjCycjOKyhUn4hHzRey4Y46QfW7g2t38VaOd/f+z9x4Ael/VmffV9F7Ve+/VltyxJRs3bEwxhoANBEICpH8JZMmm7Gb3S9hdkv02u8nuJpQECARiiim2Me6W5SqrWL33OqMZTe8z3/M75953Xo0ka2RLBL79XjPMaOZ9/+X+7z33Oec85zkGzSTEigSQ0dpt3uh5y4aSO6DlEe2VGBnr2pBVs5IoLkm/Kpvgb03KdZ4kg2KXEivU7V4jJ8wituawxYixX7XN+QSuGBwbx/hizFO1H+9JFaGD3Kh0CEVsY1VgOj/nS8ryENctSq0XwQtbVzpvOh6cMl4JIPoxBgMU3pSb1l9u73llurNkXW86vohj9r50fI4LgEuNqa2aP1YZpyrkRLrP3Pxb+CEvU2ZvO1P08cyIZSxX5vDn26rPdX4HFmd+IuJ4z3cziJwxuR3xIOkTBlrsoUcAE/8+XIB1vjHxDfzMK4O30SnNl9LCMqmB14T+ljo9NPX204be0pYf8qs00XJlMSASs7GzOWRBXo8axIMaGAFcaRnhuGXbksxFpbHJBkJDrzj7b2ePpe8Evjme/TrX77Lfdf6/+1/OrEIz4ueQIByLgqbUVIkpKyEc1aJnhbo9n4WrkWf9EUsR/UThmgWK96e5VazoBakjGpCW6mcMKBMdMjQl/1SDMfalauUCN2HHrq1hx4a1OjapC6MSx9sWYVgLslTiig1q5wHfg+vqQw3fAAkGzb1Ua7Qrg4t0Bh1J8lXtA7/LNHlQuwZoUV2q+yF6gGp5vv5eKoPVId6XRdS02XQZmRniqjZSzYU8fc8lrRyf84VG/mLXKoRiOx/mXGOk7SccUPujZvGdcjRfR4ucStPeXu6HqKOtrbTS0tmcd3TmxI/yB4xmBFk2rnpurXoeDa09YayKdsqke1ZdXiNl5E6BVKJOimbIuJUonY4ygZdtcn26QjYbW7cUKbhx72LH4h3aELkHgGmazR4QICXhWm/cZ6RPOTfMnnZaB8lhGhxhf64RN8a3eZpQf4CIrR8KdA3MUY8c+JpJq8YAdfyH8/r43+BEt+0PgG4VrYiS5obDEgQ9KoV2XuMEQMePrdTftPkC9ohoW1k/m357GLd4Wvjgn3/WxsfU9BkeAJ6d2C+I3zu1gJ56kePklxmv1p9TAofMNbs9Ph77QKZNl03RJEoiXDRVcsaDe4ppGHdAOJdfg1VUR74bBGwkrLQaQ6EaPReJO8bVoS9HpIQWLtSTelJK61jcsFrh5dNqydNGzEoaWEfbcsM+NYzOE7UCMWJDy1pzrCun/1tYOd4gx3HXygdf1wqPTv1On3lhs3TGpBGoGVMi6Yobb7hGop2NEi7dG5aqgrJCshPPvrLBUrBLlsyTyOQ28fiq1G5MiucStUSOY+TomnC1UlCCVeHp51+QrtuYMENtlw6KP4dA78KFS6Rg3iZhVTVnHj827D+0T6nt2WpL1ho2btgk9e+GMH1cRVg+X2CYi9b9mPI+Zo5R5XnbFcJlVM9GqyDnIUfJEG5VY8rfAQm92A7EC/WFjmF7qvbVOoqNlMzhYGocb5BQpwoYqjWO40XEhthdr0pCUl5jlVY3B5V5oS+kGQA1FJrkSt4jgROXN0kpc8FTgcvUiYH3Qx4nuoSKuym9Y1vjMQFErZJs6KQrgM5lKu1qXcX7iQhBjuc7/CxSbnyea+NYCcRwDNKHRMHQwQLoUNHIdyoI+fuMGdNV8dcd9op3xfGmiFOV1OI5DgUwRJw4x2hFnHAi0I6kShBV9hRRA3CidWXXIcfPugWgaWaRyn7xRU9b1I3PUNXZpCwAOm6cE+4o1clcv1e1XrrXeThYyahdYJM/73UMKmhnXBUzXm4urReZWcHkWWf7kkMOqvdmeotd6t0rnoqJRXuIPNpQKEyJFkgnvAWdr1MVPbmKYJWIFNptnqWMh196BtoMXpb/Mhnw9P3cwzS4cWS5c+d469Bnceke/oWva/AdZw59vE9Fl3ryxZGSZ1eQp6aeYE+10DFRSrwUjWmvQFZFuYwPkSB73jJQ3Y2hUoZ3QJ218xX56ZP3iKdMEqG787T11OvrL1XGStUkEhWdJdmMj37gPqvyRD8GkwWXgQ1t+fU3hjFyrSuU7mqXqj7Gv1cbXJkMCCa9AEOk6+qSN96pRZgrwJBLo1wpN5vshIxdfgnRCl0HqSwEA7GT+q9LhrhDRO7pE1Qdp/N2qeFuD2Fvoi3acFoV5VTPJJOscN2cwY3xUj0liwxp8ffb+PWJbN4SDqr9Rq8afI+cNksRvEnGFbH92hyjrLX0Buslk7KIwNCvl03EK6F6NBbcb7lAbolSEz10LJAMRqc4Q0RygFXuhg3OY4d1LrTI2oFX5c0CXH8rj4gEnCRSKRFcGOCJeCN7zJITliLfmVWQgAf7dvYSst97JIDzDAhQowGHrlbiw1gKxeZlglpp5cVFG6GJXbJF1VRljJcNuGKj0ucPqZEvlZC8pk6dblVcNGf2tHda+6SnFdWVMnrVfFUpDcduRXuYeQ5pMGLE7qz5dK5jZo9H9gcAOef62xDn1i7U0rMOoKzyihShihiI/gy+WDd9iso0hYkj1bLkaEdo0Gc6FEVubyuSGnxXqBldHCqqJGFj0T2Eix1Anfs1eDMGzkUWb1HHiR/+ZLVI2uPC2295uwqQRoR/+v7j0tfaHn53wuwwXfb4Hx58zHhHf/CZmeHxNVvCVSJdF0nDq6E7T+TsJ40PtOz6W8L6jevDl775U5GcrwsT56jCTen1//W/vhb+6N/+O/EB9yklfjjcdKMEVp99Lbz3nmnh+Ze2hMN6zktmjzf5k3xF4vMVCetDJsAi7nAKuR8XQeY767O/V04HqULmJjcaQSx6WN1EiOW4FEtQMI/2Rxrnn+zcG7ZIg5GxGSO7tGrW9DCnQiKkTR3hv//5X4Vt4jPS3/LDH/xAOK4U8sM//rER2+E0ffBDUtnXtX3jG98If/3Xf23psV/7tV8NH/rQ/UOaF8dova4TXawUYODyEsgCWJgOo66T+e48pxFhzZoXwhf+yxfC3XffFd4mEv0f/9EfmZI85/rBQw9Z+u2P/viPw1NPPWXzf+XKldLPeznUq0L2SgFbCOUQ8yHXU+HHMe+//347/re//W2rTvzsZz9jAOcb3/imdW344P0fDO+/7/12beh5PfnkkyKS1uEAAP/0SURBVAaCAGRzReB/n1ThOQek/9/7vd8z7hnXT9/S//Sf/pO1+gEEUsXIen+flN9pQP25z/2hpQT/9E//1M73t3/zN+Hud77TiPqQ4znmb/7mb+jeSi+V6bbjXAaSuy9OX6RYnIhGssCVRyEifwK0nwVW7N1xjQ9+Mnqpl/TWBw8Gf8p6a7JByCj2VlNhc1rXoVB6S2fIbWwTcia9pc1bWgWsrfOZist0iT+Xh0X8sySnKyydOTqMKRqjFII2FYwJ7HPxM3KpOhIIAShhqPPEVrd2J/QPxK8jlK6Hz6ZHdIYMG/phLo5Kywh5Txrzgrz54dfee6f1eqMcvkBRLppME8rvEhemTQ+kEw8RRx0OHClLDKHAAFpHiDgqnyngRPTAPbU+/a1Y5N0efR7QBu/HCKiEZXRdPPvV398Sehpbw603LVGqRZE1eVrd9Bsrzg0HW3rCun0iJSuQ1a40gLVEJBJzqZ8UYIRIjK69UN/r1ET2qLSMgmRFx0+epo1snIx3St++gaNyzus6hwtAFAwla8bIQutK9QpgHTiqvpesD/qn6bsp+aN7lQ0qSSOzrk36gU2HAnQ2IQfW7DeYA3sOWAmqPhO2OWP7jpgkyy5kL7jzjTGXYnIMiOcSvbHIla/URN4992eTpckeJBd3BcwbyBWA79Zc2ScJhGZxM3lNmz7V5CcAU5ZWOOPgyLmwx55P2W7oA0mRhjN/P8hcHPr+84xCVmTd7lvXwHWQGT/7jGf+hmwCymBE/jztpXvnGWh9puuIOQ4D0nkDDVJ+V+RfTlaRPtndT/N3AZzGjnBE6bxaEe1JCBco0uVp2wtXbDGWuQI0V1+rzXrDgXDt1W8L71y1LDz+2rZQ19wfxkxZpFRmRdh3si2cbM0TqXtcWLu9LrQOVIWq8TPVbLkynGjrDJNO1Ie33XG32vcUhifXbA+F1TNV5ThW4Cs3HGpUEVNuVdh6oEFyAQ3Sa5oWmvuQ6hkTjitotvt4q8jXN4ablk8NNYVy2pqOWg9HCghIUdksJw2M3bL4o6J6nXTAMOKA5h88JaJ2RLv6VNOgiIsiO8zFPImMqtmUuGojwhOvbwk/UkubftmzueIsTh4lnqP2nj5VJG5VdO66m28K2/dsC9+WMvs4VXuOU7QaAdHvC9y8XUCHyA4tX5AiADysWweoyDUBT0jwpMFQW0ciAdL52DFjw5NPPWnXcZdAE6KhCHMi0AknCbCKvANOA/pZdXUn7f3IGWBZXn7pZYsAnTxx0qoQt6j6FHX03Yo+oRYPcDohoMNxkVwA6KB3BdgBlNEyB3HSH0j1/TaR5w+L5vDss89ZG51lOh9RqZ+qX+8977zHABZ6XZD2iX5RoUjV4GlVAK5fv06ZDzl9yoDkSwqG12M/+Un4R43FA6pq/OV3v8uKbwCekPKpYkRKgpY6EPmJsiHQipYdETWqCxknSPMQ4QGbKaX5Vs35ZQBYtqwxn/HafEmmNEeCJmhEkZ4kn52JEg8xstk2IduOv9WbHvp5i2SzSeq/NvK9I6tFGGoJA6d7QiE9DRQyVuOwkFdZKh6RlpfyQQk/Xupr+YU6njgW5Qq/T5WS/fhi6fbsOxK2SJzuhPR5Zs1bFOaqHPzo7q1h3YurRZQtDEuvutaMPSKUC69YHvJH1YajKst9/bV1oU+haDSTqioqw6EDR0LXgNpXCADd/I5bpCFUEE4d3h/WvfxC6FIpf61ERa+6YWU4eWhXWP+KUodlSkeUl4TlqrqpVBl8nyqmXpP3dWTP3lCiMPCKt10fDh0/IkJ8dRgtgb4923dKPqA4NNMkWQT5zTIOE1VJVTN6VKgTv4lw+JZNm0OjhDbHSWW7ZesmiWuelIRBY+gQH2fmtVeFKQpt71ZLxH0iMPcqVVcgmQii/5caeFvUhe1OB6Z69eBuCU4eP6zfiM+kjaFQ8gbttDCKkol2AW8B5Tk/QilzGUu0tRAtraodFV7f2RkOqXdalfSc+poEfhHRhQehB5ruOfG5vI2RUYAtRWFkXJS84TrAX6EfokWbANfs4GfCCHPNssFVuqXos50PKBgssPSbgAEgES4d5F0I7kYAPt/qytzB4BtiagUOT79CmoWqTEKgc5dSS4lwPWvmZIEH+n1GcdMzjo/jKKCJQzaMWZHhhQ65xKGfTY83O3KY/ZGht2h3RnRt6K3jJKZBTn8EjGmOWVsi+EE0OoavQ4pwyOf5CFGbIoEDHBRnmDhnqk/j1a7Nr7tPTolFjVHVQ1FveK88gdmjKjbqlCL8GLVsOt6hvn0CWJOmztIxuwRYqHZVY1+p2VfXjJUOmzTXtLZr1KB66+4D4bkXXw4r1cpl5oypYc2rW0NDS1dYvOxaCb12hcbWztCklOb8xSvCdrU7oinx2xRh2SObU141VuCuTOu8Izyz+sXQdPT18L7br1bVZYmAEiR0kfxx3OCim5PNWjFKuusexi/n5HqinjnQY426oRZ4o/IBRYdp4o2jkqNKy340xCgSoAmzjshaqRBvb/vrG8JJqbpfrWq6NnVNQFwUeYJvSIuK6BHPD8DywAMPhF/+5V8OTwscfelLX7IUHS1kSIGh4L5UoOF//+//bRpYpBr5zEmBJ8Q6Fy5cGL4mXSokFZA1oMI3FSFBLEcfi1Tiq6+8ovSq+IE2nfrDiqtWhErJjDwmLTWAHsCLVCV6WaTpEBzmGkkPEvX6voopNqmwgt6I1bLfC+cvCL+tCkTA02c/+1kDhJ16PgAyzkeECqFi+hQi45JU5blP/r1eYJKIMkDogK6Zlj1LBSLHKH167XXXCYR5ix7a/HzhC18IV15xZRQUdb5XgSLbOOrfEYhjDJChQLEeIMf4ARYvBci6fAArcgFYw+bdEUmF0AbJM1oBJpwlE82R1nS00npLGkSmhlvWBLSyI13DW6rDexeThoQSZcadeNra5PM7qkOP0kO5CusOKIrVp1ThiPJKqw7hkjOclnQK3yf+z3lFTxneVK6iTd1qt/KydFtaJBxZVV4V9qpX2igZjBeflQckr6xZoGqdytNytGgRW1ykNhDKJ4StAmRbXngxLL9aPdO0+HerfUGDytgnLb0qFMpLsYkj47TttVfCxhdWh0Vz5oYXV68Jo9VV9vCOvWGHANrSt98UissVxhdgyhFQ2yZwtemnj0u8cnHYKW9nqzbZ/UrrzF+yKIyoqg+v/+jHYbL69x04cEgcjeXhCXk3N952e+jRwt27faupLh/YvVf9364MRTWjpaK9WcrEr6kh7sxQrfdUUt3SJfMo7lYxGkCKXJ0//fHWpoTNKYw5ZF6lW4+Ij9YlJfWQVx7G6lqUv8iUVztP6CIgXma+DgIcKvlwfOAwNLeoCkfVtdUSEJ04eXrYtHVnmDNTBlTpDDFyNd8dFpgL5Tu5P694XKKPeNRU2RlXIvKqDKBYRAsOUOQvngUszvyFHT9FjmM6zflG/srcNYCOt5LmVLSzSxs9GwXl3MajY+2eBTdsR0xhbDsRl2oFD/T0tPM5wX2vmjybrdKvpk6dbOlbyOfOxknxHb8i0pREVDm2HR7blvXd3hV/ZzeRsYtnRuwTrjzz+7liWz4K2XCRKyqIwsdDZ6LB3HhOm2Z8UM8KTircMNLe/OrMMfYPGHgcUSJOVqX3bh2hFLvoAT0D2vhFFyhVlLeIkkUBGCLV1jR5GC8bRXkqTSeOKCrWH6aMrw47tu4J2wQ2xowfGZpam0Lfiiul/i8nThHE8tKR4Tvf+q4AxntDo9Tkn33qGc3RaWHZormK3LSFZxSBaWtqD9s2bVWVmppqy453y+4smDMrPPXEs4q0lIdRipKsk0bZGLUyOn2qQU5YZbjz5mvCVOkolFcqMt5xyon2ACuioikiYB0lTLJXkXJJbtAZAC4nzx4uk002Ra3klOX3KfWm6Em/UFhPof6mKP8o2ZFpivR3yH6OljQsHRWAbD3qWtEucv0kRedOdzSHNt2Hyzz0GzgywjlzWuCCdUVEhjTXTxTFQUATeYU10j8DXMFpukVg89VXvS0M0ap9aOhJlJbPo5WFWjxcJ6JM73qXokfYN65D4BjABFDbKPkO0n62FvRFeo9UIJ/hfQAkolj8XChnGjtCFIprQ2+KSBLRsdfUf5A1xe9Jy9GU2vi8ur9mUUCoRORzXA+/IwVItIkm0ETZAJivvPSK5F7aY3uuYP0OiYJxXWhovfLyK+HHSqcSMYMrRhNoACAaWwA3XsW6xvfe+97QIIFSQCfXwNjxsormaKuGMWXf8C3Dm/UXe5ZoOOm11yxyGU0kR48cYzlWS1kTcjbgRE819wO8wsIri+BCWTlstBaXHbdY3sKJ3MavUXgtV6H/EVQWijydS7Nl3cMIPYh8bS7W8DX75bD+YkfpF/v9pIBkOLtkdXpkSA/sPSzuxcFwi4DS5GkzBKga5LGorYOqCO+994GwafXz4cBm6fMoNTdu/lwjwYY2VR4dOBymybAtU1sNwMrx1zaFyaPHKkI0MYydq+7zlTKz4ik0SIBx3sw50mW5K3QePB7aDh4NDdt3h8UTJofFs+eFgtG1obRC7SJ03i1rXgmzpsyUjsrKsHiSGpseORSOtuwOk2rHhlYBwAmqUCoUgbaKwgV5txNkysvr1Y+v80CoVRqj+Uh9GJNfEqZLUqBA1XKbVGLfKZA2Sx7eaH2VydupV94xp1ftVtQuqacfjZ9ELb60j9U2OUUESHs2nzoWDu/frbnaFopHjhXAmmrRK6qucmlOaOmL88U2zr4uc1xI60XgkilCseMVhGZJlbR0FKpasEhplJlh957NYWd/SxgzSgCrt0PPC5I/vA6I4CwB+ls6185J24ocabM2Am2MCNlfspfKcLOapCuN36J0qTgZpETcEJLCy24c7IDAeF60DyICA0dK/6GdZsTXrKE4AzwYSZkL8gvstcgUaR+iVJJMUAPko0fq7G81NWVq4aEybzLKOF1GNouvuAnZ+CaEnP485Pug6RiaYjwTKJ399PzKs0FXNJdnmaaM0OqQg2Q/hnQd3QArD8/EyJenfF1c1MGp0/LpRaoIdH2OCkwEXlXVSGqle+C0NtcuiT3WkAgL+QISue0awRJaM2Uw5HkXiWFZza36w9u1XgtDmTzu1yWsunz+FMmATAtPr3lGju+J0Hxsf1g4Y6F8ClUVd0qEVc3KN0o8cs/ra8O4qhVyRDbpWZ0I+aJ63CcNqD27iFY1hyaJ5ZarIvDqRdPDs48+FEaWloeRRTpp26kwoXqaosP7lRI8rkj2vlBdoCra2jGWDvXhYO7GFLj+bfpNmi/W3gl7yByNd2b/1ocsGqi/mzSCmBKCSYr5kzrPDbcvWhCWjp2qwgJxBeUgTqstV+JfCRP9f1dxX7j5zpvD7p0HwosvrQ0jR420HoFIpKBeXiVJIVJwyxSdIs33su6d1DV77POytR0qEiJFiExCN1WmSvPzOdJ1pObmSfgTUjhpOCJWpAUhpP9UjincKcRKeQFMZkl+5ejRY5n3UFhEuu6gJESukP4U3RyIAHEcyON8HrBFdIpUHZE1VOA5B3MEEvszzz5j97JIwAyiPGk81gppUEAbwIroFwCMCJT3OlX2Q+fKQTGfJtzRyaclD0KpjAMAeL+O26V74bgImX7gAx8wYVFAYfpMEhj1RvWur0Vac3AJZ1uJ807XC/7hsgAsgBWcFsKEh9Rc9LnHn9CgT1Q3+Wv0kCXJT1sTVTRQGpszIBKh7gVyoNsi0gpU7wySUZPJuzS3fPaYcFoeH1VY1qxZxqOooEwpwSpFr6RRrNBlnx7YCIGsfJpB5+JbXa6rueAz+7l5g1Wgyn2lvP640kf5alo6Qp7emod+HGrGTQrHDp9QOHeadrvS0HiySVphmm6a0COrRsqtLgldx48pTK1ojB7AVnlRI1UZ1NjYLD6WUmGvrgkrVaU1YUKtQFmnANZJKf0ukOfSo8IDeXRVqgRR89BiVRitl0czZ+UNoVT91k7vPSgCeGeYOHd82PjwkwL4TealFgswVZRXS+Jgo7hXZaG1sSlMRtX3aGOYNXm2ChT7w/FTx0O55mmzWsYQHaGSqEoOwmkJ2DUJYK1XqnCGjMMS9Y8zOQEYKwJZefpuxZMmEXhpX6S3ABD4xScPHwjHD+2x85QrFVojSYRuKplEhDKuU4yWDD9RmVVdaJcd6w9jBINWRfTso3i2rq5RXl+puCC1obJMhQHaBNC7yqHEnLVg0Wkvuc6joso8ff8vowPHvj2EtA04G9aLiJecHyqb+lv0TMULwRBnx3EyYImokDZzA3Z6Xqks/OK8UgcU9v/YBBmhg2rw3ChOHq+JkycofTJWG1ink+Bt9IBUCbaAOIfW477RnXLRF+ek+fVFLHSeQ5ttw3EcziD7cs687J7iNVknhHg+O6dAV3tXXjh0rCU0I48gjmJX22k9e0mOCsCoMaFX2MoBgNOFtMm5eGBnXxbizV1hzuSacOUCRUu7G8KCqSPDwiULQoVAbXWp+vDVFimKPCFMmTxK458bfv2jd4V5kyvU3kdE8RXzxPvqCN0Nh8KY0oLw7luvUXpobpgjW3K87oh6Z0qYuGRqmDW2ODzwrpVKG1WG2qK+cO2iKWH2tKpQnS8piNbRoa/tZGiVVEnor6akRvxM9WhU6lJegzHzbK1oUCjpMTAFSVydCfLldOZIm8w0qFipAve9lC3rcyYXY4lBKejLHt0wS+2EFIQG14vTHzrEE1UHwpBbnBfu/dB9YbqU+ydNnKFClilKw0nqQyKcI9WiCtV25j6Rnl//9KdNGZ02U/CyiPyQLkNNHd7WcUWqaGnzyU/+mgEo2tbQSBmukfO21oWPffxjFmUC/MB5AlSxZlBf/9jHPmbfeT8Ee1tTujd4XpPU2++d4nIdUl/SKnUz4LpO1Z+yVj7wwY4dOxo+8pGPGLh8+McPS6+v1NThcbwAXeN1ffeJFwXw+YnI8FQnowjPOQBNpCe5ZyJyRJmIMPHe5co60GQeAAbIhS9GM2rERLlu7gsuFmNAOnH27Flh7avXWxUm4I/U5TtFcOeeUaLHZsFT4/28kqTDcJbMhd5zGQCWzKxmFli+T671hHETw/yFixSi3Rz+Zdc/6aZmheXK906RPD5he9owWIk2E5D/AFqIiWFv3EY5MVbfTUn8Qnf0Jv6OenufNinz/xUtgJSbp0qWMnlhXVKrbtMG30Mz1+amUECaUMYkGV47XUTSb+LUv7Af4blIcSaUqZCuRKrNvafUqFNjVzN2YtjwxBoZOMkwnGoJ45cuD72N4k2caBJXQ9VIGusxaluAtsPRo4fCaaVx3nXv+8Lk2XPD3lfWhRGqornhnXeGgrmTQ7H0dMSYNzDULy7cqOpR4aRSdxAcMVh5FeVh1f0iLqqRbqF6dTFRTgh0tYtQO0GLf9fJhrBbYeEJUyaFQoFl+qXVCyRXyRi1nm4KM8UF2Hm8LkxTX67tGzfKONSFa+RRjVC07KqbV4WKhfPFRepUBcuWcM2qVWHFTTeID6bnL22iHglLmnwmXCR9YWQvxwtnw7hNMtRHJAJ5WqkTjPsoEVZpk9OmcPuARCXRbXNBw+w01QWuSIAsBSssMpHWGRwmtgd9p3yZeEWT0ix5cizmzJobyou1eUrGJEfPDscotZ/JFd8oT+sIPSHTsLJF7AjA5QnOsXpjKWC2u5IFUTIAgjuBNEw11elGSVRE+QSrCjQg4PdqxzGs4pGDtCEkEdKzR4RPpOsya2Nf9jiJuvGNzVJzfJeqvlqUvuY1ftwY8T1GmaaUpSqzK+RiYY8T/C9mXlzMe7PuN933OR63pZwomh2GP+iAyu1smheMDODIer9nHd9SnYILVMXlyKnqk6PBfOmVDdBMVJGQoIdJLngkZ7h225Xiu5Xim65IR5lJG6y6frHRu/rVD/PaxVMtajlzXJXPK/037W6pduuix1RNDTcuByjIGbZ0MEUOSrwNnJKmW06Yqg07V2nM0F+l9zSFu1YuU4QJXSz1ybtiuhyIvDBOmnpXzp0S1Uek4Sfdrx7JtJSoYAd9l14KeJTF6OeC2J9MuBoAJVMFmJIj5h1BKLRwLTYmE6DCIrAaQ+RIFRNVIQ7OhY+qCctSECRwihTBfe++L5TllsrG5oUl6iMJmLrzjjtNmwrAApAAEEEOBwBxnqRafsMNN9h7mPsp8gMXCX4TwAWu1apVK72tjtThqyUATP9OorsotyftLNJ+kOM5z5UCWInzxPUCctj2yiRuu0AK7D4ffPlQrXjFFRpb2WFAENew/Mrldo4kDgogQssKFXleC3QPHB/gyPt535133mlRsE9+8pN2bdyzSTnoHrgufo5lNWZ/IasnTSzI60nFHmX3q4Q5nB8wwq4JgMWYch1UKlIoAFAzna2s4phzLKmL+tVlAFjkMAnfaUJqgEcqNbjyZpHNRGrbqp5FmzasD7u3bVaIcm5YoYc0ccoMtamRboUGlYoLVjaLEmMKUdD0XiLQ4uGx0C/1y1KDpP10IjMoWkQj5HnlSWV6hKIfHR3a4LWhCvqK4KsKIgTulEJhNhmp9v/AlxGUFdpA8aCYnwWEmlThtuX19cq6tQlULw31rZsECg4p733Uqs8KxG3Y+vq6ULj2hVB5fE84op51A5XFYfqVC0O+qmjqXmgJB1qU19+1RZ5kp4ipy8y9qz96XLpPLWH3ph2h8dhx80Ia5C3WSY5h3b6dobC3PSxUuiYXYy9D2KTw+JZd28U1kLaKztmvViUHjh4ML734fKgXj6lS6cTTJ6WOo3Mfl0r8EqUj20XGbzytTIGqvvY11YVSkerHKAxdroV+YNcekVGVqtiyMcwRWVL4SoRUTW8kKTIVVhe/OQ5n2lijYqUQ2gUMSQ/Sxkk6EyL8TrE2QS5uyTDh0ggkZVfTv8EJ0mZ69lW7IKJFkQUcOsU1q9BDnqp0ZP3xfWHPzn3a/JQOANhQ8QVwIommsD1iyxRh2gYdY0sZkMXGGVGQnTOGX5BSHMpnzF5R6WfDO6x9QI/xXDxqkEL+6ZAZThHpG9wgAOpwBtreY6OiL04EjYF0EI5fniIDTTL2+2Jz96A5KG6KijtMgNLGP6LTzLncmKcI07kuwf4WHcm0OaX3ZX/ugsd4o+cMuEm4cRjjYPDcnl90aAFXCXDF3xv/SlG70qKOMGdqcWg41B4alO4vypXGkLg13TSCbssL7TUFNnd7xccaQXHQGRDt/BfTK0Bj7Vh66U0pbSKr3Ba3R2uQBBvCwEXiPPXL6c2V02ZJSz3vQqUhaUVPayl4f6iTF+gz7e2NVo1cqI2fij/kXbR4tUGXKPKsyJOOU5wrkCgtvwI5ESP0GQST2YNyAdBMPDToYrq717og6LyKaI1QWG5AINAkEo3/IhAW04KZzgJWYarBQ/JC5y6ycVRgAVFcI3aBXhUhE3+tTMGGAlEX+vVl4rp6EAAJ5rkBKABr1KoCQHCOQnG84LiRhiO6RHqNV6qGI0XOZ+kLCKEbEMMX8xPCudlyjWkvgrIx4stxiHhxbsAN/4ZflQRKASnYAM4JUDGZhyhAitwD6UsuPkWP0T7kxTGYW+Wi4PB3RHKhBNGNgvdyTouC65wArCYFNciE5cM3ox1aPAcK8FQRMgbtKMJrPyZtmNTsTYNPv+ff3JP3qB0UHOV3qcoYqYarBbAYNwNoERhfXMT73PP5sgAsk1JBWNBym+4lT1ZEYcL4cUK2S8PmDevC2uefDZvWvazQ74pw5YqbTCujUJVdHUSK4AFEMxfpURmeyDBsxEW/hciVhXFJbcjdgnOFV27l8ZoIuS3SZEL/R9GCHoUSc1V5Br/DlaZ1uujtZof4068v+mJ+UT6gSUh4vEvci5yq/LD8HSuFp5s02TvC3FuuCTNuuS2Ur1gUXnv+RQHoonDb+z8W2lWJ114ovRwBopz2pjBuxqQwdenckK+0HK9J86aH+qb6cFocjCIRh8vkWamXQhirjvPzFkhcUOnAeYqGTrpiSdizeWOoV/n3ERnPms6KUFClBa3nNe+KRUpHHg9Nx+rDtPnSy1ErE7lJIbzwrHHrbv7ge6wZaInOXSFQt7xGHAyJGK4ozQ8NCm/TeHROgUiY6tPWoojWWFXQ3XjD26RuXm+VhLPzPR1UphL0ful7YLyYrZeHgcVad45AHeXPu0TkxCzJoNIiBwOfI0fGhSqTgwZx/M1NIttUSWPAm5HD0SXB1xP1TQJYteJYiKPRvihs3fRcqC7pCzOm1ornJF+DiiF569AmRwicjjADFZODGO7k2mahJlsb8RpReUea44Iv3oKirUWXonYWGhKMD4AwC4XYfRBXwDGLKUnTsXpDZ8hXrEeu/GoMXMXN8aTK/o8cOWm/R9xyqprwWtNbjRX3UEAqd8hNGK6JACc7wDXUNrgDOYiC0mik46X3Zz/Wc9mXc/2d9xUQjLzgAPsbjCIRrzmBrPTZM0SeBQpU2xsmVNWGcS3qTdkhnqoqf/ukBYXjcaq5PbSqirCoRP9Gbw5nFFkOA51DJ+jg1RlBQ6CjT4CKiAeCwP4MSb8TfRKoMql/CqG0aVKdhw40kgjKmDD9cgXwunCIdQyqOIvgWFnCDkFYwIycPTn1vbJD9KDtFbhBeIToa7/A0oCOY2Ki8uYBT8xzw2QAem3ytplrr8qNkeM+pYkHVPBizwRlePTDuGL2MYtwEYhXw+wOXXu52n+J0N6v++pm/tgOrI0fEWS6haD0SoYVVXLwYgz9Wa9ORhFwZU6XR3T4Isqc/QJYArgGwYY3UAdUERnywABCpTHCxpw2xXdvf5PWCSDJVd+J0rrgLn/LqKxHIJQAUXbVHRpq2S180meSyrv/W86Zvqy9mYEr0Q40tgmwcX4TghZgs36PEVB59atHBhP4S5GrBDo5vhW3ULTB5/XlbXn8npPaPceCJ8aL96Wo1zCXywXfdlkAlrUW0RiYnL8mXL484A76jWmCVEvr4+3veGdYdOWKsPqZp8Lra9eF7WpIuuLqqxSxuELd2CeII6OSf3pAGehXeN5WOn6kN9m0SJeVe+sPpr3jfC2LPkXLzb/6tZDM+FqoHo4IVR+Mia6PBxv1c30Bo8PEJHYXnL+167NFhVKLLa8VFwvPSd5JZ6tAVoMW7SiJV6KrTYWUSL+6JFTDrb+hjE+fFmc/yr+6/jPSBxd8JL8gb2ChySDVixPzle89GnKbToZqDJRoC3Wd7WHrwz+U6yUvqUIekAzAg08/ahHNfOXhc1R90ypj033oqC2wjTt2mfHVjh4KlIKjl+MxVfN8XeJzver9VlykggMZs/qu1nDoiEpyj+41cdIBCRn2KnJySNUsX/riFy3kTOooTwuxXxpaJzXn9u3YYtyPXOmb0VbjOYkOWpdFVZFsOnjAPLT13/sXW+AYzx2KUpFy06wNp7tbRZjcKqMiQy2QhmTBY08+G1rCS6FN5dUVk+ZZmbWTu93bHP4refQpeWIQKX4cwGTNeSydUCAD3iDiZp2I/byKRHAtGz8hdClNkaN2HiOiQe+jqmnY0napQszhmUdTtLooyY8aUr16NvWqyixoaA5T1F5klrrdN50+FTZu3B1qK8aEqRNHarNQOb6igLmS1KCXmvVM1MZIayUO6kk2bDok4AQLIpjhaqlaHGblo+EwDVe7opB4/bQV4XzWV5Q/xTSWb+dRFoBrsL97pA9jnv2ydldYEFopASyYw2Z3tHYRw9WbcfaOqgr2kPgsvMoUEZ2uNDdrvU9jD7ikvYmdgCdngCn6XfrBG6cn5Jb93W3RmX8b/gwazjvTrDqr6vk8H7b3W3rX6n4y6T0bO92nBRFtXgoHKGo9Iq9LGng5YXReu0Rwm9RepjC0KRXfMKIonFKUaJQiTIWKzCBKwA5gmmIm16HOAzoBqTRrZ6Qj58HJhQKu9CJaUpTS9wnkE71Ak8vAuN5vWlRsoBxD449zTFWdbfSyNc6i1XMlRdmtCk9r7aPnE8/NnOO5WTJSmQqjpBgG03yy9lkipQOuta7ZN+ATd1pHAhquy74giixVZQSJSYOOUJQNGQ/mt8mbyP70ilqgG5LNIK0o3qgkJ4xGwJalI1F3SrlEkx01N1TmlKkesyBU0kqHXVkhscN7j8ju5YRxU0htesHIGXPXIrhKyeo58AKYWGQZuxCr4BgTokzoU1WJt0ST5Q5lYtCcAlikvoSedfJehuk1yEVyMJfI4EkNHr4XoKRWSvPofHHfqQ8iETNI9Jx3isj2RIfqpcYOCR6OFBEweE+mEi/gx/GLBFoBSk3izXIcfs97AFEp/ck1UIFo4Ev3QmVklcjpvIeIVUqVco3cd4OapVeKSkHalbkHWOQB8P4UjeN+s1vzZOvnDWeNvdF7LgpgZYzlBc6KsbF+dZocGDRD8RoY4BHGpLu7P1SPnRzuuvf+cNXVN4RNLz8f1r6yRlVn68IipYXmKIw5atwEpZ8UJQAgkYbBHTXLh8aGlg+K2iirYwrY28ye83cHVAawrEkBP7vgIRuHO0+4JC4RYTwaHdoSfjSd5BIBTlQTkn5ROiavfJSAQZsatTboQbQHMaNVsaZqQqm+9ujDRMBy9cECGRTOQSkuoqQALcLpcLr+P/cCfGrSHtu9J/zNn/xxaNi9zgwT1VSDVG/vC9aHsdEYEcy3zcysjFeZdcPBi4OD0c6XAUUx39tx+Auzkgy7gw7f9LL/NnR8McosfsB6pxYaL99mDY5HLsTgc2GWcEy+6CrG3OvEIBPCx6DbRqroDvo1uveS8XPCn/6Pvw+lKh0nApOiSMN5znCqUnsUB99MugjEbSdEFd5nbgGpP5Wmn9ihEuiWRjt87aQpoXj0GF0LEdfIATPyrXugw0F6nGYw5sIIR8BHHzSz43pKAk3yzcNhlU8Xl4jYnl+t5s83hJbGAZVbH5UeWW3IoZcRTrdAYK7SGni6RBvQBuJlTzE6NT42aczdmpgXnfWszzd+rFFSQ6WqaORJnWo8FSYq8glXjP5+FgXCFLg5sDSQ9zRkXNnY/LnbUMeTpO/sRabErw+T5iFywtzsZSzoWad/7zt0UG1yTtgnq6S7Nnn8xEwq1N6rDZEN3a0PwCRGFTM9pgbv+8xxyB6T4cyei3uPQYuEsi7wUd6WZHJ8BnjkhicFiDUTDHjReHpXxVJtdnKatS5GjZCau1pZdRZUhjY5qvXq0XlYvL3ZNdoI0Y8imsSDYS8wIV8OBldJ6Rv7T5EoAzSKYhh/SZEvgSv+griwBaAMwLrWVgLLqRWNU/HYBLAnLkhn88EikPzNm33bFgFH2MaENDPvdccdZ4+UIn2vSOHhKAzQ4BoQD++KPwE0+IxsfZ8Ogp3KlPWzhqPOm7weHRbCf7ci9nLKEeXNUyaESJv2hWZ99jvPbgwbT7YIuIqXqt6Vv3TNwrBiDHyolvC1f/hieOTHj4dmZQQ+8elfC/fdd5+BCQBRkSLYgBkTz9U+9ff/++8sPfZREcpT/0DARSKto5qOUvq/+3f/Llx77TXhJfFNV0seB9kDQBbvA9Ck+/DoDhGmXDsn1Ye8sKcZLqPOjX4WSvIoqFPd95WvfCWsWrXKQBEcqOdXrzY5iLmS1rlH8g+IolI5eLNkIz7xK58I//X/+a8mJYGqOnISYARI7c+IAP8RXduXv/xlI8P/7d/+rYEtQBOq8Zz3gQfulzTFZvv3lapkvOmmlaYODxke4jpcMjhn3/nOd8If/MEfGOGfY9CrMr2435RyvBTpwHMtr4sCWBe1tCPg8QXLfMfIuR4KiL5dKJSqgUlTpkqTaFRYsHSZdDFeCa9J82LT5m1hrshn8/U1mVC8jDYq2i5a6JECC8NqgRAudsfALSfnynjkmty+ccgk04vO/2iwyrMS3n7E0VnawgfvEi0PjGueNukyVZucVgSlT55IDl26hc7xWgg70hA4V9EyPDy8aNIi9KnKjd8vatx+gd7MEBbp/lFNZ1R7BK7KZQAWirCer3TeJgnPdUhzBp7BAETYaLTnz55j0abt0pzidwkwmUGXF1siEnuXjFiVVHpZFCzKaBvtezbNiB5ncBuocEFIj6gpmih4ObzaFS4ffPmW6nVrmPTBrZ174a9V8qyq5fEcOnzEARf57lgijFH3qioRSuVdJ4Pkcy9t1xf3AC2Dlj6aFWaI9XxGfm1pagj7dkvxOdaCTVS6vUyRPjOCeP9sGqwwIjVv7jJsPHxU0ivek76hcH9cGlDIaNQqxbBEejgvPvVw2LV7f1hxhYCGNkqeLiCUjuDmPF/EdQye843Hzngomg9j5AEfVYVSrSqe8MiNM2TrOo6lfraoFmkQm1PxuOn5RZCVnjlVmrxY76QieLtPaRrX5klmpivsP3A0TQP1RFMFp7h95vXrZiG6Ezk9k2N0EQNwcVPm8r47zsdzXX16ToypEbWRydC9V+mZTJLEwGlxpkjF9EnxvlO9LI/V5YV6OQK11eV6NgJStJ3J1RwRcEKkNJ9Se2sM7vuDt0/zzgXRog/e63AnyUWOjrlcvjW5lIgtSIAVkSdViArcAbit64D+hHNFKottKE9RGt8jcG2I8MTjxMgnulc96lNpMiK2OblbpWSkfd+xe19Yu/uUxqUwTK7ICacWTAvdY9RPsaktfPv7D4m0fYuKKloNdODMrhZggZiOTdyhdj/YuBmqhPvBD38gSUGlZPVevqiGOyFgQ9UcAqKAjJ1qr4Xa+VPSBeM92K6NAloAGKI5yCwQVaoS4CKdie3lMzt37jKh0He84x0WjeIaINFTnQcB/RUJkD7zzNP628nwvEAbYIzjH5RI6Da1t/mlD34otApwoUsF+Ln77rulJ1dvKvCop9MCZ4OuY6ooQoAdjs/7AGyAt0OSlCAyxdpHA+xb3/pWePaZZ0yCgnOvXLnSjv3kk08ZiOIeUIqHb0YkDAI7Lwj7ANAyuGNE02NxzKWMVp1r6l0WgGXGLmtBYG99InNj3onbmojqQfLSsguTp89W64/pYc++PeE1iU2ulQjZZg38QvFtFi1ZKj0LkZg5hmnaEA1TfErHoecdLBi36q4obBww9EkGtLlaCpE8r9Cqvcetq29gHtnyV/xb2mhI97G56Hx58jqKtbG0apL3kJ5Qvr1H4dEiEQQLUeK1vD4gjkUaG4B6jwnM+0Uu+V+Qt2twUh6bnm0+fn024e+48y6rwHxR4nb/8A9fkkGQ1yVj2qhKQ9IwN99ysyoIj0orZUuoFZixthIaKgTqWFx4QTXaxA4dPmwlw4f1nTA05bUYFcLFpYoeUrbbKbJ7gf5NKS+VLYSif6gF9qiMCZ+p02LG6LPwCggj6/M9ND1FI0kgrlzHwaCbEdTEWay5tnLljTJK3w071PKhWx7kSM29Aj3fU/WNvosDargR5oj+s0VqC3Z4z9q3j/O93D0YBFj9UsZX9OTA/swcHSV5hiIB2B47f/Qa7HBvfOThzawhV2aHz5EmVrfStgrdSxhxZG1ZmClDv3Xn2rBo4URLpyDNwMJDhoFMxpvEm+cfFR2QYyJWiro3mj87d+0Iixcutudn3BGeiWGlQWfJRiQaI3727Tw+xvQcIBubY+RbPdFPx1wjNB87NP9OSKxwe+baJk2aKM9fJeLWmdo3aObD4D1HxGen8mP+IrwMWA652jSjhgJ3uytFqopIR4lzNalGCv9oBNbJPipa06K11Xi6PWw5JC5fZ5mqDVW9VTKg4hU144UnJe5UoemakeqFzsG5oYMoYniZh2voKrEIGmlRbfA9cgT7tS/xRVUfE8Gfq19U2pxtg+a5E9kzcOXvA3TD0eM4XWoR1qs9yNJSMZfCocSQUlshlyYic9Kr9+XniGANmUzvQ3m+uaMvzFGA4a533BlWP/dU+Ov/9t+sk4ArmI8wIHRCgAO9KcAO8gjIM9Bnb6TsHjbzJe2hgCDAEppQW6WjhX2lihCnFfBySvYR0IEwKSCL1Dc2s1U9YBHoBDAdOHAgXCd1dLSlEOqkATQ3SzSNSNW2bdslh9Mc5otCABAEEAHsIKyvlYAroIrrRgcr9SJER2vc2HEmCwHQwn5z7eheYcefkKZVta6b8SYNzHcA1UlSjop2AfYAhkTDOBZiqbS6ISL32trXnJ6kv7MfsG+g90XlIPea0p3sCwDky/m6PAArTcfkVUYjh7cH89+7jjvZcUALFI4CVYSE72bNWaAKqemaAHvDaxIHWyuS9B6p1C5YulgE5yUSLB1nYVDK5AkVQ2KzdF9cBMl8WgoEng4Ai6bDSDFE8MNaYSOwJGJmk+KaBl1vlpO1RTDCPT3q1FdLUYNeRWTy9NXf2h66BLLyRZYskqYJYXjSAvBWkCuwakc2buXgh5MCuZwP+XIeG7Vdlyjos2jCjTfdGPaoSenxurXhfoV5TyrvvnDBbFXe5YY1UmDn2c9Eb0Rjc9VV19jCqj9VJ0+tTUUQ4y36RKuDcRMnhB+rQSjvQ30YL4rFh2dEyfC4ceOl4Ls+/OM//qP12KIShJAwYWy4BoSJMTw7dLxGLVxAG+rkWxVW5jiU5PJc8ISKlfs3D1BGpVXXsVTR1NE65ksS5XtNSvD3oM2izfRxifC9pLY+zDuiR5BC8W7pQXaxr8QT8i0YMO+zBM4H8xLARmHrCKUoDuzcLMI96ak8cdSqQ7U0xiC4y7uwiFpkUBksMywxPJx3zkv24IGDR99YPLIwkFesth1dMqot4iBVh0kzZoZNG6XCv31fuO6KmYpYnBLhnbsinR8X/sUOyhu836OEsVpMkWM0eOhJhs7PWAEub83jt05EAZI0kiC2eRpXM42Sv8kAgvtasZegK8u3tKK10yYgL2kWKsQkIrtj6wGpQG+2q2N4pk2fIsMN+ZY2OopwJ3Bl0Y+EDt7CQ7iE4/ZmDpWFJxxExLGKtLoMN4soltjdoa+9O5SKSjFbrWoKxF8sUp/AQ6ckr6Ig8o7Dp8OxhvZQKTJ5jcjm02sKw8QSNWcX1wqnNEc2AyHXZJ97Yz9PB3SXdgwzFMD4HNPhiXaSfoZE3UtqTeBoBFFJoJ9diK8r9hjLokByl4PGZEj0F8+CYAtYOhJcFWjqlvM3oOpEg62ASYA8UTLWub6PUlZk1gR4XDlhrHo6VqqpNu/Oo9eqDkQbn1dffdmiMKTqFi6SGLOcSdrZLBCNpkIAiRecJsAOBHa+5gnoHJT+JOACmwygIqWI7hSgZb4kG+gfiC0FzAC+iHIZcV6DgsNIBIk1hYwBgASeF/b0gx/8JWlQ1ZjNJw1JVSJgB9CFLQXYYIO5HppSA4r+4i/+woqHUBIgCoXqPD0HuQYGA0AGGOOzgCG4W4CuU7rngwJ3r766Vl0Tppn21j7du53DFOMV8NB3rhMyPNfDl/VCjVFplOgBYUS+OO5E7Ss2s/QZiz6anRsk9r+Z9fJGn7ksAMvv4MzT2o1oEluaUJstoXj4SZY2YvJpUrFZYRIRrJw9d54eymS1LNktoPVieOG558M2pQ5pfwIZvlIREq/+AyRhRD1867lUeBdsUgwkfyMU7ZUUbBpuA30TsZ/sxzMJhP4QvGGslcYKCBYJYHWKjzICgKUwd6cmQJ50sVAbh3BrshLG6XItLaoRbcFdZo/sUk+KYR1PYwLQNcMTH3alok3l0kV5dtvqsFMqvw8IYAG4ylRJtFegBu+FMSdEfKM0S6bKE0HA7stf/pKBIhbDKCnvstj2q6lueXmFIkoC1oqW1AmoYSiuvfZa+zuLElG6r371q+Y1saBpi4BiL4Ds4x//uP28auVKe+5EO1m0V6jXFLox1TIS41XVulseHkYHYzQmZ4wdl3Nt3rLZmoPOloc2Z8a00KXnDjn0FXlKHl3mmN5SATXgi9oMmJN8ImteJMq7/cpAFpxBjW1Hazi6a5vSb5IH0W+rJDRYO2ZCBHXONDQwZFdwCSZa3ADS8nUAwpxWo25Zi8a2Hslw9IRqKUZPnj43bN+1PyyaK80imGsUicA7tCs5ez0Na16d902+tknZ46SV6XlNnDgpHDx8KFRqXZZIvNhjiF5ZhV6RR7X0jIxI72rzVhU4uPTtZ4sW6nubAPZBbVoU0VSUVZtGT2lJTdjafzCcppODjk/fvalTJ6hfpdJDag8D54xUmcllcH0WRYdD54DwF+2VMKLZSWZ5tJfZESwHswAKOVeyg8gEjMB2S9Jjmp5FUZ4Kg/QMjmrTq2/vC/vVpLlCVYadqtSvESF+XAl9Iol0mbS5pjVWU4BVEwxJXY/eXv6xczkRHHE2Ie0ltEWjGMvUvQnDwh32te7r0jldVuIveyOqls01giC2nm0VMu9ILyp6ReWfOfie2YAvRSoZ1pkKK8PdNywLbxOhv1uDXqqLmaSKZly1GhXvzJw2MTzx6E/CSTlWlZVlFl0iYk9EP8kwJIoCto2IFJEq7CkOJI6qVdTpeIARIr+AwSIBNH7PMYj2vK7+gHw2VfdhMwFxiHwmcjy6Uwj7HlbW4dFHHrF0IVX/HA/QleQVRo8drSgX86HQjovzM1WfBfTNnjXbol/wtbD/RKtWyjZXS6AUAAnY4pz0geX66DmIw/ygzpn4V9h7MhGPSZR0puggh3W8f1EjbOz/rbffasCNYoclS5cYsR1bbn0RKZLQi/PsVGr1XXLqeYYJWP0cAaxzeRTnNurnMq9MNOtHFj0BCIoAIJYSHBImHzpu5gnoi8jCXJXlT9bDZGA2KeX0tKIIG5VCvG7VzUaIp6zTiO2xaSwVIuShFIHWZNVC0PHAdQOEs2lXgF0AMCEjYf2xXEHedLcsGuCLJZE6TCCRhQ8ZN79IIKsqtFs/qN7QrbCo4qmhpqRcXgcCe/FeDMilr3TAXzRT+8bXy0ywMlvI2LF1UA9kcI0hlTwQf3kPOif7pVW1Xs/ulpvfbg028UzWawECbLaK5Ego+5fUqwqPhMqU08qdd8pww7O5aeVNBqjoW4UYHDwr+mqxSKdMmew8KM2jpHtCHh4DgMGgNxfNO/kdbRTIzf/2b/6WjrnSFmZNbY0ZAtozEC6mrQJh7N1q6Pv008+E+wQI4TNQCo7XyIJ2LKkJZShLzziVOl8EtnFj7C/7Hjd8J/ky/el7JgCnn0+qSfWhnVttnvJVOWpcqFSbHO+AxkedQ2hxrBSSeStTLSsSFC9Nx1dCnmovpUFo4tvUoR5hikhMm70wPP/4LlUG9YSx1UpxqC1JDqR8AxrDG5BzWZTMec+4D5C8LV67c7pF8KzQyTmiPpOzpK6falggrFvK1wyLA61cpahS6ToOk8fPzRXzamT9q4uIg97PZlZVOVL3IuBeUC5P/7Aq5LwYo1i9GXMlz9GoaspekZdFOLK2PCMkDWAdTTW/B0Rwzi2QKKKKBDJFDG/ymWRXdWUf4o0lJ97kyfhYrOhEpiajc4YEhYAHHoERgw2Q6hkjB2DRVkUTSJND9NfnxhdXhq4x5WpL1SwhYXXt0PxpJk0vm9sn/So6D1BtjJHuUwq+R89yRKk4hdjjFAE0YDc4hy7VJpgcGdO0sqXsMxVQRRXhAL0n+S9qgGY75IClJGWQnHMn0XsVokWckXdg4llFHoR6J4sXaO8oVuCAAi0qKsv0sXmK+MX4ll2LFflo3haVFobf+a1PhZ88/JhUyKeGu9UvkMgPgGPJ4iUCSVKyFziCLkEEB/4pqTZrnaM9EVX3TlXhY4PhNpFOXKKIPUAHu4idozcgn4HzBKeJv5FCA5zxe5zQvXv2ime5S4Tx2+zYpM5TM2eG7i6l/my/1YvrSH0RyRSM1xp6QWlHIm+f+9znrIcgDahxgu+S+jsRw2uVdcChJoLGfMKhniZARqQJhfqr1FAapxo+Fc+fSNQyZRe4l2lyzneJH/bSyy+FT33qU+aE03iaSN27RajnWrDdv/qrv2rHYC4B8ACeRNhMGwtnMn69hRXzhh+9qAjWcOHVuUwrn00LJlMqDRCxTYHvfnQHOC7ux2/Q9Cgtq5T6+zVCwXPCrh1bw2tqDvz9B78TXlFE4rqVq1SlMF+cn0o1h1T5v6IMGIlcpVDwvPGHaHVA8DNXJbuQq+Fr9SJQJm0rWFjGITKjm7Y+UoN+NVQC0uuNiNSANplCAaxOkQytr5E8uCaR+2okPVFUUWRcMHRkiMxhtMmxIwfx/8UUISOFsTHDYjtZjokxkvvHM1l+ba8tlOMKNV+rFkmQx48rlEx0AJ4d4LlJPJpyldhOUKRypto50MKhVqAHL3qMjAThYrwoFi/ESjwrwFbSOgFcY+AwPhAa6UeFh4cnxIt+Wngv/N20pBSZqj9VHyp0zq3bt4XF8nQKxPuykLKeEsUMnHuausbf+7736X6aw34ZhDKF7o+rrY+lhCzq6TPcZksMMQ+mhoazVH2mJR01n/kx8iIDW6prRn+HDfrw3p3h1MFd9nc1xwy1E6apolWVP9ZxAMciec4Aeubx8IDN+a4yBnWz/uxrNIf2V9qEqIZqkkZZVZmMfK0qKPPLJWHQEsaNUt8zyVoovyJDnCq3hjEWZ5/QP5S1uaajWCk1pYFsUTKSbCRTVSSzUxWWp5tqwsjqkYZYAUnoIDG+BsBZ40QN2fAAxkQ0AYE4WlbFqNmrkno2xqSUbcrb2gy7VNSyZ9dezUN/SvQrg1NYf+qkmvCq0F4cmzwAaJ/SXEopmgiqZD26FaGZq2KOqjJp5jl/4ef/paG13nmMB84wz50NyBxiJfJ0b6687fIaOQAkSbIQURxQaR4SBjmqGOZvExXZrxPoPqHNFj0iKu5oA9Oj93TIgSgXHQSFdCoEqbqmUtyyDjyzGI9N6+xSDRxPgS/DTnab2Hn9BsdQUVk8cetKQLESKxQ7rn8bYGKu+CZm8yalQmz7Ym/wwznuUlSThsmFiqoikkpkM3+EmtErzZ6LsrzFOWmaY2QAH2/7wvF3qYEVV68wNXR5Brb2eK1atcoAGh9hX0y6VPwNikR6Mbfp8ZddGQeocDAokKixpn0O/+ZzRKMAPjimRLYSmMXm8kp6W9hVbCxXjF2+VZwniw7Htcrn4Jv1ah8GkF0jUGVrlj1R3z/xiU8YuMEmp4pEbPmHPvQh+zsFJbfIZkO8hwc2WdExMhHOw9L80ucqFEm7R0CQ31Gd+O73vDtzn35PrHkXGSV9SUSPayXVSXSO33NtaWzO58Bcqjl3UQBruCdNFT3n0w+M2MWlHMxTcQOUJikziCaraKGwELoU1nKieWVYce11knFYHF4VyFqtEs1vfunLYcGiJeFapZxmqOdQudSVO+SJktfP1cLu7mgL1cpvH9EEekFkwWJtlrMl7T91rtoLiDvVBnmKCiAZiKE23cK7hI5juNqa14pcXDRmlLVkGZDxHZBne1p9+EaXVIiLRTSHCaw0hlmlqCL9C2Jfh/t87X0aLBYTi5xUGU+PRfLQQw8pFfhhgZja8D/+x/9QCHliuO/ee+QN7Q5//8W/Nw/qNpXQ7lVqjpAuquyEhyFUEuKG/E5lCSRJPDRKcvGCKFMm2kRZLqFp0nWpvBggR8UJ74EP8HcqW2ZxEf0icgXA4jnyfiprtuj4EOgfETmSY8PT4j74XirwDIlymryqr33tqyJPrg8f/+WPWA/N1c/DIUt8v4sarXO8Ocs7N7TFpiVPnrwD3BSAm3gc21971UrFjW8oQDleiuq5hSK4a7yt531m7bj+krUluQzzjT3G1Ip0vjZVUXUPlKtoJF9NueeHDSKAz505SakhbSiKZpwPM73VEWPsGRdoAfR4y5FBZs6MFAeFfmiV5V4wweZjejyKqBgfizSO7Ze+OZL6dxsUgS6bJOCRiAzgyyLbPGdPZ+9StVd6TZ8+VcLIy9QIXH0gO6otgojYKPKRqC9xoh4JWL6+5bVIph2MVr7V+/+ZfJ4xiicyQIr+k0l3oP8kyRrNOt9IBUiIWiFngyCnfpdvz0cRoG51S0ArbGRZONQqwru+OjXmPYStwAfqtkAPwe4u5jwq24oKwpdjkkWn7eIcluGPjMko6L5sg5eDnUvEijkSo1fG2sNJAXgbLReQ5ar+VrF+vtS3ASveCyiVGKkU4dFUowk782+Emshb0EDgyxLoOEcC4imE7ZFwtHSjlhXSEHKwGDCcAAO1MdXlxUVgJS/0SjQWUoGAW8eBsQgpOhSMEE4Jf8sW5+TzRK74G8AMsJwEOa2/ItqFKOBzTrsKfyUtrCRz4Guei4p6XPHaOGZyajyd6hGv9HkcZm4GTSvADy1w0M1KSvN2PluTclwisAUw2XGwk0YJ8lf2+PB7/g2p30VUe413mxTcLzewylzT8Kfmxb/T0h0Yr6yPpp+jA4EZs1LzoS9SeRhIiO9MUlJ6hGLbkNZXWeutt90Rli1eGl5e80J4XQ0rv63NcJ7Ie8uvu0bSD5OsuRNVYsVS+249dSC88vT3w2p1Tx9QZcg6bVKLrl0ZbrjrvlAyamJoUQNhEyi1Re5RLE/ARIKvrs/8XP29UwY1H1JhrXqiHVKDYwG0kwfEA5Hid/6oWoW7qU0UKdAUvmkE/NYiChc/6j+rT/jkZuKmVrcoHu9QiPnP/uN/0ApSNYkihjW17wxf+/rXw5f+/u8N4CDNQed3CJyutuvezF/91V/Z8VKqD2BEGJwNjvfBn+I71YNEkpD5eFHHMeOi3+Od0Ck+tXPYvmN7eOgHDzkfJ3pNhJHxaKiYoboGDRa4POlaki4KT6xQekud6n+Iofr8X3xe1aN68ni6lju4NAjGie7+MpWmuOF361yViqw11Z0QwXqTpytk6ArkEY8cPU4cxVJRhH2eMm/dkeH/WEeXgbtixtzXsgEYPXO0xXq0AUyZPDMcVDn39l0HwxWLxgkgitlM1dSlGaIzJjN3aIrN+oFUM9VbXNhk6YJt3vS6oqcH7WdIyPlsNPLOSDVTHWY94+i+EMFZUm1mM2ETQFOPDcr6rVFAoFe+vh86fDQcPuQCo7xGjRqtrxrTCkNA2fouFlFoo9YdYA5VyY1Q9CLfNsfLMAiXeXnn0CKGKE5MxwI6u0VgBmBZ25TYO64LcrGANik1rWIDpUisUAySKxvb29kknl6RVRfWq3VWv44D8OzoabeoZ5fSAth2egGyDrAd+dow8kjDaaKRWbjUL3OgLeTkAKu3Q9kOcaCw0RZBsjlubzJQQwV5gS6M/6yoNHJ9z31dVgqgwyPyybr04iZTTLdPE5Wmcbt1IXROlgoxrOyVrSWKr8JB8/C2fm+CqgIT6EEaqPJ9koiatbTh7+liALhRyyr9CttMNCeBkCRNkP6ObcNeJk4XoMPsJ7I0ONBElTSP+byRxyPQSTbXOJHmsDhJHBtBhijZXAdTLgzOtVkUSt+7NRcMkJvSOrw0B4Om/K57I0Xp0eXE7mWZx3PoiAmccW9JIDRVtBtFJUvl3hrCx8/yfhs/omoJ+MXjXeq5lo53eSJYNqxuXqy4Au8x/jsCfT9//OUgodHcTIM3GDo0iPrQH7EFECukaMuhAesSJ6BWoOZuoe9lSvW8pBLVLZs3iT+zPSxcKg2tpao0E5AqUuOnF559Pmx46bFQEk6L55MbTh3eGp56rD7MVgPKiaPHasFTZp+Q4DmMos1rMucubpqj9FalSkybjzeqqrDDjEmd+u2NVKPiEQIW3BeieqhEm/DhL56dvfB8M6PgqYMReJ2Mj8amQADTq+sEhMW3eGnN82HjOu9VRYiXfHqbKvZeefUVm/hp4TLpeQ8kRkLV+0W8RLvkYZEqSe2x8DHwkNxPnjyhCsINmcWSQBpcKyJX6LEQmbK+VzEsyeLm75QcU1GCceKFx4T39Ix4CMmr4XF1qVVOjhY8RoBKSW+GCri4BAnfofMhAiTEKvM1hqTYMMsH1EuxUY2nTQ1A/y5X+XXFyNHks9zTj+bVlpEd4/JMNG9N4R5zDmOg1FBDY7NAoNTsRcCdMm1u2K1rnTm9Su2M8HZTxwSzAJkomw34G1xi9paa/XMGhGLM4VsK2GAsU6SMzWasqkqPmaxHlUjCNd5LlHFiHVLpCrAypWeGjspXT0c579Kvk43APF82Bv0qV2t5j5qLHz2K5rZH8CZOFBFXRpsIDmrgPdAQLPoYC23QPlKarMA2Jt90fqFeWZxCI+0b+Zt0liq3tMkW6Gcih9YiitYqBLjMA0CRHQFS0mEibiv9l1fQGUaVlofKgjY5RAJY6q5QVyd9pnKtRYlQ0/+VuUKRkkVwiH7qi943ZkeH+8psNlkfiFMvM+eYwvFhuPI/58MF1hvNtzFjZvuMb+u+UWMb+DtcUougaJ84+5H6ySikIAUIZWKg14ujvNAKMEU4jPCdkVUsNUhK1aJ2djYaY/PldtVS1PzHVGRccRiIhOmZ1Iv3S3QfrmAip9sx9D4iNpDL4VShcM46wQ7CP2KdwFtECBTHFS4Wc5m/8Vn+zThgO+Ey8V7sJLQPIsXY5hQZS+cbBFcOtDy6ia10JyW1sOH3rC0iZAmopYhWAn6sF/TGbHx1HQmQGRiOTjLjwM9W4U/E1D7j9IoEJFNlp11LlGJIqu3p+od+ZrhT7WLfZwEWC95c7Cff4P0+Pc/98mRS/LI3pXemVeK/SY1crZgDoTf9Ltca2npOnMhnH+hck3TU5GnhDgGe+dLMWqey1vXS3ti2fbMIf5J1qCkOr655KjTWHxcZHfI12isjVIY/QbwghfhZzyLEF8izsMVFixuOD9CjIirT5CxyqbRAOnWBpTVjxB86HhpO7jXF3wY1Ey4bV6PogiJZ8mpBWPDA+tFHsVVmS9CdkzQ08dZjjYqNxS+MPQZEYqDk8eZamorIghYF5bGALlsgnWqt0qYvv+GxAjh0PN+oVB+NPPFU0HEpkmjnDPGeqEDheA888IDpoGDgILWvWrXKwBXieix0GocisMc54Gmhd3VERmC2yIxUmvD7ZIDWSVahpFRVqcrP46lxPgzHO3T+/QJb/A4JCFKUpBJTCNtUueGNKJpEqTZGmb6ag/EhKsXiwzTDfRErKPENdYA8ijw0VzzS60aoQCTqXNKD65UelDH0lZEfRk2YFMrog0m6Ll6IMi3mkLgS/ButvLewwLleaR0BsCgf75cn3nha0clScbFGlSpiPCFsOrEjHJXDUT5tlN6XKPiuWO8pDkjArL3Bxe+OE//2sbPjm6fubTkSgEdB30jVzCvSqGjaETnhfRb+75f451gpzDfb5lIpkJUD11LnLiigRZI2/FjC7bbD9fh6JUbUqfkzIA5QZ1+HBB51/aIA5NO5V3pMMJD37TmkKJiD8VKlvejJCJii3Yu1STLjTt85Ng42xBzNPSQiSDFexJw4z+O5bGR2H3A7q1XM8U+LWjnRm6Ie+Ktwo/KhAWjcTDhTFdSAbD4rCAkKtcIkCjPMVgMgDMDQ1aIv1KoR4tg82QEJbraqEKCuUaKtx8S9HK/2JcIbhRrLPFTPNd87FdXqwX4QAVQRhbV+4T/buH2JZa6V32Xc9iTk6Q6fLQe7Ia7HK0TNxsZ1Z3sLKSz9Kp80J3OUTIo+i1NsdbD6Y4Gi5bkALB2H3oC9op64AonzdR1QRUBmcz6xh135nnmBjpadwcCRi7OeIeoSx55j5kFTscuWkypg0EbjYx2DqH0CL6wP5AoAUvfee69xT8vUfow2M9i8733vexahJ/oP5wmiN5wmKBTYzhuuv0H6cTvDZsmOUABEVB+HEyCGBAO2kAKfDXJgf/8zv2/2kL+jd3WPyPYpUpSxk9GBzWjN4WzAIc1EjbzS2ucZfGe/+wSyfBoOpvrOeG+MkKWIFZ8ZBEoRFDO28fNDeVUGpqLTxHkSCMu+9otLFSY7P3Rdn3+di4LnEzdNyuisnnOjH665GGpXhoKGxNFymzLUI3CP0ucdZ3ThQrcAsZkJ4Ifu4VrM/IY0SYHKxqfOWxAmT50cdm59XQ2lXwnrnn9UGi1qQHy6TlIBqnLS+9o7WcBl4Zrr3h5G1UxU7ygBKy1sCOnwAPBI6enm/QR90/PhIZXpNqmf0uyi8jBa7TKaJEbZqWrCnlMqHRfImihtk37ri+Uk+141GGbRMqB4anZXtkhdkNR+k40xf1EgFveA96DNzYmavtH4/RHmpz6G12DaaqZAEUrcCH1SEciivV6aVyw6vCNy8BgMFka1wBeLn/Qd1SOk9KiQYZHwd0iLRJ3wyohMwZ2CRE9On4oVuF2ALyJeHJf3cAzA1W233WbA6gO/9EtmeFiYC5ReJlKGcTBtlRghMg7POdNuZvrNgFsF6qD9jvd9/m+DcAzNNA+Rcw5r6xI3tc6WU2HflnVWym4zUDIJ1RPETSA6I0kAk3DQr7tlr7zlk//u7GT7BS/ngm+wLSSHtJ9HlHNzVBmm1NvpxtYwpkKir+XFoaS8NBw51himS2dG3ef0VqUKYzTTqkt1rQXWEXowRoAv733oPNLTJ/ed9ihEmOA/YvQTX4ScnKVv4EuaB+YFLHzepRdGhDFysvZrPdapj2XtyBorlWeuEYExgKWUVocizqQLbd4KSFENPKAKQ8jIudoMqyU5kKP+lzmq+mqWbMOuHQcy41NWVSxO4WiLMFoE1JwyNnCfC7SDcUV3B3Em2RC9+gsN8qUCUmdvGDHyP+QCzPaYLWMh+5piAfP7XkVve5QWBEjlQ9HQc0DCwNqJMRcEwOwpAvQhcOu3OEY0dccmwJGzdJq+KmT/JpeKy9aSr96tRSpCQiNLaSCJjpYrfVhMWpG0sq0zpawEwmzDzO2So+G9C7GS2GbESyLK8rvxieAkdEbbnGJ7EjFaNbhj8U6/ZoC1PGo6PFgq26NZ2Cx3E+HcYqzljEvTq0dUE+MDA8QAlvCSNB7W9dM2pugmoLloq9CdsSKrFhQoww5G2ghHz5Fn5C2qnOBu7dwYf5wFojRyytvU3/WLX/ly2HNwfygtLJPszEqrYgYsIQ6KRhXrAg1AyOlUU//ar33S+KtwYLGJ2DfsHrYMjSvrh6j+r1/4whdUuTfKqBK8l8pqImGlKtxAEf2mm26S89QYnpTiOxW6ZBEghVMBiB0mMpadFkxgxex+FtjK/vlCcz+7SXT2e93J8meYzbUaeryhf8teSwnQWbFLFl8r+3ovdH2Df+daHCBmY5rkM57rOJclRTgUUA3/Boa+c+iRfLGZFCPeBjfKorJFTTNPcrx52ryXh7nTx4XvfvNE2PDiDnlJylmLl8Fk69IknqFoxvIrrrbJjCHJ1yTG0NABjwVmpE1bdJ7eYxnl0vrGOJj6P8js+l41ZrQ8sbGh/rSq1CS2d0zGfZQ2wcLaUuOAdeCNR3BlD+G8m/AbPaI3P3o/b5+kwo9FTw6e73hhpSjk6zvSC1QowYkhUrVOvDpAFIublg6AKTwyPBj0YCCzY2CIWCG0x0JCW4UoFB4f5zIJBgErjMDDDz9sYqJvv/XtVmWIhwZY4zo4HlGwFN62DgFEMSIE9jjLIB/gzHFlTg5CpuGOeTL45l6Ykce70/8TMdCGv3PPrnBczaidUyXjXlAaauinVVqmXm/xWggHsTEM1/MZ7sUNeZ/doQFbNmXfUODcNLVIkLOzXM8oP9Qq1X5k3/bQ1Kbmv+WE1YjgeMSP7+aYoPQuIJMNAs2IWqrOo1fmIdu64YNKDZBuNvyk91E1qk3OtK34c7pvhlCfqVZhRfuoTun67NFcqNN5tZ6t7D5GMHQRpLAKdO0FIloXylaQyrAqtgJtihrPElpeoYWkZ3BMvQfXv+4Co7xqqiu0GY2zSBxg0AMice3yKOJ/5lzgrada/39Np4nriuOUnDnLIujBkBIlUsLviRYhfeEPCtI3Yy/wJJBh0RjG2G43zXd3sJwFJEkKNPFQMKeKTL8hqgUPlWc1Rm10KrsLwv46gVyN3QmlCw8pAjquqkQVsyqMkKRAjp51AYRtImXMeOY1qWbSd8g4YOdjBJWx9YimLw/AkXVW4JUioMxSu1bPmdh/RC5lewDxueZA+dMzmoONk02k+HuAp+s0sqXCTSuUY1EQI2fGrUoeJdEa1kUEBERcSZnmqrVUL3Nb7y0QbzhHhRARL9iZ4Vu5W6W0NJEz+GsCtB0an+987wfqYrIsvChJom3bdniKW/sX9AeeFSCKYiDrTSgbiWOJxA3pPkAQ0SzsIZ8h5bdMBG/4UV/7+lcte7Bq1SqTsSGShdgzIGet2tRhD3mRLsRB/f73vx9+4zd+wzSkcEATwLKxG7wZH/v/U14XYe4vC8C6fOPsvcVYNBbnYtHxHW/UUlN4Mfx9QCmjg2Gvet1pNdkE75DRZCKWlhcqOjJSBlYVMVo5+TIKXUpl9ViZUZbRTgsrgqx8HR6wVYCHqgiCnU8kzpoZipjt3xF6m1pC79GToW7PwTCrSiJt+kAvx4S7kwWszozeXb6R+nk8spHY5f0RuZosvRN4AIAoz9lLAiOWzwKOAEYALkAP0Si8t7Sg8c6Sgi9SDBwHY4DRASjxogUEBoH3ciwMVCrPJUqGt0cuH7kNDBaRLVSN8QgxSKR6jA8Q0yiXZzzdgTDgYhuAq7djoPcqjN8ukJBiUiXlZWG02laQquiXZID1VOazFsXxY1y2FxuIORxcKHM6bj76Vq8oVtXkkWGk2vfs37dbDZFPCmCJyxEvxsvciWgKoEXSrUexBr3AVP2Y+RD3lPZLOI+kZu0XihqQlmGRZ8CePyM28m5tnIBtBqRHfeTodcccKla3BT5t5F2qs+z4nq7kSnqJWMt7GmGRyzimSi0ePbpVFa4HMsM6UqKI1dVVdh3nelksRNdCKtk4NEM85sv2fN7gwENdVBtG4zwh2KoIh9LyVp0p8JsnkGlzUEbWwI5+R8sYWwNDNhUDI9ApYuRrgFyIxrFHEVcyqv1EvcRRa5MyflOXmhu3DYRmNYDmWQPCDp5uDeOa5TSMRptJkb8+dciQHc+VvR4B8BUYQf6CPJ47QroOgDWVdAZm2Ql8HvA8+42n42DawKJ1+BhMT9sK03F6VTnYry+ToQCEcRsW9YLUHQGXMJmR0AFxHMPSf0578BSlR1x97fo8gsPrgNtqBC11rRuxxti0aKMXo9ohDOJTv3Q/FnPQxrfQwGy3+Fs50sxadcvtoUHtuQ6Lj4r+FK9kKwE6tIZB14mIFjYL+4ftJCvw5FNPGXiC84rdBUzjTCQCeOK+JsFNjp2iPNwzItDoRxHhKhElA8BmFX/cIevtshqcf42VcnnO+QsFsKxnnBl5j2B5JtwXGy1z+tQnsFgA6ujhfeGRhx4MDScOK8SKoJjepAnfpahEtyb55u0SR/zHr4YVN92mFjzXSOdIoWtxAGwh2d4B+TCma1iI5rX7C+LhCBnQbq2qNnmqxeNHh+opE8PxTdtCd0tHOLJjTxirnophwtgwUKhFpvSjaRNHG+Wck0GvcqgBvDyP+efjqPBj6DfI4mZAUp9BK4VX9SEq8O2q7GHxIj73qjwqANAiic2igUWlIFEvjIsTHHPCPgGiCQpxs/iJRJUoVXxcxPBOAS1C2kS+MEB4d50yEniAgC5C5AAtQBheoPXokm7RIbWYcEPjpb3n20zf6ogmIq3PB+eJMDHyNa9aFaLfv1O97zQn0/lrdD8j1RIGOaZB3zvNHk9xDE22v9VrPOPztqPEaisj2wwIsJZYioN+oIWlUphW+vKIdOEWzVCPTnYdpx6al26l6trU4e2QRPOUWrxuW3NwWvQ3NtBI6ve1GFMwHIcIF5swe1ckc1l6lY0zlqgDmSZOmGjNhIlJG0EYW0EkjBGya2dD9IvDUeoTB4j7QSvLKgipCFSabMvWnYq2Dq7QiRPGqepUVUkpcnGOAfYoKM2fU0riX3+FZyJYmUtBDFZbPm3KaHWjNGoPETmBGKuU1X1Zgkvow3h9Q5wM5wtqejJuFAjpv26lR7t0HLTtTkk/rlXpqHYRw5FgKJR8RnVJZahSWKu7VwlFbfSNWuf7TjaF8UoxF4jLVqBjDajCkOo7a1/G2mOccaL1LOkhmkeDdROn9pQwIM/S4hRDCTSRAraUpWmYecTU5gF8MriigAgunkIJfo5W3YJ2zEdbg6T+nCvkyUMHFO5oEcX1NLfNoQgyPP4cB8WWSYxuChx6dAxbguSB7pE0CF8Wt/IImb3iGPdpb0GouUfz7mtfV7NjFY8sW7hAxRa7M+1s4FcRnTpx/IStI/ijACxU1emmsVn/xh4SqWc8SAE+8vAj1ldw1cpVZlP/7u/+zpqlQ5f45je/adIICHjCV8VZxZa6s9BrpPpsBfn/H1wN37L+QgEsy8GnqFVaHJpgRrJGqV0Vgi1N9eGZxx8Nu7e9Lp9BZFMWmDwJKoL6ZFCuvn6l1LAnhqdXvxJ2SENr7tLXw9XKO8+QlD/VQ5YcRAXaVpCnOsyYxBA0hNoiFqwWcZs8thyV80+YMzOc2L7X9IpOHz8ZDkn9dtokRRvwvtkgbEEP8nRYx5H362sryyE+t288/Af68/xO0nLwo+iBhZI6Rid5UhiEFC16ROk8DBxe01133WXd5P/sP/yZCZemqpRC9aMj1fj5//yfJchZYEbBuBtEK2VoiVbRQgWwxWtoWS4RK0AXXiAg69vf/raR7JN+Cr23Lhe4MqNtzx2jDrcPXpOLOgI+jh49rBZRiIt6M3RgfcXoMWqRIwV39Lzib32DcN7M5dzGI/ZzXztuQuwHReK9jZ/glUUFaoFSJYPdUtcsR4aKT+Z4JLnbBuVRZsrUB6NvMTBiIErPyAiwTk4ntZeqb9OacPkAZ+LYiz3Nwg6AGYId8tT1OXgvBpJxxIxvpS9EhakqjQR6xtzWpqWaNOraDJEJ6Fd0muIGhEo3SqctvdBAmiR+WXmZKgi9rPPMFwMSL8yuk2ObgPG//oq0S2Cssh1FC5tKEBNiPnYKMGIOpnOZLAULz8yAu78Mm3AcvkdeUUd7s3p9NppjlCdyurdn0VxQM+wJNFhXaqxXaa/+rvxwoq0lNKE+oPXaol6udYpiHVMRTEWtCO16XlAz9HYH0lJ4t6gu0RdLWUqugMIFAyIOdqwyz7h0RMB0Vip8ATECdlTrDajSs1e2AFCu8I7Ld+io2F7WjlegOXgyp4Uh0ZdpSwGKAHgG1niOHknzgXB7Yp8jk6Hv+Ra+crDPHpLph+cZSuvlRwC1IM+pLJyI85OyZoQtKhuvx0gw2s+49l9+4H4ryIGoTmeLWTOl9ahxxeHEcUSa5v33vd+yAjiev650HnwpIvsUFDEPf+VXfsX2q5GjRpo95TMvqf3cu9/9Husf+JWvfMXsJerurEQ+B1+WyD+RM/r/EdHCZtow/f/RqwsvauCD3nVOgHXOARzixVz4DJfrHWaKM/DKuv9hUOlRrkqeDa+9GNa/8pz+3hmKFfLGK6b8tVOLrEYaQtesvDXMmr8sTFt0tbqUrxHa3y6l5l3WggDF8UlShqZyxLRYZIxRZrcvDACTS7/LVxVVL+XLXIkmbqW0ccYp5XXkxOtWlbRblWrVC2aFQlUc0fiWRWzVi74G3fDHtXq5Runn8bik7zBeVPTRBBSAc64UHMT29EL/KjUeXbVqlfGq4Fl1Kb3BPG2Vxyz98LNeADYAWnpla8AA0kgR8oLHAIBL73WehnuqVoVyGR5UpmtB9uZLtRG5GRnf42p03qxon1UyUrYu56Baxq1I/KsOvGerqmMd+EbPT5cTmHOZnpXzDYlUW7kq6mqry2xj6OloUVeEduM8wSOzdCDXx4aBgCPXx8/6qZuNUi1o2FDhuyDMaDyUGBGwz9lG53eU7s0KTGzL1QsQoP8MwBGhgrtGWiqqVTtHC7CkzVNRayvb1vqPMWnj91hkxvg67J2e6mIjzxugQEUChSK679m7LzN/ChWNHjWq2jie/Yhs2gf9z3apOH76fC7RBxNCjATon/FmdJbtZiwjUdyGNuFALh8ARUSQuc7v4chZIQK0C68a5eVAFNkZOZqMkfhryNDg1Ow5sBd4ECZPVAGG5iftTooVaeqiX6gAAlI7hXrvSM3VGZKuaFXxQJtc35OKlnU114fDx4+GCRXqhFEImNJxFQmzVJ810tZFGdGde2Cz8sIGA0wWZdY1CVz1CKwxP71iy0n69BQ0QVnU2R3hZIAV89i4eYBBbtfUeT2KZdDNuF8uieDTLftZ+4wctFv82x2JNCHMXWAM+ZiuAckDgvamhWWOu96t9aLJpHOgBcYRxcPinmg0onOvvHZFeMe77laKb6VdAwDqXK+PfexjmWvEVmEj+eJl0Uj9jlTf5//T5zMf51iAqfT68z//8zMODVUivWiZ87/+1/+y6kIi/US0nA8XnYi0TuP39HuL1ulWTfDX1plXCg5KMrh9zTTLZlSjvU1c2KSdBXeM55wI60neweamjpmRgjCKxWCNZrrO9B6+Z9t0B8ipYtltfSLcW5cS7FJWmt8+q3nD0+rS3/MkF8P7KMawNeKTxWySRT3137AjWD6Nfh5emFnXsDGTq8mar5BrsSzEIWlgPf/0I6G98ZhCzuqNJKvbq1Aruu4DEmecvfhKazXSrKakU+csCBNnzlN4dXNY+/wLYevadWHvxi1hvqomrlbeeoIAE0q6HSYRQdRAEA5whQaMfgZgka5k4RcVl4XJM6aH+h37w+lj0nk5cjBUSyBy0ZgqDbSqYqiGErHWCLsseMrVdfX/J2GsYqVhWdSEq+md1agQNwKkhLvxlghBk0IkfE16kJA3oIcIF9IK14lXwGIHUBEKZwLzXn4mvcj7OA4kTUBTSiVSrchGACjDOMDdwgNkMfFZomkQ5jEqeICoyxN+dwGbTKzkEk98J6ZjgMz4G7nWI6ddXapcU3qwR94+VVv0t8yTwOgYSTSM0HzsZQFrPpmnneX0AP8HYw2X9nIdP3DBMSWv88LRqa7QWWVwXn3ltXDskERb5dDMmjpS5HEZ1dj/wOe4oSf7yflYiDsmYrH/OfoeZ114dhTLVjzrDrAUI1TebcGjeMaZ4VoBgQKqfYhb0sbFOg4YNd/WXQJtvhG65pBfgW/mGPbDR/eH/QcdhPOqLC8Jo0dWmyH1dknnfvmmwfn8Gf1rvyzNGueZp/vieBMVgl8VN5hMiio6FH7poA9PnZm5RVJBAKldnNXmFkWfTkr6Rk7T1CkzlHYvt2djMViOSbUpD99I9JJqyC0P5WPUPy+/LDSLX7Vf5PmDPY2hRQVCh44IiFUVqONGgYShc0KhojM5cnKoXOwXoQt7iXAslFb4rGZ3o0uBPh3VgNBH/HdcLDp8yflwZ8TkNCheiFIhOMxWJMUnLOvnXCgvyGCcAJ6DKcLzbX4ZcJ1I7kS2AHD6fyRriAr2CCz2ycm3vdrWkd4BpcUcDo2PIn/Wk5efdY1VlaXhs5/93VCi9Cmtc0hTE2EaTFUCcPw6s0U1TWeKVDkyCTb0alvFWoyOBxdg0dwIJEypXT/Dw0riokOBEJ//kOw2zrFpSsVzpOrBVJjCbElyCu70OLQwLUIbYwdXzmPzrwS2EihLf+dz3AM23TQOAVfx8wlcJYCbPpPAEveYvew4BvfHK703jZH9O747HW8Q8EWQlMBSBIjMkx7mpImcgj9Q6qfq1R1A5h/vsRSzPJKzAJaZjnMYkJ8HcGXm0y/QbgZwNYI2DhKy6mxvCGue/kk4qkqmnD4RngWwrB2B9XVTlGnkmDBz4bKQVzFSeisAI4XHxQ9YoLY7M6ZMC3s2CGi9+EpY+8rasGP7zrD4SjWVVDVizdgxIvmpSkNbBsKCDKyVxsemnSOUesjXz+MmTgqjpk6UFtARLayesHXDa2Hm3NmhZsJ0qc8D0pzfZRFjc8nO3LyNWvbzMMiXaUdggbzwAs0/T4ff/u3fdgE/vRAG/d3f/V0DQZQgU44MUCI0DfABKEHWfM973mME9BsUvk5kdBYfXyxWeFwAJr4TGQN0UXJMlSELn+MgmAcomzB+ghksxCAx5usUweKYGBNInVQc2kZ6mVyKQV/Xf0obIOXaTacbwgH4VyL70q8ME18onZvxU6fJgqGGrLmvCjdfA3GHiN/Ndl+m5zeCFh92uaTk4bMgQCkdI30v0E5aK6mGihJVjNVUWHUeCt2eemGDdvgUC2rN4+TOaH8VMyje4mfItaf1kApDzBOlysx6QjqRnM2XjYrnxSueytcagQ4u2Uj1zq0xrhp/Sw8BgMXGirGNOTBaEu3Ze8DEVB2ODdgGM1YtsgykDAVOER36+LsHaxG/nweExWbFdWByiCyaDSKC48K+vi3EaCCRFWacPWM2CacyGEgm4ChPHa7V8Yb60CDNsPESd50+bYal0zqVUs1Xfs+escmI8AE5kmw+Ol6hPlcgvlepHM5iqd235/aE1txu8YRGq1F4YWiuPxLaGnsF2FRIoEhYsZ5rgdqeIfFhES3dAoCZIgeLRBinTqNNKt9RzhmzJ429YaX4rAUnPKXHPEgFk0QixNM1sjfnYH7wn67RV9iFUTLvQorHgBpjq1OQ/egGWGmmw1FEjNVAXLzWfhHaoZ102+SmitCrFQt0b9irKnUL8HOL3gJP0CKKvrqtbUxMQ6eeftmCoylyxfrwqK/PSS7sDDBjkV7GB46aQ4H0WQdzrq4+Tlwuo3JY1FAAWLY7ARq+pyhVAjBka1JUySJAEZwkHSrOk/1zNghKf+O42GheOEnYeWvLk6JQBuKyFMX4t66L9wKyEthLrYQScErXb8cVcGOMbOywVTEChoPk7XV0Ps6hvyE2bctAz6pAzgH/smguEi+2RrB10QZFEM37zwJYvMVCXGdM1+RpD/nlz/ifGcPIpLAIA+AKb7hHOeXnwpbX1DpFgoH5OdJQ0ZupQukEdeeXhqmKVk3QV7s4IF3wqsQWLswnd56jHocVYcn114ZJSl3t3LItvCIyNTnvDRvXh2Xqibd4+VKlF0eGai34Lk12wBalw4XidtFBfgCUrMkwef7ssGXX1tAsYNBz9FjYu+H1MGrMFDMK1prDwIBXdFgoPr6yOVg/4yH9mZ0O9fbXJPr5QWlPUZDw8ssv27mJZrHAIJ+jc0WkicjVFEUQIW8CfJKEAu9N/QqRcfjd3/0die6tthA4C4fIVIM0kNLkRaUYQIVYKX+nqSmLifQhuldEqyaqQnGcyJ/8TNmyKYXjhaZozWUYoWwuSwzEmhlk4zuuMuvT4o0hSuheaghlaoBdq2uEpE262im6rFGPgyYgcrnAlUcySCPF1CnVYyh5a04Xi/dYLBtUO250WHXDMsl2NctQkUJzzpU5E76HxOCCAJJtYkSOyIcQXXDQY/tg3M8SqEpbZ/o349EjL18WzyICCI9a/zYiE3FNAb6MXGxtX+hhFsn50V91Qda4dUbQaF41UReBWDbIHbv2aJ7A5fELozpx/Dil/GMLlOxt15IBZjMd4drmEiNsl++ZDG9isuFDBCfl5e3G4sOwaBPD773rcAHZvGxjQWiU2RU3xx7sLH1hBZytYXrLaUX4J4fJ4yYqFSf5AB0TojqjjMYUbaVyiDrQmUBDwflpiu2pORVE5HSHUcWKOtUWhfEjSwWo8sPI/HGh8VRjaDzWFDqL1cuwotCKXuj+wHPl+fRIzoFoFc2PLQlMpJKmx28AgrJTea5N5pIOzDM2SXAgjlaeKuU4TJ4RtPzvlEkM92Ug1N4ux0Pzj0rJbq2DfpH3bc3isJHS1F6AHliX/kFaWu0YjWmJu1mouewViT2h7tihsH3HVtm02rBw/lLjXGW/EoCwM0ZwgEQDBTzWaoYNn3vR37KFPwER2WCDzx+U4PIpRe2xjdPEteIYCSSxbwE++RtFQftU0Qh5Hj6W9wMcjEilaFpGRoV1oL+z76XzQs0gy8AxOB6ZCux74uICempl706fbrL74vc0fT6gTANtzQB3OMoT9HlSh1wP78H2kx1J2nlJooL9Asc98db4mXtBhgIAx1jgjPOdavXmlmY5C512HtY8Ub5jyqzwM/sJUj+n6k+F0eKnFSlFuHPvfuMbjtQ92I6OCdAYI/hEBemZAIuJEMFV9tSKzIfhzrXL+L7oith9ODYv0Ordp75zzz/1eOhoPW2RqzzI58SM9HaapJfLK1p05QqRKUeHll4Z3NhQ0wy9vggnswjKxo0NKzTw0+bOUn/D9eF1tXN5WtGMTWtfUZPpq8ISKcNXjlOTV3EQuqUCrUC2FqSGVSHcXqlvj5o8ISy57qqwdvXzof1EXdi29rUwRXyvGinN0wCU87kHcblST5dx6Id56PP5exhrlIfvEGHzm9/8Z4tG8eL3TRJqJT3IgiUNaJGr1jaLZgG6Vqy4SiT0b1kVTHV1jRbMQbW8OWge1d49Oo6eMy1wqlRCT0PP8RPGq0HvLhMqBZRxfBYiRE0iZoiLAroQHmVxstiZA6SeUvja92CPXlyu1+CRmRNwm3okz7ArNMvocGrTANLJx4yTgrtSqcxnK7k2gEJ1qv89jfllu9IIfojwxFoPGUk2O0UtcgrFddQ1tTUbB7JEgGtAPCteRAMGNzj37m0zxzPEyzO19Td+Zc8n43JE79COY8BBXijpo+xNNo4T6ap+wDK8Ca7FIlhnns+OD6hWdMZ8UL2/WXNvrwxnt9XO+2vceAEsCZl6FG3INdv4DHJSMvwUBuuyPZQLjZz/nRHvwwgKkOLYpRQQ95x62RnQsohRkY1lp54tGx2RR8aM9i/EYk4cU5RJLXAmK4Vfg2yAFQF5OpC0L4C7h5YynbLBOp+1zslEEWWT87DNABtFPMtkb3OrQql6xRZrHpXIJlaPnhCairtCY9upUKdN7CgtX6SsP1JrvlhK5YAtrruXptw2myBOaU5YIGOI5Yn/tFQ8YNICKTGSYwR2RSUAW3AGAT6MgfEE47OMYPkNsNvgA4iPGWBP/1toID1ouEUw56l1FjSpQz0RK5AKYfO+Y+HA8XrLslQJQC1QYdSEcqVgFQ3867/7ssjlu0JHU0f45Mc/aeR0CnaoEiSqxDNKffzIBuxWleE/iXKxTNXRVAbipEJ5wJlkzmLnoGOkyF5KtRHx+Tv1iYVWUa73r1y5Kjzw4Qcs4s94VQi40FqHzyFE+sMf/tAyECllyTFxYhN3iXNxTkAUoIbn0615l9J0X/rSl9Q3dFP43L/9t3asF6Q6/+EPf9hADpIqe7Qv3HnnHeLabrI5SGbjM7//++FLX/6yiVMzxn/7N/8z/NZv/maYOWtm+KM/+iM7D6AJnUSEpbnXBx980OYyv4f0/1u/9ZsqkmoID6q4ivTdRz/6Uctw0PP273X/FqHW/sI9w/ltURUlbfiQ+9m9e0/4g3/zB7Z/7NG+8uCD3w133n13uEJZrqefekaArDX8ho5vszDuGxao1M8RYCXgwncQKRYjfs9Mo8tjKdKZszcKD0qffb5+a8PAItNC1VQtyJE6bfPJ8NxjD4UTh3YauCqgogjvRlYQ+0hj3Ckz54YZcxfJxvhKsBhANNR9tN0AWFoO3nP8NTKkN91aq819aXhNJOtX9fWohN82Kupy1U0rw8zlV2viqRRdk6eQsLmOyKH75f0uveYae+Crf/wTNYo9Hjatey2shKCskvYOGaBuPHoAnv3n1+JcGh9zDyH/grzssvV/WbwNbJ0nGlxCLz3HcqW5li1ZrJYmo8JNb7vB1Ioff+IJfW8VH+sUJUuhWR4NC5b0IH3/SmV0NqripVwaUDu2bzMeBs2iW6Qw3KwUxXpFxGaqxQ4po8qKchFt1bhbC8NkIPQqkuHh9yx4+tAd2LffOCNr1B+RxTR7zmzz1p+SZszbbnxb+OSnP2lG5DU9M9LP6GDF2G18VpfmubC8iGpi9SEOsypVhKeOA6fC8Z1bwkDbaZMg9FWQF8ZMnBaKS6vA8dZkmOrUZP+duh3TGhaduPR7ulU7UmFm/AbmaI5Inj3SNhK3Rq2oKrQBHm04aGNfKlFJAkw+pb06y5gOGd6MAxk2OIssRV6Kp2PZjfV7DY0VsMV5NZisEZii8Tr3GKMCFikTTyWXpsu2dNjItNkT5VCEDEmVAXKFOiCVg24AB22LRcz0S/g9irlYQUFdfZ14QXWZd4kio0jnKLXGonGsVnu20eJonNg4GU4Y597sMkik2r7qMRZrRXOeV7THb3mCuU3xlwMKjaoKQgA9FlHUv03x3N8Q+VW6UvWtySl2HaZcvR9wYOUJGphObXSHFDUggjVt2nSp9kvNW++zSkyNsd0j0SvWjJGbeY5EBF1Oh7ljsxkpBp02R+9hLRcVqvqUz1r6xSFThWQCissE8vppwi6xTOlA7d9/0DbKcqUOazXXiLDYHCDqpqiPVTTCy1OkLU+pSCQe8mRv29SlQ+IO4r/KEVajaSUBDeAgwWN8Mq4RkK+UcK89IwdBzsEyc5w1mhd+NJa+1nUYPzfOi5QSjAPutBb9tVUL/9ENO8Jz2/ZbFHaS+th+/LbrwoRKSQa1NoVHH/uJbNINYfGNC+yBfvFLXxTF4gVzOL3PYJVXVWvO1ciJBDgcUXSI8wK2EGtetWqVyS0QnQdsIDBKn9f169cpO7A1vOtd77KoTGpBRqTomWefMZmIda+tt0zDfe+/z9rvnJT8yjbZYEAPrXi++93vmqN0++23m/OKM4uTi+2lEInqxF/75CfNvgOkcK6x6zjWj6EKr+rt51evNoHpG2+80T6DTX5CewLPOjncRKIoeuIaqWrE+X7ttbVmo4ky7VMhyqd+/VPhmaeets8CsIhw0U4IoEmmg+vlXp+VZE9NTa2tb+R70AgjYwLpn0gdWZQ//MM/tPc/JWFVgOPzz69RhO9ghi/WLuC5ZvWasHbdhrBS9zBBlcWP/PgH4T333asswzjf88ymYBPgYOEmO+pwfkJ0UVMYfXC1Xp6N33p2RQNk1T3GVXIPfdAQ+rm7IQJiOK20XQ1VlQp86vHvh10bVisULcFILzXS/wr0XnTZhWBLa8LCFdeFsurRIrcrZ0q82rqYe6qFEmLnaDjhzz+Pc10opfZx4Za73xkWLrsyvKgHtkE9Dr/z9W+GeS+/qqjHBMnl5Ibl112tCsJJ1v09XynDbnkOVbVqx/Kee8MPhXQ3vLg6LJw9PeTJOPSKrFyuisMu+Cmms2K0WqsaYdvps3B9Vl75wmv6X/UdvnEwYJ6fTlfuiasEIf0SOyWB8LV/+Mfw2COP2sLdIyFNXq+oXHi/Ikm0ZcCzAXgQgeqQ53JQC4WJ/8RPHwsHDx0OhxTRwlNq0xifkHf7X//yC6ZdtVuq5x0K6yJaekKGYPuObQbtvvaP/2BtJPBcTisqxPP93kPflUHYH77xzW8otTjbjMNupYP4DIZrnSKXeOMWYbnAK+7NF8+dsw0YB8DJoKTecnIEMI8fDCf3bhMYUFWUxsFEGgoqQtU4pTbVmqkbjRw2KRwNs/7ePgQWkleoWrziQpd98X+3KjsHQEbWlRfSryaILd3afHUdJZVqSyN9ucamtjBKaudOYI1FIEY8h9judieJfLL2bLkRWeC/eHwmETpHRAGoSjQJBra+uEaSdjg3YVsV4M+Iu4KibIykkzgfLVFwxuBgUlFGtZwPe3RiKBZwfpgpfsPN6RdIyysJh443mWBqeqGlNwXZFfVjpPWOzXmL7mRBNWyIbfQuSok8gY2BngegywjTtnnHCkseV8RbF55pZz+yobSC7GNlCLtGNtc1KFXH+Hk7MCehk8LKEc/Iqh6x/cUiOuu55vJe5r8GC14R6cGmdmlbyQmat2ihokkjbZM1J4Z0otlqnhkWENqFOKqKYBJp6AZM2PPgvPYmsxU0hB9BdalVaTMQnmqyZBnYR8+lRC1ziksLwqiKGttgSf03ySlrEEexUFWKtZIcQLMJ3bIc8ZnQ1kIFvhDno1cdBtpUpVgyMfSVTpAtaQ6FsidlKmeEUKLqJeN35ei5Duh6UwSLp+m5BQfEHs+KrzMeUvbexN99cvsK4YmzNGNaMK4FJjvWPV/zTOwrew5HZBMP5pdrDGmrpqiUzXX1bK2sCPfcdmv4zo9+FAY6FEhYlh9+9MMfhUkCLYAINv6VK1da6itFl4iCkSJD649xBsjwnJrERyViA2h59tlnTfKBtcXnXJtLI6K/E8Un+r9dQAaAwpp84sknTNoBXuq7BVBwfskMrBEQAeyQOvunf/qnjEO7XmCmTeN85PARAzpExIgA2QjpmohucQwCEC++8KIN2AxFQ7EXpEABgWjY7dq5W/fYHKbpb0S+2AMAghZZ0nUjI8HP7BmMO3QPgFYqjIKzi7ND5eOSJUssSpUidgfUHQPQlqJ7999/vwHQP/3TP7VCqhtuuMGoIqukofirv/qrlgH57//9v2c4Zf2ywZW6fjpXPC6g+Ief+5xd/zbRWVYKYJmdJBJqz11rLtuby0ymuPB9ZM5e3Jf6N5mNKmN00mxOyUn/N9OelgIj5KGWKi2xZ9vm8OxPf6IoVmMoVWrCQaGpiBhY6RTParp4V/MWLdfvvLKCie09DVkISCdYTaJF7VJ4j/dZqTlgEwK7JvZ7xB2at3RJeFHcrB1KGW4QyCL1uG3LprB0+RXhekVlmDg/+d6Pwokjh8P9H7o/jJPy8zpVNn7v298MTQIAo0UIfcf7fylU6uF0xfSD5ebNuKSvSz26P4vjDVofs6PnOCWlyhsVhlYs2v5KKfdSASLAEpV8JcYxECdBRmGtvCeMAw2d+b5R3hZaV/vkSVB1k1579W++0uuwKjh5OcALYfuu3fK8j0o1frIA2lGFql1XCg9+t/62aydaU/56VcUN6WWffzO73jCHGpDIffYLSFDqSxSmR7o/h/bvDafrtLHr+nqN66Nx0oZWTejagIorkXuezhWt/ZV+yNoQhnktF/M2X13xfLqeHm2S2iNCuQBWrqrL6hubwlT16mONGouHRucR8JF+sbkRK3cwtkZYNeK1e/zpLpwwrH/xlSkIYX3yZHwLtKhJBG22XhVCJoqcqx2bDcV5L576ytMmSvrK9O1srUWkFUNRXk1EaBB+ZL+qBw+FExJXTCOLQZ0xfZqnV4jOxAtNoMY4dXRsiH0s2cAQ3SSVY6k2wFskCGc9tIsZ+mG9NyNtwXgKWJlSua4ZAMWcArTbU7DIE9wYtVzRxkUUvk8IyMaHsYjvB/TilBRJHLhmZG2oV8SktlZVotKgM/5TxEXJfnNouFqFqhjupiVWl0CXhos2OlaJbdWVPDf+j2wfXLlsh9Kj+gbJ9R6iy2zMpUodlU0SWNLPALs6bdo0d+dgVbKxReqDWVhWY42jjYSMMysCR1dxbWjKLQ2H646E8TpNeYnunwQCxTGKWhG9Qv/MmobHvWNoCnlYA8+MIgUNz83S4hFLcptZZt3H3lwLRazzQonWcrEEWYU4Q7miffn4EywE3ffdb78zLF28PPzff/H58H056ggj33TTjeG76it4QC3ZqLBktExcWc8QwAVdgojRaRUSwRViXkPOnq8uGPCViOTzPKFJEGEiEmgk+XiTtCzjPogS1Z2s88ir5gng5973vc8A3WHtbbzmC9QYRUNADrBi1AWixPq+QMKoRI8AdZznAx/4gPWKJW0JYEKmh7Y801V5X9pdpnmiSl9SiXq2RMLYD/YrGgYPN5Ho+c75iWRxj0TLUp9EnB74XIAhjs99AtZIOZLxoIK/WvPkFmmDfVuNqxkz3sf4kIL8wn/5LzYWv69UJBXrfP2mUpAprcl70gtASi/Hq6+7Nhz9wUnXPRPoYm3wqG1O69yA1gF6HJ9rAp1Ncc8yrMOdccN8X3Z6zD/iCy499OzvqFyP6Fc6QEm5+iP7wvf+6R9DmwiXRfJGKAUe3Ga4A6WTyirD8uvVoLJydGjoBDCpygVDaq0P/J4wyp7PONP0YYi9xsY7vCPPMFcprhmzZ4Wdqi584elnlHLaF/Zv2RHq9x8KBzZsERlvQti9eZO4GmPDZqWh9gt8VUkvqLn+ZGho6xBAE1lRXiJQj00ErS0IBKn6YJhD9nP4Nh95bEOWCkkc0cFN3/S/zKiOCJ/+9KfDhz70IYs+PK1wLTl7ws2EhlEWnjdvfnjnO+82A/C3//N/Gr+gSAu9orxSE1/VIgJLbJoow58SORaPFOJis4xLqzg0NJXm6d2qRfWxj388fE6h373Sl6oUcbZNTXwhShNaZyM6qXJzwvpwPKhYwudG9JDGxnFqXNIxZ/HnEZFhc2FuQSWRod0r49He0uQcPTuxwv8ifI6XxpALIvoYe54nG5Jkr5hLeqnxYAlWpRXmO0eHnlmH1lVpmdo7l8hbbVC7KNs8Ba+USiM1ZLwmDHXcWNlkAFb0A6QIhbQOY+DgIFPo7DbAxgBg5RV+A0a2UcQv3q6n39iUNDZCESZRo/WVg7q4oiBEnKwhLxu8di8ESJ0f5dGnoVaGDaFDgMg2Kq3X9I5ylc2PEz8T0WLjHEUOZbYjkUjBeTLc8IWOSRSyVdSACnnspiLPRmab62X0WW24PF2MPhkVUpYOJAWmhspUtaXbJrKUJ3I3aT/D65EvNoJ5r2PQ7qefsbSoQ5UkAyq0qe1Tr7vDijBPsE0XjSsMtZ0RU2YYVcU/NMym4b2eMbxCNiGqCT1KmR7a+ecpG5ZFw2wTRGrHNeLoB1ike5mk7MGE8eO0UbaEoyePhR37doSyUeNDiYqVirWjlWhjbVNmYteRo6G+vyX0qGdm6aSy0FKgDU+bbzEZEKJVui5Sg2m/S3tCAlkX42Slteniur5vDOUz2+OJ51Ov63Dnwnlh1uQ24yiNKc4Ps2gbpDl68PCh8F/+7PPi/K4QV60qTLlqooFCIklUVc5fMD/sVAaArhM4j4ADqA3YVyQh6LsLFQKbCsAACDG3rVpQtoeOGKuVnvvlX/5l7+Oqz5Gu27ljp/49UsrtdRYdBDg1iWwO3wqQwfE4F5I66BiSXqOF2WEBn8cee8ycCQj2zI1E0wAI0TP2t37rtwwAcf5UbLRUAYsXFMlK/EXOw3smKIOxd89uA1hHRM9BdZ7iCo7Le24XeHtZ50cjEbD01a9+NZyUwDcgk+NzfaaDaHqKsgvWRkm0c43daK3JZkXB5syZa+/767/+axs79MSIZAGucCCIrPHKaGzFjcDHMdh5mZ9mtjTvx2jv4cUy4lxEMlmDQ0juEXmfc1fxRXSpXz7RU4ljdo9BP1Mitdrk16aqOj7lClvDkw9/X+1EtoQSkcstNSgj5olFVjr9nEaEqfMWhtkLVmizpEJERlfhZDgCtL6J2URPD5jVGwRZvrXFhUdrBg1Ul60gxcH0gJded32YJuX31xX12KCHfHz/vnBw67ZwUE2JER07oQ38qCJXbU0N4b3KYY8R8Hr0yWfCpLHq2SYuUpsIigjMmVow54mVPJe93cklfniDKRKfGJ7gHRq/8o3TJ5+rH+PNjJeBfFjtGxYunB/e+757w6aNr5sR2K10IZ7Fvfe+18iJAK3bFOpF+b1cfKp/89nPinc1yxbO0aNHlLcfF3704x+ZtwJAO6mF+PhjPw133f0OA2J4QoSV3658+eLF/1cYI4NC3v+wUo4cFwP+rW//S3gI40UZuJ6FldxGj/YSD5kdjs2LzYlGumjzlIj/0niiIRzap4ia2uMMFvyqOk9p6hpdM0bYSNrxK8ZxUjwnpqvOFTu8BHcQl4g/Y39htDvF1aElSqU21MoqGebDp0OLmp6XFcNDkUEzDTmv6DPVbX0YMcVCbb6FIjbZ0qOwAMkFNh7jY0V+pK0NpbFi9Ad5FMvlpNyYptXgso1AmLQibhFepVQnrUcpkTIMFzkqw60O+AfTkoA0/U0RhBzZh6ZTzTYHs0dytARGK8SRsQhMYvlHrBAP5pspx9a5J0+arGq6HkVId4ZZqnAF1BOlJuqDMrltKJfgsZx1CMAVIM6Ibdwk3rXfH+fFmXGekT8Hq7JkPhIVtWgXH4nK9+aJy/tHwkAbG9IKVeI/oUOX1Mo9yu/aYpaydhNpVXQ5mtvFeRozNhvAJeBOGQXTTfKcgc2hoS/PsLhQLAQyuLSJ0G46VswDHBKtoSqJmpaWK2Ixoj30KWpWoHHu0TM/3KY2R7INu9rLQ1epuJiihExSf7+ZAoqFBS1ebYpgLAK1cVIncGWCt/Hhn5ECvtDzSmHzGP62NHkEU2mquLvgaWOq3O9YQvGTVxHa+eGqiT4yadqU8MlPfCq89vKG8K53vDPcfNfbFdU5YGCEThhwlahyJzUGj4hzAZgAN0jcUBxEBGuKjoNOXa24T9mCnJVKQQJe4DDxe3hWG7V3jRX4IDVGBAnuEtyk65Tq4zy8H/AD6R3ZBs7PZ++5513GiaLim/dwbYBBwAsvABHXhG3nOumckTSwAHeLJfBNepJm1KUCdICoUbpetBAXK723QNE2QM8DDzxgYBDwwjHgo5HKvEacZ2R5bpcczx2y/7wWCIByXgSkSfn9jqrNF8xfYClEyPwUON155+22ZomY/aEI9wAzjsc9cz20X+NFivEzn/mM9zjVAyQN+4EPvD9UjxwtGaY5urbtBmihp9hzJojAHMep0PgMW2j0QvPrzf7dDAILlcCpzTJP2UXabuRjsXjFrNLsL1QVy8svPB1ef3l1KNLVSxlI3ivq0AReI68Kga/SynD1yttDac1Yca90DnEi2NSsryBfNhx4lB6OHspp4K/GG8EI6PS2WYDjuD6tihJNxpvvvitMFtr+4T99IzRKXDRXiLZAXl+LyMr98uKLdYFUOc2cOkklzaPCFnG4xqoKcdx0GhejcuQkWLhiRLPg12S4b292QH+WnzsHCPFRjZEWu5ZBgGURLm2u3Ot//L//XIDojvDu975HOfInjSuQr7ThIgm9lmihjVMufvPW7TKg5baoiXyVK3p17XU3mDdFeJnWGVUymrfpOBA7K/TzbHkmnfK07r7nnvCdB7+jfPvp8M57FocWGZxFixaHrvbOcPNNN5v3O0PH2KXPVauHnnuxHiWhyBbwawKLlyGEZU6PbUzMQ3gyfeHw3l3hlEqzrZ7JgChjlydpkVkhX/0VW0m3wDMx4HGuVxr5Sz8BEiMlbgMRfNAWZED95kSglnBkVe3YcPTg/nC8XmnCiYqYADiiL+8r2vmNeVJxL6LprO6/j8iE7p31b34RO2dEHp4Sje6hyW3zeLKVyQATcYNMt2wgBk8V0AC/R09SaxVAZwPqZiRGUtKHiGi5rg02oU6pwf3i6KW4K6edqDVeIgJ4lDG16zKQlEGbPk+s7Q5OmM4HGXybms1THTVPczI1Lrd5ZtfyFiCWY5kzQFo6mgEXgIm+AMBU9VmrLr0hX9FeE0iEs2aYEvVwLG/kC+n3PVQQahPLF+gvEFFcu4dzSojwymEJI1ptgzTP3p5RvJYYAbM1Y3w5XQcARjw4lPatabP+IwpiGmY6hou2+gGyRwOARfUhshIphThAr0T9vtdLR13yhvmkY5SiqC3bO3bCZN1jWTjW0BZ2thzXGisN/UW1ob2zMWw/fCrMqMoNc2rF28qGuBbx8/MncJWc74tZSYyJN4gm6ke07twBCdauEmI2l0qjhAU8NKZ4F30hxcXM1/3c/q57xCF6Z8gR4X9AkTfSem9/+60WZWdPguzuMhp+8RDFk3SDPxv+56OaRDr5mSjT3Lnz7IsXkab3ypmFBJ4qAZG9WbVqlQNzjQ/cpJT+Iy3H7/kOiACkYUeNyxXlGJKAKGAIOQUq9twBGbAWPtZOydbLiHDllVfadSTpCBtH3RcpSF78Hc4ZgCkdn/cCnHhv9rH4PeceJ6cbZ5t7oxgALhV/AwACFtNnOD73mSJfvMfalcHbJBKpY1HVDngy0KR5C6l9vPZwijeuUIXG1/7pW2o59G6TaSDmnbhe9mz0GM4EWHHdnzsP7VtQEvRLBuLcjU8vxngkK+WTnAVn4CpyFljwhZpweEBiNIQje7aEF558NHSp52CBwv45NByF6MoDU1SoV55olw4yb/YCNXKWireIAmiOWMk7Ro2Jb6ccXFhpgSX/nL9gKEx9VsfFUyPkjVGAHNplBE6MRm6Yvmh+WKiU4dM/kMCoehH2yRAUFOlKLR89EJ58+vFw7MSRsGjJlVok5aFGURjk0zgGPBWj/aInYhmfaDkvZmX/q77XDbOXgvlCxzh5ytPCEZmr89YzoHttyu2t4Zabbwv//t//mTahHeFrX/261KCn6ued4S5VuSxdvFSAOU9VRkUZ3k2/ohdUZXWp5HyXSOnFKt/eqqjhWPXnw+NoFJBqa+vUooKkKyHDNpHqv/YNE5P9+Mc/YeTkw0oZNGgDnSTw9pIqQtvFi5ug6GJllVKFZo5gObk375o553pxT4NgxiJKAPSLeA68nwiCySzocL1qUn5QIf+WuhMRSHA0bUwFpWGCSoPReKK029kpPtCDa9SvBTBzUR73RVxv5uFyZp4v05RNVmujU0K7HYomFIuMHHJLwpFjDWGiUjhU56LmaGUbjJGAD1wcREjpHUorFlI0LN9e8c+IesCHyVFkK1+bpW2skZ9DDMPtAvfofUKTgbaVDMFdaygpM/szcQAEloGondmJMOA2gumJUfXHL5Qe1nEOHz0eTqpyLU5ne+90RQKoROtH/NUcrkhjALjwbOJMt9mu4yMjgMc+c8bMsGvvHqVyDsgjn+F6XdznRY/92R9Im5/broQcHXSyiVJ+T3UtmxwnJJ2BAwOpPUWgILm7crlvxanTARH7/AJtaCh8xz3cZhgRMd6v+7ZIXvRK3ZzGuzKw4A5CihJa9Sktb5TGzYjC6n0ZUc/s2wP48bDRJIuFA/w5qecz/BCJ88gAWONnpaWUtjqsnoY5SOeUFIaxtZWiaRSE/Yd7Qkdusaoe88LpU3Vh8449YexSSUyIs0U0zGNv0VIloGfXnbm1YT+plJaFxsLchlaCVqNxEOO+ajjTIphEVW1W+30aslMaS189RqMg0qnMjK6bS+zWvmJkfvusA9gEhlKBRyZqGa84G1xlO4kWiIhgJ4k0WzPsCHoMZAC8M8KjRG3dVpkquwFHzQ/Nb5sviIDCc4rvz0TY456ACjvrmWtIwp12fuP6OZhKoCQVx9ja5nxRiZ5UZQJPCVTZc7N5Fucdx4/8Tq7tvvvus4yEb/muo8bLBGXjZ9J9pIecLVya1hfnyPzMPs0T0Of5kZ3irnfcobRpsaEJuxJbiskmn6cX4bm8K1vIEdHaBcWLPJex8FNdDMjyW8TOeVgV5EzVD2KhehiaYHKoQtPJI2HNUz8Jxw/sFKFRHpVVT7lsfbfcADnEMqaqjBHJccnV14vsWKFSXR2N1KAZViayncVvwX5yMJV8sZRmNONs73IuA6Fv23IRDWWSabW0k9rUz+UTxoZSRagqVYnTo82yXqTKfqT+4R8opL5BcgLzlK68/m03hhGSjejVJtKgiERPp5odixuRK6VG66E0NIyWnvzP5Xf3bkybKF4fU2JwZBPI4je+EJxHhNdTGj7ykY8o2jQn7FDFyB133BnKFKVapCololWEwqn8e//7PyD+R4WlB/u1QbPQbXPQcbx5qsdyWMB4ZLUi4noEVLw5yqVlLNCIgWDPc+0VOOb3bCCTBFws9WHRsglx/g1n6xvOe974gdnGo2HpU8q7UBOtTUUaR/aqqlJtcsySGZrQOEkKZNR4pZuYthgiw98WozjzBKwRR+hvat0NZ3pRDOJmw4Eo/1G51CKuUmtXWSitKAojx04Mx9Uyp7GlJ1QoFd6nlirEleFYwZ2hvY5xokA0+h/rqk8bXafAsBGNlVbKVdQXiQ6XcXAWtWrazN5QVUivOosUoOzMIGoOmJAhI4DoMFXBkbOFfhMXzdqNS5mBtGN5rJtxJurl4I75REr5tNrAJPsgPCJAPt64LN1dLXbNeQUldg1mNzieRbd9FzWhWq5Zmw+pcEi+O7dvt6graROzjNHYD2fcz/ceexZ2Tq88456sLx9cE4Fe0pns2wgpoyRummRsSAiyanxtFqGCb5uSg1Fr7qyXFR+YHgjDQzTGI4ip8MCwM+tM48q5fTakn/2KM6vEdjh+4ZH/EXpWAA1+Dcix42YMSJrBvolblO2MfcbnPWMO+OMYPcpOlKjAQuVzobdVMYTCTpHZS8IMpdZ3ii7QosrxXDofQBuRzci0wrHrJz2NSfdCE17IGqbrv5iVDiXSFPNRTze+IFsNYAbeG4CKaKHzDr2ekIGOsegIxLgCB/seUSX60SnbVaToKS/mVFJuJ3Jk1ws4QgRW5zYBXp5FjA6lSGNKWQE8zBHRcwZMpL6C2VGXBJT82J7msjHX98Tj8hHyYoH0vpT2ywZABsgigGJAEhGea2Ae8HfjhUXQ5ueJts3eby6oncPV610k1Z0c0XYUDU3jYPPd8IlfNxGvpATP57PX3HDXXwKL2fdqARq0nLhWfdXWVNnPKc3L9aZoHetq2CnCdFMmTpdQ45ALTwN/sd+T520LykCQTxJE24rEpcjDsHa1h9fXvhC2rH9FC7NNREZa4ECOxXjgIYFMST8VhJmKXs1euNQ2JtO3is8sw3GKrq1xhiKgi1bgjEv3foduAOJP5iFCXjNugR50jybKVPGI3iWORoUWwp7tm8PLzz3r2k4YMSaFDDcco6PHTwgIBkk7vC2MmTYzlBeW6MEobC7w4B4irQAGncGLHcd/lffbwDDVktRjNgsrWit2UxtnN8N4FP+sao5nxBvAo4BUCWHyqBq/tqoU+6ePPW4h1xtXrjSS7Pe+95AZxpOqsPtvIiWSc4cPUK9oFD0OKdvOVyqDzYxWOYfEr3rx5Zes0oRF+hdqdHpUyvroarHRkeenCofQb6eiJ0+q9Nl9puyKpgRWHIYPvmy3iPdx8U6EL3ZtdAYA1TRZWkDHThwLh/fs8OOa5fVzl4pwiiYbStmWRohnPvM5p+0t+VBnRg4vzZzIzP7MNXAtpCvaBQrblHbtKStSv8QpIqduD3v3H5fmmUqsJVsSuttsQgN8aMaL0wSvxtIYSKlILR2ekDlAijYPKGTSo4ULEO6jIlDHcAKBPidHic2LaJevSQy1p0xdDR4RVowIGzTxCQ/127ixiVkq0hOW3rvR45ZEYAERPQImCB22KBKaXvSFGz+eZsT5ob2Z1UobDaULLf2VHhUPJ2s7jvaC50tRRp5sE4RbStQdFA15/5t8SNxqWmEcgjHtoayTzQnwE6cTsihswshScLtu1uL1Anq4HhwPgGbanO3WhkRmbQ07sOM20kzLrIKMnTz7hoh4kjqloss1CCGYx16R+uegjfUryyaYp9WXuFupjRWfobQpJ48S/zb5J0pflpSKSlIowc6RYeqoynDquPhZ4jUWyz6UirhdSNqTmYN+VmzazX1YqtKnjr0uBlzxZnCBpaxtAxaIlHPgTh5XiGMh3qEAf74BrBiJtpJGHhJ7FAUfek5GYREgo7pYxySVjs3iC5tnVkpgg2IgdOemi0+EPeTvKJGnSBH3kCI8KWoFMRt5A95HVCi9Bx4qxzosJXjI4SimE5VCfJPjUilIkcfIkaPEY2owLSl+n9r34Dg0S8yZgiPmOIrygBuKjjxqJUdMsgtI70AyR2KHoAiEesAQlI6jKgrhswhJY8MBT2PGSNJI3yHRV4tfBscM/IEaPGR7rg9BVKoe4UZ5FM7n8GV9xbkynHkybIDlGlGDF36WF/0m78h5Lr7oM01F0xTXAsAc5klAdMvW9eHFZ38aOppPG+FygDYEAjl56nLvejNonNDOoTgsu/oGiR+KGMykNyNIOJJrN/VCM7ZmkPS71MYge4HbxLNbxXtLKSA3ZSwA+AEYfxYWrXiKq2vDHE2WI/v2BCkYhfd/9OPhkIiyj/3oh6FbGjLUOG7csMFKg9s0gderhc6cpcvDsptWhtrJM71qJ25dl3tuvMnHdI6P+SyzTc5MrZmpIcbpzPnC/VMRhArxYyKiG4fDeoMxt3JU3fKyq00rFQMPZu26tbZJ2h6ozbW1udX0YEx1W5s0G0ePVRjhkXN2Ngln06x5Qd4i0UYd71v//K04d9kBQLBc50B4VkDYttnouftNZq0eux+/hzOXLIbUz/lmXsmDIk3IrD2i6qxTJ5Ue5MpZCyZPkBvGiSxdpGhsh60CH+30yub/JOjlIPHSv+xctiv7Tpg2XnhORIkAJB3i+lSrZcREzefde9aHMSNrlCqs1druVnpKGwyf0rNBw45n0ilyfK+iuAV6XMYrI+0OR9Kikt0ewdIXbUwsemWDQ9SlwKIBhP8ttUFEiecP74XIJlWg2qgKNF9Yq4hf2jpGoNQO4evYgQIyEdyab7itKk45cPB4JhbIeyD+WoVQPJdFipQSda6crifOvfTsLDITH4E3pVZQJfZIs35vsbz+0j8l7ieSa23D90pNIuP9spcjtGEDRokimUadAT2PXPFkXa0qgUZP/Scekc39eK9mRSNRHf381Iz7XPdjY5yZsLKdCgfyrNIahAaQohjZM9c/l+ZbAoQR2EVUa1E1i8gpjSmbnyueYrda6YzoaQ8j2iXcq/Y709Rcemd9S2gSb3fMmBo569LCY61rPCzaMQTopmmenp9HBi/8pAz0xPfBzWEkKZ6ihixH+nC5Ale6cwNXaZyTO2T17PEz1gAd5wPwqWr5RoGSMTWjwvp1W6wS73d+53esLRhj9u///b83Ejcinoh+7hGX9E+k5QTnKEWWUoQHeQRs5H4VYz366E/CB9W8GWmH1EKHuf+iKgv/w5/9B/FYK8LCBQvDdpG336FCIcjzCJoCaOB9varqvfdLdgFuIeBmvYSg//RP/sQEOUcLEFFV+Ad/8AeqAH9n+OM//hOdg8hhV/i6qsBxbFFPp/fsNddcrff9GwNYX/jLv7QqRHS44Jq9sOYF012j/ywt1TgX0g4cFyD1xS9+0e7zU5/6lBHT/+ov/8qJ7EhH2PoexkO78GO9JO8YNsDKqCpbHtJJpBgXuAmplPHNXJEv3pQe9O+AoXyUdrUAZJvDSUUiXlr9hPSl9ssLgIimRW751bhh6n2EVjtlvKZOnxpmz19s3i7Ww0RJTSgRLgJHx4t1rzZxSVK1h0W4bNH5nZhHkr7i5oW9hvBuZdAaC0QjWCT1SitskbZS7ejxYd6CxWHq+Clh16YdYe+2DZgku0lC+KRITgjhH69vCBXiD41RJ3qI8YTk+01p/g0mx8Xsnz+DOcblcLnMBXxJRnWQgA3QSQDFPV64KZZ31xj0CUT5OLPDecNm6zVmR2CRENYg9UMndcL5VKT5dB2I2i1ssjkSJETk0DzQuFXgJWM8e2RsLSoVN1U/l6u8c44eBGcpCbew9Lmp4/HNmchNmhx9pCyxjXZO27rTWy/4PZFASZu1t9aF3Vs2hwEBcYvy2Rz0DWbuPBkMef2mqg0YM67M4Py08yai0QXP+tbekH13Dko8fcMaaBNYQmSUFDlFBo11++UQ7Qk1MtZlIkYj7gtXknQ+adEupXM628VXVB+7XEWcC9kkWVisAdqu6Pe+Jik00DZOxJgIFdEsi57INigtZACGJ6wxQuCXCAnvBTAb5LdIFxQCl4GwNAPDZ/PV0zT+5Dh2joz1UeNg2UyKS3GiSK14yr3aJNLQ8+z7dY2ZaA9pN9v4fT3YTzgFpLQVwYCjwSbnEXf9DX9iyONIs+itPCVSUAMWmXGxZq4J3lc/HFY4UDHkZGkUTkQKKE4hohysGxc7dvBooIrnbFgHMOn3mDg8NsYJjWRPyyErwjERwMpTlchdDJjMSnZk2O/cxkEfSOLTaZzsWUVwyKesKbIKl4yDq70it7hdYyztp742gRTZ574WNSCvVrpQKXilBkeOrgllPZ2ad22hStFIHhT3bCbBvZeMkx//Oex9mmv24KA7XpYi1H+kZ/PsGgWs5DCxfj3972NJX0JPLQkAE60VhwxNMqL1X/n6V8NPnngkzJ09XynfgfAd6V9RMQfAQhwZDT8iRQAguGgArRPKAgBSSP3RVmaNQA+izYAUokwAEIjfyNSwZ//DP/yDVfhRldcgEIWN/fVf/3WLPP3pn/ypySBsUGAAIDNSVXRHdb5XpV9VovQ/lXPMf7IEOCbHjh+ze+Lcx5QtAPzVKeNAz0IkS5B1+NCHPmhdMxAqpXoPgMe9IASKwjzV3Q+rNd373/9+Ezj9n5LnISvxe7/3e+Fv//ZvrXIQTS0A348kwopa+2d+/zMmN8LP3N9lf12cqc9KEeLhYdxtpjkAsQnv7quH8G3BUfWH4KG6qh85JiRcFioVLWLDyqw1n7fDfPlCNi9WK9kcHBahQoOCTNpMO8L6lyTuue7FUKRzm/I1WWxNRN5rarTaoAeUgqBp87KrrgsVQv191laHXmfRyzLtK78XxzDcKSkCjBFAKm6WpBei95SiV77xpc3UOQqUoVOKXUBVh46zVSi7S1783OVXWtiakuEJEifcuvk145SY1yjDTjprhHLvrQJbJzQ5u6RM3CfdnAEZR8Q3DVxoonZREcHKtdwzJ/fFOXh10YrFUT4j7G+/I/oWn+HwH8Ywn1maHDIguvbayVMlnNmuJq4e28DAOPE9sfHw5PkdX150zRhaPzv9nHgs1sFeEQgTAATA66+JFEukIsMZQGpD5ePwdxgW5g4bK6wazooH6PwBqp0g5NpEVvRAx9azMAXquAlzfmtODO7mem0j8flh6wHraxPGr4dydIIsIydNty4AZoz1nux4lqe8007Lo2CODz4v72UHJyMntKp0+LD0r5BnMClcvc/ggaIe40WMzpUhs/0ujqZrQsV/22Vxpnh8f+z2SqkOM/52b/6yj2Stz/T7oQ8+EyEb/JT9ZBph2AB+VkSEjaVbQLfuVJOUsovD6OqiMG/xsvDCM49LwkGl9IrA9anLApaGx4+B7xHYoLINgNmn3qAdGscGpRiatX5qxJ3JEcH6mBT5qRibPn10qNfPFSrJhzNH1SeVfqMFemZLKoXreH3LTlNnplcgxRINjXWhoO90GDeqwip0u6X03SGTdfzoCakwF4eRleJQaf3SO5EIIkCOOXtQRRDHlG6wcYrPa8yo2lBbUSYwoHtgLlgkXxwn9knsFOk3gfzMwNvnPPnoBF4pd2tDb2o6rTXS5YDHHLyYnswaeHsWzD87xJmLln9nqsaiHfMV5iR15ictTgokrAnY7BHo7ZLD4tIMSGJQci1bRSGBz077jHGc9D/WD5GdfmmI2X0NncOMEnYQzbJ0bVmbTTYQskMn25MmHXNOb6LYBFFdU8QnCm1vTfY3fYwZHaUc4sim5WPpSa6NCJEEOlkfuTqOVeHJnjiIpeKctJyTsS3aRURThPfWrjYducKqu/PhS1l1WAR18Vl4vNiB0LleWUs582df70RRvbeCcQp1WloCpbtiztvJrEDAo9dYQ1u/FtjTz/p+eO/R8C/SAiytKFAblh+Fq6+6QZGh2QaGeCFbgE4VIGXjho3GPZ0iTin3SiSI77wHuQUv/AgWgdqkdjToA1L1BrghzUiBEK9CpfTQmgJ0IQVBEAGwBvfwW6JzvEtV2aT3pmlPOy4nhGslWkUqEFCJyDYyCBzjqquvsso/5CIAWDsFBol2wYFDa2qeKvOghuD0kLLkmS5fvtyuGftAihCHhCjV5z//FwJPq+0aiaBxP9wfYAq9usefeFxFKNNMgNQ0Fm3NDfLQzvkA38ovzTD6vMhgpPgbs7XxK2EIo2sRKnfXyltvOFCKoXWDBt4Qk59y1cajRCm7uhMHw3fUuHH0uKnh/R/+VVXOVZh3YtPGUm9neyfnvi82Mng5WvxsnKB+YwCrQ7Y0rrZvWBtefvpRofsm2QehZoixXGXaJGxvUepJbS4mTp4b5i9WQ0jk9Yks9Utx2LcE27ycg+X3ab208DJkZP09vBIo8O3M3pcu2hZ19EB1jVbVJiNdIqN14siBcEzpwbmzZqBpqApBidmpaWfpOIVrlZc2cqJFJohSycBoo0fMbNOrSokJSJZoIsEhWyZhuZFj1dpBBjxHC6hAefLT8sqIYtB6A1zLZsnwGFaJrnDaDLLtgYf4bc3b/10O+Qc2GZTG3/Pp37XybsrvLZkTDZaNnWFDxt1Qi5n2tFm4bbedyp+L7zDxd5l/2u/cqPlmkAQLbcqasefYWdM9bQDx1w5BbMeIWIexicYuGrfBB509S5NgSDo6lXMUU4hEKa7HiIpapYi9GgZDaWRq1kncBDL0f3sOPrcMxGWAWW84pbB9g1KExA3QsmfL75VmT7lKzgukmk2xBASswZmZlq6PlI2vbVBets7L24/4vQKASF+Q1ra/xXVDoYZ51HGmZ+46HiN7a7ENh0iBnWxww0iOCmmoTq3XU0ppFCs1Uz12Shih8vjNOw6GUVXzTfgRQGOOkSZvLlV/FilRBFhl9acUaHzo6VfCtr1HwgMf/7R6L04MX/7Rw5ZG/N3fWBy+88iPVXV6syJlp8JLr+62yHnPjvrwyzOvUsul3eGpZzYaP+XV3VvC3VXTwstrd4aanBPh7tuuDN251aGlvzq8pgqyBx/8QbjjpmvDe95+rfhhp3UdbcAvgb9iRTn6wqGjdaGuIRLcIyidPmGkdL10fyLu03cP0rI1j2Y28qwFmvjZgTt2NKaqbT7I7hB55FnwOYROLZLj77EfUkpDg0lKO0XQ2eC8qzSpcAQ7icT5eraehrFiind4BbU/dDIKiglaw+1+3ROR4n5pk43oEfiiHQnRmxjBt0eNE6J/d2Fc+FOppBx0vD4jgzpYMMdOb+5TSndAtgtgki+H0LBm9kTJWjoZuxknGMkx0wHTPRGlZD2Y4KtsvsF2s8deocheZMk0c3Z93fPdnXzoFKxD2VQcozxSwupJqwKEYkVQ83CsVTzUrxJ66XnrueaG1u6ccLSxVQUUaiqtnHSfeE/9omrwXl7APBxyTxlyzwjK6pyKoKfNNN1aSu8bAI42nUXGfoejh+NtHeg4FMRrRQ+dwuJ7Vj/vi+XD3HGC5qzZHnZj/a+ho0mFLy1h+sQZYcKKSWGKNKFQMQescF60nBAZZX6t37Deolo0Ip4nDSfGCRBFu5c7pA0FfwrQh54U4AfF8wRSEHtORHCcVwAU0SOiRo/p83CmbpPcwUwBqW99+9vSuBpj1bBkYl5QdAvZA14cj3QkwAg+FOcAvG1XhThgjb/h0O6ULtx2gSj4Xh7hcvFQXvDI4H3dJLkJSPBEtoikPaLWajRupsE00hAANfZTdLIsY6LjWtsbVYT3qMK8AMdbv8sm62dNy7f+ozCAz4lBQXR3V7LtciTN6Nd5aXP2meaLlAWWaSkRL8n0ITRJaEoL4fx5eaiHd++UyvQ050looVrXMFv7HrYdzsuMJXogmFu8QapwBKGK5E01qmrwpz96SO1Djsk75vpI79Cy09g2vsEAnbQQ81TSvmDRFWHUmAniXSitkjI+tnkPLnerHbKd2ZcWL1vo9k8fKF8dVL1kxfLtI9EowhXRv3P192MHd4edmzeEGeKbFPa3h0e+840wddpkifJVSQj1dXn53daiZaImY5Vaihzcd1hkXngcfaGjtT1sVOiU0DzGap/E2mrURmdAoOwO6UP1C1ytkwDc0uVXaXjRP6Gs2iCKbXTejy7eSUTWZxg8e+9QEzGcpzK89/TqommyO1bRHPgVBiAjn8lLijHMEczYvIojbpftfzPzaQAkRbscQDlY8M+mYoP4q/jZQePu54ibT/ruyOOc57ezZh83/pzGKq0JWjLZ+7gOA0h8LlUyOmIxlWpmr56PbbtMHeYncyorDGQMF7tH37ByWahqUrx9y4bQ2Sol+vScYjRi0pRpak8ySmlvIiw4Cj5dDay6Hda/k5fhz8uFHDxCJYxmn2FKZ/Zw/Zvf95ih5+LdKGS/3AJEkJb5g29+fgnAJHfI2EAYjzxFcKhgau7oDu04D1q7S5ctV1HK02Hj61vCrdcv1FxWClT3xn9sROznNK/uza8I+5ReONosZ6dyUmgbKAvHm0Ooa0G6pDhs3n1S0d4i9TwsDetUjTdj4XJ5rwuti0KPojVPvbwxzLniem0ys8IPH/phOHSqLRxv6g6TZk8MXTni5eSVhYbW3LB2+8FQVCX5iFw1/1bfNzgxtrHHtFdLS3vYv1e9L7MyxVUq+Z8zZ7o5e9Zxwp4brpoDby/29LRnvtaB83p8jJIorFXk8ST0P34eJGgT5RApnVQZURSKZrR2iIp3W3sdV39nvU8cP9Ei5amCiigUz46/syk5uNc1AYp4ftGEmSYnNoDAmyIDHVAb+gqlqya5BgFCnD6/WuaJz6v8WJ2WJhxvwa5D1m5WFK5MEUmTm2Cdk5Icph9tlBINDlIR1lJIm+6A7pOphM23rIntO4POkDvEg/aLuW+yOZwb8ricVV2CBJ1b1HuwXdHLGTY7saVdiqq2KiXYLWmIAUWuTjUJUKmApqYWnp4yCeahe3QHDyQ1ZbaxYw/yZXrWK9mgtFVwgPQ71hld2ADHFEGkTZ6xY63C/fW+o+wrVMb64NmawDZwQlU8Vql7A/sFskMFGi+ABhEhAAqCl2j+0esPkPG973/PwEiXihsoFCLqBPAhhYaGFOltREMBUjUikNOWxvSkNIbwung/bW2IKBHNWrlypQEWUoLwm55X4+N5AnBj1XuwXFkZio8Aczt0LfChAFRwwNAxJEoGYFqlYyCDc+DAfrs/olu8iHjBZwQw0ZWD+TtV18p5H3roIYs+0R6Na5ukxtM4TV/5ylcskkWEmggX4I+qcaJYpCk5J9cAAT5brf7sJ3cpf+P76pnTY3CnTWbf0Un2Kxpu9xjSIaIYpxZIgdxgtfwLmza/Hl7SwJeJ9X+1Gi8WSlekXS0zDDlCqJT1PsfcPPsOdT6PmurYrBQ8HHklRWrK2at2J4/84Dtht/oNonQtC22GGS4VHAGDGZY2o1w6P4ybODXMmbdYE7tIx4iGBh5P4t9wHgxgnNC2ecftxSoPGBXbvCLYYjHETTpdeEpCDWgV5du5O6XJ9ZOwb8fr4e7bb1Y6cFt48anHw2ZxLgo0DiiI92qxlakP0h3vul2E/HIp4L4YlixeIWLz4bBOcgTd4m7l0i5FxzuqKNheNS6u0GSZPWNqOFp/KpxWhVbVVVeTW7HNkfYTpLhYrJY6tBsaHO3sLdOMk+OMy/IC4AG7eVGB5aRj33w1Gc6agn4R6WqGzhAz8/Hvg5N18Hd89nyzKn128Emd/73pGoZz/mxe1iDAILDgAJ8NmvQ0kgHyXr2jbZxXbkwzV2TPAWus/9ccLs6RnpqU/vdse13PUVFKi6UQm+UYEsuT8aqqrA5tEeNbGihu3oMHzRpOzqxzKOhrUMi+eL8hLj0OqGj6kTkkh95ehi3icTNDmzaMrBnjd5U4SwBnv48Bq/AjnaQTqLJOAtqSaOgOpQLbUyWu21I3PewR4f32GxbpnukHqHPLy0QrDi8/X5Gjhs7csHnniVA1cnooURVwT1+epRurasfb+ntl3eZQUSWgKfvTrAa+I8S9em7NS/KmR4U6baz14n7dI85l/amT1hqre0SBmlALrJWJmF4wWs+kPGyXF9/Y2hUmT5utiKM2WI1TLzw9g7VEmQrUPqNe17on665DqNZGR1uPPq09kwhJ6VlLf/uAWzpCG4XNe9ITbMxoIPG0eWRarhRjsLEdU69M7CMVhejpWcUXtgdggeq8pd985lrbnvYOVWi2hVptjIUVVRYB46AuJKkZIzAE4CAVTuQK0DMg4IV6t4l0WhIiznPmrECwnU8noSOFKZpn7xT62XDHYOg7A9A7ZYe8Uo22LarW1vXrtoZn55mmul4HfvqusUc5gXA/kTbGz3tF+trMjjabJcDUxvnM1DNdJlKAGiM244YTjaFckVCaC+cIyFtERc7L6bZmVbnquALiHXrozXr2pwt7LFppbXjgYPJMLXoW+aMZj8RX8tBXxjdnn4gA1SKU+gPahzhaueyBxhcTg1TPjN8jtup+e7J/yTbYQzIQm0drKUXNxo8bE35V0SX22Kmaf9ffcKOBbsAE93v33XebACaK5GNV3cf1EzWi/+M1Al4AEcAPKuSrVq1ywCR19HmSsoE8TqNm7gwgBgDjPoiCffjDHzY1dbiKKKePkSr7Djk1+wXg7ldbMwAdqTuOzTH4zEqR1mkizXeaUTP210uY9BYFC4hoERkjJQiIIv33gM6BPA9giogZ144QKHwvCO5cE1yrUQJiRL/owch8T7pbXNtdun8qHYlm8fXgvzwY7pEwK44HgYskuHrWw/tX+AVx0azTnrnaLDUA4tZkQpmjSBvAqRNCtc89HVol3Ha1GlJOmTEttHSKXCjDNiAAZmTPaNSHdT8CQAw2jWNz5JHQq2+E9HNefv7JsOGV5+UNE6rFg6QCKdkDDIz7kT2AJqlDz5q/xEAWRt8WsXV3T5u8e5RR+ca++2vw3i21xfHjouFMgxAsvZtoiqsikxEghJ8vK1anFOHD3/9W6GlvDLndpzUhWuQlywBR2SQjlp9fpoXeEhpPNxtHa8lVbwsLr+yTKuz08MLjj4WGwwctQkBUo0zyE/0yDKsfeTg0qmpuipS8i0WwzRfib9b4UKXSo3u3PoZxsfo3v5csrBWN1bCg7rAe1dA3cWSrmrGYN4AX8VSL98TRSxA2+5PZQCobPmX/3uFLShAMPqs3upfseZyAzhuBS3//IJTLPn/0oiPY8ffF9xuwoK2KazVZM128VgPjTAqP8eTKWBKJzWxwHmfQ30l9dGue94Xd+7aHo4f32XOy6i79mS5WI+Rxj1IrIUC3aCbWWudMl8fvy0Yj3jY/8xSo+rZNGhAxOCsG5zKbaLxx0nXp53NPgMxZLBLiTkny3vzeXXOKvVIblqIxbUpH9VeVZNJB2Jdc8V8YK3SmurrgTCqSIcCVLz2po/sbwquqkhql1HiTiO+Ll8nGaLMYq4okNt0X1zwb3vfud9rm0a9Nc7R0Z9bLIydK7ly/oNYaFeH1zevFwZTsCbZCEfWJU9QtoVCpA6lErFnzamg43a5IR3MonTJy0ImyJ4RsQJ4kQNSq6PCRM6bayOqKMHb0SK1nVx5nwNOmy8ik0cFmoD/FGAFqiWCYDTJnI0fRgxKTCGhRBTTpVHikuZo/RH2RuqC60EnmapQs6gB/p/LwpCpLj6jlS4EBGuYSoBhJGu6bY6snGikfXV+ZzmFiqHoeyNvQEsxSwHAQAVRoX+mz3ZpkPbInVBTmSc4grah0L9yrG5KY8iAqrfviPEQ+ysrLMkAJcHl2DPQ8pgR+kYHDuKeQrQDk6ppV9uDgEMs8aOQzW5PzwdypMUI746XUGxzAjuZ2dc5ol3r3RAE1T8pTUco6alExRZu8iX7ZX65U5QYCXY3iYQ2EaolBk+rCCWI4rQIT58cAq/kPPk/Oa3LSH3xFcGbAa34e7WeIZvua5WD5Sl3maH/sVRFTptVStqEGWcr2F5C6JBKpz9+08paw/KprxculSCQnfOJXfsUACgDrHlXomW6iXlQEJo0oPguBnco++rzC2SIK9Fm1F2OOWqoZ8G8SKH1qR3ZvpkcfYGkWHK+4p1AFyPEWS8qGuWoFJFGLiipGolFJX+ttBFkE2H3auEGCZJ9Sg0S9UHAHnHXJuSCyNqhrpdY3Sv/foJY/1rpH51gY1dZZP0TqOE5GfV33wfuJmJM52y4AOHfeXGsZxMNPlZHnmYU/818PqSJ0gGVQxNwJt9aAlTyh/VyFXNe9qKaQimCV1laH5apqKCguC11yi434igeniYIHBafqjbY3u9O0u5FOos+g3JoiVfzs2rwxPPv4IwIsTfKGNeFo3SAD4VVj3l6GaJQRWFWdMWrs+DBfsgd5RZUKe5Me9ElKbt6XHOFZ082N3pmnq5xI6S/rlWbvTVsZt25v8vuwaI3/zH2S9iPMPHbcaHm6FaqcOqwwfIsMnTfy7RVpGYIjlVNt8q4f/v53wtTF14bb3nWz0iLFFiq/YtXNSrGOD8//9JGwTVwzBAKh5RPJa1EFBnyHhkMHwu7X14cr33ajuAMSN5U5ilu3LgXSRHxM8T7t+jNGwe/T0jkZU3oJ55iOC8DyCi9sCeX27EIRGmGkUoowKwVoECwrRcfcsYhIMtdsIvH97kyneGp8BimlF280W0ndn7YbSHta0RtPatVpyg09P+8bpB1nbxuu75Xtb9rmSdoEEE1qFItsFW0Qp5W2YJNXJJafjZRujwi5Cfxk7q1bHCDxC9e9HFoMYAl4ZIJdiuaK30Uz215FDHJkdIsgKMcL9xk6CK7sUccNKF97cKG+KEbFY+6NtePZHCyCFkS5eBWw+doBPBp8hq+VzuGHN/CQUpxphZiXblFL26EM4JVp4yrUSTol3XBA/LJl4oUAjkyYk81D3ws0ZkSZaeWCs3b1soVh+qw54fFnng1dLXWhQTo3M+QN92iD/KkqEieNKdX9qDDk1BHTwmvWWlu+cFYYVSZ9qdMnw6M//K4U5I+FG2Toj8sBPHF4d3hhdV6YM22S0oVaLzLq9951W9i5dUMY6BLIQdy3AAkYB0JwIg8fPRnq6oXG4v0yLJPEvxqlKFbobXP5EI2pDZdJgbCsYvqPJ8jfiQ7xZ4tgaZy1YbCxFUtCgM0upfjyKVywNWBwO34HPCVRY28FQ5sbNkPAHekUUnPd4jq2dLTJ+WoOTc1Nxq8hrThR7TumqCm4c73s4tzZ1bM2UIa9jL0h87XZI5EQl509X7cTPi/SJpt+ZDODpI8YMO1yTJyUKLoqKd25uvDLYIjZU9Y6k8sdVaI9/do/GFFjt3DNccGl+RgDWw6sxLGxBtUaQ97aocharsKzBUrRcmi6YwBWe/QsOvVMVLdtvWgpWOwdUSpwRbEBYUUVFmmd2nUQXco0ro7OIWA5ToYEPm14YkrZ+GRxqOw6dTGIn3ZrLh1XsUSTnk++NO7gJJZYWrVXzy43lJWovZcKNiyia5aKZ4NbCoDmu8+hXkVyaaBuXQ/g4+mVIjOuQyZQL6CTyOI4fIBrUnTvE3Ai2lWiL96XwEwqEvLr9rQyn3ehUQ86JLV1K3SAQ4h9Y+3rb75+vRo3W1m9kCKtGAlMMyFTlGGPWn0XxQeD0wWA4t84W65ZhRCs+IFxrXCNpAD9Wihi8lRrEjxNFdjpekkZfvKTnzQNLcC770OxYC+CvQvPzsv3jiEAyw0l0ZRChV8hSOKZEQrOV1qD5sprX35BRu10WLHq7WHO/IUCOESQSJH4Jm4JhIu4MTa6PoWJCzTQpB8bjh8Kq3/649CQJBm0CJBs8EiaexoAF/gEOQIqfeJTzFu6IoydLEStUD9aOnhFnq3xrSjhjbQZcT6MTxFhKEqutfpy5M1lrjvm1QhBk9JwPZ5CyQz4BIMonK9qm317d4c9+w+E+z74S2GbqhxfW/O0rkdGEXCq/DmLp8gaeIZwSqWruSX7pRR9KMyqmCD+iK5ME6FaxPjbx8gLqSkJL4vXxnijX9OtnDoNcTtFdnzikUfMWCy65iotOoX2TfMHhQFXCTYDGheAW6cIEDJA6/JMIGPL8dzN64o6OkxuIy/4bDCAbgDXLybZcAMa8Xfp5wz4Ocff+Ozg7USCbIxEZtK68Tb9fZzTP5XOn87tv32j86dRPHvcrEeekS3YCJj3XrkImMcJKcrtDaMqBaD1d7rXWTsYDCKm0/oIyqNF5V9RylmTx4bb3n2XRW59Loo7IltaK8HOJfPmiHtQYV4+kSy8O1I0jLNtljImlCfTDgWNMDzTcnnPytVbGrAD8y3hWzaJERCLtEkSHWHjwe1gMaU6FJYrzaQJsVu1a+YpDfpAaPQ4Kd4BAe8hGGFGEFVorbtWpbvLhOaKZVVOHq/XBiBvddlSRUxOhwKIvjwYM+RxY9HY3bBiQRg9ebYRsCsKVqitSXGYWDVW/LNyHbso/O4n7gmzxqlNiM53/eIp5qHfdtW8MG9yjTaRonDP25aFk6dOhFXL54al8yaEfcXiQ3XOEdBUharCV2MECt5/1y3S0ZkVZo/KC50NR0NZTmfIV1q2v7fdjHu3FvRutV/qEFE2M0l1rVMk0cBas8eNwcdWMe42kX0cHGp7dMWrsLk736xwNLsGOkKh7q1EIIsIiy9PIn9ul+yzkW9FFN+q0FC8F/BAzqKxoVEE54NmyogAtCttCKG+SKXylvpRdODk8ZPhVOOpMGHceAO5thEDYrXZ47ywGaUND8FNKn/NtunZFSjyQDWuVRsytyMITjMf28fGyPxiE0tRZa/WY7M8e42c9RvGiUmm93p1XYpO++Zrw4mp0PAQLUPKBvsMGcQlInze5Ik7lqc5bA52HDc2auQpOLZZHWQ+sNEaWfiA/VobrCmU2Lq1V3Rpj6hr6QojyxQ1a20Kfe1qsaU0LJHX1g6tw6KCMG3KJAHrkbaHeJQGrT3vtmG8OHtGHnHk4ogY5sj5RaRz5859BsYZq06J7Da16Blqv2xrBSBXhRnTykNlhXTgAOFW7OKcRsUttc4ZG+feFamS1u2VZ14yUkjMmwggkoq5tUPS+xgHCqJGj/FokgMUf/bZQIshN1V19l3aUsWUd3a7nTRf0p4IqE7HYH5lp+GyFd/Ts+dzpPWIupmCvGxeIrQPzg8H51wndi775UR8l4LIJqy79ImAs8Al14CeF19v9Er3P7SdkJ/bU4qX63UOHSwncLO4C5SfKBb/iV5htInY8OqL4aA4QiXV4l5dd70WqvKgMk7oeXh6RN5TjGZk7YZveO0odQurmFp7t4znK6ufCru2vKZIjoxgjtVUaRNzZJ/6X7lxl5SBcull1aPD3MVXhtJKVXShBI3pl9fPxsNC9YQVBs09Iyvh1eUWQFDoE69Lm2J5abkUpWUMFUGiHQfBt3xV22B4CohWoEWkv6FlYrIJMhItLW3hmaefCbOku7VUIc8BVTlu3PByaBbJtkybIeRvytcFAaFqGQnm2OET4aC4V1MXuGQE9YvdgKzJk8IN735XyNFYv/rU0zKi6r+IcF40fPsUCTj1ve+qKkudwKUaP2P+vFCmbt6KC/jiN6DCLsCdRrJNtEt205lI3KWdRmmDMQSOweP/MudKcCZ6/dFcZNvjMzdyf/8gGB6EQ9nvS3dwrs8O/i3rPi16xyt9H/zbG53fPpHZPQavxeYTxhzgSNoDTw8jILCbJ1hTodTF3InqOam0gPq0WkmGedY6hM/i6KD3jQnXLJgmz/nXjMJexLH0DDXN5CgIVMnb6BEAAVzlKpLRoP54+UqBUTxhMg4y6kSGSkrwQOH1KO0jQ1s2pkzrUvNVBr9BPR8bGpothVauqBhcIjZKNtg2CMDaIEtVPcI10YfPvFpdbCaYFp8pK9uEQrOGNYFh0zXSX5rliOze0xNKFGni/Z0qhCkXWILQSzcDvHO4ixRGWARIkeY8/W3JnAkCIa0aw9awaKqukb/X8DlBRK3FiVfN0HubLCpx+1VzNUZ4uxhetZnqPhVWXUlaY6b4oGoI3t8Y5k0oCwsnrRCA0oYgFn2f6AN92lR7O0+GqTX5oah2VCgcUKRKax9yM5G+NpHH9u47FDrkQNkc1Dd6yk2fPsU84pgA0jk9EoStM/8tjofBqSynMtX3GGeL4hSNEZumAVrmI5s2No15ZLIlWr0af1JWyYNnHFBlr4QTo+fUIL5emUjGkyQ+C08GSRMiOkavgN8ljaJ2FcVUypbllhRrHsmedmoT4u8RPBdqDuTpb/1wVZiz2vhOqosAEbZKNUqH50Nky6MEg0+7kzY0skXWsNrARty03bJmzYrz/Ki32OwBWMU0nBHWBTh7VIXZby1THIQxJl7I42AsFY5g38hiWNNoW3NoeCGzALhgg44pe9T+NV66dY0HnDWkKTzC3CXA1aivjVv3hebjORJraAnVxTlqaVSsTMQYiWxK60mR0C1qMj9dRO6Jyi54BxOPLh5Xp4lDhw9ZJHH0qNEWJUK9nG4SbRr73bv36h7yw9w58/SMSrQGNK9Vcc+9dXURnSwLFaUimgsUUqXJtkDZFvcot9lAViF8XD3XU9JJ3CbQj5bcnNnTPQKsAwEGDOjpmZ4+3SSnpkWE9FoDI1wn1XuHJM8ASR3+IPNpKCcp8eEAaKZbpXvm+ZPGTmm/7NY4HuEalMlJ7XqobAQ8QcKnIpBrgkzP37FNgLcqpShxEEgx8l6cAtLNzGF0vCDvI7nAOeBA8nl4WLyXL5xK7sfAWQRtkOa5dojvqNNzP3DCqESEkwXfi99B0ucY/BtAxnux1zglLTov70fVPvUbvPBEvvh3KFsQgYc+azTWjBemzV/AikbLCAVu3bJRAOsVE3GbIwFEvuj/hwaVsKZvYTbpPZw5jGVn78sDtWtSFSPJsH1jeO2lZ0Kf8uQFaqOADBvHdNF0+SAgb5YTi1EApqcvPyyXtMGUWfNFXHWPBe8OwIGBwli4neBTDrWQSYDrlE/ac0SnOGUHw4Ztu8SjalQYvEWLUL2sairCGLXHmDR1WpgybZa1YiAIkCdujN2bgNPmdS8pRdgfVixdFJ558rHw9E9/JG9Fqu1qfyOsZgsyT59rVq+2PEUWps2aG+ZdfVNY+raV8malx0J5P56lSLsn1UOrdOS4cOt7PqBFPU2ViYestP1U3Sn1MXwt9IiL1djSFF4QmXDN6uessOCu+z4goDvKPBTy/JaTpucihikrCkEq1eMNl/7lRx76pNPWe+nP969xRI9FZN8l8ztWy7IhROABxiQ1jCxouZZDjdLdxZHf4dftKUg+jbgg5U+kygZFD3hyOSH5YuaNM9ebO8KzP/hB2CXiKsbnjjvvCONnzwnPSZBvx+bN4X0S3sNLf0JCg92aJ9Ul5eHqVTeFQqWtf/row9aWYuq4ieGOt98e1q5eY/pDb7vztvDKmtVh0hVLwpilCz0KIUAGyEpe3iDQ9avHNgydQwbMrDqKN3i0NkcbJuKenZ0tmucCf8QhSIHAz6SqDQ+d6Cs8IQOm6Kc5aZvdxs6LDTJ/AbqBRwvg5uQIlA1oU+0T85+MfhE8HrxjUjNdpywiIwamVSMrHm3H7B4Qf0PODQTiPKVm82VXcgSu+knjiphPmr2uoT4clPMT3RRbQ+VK5cyeqY1N54WQbtpq+tnU2CGoD5mM51Q01w3nKgptlgd5AoYJ8AAHBrFNu7eoA8fmCQ5NcwuiuhzI6opqRabGiYwsocyKSouk4/ETJWEg+2TzSgWQMHF1IhWjpWctcjQGA/IkTW+KCCjcLtIwdD/Q5wHSzUoxrpWQ5AQ1514wXz1SbTP2GZ/9InrDBgm3yDda57Z6y5uz3n7OXyS9LaKgZCJoAtyjiGGf5gtjYkkDAqvx+Tvgcq3DXsAYRT36m+0FEcxanzuSizmy6UrH8VSo5mRP6urVlwA2783XWuxTNKmzux14Hipqq8LCJZPC+FKBRjlFRrS3IEGhSRJUaJz3792lzb9Juk8zLDXaJI2n+lP1AggCVRpjhDWZYlRVEm1sFr+uUJzCSZOnqShLIEPjDlAyUWqNXZnSfQP9Aqi2xSoqqAn87Nb9YXe90rxaHyPlUN0we2qYJoenueV0+Iu/+E+qwN1mkcXf/q3fCO+SA85tp4pThukb3/iGul+8GP7mb/5GtqHYAMt//s//2ThYVNX9x//4H00BHWBhBPkIlBxweRQLlfTP/eHnwq9/+tfDjZJIIAqXoorYG2g5APsUySIixe9pV3P//fcbsPmzP/szO1eLqjSvu/Y6VfWdVBuzk5aNQX3+q1/9qgEdwAyk9aefftrmCGKpiJTecMMNKloZG/75n//Z3vfRj37USPac83vf+55VKXJNVEkC5jgfHLDPf/7zYeeOnZZ+v/a6a9Vi7aehXiT+m29eZVWVL0mdnmtFjgJOGJWKaIN99jOfMbHSv1bbNURUKRi4XK+EQPz4ugkLzSo1WCIvsVNuACk/+g+tXv2sbvC4Qve1YakGqbC4PLQauKLfF3wn0iT6l7gVlvbLRA7e6NI9WjZC5zsuzwDeVcNRlVPjkSgigAK7NRsljhW9RqOVYIjkpRSpmfO8JVcqrVAVmjqpFtH1YAh1PAuosS2kDUD/AmDlk8KQQYfHsf6lJ/X1XDgpcmtvK5+TZ6G/5SoCQK6/ZtSYsHDZVWH5tTcJ+Mw2vhFaOMf27wyHd24M77jtxnBw5+bw0IPfDO2npemhqJf1YBJht0e18HXH64Jc0LDs2hvCqtvfGcpHjg/9anRME2iq9Mk7s1MoeaMWOsqf67+l198all4nwqOMY70mVIdC+i1KE4yQQTqqydEi1L5FLWVKNf5vu/0Oq7boJLRthtcHJzWidXB1GV8YRsfnQ17DtLqX8dIuxaGhQPvGORgFM56WNWdlw/ezGHDXd3oGWoRGvzfJBOMxxkpEm5CmxuZEdJ5Ulj6OrQPez0dALFJ1zpHhXv/UU2HnKy+Fm6VHc2C7BDUlTlum82x94knprx0NbTfcaKmtRnndV199XdgqNeRjFeXhSNMpRdNylFa+Nqx56EfhSLHkEJ5dbdGTVhmzwy+9GmYumucbWtIiMufK79UuIw6ix9acOuAvB9FoGbG+WOvOQXM+C5tiu/iTZepPaDwnxpHgA8RkKbdD9u3sxAlSVAfgo3WXNmuDsty/ka0jWHepJCfas0nYKLo69giAmlKBxIFKAT+6lh4AFKF/0reAKIAB4EjtRxAu5lj0EbUeppJy2H+kTpHlo3ZnlpLSaaolRjpmVI3rXMUIhm30ACF7eoNz/FyrzNIpeuZEiRI/xSIHRKp0zXSiAGgNUN4pUJOipdYwWO/B4/amvEifKOpubaZic1xI8thXATTj3cjm0PPwhEjx7UrTVis9ZQ2sNPVKBD4TJ6lPwqOmqk/1na7/sAj05VWVKsDpCAcUjZis6BjSG0mzzua2zsP1mkp6vGtP3xDT9Gsb1gvwrjd6sYCeMhWN2qx5pub+6uCG0zmHgRB3FFk9Lris2QWg8tJXz0gwDwTYc4p0DOle9UmSoVdvFrNI1600GUaWJaV08Yi+ZtlICZ4UVAhkCvgrqpkqOIFutPCi4i83T03LFZ0qVnr94L5dqsjbrAjIBNuQAVLTp00XwJLDPaU7nFYkBnHNdqUYAVoT1b2jVBFEuzajTngrJ+Zytwq3GK8i6UVKdj60aU4/tXZLeHqbuLsChdNqi8JYpSWn6nk0S77nxeefE6dwlckjAOZQNUe6IPX5Q7LhySefNIX2lEIjeoW+FIRvwAzyBSjAI+uwYsUKS1sSqTqtay4W1eSA6C0vv/yKqbFTebh69Wr7zO2yNQAvhEIBZyipQ0xPbWsg0BNVJQLE9SADwReCp/yb6vlT2qfWSvUd0MbvAHh82d80lmh5UcEISAM4UYkIyOLakaIgGkZUDIC1atUqO//XBNT2qqIR4j5Aj+MTnaL6EOcAPhbT6zsPfsc+e7PI8Lz4G2CSaBlCrIAsKjEhzzOGlxlgDS4PM2dm6BW9EgGVSdariM4rL74Q9ggp4hlOmjI5zJ27wHhXvQIRfJePoC8P2WL0ILrH6v0Lrr08LZhuqeu+tPoZlaxvkrcJIRZP0wlwie+ROpB7Oxtvi1M9pkr55gnyUvULULmFtxVy1rIkxI/xgvfi8WeuD0OVE07Xnwg//eG3witP/lhGWKlQGU5SOwYude09I0RqlTddf6guPH1yv/qT7Qo33fzOsHDx1aFd6YSdG14Is8fXhMYju8KTj3w/dDQe11ghjSeQp+tfvGixSlynhO9pY5u34rpw3S23h3KlJvCYOwRaWcx58pYgBwAgC0U6xer3SKC0Fa4jRED9LU8L7pb33GsppDxNhl3SxFr33JpwSGXnLz7+hClT3/j2W4wLh5YMXi3aKViqYQbvL/h83ugNw0oPvKUzXN4Pn7lNnnku/uaVcw46EoxkM4jbvm0A6fc2z/R8ySLbpsD7AFVGUMWTxgv3dBrpIGvGawl6jwBZo13SL35K40P1Kg29be2rYZbUyeeJBD5NaeEcGff1aoExY/S4MFqSJP2nW0PvsROhVmsvX4Z5+kg1JqYcfd/BcPv9v6QCjNqwQ5tGq0Q0R+v68rVRnd60M4wWf3GCSNGesmKtOKCzW47gIV5KvPu4kRpo9Pck7l/EPbo3ogB8yUPvaA1jqogjkQ7Upq0bztPay9XGl48TpnBVhxwD31jjf3Fj5V+kPQ2oWhTAdltdKhsmaSxSsxovqmrBszKeRK5JRVIdV2Bq5RzXW2S5thIvxQ4JlRjnQiTyEUqXyXbtPXQ8HDlZF9/jdz9RcgSAFkvtmaPiVXgOsM79snMk0G2DpzUJKNIfTERUvyL6QwTK78eJ6IAuNuNMREj3QVspUoZUkXEcpC3yBJg9PadnRYGCjsfYEMWbpshJdVV1aFbaqK6xXmru6gygZ1Goe62RA1ooW67Hq2PRD7DAGqe3ycYvVCl/gyIzxxSRqJDeUKWiFdkCUABFunVQJbZzx3bbxNBDsmiIic4OfZ17VaUVZN81NpkWPfzbhEepyI6VhUQ49Wxp6m0425pVy65RZJAOzz7F2BlqIyKn50wqWOA9T3N7oFt7l6R9eHu/ukyYqKxChACwPkj+ek8YoX6YyTHQuBbq86xPdKuI2syeO0cgY694VTus2fAkif/mUGgQObxEiUjZA4ThKDKuRFx5xmQn0BrDiYBfZI8cDh58O3S3tPbblb7sLKxWMYr4lUo1thcIeOl6iVS+Q1Hmp558NlypSsJFekZEca5acVXYsHGDAQMcefSo4OUBTgA7AJTrJJEA2AF4bdR+8cwzz5jcwT9/859N0oF0HIAHAE9qEB2sBgVQAD6k3KjK4/X6xtfDFVdeYcrrRIIAOESXSM1ZYYXuizY8qLrT/oZxGKvWb0TH0HXkvcg5cG1ExVKPRH7P3IH0zvX9+Mc/Du99770G/gCDWyTvgLwE7+M6+aKiEZFV+hnSn5AUIkBw0sRJxr966PsPhU/9+qfCe9/33vD5v/i8rRHOyWcBiAArdxT6MqlElN+RrqAV0Lk4ZOdZ4hf9awmNEouHDOleZq9isIV60H2qViG4vXeXiO3PPxZ62k6EaoUvr1ymtIIeZLu4VwMiDdILjsVvtlVGlCoW2+DNYLgGjBlgAzlRxp6wqc6lPs0yFO1h8+svShPqSVVNCVlr8uHnG1E8mjwDfRhJPB/0UjT4pCZqxsgIqi0OoUiqkqyKQBwQI1/iXUXCtctMCHRpIbYJDD314++GV597QgtaVRhwsnT/lNWb7bUlZlk3q6DoVaZ8z0Zxq+QdHhDJv0hh4FyNTbtEFVc/9oK0Pg4r2ucKvlA4SsqqtKmNDA16sCuue1u49b33hW3iUK1e87yA11LlxWfo2qQwrJL0PIEhdFOMmE+qX/cls2KbHmW+8AcqarSpytgU6t6uun5lmDZpZlj3ysvhFW28uzZvCUeUZ75KpaxXX68wqyY0/Ara7MAtwZNCTBDqAlva4HjSfsfH150t4gZOKLUxGKZTymy7HArxFzuLPapE5Wva4XzzSSDTvhuLNm2A7jVbKTsP2gooElxkpAbHanDPHDooFsOK7wVUsfFBth2UVLATWjWtISbfUONTSJE/oowJslg0yZjgbBpidNVLefnIiXDlpGlh01PPhqPiMsxRy4xDGzeFsRKfPHl6f+hQxKL+0BEr0286dlLUok4TXhwpDa0aVdcel5eKmjDnrqmSGJ8Ov3eHtNZmTlaFU6mhwRHoEVmZvG+Dqa9eGi6/5nT/WSkkAx4cO94m1VgsbP2bEH2xvHXSOE7oZldljiMmjDQBY56EJHx2Dr4SlToCG33e5qbpbfmVYB9s8wVgRS4V0Ry7HyIdzGvmNOvZFleMtsLV0QGI07Ah6zLDvgMnLK0P+GT+d+s4aAxVVklXiUpJq0amEIbqx/S0zjFLE7iyhcFGLc4ZbYHgHpG+Z10DuGxT99Sg9U7MFIVEwxMjbLzfhD+Rb1AEK0UqjLtF42zSozoOVZBsSLVVtSJQV8k5HKcel20CW6dDq+bC4RNHDRwWSZ+vRIUTcK5O1MmeC5AR+R47aqya0nfKs98fZiolVl5MutCrvLgPeDOkYY4oYrpv315FEKokGDlWYF+ONZElOGVY3BhdSkCToRoEVvZA3KKzN+hnevXxMAy0YqPo28f9Apxoik00jSIDxFSVUYhVTgbHUxqL9HCP9h9SWfkRIA3kl4RGObIdpEcLeP4AcaWPlSos0TXWKP0rqUUDOxZQ02QhlUt3DsRPC/SzBkBi14WSLpijiKAaRWvM4OqaiKg57RCkuSF91oCmk8AtWhmNhu8ner4mTeHVxl6BTJqZ5EZBqK2kn21fqBDeK9UH0dNuV3hrppqmT/3otPD3//CP4SWJURO1IcDhUgxtCnLMNV4S/fsQGiUChdI54ATgR29CwBdghBQcaTl01dIcAnQAThAZ3bV7lwEW+E78juvlfYAqeFFOog82ByYoYoRIaKfAWak4fQA2roG/cT2MAdElPkNjZ/StuF7ADKCOc/AFQHzf+94XnnziifCXf/kFSwvSwoeIEu16iLgBjrhf3vu8+hcSUfvIRz5i14KTQlqQ6BWgCpB1/wP327p9XS2BOMfKlSsNmL7wwhrrdUg0GDkKuGFEdeFyAbS4rlQwcI5V/ZZ+JTNHWJ0ctOvK5ClBBwG1RAu6v70uvPbcI+H0kY2amK0y1Fp4nU3K6+v91oNPuF1zB/5JH1U5+V0ibcugKPddrLBnvmZYp6o0ujoVChYwyRM/xFp3aEINdDQLYEnz5tjO8PJPHwztJ/dY2xmXMwSIYVExzm7c8wFBVM2JNIioI41Fxk+dp6q6alOEztHv3Sz7RtdrmwoTn2iYUm7yVnK6msJ2qUtvefkphcCalVpUVYkePulHUo62sG3T9CgDVppyelRNmhWteunkAaXmKsLkCdMsx3xc/K18rVQ2DbgQGIhl19wg7kOJwssHpP1xW9gnXtmzj/5I3t/uUL9ne7j1znvCzLmLQ79y7nhonYq45WhzJG0I6de8fX1TbYeNo21geiYY/V4t/IoZc8IN2nAnKkr2ynNPhdfXrwtPPvawUhy7w3VaSIuWKWVaVq3ea7T2kFFmUVuaxlAu7r48fAChrtkiKt7mwVohkR7F2CThmbc0tX42H7bGsB7mdA6goQLvl8bzN0kLnm+GRYRRdUuPOGqRQK6lnNjEbeNmGjAfXILCQxJmMjOvQTAQjanNOm2WNnYCEHJS6I9mxTkG9j2qZTObNLpdpIPb9HuLJPGsMPpG8xL5ullet44zRqnqOqWx6/ccCH0irfdItbpDYf6TtKUQ76ZR/I8FN1xv7Uu2r34+dGvzLFYhCutn545toVh8rB6lUAomjg55uudt616V8btKm4/WfsRLJjmQUJ/dz+Cdc93pThP4sus34OIEea6/UtWT1k9Sm127eIXoP1l7GTtaWsv6ADiJrceGwWGQR5nSfGcs/G/oGVnZHtOXTVyA1dTQWSf2dqIYRI+5fvPyjEhtcztWeubI+fJopE1/e09Swe9r7wk7t+2xv/F+ng9vmTZpvKI2MOpIy7ktojWWnXPIK/3Koiv2ZNN3OGZwTPVvAAuHiSlGu3cgYAQhnJSG3oBdqkP5c5/GslwbExxOu/8oHspzwjHzbDT3pvUrvlaqzstXRKS2plSAeqQKd7q02bQYRwhSdOOphnC044hFpCZOHyPpHcXwdN7JAuy7du0Mx48dCfmKDBSL02O4II5biVJKU6dPDnVK59DEt1NO5gSlxArR35LdhpbRI45bvZwCLE6tzp0vUMlN0+nAJD0ockCrSqT8PhVF5CraZG1qNK59gHyBmD6NuUmq6JbzSB8yZnFQDfDF/cAGTtddVqqiD/hW4h+WqHdff26Z1Pwbw67jnQIuKgaAg6d9AzmfIvEMp1Rqkx1XHMqtkpSwEnbCwRX2vkicvPwILtlDiD6NGTXeAgYAY9rr2M8+5R3sGfx2cAX4IqjAG7yYgbnNvfscZ3YhCaQrC3ddNVvpKdE/NLdq9IwXqZJc8UNxmXrDYw8/HSprtIY1dqQGASm0vyFCRBRxsyJLpOFIpwFUUv9BeEXOmcuzyBURqW+qryEpwyqlB1988SWT3ACIkSr74he/qCbOR+15QwonkgRAYo4RBTKJhxi1pmEzEaZPqyF0qhJcuEhdFQ4eMIBFRMylH1y3jd+lNBwipVu3bTVAQ+SJFCTRI4AOgGftq2utKMxI6Dbn8wwo8gL8wSsD0KV+jIw8KUIAHKCXqOLf/d3f2ed5DxEzjp80u2wKGZ7waDF9Ebu6Wy3qx/kv1ysjsGPAAvDDQiA9qJDlC1KSff3VNQJCXFSxKsDzwmM/fTYcrO8L1739XWHcNFX10KSWECigyciP0u8QUOhuPhXWb3wtbNq4Xsa2Xdo+lWG2msCuEB+pru6otJ9+LEJvZ2hqOBj27dxkhFXSd9ZDy+u5s7a1yAwBZMmbwRsoLq0OswRUhHCs50bSrMJMWx0TBigaO5YAW+2pE0fChpfWhCZtQIjDo45OWNoMllnH6En7/uupAMYET1L/6FcevbNZBlmLmaWCVAMpIFJ+fKJM+iYV8iD37Nmn5pVXh+bG0+HBb2oCH9orQ1QaDuzYHB5VePeWO7vCbLX1wWgXqxy3vSfq71hKyVNShhPI40eAYKX5djlwDor0+SWqZKkOM1R+/uILz4cdWzarP+QxLZoD4XqJ1I0TCOuUF9EHK1RDhjYSC4+MVacQe44AsEV1fLTsPnPO0Trlck28S3Vc8wdl4EnlJOFPuC8mqAfQgiBN5AAg6TbZAZY+B6+lX/ON0mxLBWVtnh718nEZ1ov3sTHovMIylqYa3GgzOMYBYHzxY8QO9ixsMzEylgOXPHrHqbLnZRm2HFJGmrTN4sMsv/sdCs9PCHWqEoTU2aB5uVvVvYj9TFq+zPgqG9atDT/+3oPGn1xxzdWq/t1rjVr7VXTRoX5zlVMmqmnZoGE5l7RK9vV77O1MsJnwGDaD8v8q8Q2JDO0V54NmujUCeWy8xpvmGWhuG7i0ajL9Tpu7beBytGwKZgBX9oh7xMglJRgXd4AsBsn/ZDdICxI9MaaYDueAEPoC5/F1bXFCc7ocPPNeIg+nTtSFXXJ+zKmzCIRSYjruxPEq0yc9STsXGwiOkSJuWQ/xHJMje8pE/OpjF+3KuSeVzzcI/URseql0ZOCgC9jg+BWktcp4WlbAhjaeJevEKepAdVmVIpeV4vaMHQ89oVfpoGbjBln60UCr+GuaazTLPnBoX9htjXYV3VJ1XLlsGt69SdXoWOOkt0X6ifQLm/cYfWaU0jfHTh7SXKyLhOoSRcdqXB7CnMT4TPQj3LNeNm6ibjhAkPV1flJvNM42R8PuyZ+bf9afqDvA9kd7llRCUuFN5V6HInajVBAgOKzCIkVJBDiNnyYnokvRGsauUhGL2VMqw/ga6VKpalUeVoy6Abjd6rrem7sTlqqO/SD9MbNP+PeIj+OS8AhxeiW5jmQBMn/jsnHk5ORU6hlfPXFsWBw0TnZ1yhwpsEGngdrxo8JHP/Ex9e3bGq5deb30Jq8W92hv2KN1NU5SHAAuFNabldajUhAuE4CEZshEePYrYzJG6TqI3YAMnhXNlHkBVIgIAbD4PZWAFQJVE2VPAFxcK6ANQMexaZ6OViPPifMCwCDvjxII+pT0p8YpokVakhSe8dT0N4AZKcsFC+ZbhOzWW2+16BrzBRDH+w1UCSARSfst9Rlkbr0owj5RJSJunAMi+xwV9JDm5DjXXH2NCd2SqYLsjvI890MqknuHf0aF4jJxxAGJRPXgkyFyyrjDyaK6EdCMI/C/BciImp3L9p1jWb+pX8m+YzTgTkFAZQWIcq1c9aEDO8Jjj/6LkRvzc0rD/EXXhjGTZgl0PReeUQfrvScUoVHYbdGS5ZoeJToKVX2KWonA19deH55/8pHw5MM/DG2aBLZziFN07PABcQXGKwQrDaktm9Rj8KAWbotNcmsnoXJgwsY5+jvegi2uOG99/1JIXxO+XV9TF84LU2fMsuo+p9f6K0UsTNAMdfi0S8pAHFUUABE4OoTj9fV2q0rSJNm9uutCLwCKbegsdBkHhPu6IkcDba4ueYqQE6++9uYwsqo8/NPXvya+1M5QodQqtI8chSZOSt/rMbUAorqrTKH5STPnWpqzS8i/W8YoV3pc3LTBLIyoXZ3vuQAulj4gq1vPCr2k62XgJso7WPPs01bl+eSjP7EGuKtuvT2sUP6+RFyCegkTdpNCk2ebgwaTKU0LrFLCrP+osnJFFk7t6Zjh4ooLjdnl/rsZX1LDGEONSZc8E3rhmfCepXMwmB7WtzLvuAMDmpl3p043hF6VaReL2+T94+K9myUd7ihEc2wACYVuUjdnvgY32sGfeId/Mutlm6r/e6T64L3nIx9WBPmgUj/4torbygutkuGRGl+4WykP5jlEWzz6cnFtqmSQ5LaFokljpYzeEq6dOSPUKmxeLWMzZtIU5R+6woekkj5p+dI38WjOBhbcpxH69acibWa79u4JG6UJN2/2NAmEil/SWa9UCzwYF9EdgE5AOtJSLdFxutgrScAC4rql37gCBt8PhHSJ783upGWumrdEoIcXWyBe0hHp0x06DMGdD3ilGqlB2ng4ME+xuzdIDV7s9Z/j/WmmkbLmvEm9Oobw3/QZMhpAmlekvogqEa0wgKbnYI2itS5Il8MzyoWjqs0RknAPUXU5L7SgmY6t1TNkAwV0TZ9eLLJ0q5zJvWHvgb36XanU1Mdrs64wtW6kDExYFdCCY8c6NEfWK7yJZqXoGCCZYgATqo4A2W/4zPVnSxfwo+cIBYIX1XPwpVol5jxiPHJv3WGc5vcUOSPHDzYbdYP0IOu9QBEsJHQKOBCSFGQK4ATp367QwQQ54wLe9Lif94M6fj7i2RqRPO0/JVTRU8CgD3QpC9OFQyjF4BvvuDGsuuMm8qYGbqdMnWIK5rYH6V7gTnlFp0d9TN5D93LXXXfZuFu/QY3zpEkTDZDwN14ArUSHWCLQwwuyv/fDJQ3u9gmAws+chxfHhwyeJDo4HqCHJzR/3nxLX7rYrrdLM+tJBFI/k86070rPeTs9CuOC/Z57Sde67IplPmzYYF0z6coHPvyARbsAhNwvEVmiUnQmWLlypYM17k3HIUqW2upwAVQspmbWfIZ0JrMGx+mIiupQiecYl/MlVKVohoARJdC5mogFShWO6D8dnl/9UDh8aKv4P/3yfKaH29/9K2HstAVhxtJrwiM/+nrYufG58PV9G/9f9v4DzK7juvLFC50zUqMbOedAEAQI5gBGUVlMClawwjiN5DB+8z2/J49n7G9mPPPsv+3RjKVxkjyWrUwlUpREUiQIJgQGkEQics5ANzrn/q/f3lX3nm40iAZJiKSsQza6773nnlCnateqvddeO1ynMNiNq94tNfW56iRKF1aW0EtKH1//2E9C6wmh45pKi18vWXVtWLj8yjB5nAag4qM1NaUKe7QaL6pY5E0bcJHnkMZVmuL8twanjEMbAidl1WHZyqvlxRqpgp6kT3vYgM2F6XyWJP0XGQhq/RUopNCkiYiVDmaXiQFhNmpiAZLwIGQWIa/S5rpKEdltlSJPXZkGsmWhUCdMCo9Ver10wZyw4anVYd/ObZrs0dyiTUX20H5kBzafPhTWrfmJiu6WSNNqSbjqhhtDrVYmhD1pP1sp2d5smeuKYRQ6ZbOAhNgCAsMlYfq8xVa7brL0tB5R+v5BeTO+e/xI2PbChvCe97431CI1oYHahvAh5SEYfLbip2284ncRGVcQQPVGH2++TTZWm4SorOyGrpnYe4u8J9UIMaL9pDcRiDXjYUbeRr7aw+VBmlubzWU+bcp0F5xLgD5O4gPRz7kaxcNcGJbDhw6E//CtL4fWgzvUtnK121m90gEetQLU39UDWb0TrlLik4etWNnyLHQMFNlZXaNOzdTEKhzASGjeC2p7mj8TE+RfuCpw7QrUBkWEKfVsOwGb6pPOnmDeILyBXIFWymqE1q+Kj6j9SG13HhrOU3/uZwvvxeLV2seaJ4bYfILUhKnzQsxduvxSXW2vSPnjwrIlM0x0tYNQHvIJTIiqB9cpHkiPMn4JyXDb+ZDjMDscXqa4q4GROCHYwSI4ps3JeLQxmpmjDc5xnzbBcxuFYftOCYzKaHsI03ceL3A1VmDDPKBmeRyouy/lbJD5aleeFojnvzudyUJP/gN/Bs+RlQiJXu3zH2PoPXzii0AnLjpSu5kKv+7JwJCeER54ZAkma2KmOY4oZHhYIJTsOLwiSQ3c9I/UTii70zpV0jwrFF1ir8BWKrrLcQFOrF7psyyckZlgQSSnqwEHKxUEuKJ+33kMsH3Oc+N3BIgNIvQjcIu3jTFRJv7VCE3MkyvGhC0nukz13igAJDmhMaX7LJan3lOz1E8E+L28lz9XC+fhKL1oOIvQdYfmXH7o/5GaorbvoAoKrlpNSrQppaw6VIauVNI/5l0DgEKSZzxZNQBPmiiGM6bLd5kN10ZLYMnBiC/3XONKbYGWGEk1cfzBBcTrxH7GEQOMxrAZgMaGPD94fyG4RwDHwiYJr9o+tn71Ytws/PLX69ppZnyxPZqD4XElwjt9HSCUnj9JBthSjnPHHXcYCDLtLZ0b4J4WzixCGCMuFuq2wAVUXQw2Kdibo8JeS2eQ6I32J1P0t+U5u1jcqzQShenhq1DSRatuXUSpcsg3b9oQntvwiC62WwOuNtx+x51h4szFoVVZS5NmLwgf/dSvi5Q+PTz84H3h0fu+I9mCI+HmW+8Os+atUD2wWvFCDki24JiItyLuyciOrCwMS+ZOldLyrLBr/57wE2UO7JW8QQ0ipiif41FRZ7cq7fAJ1OmdMMmAiqEavVLdTk1GlWHyDNVNWnSpeBZex8vUj6Oxd94M4QAyO1TUUxNpKasGy9zSAZiMlK6siIZNOD3o9sSV7fAMGB2Q6/MVmTFDDMApG1IZl21NDeGp1Y+EF1/eKtf0ad27Hq4Uo0kcKCUuKS5Ysdp4RG+LrqEy7N26QaTkQ+HK61eF2YuuskI4hFLc1DtZ1wIDRsyJQUy9Vy6yaqeYuaYnpI9LZQCvEVA7LX7Ekz99ULWxW8MLT68JLQqLXnrtTWHxlavCqDESWBP44JhMvg4qNcmqrQFXnsU0cNU4vDZ5M/eK4VQMpwAzA7e5pUuaZK3G12EAAaJtsoTDYl4s0uMdxlYJ/B8/dlQTgFa0Jpjq/c5bYfjTqdWSUzuekWv9B0oTbti98c1slJ/7uQtVQ/NzI383fOhDd4kYPEE9VkKmHY0CVmSb0aIOVTCeZuRY0Jl/47X0N/8OT8q8I2kl5vbb+T5MFBxb/1vGWnyapkDOxKqJqFMG5fkXNubGGlnATGyTJ9YrBKEiuEZCiify7mDHHG6vyC+S/HFkoVn2sPmHFfloeLOj3hCehe5YKuU1PVS1A6VMqF7hiUNut9xz4GVLbPKJf3MOakdaCROde9q0mfpdYqGkkYQNkSgwfideDgmhKmTEVE0iAO8z2eEh49jwlSi+SySBMC62BQ8v6vHYehtpPB8AAOfnP2skD/XmtrTo4drxWOrkneKAIV9wVAW0R8qjNn1CrXi9rqtVpqSjkRKYrakqD0elx4aWY2cbiu8iuUNF4QwkWllSBMCFX34SWsiFmw1+vKYmP+eXDBzSZ+0fp7fQRohmR8FoI/tby1ASDlkHwK8XBvdQcN475d4apaJhv6Mtz5tw54Qlz1VaPPB5Eh8lw5VECWtx7FcGiJkniuQKlPPNa5hfgNh+sb0MQGc2xqO1Y+SfJdV33uN68V5S2SAJl3IswFXydrGflYTi2iIwSuR5B1YOsLketNnYsgvCrBcOm8xxOAf7muxJVOTne8nzx35W7uwibJL20CSuFT4dDjXpZuk5PbNaBYhPqrSLwlVXXH19uOLam0OTOl2LiOzoqoysnRxuuvUulZKYHVarWPEWEe6OHPj7cNVN+8P1N65ShxdZUESULmn5qBBYOH1kf3jwu98QkW1DOHz8tDxjUlhFfBANExEj6WwW92bmBwiBRNXBuiGIGoHDcoHUCYWsRWqcu3i5CID1Vl/K4vzmAqYYtK9EEBM15VjK7Oi6W5tOCnA0SpG+Rd4AlI19EKUCqmbE9N3hYQsnSeOXYFVmD1SXjTcMj0Nzw5nw3Pqn9WAFLgFUWq2UyWsFoLNadbh4LaGA8KQmGQ26RtVb2/y8uG7Kuho/fbEGBUbM9cgKBMxc2djNug19ve5Q4sAINH60kW5N01VIY2vx0mVhv2L1RySUB7A4qNj98WNnwoFdx8OK664NU+bL1Y87F+6YJj8q23ehx8NKGS7d6zHmF6GDDueQ7pnAeKt0gvRoAN1NZxqUftwgXpCypjSAUe+nGDXTHKFdHnYhIQNlVp3C6JCFJD6crYxzLZ1a/HxXEUEZk4X6bpVW0w3yGBrzy4wC9TLHKytnqbguZQpdHFQ49/nQitfzHBuhHAyrrzN9y14NRoG+d7l4FhjRdapAjxcr7YlRYcIbsKELEevoMfmZ15WrU7uRjQNJFU0aNv9+qrl3Nu4u1OTAOLPUAJ12Yn1tWHXNlWH5kvmhvfWImlc8G10w3EcmgB5xYuDGlYmLqB6nsUjb4E46X9ue/Xm6y7RathBhFr1Ej6CDKxPGiK0XfVFRALTxTKvCD7vipJof//Xjx5oHNAGqvD857z0766oiYkp9keuxUBi6U7zAvhi4cW+hEaO5Pq4MbzJNgRfSwB/CwVLF1zWkM9qkMgCLxtl6GM1nUhHYKSsyzUQX7RahHK4lXof56liEYIbxZqv/0Q/GicrQIq/DXmWrzZ6tskYaJ2QuAhSwZ73y6BfLwLVKGqJN/KfSUYTd8Cx7YeEi2UUfVx7eg1tGmRmbQAGxnI/yX46HtQ0NPw2g6Zy0DfyhVnmf6xWWnDlthnF+e7R4pXafBrMqIagAdgXa6GfiIlVgA1Bprin1SeYWe8A+dn0hz9PzOpJDZjMMo63PvwsgcoTkTdVe+pEqm3mwVW0zVCoCUky7auAckvjtRnGwxirT9zLJ8LBwtMuyecrBTwIWBsvxSNF/ol04Iy5ShzxDCHlS22+GRLOThyinxB/3pz15FicVFkayAd0v5kb0sSZKh4uahmTwsVjlOsp0PPhfuyUXVCe+FqFDFPDhWMGHmqpIyu7de0K1aA1IN+zRfii3QyjHbhFCPiy+FsR7tLsYCLV14+zvxsYG45lBUrfFv2wQvC1ew/2DU0q5KLhaZBkmFXYiF6ME9glzp/tjPKVajbQd/TWFMbPe74sFrsyOGhfBvDwygFp1PrduTXhFD7ZfLvyZC5aEVXe8X1GrKgEQrYBERu20mh8iSBaOC5csvS1MqFsQ1j69Ojy97rHw0I++o4beFmbUo/nk4n54jcgFgmB+RNkA/fKClZOqbdOYE2CJkTO4DB4Btuh0NvB9uHmmFatSDfbJMxWKuFqGuio0a/7oV5YInLGejhavachkKt2fQkJA8hLt37MzvPjcWhMHbTt9XGBS/AAD2frcVgupCPT5h4bvwTXRmb2zm+Af79pESs04ajtBJteKDlenoW2u071qZAlaejYXIYkK4sclMmKnj+0N6556KMw90yT1+AVhdN0UpXi7d8zNsJ0l9+MDiVPCWZMeEjXpte+MeQvD++/9YHjswfvDzs0vWdpxtzrkpqefCYcEtpbfqEzDq65QqZ0xqudIBXjSvSnL4tomcBsSuX+4LfJm72eeNzM87v2EMAmxt1GDsUEk8BEi+AJsMEJMtlYPDZDMKoj7VSfsUL5+RZVPgjap2eSTzxJ8tXu0b3Bs0qgBq5asQL/H4OHS7gkrr1gZPvOZT0n2ZFvY0L82HFTJpHkCJYgVnpSQbJ14I6ZjpluBkHxYvKBWGY0Z0rrp0Mr8qFbrEDvxGOyXN+G0DNRkkU5RNd6kkDzqyYybHvH4MERkGDEBjZOBA4CdOH7SSqnMFnG1QSHR4zrePKWgY4DwAmAkScevVHgllbGgf8Ov2CMtIAoLT1WNNvR89u8/JC4EHpF81yTsrux36Q8p21hcEhtfcbz0aiVkgouEojU+mHC7lcXVoX45fH9QGn1uEzg2QIHan0gZ2Arbwt4MEafBG78wTaC8YxmdiMHyzIvVjrtlr07a8chKZCvTc5+giaDYPCrOlUmF75OHZSjY7VmQ0RaY9wfytae7Y9R9oeir+ORlgBbRTchG4xhgQ4Zdh1Zm/S0FCqO06NmN8z5rX/Cbjo4DX8VHOPLq48+/lM6PzfDs6gSaPfTk9sy5dO4tiRxQfYE+MlFZhrtEPTh69JgSLJQgwWERSWYRYJl4mrws+46wnxaOcHq0cGfxat59uKruxLLzWNIJzwi8Gc9p1s3mAe41i5gzL/U+3LBTAiDTpk6XqPNELeTlFVV/xCBS3o35BvkdMs9xHJjQJF3V6kpi9wH9IFq/Vzt/bE1C+cYgGgBmX5uFS/OXtZXdlfdKWahwRlSQ1dKq2ymQT6hwthYs16t6yERK7Ch7+H/8+RfCNiUt9Sj783Of/pQRtQEaZNbxvAAU9CVAD+E97AIA4rRsCfsgqIldAJhATgfowKvDNozUDxvAio1jEG77+je+YVpUf/Inf2Lvf/aznzX5hCuvvDL8wf/9B8ZpGicghH3dLZvQKGcCdu/jn/h4eERyC4ifIuNwjUjqqMwvWbIk/Nqv/Vr43d/7PdPsQmWe60E3C62uefPmS0bhO6aJBR/rS1/8ktWFhFf1mc98xq7hm9/8pmllEc7jPsiSxA7SHt+VBAPADjDJZ5evuDx8TJxVtqHqCya+12t7mq/tW+LZiTklFmqxPCp7d24Ka598TKuVjjB2wqzwjnd/KIyZNFNhD3XSUnPwq4+g51KiyVy/u0aEUfWzw83vGhcmidS65vEHlMb5Qti9Rd1ZabhkyPXI4JbIRUt4hsmt18SKUIgnrMZklF+jp5Ui5TBsoFo2jX+P1R6ZeEsuXSm+kTLktCI2QCMvRGvjcXGefhYaThwJs5VVN3veIhPP271lk9TP92ogKW288Ug4qULStqK2cBtkbl/RDlz+XlhDxuGYOwZ2gUkbjziGh9R73M+U7bEinUlhD06AhRl1BfJosbpsazysrM3V4cSRg2HxZddK52uGvqtEcRSn+S+uNM3AW1zE24ANeAxoQIl4xvwlQvK14cUNT6skypPh5L6jSj/uCScP7Qs//e6hcHD/znCZBsG0BfNDUVWNCbW2UhjVhn+OY31hDfEm7e1370/R4WesSSZrTqZLk4rgnj55XMW0R1rBXcAq2armMWUiJMFCq8F2hVR5duaRJDU5Hu/13pavGpUtqnNj6DdufDG8Ig/jPR/5kBkdDMom6ZndfOstIlwfMnA+RmVRyP6Bq3DpJUvNtb1TRM9ZpjVTFh64/4Hwk4cfUobN3LBYxM390rr6nc99zkBia2uHBDJrLI1+y+Yt4ebbbjUwxmqPMM8KadsgKPjiSxu1QFoi70RtePmll81zSfZOMuBk7kAKJYvohIopHxQpdLEM5knVRPzu934oGsEmW+WjLGJhFcJM8mQUWbFznz7ThEKPsidkPDT6qLiP8i6w2OiU2Ohr8WJlnws6eOb5sRCKc1osZOJuobhQYyKNzxbOniaJzVtfCceU0u8WwH1FNfJoTtXKuljjEd5kyk5OU/C5YE3OMxU9wDz3NmVstohD00N72HWQyOLeJOdaxTR+n+HtHnAxFYgEXGI17iR7MUwY9er9dCBYOf++A9EFEzngu75+gnmO8EygtwU3IYExJmhqxnJPHrph0aGQkAFDJ+6bpY+XYuDcgEfEMplLPBdvjaxBYC99lbmhQtdEvzJhT87BjbEC0EK7TeVmzmgOIOGFGrM8g170sBAlRa/R2IckWsChjQs0ux5b2b9Bo//sljZvKjJCOtMjz78c1uw5qkiLKDTyEs265bowcWxFaD3SGtZIZHT2FSvCJcqOAwghsokWFJ5mngUZcoiDoo9Fxh+SDAAvZAvmKgmmSQAdDxQb7wNU1qxZEyC2k32HTMc3BKgY4wCaNh2DMY23id9IJSDJAHACYCM2CriCk8X5Xnr5JYmhKptZgIqyOSizf/jDHzYdqyeeeMKI6WQVQiQ3KQUSKtTvKRwO+OO6ub7HVz9u10Bf3y6ZEN4HfGGveMY7BNoQK6V0DkDwEQlsL1+x3F7fc8894X/99V+b5+u6664LT2quu/HGG8J0LSLfKpvElUUuU5iuXZpXz274mQzpHrlXa8KqW+5WKO66cFpFKnt1o3TOIkpTaLIHmHQLRHTLYHao41YqLDNn0bJQN7EurF//eHj6sUclv6A0WAEItExMUE5/e7DPuUSphEZaKtDxDOP7EtRDf3R3DI+MDiu7WfPmqLDyldLvkUqvwo8U2hwhftNL654IP/vu18V5agg7X6xTHcFJcneektfscKjTZHXlyuVh0qhZYUPTMREiG+PiyK8gxdmHtxp0M+tx+jQv5Fcmxh3g6v0ts/V9hN40aaJ4308KdswCoUlsFUW76KdQ3sGiAhmpnjPybmzRqrwsrEAYsoJwnudqpcPy2zRicgEkW58JjEnXCyOuJq6sm6Sac+8PtVNnhg3qxDuZREUupiAwUhX7d+8My1Ww+zLpJ42UYKsuzgqQklHyeie8n2/nzk4GKY6OJ5RW6lO6uFSs5eFskuuZAsl9kOH1Q61HW0uqb1PstVlSIgAZD+jg7fDV7evd8F7Ra1hhs3q8Qp6sGk1QV15zdfif//N/hY/+yofDu979LgNaJ6UmPkeg6cfKBO0SQPrMpz9jxqxbRu2ymsssQ+u4VqGdkkZhAzDt2LldWXD7TWDvCRngaqmPL5IRvnzlCkscKdIzfUlg6u67FdKXB+qpp572SVJZX5T4GDlyVli2fJlp4ZBqTZ3MIzJYrAjJSEJtGS/W2DESLlU6+P79h7XapY6fE1zTZqVZTH9MXlC1Gy1pI15A15WlHMAUa0HUj56dXhUrAYasr14KVQ/yWAyr3eOkbGEmFisogscMTHt2AjUWOoEgq9ckb5idwbuk8bRtq7zaZBr78sUyBknKmThxggFv94S5PUpbDhAMvkBjzTOmfZQ6R+hoaJJnnefG5XDMUk1WFuaJx036Y3j4yrQgxQNfKPuGN5Rwt0vW/Jw2Az15m5g9K961sRJQPiMtrSOHlAFdUWNtA6iCNG0E6fiFIgjYEafYU8+5pXwHu6O0s2PL8242DxCSZC6Qx8YlNTySYKFPhSj7teC3yIFK/7R2NYka0ii7Ky02HZ1Fr3kM1T+RjTVLbdfgQqcDM6cTwIoo8LxXN8wdrPNwPmglBUq4Elhpdi9Uk7pwE9hLP9UCWR8Wl/FHAiv75Awo0zU/JFCCbXhKVRyo+ZfCa9gHwAmfL1eGIKKjLMYWCrTg1WKs48kC1BPWw9tz0803m1ZU4j9x9fsk0dAgWSEkDgBZgBukFfB6bZQUwnwtxrFflk24YIF9H9DFs0DMlM/wgiObALBaMH+BlW56WAtBbAnAiQ2PPVQEQN0NN1wvQPaI2UYWdoyLo/oMW8Zz5j3K8nxPIqLcI7ITLALbpTbAMbFXXB/AjoxGVOcppfOWAliVZSMVXtsvQcL14fm1P7WimCuvvklSA3eoI6pUBIUyMUzqvEUW/pDdEgrqKVQmnRrMHLLq1KUCELX1s8JNq1RPadLcsO6JhwR21kmsVIJvGGIAAYMwAijXG/GO7MbVXey+pHHDiJwAgnpknZAavGLllaFOhWspMk1cmVTNPVKhfeaxhyW+iAp8V2iVfMSZ/rYwWvtPmKvMukkTQrXi8UclsKfor3G1/KoxcppsbdWbuBrDGeoWNIjThX0zXrmvgoxHb4r2MeWVcCEqzqxMAY14sVyzIf5gITDMeFNQERY/RQjp4IFXwoyTiyXBMFboP3KwMlotFqbU2c0LB5/MAnt6VlbplclCA1dGeuYly8P4qZOUlPB4WLv6sdB49KTSlDWYlR305A/vD/ul6n3VLXLRLr0s9IszpqhkLK49TKPxltgtPrdkrH1udVKjJvRRCrkVaoEAx+CYvDc1o8eoX0iRWH3IAJa8Fo2NEvBE4oFspDjZx2D1a75D+rXH/aWtJAMBIPryl79iIPtGZd++LA8roZMqGSdWi3vEW4CnsFep76OUxAC/4fGtm8NxabYk0T9WqvMWqNjzk0+YBhYr1VZ5346fOhGOnDgqXbS5ZqRPKG29TF6i4yoLtXffHvEOtUASEW33vl1aHTYLVF2qc7mBgs/AtbKiPCXh0hVSUUZXhvcwWiekG3dINULhu2BE14s/tlOCgdmNUWB+KgurMrp4RUyIMeYSGnCSegQOe1QaC+5lqdoeb9fr3WyxkoNC0Y5gW5iA6c+EwqPXyGgL8mA2CHBv37HXTu1eIu9DY8eMMq8enkSrUDGQ+GR2aqjNs4rpgJ4swqTBT62OxUTgvBkBe3kq0N/ivvG8ICkBiGLCRUYBigQLPyb8HAcu6Xa83oYa7vcH3aKFELk1teFk1St8ZdsrAvWHTDvJgJWp6ysjVxM/ma1ELJxsrJalDBPNGAFVOnRSz4mmP3dlCXed5cUCoJosQY9N0uVaFNHepqyu9yF7s3jqAGBpHEOyr1OItblRi1aFogkf0k8AWNSURGOXRk40QNdG817wBsOqfKtHZCmTpHmxL4waUR1GiZajYI/srtqvpDe0aNS0dp1W244Nv/mpj4cvaBH28E8eNG/1MkkmACAASatWrbJQfpnAGd6m1Y89ZmAKaQM4TniK4EvxHNCa4jegCPuSSt7g9aGGIhtjHx0qCOdoSVHlARAHWAI0IbFAf2YhcFLvEf7jcwpNE7LjmJwn9Xu0uQgfr1PdXGxG4ojxOd5cbA7yGtg1PGQAQ+6D4tR4w7BL6HHh7ea5J9mICukCIkhKn0SdnjqLf/5nf2YeObKsyUh8K208a5uqj54QEVyE6iVXLA233PGBUF4tFWCFAtu1GsCLMkLuYFSqca9SVsd+QP9yu5dCEsdtIm9XaVltWLrsasXHx4cfCMxsePynVgcLQVImPI0Gu38HOA5UXOQzdWwnpPqC0NMu8aqMH1+nmO0cyxBBibxB3ioERhukpn70wK5QCY9SrtQJdbUKZSySG1thEuUCw6U4RZmbPbvUARp1bD++r67TetRXlGlwn+8BRVgYd/MVq/vnKFPjFe7JDrGJhiU1HqyoMm2jnPPaa8J6GC/9bYKYTFDiAkmG4pSyEfdpYhw3cY52UwFR05/wa0wg1QQz7X8PNVq5Fow16ahwI0zDT2BUgOLqd96u0KF0zB5+NGxd/7yMjvKktRLYqQn05LGTKlq9UyT468OYyZOkxSLvJJMSz4Triy3DuU0JDGNl4V2evwPUfNvl/zp7KhoOgB269bPPJnmWEncEjgdeRcuRoNdwSTK0aHsVMYF1takUSJPI/gcUsulSNuUo6V4JXCmcanUhlSzA82PglpH1aStjMizd55rfhrp+66ix9w689pT5w0KAYzeKH7F3z14RT1st5Pb/fv7/NSOzYf0G41+x4iMD67cV7sPArFchVjxS8JYaxZsixEnWDpwjODsU3O3Q+GyXkSJMBoiboAUFRrJe4Kld4anjGtd0TThcrGA/9OEPOZlajVSnrNJGrVrx8hFuwNAZkVXfh9TKqhTSKithehnik9wLqt5GHEqzZO62IfjEkL8tBugY7ptOpHxCEV3y6kA3EGvGJCmGI9WQ9yhGnlNm9AGGLDNL48hAsT2SqBQfbVTihHFNgJnDqqF2QF67ZAH4OoGtenETR42q1KF0EB8AeXQwCCRkn3aSuoAYTojPJDRkp6BJkLBgoTOBANLysW3Wv4z/54WbCXBZ8Wf4THDJYmiTCSZhOhvu8RqiOTifqbrgz4eygV7qxblVZfKso62E8CULFqIIlKkhW6etvTmMUYFsu1+ciuatV+eDepoBsemiYmTUQ3txS3bYbFz2YgB5eqOppUkZwi3G9SlVSR9zXlq2AFIPkjXhNYJBCgUumjlJMuDNoX3foXD8THdoUdYoPNVengHcMAKO2DJzgBJCdktn12p/DHdGSBYwAfU4n9EV7Sa5dlsFmD3BdlbLIXHX1cvDimXdoaNIFSWUFDZx/BiNCSVlqXbiv/zLP4b6Mbp+3eAVK68wsPJtZSfjyUEA1DI/1SaMVQMgGv+ADRPSVLsDONgHAAwQos/v37df4r9jLMQIx+9LX/pSuP22261GIV4uFlUIcwJcUFwHrHGuXfJoTVeRaxT8DYApfAdXCzkTzoFnabNoDn/5l39pt7hEni94ncvlDXtcYUnCmoAm5qIqFhi6XkAioU+Ox9gBcKG/xj1gb+CCsuEl5x6SLAXfxU4RkqZED2KkM6R/BaWCLgNIeyttRd09zQJNleHSK94bFiy9VTdWrRW9Sq0g0CZPUKlarEAQO8kgWFdSOKkw6thYjcC4PKE+K+USiim8qY7cKMVzxBJGiNRK6ACStztYnHDaTdmBzJrBaeL+T9KlQgkaUHJKqfQ/VoHmS68+bppPa8QROamMp35NMOUi4I+QC3tk9egwc/qcMLJsVGgRUbBLGYwoX59Q6OXEiUYLtZmoWVxJOAfMRoEN/+FuA1ZhdrGAQDhSXmuxU9dCCQnuxciW/OiVFQTVPshQmv4JQBKQpcFmyeMCrVS779bKtrJqrEiuCt0phNuj9rYSCzZ5kfHnLZWYR4mMa9CVVWO0Dem5dCkpoVAlJKbMuyy8W7yuCTPnh3UaRCdFVi6VkW88dVR1Fb8fDu/aFK4UeXDWssukazNaWlsi3artqfbOfQGuyrgX8WwK3LKFLkI+gK4IiL0N860JAHNb6YThc3kAzmp7C7Vgj6JXhHmOyYeJyCYoQlK+OjaOD9lFhGR1TSV6riUySDWEtbWiOXx4bzh0ZK+ee5eKlcvYFPUaV6lUoZs+DeDS4mp5sijErSxZ9VEyqOh/GCpLJLAtWfzUV9IHeGK5Pzg/mV1TX9YBKMGy7pl1Ydf2bZbZg6fsf/7V/wjvVhHT+7757bBb9b7IfiErB6BEDbDVIoIS5r5D4cPT8lRtVuIJBmvLpq3Gi+Byzsjr9j/+8gvmcq/Qiv6I9IpalcWF4aMWYItAU4OMFhyJv/zLv7J+/u9+/9/JiO0K3/r2t8O1ctPDx4IfwaoVz8ACuf9ZscKjAFzhyr///vvDmYYmVbq/KhxWsgphRoBWr0S8POQPowVNLz0kOiGPzOQQ0OjBXoB8dcHRW2OVF9Ai0lh0QvHwxh6eOfc05J+IPX3r85GjqA/JVgRtj1AmLiR4nrusjZd+6avQAq1Uk81RtZuSbuw5cWD+6g1Tp5M1pSlaWZDYpl7jP7revgU+zVvsE7E/9/QTPSDQJ2gAvC0S5ixEXw4CO15oFiSSaLEkGMeBcQHjMD7dBxM72XC2ZBvQ/waOnuHN/8NrW9ox3ZPX9IxtbNeZQu5MeL3y8pFlWW3eAtdTinOArpkkH4mjRKAbnxUZgnFRmb2aBF8G3wfj2qqGWfv4dVjNQz1AwpNlypYeM5bJnTbDS0q2puYYlU0rL9az1oKjv0vFu8Whmzu6Juw7rAgGkjgnW8OhkwVhfM1Ecw50adGPrSi2BSPcLKIP/Mh7CWYbgPDybXL2XzSSa01ZXdcoqWN9VXIkI2yxDXynHVmEiOsn+YUb5oyJ1Tn8Xi3rTeOkqm56+H/+8I/Dk2uelpL7TeF973+flZlZr4XY5ZevsDCz6T2hN6XfgC482xDf4SMBMgivWRjfpBxcOwrldDhY6Jd16tlBFJ8+Y7p5Vwm9vfvd7zay+bJll1oyAwssvEgo/5cL8DTL880xKwWSWABS8w8btmrVKuOEPa1MZjxdACoWaOOVsRfnAADMsElEQVTk2XqHdKwID+ItA7ABjuaIJ21gUB6n3xMBHkAFUOLYh+WFW3XjjZbAw3Xx+z/80X+QF2yBtS9lgSz7X9uN2o97KFGfA8Bxz4iNvpW2IiMmaoKvqK4PlTXuMSJt35EQGjYYLh8WXhQ4GTK8MizuIDO6i9vMhL7XJYXap59YYyUzSN8FbQIhqCzDPoAFpltnP+TBjQ2o2DqMK5NdAHxosmxtRv7gmfCs+CSEC8+InErZhUpW8zofyHi8QhiF8rqdVJijS8CsXR4sXMqt8GsYtCbIxmDIeyVeS7HivEGI5tXawY0ldeMaxFNo0Tlrx0lLRyUvnIDrc48ttCHgRrKIwyHPCOzTwO7RQO3U6KaC+tQpM/U8pPILcnXYZD+pnfLGKhp8e0j+bp7TwkSGh6ZXHj1xs0bXSU7jVnXy+eHJhx8OW1TLsEsZYmjC7NjysqXpL1F2y8rrV4XRk6eaAWtL0g267m7jFIkXAFEcXpmhHbeCydOVe50u2S/ogvq9KUyniSzevYVS9F6JZu12eeBalF1HeSISL/ASFmjy6hWgRgunUqHtfhmcg+KaHTxyIJzpbQ8T504Pk6VI3S0kduxwowySPKN1E8zjWCLPaHvbGZ1znFUjwAnp4Cp73YMnq2yP9dszkBV3MxVrax6Ugw+GQwdIdUaxmnIyu8IXBHo4Ol6KY2p3xh5GkB+M5ESFdn/0wP0GkiyEJ+8XG+53DBUTHF6uZHD47Mk1TwxoZ4wahhdvA9wEniep1wCgBx980LxehKXIOiS7iFAltb84Pvwrfti0NAk7dm2PN8k1u8c29UvzHvJjSwAeB95U5baKi0S5BZu0mRBQdAd0mPYex3DtqeFsxrsZxEmi65GlSMOTOcwAM3BMaJJCwgCAmMnswUOECPvlSdyvCaMtnhZ7pNW0htmECXUKjyBemBaVDGx4p3ggrAR7bvxx9dYKAC2zjXED+Fs7YBfdO+VaRUn5K3rutXsUC/B+YBTutOlas+OH88aumAceFzamhtPG9kRzqMZv1i6DZ5sSBnRhSDWUShPLryB/HZlWyJ0uC6CGd8V+0jSW/Pv9JgiMJ7hO/bdYkyoRESQoigCsZmMFcpDFoO6s5oQy2c5SJWOVqO0rSfxobwibdx0JY5XYM0sgoyvWliwnjhOft3kXo/jnBXmwDKkbTLJrde+c00nMO5mz374fi/tC7ZRVkfLahXxeEq686jr7SRsAiJ+0ce+ERi9kY7HExpgo0VhHxDPpoAFW0mdXXeX7uYAn4WwyWV34M8ki8Dm8p7QfZHZ+0mvqJWJXCA+mRIikUUXWIB4nNsrXpO3OO+/M/c138HCRdXjXXXfZPM4PGY3pOq+//nr7G+I9JXTgjGI30/kupG0u1r4q9swKHHKoO2o9Dh2HeWaAD29gYHAE0ASokHroUEy+ukI170ihjSvP/CGzgaezV1m4RG0lYx4eeqvXMaM2WAMTgFy8CMjhbkUd3cNChFkUCpEGElk4RcqOpKhjkyrKUwySDf7LG7fZKDJjwODQJUliYVpYUFEVNm/ZKoMgXlh5DDVZBqEukh+Ao/3nYMtCJCZPoXV2T7HqO81WLHqJVgqjQlO7ZnpL+fanMxCCDu9OjANhHhYBEGqASWdryvRZ4c4PjjXE/9wzTxvpvU8TSWNjS3jyJ49IN2t/uPKmG8M8uY1HazB2sTLX95kOIcO3cc+oM8esLWtbm2is+3tbx3+y5nd4V+zHtnbyRrLbZrAzwI8rlIaLmdRj+gTXZBMpxZslEVCqvOdWgdxju3aGY1oRUex51IRpoVbcQMVLrU/VjCmT506Fb+WRqRs3Uqtiwg9tCmVLYVkGDg9tP6MjG7846+LPNyrwgNAvABTomlmsxLL8AAuE5VgNYkhM8iMSeHGx/+Zv/Ia5zeFV/Lf/9t9yWThk7fyGPvve975nQIz7TpyKVF6F1xwLlzsgjBUiKz9c+Rg8+Bb33nuvpV0TEsRjBdfqhhtuMD4FoIr3yVoi88iBgcJdArYE9rop2Jtw9RCYk9U/mZmm10ZhX8pu4H0kk1jPtRBwxTBQm9DnLJN2OJuda9AJ9ZIFmK9TBGpicoMFKo3L6Rwn4yoC7LQoIKRK8XUI7g5/XDagSjyDiZPqLbzSK2/mQHCd69Gxb5vfKw3/3FUxqXAuMt7Mt8PcHcnYxkUzz4x7swaGzZynltvONokDbn2YTr/htOqAfbKntXMkUJfzFqc+7/cyMGD76qcbco2VOYd9O/YrCtCbXU2WRG1IWSv4cyxcOwWgEEc16Qfj16UsRXTEZPsl19AjHcem082SqlEWpPpzd+GYcFR24ckX9oT2+ZJGGD9Kggkd6pPS8bLnwXHUNxn73FlmIT68hhz00HJtl++3/tzMqA3uyabjx+wEkEkK7J5t6iH99LdXnJA9iXYDoJUU9pN6uZ0lNrjRbKLXJ72P3bDv67PEccKj7IBLYVTKj9GPATb6btKTMrFPFr/xenKaU8a58/Nw7WaDdDKrPqH3036cEw/9PHm6WPy5TfR2Sxw72ibZQ46VVNl5L8mWJGDIbzQo73jHHbFmpmfoJtHU4T23i7eXcbDswRl69jXe2YblAi5AjdAuYNUhgbMSrdb75Xp1Y0uarItyDrQiWdCQ/4TvQEw1nSYekF5bIV3K25jUvxdqZvWKge5Q3TWIuFRmTwS/Mj1AOki7VtFJ6faNyAxzF7rfiE0NTP5M9ELSJwTw7rzznnCJqow/pAyKo8f3+WrMQJR+uI9EcjcOFoJ7/JbnSuCqtKJWk+BKrbhq1fls1ohWfOh2Ou+TMSCEQSfkRcgk1gHT6/KRteHqm+QmnjU7rF/7tGrIvRCaj0o3SvXqdm96OTScPKpC3JvC5ddfozJJM8QhKQuteCVMcoJi0VrJAs7j6gwwkk9rdxOSBVdDzRnnun47amo3NTJEZbypCNGdlgYOZXAQEsQDAmhG1JJwbOjrCK2nj4WTki5olJu7R9c3SkBsoioQFFeNkXcQsSbF/EdXW/bRiaN7Q8dBAXZ5v0iA6BVfq6ioUgC+3PgQKOv7Nvjq0/R67idgcwcTLKUbMNa6vnnz5oablcWD0Xn22eckyjfV+A+E4+BIkP78Hq3EyA5C84VV4uUinae6XWRxEcbDfc+K9Cc/+YkBI3gVcBJYwS0SiMJwfeUrX7ECrhgzflj946HifcIKFDr9tkKFpFa/733vsxvhM3gXAD9CBqRMt0tA8pqrrzWOzfrnN0TtuqH7Y3rXQmD2AHFgqQ0RGsXwmdc6zpzRGzXsDMIEuLMWhEcetaVswjeXIeeOngQmDHsQznnEO9Fwuins2rPPxm7WHI1Uncc6kdLpw77IzNpCi0/mVg3m5cl0CT+H3zMfUb4JhW7oDQBOA6Tahb/zjM88WMmFl887oH8+O6Rbyz3lhOjiPVrLxMl/8BWd63me8x4HDa1IhLB2ynm/NF5K5Vls1fjs0A/tCv8X75UDj2iTEdOFP8fT1f9UdxinsdIib3Vfv+xFxaRwoOF4aN+4M/QumhIWTpWuFN5YYfQ8fy9mEg9Y0A6n3W02jR2Bv5zCkM0aTUcZqo0SaEjgIoEJ+74Bn6iJFg9iYCoDwBKIGXzspICe/dz4WQJB6dipTI61op0vlrfRXQCukvcqRSJcz82vy71cXg+R91icpQQN9k+fG1DkmjU28Eyl67JxEY+XgJF7z/IVXVO4M3u+JKqKmSHpgabPXedwHtfPYR/zYJmhiWPdV1EDUJBdhn0+jBkSb0yrYrbdIrK6ajSdgkkeJ006iLsFXo33xL7mrrX9ItcGVI2wqA0uLCuindqBFG29bO9ss0FPtlSXUsG7BfTYENCEeMk2uJO+tjbOT67ZZqGu1n7FntcrlPne971fE+HccFQCojkOgxHa448GPiE2yPAEB3p7eT0yTJu1TBwzFewt0ASv7BJWAt1mZYae0M57/Qxw89ph6B1AW6FqPFGEVtTItRLsu11EyMlz5odnV68JB7dsC52tTeH0cfFtfnZQshFbw2WazJeoeHTN2PGhmVpi1ic0QHNLaVaQvuo0QKm/vaRhCgEPhFvnu27LwIsEesAJz61Z13T4wH6BnwJpXI2yzECbwACphIa6W8IZ1b88qXpoLRIZ5TpGK2RbL72p0hqBK4ULevTDiqdTYKNG9fOKC+qlC7ZJYFJkcK1eq8vFQRwrL5eh5hQQOtfVZsfJEGOGVqcUhvV/FhcjQq1kQxAVXamMWM6PRwrPE6u6tUVrjWsxViCJVOt6eZMAWnALAD3sC/cBkik6M4QMAF6s8sjCIV0Z44aH6mpxMqguD8BiHzSyjkuM9B13vMPc8nAk2KhQDxeCtGe4WhgtvF6oMrMfhrC9/aiuRVyMVpW0YFDikWMsieM0OCRkPdUMHeFccQ6RVBGHsyeGGYwbTySPsW2xxIzH/HydIo6CvH1yg5SEZr230S/de+SzLl5jX/EXkqUnrs6Jk4fDfnF57Fr1Dxm37Ep9MgCqJzkMNnaGLOx8ETfmrpbbcGq/gyv+4n7BVxCvOb+tr9DWYlKyC42+H39h7w2Kfg6jNd7YXXKWP9669X4DCHEhCdfNxrZ7GIyNNow5IX+VkasV7zn7HLOH6VeoFw+WtbbZE84n7me5MtUONYVt4jJaAoEm1VkzZtk+LIPgiAKgLUEB26qLGytwNUdZxKd3komr+ygaHQqrlUXafChsfGV3GFMzIsyqq5ZdQMMNWikUmEhcwWxeyP1Zd4tUGQPpPm/Zj02CsXMMMb+mLDvaNQGX1G4p5OXHck+RZ616GD6BjvS97G/rXYOAcP547h3LeobS/Jj3mHnJpHRdqXxNiiawfwr9mccresoS+Ml63uw9k8Jx+5CevyWI2GN2wMaWCkDzXqoqkW2bdFwiVMXSOrPZEQAX54w3dmS89qMZRDTwFHuzRePMjR231MuHGknWaRxZe4TRDUybMj265FHqJzUc3SEGqcUELCA5qM9a0/jJEorTSzxR6S3LluObuHHFr0FXinICGHs4JfZQbMCn2Df34HwMDm0xcK7TvAivvbEGfjMa23hHcLwg/JLtsHnTS5r0OjURituk6/T2hQOG50eTPNejWZfwYLFIkP2a9EdI4b5uwuwwY84y8dpHCQyRAMC96av2T1LGjoP/Am4jDXJLm8bwcKXwKbh2VhR6p1ik/AWXrVB4clLY+tyzYYNkHY6LM1QoZHxI4cMGpf0f3Ls/XH7NqjB59iLhP4W2dM/USbNjMKkRBsKVZCeMxF1rn/h480/6PFfvXjEOw4qHsGajFO6bz5wWAblCxHwRvFXkVbWBLNzTq+zXMnEyWjRxNhzdbzUg+5XgUDlydBg/ZVKokoZTB0ZGxpf+YpmQtIJIrpXlReJhSfSuGYJ4c2jROepHyeuq+8FjGnMRMgMibxjyd5Vu2R5Wro+lvk4WlhVpBuizGlRoipTm5HYHRAFqkhgfv0sElEjpx8tEKJBwImFRjE2DSgD9SEW9IYaSLk1GD/sQ8iNTEGE+wFhaDZornrI2agOI9IT92ABma9etNXIqAIv9AVRwGTgmnxNeREH6Jw9Jm4swO5MZ92M2Ih8/tbFp48snCLtnwg/qb/z0KnRr3MPYH2zER/6m4ZZIA7DWTau9ZJbctDgIsQiF24vcbsZpzIMfPmMX05Ayd7NzHgvldQVk7T94JJxChdouIfY1/T1e/CtEXp1z4n04/4ydcWVnOUfcOBcaBOwT8lffRc+uONZa85I+PtGmQ3tPfAPN0nlG1vk+znr1/BmlgD/3HUGhPzp9ROgn10i5Qw81VaTIRfJUpPIklsUH+I18ovwE7efC407GW6PoFshAMHZKRZaDO4g3d4+yGWfNmB1bEHupJKYYfmUyLy3uD0oTUk1cUQf03ArLR4uHKo9WaAttnYfDjt37w8iiSaFOhXMNGrEwSPOVF4K9gI1O53NR6jfp+dpiwhJ+Endx4GGzfT55q6wKAAWcY9mqbDt5H3dwlABUFoCkv+0RMvckUJYZW+n7WV5VGlsWNYrf4RjJC+UALNo7AI32wVuVPEfsl86XQobZ46d7MO4cdQy5fvBDfP5ZB0gCXtkQ4WDwWCYqkBH5Y3jzAh7Wz2XXvA/OMEzsHJmHQA+zrn72OPKVjKFoD6PYhKjfiHn2qaCyoANdVu97VXrc5u7FSpt/7hvnSJ+BRJE38JP6Qwexm5qBjuUcECOfmmq0nzwtEEwsMmMgcw/lwkbLMB+AmenIx2BAQvLvMA4aRExkIkin5ypRpWdSZVVbUl6jxAJVrq8S/0fp9xVVCk9MWRhGSSCU8BvSYQAyDIqvirKctaEH6TkvOAJoABVeLJsajbTrR7VrkzeL90ZNnhhW1N4sDbFp4QUp427ZsDa0Sg09iJv18tr14aiyr5ZfcX1YftX1YeS4CaEZmyIODKV2SuTZ6FZnN8dExsjklrnDNFYRjzrJPPaBbpGjIbSPl+eqV97RJmU+HlI5mVPSiKpSlkq52rVZ9TN7WgVCjIRfpDIa9WFM3RjTBisFXAogUN+RLLMiAGufJA7aBMYQuhOQ6FRmYatAcT+1LMvgE7gHyzIX4wDwvjSU7zVjVOO923ICnR6yHNU+KFyTBTRFtbowSnDI4JEQisNLBRcKY0KGDQRONGJ4H+AEuMKQJIL7PeJUEVbESwXQsjRnSS5gsCCrEwJMG+DNlK+puygNG7hVEyAK6z3IpvCvAGqEI7k/sn4IQfK3AUGFhm+8flVoaDod1jzxuFsEuno0tMk2JL6Tl4Xi3gW6dc0WImWlDfCK37PWshWvv+EeEZu13ehGDoiFnXOeTBeFBMSf5eG0UZg3U7Z8AOhwtUwwSAdQtkheyu07dguItto3HH55Akp9/Vhl71Y4MEu2ImeTdHTLVsyPxOx4M0umfywECFcQ3qT6YCHjXaDOVdtz1jQPsHLHH6a5+TnsljX1A/6O00C0yh6JG6ZNdX8OpszBcBIKTR4HxjdzQ4kAaYc4US1t0ncTzYT+SlWCUr1fXTkyTJ8yw+RKOAZCrocOHRCXRzXvZDc7OzWm9SCLrM27zA6UKmO4sL1FIKtVhHfVzKydZnIIhwtOh/ZTTbIThWGn9OdKZ0wx8rtFQyjzY4kTwzRYg59Jmkdj/8r3pXO3VxYosVcCN7bAjGRzHzJ5L48BpNjn84sO7+9DbYPfz5aTSZ8N5i6l9xNPlNemhwUgSv1B15E8TgmYpWsdfDyTHdHGQjNt2VqACVRlr3/we9n7GHy+n8PwuKBTFOVBSd44JciTjsTroanhtHBUXTe3utfNa9Zqo1tigkVWCsb1lBDXY/MgFf+6R8bP5ZM+P8m0WfatIYB8JzLba64y38uu3VaphN0iisg/trjfBbXHsHbOnil7/Ub4tlWFYyJkFXDolJUp40sGpFKT+OJll0tpfrq0xVS6RXIYhSKck+VXRIHn4ipFDBUa1ODuxYNCe0SyZ/7C0tmHQLznuHr3VXnbumiCt7s/C2tK23IFTsRvmrpgsTxqkxSaEj/rsUclSLrdJsujew+Ehw59N+zbtiNcc/NtYbayHVHzx1PXoVBQkRIPIMH7io0HlAfNw2rcuFMCWcaxkwdkbO04IlOauATktGopqKkI7Q0iQHbJs3OyyUj3RVoVFUZ18VoJ6tVJTLRI4qm9AkydKqd0XHpfrarHN0oZJxOVRUQmJJlJJ6T439ndbN5Wnt8BcfkmTpICtDgfpjeUvHN2SxdodA086MLlvUJY8umnn7IGL5IsBEAKw3ipBASp48UP2/e//30DUnih4EQxySASiFEjnMg11NfVG3cKT9MHPvAB40x945vfMGBEuPBBebg4PhuvOcf6dVuULXjKw85qK0plEBZkQ/sGQUxCZD/4wQ8MsOG5QgIC7w/8rTSG3XvM2EuLH/q7F/6FJ4cUCRtZUt1k8lk2n+wADhw3Ge77ol2NqOwgy0INEfhjHRLoch+T9086AStfnxzcPvQL4KdVv3tr40LOvJCewUfIiPBgW1t32LlLemiSIAEIAZbxlleLL1qv0G0JVdnFvMt5BTg+fTianZyl0ntpmZP04swuUZlBQHqEhUoI+zuIM2sXB1vOyuVC/9lRObxRcoG9cHgHTXvp4AM8WdHUmExGdp/0HIdxdFNLJ6fOxg9f5Jm6R89CXOoH9MnjEkA+Lu90i6oMYOvHjh4bpkyaZgALXq5xXTWOqPQxZfwUDSsVJVa4u1yh/bEjx6v+Ya9VQWhWBKVBmbGnlTp9SvqMbWc6JDg9Nkyo7A5TR2oRMWVsONR9JMyZNj50qIza9m07w1yF4Rl3ZJ36wi79DOMGB+ySnk78PQxTnfhIKdxmVRLUNlYuDi8W9x65TjnuEm1KkkvkSCWP1IVe7fn2T8dNPCgX4fVoEJSEFN70qFHeq32+4/5r+DzvwYrdiZsezKvIeSCyLWK2zTMODEyQLRWNyRmtpCF8szqwRSmgAxCUm96zYSPbwV36Or4ZrUhqN/vJytdQjP/ujQ8w7Y899irobu6cSIkx4y4cRrzRm5n7eFgPX6aXJnNpr7AjfEamIwMWJF8qr0KtKoUvkLp614hS8X7hAvENFduUPe7WDGR13CJoRQwG75DnlqTBGoMsUWtlOPfmgqADYTOtY+J66fnYgVx1nN/dXXKtV4wN19/63jB71pKw7vHHVGLnGYGZU+ZB2visyu3skzipPBs3yPNRLcNkpShoGJ5TPJ6DZAAw5x/m8+C68HZa+NKn11JlhPZTVkXtUaYJGRBHHcoS1XHsEcgqVt+rkGYY5YiqZZQnKUtyhAxPh4BBr+L0R3fvCqe04u3qkQ6VsjzLu6dpJayC4cdOhOZTjbq+njBJhPNihWe37zoojkZ3mL5ogbhblTYp4IFAy8hdMKnVE9h9laegr9AqgESSMR5b/YS8QE/bJJE2CqOmjRUZPKs//dM/zb2XXbVmz5SAEgJ/gzcyAdPKj78hxu9Q1QNCifRF9K+++MUvmqcLsT+AVPY46NOQqWgKyhpkP5P2Vr9cFijjW/FmXPI2LGP/1y8yf63oLvpPEMoZs0wUhBVioxlgBW/G/mH9Ms65Lmvg4ogUIKdzWlIGApxxErbsJAp9Rv6JhwGpG0i2oCdDsL9XioiLCML36oNUmzipzNEDB4/7mM14qgg9U/XB5CVskeRowkeDH8dDg3nblbUsbm0icGAi5PoAEQLtAMMk7moLHQSAc3YpC5UuEDa98aZtgLU0eBG7uP2dgJY1nnPJ03uvaocYMgLG9GN03gjnYOPRCcPeIblyTDqHp1Q7kPdHS2dr5gxV4JDH2kI/JmCm/1G+BzyTsBPD/VPGT7Yi5pukDzey5kToaVd/1ZgvVnIU3JwqRHHlje4UKKidMDrUV3eFkb2nxb0qDKOm1IfR8i5WT5kd9igJY/euPWZf0Pmi84xAHme4HkZ7dOmBpDmBfpv6UWrIoR9anrDt4bwEplJBZ1NAt37pIbVEUOdzK2YdPYOv+hzegA8T0ENfAmDl51f4VQDYQuSRrH7BC9E34NreiodQ7pRvNoDS34NGjWeLZOaVQXdiBo1Fnjpxh8p2tKgGFEJ53ufIznIw5vApP9EnI5NOxzEgIBehhByBlBdkZmARKyANW99HCDJav+h4NvDm+i0OsgxcXaC9GvYDygy6eCWZVkxAwrkFhE97JB9QKL5Qi/SI1j/7opTSR4Xp8y7RhCVFWq1yC0Vox9bbZKMJrEA3YC0FByiuJR3U5UODHgZ1w3P+Lb+T/WUD1VtusHmH190nnaBSccKKFKpsUe2ccVPmhXfdPVnZhvPD06sflrbUFktiOHnyYPjZD38Q9osHcd3tt4VpCxdZCBRBDAQaDVhR4xCei4WABvtGz77y/PU4aDbDQ9vAt4PPJ24bN00Y7/jxozqRyOqyoQXdSreWkSwYUSHe0JjQrjbfLY8QHrVSgaPWUwdCpTIMK0vkzZKq+9G9eFgrdVytZiWaWKH6gPUSdi1WjTXJvIadCoUeUtHt8SVTQ6XU1R3mpen2/C2e9jD/rSk5+wizRFImF70PN+peFSy9TuFAuFAPPvBguPmWm8ONN94Yfvboo+EnP/5x+KDkFC6V8N+jjz4Wfqi2bpf2F5ILlJSgRMRQW1ppptUw/K2vfe1ruV0TMZU38Iil8ELagTanuCxcr7S5l4lwsHvxDPS4e8/uq1ueAwQJG5RcUCwgCpgBlHZqYkAt3zwV+s9gZVor8DcNYvbBs5jNA5YybQFmdsIIhpS8ggfL2JnanzIphF6NhylgZPDdABsK3YI1FuKN48awT6HKBu1XaOmI31bkjPFnzchqeS0n2qUx7ljS2GRuXTamh5tXI/WCNIn6EARcEX7vp15rpEFYGBWNJt63PdJkG/tRbli+inEd8glbkw9z7J/rAMN4356L75cduQNgxLDsD02t54WMho7ZLgBEOZcWQoDyqLYrAYPaoFNnzrDED0LSjH0rrYSnkXbENMpe8giYxI2viEdMXmjK9xSXNahgsXSTxLccqYhBjTzXFaXqE5RFki3oFe9ucl1xGFPeGvo7VEhY9q1mpHikkhHp0+p2yqTpFso+pIUGurI1om7gic1pgp2vuXKmIf9g3NaatYpjzOfRc22Jf4Qn77TGEYsf6AwnlICD2jpVHmxMo5unDGmqO1AwPoXhhvJgvRFeLcZ7OkfiW+0yjcsSq0MI7zjZEBZAv9zyLWAAy555xujlPNduO6NnKXpO4ozuKujIJ0DaldZFJPc2tZyx2miAJONiaESZZ0sZX8aFyNgF84CZ4fV3i2VY+V4JauvWMzFYuPgFBpAaiB4yM8rOdo3eq3QDnOfi4arUbGlaGQwXvAm9tK01nQEDinl6OYNuXXODOENbpJFVLS5A3aRx8mLxvu7RYtPKirPMHPhqVHKjHIoMdCbjwsdsfDDD7cl2wb6iT5ut8POP3d7mNXpNJQh3oskl40aCQI8MEGVlyCKcLK7CC88+EZ59ZnU4tf+oFNNHhO0vbFSdvf1h+Y3Xh6USm6udNFmhzzILdVobwWnIns8mOz97PniptjLvMteJkjUGlmdO1gzeEh0L1XUmUpHTT588rusCnuo45uXjoP79o+hk6aeJLFOlBhVJ7b9aBrnMkizUD1VYu0DCoz0KHxTqvkpHlIl/1SoOU0Ook/bYlKmTQ5GA1uGTCjHoOCXjJxh/imvy7FZP1vDrz4OMFIYd+B6TrMMzc+1ThiiGMa+VuvHn/8MfWm23T33y02Hl5dKpUpFWQhuf//znTRX5bgEwahT+rjxKp1Vq56GHfhpWKvPvrrvutP71smQdXnp5U7jRpBoqw7p168JoeRMnK7yIujs1FlHXpoYZHgNqmlVqPwRlJ2ifLZu3hG2vbFUN0ZsMBCH1gNEmaxGO2wM/ul9JBoAWgL8/L9qhx7wKeeKATYJw09RXuzvwY3o/hkOI9yKrz+NPySceW3kb7sDLrclU3insj3EFOSY2IRJg7VFjM2yWip3ZMop5yc4x7GRik3Rm7ARUAj03yyAsDvt0T9y7d3gQhP85ZjQ1COvds8Kkru9ackwcyEZHsEWe729XEP82G8nEH+2dLQj4HBMWPW2AUV80xqxteoSNgfzxci/O80fuW/mvD/erw9ovc1sD9h8SGwxxDQ4seH7pngXkNWbb9dMmUHVa48xr0BVbKajp08eazIiFmqJXsZ86kBEfO8B2wrvFCDxskRtT5VJ2nzRJNfVkQIrwbGnca1YS6G+1SEqRnnuBZH36O8W5UlIL4KwIb7sqCpQpQYZFAOWNpsiDvXvfjnBMJWHwnllKxjABpPcL63S5vkkPslvIHONcjyyFpAEy1Ar9w8//YXiHytbMUwbwf/2v/zX8wR/8QVgqOkYikz8lqsFa1fn79//X75tiOu2JJzqFyhMxPMtfSgurfIYei3QHrAOkFNRP8ZgBluijfG5jmaQBhQQpmfO//+ZvTB4GW8Fn7M/imi0l6ySwZedlsRL7Q/J8/WsAY6bHTCeytOkITjxNNfUTNwQ9El+kA4kFotfiY5AxJk2hAv0U9smFoK5UWNIT2sRlOdMpYU8MJ+x+ZQ9ZZXoNLnpbP4WPNS1S/oXSNabOqbOViQNRrjRcPVoDY3Gu9E6LB0ATE2KFZuR5YP52BGFcOIDPe7PDuNwNDMuoDH+nwZNqngBttaxoOwOfvmIt0AQ+Y/pMK2x7SKU56ibUKntF2WpHD4e6WpUD6EFoVB2ZSddE89JojBO4PYs4idtIjeGWAVlOr371UeA6N5m4KfChnrUf/jdhDZtVzMuC5hivO3R9TJsjJ04J17zjzjB2+ryw9am14cDzL4Z+cSY6xBNaK97PkR2vhMtvuDYskEBppYxniybiPvGNiIhZoBMXhgxhqdL3mXRML0WPq1fioF366QFQ6T+Am2Xz0IqS3CjEm6GSJ9JtlXhgYzhuXgiumCwWtZ94bFbzUcfsbmu0T0ZR0VW8sBHydqnUl/WNPmVsFkqA0FTWVQMs9DeHtkaVVdI77R3wPopD3eTZYZyyyQiDsXpsUQblaL0uhqxs62b3hgCBAb8mvaHr6tJPDx4302fmByUtBlY+NGoh2DjR1otoXinvGaK0tyrMeqWkMJj8v/+DH4bf/p3fCbdJaRnx0/u++4Pw8U98XKtY1SbjqAIAkLXvvueD4T3Sr/rpTx82VWbCGyuvvMrEQuFSjVbNRYw1l0ChaTxSV1yx0kr1ULsMLtVpteXTzzwV7vzAnfYsnlMIcbaR5mvCC3q2q598KjSo2HMHmiGxf0C/sGV+ZkPwtViLrSK1ba8esnlz6LmWlRJJzRZqjdCKZuHZkgGo52aGyLuf7i1NQ5F9lZnx00o5xx+kF8SVDlyxhJkII+LFwmL1qL8VCGQ2y1NCBmGr6lGyIaGRxD0njR+n8i9V+g7hqwotetwGWZacDQwuAhjvXhgDgRGfESqjPmeRjodKPICUWp6av+05pSFNXzFQZfeTbjjTiNH+pnfOBXRyc/mAJ/AGvYhzAUfL2QaaYAhkkM0Jz1kt9QMrro1n0TiDbVZ7s1nelnaF8nj8VuNSoT0yAan0AcG9V4u4BMIB6YwvKn84aGVox2zxuCgHPJudlT2hKLc9HetEans4f4R6xWeVL9WBugZoR6u8VTX0W9kdW/tj48TjFD3AJn+NBxKT5ECyySXlbQ+nZfNAzG2ngfFcG3q/J+KQKCVDHTMBbsYxmb2IAk+UfA6JLOjdsfhBgmXhgoXGieSYVC2Bs7lf45vEGEAOJWzgbUILQB0dIAMf88fyiJPwgn4eAsbz5s23THe4n9gM6g9iN2rEv3xRx5iiJJqbpNl33333GWgCBL/jHbeHF5QYg52CZsB5fvrTn1p2Mnp9ZB2TrEN5uqWXLrVEnKeeesoAGDURETt+5plnwkFdLwvMVatWeTtZ+6R2OhcMHc6T+Hnskw/wu2UYGMfKXgHZ6LYZVrGOONAd7J86MrfpXX96Yr8FqcyFDrnbigJoAmw4eUhFbY/pgXTJM4CMgnMa0HtC9LFHgEw8U/FjqsJkAY9Ro2rC0YO7NUoEwBB7ZELXMXsUCrLsLUO9NLwbt3SRhqxTr458qwQanAEUQckb3t7cS35lk2dk5IdT8spw35CZFy2+BBpA6JKhWTRzWmjo1iCWl68P1C9RS1vC07b2k59c7L2zomo+QQ1ARue5RztiFknlnunZX8RLiGK7PV+FK+FVWf+g9IzePtNOgc7KsOgyFfSeMCPsmzkrPCeR0v0qpt2hzJ9dWzaFY0f2h53btkgJ/qZQL6V4HCBdMphMWawUSwTWO1V41cqlCND0iC+RagumrG8jNONFsEuhb1HVUh5AFS8+LG0nQNjESVMsDNDR3KCU7VPyDAHmibIiaKkvkjHId1nwElJS21rwB9c//RVCsn5DcqbEEmVdDh84HPqLR4XRykoaK8mCck0Ae2XUCHmPFQmaPscqGc8rcyUTgYkRw0U0L13qERkjEcFGam3CYLTqK2qjTZL0uOqqlTJqlbYK7ZHhhHdXiraLOHqIfJKVapm6sb/j1dwtTtlaKfD/1m/9ltUcPLB/nzxdu8Lyy5db/bBnZKApicOqn/pei+QZI/T8irxVpL2XqMwJoOveD35QHJhW1SbzOmYsdKhAQJt3CnBCdzK7YKt5Hgb35ZOUdyq3BZaZCcCSinavSpX0UXs0ggnrehE85MZL7MLGyzRgFAG/tRV2KLMAOKvvekue4237hIkZ4GZADJkIPfPTquiwZ99BLRay3luFP3Ttk2X8y8vLzKthhZgtBw0wPWiEG5/Qay+aDjBn04XgScX7y4zPo7IfuF8sKt01m5w6Nt7PNYWc+57OHqsX451zTm1DXJj19tQG8WLMC0VbEMHQM92rRAn6NWH4ieMnmTcf+REEQhGgNW9hTKFyoGSFhayx3PQ5IE1E6tSQ0WEZx3L0agGs7NlTz9UjHthfA2LMH3oOfQrhWkCA2YRxiHyJnieC1pSNg19YLO+7WYazbO/QLT6wadK84/bS5z7+TuPlXC2M48CPxEIHEEqIEHCEZwpwRQmrSiUgPbfhOasYwut/UeifZBe07v76r//axj4adwAi5FrwMo1Xws83v/lNUQx+mCuBhZbevffiHd8bfvyTH1uoj3p+gK8Dsq/UKyTxhQXm3/7t31qSDHIyu1Q3FTDFeIVGgEjy+vXrczaHcly7d+1W0k2FuKZrwooVKwwcXirv2+rVqw1ckXRDdvLzAmJ45ciU/kXlbA1chp5zxNLxpdJqn9v63QNhpuvhgKtE3ofmxqNhxwtrQ+eJI6GGYSZj1CMxwh6lR3fKGvWK2E0tvMljJ4SJM+aEyy6/KkyqrwnPrH4grH9ytXgzWuHIUYb6bqHIQBipXBkZITuzUwYA3UAlnoR1ZH3opjkaPR+ab/I2wopk4g3o02RVpUFTXTNKWS4i22oRjTRCkSa0TlKUWeXbLDR0vuabcSOGbQARjnWMsFuggQtvxzRmRisr8pYbw5g508MLIsBve3FjOHbwgFY1DWG9iNyHDx4NV1xzjTInl4eRWiGd0fOjlqG6hE2ALDiNryIvF+msReojxTKANm0Pfnhqny5xKZo1MJG5qJc3p1yCWMUK9ynHLTQ1nnDejX3P+W/WV9IEEEGsgTXrG84bZPL1VGi8dDpHs4qHN7eFqlourtAkNMYo5HZYnId+7TdaKzxzHsID4RjK/rRCMmhXyUAXEwq36dfUznIjJvv8+C7bGclfAEzpIzWE7eR6HzNqtFaCl+kyu8NLG58NKxQ2vOLyZWorgctTx+x73LMyDQQI28RXCVbFoE7yFf29kxSeaxOulDaYPMY94qUZX0W/SwTKCrVywYtAeam+7na7viK1U6s4k30SV21Q2BVuDCWuapVpecctq8LX/+kfwgl4KZlwVj52k78rD00YLoseG1/l5Rc95s/yAcwTMM8Q/Dp/Tr5lQFXm9bmhVHbSyk5zOrcm2GKVS6GsjwsRjpDMRFPYu/9A9EAmwOicOFbaPIdulUqibxdrsZeOmLpiDvSl0FW6H+7BJmPnDWKPLM1ffQo+Y0JWuau1BeGgCZf3mIhfdaB7i3p7pKvK/p2+nN0vtev590vJOzbuOUO8GPPMA6Yy15b8M3n+nq/ifUHs4X0WZ83ywCL7MUk8Katrq2MQIu8UoPFUf78fP7bfEwuV1B/S3fLarytjGOIYB5g4luf8HBINMgCLvOLyvOKJLpbHHJ5gd+TlpXB+/Ja+r9iJFjc8rhLEYXU0W+QN5bob8Iy8XZOtTI1k78T+nffMuKr/0JMu7eWIzjx5mSQYK2Ujm4sHiFp86NjhQYJbCSgCQKFd94UvfMHGO5Ir7EuGMXVI2QBGHAMgxfH4LrxWso/bVCAerxkFmTn+P8nbRf2/f/iHfzAwxcZrQN7atWsNNFIZguPg/aKO6WIt4PBmAdwozDxz1qzwrW99y15zzvcr0/nv/u7vzLsGWJ4xfYbZfuRnAFhvjAD4gAfzlngxLIDFQMODgIvTOyarE/kTNBmWMKDkYi3sawuHdmwKOwWwymTcixT77tfkUyAyYatCOPXT54d5S68Ik2bODxOmzgzVo2pN9K+8qC1ct+p2IzxueflZxcM9PZdQgwk9Ms+xEmTQsLq1ZQUuiWh2eY8JI47AwYTdi9PKOQsbh332LNGQRUJ67dhxWoGUavXcIF6SvCTq1G0iVor1biEtM8opbHDBwnYX4e4y812WO4CG2Qg8PZYurPZXE7TKULbIFo2eNydcO74uzFqyKGx4bHXYqUHU3tQaDmzbFc4cPhEOb9sTlt90fRi7cI4pe5NGTbgNV2WXgALeD+NdqQYYz5hm6FLcxTwEZmGxnirBpHY7I4ONB6lUmYDdAgmnVTqnveGYOB4ypCRH4F1A2kGPAaPpRjkfjjF5ELwb8X33oES1bWUhVo0cF0aOFRdHIUdWtEyUNaPHKLykwtGHDlqtu9paaiDKIycvnBCnvDZ6hjLcSMgW6/r9rH7xWdCfJg0+LRK6hGuFeCJcqIdVePvRR38Wblch1LmqNn/fd7+rLL7vy0PVZ9XnH1YW33rxq9g2bdlsK8A9e3dbeOCnWiG+T5UDKE31nfu+I+M13TSC9u7do3YuNsJsm4BTtyYQvkeYoEzCsk0CkvfpHM+Iz3Gnvs8E9OxzL0i4cboVh96k7MMDKjmEcr55bGzpz4/LsfjfPinQ5p2azNoVkmVy9QK3CWClMcFvBjTf8GeKJ9Alzz2UCBjx+TU7nWcm1bO6fA7+DPiESRavlS1eSBzR4uC4whYAZTs73gvzGPRZssE4rdjhafXhQdR3WQjkvZHeB+2/5JFImMreiws8+pylsMM9A3Dq/uQRM+5pTv+JkycaQx5IpLBj9N/Fe0ntnfpvfv/8zaZBkm2zodpkcBtmoYt/Zv8mekh8Av7eWY3ui8FBT9gAIqFRgQNAGZpW1VowsKRBHJr+5VIceBU9dOrcI/cGp/PY69i/sl6ymNhpY8oKT/MbrxXJLXij1U+tPqGFKRmXhPs0F2kRVSqCeKuKe3fqecD1tXMrlM1pbcFuAEseNXXtYhWyNuAPN/ZVAVbsz1xHjrKR3jNyg90f6vDWbQCdQzVm7I+Jw8Q14XkmrEffxOaWyZuFOGfsvHZcyPAAJMBWklthvNPfLNlIEZIk3MprFoqALxbIfCfJsJBBC1eSYwF2eBhkFQPOAEeci9eEBLkevs+ChPMAwAj1whU7qn1OCmQRdsfzZgKgkcdloDFyvRAzni4bw+eck437pV9ktbnO7nVvv3eGB7AI9bEiV8NBJ+4VuDKVcdJJNVlVFMqzcOJweHnd46H9+AEjExdq5d8hvktjR3+YtuiS8N57PxVmLFymMBFif3hEAEmaYPVga8bWhZvf8W49OBVh3fS88x90ThuIkddk/Vc/FO6F/8X4YwLmmkz03QaLo4OzJ7WL8WCyVidvbNLEapOrBud4E3RUBqEmNUDK6cbmcKyhM4yeNkFio+qsdCxTo/dQ1jC90hfjhs59zGj8jOiIHcQKYTDEV+gUualLiv3VquM2U9pZk+onhu3KJnz64UfDgR27VJeyNby0fkPYLTCw+Iarw+XXXSsx1XrVFFMIWO0CmMZAAtrxUBaicB8n2OyUQFuWST1+5Kgx4dSJQ+HAERHsBVKoRzlKXqXujhITHcU7BN/NQpu2ImSiT6tvei3gCjPnRhZnEvyc+onKhqkZF0ZIm6xcv3vxouqcBfJk9CiJY9KkqZJ82GVGiRDCmNG1BjzcZePp5vRpjGqn7ocnObQxde8FgOT4iYbwn/7kT0OtvHu4+1tUnHnN2ufEhxgn799BZTu2hd/7/T8wD8BR3VuHVoNs//Kt7xpwatfK84EHHw5nxKP46aNrjMx+TOVw4Eq0KexHtpGlTgiYFukzD035xARY6tUCqVR9kGf02KPPmFfxqHSIaiS2OXJUtXnY4M/kaIF29tTv8zITvNuqsevZ9LQrRHUbiHFCSIshn0htnNqMCh1AVwhfKnql0+hlNZ9wmMEzmxBzc7oDaFrZbIAfPzcXxv4DyGEhSHC5W3Fq6g82NIiTxr4RXPH3aE0qtQJYXINhSMJXJhAbQUcEy3RQF9eE48Niz2/PPOjRc2VeC5xXFtF1zyhK9okGAL/IDzcQ8Nh8jvl6NSwZm/Ni/souqgaf52y5EEK79tAzAIOwoYfp2pREUqGkkZOSX+gUx8pC6wA47LqBjtgWbrRznSVCWbfljrmtvZyOpcxCsgsJL9LhoKgAyOB8aT+8ZEg42DPgUVI/Vdy7M1pMwBEEPJPVbKDPgBzncL5sp/qIcUVll+AJW6jYzh373VANH5+X825TJ83yr7gNtz++6Mgv9gYfLhHJ0aC76+67wv0K6T3xxBPhakUBpomAj7cIjtM42TvACaHDd77znea5QtOOcBxadgAriOzUOYWUzkZZLcJ5hA1vvfXWMEvUDbhTbBDVsRkAH3hbaO7hbUII+Rqdmwzkr3/9G9IIG2OerJdfetnChyTCoMGHFwrtvEsE3gyQaWxxbRMlSQQgw8PGPcEn43O4XoQ1ETZGd4wtEeDfiKzHizk+LvTYAwFWFjOcdaRE0HMOC4YLD0SfQiJ9vW3hwL5tYcemjUqV71TV8iIDVx2K981TTbR33vWxMHHmIuqW66ie8UW4olSWsVjptJQ3qFd8vq5+QnjpWa1yFB4sq0RMkBUgxXzpuIxiDK0PYM9oIlSJYCAhmrg6SAYqcy9ZwJUPWVxoU2X3P7uhcqdV28DLYfBXVpYZaZCVfaP4HyMke9AszZfG1s5QJ2G8AlZKHdFAacBYxscgw/t6rvL1fNfuMN6UzUXmmWGe8BR9Sz0nLAvVhtQHk0goCjXy7lxz4zhpZ80Na376UFgvAvUZAYVmTdynfvBAOLpzT7j6lpvCTBXDpl4kkRS8C2gomcdJk22uXAbniytqg0qaqMZPmBzGjhPIUlHtBhVt5XsTNIDbmqTtpPInlolpXpFkGdPk6zfjK2WBJkNWAmJRj6xIwGrshKmhe4Syiqx+oK7FPDHy0pZS9Z16fdOUjbfbMiYx4tVS4uc4ZDey4u6UB65HxNopc5ZAJ5SlFvDKwSwmFU1IMebapzAf2XWAn0ZdVEXdtFA9cbYBw1a17+hp87VmUDhV529W366ZIF7YZDF94JLR9vpPUqiWpVo/zgP4nfpu3ex6hQTF7cNuRc8oK2d7hNaecOvQFuINl/utGNUv9WwvOzV1Xp2FJwGNE2aMFb9LKe1iG5cCgphEUr8A2KBXx+ShNpgyeVyokYEuFPDr7hFYpn2j58a7j3u/3QvkBzF+phHNnW7AdbKZVyMBLvs7zWKxR8fh54/SP4+4J9PlyXSEk4cnUv1T3gnKorDQITRsEx4ZiJqJx6oGYY1ALFm+hJAIm8ILsxCw8RIcDObGJos6AxV2tfZMmbQNtMUJvJs6jTqvotoWCrc1odcTG3Ctae62xaM75t+yG+DQNAoTr5ZnahQ8FiLMBw6aKJ/lHow+hV2rQ/dxJcEIvJSZhpnrp+GxsCzz9Gy9d9q9A5iMz2ZLIQ7PYsCLhrMIcIAFd9ITforiypTnWqxux2vC/t10cnmsDh05bmBvhrKDqZ9KRY0kG+PXgr2gfi0eVZieunZKlfHMeM481kFPxQFTPlhu1xn7N+3gIdX0LQ8bm+jOORB0yiI0DSx5m373d383vFOJK13yUs1V0gm6V4T1yAwmoYUMTI6Jx2mF6piSmQkPiw3PFu2PnAvzD8fm72VKPGrTgmmByPPtssn7xLWCs2V1HeWFok0AcH/0R39k3jPCgGjywaH7xMc/ZmG+cRoryLHA3wTMUWKL80O2JznGZvjoqQL8AbTgblUJYHF+zkN9VK6DrM3EvTqXjldqF+6LfVNWI6+z5ZXSZw7Q2PfcQPbnOcCQrrbJwQZ+bkVx9jLKvPfW5TGpTko1lXJ5MFpOn1Ro4WkLeZRowupQJ24vqgiXrrw2vPuuD6oEzEyFcFjSqYvJ6HWonEnL6ROqGdeojlOokMwY1YBrUHkZFRkWqbdYtaZam1UnTuKSvXQW6d9YiR1cv0gHmGFWd+aYDGq7fJ98rA4V+jh2P/mmTCDrDQNYg5qI45pasQY9K2fWKtOmzlCHqggn1T4HDh6ybKYR8l6VjJ0aylSWoYuAP/ei+0hG683GVzRZ1ovmKzwHVraiNMvixX7ZSjC62qEIr4U+7IzSDPVSgH/vxzQAF88LTzy+Ohzaviv0ahW56el14cCeveFK8XtWXHdNqCLFGHFVTqTJuQ1pBZ2rECCQe35cALheq0/MnwDP+MlTwyj1m14Jh5bIqp6QpIJyBbVKhddjLk03csluR8NmBlU3AkNKjC8dTfXpSqtUSFY8Ock1dJP1FcMXhDG4T58MHGhNmzZdytF7lLWzV6vAOcqGVKYS3g5kKbRv1bhJ4a5/81kJHjZZgmy3PKseviZ9XKFvW5yQLSlpE962z+xy45ZuOq6u/cbPsgm578av5iCUCbrmO2d2v+xBUgKJSYCQsanvVIvkPUZ6UJUab+VyeB05si/s2L41LF08N0wXwOvT2PWitemkvsTpEWipVHhygjxvJgirjzvlNWAi9DEI2dtDiokbx92Zrpmel9FiTO7Kr9smJv8/BzjS39nfg5su33L0V0odca08wwJT8D9wQGNQY46FGw/FicdBJZXqwsjaseLgCfDrjMYl0/sI/FqGaAxZ4XWxG1IbW7Nln5u5oHzkkMGGE5MwczfcU/iG+pxUIMLruUmDe7QFBJ42n+jzJmvAwQc804EdZkDnyfShc7Xe2f1sYCunU8Xj2v36xGa6UwbqSVbSKNL9MpEDHNu1sEY8l78pl9WjslNEJDq1gADc9KBNpufdxfd4ruaayiLKTJ/V+1a42cave80pnt2lRuW3NTUWVueyPoMjSwct5PloIcC3+S4L2yOqVACYmDZtprxpAntaO7gpSwAIGywArk7YormnUON5hELFXfSduKB396n349yW81b5216L1b2uOcoHhzavnT9V0wKzsTw0zzZ5CPGe4vlZKmJ5AiB4pShvxSYM5CWoWBDohuZIeiX3VC3JwBc/bIT5WLACbEh0sf4ZMwKRd7DrAhTrOIQR+RuPUzoX5//c5z4XbpdkBJ4u7hECO/twHAj58K2myjNlmIBsT+5TP1ZLUYtEPGPZGoYAN7u+tNDl+Ua1+nQfJvUAr1UeOF9wU44HUEk7Q1dyKQnOh9Apn1nYl9AwmTkXdcszKK39XmVZNKwQIQexAByDTAbLIuS6UcKGQdyr7dtelNtwo6Ul9/crBb6qNlxzyx3h9jveZaKPxOSZLE8dPxxefHZ92PGy0jgl4tijGlGELioVXmJiPCTC7yIR5KZLUXnt02vE1dEKNK4GTENIvRej7J1CHcmWEO6aRZLHNAZNJtmdsTaQDRWkFUXefL2+9j975WXhJl0T4SkefO2ocfLKTbAUZFYDDPYaEfyPNnSEadPHqPSLOqiukrg/926619HT8Pqu7Y37dnbCcqPmJiaFEcggdQd08kw4p6ZLPx2aYMvldl5x8y2hdtaMsPmZdWH7k+vDCWW0NQkM/fib3w47t2+TQOmt8vhIm0kCgx2awFFuNk4EGUXJrtkZ8HIQevDBSF8skhJ72YhKCdueCE3SSGiT5wQZhzIuMopFmvHTd1wTk+LUqA8rnFBcKYCLx6wkTKifEqpG6XloYWD1B63Ek4d4CYcbaR3Pnb5LptmUyZOkYq+svV3bw5yZcyUAWBmaZaD65BFDV6eiVqCtYJyJIPaYfAjGBIAlOQIZbgBWr7xbsekGIgneTHY8Z9Qzhv1VHy+TYWYyyMbVBiEUW7QTVoGij9dV9zq2piqMGyNkJaS445WXwuGGFumaXRMuXTQ7VI5oE+gFfqQOQJhTzwt5Bt6DA6eDWsajMkOJ10C0xzR6oXcbtDlAYZ48QFdupTnoHiMyzvuvsp8PBT4GvodcB4CczOUCtfuRoyfEoXOBUfNIWMjJw5zjxYEbJQ9Wh+yRp0D4pMO14XGwazUwYLDU7B8t0evuUPMCWtFiQ4VQKPQ9RDEVairQpAUwg7tHI9h1sZ+jjIhV3ZOYDykP6ABp1Nm5fMu2hR83/1n288H7ZTuPA97s8dIr/533NFrL0g5kgiNLwmi0WrEqQSPJC3h9Z1SMvZOwP/fO54jFov/GuIELpzqBqKYAzrx989c5+OoJzfsUhj1xIAswoV1JkOH81ua2l64jluayRbVdn0C/gN1BAWpkIgh1lVWyoPW6oMwTrmUX71iGDM9aN1U14IZqHLP2tXkjzh327DITKQlc5i2Jreil2mKGogF0mwxNOiLibn3u4UnvQQO3lCXpXpl+40h9/etfV53Sd4VZs2bnNKbStzZt3mzyCb/6q59UqG66fce7rM4Xk2jwMkFURzNvyZJL/HrxKkfJiwTe+J00qbguvGZsvIeH6z3veU946OFHLLMwhfTcc+xepO+r4sOjjz4WPvNvPhMuueQSuwbmbbY0Xyfx4+RpwoYnPa50LtoAeQrAHseHwP+rn/iEEsOUMmdtzfjiulxvqzsCrCTvkSfKD9deDnoIF+HlsACWrctYyfFwLC5t6jISfexR0d0jShd/XITZM2rMMhmq+nDFre8Ky1bdJFXdsVq5KRZ/5nR4Vqn8a59cE46JKMwUSlHVqppaGeS2cGTfLpsQS/SwKH/SpgE7Wh6ejo5mcy8WKuxiWSF4NVLbxY5itkoPxlzwEbUzgTE5ugi0DzgDB+dwz762dk1+nnhBXI+MDkh6hCaXMbp3UmqPyKifUnmOpZcuk8dlQnhh274wRWVcipUm3yJvT06GIq6aX9u1XNxvZacuzpQMcZ7dxDsIPjIA3BBjAFsFHhGkHadaYqveUxcWzV0Q1j++Jry88Xl5KJvCzhdfCkfkLl4hfsBypQePVoye1b8Rk82nYjKittHatqq1lbTXDASQMnGVVCk8NU7K0C1aRbfgyVLomQmAEAT9Iho0K1lCmEZSAu14GeV1mjB5hvGvRkivzKNa6DLRd/CqxVI9EJRtYcEg7zM3+mSpfh+QKvjhg9QtlDBpmUj3rASNHE1kQuJ7IoP2Qu6kWdT3inU5xWSW4QEZSGF6lQd4IYuC7L4Dp8vBJ2B6UQlmZf8CQECtmgzkaSgVl00wMxySHEaVVp4z584Wv6pdM5ySC4AVLGYiwkZSAokDQFYfOlnyMJD9RKjM66V5fcLk3U1GMonOugioG013YWY2A7h2CO8D9nn2jQhSci7f+NpsFWDYw1kcg960XwKjBw9HBXcuLToFETKdoAUdEx9yIoQtSW4g1Olq9QY1ciDLQZA8Bzqdh3sSHdsXSRyYHtDHQlAJHXhDmPTxcFhFA+7CHk0W3NhsHj1qQz3vwUApjcjsvoNhSvb18D5LcMHBQu5CrT0NDMKLMxsrIE2Ci0JWjY0ab+rMjIkxqhdqha49PdgEYvHGHFbbA8QoyuzUN0KsHE9jMALP3LONQMEfjy/YsN4mvaDXnpvrgXeHtFxrCr3yvCDZC1wpYsBie4J0+9C2ok6qhR7pF3YEmzDs1vCypOcDkCaywG3anYKTbJLxfpCeG49+AK9dr1PhagPnHJszAcRSL7Hucn7vCqAErtQjSmy5QrpRjY1nTLcKrxZ9skyLPLw6hO4aleTz5JMH7XM8VITkKN7OvniOCCu2tbWHzZs3iYO12QrD18pbe+jQYeN9wo1CKmHbtm0Wulu0aKGFBuEF85qsPxJw4G/ddNMqe90orihyDoQIOcbf/u3fSdrhgEKI77frBhyiiQUZns9JquE8cLXY8JS1NLdYhQra/5ln1mquVKkqhRuRfiDBhuoWAHeyxhFU5buXXnaptTHXReiSzEWI+0g/0Oack+xJFPkJqb4VtmEBLLpWL0Rsy/ZitauJQoNNORph387NSs/fYKv+sfXTRFy7M1x27Q1GgC6US+v44QPh4R/9MLz83AZ74LfdfHuYNnO2+BpjNRBLw57tL4THf/r1cPrEUXktCsK2TS+bd2yFGr9FoO2Vna+EVrk5S1T+AMFSWxVFr5a9xtDZdfngYkFs6vA2kLALDGbtZ67TC5mszvV43MDmNzdGNtTx3KhTjVLmzISJk8yQ7hdfp2ZkjaH/Q8dOhXK5qcfJvYqrHL4HhWFtFYznxA41aKJ5k3rJAAOSuSprwXiJ5uzP1UR0zol9aKtdwrpIbThHqUCrwvpF88PNUq+fOH+6ebT2KiTcpmy3dQ/+WCHEHWG5NFvmLr1UE7v4MHBZcuxqPyETFGaP5Evjz8ijAp+iQEWyR9fPsNVpx6nDoaPhsEIUcsNg9KJx5PsGujHQltlSKvHQ8aF+0gyFB0eaUaUfeS06voeHgvtz/TUCD776gkDbI5L76FCmZ7dX9csOqe+Nl6ZbkSZT7tkCqCRnWBgjgog4Gcd4q63+h433h7vjqzGUz+pHrgPmK1EaVDXh5H1qUdXssTVot80PL7+4TkkZJyTZoD6qTGH0wgxg2P94AXV/er6tbZQb0QQGQZhJ0UKDHi4wUrHVkBMstmLafB7RZRTedKfGQECQByJpcst3vBTas1tKKCx3BC7OvUHudZFOmq5t7z4JrWqisq9k+jB6Q1OmTjFQRUgY1pspW9tizgGU/WchzuhFZVKmf8SjEf4zb4DRU5FKJuqK14rj+XM274I3nb/ImaKsTUp/D7ZT59ontVkWrKU7HOo7qROc6zPGAM0XP8/t5qFey84TqYyJj/R7bC5K7HDvADG+0HXwYiCampLYBGpfioNaIo9eicYeHghz6lrIzE8Sf1l7054ps9DFQN2LBWa3aDLtnwA438XWx4dq2XzwCS1UxSjGJmFLYj+y+3DKiVty7G6R+kZTaFbSyBiJ81omKJ4wKB3JGxX7V74F4/xifTfeA89ffxI+dU08i0vYx9aXuG5oLPrGYJiVahHa9+UNBqgAdNDg+/KXv2xJLWQcA1TKlJ25fMVyk0VAYwoBUbhQL0omh2oPeK4grd9yyy3GjQIUrRWIIQuaAvIzRU5/fM0aJbKMMsHPD33oQ0Y6pw8vF5/qt37rN5VoUx+++k9fDT+SeDTVVRgTZCxvlMgoFS+OSuj5137t1+0aDkiap6K6wgAhBHbAEN6nk1qkPS2tPoBPAlo4TPCKHVWSEhwt5kbOUaZQIBwugCJ9a7uOw+TOOe/7zn2WbfjU00+aAwOy/xmN5UWLF9mxfqz5Y+68ueaM+aB0/VJZn/Ss3szfsni+IvHNJ8ehNroQP56g7V3TwnH6G8XuWj2QVTe/X4Ji19qqrVTG99D+veHb//LP4dC+3VJwvVrZENeKOzNN6KwilFePDmcUp9/4/DPyZkiTw4ytOpdFaAqU8aMQosRHUeXFco+Q8YejYwVnbfJ2rZNCm9Qx4BHowCfhNlhVcyNxxeLcjzcCYmWNkxtgA6AaOEzw/D1e2RPjauvFYTlqukKk2R+XNtRuuawXXHadpADGiricwAhlcWTQbfxlORj5pzDUExlsgt/QTgQ4SP3A/vajZ96y++Q19cVykwX7Rp4KRGEARp+MBdffK65duybpYgGTlTeuCnPl9n7piSfDSxueDSeQFNi6NZw4djLsVtmYlTfcGCbI24WsBbyOnAcVkGOG0XkyJhhqQIwSS+VhbN3kUDpG6vEnq8KRPa+EzubTsa+64fOwGFcjr8XEyWHi1DmWydllYUFizHG1rD6DjIJ55WL/8eER7yka+lEjR4eJk8Xz0PUfO3JYwLneXOIAMCNtwxHJpZr5UxwQvR/2QzzXjllQEgfoMDsCiSM2TmQ4mVAIZVBWpK1Fk6bEWytVO3OsRIBPq97j+FHTxIV02rnbAXfXGxdHXiu4Mcq5tIif1SVVMgfADfBLVqiBWsa2eXlJofeQmpkeJjzayq7bw0tmhtTuRg/QbuZ5jK5rKxw/YBGSGR2OAuIVesYaR25tbTf+FWrhfNV2iV9j0Ucon9CXJW8QPpadsTqHcAG5yKQoSj9mwYZHBbBh1+w8PS/jxUIUj5lCVPqbn27vdNZu1n5puMTzpyjuoFrsw3iKySJnd321fjKMQ8YxbusafuI1WrNaVxsRGptaDGAhFjpS4JQsNZ4pGnXJK2QPW+2BaCvtSObvGU388CTpF3gXkAYok3SCK6ir/5lkDSBKbcdzS4DJgCxtncKoPoYNxsXrZM7wxQ/fZx7xzOLjR6U2rsSX2nHK+FUyFSKiDpK9A3TKA9ulPk+mLFm3NVrYlVVWWYkvD2HTEc/TbvF52pEBg1pMUi+U11aix7S+fEHIf8jJeG8426q7R08ZuboexDghswNW8FTd+p5bDcBcdtllppSOojsSCWQYI58wU1mBtfIg4rnj+ZAJyAYYAXC8sv0VA1JkJW6QzaWqw72qc0oZHvbhO4A3xgNisCi8U3YLXazJUyaHr3zlK/Zdwnc98lbjJQMIzRL/CnI9zw0v1hhJ2pCJSFF5+F8sRD/ykY9Y8Xrex/s0Z/Yce+5btm6RV+wm8zrhQYP0DqjkezXyiD7//PO2/yRRMq5T9vlXv/rP1r546jjWVs0Z4IAWAU84ZrQF21spExGWqfcgVmFpJWZGbODALRSYYiXBCqELIrHNekVh3oIV4YMfLQrV0iWat2CZ+k2FjiPX4IFd4T6ldlKa4p13/0pYefU1povSr4dNjLdPocEXXlgfVv/sYWWAdYdpsxaH+UsulVdBpGdWnLt22CTZNYLCnDJ23W0m31BcouNH976X2WCAstJgAEKkJ/vLye5eA44Gd1K2KfeaIvag/n2+QTSgLZJ5Z5DHVa0NWqIsBSqxUicRzClyj3aHQweOqNNMlMGuDNtUPDhUTwi106VDovyvEcqwLAWQGSFEQ84lyzNhTAdu9hzMnWS7xQ1wE7W/zjP+L/Rjuys7T0JVEUIOaiNvQval36T9mcAII0RAE3GLeY5IcReJnDBDu/rSqOlzw7X1k8LkSy4NT0n/6RWtshpUkmajVlbHZTwWyQW98vprRT4eF86Iz9WHa500a86qaBQTepEyVa0ciuoNcl6KUxeVjwrV9ZpcFfI7dnh/aDpzypTdyc4zt794QUyJpdSmY6pU6IsbsLCdshS7Eceln1DTzFK/PV3f1s5m2Llx13jpEEiuGTNB2UeFmjyOGyCYMF4Fg1GtB7hQ7kONgc5X+m5e72j4T2Yo2J3aP7V8gm/DPirdzkB+ujbvfx2U4NBfzEVkgKG03StumxCyLahsnRJP6hlW8lmpLcnqwlMJh808FISTEH7Vf51kiMZEFQwkYZoSIzJr0gPMsLiygtDonzloJyu4CtAGwFbSS7PJsKjwCarvMWxnoQAmLryZTG7RC2zZeoaozbEu4dSOsHPrTm8aJsScnpckGkTMr1CB4E5da2mXAJXcT32qV9ehFQ+QoZx+q9BpkTywXQU9SuBRxQlcdep7fYxh2SNO1C/+IIusLrTTlOEFD7FNjQibBdBNHchU780kKAyxZLYL8j6m7w3XcJ09mTuwHfy+e/xMJFQ2NFcv1EKDHuqVWRNAkoyH+KRWX9XI1lyHh/NZT5h3iCYyT6VKoAlIFddV2sRM2KhD5PfTjW0aey1mo0sUSi1XdhxeDLwlVrwbSgrAGkBrnjEXt6btjGsTAbclOtGHOactoL30Wr881CPHTdCiTXUnda6JyvilbyMVYYsKtffpRrhjjUrMQP9OlA7xQFm0I4TqWerpmN7ONt94F3KQFN1uXIGpb+jeEbZt0/e7LPGFfuHAukDvqxVCf02SyT57pDqQ9XNavUTNlYTTCPcRjgP8QC4H1AJ02AfiOUAJ0AV/CTkGq+QQw2aEDBNnle/Cq2rqaTIPV8oghFf1XvGsKGlDWZ73vve9VjqHe8TDVAXoFKeNZweQ45x8h+fEtXCNaHSVyItZXVNtnyUe2HwBIeqfJrkGQNkYJSeNPj3GJG8AceyLB65c14reF/cP2OM3+3M+PGpsPHu8zhyPDQCYwqLr16035fqkrXV2C//839Hck5YpcTk5BLLmsoqMOy4jZpohuL/dRX5Kq5JdW3fY6re9rTMsuXS5ZVD98Fv/FA4Lhd/78U+FpZdfbZNXpxqMmP3IipJw8ti+8NPv/5PqwB0NV153Q7jjPR8IddPmCoBJl0fFYq/obA37tr8Y7v/634VTB7aEUZQ7lKH2zAHp+ygPHpUf4+qYNysCAQYlg8+YzaSkY8g908DIc7bCGcLgDLvtHfgM/oG8WiZeFZ2hRmHAAwpJVOv3aA3cAwdVfLi9L1x57VWhfMxErUg806XYxq0mMCb4Ic6fBVQ2nu2sDmgIvUT/9bCvfDg7WlQsgatzfcHAnl9Q4YAMN74cjX5sYvc+edp1P8t7VqO69hYMkEjqky9ZGt6jwTX/hefChtVrJFa7IxxUUsAxAZZdr2wJ1950c5gn/lo3mT7IB0QvISV23PXvEzmFgumPbfAnxAWsFnE9SEyzQPpsFVZfrF0q6SNDqzR5jihse0AlcY41tCmsPcmEb/tNb4JQmYciUAInUR8OWXZL+jnG/1Bogcl85Jg6W6mePHZERueERPimCKAoS9A8KM5ZdO5Y9PidY4wN3dyxTbNzaQLbsY2tyZPlH85DZh+LW8UJI3l2WTipCUizLxFYbVdZpOrRNZo0CIsygcJhiSdw/KJ3vJ6okYYBHppUzGcpWYtitU8ZngNUH5j3NBYZJxV6LpUs7LoEviz7VJMP0iaEHZUB1KUbqlB7lrRIKFFep2JxTto08YGj+R4TdwkllrgewnCa0ODWQSPo5GQ2ETqDr0x255SkUaoEzqcL/FbKgGPBLJtN31mqMANFsgldkSBRTjq8bFlZlY4lG9ctSZVqAQCbQXXJpUwmfe0OonVTLJNKxN7u6VKFARhC9FNIvmq/XoGzU6fPhNHyjMgdG9plf1LtRaMExLERWffWV/KrP/cT2i5x5OfdKTZIB7w7lEXzLuMLZ+8gaeOI+QzPrJumHyIa4FfPlD+dhAao5YTYfLzFSF/obk1ENXGM8kdPEeC0Eha2VHfTWFFf8GdPxiQ6VvCImDfalPjSYJdhIUQ9bxbjTNhOvkYCQudCgBqwFwVLcy1A3zNyOwMjWS89fxJO5GU+I49QON4g3m9VaNccgmYdYKFF/aJEXN8KebHxqvE8zaNoHjT3kDmXMD4qFvNxde9eKMKIODiZF53LRUJXFzwwuxaXrECUuADpClvM+DPJP73UDWKGqV4CGCaL13nq5ClRS+rsGrhe5j5boESuMQALLxYgJQl7ArLgPMGD4nvMecxJCJH++Z//uYEqQoTbZWc5HtcBnwlghVcLKgsbIAXPEhpY9SqCDqihNiJeI4rT333P3cYFY+M8eL3gd31PhHeu6yoBHzz7XDc2muuGD8ZCA8pAAn2U9cEDB4dvksKXgCruZ6rmBNqB8CIhREKPiJtaMkkEoZwXUPiiBJH5G0HllKHr3sDoicn0/J/3n8PiYPmkLkCACKSpuGsgyKvU29YUHn7g2+H5NQ+xLAx7dsgt2HxAmWKHpWf1dLhkxeXhqmXz1bGLQptWL9uVNfbE6kfD9ddeEdY+8Vg4sv35cOVVV4ZPfOwjoWpMfdiBG18K5+NkCGvKRqv+0YrwygtPh2cO7TIPRL+MNoMjESStEbmm6PI1b5aujZWVRa5s0HkHSIMllX14PQ1N7lXWXDFBEBIbL32m+toxKtuiAsHynFBMkwF/prk1zJizSLIN0211lGQxsnNiLjKbmUij4yp/qRFkJeP6eu7hdX03O9kPPtCrfJatm2tZUxgA7V+lEMLV198S5s6YF55e/VjY/NzzGnSnJFD6nOoOHhYBfm+46uZVoVqq+HgIKFnT1adsNbxDZZTvsYA1T1rPHK5PgbL5NAn0YVSlb0W9S+lwjZSA6Gi97tDEflThyKZTGvAFDaF8ZGsolSAiK288IpYwFg3rwIh55qlbCNo5f8WSKCCpoVcTM1IlZCSNqxtvK3snvKaJMjuVXcATGNym6XX2/Vd7JkOeKuulTvel+8fDDIcETlZ7VyibWGETDhUIzF+bOU9KHjCvgUL3AE58YjYpaT8ESyfWj1M7UVCX0A9ik+r9mrnLC8tDb6sWPWIsESoqgS+jyxApQB4xjV/NWIVVGut4VLSYmlChD+VNK9azs8AfHhZK4KhtKURuNUzxOsErs6QEwtUoSpeEcVr4fOEv/kxZRyIIM6WQXcj+usiyirJQN12AWAuwsiqdV+HOkeBsvU/RaiNky3YVKzGC4xeo8kCfyumEEtWO7OT8ZAviFRFIK9X5NameVFWKrm7JFZR1i9vTrLPI0ynvSA+2Cu8cHjcDuD7Zpjk3v7CJ0Ci2tZPOByFsg5D5YNNQjz8LzwZ2Ab7nXr4cLSEuOi30q4PRVqZzJoCKlA6nJ2zUoeoFlVWq7yePHhMp4+182N6uA24jIITi7nGShKNVIb3Dck3meDE6NeFDqWiTXEKTVNdZOKP3hAesRJM5x7FKEromk+IxWxoz97CNtvKMNBDGpx5fhQAUQqMnAHAkIel43Fdzi4Sfde1jqnzc8zf8SZejSOFcO6jZcHtSEUx5W8bPOKVeMda7ECpVu/UARs2LSsJE5AKyMMAjGxc1Qw3JRGPBK3TZ8suMh/W7N/2OhcTwKM2VJwj5BDL1GKeEDmfOnGG8KbhWEM8BV5S0oTj88suWW6gRr9NVV11loUAI7bVja2X/jpro5//+m7+xBQC8LdTaFy9eHOp1Luap31HBeUDVSPXdqdOmCuBMCqt1Tdz6zTffbO0IUPrsZz9rtzNdx8PTRogTMVPCm9wT3rLf/u3fNu9bs4rPV6kMF0R584AKABJOxINFWJNjUveQ7wEGuWfeJ4QJp4xj8xleM64BHTAEU/Fo8ZrfXFPKirwAK3tRdh0WwOLMkBUBWfiMCE8xiXWrvt7ebS8pntCkkggV4fihbeE7/7IPEoI4sT3h4C69/tpXwtxFS6z8wGMPPqAB1hEObC2U6rsKVE4fFz5y73tZT4Zvf/vr4am1L4aiytpw54c/ZuCkUIN40pRZ6kwyZt3NNmnaYGaFoDiRiVPSzyNJgE7HD6tgMvp4EGSUIPdA6AIglq9z9drb01zHEWKZ1KkA1qia0WGe5AgYRkcPHQi1o1164qB4AG2aLObMU7Fd0ktZHWFsLI0sP2FHdkDuLTOY0Wrm9sqiugHffu338vP7JhOwrwbj9GFhP0Aw/DPc6nVTZ4e7fmWGCIuXCGj9TETJl0PD0VNh9YM/DftEJl91+21hulzOhZXKKqUGnwC3xAFshY7r31aK1iH6QpNK6jQpNDRaEiCtIryXlkkDRyGxck229ZNnh6aOEaHp+Klw4lSTvB/iBcyvUZ92XpKCYe4oY6YZPHPB9aDtY+gChGi9QfuNV31EHuAREUApDUKZJJvCrH9yoMQ18gyot9rGnaXi7OgXWYBH7WV6VpEjmfeW+eScyLoWTorp8gQGmRyLCb2Ia+NAwMOFVi9SY/f0oeNh81PrQqN4cnPnzg8zp80KGxXWaBZ1YNS4sWGmBGWPbtoZZmnyCKOqwo71Lwlc9Ya2IydjZp905jRxHBD37XSLvETSslpw2bJQWVcrgP6ceROvXbVKpqk5PP/ooxaWHFU5MlQrJHhaxNzTMv6smqfq+Ide3CJgJ8FRTQ5bFGo5oRqay3Ss8eKevLD15TBn0QJ5xiRYuWOvwFpZOCx5juPqW5Xjp4SlynaqUh/rx/uh/oNsSZMm70JFEkdKW828WAJZhLcrlFWM980zSL3lvG0i2DK6gPcKektqa9fhintal8yz0Gy/2JHS36nLZt93Q+k7Ol4AODirLgu2sJkGCgDCcCDlLWo502K6ZiTw4LlTWEAlkTxbNned/M0hEyaJv+1MNiTJmHaPl59Xwwul/fS+xgYeJ7TmqkYhEqtnLe2yDmXANSrjrF/cL4AQ4Ty8KYSnsLseyuM6fDGT5AP64eISbtZzq6gaqX1brYrGKIWDi62IvfqnPFdWKlJeFSZkuyMbqnicDX9mWjqGCwFwkdYRH6DtB4+zWzw0k3uUSCkHQPfQaF9x3nERU2YMTwYZvCUdLbzh6E7Bc6LKQBIQhe/EBujAM5RU2pFxyG7UFEwb4IoN1fV3qAxX2iCIcx+Jq4UKfOIuWUhWP4ArftLG53Pnzsu9BmADZlB7T9snP/nJAZ9bHUUBZ8BPduO7SVz0eo2h7AYIzG6f/vSn8y+zHT6+m73G5Bk7q3HfpDeGB7Ayk4xlaYDy1XFx4155/Q1h6/MFYvWrxpd6NDpDrFAA8cflenzkoZ+qqvbjcq2XSpukXah0dHj6iUdDuwzruDlTwm5lCT71/Mvhxc27wvipKhI5b6H6o9y1mrjK5CKeLq/GmNqJ4tPsNF5GkVbWJtyWyzCLHirCbLgi4TpQjyqCIBqc7CcDNm+YyzC58t24WSMqNHFU2l4QHE8rbGrejIamcLxNqtwCDsUKh0HexLYakTYOscHz91n9QCcYKnyY9SS8SX3ngk6bzGCaDqy+pI6AFAKcp0I962Y9uyLFqBZfdZ2KgU9VAfAnw3Prnw1HFavf8dKmcEpJA5detTJcfsM1YdxUZWkSFhRoIxvVDLWOSXHXhlMntKI7oVBtpcLNmiA0ydYrhl9YQohAXhSB+NrJckLIo8VkUa6wRSGEVPpMBL7eV+JqOHOnDuaxmW6Mk4hgsWk9KQNP54GreEoZNID80ZSC8BkgTmbc81sPXHm4jxvDI1xoXgTqRhLawntlFHfzPMR7idy7qOZl3q004XJ/1JokLGRauvBmWAzpiUP8bZUn5Htf/qcwRvyl6sqS8Pz9D4ZGVXLYptDw1OVLQ78Eaffsfy489H++EW6/94Nh0oJZSoh4TATf5eEVlV1qFXF5pcDT1rXrw1alny8WSHruew+EQmUzzrtkcXjoH5Tq3XAiXCFbslPk2Wd/+nBYdull8lqVhi1K+T4gsD5txsywWucdse9Q2CeeTlH9mLBLob4zFL5ubA0vHvhJaFLK+kOPPhhmfP4Pwh71v91PvxAmimt67OjhUDd/YShW+LJL7WTODLwgxlFzviHR7EIlXlRUyiOoBdaZpnbzYBCKspAdDZmADv3L+DwRaGWQUs6Lbe9l+o2F5vPBw6EGo9sWI3QM+m7c246XQXTYpijiyFho13PAI2LUCu1WKrANud3AiJ6nbfSXwUYs9vcc0LNx4lncKROcS0pk+hRmZOpg/mD5gTJ8pbxL/GDD4fiQTd4mr2pRibyN4snhGaSvmi9ZF+EAy5NisLGun4UWlThelZqjxLdqUWKVgynxMNX/+G3JDbY+wIZof/o2bQOAg8drIM6TIDi+sQaiDTCgqH8QWMY5169FnBe7Rg8QXq7+ETWChT1BQltURsuSh8nelImjR3sDjP74j//YQBaepVXq74naQluYnAjZrqab5ZvLoOT7yYYN600iCG8S+1GbdJvCe3izWFxgwzjXKXm/aFs8WjgoEvDB22h6ZsmDRzvoHIQJ8ZLB9wL0IUfztBZHhPTgRKUtzbepxiLhQOQeAFB4rOJV5/ug/sJTRbiSMj+EBJO2VTpGeg5JT8vscbx3fifB0tdHA8rdwuv+Y1gAiz7SZ4rUHoO3op56s7i0Mtzyzjst3npaXJejKolwWHHXJoVJWsXsJxugAyVfpb82Kv5apAe6X7pQffAz9N8mEU83vbJX9Qq7w+xFy8XX+qQ0k+apszJZIVQn17rkHEaPGy9h0v228u2hTmG6bbNRDpzSCgYj10N9Cmt0N2I+cTgQc4mH2AlzhiwzkaZZ4lWalknVVvqgcNwvOntrS1PY8tIJXbNWqiIFNmlSLykn1b86zFpwicqRjLXBDPUCfZgRucykaIbMYOIJ8YtiZWYAJNnd7HVFO/zWm6aH0x8HLkEsJVpvUTGIcIQ87AaSKhWPv+muD4TZlywJzz35dNiijJIGgZanHnpYCRDbw/JrrgpLVy6TlpoEBPXMkXCgH5TIQDC5E0Ygo4hQIN7WZnFpSkyt3evCjRs/LYyuVehK5y7RSt0q2WMEzWvl1j9qSw64KV8h4+kifOJhTpumdG70u4oFIMhQ7O8/pHMfs/R1uHhsRrTnuVr2o099b+aWpueckUrXpDaisDYFcgllIWHhYXjaJvZP2tsGmf/jxt3vyCYQJi0jJbtHwPSwaFA17Xbpn/Urs+8DH/5VMvjDTnEu9r+4OUzXOL/iEj1T8U6e/Pq3BcAURpRA6GnNIRNV+3GxVtln9h0Up648LJMA48Nf/JuwQNUSlgtIdR86FsbKphxdvzHMLRslp5eWMvJituw/FOrkPb9i+YpQrYSJtapHuFhVABYvXhraVIy8uE3k3NNN8nJUh33iqdwkLZ+OQyfCjoek7ffK7jBJfaZWAHzzEXHrpHVWIq21ySJPL7xsRRg1c1YYMaXOJnGI+SnppVu2q1P33AFXSKTtKoktN2pyP93QKhKwqgaovyXwk3wk5pWKhs0Ai+3gE1qul+SADOEnz0LOjaYh7FYOYBHqHMQlTP04wWKzikYU1yQlT2G7vEcsFgl3o+cH34bjwW+1ag1JCsG8a3GLk52/8mvP359NjVblIrqGfOJmPNh7DgItYUHfonak4z+z8PKmlStbHf4bgqZaJJXE9gaw2GLNxyW0Af7uQRTX6GMC+XRCLdpLJTbaIW9KuwpA81mZvpsETK36hiuQ+hyRAVgmoYDHGuPt0W9PoGIMxAQL6aiat5IYj4jExifkNbIftrjX2CeBxspC5Vpl4OjPlQjT+QivATaQKYAbRfYgUgdscJUIqwKAIIqzL8RyQnCEBAHFeHXuu+97ysR7zjxMcLK++c1vGjgCvMG7AowAZL6nczz6s0fDf/rj/2SZeEgvIOcAqR4Axg/gCI8Z3Ky///u/D6tXr7bzEf5rEPdp7dpnrIwO50VqgYSFSQJIeItPCMBxfZwTjhihPwATYcKyslKda5J9B68cIO0R6W4hLvp7v/d7dk7aJXm8BgMqS8bIOE7Yn/t6q2QSDgtg0aXgI/TKe4TAXqT/qkeVyTApa65aD3fq4jBHfYmaZt1dzSqHc0pcpDNyjzdY7B5hSXSt2uTO7xR3q12vm1Uep61dMVVNgKOlbD5qDGraKEf4yoQwRYUeIGS7nS/7is2JoNGnw7iMpioN87ydyRMS4xQQQ4mMWc88suxD1j9auXSbnID/Z2DMJlz2HTgJYu5sVWQ2EBJhr3SDxK+Qx6pGRrpGfCKS1peImH3s1JlQVaQCmpdcJq6QyPviFNqKwIaJXXxuUcp73JlxgMwG5XV4jK+fbG7m98Dh+dZ+lcIHfpXR8JorHjBt7Cm9L7+eSi91yzg29JPMEMKEBXPDOyXqOXPWzLBBHq09Imfu2iSNFYlGHt61M1yhTMPxsxaoXZWhg2CgGqtWRmJUzSgblEwSkCqr9GxQajdyunkbdF6FbWh3AJ5rK7nwoQUw9F4mOz/XuN4ffCJKE4hNPDovIMIAtDyodVKPtuLJmrQLZKwqVKjaMh5l8N8Sq6s0iedwUyKFkmkrUq3AIp49K3yM9wFgGQeXjUTmY7UDq2l4M3wHAjiZQIQeaHNrV54qBhAgypgSeD60e2+ok5EtUiq9OnyYvXRZ2LlevDtxNzfpGc9aMD80yWgvFaBqFqg+raSZSdculzBvZ9h7+li4RGOrv7VZXspjoVQnefLHP9GKXM9cHomNAlizxk0OvbIrXSdOh45jqqUmlfHNIsNS5qjx6DGRpHvCI6/sCuMQxxxVG/ZteSWUaZE3kvBx3YSw/aUdoUJ2qFMh5FkKExZo4HbqWFWa5M+IW9moagxNa9aEJZocJk+ts8m0mzaygS05Ev3bQUYqCyoLVRUq/V/yIQpzNQvQlcv7ghfFwnHGV3ND4GT02Gg5Q+b2KIekbOjQP70fkg3nmlHpu24R3YPPFvdxy5bb7PGbt8g9J3zKM+uUICgTtHFn1KZWPgX7H5e1ACvvOiQbJBaYX+LALVnmBBC5j4Qg454pDmc218nyxls0Lw/twb25jccLagt7y9BlzGqsIWrLtWWiGYBcF8MlHEeoiybQefV/kRYMnQJSiFdSkUEojTwLAz3YXZtVYijVqSdw+fDc+szj4CguJsyDGwEW8we1Czk3wJdrszqnaLDppWgqalRloVJSKPl8z2owewOwQEjtH/7hywZatkgcdLHqtgK0HnnoEc2HFeHDH/pwuHHVjWGveFP/5b/8FwMUhADhYqGLBVi55557rGYgnz2qEDkyC3jCAEVr1HdfeF6hcHn5r1CtYEDXMzrXP//zPxvHCTB2/XXXh09/5tPWT7/73e+q8PT9WnBJH08AaqNI5VznQw89ZMcFFAG0qqtrDMQhJ8Hnn5AKOyT0nbLZnHeFCOscb/369eEf//EfjdwOePvVX/3V8JDq1gK44GSjz4VEA/cBQT9tOeCbug/zcMbDlvbDC/eWsLG6oGECLMazSx/g4gRAeBaVwipo4dgqXkBFqbH9CIyW1ghsyOBNGBGm26oI96lUto3E2KqSFDJ+HW1OaFSocItK5zQ0d4dd+46E2Qsm2KRLlgkTFGEJaqCVyBAX2GiJ4Gro/plMihmWtMW1TR6MQWaGr0X2E0OZ1XaMOxuwyj3RoU/CRApHgEFZVVUunavZJpxWL3J+icqmlFaPUdHjieGVQw1h5S3XhzHjJ0s53PWArPabzmnihPaX67tgFCg14gMdwOepyBRCZstGEM42Zq/SGG+hj9zgZ+cLgyZxYuED1K7VV8i+0b0TTsAbWaPBu+zaa6SAP03JE+vDRrm+D+zfF55+dHU4uGd/uEQSIEsuX6FJWwBdHkWTtcLVTUhDoVlLOzfDSz+Ohj+ttm2CyjdSLtQVGznz0au2pCeL+0oaIkapvBTjVbz8mPhYEEoBFNyHFbiNq/LhHvtiPcLUj7LXwUqdzCf6JPfURQoYM4w5TPCc6IlphuvRpOGyDBCdHXz1CKTg3SiVJEMpYzhhBQPQZPvy5T6FcE+GCeMm2t9btXIuFs+G8175zjvCxGULrbapIJuEaZeEtT96MJw80xWumH2XMnGbQ4P4mlWTVXJKHvOGrvZw0/U3huN7D8iDrOK1IvEeYAUvb/KJE6fEwzph2aIr3/meMGfZJaFZ3vN2LaoWLFgaDm3bLtBTHVoI5WpV3qO+VlZQHtqV8XtSBcnLWXHv3xPmyRvZKu9n0+lGJUuUhr7SwrBi1e1htMo7lU8Y7ziHcDG2Uc+WDFk0sjr1m3p2VnRYdIdCSRtAoqfIba9CmZUid5McAbkeCkMCOdY7+T8mSODxzNUBzRk0noPDqOTmtjxk8wA5fyhxoWy8WQLBQH+p2Wt+sKkCg5y0VeGzdtlkMsJItzdhUZ6veXYTZMPOO+CwouMAbRZKdoTowbTzu02z80fgODCUmLUGeQTJX8nKp4qnaXFplRuIoOi8EMmtrBHeK0e2dnbHbO79z1Mo/fjMK0VaNJQBjLQIAqhZW5tnyY+RtN5yd5vCY7SVLTT4DlSCtMBy/S9CgSSAKRXMQBZgrEVZuI3yeGLRi2X/K5SQw4LlXOM+hebOCGjcf/8PA7woNrLxfvjDH7rXSYBkrBJqrpUu1DG9j8goIT/ahH3wdhFaA2hZO2mMsg/bCnlxERvFM4YsBpl5fA5pngxAsjnXKtRHXUEI9Cniw/50tc0KVxarP+PwmCbPF4CIUOHv//7vh/XyQj8h4EaoEY0qQBcaVniluN8nBbSQZzqqax4tAEUW46pVqwxoEZpcL5uOZy6FRxE+xWsGwLKwbSYUmobBuUDUWwVccZ3DBlhe4TyKDVpMmrChd/JewmX6HNe4VXvqLxaXRoRu7DKZN9YnVUm9TLoyct9XjCIu7roKhSK9zxapef/hE8okHC+3OgRZis162vTWTVv185KMOu5qoEeW4pma+hy/07hlkGMSdJ2AqhIZNitpo//gEjAYeR+lL1aUTp7MBSIHHdzhGoO9SJyN+SLjcwwykxi8pJ2Pr5sUXty6R+re88OshUu1ktWxcfWTWq75ivIkOZAUR5sNaJ27F0+aPi8hUwbAQf0sVnTRprohcwM6xLLxPA3y5n1st5lBhrlwkoVAsIoO4vnT9ZfVBgBgTcpt8D0UahkzfWq4Rlma06Ta+6wMwaYXng+7xac5Jhf0ob27wxXKopkzb4FWp9UWciQrCUNXqPR9V4FnM9nK+LebUZuQ4ju24I1/p7YeTqvZPZB1xdFJ1daDRnEZkb79+/aEM/LIlKjPM3n5Cc/Vv4Zztte/j98jU2wiOnu/oh+bB0HXR4JIU0ur3kfMBxkGQtg2g8UJXiFZAclS8aiMzyHvB6vvbo1pQAYgl927CCdxcBlJ8wrqHPDpnvvxg2G7Fld1IvIek5d7ZOMpFUMXAb3hZOjUMxs7Q9l9NRUq1dMbyurH6llvD4XUS1Sbbt/4UigQ+X3uNVeYrMLLEk9slOdzzg1XhlHyTB14/LGwR+GTZtmfWZdfFqok9rtfNIPWSoUuLlsSDksupkVejtOakIomizdXUxlOvLIjPPC1r4dmraxX3fHO8PyhnWGkCtKfFm+LTMdiXcvRg02hTPyujsaxYdrkCeZMSkaURAumUyZYVLsgxqcao0UIu0reoEg2kIVls7hbpWoTQnD0BQtj8QSiJyt1EcRao6Kpj3t7bh7GIs6V3nMuYHw+0e6lLu+2YqDBSCEUC8trRUK0AImBUoFOJkd4d91KDuI82Zpxqec5iEtgLjOwc13TP7NhH/9IYz7egnmkvDY5953v01aJw7+ZGYluI1jgE6qjT2EpXLTWIw8GTn03e5+x79iOsenjnILTJXiTWUgYAEY6xBd2Dht9ruBfA4yxdqJnrrunOo+Q4tPgLRJsDHTigepXGLIrtMpuwbuqHlkZqtUPq2jLWEcvf7f+VyLo094AETxJeJfIoDx44KABJ8J3ZBFOlEcf8EOo72Mf+5h5oMgQRDOKkB/AjMw6wA3XijwCoTtA1KHDhyzjENCE1wkuFuE7shTfIWFTSh29IO/RESWJuIxGh+3P3Ek0qVr7FwlEQb5nrHNcFNl37doVtuk6+A7ZjGQ+ouZOhiDnwXPF9Vhmqs5B+BGPG545ABukfsAaIU/ugWNDMWLL9r+3Enga/AyHej0sgGU2EbFOWwkBjHxG8ikC1y01yljZOBfBaHcCWeiCmCKzVbfGpeulTeCrCI7Ydwq0Qq6oqQ+zq8VbUc1BRBvx3tCPqYT+yEM/DkcO7gmjy3VIebLSwm04N5f2YdhQxR5jhmehWJM192CaGpY6Dfjy4qSWBmKk+KHPYG5KfcZKkdRrUpj37z2ozj82NCgUMV7q4PuV6dSqFct7bnqHBBZFpCQ2T6VT2o42yRw6msVoKH26s+u1LBlWxZ6tY8Yl2oqsx+VC2uHN3ddXzGxZQ5smDBo1+n9ML6Zc/aC/E/FI51S0kXOtnzJpFk1RBsxorXZmK6X4mcceDTs3vRheUJ3LI3t2h0tXXhkuv/b6UEfFAOoa6mtUA7DSJayEIMUbkItAIT6NrEFPIOv8vtJ8izpHA04emmyU2lBfN80a8YekFH7yxHEpS8uTpSy2MlUxMGfsm76d3cndc4JRk2gr0SvziijcNcIzcaEcYvAsxGXRLS9lYmNC4aQyvd8hDxLGvl3hQApvO0/Rn3ShQrU3i3S78bGnLAx4m3h2lAEpLVU9Me3SInmOcoGoK95xaxi1+NJwY1tLOCYx2AoJ9o7tag1XFytrTyv0SQJ+NygkUTBrWphwYl5oFACk5M18y2jSPdSPgvEaxi6cG2rmzJTAVUmomjYlLJH8QvX8WaFOQG4kosUCOuVjRaauU1F6TWwnNZbHz5sTJlx5abh6Qk3Y+sLGMEXE9nfce084o2tp1KqvS1zQJoniVmgRiBF0VTsvQIsMRIU4X10KK/ZaSNr5a2j7WbvJqwrY71DouluSD5Xia0J875Vts8lb+6eyKmZjk8CftV8KuyEFAITzzSYdixTo85wIVbZznQ3mjYJAX9Xx2yX82Rmvr0jXDiWKRYI/MzL63MM/cBtsxQZ35rM/T7Apv2fcJ7er/5H/5lDn8FqRzBHY9JybNI1jXXLOe5XDQrSLtx7W1+speuF4o1sSKo1RGNNbj4lcThvwds9QMxMOjvQOpzj0qk+0a4HRraSaXhHdefalkogolze3RLSHPrLZ1Y6WVTjEZkR6s/eSElEorlSRoB/84AfmZSJMS4iNkBqgA28O7+2Wt3aPdLDGK/v1WRHDEedEboEQX43GhnGR9B8AirDgTiWRnJS2FmE7wBrHgb9Fv98hjxIeMIAN/XSzQpOtAmFwrvAmAYzYn/AxXirmUq4FoMa8zjFIgAAYolsFcML7ieApau20MZ/xXirmnEAU0R84ilw/oAyPFnILSTA0aX+93cAVj3lYAMuQPXUwBLJKZCysXIml3BojST8CPqYhghopHgIXAPUMDGpC0ZlFj8cVHb1e1Omi01LIuUuGphNVOwhrAkCAln5xcI5rUtq3b68GDOmvcqObsUou1jQlutHxFcwgTkBEInQOM+JaFeO5Mpc+xkjfs4zDWLrD+DeE/0Q0w3WfzFl+PADK3INFCLNJfDKyMpACgFvD6uWM0rd3HzkVbnvvPaFy9DgDWlrm+4oL7R3jo7jXpjC2oeW9aGCR4l2he2c1CWcNAcdSdTRW/T7m4/KMIZ+s69Dj9S33rq0eeU4ZmzlQxBPQ474lPKWFAleeEk64RSAJI0fIEC4FAEAyGIuvvirMnDM7bH5ydVgjYuRxxex/Jnf4NtU1vO7mW0VEXinwPjI0ilDNyhWQO4L0LlPzj8uDTDtagMPtqf3yIs3DaUqtTGV8+tSHSQu3Wrfxa4TYmEDhZB2VpAC8h3Hi8hQpQWRAbHI4p3nD9xnYibh/ShOhEcU4KBJHDaNapEmCv3NFmmmbOBm4Ryt6EBjQmkTKlP4Or3L9hufDkw+ftJql/fJqoaJfySJHKf6a0c3b8wwigfJA9ZGpJkR3SKHfLrm7ivR8Nosb1UmijEDNi1/7aijQ98rkHdi48WWT5IDb9dzmLaZPBag9flCii9/a7es/SXOUy2PUqcXSy//0jyrTpPuKXp5nxd0r1sMtFKgox9t0CNV2HVuTYKFW1g19neGbP/6hgbJ+PcxD8nYdfUJlQhQe7OoRw0qZGMf3d4T93/qGealYUSJzi+VrERenZsrsUKEkigI9d/PyW0jLB62p1gNehTxRx26V2CXSA9ghC1XJBgIesC+eGZuxQqlv6jcRE4CrhZUIp5tddDGMAVsOJAx81njoOV+b2gBtqxGyzdheKxPDOCWUFc9vyRyDDE68lFw/H2qYpDO6fR4YojxfVx5qbyOyGzFdTwuTaUTz3JD1QwIOAVnGD/PXDltTxMXBlkcM1F7qd7Y4wO6wn0l+wb1yblYOYLFvrM5A//KsSJ9HbC4QJxC+VqkkhSqUDDFCY7ygvFSedIljU/JN4IsrMs7dEFtSrOcc8Al/4zd+K/zg+z8IS5ZcIo/QVebl+T//5/+YRAXim2xk8FEgee+eveFjH/2YOE4rTOgTojtCoITwAGV4kwBdAJZ777lO4cEy40FBNl+yZIkdj+/wOQCqVtzI27QIApjhdbrzzjvDY489ZsR3sgTxaplEhBoC3awqAaNrdI02n6tjfuc73zFKxAdVmgcPGUDqDklEzJDHDVAGgEuq8JTv4fxPaHylWoKQ7LnPJCHBvb4dwRXXPSyAlTongAoAVWBlK9hM8UY/GAd3kRazMiLMhr/C5jDTDPa93R/sywbCPrhpMSAa3MUVHj7rVyiwVIapVAZ6mrJ93nf3h5VF9kjYseU5cSRkvK2+m1f6ktW2kAzncWl++T6UkmtxeainKm1hAwfhUURRjNsVR515MfQjOXVKgPRr4rWCrqTUmgdJmSCaEKImrw8/eVWs/AmTta6jQxNDN2q4plJfFOqk2bVbHI7pKhk0f+nK0F2oSVQlW7SosZUT6b9KfhEHQIWylclS1N2qY6mdtPjlnoolrlcuzhFx7r0H94ee4rJQP39RONVfGlo0wbUTqdFnlF+x+38bbZ4dmVd/8j6VgEhib0RDqLtDhQkOFqAUZoP59TQwEcDjGVIvrg3vp5IjbnjX3WHq9IXhcfF5Nm98MezeuFWeiGNhz+Yd4fp33BLGStKhvUCKwiMwciwU5DEwY02JleQ3w1gTBufHG9aLpWQNYpwyIi/DdrJ9Uad3KssITaD2DSYlLl/XDEcRlf9acbIoknpEnCzEdMsVquhWH7IFDF6es2Ypg3kX5SnbfcszZXdkKBLPlXtb/LbIgqPsDSrmOINYPLnn1iOEHso3npylr/t1Gv9FHbpUwOSJp54MX/uL/6x3Tfgpt3EG8io5qyQ7bWHBhk6/eR/iN9Dw5vr4tsTk7Q+TJ9MP/qK0r0/gqe/4RMlrfnPM7EYODaL9bOyDx4mX7KfRasflb54K76drSE+Ba+F60cDm+NGiDRiNq+7+1fCJ3/u8QLRsGgWyuUASIMxrDp9E9oVyQuorlBHq0SRWqBs0vpN5EP1sKcuOv3nPuG52rHiPgPnoTQS4Odd7iNCzPbCB7VAoTmuXFpGtmlC5HrwmhIetlBjnxkTzyNMYfb0rOo/VDbyIV3uVW9nkYZrPNYi5umRIMcRyACuzQBY/6jTYiARN01mNA2iWhAcXPyUqY2/jNICT5uPWdrErjiDX9sHj56CWTyiH5jQE2agy1TtkEY/cizoZpbY6lO3YiYCpvlsEB1deYKtTasdmZgGUew+yuRPPFOWrtO9Hf+VXwl0fuEfZgu4ZZbvttttyXCSA+Dh5w//iL/7CAA9hXTY0sAZn1vE+WlNZQjj1AbMlZchSTDIR+Xt02YNf//VfD5/61KdyultDPbYPinjPvvTH973vfbl9CXPi7U7ZfynjDy8W73NeNsrz8B73Qn1EQBeALpUMSt9/tS4z+LMUduUB49hIYXGPNOTlJy7kmBe677AAFp3Jq5z4JDlwCBPCQUDTwtzxsxjvtqsBlFkf8r9ZH8QOzJwCV8MHjL+P11dLO7nhRW5WRt6qW98bpkybER57ZHLY8uwzKuCrtHvIivopZpVFYTr4LnJt9wsAOSkX/R4mZZnJyFUg1NarjmuDjEkUUghzmo827SZIyAWov5tIqRX7JSzCbj75+EAVN4VQJQOV1aP+O62VQrtO29yzV0KGU8MNqNxqlQoA6C4EDApA6pulMpLlMmojVbh6xDF5M7a+EKaPrQxV4mWcPnYwdBw+Frrkbamq1IpWrtuysRNDbYVW/BOmh70i4PYqE4nMt350ULjqC7BXF9oxLsb+g0ME3hvYknX03+YUkSfPgHnyQvIUZLCKzeKLm4VhFaLpgPgqd/zMy66Q2OS0sHDRC+FZFZHereKmz0j/aM/OreGq224IC1YsFccPTSqFQGRUjcCrYxoLKYZjrRZnziMTeS65SSFjwQdYc584XEuH8KPfE/3CDDTdjGwiJBzE0Run0jyHpCp/TCBrkrgUZOaQuWVeIPMqZB/qxXvAXB98SRuaMTxr44Dz2+QjvzRR2SjL4jGWNIn7OOAtMgw9VhKfnX53IeLIeoYBHtHOBEkvoEV2WFl8FOE9EztYkcZQi47LqnmieB1wMDo65HEEtMkAw0dh8sBQFZYoqUSr7AoRdDlGKwXgtaFB5ok2/jeeF6axStVRmztlqr1PSRFW0kbYjoCPGngU37Xwl+6hVZ+pqEoerWEBoATYhEoprOIwXqGVRnkFLDtV7+Ld61W/NFtmqE4UBMkajNBCD4CaW15iO7FN2jplr1JSjVlUrjdeg3n9lYHmXBWnC9gwiGMh2aEUgoZsHSvFW9g5PYUBN5HrUzmoYaKYZE5jcIsUbuJ3N21uTZE6sWf2vXEYP4uCYgcY8pfb6KE2HIaWgKHPMeH8Tm2U3d8zgwcewepj2q05Wd0EismGtNb1PmyeLesjLADp7+lA2B3GKEldTh63xynbQ+mgsoqR9l1P/gA66XPCq2pPPO58Jkxrj8rhM/8C5e0Bym6QBc057KXVWwVc2XAk6UQPF/DCedkMqLihyYGrPK8ub0csUzXqZSXbwntZcAVxfijlc/aniDIbHqvBwG2wFALXl92X8yb9Ks7J95PcAufLHo+/eQ8P2l133ZXTyUqeq7TvcD1ZKaRt58VumffRny3gKo2/i51xOEyA9WqD4fV9ZsMoYrB0JFtJqPPLbmmF0BOmz10YPiCNDchvG1Y/GI6Jk8XqsJ36X+qxJdLLabf6RiBTwoCky6sDm8eJ4cQQYk2Keqw6s5VtcJ4TLmd3+eJ504rI0m091EjpBMvwIzvIJhsKvLK/5d/4oNT3WMV3iJ9xpqk1TJg0NfS1nwkjOgWQ5L3q624xgixLqmoNuLKOFpF5T4eaU4dD03NrdFwpifc3h5q2hlCPThLlPorlalYsrPP4fmVcnQqVV90Upi5cFg6p6G6LwB1gFO+BDcaLNwe/vgd7Eb6ddRzlphK92WkyG+2hpG50WHqjRErFy3lJLvB1Tz8V9op30CjxyD3bdoTLr7k6zJy7SBFbhV2jjQPU8GOTSzSyJh0R2zUtJgYY63PME0M9CpsweUzqzwzuChmsSaozdkzh78OSmoCwCsiyyR+QMPAmL0Ir+iGjbY7HjwPQJqxYNJm3NE4sAjYAWA2+pDgZx7fPAokaO/Pmzw6f+PhHrRD6nj0HwleUOdSkMcCiqE0hMpZoiBaOFcj69re+ZWH86mpRB2T4CRUQSqNUx7VXX2sllFhpr1bIQtRhCzkwQVQqeQAPZyehR+1PSZ677rzLNIC6xQWDd/LNb33TeB4YV1bKHIe0d/hQCBSb1pPdv4C8joWWT0sszcHtoaC9ZPGC8MTja0KpFkIAJTKii0GTTBAKQXcoc6zLvH0+WRPuM1KBtaFP1rxj2YH6oVqFT9wObIyfGr9rkwALu9T5bJFnaMuI3QiaWlKOvCJpRe79NXXQ+DvXX/0PztXDden79D3O1yMwyILNAMZF63UXcuDBC40IHW1V6X+bpIONrSGu2Npt4Pny34xe2DQQbD8/pnutIh8qlxgQP/OTydMi8KR5qUj2vVxhQEteYr6hWoj6jmWTAozsuWJL8gYjwSrBlVBqsUyWys4p4G76UJnnbx2rSAlfUGugGJjWo86dpAroG7ni4VBr4ufWz+JrA1fqo75AyG8JfGSFSlNfoy8kL1MCRQZK4jGywMWeQQQuWbvlNX8ZD9Iti4uJlAWYBUyJW5VK5nAOCPEpezJ9zvGGkmM4V29KnDrGRFY/K3uN2Xu6kF55ofu++QCLTpMz93Qu938TcuxihMgAUXi3YvSEcPXN71QoaEJY87Mfh03PrbPVYqEAVbcMTDdK0RQUJcsEci2dUiuCfrllAVYIpWI46WoEMwkGAMbgX7ECKoo6JnhHYu6Plb7Aw2adSJfS06drYdVvavIe4nRyNuBMUhI6964tL4bvtTWH8ZOmK1tFkEo8jhqVZ6CgaA1aTUek3XNgT1ik8OX4rn1hdmlLmFiMurBi02RpVReHFopq95YKXInPtf2UFbqtnlgXqsRFaVd2ZonqNVqG4VvDEl5on3tD92eyQjEZz2SHnkGpCKXj5s4MN04eHyZrYn9OE+s2CVtuXLMunNh9MCy5+oqwTDyCUegw2cp9hDK6Wk3Jnb5n4Mp9Z2/IVOMDmRC19yP4XxQXloNfOi8qOC2PDgRWs/XRgL6hDfSqB0uBL+42rqtZZTIfMNHLE0WIawRhi7joON+1efSEe43EaN3T5apJWldbJ+HD74f3vv8urVDvEQDqD5PG14f1z71gnLmlqj+GIjTGlcwkvFbwNBC5pIgrpNd3v/vdYcO69UaEvUT7X6NspRYJGj+n2pWLFi1W9mCNVY8ApDWrHiAhFcj2P1TKO4Ybsi2ZSwdFBN6nFHKynTC6eM3IgLpZtc4oNozODyRgFnSQjEktJ8SCoW/XQurGVasEBlWEV23y7W9/Mxw+eEhFo+dLEHlceHT1WlOt5156lUyTKygTw0tMpHgxLBxt4Nv5rAl8WYjZ7B8ZxZo4BXJN6NK8GD552oIUO2WUB2ryeejUgfzZRiGVk8k+O/hX1ue1aGRh2qeHXqjrde/OwJDu+Z758D8fvDJJkGcg3Lf5ILt4jB5Sk/vxeKt5rggPOpBlG3hsG8tnQUVbSdNKtuDxMechQI9GmDm3zcLPNv/EYxP6xmMbkxEo/UYftaw/MmcFlIw7al4ygJCHoAywxTWI4anEM8UnS1iIWDMbkZVi+I9K8lKvqaDcG9dFZ+C6oicqeYkS4Elq6wlYJSV2vmP2Ji7YEjBLzypJMODZAcAZKMuAq/Q556F/pHBbkpJIx0/hxLSAsBquum7AVTpn9ju56+a80ePFd9N1p/Ok42bB3nD7mY0X7eyCow5EOX5WyJXX5qmM3r2LtbB98wFWHByJ1GgNjDGSF4cVLKrHlFIxlezSKnlyVoT3SAZh7OSZYd3jPwtnTp+wzLAyFZQeq6rftTJ8pxsaw2GJGRarc5pqurxXvSLN91v8m+Wf16/rZVCYe1bGxUKCGgHmvGBEeLzf0vzjpGEikTqmAnwCdAJr8M5w4+shFll4SMKWZ46HvVuawl7VMMM7BmHfitdqVV6G9IT0v2rOnA4nRhaHGyYXhVHTtQoaoWwihRKJtPaq1DxieBV4OyowEj1h28kt4fTO50K5Mp3KdT8IaloJBsvO+te95VZ0Mly0NX2lib4iYDtP8f0pmiS3L1ioguRPh907doZH7n/A0v1XSldrweJLQqk8JOV4DfUMMYCu3cSk5yZ7cAv7JHZ2m5+LomIq3+rHTNyWHQYglIcF7wjeqzYECGWgjQPD5z830OwTTZxm4p36xGZacHH1DekZY0X9tgGQM11nmghjQzHpmdab2tSy4jR46gQgjxw+qjTs58Itt94hMcGrtCDpDS8ohRsuyNZXtquOoyRa1BaU0CBcSKFbCLIYQlK4ATr79u0zgzhHnqRVAktkRU2QCvSnl11qz+SYSt5Mk+Diw488rFqDjab/8573vMd0fkzfR32BdPQF8+crXf2wkYRJDb9D6enz58+zWoGIJVYKjCHKOFYhy3vvvdfAFyRjUs4XqXwOYUqoCAd1T6WIsarvVQo0l2sRZdQEa0ZsilcmMAhgj9YV/LlY45Xh8TBs4R4sC1XrpZdkcY+qtWUkRtvTsgUAx9biUn8X4DGBcOQuMONw2YTsls5+Wy3JbMcCN+ABh2cK5meRaSR5F/h0rbZ4gMEHS11/8PNP+2U/T4Mnh6MyI8oawjXw7NrM0xOv3cZBZO7aWw6iuDUqdXjkQV5nXSb8MQ/rxQEbz5VvhfxYzbOB/Zy+q9t5zm053HGMWr4GINj4rq7kbokHBkzFlTK5BfdQAvpSySzAVcJkqQ05T+J1JewIPcG8OpFixedtmj8AVyOsYomqncAP0zPCfngfIQTpIULGBYCfjfORlMVcmbYEkBJgceBNaFPAJmorsq9xRKPyefIYEQ5M4TT2ATQxfw3eBpfpIekkARv2Td6tdK2DAZXvgwacwxD4zOl6ssAtG9o86yLO8UbyYnHXiZTvAMvbMIUoU+h1uMe90P3edICVprHceDbU752dLByjGTPeC0XiI11cqL+6bk649b2Tw8SpC8PmF59VAd+iMFtVxTGeo8TbIhX1canMbtuwVqtgeScUBCdjz4YsE4i53sUcI4poTU5oLpYxMdkGxjsDXj9WkBTQx/vmq9IKs1jZaaPEl2pVltMZeZRi6RN1lopiwJf0OyAAM4iU9SRPb+gSyGrXKqVFQK+zX/WWTvSEUbUVYcm0yUL7WgVB5hYDvld8LCsbIwOuyFcY06NwiRTxTzcfDkUdCjuq3EM32jU2YH4JsJigSjHSgCMMjd7wunDkdfWFCmXCXHbd9appOSc8/8zTYd2GJ9VnNiqdeV9YdvkuAa2rwwSVW8HdDyHVJjaefQodp4xPc8G7sRmq2e1JDAJHGAl4gl0C9uaqtonD0+MR84SfUC5jhmaWf24CJz+/jcbLXLOttJnPmewZh5CeMUoAgchDOmull74ff5tPxjwyGHJkSaLHRd/HIGNMyXjbqUy+++67L7xb5NZLVA4JLxFaOmQ2sT2++vHwgTs/YCFCNgAPhvGwgBFChmPGjgnrvrZOoGlaWL7i4wa2Xt70crhEWVEYaa5z8+bNJs4I0faj0gsipR1jXaYwLcflfGQvQbStEz9sjUDd2NqxdkxAHpMakxj3/uJLLykrckOYM3t22Lh9p7JCJ0jQcYqIzeLJ6BbJmLSOIXtB7TvsBCEsD2PFMF8kr+O5orkI71kGGzwoy46L/B9TSzeWp383hnxssofkZzaSyd/r3hEiBBB4dYp890nWgfMN6LPRdCRQ4F57gJhPwnGVmT/QoGc8oINm+/yg/j9gPNgKJGOvzH7FRS072ndjKMsiA3nAZeejX8b2gRfoiUy0X7phQ7C+cbjB12V921Tq/PO0X2zjtNjwK2Rh7eczJXeAqx3Tw2dk1PK6s8PBjmmZcWwDwnw3CldHwOwhXz8nP+yFwtNxja12PWsSzbldTQNhJPfW1hp+8MMHwvbN2yT1UBXGS5YESaB50v97SWKf1A5EF4vwOIsExiieqNu0EKHPsxB5//vfb/Mhi4wdWljefvttlqW3ToKgd9zxDn1vdu4xPqR6wc0qqA2wQluLzMKsx4ui208+LF6rxg+Fp/G4s9hgPFNAmsUPCxUWMpDsOU4qi4MIKoKheJL5G7kI9jcvsLzED0jSAe8yixzGHHUIH5YSPIK8eLMhzA8lMjqgDw7xwsCcfsh+pK0+8IEPmL1lPP9MyVDcJ7pgKeR5vuO91s8vCGCd7XJNa4vXePrY6/Kp8O4uZyxioAlT+KCgg/M35SUEVOBICHAtvuzGMG/hShS2LPPQDdeIMGX0jHD3eBWInTkvPPbQj8R32a+VHiDL8x5dyNIlAOBaUDGqu6fNBEgLFHYULPKwo1YSEGLLJE7Y0y4xPg2oAim1L1y8PKxUeOH4of3hkQd/EBqOHwnV5VJmhouhwVWg8CGFQyFhFsl4UQuvAw8A98XKS383apSd1IKjubZacg6a3LsbxSMhPNMj0NZjyvUVYyVOpzFcqRT3vcdUvkNE+OLp8noIqCFz8cvNPeslFtEApArIWliXlZR4cZhT9acSPZdRUoG/SWHW2ZfODU+ufiRsfOHF8OhDPwk7dwOyrg+XrVhppUE6Ad/6D4FXEh2cVAzPDiPq5/EV1UBwa1hlEN711aO8PwCNaFxtJU5CB70wGnokB4Z0i13EB2xTfJplMucxfSX6LbpweGz1ma3cyYYihJCZx/gwBWhysxsAEmChB4PYI9sOhQDvloH7yEd+xThQeLNmycDdo0LO1J0kRZxJAgCVQi4IEZJJRLFbDLYvnkYZMMIokoIOMEo1zpLiOLfEmGaF+pnPfMbS0zHuqFtzblLAeS4cKwkfcl70gK6/4QYj0OPJ4j1AG0afyQIjbRw6hSprBQL3yEN+tfrNLC3stm7dJJXs5SI6V4XHntpggNnlLtRuySNuqzbvN+ap1P94oHwiF4cwTs7WYOZFcdBjE118Pj59Y0T8jRTycJ5o7Ffm4Rq0DeUZTbO9n9C/YL8ANwmdpDOn/p5FLa/2WTpY9jiDB0h2sCT4kbnu7ICKCwEDhFBADGjxHS9NdfaWmalyYCuCVjst//gz8Dv264xOnng4T37hPCZNbF4qHLKZbHTGgoWZtCiLz9RNgz9j8xva8/PzxY9IXA8nZbO+vm5zWK+Ely7C5dUV4a7Ll4arRCfpUMbUV//unxXyHhWuv/0mhcS3WrmZX/nor4RvfuMbJo2AzALA5Q//8A/D3/7t30qqYU+okcf3a1/7moGsG2+80URJf/TAAybvAC0BrSvK4UyXLcQJgdI6Y+yxx1bbGESCAbBDnzskcVNoNyipo631N3/zN6ZPNUZeXUrh8B5jaePGjbb4AbhwTXh6WQABbFi8AMq+9i9fs4LTHPefv/pVqxbwwgsvmMfaAKfGPuDvN3/zNw0Afksh/ndJvJT+vXr1agNYXBehfEj3JpgqSR7GNuMaGQqAGZpcy5Yts0UY4qvYB+6LGo68pl3ITKQMD3blc5/9rC22LuZ2QQDr4lwInY90+fyIT9xCT1d2F7DNB3RcW70AgPjMBdcANZ2sGoyUxCAUcKqqDVfd+o4wV6j66aceC+ueWq3ahydEmkcGgnx6HiwClBwY12S3CK36rddlygwqlFGncG+vNLFa5YIqlvGcIWN66YrrwrwV15snacEll4fJM+eGhx/4vuQBNkh+oVfSORCmAYcaXKxEoyfAiIv6QQYgiNOycP7kcMP1i0wE86BKeowdNT7UCOCN1HV0d50I/SoWXSbOVW+FSiOM1H2eOBhad2wOo+oXhgaFJXo1+edN78V5Mm+Ho1rviXOCnIfOodJr6A1WY5IBrGdKOAF9plnSlambUB/mLlkaHn1Y5Ri2bgvHxIvbvmVbuEEcnJlS5sfL0qOQr60s0TdTX4MEbWw9U2zObHEOyYUAzttobmjTluPM2KT6891icCZOMjn8aGODceH8IB+bPgXCkfSxyGxke6TrjnOwtRFjyiYkH6PPqMDrTBn1efMWyeD/2MKhH/nQBy1k92XVMtu0ZbPp+ACkUKAG1OyWaCyaPhhTjPVhKVATvquTqOKLMuqoS9+ulTgChV/4n1+wWmxbt20zWsEZjR2eGTXUWGFjoP/qr/4qjNNx589fYMYZQMXEAFB78MEHVSe1Odyi548B3rRpk33ORnFaDDRK2ZzrIRUbR1370mXLw3d1fRuefcEAXakyEmsFAsmGKdS5AWItUBFAQ4ZK3S554yWQbn/GRWQWrA4CH7k2jlAgPoMB/Sh+xe3o4G2o9/zcvg0GTvEZD3i2mWvK4aah9ku3GD+z40dAkxs56VgJuKVrSO2TQ0WpgWKbpWPxMg9a/PjZezBOR7yzgfeeenKuhcw7dTZKM7yE7aafm9PLPYYsvkkw8MVRBM10dxYfA64h07TR9humY19k4GT3n5XG4+Mq5dSrEjrTBexvkihuiQBWn4UFWUQXK5N+dBgnjujLL79kIIZFTgIf2A5C7N+RJ5g+u3btWlNtZ05M4JuFQrXEfQEVeLYASM+rDiGLB8AP3l08b3iMAGx4xKAsfO8H37exAYDjN5/RpwE5cCAZVwA2ahHi1frd3/1dq0OIV5gxCzBCx+qWW24OD4iWwTE5P97gOwSe/ucXvmAA7U//9E/Ddnm0XlBVDn+6PlZM1FRAjILPaGpxrKMah9ArFgpQ7djhyvXc769I0oLSQGQgArC4d9qDWokswLAVAK2XX3o5XK1EJ0AjHjfeh0JyMbmvbzrASplbaaBHWqB1xOxgsGFi7+W/YRk/cSUD38l8D0ysekjE6umgY6bOCrfXTwzLlIn3gkKG2ze/qCzE/eJuHROpUytSTcLUBBtRoAwiZuUiZSZRS6qd0hYK25VWq+xBR5i/aHl45x0fCLUTZqnERpUAHT6InrBg+XVhTN3k8MSjP1Yx4kdDg2qkVan+XY8I12hrkRFl3B67eEiQAkbKEGxp6AwvPHcwPCwvWIOKQtePLwkLZ4wM1y6oC8vnTdK5D4jcr8y40SHUiMgxpaE9nFJW4UjKdEwaF45zf8OTMRvC4P7ivGUrIAxXvCULucS+gnvf/qT99Wc7q02FcErH1IUrV90aps1ZoFDyI+FZrbw2ijx9QIJ9169aFa5SAWnKQrRDoFEIKJrXWFYj8l3ys9PbuDHPnnhzWT4+pcWVuXNQ3PjFaSR6FXLOvOi+M9gfeSv2mcIpJ1Uo+X//77+R0SyVEeyS5s37wnMKqf3VX/xZaGhtsvb7o//4R/YbvgQbZYa+/OUvmycqcU3MAOMRINNKiPl5rYJJXCEt/tnnnzXD+uyzG2yag/P2sMRnmXRISScECYBDcLhLZUww4Bh9vGGAJwjxkH2ZBAB5T6rodJbYS2iIa9ujOoVQBr73g/stDE05Ge75GZXTsXqXpt1QateM7pWVEbP5OwGO2FljyMxDWdiGgcA7daoBsDu5SO23oVzv35m+OBRYuPAOmgVHcQDZQeLVDIXscveXuywfeLkt+/eAA2T2ySG3QZfs3yWKkUBK3uuWAau5b+VbJM0h1ntt/sjcR2p6e4KDx0LifXliAYIOHsKPnqnc84ocrvREMrYonWrA4kufs76v1E8BnCNlhpd066dTPOLIPqA/F6kg+A4lQ72osDcLlnKBGzb6LWOREJgVrNZGcgfeJbw49FMWKAlgVcvjO1FeJQAVIUXABZ8zrngPb0/iOuKlxQvEZ3jAErGe/SnJc1IiyXjDOPb7FboDyKX9Ifwb70nXBuhhgUKiyCWXLFUCy1KBJXmr9BljsUae5LQB2lCAL1B2sN2fHAeIo27TYikpzf+7f/fvtPCZIM/Wt80TRR1aFnCIlH5VHjHGKx7xD374w5bAwljnvjgG3j48XXjWqOCCJxzPHuDuDJ7tAbHkCx8p5/vGmw6wvI/HeLsJmGKNfEVhztW0ujCRUpyu6Fy5IKRPBgw67+QGrvTD6htVdQk4xHTZylA/dXG4Y+ICufWPhUP7tocTR3eHI4d2hF07XwqNKnvBqnT02Hp5t0YqVFgpYu5Ecbwm2OFBx0dOyvCXjQsd/VWhta9UhhNyvLKFlJZdLf2ld97z0TBtllbbD90fDuxQTSYj0pH2jWEA7Hlo0oTx9P6B483KPjpunAqI2Zv3dIY1e46GJ54/Gf6v988J11wyMvSVSWsHQCC15ckaS72H94aO5zZoJaFyK6PrFcd/Szy+8/Wxi/o5xqszRUvpEwxStbmiM9aDbBqKwmvUOuzCSMpIdWgCrFc5nbs+/CtyaavkjibUXa9sDfdLnXvXlk1hlTgLE+YvtExDMrh4Ds6JYTnrVjS7Dr+oN3mRDu5Mnjh55c7hY2mA3YHbY6nnjEfGnTtkEnE2NzdZ6MbDXZb8ZA5oeFcKsUsfyPhM+jLlM55TcVdkDq684sqw8oqVKm57v60y2ZYuXRru/MCdCnlUSxX6PjPW937wXhtT7FeokO+9d99rxv0bCidslxdyZNXI8Kuf/mRY+/Qz4bFHH5OHoNPOxaSCwWfiISRo9dm4rMgJS6U78JIRMmEVzMSTNox8IgEXMTNCSdN/FJceAdeLNBnCqSbdkvecoG02olJlshAxHjR3W4tH75DbsAEwasDTzusweX8eFMdyOxmPZX39jZgwckAuA3gGdgi/xoSuc5+l68v89isc6GA6b3/mvAlEZnfOt5P1W9sl8tsGHdPkEfjcKVe+8ZUhmpopZrAPy8BYpJzghfXEl/gz6Jzm1c1sCfqeRTvjcpmnSIjSMeaIV3XmFFmHhWGqEqDGac7Concr6alFimzX37Yq/OZv/Ua4XyVzkBkhLNekPg+QoZ8mEEW/mybeIP2X2qfmeYuJERRwJvKCFwpQBsBg/DEmEtGbccn+pVFWIRHMjdul9xNJfIGShR5lbGkMHRNowQMEl4njHtC52XekQu9uHxwE4sVmnLK4AZAxlvF8EeonLIg3GVCEB5gNCQy4XH/2Z39m58ULDVBbv36D2YeRyLaQFGSh/Ao7B2O0Q9dEkewXlQGMh417qIyglH3w1J1UqJ97B+TxHtf0Wgj05+2+mR3eQjN0zL6IKzM3Oz7QiIJjsU1yQYrcPliYVbn8CLJYKdKxeLj2g0qydrdMQq0opYbOYKwZMy3UT5yiDn556Gw/rpjvo+H++76lEF1tePd77hZSnq3vlpoHo0pFOql0f+Bos7KQnlW208Fw6eUzJF0iEUFxLCC49ggwUQahWuURllx+tRS668Mzqx8Kz659MnRqdd5HnUa8WTY1a5LSoEWUtFvhx0JxuzplB7pQVVaSRm+/BpY6/hP7G8KKayYrzbtYYYkOFcceEerKVUBUNd5ekeuzZ9K8ULasVuU/hlq9Xcjjf/vvy/OmfI7bTw1qSqDIWrr2u8MH5wKhti7SsgZWB2FgeUjaNVBL9BxWinswQyvAjc89G5556onwikJWh1V1fuFVV4el116nz6ZbGMi11XQk1gPRcLttzUwGGHF121efNi9wvrkojynvAclO8DmnQ5w0jUOSmy+5seg10Xs5knTu+jR9sDMp71Ac4auQoWTVqWI1BT2ZU6dOa3JoD9dfc4NCBP9VkiZOmjUDOmpk+Lf/9t+aQWQSOaI6ZZDOr1HWJ8rjMxV+QCCUUB5ZfrUip/+29q+RYb/33g+Jd7E8TBQvA62qaXL/X6VniMHdIdC0hBqW+g7cD08/7zHOx3KRaTHWzSpPxaTC6yclVktm4VwRi3fv2h0OKDRyhYAg0hXPPL02bBNxOHmL4FyVCvRZIV/1KUjrVBpwFYGzZ/RIe4+903byHhQzALOPO+bSxbcySC1m+sVv2nl4ZJ7z+Xq2ocDeYO/O+TxQ6fP42/pSIrQP99oGnzOOcYBPZow50D/7mO5n9SC4/QUo8qX8WZvxfge9a8eFd4hcici7OfCa1PRtUHhbmY3RgU3DOr62D+JrTupeLGYygSOxQ0vUj371lmvCPc0aH/KUV4paUjtKXiBlvCNROmP+zPDCy8+F//jH/zEsmDPPPDB4ZAmV8YPHKvEOCY/PmjVTobOFxjMkdJYEPimlM01eK0AI71PWplGeKjw88Jqm6nN+EzokOxYCO0CJEBoAB8I7EkOPihgOWIJLBeB5SUkfjM/Pf/7zxmd6SNe2WKG7ObNnmbOCsB4hePr0bBHqATKE7zguIOid73qXeZnxFAP0PvnJT1qT4S2bN2+eeef4DpItgEI8ZNwbdRcZw3yH6yAcyXEfkhfrf4gGME/hSvPgUYdUwtJ8zvfwYlWocsaEieONT0kyTfIAJimI4fbMC9nPWKwDOsWFfPsN2NeHAHodmdWS+3riiEoX6OR3KxZlfTf+to4bCYx6IGTepUmPAqy+8lB9P6gQMnxMCh0iq/O1murxAkUqPPvyznBo+zbtI6kHFWtu7ZYbtkCZEB2tIp6XhlmzF2rFvTEcPrBbZOjlpsxbLlcm5F9SU9HiahWCLlbsfNKMheF21SCcMXdJ+NEPvh2O7HtJZUPgZQAHKSWkJicbhZWx7rlddc8IZdogZxUhT/DYeumrVIr3I7K8ZK8o+iNdFEk66MORAne9Agdd5rX75UYLpN6SM55M/hhTPCpxvkip2Mnr0iGPSgnyDGrHJgqVasBdJQ7OFEkAALJeFs9njTyXe8QPuFKZMZcsFaG6dpxl1lFX0jLsdOxuIyon4+1hCEvsHsTryJXfeJPHW77HpIn0XBOq965sm/rAy09GQ32T6R0ZE8pCdVNRoV8eQBMbhMDuoj8pSWCPXP0bFOa7ZcwqExRmQ/Zg5uw54kO22+q2UgVzZ8+ZG556ep28jh3hXe9+j00sX/zrvzYgtGz5ChvwZMC1yODPnD03/If/+J/CN772jXCVgHOxsndvU4bSFhFcl2plTDYWk8+x48e0+p4VvvjFvw4f+vCHDLxBcGcVPEa8DYi51+u5A/gQKiV0yPngrTQq3LFtzy7p7VEmi9JdFPglC0+LP/ihCl/2CFxaEr0Zo0EjFUwVH0R+8h8adA/VxtaGEZSlZWjOXOaO/Fptw7nO+FqPRxukJhiexRreXnlgdW5L6EfyOwL8n3thc9Zd57yCnmTlFGH7J7d4St9xCog/E1/dp+fO6EmuXN+bMHKHVfboC9Nr5IGBY82gkZ3v7GvXfKAKJqPrwr//7P8Tmk+36OL75BAYF+6++27rg2SxAg5QO8eTA7D+2MfFX0R3ir6o17yfsm8BLvC2IIfj5WEDfFiyh/4GvCT5B4AG+zG+kEbBc88iYrbqvf75/+/PDZTNFWABpBGqwwNECC5xFAFDLHqY21atWmWgiwSRX/u1f2Pn5lyf+9znDOws0r4l+j4CwwA8eFxs73jHHcpEvNbClnAu/+RP/sSI7IQ20aLjfa6RawY4QXAHaOFVA6x99rP/1uQq8NCRJFAsz6Bn2vYZf4x2oYg2XvLRo8cMuQB6HT39rK+CFXzL9AvvRmdvb/jQs47oqug+BNjya4zstfnVWMGM/AVnLzEaLcJDfjtaech75bXmODZio054ZqFYUlQRGts7JbcwKSxcem3YvWlL2K5V6YxLbwjdxaPlHhaQ0b6lur7KahllAaq25mO63CbTBCKj0XWNYjhFIAk+WAvVJ8rHygN1Wzh+siE8cPAVERYF1CQDUMgFqP6IlWlB+LSvNVTIK1co9DdCBVeLKkeEVZeODjdcUy+R0mZ5s5iUfBUM4bpDWlldCtQXaD/pRevcFzcD4o3saBfrWFaeacASlsxBP5sJZg7a4lrUiMduFGUwTcsMulVJmDJvQahU1YDpqgH5wjOqQP/Si+EBubD3bhXQuvLqMGfBIk3E4mfBN4iZnEnWwHtDXCtE/pef3skVFuTmeaZ9LlajDPO4We5O+orXjMz4tLLhH9prgGE4u4EZb0w09M5eCv9RuY8C2yyCBoDOAoU89oa18iDdeIPqpKUwrgYn5XPwMo0bJ1L63PfZypksKoAaGZl9Envs5UdcKtNwoQ/o+50CPhtF5l0u0HX5isvCNIVLvvSl/6309dvC5crya2lptZX3zBnTxbuTxINW75PkCWOMvSAO16LFC/X5y5ZZtVzfn6walvCz0A1qlcDoqdPHzU3Ro+xihIuN7YndUaOYYrX1KJTZ/TkTYjrbyzegdfNejnM+s6Gt7oAEF11D/rG84VZ6mL3pPLtlkpjOf8Bze7vSfWa74RBOQl+gD9jp1c46VJv5wtwOwcI9xvtcviCO8fg1H8/xRS4umO4hgq7oT7cQIclZWowXMUgk42MMGdWm7S0xFSwt/ErD3Mlzwogp+hxtRLS/tFAAZPjleGmp5IUlWWSwpzR5t/D0JmX3amwWotkaQ/CyhtrS95InC4013kues/QdBHuT5wdOEz9sKWx5w403GqeR68LjlDY8SlRE8NrBwaQbstsoLWj4SVsq+IwHC4A2eANkUckB4rt7tcYMuR/foy0AYtequgP3n8Bk0uc6f7+kTzHghz/G3vwQ4XCXK7m7H+7NmeUzJ7GJ2eUaJWmZyKulTo1i/MwZs+XNkgq0VLXhVlTXS/RQzx8dHwJ7pULMEA17lLbqRYIdVA0g6GvAYOsRTiOU1K1zXnb5NaG36UR44fFHQsvJ0+qQcMMQFFVHL2oR4OoMo+TaWjG9Nkyvqwlj5/WF668eHWbWylHcdEZFoHWvKo6GLe/vV31GVXBr7D+qieWwUsBnxRahPS64Ec/fl35B9xjcWr7YdKPpwo/SJ1PmzvLLV4Z5lNx5dl546omnwvNybe8TCf6ylVeEK7TqqqMkkp51iQwf9RG7BZzxZtrxo00d6qlYxuMvaNtyW3ju0MES60rLIS+jTNHs7CLK28UXVcibVJQqfBiL4Jaos7epjA4bk+RICcZiQGdPn2yr4GP7d1vo8fIli8PCOTPD0cMHbM9SgZlKPYvO5kZJsoh/BaiTx2uOvlcp0eJ2vW9Ls+52eZEl6CitoQJ5MQu1b4UWTIXyYBXIU9Xe2KDhqUmFz+UJaDl10spSNZ08Hk4f0dhUuGPZgnnhofsV6pdDoFj3a/XldFNo9lGDrkAArFhCkb3y3vHeUED2F7gLvAG3ZqPyDTjO6zlEjJjYITI+sojb4nognsD5mWmB5fY4u1DBo+3vMOFWa89KsiEwFHQeuTmox0vxdUpA9ymrXWjB3GJ9JhfjbZFUx1PWWxLyTJ8lxfRUcisBKyujEzlZRouMHLKssjnzmVUWMFuY53Ax1wGUkmK8jVw4llGb7awWjosNPE1kGqb6n06A91GdvOAsuEqihM1rfVIm7aL7o6rD1QgYx9D/uUATc7oJHUeNv6FC+K/1Wob63psPsN7IuxlwLJ4mhHiWBz7xsVSgE/VRh0vuDTSqujo6JfZYrkm1Vn+LiCsjbpMBircANPWKLhWfZhVdhPuUVY2FKXEdO+/LhpctazyDEZPaLo/U6LqJ4fZ3fzjMlyDqmp/8OOxRceci8awKus+EHqWbSv4qvHtlffjIjYvDrInlobT+cKgYKUR1sjX0iNhOqZ9KjbUqGEU6r+o+K05eGto06bSbdlLssBetDf91HNi1rvT4ANT6w4yHwsmjBbSvU3bZdKX2PyGtmJc2PBt+JlG+V+TVuObGG8IVGqjwCFpEJIWbQxfAa2Y9j76QuGGO9Y18n2jQv7iQmOC9sqA09hQEZ1rAJOfSMdyb7NMnnzQpVLH2ySdCW4sWFPa6IXz3O98OH1HYjhDEV7/yZXFHmsMnPvFxAaLu8Ddf+F/SoaoN71GoEED01b/7OwNOXeKXbBKP64TK1myWFwvNmyUKX1yqH1LMn332Oa2c54QjyjBqk9zCMXHsnlv3TNi7Y1fYOGq9hYL75AHbL0/ZZq2Cn5I8w0lJQywUsXfr1i3hiI5xiSQ89quI+CvygvUxPuPwSJmrvIZjg39ZOYr6HM/d2QrY/zpG1dv/LrPMLPM8gw30G7BEP04Q0EnuA0GVOexytJd8W4CVKhAz1rzTo6SJXnmo2hC3FheUvHQVcNOhNAcVq++g7ZiL2LjnymYxE/31jMIEtiy7EA07pCT4XPvirUnFmi18qPcSIT8rTZDABnpeqeaf63vly9m4v8kXo0PVMkx3iMc2FY42UdZYDmcosdA3SuSTa+WcSTE+Zf8OBk92Pq5f98U+2RI+F6u3/mIDLMs8JPZOx3TxSToRy03cruWqgk64oZOOrcw+vE6kcaNjg1ioAS39PnHimDgiimvL1dlPZgSTqKWr+zFTiZMCvFiWaSWDD7FdzMeykRPDjCvGyeMxK+xZ93jYt/GxUNi0U4Vqz4RF04vCB66eGCZUnA4lzWc0GBRzlyckdEq0tLs4nD7eE6o6BQRbdCX63dOpArSVE0J3uQiOfeUmYvhmr/MuVse8WMf1VO2BrUbI1gjZ6hsorBsYEjC3EiN6f+LM2eED4yeEeap396T0XXZu3hIO7d+r0jtbxBe43rwalJJoozq5ZbHGH7ODMfwIBxDunSUhehjzFxFksbyI0sA+7szbC9RIJtqfLORPEhEeePCn4WdSbW9V0ecitXmnPFnfvO+74SGRankmx45LE07G8GdrnlCksTcckRZOVXVV+OGPfmxinkeOHLYp6IAKZ/+n//xfbMVcpMmqXUWfMaDwqciSQv2a7CHGMYR2CL9f+/Z3rN7fP0mckVIjNkmpD9z3vR+GM+JwFH3jPoU+6i1tnMXXd7/3gMjsJeGo+FsF4lLyeAnqJJ5VTyZ+6s82Tbq/HKUXazxfrOPak4tjNMEn81DpA8Z33luVH8f+nkdNfOQ7KPICMtHqRJ5wr+aeRqGtZn0i6q+AlYSlNSok8xl6pdX4j9/7Snjx5U0q41URpk2aoTDbaCOcU/LphPoy2XgAqKTkzvne8553m8YVC4p7773Hisqjf/X1r3/dSOJ33nmnEcKH2gYDIMCJZQeKHvHDH/7QeE6AGOqBJtA2VMYq+3B+OFoUWie0/xMR0CHio/JOiB6NqpUrV9rnr5dgbteAvYZfLXudzfodyjuV+FjJezf88OBr62m/sADLTVtag0QXAtRnHoJ5tUhBVVgH16xS8NvxZIkAS3ZZIZ1L3y20FUFvOCmDSqZQtcrwUHyakZczmca1YcR58dZeiqaKr1UkLxdZRM0F5aaZNV6q8leOqgkzVF+wcHtFWFh2KsyvbQljpYFVVCAJiHKFLU5SZkP8E4UeTKld14UXK7T2il9SGE73SsNH4KqnaIYyJCu16snmIL+2DvCv7lvR0+jGz+/e6o6JmGzAAA+lrGgXHAGryusrtlKFkJdfpWxDpTw/u/aZ8NSjj4anH34kbFch6Zvl5bry6hvUf0Zbr8NvQ/FpG/wmTuhLX0tu4FxmfX8R4ZVPI30jvHB2F+mDAiKe5s79GgvNXuPjYusRub21i2kmZgWzOJH0SXP7UX84hdLMURhv78HDPs40FTU0t+qH77Ax/oyoEg6dOKm/OS5eI1pZmjrN++yZsE9LZ4N93tgC2bcwtHRoQTPAFxF9a6IJ+HEkWrqHECSbvneU0CXEGXFLLIGGtytkG9jf68LZven+u0dIIoaQzy/mY473+ov/ix6HV8Y8z9HoW4ayz+u5GcbBF8vt9J73Pxv7MRKClAdZdURBGrSQ+IZU/5/Zf0Rk77IwXtppd624JKycOFr9syf83Zf+Tq6u4vDe294btsiDChfwM5/+jMpLfdfqYT6mhR6kd0jg//iP/2jlZyCLA6bI1KOw+YQJE8N//+//3cjp8LeQOCFbEPBDViI8K6QdkHBg8dEtTiN8LhY2ZN7yOST1v//7v7fSO9QJBTyRfMJnZNjCTyRbEDADx4lj//t//+8tU4/r+s//+T+bVt2jspff0YKGkB6aWBwXgryVpHodm+nkUZ/RaBroTkpTDPHxIbYUPvS52ouoE/rEu/d6gd65bmFIgDUU8vM017fXlq7XftPPMX/Eo63UjlarlklWoNXA6XBGK+hJEp6kMLPxpGSgSxTTaWk8FXapc1dUqibUhMlWZ0zULR805snSgRULgihN3TE7lQ0+d+PqFEpTLwsnlTvSVVkepi6/XKVdpDT9/COhUOcsk9djBACvWplHZdQjVIkXgape8bTwdnQrhbdF13tC+iCN5bWhb8wESTqM0vnQDVE48ZfbBbWAZwTlAbJnpjrfwnl6kUuBBwsPaKwb1yfjU6TPayV4d9u77rC06KeknbRJ4n4/UEjrla0KG950a5ixcL4KTfNs8NyQ0CBALYCNW5ruQc25xD+6oAt/m+xsYBWAoSSRkrGTw4yrbg5FnQIyGkv5YusaLyq0PkJuvD7SbIidJvJo0sAwzoieBSF9hB7jhOaJJdFrEAd4olfmwYw/T0K+abPHjEfSwC6P1d2/2AJoBEnuwC8jnoPzGiCPcij8Seo+XgYAIaWEWDmrlFVBgdhWOk67xvLYGQukUUe9ugT03iYP75eXmWmByN/VM8e7CejAw8qi3DJHsQtwNq1+DiV7CKl1K6ytRbBsOsW4LbvYonVpYeH9skPfbdQC/Cl5d57aK2/oiLIwWzI/N0megJ5XoEofI8tHh8lzp4fll0lCpHhrVEFXNqAyXe++5x7LwMMT9Ou//uuqrfezcFQgB6FRdN/IMkxcKry1AA48T8gWfPGLXzRJFDhSlLRB+gFghiYV+5KVR9bek089KXX3tvDBD37QykqR+QcoQpIBrxjk8v9PWlUUTv+GyvfgIUNehX3JCGQ/ZB4+IpX1ekmp/Pf/77+r6sEGA3p40SC78503YksFv88FrLLnSJ663Bi/AMJ6cqRcyDWf04OV89BcyNHeUvtaV42O2XxWSr8GSLEZxS4RYzG6HdI82q8U8K4wTqi+VB0Y8nK54uMF0uo5evCAhEn3hRnz5oR6KcJb1JDCvFbg2QtII2BpIyljzm3c6ada19Cugdiqffs18VYq1DRq9oJwYstLYcuRBhHtpdLbIjg2WuBKSYGlZfJ+SROlRH2vR0JefWeE+M8EZSf2mjRDZZWuD9Ittdvy88dbquXfyhfjK8zBGxN5Asb+mekKAcb1N89Yj9t2aBF3Dv/FfLnrp6jY70sySE8pfLVF2WcHFK5aqgy0JZevCJNkSMrRQlIICkJsgSZjSjMhPGlvvO2WK8N8qniu0KzTBLJk5bXh0ktXKGNKiweNMwQ6MVJFGivFCp+TVdsjgEXdwsFbLvsuAS/7ZsoYHco6Re9TPFCqDTf4uIlv564lEBNrpZQlZk8+/kSWTSLe2PvUF6UaAxw7QKQmVguDiquCB0sTqSXHVCssqcHcq3YoZpX0i/qsh9kl3o672Qi1TLcRoQzaiAEqFtVeAN1kyGQjTB9PoWrzyxonSnxDapha1/J+6osDB2wGsPRepwxKgbi/BQpnSyrTRDGhp7BZDUQZ9x2bd4d1E9ZrQa/FnXGZFB2BxC1PjdVEjCsKANIEeY+oC1iiEDZeKPPM6Po++tGPWn3CL33pSxbmY4GCxMNDP33IPF28d520/l5SKR6+h1dssubBqZOniof4lIEqFjgAN7xd3CNeJ0KUp8Wf5ByUmEqAhWxCpBcomYNXDKL7n/zxn5jGFoWbqUGIQCkComhqce2vd7PF0jC3wc6jN4XkfnZs9e3mu7JuGn88bOHG2QmCZAT2iiOFgFx7a3PYuuXlUKZ6TRMkKNlLMWYrpSGgIzD2yuaXxX/qCIsXKj1fCu9dsqCEENWDbWAVK5aOyJxndLhLOJlosjWKxfCig3ZSF08D6FSxVhQzF4XKd9wVGp9/Mjy3R6uB5oZQ31woUCctHnk3C7Rveak8aISn2hSnb+kNZzrLJdEwMoyQPlBx8wnpnoyUqvwwe9Uvd8u1wJBTM56MNLcOaKucjGOOM1WIp1L7Nyu0Vax6lCtvuDlMmTlHWYbrw/p1T4dHf/KgeTyvvObasOiSZWHU2FrzZnaRDYThlPF9o8idb83HqvZB9V5jrEoh0wKNkz6NtZJiRHZ9mgFYJYBVqDC3AyweQnJJxT+ZmBwD5TDKsBd+KRQcPV+JoZxL34/PPEVqXYX9/FuhJlDLBCX8J86lgWcyB5URTAZqmTTxOuW54gevdj9czl+O0/M37FtsD2y5lkTGHwBU92qBCzgpZaEU+1YC5+YBRVyWeaCr3bLPrWh69I4YL5G5x+7R5wd8N3PqxodGSfHAKZguj1CZreI8yYYus3jhknDLzbeolu5T5qHasnmTeZooUGyJVLGsFGE3QA9eJgQ+CZkVKnTG+yjAI3WAN8n+lucI0NQtrxzXVyHdOSQg8P7gfXpJnqcN8nBBlQG4cAz0Hs08esjGfgBj7M8GFyzL4UpF1AGF/0Uhwvu+e1/4g//7/w7HdV68Y3i4qJyQLYH1Fnv8b9jlDO3BGhQOdKOGVXnDzvtzOBAUddwStkSN56OulDw/SqOurCgNRb0dEg58RSrP28J8pd+PlkpsVy/gimbpUymd/eHl558LE8bVh8XzFgoAlWiwiV+CsKB5sjgDP4hNuqfCOqJNqe7ZahshgKXFRjmcji5ItGXhROGYMHbRVfJmTQmtz0sl/PhB8UcOh66jh0NddbHSxFtCkbSzSjQ5deo7x5Vq0jlxbiief01oguejEOOIAuiQQ5YX/Tm07dv9FGd35KHmwKQJ5WRX0qg9SxSpDsTsOuWd6hKYqJ08PdxcPy7MnD8rrFvzVNisAsAPilux/+Xt4m1dFWYLnBdXlIVOPJ4CWahtmyn9BZx4mYRKKCGjtvGVPupQJJXIEEeww4TVzUpfr/soCp1riPhcsD9myM2PEO2O/+3TU1oy+Tu+Q9aDFdPmY8JJCgN72DZ6pnLxRF8ODUmASM8n010KbcJV6F4zZhcTr74NwwzSPnIdLj6KqrsqBoisbKbkl9vbrwXwVNLPGPNELPQ3CRAkP5CFjrAnIS4LHUIrcbSlurZeMcT69YA1gwMTgBbgapx+v3vJonDd/DkWFSkTmJkypsrGyghRReYsnCO+0+7wL//yL2GedKPQeVqnmqmE9VBxx8vUpL8ZJ3MkzAsXqVOOAOr6kZRRwbUxFnWdTzyxRmHDuvBbv/mbxofCi4QWFWDnuJJG6urGCbhNN14VAqAkigCs5ijrFnI6mbR4ptif0CCeL8BVAljrdV2EF9HGYnzB8+I6AVBUQIDvtVmJQfWqckL4EtHfm25apWOOf/v1iwu84oHD3zqEm5qBtj+fGXGBx3+Td49eLNJizSj7yprBUiQvUUdrS3h6zaNmBC+5bFkolbuSKuYQ9/q0EnnqyTVK5z6s+PW7wuQJk6Qu3RH2Ht6nTlsowt9k42a0Y0RLBJ8sNRZbjbSDe8t6ZImbVE8QgzyqvTSUd1D7SAVvtf8ReatKJlSE2hvqw6jGM6FB2R8tJ4+EMZPGhM6GI6Fx747Q29gm1fbq0D9lXihYeEkoueTS0C6JhjN4y+QRGLrww5vc5G/50w9/lZD2zEaJhKcif0eeTnFvyiiXBGlSvxcKSE0bPzlsVkLD0z9bEzatU/mXbTvCfAlfXnHbzaFuxlQXKMXQDv8y3vItOuACLYTmEgaWOCAvTgH6VOj7YF/UVtw6IUCI8P7e2UjT3sm2UfQ4JaJx+iily3PUBJLscHmsNvDyBrem7edVGQfjqXQNif/FrkxahP+5DmQ4YAZQo7FAb/JcCSUZh1MLNSMo/AKC6DelQ2ZCxdnzX9AwSjg8HSB5ZIa6IQPgPFNPvyhUctPO3TvCIVFGmB9GCmiMlXe6SpGPRsl+VIvfdLrxpPoB5XWC6tqqvEvVqHjk/IxKfyjRaqNSyPzSMTWWS+EyvJynVyFmRSgqCsPv/P5vhzMNTTpvkThM48I73/kuK7ZMZiDA5t3vfa+prbOI+eSnPmVeKO9/8pYLII2DPK7x9Zl/82/CzfKC8fkM0RYYd/tEVK8TL8pAmSSIqAOIFBGLxptvvtnAYavmRsDj+PF1qoggORoBx9JSORh07xDoCf/VCixBlXzf+97v8kcCoBx/2aXLDGCNUvjxj//4jy28yLWNlr5gh87TdKZJXKxppgj/9ttSJ8ou6Ia6C++Z1G2JaAoiKQDETVUKjvhX/b03f/OLTmn2blLTEMteH0YQHohuT/dDMhhGv0ThiGJ5lUqFeDqaT4Znn3w07Nj0nJTcl4eF0+eEUu1POY4qCRPu2LUnPPvUOpUpmBSuUAeDFP+86pM99MjDSiLqE6F5Vbj6+pusQnevjq31q5FcbSjpfISRcCUXqNYN4otcDwWfbaGjC5KfTPUIK8KIKikGKVOqaIXYWgJ1rSPlstVvqot3t3SJIF8RyiaqWKfUw4/L69amMH0XQoYWaokj881/MG+bK/Di4TnolDOAic6WVOCtz8fZ3OhX/PD4bEnL81QI14qFkuzJylTZnzIwFSqTtPKmW1QyaU54UaB52/YdSlLoMm8Gx1Ev8SzCt8JwughPjRWsTRbyYtF8nXDO1Kj9cE5ieCGluptlGTBDZsfyQE4jB7V9EQ3O2oD43gAsZhNn8mllj8nf2R9HSg6kYqZYpk3sm/E5ZY9CNQg+KNS9QbEyLzbHQR/P+CAAK+oTEg7+BX3QF9h34DMat8hkUFhgqL0oxRIFKOkvEMXhJDEZ024sQpiwIY+XCQQgm0In6ELUV2AAb49QvOy5X0zSP/LnSRKDgw4QD+frJSzGs7KUfoSjNR9wHHmkENOkbib74b3Bz1xAlREBkx4h6TYBgwNHjyh0puvsapPn53Q4fHBXaG7rDM0ig9cAFoyT67K6S8Q9nDl7tC7EQh3qZlQSkd0wzh6l0gS0Iu8zdmG/BwEqwm0zp0v6ZfrARp6hCgTcW6/uaYK8TWx0r8mTJxkHLDtieE171kqmhB82Z5SpFFtGWZ33WTSiz8WxaWMrhJ45dS0lwuJ3+T4erzT19AosmrNBW7fakXsbI526ZDORkUhbGglpLHGMt9/GnXnSQgr5Wlub8h2ebT1/+HpwrgvgZrKz2ZzYJAAAe+JZy+KG6K2wZb02A/WMBl+fbk1EVMh+hdxoIerNDeHg/h3h5JE94cCe7eHF9WtDx/FDoflYXTiyY2tYpHpztTXK+Dt5KKx9/CehVSDshhvfFSZOUTrr3m1hzSPfC4d3bFf6bGnYtrs+LFupjMCyGo0rDxECsKxUCM0XIWlFV6mv2NXobXiPLYlfCuCxx3fJKJ9UccwiCY0SEmzVoO+v0oAYO9VI1jxGDXureWeSjVKwLFLWCcM4Jvy/FR7L2+oaXBct9vFB3SZnWMyT68kRNjySdbDf0ZRlLEa/ODk99AMCxsUyMip6etWUSWGRyKAlctePlAQIWXQjtOI0wmzsJ2+rhhvGxVpygPZT4Q8r+Oz+Yt+83Ehs+th7qVno7Zl9EDwFvmWGKH7DZ4BEf/HnF/+JNIAcjyoTXszbiHSO9ITT8Qc+3/NbubT8VDjI1LjTHUFsZqxy2TbiDYj/ckuPViClUwtDNU0Zs7lsXbHsW6nGRoc0xpDrKEGXUE3WLb4iHhG8KtWVFaFAEQNS+20TAKO+HOFZUIpqbIsrKw6QgSh5SiU+SzjaMv0ikIJCRN1Xn9ewoopSAKzkYYXqAVjr1vktv5cEpzJluCKRozmjUwCurZvs7lIP87c0KOnohOaGM9Ja6wpSFFHoa1IYoYW5CVbXTQpHGpr1nW55pggdO0cPW22hcvVp4+zqb8BY6v3cWoHmAtThUp9yoHj2Wsy8qKljAULj34N7G3Ym+965gI0B2XgM2pFtqJ7r81p+43hwUnPfFb80bem9oZYX2ffefssPnpnnEScRZYejXnvUQsUWnlBWsfraOThYmVZ8+7WAj0NmREaWav2RxYQH6+WNz4YHvvu1cPKosiEU3qnQCrO6ulwqzi+Fb/3z/wjXH77ZCltuf2Wbapr9RCuZpv9/e+f+E9WdhvFXRC4zODCAy7YVEEG0brUxtZptG5NN271kszbdyy+b/nub7C3702422W1/6GaNFzTqmhZEBQHrcJe73NnP837PgQHHdhBpBmQSwlzOnDnne30vz/s8CEYuEAJ+AFnan62r+7pVkYt+D4D6sbfOkO9GCHZR1YTgsvDSn12c1ygBnhmcq+0aNiRNRp1g0ZXbtQHLpg2fKSYg3I6mqv/KKvI3q5/2nubfAi95hvtWrb6Sl+z9yELDYlNanLT6mmoWbxQCoNmQ1JKAowLQ7jzSk/yb1/eFqI3dONUb37qO5DJr4vc2fLbxPLHRts4BzPXdjb/x3abUJu94c4e/SkdrSmAQlRGZ2afoL8ZMGWvvFKm1R6S9FCFJlMPDBJ3HLBGhcqAaB0hFHaSUevzJsEeeKlUBx3dmMVw0hxz/yhxbmp2xp1NjNg/+qKw8AQlmBf5vKVyCyhGI+DkoRMqgEi2ItsJFKshFUqvzLwhfxdJaHGniCi6i2NgyUed5jLoiDKsU2QMFZxpxmO7ceOQ6ma9B11INZrd/eNyGR0btRy2NFEwBB+EaGxsOWxrMU0hYBEM+GP8RNtDfkZTUhgdDcr0jpwOddetVGi0Ffq+xxRuvbEFg2zGYXPkBKeGp2pRuFzQop4GVi6E1hPJ3TkcrFSStv/2McqUGJaY5mHmElEYvExRCMlWDOb8JjYOnk+m9b3/6Q7eDFwUEDFWBy/bF5/+0G22XrJ3qiiRh4A8//sgu/OwTK0nU2AyMoOKpKilTGa/CtfEMCcZSaK38kqsuvyDPJNqNYjBv2Jvc9fI/jwfEm8zO6Y4CnzRbuzw3iJWHdps+kmHgPS3uYxMULJBmWCW2U4TS9fp2cedt5t7iSPnWumDv2wXeAhrz+yPS3WR5mT16+ABn9y82OTFmJ5GiegMoRkdHh6Ugc24BXH3k6BHSyyt26+olX58lCvxNT7/VUnk3PTcKEe2c/RCalOnpcfvXX/9oGbBRzVTLffiLX5ItKHbiaGGAxsH7aHFWBmAafdfaauAYwDrGxyYx5CrdgBmlMk9atOUYZnMYbLNzFBiRMmyHZ6qz66F9fPHXTqkgzsSLv/rIhihGKuEcqXSNPf7ysr1z7qydffOIZfoe4yiT4ixJQOfCvuNAxKjqlOh2iODKSQ6lMvHDi2l8ic9aE2Lgp3+Wnfwr8I7e1ZenNT4qnHNTXf2lFHCg+SnmKeghN7CUy9A2nQPkrn0ih7upk+ygPUFRumJC0UtQLiyCh5CFeewE1Rin3yaCBTuzaBqUsuFWS+VdaWDISuK1QtRlVEVIVmduDuOrf9ZaT12w04D3zr//E8KiKbwYYQhKwOEIVxDZP7F9FdtDkYGVz5hTiy95FCQ6V+z7xJGA1Q9CNny3R0DyabNCOyaWTXLciHB3jmdQnwbZHT13BKynKXbvI3jh+S4W3xra2r2N9IrdmaehcGjLSPdJfuzmtcueVbj485/av6E2GQGysUh6bwV806WeThtBlkqM4cOD/VSe1drnIxnYzO9ZCxVtmQEEuDGALv7md1YJsecETnOSOTdC1Xd72xXrg8upH1b/8++9bx0YSQeAYMhhHujrgUjzBFyHCbt56441Hmslg1HF85v2289+b6mGRmu7dsmu/fdLa6R6bobio7YrN+zdH39grzc1UwW8D/B42l6rRfGjDBmZwSd2GFyUDKxThxNWX1cN0axZb2bIZgamHRLg27CnIwJvVSyvhrkZreHaV8McCCS6Wfhnz2BkR2M3zpX4s+fNoXgzWbchbRh5+Z4j14DN97vfx+/n+o1tuH/6ZHVlc606vYpgQdr/1Y90h/CmCpasN7B20VonIKBy9PJm9FCK7UjLSfv0s5SNDfVD4klOn5SNUILFxWX8C2X3qpIQ+FHRpCShYZUYFoMNSAMUrMK7KlK+HtoESQZKf06cJ9I3czHN7OR5vvtL1rhVNVrI/kVf1i1oT44cnHBoCD8G6oC9R6G0gFfFqUc0DjQJNfFUNCKjXalDYfTkxerzNSR9oVz+3nXstcC2t4AqSuWNLoOLXZiasGZSaefOnrEb//nCnqINWSSizpkJZ8v/3/WrnlpPp1PW39Nl96hqU1FJb+fXNkT06fwHF6z6ILyEYKEkazY1Nem+SzechoOZAQSUl+wBHIZjiHrXNzfZwOiwtfJ/ECPrCYLi86z7PRybrqmDNb3UGl4nMoZqx622y6QuR23w4TLas3XW0HrcqlJVvgb79sn3mppqbfTJHPirYautq7UEhUlTT6EPxaGvTSctMzTqrO8C8TsQMZKBcggBr9kteE/lLuvdEN+ct70X9n5gKy2gPtOe7GaVb9Nh13dEFq8XlbZWJTF/2qcZEiEasqZA/XzfM9+oSTAPXsDC2Mqdb/iuB2HlNYhVlwGuKi8Rnx1qPG51DS0ALIMu3IoIIMFQiZ0EzGOodOHVghteGFIYXTKeVFKuyJZ4tMTKrQoBbaqLTqoYVQ+uGj9q3M2ZPwF3pd9Zy9NnZwNj+ofYXnYZhi22V87Is9pkEyd+GefI9zYiZ2H94Zu83nx/60WOC2m/GHUh+15VZeG1xowe6rdw1O59bGL4FEQj5BxXXJnPg512MwXRos9eRMxXtgBoPAFYPJ2usu77nXYdeZdpiCora2tskoIQYaLqoRNou3LFWkn5VYJh7Kd6rwRgu3inEsA0kniXKvEvJ9W4MDUFTU6pvdFYDYh+FkNr2qNbFYDjK1IVNinjCVLMsQn4qwQ65jPJ3CSJaiUpPCmvSFgN56qqrAK4DjUBc7aIfeIgDnUZuLBEEtJn/q94tWnYK6cJU92524URx54giRxuNzMyiWGXsRPHWwKQneiVCwuTLpLe7RJO1RJrwDiZj/vjou6JyDuzmiqm91nXegVSXFagw+p7v6yVSHUiji061FvLBJaxNIcHZhdsKuLgUbBWmbNnF5GdlAt8ThOrAk9iq146q8CCBr28CSb4PgyvIhlGHsoDoK6Nr0jMtnoiTbFg7CzBSRJSOirBZmrhgcnYciFo90wkkQDmxhtd54tCvZG3E4PV8xsF+n6gDvVK3mgTjqNX/l5WJOvlrPu5tvlNnDmy4HMtp/nd84sctfGaN3G9L/JzeX9njdbBvxL3VXR5a4Hl+Pp3a4WZHBctP9/ti/vSE1Ee5N3M23bgFufCtl3X7jjxihxaKgCX0Ombx0k98e45u0c06W//+Ls1NzbYUVJy3d0PPYNQ39xCim/Ujr19GjzUrB19ExUNdFy/bu+wH9Q3WRJ8FdYWBM44wBxfDh9Vd28ftAjN1oIY++3bt+FaGiN9d5Qo07wlMZaWKTdsgxDzFALDJ8+es/a7nZaGUypVVUsKsQQalSUrxZB668w7MJlftUT1IQimpfs65LQIIhDlEPuqs8++uvvQupCNOQRurPhgpd1B0mY/FeojA49taJzqQWnJQvnjZUmKZijbwb0/xVnv+mbMuh5LzFaUEdEjXu+z1vfVbVl0Q7vZG9tRw1uyXmILEK5OIZwg7h2We+g8yJbNL0PjISMe+6EIA/z/VopcRFcWkPoAAAAASUVORK5CYII=&quot; v:shapes=&quot;Image_x0020_3&quot; width=&quot;600&quot; /&gt;&lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div style=&quot;background: white; line-height: 15pt; margin: 0cm 0cm 0pt; vertical-align: baseline;&quot;&gt;
&lt;span style=&quot;color: black; font-family: &amp;quot;Roboto&amp;quot;,serif; font-size: 12pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: FR;&quot;&gt;Lorsque le président Laurent Gbagbo de
Côte d’Ivoire a tenté de mettre fin à l’exploitation française du pays, la
France a organisé un coup d’état. Durant le long processus pour chasser Gbagbo
du pouvoir, les tanks français, les hélicoptères de combat et les forces
spéciales sont intervenues directement dans le conflit, ont tiré sur des civils
et tué beaucoup d’entre eux.&lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div style=&quot;background: white; line-height: 15pt; margin: 0cm 0cm 0pt; vertical-align: baseline;&quot;&gt;
&lt;span style=&quot;color: black; font-family: &amp;quot;Roboto&amp;quot;,serif; font-size: 12pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: FR;&quot;&gt;Pour ajouter l’injure à l’insulte, la
France estime que la communauté d’affaires française a perdu alors plusieurs
millions de dollars lors de la ruée pour quitter Abidjan en 2006 (où l’armée
française a massacré 65 civils non armés et blessé 1200 autres.)&lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div style=&quot;background: white; line-height: 15pt; margin: 0cm 0cm 0pt; vertical-align: baseline;&quot;&gt;
&lt;span style=&quot;color: black; font-family: &amp;quot;Roboto&amp;quot;,serif; font-size: 12pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: FR;&quot;&gt;Après la réussite du coup d’état par la
France, et le transfère de pouvoir à Alassane Ouattara, la France a demandé au
gouvernement Ouattara de verser une indemnité à la communauté d’affaires
française pour les pertes pendant la guerre civile.&lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div style=&quot;background: white; line-height: 15pt; margin: 0cm 0cm 0pt; vertical-align: baseline;&quot;&gt;
&lt;span style=&quot;color: black; font-family: &amp;quot;Roboto&amp;quot;,serif; font-size: 12pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: FR;&quot;&gt;Du fait, le gouvernement Ouattara leur a
payé le double de ce qu’ils ont dit qu’ils avaient perdu en quittant.&lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div style=&quot;background: white; line-height: 21pt; margin: 0cm 0cm 10.5pt; mso-outline-level: 3; vertical-align: baseline;&quot;&gt;
&lt;span style=&quot;color: #333333; font-family: &amp;quot;Helvetica&amp;quot;,sans-serif; font-size: 18pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: FR;&quot;&gt;7 . Obligation de faire du français la
langue officielle du pays et de la langue pour l’éducation&lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div style=&quot;background: white; line-height: 15pt; margin: 0cm 0cm 0pt; vertical-align: baseline;&quot;&gt;
&lt;span style=&quot;color: black; font-family: &amp;quot;Roboto&amp;quot;,serif; font-size: 12pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: FR;&quot;&gt;Oui , monsieur. Vous Devez parler
français, la langue de Molière ! La langue française et une organisation de la
diffusion de la culture a été créé. Appelé «Francophonie» qui regroupe avec
plusieurs branches et organisations affiliées toutes contrôlées par le ministre
français des Affaires étrangères.&lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div style=&quot;background: white; line-height: 15pt; margin: 0cm 0cm 0pt; vertical-align: baseline;&quot;&gt;
&lt;span style=&quot;color: black; font-family: &amp;quot;Roboto&amp;quot;,serif; font-size: 12pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: FR;&quot;&gt;Comme démontré dans cet article, si le
français est la seule langue que vous parlez, vous auriez accès à moins de 4%
de la connaissance de l’humanité et des idées. C’est très limitant.&lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div style=&quot;background: white; line-height: 21pt; margin: 0cm 0cm 10.5pt; mso-outline-level: 3; vertical-align: baseline;&quot;&gt;
&lt;span style=&quot;color: #333333; font-family: &amp;quot;Helvetica&amp;quot;,sans-serif; font-size: 18pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: FR;&quot;&gt;8 . Obligation d’utiliser la l’argent de
la France coloniale le FCFA&lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div style=&quot;background: white; line-height: 15pt; margin: 0cm 0cm 0pt; vertical-align: baseline;&quot;&gt;
&lt;span style=&quot;color: black; font-family: &amp;quot;Roboto&amp;quot;,serif; font-size: 12pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: FR;&quot;&gt;C’est la véritable vache à lait pour la
France, un tel système maléfique, est dénoncé par l’Union européenne, mais la
France n’est pas prête à se passer de ce système colonial qui lui offre une
trésorerie d’environ 500 milliards de dollars en provenance de l’Afrique, et ce
par année.&lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div style=&quot;background: white; line-height: 15pt; margin: 0cm 0cm 0pt; vertical-align: baseline;&quot;&gt;
&lt;span style=&quot;color: black; font-family: &amp;quot;Roboto&amp;quot;,serif; font-size: 12pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: FR;&quot;&gt;Lors de l’introduction de la monnaie euro
en Europe, d’autres pays européens ont découvert le système d’exploitation
français . Beaucoup, en particulier les pays nordiques, ont été consternés et
ont suggéré à la France se débarrasser du système, mais sans succès.&lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div style=&quot;background: white; line-height: 21pt; margin: 0cm 0cm 10.5pt; mso-outline-level: 3; vertical-align: baseline;&quot;&gt;
&lt;span style=&quot;color: #333333; font-family: &amp;quot;Helvetica&amp;quot;,sans-serif; font-size: 18pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: FR;&quot;&gt;9 . Obligation d’envoyer le rapport
annuel France du solde et de réserve&lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div style=&quot;background: white; line-height: 15pt; margin: 0cm 0cm 0pt; vertical-align: baseline;&quot;&gt;
&lt;span style=&quot;color: black; font-family: &amp;quot;Roboto&amp;quot;,serif; font-size: 12pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: FR;&quot;&gt;Sans le rapport, pas d’argent. Quoi qu’il
en soit le secrétaire des banques centrales des ex- colonies, et le secrétaire de
la réunion bi-annuelle des ministres des Finances des ex- colonies est effectué
par la France banque centrale / du Trésor.&lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div style=&quot;background: white; line-height: 21pt; margin: 0cm 0cm 10.5pt; mso-outline-level: 3; vertical-align: baseline;&quot;&gt;
&lt;span style=&quot;color: #333333; font-family: &amp;quot;Helvetica&amp;quot;,sans-serif; font-size: 18pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: FR;&quot;&gt;10 . Renonciation à entrer en alliance
militaire avec tout autre pays , sauf autorisation par la France&lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div style=&quot;background: white; line-height: 15pt; margin: 0cm 0cm 0pt; vertical-align: baseline;&quot;&gt;
&lt;span style=&quot;color: black; font-family: &amp;quot;Roboto&amp;quot;,serif; font-size: 12pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: FR;&quot;&gt;Les Pays africains en général sont ceux
avec le moins d’alliance militaires inter-etat. La plupart des pays ne
disposent que d’alliances militaires avec leurs ex- colonisateurs ! ( drôle,
mais vous ne pouvez pas faire mieux! ).&lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div style=&quot;background: white; line-height: 15pt; margin: 0cm 0cm 0pt; vertical-align: baseline;&quot;&gt;
&lt;span style=&quot;color: black; font-family: &amp;quot;Roboto&amp;quot;,serif; font-size: 12pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: FR;&quot;&gt;Dans les cas où ils souhaiteraient une
autre alliance, la France les gardent bien de le faire.&lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div style=&quot;background: white; line-height: 21pt; margin: 0cm 0cm 10.5pt; mso-outline-level: 3; vertical-align: baseline;&quot;&gt;
&lt;span style=&quot;color: #333333; font-family: &amp;quot;Helvetica&amp;quot;,sans-serif; font-size: 18pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: FR;&quot;&gt;11 . Obligation de s’allier avec la
France en situation de guerre ou de crise mondiale&lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div style=&quot;background: white; line-height: 15pt; margin: 0cm 0cm 0pt; vertical-align: baseline;&quot;&gt;
&lt;span style=&quot;color: black; font-family: &amp;quot;Roboto&amp;quot;,serif; font-size: 12pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: FR;&quot;&gt;Plus d’un million de soldats africains se
sont battus pour la défaite du nazisme et du fascisme pendant la seconde guerre
mondiale.&lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div style=&quot;background: white; line-height: 15pt; margin: 0cm 0cm 0pt; vertical-align: baseline;&quot;&gt;
&lt;span style=&quot;color: black; font-family: &amp;quot;Roboto&amp;quot;,serif; font-size: 12pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: FR;&quot;&gt;Leur contribution est souvent ignorée ou
minimisée, mais quand vous pensez que cela a pris seulement 6 semaines pour
l’Allemagne pour vaincre la France en 1940, la France sait que les Africains
pourraient être utiles pour conserver la « Grandeur de la France ” à l’avenir.&lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div style=&quot;background: white; line-height: 15pt; margin: 0cm 0cm 0pt; vertical-align: baseline;&quot;&gt;
&lt;span style=&quot;color: black; font-family: &amp;quot;Roboto&amp;quot;,serif; font-size: 12pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: FR;&quot;&gt;Il y a quelque chose de quasiment
psychopathe dans la relation de la France avec l’Afrique.&lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div style=&quot;background: white; line-height: 15pt; margin: 0cm 0cm 0pt; vertical-align: baseline;&quot;&gt;
&lt;span style=&quot;color: black; font-family: &amp;quot;Roboto&amp;quot;,serif; font-size: 12pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: FR;&quot;&gt;Tout d’abord, la France est gravement
accro au pillage et à l’exploitation de l’Afrique depuis l’époque de
l’esclavage. Ensuite, il y a ce manque complet de la créativité et de
l’imagination de l’élite française à penser au-delà du passé et de la
tradition.&lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div style=&quot;background: white; line-height: 15pt; margin: 0cm 0cm 0pt; vertical-align: baseline;&quot;&gt;
&lt;span style=&quot;color: black; font-family: &amp;quot;Roboto&amp;quot;,serif; font-size: 12pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: FR;&quot;&gt;Enfin, la France dispose de 2 institutions
qui sont complètement gelés dans le passé , habitées par des paranoïaques et
psychopathes ” les hauts fonctionnaires ” qui répandent la crainte l’apocalypse
si la France devait être amenée à changer, et dont la référence idéologique
vient toujours du romantisme du 19ème siècle. Ils sont : le ministre de la
Finances et du Budget de la France et le ministre des affaires étrangères de la
France.&lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div style=&quot;background: white; line-height: 15pt; margin: 0cm 0cm 0pt; vertical-align: baseline;&quot;&gt;
&lt;span style=&quot;color: black; font-family: &amp;quot;Roboto&amp;quot;,serif; font-size: 12pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: FR;&quot;&gt;Ces deux institutions ne sont pas
seulement une menace pour l’Afrique, mais pour les Français eux-mêmes.&lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div style=&quot;background: white; line-height: 15pt; margin: 0cm 0cm 0pt; vertical-align: baseline;&quot;&gt;
&lt;span style=&quot;color: black; font-family: &amp;quot;Roboto&amp;quot;,serif; font-size: 12pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: FR;&quot;&gt;C’est à nous que revient de libérer
l’Afrique, sans demander la permission, parce que je ne peux toujours pas
comprendre par exemple comment 450 soldats français en Côte d’Ivoire pourraient
contrôler une population de 20 millions de personnes?&lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div style=&quot;background: white; line-height: 15pt; margin: 0cm 0cm 0pt; vertical-align: baseline;&quot;&gt;
&lt;span style=&quot;color: black; font-family: &amp;quot;Roboto&amp;quot;,serif; font-size: 12pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: FR;&quot;&gt;La première réaction des personnes
lorsqu’ils apprennent l’existence de l’impôt colonial français est souvent une
question: « Jusqu’à quand “&lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div style=&quot;background: white; line-height: 15pt; margin: 0cm 0cm 0pt; vertical-align: baseline;&quot;&gt;
&lt;span style=&quot;color: black; font-family: &amp;quot;Roboto&amp;quot;,serif; font-size: 12pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: FR;&quot;&gt;A titre de comparaison historique, la
France a fait payer à Haïti l’équivalent moderne de 21 milliards de dollars de
1804 à 1947 ( près d’un siècle et demi ) pour les pertes causées aux marchands
d’esclaves français suite à l’ abolition de l’esclavage et à la libération des
esclaves haïtiens.&lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div style=&quot;background: white; line-height: 15pt; margin: 0cm 0cm 0pt; vertical-align: baseline;&quot;&gt;
&lt;span style=&quot;color: black; font-family: &amp;quot;Roboto&amp;quot;,serif; font-size: 12pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: FR;&quot;&gt;Les Pays africains paient la taxe
coloniale depuis les 50 dernières années, donc je pense un siècle de paiement
pourrait être de trop.&lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div align=&quot;right&quot; style=&quot;background: white; line-height: 15pt; margin: 0cm 0cm 0pt; text-align: right; vertical-align: baseline;&quot;&gt;
&lt;b&gt;&lt;i&gt;&lt;span style=&quot;border-image: none; border: 1pt windowtext; color: #666666; font-family: &amp;quot;inherit&amp;quot;,serif; font-size: 12pt; mso-border-alt: none windowtext 0cm; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: FR; padding: 0cm;&quot;&gt;Mawuna &amp;nbsp;Remarque
Koutonin&lt;/span&gt;&lt;/i&gt;&lt;/b&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div style=&quot;background: white; line-height: 15pt; margin: 0cm 0cm 0pt; vertical-align: baseline;&quot;&gt;
&lt;span style=&quot;color: black; font-family: &amp;quot;Roboto&amp;quot;,serif; font-size: 12pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: FR;&quot;&gt;Article original :&amp;nbsp;&lt;a href=&quot;http://www.siliconafrica.com/france-colonial-tax/&quot;&gt;&lt;span style=&quot;border-image: none; border: 1pt windowtext; color: #2d2d2d; font-family: &amp;quot;inherit&amp;quot;,serif; mso-border-alt: none windowtext 0cm; padding: 0cm; text-decoration: none; text-underline: none;&quot;&gt;http://www.siliconafrica.com/france-colonial-tax/&lt;/span&gt;&lt;/a&gt;&lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div style=&quot;background: white; line-height: 15pt; margin: 0cm 0cm 0pt; vertical-align: baseline;&quot;&gt;
&lt;i&gt;&lt;span style=&quot;border-image: none; border: 1pt windowtext; color: #666666; font-family: &amp;quot;inherit&amp;quot;,serif; font-size: 12pt; mso-border-alt: none windowtext 0cm; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: FR; padding: 0cm;&quot;&gt;Traduit par l’équipe communication
du&amp;nbsp;&lt;a href=&quot;http://www.collectifmap.org/&quot; target=&quot;_blank&quot;&gt;&lt;span style=&quot;color: #2d2d2d; text-decoration: none; text-underline: none;&quot;&gt;Collectif Map&lt;/span&gt;&lt;/a&gt;&lt;/span&gt;&lt;/i&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div style=&quot;background: white; line-height: 15pt; margin: 0cm 0cm 0pt; vertical-align: baseline;&quot;&gt;
&lt;i&gt;&lt;span style=&quot;border-image: none; border: 1pt windowtext; color: #666666; font-family: &amp;quot;inherit&amp;quot;,serif; font-size: 12pt; mso-border-alt: none windowtext 0cm; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: FR; padding: 0cm;&quot;&gt;&amp;nbsp;&lt;a href=&quot;https://www.facebook.com/dossou.gaglozoun&quot;&gt;&lt;span style=&quot;color: #2d2d2d; text-decoration: none; text-underline: none;&quot;&gt;https://www.facebook.com/dossou.gaglozoun&lt;/span&gt;&lt;/a&gt;&lt;/span&gt;&lt;/i&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div style=&quot;background: white; line-height: 15pt; margin: 0cm 0cm 0pt; vertical-align: baseline;&quot;&gt;
&lt;span style=&quot;color: black; font-family: &amp;quot;Roboto&amp;quot;,serif; font-size: 12pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: FR;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div style=&quot;background: white; line-height: 15pt; margin: 0cm 0cm 0pt; vertical-align: baseline;&quot;&gt;
&lt;span style=&quot;color: black; font-family: &amp;quot;inherit&amp;quot;,serif; font-size: 12pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: FR;&quot;&gt;&lt;a href=&quot;http://www.mondialisation.ca/author/mawuna-remarque-koutonin&quot; title=&quot;Articles par Mawuna Remarque Koutonin&quot;&gt;&lt;span style=&quot;border-image: none; border: 1pt windowtext; color: #2d2d2d; mso-border-alt: none windowtext 0cm; padding: 0cm; text-decoration: none; text-underline: none;&quot;&gt;Mawuna Remarque Koutonin&lt;/span&gt;&lt;/a&gt;&lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div style=&quot;background: white; line-height: 15pt; margin: 0cm 0cm 8pt; vertical-align: baseline;&quot;&gt;
&lt;span style=&quot;color: black; font-family: &amp;quot;inherit&amp;quot;,serif; font-size: 12pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: FR;&quot;&gt;source:&amp;nbsp;&lt;a href=&quot;http://www.mondialisation.ca/le-saviez-vous-14-pays-africains-contraints-par-la-france-a-payer-limpot-colonial-pour-les-avantages-de-lesclavage-et-de-la-colonisation/5369840&quot; target=&quot;_blank&quot;&gt;&lt;span style=&quot;border-image: none; border: 1pt windowtext; color: #2d2d2d; mso-border-alt: none windowtext 0cm; padding: 0cm; text-decoration: none; text-underline: none;&quot;&gt;http://www.mondialisation.ca/le-saviez-vous-14-pays-africains-contraints-par-la-france-a-payer-limpot-colonial-pour-les-avantages-de-lesclavage-et-de-la-colonisation/536984&lt;/span&gt;&lt;/a&gt;0&lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div style=&quot;margin: 0cm 0cm 8pt;&quot;&gt;
&lt;span style=&quot;font-family: Calibri;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/div&gt;
</content><link rel='replies' type='application/atom+xml' href='http://espacekapolon.blogspot.com/feeds/680075103625291192/comments/default' title='Publier les commentaires'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment/fullpage/post/2400347816800961802/680075103625291192' title='0 commentaires'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/2400347816800961802/posts/default/680075103625291192'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/2400347816800961802/posts/default/680075103625291192'/><link rel='alternate' type='text/html' href='http://espacekapolon.blogspot.com/2015/05/14-pays-africains-toujourscontraints.html' title=''/><author><name>Guédioul</name><uri>http://www.blogger.com/profile/11791419661758815504</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-2400347816800961802.post-4966469808541609116</id><published>2015-05-05T14:28:00.005+00:00</published><updated>2015-05-05T14:28:19.705+00:00</updated><title type='text'></title><content type='html'>

&lt;br /&gt;
&lt;div style=&quot;background: white; line-height: 25.5pt; margin: 0cm 0cm 3.75pt; mso-outline-level: 2; vertical-align: baseline;&quot;&gt;
&lt;span style=&quot;color: #333333; font-family: &amp;quot;Helvetica&amp;quot;,sans-serif; font-size: 21pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: FR;&quot;&gt;[POLITIQUE] 14 PAYS AFRICAINS TOUJOURS
CONTRAINTS PAR LA FRANCE À PAYER L’IMPÔT COLONIAL&lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div style=&quot;background: white; line-height: 15pt; margin: 0cm 2.25pt 0pt 0cm; vertical-align: baseline;&quot;&gt;
&lt;span style=&quot;border-image: none; border: 1pt windowtext; color: #aaaaaa; font-family: &amp;quot;Helvetica&amp;quot;,sans-serif; font-size: 10pt; mso-border-alt: none windowtext 0cm; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: FR; padding: 0cm;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div style=&quot;line-height: normal; margin: 0cm 0cm 0pt;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,serif; font-size: 12pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: FR;&quot;&gt;

&lt;hr align=&quot;left&quot; noshade=&quot;&quot; size=&quot;0&quot; style=&quot;width: 432pt;&quot; width=&quot;576&quot; /&gt;

&lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div style=&quot;line-height: normal; margin: 0cm 0cm 0pt;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,serif; font-size: 12pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: FR; mso-no-proof: yes;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div style=&quot;background: white; line-height: 25.5pt; margin: 0cm 0cm 10.5pt; mso-outline-level: 2; vertical-align: baseline;&quot;&gt;
&lt;span style=&quot;color: #333333; font-family: &amp;quot;Helvetica&amp;quot;,sans-serif; font-size: 21pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: FR;&quot;&gt;Le saviez-vous ? 14 pays africains
contraints par la France à payer l’impôt colonial pour les “avantages” de
l’esclavage et de la colonisation&lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div style=&quot;background: white; line-height: 15pt; margin: 0cm 0cm 0pt; vertical-align: baseline;&quot;&gt;
&lt;span style=&quot;color: black; font-family: &amp;quot;inherit&amp;quot;,serif; font-size: 12pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: FR;&quot;&gt;Par&amp;nbsp;&lt;a href=&quot;http://www.mondialisation.ca/author/mawuna-remarque-koutonin&quot; title=&quot;Articles par Mawuna Remarque Koutonin&quot;&gt;&lt;span style=&quot;border-image: none; border: 1pt windowtext; color: #2d2d2d; mso-border-alt: none windowtext 0cm; padding: 0cm; text-decoration: none; text-underline: none;&quot;&gt;Mawuna Remarque Koutonin&lt;/span&gt;&lt;/a&gt;&lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div align=&quot;center&quot; style=&quot;background: white; line-height: 15pt; margin: 0cm 0cm 0pt; text-align: center; vertical-align: baseline;&quot;&gt;
&lt;span style=&quot;color: black; font-family: &amp;quot;inherit&amp;quot;,serif; font-size: 12pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: FR;&quot;&gt;&lt;br /&gt;
&lt;span style=&quot;border-image: none; mso-no-proof: yes;&quot;&gt;&lt;a href=&quot;data:image/png;base64,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&quot; imageanchor=&quot;1&quot; style=&quot;clear: right; float: right; margin-bottom: 1em; margin-left: 1em;&quot;&gt;&lt;/a&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div style=&quot;background: white; line-height: 15pt; margin: 0cm 0cm 0pt; vertical-align: baseline;&quot;&gt;
&lt;i&gt;&lt;span style=&quot;border-image: none; border: 1pt windowtext; color: #666666; font-family: &amp;quot;inherit&amp;quot;,serif; font-size: 12pt; mso-border-alt: none windowtext 0cm; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: FR; padding: 0cm;&quot;&gt;Photo : Foccart &amp;amp; Houphouet-Boigny,
les pères fondateurs de la françafrique&lt;/span&gt;&lt;/i&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div style=&quot;background: white; line-height: 15pt; margin: 0cm 0cm 0pt; vertical-align: baseline;&quot;&gt;
&lt;span style=&quot;color: black; font-family: &amp;quot;Roboto&amp;quot;,serif; font-size: 12pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: FR;&quot;&gt;Le saviez-vous? Aujourd’hui encore,
beaucoup de pays africains continuent de payer un impôt colonial en France, et
ce malgré l’indépendance !&lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div style=&quot;background: white; line-height: 15pt; margin: 0cm 0cm 0pt; vertical-align: baseline;&quot;&gt;
&lt;span style=&quot;color: black; font-family: &amp;quot;Roboto&amp;quot;,serif; font-size: 12pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: FR;&quot;&gt;Lorsque Sékou Touré de Guinée décida en
1958 de sortir de l’empire colonial français, et opta alors pour l’indépendance
du pays, l’élite coloniale française à Paris était s’est indignée, et dans un
acte de fureur historique, demanda à son administration alors en place en
Guinée de détruire, dans tout le pays, ce qui représentait, à leur yeux, les
avantages de la colonisation française.&lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div style=&quot;background: white; line-height: 15pt; margin: 0cm 0cm 0pt; vertical-align: baseline;&quot;&gt;
&lt;span style=&quot;color: black; font-family: &amp;quot;Roboto&amp;quot;,serif; font-size: 12pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: FR;&quot;&gt;Trois mille Français quittèrent le pays,
en prenant tous leurs biens et détruisant tout ce qui ne pouvait être déplacé:
les écoles, les crèches, les bâtiments de l’administration publique furent détruits,
les voitures, les livres, les médicaments, les instruments de l’institut de
recherche, les tracteurs ont été écrasés et sabotés; les chevaux, les vaches
dans les fermes ont été tués, et les nourritures entreposées furent brûlées ou
empoisonnée.&lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div style=&quot;background: white; line-height: 15pt; margin: 0cm 0cm 0pt; vertical-align: baseline;&quot;&gt;
&lt;span style=&quot;color: black; font-family: &amp;quot;Roboto&amp;quot;,serif; font-size: 12pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: FR;&quot;&gt;Le but de cet acte scandaleux était bien
évidemment, d’envoyer un message clair à tous les autres colonies sur les
conséquences du rejet de la France.&lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div style=&quot;background: white; line-height: 15pt; margin: 0cm 0cm 0pt; vertical-align: baseline;&quot;&gt;
&lt;span style=&quot;color: black; font-family: &amp;quot;Roboto&amp;quot;,serif; font-size: 12pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: FR;&quot;&gt;Le fait est que peu à peu, la peur
s’empara des Élites Africaines, et après ces événements aucun autre pays ne
trouva jamais le courage de suivre l’exemple de Sékou Touré, dont le slogan
était “Nous préférons la liberté dans la pauvreté à l’opulence dans
l’esclavage”.&lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div style=&quot;background: white; line-height: 15pt; margin: 0cm 0cm 0pt; vertical-align: baseline;&quot;&gt;
&lt;span style=&quot;color: black; font-family: &amp;quot;Roboto&amp;quot;,serif; font-size: 12pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: FR;&quot;&gt;Pour les pays nouvellement indépendant il
fallut trouver des compromis avec la France. Sylvanus Olympio, le premier
président de la République du Togo, un petit pays d’ Afrique de l’Ouest, trouva
une solution susceptible de calmer les Français :&lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div style=&quot;background: white; line-height: 15pt; margin: 0cm 0cm 0pt; vertical-align: baseline;&quot;&gt;
&lt;span style=&quot;color: black; font-family: &amp;quot;Roboto&amp;quot;,serif; font-size: 12pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: FR;&quot;&gt;Ne voulant pas continuer à subir une
domination française, il refusa de signer le pacte colonisation proposé par De
Gaule, mais accepta en contrepartie de payer une dette annuelle à la France
pour les soi-disant avantages obtenus lors de la colonisation française.&lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div style=&quot;background: white; line-height: 15pt; margin: 0cm 0cm 0pt; vertical-align: baseline;&quot;&gt;
&lt;span style=&quot;color: black; font-family: &amp;quot;Roboto&amp;quot;,serif; font-size: 12pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: FR;&quot;&gt;Ce furent les seules conditions de la
France pour ne pas détruire le pays avant de partir. Toutefois, le montant
estimé par la France était si grand que le remboursement de la soi-disant «
dette coloniale » était proche de 40 % du budget du pays en 1963.&lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div style=&quot;background: white; line-height: 15pt; margin: 0cm 0cm 0pt; vertical-align: baseline;&quot;&gt;
&lt;span style=&quot;color: black; font-family: &amp;quot;Roboto&amp;quot;,serif; font-size: 12pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: FR;&quot;&gt;Dès lors, la situation financière du Togo
tout juste indépendant fut très instable, et afin de se sortir de cette
situation, Olympio décida de sortir du système monétaire mis en place par la
France coloniale le FCFA ( franc des colonies françaises d’Afrique ), et créa
la monnaie du pays.&lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div style=&quot;background: white; line-height: 15pt; margin: 0cm 0cm 0pt; vertical-align: baseline;&quot;&gt;
&lt;span style=&quot;color: black; font-family: &amp;quot;Roboto&amp;quot;,serif; font-size: 12pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: FR;&quot;&gt;Le 13 Janvier 1963, trois jours après ,
qu’il ai commencé à imprimer les nouveaux billets, une escouade de soldats
(soutenus par la France) s’empara et tua le premier président élu de l’Afrique
indépendante : Olympio fut exécuté par un ex Légionnaire français, le sergent
de l’armée Etienne Gnassingbé qui, au passage, reçu à ce moment une prime de
612 dollars de l’ambassade française locale pour le succès de sa mission.&lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div style=&quot;background: white; line-height: 15pt; margin: 0cm 0cm 0pt; vertical-align: baseline;&quot;&gt;
&lt;span style=&quot;color: black; font-family: &amp;quot;Roboto&amp;quot;,serif; font-size: 12pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: FR;&quot;&gt;Le rêve de Olympio était de construire un
pays indépendant et autonome. Mais l’idée ne correspondait pas aux volontés
françaises.&lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div style=&quot;background: white; line-height: 15pt; margin: 0cm 0cm 0pt; vertical-align: baseline;&quot;&gt;
&lt;span style=&quot;color: black; font-family: &amp;quot;Roboto&amp;quot;,serif; font-size: 12pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: FR;&quot;&gt;Le 30 Juin 1962, Modiba Keita, le premier
président de la République du Mali , décida également de se retirer du système
monétaire FCFA ( imposé à 12 pays africains nouvellement indépendants ).&lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div style=&quot;background: white; line-height: 15pt; margin: 0cm 0cm 0pt; vertical-align: baseline;&quot;&gt;
&lt;span style=&quot;color: black; font-family: &amp;quot;Roboto&amp;quot;,serif; font-size: 12pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: FR;&quot;&gt;En effet, pour le président malien, qui se
penchait plus vers une économie socialiste, il était clair que la colonisation
qui perdurait avec ce pacte avec la France, devenait un piège, un fardeau pour
le développement du pays.&lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div style=&quot;background: white; line-height: 15pt; margin: 0cm 0cm 0pt; vertical-align: baseline;&quot;&gt;
&lt;span style=&quot;color: black; font-family: &amp;quot;Roboto&amp;quot;,serif; font-size: 12pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: FR;&quot;&gt;Le 19 Novembre 1968, comme, Olympio, Keita
sera victime d’ un coup d’état menée par un autre ex légionnaire français des
Affaires étrangères, le lieutenant Moussa Traoré.&lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div style=&quot;background: white; line-height: 15pt; margin: 0cm 0cm 0pt; vertical-align: baseline;&quot;&gt;
&lt;span style=&quot;color: black; font-family: &amp;quot;Roboto&amp;quot;,serif; font-size: 12pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: FR;&quot;&gt;De fait, durant cette période turbulente
où l’Afrique combattait à se libérer du joug de la colonisation européenne, la
France usera à nombreuse reprises de mercenaire anciennement affiliés à la légion
étrangère pour réaliser des opérations coup de poings contre les présidents
nouvellement élus :&lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;ul style=&quot;direction: ltr; list-style-type: disc;&quot;&gt;
&lt;li style=&quot;color: black; font-family: &amp;quot;Roboto&amp;quot;,serif; font-size: 12pt; font-style: normal; font-weight: normal;&quot;&gt;&lt;div style=&quot;background: white; color: black; font-family: &amp;quot;Calibri&amp;quot;,sans-serif; font-size: 11pt; font-style: normal; font-weight: normal; line-height: 15pt; margin-bottom: 0pt; margin-top: 0cm; mso-list: l0 level1 lfo1; tab-stops: list 36.0pt; vertical-align: baseline;&quot;&gt;
&lt;span style=&quot;color: black; font-family: &amp;quot;Roboto&amp;quot;,serif; font-size: 12pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: FR;&quot;&gt;Au 1er Janvier 1966, Jean- Bedel Bokassa, ex légionnaire français, portait
un coup d’état contre David Dacko, le premier président de la République
centrafricaine.&lt;/span&gt;&lt;/div&gt;
&lt;/li&gt;
&lt;li style=&quot;color: black; font-family: &amp;quot;Roboto&amp;quot;,serif; font-size: 12pt; font-style: normal; font-weight: normal;&quot;&gt;&lt;div style=&quot;background: white; color: black; font-family: &amp;quot;Calibri&amp;quot;,sans-serif; font-size: 11pt; font-style: normal; font-weight: normal; line-height: 15pt; margin-bottom: 0pt; margin-top: 0cm; mso-list: l0 level1 lfo1; tab-stops: list 36.0pt; vertical-align: baseline;&quot;&gt;
&lt;span style=&quot;color: black; font-family: &amp;quot;Roboto&amp;quot;,serif; font-size: 12pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: FR;&quot;&gt;Le 3 Janvier 1966, Maurice Yaméogo, le premier président de la République
de Haute-Volta,&amp;nbsp; aujourd’hui appelé Burkina Faso, a été victime d’un coup
porté par Aboubacar Sangoulé Lamizana, un ex légionnaire français qui a
combattu avec les troupes françaises en Indonésie et en Algérie contre ces pays
l’indépendance&lt;/span&gt;&lt;/div&gt;
&lt;/li&gt;
&lt;li style=&quot;color: black; font-family: &amp;quot;Roboto&amp;quot;,serif; font-size: 12pt; font-style: normal; font-weight: normal;&quot;&gt;&lt;div style=&quot;background: white; color: black; font-family: &amp;quot;Calibri&amp;quot;,sans-serif; font-size: 11pt; font-style: normal; font-weight: normal; line-height: 15pt; margin-bottom: 0pt; margin-top: 0cm; mso-list: l0 level1 lfo1; tab-stops: list 36.0pt; vertical-align: baseline;&quot;&gt;
&lt;span style=&quot;color: black; font-family: &amp;quot;Roboto&amp;quot;,serif; font-size: 12pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: FR;&quot;&gt;Le 26 Octobre 1972 Mathieu Kérékou qui était un garde de sécurité au
président Hubert Maga, le premier président de la République du Bénin, a porté
un coup d’état contre le président, après avoir fréquenté les écoles militaires
françaises de 1968 à 1970.&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;background: white; color: black; font-family: &amp;quot;Calibri&amp;quot;,sans-serif; font-size: 11pt; font-style: normal; font-weight: normal; line-height: 15pt; margin-bottom: 0pt; margin-top: 0cm; vertical-align: baseline;&quot;&gt;
&lt;span style=&quot;color: black; font-family: &amp;quot;Roboto&amp;quot;,serif; font-size: 12pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: FR;&quot;&gt;En fait , au cours des 50 dernières
années, un total de 67 coups état qui se sont passés dans 26 pays en Afrique,
16 de ces pays sont des ex- colonies françaises, ce qui signifie que 61 % des
coups d’états en Afrique ont été initiés dans d’anciennes colonies françaises.&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;background: white; color: black; font-family: &amp;quot;Calibri&amp;quot;,sans-serif; font-size: 11pt; font-style: normal; font-weight: normal; line-height: 21pt; margin-bottom: 8pt; margin-top: 0cm; mso-outline-level: 3; vertical-align: baseline;&quot;&gt;
&lt;span style=&quot;color: #333333; font-family: &amp;quot;Helvetica&amp;quot;,sans-serif; font-size: 18pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: FR;&quot;&gt;Nombre de Coups en Afrique par pays&lt;/span&gt;&lt;/div&gt;
&lt;/li&gt;
&lt;/ul&gt;
&lt;br /&gt;
&lt;table border=&quot;0&quot; cellpadding=&quot;0&quot; cellspacing=&quot;0&quot; style=&quot;border-collapse: collapse; mso-padding-alt: 0cm 0cm 0cm 0cm; mso-yfti-tbllook: 1184; width: 575px;&quot;&gt;
 &lt;tbody&gt;
&lt;tr style=&quot;mso-yfti-firstrow: yes; mso-yfti-irow: 0;&quot;&gt;
  &lt;td style=&quot;background: rgb(226, 226, 226); border-image: none; border: 1pt solid rgb(153, 153, 153); mso-border-alt: solid #999999 .75pt; padding: 7.5pt 6pt;&quot; valign=&quot;bottom&quot;&gt;
  &lt;div style=&quot;line-height: 15pt; margin: 0cm 0cm 0pt; vertical-align: baseline;&quot;&gt;
&lt;span style=&quot;color: #333333; font-family: &amp;quot;Roboto&amp;quot;,serif; font-size: 12pt; mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: FR;&quot;&gt;Ex colonies
  françaises&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
  &lt;td style=&quot;background: rgb(226, 226, 226); border-color: rgb(153, 153, 153) rgb(153, 153, 153) rgb(153, 153, 153) rgb(0, 0, 0); border-image: none; border-style: solid solid solid none; border-width: 1pt 1pt 1pt 0px; mso-border-alt: solid #999999 .75pt; mso-border-left-alt: solid #999999 .75pt; padding: 7.5pt 6pt;&quot; valign=&quot;bottom&quot;&gt;&lt;/td&gt;
  &lt;td style=&quot;background: rgb(226, 226, 226); border-color: rgb(153, 153, 153) rgb(153, 153, 153) rgb(153, 153, 153) rgb(0, 0, 0); border-image: none; border-style: solid solid solid none; border-width: 1pt 1pt 1pt 0px; mso-border-alt: solid #999999 .75pt; mso-border-left-alt: solid #999999 .75pt; padding: 7.5pt 6pt;&quot; valign=&quot;bottom&quot;&gt;
  &lt;div style=&quot;line-height: 15pt; margin: 0cm 0cm 0pt; vertical-align: baseline;&quot;&gt;
&lt;span style=&quot;color: #333333; font-family: &amp;quot;Roboto&amp;quot;,serif; font-size: 12pt; mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: FR;&quot;&gt;Autres pays
  africains&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
  &lt;td style=&quot;background: rgb(226, 226, 226); border-color: rgb(153, 153, 153) rgb(153, 153, 153) rgb(153, 153, 153) rgb(0, 0, 0); border-image: none; border-style: solid solid solid none; border-width: 1pt 1pt 1pt 0px; mso-border-alt: solid #999999 .75pt; mso-border-left-alt: solid #999999 .75pt; padding: 7.5pt 6pt;&quot; valign=&quot;bottom&quot;&gt;&lt;/td&gt;
 &lt;/tr&gt;
&lt;tr style=&quot;mso-yfti-irow: 1;&quot;&gt;
  &lt;td style=&quot;background: rgb(226, 226, 226); border-color: rgb(0, 0, 0) rgb(153, 153, 153) rgb(153, 153, 153); border-image: none; border-style: none solid solid; border-width: 0px 1pt 1pt; mso-border-alt: solid #999999 .75pt; mso-border-top-alt: solid #999999 .75pt; padding: 7.5pt 6pt;&quot; valign=&quot;bottom&quot;&gt;
  &lt;div style=&quot;line-height: 15pt; margin: 0cm 0cm 0pt; vertical-align: baseline;&quot;&gt;
&lt;span style=&quot;color: #333333; font-family: &amp;quot;Roboto&amp;quot;,serif; font-size: 12pt; mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: FR;&quot;&gt;Pays&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
  &lt;td style=&quot;background: rgb(226, 226, 226); border-color: rgb(0, 0, 0) rgb(153, 153, 153) rgb(153, 153, 153) rgb(0, 0, 0); border-style: none solid solid none; border-width: 0px 1pt 1pt 0px; mso-border-alt: solid #999999 .75pt; mso-border-left-alt: solid #999999 .75pt; mso-border-top-alt: solid #999999 .75pt; padding: 7.5pt 6pt;&quot; valign=&quot;bottom&quot;&gt;
  &lt;div style=&quot;line-height: 15pt; margin: 0cm 0cm 0pt; vertical-align: baseline;&quot;&gt;
&lt;span style=&quot;color: #333333; font-family: &amp;quot;Roboto&amp;quot;,serif; font-size: 12pt; mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: FR;&quot;&gt;Nombre de coup
  d’état&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
  &lt;td style=&quot;background: rgb(226, 226, 226); border-color: rgb(0, 0, 0) rgb(153, 153, 153) rgb(153, 153, 153) rgb(0, 0, 0); border-style: none solid solid none; border-width: 0px 1pt 1pt 0px; mso-border-alt: solid #999999 .75pt; mso-border-left-alt: solid #999999 .75pt; mso-border-top-alt: solid #999999 .75pt; padding: 7.5pt 6pt;&quot; valign=&quot;bottom&quot;&gt;
  &lt;div style=&quot;line-height: 15pt; margin: 0cm 0cm 0pt; vertical-align: baseline;&quot;&gt;
&lt;span style=&quot;color: #333333; font-family: &amp;quot;Roboto&amp;quot;,serif; font-size: 12pt; mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: FR;&quot;&gt;Pays&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
  &lt;td style=&quot;background: rgb(226, 226, 226); border-color: rgb(0, 0, 0) rgb(153, 153, 153) rgb(153, 153, 153) rgb(0, 0, 0); border-style: none solid solid none; border-width: 0px 1pt 1pt 0px; mso-border-alt: solid #999999 .75pt; mso-border-left-alt: solid #999999 .75pt; mso-border-top-alt: solid #999999 .75pt; padding: 7.5pt 6pt;&quot; valign=&quot;bottom&quot;&gt;
  &lt;div style=&quot;line-height: 15pt; margin: 0cm 0cm 0pt; vertical-align: baseline;&quot;&gt;
&lt;span style=&quot;color: #333333; font-family: &amp;quot;Roboto&amp;quot;,serif; font-size: 12pt; mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: FR;&quot;&gt;Nombre de coup
  d’état&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
 &lt;/tr&gt;
&lt;tr style=&quot;mso-yfti-irow: 2;&quot;&gt;
  &lt;td style=&quot;background: rgb(226, 226, 226); border-color: rgb(0, 0, 0) rgb(153, 153, 153) rgb(153, 153, 153); border-image: none; border-style: none solid solid; border-width: 0px 1pt 1pt; mso-border-alt: solid #999999 .75pt; mso-border-top-alt: solid #999999 .75pt; padding: 7.5pt 6pt;&quot; valign=&quot;bottom&quot;&gt;
  &lt;div style=&quot;line-height: 15pt; margin: 0cm 0cm 0pt; vertical-align: baseline;&quot;&gt;
&lt;span style=&quot;color: #333333; font-family: &amp;quot;Roboto&amp;quot;,serif; font-size: 12pt; mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: FR;&quot;&gt;Togo&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
  &lt;td style=&quot;background: rgb(226, 226, 226); border-color: rgb(0, 0, 0) rgb(153, 153, 153) rgb(153, 153, 153) rgb(0, 0, 0); border-style: none solid solid none; border-width: 0px 1pt 1pt 0px; mso-border-alt: solid #999999 .75pt; mso-border-left-alt: solid #999999 .75pt; mso-border-top-alt: solid #999999 .75pt; padding: 7.5pt 6pt;&quot; valign=&quot;bottom&quot;&gt;
  &lt;div style=&quot;line-height: 15pt; margin: 0cm 0cm 0pt; vertical-align: baseline;&quot;&gt;
&lt;span style=&quot;color: #333333; font-family: &amp;quot;Roboto&amp;quot;,serif; font-size: 12pt; mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: FR;&quot;&gt;1&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
  &lt;td style=&quot;background: rgb(226, 226, 226); border-color: rgb(0, 0, 0) rgb(153, 153, 153) rgb(153, 153, 153) rgb(0, 0, 0); border-style: none solid solid none; border-width: 0px 1pt 1pt 0px; mso-border-alt: solid #999999 .75pt; mso-border-left-alt: solid #999999 .75pt; mso-border-top-alt: solid #999999 .75pt; padding: 7.5pt 6pt;&quot; valign=&quot;bottom&quot;&gt;
  &lt;div style=&quot;line-height: 15pt; margin: 0cm 0cm 0pt; vertical-align: baseline;&quot;&gt;
&lt;span style=&quot;color: #333333; font-family: &amp;quot;Roboto&amp;quot;,serif; font-size: 12pt; mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: FR;&quot;&gt;Egypte&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
  &lt;td style=&quot;background: rgb(226, 226, 226); border-color: rgb(0, 0, 0) rgb(153, 153, 153) rgb(153, 153, 153) rgb(0, 0, 0); border-style: none solid solid none; border-width: 0px 1pt 1pt 0px; mso-border-alt: solid #999999 .75pt; mso-border-left-alt: solid #999999 .75pt; mso-border-top-alt: solid #999999 .75pt; padding: 7.5pt 6pt;&quot; valign=&quot;bottom&quot;&gt;
  &lt;div style=&quot;line-height: 15pt; margin: 0cm 0cm 0pt; vertical-align: baseline;&quot;&gt;
&lt;span style=&quot;color: #333333; font-family: &amp;quot;Roboto&amp;quot;,serif; font-size: 12pt; mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: FR;&quot;&gt;1&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
 &lt;/tr&gt;
&lt;tr style=&quot;mso-yfti-irow: 3;&quot;&gt;
  &lt;td style=&quot;background: rgb(226, 226, 226); border-color: rgb(0, 0, 0) rgb(153, 153, 153) rgb(153, 153, 153); border-image: none; border-style: none solid solid; border-width: 0px 1pt 1pt; mso-border-alt: solid #999999 .75pt; mso-border-top-alt: solid #999999 .75pt; padding: 7.5pt 6pt;&quot; valign=&quot;bottom&quot;&gt;
  &lt;div style=&quot;line-height: 15pt; margin: 0cm 0cm 0pt; vertical-align: baseline;&quot;&gt;
&lt;span style=&quot;color: #333333; font-family: &amp;quot;Roboto&amp;quot;,serif; font-size: 12pt; mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: FR;&quot;&gt;Tunisia&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
  &lt;td style=&quot;background: rgb(226, 226, 226); border-color: rgb(0, 0, 0) rgb(153, 153, 153) rgb(153, 153, 153) rgb(0, 0, 0); border-style: none solid solid none; border-width: 0px 1pt 1pt 0px; mso-border-alt: solid #999999 .75pt; mso-border-left-alt: solid #999999 .75pt; mso-border-top-alt: solid #999999 .75pt; padding: 7.5pt 6pt;&quot; valign=&quot;bottom&quot;&gt;
  &lt;div style=&quot;line-height: 15pt; margin: 0cm 0cm 0pt; vertical-align: baseline;&quot;&gt;
&lt;span style=&quot;color: #333333; font-family: &amp;quot;Roboto&amp;quot;,serif; font-size: 12pt; mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: FR;&quot;&gt;1&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
  &lt;td style=&quot;background: rgb(226, 226, 226); border-color: rgb(0, 0, 0) rgb(153, 153, 153) rgb(153, 153, 153) rgb(0, 0, 0); border-style: none solid solid none; border-width: 0px 1pt 1pt 0px; mso-border-alt: solid #999999 .75pt; mso-border-left-alt: solid #999999 .75pt; mso-border-top-alt: solid #999999 .75pt; padding: 7.5pt 6pt;&quot; valign=&quot;bottom&quot;&gt;
  &lt;div style=&quot;line-height: 15pt; margin: 0cm 0cm 0pt; vertical-align: baseline;&quot;&gt;
&lt;span style=&quot;color: #333333; font-family: &amp;quot;Roboto&amp;quot;,serif; font-size: 12pt; mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: FR;&quot;&gt;Libye&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
  &lt;td style=&quot;background: rgb(226, 226, 226); border-color: rgb(0, 0, 0) rgb(153, 153, 153) rgb(153, 153, 153) rgb(0, 0, 0); border-style: none solid solid none; border-width: 0px 1pt 1pt 0px; mso-border-alt: solid #999999 .75pt; mso-border-left-alt: solid #999999 .75pt; mso-border-top-alt: solid #999999 .75pt; padding: 7.5pt 6pt;&quot; valign=&quot;bottom&quot;&gt;
  &lt;div style=&quot;line-height: 15pt; margin: 0cm 0cm 0pt; vertical-align: baseline;&quot;&gt;
&lt;span style=&quot;color: #333333; font-family: &amp;quot;Roboto&amp;quot;,serif; font-size: 12pt; mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: FR;&quot;&gt;1&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
 &lt;/tr&gt;
&lt;tr style=&quot;mso-yfti-irow: 4;&quot;&gt;
  &lt;td style=&quot;background: rgb(226, 226, 226); border-color: rgb(0, 0, 0) rgb(153, 153, 153) rgb(153, 153, 153); border-image: none; border-style: none solid solid; border-width: 0px 1pt 1pt; mso-border-alt: solid #999999 .75pt; mso-border-top-alt: solid #999999 .75pt; padding: 7.5pt 6pt;&quot; valign=&quot;bottom&quot;&gt;
  &lt;div style=&quot;line-height: 15pt; margin: 0cm 0cm 0pt; vertical-align: baseline;&quot;&gt;
&lt;span style=&quot;color: #333333; font-family: &amp;quot;Roboto&amp;quot;,serif; font-size: 12pt; mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: FR;&quot;&gt;Cote d’Ivoire&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
  &lt;td style=&quot;background: rgb(226, 226, 226); border-color: rgb(0, 0, 0) rgb(153, 153, 153) rgb(153, 153, 153) rgb(0, 0, 0); border-style: none solid solid none; border-width: 0px 1pt 1pt 0px; mso-border-alt: solid #999999 .75pt; mso-border-left-alt: solid #999999 .75pt; mso-border-top-alt: solid #999999 .75pt; padding: 7.5pt 6pt;&quot; valign=&quot;bottom&quot;&gt;
  &lt;div style=&quot;line-height: 15pt; margin: 0cm 0cm 0pt; vertical-align: baseline;&quot;&gt;
&lt;span style=&quot;color: #333333; font-family: &amp;quot;Roboto&amp;quot;,serif; font-size: 12pt; mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: FR;&quot;&gt;1&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
  &lt;td style=&quot;background: rgb(226, 226, 226); border-color: rgb(0, 0, 0) rgb(153, 153, 153) rgb(153, 153, 153) rgb(0, 0, 0); border-style: none solid solid none; border-width: 0px 1pt 1pt 0px; mso-border-alt: solid #999999 .75pt; mso-border-left-alt: solid #999999 .75pt; mso-border-top-alt: solid #999999 .75pt; padding: 7.5pt 6pt;&quot; valign=&quot;bottom&quot;&gt;
  &lt;div style=&quot;line-height: 15pt; margin: 0cm 0cm 0pt; vertical-align: baseline;&quot;&gt;
&lt;span style=&quot;color: #333333; font-family: &amp;quot;Roboto&amp;quot;,serif; font-size: 12pt; mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: FR;&quot;&gt;Equatorial Guinea&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
  &lt;td style=&quot;background: rgb(226, 226, 226); border-color: rgb(0, 0, 0) rgb(153, 153, 153) rgb(153, 153, 153) rgb(0, 0, 0); border-style: none solid solid none; border-width: 0px 1pt 1pt 0px; mso-border-alt: solid #999999 .75pt; mso-border-left-alt: solid #999999 .75pt; mso-border-top-alt: solid #999999 .75pt; padding: 7.5pt 6pt;&quot; valign=&quot;bottom&quot;&gt;
  &lt;div style=&quot;line-height: 15pt; margin: 0cm 0cm 0pt; vertical-align: baseline;&quot;&gt;
&lt;span style=&quot;color: #333333; font-family: &amp;quot;Roboto&amp;quot;,serif; font-size: 12pt; mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: FR;&quot;&gt;1&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
 &lt;/tr&gt;
&lt;tr style=&quot;mso-yfti-irow: 5;&quot;&gt;
  &lt;td style=&quot;background: rgb(226, 226, 226); border-color: rgb(0, 0, 0) rgb(153, 153, 153) rgb(153, 153, 153); border-image: none; border-style: none solid solid; border-width: 0px 1pt 1pt; mso-border-alt: solid #999999 .75pt; mso-border-top-alt: solid #999999 .75pt; padding: 7.5pt 6pt;&quot; valign=&quot;bottom&quot;&gt;
  &lt;div style=&quot;line-height: 15pt; margin: 0cm 0cm 0pt; vertical-align: baseline;&quot;&gt;
&lt;span style=&quot;color: #333333; font-family: &amp;quot;Roboto&amp;quot;,serif; font-size: 12pt; mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: FR;&quot;&gt;Madagascar&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
  &lt;td style=&quot;background: rgb(226, 226, 226); border-color: rgb(0, 0, 0) rgb(153, 153, 153) rgb(153, 153, 153) rgb(0, 0, 0); border-style: none solid solid none; border-width: 0px 1pt 1pt 0px; mso-border-alt: solid #999999 .75pt; mso-border-left-alt: solid #999999 .75pt; mso-border-top-alt: solid #999999 .75pt; padding: 7.5pt 6pt;&quot; valign=&quot;bottom&quot;&gt;
  &lt;div style=&quot;line-height: 15pt; margin: 0cm 0cm 0pt; vertical-align: baseline;&quot;&gt;
&lt;span style=&quot;color: #333333; font-family: &amp;quot;Roboto&amp;quot;,serif; font-size: 12pt; mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: FR;&quot;&gt;1&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
  &lt;td style=&quot;background: rgb(226, 226, 226); border-color: rgb(0, 0, 0) rgb(153, 153, 153) rgb(153, 153, 153) rgb(0, 0, 0); border-style: none solid solid none; border-width: 0px 1pt 1pt 0px; mso-border-alt: solid #999999 .75pt; mso-border-left-alt: solid #999999 .75pt; mso-border-top-alt: solid #999999 .75pt; padding: 7.5pt 6pt;&quot; valign=&quot;bottom&quot;&gt;
  &lt;div style=&quot;line-height: 15pt; margin: 0cm 0cm 0pt; vertical-align: baseline;&quot;&gt;
&lt;span style=&quot;color: #333333; font-family: &amp;quot;Roboto&amp;quot;,serif; font-size: 12pt; mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: FR;&quot;&gt;Guinea Bissau&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
  &lt;td style=&quot;background: rgb(226, 226, 226); border-color: rgb(0, 0, 0) rgb(153, 153, 153) rgb(153, 153, 153) rgb(0, 0, 0); border-style: none solid solid none; border-width: 0px 1pt 1pt 0px; mso-border-alt: solid #999999 .75pt; mso-border-left-alt: solid #999999 .75pt; mso-border-top-alt: solid #999999 .75pt; padding: 7.5pt 6pt;&quot; valign=&quot;bottom&quot;&gt;
  &lt;div style=&quot;line-height: 15pt; margin: 0cm 0cm 0pt; vertical-align: baseline;&quot;&gt;
&lt;span style=&quot;color: #333333; font-family: &amp;quot;Roboto&amp;quot;,serif; font-size: 12pt; mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: FR;&quot;&gt;2&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
 &lt;/tr&gt;
&lt;tr style=&quot;mso-yfti-irow: 6;&quot;&gt;
  &lt;td style=&quot;background: rgb(226, 226, 226); border-color: rgb(0, 0, 0) rgb(153, 153, 153) rgb(153, 153, 153); border-image: none; border-style: none solid solid; border-width: 0px 1pt 1pt; mso-border-alt: solid #999999 .75pt; mso-border-top-alt: solid #999999 .75pt; padding: 7.5pt 6pt;&quot; valign=&quot;bottom&quot;&gt;
  &lt;div style=&quot;line-height: 15pt; margin: 0cm 0cm 0pt; vertical-align: baseline;&quot;&gt;
&lt;span style=&quot;color: #333333; font-family: &amp;quot;Roboto&amp;quot;,serif; font-size: 12pt; mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: FR;&quot;&gt;Rwanda&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
  &lt;td style=&quot;background: rgb(226, 226, 226); border-color: rgb(0, 0, 0) rgb(153, 153, 153) rgb(153, 153, 153) rgb(0, 0, 0); border-style: none solid solid none; border-width: 0px 1pt 1pt 0px; mso-border-alt: solid #999999 .75pt; mso-border-left-alt: solid #999999 .75pt; mso-border-top-alt: solid #999999 .75pt; padding: 7.5pt 6pt;&quot; valign=&quot;bottom&quot;&gt;
  &lt;div style=&quot;line-height: 15pt; margin: 0cm 0cm 0pt; vertical-align: baseline;&quot;&gt;
&lt;span style=&quot;color: #333333; font-family: &amp;quot;Roboto&amp;quot;,serif; font-size: 12pt; mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: FR;&quot;&gt;1&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
  &lt;td style=&quot;background: rgb(226, 226, 226); border-color: rgb(0, 0, 0) rgb(153, 153, 153) rgb(153, 153, 153) rgb(0, 0, 0); border-style: none solid solid none; border-width: 0px 1pt 1pt 0px; mso-border-alt: solid #999999 .75pt; mso-border-left-alt: solid #999999 .75pt; mso-border-top-alt: solid #999999 .75pt; padding: 7.5pt 6pt;&quot; valign=&quot;bottom&quot;&gt;
  &lt;div style=&quot;line-height: 15pt; margin: 0cm 0cm 0pt; vertical-align: baseline;&quot;&gt;
&lt;span style=&quot;color: #333333; font-family: &amp;quot;Roboto&amp;quot;,serif; font-size: 12pt; mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: FR;&quot;&gt;Liberia&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
  &lt;td style=&quot;background: rgb(226, 226, 226); border-color: rgb(0, 0, 0) rgb(153, 153, 153) rgb(153, 153, 153) rgb(0, 0, 0); border-style: none solid solid none; border-width: 0px 1pt 1pt 0px; mso-border-alt: solid #999999 .75pt; mso-border-left-alt: solid #999999 .75pt; mso-border-top-alt: solid #999999 .75pt; padding: 7.5pt 6pt;&quot; valign=&quot;bottom&quot;&gt;
  &lt;div style=&quot;line-height: 15pt; margin: 0cm 0cm 0pt; vertical-align: baseline;&quot;&gt;
&lt;span style=&quot;color: #333333; font-family: &amp;quot;Roboto&amp;quot;,serif; font-size: 12pt; mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: FR;&quot;&gt;2&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
 &lt;/tr&gt;
&lt;tr style=&quot;mso-yfti-irow: 7;&quot;&gt;
  &lt;td style=&quot;background: rgb(226, 226, 226); border-color: rgb(0, 0, 0) rgb(153, 153, 153) rgb(153, 153, 153); border-image: none; border-style: none solid solid; border-width: 0px 1pt 1pt; mso-border-alt: solid #999999 .75pt; mso-border-top-alt: solid #999999 .75pt; padding: 7.5pt 6pt;&quot; valign=&quot;bottom&quot;&gt;
  &lt;div style=&quot;line-height: 15pt; margin: 0cm 0cm 0pt; vertical-align: baseline;&quot;&gt;
&lt;span style=&quot;color: #333333; font-family: &amp;quot;Roboto&amp;quot;,serif; font-size: 12pt; mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: FR;&quot;&gt;Algeria&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
  &lt;td style=&quot;background: rgb(226, 226, 226); border-color: rgb(0, 0, 0) rgb(153, 153, 153) rgb(153, 153, 153) rgb(0, 0, 0); border-style: none solid solid none; border-width: 0px 1pt 1pt 0px; mso-border-alt: solid #999999 .75pt; mso-border-left-alt: solid #999999 .75pt; mso-border-top-alt: solid #999999 .75pt; padding: 7.5pt 6pt;&quot; valign=&quot;bottom&quot;&gt;
  &lt;div style=&quot;line-height: 15pt; margin: 0cm 0cm 0pt; vertical-align: baseline;&quot;&gt;
&lt;span style=&quot;color: #333333; font-family: &amp;quot;Roboto&amp;quot;,serif; font-size: 12pt; mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: FR;&quot;&gt;2&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
  &lt;td style=&quot;background: rgb(226, 226, 226); border-color: rgb(0, 0, 0) rgb(153, 153, 153) rgb(153, 153, 153) rgb(0, 0, 0); border-style: none solid solid none; border-width: 0px 1pt 1pt 0px; mso-border-alt: solid #999999 .75pt; mso-border-left-alt: solid #999999 .75pt; mso-border-top-alt: solid #999999 .75pt; padding: 7.5pt 6pt;&quot; valign=&quot;bottom&quot;&gt;
  &lt;div style=&quot;line-height: 15pt; margin: 0cm 0cm 0pt; vertical-align: baseline;&quot;&gt;
&lt;span style=&quot;color: #333333; font-family: &amp;quot;Roboto&amp;quot;,serif; font-size: 12pt; mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: FR;&quot;&gt;Nigeria&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
  &lt;td style=&quot;background: rgb(226, 226, 226); border-color: rgb(0, 0, 0) rgb(153, 153, 153) rgb(153, 153, 153) rgb(0, 0, 0); border-style: none solid solid none; border-width: 0px 1pt 1pt 0px; mso-border-alt: solid #999999 .75pt; mso-border-left-alt: solid #999999 .75pt; mso-border-top-alt: solid #999999 .75pt; padding: 7.5pt 6pt;&quot; valign=&quot;bottom&quot;&gt;
  &lt;div style=&quot;line-height: 15pt; margin: 0cm 0cm 0pt; vertical-align: baseline;&quot;&gt;
&lt;span style=&quot;color: #333333; font-family: &amp;quot;Roboto&amp;quot;,serif; font-size: 12pt; mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: FR;&quot;&gt;3&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
 &lt;/tr&gt;
&lt;tr style=&quot;mso-yfti-irow: 8;&quot;&gt;
  &lt;td style=&quot;background: rgb(226, 226, 226); border-color: rgb(0, 0, 0) rgb(153, 153, 153) rgb(153, 153, 153); border-image: none; border-style: none solid solid; border-width: 0px 1pt 1pt; mso-border-alt: solid #999999 .75pt; mso-border-top-alt: solid #999999 .75pt; padding: 7.5pt 6pt;&quot; valign=&quot;bottom&quot;&gt;
  &lt;div style=&quot;line-height: 15pt; margin: 0cm 0cm 0pt; vertical-align: baseline;&quot;&gt;
&lt;span style=&quot;color: #333333; font-family: &amp;quot;Roboto&amp;quot;,serif; font-size: 12pt; mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: FR;&quot;&gt;Congo – RDC&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
  &lt;td style=&quot;background: rgb(226, 226, 226); border-color: rgb(0, 0, 0) rgb(153, 153, 153) rgb(153, 153, 153) rgb(0, 0, 0); border-style: none solid solid none; border-width: 0px 1pt 1pt 0px; mso-border-alt: solid #999999 .75pt; mso-border-left-alt: solid #999999 .75pt; mso-border-top-alt: solid #999999 .75pt; padding: 7.5pt 6pt;&quot; valign=&quot;bottom&quot;&gt;
  &lt;div style=&quot;line-height: 15pt; margin: 0cm 0cm 0pt; vertical-align: baseline;&quot;&gt;
&lt;span style=&quot;color: #333333; font-family: &amp;quot;Roboto&amp;quot;,serif; font-size: 12pt; mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: FR;&quot;&gt;2&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
  &lt;td style=&quot;background: rgb(226, 226, 226); border-color: rgb(0, 0, 0) rgb(153, 153, 153) rgb(153, 153, 153) rgb(0, 0, 0); border-style: none solid solid none; border-width: 0px 1pt 1pt 0px; mso-border-alt: solid #999999 .75pt; mso-border-left-alt: solid #999999 .75pt; mso-border-top-alt: solid #999999 .75pt; padding: 7.5pt 6pt;&quot; valign=&quot;bottom&quot;&gt;
  &lt;div style=&quot;line-height: 15pt; margin: 0cm 0cm 0pt; vertical-align: baseline;&quot;&gt;
&lt;span style=&quot;color: #333333; font-family: &amp;quot;Roboto&amp;quot;,serif; font-size: 12pt; mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: FR;&quot;&gt;Ethiopia&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
  &lt;td style=&quot;background: rgb(226, 226, 226); border-color: rgb(0, 0, 0) rgb(153, 153, 153) rgb(153, 153, 153) rgb(0, 0, 0); border-style: none solid solid none; border-width: 0px 1pt 1pt 0px; mso-border-alt: solid #999999 .75pt; mso-border-left-alt: solid #999999 .75pt; mso-border-top-alt: solid #999999 .75pt; padding: 7.5pt 6pt;&quot; valign=&quot;bottom&quot;&gt;
  &lt;div style=&quot;line-height: 15pt; margin: 0cm 0cm 0pt; vertical-align: baseline;&quot;&gt;
&lt;span style=&quot;color: #333333; font-family: &amp;quot;Roboto&amp;quot;,serif; font-size: 12pt; mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: FR;&quot;&gt;3&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
 &lt;/tr&gt;
&lt;tr style=&quot;mso-yfti-irow: 9;&quot;&gt;
  &lt;td style=&quot;background: rgb(226, 226, 226); border-color: rgb(0, 0, 0) rgb(153, 153, 153) rgb(153, 153, 153); border-image: none; border-style: none solid solid; border-width: 0px 1pt 1pt; mso-border-alt: solid #999999 .75pt; mso-border-top-alt: solid #999999 .75pt; padding: 7.5pt 6pt;&quot; valign=&quot;bottom&quot;&gt;
  &lt;div style=&quot;line-height: 15pt; margin: 0cm 0cm 0pt; vertical-align: baseline;&quot;&gt;
&lt;span style=&quot;color: #333333; font-family: &amp;quot;Roboto&amp;quot;,serif; font-size: 12pt; mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: FR;&quot;&gt;Mali&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
  &lt;td style=&quot;background: rgb(226, 226, 226); border-color: rgb(0, 0, 0) rgb(153, 153, 153) rgb(153, 153, 153) rgb(0, 0, 0); border-style: none solid solid none; border-width: 0px 1pt 1pt 0px; mso-border-alt: solid #999999 .75pt; mso-border-left-alt: solid #999999 .75pt; mso-border-top-alt: solid #999999 .75pt; padding: 7.5pt 6pt;&quot; valign=&quot;bottom&quot;&gt;
  &lt;div style=&quot;line-height: 15pt; margin: 0cm 0cm 0pt; vertical-align: baseline;&quot;&gt;
&lt;span style=&quot;color: #333333; font-family: &amp;quot;Roboto&amp;quot;,serif; font-size: 12pt; mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: FR;&quot;&gt;2&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
  &lt;td style=&quot;background: rgb(226, 226, 226); border-color: rgb(0, 0, 0) rgb(153, 153, 153) rgb(153, 153, 153) rgb(0, 0, 0); border-style: none solid solid none; border-width: 0px 1pt 1pt 0px; mso-border-alt: solid #999999 .75pt; mso-border-left-alt: solid #999999 .75pt; mso-border-top-alt: solid #999999 .75pt; padding: 7.5pt 6pt;&quot; valign=&quot;bottom&quot;&gt;
  &lt;div style=&quot;line-height: 15pt; margin: 0cm 0cm 0pt; vertical-align: baseline;&quot;&gt;
&lt;span style=&quot;color: #333333; font-family: &amp;quot;Roboto&amp;quot;,serif; font-size: 12pt; mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: FR;&quot;&gt;Ouganda&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
  &lt;td style=&quot;background: rgb(226, 226, 226); border-color: rgb(0, 0, 0) rgb(153, 153, 153) rgb(153, 153, 153) rgb(0, 0, 0); border-style: none solid solid none; border-width: 0px 1pt 1pt 0px; mso-border-alt: solid #999999 .75pt; mso-border-left-alt: solid #999999 .75pt; mso-border-top-alt: solid #999999 .75pt; padding: 7.5pt 6pt;&quot; valign=&quot;bottom&quot;&gt;
  &lt;div style=&quot;line-height: 15pt; margin: 0cm 0cm 0pt; vertical-align: baseline;&quot;&gt;
&lt;span style=&quot;color: #333333; font-family: &amp;quot;Roboto&amp;quot;,serif; font-size: 12pt; mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: FR;&quot;&gt;4&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
 &lt;/tr&gt;
&lt;tr style=&quot;mso-yfti-irow: 10;&quot;&gt;
  &lt;td style=&quot;background: rgb(226, 226, 226); border-color: rgb(0, 0, 0) rgb(153, 153, 153) rgb(153, 153, 153); border-image: none; border-style: none solid solid; border-width: 0px 1pt 1pt; mso-border-alt: solid #999999 .75pt; mso-border-top-alt: solid #999999 .75pt; padding: 7.5pt 6pt;&quot; valign=&quot;bottom&quot;&gt;
  &lt;div style=&quot;line-height: 15pt; margin: 0cm 0cm 0pt; vertical-align: baseline;&quot;&gt;
&lt;span style=&quot;color: #333333; font-family: &amp;quot;Roboto&amp;quot;,serif; font-size: 12pt; mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: FR;&quot;&gt;Guinea Conakry&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
  &lt;td style=&quot;background: rgb(226, 226, 226); border-color: rgb(0, 0, 0) rgb(153, 153, 153) rgb(153, 153, 153) rgb(0, 0, 0); border-style: none solid solid none; border-width: 0px 1pt 1pt 0px; mso-border-alt: solid #999999 .75pt; mso-border-left-alt: solid #999999 .75pt; mso-border-top-alt: solid #999999 .75pt; padding: 7.5pt 6pt;&quot; valign=&quot;bottom&quot;&gt;
  &lt;div style=&quot;line-height: 15pt; margin: 0cm 0cm 0pt; vertical-align: baseline;&quot;&gt;
&lt;span style=&quot;color: #333333; font-family: &amp;quot;Roboto&amp;quot;,serif; font-size: 12pt; mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: FR;&quot;&gt;2&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
  &lt;td style=&quot;background: rgb(226, 226, 226); border-color: rgb(0, 0, 0) rgb(153, 153, 153) rgb(153, 153, 153) rgb(0, 0, 0); border-style: none solid solid none; border-width: 0px 1pt 1pt 0px; mso-border-alt: solid #999999 .75pt; mso-border-left-alt: solid #999999 .75pt; mso-border-top-alt: solid #999999 .75pt; padding: 7.5pt 6pt;&quot; valign=&quot;bottom&quot;&gt;
  &lt;div style=&quot;line-height: 15pt; margin: 0cm 0cm 0pt; vertical-align: baseline;&quot;&gt;
&lt;span style=&quot;color: #333333; font-family: &amp;quot;Roboto&amp;quot;,serif; font-size: 12pt; mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: FR;&quot;&gt;Soudan&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
  &lt;td style=&quot;background: rgb(226, 226, 226); border-color: rgb(0, 0, 0) rgb(153, 153, 153) rgb(153, 153, 153) rgb(0, 0, 0); border-style: none solid solid none; border-width: 0px 1pt 1pt 0px; mso-border-alt: solid #999999 .75pt; mso-border-left-alt: solid #999999 .75pt; mso-border-top-alt: solid #999999 .75pt; padding: 7.5pt 6pt;&quot; valign=&quot;bottom&quot;&gt;
  &lt;div style=&quot;line-height: 15pt; margin: 0cm 0cm 0pt; vertical-align: baseline;&quot;&gt;
&lt;span style=&quot;color: #333333; font-family: &amp;quot;Roboto&amp;quot;,serif; font-size: 12pt; mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: FR;&quot;&gt;5&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
 &lt;/tr&gt;
&lt;tr style=&quot;mso-yfti-irow: 11;&quot;&gt;
  &lt;td style=&quot;background: rgb(226, 226, 226); border-color: rgb(0, 0, 0) rgb(153, 153, 153) rgb(153, 153, 153); border-image: none; border-style: none solid solid; border-width: 0px 1pt 1pt; mso-border-alt: solid #999999 .75pt; mso-border-top-alt: solid #999999 .75pt; padding: 7.5pt 6pt;&quot; valign=&quot;bottom&quot;&gt;
  &lt;div style=&quot;line-height: 15pt; margin: 0cm 0cm 0pt; vertical-align: baseline;&quot;&gt;
&lt;span style=&quot;color: #333333; font-family: &amp;quot;Roboto&amp;quot;,serif; font-size: 12pt; mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: FR;&quot;&gt;sous-TOTAL 1&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
  &lt;td style=&quot;background: rgb(226, 226, 226); border-color: rgb(0, 0, 0) rgb(153, 153, 153) rgb(153, 153, 153) rgb(0, 0, 0); border-style: none solid solid none; border-width: 0px 1pt 1pt 0px; mso-border-alt: solid #999999 .75pt; mso-border-left-alt: solid #999999 .75pt; mso-border-top-alt: solid #999999 .75pt; padding: 7.5pt 6pt;&quot; valign=&quot;bottom&quot;&gt;
  &lt;div style=&quot;line-height: 15pt; margin: 0cm 0cm 0pt; vertical-align: baseline;&quot;&gt;
&lt;span style=&quot;color: #333333; font-family: &amp;quot;Roboto&amp;quot;,serif; font-size: 12pt; mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: FR;&quot;&gt;13&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
  &lt;td style=&quot;background: rgb(226, 226, 226); border-color: rgb(0, 0, 0) rgb(153, 153, 153) rgb(153, 153, 153) rgb(0, 0, 0); border-style: none solid solid none; border-width: 0px 1pt 1pt 0px; mso-border-alt: solid #999999 .75pt; mso-border-left-alt: solid #999999 .75pt; mso-border-top-alt: solid #999999 .75pt; padding: 7.5pt 6pt;&quot; valign=&quot;bottom&quot;&gt;&lt;/td&gt;
  &lt;td style=&quot;background: rgb(226, 226, 226); border-color: rgb(0, 0, 0) rgb(153, 153, 153) rgb(153, 153, 153) rgb(0, 0, 0); border-style: none solid solid none; border-width: 0px 1pt 1pt 0px; mso-border-alt: solid #999999 .75pt; mso-border-left-alt: solid #999999 .75pt; mso-border-top-alt: solid #999999 .75pt; padding: 7.5pt 6pt;&quot; valign=&quot;bottom&quot;&gt;&lt;/td&gt;
 &lt;/tr&gt;
&lt;tr style=&quot;mso-yfti-irow: 12;&quot;&gt;
  &lt;td style=&quot;background: rgb(226, 226, 226); border-color: rgb(0, 0, 0) rgb(153, 153, 153) rgb(153, 153, 153); border-image: none; border-style: none solid solid; border-width: 0px 1pt 1pt; mso-border-alt: solid #999999 .75pt; mso-border-top-alt: solid #999999 .75pt; padding: 7.5pt 6pt;&quot; valign=&quot;bottom&quot;&gt;
  &lt;div style=&quot;line-height: 15pt; margin: 0cm 0cm 0pt; vertical-align: baseline;&quot;&gt;
&lt;span style=&quot;color: #333333; font-family: &amp;quot;Roboto&amp;quot;,serif; font-size: 12pt; mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: FR;&quot;&gt;Congo&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
  &lt;td style=&quot;background: rgb(226, 226, 226); border-color: rgb(0, 0, 0) rgb(153, 153, 153) rgb(153, 153, 153) rgb(0, 0, 0); border-style: none solid solid none; border-width: 0px 1pt 1pt 0px; mso-border-alt: solid #999999 .75pt; mso-border-left-alt: solid #999999 .75pt; mso-border-top-alt: solid #999999 .75pt; padding: 7.5pt 6pt;&quot; valign=&quot;bottom&quot;&gt;
  &lt;div style=&quot;line-height: 15pt; margin: 0cm 0cm 0pt; vertical-align: baseline;&quot;&gt;
&lt;span style=&quot;color: #333333; font-family: &amp;quot;Roboto&amp;quot;,serif; font-size: 12pt; mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: FR;&quot;&gt;3&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
  &lt;td style=&quot;background: rgb(226, 226, 226); border-color: rgb(0, 0, 0) rgb(153, 153, 153) rgb(153, 153, 153) rgb(0, 0, 0); border-style: none solid solid none; border-width: 0px 1pt 1pt 0px; mso-border-alt: solid #999999 .75pt; mso-border-left-alt: solid #999999 .75pt; mso-border-top-alt: solid #999999 .75pt; padding: 7.5pt 6pt;&quot; valign=&quot;bottom&quot;&gt;&lt;/td&gt;
  &lt;td style=&quot;background: rgb(226, 226, 226); border-color: rgb(0, 0, 0) rgb(153, 153, 153) rgb(153, 153, 153) rgb(0, 0, 0); border-style: none solid solid none; border-width: 0px 1pt 1pt 0px; mso-border-alt: solid #999999 .75pt; mso-border-left-alt: solid #999999 .75pt; mso-border-top-alt: solid #999999 .75pt; padding: 7.5pt 6pt;&quot; valign=&quot;bottom&quot;&gt;&lt;/td&gt;
 &lt;/tr&gt;
&lt;tr style=&quot;mso-yfti-irow: 13;&quot;&gt;
  &lt;td style=&quot;background: rgb(226, 226, 226); border-color: rgb(0, 0, 0) rgb(153, 153, 153) rgb(153, 153, 153); border-image: none; border-style: none solid solid; border-width: 0px 1pt 1pt; mso-border-alt: solid #999999 .75pt; mso-border-top-alt: solid #999999 .75pt; padding: 7.5pt 6pt;&quot; valign=&quot;bottom&quot;&gt;
  &lt;div style=&quot;line-height: 15pt; margin: 0cm 0cm 0pt; vertical-align: baseline;&quot;&gt;
&lt;span style=&quot;color: #333333; font-family: &amp;quot;Roboto&amp;quot;,serif; font-size: 12pt; mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: FR;&quot;&gt;Tchad&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
  &lt;td style=&quot;background: rgb(226, 226, 226); border-color: rgb(0, 0, 0) rgb(153, 153, 153) rgb(153, 153, 153) rgb(0, 0, 0); border-style: none solid solid none; border-width: 0px 1pt 1pt 0px; mso-border-alt: solid #999999 .75pt; mso-border-left-alt: solid #999999 .75pt; mso-border-top-alt: solid #999999 .75pt; padding: 7.5pt 6pt;&quot; valign=&quot;bottom&quot;&gt;
  &lt;div style=&quot;line-height: 15pt; margin: 0cm 0cm 0pt; vertical-align: baseline;&quot;&gt;
&lt;span style=&quot;color: #333333; font-family: &amp;quot;Roboto&amp;quot;,serif; font-size: 12pt; mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: FR;&quot;&gt;3&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
  &lt;td style=&quot;background: rgb(226, 226, 226); border-color: rgb(0, 0, 0) rgb(153, 153, 153) rgb(153, 153, 153) rgb(0, 0, 0); border-style: none solid solid none; border-width: 0px 1pt 1pt 0px; mso-border-alt: solid #999999 .75pt; mso-border-left-alt: solid #999999 .75pt; mso-border-top-alt: solid #999999 .75pt; padding: 7.5pt 6pt;&quot; valign=&quot;bottom&quot;&gt;&lt;/td&gt;
  &lt;td style=&quot;background: rgb(226, 226, 226); border-color: rgb(0, 0, 0) rgb(153, 153, 153) rgb(153, 153, 153) rgb(0, 0, 0); border-style: none solid solid none; border-width: 0px 1pt 1pt 0px; mso-border-alt: solid #999999 .75pt; mso-border-left-alt: solid #999999 .75pt; mso-border-top-alt: solid #999999 .75pt; padding: 7.5pt 6pt;&quot; valign=&quot;bottom&quot;&gt;&lt;/td&gt;
 &lt;/tr&gt;
&lt;tr style=&quot;mso-yfti-irow: 14;&quot;&gt;
  &lt;td style=&quot;background: rgb(226, 226, 226); border-color: rgb(0, 0, 0) rgb(153, 153, 153) rgb(153, 153, 153); border-image: none; border-style: none solid solid; border-width: 0px 1pt 1pt; mso-border-alt: solid #999999 .75pt; mso-border-top-alt: solid #999999 .75pt; padding: 7.5pt 6pt;&quot; valign=&quot;bottom&quot;&gt;
  &lt;div style=&quot;line-height: 15pt; margin: 0cm 0cm 0pt; vertical-align: baseline;&quot;&gt;
&lt;span style=&quot;color: #333333; font-family: &amp;quot;Roboto&amp;quot;,serif; font-size: 12pt; mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: FR;&quot;&gt;Burundi&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
  &lt;td style=&quot;background: rgb(226, 226, 226); border-color: rgb(0, 0, 0) rgb(153, 153, 153) rgb(153, 153, 153) rgb(0, 0, 0); border-style: none solid solid none; border-width: 0px 1pt 1pt 0px; mso-border-alt: solid #999999 .75pt; mso-border-left-alt: solid #999999 .75pt; mso-border-top-alt: solid #999999 .75pt; padding: 7.5pt 6pt;&quot; valign=&quot;bottom&quot;&gt;
  &lt;div style=&quot;line-height: 15pt; margin: 0cm 0cm 0pt; vertical-align: baseline;&quot;&gt;
&lt;span style=&quot;color: #333333; font-family: &amp;quot;Roboto&amp;quot;,serif; font-size: 12pt; mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: FR;&quot;&gt;4&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
  &lt;td style=&quot;background: rgb(226, 226, 226); border-color: rgb(0, 0, 0) rgb(153, 153, 153) rgb(153, 153, 153) rgb(0, 0, 0); border-style: none solid solid none; border-width: 0px 1pt 1pt 0px; mso-border-alt: solid #999999 .75pt; mso-border-left-alt: solid #999999 .75pt; mso-border-top-alt: solid #999999 .75pt; padding: 7.5pt 6pt;&quot; valign=&quot;bottom&quot;&gt;&lt;/td&gt;
  &lt;td style=&quot;background: rgb(226, 226, 226); border-color: rgb(0, 0, 0) rgb(153, 153, 153) rgb(153, 153, 153) rgb(0, 0, 0); border-style: none solid solid none; border-width: 0px 1pt 1pt 0px; mso-border-alt: solid #999999 .75pt; mso-border-left-alt: solid #999999 .75pt; mso-border-top-alt: solid #999999 .75pt; padding: 7.5pt 6pt;&quot; valign=&quot;bottom&quot;&gt;&lt;/td&gt;
 &lt;/tr&gt;
&lt;tr style=&quot;mso-yfti-irow: 15;&quot;&gt;
  &lt;td style=&quot;background: rgb(226, 226, 226); border-color: rgb(0, 0, 0) rgb(153, 153, 153) rgb(153, 153, 153); border-image: none; border-style: none solid solid; border-width: 0px 1pt 1pt; mso-border-alt: solid #999999 .75pt; mso-border-top-alt: solid #999999 .75pt; padding: 7.5pt 6pt;&quot; valign=&quot;bottom&quot;&gt;
  &lt;div style=&quot;line-height: 15pt; margin: 0cm 0cm 0pt; vertical-align: baseline;&quot;&gt;
&lt;span style=&quot;color: #333333; font-family: &amp;quot;Roboto&amp;quot;,serif; font-size: 12pt; mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: FR;&quot;&gt;Central Africa&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
  &lt;td style=&quot;background: rgb(226, 226, 226); border-color: rgb(0, 0, 0) rgb(153, 153, 153) rgb(153, 153, 153) rgb(0, 0, 0); border-style: none solid solid none; border-width: 0px 1pt 1pt 0px; mso-border-alt: solid #999999 .75pt; mso-border-left-alt: solid #999999 .75pt; mso-border-top-alt: solid #999999 .75pt; padding: 7.5pt 6pt;&quot; valign=&quot;bottom&quot;&gt;
  &lt;div style=&quot;line-height: 15pt; margin: 0cm 0cm 0pt; vertical-align: baseline;&quot;&gt;
&lt;span style=&quot;color: #333333; font-family: &amp;quot;Roboto&amp;quot;,serif; font-size: 12pt; mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: FR;&quot;&gt;4&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
  &lt;td style=&quot;background: rgb(226, 226, 226); border-color: rgb(0, 0, 0) rgb(153, 153, 153) rgb(153, 153, 153) rgb(0, 0, 0); border-style: none solid solid none; border-width: 0px 1pt 1pt 0px; mso-border-alt: solid #999999 .75pt; mso-border-left-alt: solid #999999 .75pt; mso-border-top-alt: solid #999999 .75pt; padding: 7.5pt 6pt;&quot; valign=&quot;bottom&quot;&gt;&lt;/td&gt;
  &lt;td style=&quot;background: rgb(226, 226, 226); border-color: rgb(0, 0, 0) rgb(153, 153, 153) rgb(153, 153, 153) rgb(0, 0, 0); border-style: none solid solid none; border-width: 0px 1pt 1pt 0px; mso-border-alt: solid #999999 .75pt; mso-border-left-alt: solid #999999 .75pt; mso-border-top-alt: solid #999999 .75pt; padding: 7.5pt 6pt;&quot; valign=&quot;bottom&quot;&gt;&lt;/td&gt;
 &lt;/tr&gt;
&lt;tr style=&quot;mso-yfti-irow: 16;&quot;&gt;
  &lt;td style=&quot;background: rgb(226, 226, 226); border-color: rgb(0, 0, 0) rgb(153, 153, 153) rgb(153, 153, 153); border-image: none; border-style: none solid solid; border-width: 0px 1pt 1pt; mso-border-alt: solid #999999 .75pt; mso-border-top-alt: solid #999999 .75pt; padding: 7.5pt 6pt;&quot; valign=&quot;bottom&quot;&gt;
  &lt;div style=&quot;line-height: 15pt; margin: 0cm 0cm 0pt; vertical-align: baseline;&quot;&gt;
&lt;span style=&quot;color: #333333; font-family: &amp;quot;Roboto&amp;quot;,serif; font-size: 12pt; mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: FR;&quot;&gt;Niger&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
  &lt;td style=&quot;background: rgb(226, 226, 226); border-color: rgb(0, 0, 0) rgb(153, 153, 153) rgb(153, 153, 153) rgb(0, 0, 0); border-style: none solid solid none; border-width: 0px 1pt 1pt 0px; mso-border-alt: solid #999999 .75pt; mso-border-left-alt: solid #999999 .75pt; mso-border-top-alt: solid #999999 .75pt; padding: 7.5pt 6pt;&quot; valign=&quot;bottom&quot;&gt;
  &lt;div style=&quot;line-height: 15pt; margin: 0cm 0cm 0pt; vertical-align: baseline;&quot;&gt;
&lt;span style=&quot;color: #333333; font-family: &amp;quot;Roboto&amp;quot;,serif; font-size: 12pt; mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: FR;&quot;&gt;4&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
  &lt;td style=&quot;background: rgb(226, 226, 226); border-color: rgb(0, 0, 0) rgb(153, 153, 153) rgb(153, 153, 153) rgb(0, 0, 0); border-style: none solid solid none; border-width: 0px 1pt 1pt 0px; mso-border-alt: solid #999999 .75pt; mso-border-left-alt: solid #999999 .75pt; mso-border-top-alt: solid #999999 .75pt; padding: 7.5pt 6pt;&quot; valign=&quot;bottom&quot;&gt;&lt;/td&gt;
  &lt;td style=&quot;background: rgb(226, 226, 226); border-color: rgb(0, 0, 0) rgb(153, 153, 153) rgb(153, 153, 153) rgb(0, 0, 0); border-style: none solid solid none; border-width: 0px 1pt 1pt 0px; mso-border-alt: solid #999999 .75pt; mso-border-left-alt: solid #999999 .75pt; mso-border-top-alt: solid #999999 .75pt; padding: 7.5pt 6pt;&quot; valign=&quot;bottom&quot;&gt;&lt;/td&gt;
 &lt;/tr&gt;
&lt;tr style=&quot;mso-yfti-irow: 17;&quot;&gt;
  &lt;td style=&quot;background: rgb(226, 226, 226); border-color: rgb(0, 0, 0) rgb(153, 153, 153) rgb(153, 153, 153); border-image: none; border-style: none solid solid; border-width: 0px 1pt 1pt; mso-border-alt: solid #999999 .75pt; mso-border-top-alt: solid #999999 .75pt; padding: 7.5pt 6pt;&quot; valign=&quot;bottom&quot;&gt;
  &lt;div style=&quot;line-height: 15pt; margin: 0cm 0cm 0pt; vertical-align: baseline;&quot;&gt;
&lt;span style=&quot;color: #333333; font-family: &amp;quot;Roboto&amp;quot;,serif; font-size: 12pt; mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: FR;&quot;&gt;Mauritania&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
  &lt;td style=&quot;background: rgb(226, 226, 226); border-color: rgb(0, 0, 0) rgb(153, 153, 153) rgb(153, 153, 153) rgb(0, 0, 0); border-style: none solid solid none; border-width: 0px 1pt 1pt 0px; mso-border-alt: solid #999999 .75pt; mso-border-left-alt: solid #999999 .75pt; mso-border-top-alt: solid #999999 .75pt; padding: 7.5pt 6pt;&quot; valign=&quot;bottom&quot;&gt;
  &lt;div style=&quot;line-height: 15pt; margin: 0cm 0cm 0pt; vertical-align: baseline;&quot;&gt;
&lt;span style=&quot;color: #333333; font-family: &amp;quot;Roboto&amp;quot;,serif; font-size: 12pt; mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: FR;&quot;&gt;4&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
  &lt;td style=&quot;background: rgb(226, 226, 226); border-color: rgb(0, 0, 0) rgb(153, 153, 153) rgb(153, 153, 153) rgb(0, 0, 0); border-style: none solid solid none; border-width: 0px 1pt 1pt 0px; mso-border-alt: solid #999999 .75pt; mso-border-left-alt: solid #999999 .75pt; mso-border-top-alt: solid #999999 .75pt; padding: 7.5pt 6pt;&quot; valign=&quot;bottom&quot;&gt;&lt;/td&gt;
  &lt;td style=&quot;background: rgb(226, 226, 226); border-color: rgb(0, 0, 0) rgb(153, 153, 153) rgb(153, 153, 153) rgb(0, 0, 0); border-style: none solid solid none; border-width: 0px 1pt 1pt 0px; mso-border-alt: solid #999999 .75pt; mso-border-left-alt: solid #999999 .75pt; mso-border-top-alt: solid #999999 .75pt; padding: 7.5pt 6pt;&quot; valign=&quot;bottom&quot;&gt;&lt;/td&gt;
 &lt;/tr&gt;
&lt;tr style=&quot;mso-yfti-irow: 18;&quot;&gt;
  &lt;td style=&quot;background: rgb(226, 226, 226); border-color: rgb(0, 0, 0) rgb(153, 153, 153) rgb(153, 153, 153); border-image: none; border-style: none solid solid; border-width: 0px 1pt 1pt; mso-border-alt: solid #999999 .75pt; mso-border-top-alt: solid #999999 .75pt; padding: 7.5pt 6pt;&quot; valign=&quot;bottom&quot;&gt;
  &lt;div style=&quot;line-height: 15pt; margin: 0cm 0cm 0pt; vertical-align: baseline;&quot;&gt;
&lt;span style=&quot;color: #333333; font-family: &amp;quot;Roboto&amp;quot;,serif; font-size: 12pt; mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: FR;&quot;&gt;Burkina Faso&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
  &lt;td style=&quot;background: rgb(226, 226, 226); border-color: rgb(0, 0, 0) rgb(153, 153, 153) rgb(153, 153, 153) rgb(0, 0, 0); border-style: none solid solid none; border-width: 0px 1pt 1pt 0px; mso-border-alt: solid #999999 .75pt; mso-border-left-alt: solid #999999 .75pt; mso-border-top-alt: solid #999999 .75pt; padding: 7.5pt 6pt;&quot; valign=&quot;bottom&quot;&gt;
  &lt;div style=&quot;line-height: 15pt; margin: 0cm 0cm 0pt; vertical-align: baseline;&quot;&gt;
&lt;span style=&quot;color: #333333; font-family: &amp;quot;Roboto&amp;quot;,serif; font-size: 12pt; mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: FR;&quot;&gt;5&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
  &lt;td style=&quot;background: rgb(226, 226, 226); border-color: rgb(0, 0, 0) rgb(153, 153, 153) rgb(153, 153, 153) rgb(0, 0, 0); border-style: none solid solid none; border-width: 0px 1pt 1pt 0px; mso-border-alt: solid #999999 .75pt; mso-border-left-alt: solid #999999 .75pt; mso-border-top-alt: solid #999999 .75pt; padding: 7.5pt 6pt;&quot; valign=&quot;bottom&quot;&gt;&lt;/td&gt;
  &lt;td style=&quot;background: rgb(226, 226, 226); border-color: rgb(0, 0, 0) rgb(153, 153, 153) rgb(153, 153, 153) rgb(0, 0, 0); border-style: none solid solid none; border-width: 0px 1pt 1pt 0px; mso-border-alt: solid #999999 .75pt; mso-border-left-alt: solid #999999 .75pt; mso-border-top-alt: solid #999999 .75pt; padding: 7.5pt 6pt;&quot; valign=&quot;bottom&quot;&gt;&lt;/td&gt;
 &lt;/tr&gt;
&lt;tr style=&quot;mso-yfti-irow: 19;&quot;&gt;
  &lt;td style=&quot;background: rgb(226, 226, 226); border-color: rgb(0, 0, 0) rgb(153, 153, 153) rgb(153, 153, 153); border-image: none; border-style: none solid solid; border-width: 0px 1pt 1pt; mso-border-alt: solid #999999 .75pt; mso-border-top-alt: solid #999999 .75pt; padding: 7.5pt 6pt;&quot; valign=&quot;bottom&quot;&gt;
  &lt;div style=&quot;line-height: 15pt; margin: 0cm 0cm 0pt; vertical-align: baseline;&quot;&gt;
&lt;span style=&quot;color: #333333; font-family: &amp;quot;Roboto&amp;quot;,serif; font-size: 12pt; mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: FR;&quot;&gt;Comores&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
  &lt;td style=&quot;background: rgb(226, 226, 226); border-color: rgb(0, 0, 0) rgb(153, 153, 153) rgb(153, 153, 153) rgb(0, 0, 0); border-style: none solid solid none; border-width: 0px 1pt 1pt 0px; mso-border-alt: solid #999999 .75pt; mso-border-left-alt: solid #999999 .75pt; mso-border-top-alt: solid #999999 .75pt; padding: 7.5pt 6pt;&quot; valign=&quot;bottom&quot;&gt;
  &lt;div style=&quot;line-height: 15pt; margin: 0cm 0cm 0pt; vertical-align: baseline;&quot;&gt;
&lt;span style=&quot;color: #333333; font-family: &amp;quot;Roboto&amp;quot;,serif; font-size: 12pt; mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: FR;&quot;&gt;5&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
  &lt;td style=&quot;background: rgb(226, 226, 226); border-color: rgb(0, 0, 0) rgb(153, 153, 153) rgb(153, 153, 153) rgb(0, 0, 0); border-style: none solid solid none; border-width: 0px 1pt 1pt 0px; mso-border-alt: solid #999999 .75pt; mso-border-left-alt: solid #999999 .75pt; mso-border-top-alt: solid #999999 .75pt; padding: 7.5pt 6pt;&quot; valign=&quot;bottom&quot;&gt;&lt;/td&gt;
  &lt;td style=&quot;background: rgb(226, 226, 226); border-color: rgb(0, 0, 0) rgb(153, 153, 153) rgb(153, 153, 153) rgb(0, 0, 0); border-style: none solid solid none; border-width: 0px 1pt 1pt 0px; mso-border-alt: solid #999999 .75pt; mso-border-left-alt: solid #999999 .75pt; mso-border-top-alt: solid #999999 .75pt; padding: 7.5pt 6pt;&quot; valign=&quot;bottom&quot;&gt;&lt;/td&gt;
 &lt;/tr&gt;
&lt;tr style=&quot;mso-yfti-irow: 20;&quot;&gt;
  &lt;td style=&quot;background: rgb(226, 226, 226); border-color: rgb(0, 0, 0) rgb(153, 153, 153) rgb(153, 153, 153); border-image: none; border-style: none solid solid; border-width: 0px 1pt 1pt; mso-border-alt: solid #999999 .75pt; mso-border-top-alt: solid #999999 .75pt; padding: 7.5pt 6pt;&quot; valign=&quot;bottom&quot;&gt;
  &lt;div style=&quot;line-height: 15pt; margin: 0cm 0cm 0pt; vertical-align: baseline;&quot;&gt;
&lt;span style=&quot;color: #333333; font-family: &amp;quot;Roboto&amp;quot;,serif; font-size: 12pt; mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: FR;&quot;&gt;sous-TOTAL 2&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
  &lt;td style=&quot;background: rgb(226, 226, 226); border-color: rgb(0, 0, 0) rgb(153, 153, 153) rgb(153, 153, 153) rgb(0, 0, 0); border-style: none solid solid none; border-width: 0px 1pt 1pt 0px; mso-border-alt: solid #999999 .75pt; mso-border-left-alt: solid #999999 .75pt; mso-border-top-alt: solid #999999 .75pt; padding: 7.5pt 6pt;&quot; valign=&quot;bottom&quot;&gt;
  &lt;div style=&quot;line-height: 15pt; margin: 0cm 0cm 0pt; vertical-align: baseline;&quot;&gt;
&lt;span style=&quot;color: #333333; font-family: &amp;quot;Roboto&amp;quot;,serif; font-size: 12pt; mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: FR;&quot;&gt;32&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
  &lt;td style=&quot;background: rgb(226, 226, 226); border-color: rgb(0, 0, 0) rgb(153, 153, 153) rgb(153, 153, 153) rgb(0, 0, 0); border-style: none solid solid none; border-width: 0px 1pt 1pt 0px; mso-border-alt: solid #999999 .75pt; mso-border-left-alt: solid #999999 .75pt; mso-border-top-alt: solid #999999 .75pt; padding: 7.5pt 6pt;&quot; valign=&quot;bottom&quot;&gt;&lt;/td&gt;
  &lt;td style=&quot;background: rgb(226, 226, 226); border-color: rgb(0, 0, 0) rgb(153, 153, 153) rgb(153, 153, 153) rgb(0, 0, 0); border-style: none solid solid none; border-width: 0px 1pt 1pt 0px; mso-border-alt: solid #999999 .75pt; mso-border-left-alt: solid #999999 .75pt; mso-border-top-alt: solid #999999 .75pt; padding: 7.5pt 6pt;&quot; valign=&quot;bottom&quot;&gt;&lt;/td&gt;
 &lt;/tr&gt;
&lt;tr style=&quot;mso-yfti-irow: 21; mso-yfti-lastrow: yes;&quot;&gt;
  &lt;td style=&quot;background: rgb(226, 226, 226); border-color: rgb(0, 0, 0) rgb(153, 153, 153) rgb(153, 153, 153); border-image: none; border-style: none solid solid; border-width: 0px 1pt 1pt; mso-border-alt: solid #999999 .75pt; mso-border-top-alt: solid #999999 .75pt; padding: 7.5pt 6pt;&quot; valign=&quot;bottom&quot;&gt;
  &lt;div style=&quot;line-height: 15pt; margin: 0cm 0cm 0pt; vertical-align: baseline;&quot;&gt;
&lt;span style=&quot;color: #333333; font-family: &amp;quot;Roboto&amp;quot;,serif; font-size: 12pt; mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: FR;&quot;&gt;TOTAL (1 + 2)&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
  &lt;td style=&quot;background: rgb(226, 226, 226); border-color: rgb(0, 0, 0) rgb(153, 153, 153) rgb(153, 153, 153) rgb(0, 0, 0); border-style: none solid solid none; border-width: 0px 1pt 1pt 0px; mso-border-alt: solid #999999 .75pt; mso-border-left-alt: solid #999999 .75pt; mso-border-top-alt: solid #999999 .75pt; padding: 7.5pt 6pt;&quot; valign=&quot;bottom&quot;&gt;
  &lt;div style=&quot;line-height: 15pt; margin: 0cm 0cm 0pt; vertical-align: baseline;&quot;&gt;
&lt;span style=&quot;color: #333333; font-family: &amp;quot;Roboto&amp;quot;,serif; font-size: 12pt; mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: FR;&quot;&gt;45&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
  &lt;td style=&quot;background: rgb(226, 226, 226); border-color: rgb(0, 0, 0) rgb(153, 153, 153) rgb(153, 153, 153) rgb(0, 0, 0); border-style: none solid solid none; border-width: 0px 1pt 1pt 0px; mso-border-alt: solid #999999 .75pt; mso-border-left-alt: solid #999999 .75pt; mso-border-top-alt: solid #999999 .75pt; padding: 7.5pt 6pt;&quot; valign=&quot;bottom&quot;&gt;
  &lt;div style=&quot;line-height: 15pt; margin: 0cm 0cm 0pt; vertical-align: baseline;&quot;&gt;
&lt;span style=&quot;color: #333333; font-family: &amp;quot;Roboto&amp;quot;,serif; font-size: 12pt; mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: FR;&quot;&gt;TOTAL&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
  &lt;td style=&quot;background: rgb(226, 226, 226); border-color: rgb(0, 0, 0) rgb(153, 153, 153) rgb(153, 153, 153) rgb(0, 0, 0); border-style: none solid solid none; border-width: 0px 1pt 1pt 0px; mso-border-alt: solid #999999 .75pt; mso-border-left-alt: solid #999999 .75pt; mso-border-top-alt: solid #999999 .75pt; padding: 7.5pt 6pt;&quot; valign=&quot;bottom&quot;&gt;
  &lt;div style=&quot;line-height: 15pt; margin: 0cm 0cm 0pt; vertical-align: baseline;&quot;&gt;
&lt;span style=&quot;color: #333333; font-family: &amp;quot;Roboto&amp;quot;,serif; font-size: 12pt; mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: FR;&quot;&gt;22&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
 &lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;
&lt;br /&gt;
&lt;div style=&quot;background: white; line-height: 15pt; margin: 0cm 0cm 0pt; vertical-align: baseline;&quot;&gt;
&lt;span style=&quot;color: black; font-family: &amp;quot;Roboto&amp;quot;,serif; font-size: 12pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: FR;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div style=&quot;background: white; line-height: 15pt; margin: 0cm 0cm 0pt; vertical-align: baseline;&quot;&gt;
&lt;span style=&quot;color: black; font-family: &amp;quot;Roboto&amp;quot;,serif; font-size: 12pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: FR;&quot;&gt;Comme ces chiffres le démontrent, la
France est tout à fait désespérée, mais active à conserver une forte emprise
sur ses colonies peu importe comment, peu importe le prix.&lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div style=&quot;background: white; line-height: 15pt; margin: 0cm 0cm 0pt; vertical-align: baseline;&quot;&gt;
&lt;span style=&quot;color: black; font-family: &amp;quot;Roboto&amp;quot;,serif; font-size: 12pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: FR;&quot;&gt;En Mars 2008, l’ancien président français
Jacques Chirac a déclaré:&lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div style=&quot;background: white; line-height: 15pt; margin: 0cm 0cm 0pt; vertical-align: baseline;&quot;&gt;
&lt;span style=&quot;color: black; font-family: &amp;quot;Roboto&amp;quot;,serif; font-size: 12pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: FR;&quot;&gt;«Sans l’Afrique, la France va glisser vers
le bas dans le rang de troisième puissance [ du monde ] “&lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div style=&quot;background: white; line-height: 15pt; margin: 0cm 0cm 0pt; vertical-align: baseline;&quot;&gt;
&lt;span style=&quot;color: black; font-family: &amp;quot;Roboto&amp;quot;,serif; font-size: 12pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: FR;&quot;&gt;Le prédécesseur de Jacques Chirac François
Mitterrand déjà prophétisé en 1957 que : «Sans l’Afrique, la France n’aura pas
d’ histoire au 21e siècle”&lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div style=&quot;background: white; line-height: 15pt; margin: 0cm 0cm 0pt; vertical-align: baseline;&quot;&gt;
&lt;span style=&quot;color: black; font-family: &amp;quot;Roboto&amp;quot;,serif; font-size: 12pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: FR;&quot;&gt;En ce moment même où j’écris cet article ,
14 pays africains sont obligés par la France , à travers le pacte colonial , de
mettre 85% de leurs réserves à la banque centrale de France sous le contrôle du
ministère des finances français. Jusqu’à maintenant , en 2014, le Togo et
environ 13 autres pays africains doivent encore payer la dette coloniale en
France . Les dirigeants africains qui refusent sont tués ou victimes de coup
d’état . Ceux qui obéissent sont soutenus et récompensés par la France grâce à
style de vie somptueux, tandis que leurs populations endurent la misère et le
désespoir.&lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div style=&quot;background: white; line-height: 15pt; margin: 0cm 0cm 0pt; vertical-align: baseline;&quot;&gt;
&lt;span style=&quot;color: black; font-family: &amp;quot;Roboto&amp;quot;,serif; font-size: 12pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: FR;&quot;&gt;Un tel système maléfique, est dénoncé par
l’Union européenne, mais la France n’est pas prête à se passer de ce système
colonial qui lui offre une trésorerie d’environ 500 milliards de dollars en
provenance de l’Afrique, et ce par année.&lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div style=&quot;background: white; line-height: 15pt; margin: 0cm 0cm 0pt; vertical-align: baseline;&quot;&gt;
&lt;span style=&quot;color: black; font-family: &amp;quot;Roboto&amp;quot;,serif; font-size: 12pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: FR;&quot;&gt;Nous accusons souvent les dirigeants
africains de corruption et de servir les intérêts des nations occidentales,
mais il y a une explication claire de ce comportement . Ils se comportent ainsi
parce qu’ils ont peur d’être tués ou d’être la victime d’un coup d’état. Ils
veulent s’allier à une nation puissante pour se sauvegarder en cas d’agression
ou de difficultés. Mais, contrairement à une protection amicale, la protection
de l’Ouest est souvent offert en échange du renoncement à servir leur propre
peuple ou les intérêts des nations.&lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div style=&quot;background: white; line-height: 15pt; margin: 0cm 0cm 0pt; vertical-align: baseline;&quot;&gt;
&lt;span style=&quot;color: black; font-family: &amp;quot;Roboto&amp;quot;,serif; font-size: 12pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: FR;&quot;&gt;Les dirigeants africains travailleraient
dans l’intérêt de leur peuple s’ils n’étaient pas constamment harcelés et
intimidés par les pays coloniaux.&lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div style=&quot;background: white; line-height: 15pt; margin: 0cm 0cm 0pt; vertical-align: baseline;&quot;&gt;
&lt;span style=&quot;color: black; font-family: &amp;quot;Roboto&amp;quot;,serif; font-size: 12pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: FR;&quot;&gt;En 1958 , effrayé des conséquences de son
choix d’indépendance face à la France , Léopold Sédar Senghor a déclaré: « Le
choix du peuple sénégalais, c’est l’indépendance, ils veulent qu’elle ait lieu
seulement dans l’amitié avec la France , pas en litige. “&lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div style=&quot;background: white; line-height: 15pt; margin: 0cm 0cm 0pt; vertical-align: baseline;&quot;&gt;
&lt;span style=&quot;color: black; font-family: &amp;quot;Roboto&amp;quot;,serif; font-size: 12pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: FR;&quot;&gt;Dès lors la France a accepté qu’une «
indépendance sur le papier” pour ses colonies , mais a signé en parallèle des ”
accords de coopération “, précisant la nature de leurs relations avec la
France, en particulier les attaches envers la monnaie ( le Franc ), le système
éducatif français, les ententes militaires et les préférences commerciales.&lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div style=&quot;background: white; line-height: 15pt; margin: 0cm 0cm 0pt; vertical-align: baseline;&quot;&gt;
&lt;span style=&quot;color: black; font-family: &amp;quot;Roboto&amp;quot;,serif; font-size: 12pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: FR;&quot;&gt;Voici les 11 principales composantes de la
poursuite du pacte de colonisation depuis les années 1950 :&lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div style=&quot;background: white; line-height: 21pt; margin: 0cm 0cm 10.5pt; mso-outline-level: 3; vertical-align: baseline;&quot;&gt;
&lt;span style=&quot;color: #333333; font-family: &amp;quot;Helvetica&amp;quot;,sans-serif; font-size: 18pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: FR;&quot;&gt;1 . La dette coloniale pour les
avantages de la France colonisation&lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div style=&quot;background: white; line-height: 15pt; margin: 0cm 0cm 0pt; vertical-align: baseline;&quot;&gt;
&lt;span style=&quot;color: black; font-family: &amp;quot;Roboto&amp;quot;,serif; font-size: 12pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: FR;&quot;&gt;Les pays nouvellement «indépendants»
doivent payer pour l’infrastructure construite par la France dans le pays
pendant la colonisation.&lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div style=&quot;background: white; line-height: 15pt; margin: 0cm 0cm 0pt; vertical-align: baseline;&quot;&gt;
&lt;span style=&quot;color: black; font-family: &amp;quot;Roboto&amp;quot;,serif; font-size: 12pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: FR;&quot;&gt;Je dois encore trouver les détails sur les
montants, l’évaluation des avantages coloniaux et les conditions de paiement
imposées aux pays africains, mais nous y travaillons ( nous aider avec des
informations ).&lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div style=&quot;background: white; line-height: 21pt; margin: 0cm 0cm 10.5pt; mso-outline-level: 3; vertical-align: baseline;&quot;&gt;
&lt;span style=&quot;color: #333333; font-family: &amp;quot;Helvetica&amp;quot;,sans-serif; font-size: 18pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: FR;&quot;&gt;2 . Confiscation automatique des
réserves nationales&lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div style=&quot;background: white; line-height: 15pt; margin: 0cm 0cm 0pt; vertical-align: baseline;&quot;&gt;
&lt;span style=&quot;color: black; font-family: &amp;quot;Roboto&amp;quot;,serif; font-size: 12pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: FR;&quot;&gt;Les pays africains doivent déposer leurs
réserves monétaires nationales en France à la banque centrale.&lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div style=&quot;background: white; line-height: 15pt; margin: 0cm 0cm 0pt; vertical-align: baseline;&quot;&gt;
&lt;span style=&quot;color: black; font-family: &amp;quot;Roboto&amp;quot;,serif; font-size: 12pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: FR;&quot;&gt;La France a tenu des réserves nationales
de quatorze pays africains depuis 1961 : Bénin, Burkina Faso, Guinée- Bissau,
Côte-d’Ivoire, Mali, Niger, Sénégal, Togo, Cameroun, République centrafricaine,
Tchad, Congo -Brazzaville, la Guinée équatoriale et le Gabon.&lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div style=&quot;background: white; line-height: 15pt; margin: 0cm 0cm 0pt; vertical-align: baseline;&quot;&gt;
&lt;span style=&quot;color: black; font-family: &amp;quot;Roboto&amp;quot;,serif; font-size: 12pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: FR;&quot;&gt;La politique monétaire régissant un tel
regroupement diversifié de pays est simple car il est, géré par le Trésor
français , sans en référer aux autorités fiscales centrales comme l’UEMOA ou de
la CEMAC. Selon les termes de l’accord qui a été mis en place par la banque
centrale du CFA, chaque Banque centrale de chaque pays africain est obligée de
garder au moins 65 % de ses réserves de change dans un « compte d’opérations »
tenu au Trésor français, ainsi qu’un autre 20 % pour couvrir les passifs
financiers.&lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div style=&quot;background: white; line-height: 15pt; margin: 0cm 0cm 0pt; vertical-align: baseline;&quot;&gt;
&lt;span style=&quot;color: black; font-family: &amp;quot;Roboto&amp;quot;,serif; font-size: 12pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: FR;&quot;&gt;Les banques centrales CFA imposent aussi
un plafond sur le crédit accordé à chaque pays membre à l’équivalent de 20 %
des recettes publiques de ce pays sur l’année précédente. Même si la BEAC et la
BCEAO ont une facilité de découvert auprès du Trésor français, les traites sur
les facilités de découvert sont sous réserve du consentement du Trésor
français. Le dernier mot est celui de la Trésorerie française qui a investi les
réserves étrangères des pays africains en son propre nom à la Bourse de Paris.&lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div style=&quot;background: white; line-height: 15pt; margin: 0cm 0cm 0pt; vertical-align: baseline;&quot;&gt;
&lt;span style=&quot;color: black; font-family: &amp;quot;Roboto&amp;quot;,serif; font-size: 12pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: FR;&quot;&gt;En bref , plus de 80% des réserves de
change de ces pays africains sont déposées dans les « comptes d’opérations »
contrôlés par le Trésor français . Les deux banques CFA sont africaines de nom,
mais n’ont pas de politiques monétaires propres. Les pays eux-mêmes ne savent
pas, ne sont pas informés, à hauteur de combien la réserve de change détenues
par le Trésor français leur appartient en tant que groupe ou individuellement.&lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div style=&quot;background: white; line-height: 15pt; margin: 0cm 0cm 0pt; vertical-align: baseline;&quot;&gt;
&lt;span style=&quot;color: black; font-family: &amp;quot;Roboto&amp;quot;,serif; font-size: 12pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: FR;&quot;&gt;Les gains de l’investissement de ces fonds
du Trésor français sont censés être ajouté à la réserve de change, mais il n’y
a pas de comptabilité transmise aux banques ou aux pays, ni les détails de ces
modifications. « Seul un groupe restreint de hauts fonctionnaires du Trésor
français connaissent les montants figurant dans les « comptes d’opérations » où
ces fonds sont investis ; si il y a un bénéfice sur ces investissements ; ils
ont interdiction de divulguer ces informations aux banques CFA ou aux banques
centrales des états africains. ” écrit le Dr Gary K. Busch&lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div style=&quot;background: white; line-height: 15pt; margin: 0cm 0cm 0pt; vertical-align: baseline;&quot;&gt;
&lt;span style=&quot;color: black; font-family: &amp;quot;Roboto&amp;quot;,serif; font-size: 12pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: FR;&quot;&gt;Il est estimé que la France gère près de
500 milliards d’argent africain dans sa trésorerie, et ne fait rien pour mettre
un peu de lumière sur ce côté sombre de l’ancien empire.&lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div style=&quot;background: white; line-height: 15pt; margin: 0cm 0cm 0pt; vertical-align: baseline;&quot;&gt;
&lt;span style=&quot;color: black; font-family: &amp;quot;Roboto&amp;quot;,serif; font-size: 12pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: FR;&quot;&gt;La finalité reste : Les pays africains
n’ont pas accès à cet argent.&lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div style=&quot;background: white; line-height: 15pt; margin: 0cm 0cm 0pt; vertical-align: baseline;&quot;&gt;
&lt;span style=&quot;color: black; font-family: &amp;quot;Roboto&amp;quot;,serif; font-size: 12pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: FR;&quot;&gt;La France leur permet d’accéder à
seulement 15 % de leur argent par an. S’ils ont besoin de plus, les pays
africains doivent emprunter, à des taux commerciaux, sur les 65% de leur
argents détenu au Trésor français.&lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div style=&quot;background: white; line-height: 15pt; margin: 0cm 0cm 0pt; vertical-align: baseline;&quot;&gt;
&lt;span style=&quot;color: black; font-family: &amp;quot;Roboto&amp;quot;,serif; font-size: 12pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: FR;&quot;&gt;Pour rendre les choses plus tragiques , la
France impose un plafond sur le montant de l’argent que les pays peuvent
emprunter à la réserve . Le plafond est fixé à 20 % de leurs recettes publiques
de l’année précédente. Si les pays ont besoin d’emprunter plus de 20% de leur
propre argent, la France a un droit de veto.&lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div style=&quot;background: white; line-height: 15pt; margin: 0cm 0cm 0pt; vertical-align: baseline;&quot;&gt;
&lt;span style=&quot;color: black; font-family: &amp;quot;Roboto&amp;quot;,serif; font-size: 12pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: FR;&quot;&gt;L’ancien président français Jacques Chirac
a récemment parlé de l’argent des pays africains dans les banques en France.
Voici une vidéo qui parle du système d’exploitation français. Voici une courte
transcription de l’extrait : “Nous devons être honnêtes et reconnaître qu’une
grande partie de l’argent dans nos banques viennent précisément de
l’exploitation du continent africain”.&lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div style=&quot;background: white; line-height: 15pt; margin: 0cm 0cm 0pt; vertical-align: baseline;&quot;&gt;
&lt;span style=&quot;color: black; font-family: &amp;quot;Roboto&amp;quot;,serif; font-size: 12pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: FR;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div style=&quot;background: white; line-height: 15pt; margin: 0cm 0cm 0pt; vertical-align: baseline;&quot;&gt;
&lt;span style=&quot;color: black; font-family: &amp;quot;Roboto&amp;quot;,serif; font-size: 12pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: FR;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div style=&quot;background: white; line-height: 21pt; margin: 0cm 0cm 10.5pt; mso-outline-level: 3; vertical-align: baseline;&quot;&gt;
&lt;span style=&quot;color: #333333; font-family: &amp;quot;Helvetica&amp;quot;,sans-serif; font-size: 18pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: FR;&quot;&gt;3 . Droit de priorité sur toute
ressource brute ou naturel découvert dans le pays&lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div style=&quot;background: white; line-height: 15pt; margin: 0cm 0cm 0pt; vertical-align: baseline;&quot;&gt;
&lt;span style=&quot;color: black; font-family: &amp;quot;Roboto&amp;quot;,serif; font-size: 12pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: FR;&quot;&gt;La France a la priorité en matière
d’achats de toutes les ressources naturelles de la terre de ses ex- colonies.
C’est seulement un refus de celle-ci que les pays africains sont autorisés à
chercher d’autres partenaires.&lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div style=&quot;background: white; line-height: 21pt; margin: 0cm 0cm 10.5pt; mso-outline-level: 3; vertical-align: baseline;&quot;&gt;
&lt;span style=&quot;color: #333333; font-family: &amp;quot;Helvetica&amp;quot;,sans-serif; font-size: 18pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: FR;&quot;&gt;4 . Priorité aux intérêts et aux
entreprises françaises dans les marchés publics et constructions publiques&lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div style=&quot;background: white; line-height: 15pt; margin: 0cm 0cm 0pt; vertical-align: baseline;&quot;&gt;
&lt;span style=&quot;color: black; font-family: &amp;quot;Roboto&amp;quot;,serif; font-size: 12pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: FR;&quot;&gt;Dans l’attribution des marchés publics ,
les entreprises françaises doivent être considérées en premier lieu, et
seulement après les marché étrangers sont considérés. Le fait que les pays
africains pourraient obtenir une meilleure offres financière ailleurs n’est pas
prit en compte.&lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div style=&quot;background: white; line-height: 15pt; margin: 0cm 0cm 0pt; vertical-align: baseline;&quot;&gt;
&lt;span style=&quot;color: black; font-family: &amp;quot;Roboto&amp;quot;,serif; font-size: 12pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: FR;&quot;&gt;En conséquence, dans la plupart des ex-
colonies françaises, toutes les plus grosses compagnies et acteurs économiques
sont dans la main des expatriés français. En Côte d’Ivoire, par exemple, les
entreprises françaises possèdent et contrôlent tous les grands services publics
– eau, électricité, téléphone, transports, ports et les grandes banques. Idem
dans le commerce, la construction et l’agriculture.&lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div style=&quot;background: white; line-height: 15pt; margin: 0cm 0cm 0pt; vertical-align: baseline;&quot;&gt;
&lt;span style=&quot;color: black; font-family: &amp;quot;Roboto&amp;quot;,serif; font-size: 12pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: FR;&quot;&gt;En fin de compte, comme je l’ai écrit dans
un précédent article, les Africains vivent maintenant sur un continent possédé
par les Européens !&lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div style=&quot;background: white; line-height: 21pt; margin: 0cm 0cm 10.5pt; mso-outline-level: 3; vertical-align: baseline;&quot;&gt;
&lt;span style=&quot;color: #333333; font-family: &amp;quot;Helvetica&amp;quot;,sans-serif; font-size: 18pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: FR;&quot;&gt;5 . Droit exclusif de fournir des
équipements militaires et de former les officiers militaires des pays&lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div style=&quot;background: white; line-height: 15pt; margin: 0cm 0cm 0pt; vertical-align: baseline;&quot;&gt;
&lt;span style=&quot;color: black; font-family: &amp;quot;Roboto&amp;quot;,serif; font-size: 12pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: FR;&quot;&gt;Grâce à un système sophistiqué de bourses,
de subventions, et les « accords de défense » attachés au pacte colonial, les
africains doivent envoyer leurs officiers supérieurs de formation en France ou
dans des infrastructures militaires françaises.&lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div style=&quot;background: white; line-height: 15pt; margin: 0cm 0cm 0pt; vertical-align: baseline;&quot;&gt;
&lt;span style=&quot;color: black; font-family: &amp;quot;Roboto&amp;quot;,serif; font-size: 12pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: FR;&quot;&gt;La situation sur le continent est telle
que la France a formé et nourris des centaines, voire des milliers de traîtres.
Ils sont en sommeil tant qu’ils ne sont pas nécessaires, et activés en cas de
besoin pour un coup d’état ou à d’autres fins !&lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div style=&quot;background: white; line-height: 21pt; margin: 0cm 0cm 10.5pt; mso-outline-level: 3; vertical-align: baseline;&quot;&gt;
&lt;span style=&quot;color: #333333; font-family: &amp;quot;Helvetica&amp;quot;,sans-serif; font-size: 18pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: FR;&quot;&gt;6 . Droit pour la France de pré-déployer
des troupes et intervenir militairement dans le pays pour défendre ses intérêts&lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div style=&quot;background: white; line-height: 15pt; margin: 0cm 0cm 0pt; vertical-align: baseline;&quot;&gt;
&lt;span style=&quot;color: black; font-family: &amp;quot;Roboto&amp;quot;,serif; font-size: 12pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: FR;&quot;&gt;Sous la dénomination « Accords de défense
» attachés au pacte colonial. La France a le droit d’intervenir militairement
dans les pays africains, et aussi de stationner des troupes en permanence dans
des bases et installations militaires, entièrement géré par les Français.&lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div style=&quot;background: white; line-height: 15pt; margin: 0cm 0cm 0pt; vertical-align: baseline;&quot;&gt;
&lt;span style=&quot;color: black; font-family: &amp;quot;Roboto&amp;quot;,serif; font-size: 12pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: FR;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div style=&quot;background: white; line-height: 15pt; margin: 0cm 0cm 0pt; vertical-align: baseline;&quot;&gt;
&lt;b&gt;&lt;span style=&quot;border-image: none; border: 1pt windowtext; color: #333333; font-family: &amp;quot;inherit&amp;quot;,serif; font-size: 12pt; mso-border-alt: none windowtext 0cm; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: FR; padding: 0cm;&quot;&gt;Les bases militaires françaises en Afrique&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div style=&quot;background: white; line-height: 15pt; margin: 0cm 0cm 0pt; vertical-align: baseline;&quot;&gt;
&lt;span style=&quot;color: black; font-family: &amp;quot;Roboto&amp;quot;,serif; font-size: 12pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: FR;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div style=&quot;background: white; line-height: 15pt; margin: 0cm 0cm 0pt; vertical-align: baseline;&quot;&gt;
&lt;span style=&quot;color: black; font-family: &amp;quot;Roboto&amp;quot;,serif; font-size: 12pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: FR;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div style=&quot;background: white; line-height: 15pt; margin: 0cm 0cm 0pt; vertical-align: baseline;&quot;&gt;
&lt;span style=&quot;color: black; font-family: &amp;quot;Roboto&amp;quot;,serif; font-size: 12pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: FR; mso-no-proof: yes;&quot;&gt;&lt;img alt=&quot;http://www.africa-libre.com/images/stories/politique/french-military-bases-in-africa.png&quot; border=&quot;0&quot; height=&quot;530&quot; 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&quot; v:shapes=&quot;Image_x0020_3&quot; width=&quot;600&quot; /&gt;&lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div style=&quot;background: white; line-height: 15pt; margin: 0cm 0cm 0pt; vertical-align: baseline;&quot;&gt;
&lt;span style=&quot;color: black; font-family: &amp;quot;Roboto&amp;quot;,serif; font-size: 12pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: FR;&quot;&gt;Lorsque le président Laurent Gbagbo de
Côte d’Ivoire a tenté de mettre fin à l’exploitation française du pays, la
France a organisé un coup d’état. Durant le long processus pour chasser Gbagbo
du pouvoir, les tanks français, les hélicoptères de combat et les forces
spéciales sont intervenues directement dans le conflit, ont tiré sur des civils
et tué beaucoup d’entre eux.&lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div style=&quot;background: white; line-height: 15pt; margin: 0cm 0cm 0pt; vertical-align: baseline;&quot;&gt;
&lt;span style=&quot;color: black; font-family: &amp;quot;Roboto&amp;quot;,serif; font-size: 12pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: FR;&quot;&gt;Pour ajouter l’injure à l’insulte, la
France estime que la communauté d’affaires française a perdu alors plusieurs
millions de dollars lors de la ruée pour quitter Abidjan en 2006 (où l’armée
française a massacré 65 civils non armés et blessé 1200 autres.)&lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div style=&quot;background: white; line-height: 15pt; margin: 0cm 0cm 0pt; vertical-align: baseline;&quot;&gt;
&lt;span style=&quot;color: black; font-family: &amp;quot;Roboto&amp;quot;,serif; font-size: 12pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: FR;&quot;&gt;Après la réussite du coup d’état par la
France, et le transfère de pouvoir à Alassane Ouattara, la France a demandé au
gouvernement Ouattara de verser une indemnité à la communauté d’affaires
française pour les pertes pendant la guerre civile.&lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div style=&quot;background: white; line-height: 15pt; margin: 0cm 0cm 0pt; vertical-align: baseline;&quot;&gt;
&lt;span style=&quot;color: black; font-family: &amp;quot;Roboto&amp;quot;,serif; font-size: 12pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: FR;&quot;&gt;Du fait, le gouvernement Ouattara leur a
payé le double de ce qu’ils ont dit qu’ils avaient perdu en quittant.&lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div style=&quot;background: white; line-height: 21pt; margin: 0cm 0cm 10.5pt; mso-outline-level: 3; vertical-align: baseline;&quot;&gt;
&lt;span style=&quot;color: #333333; font-family: &amp;quot;Helvetica&amp;quot;,sans-serif; font-size: 18pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: FR;&quot;&gt;7 . Obligation de faire du français la
langue officielle du pays et de la langue pour l’éducation&lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div style=&quot;background: white; line-height: 15pt; margin: 0cm 0cm 0pt; vertical-align: baseline;&quot;&gt;
&lt;span style=&quot;color: black; font-family: &amp;quot;Roboto&amp;quot;,serif; font-size: 12pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: FR;&quot;&gt;Oui , monsieur. Vous Devez parler
français, la langue de Molière ! La langue française et une organisation de la
diffusion de la culture a été créé. Appelé «Francophonie» qui regroupe avec
plusieurs branches et organisations affiliées toutes contrôlées par le ministre
français des Affaires étrangères.&lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div style=&quot;background: white; line-height: 15pt; margin: 0cm 0cm 0pt; vertical-align: baseline;&quot;&gt;
&lt;span style=&quot;color: black; font-family: &amp;quot;Roboto&amp;quot;,serif; font-size: 12pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: FR;&quot;&gt;Comme démontré dans cet article, si le
français est la seule langue que vous parlez, vous auriez accès à moins de 4%
de la connaissance de l’humanité et des idées. C’est très limitant.&lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div style=&quot;background: white; line-height: 21pt; margin: 0cm 0cm 10.5pt; mso-outline-level: 3; vertical-align: baseline;&quot;&gt;
&lt;span style=&quot;color: #333333; font-family: &amp;quot;Helvetica&amp;quot;,sans-serif; font-size: 18pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: FR;&quot;&gt;8 . Obligation d’utiliser la l’argent de
la France coloniale le FCFA&lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div style=&quot;background: white; line-height: 15pt; margin: 0cm 0cm 0pt; vertical-align: baseline;&quot;&gt;
&lt;span style=&quot;color: black; font-family: &amp;quot;Roboto&amp;quot;,serif; font-size: 12pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: FR;&quot;&gt;C’est la véritable vache à lait pour la
France, un tel système maléfique, est dénoncé par l’Union européenne, mais la
France n’est pas prête à se passer de ce système colonial qui lui offre une
trésorerie d’environ 500 milliards de dollars en provenance de l’Afrique, et ce
par année.&lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div style=&quot;background: white; line-height: 15pt; margin: 0cm 0cm 0pt; vertical-align: baseline;&quot;&gt;
&lt;span style=&quot;color: black; font-family: &amp;quot;Roboto&amp;quot;,serif; font-size: 12pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: FR;&quot;&gt;Lors de l’introduction de la monnaie euro
en Europe, d’autres pays européens ont découvert le système d’exploitation
français . Beaucoup, en particulier les pays nordiques, ont été consternés et
ont suggéré à la France se débarrasser du système, mais sans succès.&lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div style=&quot;background: white; line-height: 21pt; margin: 0cm 0cm 10.5pt; mso-outline-level: 3; vertical-align: baseline;&quot;&gt;
&lt;span style=&quot;color: #333333; font-family: &amp;quot;Helvetica&amp;quot;,sans-serif; font-size: 18pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: FR;&quot;&gt;9 . Obligation d’envoyer le rapport
annuel France du solde et de réserve&lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div style=&quot;background: white; line-height: 15pt; margin: 0cm 0cm 0pt; vertical-align: baseline;&quot;&gt;
&lt;span style=&quot;color: black; font-family: &amp;quot;Roboto&amp;quot;,serif; font-size: 12pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: FR;&quot;&gt;Sans le rapport, pas d’argent. Quoi qu’il
en soit le secrétaire des banques centrales des ex- colonies, et le secrétaire de
la réunion bi-annuelle des ministres des Finances des ex- colonies est effectué
par la France banque centrale / du Trésor.&lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div style=&quot;background: white; line-height: 21pt; margin: 0cm 0cm 10.5pt; mso-outline-level: 3; vertical-align: baseline;&quot;&gt;
&lt;span style=&quot;color: #333333; font-family: &amp;quot;Helvetica&amp;quot;,sans-serif; font-size: 18pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: FR;&quot;&gt;10 . Renonciation à entrer en alliance
militaire avec tout autre pays , sauf autorisation par la France&lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div style=&quot;background: white; line-height: 15pt; margin: 0cm 0cm 0pt; vertical-align: baseline;&quot;&gt;
&lt;span style=&quot;color: black; font-family: &amp;quot;Roboto&amp;quot;,serif; font-size: 12pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: FR;&quot;&gt;Les Pays africains en général sont ceux
avec le moins d’alliance militaires inter-etat. La plupart des pays ne
disposent que d’alliances militaires avec leurs ex- colonisateurs ! ( drôle,
mais vous ne pouvez pas faire mieux! ).&lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div style=&quot;background: white; line-height: 15pt; margin: 0cm 0cm 0pt; vertical-align: baseline;&quot;&gt;
&lt;span style=&quot;color: black; font-family: &amp;quot;Roboto&amp;quot;,serif; font-size: 12pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: FR;&quot;&gt;Dans les cas où ils souhaiteraient une
autre alliance, la France les gardent bien de le faire.&lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div style=&quot;background: white; line-height: 21pt; margin: 0cm 0cm 10.5pt; mso-outline-level: 3; vertical-align: baseline;&quot;&gt;
&lt;span style=&quot;color: #333333; font-family: &amp;quot;Helvetica&amp;quot;,sans-serif; font-size: 18pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: FR;&quot;&gt;11 . Obligation de s’allier avec la
France en situation de guerre ou de crise mondiale&lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div style=&quot;background: white; line-height: 15pt; margin: 0cm 0cm 0pt; vertical-align: baseline;&quot;&gt;
&lt;span style=&quot;color: black; font-family: &amp;quot;Roboto&amp;quot;,serif; font-size: 12pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: FR;&quot;&gt;Plus d’un million de soldats africains se
sont battus pour la défaite du nazisme et du fascisme pendant la seconde guerre
mondiale.&lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div style=&quot;background: white; line-height: 15pt; margin: 0cm 0cm 0pt; vertical-align: baseline;&quot;&gt;
&lt;span style=&quot;color: black; font-family: &amp;quot;Roboto&amp;quot;,serif; font-size: 12pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: FR;&quot;&gt;Leur contribution est souvent ignorée ou
minimisée, mais quand vous pensez que cela a pris seulement 6 semaines pour
l’Allemagne pour vaincre la France en 1940, la France sait que les Africains
pourraient être utiles pour conserver la « Grandeur de la France ” à l’avenir.&lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div style=&quot;background: white; line-height: 15pt; margin: 0cm 0cm 0pt; vertical-align: baseline;&quot;&gt;
&lt;span style=&quot;color: black; font-family: &amp;quot;Roboto&amp;quot;,serif; font-size: 12pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: FR;&quot;&gt;Il y a quelque chose de quasiment
psychopathe dans la relation de la France avec l’Afrique.&lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div style=&quot;background: white; line-height: 15pt; margin: 0cm 0cm 0pt; vertical-align: baseline;&quot;&gt;
&lt;span style=&quot;color: black; font-family: &amp;quot;Roboto&amp;quot;,serif; font-size: 12pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: FR;&quot;&gt;Tout d’abord, la France est gravement
accro au pillage et à l’exploitation de l’Afrique depuis l’époque de
l’esclavage. Ensuite, il y a ce manque complet de la créativité et de
l’imagination de l’élite française à penser au-delà du passé et de la
tradition.&lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div style=&quot;background: white; line-height: 15pt; margin: 0cm 0cm 0pt; vertical-align: baseline;&quot;&gt;
&lt;span style=&quot;color: black; font-family: &amp;quot;Roboto&amp;quot;,serif; font-size: 12pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: FR;&quot;&gt;Enfin, la France dispose de 2 institutions
qui sont complètement gelés dans le passé , habitées par des paranoïaques et
psychopathes ” les hauts fonctionnaires ” qui répandent la crainte l’apocalypse
si la France devait être amenée à changer, et dont la référence idéologique
vient toujours du romantisme du 19ème siècle. Ils sont : le ministre de la
Finances et du Budget de la France et le ministre des affaires étrangères de la
France.&lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div style=&quot;background: white; line-height: 15pt; margin: 0cm 0cm 0pt; vertical-align: baseline;&quot;&gt;
&lt;span style=&quot;color: black; font-family: &amp;quot;Roboto&amp;quot;,serif; font-size: 12pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: FR;&quot;&gt;Ces deux institutions ne sont pas
seulement une menace pour l’Afrique, mais pour les Français eux-mêmes.&lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div style=&quot;background: white; line-height: 15pt; margin: 0cm 0cm 0pt; vertical-align: baseline;&quot;&gt;
&lt;span style=&quot;color: black; font-family: &amp;quot;Roboto&amp;quot;,serif; font-size: 12pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: FR;&quot;&gt;C’est à nous que revient de libérer
l’Afrique, sans demander la permission, parce que je ne peux toujours pas
comprendre par exemple comment 450 soldats français en Côte d’Ivoire pourraient
contrôler une population de 20 millions de personnes?&lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div style=&quot;background: white; line-height: 15pt; margin: 0cm 0cm 0pt; vertical-align: baseline;&quot;&gt;
&lt;span style=&quot;color: black; font-family: &amp;quot;Roboto&amp;quot;,serif; font-size: 12pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: FR;&quot;&gt;La première réaction des personnes
lorsqu’ils apprennent l’existence de l’impôt colonial français est souvent une
question: « Jusqu’à quand “&lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div style=&quot;background: white; line-height: 15pt; margin: 0cm 0cm 0pt; vertical-align: baseline;&quot;&gt;
&lt;span style=&quot;color: black; font-family: &amp;quot;Roboto&amp;quot;,serif; font-size: 12pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: FR;&quot;&gt;A titre de comparaison historique, la
France a fait payer à Haïti l’équivalent moderne de 21 milliards de dollars de
1804 à 1947 ( près d’un siècle et demi ) pour les pertes causées aux marchands
d’esclaves français suite à l’ abolition de l’esclavage et à la libération des
esclaves haïtiens.&lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div style=&quot;background: white; line-height: 15pt; margin: 0cm 0cm 0pt; vertical-align: baseline;&quot;&gt;
&lt;span style=&quot;color: black; font-family: &amp;quot;Roboto&amp;quot;,serif; font-size: 12pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: FR;&quot;&gt;Les Pays africains paient la taxe
coloniale depuis les 50 dernières années, donc je pense un siècle de paiement
pourrait être de trop.&lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div align=&quot;right&quot; style=&quot;background: white; line-height: 15pt; margin: 0cm 0cm 0pt; text-align: right; vertical-align: baseline;&quot;&gt;
&lt;b&gt;&lt;i&gt;&lt;span style=&quot;border-image: none; border: 1pt windowtext; color: #666666; font-family: &amp;quot;inherit&amp;quot;,serif; font-size: 12pt; mso-border-alt: none windowtext 0cm; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: FR; padding: 0cm;&quot;&gt;Mawuna &amp;nbsp;Remarque
Koutonin&lt;/span&gt;&lt;/i&gt;&lt;/b&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div style=&quot;background: white; line-height: 15pt; margin: 0cm 0cm 0pt; vertical-align: baseline;&quot;&gt;
&lt;span style=&quot;color: black; font-family: &amp;quot;Roboto&amp;quot;,serif; font-size: 12pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: FR;&quot;&gt;Article original :&amp;nbsp;&lt;a href=&quot;http://www.siliconafrica.com/france-colonial-tax/&quot;&gt;&lt;span style=&quot;border-image: none; border: 1pt windowtext; color: #2d2d2d; font-family: &amp;quot;inherit&amp;quot;,serif; mso-border-alt: none windowtext 0cm; padding: 0cm; text-decoration: none; text-underline: none;&quot;&gt;http://www.siliconafrica.com/france-colonial-tax/&lt;/span&gt;&lt;/a&gt;&lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div style=&quot;background: white; line-height: 15pt; margin: 0cm 0cm 0pt; vertical-align: baseline;&quot;&gt;
&lt;i&gt;&lt;span style=&quot;border-image: none; border: 1pt windowtext; color: #666666; font-family: &amp;quot;inherit&amp;quot;,serif; font-size: 12pt; mso-border-alt: none windowtext 0cm; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: FR; padding: 0cm;&quot;&gt;Traduit par l’équipe communication
du&amp;nbsp;&lt;a href=&quot;http://www.collectifmap.org/&quot; target=&quot;_blank&quot;&gt;&lt;span style=&quot;color: #2d2d2d; text-decoration: none; text-underline: none;&quot;&gt;Collectif Map&lt;/span&gt;&lt;/a&gt;&lt;/span&gt;&lt;/i&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div style=&quot;background: white; line-height: 15pt; margin: 0cm 0cm 0pt; vertical-align: baseline;&quot;&gt;
&lt;i&gt;&lt;span style=&quot;border-image: none; border: 1pt windowtext; color: #666666; font-family: &amp;quot;inherit&amp;quot;,serif; font-size: 12pt; mso-border-alt: none windowtext 0cm; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: FR; padding: 0cm;&quot;&gt;&amp;nbsp;&lt;a href=&quot;https://www.facebook.com/dossou.gaglozoun&quot;&gt;&lt;span style=&quot;color: #2d2d2d; text-decoration: none; text-underline: none;&quot;&gt;https://www.facebook.com/dossou.gaglozoun&lt;/span&gt;&lt;/a&gt;&lt;/span&gt;&lt;/i&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div style=&quot;background: white; line-height: 15pt; margin: 0cm 0cm 0pt; vertical-align: baseline;&quot;&gt;
&lt;span style=&quot;color: black; font-family: &amp;quot;Roboto&amp;quot;,serif; font-size: 12pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: FR;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div style=&quot;background: white; line-height: 15pt; margin: 0cm 0cm 0pt; vertical-align: baseline;&quot;&gt;
&lt;span style=&quot;color: black; font-family: &amp;quot;inherit&amp;quot;,serif; font-size: 12pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: FR;&quot;&gt;&lt;a href=&quot;http://www.mondialisation.ca/author/mawuna-remarque-koutonin&quot; title=&quot;Articles par Mawuna Remarque Koutonin&quot;&gt;&lt;span style=&quot;border-image: none; border: 1pt windowtext; color: #2d2d2d; mso-border-alt: none windowtext 0cm; padding: 0cm; text-decoration: none; text-underline: none;&quot;&gt;Mawuna Remarque Koutonin&lt;/span&gt;&lt;/a&gt;&lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div style=&quot;background: white; line-height: 15pt; margin: 0cm 0cm 8pt; vertical-align: baseline;&quot;&gt;
&lt;span style=&quot;color: black; font-family: &amp;quot;inherit&amp;quot;,serif; font-size: 12pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: FR;&quot;&gt;source:&amp;nbsp;&lt;a href=&quot;http://www.mondialisation.ca/le-saviez-vous-14-pays-africains-contraints-par-la-france-a-payer-limpot-colonial-pour-les-avantages-de-lesclavage-et-de-la-colonisation/5369840&quot; target=&quot;_blank&quot;&gt;&lt;span style=&quot;border-image: none; border: 1pt windowtext; color: #2d2d2d; mso-border-alt: none windowtext 0cm; padding: 0cm; text-decoration: none; text-underline: none;&quot;&gt;http://www.mondialisation.ca/le-saviez-vous-14-pays-africains-contraints-par-la-france-a-payer-limpot-colonial-pour-les-avantages-de-lesclavage-et-de-la-colonisation/536984&lt;/span&gt;&lt;/a&gt;0&lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div style=&quot;margin: 0cm 0cm 8pt;&quot;&gt;
&lt;span style=&quot;font-family: Calibri;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/div&gt;
</content><link rel='replies' type='application/atom+xml' href='http://espacekapolon.blogspot.com/feeds/4966469808541609116/comments/default' title='Publier les commentaires'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment/fullpage/post/2400347816800961802/4966469808541609116' title='0 commentaires'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/2400347816800961802/posts/default/4966469808541609116'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/2400347816800961802/posts/default/4966469808541609116'/><link rel='alternate' type='text/html' href='http://espacekapolon.blogspot.com/2015/05/politique-14-pays-africains.html' title=''/><author><name>Guédioul</name><uri>http://www.blogger.com/profile/11791419661758815504</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-2400347816800961802.post-7662333726041573341</id><published>2015-05-05T12:17:00.002+00:00</published><updated>2015-05-05T12:18:45.120+00:00</updated><title type='text'></title><content type='html'>L&#39;ORGANISATION TERRORISTE DU MNLA ET SES SUPPORTEURS FRANÇAIS DÉMASQUÉS.&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
Depuis la déculottée du samedi à Diré, le MNLA et ses supporteurs français sont bouches cousues. C&#39;est le silence total sur la voix du MNLA depuis le dimanche. La RFI, jadis RFO (Radio France d&#39;Outre Mer) ne donne plus de la voix au sujet du Mali. Certains auditeurs très avisés de cette radio partisane commencent à donner de la voix sur les réelles intentions de la France à l&#39;égard du Mali. &quot;Qu&#39;est-ce que les services secrets français sont en train de mijoter encore contre le Mali pour laver l&#39;humiliation que le GATIA a fait subir à leurs poulains du MNLA à Ménaka, le lundi dernier ? Il y a de quoi s&#39;interroger. Les gesticulations de l&#39;Ambassadeur français à l&#39;ONU demandant le départ sans condition du GATIA de Ménaka en dit long sur leur motivation. Car, la débâcle de Ménaka lève le voile sur non seulement la capacité militaire réelle de leurs protégés, mais surtout le manque popularité de ce groupe armé dans le septentrion malien, contrairement à la propagande faite par RFI.&lt;br /&gt;
A présent, ce qui nous paraissait comme flou et pas si sûr transparaît au grand jour. Il n&#39;est plus exclu de croire que les forces spéciales françaises acheminées quelques jours plus tôt à Kidal, aient combattu aux côtés des rebelles du MNLA pour vaincre les forces armées maliennes, lors de la bataille du 21 mai 2014. En tous les cas, les rebelles du MNLA ont bénéficié d&#39;un coup de main décisif, d&#39;une force étrangère à un moment où les militaires maliens s&#39;y attendaient le moins, qui a changé le cours des événements, qui étaient nettement à l&#39;avantage du Mali. Les événements du lundi dernier à Ménaka attestent clairement de l&#39;appui obtenu de quelque part. Et pour cause, la plus part des hommes qui ont combattu sous le drapeau national ce jour-là à Kidal venaient de terminer une formation de haut niveau suivi avec les militaires européens de l&#39;EUTUM, les esprits étaient donc frais encore, d&#39;où la rapidité de l&#39;opération. Selon des témoins, à moins de deux heures de combat, nos hommes avaient pris Kidal des mains du MNLA. Exceptée, l&#39;entrée sud-Est et la route de l&#39;aéroport, toutes les autres issues de la ville étaient contrôlées par les FAMa. Les deux côtés restés libres sont jusque-là occupés par la MINUSMA et Barkhane, jadis Serval au moment des événements.&lt;br /&gt;
Selon les militaires qui ont pris part au combat, la surprise est venue des zones contrôlées les forces amies. Surtout après la montée dans le ciel d&#39;un hélico de Serval, officiellement pour évaluer le combat, mais officieusement c&#39;était pour détecter les positions exactes des armes lourdes des FAMa. Ce qui semble plausible. Car, le survol des positions des FAMa a été suivi de la pluie d&#39;obus tirés sur nos véhicules transportant des armes lourdes. En  moins d&#39;une heure, ces tireurs ennemis embusqués ont changé le cours des événements. Un autre détail très important à retenir, c&#39;est la brouille du système de communication entre les différentes unités. Ce que le gouvernement a qualifié en son temps de problème de coordination. Selon les militaires rencontrés, le réseau de communication marchait parfaitement jusqu&#39;au survol de nos positions par l&#39;hélico de Serval. La confusion généralisée, qui a suivi et le matraquage médiatique de l&#39;opposition, n&#39;ont pas permis d&#39;établir avec exactitude le coup de main donné au MNLA. Rappelons qu&#39;en son temps, au lieu de soutenir la République, qui a été humiliée sur son sol par des forces censées être amies, l&#39;opposition malienne s&#39;est lancée dans un combat de positionnement politico-politique fragilisant davantage les Autorités du pays. Jusque-là, elle maintient ses accusations contre le Premier ministre d&#39;alors, Moussa Mara à l&#39;origine des affrontements, le qualifiant de provocateur renforçant le MNLA dans sa défiance à l&#39;égard du Mali et de la Communauté internationale.&lt;br /&gt;
Aujourd&#39;hui, les Maliens ont suffisamment compris qu&#39;ils ont à faire plutôt à la France qu&#39;au MNLA, qui n&#39;est qu&#39;une simple coquille vide. La preuve, les récents revers essuyés à Goundam, Léré et Diré. D&#39;ailleurs, contrairement à la nouvelle propagée par RFI (la voix du MNLA), c&#39;est plutôt à leurs domiciles que le chef de peloton de la garde nationale de Goundam désarmé, son enfant et son adjoint ont été froidement abattus à côté d&#39;une position de l&#39;armée qu&#39;ils ont pris soin d&#39;esquiver sans réveiller leur soupçon. Celle-ci n&#39;a été informée qu&#39;après le forfait accompli.&lt;br /&gt;
Le revers à Diré a été plus cuisant. Selon des sources contactées sur place, la bataille a été fatale pour les combattants du MNLA, qui ont appris à leur dépens, le nouveau visage de l&#39;armée malienne. C&#39;est dire que le MNLA ne tient que par la seule volonté des services secrets français, qui sont plus puissants que les politiques en France. Or, il se trouve que les espions français sont à la solde des milieux d&#39;affaires. Mais, autant ces lobbys font et défont la politique en France, autant les renseignements font et défont la politique à Washington. Aujourd&#39;hui, les américains ont décidé de sortir du bois pour jouer pleinement leur rôle dans la commission de médiation, une situation qui dérange fortement les français, selon des sources bien informées. C&#39;est pour cette raison, qu&#39;elle s&#39;active pour que le MNLA puisse obtenir l&#39;autonomie, comme cela, elle prendra en charge le volet sécurité en exclusivité, boutant hors du Sahara les services secrets américains. Un jeu démasqué par les américains, qui commencent à faire barrage à la tactique française. C&#39;est pourquoi à l&#39;ONU, leur ambassadeur n&#39;a pu obtenir l&#39;évacuation de la ville de Ménaka par le GATIA au profit du MNLA. Les Nations Unies sont restées sourdes à cette invective. D&#39;où l&#39;appel au renfort des 80 véhicules en provenance du sud libyen. Sinon, Barkhane est en position à la frontière nigéro-libyenne. Pourquoi, n&#39;intervient-elle pas pour stopper &quot;le soutien&quot; du MNLA ? Si ce n&#39;est d&#39;ailleurs des militaires français des forces spéciales à nouveau, qui ont été déployés à Kidal sous le couvert des djihadistes ? Le temps en jugera. Mais, en attendant, il convient de rappeler les visées militaires de la France sur le Sahara malien. Sous ATT, ils avaient tenté d&#39;installer des appareils d&#39;écoute au camp militaire de Sévaré, où ils avaient établi leur quartier général dans le cadre d&#39;une formation des militaires maliens dans la lutte contre le terrorisme. Une attitude qui a irrité ATT, lequel leur avait gentiment demandé de faire leur valise. Chassé mani-militari comme en 1961 par Modibo Kéïta, ils n&#39;ont jamais pardonné cette attitude de défiance à ATT. Dès lors, le Mali n&#39;a plus eu la paix. La rébellion de janvier 2012 participerait de cette leçon de punition infligée au Mali d&#39;ATT. &lt;br /&gt;
A suivre donc.&lt;br /&gt;
Mohamed A. Diakité&lt;br /&gt;
&lt;img alt=&quot;&quot; aria-busy=&quot;false&quot; aria-describedby=&quot;fbPhotosSnowliftCaption&quot; class=&quot;spotlight&quot; src=&quot;https://scontent-cdg.xx.fbcdn.net/hphotos-xfa1/v/t1.0-9/11181415_10206274109073507_1968090849293136258_n.jpg?oh=e8d40ad4ef68bfd45fb7827480a5330f&amp;amp;oe=55DE4354&quot; style=&quot;height: 380px; width: 690px;&quot; /&gt;</content><link rel='replies' type='application/atom+xml' href='http://espacekapolon.blogspot.com/feeds/7662333726041573341/comments/default' title='Publier les commentaires'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment/fullpage/post/2400347816800961802/7662333726041573341' title='0 commentaires'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/2400347816800961802/posts/default/7662333726041573341'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/2400347816800961802/posts/default/7662333726041573341'/><link rel='alternate' type='text/html' href='http://espacekapolon.blogspot.com/2015/05/lorganisation-terroriste-du-mnla-et-ses.html' title=''/><author><name>Guédioul</name><uri>http://www.blogger.com/profile/11791419661758815504</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-2400347816800961802.post-5860549417071870123</id><published>2014-08-08T07:23:00.001+00:00</published><updated>2014-08-08T07:23:11.103+00:00</updated><title type='text'>Cicaara de la cantatrice Mahadô</title><content type='html'>&lt;iframe allowfullscreen=&quot;&quot; frameborder=&quot;0&quot; height=&quot;270&quot; src=&quot;//www.youtube.com/embed/mrnCgx8q30w&quot; width=&quot;480&quot;&gt;&lt;/iframe&gt;</content><link rel='replies' type='application/atom+xml' href='http://espacekapolon.blogspot.com/feeds/5860549417071870123/comments/default' title='Publier les commentaires'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment/fullpage/post/2400347816800961802/5860549417071870123' title='0 commentaires'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/2400347816800961802/posts/default/5860549417071870123'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/2400347816800961802/posts/default/5860549417071870123'/><link rel='alternate' type='text/html' href='http://espacekapolon.blogspot.com/2014/08/cicaara-de-la-cantatrice-mahado.html' title='Cicaara de la cantatrice Mahadô'/><author><name>Guédioul</name><uri>http://www.blogger.com/profile/11791419661758815504</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-2400347816800961802.post-5753794497517087765</id><published>2014-08-07T10:58:00.001+00:00</published><updated>2014-08-07T10:58:53.264+00:00</updated><title type='text'>Balafon de N&#39;Kourala</title><content type='html'>&lt;iframe allowfullscreen=&quot;&quot; frameborder=&quot;0&quot; height=&quot;344&quot; src=&quot;//www.youtube.com/embed/SEqrrX7juhI&quot; width=&quot;459&quot;&gt;&lt;/iframe&gt;</content><link rel='replies' type='application/atom+xml' href='http://espacekapolon.blogspot.com/feeds/5753794497517087765/comments/default' title='Publier les commentaires'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment/fullpage/post/2400347816800961802/5753794497517087765' title='0 commentaires'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/2400347816800961802/posts/default/5753794497517087765'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/2400347816800961802/posts/default/5753794497517087765'/><link rel='alternate' type='text/html' href='http://espacekapolon.blogspot.com/2014/08/balafon-de-nkourala.html' title='Balafon de N&#39;Kourala'/><author><name>Guédioul</name><uri>http://www.blogger.com/profile/11791419661758815504</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-2400347816800961802.post-8757158908245163411</id><published>2013-06-13T08:06:00.003+00:00</published><updated>2013-06-13T08:06:45.916+00:00</updated><title type='text'>Le match de la France à fric au Mali</title><content type='html'>Le match de la France à fric au Mali&lt;br /&gt;par Le Sphinx&lt;br /&gt;LIBRAIRIE TAMERY&lt;br /&gt;19 rue du Chalet 75010 Paris&lt;br /&gt;M° Belleville&lt;br /&gt;Tarif : 5 euros (chômeurs : 3 €)&lt;br /&gt;Places limitées, réservation : himrevelation@yahoo.fr ou 07 58 05 52 08&lt;br /&gt;SAMEDI 6 JUILLET 2013 de 18 à 20 heures&lt;br /&gt;CONFÉRENCE SPECTACLE&lt;br /&gt;Ludique Éducatif&lt;br /&gt;Avec, pour un KO tragique, un président français timbré. Et, suivant l’ordre « t’as mis tes rang ? », et avec une presse auto enchaînée, Radio Mali Complice, et un média part pas tenace, l’Association Ouvertement Krapuleuse qui oeuvra avec zèle pour cette France Afrique OK. Celle qui garde Bamako en 2013 pour un de ces arrivistes de l’AOK….&lt;br /&gt;LA CONFERENCE (ludique) SPECTACLE (éducatif)&lt;br /&gt;De nos jours, l’information est devenue un spectacle dans lequel le « show » ou la forme a prit plus d’importance que le fond. Les gens payent pour des « one man shows », dans lesquels et par de l’humour, ils se voient raconter des histoires de voisinages. Alors pourquoi ne paieraient-ils pas pour un savoir. A l’instar de l’université populaire, la conférence spectacle diffuse un savoir qui est un besoin, et qui doit donc proposer, surtout en temps de crise, un prix abordable. Quand le loisir est un luxe tarifé, la connaissance, normalement fondement de toute société qui se respecte, ne peut pas être au dessus du niveau de vie.&lt;br /&gt;Dans cette volonté de populariser le « savoir informatif », il a été lancé au Sénégal une émission d’information, qui rencontre un grand succès auprès de la population, et dans laquelle des artistes « rappent » pour présenter les sujets. Ce concept de Mc conférence ne veut pas que présenter des informations, mais des sujets d’investigations sensibles.&lt;br /&gt;En conservant son cadre scientifique et éducatif, la Mc conférence est faite sous forme de « one man show », et, à la différence des humoristes, la recherche d’information prime sur le rire. Comme quand des professeurs rendaient leurs cours plus accessibles par le ton qu’ils utilisaient.&lt;br /&gt;C’est la culture multimédia de l’écrit et de la parole réunis. Quand la technique du maître de cérémonie rencontre le chercheur, c’est un auteur qui se met en scène pour la transmission orale d’une histoire chronologique et dialectique.&lt;br /&gt;La thématique porte sur l’importance géopolitique du Mali du temps des indépendances africaines des années 60 ? Les personnes d’origine malienne sont parmi les plus nombreuses de la communauté française, et s’elles ne sont pas directement issus de ce pays, leur patronyme y est historiquement lié (Diarra, Keïta, Traoré, Maïga, Cissé, Fofana, Diallo, Bâ, Diaby, Sissoko, Koné pour les plus connus, mais cela ne surprendra pas les amateurs de football). Pourtant, beaucoup ignorent le parcours politique du Mali depuis qu’il obtint son indépendance en 1960. Alors à plus forte raison les autres Africains. Le Mali est un pays particulier, car avec sa position géographique, il est un dénominateur commun pour les peuples d’Afrique de l’Ouest.&lt;br /&gt;La conférence spectacle offre une analyse sociologique politique et culturelle, les croissements de cette interdisciplinarité rendant la conférence ludique. Par une méthode dialectique et chronologique partant de la fin de la seconde guerre mondiale, la conférence montre le rôle de la diplomatie française, et le génocide culturel que subit le Mali. Le fait que la France soit partie prenante dans le non développement culturel du Mali depuis le début de sa colonisation soudanaise est un fait voulu, comme va-le montrer la surveillance auquel il fut soumis.&lt;br /&gt;Si de nos jours vous dites à des jeunes africains qu’il fut un temps ou leurs pays luttait à corps perdu contre la corruption, ils ne vont pas vous croire et vous prendre pour un utopiste, et pourtant le temps des indépendances où il n’y avait pas de corruption au plus haut niveau de l’état à bien exister et la première République du Mali fut sont plus beau fleurons.&lt;br /&gt;Cette conférence spectacle est basée sur l’opposition entre Modibo Keïta et AOK, dont l’animosité pour Modibo se retrouve tout au long de sa carrière politique. Même après l’assassinant du premier président, AOK continuera son jeu morbide contre la mémoire de Modibo Keïta, laissant ainsi de nombreuses traces.&lt;br /&gt;PRESENTATION DES PROTAGONISTES&lt;br /&gt;MODIBO KEÏTA : Le premier président de la république du Mali, Modibo Keïta, est une personnalité volontairement sous-médiatisée de la culture panafricaine. Comment l’oeuvre et le nom de Modibo Keïta furent-ils niés ? Il y eut un acharnement de la France contre l’homme, puis contre sa mémoire. Pourquoi alors que le Mali est abordé dans les médias, Modibo Keïta reste t-il si méconnu ? La conférence spectacle permet de visualiser la réal politik de la France en Afrique depuis les années 50, jusqu’à nos jours. Les manipulations politiques et culturelles dénoncées par Modibo Keïta dès les années 60 étant toujours d’actualité dans la crise malienne de 2013. Modibo fut combattu pour la jeunesse, la culture et la politique, AOK sera son concurrent. La monnaie amènera une réponse économique.&lt;br /&gt;ALPHA OUMAR KONARE : AOK est un personnage curieux et intéressant, avec une destiné passionnante pour une investigation. C’est un professionnel de la communication qui peut faire penser à F. Mitterrand dans une certaine mesure. Il détient un sens de la&lt;br /&gt;communication inégalé dont il se servira pour&lt;br /&gt;cacher ses activités culturelles derrière des&lt;br /&gt;activités politiques.&lt;br /&gt;Un beau champion AOK, le roi de l’esquive,&lt;br /&gt;mais quelle tactique dans le putsch,&lt;br /&gt;démocratique… Il fut le poulain de la diplomatie&lt;br /&gt;française en Afrique. Ce combat retrace son&lt;br /&gt;parcours depuis les indépendances de 1960, dans&lt;br /&gt;les dictatures sanguinaires des années 70, et dans&lt;br /&gt;l’après Foccard, dans l’ouverture aux médias de&lt;br /&gt;la décennie 80, et dans la soi-disant libération des années 90 avec la chute du bloc de l’Est. Présent dans toutes les dates (tragique) de l’histoire du Mali. Politicien, archéologue, historien, reggae man, il fut président du Mali en 1991 qui était l’exemple diplomatique de la France, c’est dire son intérêt. Et enfin, dans les années 2000, virent sa consécration internationale. Sa force réside dans son entourage, car Alpha Oumar Konaré sut aussi préserver ses arrières en sachant ménager ses ennemies par des collaborations où il tenait les cordons de la bourse. Avec tous ces pouvoirs qui lui furent attriués, Alpha Oumar Konaré laissa des traces indélébiles sur les traditions maliennes qui ne s’en relèveront pas…</content><link rel='replies' type='application/atom+xml' href='http://espacekapolon.blogspot.com/feeds/8757158908245163411/comments/default' title='Publier les commentaires'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment/fullpage/post/2400347816800961802/8757158908245163411' title='0 commentaires'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/2400347816800961802/posts/default/8757158908245163411'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/2400347816800961802/posts/default/8757158908245163411'/><link rel='alternate' type='text/html' href='http://espacekapolon.blogspot.com/2013/06/le-match-de-la-france-fric-au-mali.html' title='Le match de la France à fric au Mali'/><author><name>Guédioul</name><uri>http://www.blogger.com/profile/11791419661758815504</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-2400347816800961802.post-7651925843764637288</id><published>2013-06-13T07:34:00.001+00:00</published><updated>2013-06-13T07:34:45.185+00:00</updated><title type='text'>Parmi les blessés du MNLA à Anefis figurent des soldats français </title><content type='html'>&lt;h5 class=&quot;uiStreamMessage userContentWrapper&quot; data-ft=&quot;{&amp;quot;type&amp;quot;:1,&amp;quot;tn&amp;quot;:&amp;quot;K&amp;quot;}&quot;&gt;
 &lt;span class=&quot;messageBody&quot; data-ft=&quot;{&amp;quot;type&amp;quot;:3}&quot;&gt;&lt;div&gt;
&lt;span class=&quot;userContent&quot;&gt;Bonjour à toutes et à tous,&lt;br /&gt;
 selon mon camarade l&#39;Honorable Dr Oumar Mariko, parmi les blessés du 
MNLA à Anefis figurent des soldats français qui combattaient du côté des
 apatrides du MNLA.&lt;br /&gt; Ecoutez plutôt le fichier sonore.&lt;br /&gt; Cordialement.&lt;br /&gt; Ps: le fichier est lourd, donc difficilement téléchargeable.&lt;br /&gt; Ce message d’Aboubacrine Assadek Ag publié sur sa page à suscité de nombreuses réactions.&lt;br /&gt; Voici mes commentaires à chaud :&lt;br /&gt; &lt;br /&gt;
 Il est certainement possible et même probable que des encadrants 
français structurent le MNLA. Il ne s&#39;agit pas de forces armées 
officielles mais de forces spéciales secrètes dans la tradition des 
&quot;gorilles&quot; d&#39;une structure dont &quot;Paris&quot; démentira bien évidemment 
l&#39;existence. Il s&#39;agit d&#39;un secret de polichinelle, car il est évident 
que le MLNA n&#39;existerait pas sans la volonté des services secrets. Mais 
attention,  il est de rigueur dans ce cas là que la main gauche ignore 
ce que fait la main droite...&lt;br /&gt; Peut-on en avoir la preuve ?&lt;br /&gt;  je n&#39;ai pas encore écouté le témoignage sonore, mais il est peu probable qu&#39;il suffise comme preuve valide.&lt;br /&gt;
  La seule solution serait qu&#39;un de ces blessé accepte de témoigner ce 
qui est improbable, car son risque d&#39;être exécuté est bien trop grand.&lt;br /&gt;
 En fait, il faudrait des témoins vivants, pouvant prouver leur qualité 
d&#39;officier français (et non pas de mercenaire travaillant pour une 
officine privée) et acceptant de témoigner devant la caméra d&#39;une grande
 chaine de télévision.... !!!&lt;br /&gt; Mais les arguments et les indices sont nombreux.&lt;br /&gt;
 Qui peut douter que non seulement le MNLA est une création de la 
France, mais aussi les autres groupes via notre ami le Quatar ? Un 
simple rappel : en janvier 2012 on a vu surgir du désert non pas une 
mais 3 armées (seule AQMI était préexistante) : MNLA, Ansar Dine et 
Mujao. Même en admettant que chacune de ces armées a bénéficié de 
l&#39;apport des légionnaires touaregs libyens, cela n&#39;explique pas leur 
parfaite coordination et le fait que ces 3 armées ont pu livrer une 
véritable blitzkrieg à l&#39;armée malienne en utilisant du matériel de 
télécom moderne et certainement un commandement opérationnel commun. 
Cela est tout simplement impensable sans l&#39;implication de militaires 
professionnels de haut niveau (et pas simplement des barbouzes). 
Répétons-le : 3 armées ne peuvent pas surgir du désert !!!...&lt;br /&gt; Certes
 le crime était Sarkoziste, et François Hollande est venu en parti payer
 cette dette, mais comme tout ce qu&#39;il fait, c&#39;est à dire à moitié, car 
non seulement il est prisonnier d&#39;un secret d&#39;Etat, mais en plus il est 
sous influence d&#39;un état major et d&#39;une diplomatie qui n&#39;ont pas changé 
depuis Sarko...&lt;br /&gt; Si Samir AMIN avait cru reconnaitre un changement 
d’orientation de la France, c&#39;est-à-dire une sortie de l’atlantisme, qui
 signifierait que de facto la politique française rejoindrait ceux qui 
réclament un monde « multi-polaire », c’est-à-dire les BRICS…&lt;br /&gt; Mais 
la façon dont François Hollande a le cul entre 2 chaises, avec par 
exemple la continuation de la politique syrienne, montre que dans cette 
affaire il est seulement question de sauver ce qui peut l’être du pré 
carré africain et nullement d’une sortie de l’Atlantisme.&lt;br /&gt; &lt;br /&gt; En réponse à Jean-marc Pellet qui dit : &lt;br /&gt; - les &quot;forces spéciales française&quot; ont toujours précédé les militaires &quot;français&quot;. Ce sont eux qui &quot;ouvrent&quot; la route....&lt;br /&gt; &lt;br /&gt; - Les &quot;FS&quot; ont carte blanche au Mali, sans eux les &quot;rebelles&quot; seraient à Bamako. lire l&#39;article suivant : &lt;a href=&quot;http://www.lesechos.fr/19/01/2013/lesechos.fr/0202511878731_mali---comment-fonctionnent-les-forces-speciales-francaises.htm&quot; rel=&quot;nofollow nofollow&quot; target=&quot;_blank&quot;&gt;&lt;span&gt;http://www.lesechos.fr/19/01/&lt;/span&gt;&lt;wbr&gt;&lt;/wbr&gt;&lt;span class=&quot;word_break&quot;&gt;&lt;/span&gt;&lt;span&gt;2013/lesechos.fr/&lt;/span&gt;&lt;wbr&gt;&lt;/wbr&gt;&lt;span class=&quot;word_break&quot;&gt;&lt;/span&gt;&lt;span&gt;0202511878731_mali---comment-fo&lt;/span&gt;&lt;wbr&gt;&lt;/wbr&gt;&lt;span class=&quot;word_break&quot;&gt;&lt;/span&gt;&lt;span&gt;nctionnent-les-forces-speciale&lt;/span&gt;&lt;wbr&gt;&lt;/wbr&gt;&lt;span class=&quot;word_break&quot;&gt;&lt;/span&gt;s-francaises.htm&lt;/a&gt;&lt;br /&gt; &lt;br /&gt;
  L&#39;article des échos participe du même &quot;bashing&quot; de l&#39;armée malienne 
qui est la caractéristique de la doxa francafricaine. Cette armée a été 
bassement vilipendée y compris par les &quot;officiels&quot; français et on 
voudrait qu&#39;elle dise merci. En y regardant de plus près on s&#39;aperçoit 
que c&#39;est quand même elle qui compte le plus grand nombre de mort...&lt;br /&gt;
 Il n&#39;est pas ici question des forces spéciales dont parle l&#39;article des
 échos, celles ci sont officielles, mais des obscurs qui structurent le 
MNLA et qui si ils venaient à mourir ne seraient pas décomptés, car 
Paris refusera de reconnaitre leur existence.&lt;br /&gt; &lt;br /&gt; Dans une autre 
guerre on les a appelé les &quot;affreux&quot;  ou les &quot;Katanguais&quot;, mais Mr 
Pellet me dira surement qu&#39;il s&#39;agit d&#39;une légende.&lt;br /&gt; &lt;br /&gt; Si tous les
 commentateurs « autorisés », y compris les généraux de l’opération 
Serval s’autorisent à dénigrer l’armée malienne alors que la France et 
la CEDEAO ont tout fait pour l’empêcher de se remettre sur rail par le 
blocus, ce n’est que le deuxième refrain de la même chanson ; l’armée 
malienne est incapable.&lt;br /&gt; Le premier refrain nous a été seriné  
jusqu&#39;à l&#39;odieux par tous les médias français et repris d&#39;ailleurs 
partout en Europe : l&#39;armée malienne aurait été battue à cause du coup 
d&#39;état. &lt;br /&gt; C’est bien la même chanson.&lt;br /&gt; &lt;br /&gt; Or il est évident pour
 tout observateur indépendant que le 22 mars 2012 l&#39;armée malienne est 
en déroute et est largement vaincue par ces 3 armées surgies du désert 
et qui travaillent curieusement de concert. C&#39;est justement parce que 
cette défaite est le fait de &quot;forces obscures&quot; que les petits soldats se
 mutinent à Kati et font sauter ATT. La légende d&#39;une défaite due au 
coup d&#39;état a été forgée par la francafrique et bientot imposée par tous
 les médias. &lt;br /&gt; &lt;br /&gt; L&#39;autre point important est l&#39;étouffement dans 
l&#39;oeuf de cette &quot;Commune&quot; bamakoise et le bashing dont ont été victimes 
l&#39;armée malienne, le CNDRE, le capitaine Sanogo, les soutiens civils de 
Gauche, c&#39;est-à-dire le MP22 et le SADI d&#39;Oumar Mariko. Contre ce 
dernier des appels au meurtre ont été scandaleusement orchestrés tant 
dans la presse que sur Internet (fausse identité, robots envoyant des 
messages par milliers etc).&lt;/span&gt;&lt;/div&gt;
&lt;/span&gt;&lt;/h5&gt;
&lt;div class=&quot;clearfix shareRedesignContainer&quot;&gt;
&lt;a class=&quot;shareMediaLink shareRedesignMedia _8o lfloat&quot; data-ft=&quot;{&amp;quot;type&amp;quot;:10,&amp;quot;tn&amp;quot;:&amp;quot;H&amp;quot;}&quot; href=&quot;http://www.facebook.com/l.php?u=http%3A%2F%2Fwww.lesechos.fr%2F19%2F01%2F2013%2Flesechos.fr%2F0202511878731_mali---comment-fonctionnent-les-forces-speciales-francaises.htm&amp;amp;h=OAQG-J82d&amp;amp;s=1&quot; rel=&quot;nofollow&quot; tabindex=&quot;-1&quot; target=&quot;_blank&quot;&gt;&lt;img alt=&quot;&quot; class=&quot;shareMediaPhoto img&quot; src=&quot;https://fbstatic-a.akamaihd.net/rsrc.php/v2/y4/r/-PAXP-deijE.gif&quot; style=&quot;background-image: url(https://fbexternal-a.akamaihd.net/safe_image.php?d=AQD3ntgq2bLoIGUA&amp;amp;w=90&amp;amp;h=90&amp;amp;url=http%3A%2F%2Fimages.lesechos.fr%2Farchives%2F2013%2Flesechos.fr%2F01%2F19%2F0202511878807_web.jpg&amp;amp;cfs=1);&quot; /&gt;&lt;/a&gt;&lt;div class=&quot;_42ef&quot;&gt;
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&lt;strong&gt;Mali : comment fonctionnent les forces spéciales françaises&lt;/strong&gt; &lt;/div&gt;
&lt;span class=&quot;caption&quot; data-ft=&quot;{&amp;quot;tn&amp;quot;:&amp;quot;L&amp;quot;}&quot;&gt;www.lesechos.fr&lt;/span&gt;&lt;div class=&quot;mts uiAttachmentDesc translationEligibleUserAttachmentMessage&quot; data-ft=&quot;{&amp;quot;tn&amp;quot;:&amp;quot;M&amp;quot;}&quot;&gt;
Ces
 unités d&#39;élite sont en première ligne pour ce type d&#39;opération.Elles 
combattent en première ligne, mobilisent ce qu&#39;il reste de l&#39;armée 
malienne e...&lt;/div&gt;
&lt;/a&gt;&lt;div class=&quot;mts uiAttachmentDesc translationEligibleUserAttachmentMessage&quot; data-ft=&quot;{&amp;quot;tn&amp;quot;:&amp;quot;M&amp;quot;}&quot;&gt;
&lt;a class=&quot;pam shareText&quot; href=&quot;http://www.lesechos.fr/19/01/2013/lesechos.fr/0202511878731_mali---comment-fonctionnent-les-forces-speciales-francaises.htm&quot; rel=&quot;nofollow&quot; target=&quot;_blank&quot;&gt;&amp;nbsp;&lt;/a&gt;&lt;h5 class=&quot;uiStreamMessage uiStreamHeadline&quot; data-ft=&quot;{&amp;quot;tn&amp;quot;:&amp;quot;:&amp;quot;}&quot;&gt;
&lt;a class=&quot;pam shareText&quot; href=&quot;http://www.lesechos.fr/19/01/2013/lesechos.fr/0202511878731_mali---comment-fonctionnent-les-forces-speciales-francaises.htm&quot; rel=&quot;nofollow&quot; target=&quot;_blank&quot;&gt;&lt;/a&gt;&lt;a data-ft=&quot;{&amp;quot;tn&amp;quot;:&amp;quot;;&amp;quot;}&quot; data-hovercard=&quot;/ajax/hovercard/user.php?id=100002304574776&amp;amp;extragetparams=%7B%22hc_location%22%3A%22stream%22%7D&quot; href=&quot;https://www.facebook.com/albert.detoux?hc_location=stream&quot; id=&quot;js_3&quot;&gt;Albert Detoux&lt;/a&gt;&lt;/h5&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
</content><link rel='replies' type='application/atom+xml' href='http://espacekapolon.blogspot.com/feeds/7651925843764637288/comments/default' title='Publier les commentaires'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment/fullpage/post/2400347816800961802/7651925843764637288' title='0 commentaires'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/2400347816800961802/posts/default/7651925843764637288'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/2400347816800961802/posts/default/7651925843764637288'/><link rel='alternate' type='text/html' href='http://espacekapolon.blogspot.com/2013/06/parmi-les-blesses-du-mnla-anefis.html' title='Parmi les blessés du MNLA à Anefis figurent des soldats français '/><author><name>Guédioul</name><uri>http://www.blogger.com/profile/11791419661758815504</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-2400347816800961802.post-989897929192038425</id><published>2013-05-28T07:48:00.002+00:00</published><updated>2013-05-28T07:48:29.629+00:00</updated><title type='text'>MALI: Kidal et les élections</title><content type='html'>&lt;span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;span style=&quot;font-family: &#39;Times New Roman&#39;,serif; font-size: 12pt;&quot;&gt;1-Kidal&amp;nbsp;:&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;span style=&quot;font-family: &#39;Times New Roman&#39;,serif; font-size: 12pt;&quot;&gt;Soyons
 réaliste et conséquent. Le Mali, une
république, une et indivisible avec l’exercice d’un Etat central sur 
toute
l’étendue du territoire, de Kayes à Kidal relève désormais de 
l’histoire. Il ne
sera plus d’actualité. Tous les analystes, même les plus médiocres, 
savent ce
qu’a toujours représenter Kidal en terme d’intérêts géostratégiques pour
 la
France et les USA mais surtout ce que représente le MNLA comme outil de
manipulation efficace pour une maîtrise de cette région. 
L’affaiblissement
drastique de l’Etat Central pendant le dernier mandant de ATT, 
l’implosion de
notre système sociopolitique ont constitué une très bonne occasion pour 
lesvautours et leurs alliés, endogènes et exogènes, à ne pas manquer 
pour élire
domicile là, de gré ou de force. Ils y sont maintenant et y resteront.&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;span style=&quot;font-family: &#39;Times New Roman&#39;,serif; font-size: 12pt;&quot;&gt;2-Elections&amp;nbsp;:&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;span style=&quot;font-family: &#39;Times New Roman&#39;,serif; font-size: 12pt;&quot;&gt;L’Etat d’urgence prolongé&lt;span&gt;&amp;nbsp; &lt;/span&gt;jusqu’au 06 juin n’avait rien d’anodin et on l’avait
bien compris. Ce n’est pas grave et d’ailleurs c’est de bonnes guerres. Bizarrement
&lt;span&gt;&amp;nbsp;&lt;/span&gt;les activités politiques et culturelles
de regroupement ont continué à être organisées, couvert par les chaines de
télé…. Puisqu’il est constant, que la plupart des auteurs&lt;span&gt;&amp;nbsp; &lt;/span&gt;de l’humiliation et du déshonneur que notre
pays a connu et connait, sont ceux même qui concentrent le pouvoir entre leur
main et qui continuent à prendre tout le pays en otage (Administration, économie,
politique etc) il les fallait le temps nécessaires pour les tripatouillages et
les colmatages afin de gagner les élections. Il n’y a pas meilleur couverture
légale pour eux que l’Etat d’urgence…Ainsi la question fondamentale de l’élection
est la sincérité. Ça, la Coalition Patriotique pour le Mali (CPM) &lt;span&gt;&amp;nbsp;&lt;/span&gt;l’a dit il y a à peine 2 ans à travers ce qui
suit&amp;nbsp;:&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;
&lt;span style=&quot;font-family: &#39;Times New Roman&#39;,serif; font-size: 12pt;&quot;&gt;«&amp;nbsp;&lt;/span&gt;&lt;span style=&quot;font-family: &#39;Times New Roman&#39;,serif; font-size: 12pt;&quot;&gt;Nombre
 de protestations actuelles
des partis politiques sont dirigées vers une discrimination à faire 
entre deux
listes électorales, l’une appelée Race plus ancienne et l’autre, Ravec. 
L’une
et l’autre reposent sur des statistiques officielles connues qui sont 
que la
population malienne serait de 12,3millions (statistique de la Zone Franc
 pour
l’année 2008) et le corps électoral d’environ 7 millions. Mais selon le
«&amp;nbsp;Africa Development Indicators&amp;nbsp;» de la Banque Mondiale pour la même 
période
(page 50), les élèves de l’enseignement primaire constituent à la même 
période
50,9% de la population malienne soit 6,26millions. Ceux-ci ne sont
manifestement pas en âge de voter. Alors les personnes en âge de voter 
sontmoins de 6millions. Ainsi ces statistiques officielles permettent de
 fabriquer
«&amp;nbsp;automatiquement&amp;nbsp;» un stock de votants fictifs de plus d’un (01million
de personnes. Si on considère que les élections précédentes ont rarement
 mobilisé
plus de 15% de la population en âge de voter alors le nombre total de 
votants
potentiels est de 900.000 personnes soit moins que de votants fictifs. 
Dans ces
conditions, si elle le voulait, l’administration pourra faire élire 
quiconque
et dès le premier tour avec un score voulu à l’avance.&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;
&lt;span style=&quot;font-family: &#39;Times New Roman&#39;,serif; font-size: 12pt;&quot;&gt;Si les chiffres statistiques de base
restent les mêmes il n’y aura aucune différence entre les listes Race et Ravec,
elles sont toutes les deux magiques et permettent d’élire quiconque si
l’administration décidait d’interférer avec le processus électoral. La vraie
question n’est donc pas celle de la liste mais celle de sa sincérité.&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;
&lt;u&gt;&lt;span style=&quot;font-family: &#39;Times New Roman&#39;,serif; font-size: 12pt;&quot;&gt;Ce que propose la CPM&lt;/span&gt;&lt;/u&gt;&lt;span style=&quot;font-family: &#39;Times New Roman&#39;,serif; font-size: 12pt;&quot;&gt;&amp;nbsp;: au cas où la dispute continuerait, la solution
serait de laisser de côté les deux listes et se ramener au recensement de la
population de 2010. Alors l’effort sera de veiller à ce que soit assurée la &lt;u&gt;sincérité&lt;/u&gt;
du processus électoral. La seule façon d’assurer cette sincérité est que chaque
parti renonce à la fraude et que de véritables sentinelles veillent sur le
scrutin, la distribution des bulletins et aussi sur le dépouillement. » Dixit
le Camarade Dialla.&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;
&lt;span style=&quot;font-family: &#39;Times New Roman&#39;,serif; font-size: 12pt;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;span style=&quot;font-family: &#39;Times New Roman&#39;,serif; font-size: 12pt;&quot;&gt;3-Ecole&amp;nbsp;:&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;
&lt;span style=&quot;font-family: &#39;Times New Roman&#39;,serif; font-size: 12pt;&quot;&gt;La
 violence
universitaire bat son plein. L’AEEM continue à faire planer le spectre 
de
l’intimidation sur l’administration universitaire. Les étudiants n’ont 
pas reçu
de bourses depuis des mois. La perversité morale est au rendez-vous sur 
lescampus. L’Etat est impuissant et certains professeurs ont commencé à 
s’armer
pour leur propre sécurité et sont prêts à en découdre avec le premier 
apprenant
indiscipliné qui oserait les agresser, bref, l’université de Bamako est 
devenu
un sanctuaire de vandalisme et d’indiscipline. Ces éléments ci-dessous 
évoqués
par la CPM depuis Juillet 2011 sur la violence en milieu universitaire 
sontencore d’actualité.&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;
&lt;span style=&quot;font-family: &#39;Times New Roman&#39;,serif; font-size: 12pt;&quot;&gt;&amp;nbsp;«&amp;nbsp;&lt;/span&gt;&lt;span style=&quot;font-family: &#39;Times New Roman&#39;,serif; font-size: 12pt;&quot;&gt;La violence n’a pas cessé dans
l’enceinte universitaire. Elle s’est simplement banalisée. Qu’un étudiant ou même
un enseignant soit brutalisé au vu et au su de tout le monde est devenue une
chose banale et acceptée. Cette tolérance de la violence est elle-même intolérable
aux vrais citoyens. Le gouvernement doit en accepter l’entière responsabilité.
Le gouvernement doit aussi abandonner sa position consistant à donner
l’illusion qu’un groupe de jeunes apprenants peuvent et doivent définir la
politique éducative d’une nation et qu’ensuite ce groupe doit figurer au-devant
des principaux acteurs de son application. &lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;
&lt;u&gt;&lt;span style=&quot;font-family: &#39;Times New Roman&#39;,serif; font-size: 12pt;&quot;&gt;Ce que propose la CPM&amp;nbsp;&lt;/span&gt;&lt;/u&gt;&lt;span style=&quot;font-family: &#39;Times New Roman&#39;,serif; font-size: 12pt;&quot;&gt;:
 Nous pensons qu’une simple mesure de fermeture de l’université
quel que soit la durée de cette fermeture si elle ne s’accompagnait pas 
de
dispositions pratiques serait une catastrophe pire que de continuer avec
 lasituation antérieure. La CPM adhère entièrement aux résolutions 
prises par la
rencontre citoyenne du 2 juillet 2011 et qui se résument ainsi&amp;nbsp;: (1) &lt;u&gt;dissolution
de l’AEEM&lt;/u&gt;, (2) fermeture des établissements supérieurs et invalidation de
l’année universitaire en cours, (3) retirer immédiatement la gestion des
résidences universitaires aux étudiants et la remettre aux autorités officielles
compétentes, (4) fermeture des résidences universitaires et le début de leur
rénovation, (5) &lt;u&gt;autonomie des établissements d’enseignements supérieurs&lt;/u&gt;,
(6) &lt;u&gt;mise en place d’un système d’assurance qualité de l’éducation&lt;/u&gt;, (7) &lt;u&gt;création
d’un fonds autonome et citoyen pour financer l’auto-emploi des diplômés&lt;/u&gt;.&amp;nbsp;»
Dixit le camarade président Dialla&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;
&lt;span style=&quot;font-family: &#39;Times New Roman&#39;,serif; font-size: 12pt;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;span style=&quot;font-family: &#39;Times New Roman&#39;,serif; font-size: 12pt;&quot;&gt;4- Conclusion&amp;nbsp;:&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;span style=&quot;font-family: &#39;Times New Roman&#39;,serif; font-size: 12pt;&quot;&gt;Il n’y a que du flou et de la confusion qui entoure
la question de Kidal. Les manœuvres politiques ne répondent point à l’attente
des Maliens. Les élections pourraient être sources de conflits post &lt;span&gt;&amp;nbsp;&lt;/span&gt;ou même de révolte. L&#39;université est miné par
des étudiants sans foi ni loi qui ne connaissent que la violence. Il y a
vraiment &lt;span&gt;&amp;nbsp;&lt;/span&gt;matière à s’inquiéter. &lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;span style=&quot;font-family: &#39;Times New Roman&#39;,serif; font-size: 12pt;&quot;&gt;Bien à vous.&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;span style=&quot;font-family: &#39;Times New Roman&#39;,serif; font-size: 12pt;&quot;&gt;Fabou&lt;/span&gt;&lt;/div&gt;
</content><link rel='replies' type='application/atom+xml' href='http://espacekapolon.blogspot.com/feeds/989897929192038425/comments/default' title='Publier les commentaires'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment/fullpage/post/2400347816800961802/989897929192038425' title='0 commentaires'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/2400347816800961802/posts/default/989897929192038425'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/2400347816800961802/posts/default/989897929192038425'/><link rel='alternate' type='text/html' href='http://espacekapolon.blogspot.com/2013/05/mali-kidal-et-les-elections.html' title='MALI: Kidal et les élections'/><author><name>Guédioul</name><uri>http://www.blogger.com/profile/11791419661758815504</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-2400347816800961802.post-8999886232588199624</id><published>2013-04-17T10:00:00.003+00:00</published><updated>2013-04-17T10:00:43.672+00:00</updated><title type='text'>BELGIQUE. Inceste: Il viole sa propre mère pendant un an et se justifie devant la justice </title><content type='html'>&lt;br /&gt;

     

                  
      &lt;br /&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;strong&gt;&lt;img alt=&quot;images&quot; class=&quot;alignleft size-full wp-image-42812&quot; src=&quot;http://allainjules.files.wordpress.com/2013/04/images.jpg?w=594&quot; /&gt;C’est
 Sudinfo.be qui rapporte cette tragique nouvelle. Le monde est fou. 
Vraiment fou. Au moment où l’inceste voit un ahurissant débat en Suisse,
 avec certains élus qui pensent qu’il faut le dépénaliser, cette 
histoire belge, choquante et surtout malsaine vient montrer la 
bestialité des êtres humains. Un jeune belge de 23 ans, originaire de 
Hamois, petite commune francophone de Belgique située en Région wallonne
 dans la province de Namur, comparaissait, hier, mardi, devant le 
tribunal correctionnel de Dinant, pour viol sur sa propre mère.&lt;span id=&quot;more-42810&quot;&gt;&lt;/span&gt; &lt;/strong&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
Le plus inquiétant dans cette affaire 
c’est que les faits se sont étalés sur un an, entre mars 2011 et mars 
2012. Le média ne dit pas qui a porté plainte mais, on se demande bien 
comment cette mère a pu supporter ce poids-là aussi longtemps. 
Visiblement déstabilisée après la rupture avec son ex compagnon, la mère
 du garçon, âgée à l’époque de 39 ans, se serait appuyée sur son fils 
qu’elle a eu très jeune, à 16 ans.&amp;nbsp;Il se voit confier la tâche de 
«&amp;nbsp;gérer&amp;nbsp;» la famille et prend à cœur son rôle au point d’entretenir des 
relations sexuelles avec sa propre mère. Répugnant.&lt;/div&gt;
Le jeune homme a raconté au tribunal que&lt;em&gt; «&amp;nbsp;C’était des pulsions&lt;/em&gt;&amp;nbsp;&amp;nbsp;», et que&amp;nbsp;sa maman n’a jamais marqué son désaccord:&lt;br /&gt;

&lt;blockquote&gt;
«&amp;nbsp;&amp;nbsp;&lt;em&gt;Elle me disait que c’était mal, mais c’est tout. 
Jamais je ne l’ai forcée ni été violent avec elle. Mais jamais elle n’a 
dit clairement qu’elle n’était pas consentante&lt;/em&gt;&amp;nbsp;&amp;nbsp;».&lt;/blockquote&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
Une expertise psychiatrique a démontré 
que Thomas était pleinement responsable de ses actes mais le jeune homme
 souffre d’un problème identitaire. Son avocat a plaidé l’acquittement. 
De son côté, le parquet a réclamé une peine d’emprisonnement d’un an 
ainsi qu’un suivi psychologique. Jugement prévu pour le 21 mai.&lt;/div&gt;
Sources: Sudinfo</content><link rel='replies' type='application/atom+xml' href='http://espacekapolon.blogspot.com/feeds/8999886232588199624/comments/default' title='Publier les commentaires'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment/fullpage/post/2400347816800961802/8999886232588199624' title='0 commentaires'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/2400347816800961802/posts/default/8999886232588199624'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/2400347816800961802/posts/default/8999886232588199624'/><link rel='alternate' type='text/html' href='http://espacekapolon.blogspot.com/2013/04/belgique-inceste-il-viole-sa-propre.html' title='BELGIQUE. Inceste: Il viole sa propre mère pendant un an et se justifie devant la justice '/><author><name>Guédioul</name><uri>http://www.blogger.com/profile/11791419661758815504</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry></feed>