<?xml version="1.0" encoding="UTF-8" standalone="no"?><rss xmlns:atom="http://www.w3.org/2005/Atom" xmlns:blogger="http://schemas.google.com/blogger/2008" xmlns:gd="http://schemas.google.com/g/2005" xmlns:georss="http://www.georss.org/georss" xmlns:itunes="http://www.itunes.com/dtds/podcast-1.0.dtd" xmlns:openSearch="http://a9.com/-/spec/opensearchrss/1.0/" xmlns:thr="http://purl.org/syndication/thread/1.0" version="2.0"><channel><atom:id>tag:blogger.com,1999:blog-1189457377757280778</atom:id><lastBuildDate>Fri, 01 Nov 2024 11:16:56 +0000</lastBuildDate><category>rate of reaction</category><category>structure of atom</category><category>chemical formula</category><category>collision theory</category><category>jom study</category><category>video</category><category>TRIVIA</category><category>Troubleshooting</category><category>calculation</category><category>carbon compound</category><category>kinetic theory of matter</category><category>periodic tables</category><category>reaction</category><category>salts</category><title>ALCHEMIST FREESTYLE</title><description></description><link>http://alchemistfreestyle.blogspot.com/</link><managingEditor>noreply@blogger.com (cikgu andromeda)</managingEditor><generator>Blogger</generator><openSearch:totalResults>58</openSearch:totalResults><openSearch:startIndex>1</openSearch:startIndex><openSearch:itemsPerPage>25</openSearch:itemsPerPage><language>en-us</language><itunes:explicit>no</itunes:explicit><itunes:subtitle/><itunes:category text="Education"><itunes:category text="Higher Education"/></itunes:category><itunes:category text="Technology"/><itunes:owner><itunes:email>noreply@blogger.com</itunes:email></itunes:owner><item><guid isPermaLink="false">tag:blogger.com,1999:blog-1189457377757280778.post-7050052895207224662</guid><pubDate>Mon, 26 Nov 2012 02:21:00 +0000</pubDate><atom:updated>2012-11-26T10:21:40.472+08:00</atom:updated><title>ANSWER CHEMISTRY SPM 2012 4541/1</title><description>1. B&lt;br /&gt;
2. A&lt;br /&gt;
3. A&lt;br /&gt;
4. A&lt;br /&gt;
5. C&lt;br /&gt;
6. D&lt;br /&gt;
7. C&lt;br /&gt;
8. D&lt;br /&gt;
9. A&lt;br /&gt;
10. D&lt;br /&gt;
&lt;br /&gt;
11. B&lt;br /&gt;
12. A&lt;br /&gt;
13. D&lt;br /&gt;
14. D&lt;br /&gt;
15. A&lt;br /&gt;
16. C&lt;br /&gt;
17. B&lt;br /&gt;
18. A&lt;br /&gt;
19. A&lt;br /&gt;
20. B&lt;br /&gt;
&lt;br /&gt;
21. C&lt;br /&gt;
22. C&lt;br /&gt;
23. B&lt;br /&gt;
24. A&lt;br /&gt;
25. C&lt;br /&gt;
26. C&lt;br /&gt;
27. D&lt;br /&gt;
28. D&lt;br /&gt;
29. D&lt;br /&gt;
30. B&lt;br /&gt;
&lt;br /&gt;
31. B&lt;br /&gt;
32. B&lt;br /&gt;
33. B&lt;br /&gt;
34. D&lt;br /&gt;
35. B&lt;br /&gt;
36. C&lt;br /&gt;
37. C&lt;br /&gt;
38. A&lt;br /&gt;
39. C&lt;br /&gt;
40. C&lt;br /&gt;
&lt;br /&gt;
41. A&lt;br /&gt;
42. A&lt;br /&gt;
43. B&lt;br /&gt;
44. D&lt;br /&gt;
45. D&lt;br /&gt;
46. D&lt;br /&gt;
47. C&lt;br /&gt;
48. A&lt;br /&gt;
49. A&lt;br /&gt;
50. D &lt;br /&gt;
&lt;br /&gt;</description><link>http://alchemistfreestyle.blogspot.com/2012/11/answer-chemistry-spm-2012-45411.html</link><author>noreply@blogger.com (cikgu andromeda)</author><thr:total>20</thr:total></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-1189457377757280778.post-293537102550147085</guid><pubDate>Tue, 25 Sep 2012 12:31:00 +0000</pubDate><atom:updated>2012-10-07T20:38:24.107+08:00</atom:updated><title>SOALAN PERCUBAAN KIMIA 2012</title><description>&lt;a href="http://www.4shared.com/rar/s2GSgN-r/sbp_2012.html"&gt;PERCUBAAN SBP&lt;/a&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;a href="http://www.4shared.com/rar/Ks8iqaHK/Perak_2012.html"&gt;PERCUBAAN PERAK&lt;/a&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;a href="http://www.4shared.com/rar/EqGQcgkb/Kelantan.html" target="_blank"&gt;PERCUBAAN KELANTAN&lt;/a&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;a href="http://www.4shared.com/rar/HeFHvY3f/N9_online.html" target="_blank"&gt;PERCUBAAN N-9&lt;/a&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;a href="http://www.4shared.com/rar/HeFHvY3f/N9_online.html" target="_blank"&gt;PERCUBAAN PAHANG&lt;/a&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;a href="http://www.4shared.com/rar/ubM2yctg/perlis_trial_2012.html"&gt;PERCUBAAN PERLIS&lt;/a&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;a href="http://www.4shared.com/rar/AHR-N-dk/selangor_2012.html"&gt;PERCUBAAN SELANGOR&lt;/a&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;a href="http://www.4shared.com/rar/qoLYvhHv/terengganu.html"&gt;PERCUBAAN TERENGGANU&lt;/a&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;</description><link>http://alchemistfreestyle.blogspot.com/2012/09/soalan-percubaan-kimia-2012.html</link><author>noreply@blogger.com (cikgu andromeda)</author><thr:total>3</thr:total></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-1189457377757280778.post-1716095343432763258</guid><pubDate>Tue, 29 Nov 2011 03:53:00 +0000</pubDate><atom:updated>2011-11-29T11:53:25.774+08:00</atom:updated><title>JAWAPAN CHEMISTRY SPM 4541/1 2011</title><description>&lt;h6 class="uiStreamMessage" data-ft="{&amp;quot;type&amp;quot;:1}"&gt;&lt;span class="messageBody" data-ft="{&amp;quot;type&amp;quot;:3}"&gt;JAWAPAN SPM CHEMISTRY OBJECTIVE 2011&lt;br /&gt;
&lt;span style="font-family: inherit; font-size: small;"&gt;&lt;span style="font-weight: normal;"&gt;1.B&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; 2.B&amp;nbsp;&amp;nbsp; 3.D&amp;nbsp;&amp;nbsp;&amp;nbsp; 4.A&amp;nbsp;&amp;nbsp; 5.D&amp;nbsp; &amp;nbsp; 6.C&amp;nbsp;&amp;nbsp;&amp;nbsp; 7.B&amp;nbsp;&amp;nbsp; 8.A&amp;nbsp; 9.D&amp;nbsp;&amp;nbsp; 10.A&lt;/span&gt;&lt;br style="font-weight: normal;" /&gt;&lt;span style="font-weight: normal;"&gt; 11.C&amp;nbsp; 12.C 13.D 14.A&amp;nbsp; 15.D&amp;nbsp; 16.D&amp;nbsp; 17.D 18.C 19.B&amp;nbsp; 20.B&lt;/span&gt;&lt;br style="font-weight: normal;" /&gt;&lt;span style="font-weight: normal;"&gt; 21.A&amp;nbsp; 22.B&amp;nbsp; 23.B 24.A&amp;nbsp; 25.A&amp;nbsp; 26.B&amp;nbsp; 27.C 28.A 29.A 30.C&lt;/span&gt;&lt;br style="font-weight: normal;" /&gt;&lt;span style="font-weight: normal;"&gt; 31.C&amp;nbsp; 32.C 33.B 34.C&amp;nbsp; 35.D&amp;nbsp; 36. B 37.C 38.D 39.C 40.B&lt;/span&gt;&lt;br style="font-weight: normal;" /&gt;&lt;span style="font-weight: normal;"&gt; 41.C&amp;nbsp; 42.B 43.C 44.D&amp;nbsp; 45.C&amp;nbsp; 46.D&amp;nbsp; 47.C 48.C 49.D 50.B&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/h6&gt;</description><link>http://alchemistfreestyle.blogspot.com/2011/11/jawapan-chemistry-spm-45411-2011.html</link><author>noreply@blogger.com (cikgu andromeda)</author><thr:total>0</thr:total></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-1189457377757280778.post-1081725962416215322</guid><pubDate>Fri, 25 Nov 2011 15:09:00 +0000</pubDate><atom:updated>2011-11-25T23:09:58.478+08:00</atom:updated><title>ULANGKAJI FORM 4...(SPM 2012)</title><description>&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiuM_9xH606GszVK9WqPUOxd0sKJA1cLdhx__wUAq5qCEIPyOOcSE6uSb46dOs9BMSUEXz7O7MH-cOuAP8ZuzRv4RvQy0zt9_CyQGQE1swDv5K2jmKPgNfkW8my6F7BC_Gc5l9GNPxlrg/s1600/SPM12+copy.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="200" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiuM_9xH606GszVK9WqPUOxd0sKJA1cLdhx__wUAq5qCEIPyOOcSE6uSb46dOs9BMSUEXz7O7MH-cOuAP8ZuzRv4RvQy0zt9_CyQGQE1swDv5K2jmKPgNfkW8my6F7BC_Gc5l9GNPxlrg/s200/SPM12+copy.jpg" width="152" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;
SPM 2012 TAK LAMA DAH..1-TAHUN je lagi... JOM STUDY, ADA SOALAN...BOLEH TANYA KAT SINI....&lt;br /&gt;
&lt;br /&gt;
INI SOALAN ULANGKAJI TINGKATAN 4 - PERFECT SCORE&lt;br /&gt;
&lt;br /&gt;
MODUL 1 : &lt;a href="http://www.4shared.com/document/QkiSXRD2/CHEMISTRY_PERFECT_SCORE_MODULE.html"&gt;[DOWNLOAD - TERUS JAWAB]&lt;/a&gt;&lt;br /&gt;
MODUL 2 : &lt;a href="http://www.4shared.com/document/lMWF4Lky/CHEMISTRY_PERFECT_SCORE_MODULE.html"&gt;[DOWNLOAD - JANGAN TAK JAWAB]&lt;/a&gt;&lt;br /&gt;
MODUL 3 : &lt;a href="http://www.4shared.com/document/zyIdvItF/CHEMISTRY_PERFECT_SCORE_MODULE.html"&gt;[DOWNLOAD JANGAN TAK DOWNLOAD]&lt;/a&gt;&lt;br /&gt;
MODUL 4 : &lt;a href="http://www.4shared.com/document/-l29rhsU/CHEMISTRY_PERFECT_SCORE_MODULE.html"&gt;[ DOWNLOAD LA - APA TUNGGU LAGI]&lt;/a&gt;&lt;br /&gt;
MODUL 5 : &lt;a href="http://www.4shared.com/document/1fzCaSj6/CHEMISTRY_PERFECT_SCORE_MODULE.html"&gt;[DOWNLOAD - JANGAN MALU-MALU]&lt;/a&gt;</description><link>http://alchemistfreestyle.blogspot.com/2011/11/ulangkaji-form-4spm-2012.html</link><author>noreply@blogger.com (cikgu andromeda)</author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" height="72" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiuM_9xH606GszVK9WqPUOxd0sKJA1cLdhx__wUAq5qCEIPyOOcSE6uSb46dOs9BMSUEXz7O7MH-cOuAP8ZuzRv4RvQy0zt9_CyQGQE1swDv5K2jmKPgNfkW8my6F7BC_Gc5l9GNPxlrg/s72-c/SPM12+copy.jpg" width="72"/><thr:total>0</thr:total></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-1189457377757280778.post-2308758329007453193</guid><pubDate>Sat, 19 Nov 2011 12:32:00 +0000</pubDate><atom:updated>2011-11-19T20:32:59.829+08:00</atom:updated><title>JOM BINCANG : SALTS</title><description>Pelajar saya selalu risau jika soalan topik SALTS...saya pun risau juga jika calon SPM pun masih tidak boleh menjawab soalan ini. Saya sediakan satu contoh soalan berkaitan topik ini yang kerap kali keluar dalam item soalan kertas 2.&lt;br /&gt;
&lt;br /&gt;
&lt;div class="separator" style="clear: both; text-align: left;"&gt;&lt;a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhW1dOnZmBCopPfSb3dJxRs7KrjRJS5hSZPMHrE3xWydhNS3QqHaF_5fTVehOiFZDvCiactgGJbYGVjrjirH1d2GluWQOhgv89DFx0MHXZ9u0X0Dc-xEUREpEkS70U0BVfHq2aU8Q6KvA/s1600/salt+fc+1.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="297" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhW1dOnZmBCopPfSb3dJxRs7KrjRJS5hSZPMHrE3xWydhNS3QqHaF_5fTVehOiFZDvCiactgGJbYGVjrjirH1d2GluWQOhgv89DFx0MHXZ9u0X0Dc-xEUREpEkS70U0BVfHq2aU8Q6KvA/s400/salt+fc+1.png" width="400" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;a name='more'&gt;&lt;/a&gt;&lt;br /&gt;
Berdasarkan soalan ini, kita dapat lihat pemerhatian (observation) bagi setia proses yang dijalankan.&lt;br /&gt;
&lt;br /&gt;
Proses 1 : menunjukkan Serbuk Hitam X di masukkan ke dalam larutan Asid hidroklorik.&lt;br /&gt;
Process 1 : shows Black powder X is added into Hydrochloric acid solution.&lt;br /&gt;
&lt;span id="goog_171345407"&gt;&lt;/span&gt;&lt;span id="goog_171345408"&gt;&lt;/span&gt;&lt;br /&gt;
&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://www.yeskey.com/uploadfile/z3/zonghua001433/product/chemicals/copper-oxide-1289899151-0.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="170" src="http://www.yeskey.com/uploadfile/z3/zonghua001433/product/chemicals/copper-oxide-1289899151-0.jpg" width="200" /&gt;&lt;/a&gt;&lt;/div&gt;Dalam analisis sifat fizikal bahan kimia - serbuk yang berwarna hitam yang digunakan adalah Kuprum oksida (Copper oxide). Proses 1 adalah proses peneutralan (neutralisation) di antara Kuprum oksida dan asid hidroklorik. Hasil daripada peneutralan ini, CuO akan bertindakbalas dengan HCl untuk menghasil CuCl&lt;span style="font-size: xx-small;"&gt;2&lt;/span&gt;&lt;span style="font-size: x-small;"&gt; &lt;span style="font-size: small;"&gt;, Larutan Kuprum Klorida yang berwarna biru.&lt;/span&gt;&lt;/span&gt;&lt;span style="font-size: small;"&gt; &lt;/span&gt;Larutan biru Y (blue solution Y) adalah kuprum klorida (copper chloride). &lt;br /&gt;
&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://www.derbyscc.org.uk/alderley/alderley_image/IMB_7171.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="200" src="http://www.derbyscc.org.uk/alderley/alderley_image/IMB_7171.jpg" width="153" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;
How ? Bagaimana reaction ini berlaku?&lt;br /&gt;
"CuO mengion dalam asid. CuO ionise in acid, Copper ion dan Oxide ion move freely in solution. Copper ion attract to chloride ion in solution and formed CuCl&lt;span style="font-size: xx-small;"&gt;2&lt;/span&gt;. Copper ion less electropositive than hydrogen ion, so copper easily attract to Chloride ion."</description><link>http://alchemistfreestyle.blogspot.com/2011/11/jom-bincang-salts.html</link><author>noreply@blogger.com (cikgu andromeda)</author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" height="72" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhW1dOnZmBCopPfSb3dJxRs7KrjRJS5hSZPMHrE3xWydhNS3QqHaF_5fTVehOiFZDvCiactgGJbYGVjrjirH1d2GluWQOhgv89DFx0MHXZ9u0X0Dc-xEUREpEkS70U0BVfHq2aU8Q6KvA/s72-c/salt+fc+1.png" width="72"/><thr:total>1</thr:total></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-1189457377757280778.post-7720601406368143473</guid><pubDate>Sat, 29 Oct 2011 16:38:00 +0000</pubDate><atom:updated>2011-10-30T00:38:13.192+08:00</atom:updated><title>SOALAN [END YEAR SBP] FORM 4</title><description>&lt;b&gt;END-YEAR SBP FORM 4 &lt;/b&gt;&lt;br /&gt;
&lt;b&gt;&lt;a href="http://www.4shared.com/file/oDqx1Trx/END_YEAR_2010_Paper_1.html"&gt;2010 PAPER 1&lt;/a&gt; &lt;/b&gt;&lt;br /&gt;
&lt;b&gt;&lt;a href="http://www.4shared.com/file/_EXZf2yB/END_YEAR_2010_Paper_2.html"&gt;2010 PAPER 2&lt;/a&gt;&amp;nbsp;&lt;/b&gt;&lt;br /&gt;
&lt;b&gt;&lt;a href="http://www.4shared.com/file/EoxSH_wY/END_YEAR_2010_Paper_3.html"&gt;2010 PAPER 3&lt;/a&gt;&lt;/b&gt;</description><link>http://alchemistfreestyle.blogspot.com/2011/10/soalan-end-year-sbp-form-4.html</link><author>noreply@blogger.com (cikgu andromeda)</author><thr:total>0</thr:total></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-1189457377757280778.post-7534450651034827844</guid><pubDate>Fri, 28 Oct 2011 15:30:00 +0000</pubDate><atom:updated>2011-11-01T01:18:41.936+08:00</atom:updated><title>EXPERIMENT : EMPIRICAL FORMULA (SPOT)</title><description>&lt;b&gt;Empirical Formula (Formula Empirik)&lt;/b&gt;&lt;br /&gt;
&lt;u style="background-color: lime;"&gt;Formula show&lt;/u&gt;&lt;span style="background-color: lime;"&gt; &lt;/span&gt;&lt;b style="background-color: lime;"&gt;simplest ratio of atoms&lt;/b&gt; of &lt;i style="background-color: yellow;"&gt;&lt;b&gt;each element in the chemical compound&lt;/b&gt;&lt;/i&gt;&lt;span style="background-color: yellow;"&gt;.&lt;/span&gt;&lt;b&gt;&amp;nbsp;&lt;/b&gt;&lt;br /&gt;
&lt;span style="font-size: small;"&gt;Formula yang menunjukkan nisbah terkecil atom bagi setiap element di dalam sebatian kimia.&lt;/span&gt;&lt;br /&gt;
&lt;b&gt; &lt;/b&gt;&lt;br /&gt;
&lt;b&gt;Tips SPM : Calon mesti tahu definisi 'empirical formula'.&lt;/b&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;b&gt;ANALISIS SOALAN SPM (2003-2010)&lt;/b&gt;&lt;br /&gt;
&lt;b&gt; &lt;/b&gt;&lt;br /&gt;
&lt;b&gt;&lt;span style="background-color: red;"&gt;STRUCTURE QUESTION&lt;/span&gt;&lt;/b&gt;&lt;br /&gt;
&lt;div style="font-family: Arial,Helvetica,sans-serif;"&gt;&lt;span style="font-size: small;"&gt;&lt;i&gt;&lt;b&gt;SPM 2003 /PAPER 2/&lt;/b&gt;&lt;/i&gt;&lt;b&gt;&lt;i&gt; QUESTION 1&lt;/i&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="font-family: Arial,Helvetica,sans-serif;"&gt;&lt;span style="font-size: small;"&gt;Experiment to determine the empirical formula of magnesium oxide.&lt;/span&gt;&lt;/div&gt;&lt;div style="font-family: Arial,Helvetica,sans-serif;"&gt;&lt;span style="font-size: small;"&gt;&lt;b&gt;&lt;i&gt;SPM 2007 /PAPER 2/ QUESTION 3&lt;/i&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="font-family: Arial,Helvetica,sans-serif;"&gt;&lt;span style="font-size: small;"&gt;Experiment to determine the empirical formula of two compounds by different methods.&lt;/span&gt;&lt;/div&gt;&lt;div style="font-family: Arial,Helvetica,sans-serif;"&gt;&lt;span style="font-size: small;"&gt;&lt;i&gt;&lt;b&gt;SPM 2009 /PAPER 2/ QUESTION 3&lt;/b&gt;&lt;/i&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="font-family: Arial,Helvetica,sans-serif;"&gt;&lt;span style="font-size: small;"&gt;Experiment to determine the empirical formula of copper oxide&lt;/span&gt;&lt;/div&gt;&lt;div style="font-family: Arial,Helvetica,sans-serif;"&gt;&lt;span style="font-size: small;"&gt;&lt;b&gt;&lt;i&gt;SPM 2004/ PAPER3/ QUESTION 1&lt;/i&gt;&lt;/b&gt;&lt;/span&gt;&lt;span style="font-size: small;"&gt; &lt;/span&gt;&lt;/div&gt;&lt;div style="font-family: Arial,Helvetica,sans-serif;"&gt;&lt;span style="font-size: small;"&gt;Experiment to determine the empirical formula of magnesium oxide.&lt;/span&gt;&lt;/div&gt;&lt;div style="font-family: Arial,Helvetica,sans-serif;"&gt;&lt;span style="font-size: small;"&gt;&lt;br /&gt;
&lt;/span&gt;&lt;/div&gt;&lt;div style="font-family: Arial,Helvetica,sans-serif;"&gt;&lt;span style="font-size: small;"&gt;&lt;b&gt;ESSAY QUESTION.&amp;nbsp;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="font-family: Arial,Helvetica,sans-serif;"&gt;&lt;span style="font-size: small;"&gt;&lt;b&gt;&lt;i&gt;SPM 2010 / PAPER2/ QUESTION 7&lt;/i&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;&lt;span style="font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: small;"&gt;Determine the empirical formula and molecular formula of hydrocarbon&lt;/span&gt;&lt;b&gt;&lt;i&gt;&lt;span style="font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 11pt;"&gt; &lt;/span&gt;&lt;/i&gt;&lt;/b&gt;&lt;br /&gt;
&lt;a name='more'&gt;&lt;/a&gt;&lt;b&gt;CALON MESTI TAHU!!&lt;/b&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;div style="font-family: Arial,Helvetica,sans-serif;"&gt;&lt;span style="font-size: small;"&gt;To determine empirical formula of compounds - two methods used. (For SPM)&lt;/span&gt;&lt;/div&gt;&lt;div style="font-family: Arial,Helvetica,sans-serif;"&gt;&lt;span style="font-size: small;"&gt;&lt;br /&gt;
&lt;/span&gt;&lt;/div&gt;&lt;div style="font-family: Arial,Helvetica,sans-serif;"&gt;&lt;b&gt;&lt;span style="font-size: small;"&gt;#1 - Heat metal in crucible and lids - More reactive metal than hydrogen&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;div style="font-family: Arial,Helvetica,sans-serif;"&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div style="font-family: Arial,Helvetica,sans-serif; text-align: left;"&gt;&lt;img alt="" height="223" 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" width="320" /&gt;&lt;/div&gt;&lt;div style="font-family: Arial,Helvetica,sans-serif;"&gt;&lt;b&gt;&lt;span style="font-size: small;"&gt;#2 - Heat metal oxide in excess hydrogen gas in combustion tube and porcelain dish&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;div style="font-family: Arial,Helvetica,sans-serif;"&gt;&lt;img alt="" height="169" 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" width="320" /&gt;&lt;span style="font-size: small;"&gt;&amp;nbsp;&lt;/span&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;b&gt;Precaution in both experiment&lt;/b&gt;&lt;br /&gt;
In Method 1 (&lt;b&gt;M1&lt;/b&gt;) :&lt;br /&gt;
During heating lid opened a while to allow excess oxygen from the air reacts with &lt;b&gt;metal&lt;/b&gt;&lt;br /&gt;
Lid closed quickly to prevent white fume/solid escape to the surrounding.&lt;br /&gt;
This precaution is important : to get accurate value of product after heating.&lt;br /&gt;
&lt;span style="font-size: small;"&gt; &lt;/span&gt;&lt;/div&gt;</description><link>http://alchemistfreestyle.blogspot.com/2011/10/experiment-empirical-formula-spot.html</link><author>noreply@blogger.com (cikgu andromeda)</author><thr:total>1</thr:total></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-1189457377757280778.post-5781380678180587919</guid><pubDate>Fri, 28 Oct 2011 06:58:00 +0000</pubDate><atom:updated>2011-10-28T22:57:19.279+08:00</atom:updated><title>ISOTOPES (SPOT)</title><description>&lt;span style="font-size: small;"&gt;&lt;b&gt;ISOTOPES&lt;/b&gt;&lt;/span&gt; : Atoms of an element has same proton number but different nucleon number.&lt;br /&gt;
&lt;br /&gt;
Fact #1 Isotopes mempunyai nucleon number yang berbeza tetapi proton number tetap sama.&lt;br /&gt;
Fact #2 Elements yang sama sudah semestinya number of proton yang sama&lt;br /&gt;
Fact #3 Nucleon number = number of proton + number of neutron&lt;br /&gt;
&lt;br /&gt;
when nucleon number different (same elements) = number of neutron different&lt;br /&gt;
&lt;br /&gt;
example : carbon-12 and carbon-14&lt;br /&gt;
&lt;br /&gt;
Name of element : CARBON&lt;br /&gt;
Proton number&amp;nbsp;&amp;nbsp;&amp;nbsp; :&amp;nbsp; 6&lt;br /&gt;
&lt;img alt="" height="240" 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3Z/y/CGUc0eaNH4vqaPP9ex/4B+CEgdQggAxhhjf+ua/R16LC/y9/XrGjRqOGfeXCsjdhdVGLdzhbYKs0bO+TNDPx7V/IE2EY1iuyb1GjPh01+2rPtl0+9vdHnnhddecopuCqYFUhwGqGYSSy5aVv+1woI6oXU/+nisYqgSkTWuKaZiabcNuzZWDa12T0il62IxtQAkASYFZAVuGWIJXDv0vTG/xoVnhYYcr/xM7qO5uHQZV1/IfDlhfeJarDuLU1N8YxO2VI8/LjQ6XGXgie75KPBAVxlEwAXdB0OEcTcBpGiq9ZyiJumgBERlaonX8cum39s83P7Rpx5/9KnHm7dtuXDZoqPZWYapA4waxE4TgplEA791N7+qrd2w8cjRLGvFx385qVporX+99GznXl3nL1uYfjKTgOaVXMu7dhWApmmccwCUUk37J9fpH8QPB7bt2B4bV3/WnNkVm3QX18cwKTEpBZcN4lNlCniJQsCKRcevW9e3f+LhJ1/qFNu0YbP7Wi1dvfLY2RM6mEK1m85SUfVbyTJZVUyTG4ZJNNvs27x1y7kL5+3ZWiEAqlGwE+dPLPluydrNv8lcAihUwA9wGXDr8OggGnAKVx/e0jEqLbZWTtWWOY3XknWXUTjh5NzhaRPT+dlsnHjvxIsxe+8NPyuE7RO+KplQBIdX5aCWOa6BU+hEsFKr3JaQtpXH//3pb18cDrDARxkDqBlInZqggYAyVHAZJrGsQl1xim5rIXRuVGSbreEXvba3HzigZiAPLxNNNQkB8+hSQVlRudfp1yTrMy5VUa29V1UE/vufb/G/D00nO3fvioqJnrdgvhnIjv2XALol4RTbiFYN3Zq/V/Ib4KKh6YAOFLnKvURxSL4Sl0PSNcJNyxczA1EPygzD1PltOyKKkq5TWVX8ssQBSZEpM0wwUfVb1pJIRB2EWzQMBYAK+GD6AMKBPJQPPjm2UXKLyqlV4tPj+p8dlIMLGbh0CkUnkbdAXpy4Jy7yWPU66ULc1jqrxdUOyC4/hwkOcEOHDoi6ALg4vBQyAdUADSBWtpb/MQnDwQOZfBOwU3EqhU4AmULSICtQdRAKamVa3IAHIH+1VX+39CZgzSGAI3BAgyGCiCAKDIDa2GW2Y/HnKND/ff05u2QncWFysE3bN9dvFDd9zgwKpnPDBAsaQ7c9Z8WP5l8NDmb+cVn+6jMVE67Qe//594OCKiAyqGb9JQdMA1QGVQ1dc0I+gOOvZXWL3d0o7kijhvubvZ33wXy2eBO29HL0rrOnbp2LEXVPhLfb33pW6fRiOPyA3zLELSjogAaBwq1DJCBaYPN0wPyDjLGegwHQAdnaYAtKKoNuAIRC1aASqAGqCAjgBtyW3fYfX2bAV7By1tZyKWA+UB+oYrF/DPuf9Ao0B3f93wCaNmcGBSP/AwDddoQCE/g3GY9b/3fbhDkNcECC0KomKIGqwJABm9lkGjAkUBmcObh0GaUrfWtf2Pdy4o7GDQ8mNtrfuPGvTZqsTYhPqReRXkfYVzVyV4NRpz48RrMVGBSQLUGGW48kiGB+QLE2gwd2zrAFABgAA1ABCRBNiCJUEdS0nssAKDi3PwsOGBS6AYOCUwXUDxaUFcoDbJVbAGLQbBoKtIov1QEKDkbvYIP/1wD6tyf6G9EbkCvc8s9u+wT/41/+WQIFZZZRQAXUwH0kwA24wGWqwOSQgSKUpCH509yhT+y4v+WWZm133t9sQ/OHtjZ9YmvLl1OfWeJZeBM3fKbHniwMExLgBdwEkgxZ8Ff4d2Zgb3TAsM8LB0wY3OY8ujhcMrx+yDqoNSXOoHPoCDyjxqAYIASUmCAENKhcFQejIBwqTAMGs6ZBA6KRWgtiAAaFSQDZhMr/A6n+x+v/VwD9+asrAMEDQuUvxp9n+McR5DeaBkwD1FoxF1DCUcYhwwRToEkgkEtx/jRSDmDrR+KoJGNkkjrkSzL2dyxJR/IVnPHDDTAbGJxYSADcfshOEMHeEksfqBU6DLhFGmEaDGoLIS+Fm0LiYJyDchBuizVbemkGVBWaCkMFgt4ADqpDNiGCyzAMe9L0tkNo49sAkzlECun/NQD9m7xht77UAsef4MIMe/CK8e9IutOLA0aAyqoToAwo0lGmQ4UJ5ofpBQdx4MJppO7HtuHS8Ddpv1f0biPJ0GWYsxMbs3GkBNdNEPs+JsANcBUw/HY2vsL20QDCYBCYKkBMUALIAaNHBzgYQAARsGnLJoMGWLYVAQADpgxDgq7CMALGU1DPS3XIFBIggxLo7JZErEC5wWAagEohE6jm/0sA4n+wdW7/ln+TMbxCCBng5I/jNhjdBqB/8j/+YUJGhWhg4G6gjMClgfhlcBMm4EJpFpLHnxv6+JZHGm5tEXqwefXk+MTdzdtta91xX8eZ/ukXcKoIV22rk96yjK2tF2ypYwCmAStEBIcJtw6ZgNlUaw7OAp6RYUAnILa5bDIoNoZUBV4KN+AFJxVuVFAPbYIRUN3Ci2nAMKDfPih0CkrBKQfTwJT/x4xofst9ZLwCOgH68C2h8gcs0MD5MIDbYATjvwcQB0zbtLDkhwFIJmQdhg6UGmoeitaUr3lp17NNNic2TG5RP6VN/W33Ndh+f7OU9o3T2tTZHxW3r+GIgr5Z2KPB9YdoemDKQsAsoyYkCpeOMooyCpcJGWC3fDEzIFBNA6ZqGygGYNMEDD+8IhwyHAq8Ogzb06PBPXTFH9lWAqMBFU5ALUVul/hUGEb/bwOI/nGw2z9DcfuRrvi8cWv81wAyA8ix5RCF5cpRULchlUJMxeFXDr8VuT02Mi0+OqX5y5e7fkW++Q1b+uYPCfs9rs6xmNoZdVskx04rGuNEPoVBbne2dIBAkEH9MHyQPRA98IrwahA5ZDDDdIpWtYcuaSYgw7iu3nTDUWIU+JiLw7AXg1PT9OvwynCJcPkg+kEJwM2gAQQADD6PhMAq64CfGjqgchDAb3KvTsltS3+3vDBr7NizMzQybOrs6RSs3Ou8ewCy+Kzcin5IDCKDHyjTIQIy7PiHTycaNfyy+EfM3TmAaCB3bnG1bikgUBnSGZztdbF/9P5Gwv6qdbPj3ijovg/pp3EqDxfP4PhMZWbEnriwI2ENdtd+4Of6vxcu88HlguYHdMsgNlV43YIHogeSG7IbqgeGbDneHNAYiMncbtVfosHlQEkuruQi/wLyclFQgKIbKJLgMQ0P87ug+gCJQ1IgiyBWuMnGabA7YIUGAD9QBhQylANFwE3gJlAKFFtugApFganfAYL+CUAbt20KjQybMW8WBfMq4l2xgayAIQXKRLVEog7TJoM6gGKg0IQTyFfgAyo8YmLSWyYUv3X34AFERUgiVNtNNgMyDtQP1xGktUhpXTMr7N6TtRqear4Mq07hxHEc3u78pRDns5He6eTzITvrNMmIuW97wicZI64h/wYcHogyig1WCO4GFQUFLgVeDcQWTTRgc/lMMGLC4cSVVLZ5jmP66JIPu18b8Pa5pLHOGSuwPguni1GkwWX6y6EZ0Bh0W6ORQAA66IsBOoMBCriAK8AP54om7TnZc+WOfj/uG/TbwbmZVzbkOYsBP6y8wB34KH8NIMPUGcxVa76LrB+1cPliixZIWNAJ+X8Pu5t2zNbmEZcAR51Yknp+3C8HR67aNWLF1lk7s37KunLVhAPwADIgUvYH2X2nsQQKVUaxjCITko1Fy3yB4cD17ez38PVhtbPr1M6u8+z5TgU4dxOXJlz68L3kF45jXy6Of6V+VX9Lo/jDCY2Sm76R0uUkcvNQVIabCq5xFIJLoIZgwgF4wZnttUuAZBNHZLhO4tCiG9NfS3221fbmzdNb19gc0eRQh8Q9j96X8mz/S6M3YmsR8ilcUES74lWDVe9BwUyoHOp/En3/w/IrBDr8wO8nLw/7NbnNR/NDuk0M7z+nevcplTt/Hjng62ZDpoz4buuOkwX0DiQc8HcAoszwy+Kkryc3adn0t42/U6tQJHgA4a/QowDlBtxAttOc8OveTh/OTXj/k6h3xsa+//mDIxc06PLxQ4O+7j33lx+zrpQCHkCqsFj+dMcgLxOygusa8gEXuIpAgoHDcKN4tWNJ4p640OyQqvuq9Mzr7EeBhMJndj7afHPDjeSHkzj8G35rtqdt9eSIiL1NXjrcNRt5eSgpQZGOYsABk1llPS6YElRADKSvFJhAOdxHkDHo9IA2W1q22N+y/t5GtXdGRe9rnLCvdez2pqGbEkJ/S3x0d6eF3qVFyCNwgNwGPtPCkHwHcRpVoRpw4IbnxcnfhPf6tHr3ybV6zRXemxHSd2nl7nNq9J9bqcun9Xt99ur4b3advHEXjWgOVlxS1KNvz4cff+RgxiEa4G3dyeG/LY9BA7LHDRy6IQ1dtK5Vny9CXx8V0/PrqD4zI/vPD+89M7Ln9Jhuk2u+NOhfH85Zd7asFHAHdJl564aBgHUwlwlCUEZRDO4FVcGoNTECWo7SNeXLm+9qFJURWiu1Wu8rXfy47kLB45mPx+2P/4GvPIDU5fi+fmrTygdDozOaPX/4gxwUFMBdDg+1HG0dUCAAXphqINQMiACDE9I+pPfPHdRib6uoPdGN0ho/kPNIpxMvd73a4/XsF9rvbhOT3KheSmLYjoROWa/+YvxciuuAYccaZcCwis5UAimoOI1l9GU59denLW0w8IvYEbPDBi2IG74mpNuisL6rKr0/T+g+K3zMsrBB0+p0HvXetB8yi5Tgi9f/FkBX8i7/67mnO7347PkrF3VQq+L4v8yFWeLHB1xW8dHyTU26jIl47+OInlNr9ZwRkrQ4dNh3lXt8EzP8+0YjVyUMnN+w+4QXPlu4t1AqC4TW/g1AwWHIyoWZkGEY0Cgog+WXgN1E6XayJe7n8Kj0uvUy67545tkCXM5D7vOZr8ZtaLYWG07izEfa+Lq7IsNPhMYcjn415e0zuHIDXjcUDX5qqBarQ5AhUxh2ul8GDHggnUfuNMyuuzWixoGQkL21o9dFfXpz9EEkn8eRS0iZVT6qxY5G1XeGhp1IjMls0e1qn6PI9sANBqiAAsuIUcAUGEGlMhSgEPhs1/HQvp9FDJ9ea8B04c1x9d6fPTFFmZGBt5acFrrOqDFiSciYJVWSpkUPnDV51ykxmM0F8A820KXLF9s9eN9Lr79ccPO6xYnTuREcgPhtNw4ASAY8wPqca08MnpTQ7bOYnl9FDV4ofDD92R8vjT6LpHQI3RYL780M7/dtfK9pCR98Ovb7Xde4xVsPHD4bQBQsWAAFkgSKXUkIQAE8QBn86chov6NVvUO1q+XUSMhpsYz/lI1L409PG7N/QrZx/gQuvn7y3YjUOnHH7220U/g4o2cxLjng1QA/PAr1WupZcEIWQW6FLDk8kM7g4gdlPWoerh1xMTJ8f0S3Y93O4Hg+zhfjXAlyLuPgyOJBkdtj62TE1UqLfez4M+uxpQBFckDyWLVnCqAEmQsTgSyg3aRVtZO+Ch8xNzRpWosPF9V75cOjBJeBleeNsJ5fCx9MEAbOqT56ufDBV51mr3cHsZ7W9dcAUjQ598ql5m1avPT6yzfKii0AyboSNIBui35Zi+EHHMDQbzfUeX5Q6+HfxiTNiRu26N53xk0/QzKBQ8C9b02sP3xlzR4zQ7pPb9h/1oMDpuV4bzFhbvnzwZtB1gRMMyAddDupJQMesJO43PtsUkxKnLBPqH0s/OWCd5NxKAun81CUi8Kl3lWNdzeOyQyJOSC0Wl/91+tzFJQpVDMBHcSABBDJ7xZK4fVA0mGA3cquF8LxePoTkaciwk6HNk1t9vONTeeQvwu7u+x5JxsZBcjbgZ2Pb32y4bYm8bsbx61N2IbdZ3GlBKIC25E1AQ1MC1ICeYCDQJXek+qPWBjW66uoDz57ZfKyDv2HH/dLxcCuazeeGP1V29Fza/SeVmnIUmHkqnt7TioPbknxDyrsxKnjre5r3WdAXz+RLVqcgSA5ZRXhFg4Og0LVQH1ACdCix9dR3efU7D4vesiSR8avuD/p4y05JyAMQ5UAACAASURBVP3ADZU9nTTm6S8WhfX5OmzostBBy0LfnpTmgs/WX5ZZoN5RXBbg4FYW4fZwpgFQaBzXQZa4tz1zpEud1Kh7Mu4Jz639TMkT32HVOqwf5RzeNqd56PGqVdOEJimxA473KkYRCfhHAChkHW4NDqEckg8qB7MlEAF0FMNbf11c1WOVhCNCg21xJ3C5BNJUMqvZ2jaTc+acR/EBZD227V+NtzVpm9a2zebWW7HjIvLKIRLcioToYDqMoGrXfcDvZajadWLMwG+jekx78uMVZ4ESwAl4QIvACoHzQPX3v6oxeGWVsb9FjFj4PwUQRZCFGbcAxACZQ9RBRKAYSOg2PW7ID2Gjf63Ue84xoBCQGQGXOWgJwzmg+afLKg9YHDb658qvTzrkgc/GikXAkG0ABRsKCqhUk8GmUjMKw4DBYEIEslHyVd7S57Nfij4YKhwQquwXHkh5oMX6lvduEoT9QrWjQt3UGm9lvrlJ3eaBzIGK9ANAOCQTXsEHSgDbC7MiWQx5KEk40KTqJUE4IUTtDzmO01dwo/vF3q12PvRO8vCDyFuPA82P3V8vLTxmb0TLXxqnYa8TZTZ1klQcQQRrhMrAQSfC3hwf22t+bK/5j41dfcxAqcUeAG6YyAeygarvTg3pv6pK7+X1PvjqbqkwC0Ct27f5rwCECgoeDbTyMjSgFIh+d4Lwztf3Dl8lDFu8FzgDuDh0oIzitI4MoNFn3987YEmtwSurvDL+HCDaALK8G9miYvJgtRhnMClMZp1iDpXDayHS4/QTChnsMq4sL5r/6u5/NdmY0DyrTVRWozo50dWOh1RLrxmdEvX8oed+dPzohMu07BITMBlMZhONFAgiVB3MBpBiO1B5yG+V1kzIEYRLQlh6rfXYchEFnxaN67izU/d9o/fh3EqsjT+XWCunat3UGu1+a5GBwzIkO4aoB4J7wetsDbiio1X3aY2SFkf1X1yv+9xXZ257bticQooiio0nyzuOXfrIpHXVus+vN/iHhNG/1397wt0yojnYydMnWrdv03dgv/8KQLYLZoCrYDIYNTmcwH1D5tUZ+I0weKEwZkWbWZvajJy35aTTDZwz8NjYRU/M3hI6cnmN4Sur9VkQ3WXKKQX+WypMtL2bgG0ezGQYGIFJrCyYCa+OMoIyChHcSqIzE14HLqZgw8gLH3XIfK7qoXrCsaox5xu+XP7aTMw+hmMOOHyKJ5CkJCZk0wrgEkCG4EOxDC9HRRCZEEhFuPjq0cdrpAo1rlSpnR72Wf6MiyjejV2vLOy0+OyCE8iajcnROdWrHROijoQ8t//FIzjuC3iapp2oYnYuKJgHJsA1Fa99sTq0x7Rag5cKPefXTVpY6V/DcgjygQUZ5fe+M07oPVvov6jawOWJI1c/OGCWP5j1BPCfAEjSFR2U2oT2O7i5AU5gqqDE0mgi8P7MtYmfLBOSpgsDZwk9vxbeGrcyUykADlEIr4y/p+essI9Wh4xYXrvH9IeHfXOokMm2IWDcypVZ5z64CVEbx5SCGxReBQ4RDgWS7SISxtSScpwqwJksnFuH1C8w6WOMmY9ZW7AhG8eKcINaTrUBcPghOeAqhcsByQo0CAqKCNyWbSSD+iHpcDuRu1Kf1mpv/VrZtULSY59P7bYDhy7g9Kpr8y8iewt+7Hzz2cgjlWocFMK21eh7bEA+yhQAFCa3crSUWhKvQhr9Z5cOiMDnP+8TXhhSbchCYfCyKoOXR/VfNHZb4cTUkv7rztUeulgYuqjyqOXVBiwQXhg1etWe/7uU8M/X3wLo1JmTbe5v229Q//8OQAFWhmnAoBaZSQFWpF+t8d4Ioc84YfgsYci8kH4LBn1/YXqqOnqXeE/X+VUHLKs7ekXowLmh73/abdqafMl2wUxQE4Rb1BlKYQQbSwxQWk0GxihkGaIPkmzRJUyAqxTFN3B8rfr90ItfPHXonfhd8U1T6z+ecn+fzG7Lby45iRMiJArbC5RB3ZDL4XVAtnjWAiCB2VwhDVCgcogKis7gYL9TXSJT6tfdG9dsS4ek8yN+x3cpWLcD2/rdSGp0IDbmSGj91NDH9tz/Q8n3Pkt/qbbIMW9nvQcDIIt+kHK55IGx8+oMmSMMXiz0nBc6ZGVk0qJ73hwfPWyx0HO60P2rsLHLI4bO7PjZomwvgm+f8R8ByIB5pwCyUokGeMBnodCBIuCtGUtjhn8RPnaW0PtL4e0JEe8vCH/v29jBa4Uu31Tuu6Ban6/r95v41Jjpaw+fsysfbD4Co9ZdggcQB6MwzID3ZHn1FoNU0eFSFQ8cZ5E58fqY+7a2jfy9ecyu1rE7oh/MbNkuuWnc6qiWv7Z4L+39Fe7V+XDICORljEBeVrMi0Sa7JSYBCgKoOrzlKNrKtryS8Ub9DY2brG/9wM4HHz/Q7pGDbZ46/nSj5BZRu+o3SU18LPnh+eWzS1AsU9lOGNqMEwJ+JwACmF/yyMDq4wWJg2aE9FtQtf+iOgOWVO06M2bQ4lo9Z4QPW1J3wJzIfl9HvDNyyxVnsFUf1lf8nwCy+mPcIYBsOhi1nVEOy/gtU3FJx4OjxtXtMbxe0pcNRy6u23lOo4E/1um9qu6AVaED59fo8lGrAR9P27BTBnxe2TJ39AoqGADKggWQaZfcwzYn2C2SDAHcIMdxeuz1MQ13xNVLiUjIaBe/q0Xbza0f2tim1W9N79vVpnV6m4hN0Y8e+NcK+lsRZB2ABsgBS9cyom06vR8QAYMCxARTAB9YMcQUpI4+MeLpzR1abk2IORgakRkasjusSVqbxE3NO+1+/nv/6iu45oUIBLgmFcEAFmCjBgUgboCKYMRn4peMkpcnbEhMWhbZa57w6mdRvWa0GLa45ktj49/5/O1xqw4VaCUEMr+bubDMoxkJzRJ7J/WxOmPcCYA4A6UwaUXoTgkUVhCdl8jarty817+c03b0lDoffFa/37xanWdE9l12z5sTEobPadxv7OrjZz0WD0RTYBrgNEBLD1Q9BGkDmYG9tpPwZkUyFR5DLYTja2lew30t6p6Krna0VsTOqLHesZuxKQfZK8SVb6a9FbaxXvihiMTjzR5IfWyrecAJavGKiKHo8HH4JLlYsMhLUC1LXwVXrfyfU4ODs1I4jiJtoX/qQGfXx1yPNMiLb32hxdtFb8zErAM4lI8iJyQZhs4s9hjVoVKL+8VZRV1OMBtAQF3Q3DDh0JHpxNxDUrfvsl5bsu+hz79/deam7nN2fnew9HQp/ICXsLtIKKPM2L5zW0KzxFFjR1utGu8EQAwwGCjTA7lpe3kDxAERuGTipyvOD1bufPnbnZ1m7+o4ZWvnFYenZhauL/LYNBUQ6H5QAm7oAVo6QUBxBKfCAuf6jwACqALpNM69eOpNYU8NIbty9SO1kop6pGJrLs5fxKXTOP2tsahVRvPw7DrVMytHp8TMdS0qhNMy7WVoGiQKWWNewQnDb2lGbj2ybAKUg5pw+lHMHDeQfwKHfsbKjzG2G96bjk/WYO5BbM/F+Zsov246ndBFwAPqBvFA9UMllp40g35gcAKznIlFisRF4AZwxMBRYNYVMvOC+F2BmW3iBlBs2q6tU/XdLQmkEmXRkoUJzRJnzptlcTnuxI1ntguqAz47/gkdAAeTdaJSBbgJHKXYreFXF75IL5+a4d7oxCngohUy5YQSEcQHSsDsWj65oibujk7MbQkWEohOuWQU7eYb47c2rJoeUut0WLP0pvuwqQTnd2Pzt475J3H8EPa+fuO52BO1hYNCaErVAaeTcpHvgqpWzMfKhSmABkohcXgtNWZtPOUQgRtwbTW3j7k2/F/ZHeIPxtTeUbnB9tDXsjsOOtlrfuGcs7hYCm8p/FblqA+GCKKA6DC4RSsMNm4Bq+uMrAClwBEFry3YHTlkZvzY+Q3Gzo4d9GXTpCn9Fm5PuabnUVyjcIEHW5PxdwDy+b1jP/moScumv67/rQJAmhlkr3F+C0Ai4AHEAICsKIkHSL3uG7R6e/uP5jYbMfeBz1Y1HTA79v3P3p7/63cXb1y1hJbqt5ngjFIwpUIC3TH/iVMYDNRAoCaQo8SH3N89S+I2hsedi2twodGLp54vR14pLo8+OuL5bS9uxY4jyBiPjxtm1atyWIg4UOXVlOdycakcHhcUEVSDbZALVo7NBNNhAAECiwEZRj5KvlVWPbDnsTobw6IOhDfJim11IjHmUMMGh1vG72zaeuN9A7IHb9d33MBNCX778Ri71YU9eBoUB9Nh3NS1G8DQnw6G9vwycuS31QZNrTxgotDnk5DBkxt/sigmaUrjpMlf7Mi+CJTirnlhLo+zZ+8erdu3OZB+UAe1XhigUi1oANkOs227EIBzmBx+HS5g2ZFL7UdOqd1ldIOhs+KSZoW8O6FR39kJ/WbUfm9M6LtDusz/PtOl+C0LnAGMWVawVVZ1RxKIARTcgG4x4iUO0YSXoMyPvN/Kvmm9uX7c4XrRh6K6X+zugcMJ5+s7Pmi1tuN32rYs5K7Busb7E+tl1IhOqfX8ticv47wDJS6Ui3BpkCwGmGARTwiYbPUeDzQwL0HxQu/i9vsfrb0nIia7YdThqNhNYU23N2y0v2WVzeHhh+MSshq3Tmk1yfFFHq7IEG03ntxeQHoHBCgoQBnw+Zas1p8sCR+9tOrgb6sOmF5z8PToMXOjPpwjdPnsnh4To4bOaTX2m482Hi6qKNUObk3/AkAOV/nb77710GMPnzp/OhCGDl4C2fe32pUwjkAwh8MDLE27/PD4xbX7TQodNlfoMqFm569bjfwhstvsVh99X7fP1KiBU1t/OKvHgl+uqtBgnz3T7nvM7FryoG0gZmeXDAqdAoSCKDD8kEQUrytZ2mFb4+hdVcOSa32Q270YrlKIL+3q3GbDk8t8m48g9zusT9jVLD47NnpPvdd3vX4VV8pR5oPTjzIZZZaeFiyV5YHXDS+Fber7Ie1FygtZz1XeUr1aeu2Q1HpNUponXUiaKc4clD/4ocMPhh6sXjNTqL5faJ3WZOaNmddwk/NAfRkDhaGD8DsCkF9H6nl3Yo8vw/rPE7rPFnrOb/LJL7W6fBny/sSwPtOEHlNqj1gqdJlSo8uXT3286qcjBXdLAjlc5W+98+aTnZ66fO1KwAAKmg/Ewaz3ePCKqjkDMKAz7L/G/jXxB6HHRKH/jOqf/HDvgCXR/VdVe31adN9lof0Xx4xdU6Xf7HveGxfXc8LifRdvanZ4wrRft0M52B0AiIL5QTQYoMyqDdUAn92h17HT/fsz21s0SK4WerDmo6ee3oszZ1HSLafnk9ue3KjvyMDZMSVf1N/eOPZko8iU+M77++XBUQZJAVUgKtwJg0GCoAEymA+iH6IJalktbjjG549tdrBRyPHaITlhcTubT1RmHcWJDGScQfb3WNx8X3zVZKFxXnStLZWe3NQxF/kiKGfgvMJ1vBMKiw6UcQz8ZntY58kRw1bc02dh1X7f1HxvwopL5l4JE/Zeq/7+5Bp950WO/jF00Ioqb03qvyzlv8yF8cDrFpxux5vvvfXsS8/l37hmNdexmmUFe3NuZwRlcLkilSEDX285X+3dCfcMX1J1/M9CrxnCO19M2lt2SMTmYlR/bVxo0oJ7e88IG7kwtPeU5z9fflUP+P+gAOEWqSH4XBi9vZuKAc5tfq0I+EGyjEPPbH6gYXLdmoerhx+MW4TfjuD8FO/UnuldjyErG9nPH3slcndcVHZi1PbEfgdG3YDPofo5oINoTLJiiUI5AswBk4ETQAWnbpS8sfvphMMRtc9VF7bdM/La9BwUZeNMBtJv4lohcmc6pjVf16xBclzo2tptf29+CPsKkO+GKFcoMR7I3AbzwCKQQdFs9OLwgYvrDFhSvefskB6Ta7+RlGHgjImd+VLDNz9q0n9+xMCVwsBVwpDlMZ+vLA3i9tb1B/SYgeJFj+R9/pUXnni6Y6mrzH4jDAs2CGFlvw2YKrgIWO8TYARwAO9O3xXSbd49/ZdUGriweo8vYt4d8vPBHAUodKH5c/1aDPiqTr/JlQdOqzHg6wb9J2fJFdl4oyIsSQEzSDqHZZLxgA9PAQrGQTkMHeQKrnx8fVzkznghrXr1I7WeOPPYGvyYhXM5OJ+C7SPK+zU4EBWeGZl4ol3TjfefxTkPykEVEAaTWbWYjEFwgskI9IA1GUBMGEUoeDS5bVhmtWrn7o06FLfSuTUP0hbs6bOx9+7rO/NxdSM2Pbf3mTZ7mzVPbdhhd5vt+O0qzjvhsmPwgfLpYCWQD9gjIyxpZmj/byMGLo7uP/f9xbv6f/vjBRU+IDPXNXbe1pErMmu+N1MYvFL48Aeh35fFwSwogH+XPQZMA+ZNZ2nHTk898XTHG6VFf5RSwVycgTJQEgCQaILKQAnQrNf82j0W1xrxs9B5SrdfDvWat+rouQvchMvJxs5Yk7RqZ/SQadWGzaoyaHpI10/2OgOn2u5kQLkVW7kDPlAgnWLV3VA7vS8BxAPvDhx47Wz30H3x1Q7Ubngw9rULr44u+vJz14wul99ocygmKq16jW33ttr74Bcl0wtwTYEHpgpd5yazS2g5BA43QCADfkCHDnhgnEJuzMH6NS5XE04JzQ83ycHZUriXySseXN3h8+PTc3AxBbs6Hm0bk1ypxcF6HXa13ISfi3GdWD0cVLue4A4aQMlAjoIGPSdG95kR3n16py/XXQU8gEYAHcQPP0chEPnBjKr9vqn+yQ81B0y+Y0LZnwB0/OzJBx97+NW3XisqK75zAKHizJCK9JDFB2rwwYyoIWsqj/jxniFLDgEXLVWiwA1cA3KA+2duvGfAnNrDvgntMi5drJBAxOZywE6JBOuF8Yr6cxMmDB2iCRfgBTN0rhWi5Adxw6vZ3epvb1VnbWzkrsSw9Ca1D0fWOVCp5lah5lrh0f2tZ7pm5eCsAz7Vtuh1FboKncLknAtAAeC1SdcEOuAEzcHFugeiaxXWrpwjNN4VfxW5Bbg2rujzx/Z06rJneDrOb8WWFukxtXYLcfurt9nQZDu2lcNtr1ugIIXaPT2CuDTgjB9xbw6v33dqSNfJj4z/ORdwGLZvSGXc1HEeCO85o3q/OTVHfBvZ74s7JpT9CUC/b17f+v62Q0cNc3idhkFM0+DBqzB+6+VaAVIHh87hABK6TK3bf6kwYHnI52s3AicAJ6xIGw6bOAw0nrz+nqRv6g1fUuOV0RmuCj5QBRDpHdhAHIZptbswAWadQdEHhwI3qMFl0wRzwL0dyR8WjOuQ/EyjPa2r7KsnpFaOPRr+4Mlmr2V3nO+ZchFnHfBIYKptP5kiNA269YiCjIsEJRVl+JxBBruAvDYZ7ascqRx6rEaLHQ33qSl5yB99c2zCL+26b//kCPKWY3WD9NionNqRaaEtNjyUgpxiWD12KUwZ3AWUAW5wOajCQgJc05Hw3qj44bOrD5whvDy64ZAF93UZf+o6XDJ+3nW5aefx7T9bLXSdXGfM8pqDZyUkTfQEtcPA3wFo7sL5TVs3nzZ7ulf2UapTqjP7jZxBXJbRald2WxE8BpPDDTwy9NtqXWfU+OgnYfiKiA+X1e/z5Q9pefkmUnyo+t7EGgO+FV4eV2vYyoRRP0S8MvaijAAfiARKpcgdkKI5iIkyuwiQQYRRAjEPjiK4FStVqwCSJOJ6Pk78jpUz6ZRBzlEj5E9HecctxNKTyC7ElVJ+3YBhMChWFBKmZElEFRAhiLiioNgupGB2JCYPZUOdY6psrVkvPaxFSvOpJ6ZeRd46/PbExo7LXOuycGUsxsccjK6fExOdHPvyns4ncM1jnxgrlFwMFAMuMDmoWLEOXPXhuTFzoodMrz56oTBiUY1hi2N7zzjGkA+sOa9XevOTyv1n1hizvMaIRVW6TXxh0oo79sL+BKAJUyY1apa4cvUqUfXbH2DUpMEl+y0AiRWxY1CAcQ4RSJq/reprn0SMXV1t1Ip7ek0XXh654TLNAw4CQrevqw78tubQZTHDv2/QZ8Gj/eZcclbwgVQTIodkv/LNuAMAuQCvRcPQwByQC+AuhkiY/QZeeNwy8vKQuRrfzsX0T3wfj/V8/qHzy5na8r04XIACBV7GdZgwOETAB1OzhIIGSBAIHNTO+sk6ZBmGDyiA8Sv2dTj6WuiBxIb7Wr+2tfNu7DqLfWs8MzORth4bnjn/TGRqZP290Q9sbbc4d4EXLktjUTAZsg9e2UojBh23gA/4/nB+4xELhA++EkasFD75SRj87ZMr01784chDC3YL/WcLI5YJw5YKvWa2GL3sp1OuOyaU/QlAI8eOTmjeeHvyDsL0CgAZenBhJjOgw2VbkxsmDOtMpubKz3y8IqLPrGq9Z4UMnFfpnXHvL9jZdfGeV1ceFLpPDhu9JHz4olpvTWjdY/qi9edkq5EQQKHqkKilxe6ID2RaTVSkirowQ4OsW1avF9ANiuJ9WDe4sE/9tMZ1D0TX31Yn4teascnNGu977KHdL066NuMSzorcYWW+GLP2meggVphUCNQ+qoDX6itl7eJJ3PjSsTBh9wMNUtu1Wvt4r8w+3+nTc7DlN6wY4hhQb1NEfEpC251tu+7pfAWnANVqVEUBEYYbRAa7A0ai5Wu4ga7zt0cNXSIMWCz0nCcMXyIM+0YYPEfoMeWeEUtrfbS6etI38QO/6TZvZz6981TGnwDUZ2C/xi2bHj1xzAQDGKV6oAN6MBcHZ6DcwhBToBKoJpgOlGqYveF4i97TYvvOjhwwLzJpdmSPyTXeHVtv8PQqvSdV6ja+/qCZrfvP6Dp+daEzkPsE06FqdiM2AsqCl0CBvIAE+CxQW/2W7IZ0Oso2FC/ruLVtna21780Ir5IV1vRAvVZ7YyIPJoYdbhu1775mGx4cmzkqD6cNaHZJBgcFIZAVGDJooMUdASgFk0AJ/IAMwLiESxPLv2677/HoTS3j97SK3xsTsbNm/P7YmOT4pofbN9/xUO9jQ7NxWobb9Pus6CG/ncFkoT6oUByzzYdLTnSfsS261zfCBzOqDVlYefj8WqMXCO9/FjV8cXjPGQ8NXdZ32pYzZfhvOpRZtS6G7VnQvoP6t2rf5vSFMwYowOxXkvMgb89szp4OyCAiJBkiBbEIDg6Cqb8da9xlYkTXyaG9p9buPil6yPSqH3wU2vez2l0/fPST+d2+/u5IrqjKNqUR3NChKlAVGHoFGSzIA6kD3AxUDGsGdGLNkLipx/Rm4cAHWa80TKsXdqaOsEWIzmz0zJH7O6U9EJfaWtgYXicrse6e6Ps2NZ54amQuPUe4QQlgQucagSxD80AV7ASWCbsy3ZQhWXYgU+A9i/PzydIXjnZuvP+B2GMJYVn1qu+o0iilQafMF8fd+DIbZ0vhvimVVFSt6TCI1QTYDKQTg9oCTpmnHJRRhktOLEgtffarTbGD59QdNKVSj7EhvT9vOWzuK1+sWb7nWq4zwH8MaoOB/zmAVICAg8lQfRBFeHXIAGUGKEO+H8sOFn2wNKXhsLkhfaeEJn2VMGpa/aRP7x87fXLy0cM3id22RgcoBSc6iAxDBrP5QHdGKLMjcxRcApctFGrAGVwbfeXDVocSwo9XrZYutD7a5gtz4m5sOIiUZVj79OX3he016hyu1exw+L92tt7qX++AR+XgHAZ0CmJApzAFq4rUD+KG1weHAocVeKAwipSbpXDfQFku8tdiy+eY1o8P/BTDl2FqFnZfxUkHijQQGdQN4gBxQHVDFkEU0ECJYrAbTACHqRWrClU5yoDjMjaXYOll16RDZ7/Pc28u1M4ocFr1wqr63/SJ/p8AyDo2KgBDgeyDV4SXQrK6Baiy7befAH50YeZV9mF60YIL3l9u0nQgFygBbqqcSFaLYwOcUBgy6B3zgQLEZWggCrx+uESIVquQQmA7Tjfd/UC1PVWiT1SN31VlzvVPC3G2CEXnUXAWxb9iZ+sDresdrNLgZNUWB+uNL/gsF9edoHIFQcVv0TkoAOaH4YbsgyhDpBB1iH6IDjjdcJegOB1p8zwLPigf8FzJG91c7w8q7LaOLinECQ8KZLg9UIshlYM4QWQQHfa7Mvx2PVxQlwqUEJRYf36TY2euMW3nyc7z1jw9cXb/7zdM2XV0e77vhpUONJVgS6cB/M8BZPVDhUEg+yEpEE2oAOUUhMEJXAJ+KcLkY67OvxzrMOW3dxcnT0y9tK6UZwKFQDlgWAkISsEMCvoHPlCQcaAAi57KkES4PXB7IImAA7gK+gP2hu1KEA7fWy+76qPpzbOw24miHd69M8+syEZuNk71uvlerZ1C5XQhJqPa21nvnMbVEhCPbesyeK1svBSopjArmsBTQCxB3g1cSceeT04Nf2nvky32NhNS6wgpVYXN90QeSWx3sG3vs+/vwG/5OFOMgjJebiLwVs5As2mTBS2BTBguXuyBVA6kFkrj12XdP3BG4x7jwt8ZEtl9WETP4XW7Dq/fe0zSDxv3uqRiwAl+x6T6/wmA7NJmBhgUxCL4WtQoRYcPSHPgk205CYNnhPb88t5XPgl/f1pst/+PufcOi+Lc28fHiPTeexVbYo/xpFfTy0nsBQsqiGAvMcbeQURR7L3FXhEQkCJdwC4oAoqC9O2zu7PzzMz9+2Nm0fO+55w368n5Xd+9+CtXLtjduX2eT7lLrPMvy1zGLP5h8/FjtY31kqUhL66auA6TZ7wenYMYwDCgGdAMdAboCIi4k6+HMlG+3ycn2PKmbeci80+rvq5A3S1UD3044d3yT07gj+vIWILpnkVdzG9SjoWWn6R+cR+1LdDJwapAM6BBM9C9avPLvkKCAt2C+is4N/7m8K7nfbzTHD1zXTyyfLzze9hmdQ1+8I7zdW+bM1YfFb29m9/0FJUayCRph8boAkEAzuTRu0g/aAJOPKz/YMFW95HLPcZueDNmR4+YzcEz4v3mbHSdG2828TfHib9+E3fg9IPn7f+BKuO/AiCIqnhxYWlcQXGiJA8lMn7kjpO+01dakh4/xAAAIABJREFUjFroF73Ve9TG4LCdweGHfCfvtR69ymLk3P6/rd91+8FzQEl4QOQDSdKE1+UDEQE0BzHqz3iGEXAgrWjc+Gydb6aXzU1bs+s2Xz0eXon2CrQGpvd2SHHZix1FSN+N+B63/azud7EtsP0s9atK1MhB68EqoVJCDj0HPSgGxACGExdsREoXoEFq0TjrwcKgzFC7QofOWVRQls+M0vBNlWsXPFraN/kDy8tO7re97HNsB+X2vWg4SaNdGpkaAPB60HpoBKmXMOGKEUuIu3KMSrjoMnaj+aitblEn3vgxzmpEPPXdUipsAzV9u+Py0+YRW6x//j1sxcnadpP5Fv9VAImzEgY8gTTGEZ+/wOMFELH3jNnISGrsHPd5W32mb/cfnuD+zUaX4YfNh+/xmnfCKmID9UvE24tWXqp5rjTWGcZNqCTtMJ2RSKRVmvGdiPQSAqYVtQc08SEpro65XdxyXL8v/7kGLXVQfJL5TffjPa4oLz5HzX7sC0rtRuVZUOnWP+X8XIsqPeQArYVKQRSicQilAk1DZZD8C3Ti16sE/4cy+W8pn1hcc7C75RRQFLSc/b0GN+tx/zlqDuoP9c4dYHvd2aHE2TPVa+HduVW4LzGBBRjA0tDQ0HAmokf8uM0GJKZU2H73q8e0/RaT9ncet8tp3LbEhzirxczrMmrCJip8q/X0/R5TdgUPj1t/tPS150D/HQDxDAjTQSgjkiGBGthfXuc5eRE1foHl7I0usxPthy9ffrq2VIUDFXAdt7Pz6A2eC3c5Ra+mvhyx8HRag0QL/cd3TUxXuYj7Kv4V32nxZgAjx5MCXBxwxd/lillQoceXN4YU42Ylnk0sjvnm7E8Fiuu1eLSgepHflZ7Od0NccgIm54c34AkLFcAwoOWMUlplaMEykgmLuP8DWKjAhF+P7Hq1q9m1NwJuBEbfnlWJR/dQnocUOR43onIDvdb5uIdzqlfg1dAPTn1QgPwmNNLQcJIoE+ISkTEqLP/kSw9UGfDO9M2ek+IdIrbZTNniGhHvMnTWDYIKAQfLGu2+ivGaGO8Zvd88bKvVhC09psW/9i7sv3OFEaOfhhh2pSBgZUA18NmWE52nrKGmxTvN3+sesdH2i6jku5pnDIpbEPDzdO/wxW+MmuU+Y4N7xHL/ETMeMh1UXRYCI2lTmdcQar4svblXr0Ke50DXoSKs+AffS3ZBZS6hub7zaueU4V6S8sSyu5tqUfMAN9/N+8j2qrtrib/7Ce/LzIVqTZWeJxzAiF7QBKLJJi+VfmISHQgEtKB9cMp7HsXeFkXmgWn+Z1+cb0XrIbI3LOOXa8/OPMXtUzgy4Oog/6zQbgV9+ycPPouLNahVoh2gQSRBuIE32UleC5Qo4Dd2lcO4DY5TE1yi4n85kDpp+6F7WoMSuPFUNi3uj/Bd2bYj1puHb6embveOSWw18fv8LwOIBxgINHgFBBmgYsA2Ag8Ar1lxnSM3UlO2dBq3YeTe3PGxp0oeq7VArQbjViZOOnglcHas5YSlThNXdpuwtKAZtHQC6QCNFB3xOkJN48XHA+AJdBx04ooXAq9C6yFVUt+zwS7JFu7pjv3TB+3E8QzczkT5FVyZdHucW7Kn+3XvgHS/L1M+vsUXtRmaDS9vQoEjEAgodOT0MOIFpKOhqMADx6veZg8dO5dYeBzzeIoqFZpXNC9463i3DXfW38XdXGS8X/CO4zVnr5Igv5S3DuB0HZ4RaGAgEp2DgBNMHvTRQIEMXqNWuk/ebDdhfb/lB24CtUCbcZ5Rrcd9IHTmXt9FZzpF7XOJjP9/DEDGu4YVFYYQBMiBWsBj7DK3yM324QmekzdWAI2AhhPZV3gC3AMGrz7hPHVzwIykwFFLy5SSHoiDjoOGQMeBfzXs8s++RIYkSzrycjiwHBgBLATypO3hLRTEvljR82K3gPTQntff75r93ueNI79uHjakaki3zCDfHM+AFPcv095OE4604TGBigHLgBCwekFPc9AIoKQdr1GBzYFWo/E2SqxzHKlKM6rYzOe4dz1qlGhc1Dqn+4XuU/PmlOHBNaT2K+hhmW3hVOrhmhxyApeb0AiB7XDqBMCZruykgQIl7L5f4Dppk9XY1b1+21UM3OMhA9o5ogKeCLgHeE3e2mVSEhWW6D4t4f8tAAnGaQhj/OHEUDd4/7zIc0Ks++RNPpM33gaeGd282oAHBDeBXr8ed47YHhCzx/bLmXe1ksmm6LbDQMeAkNeRhbGACjwtWnRAMgPXMRBZEowerbWoWN+ypvflQQGpAz0z37I679rltKXjRXu7E1bBKf5RdROvMIeb8ICBjECnhU4vHoo8wxrtXTQMCNdRo0FH0FCFQq8sB6qUMi8163E1NEedUY9nvymWehwJGZMbk4/bx/FHUIGPXbmtU6mr76XgNGQpOzp5nXiSMQQqDipBRNOfe9FADeD000KHcRtsJmykflwQFBMbPCY6q1nVBCSlFHl9HdEzcovV6DifhWcso/ZZj1jcZtoXiv+/AWSAXkATMGByfODkhJCZuzp9P697xPqQ4TGHCyuqWeQ2wfHzRd1nHuk8Io4aGW8/frP30GWVPOT/ACDaAOY1RIUcGD2aDeKjYSS5Yys0Kqhg0EMnsPUtgOI5Hp3F6enKeV89+unr/C8+ujzox/KvJlaP/61hSQ6uq6EAeHGorQRLQw1eBVYnVvSUDK0qaF4aOAgsB8VT3P34zmCrG2ZWt8y65gfFPYx9jJo/cG5Ixk8Jyr05KP0VSxyyHK0LLOyuWr93+Z0i5DPQdLDxGEALmqBVQHtHWOefeWmBezoMmL7Rcexa1+m7HWP22kcmuk1ccQOoAPbdV/uMW+M+cbPbtH3m47d0Hhs7cMHO/7eK6I5crJfpZmAEtAI/rjjuMmKF1/TtLhEJnX+Z1+X7aYefaCqAEsB1ZLxLxB7babsdovdZj90QEra6TA6VBD+WSIMc5jUm0QQ6Go16kWzDSILrFqjkUIAnaNFDDUGjqhTKC5F3AMd2Yd96siLWsDQRscm4mI+iR6hRGJRiP60DWqFTQQlOBUYnTgQoOerVYgai0GFjjjrIVhjWBd0MMbv5hmORw8/ZQ89qzt1B6TnVsRsoOoYTHzz+yjrT2SrFyvcP52U3pjfivgBWhI5aOjQ1BrQLkMGUE4gBnvFYm1LuPnYVNXR15+gjnaYfpSZu//LI/a/3lX2w+XqXcYm2k3d7zjpmP3GLZ3jsovMlr+1Q9t8AkFF8zEMg4FgQXlxbtgBbixv9IuPMJq63m73bInpzpylrBm278GHS5SFJWQFzD1hNS6JGLjePSHCcuHbM5gtP+Q5ZDwvoIDDgyGsU0QIYgxhloZf2Sgwgh0YFFUNrxDNSzcqq8XgfDg2+9engxx/7X/Z/u7hPj/LAvrd6TldFXsFFJZpFbOjBt0GlFh8vy4IHy4KSo52GDNCAY6WK3QAVkI/STws+cSiytS+yDbnQY0Tu2FOGQ6XITsHlyU8jbS/6eBZ0DUoJ+PzsO/ntpwW0QgAnSIJwNVjDy7G0CaM+AqiBGzLSM2Kt+aj11jNPUVOPUhFHqLCd1KhE88gDb4Tve2PiDosx8e4TNrw9Y2NWve61lan/HQCJ/iQaY66jDgLPAG1AAY2P1xx1mBZnFbPNZsE+8znbqYmrqUlruoxZ7jVzm03MJovpsRbhywOi1pyslMskOhCMbTwLlpd2Bqa18SKLUNdhNC4AWtBa0CzLcpyghrYGdcuqV/U62y8k902PjICA9FCfdH/fElffEmfnZLtPsz+6rDilRiuBzgBGDrVGXFZwPGGh1HCUSDMS209oARXEZTcDTTaSv7z1gfnFLl7XQ/yyunud8+qfO6B31mCXM8GOV0Oczwd8cPm9Pc8TGskDMReYSAtUXgADjoGeh860Pl4Ar6DlKuBkpazHjCTzsK12s89QE3aaRx92mH3UInI3NTreMWK72Y8L+kXHZtXr5H/dKmPazOkhPUMfP63mwHMcazDojf+nCS8ORA+NHjJBpLJDBYER3ZfqgVwd3ltz2GzUYruohE6T1tvGJDlEJbhNWes3fYNjxHLzsDm+Ub/vqXjRBGjQMXcWFYG8tBc13bBLYuMbEwQgsAIYAlbNMCqwNWieUbag66mewZkhjn849LrWu0/6Bz1TBgSmejhfMfe+5eGU7PhFyqfJ+rPNqDNA10IUWlFnLUCrJiCgVJK8nJeWnzSk1EoNkaH5As7/dHtYUEpvv9yebjmeZuctnNP8ehQM6p8z6OvMzw63bW3EAw3XJKJHD6jB02A4cdT0OpGCBNDIGWUjcPIJ++Ga826RO50jkizHbTAbvcJpalyX0cushv82ZNXB0w/bZYCCfb0++58DKCA06Nb92x2MRIA3lRPNgWhBa6EiYlK5QIvCDAK8YNAAJL/gRu9OCYhYZztqiUPYGstffrP9fpb7yHmu4+a+vWTjxqIH5Tq0Cx3aOl5Ug0nTkNch1UN82NKuk2PA6yCwAK/huQZoNsv3v53xoUuKs1eG85DS91dollzAtQwUncChodXfWFw1ty927ZXf+5uUr4t0eTTodl5vHAiAaASwoLRQ0VCo0apGK412vegnzYMAbTzfAKYSLUc056MqZ3xT8enfHgwYdO/doY9/2qdZdgfHNSgBnhEwGkEik8vByEHLoVMaSQgmPmAWkAEaOfDAgBscDj5mw3ZcGrJq5+crtn65dsfkY1eT7jbcFNAANNGs6ejBvwLQrAVzvAN9065dFQHE8wQCZ2B0Jv1qo50PbxCfNkekbFACQZASZeuA4+Utvx4rHLH69Pe/HRq+8tjYuJOxOQ8vNWirgBZx2aBjQXgIhIDQ4FWACq9DoOvgAxFAEFt6aES5sBp8Jeo/z/vJ5pKDY6Glb4bNBvmcByipQn0tmp/j8SWc6l7Q1+GWv2NpgM1+9x1P9rVAKeugBkBavVMCGAJaD4Ua7Wq0qiHTQ6c3ylNkQA2UeShLxpU9SFqCRauxKQ6xZTjdhmsqFCoMD2joVB3WjWBo0Kr/BEB8q0b3Qg00AQ+BB8ANBqceN28ruXP4cX2aRigSUAu0AErTby8A/wpAq2PXegf67ty3izZoYdQ1m34CSYQGSdz96gqTASdIg5/7ctxRIaMWe/Parj7H+ceoAGqBah51GhYdfCCBMOBFo6o2I4ZMI3gae0ECcNBJtyoR7Q+YTJSFpPXunGPu+MCyxw2vCzjwFJVHmk/Hlm69J9x8gDsj28Psbnt1uWvvcNVtRuGsZ3ihlD4gx4EXx4dUh+oIrHhmsgBDoJOR9ibI7uPJJVxbrF058M7gzllvUPlm1BX7gJLBP9/6fptiRRWKnuPRM7TKQKSiT1KGM+B4aXhl+hVGc6o2oBo4ekcWuSf9k/lx/iMie06d7RcW9dacFTHns09Wy29rQAOs6cLRfwWgwyeOBnYL/nXJohZ5K8PopCLaxIpDMAJG6BgIsdICnNHzDNCgQ/Fz7cbzpR9FxXcfuqJf+Da/X9b0j9r1943ntpfVPyCQA7RGPL94CERvBJDsfwRA/fk3xBqfrKCT+mMCAI1Q76NP++R2e+OWtdm9Lu8+ebcIJXfxcNijiR8VfHUBF/KQPQMzbW5Zdn5Auea/MTLtm1o8UsFAQ1BDo4dOvBwpKfad7pAki2w6jRrtdXi8s33np9e+cr3ia53u7JTm5p4dZJPezS27r+u5gP7pA+e/mHcVaXWoV4OWvjyWgDDgGBiIdCiZWEQTMDRQRbD1em3X8es6fzGze/SWrjM2OYf/7hK5vPPo+Z2HzuwZtSY29absdSiz+FcAupaX3b13z7Dw8Q0tL/R6rdFZwXSECq9soIz7c8GowdqTXfpB9HLXH6Jdhi3zn7LTbeJu+zFJzuE7bUav6B4TG7H77D0l6TDZAc8bXhGavQ4BnO8AEIGgkx4zDwK+AfL4pp2+uSGdS8yp/E7f1v9QgWcVqO9b8LZvmv8JnCrDzU3Y7Jpv3/kG5VlA/T3l4xpUyqDSQE+jXQ+ZAYQAFMd3nBw0wBAQGkQOuhX1SVUb/pba3/e6n2N5QHBB/8j82dtrds2snPdB/ufO6SEO14IDUntOr4yqQomOrYeBiNs0AiJ6BYOwYIlJj0C8s9uA+UcyPEasdJ96wGbqMWrcbmraQSpmPzVxExW9y3beAZepm7pPWLF8T8pfqMq49eBO74F9fxz6U7Os5ZXjx3S+rOT28TKhQpz/NgFrUzMHzF9hFza/y+T1nWP2UVHHqZjz1PTTVMRB81n7Ok9c7jQqZuW5jDYDDBqjRanRqALgwZps8yu+JUHyvGQNEuEYWrCNaN+j2Bec4u+QZe6Sbjf8zrAmqBohezelf+AB97Tm9BaojvFnel7o4ZpDBebZ/pL+/WM8eQG5EiqCBg7PARrgKeOFLZIQVAbotEAb6OtCZviNEe5XLKlkyi0naAGzoQoNDWitwN3t2B5Y9DaV6mZz1b9/8qBDtVsY1Itno0EypCESw9VEHZNYhB4tuN8/Jt5qdJzZ5KNU5GmLGeeoMUmdZx2ipu3ovPA4FZFkNmmT7dClg8Jjr1e9fmKhIEgAEjFUWf2w36D+X//wjVyjkIx/Bc5gorDQmE2hA0eLV7kAXg00Asktmt4L1thPWWoVs5GatqXLnEPUlN3UrBPU9CPUlJ3UjF3UtA2O01aERixOuJCrhXiM8a/YJjMwMDCw4E2+VTmAgGdAaLBqEC2gAmmC7AK52OOcv3emXdc892/zP6vAwzo8n1Yy7udLQ8rp281QrnkU1+dsn5ACV5/LNqOzxlSjoR5yNVQcGng8AzQQWMoggJNm5DpAJkAFHkroFtxe0Ccr1PwaFVjqPLt6TjmqivGwCPfv4n4+iiYyczpd9rIv6BqQ0eenlF8qcV+FdgN0WhCJE8sZ/UVNoQyKAJqecNJ+6JJOE7eYzTpBjdtmOX5TKlAGxN1rc5q2xmLqevOILRZhCQ4j4sfEJv+HWRkd8sJn9XVffDPko88/bmpv7jCY0rKmdWEAD4EFrwOnAi+DoBDAiNv4ZYXPOo9dTY2KdVrwh+XUROtxq7bcU98CMgH7SavNImKpKeupyPVmE5YNWrClVvIHFnXirUArIAPRgDCmAUh4GaMubrJkYEWDqRbo8lD8efbHXul23sVWodmuifT6Stw+2X446d7mWtSWoPTz7E99LrsF5bt3Tw1c/nBFBarVYNQGFYEcaAenhKCjBM544wpEokHxaIViSO533mU+Dnc7+WXaH32xvx6Nu7g/fs6ddEx1pgA34pAUmjfQI6+bf9abH6QNyUZ+Exq10BjASjs/7uWG/8+/GOCpDp/NSvCcFG85ZbvVjIO2Uds7fRmZqUA1EH/1uvWQ4R6TllhO3GATtd824oh/eOJfFffU1NI4fOSwQe+9c7fynpboRYu710ltFk8OjgangqAAGDlQAwxaetw2Yo/9zJPWU/d5T0l0+nbahjPZdTyuvTCYfzTSI2ItNX4FFb6hy+T1zqN/y1GIpjtEgAJolsJsOdZUwy6pE5S8XUSDE1Ycz7UKmqeon1s12++ch2uupW0K9XZOvyQklaK8DDcv4NLIilH+1/zcc92sz1r1utD3sOp0AxQ0eDXDsCIqWQEGUNLXKD12FYd2Bppq1IbmDTK/5eJwz9b/jNMdUihD4zLF2uADfVYXx1egKgfZn+d+4nvB0++Cb99TA9KR2YgGg7gPMRBwLMAyIHpRZPinXzSQp+Tdhs/0nRTnFrYpdMb+dUXt61JLGwE5cKuxcXd6wY7Cp37hGy0mbaOm7DEP2/BXBc6pNMoZs2K6v9XjfPIFjUErAshUOoogmojxRiEfx8Lo4RI4drX/tN0OE5LsR2yIz2venVVRUS9nABWw/eqtbeUtb85PcouM94nY5Pnj3OIWqF8Ob3SSZ/JrDRIl6ZzBKJ3gePAEYA2stkF4lomMoSUjfK4GBd96y/5KsEtq9173Br/X+MWbNW+bXbO3LnWzL/ByuRg05emvRaiuB1ECcgYsb5RLq0BBYMDzRtKajkChhuw2Kj1L+1Dl5m+UWoRc8HmK23I8m/tidu/TAxZeXlKPxrso+TL1b6EXXEMve4YeCrmGrCY0CtCBIdCxIBpAJkdrG2SMKctUFXADcBg712/qRt9xcf2jdlUBDUATQAP1aoUSeAL0nJboOusANT6BClv5n1jcvQogljPExcf6Bvlt3BKvZmgx7cBUAHGAQehQgsI4skMD4P79XP9JCe7jNgeO33SToNYgnc5tOlGlhf6zEz3Hr/IZtyr050UPFFJY7kuHMcHIaDatpiQ0aAaMJHkQuX6i3bhg0EDViOajmtNvX/wo8Gp/17RejlmhNvkenXIsnG572Be72mS49C0ePLdpeQEe1EEjA5SAnDNmJ0gAggygOzYvBLQcijJUWl0Pom52pm6bBWd4F7JXmvFo/rOYtw72+i1l+XPUZ+PKB5d7vVMc3CfXL+SQfw6yW9AsBRtpeXAaDq0teNaERj1MKCOUwHWg09BpPpEb/Sdu6Tdtd3ojrj9jmgVoAQWHGhVKFPAcu/aNyVuoOXvt5m9rNOUBA/hXABLAHz9xzMvfe87CuSKAXuMEEu9tPYz5koKo+kUjMCAy1n3kSucRa7tOTkhvw412iVDWyCDnCbnUiH6zt/lO2uAXttr3y5jbzdI0khgngaJPImciJ8gARoZWNVQQlZo6gIMeGhoqHfQ0z2hBmiArxe0VbavfufreW+m9+1zr5X3KJfSKd98rod+mfXJIvqsF9YxYzAqsVpBp0cpAxkEFwoCAEtAKqCQyEA8ORAX2Lp765Q+k7jl1etjFIcNqY83yp7j7B/b+kvbDifYzFXi0kV0TfN6jZ6lvYKZbrxOh2chqgwyCFE4FgTFA1obGNrQypvCBVEA54DxhnkdknPXItfY/r+0Vnmg3aNR9OZoEHM645Tjol54T1lI/LDSP2ma74gQ1ct5fmJmacS3dL9g/IjqSZnUigEwN3X0JIOkPEQKImal9I9Y4Dl8SFL3L8ufFbsN+tf5oxNa04kbgjha2H03qNTPRftwKx/FrgiM2hvy8oNogqesYo7CQESeLJgKIga4NjUrIpPaYAQfIoWqDggZrkFod5imeZCD5D+xJxNpFqpnRTZNmysYnYGkeLtXjAQcF0ySD0gAtzQpNetQzaDCgmRfaQZSUHjICFQQWRsqkAaiDZlrDfLdiL6qCovKoIXmfXcSZUuQd0+/PR/4xnPy06kuLNGvbIju7K/bf539XhlKVGIJHJHdEPYhecpExoWvQA494fB+7zysq3n76bvf5p10jDngOi7sPPAaOPxBcRq1yi9puNX27WWSi8+wdn6099NqEsv8BIB5cSWlxtze7T50eIdrUE/BaVmdqDWQADCCClLasMYCRA3XAjDN5blPW2k3ZbD010XbSBvuwZZsrFLeAa4DFiJX20Uldpm22iNzkPHV9/+kbbsgkMxbxa9SL7hwmGySKJ1CzCgqQjuMHLVA1QaEGrwe0DK+Frg6PHqDgKg7H1I6e1z5j0ovx4xUjVmPReRy5hTwtWsER0BwIEaBi0K5FCwM5Dy1LtBQNHQMGAgtCYOzI5OAv4UrwOX+Lwk42tyy9LwSMKZtwHmeKcf04jo97Nsn+qodNsaf9DW+fqyHLX6x6iqdaMILRNI3u6ORNvrOhAnbnPfCevMZiyhZq/DZqVJJPxKG+M/74eNGFAQtOWU1KpMIT3ohMtJyy0ebnBXuKnv5ViYWEZ2/dudl7QJ/ImGliVA8Br9ZrTAQQz4HlXlH2ENBK4DnwR70uZNZmaujv1lHbnebspUYt77XicOD8XQELjzrNPkBFJlLDf+8StdEzOjb6eNZTafPF66FjoDJAw4lfqmCa1I6AVUOhhUYaJ/FgwMuhkUOj5g0EUHCa53hejOxFj6PfOdG195mQnuf7eJwK9LjmGVzo3zer528Nc6tRqYZCNOsUp5EqotYKBgHgOVBSFpUY78tLkacc0ISn8U0remQG212xD0zr8+aFvw04+Ha/fb3fPPWm6wlP1+wAt/wQj5SQEfcmpiO7CS3G8xBKSd1thJKp0lEBcmDuiSKv6MROk7d2jtxLDYsLnnnEdsR6x/BEakI8NXmT1dR4m2G/Ttl84a8NnCu7WRrSo+vkaVPEqAMt0b9G4Jwg2WJ2SMM0WqAFqAZ+v/YoYFbSG6PXWIUn2ExJsJiwtkvYWvuIJNuo7dSEtRbRG80nLfl4/f5irdjDgwNLoCFQcBK1SANOZ5JloORQBiObkeNfSnAIGFbbguYjqiOfZn0alNHVPdnf5XKgy4UeDimhVoXuVEEXp9suPlneI8pGXUNuExRaQMeD8OAEEINE26UM6BgkQtJys4BA9Gi+jfzVzSs+yh4SeKJv8PmBfdIG9k3v827Je33y+oWkdws61+2XopFXkdWEVi0YzgggFXjJi0TcspnQhAECOJWe8Mhr4COP5VuNWm4dHucZvc1p8oYeiw92GvG7TWSC24xtTmOWRuzNqNWaTjcC/g2ASstvhPbqNnLcqCcNda9XRBt/P4Ggg6ABr4GgEwAaaALKDFic+ig4cgs1ZLbtyJVBMUkhM3f4R+90mhhrN3mNxdgFn8UdSmvn2oBGhQ6C2C5pBMkjkQanA8dK3nd/8tXRxUmLER1Ag7BgeSgZPdSXNGd/yP3G+YqLQ4GHT8Gb3Qo++Kpy4pCqsN6PPrIudKVyKKcyx7/dfff3tuWluCcHywA8gcCBY6XbmuqIhZNUhRIVVSFnauVofIqGI6oLYwpiul18xzbdySbbxu28p/9hv68zPklqX3cXhTI0MDAIfIf2UWeQSCfsK8yGP/+BeXCEZwSttDx68OnKff6Ri2zGRFK/THSaMM9vyopPlu7bfK36kQ40YDDVeBv4NwC6c+/2ux+9N+TbL3MKr4txGaYnFkoZl8bHJuYsATzkWsiBRuCPW+qwuEvvTt8aMnKZ4xfRLl/wwRtvAAAgAElEQVTNdP125udLdq/OuFWshkzc5Gs5GAgMLHj2ZWwNMdVqABLRVBrnsgZoOJEPRAAe7WiOLp/sc8HF+rqZVY7lkKof1grb83DvOu4ewYVxz8JtL1vbZ5l7Ztj2u9j9cNOBVrSJPmRSbSIAvCgsZDs8JHiABtqBZoJ2BVqfo70Krfl4sAvHZ2BmJKaswJqDOJCO05XIk6NShyaiZ16BIG0cZ6tg4E1WUoKHQQcBKg3aWNRweACclbM76ltW3n2UVCe/qMR9QJwrKl8jBVv6Uv8JgBhWX/f86YQpE/sN6n/56hWFVvUfDRKJUZjRwQfioGbQxKAJeAoUtOHILW1CxrP9xYpiNW7oUQe0Ak0qFiyg46El0BPxE0rOCuxrAUgv6ewZMGqoaGjETo4BeYjKIdnvu2WYO980c8u2Wsusvon7t/HoJh7dQ81pXPyo/D3XTCuXvM5+lx1/LZ3dgAYOPLgOk00eACUVzi9d0FkBMoJmNV7I0PYcirtoOImM+VjyqfaDN+tCvm/6YYYiehu7Jht/tOK2Hg0Cb9DKWKPuX6S9tQMy8DR4kz8xYbWiMkQJ1BCkNnDzLuf/uOv4sKOXx53MmXflwbFKUsVLJmXMf+BQ9j8ApGO0Gq165bpVfsH+l9KSxVHQawDIABCji4qEIZEPRENBo51DA5DXjE0Zz8IS079eemJkXMqq5OptBc/v8WgVmw8D0KiAlhc5iIIAIpYZrMnLafDSGyCAGmwb6FboRH7jY/5FKjL6Z/ZwyKAcs6n3i0Jv4lo9aja+2DTn7qIyVJajYr56gXu6o21ZJ8/r9sPShz7BMwY8L0ALWg8aADhQ3CuxVhKSwBqg0qClCQ3XUBxWPtv73Jvu6f4huR5eKdbdcrv6X/Trlxw69fbQE6qttShnxDGSQfp4HFgOUlKE0bvKhE8sgKgI2wrcUSJ888Vu41e6DP/VfvRvFiOXWI1dbTFsVfDUrbOPF2c3GOoZQ7NG9hfWQAL43Qf2uHm7Hzx+WM3QBhBT88K4V28MALzI7uDBSwXizRZh2Yn8wTMSvcaschsf6zIxodvMQ07D1wRHxI5JOnvqfr2847cYuceGV4NzTT1yBak+IQANIgcjB6sGlOCfoGWv8qD/BVfX/Dd8iy1+uvNxPR4/Rc3owuEDjg24osmuRsN+HPZJ9abyKfNM6svkL5+iQQU9gUBDpYVKYFgYQKkh00MB6KROzxhzQUOWx6aH3Z/skOxPXbNxKfP78Opbg44HBKf7OmQ52lyzdrxk817WwH26pBbxZGMAveRwqwavF+s1wVQAQQCvAi7XtI/aftnsh0W24xK9I47Yjd3vGX2JGrrbPOa8xfSj1Fezvlq5s6yp1fDXnUDiz/nkC8HdQ2bMm/WkoY4RWFMzU40Bg6wBDAedAFoAzYERmalpVfVjNh3yDltsPma5RdQOKnofNWEHNeUQFXHIOmY3NWxBz+iVh0ofqfHSUuMfxiIABJP5QMIrPxx4McSNgLShdV/7Tq9zDm4l1v73vL599Pd7aHyIFwMye/v/4X5ZltYAxTkk903v0yWfssvr8nXK109R38arCHg12vWQ8SotNKDkaNWjHZwGet448oQeeIqq3+/N8Uzz7VxoZ3/Xr9/Nd2IrFxbi3DpmeZ/i/jZ5zi53vJ1z3D7M/+Ck6ogS7WIJzRizQmlxdMXrTOsaAAGoaFF+uSKJ+m4GNSHRde4Fm+H7/CaccR153GnSaWrCYSrqoO2MnTYj54xanvBERps6JTAWFP8ERjy43MLrb7876MPPP86/WagVDKaaeArgDWAYaAxQEMgIZAxUNFgZUMkh5lCK6+hFVmGrHOfto2bsoiISqZn7qLHbqOij1PQ95rN3Ur/M7j1rfVa9Tmk0eWNAtFIMLfMacyCu4/R6yS5iBUALtgmtJ9mTPa4GU5cpiyzLrx7/WI7a26juk9xtYHKPTF3uc8i2a/aHXg6lMinbnM4/Xv32OZ61Gdo58GrItFAxMi3UoNTQCKChY6AhEv2aQA3NRfJHn9RujhUuVrcc+mUMPGU4pkIdh9ZWNBThxnt3vjXLdaGKuvje9h9a9NVDlOghE0c/SkAOaMFDYMCZDCC9Tthz6brDyNnU+DVdfj3TOfKo89BtZXrUAbtKDNajV1ET11nNSHSZtsnp61m7r1aYbjAF4B//YYIHeEIMLGeoeVYdHhXuE+qXU3ZdD9KqlZk0SRfAc2AINBzaObQStNLQtAF1wPYymd+krU7hexymH7aM2kGNX+m7cnvwql09Vp2wj95JhW+iwmLN5uwznxw/em9WDSCX/i3THGScFCWgMxVABuNYDjwPXidAQUPRAqYObDU0e9Xn/E4Fe113dcm3er+sTyWKqlASXRL290vfZuPGXdSNfRzpmePd5QYVUO4YUTTqKSo0glJvYGjotGK2uRqUpIoXm3cWosVfCxpGlv5sk25JPbY0L3WMvDv1Hoqf4k75s9w61ZM6NMxTr3QrDKbyKMtC88FZvYqQrMQzDgwxXt8EPDjGVAIUB7xQkB/nrLcPW2I+Ywc1eafVlN32n83NeYxWAw6k3uv8/jC3qSuosOUO03cETNv/1aKjphPKAPwjgATpEOLBMaz291W/uwW4n047p5c8r00CkOhJInUSAmR66FqBWuDb2CuuE/fYTz7mMfusW+QO+7G/7qtruw0UAzbDfrWfnvhGzA5q+u7Ok7cFRibmyqW8cGNXq4CoPedNXaZCKbnGAywDKLRQtICpB6kHewdPhheP8L7o4pRl4XrJcvGzmHvIv4xD21pjb+LBOWSFXh/QKa2zU3nnbtlO25+vUqLeIOgNrECDqMXKnIbRqV4rjboJeD3oKjzyTQ+mbphRd7tYl/ifwplK3N5GNvw9+atjj07Uov4kTvcq6GGT0dk1y7Lv+aBsXJShHmClQkp0KiUMCGPSCaQHHjIIHDXPa8rGgHmHA+ceXl+i3HWtUiTHPG9T7kjN33Wr0Wb08jfGJbjOOe02Ls50QhmAfwIggSc6RiuAJO5KtHGzXZmwRk5UrwEgIrmA8RAYCDoBvBKoA3xGr3AYu8lj2kGr4bE+I5Y5vPvLiZyyFoJKNVw+Ces3e5vtmBVW49YFRu0I+GXpQxqMVAYR6STq6HJM5AMZhJdyNbAEAgNj20RDtr9x08BzXb0L3Vxv+wbcGBTDL87B2YvYtREbP731vXW22xvZXZxSqb8XD76DLAIVL4AVoAZRQwOWh1qgpFBNI3+bAauFogL3PfL8qWoHqsTcKbf7TdypxN1I1fjgM36/5S6pwdPryHjnWs+ATIdeeZ4Dz3TLwIVWNAoigMT2gfAvh2B/+qUGill4TVjpMD7WZnRs3/kHKoEW0bkbjFwjkwPVgN+UBMfoI9SUI52GrTPdH8j41f6vE4hh9QaiO59y3jPYa+SUMfXKRhp6kwEkzoFYo0aFBw08BwbO22EzZq3D5K1u4zemvEC1BgILMGjV4vozNqUZfWdt9Z24PjhsffBXc+43gjPyI8TCWXgtQhnEN2MwAkgMtBDfmw4QmEY8WFE9N/hKkE2Wn1Vuv6Dyj/tkdf/uzrvvlX/okRLskufnk+v/2fW3z7F79GiWijJBXDFoQAhUWkqc9RlAa6FgoDFAY4CiBvc90jysHjpThXZel3rcxM1q3J+rnPZ2eq+F1+bVoKoAVz+82qvXVdeBWQHvnngrEyktaGZEGTYnNvOi3aRp/4KVQKoanYb+7jQ1yXzE+h6z9ia3Iv1xvVwgBEy7XvWIRpYCXpO3dpl6mAo/5jHvD9MJZdI3+78BJIBnOX1VXdVHX3/89qeDK54/MtXIXIDxwYsMQD0PAhqoA6yHzbIMX+sQs9150oZbgBwQs5NkejQCj4B35iYFTlwXMmZl75/mP1NC4DosNXkBrwkg8UoFXnEA54xZ0nowMkJD8xQ1a16s+fDaN6HJQ6yO9/Au7NnpopXT1UDPlG4+J0PHlIdlIlUluvC2AwqIn0gtOgZpWQoAB0aLZhoNDGQcNICuEbW9r/R0LHG2K3IJTO6eqk97jpq1qsW9D4bEP9hQifuncOS9rL5Bya49L/t/cGxgLrJa0a4FEeeuYlYNDV4vCvH/9EsF3AGoH3/1nnvEbPwW6qdl3aMT/L6dcFeua+Kw/WKa7fs/eI9bZjZmo8XMk9T0M9TPa0znAxm/2n8EEM+xIoB0vC48ZrJzgNvptHNaMKY54XfI2g1iRjsLjqeBWsB2zGzn+YnU2GXUmOWbypSHrjfIFeA4tAKxaY/iy9r7LtodNH1Tjykbuv0ws7odktwKROybJJq5yVcYIeL6QtxygjFmQAMsOD10RJBDVYvHx/THF9as+yRnhG96H+fUoN7X3x1xPyy2dVM5bqlA03IOMqAFoCHwYkNIABAdS2lBa6HQ4xmDZ5xo58OChiqmbHJQiodbsYNXusfiqqUP8fC84dikS6NOG05nIX+6Zm5w3lvOVz1D03p8c/7rcpTKodCCVwEyoBW8DLzW9BNXC9w1IGRKnG3Udmr6PmraPmrCZo8xa4tYPAJ231G4TFprE73dYs5hKvKAbdSRHtE7TOcDSV/t/wAQYRkenN5AE5C1m9fZejksWLVIblC9TpSCwIKjQVQgKkCnBGqAAauTXBZuo2I2U1PiHacmWH4zZ2tW3SPgxAtQX0Q7RW+hJqzqEr7GO2Jdz3G/3VdIkkzRI5ETBYECMZVUL4AhaDeg1QBGD6IFo4ZOCUYFyAxgBHAC2rTtz9h71Si5i+JkXNxu2HkeF8/iRCaf3Ip6BoxeDujAKSFwon+GkkUb0A6DGjodpYJOCw0ncQ904kxZD35f/c7ep4O9Cp0sU7v0PN//CE7dRnkJCpOReQDn+9weYpvV1TkndGDhJ+Mzwx/hIQ2NwQigNhC1+L2bzKBDG7DsYpl9+Hpq0mZqxlFqRIL1hB2Dllx8f+mFtxYet5uxn4raSU3dRoXFuY7fGLXz6l/YhRkIw3J6AnLy8qnA3iHjoiaYDiDemHKqkPY50KiAOiD+7jOb8GVWMxIdFh6kJsbZTN64pFieC5xgYRu13XLWLmriGip8ldf09d+u2NUg+f0TAppAQSQ6h+j1YdL7YQGFABVjZNrIQORglOBpQCOtRTUqPGpASTkydxm2LHqxeOaT2b/VzTuDI7W4L0crEQAOOiI2hLomNGrRAsig1UJFKImx85K1D4GDCriFB5PvTnLOcDAvsHbI8u9T9PFC1ZKzSF6GLX2KvzG7EuRQ0Mvxavf+qR/vaNrbgmYCxriQ5wkI+NfRxnOADrh8r/bjlXupMcupmP1UxEFq6Bbb8P1u049SwzdR47dazT1MTYilfpo9euMfN5sNpgsLAfwTAOl1Yh4A0fG6kns33v508KDP/iZjlLRByxsnEQzzf/41sX4W5cgyQMGBFg0V8uUYvuW80+iVrtOS3OcdMItMoKauM5sWbx21nRqxhpoa32laLDVm4btr952ubm+VeAzEANoAlUFkdLwGgHiAleK+9ZJ5HLQgBhBarQd4gnY5HpbhbET5976n3QNKuruUhFA5TualjtTVNwbfGriJW/cQd9vQqgLTDkMzDC1gleAJJw39KIk6KP5uRiyoIQf/FK37dce+vP+NV46f3VVvr9xeodf6epwK9jzfs3v+B6Elg71Su39U/OUOYe9DPHrC1IoO+uB4Sc5i4F9PGy+AUQMnKhr6zdtiNmqN48zD9jGHqNEJncdvs5i8w3raXvupWz0nrfli8dZDeeVq0/lqHX/pf19hIoAIyOOG6o+++/SrYd82KJpY418QBIGQ/+OvvbIxYMQ9hgBGHAergbwafvjyE/bfzLMZvaLThJXUhCXWC7d1GbfeM3qn+8ytnUYt9I5Ytjb3nmjgykkVDMNAZwDDiUbzpurCuI6oOXBE2tMJ4jHJs3JVnQq1eTgzOu/TPtmBfjeDqQx7z+Jellme1A0rqoCyKKS6FnjOfBJegut1aGiDrg28TBQfE0HceFMAwAJKQCluXHgtdDKoGqCoQsNlpMY8nDXgwuCASz08sgKsLjsFpoQGnQjsfTxgQsG3R1Xxt5HdgucMdBDXxQZijMXjO9arpjxWVs81M6BVQFaNatLmS67DFr/xywKXmZtsIzZ4xmxxHb3a/bt5I5ftz3rcqgSU0Jpeo0h/6Z9eYSKA6mUNn/74xaDP/pacnSr+fp7n+T8xERVecXQh4qPq4PHoAAOa2rF0R7bHNzGu438PXrbdbPwir7HLnL+Z7frz7M+W7dhWUFEjQI9XMwle+rO8zjK1g4HYIfLkAY6IN5gCTwuQGn5rpPspR+tUW+fCoA8f/X3N8/iEuoSpD8PezPK3SqVsM6nuBQEzm2floawJtNG5kYGhDaQV2gYK0EkiMbW4NaEZtKvQ3gh5ExSNaChH8QH9/umNMQOrBnsUen5wd/CExz+ubZiSje1tyNeiUoNmDrxEYGAIGAYGBhzPme6eIYAlkDGQE0AL3G/H/vLWsUfTuy9L9P8toev8zeO3X0utQouAVhZy6PSgudc7g/4ZgFjOIAJIzigmzZzi1c03bvsmEUB6vf5PAkjUhb0MFSDGoQsN0NAq0KhBai036UBG1/kbey7c8sn83bP35O4tbcxq5WsEyACuQ43B/uM2nnQ09n/+JVb0vLGNF39YCLQWTQ2oXVg73+d8oGehv02GR//iT08gtQYNjWi4gaxFdZG9ct19Sm0cC+wC0rrv051tgo4XB8WEAd/KoV6HJxTEiELxc3JErP4MaNdCQ0OlQmMLqu+j/DzOrsfa37FgDX67hD23cPwJLmpRIqBWEE3NJCYeC04H6Ah48VAzibPMgeigYqAjgJag0YBaIBc4oMKS+427XiCfwXNALkrGBW0rafsLASReYQwYA9gjF457dfNdFrtSQSsB6HQ6jvu/L2NxkEh4ozi1gxLESJsiA48mDnXALeC0CnvrcKUZBUrcAZ4CLaLdIPPSIhjCS2bHazASObAMFAYoABY8D4FAYCEwAmg5ZGnIGpjzhWNeN4eS4KBr/Q5ojtSi/haeZaK8BrXFyPql/HPHc2adr1q4XA78vWpzI7SihSoMPEDLQTdCQwHtAjSSk57AgBc5GDq5oZlGqxI1+bpLaypX/ZD39x753YNv+7tnu3TL8B1W9P5BxYp6lNCo14se2EY+GkAL0DEgKsDUGoUDL+cUrUQrhgynV+omJlwImLrMcepiq8lLLcYs6TktadaB8swqNHJSPfiXXWECJwJIqVcawBY/KA3uGzpi0uiHNY8AMAwjAkg8h/4VmIRXpc3kpbuUyAfSAC1AoQJhScmBE9c4j1nV+dv5jj/9HjRu3bDE8wfvN99jIA3WCS9yYTuEZhIfyGS3E1YNhRoyKQTH+IYIdDK0H9ac8EzpYVXm17nQ452Sz5+iugn1qx/GT8qdWYabVahc+GyW92k3x0JPj+xu4/Jm1qHNoNRAB/AMASMHWgBKAOFApFuWl2aUon6xFreT6hd/kzE4OLmX09VAizRrKqtz57tunco8HLMDBmR98OvDZSW4LwOvEbneQoeQgBZeUmdN+MAc8EIhVwFPWMRevvf+7F2W3y2gvptrH5FgG7Xdfe5xp4iD1kPjBkbtXHOmpPy5rE2vfy2bxH8JIB6sjJbpoL9Te/+Ln7/q1r9nVl42z/Mcx70KHYPh3x6sAsARsCxYBoQBWD1Qy7OPgDVF94JnrrUOW+44Zavj5N1eM084Rhy0mpRoPm65a/iisTuPlGm0NCCTtYn+rAYQLYjYN71GEU3Aq8CqQIzkELGIBgdWhaazmqM+V3yovM7mt52+qPr2Gapb8Pi7q+/3OROUzJ2pwL1d3J63s94NvN3L9VrA1+k/P0JVo1AjQGZAOwHNS6R6HqQjp5AzTjF4NKH5oG7n+3m9LM5QDjkB/mUDu+V075oTYpnpReV6mRf7W14L8Ds3IPru0nI8UUOiWAsgHGgBGmlWaTqA9MBzDkvOFPuPX+MQttFrxl6n8E1242MdwxOtJmy1nLTfZtI+u9Fx/WK2xF0paH4dWQ+AfwSQWACxjACeBdFyWgNIXVv94vXL/HsGnb10juWIAHACLwBiI6bX/0sWiaRJFe14iAq8NEt8DCzOLu72+2aLqSvfmLjOJmK789S9lmO22k/b32lSouXMJJsZGzynL59+PPmuzCBRJARiAKOFTtLugQVvWhFEwKvBqsGKNwwxRmcKgB7tR+q3db3qbVFsZnnT5vsnPzSiVo6adzOC/c5bnBYOVeDuWVx6K+Vtp2wP1yzfz1K/eoAHT/BIi2a96EwvB+SgwILjjZw3Vhre6MGcxcV3bnxod8eVyjezTA36snz0Ud2eKpScxKGoF1GWVx2oAgv3u/5d03uufbShFQoBxjKN14luoAx4Uz39xOHC+dtPfMevsA7fQk3ZQQ1b6R2xrt+M2CFL9gyISfSclGQ9YYfV1F2O07bYj56Z3Kw0eZAo/HNMi/jnAAKOgG/XKtdv2WjlbLf38EEOYAWeFXgOIDz3D9j7x1/BSS0zAB68Blw7eJkAnRw490T23sr9FhPW2kZt95i1n/r+t16zdr2/5EivWbucpsZR4WuoiauoiDi3KRvjLzxUdrhWgmFAq6GjRZG1SS0JQMDSkDEiP91ApPuUgwBooTrZfCDojIdzsXWXnDc+KH6vBU9bUPvejb7+2a7JOFWBW0talvhfCrFItwkpf/OT5O/uo7oVMhpKDjIIDPSACpTASTxUAoDloefBQob2xfLlPqUh1D0rqtBqUPG3+3GmBg9a8KgeDy7i+CfVH1vfsrWssLZMtfj7tZ/u4DYRJ0gsD04HqARo9OBNtaAjQKMe0xKPe0/dZB2z33nZBYtpW11HzK4A6oFDJc/dh67wjDpkN/Oo9ay9zrPjftx60ORVxv968h1oEAEkXrw6jt2+d7ebj1dC0lYDeD1PDOA5aaX0L4KXBIn4bOx1NeDbARkB2wqsTLtrP2q5fcSuwMXn3SK2Ow5fsudO+0OgAnAeuchh3jbr5UeomXscInf+8Oup6gZj4w2GgUYNhhbjnkyc7BOwNBQMZCA66HipPGcBAVrQKeoLb13qanfNwrrAqlf+m9m4VoPHk19MGpw9MBNX7qN86tOIoGshvjc8PZJdw4siqlDXBloPhhP5SQTQgDKyWHmABeFF5slzNH5RPMQ518Gp1M4v03dpzaoK1BTixsaqTRW4fx93luJ3/3I/+7tOVpl2/U+/k41cPWhwPDhGnDFw0AkwOXTXADSw6B+2yDN8MzVmEzVhi1tUgtnffrijJC08ki4UUAPG+EzZSY1KsJtzxH3+js7fjv+rAMQJ/KsAIsDRUyf8uwavidtAs4yeJ6x0Pv07AAnGIRAEAkEDQQHQNNAAfLZ8H/XDr87TdttMSHActcL8w7E7ssqfAw/1sHhvtO+cBCpqPTVutXV4XMiwpRVN0lFBwGpB02AZGCcCpvQMBLwKRCuWKR3TIAPAQ87JylE+qmqUY64LVdDFIss54vncLBSlI/OM9mQtav7QHO+f+o7rFefQIs9uJ533PI9vxLN2aFTQqdFiQCugYpl2SitVKzQEnVij6cFX4VnQxUCbHDOvYse3LnXN0l6tR0O8Yut7Bz8/cPePJ3h+FqfeKurlXObmWuLf7Wz/TOSq0A7oIGgADYGGwMg7MeUDM8BjLby/i/GausMucq/X/KPH5Ehv0DYDWqCJRbEWyXrYTNlnNnWP2dTNvpOXm0wo+9cAEowLbxFApy+e9wsJWrsx1iBaMhkB9G+uMHT8R6mfpTkQOfAUeHPGZu/oXV3GxluP3XBZjSKtpEySA1l1wiklQlcfNJ8eZz9lve8v8282S2M/PVgaOi3Yl+smU450YnTgfRkJZzyB9CB1aFyp3uCTGUJlW1mVePYsen/Co5nXUZyJzB0vdnx15Tu3VB+nHMfgDMdfct8vEzJVaBWXaDQ0DJSAjtMqKD0YaU3Gq8DzBFCBPECNb5qPZdEb7oXOb57s9gK1cjT/Wvfbe2c+X3hu7XO0l6BoUPYAx1w3txuBPqd7nccVGeoBhajm0YMmMBIdTfnAeqCKwOvnhV5Td9qF7/KbdfAmUA+IGvgWA54CpYDb9KM20cepMfGOoxf/VQDiO/IFAD1PtMRw9vJFT3/fDQnxRp8e3sBzrMD/OwCJPR1PwOnA0wDDAC1AFUANiQmYc8hpyg6HcRvuAM+MH0qhRytwD+ixZJdV5GrX6WtDx/9+Xy/ZiqvBqsHoYXQ5NFHp+7Im414q1Do8WJpA56B87ONI1zR/qwxXq8s+ARn9gk706nm+b9CVUI88X4v7zuY3bN4u7LVTs6Ed9azAMzy4jk5LC7SBIuLmT5CBVwE8AyjBPMDjrnmhZiVmtiXOPS71rsajJtT9Wjvr44sfzTiz6DEaryNnYFo/p2vu7oXBAef7XERaG56J+2cBKsmFWkyIMeUDa4GSdjh+O9tzyg67iUk+0fs2lMo2p5TIARqo1WBnwYu4UtZ2/A5q7HaryL3ek9f9tScQgcABGoOeZpnk9DQPP58lq1YQaaYj/AkA8aK3IjgdeJ3YwIsACo5MsA2LsxwT5zJ+Q1z+s335Dx4r1HpAwSL+j7KNRY2BszbZTF3hEb3W7afIonZR2QIViBoMIzZOOpMB1PFPokP0Jw4SAaIjaAFbC0UGSqbVz3y39EOftFD3K0HdcweE5rzZrSTU74YPldppUNV7u7HtKf6/9q40PKoq25YPwUiYAoSEJCTM2vAaUdG2efi108fzc3ra2i808ygKirYDLQ7YKqgMhjDIJKjgawEZBUISAiRAQhgCKDOYGIYMVKWGVN1b9557pvV+nHsrgRZ8xfNHfmR/+aCSKorUrVXn7LP3WmufsqCr+jojDufLVJxoW8ClAboEI2BhGD+hdMCRPzUtbuUqiYvf03tx7cqfcHKOd8qDK/vMODarGMcWYuFtm3skFXTuuKv777Nm4lUAABA1SURBVLf0z0ehB5cc8YBugUjcyAsOAycoeo+bmThufqtR89uMXtB5/Ny4R0bs96EcWLrrROzDLyQMy2g2ZF7zccviX1mROvKj3yoHUscrBaAwsyjk7uKizj27jxg3xh3wOb0pO4u1GL3mCiQEOLXHmoAqgkop8Mi0VbGDPuwwfmH86IzE9LfbDxyxIGffRYH9FWh13+jfTchsOWxqyzHTUifO6Dzo9R8NmwyvQ4RBLbUCkRsY96RcY5ljYag7uwSRAjVB1EBWIXgcP2zAN69WTfxT0QOdvu3ec0OvAbl3jj71zFuVk0pQ7EGFr7bSLmiC6cQDBDh8Yei1MFzgDIKpspXjRa1fwoXhp8e0293FtbdN08K0/z71YjH2ZePLv2T1X4s1+dj3ujG505bUbntuS9rYud/q+wuxvwYeBk1Zh0jQujZgNC84DFQAj09b0TJ9auyw2S1Gz48dOiNp6PvFwGlg0Q/++EEftho6O27s4uYj57caMfuh95bXRnU9cU0AKUwoAKmk5/DxH3v17TPwicfOlpeZgrG6j7EM6dq1AWTXlSAJQFRL5xIw6Z97O436tO2IWckvLIwf+nHH9HcXHvKcBQ4xJP9lesexGU0H/ePWIf9oP/jde8Z+WOEMNjABAmqfv29A2iwZuAFuQAiASQQkPBJeCUM43X0dogqlJ7E3F98tx+KZmL8YX32BjB1YvR87zuGkl9aAwbacgeE1yoDLBNU+BKoQdKlCu5Tq6hDFf/PBswlb/7DzoZvz4m89kNI2p+co/8Sd2LgTa7cjawZm3nHg7sTcTilZabev6TWt9ONyXKiFZqmLp/S8kkVbtABgApeAT/NK0kZ94Hrq7+0mftF87MIm6dNTX17Yeti0tEmf35z+keuZ9+NfWNA8/YOeE+Zk5p/9/9eB6q9AKk22ICyICs/l9GFDevXts2NPQWQFsgTn9Xaxq58IkMoLQarNwlBpkA/YeM7X7+VZsU9PSX1pWcygGU2fnZbywpL2I+d2fH5Zs/TZ/zZ4ZuzoOc2efa9j+tT3VhR5BSwZeVMoV9iRFDLKbqoCkC2uYhwBjsscHg6DmJAcehh+qbtRto1+8+bJ8QMPPnhLdkJsUVLPA52fLv/Pt7S/b8OOKgTU/DI9JMKgBETCYKB+oBJwQUAK2/GDg0gEJYwwgpdQMb3sk3sK7k7cndJiR3KPknuHVo14NfDS4IvP/bHk3tQ93VLzu3Vb221k8dADKKyBJwRm1085QAUE5SAENCphngX4gFPAGxsKE0Z+EDN0ZtzLXzd/fsnNI+fGjJ0fMyYzZsycDhMXpE7IuH3CzL+t2ltqV+2iiV9LohWAGOCp9Y8aP65H799l78yrD6DrH+PVIyEBySAMQJegamWdlfvDgHe+TBo7t/XIz9u9uLLtxFU3DVnk+uu82Alfxzy/xPXMP1JGzXrtm0NHLsN0fhVIAEyCyLoGfZQMSR6x4IV0ZIochupsBIFSVMw7MXtk3nP3r+vXZU2XDtt7tNienLIrqf3aVvcW/SH90NDvtSwfgmqCDKk3AtcENMClkiHVQJY2gCgDdesVlTi7MvDJQ9m9226KT9zTO213/+SsO3ts7d5rZ/c2G+M7bkgbXDJ4jfnNZZSHoZkRzgpVACIEug4jqm45A0IQbiCnShu2ZEuPSYtih2c2Hfl529f+GTtxuWvwx66/fnDroCmpI96ZsGxLoZvfyMTCaxcS1RZGpVAAChHjtbcmp3bv+n12lp1HS0E4uz6A7H6TnVCruobOwYLAUQ1T1h3o8XxGzHMfu577zJX+efMJ38ZMXHnLi0ubDP8sYWzmsEX5ueUIApxHhqRAScM4DA6DR+k5aSfREvUwRCR0BkOHrIZ5Fu6MykX3re/fcUXHlPVdHy55/H3/9CkV744rG9VlTXLst81TVnUYk//nfWQLhxfcXnpBZaRVbE8s5ArvYBK6TYMyKOCrwq6VNe+P/mlon933t/juzjbf9U36ulP/3H4P7hv4atUbRdhzHud0eCyEWeQXpbYZMYGmR8nX4WAagiEwN3DEwtwDnvs/XHfLoE9ihn/WdPjMZkM+/Pe3Fg9etjWz4MTPQC0QpNE7lF0XQKplESn8fPDJ9MTUlLXfb7QgiOSEM8LZdU5hEQDZ7AYbQBpA1BCZc8DyY8Hx3x7t9vKXrqc+ajFqkWvQxy1Hz/qP6eumFVQcDMOjDjfB+kduJcwgNwCgSDNf1uMSSVALxMP9F1Dz6fl5d23sn7C1U/vtKQ+cfXIpVh/B8ZM4kYfcSTUvt8mK67Q3odea9i/tevqkls+h2U55nINx6BwmXKreYL/rQJ0pOgGsWgPHKlG4F1nztaWjz7/3xOEXXj3z5tTT72zExpM4cRFlPlwm0Cxm2IwOETk4UgadqLZ8FMEkNAbDBGqBC8CWn+Xbm04NXrwzfUle+qLN7287uMtjugE94swXbfwagDgUexQMmDV3ToeUpDUb15uCmYL9KoAgnQ6ydNIgmxlOlFGzB7gE7A1gxo6fhi/Iefazzenzs6bmnt5ykZ9m8EUKZ3XJOBy/KiZBZZRbWF0hkdWxJCVAQGoR/AmlT+z+r9jVrVsVxaf90GsqMgpw+CCO58j8Izi1Glv6lg5IPpsWl9fktjXtMs9Mq0ZFNYgPCMK0QKywDsJdYRgMjgmjvecCFNAkD9UKuAkq/LjkRsVRnNmAnFMovYgLblTVwF1NKzQECMJMSY1gm5I4z6J27mhVBBpkgJghw2QKRlVAGVAOlAJljuuAUG2naFMCXA9AAtLumDpfGQvmJXRK/m7TBiI5kdwS3LpuMxUqia67W733lINZEBpE0JZGoAbwAOeBC4Ab8Cvfd4OaZpgLM6IPt1vn0ikyRflqmTNrzJacOwAyQf3w5sise7ffmVjYoVlh8z4n+hWg+BBOzq9c8mLe30pwogiHR4lJMXvbtD3cPCE7dvju9B9xshQ+N0gQQQKN6BoYXBJewB4hrragCG2klgYDCIcVo99bG8Q5P8oqUWVCQID6dEXbrKUhy/5w2FmQZSeSLFr6AUBZ2A2jGlwDI6AQJjQDIQkvEFLUKnsMNqCDVWu/FYC4FExw5ihCieQWxOx5mcld0jZs3ax2NLXBXX8FcpYN+wfc+fB7wyGNWxSc2pIDC6BScilhGBKWAKcQGhAg5iXdqmTQGci/2n9FdbZlEDoIAQEVEQAxQAepwoWvqj/vk90lZX/b1rtuffzYo1Uor8bFYbuHD1h1/x6eX4ozC7EobmP7+CNxCXvaDsx79CiO/4zKWgQMVANBhBiIPerA9jO0AWQBFkwzHAbzQ+iwpyKAesJmuQDX/VQVCbnXUn4MVh3bTfD6JPBoVQRgkDqEBisELQDDVHmA3xciXPi1gE0RJgYM0ybq/UYAshi1eT8qdWDUoNasORmdunXZtG0rcw5o0QKI1ds9OAQTxLKCgC7MGhashNCEFgJlYBRMB/GBVKtqPoNugbL6AGJRA4hDEFAOA9wAVSavTAImSAXKvg4s6JqTeFOOq11h3JAzg724aMJ3z5f39F17xzrvylIcW4HlPfJ6tjvYIW5XwsM7nzqK0jK4/QiGUAUElRDDZb/xIpJhIXKbQ9jkcLWp2evg1a9HArJux7bvdGoh0b1ge82Xzpeos2d3/lbsQVVtivqCXu8/FgKAlJJLQailij2fzclo3a7tluxtHAibhr1W1eezymt8XeN+5ypFuiPMNh2TDmHZ+ShKMFnf3upGLiYQcY2VBFKDNCAoGCRIDcqXWwta5rZs8mOL2COJDxx67CLKS7XTj21+5o51/VbypQeR/w5eT9ndqWVxcur+u/qve64E7lJY56H7lVLWB1QpWU9jAFJK9acQwrIshaeMzDntO8RvzcmWAKHW/xVADSdk3ZkGqk8gGCxAMjd+XoOv2uZ1cG13uQ60u+fwI8Uo8uDS5EOTn8p+eivW70bOk9WPu7KaxRxIbLO957P5E07AWwrjPHS3YkiGAG8jgJy4FoCSUpKzcnOk022Vzlrl/LOGDSBEFmkiI3PHCMBB4C3Etvv29rspp1mroylJe3q8ceqVYyguQUGBtfU4Spbhi+T8rk2KW7U8k9Jqe+KUi++VobQKlW543Ah4oGuAhUYAOaEApG5QStW3GZlzUjunbcnedgVCZD2MNHwAQTUxCANV1WTnxK1dwonJF15JzU5rvbdj3K6EPlm9JpdNKMDmg9i92Fj4xIFnWuQktj6a1GTHrV2y0r4TK2pQpokKk3mD0GpA3ICnEUD/GvUBNGduZmrntPXfb4pgg18lTW/oABKwW1fEgiARHwQCaJqJy/nYOnDHIy3WtEkoTEra1aZbQce0nLTUnO4t1ybGbUtps7ND4s6O3TckTz7z4s84CgSgG6ilSjUaBoKNAPrFiGjg58zNTEpJ/p/Vq9QBTUBSfmVdtKEDiEnoHDoDsyXS0jkLhRiguXFheXDZY4eevK3o9rjcm2PyXAknk117WrQ73KXb0d6J69sN2Pb7D06/dIBtJfDa8h2v7cOhvmsE0C9EfQDFJ3T44qsv1RGMCU7olc23hg0gpbJiMCLVBLt8b7vcmWHoF1GxAd+Pr3j+7qLuXUvau/JdrlxXp8Ndb9ve7bENfZedm+LHAaACYPZThOw1jAFhsEYA/UJEAJQ5b25cu7YLly4JaiFVKzKv8pNp8ABiIBao3VWrq5ILGSbgMClqYJSjqgh7P9HfHFz66F0Ffe7d/8c/n3l24qnR+7AuhKNAOaiHA2EJCzCIGmPPLbAg9EYA/UIwxggh4XBYC+tT3nl73aaNXr9PXfmwaVwhS23oABIWhJ07R/iU0CU0CcYByWFJ6EANvBdxtBz7q3GuChdKUV6O8hpcCKNCwsMQqIVeAxIEI6oOBxqGXgutEUBXh5SSc04pJYQYxPR4a0JG2D7AQ1qMMsbqTvINHUAOPyki15cU8HH4TBATYNw5lAkweCQqwAi40EF80IMwwjAsEBNGDfQaaDoMCQOcQhgEwSB8jQC6OlQpiHPOOVe5M4Mk1KJOH/7KRzdoAAH1itEiohv2MHhC0IMAEbb4w57pbFLlrWdC+MH89uRN9RARVlVyShEWIAQIMHgbAWSHQowykqqrCQGmRUxG65PI1AaHyCMaMoCkvfbIOhjpgJfDG4Thj7jJqPkmisdvAIwRGCFQJbDmHJLb3CSb56MDpgCCshFAkWCMMcY45/XrhNJpBqgbFqMGMa8wumv4AKJ15ydA2E0xaDqoAgxXxBjFG7IEEOC4TFDFEEBkfdLsMU42YdD2zjcsBBoBZEdkBboKQJQzk1FCrcgudkU0cAAJW09o1SmsGDiFoJatMYWFemwhUIagBQ9DFRCw/UJDtr4vkojbHW1Q3phER0I6ccUPAYtRwhlzuPRcCsuyDMOoe0RDBhAXMCkoVQPLbNcHak9CJo48UA2IMUHCqt0B2CKQiL2eAIGmwxtCIAziZOUCgjQC6HqhEMOvA4+GDyCDwCImqB8iFOF7OXa8pi1cNExotdBqQW0rNF5PDc1hQei4XItyP6qCCNryGyZA6f8C1hAhZkhOeKAAAAAASUVORK5CYII=" width="320" /&gt;&lt;br /&gt;
Nucleon number Carbon-12 = 12&lt;br /&gt;
Number of neutron Carbon-12 = 12 - 6&amp;nbsp;&amp;nbsp;&amp;nbsp; =&lt;b&gt;&lt;u&gt; 6&lt;/u&gt;&lt;/b&gt;&lt;br /&gt;
&lt;br /&gt;
Nucleon number Carbon-14 = 14&lt;br /&gt;
Number of neutron Carbon-14 = 14 - 6&amp;nbsp;&amp;nbsp;&amp;nbsp; = &lt;u&gt;&lt;b&gt;8&lt;/b&gt;&lt;/u&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;img alt="" height="298" 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" width="400" /&gt;&lt;br /&gt;
&lt;br /&gt;
Conclusion : Isotopes of elements has different number of neutron and nucleon number but same number of protons.&lt;br /&gt;
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&lt;a name='more'&gt;&lt;/a&gt;&lt;i&gt;&lt;b&gt;USES OF ISOTOPES&lt;/b&gt;&lt;/i&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://t0.gstatic.com/images?q=tbn:ANd9GcR_79v8ZS2IuD6SL0PgOp-ePnHEA78WSegmy2k_ofh5NH6-9rEOPA" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"&gt;&lt;img border="0" src="http://t0.gstatic.com/images?q=tbn:ANd9GcR_79v8ZS2IuD6SL0PgOp-ePnHEA78WSegmy2k_ofh5NH6-9rEOPA" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;i&gt;&lt;b&gt;Carbon-14 : Archaeological Dating&lt;/b&gt;&lt;/i&gt;&lt;br /&gt;
This method called radiocarbon dating. &lt;br /&gt;
Remembering that the                 half-life of carbon-14 is 5700 years, then after 5700 years half                 as much carbon-14 remains within the organism.&lt;br /&gt;
&lt;br /&gt;
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&lt;img alt="" height="130" 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" 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&lt;i&gt;&lt;b&gt;Cobalt-60 : to kill cancer cells without surgery&lt;/b&gt;&lt;/i&gt;&lt;br /&gt;
&lt;i&gt;&lt;b&gt; &lt;/b&gt;&lt;/i&gt;&lt;br /&gt;
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&lt;table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"&gt;&lt;tbody&gt;
&lt;tr&gt;&lt;td style="text-align: center;"&gt;&lt;a href="http://t0.gstatic.com/images?q=tbn:ANd9GcTfO7QgeEm7qi-nbBODGaTx0Xrr86KKyhiX-1nepnJIXV4SMy5BNQ" imageanchor="1" style="margin-left: auto; margin-right: auto;"&gt;&lt;img border="0" src="http://t0.gstatic.com/images?q=tbn:ANd9GcTfO7QgeEm7qi-nbBODGaTx0Xrr86KKyhiX-1nepnJIXV4SMy5BNQ" /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td class="tr-caption" style="text-align: center;"&gt;Gamma rays of cobalt-60 are used to kill cancer cells without surgery in patients. This treatment is known as radiotherapy.&lt;/td&gt;&lt;/tr&gt;
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" /&gt; &lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: left;"&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: left;"&gt;&lt;b&gt;&lt;i&gt;Iodine-131 : to investigate the thyroid glands by measuring the uptake of iodine-131.&lt;/i&gt;&lt;/b&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: left;"&gt;&lt;br /&gt;
&lt;/div&gt;&lt;table cellpadding="0" cellspacing="0" class="tr-caption-container" style="float: left; margin-left: 0px; margin-right: auto; text-align: left;"&gt;&lt;tbody&gt;
&lt;tr&gt;&lt;td style="text-align: center;"&gt;&lt;a href="http://t2.gstatic.com/images?q=tbn:ANd9GcR3Xy2myB0NZ8l8ZMjW-M3ZKWaSSALhodgxb1vepBsLrHL2HmT91Q" imageanchor="1" style="clear: left; margin-bottom: 1em; margin-left: auto; margin-right: auto;"&gt;&lt;img border="0" height="320" src="http://t2.gstatic.com/images?q=tbn:ANd9GcR3Xy2myB0NZ8l8ZMjW-M3ZKWaSSALhodgxb1vepBsLrHL2HmT91Q" width="194" /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;tr align="left"&gt;&lt;td class="tr-caption"&gt;This tracing method is also used to investigate the thyroid glands by&lt;br /&gt;
measuring the uptake of iodine-131.&lt;/td&gt;&lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;&lt;div class="separator" style="clear: both; text-align: left;"&gt;&lt;b&gt;&lt;i&gt;&amp;nbsp;&lt;/i&gt;&lt;/b&gt;&lt;img alt="" 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" /&gt;&lt;b&gt;&lt;i&gt;&amp;nbsp;&amp;nbsp; &lt;/i&gt;&lt;/b&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: left;"&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://t2.gstatic.com/images?q=tbn:ANd9GcR3Xy2myB0NZ8l8ZMjW-M3ZKWaSSALhodgxb1vepBsLrHL2HmT91Q" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: left;"&gt;&lt;b&gt;&lt;i&gt;Phosporus-32 : The metabolism of phosphorus by plants can be studied using phosphate&lt;br /&gt;
fertilisers that contain phosphorus-32.&lt;/i&gt;&lt;/b&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: left;"&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://www.chem.duke.edu/%7Ejds/cruise_chem/nuclear/pics/geiger_1.gif" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="233" src="http://www.chem.duke.edu/%7Ejds/cruise_chem/nuclear/pics/geiger_1.gif" width="320" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: left;"&gt;A solution of phosphate, containing radioactive phosphorus-32, is  injected into the root system of a plant. Since phosphorus-32 behaves identically to that of phosphorus-31, the more common and  non-radioactive form of the element, it is used by the plant in the same  way. A Geiger counter is then used to detect the movement of the  radioactive phosphorus-32 throughout the plant.&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: left;"&gt;&lt;br /&gt;
&lt;/div&gt;&lt;br /&gt;
&lt;div class="separator" style="clear: both; text-align: left;"&gt;&lt;b&gt;&lt;i&gt;Sodium-24 : to detect leakage of underground pipes.&lt;/i&gt;&lt;/b&gt;&lt;/div&gt;&lt;br /&gt;
&lt;div style="text-align: center;"&gt;&lt;/div&gt;&lt;table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"&gt;&lt;tbody&gt;
&lt;tr&gt;&lt;td style="text-align: center;"&gt;&lt;img alt="" 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" style="margin-left: auto; margin-right: auto;" /&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td class="tr-caption" style="text-align: center;"&gt;Used to locate leaks in industrial pipelines, and in oil well studies.&lt;/td&gt;&lt;td class="tr-caption" style="text-align: center;"&gt;&amp;nbsp;&lt;/td&gt;&lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;&lt;br /&gt;
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&lt;/div&gt;&lt;div class="separator" style="clear: both;"&gt;&lt;b&gt;&lt;i&gt; &lt;/i&gt;&lt;/b&gt;&lt;/div&gt;</description><link>http://alchemistfreestyle.blogspot.com/2011/10/isotopes-spot.html</link><author>noreply@blogger.com (cikgu andromeda)</author><thr:total>0</thr:total></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-1189457377757280778.post-6407905976259841689</guid><pubDate>Fri, 28 Oct 2011 03:03:00 +0000</pubDate><atom:updated>2011-10-28T11:03:50.264+08:00</atom:updated><title>LAWAK CHEMIST : H2O, water poisonous?</title><description>&lt;div style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"&gt;&lt;img alt="" 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" 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&lt;div style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"&gt;&lt;/div&gt;&lt;a name='more'&gt;&lt;/a&gt;p/s : Sebenarnya , dia salah order , 1st chemist order H&lt;span style="font-size: xx-small;"&gt;2&lt;/span&gt;O....yang kedua order H&lt;span style="font-size: xx-small;"&gt;2&lt;/span&gt;O jugak tapi jadi H&lt;span style="font-size: xx-small;"&gt;2&lt;/span&gt;O&lt;span style="font-size: xx-small;"&gt;2&lt;span style="font-size: small;"&gt; hydrogen peroxide is poisonous!!&lt;/span&gt;&lt;/span&gt;</description><link>http://alchemistfreestyle.blogspot.com/2011/10/lawak-chemist-h2o-water-poisonous.html</link><author>noreply@blogger.com (cikgu andromeda)</author><thr:total>1</thr:total></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-1189457377757280778.post-8888147732064747019</guid><pubDate>Wed, 26 Oct 2011 12:43:00 +0000</pubDate><atom:updated>2011-10-28T21:15:54.736+08:00</atom:updated><category domain="http://www.blogger.com/atom/ns#">kinetic theory of matter</category><title>KINETIC THEORY</title><description>Kinetic theory adalah teori yang menjelaskan keadaan suatu zarah(particles) samada atom, molecule atau ions pada satu-satu situasi.&lt;br /&gt;
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Definition :&lt;b&gt;&lt;i&gt; theory that explains the physical properties of matter in terms of the motions of its constituent particles.&lt;/i&gt;&lt;/b&gt;&lt;br /&gt;
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Contoh :&lt;br /&gt;
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Naphthalene : at room temperature, naphthalene as solid molecule.&lt;br /&gt;
Room temperature=&lt;i&gt;&lt;b&gt;situation&lt;/b&gt;&lt;/i&gt; Solid=&lt;i&gt;&lt;b&gt;physical state&lt;/b&gt;&lt;/i&gt; , Molecule=&lt;b&gt;&lt;i&gt;particles&lt;/i&gt;&lt;/b&gt;&lt;br /&gt;
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Secara tidak langsung kita akan mengetahui "particle arrangement", "energy content" dan "movement" bagi naphthalene.&lt;br /&gt;
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&lt;b&gt;HOW?&lt;/b&gt;&lt;br /&gt;
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Particle arrangement of solid naphthalene are closely packed and orderly arranged.&lt;br /&gt;
&lt;b&gt;&lt;i&gt;as we know naphthalene is solid particles, so solid particles are arranged in closely packed and orderly.&lt;/i&gt;&lt;/b&gt;&lt;br /&gt;
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&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12pt;"&gt;&lt;/span&gt;&lt;b&gt;&lt;i&gt; &lt;/i&gt;&lt;/b&gt;&lt;br /&gt;
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&lt;img alt="" height="172" 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CEqKZ2blZKUmZNeMDc1y9D0x/1VEUII/V29J9cZitUo9OvLW7MTCzNji7IdFUMTew3TZLIsL6wNdI/MTy0adAepplKo5ibnJ4ZGlhcXJds7C3PzU2Pjgpm5TfHmzrpkbnJufHB0uH9oY3XdXvfNzyp8dMt57MWASLDwouf5hljM0DaAg6BjGGZDLB7o7h7q7d9a37DZKAAw6HSihaUVoXBtWbS8INwUb9qog4qyTq2cHR/t7+5ZmJ21mE0GnXpmYkK0IKSsZvsSNftK+czk+Mriov2h7JPssAxjMmj3lXtWi9Vms+1sra2Ll9TKPavFpFHKVTLp/t6ufHdHrdp/efiQxWza2VhdFwkVUulLj/bGC8gwlMXyUeOOKMqqkEs3xGKZVGoyGrBvM0IIoQ/3Af3h7VhCDqZfJUdTnBJCGJo+WpGMhYODXr4PHB55dPcDADYbXZRd8uj2I8Hs/KuDbgkAQ+CgGxp5adfxF5hfnqieEIahj8vC15PV3vhNgPmY2HxrPJ9q9mKwI4QQ+kDvz/WP8RGzqVgo24veEW8Xf6er90uyyxUy1WsP9dZzfOjWd9VzyVt+f58PPvnpwz50CCGE3nSyuf4RrBbr8PPhutKazqaW55298rcM/kbvYDFTuxK5yXRMP3yEEEJ/T+eT6wQIEMIwDMuw9nXTzqUYDo2wpKv1eXhQHC7NjhBC6MjZ5zp5ubmestFGE2W10q/2LHtPCzohhLbRtI222egTnF3VPis7y7Is80bH9cP5YMjhJXaLxapSajVqPUXZ7D0J6bPrtU4AYE+mig5L/v6fFypLamzWY4bYnS/s7ocQQufijHPd3sONAQAbzSwuimurW0uLGuqqWvr7hnelCsnOnkatAfKO6jsBAKvZMjY4UV/VXJJfJdmSnVjRAIwm4+CLUbFwFQCsVkomle/vqQ5mvSVAgAEgNM3Mzy0WZpekJWXlZ5XXVbUNDk4O9U/1dQ+fTEk+rKyCuSUf96Dvvv7By9X/5dl7PhOfYa4TQnDudITQF+9cch1Yhu3tHi3Oqxl4PiIWrsxOzBTlFEWFcIL8Yidfmr/9bWyUVSgQRAXE3L/6ULSwcoLlW1vbiAlLmB6f0ah1ZUWVIX6RMUFx3W29VitlT1MbRXe1PQ/0CMrPyJ2bnBYKhPXVjV6PvZ2uueSkF51Zld1qtWXzCy/88PtP3/184fvfO1q7z+a8Du1wHAZCCH3JzjjXD9q3l5fW0pJyJ0dmGJqx16KU8t348NiHtx4LpgXwAdOgMzSdGMUN8AiS7x6/itonIAATY1OJ4YnbGzv11Q1BnkF9XX1VRWX+boEDfQd18YnRuQc3XPLSsqwmkz0nrBbzs6e1V3++yOOkmcxn1IVNrdFFhMV+/9X3v3z74y/f/JKfXWw4mBgHcwshhP7Wzr6+TgCgrbGLn5Rjn3T9qM29pa45LT5Vui196Xj2jTnaDh5hX67yfRKYz8+zWixv7Hwz247mcH1XBz2rxdpY21ScXbS7LU0Ij2+tawIAg05XwMsrzi4GAI1GFxGceP/6Q7Fw+eXH1ahUGZw0bjzXSlk//LX4K+ZnF1zuu337f7+58M2Pv37z8/0bj+ZnF8/m1AghhD5nZ5vrh4FbUVAZ7hu1erg8q93M2FRfR69Oq6NtNEXZaJpmiX12GkIIoWmGsPaZ7ggATI/NPL7zuL/nudViVSrVRoMVAICw9m72FEVRVtvLC6zZKIambe/OdbVSzUtK6+vqUSn348PjKosqKcqm3FMWZhS01DcDwMTY7G8/XvfzDNaotS89JRYAhnoG0jipWq327Q9/IggAUJQtNzP/X1/98PW//fOb//jvH776/oevfnxW32JvZMYKO0JnCa/voM/N+eT6885e51uPI0OShofmNBqjvU+71WK2mE0szY4PTxbklFWXNe7JlfbjFwSip9XP5NI/l0Qrziv3dQ0Yfj7U3tSeGJ2axSuWbh80yG9vSeqqG7N5xZOjs/Zo12oNtRUt0+NzR+u+H2tJsBQREL4sXGZopquty/Oxdzo3OzosPj4yQbotsdno4qKKf/zbN8mxqS/1Pz/4nqGUK+an58xmyzse/yQQANCotRHBUV/92z+//b/f/Ou/vvvhn//65j++DQuMkMv2wAFzHT8TkUPDXEefm/NphzfqNGW5Bbcu3r3++4OQgNiGpx1y2f7REaui9QCvUJe7T1ZFa/YtGbwcz0c+m2tb9mMMBlNsRNKjO+58bub44EhDVcPt352ePW2xr/Ku0WprKutu/nantaHD/o1hamLe5a5XX/tz8vZBcTRNtzd3RAdE7u/tA4DFYu7v6c1OyyovLBWLloAQo8GYnJDyz3//n/yM/Fee0tHQt7N6b/f1vrhy8do//s9X3/3ntz989f0PX33/7X9+c/fGgwXBkr0cZ1MMhBBCn6Gzz/UDBo16uK8/LY575/cbP/73Lz7u4eOj8wxz0FueG5caHRC1tysHAIVS5eMekBgZr1Fp7PfdWNt6fOfJtQvXejs6aZqenxLcunS3obbJnusA0NvR63zjgWB6HgBYli0rrHa95yleEr+jZDqdITUxLYvLpw+vkbMsa7VYbRR1eICOE5v003//XFZY9upz+vOy/RkkOyGkML/4P//963/7f//963//59f/9vVX//s/v/vH//z20+/lJZVG4/HLyiGEEDopn3kLzVnPS2OjaJ1ab7VSAEAIoSzWpVlBGifx4r8uebsEba5vA4BSse/j6leYVWi1WAFgbGTq1pW7jbUNR9PS9fcOXP/tFp+bbjQYAKClsf3uNaejAXI0Tacl8oK8g1TKfQDQqnUhfpExwXF6nQEA3ladXVle8/cI7Ot8/raSm83mPH7uN//5bTo349W/KQEgJpNpTbyhPrjuzpxepdlkMmVweb9+8+NPX3373//+1X/9f//4r//9H3/88MvtS3+kJacolcpTOi9CCCEAYFn25c5bn6GzznWlbH+4Z2xX8spkMjbKXJpbdPPXW/29/QAwMjTu4vRksG/Qvjc/u/D6xZvTkzMAQFhCMyQ9Jdv5pvOSYBEAaJpJiOF6PPJUyBT2WUdkUpnzLWd+aqZ9ufTJ8bnLv94szimibTRNM8fWqRmaaW3q9Hbx2drYelvJCSFDL/p//ubHIN8wjUZ3sBGABQIAWxvb5cU1W1sS++O9u4PeX8ESdmt9fWZkbOxFPy8+6bdvf3G7/7CjsWlmdFQu3WHZz/q/DSGE0Gk761xfF23k8YoEbwzK6u8d8HLxGxsZA4CczHwvV197xK6vbTnfdnl895F0R7K8JJZJZIo9tZdrUGJUol6nAwCJVHbn5gN+Gt+gNcxMzmnU2rHh8eu/3+xs6wQAq9WWlpp/4YfLI/2DMolsfHTyqF39ZSaTOYuXkxiZaDWb4e117X2FIsQ38MqvN148H3p5u42iu1tflOZXWCyn22/ute8ksxPTD67fS+dwDTrdqZ4XIYSQozjrXB98Pux0wyU/q1SnNdjn9GRZotMastPzMriZSoUSAMKDIgI8Q/Z2FTqtkZuQ+X/+n/9IiEqYm5gvzSvbXNsUTC/c/+NBfdVThqEBYHh4/NKvV581tIz0j5bkl+0r9utrGy79/MfU5KzNRrc291z8+brzncdLAmFDZf3YwMir7ScH/fik25IQr8C68trDqyZvbUVfnJt3vffIyz1wbn7ZYrFSFGUyWvp7RtIS+YIZwam+dG+an5l3ue+ak5FrMpnO+NQIIYQ+T2ed650tnYFugaFeEUW5NeMjiytC6fTkUmlBRQaHJ1o4qMSncFIe3X3c3tzZ1tiem5Z36YffQr2DclL4w30DjI1ubW51u+86PXFwNX1iZML5mhM/KTMvI1cwM0dYtruz+48L1/L4JX3dg0+rngZ4ej247pTHy2uobjDqX+tWdpDrc5Mzod4B4kURvDEPzusImZuaCQmI9PEMzuEXNVQ1l+dV5qUXTY9Ps2e+Kt30xPS960685Ay93nDGp0YIIfR5OtNcJ4RV7skUEsn22np3a09VUXVlQWVdRUNve59cIj3qYbi0uJSTwS/MK1qYXzDr9B1NLfnpObPjYzbKCgDi5ZWhF4PawyvcFrOlv7O3trh6SbDAMjQAaFWa5qq6ivyKiZEZo96wIV6pLi7vbe/RaXVw3DJthCV7u3uC6WmbzUIA2PfOYQugUiiGn/e3PG3ubemZGZnek+6dy1KzY8Njt67cSYpP0WhOez4chBBCjuF81l8HAJqmzSaDQac2m0xHy6XYk50QQlGUxWKx14BZhqWsVntwsvZZINijBdYAAFiWpSjKPjeEvZGdoRnKaj0a9kbbbAxNwzGTzJLDteAPZrIj9gf9gM7shGVpm4220WdfTT8yMzl777oTNzFFh9fXEUIIAcA55jr662an5+5evceNT9Fp9eddFoQQQp8FzHUHNjk+dfvKnXRuhtGA09EghBACwFx3aMIF4b1r9xNjOFottsMjhBACwFx3aIuCRafrTgmRCUcz7CL0JSKEkH2lZntLTtM48xJC74G57sCWFpYe3X7Mi+cZdDjODX3JpFJ5bXljbVmTVLJ73mVB6HOHuf45sk+I+97DxEvix7cfc2O5OmyHR18ulVJdW9nICU9qKm806LCLKELvgbn+OWJZ9kOGz83PzN+7ej8xKlGjwXZ49GWirFR/5wAnLL44M0e6sXnexUHIAWCuOzChQHjvulNqEs+A/eHRl4Uczk+hVenqSp4Gufn3tXVQVvN5lwshB4C57sAEs4Jbf9xNwVxHXyiGYSdHpzMSM/J42RvitfMuDkKOAXPdgS3OC+/fdM7gZZlMWI9BXxqWJaIFcTYvmxeXtLwgPMeJHRFyLJjrDkwsEj9xds/LLjzt9WEROhPkz9mhCWyvS6uKaxPC4toamo9dXhkhdCzMdQcmFom9XHzKiyttNtt5lwWhv44FYO25btSbWxq64kMTCtJzdzZ3PmDFBoTQAcx1B7a6subl6lOUV4L1dfQleGnJpY21nRxefnp86kjfAG2jz7VYCDkYzHUHtji/6OniXVZcYbViKyX6MhAA0OvMZcV10YEx7TXNGqXqvIuEkIPBXHdg8zPzbvfdSvJKsb6OvggEgFjM1uaGHl+PgLSEFNmm5LyLhJDjwVx3YIIZgaezZ3lBudViPe+yIHQCGMa2LFxNjObFhkUuzswDXldH6ONhrjuw5QVRkEdgVVEV5jr6MqjVmmf1HbHB0fWVNXqcHRmhT4K57sC21rZCvEML+YUmnJcGOT6WkMlxAS8hIzMhWTi78CFLJCCE3oS57sDEwhUfF5/cjFwj5jpyfKKljQxufnJ08tTYqA27giL0qTDXHZhIIHK775aWlKbTYYslcmxy2V5FSX2Yf0xDdT1lxetKCH06zHUHtrG64fnIi5+aZTKYzrssCH06g87Y1doTF5bAjUvZ3tw67+Ig5Ngw1x3Y9vp2sHdIHj/fqMd2eORYyMu/bK5tZaXkxIXGDfT0W62WV/YjhD4S5roDWxdvhPmGFecWm4xYX0eOhQVyMBU8TdvGh8bTkzLKi8oVewr7box1hD4Z5roDW1tZC/AIyErN1uv0510WhD7KQXAzDDs+Ml2aXdxUUbO9to594BH66zDXHdjm+laAR2BaUppWoz3vsiD0KdbXJFm8gqykzHWhCI5CnWCFHaFPh7nuwFaX13xd/fP5BdgOjxyRXm9uqutIjkrqa+uyr8R6kOaY6wj9BZjrDkwwu+B86zE/NRtzHTkikXC1MKO4MCNHvCTCFniETgrmugNbmFt0ueuWxcvGeWmQw5HL5HXldXm8vIG+AZMJv5gidGIw1x2YaHHZzy2goqgS54dHjkWt0TU/fZYWm9Je32bQG867OAh9UTDXHdj6ynqQZ3BJbgm2wyMHwQKA2WCZnpwrzSl+WlytxuXVETppmOsOTLoljQ+JryysNJvM510WhD7U+spmcW5pJid9amicZZjzLg5CXxrMdQe2u7MbHxpfnl+G9XXkCAgAsCzb2/E8KjAqLzVbtrN73iljqt4AACAASURBVEVC6AuEue7Atta3Qn1C8jPy8AolcggsS2YmBRFB0R5ObhMDYyzLnneJEPoCYa47sK31zXDfkLL8UrPJct5lQeg9CAHx8kYhv+ThbefIwIg92R4AjlNH6ORhrjsw6ZYk0j+6MLPIoMNxbuizdRDd+0pNW2NvSlSKy13nxKiEfeX+SzsRQicGc92BSTZ3Qr1Ds1KydFpcfx19nliAg55xE2MzaZx0Tli0v6s7Nzb5aIkXhNDJwlx3YHKpLNwvNIvH1+sw19HniQVCA4BqX5+fVZIYEdtUWRUfEs2LT1MpsL6O0KnAXHdgCtleXFh8VloOrvuCPlcsAOj15vamLk5kUlVRxc7GdhaXnxCWcHB9HSF00jDXHZhcKo8PT6goxvHr6PNF0/RAz2RmIr+qsGh/T26jbCXZRUlRSXtyBQDW1xE6eZjrDmxzfcv3iX8WLwvHuaHP1ppotTKvkp+YsTS/CABmozmTk8GJ4Cgw1xE6HZjrDmx7Y8fb1TcpLkWD7fDos2Sz0b3tPbyY5KdltTq1HgAMOkN6QhonnCOXys+7dAh9mTDXHZhkS+rt6pfO5Rv0OM4NfXYIISvLq+WFFcX8gsVpAUMzAGAxW7JTs2KDY2USnGwOoVOBue7ApNu7Xi6+3IQ0vRbb4dFnZ2tjuyyvIi0+daC332I5mDrJZDClc9Ii/MIlWzvnWzyEvlSY6w5sc23L/YFHSkKqXoe5jj4vBp2hvrKJG5nS1dRuNNjbkwgAWE3Wgox8TiRnF+vrCJ0OzHUHtr2x5e/my43jqlXq8y4LQgSABWABCMMy81OLGYkZOTy+TPpKflst5vzMfG40d28Xx7khdCow1x2Yam8/KiAiNSFVg7mOzp891wkAKJXq2rL6TE56X2fXUQu8ndGgT+ekRfpHSbcl51ROhL5wmOsOTK1Qh/mGJ8dw1SrNeZcFIWIPdYZhW5v74sMSq4rKd3dev4huNhpzeFmJYRzZjuw8ConQlw9z3YHtbEr8XP24MVyNGnMdnTsWAAiBibGZCP+Y2OCYpXkBIS+vxEoAwGQ08pOzogOipJvYbw6hU4G57sDWxet+rr6p8akarK+j80aAZVl2Y0OSl54f5hnQ19JBWanXDwEwGk1ZKfyYoAh7f3iclgahE4e57sDWV9b83PwykjJ0Glz3BZ0/pULZWNsc7BmYn8aXbGweewzDUPMzE+PDQyYjTrqA0KnAXHdga8trvq6+2alZep3+vMuCEMh25Dnc7JQYzvT4hI2iXt9NgBBCgCUsy7KsfQtW2BE6cZjrDmxzfSvIM7gouxjXfUHnigCAlWL6OgfTYnmtTxsM+uMakAgQAJa8ej/MdYROGua6A1sXbwR7hxVkFR3O+4HQ2SMAYLFYZ6eFubyCEn7RnhQ7xCF0njDXHdjm+maoX2hBVgHmOjo/BADWlzcLM0q4kUnCGQHWwRE6X5jrDmxzfTPYO7iAX2gyms67LOjviQCA2WDuae5LDEuqLa5U7+0dbUcInQvMdQe2vrIe+CQwLyPfiOu5obNDABiw94EDBgCW51eyErMzEtOWBYuEZeF9qa5R6zUaPcOyB5fcEUInCnPdge3J5PHh8SW5RUYDrvuCzsxBbzdCGELI7o6sNKskOTJx+EU/ZbXA0Vyyb2G1UjVVjUUFlWqcTAmh04G57sD2lcqY8Jh0brpWgx+R6CwdRPu+UttU15oal9LR9MzeB/69PdzNRktGclZsWKJCroD3fQlACH0CzHUHJtmRhgdE8lOzddrPYvw6Ifa2WfRlIwRYAJawZGpsPo2TVZZXpJDtwmGok9ePJuxLjfNGnSErJZsTmSyT7ALmOkKnAHPdgckkstjg2PyM/M9kXppzzHX8PnFmCBD7VfFdyW5JTik3KmVyYJyx2d56/GGu21ktluz0nKToZLlUfhbFRejvB3Pdge3Lldzo5PzMfK1Ge95lATi/cMV2grNkD3XCkoHeIU54UlVBhWpP9eF3pyhrZlpWdHCMTIrruSF0KjDXHdj+njIxIjEvI0+P7fDoDBFCRIvLRVnFuSk54qWVj2pJN5uMmamZ4QGRB/V1/H9B6KRhrjsw2Y4sKjC6MKvIZMDx6+iMsCy7sbpdU/40IylDMDFLWAIfk85Wq6U0vzQljqeUK+Gj7okQ+jCY6w5Msi2NDonJzyr4TK6voy/ZYY84lVLVUPOMz80e7B2wmD96YQIrZS3KLo4OjNnZwulmEToVmOsOTCFXJsUkl+SXGvQ4fh2dkaX5pQwOv6akZn9P+Ql3t1qt+RkFiWEcvL6O0CnBXHdgO9uSyMCofD7W19GpO+wDLyvJKU0KSxzqGaSs1MGej2G1WPPS8hPDOfJd7A+P0KnAXHdg25vbYX4RxTnFZhNeX0enzmwwPatpTQiJa6lp1Ko08NHTwBIAsFqshfzCmKBY6bb0dIqJ0N8d5roD293ZDfMLz83IN+D88OiUMTbb+OB4SgyvKDNPtiOBT1k8nQV7rmcVciKSZAfj17HjHEInDHP9GI4yXku5tx8dEsNPzdJpdeddFvSFk0vkxdmliZGcicFRhqbhU3KdAIDRYEznpEcHxEh3do82IoROEOb6MRwl1416Y0ZSZmF2kQ6vr6PTxLJkdGA8OZL7rLZJo1LDp4Q62OvrJpM5k5sZHxp/2G/OAd5oCDkWzHUHppApEiITMlIy1Sr1eZcFfbEIIXPTi+mcHD4nY2VR+OmPAwAAZpMpk8uPC0/YleD1dYROBea6A5NJZKF+YcnxXNU+5jo6LdsbO4VZJZwIzvjAyOE88J9Sybbfh6boopzSiMDYrU3JJz8UQugdMNcdmFKujA6O4XF4GjXmOjoVRp2pt/1FUlRSU3Wd/mAZgk9cg81+H8ps5afmBHoEb25sv7QZIXRiMNcdmEqhig+Pz0jO0Khx/XV04ghhiXB+uTCruJifvyFaPtj66blOAMBsNHHjUsP9I6WS3ZMsLELoEOa6A5NL5dGB0fkZ+QYdzjeHTp56X9PZ3JWZnDHY02ezWP7y4xEAoMxUTkZeXGScHMe5IXQ6MNcd2Pb6dphPWCG/0Ijj19EJOerobjZbXnT282LTSnKLJTsnMZc7AQAgLLu0KJgcGzUZjUcbEUInCHPdge1u74b7hZfklJhNH738BkLHIkBYAJaAULDM5+ZkcDJXhOKTG/ZJAFhCWJZlD6/TY7AjdMIw1x3YvlwZGxKbl56L88Ojk0MAQKXWNdQ0J4Un9LZ1ndy3RvJqkBPMdYROA+a6A5NLZWG+YWmJadhvDp0gQohoaSUnNasqp1i6vnXexUEIfRzMdQcm3ZJG+kXkpufiOq3opBAg66vrZQUVealZgolplmHOu0RfLIeY1BI5Isx1B7a7sxvpH5nNy8b54dFJkUp2KwoqUyJT+jt7TUb8vngqaJqmafq8S4G+WJjrDkwmlYX5hfMS09XYDo/+CgJACABQNranbSDSN7qyoEKl3D+lsxmNZp3WyLIO1m/uBJeNYFl7z0GETgXmugNTKzVxYQlZvBysr6O/5DBe9/dUVQXVyVHJUyOThD2VxGVoprW5KzerZNehxq87ylpQCAHmukOTS/ciA6LzMnH9dXQCKKttemSqOCPveUe3/tS+KbI2toBf5O8dtr7mSD3yMNeRA8Fcd2AKuTI6JC6fX2g0YK6jT/BnMzhto0eHJrOS+fWlFYpdKZxCE7n90Vgbk8vL8/MIWV/dPNGHRwgdwFx3YPJdeWRQVE56Do5fR5/kILsJIeurW7lpxRmJaasiEZxmxZSyWLPTckP9IrYO1n1BCJ0wzHUHJtmWBHkFJ8Umq/ZV510W5KBYANBqDJ2tLzKSsntbuszG0237sVG2/KzCQM+Q9dX1Uz0RQn9bmOsOTLmnjAmNzUzhazXYbw59GgIAgvkVfmpxZUHV5soaOeV+2oRhC3NK3J29RMLlUz0RQn9bmOsOTKVUJUYl5vPzcV4a9ElYANiT7+dlVYT5xwx09VMW66mfk5Cq4io/N/9loejUz4XQ3xLmugNT7avjwxMyuJk4jyz6eAQAVPva2sqmIJ+IssIypUJxtP00z8pWFVVE+ketizdO9UQI/W1hrjuwfaUqNjSBl5iuVmGuo49g7xhno+ihF+MJUall+SWybal9j70Sf3oYhi7KLgz3Dd/ePIm1XxFCb8Bcd2ByqTzUN5Qbz1Wr1OddFuR4djZ38jNL0jhZwlkBa7NPa3rquU7bbEVZRSFeoeurG6d6IoT+tjDXHZhSrowMikxLwvXc0McgDADQNNPd/jw6MLapql6jOpPxFAQAwGq15qbnBnqErK1snMVJEfr7wVx3YCqFKjIwKouXjf3m0IcirH168omx2ZjQxNSYlJWFpTOaSY0AAFA2ujivJCwgdHvTkeabQ8iBYK47MLlsLyIgkp+ahfPDow9GCAGhYIUbl+710LO1vvnsFiAhAAAWizUnMzfIJ3B9de2MzovQ3wzmugNTKvajgqMx19FHUcg11aWNod4hjVV1Rr0ezmzplYNct+TzC4K8wteWN87mtAj93WCuO7B9xX5CREJ2Oq7nhj4UY2Omh2eSI5IyE9I2z6PnmtVsTuOkeT72XRVhfR2hU4G57sCUe/ucqKSc9FytRnveZUGOQb2vayhvSgpL6G5pP5flgiiLhc/NdHf2XBGKz/7sCP0dYK47MJVClRjFyUzh4zg39D4EAHQ6Q3tLNyci8Wlp1f6e/FzKQVNUXnquh7P3yiLmOkKn4gRznSXAsoc/L20nL/18oDcPPvFFI08QeeOXM7K3K48IiEhJSMF1X9B7WSmqr3cgMjg6Ly1za30NzulNRdtsuZk5j+65LswJAeAzfl8j5KjOoL5un+nC/vO29zB56bc3j2FOe66Mv4CQ8yubRqWJDo7hJqSqcfw6ejcC66tbufyC1ATu0qzAPrDtjBP1YP11lpQWl3q4HrXDv+NjASH0KU4k1wkAYWys2UybrbTZQusMVq3ebDJZbAeTWNm97Q1MAFhCWCtls9kYAGAZdmtzW7i0vLq6rTOY7MFJCDHoTFYLdTZDbT8YAQCd1rCxLjEZzWd8bs2+OioomhOThPV19G60lXnRMZgcldTV0moxnfU/qp39qz0QWJyb73jWdvhP+9l+ZUfIUZ1UrsP25l5tVW9WRn1OVlN2eh2fV5GdXlFc2Dw5KbJabQDwzlwHxZ6qML+2u3OIphmrhaqtfur2yNPFyXdiZM5+kEKhTEnKrq1qMpssJ1HmE8OypLOtz9s9dGxk6sPvRdM0TdPvP+6dtGptfHhCUkySUqH8iw+FvmCEENHiSiYnO4uTsbIoPLdi2N/qBFiaYRiGEOYo6xFCJ+jE2uF1OkN3a3eIR0hqLLevo2egd7ClqTMmjOvmHNTdOcSyB41wh43q5M93ObAAsL2xExUcV1pYYTKZCSFGg5HP41/84XJPW6/98Xclu8GewfxUvkGvPzwnA4Q5fBDylub6w0v7778ITl4q1dt2v/KQRzvGh8dSYpIWpuZfv8Ofv7GHz5YAAGWl5qcFYtHqwd5PbYHQa/RJUZzU+JR95f4nPgT6whEA2Fjf4XNzYwKjuls6rJbz/lr8yvvic+43g5CjOsnr6/tyRVlOeW9bF0PTDMPQNL0uEgc+CQkLiN+VyAHefAsTAGKPNdpm3d3eUikVR7Nf1VXXXfrpUltT28GxLOxu7qj29sjBAYe1f/L6A76ldH/94+O1Lw1/fioRlraa9Cxte+dd/nyy8l1FWUHF6NDYXyyQSqGKCYpJS+RpcD039BZara6uujkmKK6jvsWgw3kOEPrynWSuq5SaioL6F93DR1tsZiojPtPfNWh9ZR0A7DnHsoSibPThpfe3fWmvra67+uvVrpYuAGAJYRjWfmWdEAJAWJawLDno/kOI1UpRlO3Naa4pymYymaxWimWJzUYbjRaGYY4tPMOwNM3Y2xVsNtpstpjNltcekGFYvdak1mgoijooPCE2G01RNpZl7QezLEtRlNVK2beYTGatRm82WY6KSlmotsZub1e/9pYuk8lso978NvChFDJFpH9ERnKGToOf1+h4osXVlLi0zMT0taVlINjojdCX70RzXaEpy6nubX9uv0kIrC1vhXqGZydl6g+DR6c1Dg/MVpe2NNd372zJ7GmnUmvGJ+baOwaWlzdo+iB362vrb1+509vRBwAS6W57e099Xcfw4LTZbAGApYXVno7B571D+wr13PRiVmYhl5MzODBBHcYkw7CzU4ulhU/TuIV5/IqezoGK4saQgPiRoYk3459hmKXFlZrKZ831fUuC1aa61jRuDic+fXhg/Kj9wKg3tzW/SOHkp3FzK8sbxMubAGA2WXu7hnjJeXn8irlpIQCo9tXVFY2chOzWZ30zk8KMlPxAn8i4SN7E6BwhxEZRrY0ddy87Xfz+kqeLX0JMan/f0Cf3BNzZ3A72DEqOTcZ2eHQsvc7UUtfJCUvsbGo1HlzAwnZvhL5wJ5nraoW6mF+Rk1kyNy9eWd0dn1jixudywuM3lpcPDtAYCvPqYsNTn1bWFmcXxoalT4wvEkLWltdiQ+J//Po3btyfS442Pn1254/73a3dALC2ssaLT7nw7UXvJ4F7e0oA6G7rdnfyvPLLLU40Lz+9II3DvXfT6frl+0P94/YPrv7+cdf73ryEtMHewdLsoruX77ncdQtw8+tt7Xyzyk4IWZgVBLgF/vT1JXdnv9yUrM5nLQmR0Y9vuQhmFwHAYqYqixt83AImR8fES+KSnNLwgATh4prNRo8Pj0eHxPz+w+XyokoAMBlMTbWNt67cvfzL9cRITmP10+qSsrtX7gb5Rkile4QwwvmpKP/gKz9dzkhK6+voEi8vf/JH7e7ObrB3SHIcF/vDozfZbPRQ/3hieFIBL2fzc1hkxX4lCsBkMOk0BoZh8fo6QqfhJHNdp9IW8Io97vtyotKzUsuiw1Ie3HLNSsvfVx5EdVt9b2wYZ3F+gaIoi9mUzs0L9E3Y2pAwNLMiXPJ8+CTMN3xPtmc/uKWp7e4f93vauwGAYRiFRObv4uPv5i+XKQCAslLF2QX/83+/8XDxXl9Zs5jNXW2dF7+/xI3hWcwWhmFCgqIf33ff3ZKwLKvVaDxdvd0ePFlfWbW9pd8QQ9M9Hd0/fvWvIC9/lULJ0PT2+oa3s3daciZD2KnJeVcnz7rKWvvVfcn2TpBveEwEV6vRMzQ9OTJx79LtutIaAAAC+wplXEj05Z+u9HX32Ww2g06XkZx2+/LdsZEJAGBZpryo7MaVWyNDIyzD/JXVtAw6Q3IsNyMlE9dfR6+hbfTY0FRiBDc5MmF+avqMVmJ9t8MiTIxMFudX7OzsvrIVIXRCTrQdfk9bkllRW1Qu217f35Pubm90t3UGeITFx2Ts7OxZTBQnKiWfX0DbDi5OD/ePOF1/3PWsDwBMJlNcaFykb5RcejC9ZWtT+90/7vV19dlvGg3GYO/gEM9gpfxgTFd7c+uv3/1aVljB0DQASLYlrvceR/iHGwxGlqHDA8PdnD1VKi0AWCxWf8/AJw893r0+yvTk9N2rt6tLy+03zSYzL47n8dBLsrNdUlh+88rdhVnB4S4TP5X/4NZjkVAMAFPjU/ev3muobLDv1Wl0iZEcz0eeUqkUAAhLakqq716509/zwn5AeVH5/RtO05PTf/EFN+qMvIS0zJRMnEcWvYywZHZ8Lj6UE+Ed9qKtkzl8x30mulq6IkPjlpc/gyYEhL5EJ5nrSpmiLLtioGvgaAvLsq11zb//cC0/p0owI/J08a0sqTrau7K47HLbpbKoGgDUKk24T2RcUNxRbNdW1l3/7cbzroMs1Gq1ni4+vq7+CvlBhb67vffqhRvtjZ2EJQAg3ZE8cX4SHhCh0+oBoK+j5971h3W1rTvbivamHvd7bs9qmt49ZHxqdMrl3qPujm77TZPBlJaY7nzTeXZ6hpeUfu+P+1ur2we7TKZ8fv6j24/mZwUAMDE2cefavbqKp/a9qn11XGRCgGeAUrEHAECgobrx7tX7/T39AACEVJVUPLz5YHL0YLz7J9elNPva5JjkLF4W1tfREZYli/OizKSsoCcBxZm5CokUPrNKcW9bT3hA1NLi8nkXBKEv04mOc9vbryyoHewafnmjYHbhyoVr4QHRQ32jPo/8q0tqj3atidbd7nlUl9YCgF6rj/aPiQtKUMoPuoA9rWm4fvFmT3uP/abVbAnyDPVzD1TsKexb+jpfXLt4o6G20X69XCrZfeLsERMcbdQbAWB8aOzJfRdfV8/slIw8XtZgdy9NUQDAvv0jbnJo4sF1p5amVvtNnVYfHRzr7eK1tbFZlFN89/ItkeBgTg+j0ZSWnPHo9iPx0goAzEzN3rvmVF9Vb9+rVmtiwuK93PxU+wfPpbG+6eblOy86XgAAIWxlcfnDWw+nJ6YBQC5TKPY+cVYZo87Ii+cV8Av0Ov37j0Z/A4SQRcFydkpOjF9YdnLK0vwCsPZJ3j4Dh4VoaWyN8A0XL+G6LwidipPMdc2+trb06fCLkaMtLCGDz4d//+mPtKQ0+Y4kOSoxh5dvMR90WX/RPfD49pP+ngEAMOoMEQGREQGRe7KD2G582nr115vd7V32m5SF8ncP8HP3P0rBztauiz9dbHzaaL9Eva/c93Hziw2LNxpMVqs1MiiyPK9kbWVlU7wql0jMZvNhrfitVfaFmQWnqw850VyTyQgAW+vbj++4pCQkszQ72Ddw+4/bT+ue2evWUonU3zMgMjjCoNOzLJkcm75+8VZZQQXLsoSAYm8/2C/K6bbr5sY2ALAs21jfePvK7e7WbpYlQKCquOre1XtjI2N6naGnrUe0uPRpL7jNYitILyjIzNfi+HUEwLKsYH6Jn5KXGBZbmZWzMjdv+6xa4A9zvbWhLcw7TLTwif/2CKF3++u5fjBhHMuw4uVNHiersrROodCodUaZQjM8IogIjAvzCRIJFoCQrpb2ML/YybF5iqIUClViDDc+PE6+K6NpRrggdnP2enTPbXRkUm8ySXf3UpOyf/z6QiY3e3trV683TozO/PHz9Su/3uh/PmzQGxRyVQY355t/fJ+WnCnb3TObLCPD4zcv3b51+d7IyLRer48KDPNzDeJyshNi0iNDOfHRqU1PW7Xqd11fn58V3Pj95tVf/qirqF9b2SrOKXN/4DY1NgoAOo02KyUzwCtsempxe1NWXfbUx817enycECJaWufE8n75n4sRgTHzs0sKhbq1uev6b7evXbjRWNuq0xrEKxvB/hG/fX8xJY63trIBAIPdL5yuOXHi0mor61ueNmk/9eo4baUL0vPzM/K12A7/90YI0DQzP7+UlV7ICU9srKmR7WwR9vipGs7NYa431TUHuQcJ5xfPtTQIfbH+eq7bp4YFyfZeRVFDuF88J4JXkldbUdyUxSuOj+QVZhVvrojt1VyjXv/saWt2elFzQ0d5YVVeRu6qSASErCytZHD5vi4+3o+8kuOSJ8cmq8tr/dz9PZzdA58E1FU+nRqfysnI9nPx9HnkmRjFnRmf62l9HhMS4/nQLdjLv7ulQyxczk7L9HP18H7swU1MVSqUbQ3Prv18+dHt+4mR0VEBYQ+u37964VpDzTOGeWv/89HB0TtXbqclpVYVlWcmpqbEc4YH+o/6q2v39xpqavm83PzMkvL8itnJGcKyFrPleefzrJTMXB4/Ny2ru6N7Wbj0tKouPz27NKewuaZpe31rbmo2LyOriJ9bUVg2MTYNACaDobWuOSY4prKkcley82opPmJyTYZiynLLc9Nz95Wf1pL/8lJ7L/0Q8lIpjjvgY5t1X5qa7y2PduwPeoc/Xx+j0bwq3h4aGOenZCdHcVpqG2XbO++457k5LHJjbWN0UPTqMrbDI3Qq/nKuk4OPYIPetCFeX1sWb66ur4pWlgWi5YUl2c4OZXll8SjaZttc3Zgam15eEBkOe6drtbqN1TX51o5CIpFtbxp1asWuZGttTbq1Jd+RqJX7JoNGo9rb35Vq5HKVXGExmAxavXpvT7krUezu6NX7VrNBtSfTKPfUyj2lXK6Q7ydEcbNTM6XbGzbKQlnNm2ur4X6haYlpVov1bU9lYnjs4bX7fZ09FpNJtrmh2VeSV+fnstlsGtX+vkxm0uvtH1IsYa1Ws8VislGU1WqiKDNNU5TVYqMo2majKCvD0PYttM1GUdTRAncMbTPqtBbzmytrvTft/ow9s8GcxsngcdL3lfbx6x8Vhx948GsT639s4mI8f4j3/q2P+esTQliGle7sdrc9L8+rzkjil+eVzo5Omg3GY2ZY/hwcFuhZfXNSdPL25va5lgahL9Zfz/XXFnI4+IWQYwPgYAvDMEedwJmT+QB65THkMoX7Q6+i3BK9Tm+1UlYrtbq8Gh8W09/Vw76lvm4wGutrm678dK0kr/zY4XCf3ackgEFrSIhITIxKPZoh4EP89aHM57jkPLIzmS2iRfFA11BxVikvJrUwLbe1rml7bfNw9YTPclXzo35z9c+ig6NXV1bPtTQIfbFO7Pr6h+0lBNjDugQ5XAbljY8g8uqNj6wiEgCWZQd6uyMCQxMiUrix/Izk7EJ+fn9nF2U2HXsXlmFnxyejA0N8nN1SIjhDvS9YliHwxlJrh0U/Wp0NCCGEJXDw80pt+7BmReDomDce7Y3nZV/LTqvRGwxmjcao05l1OvP+vl6tNiiVWpVKr1RqNRqjVmfak2smx2cDPAKfOHtOjM0plLo9ucZotBwunff214ewRqNJIVNvrcvW1iQSiVK8srOyvLUi2hKv7Gyuy1ZXd0SijbXVHdHS5vb23op4a2Vlc0W8JV7Z2tyQymXKD5lLx2y2riyvLy9tzs2uiESbC4tisXhrY31HJFwTLq4KF1ZXljfFK5uLgrVl0dbiwqpQsC4Wbc/PihbnxYI58caahKJe6eH42rN695M8mI3/YH6zPzcezdJ/uOXVr6KEEALsn3sJgVdvQZpVBwAAIABJREFUEvuqBEAIHBx8cJOwx9wkrP3nYC0DYFlC0wxLCMOyhADLsvZdNM2YzZTVypjNlFFv0etNKqXWarFZzDarlbZYKJ1Wb7XarBab0WDaV6rWVrde9I5kcXMTg2NzkjN6mlq31teMr63p8hleyjgsT31VfbBX8PISjnND6FScSK6/5fODHKUbee3npVCH43P9z2uxx66++n4sy8h2pYKZ2fGR0eVFoValftuKL3YmvV62s7Uv39UpVSa9/vDUR60Jry0UffSs7R/j9ufDvBT65OXn9eFXjE1Gc+PT9kCfuGA/jp9XTKBPfJBford7uJd7+OMHfu6Pg/w9o4N9472fhD+47XH/+sPLP1+58N0Fp1tuznd9g3xi56Y/pC8SWRKIkyLTXe543r/1xO1RwK1rj29dfXjv6iOn666P73g63/K4e83l8V0v55vuT5z8H93xfHjb4+FtT3dn/xDf6LryRpPhzcsHr1tZXgv0jXx8x/veHy7ON90e3/XwehTg5RLg9sDb87G/u7Ov+wMfz4d+j+54PHng++SBn/NN98e33J2vPXa+4XLnykMPl6D6hjbh0opItLq+tiMWbc3NrAgFa9PTwsVF8cLC8vTUolC4trC4uri4KhKuLQnFwkXxwvyKSLgmmFuaHJ9dXBBNTc2Pj87MTC3Ozy4LBavjo3MTYzOCuaXR0enZ2UXB/PLcjGh2RihcWFlb3Z6cEEyMz09NLoyOzAsEKwKBaHx8bmZaNDY6Nz+3sriwOj21MDIy+/z52NjI/NjIwsjw7OTE/Mjw7OTEwviYYGxkfmZyqa97ZHxUMDI4PTgwMTY2OzQ4MTo8/aJvtL9vdHJ8rqt9oLdrZKh/uq97bHxU0NMxNPB8YuD5RF/nUFNde0tDb2fz8+a69qri+pK8moqCuqaazuH+mY625y11bV1NvX1tA/2dQ3XljRkJGUlhnPRYbnNF3apQZLOe99KrH+rgHdBU2xDoHrQsXDnf0iD0pTrJcW7HeUeWHVXl39pcfyIFIJ+4htWr3zaOieU3K5BHXwJeTvePQ9PM6MB4bHB8gJt/hE9g4BMvv0fu4d5+/q5PPB88DPf2jQ0IDnH3Cn7iGekb6Ofqee3C5Uv/+tXzvnOoh3dxdr7ycNKedyJala6xpjkzKYUXF5+dzM1ISOTFxKXHxqXHxmUmJGQmcjITOXmpvExOUm5ySi43pTiDn5eSWpyZ0VpbJxYs0u9fg46oFHt97e2NpWWV2Tl1xcXPKqsaysqrC4vqSst6W1qaq6oaysobyyqq8vKrCvObKstbq6src/JTohKdbzj99N8/XPrx8oObD/2eBIf6RPm6BgV7hod6Rfq7hXg88PF+HBDgHuLnFhTwJCzUO8bXNSTEOyoyMD7QIyLEKzrQPczroY+/W1CgR4jHQ+9Hd554PvT1dw8OdA8JdA8Ocg8Kcg8Ncg8L8QoN946OC+TE+MXGBiRwQpLDvKNCPMJDPMMjfGNjgxJjguJDvCIi/OJiAzkRvrHxwUlxwYlB7hH+bqHBHuHh3nEhntGR/tGJYSlRvgmxQUlxQckRPrEBriEhnpGhnpFB7qEhnmFh3pFxgQnB7mEhHmHB7qHu/z97b/3VyNL1ff9p71r3ep77ueU657qu43POuMLgTpSECAnu7u7uDO7uAYIlRIh70l71/pDAuB4YBqY/K2uGrnRX75b0t6tq197PImKDmfFRQhFDGh8j5oTx46PFEnZiujAlPoojYsSLY3jCKG58OJsdHMMIigl/Ghn5nCFiidMEKenC1OyEzExxWkq8JEuc3FBScbCzi2P4+8aVvkl8P4cXvQOxwYzNddnVWkNDc1O5PF33dXiSJIXjpDcFKklSOE4QBEmSFEVRALxvEBAQBIFhOI4TFEVc2BD8B8Fxwu1CPB4cw3CvKgMK4BiOY6TvaF43AUEQvc6g15kMehOOY941cBx3OhGS8BnsdLpUJ6eaE73D5u3//1gPudcSDHVaTDaT0W4xW80ms0FvM5usJoPZoHPYLE6HxWLUWY16t92qPjzixbKZ4bE76xuIy46hCPikwXMKQkjgBIaiGIpgXgcEFMVQD4Z4zktwDEVRBEdRHENwDMMxFMdQkiA+9T0JAIokSQIncJwkcJIgvH8TBEZRJEkQJEFQJEGRBEkQKIpYLLbd7YOq4urQZ0G3/vnLX//8OfxpQHwkhxEYHfE0JMY/PD6KI4yJi30eEfUsJC6cmcQVJbL5UjY/icOXcuMTuWIRQyCMFQpi4gQxHBGDxwyOjPALFjA42dLUvOTMFJ5YyuQXJOcUJOeUpGbW5BcWpmQ2FFc0l1flJ6WVZuSUpGcXpWaWZ+aWZGTXlVY0VdY2lld11De01db2t7V1NTR1NTb1NLU3lFa3Vte01dZ3N7UMdXb1trT1t3Z21jd1NTQPdnS11zf0NLe21NS11dR2NTZ21teP9w/2tLR1N7UMdnZ1NNa/6O4Y6uzsamp+0d0z0N4x0ts/3NM7OTA01tc/3NX9oqtnvK9/pLtv+sXwUE9HukTy5NbdnMSkmdHhtYXZjcX5zaWFtbnZreVl06nuk67Ct8WZrvcMMEOZ66ubV2sNDc1N5ZJ0HUAIXQ50cW6rt2uip2u8o324t2+ys2ess3O4p3u0ubF/bHjOYXO+tZnvl784s1JaUFOUV7Wzvf/5fl6vOfJ9SqsZAHCwf1icV56elDM6NO7dwm6xN9W1drcPEBjxqm1e9DpDY107l5mYlpRvNPjiyi3OrWalFm1t7EAIAQXW12QJwoyIoLje7uG3bfuI6Z8AIKmMpAwxT2rQfdY8t7/lU/UOt4O/gceDnepME+NzuZnFKeIMdiiLEx4b/Mj/wa9/pgoly9PTm0uLy9PTSzOzuxsb2yurK7Ozs6Njq3NzB9vb8s1NpVyu2Ns93Nk+OTjY29za294+3ts92tk+2NneXF7aXlvd29rUKI4ter36+EhzpDhVqk+VarNOZzUYTDq9zWR2O502i9ms11v0RoNGa9EbzHq92+H0ON1upxPHERx1ETjm/ZAEgaEohrgJzON9WcExlCRwDEUIDCVJHMdRksBwDCFwjCBwAkO8Ly4EQZCk71WGJAmCwL2LJEmSJEGSJEWSJEGQJEGRpPe1lySJxem5CP/w3rYuiiTPB+uB74X47GJ8e8Po78dn6fTIlJApkm3tXq01NDQ3lUvsh1+e2eRGShKFGfWVLXEM0c///Csmittc11xbWuN311/AEZ9qdRC+u7f7YHuPEcb6/d/3ZiYWvmDXJEm+6nL/Kdit1o6G1kd/PKgtr/GWWI3mvOSMgvQcxO2Bbz09KYqSbe2E+kfxmPFOp8tbODU2JYjlLcz4bHa5nFWl1X/+fKezvesLjuKjUAQoyilOESTpNdei9fbS54AgSLvNtbt9UF5YmyRKF7CE/Gh2rjSls65OtrLcVFkT+PB5V0sXoKhzhzYIX3Vd+4RhDnA+JnJd2dvcTYgTz03NXbUhF8TZpRgeGGFHc7fouDQ0NJfDZem6x4n0NvV21LSYDQYUQcsLKu7+dG+kfwhDUcTtKs4tLMwqtJisEL7+4D17VlMUlZ2WG+Iffij/7KRPOEp0dwxMTcziHx8Gfo21+dXIgPDl+SXvIkVQplO9Vq15n/u34vgkPCC6MKfo/Bg8Lodeo/G4XOfrdDS2Bz0JWltZ/dyj+BRwlCjOKckQp18fXQcQQqfDNTk6X1nSmBCXFOkfGRfGKErNmB8fd9mtLpcDQrAwPRP8JKS1vu2qDb5SAFxfWEvkS5fmlq7alAvi7Jc+0D0YHRL79/MZ0tDQvJPL0nXNsXppYt6iN0IIXQ4kVZQTHyU8PdF4v33RNzLQOYQh7w1e7XA6OQxeSkKy3Wb73F0rj078H4VWldV9oq6DszeJvo4+bgznVKv58PoU5Ws+Ls4thT2PGu4feV+lVostTZwhYAptFqt3ptPFgrg92anZIoZAdfxNxhd7Fw6Hs72lJzaExQiIykpI7WluX19ctBoM1CuzFdaX1zhRvL6Oft/yNW5y/y02lzdFbPHS7E3T9cnhCXZU3MbqxpVaQ0NzY7kUXacoSq/Vm/W+UWfZ5m7Ao9D8zAIUQSCEgKJGB4cX5xYIgjSbHRqt0eNBAYA4QRJnk68317b8Hvo31TdhGGY0mNQnp4gHhfBsQBEAm825v6s8OdLgGEGSpMeNkhRJAcpmtbe3dP3+778aaprsH8pyBiCEJEFq1LrlxU2lQmMxW9OSMhL4YofdDgCwWqwGvVGnM+E4+XJ9klKpdLMzq1ubu2aTrbWxnRXOPDlWQggddufJsUZ5pLWYHb5ZfBDKdw+igmIqCiscdufczPrk2LLxZQCZCxArjxvNSsmJj+Gpjr/h0F1nB4qg+L78pLG2hRfNSRcmDnd1K+RykiDeft9ZmF2Ii4kfHRh/o4bvjfXFdQFTODEyddWG+PAO/H/59mfXcXFmjs+I21hZvxCraGho3uCydB3DsPNHwGDP8MM/n3V19HkXAUmZ9Ybdnf2ujpG8zIrkhOzG+s7RF7NtzX0q1al3nYGuoaBHwf1dA8sLKxUl5bER7MKccrPRAiEkSWpmdjk/pzgrJTdNktnXOdRc11lWVGOxWVEMbWnsePrA7+f/+ac0XrKxtvWexxAFIXR7kI7mngR+UrIkMyc9Pz+rKDQgvLKkHADgcjha6ltYUbzkhCyrxddhgKH4i8EJES8pJ72wNL88PTE7Iig2Q5qGYxiEcHVpgx0jCPGLHR6cON/F7NR82LOIoozi/u6BkvzSgCfhxUVV4OLGfXGczM8uEnNEasW33l43Gy1DfRNZiXm86LiqgmL51vYHwglsb2zxGcK+9kEI4TcZYOUrIVuX8Rj8vq7+j696+QAAKIq6EF3fXFlNFUt2tul5bjQ0l8Jlz1+HOEYWZJcFPArdXN2CEHp/3CaDLTejPCUhc3l+bnd7Ize94NcfbseGslUKFYQQAJCXXuh3J6Aiv3JzZV2nVcdz+L//8Nf2mgxC2NM9GvgstrGmwXCqlW1sscK5//zP3xN4UrvdDgBYW173u/OYHRYh35ah6DtDwQMIoceDNFS3hD4LH+jutVosso3NgMcBf/z71tTYpNeA9aX1J389lfCkOI5DCCmKGhmaDHwc1lzd6Ha7DKeGFGHqD//xY3NNk7dSh92Zm1n0568PZs68nAiSrK9t+uOH3xN5Ytn6uk6lYYWzYiOYDl9csAvQKgzDc7MK2RGs4/3P9kL4mhgN5sbqtthgVoRfaEl2vvLg8MNjEtsbW9xoXnvDubPhd6rrmyubcTFxLwbeNdBzHTm7jMZT/fzUjNlkvlJraGhuLJeu60aDhR0jYkfyz327cIIsKallRLJ2Nje9Ds/TkzO//OtWsjTF5XBACI0Gc3hA9L//++fhwRGCIK1WBzeWzwqN1Gu0R8dqv4fBaZJUq8WX2zQzNfN//uO/W2oaSYKAEMp39oMeB7fUNXgX38fMxPyDPx6VZBdhGAYhdDtdQlb8s7vPFIfH3hWODo79Hz1vqfPJ9tGhMjwgmhfDdtgsEEJAUfXVjfd+vTM37Us273Z78rOLY8IYOq2vy8FkNgv5Cfd+vTM1MkpRlOZEww5jpiUkExgGL0ipcIzIzshnhTOP948uor5LwW53d7cPxgQxYvzDqvKLVMcK+DFHA9nmdjxL1N3q7eD5ftvrqwurnCjOxMjkVRtyQZzNygMkoM69VL7Ta0tDc4lcqq5TEEK57DDEL6ogq/jci213Rx74LKIwtww/CwC+NL/67GFgW7PP/3lpcf3urw8DH/mPDo1NTyxmp+VlpaQf7u0AiirKr7h768HK4ktPouzMnPt/3N5e9/ngjA6O+T0IWF76kKuRw+VJlWQ//OPh5sqat8RmssbH8BK4IsTrAQDh9Ph0qH/I9uY2hJCkqI6O3ju/3etp7fCu73S4stLyokOiDDrfy4pGreOzErJTcs/9v/Z29gMfB6dKkr3T5Oam5yP9IwY7fX2qFzIFHEHQ9ORMKT9R9y36w1MQArvdNdg3HhnMjA6M6G5usegN3u8+fPAbaxuc6Lietl74KWvfXPZ35CJ2/NjQ6FUbQkPzLfJyBizN61yqrgMI4cTQZPDj0P6ugfPSob6h5w9DBntf9i52tvaFPg1dW1z2vsVXVzU/+vNpZUGRlC/56+f7deV1TocdQuh2uEL9wv0eBWjUWu+GLpcnKiw2nsmzmq0kSREYkZ+ZFx0SodVqKAq8byzw5EQT6hfFZwgcZ3nbZOuygPv+HU1tFAAkSSIIWlNay4/lOexOkqQsZqtYmHL/1hPZmm/G7YlCwwjnlhQUAQAInIAQrq9thQdF9nZ0AQAQBIUQToxMBzwIGB8ehRACAOsq6sOehcq3ZQRO2izOC9EqkiRzM/P4TIFK+S2OrxMEOT25IOYkxAZHd7d2OO2fOrVhfW2dF8undf1o/1DMEQx2D161ITQ03yK0rr+Py40jCyFsrm7hxfDlspe5m3rbeyKfx64s+LxhnU6XgCONi4rbXtnc3drTnRqE8ancmDidVnuwIw9+HNzT1gMhRDHcqNYFPAiIDIkxm32d8PMzS7d+vlNbXnMoP9xc3T6SH8eGxaYnpTrsjtXFTeWR+p3JzeS7+w9uPZUKkggChxCiKFZeWB3wyH9nSybf29/d3dPp9PEsQU1ZjcPumJ+el2/LxbwEv3vPtQoNhBAA0N87+uRuwPjwiF6rmxqbxjC8o60j8GnA9samXLY/PjLpdnqKcspC/cJPFAoIocPuTBOniTgCo1Y/0j8xMTJ9UWe5rLg8LoZ3dHB8URVeEABCaNRZ8tILWaGxdWWVdpv1vPxj20H5rjxZkDLU88JXRn2nv94j+VGGJH169MLuFhoamu+By4sjCygKmAyWDGl2flqBxWihKF+ssfmJWXYYd3p8nqIogiCGhkbv//G0PK9iuHd4fGRydXkz6FlkeXElRZF2qz30eVhuZpHmRNfR1rMn28tMTAt5Fqo4UBAEqTeY49jCH//zX/0dA41VDYvTC2uLq4/+fFxZUrO3I68qrjo5encr1qgzcqJ4jHCO0WDCMGxmev7pvefMsNjdDVlfZ9+J4kQu23v+0L+3vXf8xXhjZZ3VZGmta3h2+8ny/AqG4Qf7hzERzCd3no70j7zoG5mfnsMxvCSvJMwvfG5ivrmmZXN9S6M5jQpmSOMTCRyDEGrVpwKmIDc1Z35qsaqoWnGguJizDEBNRU2qOE1z8pE5918XACG02xyt9Z0iprg8v+RQ7s3c9anxaw/29jOlmS/OdP27ba/LNnakcdLhvtGrNuRiAe/5m4aG5mK4rPY6hmIHe6qmmo6I55EiVsJgz7hafer9ETtt9uriyry0gsXZ5cmx2eyUnMD7fsn8pM7mTrPJtDy3FBkQMTU5DSH0uD2pCSkxwTFFWSX9XYNOp+tAtpvAEhZmFY+PzlSXNUYFR/32w89Z0syx3iGP06U4PIrwC+XHCGrL6+Sy3ffNpAIUtTS7EBfDL82r7GnrLcrOT+TGMwIj2mqbN5ZXKYpSK09YkYxEvqS9tuVUqYYQ6NSqLGmqmCcdHhgbHxwrLyhghkXlpeQuTM7jGAYoarCrNzowsrKgamFmgSKpg8PDJGHScM+Qd48Ou6O2rErIiq8vr9taX7+o1idJkFVF5dI4qerbmecGvBHl3B1NPdyIuLyk7N3Nnc893o2VtTRx6vTYzOWYeD0AFJgZm44OjO7v/CbmuV0AAHpzGrvcHrvdSZHU30xVQEND804uS9cRN7a+uNPbNjDY1TvUM/Cid1R5pD7/1mIwjfYNN9U0jg6Oqo+Uc+Pj3c0dKoUCQmjQnW6trjq8Y7EAHMrlrY2N0+PjLqfTW3JyrOhu7+5o6VpfXFcfKXpb2yYGh91OF4QQI/DluYW2+qbttQ3qQ9nWAUWR8t2dF739y9PzpyqV2XC6ODN1sLdDkQSEkCDw3e3tuckpi8kMzx48VqN5bnJme33Lbra4XA7Z1trezs55xlKb2bq+snpyfOx9mUAxxGwwIG6XV+gAAGajcXdr06DTAe+o/0U8zSiCrC4oFzGFisOL6QC4EDAUG+4bFcaKi7OKlAdH4F1DIR9GtrGdKkwZH564DPOuC4CipkcnY0Oih/oGPr72tQFACFcWN8pLGlUnp+clNDQ0F8il6DqAkAKQIEgcx70Jq3D8zUTRJEGgiMc7OxwAisBx7yDqWa6ql5nYCAInSRJCAHz52iGO4xjqi3vjzX/1cgMACBz3aud7HhgAQp/ke1PG+krBy0Cv3v/O3e7OW5uAoj4t3fWrrZB3ZSi5oPk9JEHUFFdmiNPV30w/PIET8xMLErY4NzFN9qWJPXY2ZWK2uPcskNH3CaDA1PAUI5g5PX5D+i3O7/jBrkFmNF/2is8NDQ3NBXJZ7fUPqN8nz0d+c0UAP+g/9cbq710RQEh+2ADwxp/glcoBgOCVSWrvrgi8Lt3gzSrBxczJpgiyLK84mZ+oUWn/fm1/H0BRW6vbKfGpYnb8xtLSF89P1qg01SXVs+M+f7HvtEEH4OzYbExg9NSLG9JvcX4dR/pe8Ji8ra2tq7SGhubmculxaWguEQpW5JdlSTP1p/qrNgVCCFUKdX5qESOE1VTf9J5gf58ERVEuh9Ntd8LvOSoNhKpjRX1Z5f7mTYm3enYhZ8amk/hJh3vfdJBEGprrC63r15uG8rqc5KxTzelVGwItJntHQz8nlJsqSpHvXFAXK/iudZ0kSYfVhrqRqzbkgji7kCvzy0KmSLaxe6XW0NDcWGhdv940VzdnJqSrleqPr3pZAAghgmCDveMihjglTrQ8PfvhIL6fXi/4vtvrN42zC7m2uCpiJ2yt3ZR+CBqabwxa168xFAkqi6vjIvkHu1+5S5M6i4QLIKQInNjZPEiXZKWLEqeHRzHEcyH7oBX9pjI/OZ8kSJHL9q/aEBqamwmt69cYHCPysopY4bzDveOvumMA4CvZZo8PVQWZpemClLGBIcRzMaJOc4MZH5wQskR7tD88Dc3lQOv6NQZF0fycQmYY+2s3fV5pSutODUW55XFR3I7aRqfT8VXNoLme9Lb2McM5O1s7V20IDc3NhNb1awxFkZWl1ZxI7p5M/tV37osAX1vcGBvEKkzPN2ivcIyf5jrR29ofERiztrx21YbQ0NxMaF2/xpAEWZRbEuEXKdv4qk0fb4Agm8lWV9YY+TQqIz5dfaj8mgbQXGtG+0b5MfHbXxq2iIaG5sPQun6NoQiqMKc4wi9yd/NrD1XaLPaW2nZuBDtLknywRTs203wGE0MT8bHxWxt0XBoamkuB1vXrDIC1ZbVxkbz9rzu+jqLYYO8wL5qfGCfcWF4686H7lAi7NDRwcXJByBRu07pOQ3M50Lp+naFgfWWDgCE8+EqhuwCEkMCJhZklaXwyPzqut7XNajRB36Q3WtdpPonZsdkEjoT2h6ehuSRoXb/GEDhZXlzBjeLs73yl9joAYHdrNzs5hx/JbqutM+g0F5Vzlubmc3anjL+YiGclbK7Q4+s0NJcCrevXGIoCZUXl3CjOwe7B19mjQWesKatlhjEK0rJUx7SvHM3ncKbry3MrfKZ4dYH2h6ehuRRoXb/GEARZVlSWJEhUKVRfYXckQc2MzacI0zISUmTrm5faUAcAUK9kzqW5CZxdzK01WZIgbWuNnr9OQ3Mp0Lp+jSFJUFZYkSRIvsT48AB6o8YCALbWd7OkOTmS9IWpaeos5/1l4HK65DuH+lPjuQXfIQACAifcbg9F3RTHhbP0xGtL6wKWcG153Vt6tUbR0Nw8aF2/xhA4VVpYLmSJlJc3ffysxXx8qMhMzhYxBbMj4ySBX9buIIQQnhyfFOWUjw1NeS34bh/9RoOxu6NPtnVj8p75ruPq4ko8m7extvFqIQ0NzUVB6/o1hiSpsuIydgRrf+cS480BAHe29vNSC/hRnJ72ThzDLm9fXhRHygR+cnVpHYl7m6rf6aNfeaRI4Eu6W3qv2pALRnl03N3WptVortoQGpqbCa3r1xgMx4oLirmR7Ev1m9uV7Ut5KYzA2P62To/bCeGl6+z+7oGAI6mrbKTIl9llvkOO5Ifxsfy22rarNuRCAZDEUBxDgNd74ju9tjQ0lwit69cYAifzs4riovlHB4pL2oVeZ8xOzg1/ElaRV+JwfKW0LrLNHW40v7W29TufEn8sP+ZGxtWU1dLugzQ0NJ8OrevXm4qiGm6M4Gj/6DIqN5nM+dklUc8j81Oy1IqvN6tNviOPi+LVltQA8rsWtK3VraigmIqy6qs2hIaG5jpB6/r1pjivPOx59MWG7vL2j1ot9rqa5qDHwfxIztr8ktcB/usg3z2Ii+LVlFQTOPHVdvoNsrW6GREYXVZccXNc4mloaC4fWtevMYACZYWVsWFs+e4FxpsDEEKXyzPQNxYdwhbE8EZ7hhCX++Lq/ziKY6WUl1hXWktgl+t4/41zuHsQGRidnZZzQ99vvt+ZDjQ0lwqt69cYiqTKi8u5MbyLig8PAIAQUCS1ubEv4KTEBsQMtnW7bPYLqfwTTYAQajWneSn5TZWNxCVPqPvG0Zyo46LjirKKSOLrdZZcMgBCgCCYy41QFAUgRQs7Dc2FQ+v6NYYiqYKcwvDnkbvbf78f/mXjSS47yk0viQiIKs3OM2pP/3bNn41KqU4TZdSX1d8gPfsSlEfKuChucWYRiqBXbctFASCEGo2us3VIpdRdtTE0NDcTWtevMwBUFFcywljyC8j7QkFIQghtNkdVSS0nlJkhSlQcfP2MWwB6569zEuvL6r/zbtrDvQNmKDNTkuHxeK7alotka3Mnnpm4MLUC6OY6Dc0lQOv6NYYkiOKCEkYYc0/2t+PSABJCiCBYa1NnZEBEujhxd2MDAgpexRDo8aEigSNpKKsD37e/2MHeASeCkyFJd7lcV23LRbIwu8SM4MxPL37n7200NJcErevXGABAZVkw3mMdAAAgAElEQVQ1O5wt//u6DiGCYM31nVEBDAlXJN+WXU3OFQAhhMdHCikvsaa4+gb1P38JSoWKG83NkKY7Hc6rtuUiOLuhFqYXooMZc1OLV2oNDc2Nhdb1awxFgeryugj/6M2Vrb9ZFYYRAz0jkQFMdjhrcXr+yiZWAQghVB4phUxhaU4Jjl56zNpvGcXxCSOcmSRIdDlvRHv9TNc3VzejQxgTI1N0PzwNzWVA6/o1hqKosuLK8OcRW2t/T9cBHHkxxghlMUNiJ0dGCPzqvNC97fXDY25UXH5aHoYgV2bJN8DxkSIyOCpFlOK5GefhTMQ3ljdZEZyJkUl6Xj4NzWVA6/r1pqqsOjaYsbP5ZSm/AIQQAHC8r0gSJYc8DWqprkeu1kULQAihSqmSxieV5JQh7huhZ1+K4kgRHRJbkFmE3Yx5/Oe6vrSRECdeX1u9UmtoaG4stK5fbxpqGhkhrO112RfXcHRwVFlUzYuKayqvNWn18GpjhQAIIVSr1BJ+Ul5Gkdv5VePhfGvsyHYjAqOLskrxm6XrhzuHuak52xubdFwaGprLgNb1601DbYOQJTz80rg0JoOlrqKeFcasKSg3qn15M69c11VKFY8RL4lPNhstV2jLlSPb2g1/HpWVmIPcDP/BsxtLvr2fIcnaWtu+UmtoaG4stK5fb+qq64Rs4ZflfbHb3IPdk3FR8UlxIvnmlndW2xUDIIRQpz1N5CemJmQ4rI6Xpd8fx4cKblRcYUYRSXwDl+bvc95e3z2ScJNmJq7OPZPmugLe+uNzN/wuoHX9GkNSoKaylh0R93nj6wBCCCkAxyfm49kSdihzYmD4Kn3l3sJwqsuSJOenZrnsTggh+M5+k+doTlRCFq8yv/SG+Y3vyeRClnhyeJoiaV2/jgAIqbc+4LXvL+uGpSDwPg+oz9mH12D4cpMb9Xt6B7SuX28a61oYIezPnOcGIIRKhTZZks2J5nY2tzu/agT4j+NxuTaXlg92zubQ3/Qf4fswG42NNXWrC8tXbcgFsyfbF8dJx4cmvvM4wdedVyNcvB7u4lVhv9hXty99IPgsOt+SvGjDvi1oXb/eNNa2sMPjZOs7n7WVRnWak1YcHRDbUF5jMZkh/Ga0E0AAIQUARZ6/j3+3Wb8AgWN2u5Ukv6GulAtBcXiSLEobHRgjiBuZp+4mQwHKbLLtbCllG4rdbeX+rkZxqN+XqWWbx/vyE63GYLM5ACAJgrDb3QiCXsKPF0AIHQ6Pzeb8nHEcACEEFDg+0iiVGoLAbvZThdb1awwAsK6qIS6K91n+8BazvSivMiogpq640mowwG/qBgeQeqXb3Tti8E0Z+BW5sS80in2FkCXsae25IX7+3xMogrY3dz27HyJgJ9RUNGYm5UcEspJFmU017bnphTGh7IbaFoIkj49OspLzhwfHL8mMrraB4cExFH3VnxR84Fnhfag4rI5USXZmcp7VYoWf+usCH/4lUhSgSPB6Z8C5MdRV9QrQun6dAbCjqUPClex9LJ/b+R1nMporCmvC/CJLc4qtRtNlG0hD8wq+5+PR3oGQye/v7D/LK38zX19uGgBCCN1Od2luWahf4OrcrMfj7Gxpu/PL7bqqagRB9ra3OWGMZGGSy+1WHivzU3PHX1yKrjvtzuyknLEX4291/hPe5FWvlPj01quumAcdGxiaejHqDYzx1m33tgyDdzsQnG8AwKlGrzg4eUvXzxev5t6mdf0aAyhQX1kfF8nd/ZjfnO911e5sb+6OeBaZHJ+sPFJ8FRtpaM7xPWfl27silmC0f5QkyBvcLXHTABBCaDKYCjMLG6rqvaPrI/0jAQ8DB7r7vGsMdfenJKRotVoIAI56SAK/jIu7vrKel5p7sHfwmbZ7/wJnnncXAOJBx4Ymp0ZmL6a6i4PW9etNY3WDmCVWyD8u0hiKD/WOxEULowIixwZHz5pKNDRfDd/TdHttU8qXLM0uAvCRTk6abwgAIYQalaYsv3xx1pezZ2xwIuJ59FDPkHfxaP+oubbl+OiYfH2mA0WB87kPBEEiCEqcuUxSJIVjBPmumREEQaIIjr/1pGpuaK0uqbJZrBQFCIL0jrITBOF2ISjqG9nBccJmdaKIN8EEABBSFMBxgiQoiqS8x0KSJI7hXktIkrRZHBaT7eXuAMRxAkUxBEEoCnjXQVEMx3CS9G2yubYlYid2NPW6XR63Bzkf7ydw3GQwqpRqk8HyzkO7bGhdv940VNWLWeJj+fGHV6MIan1lO02aHfY4uCy/2GQwQvppSvO18fVz7m7uCjniiYkZev76tcNqsa4urZqNZu/ixMh00NOQjsZ276LNal2aX1yYXRwZnu3pHt/fV0BvpOoD1fDA9NbGvs3smB5fykqvaGsZNJttHjciW91tqevtahsxGqznewEAKBWaibH5kf6psYGZo4MT8uxWQTxoVkr2SP8LAMCp+rS/e7Sve0x5rJkbny3LqSjMqt7cOLBYbOPDUznJhUXZVfJdBQAUhNCsM08Mz9WUtXc09jtsLgjh8b6yva67uaZTvne0Mr9aU1KXnpBVV9FqszkghARKzowvZqUUVhTXOuxOCKF897C0oLYwq2JrYw9CeLh3lCpO8b/rnxSf2lDRMjo4gXgQCKHD5nzRNdbZ2DnS/6KxsmlydIEgSQi/6lA7revXGECB2vJadhj7o/PX5bL9rJS8MP+I0qw8tfLEt/nlW0hD8wovdZ0bwR3sfUH7w187KIp69W1sZGj8yZ0nzTUN3kUAAIHjymNFRWnl47vPq8vrvOWb61tchijMn1VX1jIyOFZaWBEeFJsqze5t650ZnawurXn2KKS1ufM8TsP2liwvs3Cg54VWdbI0O1deWLOxLvMOpu9u72Ykpu9uySCEmpOTVGnqw9vPMhIL58YXpl4McyJZrEheW0PH/OTcSN9QuH9skijbarFBCF0228r8KjsyjhXOPdWcQghNBmNzTcOzO34JcZIX/cM7G1vNVfUPbz3uaOunKAAB3N3e5zEEUUGxBp0RQmg0GMsKq57e9hsbmoAQWkzWrub2sKfPy/IKdze21YoTQFGIB+tuGciW5qmPlTiGbi6tZSZljw5Pek/PV7lEENK6ft2pr6znR/MPdj801OR0uNsbuxnBsfGxXLns82bE0dBcHL4ud+XhcWNp9fHelwRJpPmmGB4ae3z7SVtDy6uFAFAHewesYFZxdqm3hCCI5vrGX/73p4qCUhzHUdRTnJP3xz/+aK1uwnHMarYKOAlxTLHu1AAhdNqdpbkljZU1LqcDQkhRZGNVc2FOudFghhB2t/UU5xYb9QYIIUVR/V19f/37VlFWvtPhJEmis7n13q936svrEDdCkmR1cVXw47DDgyMIIQCAJMispAweg6M/1XpLttY3/O89TxOlOWx2AIDFaOZE8RJFaR63B0KIYVhjTX1UUKRKqfauvzK/HBkYNT024/VZ2pfJeRG84Z4h4B22h3B/71jMSRzpHyFJEgDocjhK84uF7ATE9VVTWNG6fp0BoKK4ghXKOth5p64DCCHiQYcGx9mRvESOaG5sHMeQl1/SDXaarwnwOXBiHo/H4aS8g5b0TXidGewfvn/rUWdz+xvlOo1OzBQX5RSfl7TUtwU9CVqcnfcuNtXWRfmHbqysQQghgCXZRYww1tGhAkK4srDKCuV0NHTZLC671emwOeorm6IDWVtr2wCAwsyC7tau8/iYE8MTgff8R/sGvYvD/WPBT0Nmxnx++L1t3YGPAna3fY0ZigJFWcUitliv03tLdrZ3Qp+FtNY1eYfMEQTJTctOlaR5M04RBFFXURfqF65Rab3rLy8ssMKZU6M+R7mt1Q1GIHOo58X5YQ4PjQY8DGyub19b2d5c31mYW45nijgRDO2J+u+f7U+H1vXrTUVJFSuce7D7dt4XXw7W2aml2DBOuF/ozPA4geGQfpDS0NBcEC/6xx7+9bTtbV3X6qQCaXlxuXcRANBc28qJiNvd9o0Y1lc3sCNY8h25d7E8v4wVyT4+OoYQvhgYCXgQmCXNHB8Ym3wx0dvWV5lXUVVQdnqi1mn0ualZa0vL8Ow5NjU+He4fOTE85a1ndHAs1D98fnrOu9jR0hH4JHB705dhiMCJ7KQcTmTcqUbnLdnd3gvzD2ttbCUIHELodDqTxSnJ4jSXV9dxorKk5umdAMWh0rv+4sJSTEjMuK9fHW6srDGCmS/6x7yLOE50t3ffv/WwqqhibmxyZXZubmJspK97b33F43RdxPn+VGhdv96UFpZFBcbKZfuvF/tEfXlpXchOiA6I6Gxqcbu+6o1FQ0Nz4xkZHH98x6+9ueONcq1aK+KJK0oqz0vaG9v50fzdLV/Tubq8Jvx5xI53EcDyggoRT6zVaCCES/NLkQERXS2tGOp0O61Ouxlx2xGPmyKp6fHZsrwSjUoNz7zQJkYm/e8HjA36lHWwdzDMP3x5ccW72FzX6v8wcOfsZYIiqHRxeoR/pEbta3/Ld+URAZHtTR3e9rrb7ZIIJCKuyO326XpNRb3/w+Cj/WOvnSMD4373A/t7Brybb23IogJjB3qHIIRGvVUuO5qdnAl7HjY5MUORpPdD4Djq8ZBfd/4RrevXm5LCkpCnIdvrr6a89PWwLyxsCLiJsYGRHfVNTse3FQGehobmWgMApCjqRf/Yg1tPWhtbqVdTEwGgPlHHswXFecXe0DEAgM6WTmYoc31l3bttZWlVyNNQ2aYMQkgSVGFmkYAj1Kg1EEKd9jQhTlBZXHGentjt8myv756emuoq6ltqm71NFAAhAKC3q//BrcfjLyYoCgAKtDd1PH8QsDS/TFEURVJlhVV//Pvu5roMAAAAIAgiS5LFCmfrdXoAAEVRss2dx7f9qkpqUQQFANjsDj6Tz4xkWW12AACgqJHBEb8Hz3s6+j0eRKPUpIvT//z3nYaaVu/suO0NWejT8PbmLo/bMzO2MD+1bDLocxJTC9LzHTaXdxrezu7+8OAo6qbH12k+DQqQJQXFUYFR571bEAJvutX9veN4rjT0SXBvY6vL4bxCIz+fl1Ejvu8hA9/RUzcrmdsr2UJoF49rjMPmWl/azksruP3z7VRxxs663DsZDABgMVkGOgcDHwbEMwUHO8ceF6ZV6dKl2U/+fNJW32Y22Y4OVdxY/h///LOvfcBlc+9tymOCGP73AyZGJlEEAwCMDgzwYrltDR1alUGlPB3uH50bnz/YPShIy50d83W5AwhVJ6qc1Ow/f/gjL7XgWK44kiskPOmtf/5RnF18tHe8sbTFiuD8+r+/VxbV6DQGh9U5N73ICmGHPg7u7+rTaXWnqtPakvp7P93lRXNXl9adTvdQ32Dwo+fP7/l1tnR7k0QbDYZ0aVrE88jinNKett6uxragh8+5MaKNlS0IoU57KomTiLkJfR19HY2dhlM9hEC2up7Gl1bmV0yNzQ72jXY0d8o2ZQBcXDScT4DW9WsMRVG1VbWxoUzZxrmXO4AQ6jSm7NS8Z/efVhQU2z4jEvK3AIAQ4Diu1RhOdabvPGoJjuPHhyeH+zcpMiAAgMJxEscpCCkAie82Ce9X5vWsC3//VwUMWv2L7pHm6obasrKqosrBziGdVuet/UB+WF9Rl5ueXpSVN9j9Qq1QL80t5WcWZKdkNFXXryyt9/YMSfhSCU/cWNEgW9mafDFekJGXlZjRUNWgVqghhCSOzI2NFmbmVJfUdDZ3L88ve9weo04/PTxm0OrObKBWF1fryqrKcwvry2rXF9dmx2ZqyyqrS0vb6hrWF1Ymhibryyubqqva6tuUBwqrwTIzPtNa19xZ3zrc069WnKgPVeO9w71NbX1trWtLqw6bY21+brSnp7+1c3Zsyml3eHdjMZgWJ2YWJ2aNOoPdZhvq6n3R3Xe4uw8hBAAcyPdbaxsH23t0Kg30dU5QGsXxSG9fT2vX7OiMXnPqdRH9mrEaaF2/xgAA6msaYkMYr/bD22yO7rae4EchnHDG6uLS6yGUv3W8tmo02qz0wrrqFgzF4Hes66daXVFe2Yv+0RuWf12l0owNzxh0ZggBhOR3fIW/GgBAAgDigp4GAAKSoggMxXAMI3AcQ1EMRSmK8tZPEiSKoF4wFCMJHMdQBEEwFMFQFMdxj8ftdtlQxIkiTgJHcAzzrox4PASO+9I9UZTDYTPpdU67zTv4DQAgSfLV3wKB4xiK4TiOoRhBEDiGYxhG4Dju+xfHMYwkCBzDKJIEFEXgBIHjJEHgOE6RBEVSBEGQJEkSBEEQFAAkSVIk6S2hvOFszs6fN14egND79auT+HEcxzHsjXNEEITXqrNT9lXvclrXrzc1lbVRgdHnuu50uMaHpxK4UlZoTF9Hj8N+KcPq3qGpi6/27JVWo9IKOdLs5DzvLNLv9qmvUWkFXEl+ZsmVhKK8PBTHJ4mC9PnJxZs2xPANQ5KUfPdgdnrZoLOinjdF6LO55Ov2juo/regCd/p27V+mzeCCekg+C1rXrzc1FdUhT0LWltYhhCRBrCwuZ0izk3iSnpZOk95wthZ4/+dLAICiKPJjtX1gp+/d0PvXiULJieakJ2Z6PQPAm7W926hP+/Z9Bn9i+fv28qGT+cUnWqvW8FmCdGmmL5/p+87xO/fn++p8jY+Z8NqRnS289yp94LR84H7w/as+0SZwE6dHZinwlm0fujUA9KXsAK8XvrGL950L8K7CN4/8MwFv/P9NAiCEKII1VLYEP40QxSWWFdbubO2fKE7Pwqe/tuanVUjBlxlU3pnr7PysnudDowCkwFlutNdP+jsvkHf9175/fSUAfP+8upfzlKnU659XdvHmrf7G/+C1ncLXTXv7NL373nlp7geeGpcHrevXm7qK6tCnIRsrGxBCxeFJWUEFO5zZ1djscdmu2rQv50RxEhvBSk/K+s6T02jVWlYUMzs583oNpnyUE4VKGieZGZ++akOuAJ9SfPXriaFoflre3V/u/PbjL3d+uR3yNCwmlFtT3ra6tK1W62/W/UVD6/o1p6GqPuhR4NrSGobi1WUNoc+ikvlS1dERRQEKQIoCFEVRFCBJQJIUQfgmVRIE+eofBEF6PzhO4Djx6qL3XwzD31gHxwkMxTEMxzAcRXHvOjhGeEte/aAohmE4gmAuF4IgGIbhGEYgCI5huNuN2B0uHCc8HtThcCMI6nIjbhe6srAe+CycHRN/qtajKOZ2o243gqKY3e622d0IiiEo5nQhDgeCILgbQd0IgiCY3e5y2t1Oh8dud7uciMvpcTjcRqPNZLK7nIjd5rZanU6nx+nwOOxui8XucnqcDrfT6UFRzONBPW4MRXEEwTwe1OVE3Ahmd7hsVqfHgxn1ZovZ7vGgDrvLbnOZTXazyW6x2M0m+6nWrDjWGnRWi9mh05s9HsTlRh0Ot9lst1jsDqfbZnU4HW6H3a07NRqNFqPJYjJZLRa72Wx3uRCH3e12owiCujyoG8GcLsRqczhciN3h9niwucnF4CfB/Ji4U43e6XS7Pajd4fKgGIqgTqfHanUYDBaz2Xp6ajToLXab02Symi12p8P3lUFvsZgdBr1ZpdLrdRa9wWKxOJxOj8eDut2o1eIwm2xGg8VosFitDoPRZrE6HS6PyWI3Gq1Gvc1iclitTovFYbe59HqzxWK3Wp16vdlotJjNDqvVabU4LBaHzerSak0atdmgt6pPdBq1Qas1GfSW01OT4lirPNYeylVHe2qNQq88Oj1R6OSy4/am3oCHoeVFtcrjU7VSrz+1arXmo0PNyYneZLbr9SabzWkx200mm15v0mh0JoNNqzHqdWaN2qjTmtUqg1JxqlRoNWq9Rm08Uej3do6UR1q10nB8oNKo9CrlqVatN5yatFqTQW/TnVo0GuOp1qRUnp4odRq1Uas16XVWtdpwojxVq/QnJ3q1yqhQaA/kJ/ty1dH+yaFcqVJoD/aOj/aVKoX2+EClOFQf7asP5arN1Z2drYMTpU6l1Bv1Nt2pSavV6/Umvd6iVukOD08UCo3iUH20p97fOZHLlLsyxfbm4ca6fHPjYHlRNjO9Nju7Nj62MD21urIkm55cWV/Z3VqXry1tb63vra/trK/vyuWqwwP13s7x8aFWtnkwP7e2urIj31NubcqXFzYXZ9fXlne31w/WlmQHuyeHe6rV5R3ZzpFs63BHdrS/q1Aeag/2VAe7JxqV/kSl0+ktFrNdo9KmipPu/fLX7z/89NN//eOn//zx1j9+ffD7g8CnYRJBxsz48s7mLvb3++dpvg1oXb/eNFQ1Bj8OmHwx2VLfcfe3B7d+/DP0aWRRfm11ZWdX+1hb81Bb02B3x3hTQ39NVVd1ZUdr81BjXV9JUWNtdWdtdWdJUUNdTVdlWWt5SVNVeUtRfm1JQUNVWVt1RXtFSUtBbk15UVN+TnVedlV5cVNddWdFSXNhXnVxQW1RXnVORllBbmVednleVll5SUN2RmlOZlluZnl2emlmanF6SkFGamFGaoFYkJabWSoVZcZzk8XxaenJBcX5tfm5lYW5lalJ+alJ+dVljblpRaK4pOSELBE/jceWBPuF//zP3279cpvLECVJsiSCtKSErPTUAj43MTkhKy+9JE2SnSjIkMSn5WeW5GUUJydkpSXlJwgzhbxUPjcxjiUW8VNSpDmZSfnsKAEzgp8qyeZzkzjMBIkwMz4uOSaCHxHK4TDErBghM0aQLMlOFGcJeKkp0tyUxHypMFPETU6T5Ijjktmx4mRJLjtWHBvJF/JT+ZxEcXwaI1LAYSSwY0UxEXxGOD/ieSwvRijiSLgxgtz0oiRRppCTGM+SCtgSCT+Fx0xI4KcmibNiw3k8ppjHFAvYEgFHymWKxcK0+LjE5ISsjKS8NGlOZnJ+Aj+VEyNIEmUkCtOTxZmhfpG3frz18Nf7nCi+JC4lWZghjU/NTSvKzyhNS8iJZ0q40UIRO5ETJWRGxHFjBHGxwiRhemZirpidxI0S8hiiOLYoOoIVEcpgRcWzo4QJcalJoqwUSU6yJJvHlnAYCZzYBFasSCrKFHCTBNzE1MRcSXyqgJkgZkvFbImEm5TET8tIyBawJMmC9PzU4kReKjcyXsCQpIly0kU50rg0KS+FFyPmRAriooWcyDgBUxTPEIk5En6sMCaIERXIiAxgMcP4nEghO0LACOPGhDD87z774f/8+PM/b0eFcvhMkZSXlCbO5McKRWxpkiBdzEnMSsxPEqQnxaclcJP5sWIBS8IM58YzRYxwLjuKz4kRRIawYsM43Gh+XFR8PEMcE8rmRsd7P+mSHCk/NZ4pETATBKyEZGG6mJvEZ4jimUJudDwrgseIiOPGCkUcKTdawInkxUXFcyJ4/FhhbAg73D86NpQdFyNkRfBiQtkRgbHMcC4vRsiNjufFingMESc6PuRZRGRATFwUPy5KIGBKuZECfoxQGpcsjUsWMBM4kTxmKCf0WXT4c2ZUEDfocWRMMIcZyosJ5sTHJkQHsZ4/CH52N+DBH08e/vns6b2AW/+6++DPZ4FPw0P8IsP8o4Ofhoc8iYgNYfOihdGBDF6UgBMeF/goJPRZZFRAbODjsKd3AwMehob6xQQ9Cg95FM4J58VHC2OCmCFPI4KfhEUHMSMDGOwIfkwoN9w/RsRI4DMT0iU5SfFpfLbk2Z0nv//j119/+O3f//jXL//773s//3nnp99++8dPP//PT0/vPEsVph3Jj774QURRFIp4vda8PmfvXo0kKW9r4fK6oEiS+jLvHwAAgqAI+hkvNyiKOh2ubzAtIa3r1xXvgM381HxDWU1xVsmjvx7/9J//+PW//vXD//nxh//384//9cvtn+7/+j+3bv/04O4vj37/8fatn+7f+e3Rgz+fPbrtd/u3+7d+uvPHT7fv/fbg0Z+Pn9x+9vjPx49vPX74+4Mnfz55+Mejp3ee+t3zf3L72eM/Hj3782nEs4intx4H3g8Mehj4+NbjgAd+kQEhMUFh0YGhrNCY2KComMBIv7t+z+4+DXgY4HffL/hJUOADf787T/zvPnn0x93nd59E+oWEPQnyv/fM7+6j2KDwuEiWlCuWcEQSjlAQEyeMZcdHs/hRzPgYLiso/O4vv//n//d/f/zPH5/efsQIjuRFMJK4AgmXn8DlJ/PFohguJzSKGRQZ+igg4lkIN5zJDWNywxjsUAYzOJobwYiPZSVw+KkiaZowITNBmpuUmpOUKo0T8KIYnPCooIfPgh4FRPqHBT0KeHzrod/tp0EPAgPu+Qfcf/r83tPQp0HssJiY5+HcMKYwlidi8oXM+MQ4SRJfmhgnFLP5iTxhAoefxBelCBMyEhLFDI4whpkqECXx+IlcfoogITMhKUMoSeOLBFEMVnA4JyyKFxnLCYvmRzMTuQIxk5fME0vZgsQ4YTyDnZucnp+akS5KLErPyRAnihlcYSybFxnLDYtmBIc9+eveT//9z1/+9ye/v+5H+wWzgiJEDE4ST5TEE2RLkvOT03MTUzPFSTnS5AyxVMKJy0tJqyspL0nPLkzOyBRIM8XSorTMLLE0hS9MjBOkxIsKUjOyJMkZosRsaUoSTyRichLYvFRRQn5aZlluQWFGTnF2fnleUVlmbn1RaU1eYXFyWkVmbl1BUWtFVWt5TU99a1tFXVlGXmNxZUNReVV2QXlWXklWTkN5RWNlZWtVTVddfVNZeVNpWUNJcUNZcWtVRVNZaXNFRUtlZXNZ+WBHV3NtfXdbW1xU9I//8f/u//JXmjixp6Wlo66up7Gxv6W1taqmpbq2q6m5vb6pq7G5pbK2sbSqNDMnVSAqysgqyc6pKSquLSyqys1rKC2tKy5pKC9vrappqazqbmxsKCuvLS3prG8YaG3vb2lvqaxtrqyuLytvqqiqLi7JS0kuSEuuKczPTBBlJUgr8gorcvPrS8saSkoaS8oaS0qr8/PrysqKc7Kri4q66hvri0vLsnMrcwvqS8oaSstrCovrSkpbKqs66+s76uqr8vOr8wsaSstqCgGsdkMAABqfSURBVIsbyyqayio6ahvaqmrbq6p76hvqC4sq8/LL8wrqyytqS0prS0s7Ghuaq6paa2r621pbq6rqS0vrS0qqC/JzkxOTeLyk+PjMxMTSnJzCjMy8xKTS9IyKrOzSjMyWysrmqqre5pbuxsau+vqOmpqq/PyGkuK6woLi9PSqvLz6ouKawsLOuvr6kpL22tqq/PyWyqrmiorqwsK22tqmyqru+qbe5taOmvru+sacxKTgh4+f/Hnv1x9++td//eOPH3++89OtP3749fa/fwt5/LiyMH92dMputsEvHQY+PdUN9IzWVnbl59Z2tI4Y9BbvU+psQBs6XZ7llZ3O9uGuzmHZ9v55zJmLBUHQ0dHZwwPlF7w3eNyesuK62sq2T7SNJMmZibkMaY7iQAnhVx9C/yC0rl9jKApMjy3kphfHBoSzAkMayit629s7Ghv72tsGu7vGBwZHunsmBwbnRkamBgdnx0fnxsfmJ8d3N9dlq8sbi3MbS/NbSwsbC3Pby4s76yubS/Obywvba8tL0+NbS/P7m6u7a8vbq4sby/Mnh3t72+uyjZXD3W35zpZadazXqg1alUGrMelOT0/UqmOl4vDo+PBwf29PcXikODg83j842JUfyw8Od3eVB/unSuXpiVJxeCCXbZ8cHWiUSrvF6rLYrEbTqUpl1GkcNrPDanY5LC67YX5qzO/ekzC/8O3VTafNZjdb3FaLy2Zx2ix2i8mo0RhUKr1aozw4VBwcqBTKU7XGqNYaVFqz3ui0Wl12i8dp8zjtbrsVcbswFEERN+KyO6wmk06jPj42anXGU732RHVyuK862lceyg92tk+ODo/391XHh0bd6emJyqw3OG12l9XmtNk9DhfiQRC30+O0IW4H4nEiHificaOI22WzuO0WxO1w260uu8XttCIeJ+p2IU6nzaA3aFR69YlVf2o16B0Wk9tud1mtHofT43AgTofTbkURD4q4ELcTRTyI2+G229xWs91kMGrVZv3p8uxsyJOA6MAI+faWXqMy67R2k9FuNjqsRsTtQhEERRDU40I9LhTxIG4ninpwDEMRD4p4UI8TcTsxFEXcLo/b4Xba3U4birhddqvLakY9HrfD4bKYPA4r4nGhZ3OQUPRsMhKG4RiKIR7vFCYCxwgM8w7AnH2LYajnbOaS7yuSwAns5WAMgePE2VcEjlEkQRA4SRLba2vBTwNLcopsVhtJEGfbEgSO4zjm/c/7N45hGOLyHsj5fnHs3J7z/RLelUkCJwj8vM7zoSDU40RRN44iqNuJelw49rI2AscI3FcnhqHeSrx7wbHXBpYIHPNWjr9R+PIY8bNtzw8fx3GMJM6+JYnzvwkcQ91O1O10O62Ix41jKIZ6MNSDoyjuO+e+QyNJ7xgYfn5KvcZ753V5S7xWnR81QfiMOT8VRq0mMV744NfbD36/c+en3x/+8kfI/YepQmF3S7NctoXjmK/R+aXKhOP44cFxWmL6P//v/0YGRK0tb0IIzx0JKBIMD44F+0c8vv2stqLBZDD7UpJfNIcHipSk7I3X4m9+KojbU1FYXlFY4fF4PmV9AMDG2kZZfsnRwfF5IYpgVouNJC7l6D4dWtevMwDWVjQ9uv0sNyllZ3kZ8yAURVIkCSgSAOr8A4E3CN2ne2Ve8WunWqFihbJThKlfObnht4b+VM8JZ4nZvmjVNwaV8oQZyaqrbsK/b7/IrwlJEPWV1Xf+9cuDX/7gxzDK8nIXJ8Y8Div5hr7+jUan7tRYml8aeO9x2OPAmYk5+EpN+7sHZXml4X4h0UHhso2ti/YbBOdBX4YHRmrKakxG0xdUASHE3C6P0/HqxPUPQ1EUhqLU2TRUgiDGh6erimrczk96M7g8aF2/3lSWVAXcf7YyN/OVXWw/c/LGO2YvvWemEYAQqhQqIVOYlZzncXrnr/veSnwTnT6457f39PZUp/dsDM538Cn1vP2hzjb7wFPho7a9ikFvSOBJkwTJr+r6pxzgh3f90cLPOGbf2r5ZTNTLz8vZRW8bd7B7EBfD72jqxDBv3KFXZ0Cdf953RG/Om3rj80YlHzsm4DX4rQ199ZOQIt/17bv3e14pBOfl5+fkrU3Au44OvG3Gq7t7xXTwzsN/zSRw9oGQIsndzY3uhoaB1laN8hjH0Heq1yf/ot/BrkxeW16XlZIe8Nh/YnTqvNxkNA31DjWU13MimJlJ6b6gGr47420DPmTCedS8t7rZSQgBRVK1ZXXjgyPEW1FivPHh4fmOP/K0fMfMvfNYC96L+5ZhEABgNdsKMosKM4uufMSd1vXrDIBNNY3MEIbsi/qdvlnUyhMRS5SRmO20X6/I9heMXqcXxSUkCZNdXzfJ42Vx9qjc3dwTxApfdA59+/MY/47OfWsAiiRJgrqcDnAI4dzUXFtjS09Hd8DjgIFuX0J0kgKzU3OjAyMD3YNBT4JbGlpe2gOAy+nWnRrtNhcAkKIAjpMUICEkIYQYThh1Fu2J3u32+LQYAgghSVL6U+P+zr7ZZKYogOE4huLedxS1Wp+bWrC7tg0hpCjS5XRbTE4cJ0mSUBwptta37XYngABFkP29w52dQxTxJXEnCMJisehODUa9maRICAGOYVq1TnF4otMaSILUaQyb6zKlQu1Vd4oiLWbr8ZHqRKnxZmonKcpisc1NLvKj44uyik1GE/XJjf7LgNb1601TbRMjmLG1unXVhlwkWpVGxBYni9McNsdV23KVGPQGSbw0MzHTG3fv2nOmkNtrMm5E3Fj/GHWz4uh9zyBuZGxodGFmYX1lPdw/vK2hzVu+sy3vbOs+UZzUVNQEPQ5cnlv0luM4sbq03dXS39851N/1YmN1d3BwampyDscxCKFBbxoZGh/uHetrHawrb9ra2PMqt8uBTI7MttV3DHX1d7V3L8wt11U3L8wteUcThgfHspJytCothBBBkBeDYwmCtPGR2e1N2czYTIY0p6Opx2Q0H+8dDXWPJsQlT43NeBvWLpdremImLSGzvrwR9aAQQpfDOTE0KeWlVBTVri1udLb2NFS3JEvT1CoNhBBQ1P7eYWF+uVSceiA/gBACCJVKVXFWcfCDwKbKxuOj46ttstO6fp0BsL6iNvRJ6MrCylWbcpFoTjQitiRV8v+3d99PbWRbHsD/vv1lq7b2bW29ffvm1U702PMcwDY55xwMxgHbgMlgEDmZJIIQGQlkSQYUEcqt3K0O9+wPAj2P30zNmxnGTbfPp1xlLCHrSE31F92+99xHkdD1/Zz6CXrFuJyusvzypurm2Kfd5PGPcvmGnehPS7LLlmaXP764iyTrzGofHVCcWc+ODg7vfHO7p70XAHyewHDvyI56y+3xZKfnZ97LtJutAMDzwsTIQlVxw5Zqg6GZ/e390oKqb764NTU2TQjhWE4xPDE2PB4NR7znzsx7mVVljaFQhGa4tmfdzx+12k4tcYY53NdWFlbdu5GaPPv1dvQNdg2EQxfbyr071N29cbe+vF5/eMgwdEdrZ+7DAu2OJhYKRQKBysLyV8/bElPkCCFulyfvYW57S1uciQMQQvhgIFBVXPvwTubo4Kjr3LWr3km/l6E71AEAAGFoZnxorCSn2Ok4Tzx7NBrpbGsvzsqjPB7Rf7Ax16Wtu73n1pe3tzd2xC7kKjkd5+X5lfh53WF3FGUW1ZXVyWccngAAmN+b89MKJhVTLMuKXRP6/QgA6DRHin6FwPM6re7GX79rqmliaGZucrG/c4Dn+d2t/S//8t2T+hYmRgPAunLz4a30KcVYIv8Yhmmoarz1t+91+1oAcJ27m2pa5iYXeV4AEIb7BocHhuLx+Nzsclpq1u7WduJZY+FQSXZRUVah6/wcAGIRuu1J2/7GbvIXbs2O9ubfbrS1vIhFowDwvOVl6q2U9zo9AEQj0ZyH2V1tnQxzsaTN4XAUpueuLSiT+8q4nL689MKyvBKPy00ImZ9aLMgotFusF88eozuev26oaEhOnvf5/I9qmrtfdX+Cd/wXYa5LW1d779df3FStbYry7ILwG1tA/CwCAGC32ctyypurm6LhCMjoAuev5Tp3VRdU1pfVy2Q+/Afz5nJSc+fG34q+HAhdCYEna4vriWvqpuPT+zdT6yvqt9W7nS+7jvVGABjqUXz1569nxiYAIBKmm6qeFD7Id1htiYfTNF1dVleUVeRxugEgEgo/e9SS8n1qR9vAO70pEo5xHOdxe0vzypvqmgLBiw7ZAS9VmF7Y9qyVjkUBQLN/2Fz72GqyJKsafzOZ9sN93cE+AASD4criutbHz8KhIABoNbqUmymqldXkNLrV5fXih3lnl7FNCFlXqtNupW2tbQBALEo/bWh90fwquW+b2+mpKKoa6R9OPt2x0VySW74p0qn4I5jr0tbxsvOr/72xplSJXcgVIQAANqutOKv4UWVjJPxZz5tzOlxluaW1JTWJoUXJu8x145ExKyV7Ynjy+s+bQ7+EAEAoGFa+XT3Y0QCA3Wovyiq6++2dp41PVKsqQkg4FGmqfnzv29s6jRYA7FZHUWZp66MX7OVnZdOxOTMlq6etmwiEEMJxvN1ifv302YOb9+7ffDgyMM2xgmb/4N7Xt8cHR5NPrN3V5abmKecXBIEIAhkaUPR29gcDFztY8jzfXPu4qepRkAoAwLHxNCetYF15MUtfMTiamZLpcjgTjfE4ju9q628qr4+EQjwvEELibLy7o6+2pC6x9ZTT4a4pqpmbmBWIEI/HCSFbG9sZdzOO9rQAwHGcIJC3U8qCzDKvx0cIoWMxcfd0wFyXtq72nm+++F61qha7kCtCAADO7I7Kgsrm6uaIPPLst3K53MU5JeX55TLLdcORITc1b6RvNP5renaia8txdq58uxbwBgHA5/bVFtf+6d/+s+PpSzoaAwDzqSXtbnpFfgnl8QKA6f1p+u2M1y+6kg9fmFm6f/O+ek3l8/iP9aejiumlhXUmHHFZzS+bmzLvZr5/d6LdP0i5kTI3MZd4CBHIQM9w7oN845Heaj47MVpqKxpWlWvJNHU4HCVZJbNjs4n5//MzS+UFFXaLBQBYlmuuaW5taqV8gdNTS5zlAsFgRVHNm+7+cDC8t6kNUsFAMNhQ0zzcN0IEAQB0Gn1pVpFOc+T2+PZ3tLForK+zvzir2Ov0mk/NRsP7SDj6vLmtsqia5wTTsfVgVyPuOCPmurR1vHz9xX/9TbmwInYhV4UAgM1qK80tf1z7NBKOJm/8DDnPnUVZxaU5ZcFgUOxarsLlYTzc12an5Iy/mbzYfxZJliAIsRgzPjLbWPvMfe4VBCEUCD2qbMi4c99yYiKExOPxmbHZv/7HX7pedbIsSwgJeHz1RZUttS3RCC0IgsPuzMsqSbuXpd0/1OzuL80u3LmRUlveSEfjhJDlt/P5adk6zSFFUcU5ZV2vBqNRhud5/eHxgx/Sqourtdua7fWd+enlivxKo06fLGx9SZVzJ/1oVwMAgkBetrS3NLQEAwEACAXDOalZQz1vjId67a4mHmetZkt+esHy/Ip6fXNlXknTjFFvzLqfvbq4DgCEEOXbpdwHuQatQb26pT80RCPRvvbeZ43P9EfGyaHxM7vd76MqiqvrqxrPrc6lWaXVZBPriCRgrksZgY5nbf/z7/+9ODMvdilX4qK5i9lkzn2QU1tWH7qYD/+Z5rrNbM1LzS7PLQvJYx3/5WHUaQ7vfnenu70XP69Lndvp63s9lHor4863Kb1tPa4zZyxGT4yMLc7NAoDD7hgfnizJKPn6T19WF9eur6gDgRAhZFe18aiiYXpkRrt/NDk6m/0wJ+Ne5pvOIdP70xBFvWp5XpVfrpxfVa1sdzztnJ98m/jcr15TtdS2vp1YOdrTz4yOV+UW1xZUzI/P+d3+0eGJjtYOn8eXLGyoe/hxzSOPywUAQSpYV1o3PT6TuO4Ti9I1BZWNpbUH6l2WjgOA3+Ntqqhva3m5PL8YjQQBQHtw+KTxybn9Yq678ejdo8q6mZHJE8MJz/M8xy3PLlTll86MTp/oj4kgxGKx/q6+kuz8hZk5y4kpOflOLJjr0raysPy4pt5wpBO7kKtCACAcCr2dmF6YfnuxXOQzjXWIRiLzU7OzE1OinyauxuWLsJyaaksq1Ksqmbyuz1g4FDHo9LqDPb1m/0RnCFJBAoSmYxwXBwC/l9pe31QrV/ZUG6uLSzubO4FACAAEQTAZDXOTU8r5JZvJ5rDaZydmD7YOEv0MwoGAanllfGhsUjF1tKtJXIYnAILAn9tNW2tq3b4hHKACbs/R7oHn3AUATqeb8lPkcpcZAuBxeSgvlZjVy7Gc8+w8Fkk0rwRCwGE9Oz40JNtUC4LgtJ6ZjUaGvpjcTtNMJBxOjurzPB/w+vxud7KrDxONnZlMQb8/2cYuEgqZjEaf2yPulfUEzHWpSiwaYlmWiUUEXjbzjwiAQIDwHMuziSajn2+uAwDPc4lTpBxcHsdoOOKyO+K0LBblf+b+0Z8VgBCBkGSrVwFAIITneSIIl83ueCIk7weWZdl4PPFPnucTGZy4WxD4OBOPM/HEYwn8Y9UNz3HJ1eE/kaA/7vJKPm4m/PEN/+zHd/9UW9uPbyH//DjRz1iY6wghhK7A786zX/EfiJ6d1xnmOkIIISQfmOsIIYSQfGCuS9TPbGKJZEiWR1mWLwqhawFzXdoup4nI5yxJCBFwmnRi64mLyURyezcEQbgOc4YRkivMdSkiAGC3OC2nZ2ycBeBlc+oPhyJbG7vvDadiFyK+c4drdmLeJnaDiyt3bnetL25TXll02kHoWsJclxwCAAwdb33c2dP+JhaJgmxSHeDdkaEwu2JhdlnsQsS3qd4tyCg2aAxiF3LFpsdnyvOrHDan2IUgJFuY61KSWE3J84Lh3XHmw6KBbkWiE6cMcp0IhKHjYyNTqX9P21XvyXL8+V9ECAmFwn29iuKc8nPbOSEymUjBcbzPG2iqe1JdXnd2doZD8Qj9QTDXpYaA/sjYXNd666t7LfVPzafmK94pVSRBKjiumHhwJ+3W/90cGxj1uX2//BiZYhlmYXbx7s0HGXczl+YWw3LZ1M7hcIwMjN797m5VacXmpjoel0u/HYSuGcx1aSEAxKjX5zzMKcwsUClVlI+SRzNOQRD21Ls5KVnP6p+47E6GZsSuSDyEbKu2s1KyphQTfo9P4OTwexsAcDw3qZhI+/v9nY0NhhZ5I0uEZAxzXUoSTRYpiqooq+zp7I0zcSKbUVoAg1ZfW1S9tb4pdiHi29vcKy8oNZtMYhdyxfq7B+srG3xe6Q3GkA8bpiJ0vWGuSwsBAK32XV5G4eLM4uVNEj/dEAAAQSDTo3OVBVUO25nYBYmHAACwcW5yaLosr9zr8wIkmlrLARfnnje1DnQO0LGY2LX8Oh+sOURIAjDXpWdmci47NftwVyN2IVeEAAD4/VRTbUt9eQND04T81I4OnwMCABCggs01LY0VjfE4SwiRx3UWAPA4fTWldfMz84mMlNAhllCpCAHmuuQQQtpaO6qLqlwOJ02zwUBIEHixi/p9CADA8fuTrPs5A139hBCTyepxe8UuSwwEAMBssRVkFI70D8fjrOXERkdlMtVApVQXZZcaDcZIKGp4957G/dwQ+mNgrkuMx+MtySvpftkRDUU31QdGw3Fii0CW5RJr3iRKtbrx929vq5Qqm80+ppg4dzgBQBAEjuN4/vMa/9zZ2nvwQ/rexp7ZZF1bUsUZFgAYmvF7qQ8yXnqfIDtaX1cVVjvPnduqPdWqmmEYQgjlD/s8IZaVzUbDCIkPc11iHDZ73sOc500vFufWFudW/H4KgNgs9q3V7ZX5VavFLtExw43VjR++vvX6+eulmSXDoU4QBJ7nj49Ph4end3a0Ylf3iSSmShzs7GfeyRzuHVGvqN0OFyHE56V2NvfWlerlhTWHw33xvVIz3PemIq90bmpuR70XDAQJIXrd+/0d3f7W4cqSKhSIiF0gQjKBuS4xfJxW9A5WFVbPTMwH/BQAuJ1excCodle7t7mv6Bt1Olxi1/hbUD7/cP+b7ldd5mMTuZygpH9nKC+uU7yZFLe2TyaR6+EwtTw3OzM27TxzAUA0El2eX9nc2IlEojPjb0cGpfpu+L2+lcWlbfVmNBIBAJbhxgYn7SZLkPK1Pn51pDFI8HcVhK4jzHUpIUAAhDgdDVA+hrm4PKla2RzuH/X7/LEo3fWyd3drT9wifyvCcVxibBYSlxYAKB/V/uT1ULdC3Mo+mctdfASB51mWTbwV0UhkanRyZnKajtHDvYNDPX3J75Ycged5/mI6CBF4h9Xhc1Gm97bB1wOWE5MEXxBC1xHmupQQ8tGiJwIA40MT4yOTsRgNBAa7h5fnlSwrxQvt5EdfJWaG+6m2lraBrjeXN8v8zE+AfLRqkQAIghCLRILBoOFIPzU84nGeAYAgwdXU5IMvBBAICABgt9iH+0eHehWhYEjE2hCSE8x16brIubGh8QnFNEMzQEhv+8DizFIi16V22v+RRPF+n//Fk7Y3fYrL2z6vCXQf8nup3Y0t99k5z/MCL4NmRALDskajKRIM2MwndVXN66vbkl/ZgdD1gLkuXRfn9pWF5aFuhd9LxSKR9qcd26qd5N3SlSje5/E31T5pb+0UBAIXY9SfHULI6YllqH98Z3NPc3C0plTTscSseEkfYfB5fK0tbec2V5AKFWaVjA2OS3OcCaFrB3Ndui5yzutyjQ2ObK3vqFe2JxUTbqcbZDFmLfDCwZam4H5hfVmDx+UDAAKC5Jvr/XqRSKT7ddftr34oTM8tzS0YHRjiWQ6kf3zpKL21tmXQGZXzqz0v2u1mi+SuLCB0PWGuy4HL7thQbmyvbwepgPSuu/4MjuVsJtuueken1VH+gNjliIZlWbvFbNAe6TXaE4OB8kmvufrPEXjB4/ZazdZwICCffrkIiQ1zXSY4luM4eTX3IEAS08Nwyw35wv1UELpymOuyIqcTpJxeC0IIfTKY63JAkn/JKAzJB38QQgj9izDXEUIIIfnAXEcIIYTkA3MdIYQQkg/MdYQQQkg+MNcRQggh+cBcRwghhOQDcx0hhBCSD8x1hBBCSD4w1xFCCCH5wFxHCCGE5EPauY47RiCEEEIfknauI4QQQuhD/w/XD9C0BIA8WwAAAABJRU5ErkJggg==" width="400" /&gt;&lt;span style="font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 11pt;"&gt;&amp;nbsp;&lt;/span&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;span style="font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 11pt;"&gt;"Describe in terms of &lt;b&gt;&lt;i&gt;states of matter&lt;/i&gt;&lt;/b&gt;, &lt;b&gt;&lt;i&gt;particle arrangements&lt;/i&gt;&lt;/b&gt; and &lt;i&gt;&lt;b&gt;changes in energy."&lt;/b&gt;&lt;/i&gt;&lt;/span&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;span style="font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 11pt;"&gt;&lt;i&gt;&lt;b&gt;&amp;nbsp;Bila soalan kata describe....kena la berpandukan apa yang diberi dalam diagram..."&lt;/b&gt;&lt;/i&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style="font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 11pt;"&gt;&lt;i&gt;&lt;b&gt;&lt;span style="background-color: black;"&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &lt;/span&gt;&lt;br /&gt;
&lt;/b&gt;&lt;/i&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style="font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 11pt;"&gt;Perkara pertama bincangkan dulu tentang masa dari t0 hingga t1...(apa yang berlaku pada masa ni)&lt;/span&gt;&lt;br /&gt;
&lt;span style="font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 11pt;"&gt;&lt;i&gt;&lt;b&gt;&lt;br /&gt;
&lt;/b&gt;&lt;/i&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style="font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 11pt;"&gt;&lt;i&gt;&lt;b&gt;Jika dilihat daripada graf...(constant graf) ia menunjukkan "boiling point" iaitu perubahan fizikal dari cecari ke gas. &lt;/b&gt;&lt;/i&gt;( physical state : liquid to gas)&lt;/span&gt;&lt;br /&gt;
&lt;span style="font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 11pt;"&gt;&lt;br /&gt;
&lt;/span&gt;&lt;br /&gt;
&lt;span style="font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 11pt;"&gt;bermakna kita tahu pada t0....&lt;/span&gt;&lt;br /&gt;
&lt;span style="font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 11pt;"&gt;physical state of matter adalah = liquid....&lt;/span&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;span style="font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 11pt;"&gt;&lt;b&gt;&lt;i&gt;heating process yang berlaku, menyebabkan haba dibekalkan kepada bahan tersebut&lt;/i&gt;&lt;/b&gt; - bahan &lt;b&gt;&lt;i&gt;tersebut menyerap haba yang dibekalkan&lt;/i&gt;&lt;/b&gt;&lt;/span&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;span style="font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 11pt;"&gt;pada t0 - t1&lt;/span&gt;&lt;br /&gt;
&lt;span style="font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 11pt;"&gt;kinetic energy bertambah (semasa penyerapan haba)&lt;/span&gt;&lt;br /&gt;
&lt;i&gt;&lt;b&gt;&lt;span style="font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 11pt;"&gt;&lt;br /&gt;
&lt;/span&gt;&lt;/b&gt;&lt;/i&gt;&lt;br /&gt;
&lt;i&gt;&lt;b&gt;&lt;span style="font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 11pt;"&gt;kinetic energy yang terdapat dalam particles bahan tersebut menunjukkan particles memiliki ENERGY yang banyak untuk bergerak (move)&lt;/span&gt;&lt;/b&gt;&lt;/i&gt;&lt;br /&gt;
&lt;span style="font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 11pt;"&gt;&lt;br /&gt;
&lt;/span&gt;&lt;br /&gt;
&lt;span style="font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 11pt;"&gt;pada t0 - t1&lt;/span&gt;&lt;br /&gt;
&lt;span style="font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 11pt;"&gt;particle arrangement close each other tetapi ada yang berjauhan disebabkan particles boleh bergerak, so the particles arrangement not orderly...&lt;/span&gt;&lt;br /&gt;
&lt;span style="font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 11pt;"&gt;&lt;span style="background-color: black;"&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;i&gt;&lt;b&gt;Seterusnya pada t1-t2 (fasa boiling point : liquid turn to gas)&lt;/b&gt;&lt;/i&gt;&lt;br /&gt;
&lt;br /&gt;
pada masa kedua-dua bentuk fizikal wujud....liquid sedikit demi sedikit berubah menjadi gases&lt;br /&gt;
&lt;br /&gt;
&lt;b&gt;&lt;i&gt;heat energy terus dibekalkan semasa pemanasan(heating process)....pada masa ini suhu tidak meningkat...haba yang dibekalkan-diserap(absrobed) oleh bahan digunakan untuk mengatasi daya tarikan di antara particles liquid. &lt;/i&gt;&lt;/b&gt;&lt;br /&gt;
&lt;br /&gt;
ini menunjukkan kinetic energy tidak berubah....(haba diserap dan digunakan)&lt;br /&gt;
&lt;br /&gt;
&lt;b&gt;&lt;i&gt;pada t1-t2, particle liquid telah berubah menjadi gas....sehingga pada t2 kesemuanya bertukar menjadi gas&lt;/i&gt;&lt;/b&gt;&lt;br /&gt;
&lt;br /&gt;
some particle move far apart ...some particles close each other. particle arrangement not orderly.&lt;br /&gt;
&lt;br /&gt;
&lt;span style="font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 11pt;"&gt;&lt;span style="background-color: black;"&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;div style="font-family: inherit;"&gt;&lt;span style="font-size: small;"&gt;&lt;b&gt;&lt;i&gt;pada t2 - t3 : tiada lagi perubahan fizikal yang berlaku...semua nya dah jadi gas...&lt;/i&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="font-family: inherit;"&gt;&lt;span style="font-size: small;"&gt;&lt;br /&gt;
&lt;/span&gt;&lt;/div&gt;&lt;div style="font-family: inherit;"&gt;&lt;span style="font-size: small;"&gt;physical states: all particles is in gaseous state&lt;/span&gt;&lt;/div&gt;&lt;div style="font-family: inherit;"&gt;&lt;span style="font-size: small;"&gt;&lt;br /&gt;
&lt;/span&gt;&lt;/div&gt;&lt;div style="font-family: inherit;"&gt;&lt;span style="font-size: small;"&gt;haba yang dibekalkan diserap oleh particles dan digunakan untuk bergerak lebih bebas...suhu bahan meningkat&amp;nbsp;&lt;/span&gt;&lt;/div&gt;&lt;div style="font-family: inherit;"&gt;&lt;span style="font-size: small;"&gt;&lt;br /&gt;
&lt;/span&gt;&lt;/div&gt;&lt;div style="font-family: inherit;"&gt;&lt;span style="font-size: small;"&gt;kinetic energy particles meningkat apabila menyerap haba yang dibekalkan&lt;/span&gt;&lt;/div&gt;&lt;div style="font-family: inherit;"&gt;&lt;span style="font-size: small;"&gt;&lt;br /&gt;
&lt;/span&gt;&lt;/div&gt;&lt;div style="font-family: inherit;"&gt;&lt;span style="font-size: small;"&gt;&lt;br /&gt;
&lt;/span&gt;&lt;/div&gt;&lt;div style="font-family: inherit;"&gt;&lt;span style="font-size: small;"&gt;the particle move freely and collide each other, it particles is not orederly arranged..&lt;/span&gt;&lt;/div&gt;&lt;div style="font-family: Times,&amp;quot;Times New Roman&amp;quot;,serif;"&gt;&lt;br /&gt;
&lt;/div&gt;&lt;br /&gt;
&lt;span style="font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 11pt;"&gt;&lt;span style="background-color: black;"&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;div style="font-family: Times,&amp;quot;Times New Roman&amp;quot;,serif;"&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div style="font-family: Times,&amp;quot;Times New Roman&amp;quot;,serif;"&gt;&lt;span style="font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 11pt;"&gt;&lt;/span&gt;&lt;span style="font-size: small;"&gt; &lt;/span&gt;&lt;/div&gt;</description><link>http://alchemistfreestyle.blogspot.com/2011/10/kinetic-theory.html</link><author>noreply@blogger.com (cikgu andromeda)</author><thr:total>0</thr:total></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-1189457377757280778.post-8941303735991582168</guid><pubDate>Tue, 25 Oct 2011 06:44:00 +0000</pubDate><atom:updated>2011-10-25T14:44:04.753+08:00</atom:updated><title>SPOT/RAMALAN ALCHEMIST FREESTYLE...</title><description>Maaf, sebab terlambat post RAMALAN ini, kena buat analisis kesemua soalan yang pernah keluar dalam SPM, 10 tahun ke belakang. Ramalan belum tentu akan jadi kenyataan. Usaha lebih baik daripada mengharapkan soalan ramalan. Sebagai rujukan dan panduan pelajar boleh merujuk ramalan untuk membantu dalam ulangkaji sebelum peperiksaan.&lt;br /&gt;
&lt;br /&gt;
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   UnhideWhenUsed="false" Name="Medium List 1 Accent 5"/&gt;   &lt;w:LsdException Locked="false" Priority="66" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium List 2 Accent 5"/&gt;   &lt;w:LsdException Locked="false" Priority="67" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Grid 1 Accent 5"/&gt;   &lt;w:LsdException Locked="false" Priority="68" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Grid 2 Accent 5"/&gt;   &lt;w:LsdException Locked="false" Priority="69" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Grid 3 Accent 5"/&gt;   &lt;w:LsdException Locked="false" Priority="70" SemiHidden="false"
   UnhideWhenUsed="false" Name="Dark List Accent 5"/&gt;   &lt;w:LsdException Locked="false" Priority="71" SemiHidden="false"
   UnhideWhenUsed="false" Name="Colorful Shading Accent 5"/&gt;   &lt;w:LsdException Locked="false" Priority="72" SemiHidden="false"
   UnhideWhenUsed="false" Name="Colorful List Accent 5"/&gt;   &lt;w:LsdException Locked="false" Priority="73" SemiHidden="false"
   UnhideWhenUsed="false" Name="Colorful Grid Accent 5"/&gt;   &lt;w:LsdException Locked="false" Priority="60" SemiHidden="false"
   UnhideWhenUsed="false" Name="Light Shading Accent 6"/&gt;   &lt;w:LsdException Locked="false" Priority="61" SemiHidden="false"
   UnhideWhenUsed="false" Name="Light List Accent 6"/&gt;   &lt;w:LsdException Locked="false" Priority="62" SemiHidden="false"
   UnhideWhenUsed="false" Name="Light Grid Accent 6"/&gt;   &lt;w:LsdException Locked="false" Priority="63" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Shading 1 Accent 6"/&gt;   &lt;w:LsdException Locked="false" Priority="64" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Shading 2 Accent 6"/&gt;   &lt;w:LsdException Locked="false" Priority="65" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium List 1 Accent 6"/&gt;   &lt;w:LsdException Locked="false" Priority="66" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium List 2 Accent 6"/&gt;   &lt;w:LsdException Locked="false" Priority="67" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Grid 1 Accent 6"/&gt;   &lt;w:LsdException Locked="false" Priority="68" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Grid 2 Accent 6"/&gt;   &lt;w:LsdException Locked="false" Priority="69" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Grid 3 Accent 6"/&gt;   &lt;w:LsdException Locked="false" Priority="70" SemiHidden="false"
   UnhideWhenUsed="false" Name="Dark List Accent 6"/&gt;   &lt;w:LsdException Locked="false" Priority="71" SemiHidden="false"
   UnhideWhenUsed="false" Name="Colorful Shading Accent 6"/&gt;   &lt;w:LsdException Locked="false" Priority="72" SemiHidden="false"
   UnhideWhenUsed="false" Name="Colorful List Accent 6"/&gt;   &lt;w:LsdException Locked="false" Priority="73" SemiHidden="false"
   UnhideWhenUsed="false" Name="Colorful Grid Accent 6"/&gt;   &lt;w:LsdException Locked="false" Priority="19" SemiHidden="false"
   UnhideWhenUsed="false" QFormat="true" Name="Subtle Emphasis"/&gt;   &lt;w:LsdException Locked="false" Priority="21" SemiHidden="false"
   UnhideWhenUsed="false" QFormat="true" Name="Intense Emphasis"/&gt;   &lt;w:LsdException Locked="false" Priority="31" SemiHidden="false"
   UnhideWhenUsed="false" QFormat="true" Name="Subtle Reference"/&gt;   &lt;w:LsdException Locked="false" Priority="32" SemiHidden="false"
   UnhideWhenUsed="false" QFormat="true" Name="Intense Reference"/&gt;   &lt;w:LsdException Locked="false" Priority="33" SemiHidden="false"
   UnhideWhenUsed="false" QFormat="true" Name="Book Title"/&gt;   &lt;w:LsdException Locked="false" Priority="37" Name="Bibliography"/&gt;   &lt;w:LsdException Locked="false" Priority="39" QFormat="true" Name="TOC Heading"/&gt;  &lt;/w:LatentStyles&gt; &lt;/xml&gt;&lt;![endif]--&gt;&lt;!--[if gte mso 10]&gt; &lt;style&gt;
 /* Style Definitions */
 table.MsoNormalTable
 {mso-style-name:"Table Normal";
 mso-tstyle-rowband-size:0;
 mso-tstyle-colband-size:0;
 mso-style-noshow:yes;
 mso-style-priority:99;
 mso-style-qformat:yes;
 mso-style-parent:"";
 mso-padding-alt:0cm 5.4pt 0cm 5.4pt;
 mso-para-margin-top:0cm;
 mso-para-margin-right:0cm;
 mso-para-margin-bottom:10.0pt;
 mso-para-margin-left:0cm;
 line-height:115%;
 mso-pagination:widow-orphan;
 font-size:11.0pt;
 font-family:"Calibri","sans-serif";
 mso-ascii-font-family:Calibri;
 mso-ascii-theme-font:minor-latin;
 mso-fareast-font-family:"Times New Roman";
 mso-fareast-theme-font:minor-fareast;
 mso-hansi-font-family:Calibri;
 mso-hansi-theme-font:minor-latin;}
table.MsoTableGrid
 {mso-style-name:"Table Grid";
 mso-tstyle-rowband-size:0;
 mso-tstyle-colband-size:0;
 mso-style-priority:59;
 mso-style-unhide:no;
 border:solid black 1.0pt;
 mso-border-themecolor:text1;
 mso-border-alt:solid black .5pt;
 mso-border-themecolor:text1;
 mso-padding-alt:0cm 5.4pt 0cm 5.4pt;
 mso-border-insideh:.5pt solid black;
 mso-border-insideh-themecolor:text1;
 mso-border-insidev:.5pt solid black;
 mso-border-insidev-themecolor:text1;
 mso-para-margin:0cm;
 mso-para-margin-bottom:.0001pt;
 mso-pagination:widow-orphan;
 font-size:11.0pt;
 font-family:"Calibri","sans-serif";
 mso-ascii-font-family:Calibri;
 mso-ascii-theme-font:minor-latin;
 mso-hansi-font-family:Calibri;
 mso-hansi-theme-font:minor-latin;}
&lt;/style&gt; &lt;![endif]--&gt;  &lt;br /&gt;
&lt;div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm;"&gt;&lt;b style="mso-bidi-font-weight: normal;"&gt;&lt;u&gt;&lt;span style="font-family: &amp;quot;Arial Black&amp;quot;,&amp;quot;sans-serif&amp;quot;;"&gt;SPOT QUESTIONS ALCHEMIST FREESTYLE&lt;/span&gt;&lt;/u&gt;&lt;/b&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm;"&gt;&lt;b style="mso-bidi-font-weight: normal;"&gt;PAPER 2&lt;/b&gt;&lt;/div&gt;&lt;table border="1" cellpadding="0" cellspacing="0" class="MsoTableGrid" style="border-collapse: collapse; border: medium none; width: 489px;"&gt;&lt;tbody&gt;
&lt;tr style="mso-yfti-firstrow: yes; mso-yfti-irow: 0;"&gt;   &lt;td style="border: solid black 1.0pt; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-themecolor: text1; padding: 0cm 5.4pt 0cm 5.4pt; width: 62.1pt;" width="83"&gt;   &lt;div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 0cm; margin-right: -5.4pt; margin-top: 0cm; text-align: center;"&gt;&lt;b style="mso-bidi-font-weight: normal;"&gt;&lt;span style="font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 9.0pt; mso-bidi-font-size: 8.0pt;"&gt;CHAPTER   TOPIC&lt;/span&gt;&lt;/b&gt;&lt;b style="mso-bidi-font-weight: normal;"&gt;&lt;span style="font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 8.0pt;"&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;/td&gt;   &lt;td style="border-left: none; border: solid black 1.0pt; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-themecolor: text1; mso-border-themecolor: text1; padding: 0cm 5.4pt 0cm 5.4pt; width: 248.1pt;" width="331"&gt;   &lt;div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;"&gt;&lt;b style="mso-bidi-font-weight: normal;"&gt;&lt;span style="font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 9.0pt;"&gt;SUBTOPIC&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;/td&gt;   &lt;td style="border-left: none; border: solid black 1.0pt; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-themecolor: text1; mso-border-themecolor: text1; padding: 0cm 5.4pt 0cm 5.4pt; width: 2.0cm;" width="76"&gt;   &lt;div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: -5.4pt; margin-right: 1.7pt; margin-top: 0cm; text-align: center;"&gt;&lt;b style="mso-bidi-font-weight: normal;"&gt;&lt;span style="font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 8.0pt;"&gt;SAMPLE QUESTION   (TRIAL)&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;/td&gt;  &lt;/tr&gt;
&lt;tr style="height: 51.35pt; mso-yfti-irow: 1;"&gt;   &lt;td rowspan="2" style="border-top: none; border: solid black 1.0pt; height: 51.35pt; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt 0cm 5.4pt; width: 62.1pt;" width="83"&gt;   &lt;div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 0cm; margin-right: -5.4pt; margin-top: 0cm; text-align: center;"&gt;&lt;span style="font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 8.0pt;"&gt;Ch   2 &lt;b style="mso-bidi-font-weight: normal;"&gt;STRUCTURE OF ATOM&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;   &lt;td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; height: 51.35pt; mso-border-alt: solid black .5pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt 0cm 5.4pt; width: 248.1pt;" valign="top" width="331"&gt;   &lt;div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"&gt;&lt;b style="mso-bidi-font-weight: normal;"&gt;&lt;i style="mso-bidi-font-style: normal;"&gt;&lt;span style="font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 9.0pt;"&gt;Kinetic   Theory &lt;/span&gt;&lt;/i&gt;&lt;/b&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"&gt;&lt;span style="font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 9.0pt;"&gt;Particle   arrangement – Attraction force – Movement – Energy content(kinetic energy)&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"&gt;&lt;span style="font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 9.0pt;"&gt;-   relate to energy conversion (absorb heat/release heat) &lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"&gt;&lt;span style="font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 9.0pt;"&gt;-   relate to physical state (solid – liquid – gas)&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;   &lt;td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; height: 51.35pt; mso-border-alt: solid black .5pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt 0cm 5.4pt; width: 2.0cm;" width="76"&gt;   &lt;div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: -5.4pt; margin-right: 1.7pt; margin-top: 0cm; text-align: center;"&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: -5.4pt; margin-right: 1.7pt; margin-top: 0cm; text-align: center;"&gt;&lt;span style="font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 8.0pt;"&gt;SBP/   Kelantan/ Melaka/ MRSM&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;  &lt;/tr&gt;
&lt;tr style="height: 49.2pt; mso-yfti-irow: 2;"&gt;   &lt;td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; height: 49.2pt; mso-border-bottom-alt: windowtext; mso-border-left-alt: black; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-left-themecolor: text1; mso-border-right-alt: black; mso-border-right-themecolor: text1; mso-border-right-themecolor: text1; mso-border-style-alt: solid; mso-border-top-alt: solid windowtext .5pt; mso-border-top-alt: windowtext; mso-border-width-alt: .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 248.1pt;" valign="top" width="331"&gt;   &lt;div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"&gt;&lt;b style="mso-bidi-font-weight: normal;"&gt;&lt;i style="mso-bidi-font-style: normal;"&gt;&lt;span style="font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 9.0pt;"&gt;Isotopes&lt;/span&gt;&lt;/i&gt;&lt;/b&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"&gt;&lt;span style="font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 9.0pt;"&gt;Suggest   example of isotopes&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"&gt;&lt;span style="font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 9.0pt;"&gt;Meaning   isotopes&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"&gt;&lt;span style="font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 9.0pt;"&gt;Draw   structure of isotopes/ write standard representation&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"&gt;&lt;span style="font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 9.0pt;"&gt;State   the uses (given) of isotopes.&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;   &lt;td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; height: 49.2pt; mso-border-bottom-alt: windowtext; mso-border-left-alt: black; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-left-themecolor: text1; mso-border-right-alt: black; mso-border-right-themecolor: text1; mso-border-right-themecolor: text1; mso-border-style-alt: solid; mso-border-top-alt: solid windowtext .5pt; mso-border-top-alt: windowtext; mso-border-width-alt: .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 2.0cm;" width="76"&gt;   &lt;div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: -5.4pt; margin-right: 1.7pt; margin-top: 0cm; text-align: center;"&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: -5.4pt; margin-right: 1.7pt; margin-top: 0cm; text-align: center;"&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: -5.4pt; margin-right: 1.7pt; margin-top: 0cm; text-align: center;"&gt;&lt;span style="font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 8.0pt;"&gt;SBP/   Kelantan/ Melaka&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;  &lt;/tr&gt;
&lt;tr style="height: 69.5pt; mso-yfti-irow: 3;"&gt;   &lt;td rowspan="2" style="border-top: none; border: solid black 1.0pt; height: 69.5pt; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt 0cm 5.4pt; width: 62.1pt;" width="83"&gt;   &lt;div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 0cm; margin-right: -5.4pt; margin-top: 0cm; text-align: center;"&gt;&lt;span style="font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 8.0pt;"&gt;Ch   3&lt;/span&gt;&lt;/div&gt;&lt;div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 0cm; margin-right: -5.4pt; margin-top: 0cm; text-align: center;"&gt;&lt;b style="mso-bidi-font-weight: normal;"&gt;&lt;span style="font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 8.0pt;"&gt;CHEMICAL FORMULA AND   EQUATION&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;/td&gt;   &lt;td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; height: 69.5pt; mso-border-bottom-alt: windowtext; mso-border-left-alt: black; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-left-themecolor: text1; mso-border-right-alt: black; mso-border-right-themecolor: text1; mso-border-right-themecolor: text1; mso-border-style-alt: solid; mso-border-top-alt: solid windowtext .5pt; mso-border-top-alt: windowtext; mso-border-width-alt: .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 248.1pt;" valign="top" width="331"&gt;   &lt;div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"&gt;&lt;b style="mso-bidi-font-weight: normal;"&gt;&lt;i style="mso-bidi-font-style: normal;"&gt;&lt;span style="font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 9.0pt;"&gt;Empirical   Formula&lt;/span&gt;&lt;/i&gt;&lt;/b&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"&gt;&lt;span style="font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 9.0pt;"&gt;Determine   Empirical Formula , CuO / MgO&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"&gt;&lt;span style="font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 9.0pt;"&gt;Methods   (Diagram)&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"&gt;&lt;span style="font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 9.0pt;"&gt;Another   example with same method.&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"&gt;&lt;span style="font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 9.0pt;"&gt;Observation   – Inferences&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"&gt;&lt;span style="font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 9.0pt;"&gt;Precaution   taken in experiment&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"&gt;&lt;span style="font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 9.0pt;"&gt;Find   empirical formula from its molecular formula.&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;   &lt;td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; height: 69.5pt; mso-border-bottom-alt: windowtext; mso-border-left-alt: black; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-left-themecolor: text1; mso-border-right-alt: black; mso-border-right-themecolor: text1; mso-border-right-themecolor: text1; mso-border-style-alt: solid; mso-border-top-alt: solid windowtext .5pt; mso-border-top-alt: windowtext; mso-border-width-alt: .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 2.0cm;" width="76"&gt;   &lt;div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: -5.4pt; margin-right: 1.7pt; margin-top: 0cm; text-align: center;"&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: -5.4pt; margin-right: 1.7pt; margin-top: 0cm; text-align: center;"&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: -5.4pt; margin-right: 1.7pt; margin-top: 0cm; text-align: center;"&gt;&lt;span style="font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 8.0pt;"&gt;Sabah/   Kedah/ Kelantan&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;  &lt;/tr&gt;
&lt;tr style="height: 50.95pt; mso-yfti-irow: 4;"&gt;   &lt;td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; height: 50.95pt; mso-border-bottom-alt: windowtext; mso-border-left-alt: black; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-left-themecolor: text1; mso-border-right-alt: black; mso-border-right-themecolor: text1; mso-border-right-themecolor: text1; mso-border-style-alt: solid; mso-border-top-alt: solid windowtext .5pt; mso-border-top-alt: windowtext; mso-border-width-alt: .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 248.1pt;" valign="top" width="331"&gt;   &lt;div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"&gt;&lt;b style="mso-bidi-font-weight: normal;"&gt;&lt;i style="mso-bidi-font-style: normal;"&gt;&lt;span style="font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 9.0pt;"&gt;Stoichiometry&lt;/span&gt;&lt;/i&gt;&lt;/b&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"&gt;&lt;span style="font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 9.0pt;"&gt;Write   balance equations.&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"&gt;&lt;span style="font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 9.0pt;"&gt;Calculate   no of mole(&lt;b style="mso-bidi-font-weight: normal;"&gt;&lt;i style="mso-bidi-font-style: normal;"&gt;mol&lt;/i&gt;&lt;/b&gt;) product from mass of reactant (&lt;b style="mso-bidi-font-weight: normal;"&gt;g&lt;/b&gt;)&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"&gt;&lt;span style="font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 9.0pt;"&gt;Calculate   no of mole(&lt;b style="mso-bidi-font-weight: normal;"&gt;&lt;i style="mso-bidi-font-style: normal;"&gt;mol&lt;/i&gt;&lt;/b&gt;) product from volume of gas (&lt;b style="mso-bidi-font-weight: normal;"&gt;dm&lt;sup&gt;3&lt;/sup&gt;&lt;/b&gt;)&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 0cm; margin-right: -5.4pt; margin-top: 0cm;"&gt;&lt;span style="font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 9.0pt;"&gt;Calculate volume of   gas (&lt;b style="mso-bidi-font-weight: normal;"&gt;&lt;i style="mso-bidi-font-style: normal;"&gt;dm&lt;sup&gt;3&lt;/sup&gt;&lt;/i&gt;&lt;/b&gt;) from from volume of gas (&lt;b style="mso-bidi-font-weight: normal;"&gt;&lt;i style="mso-bidi-font-style: normal;"&gt;dm&lt;sup&gt;3&lt;/sup&gt;&lt;/i&gt;&lt;/b&gt;)&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;   &lt;td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; height: 50.95pt; mso-border-bottom-alt: windowtext; mso-border-left-alt: black; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-left-themecolor: text1; mso-border-right-alt: black; mso-border-right-themecolor: text1; mso-border-right-themecolor: text1; mso-border-style-alt: solid; mso-border-top-alt: solid windowtext .5pt; mso-border-top-alt: windowtext; mso-border-width-alt: .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 2.0cm;" width="76"&gt;   &lt;div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: -5.4pt; margin-right: 1.7pt; margin-top: 0cm; text-align: center;"&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: -5.4pt; margin-right: 1.7pt; margin-top: 0cm; text-align: center;"&gt;&lt;span style="font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 8.0pt;"&gt;All&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;  &lt;/tr&gt;
&lt;tr style="height: 21.1pt; mso-yfti-irow: 5;"&gt;   &lt;td rowspan="5" style="border-top: none; border: solid black 1.0pt; height: 21.1pt; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt 0cm 5.4pt; width: 62.1pt;" width="83"&gt;   &lt;div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 0cm; margin-right: -5.4pt; margin-top: 0cm; text-align: center;"&gt;&lt;span style="font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 8.0pt;"&gt;Ch   4&lt;/span&gt;&lt;/div&gt;&lt;div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 0cm; margin-right: -5.4pt; margin-top: 0cm; text-align: center;"&gt;&lt;b style="mso-bidi-font-weight: normal;"&gt;&lt;span style="font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 8.0pt;"&gt;PERIODIC TABLE&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;/td&gt;   &lt;td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; height: 21.1pt; mso-border-bottom-alt: windowtext; mso-border-left-alt: black; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-left-themecolor: text1; mso-border-right-alt: black; mso-border-right-themecolor: text1; mso-border-right-themecolor: text1; mso-border-style-alt: solid; mso-border-top-alt: solid windowtext .5pt; mso-border-top-alt: windowtext; mso-border-width-alt: .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 248.1pt;" valign="top" width="331"&gt;   &lt;div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"&gt;&lt;b style="mso-bidi-font-weight: normal;"&gt;&lt;i style="mso-bidi-font-style: normal;"&gt;&lt;span style="font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 9.0pt;"&gt;Position&lt;/span&gt;&lt;/i&gt;&lt;/b&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"&gt;&lt;span style="font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 9.0pt;"&gt;Location   group and period from electron arrangement&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;   &lt;td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; height: 21.1pt; mso-border-bottom-alt: windowtext; mso-border-left-alt: black; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-left-themecolor: text1; mso-border-right-alt: black; mso-border-right-themecolor: text1; mso-border-right-themecolor: text1; mso-border-style-alt: solid; mso-border-top-alt: solid windowtext .5pt; mso-border-top-alt: windowtext; mso-border-width-alt: .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 2.0cm;" width="76"&gt;   &lt;div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: -5.4pt; margin-right: 1.7pt; margin-top: 0cm; text-align: center;"&gt;&lt;span style="font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 8.0pt;"&gt;MRSM&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;  &lt;/tr&gt;
&lt;tr style="height: 11.55pt; mso-yfti-irow: 6;"&gt;   &lt;td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; height: 11.55pt; mso-border-bottom-alt: windowtext; mso-border-left-alt: black; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-left-themecolor: text1; mso-border-right-alt: black; mso-border-right-themecolor: text1; mso-border-right-themecolor: text1; mso-border-style-alt: solid; mso-border-top-alt: solid windowtext .5pt; mso-border-top-alt: windowtext; mso-border-width-alt: .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 248.1pt;" valign="top" width="331"&gt;   &lt;div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"&gt;&lt;b style="mso-bidi-font-weight: normal;"&gt;&lt;i style="mso-bidi-font-style: normal;"&gt;&lt;span style="font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 9.0pt;"&gt;Group   18&lt;/span&gt;&lt;/i&gt;&lt;/b&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"&gt;&lt;span style="font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 9.0pt;"&gt;Chemically   unreactive (inert) / Uses Group 18 element&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;   &lt;td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; height: 11.55pt; mso-border-bottom-alt: windowtext; mso-border-left-alt: black; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-left-themecolor: text1; mso-border-right-alt: black; mso-border-right-themecolor: text1; mso-border-right-themecolor: text1; mso-border-style-alt: solid; mso-border-top-alt: solid windowtext .5pt; mso-border-top-alt: windowtext; mso-border-width-alt: .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 2.0cm;" width="76"&gt;   &lt;div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: -5.4pt; margin-right: 1.7pt; margin-top: 0cm; text-align: center;"&gt;&lt;br /&gt;
&lt;/div&gt;&lt;/td&gt;  &lt;/tr&gt;
&lt;tr style="height: 48.2pt; mso-yfti-irow: 7;"&gt;   &lt;td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; height: 48.2pt; mso-border-bottom-alt: windowtext; mso-border-left-alt: black; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-left-themecolor: text1; mso-border-right-alt: black; mso-border-right-themecolor: text1; mso-border-right-themecolor: text1; mso-border-style-alt: solid; mso-border-top-alt: solid windowtext .5pt; mso-border-top-alt: windowtext; mso-border-width-alt: .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 248.1pt;" valign="top" width="331"&gt;   &lt;div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"&gt;&lt;b style="mso-bidi-font-weight: normal;"&gt;&lt;i style="mso-bidi-font-style: normal;"&gt;&lt;span style="font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 9.0pt;"&gt;Group   17 Element&lt;/span&gt;&lt;/i&gt;&lt;/b&gt;&lt;span style="font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 9.0pt;"&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"&gt;&lt;span style="font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 9.0pt;"&gt;Name   group members&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"&gt;&lt;span style="font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 9.0pt;"&gt;Reactivity   of group 17&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"&gt;&lt;span style="font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 9.0pt;"&gt;Reaction-with   water/Iron/Sodium hydroxide(NaOH)&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;   &lt;td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; height: 48.2pt; mso-border-bottom-alt: windowtext; mso-border-left-alt: black; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-left-themecolor: text1; mso-border-right-alt: black; mso-border-right-themecolor: text1; mso-border-right-themecolor: text1; mso-border-style-alt: solid; mso-border-top-alt: solid windowtext .5pt; mso-border-top-alt: windowtext; mso-border-width-alt: .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 2.0cm;" width="76"&gt;   &lt;div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: -5.4pt; margin-right: 1.7pt; margin-top: 0cm; text-align: center;"&gt;&lt;br /&gt;
&lt;/div&gt;&lt;/td&gt;  &lt;/tr&gt;
&lt;tr style="height: 20.55pt; mso-yfti-irow: 8;"&gt;   &lt;td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; height: 20.55pt; mso-border-bottom-alt: windowtext; mso-border-left-alt: black; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-left-themecolor: text1; mso-border-right-alt: black; mso-border-right-themecolor: text1; mso-border-right-themecolor: text1; mso-border-style-alt: solid; mso-border-top-alt: solid windowtext .5pt; mso-border-top-alt: windowtext; mso-border-width-alt: .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 248.1pt;" valign="top" width="331"&gt;   &lt;div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"&gt;&lt;b style="mso-bidi-font-weight: normal;"&gt;&lt;i style="mso-bidi-font-style: normal;"&gt;&lt;span style="font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 9.0pt;"&gt;Period   3&lt;/span&gt;&lt;/i&gt;&lt;/b&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"&gt;&lt;span style="font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 9.0pt;"&gt;Electronegativity/Size   of atom – across period 3&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;   &lt;td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; height: 20.55pt; mso-border-bottom-alt: windowtext; mso-border-left-alt: black; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-left-themecolor: text1; mso-border-right-alt: black; mso-border-right-themecolor: text1; mso-border-right-themecolor: text1; mso-border-style-alt: solid; mso-border-top-alt: solid windowtext .5pt; mso-border-top-alt: windowtext; mso-border-width-alt: .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 2.0cm;" width="76"&gt;   &lt;div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: -5.4pt; margin-right: 1.7pt; margin-top: 0cm; text-align: center;"&gt;&lt;br /&gt;
&lt;/div&gt;&lt;/td&gt;  &lt;/tr&gt;
&lt;tr style="height: 35.1pt; mso-yfti-irow: 9;"&gt;   &lt;td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; height: 35.1pt; mso-border-bottom-alt: windowtext; mso-border-left-alt: black; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-left-themecolor: text1; mso-border-right-alt: black; mso-border-right-themecolor: text1; mso-border-right-themecolor: text1; mso-border-style-alt: solid; mso-border-top-alt: solid windowtext .5pt; mso-border-top-alt: windowtext; mso-border-width-alt: .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 248.1pt;" valign="top" width="331"&gt;   &lt;div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"&gt;&lt;b style="mso-bidi-font-weight: normal;"&gt;&lt;i style="mso-bidi-font-style: normal;"&gt;&lt;span style="font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 9.0pt;"&gt;Transition   Element&lt;/span&gt;&lt;/i&gt;&lt;/b&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"&gt;&lt;span style="font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 9.0pt;"&gt;Special   characteristic &lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"&gt;&lt;span style="font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 9.0pt;"&gt;Uses   as catalysts&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;   &lt;td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; height: 35.1pt; mso-border-bottom-alt: windowtext; mso-border-left-alt: black; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-left-themecolor: text1; mso-border-right-alt: black; mso-border-right-themecolor: text1; mso-border-right-themecolor: text1; mso-border-style-alt: solid; mso-border-top-alt: solid windowtext .5pt; mso-border-top-alt: windowtext; mso-border-width-alt: .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 2.0cm;" width="76"&gt;   &lt;div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: -5.4pt; margin-right: 1.7pt; margin-top: 0cm; text-align: center;"&gt;&lt;br /&gt;
&lt;/div&gt;&lt;/td&gt;  &lt;/tr&gt;
&lt;tr style="height: 35.1pt; mso-yfti-irow: 10;"&gt;   &lt;td style="border-top: none; border: solid black 1.0pt; height: 35.1pt; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt 0cm 5.4pt; width: 62.1pt;" width="83"&gt;   &lt;div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 0cm; margin-right: -5.4pt; margin-top: 0cm; text-align: center;"&gt;&lt;span style="font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 8.0pt;"&gt;Ch   5&lt;/span&gt;&lt;/div&gt;&lt;div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 0cm; margin-right: -5.4pt; margin-top: 0cm; text-align: center;"&gt;&lt;b style="mso-bidi-font-weight: normal;"&gt;&lt;span style="font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 8.0pt;"&gt;CHEMICAL BONDS&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;/td&gt;   &lt;td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; height: 35.1pt; mso-border-bottom-alt: windowtext; mso-border-left-alt: black; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-left-themecolor: text1; mso-border-right-alt: black; mso-border-right-themecolor: text1; mso-border-right-themecolor: text1; mso-border-style-alt: solid; mso-border-top-alt: solid windowtext .5pt; mso-border-top-alt: windowtext; mso-border-width-alt: .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 248.1pt;" valign="top" width="331"&gt;   &lt;div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"&gt;&lt;b style="mso-bidi-font-weight: normal;"&gt;&lt;i style="mso-bidi-font-style: normal;"&gt;&lt;span style="font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 9.0pt;"&gt;Ionic   compound&lt;/span&gt;&lt;/i&gt;&lt;/b&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"&gt;&lt;span style="font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 9.0pt;"&gt;Formation   of NaCl/Na&lt;sub&gt;2&lt;/sub&gt;O/MgO/MgCl&lt;sub&gt;2&lt;/sub&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"&gt;&lt;b style="mso-bidi-font-weight: normal;"&gt;&lt;i style="mso-bidi-font-style: normal;"&gt;&lt;span style="font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 9.0pt;"&gt;Covalent   compound&lt;/span&gt;&lt;/i&gt;&lt;/b&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"&gt;&lt;span style="font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 9.0pt;"&gt;Formation   of H&lt;sub&gt;2&lt;/sub&gt;O,Cl&lt;sub&gt;2&lt;/sub&gt;,NH&lt;sub&gt;3&lt;/sub&gt;,CO&lt;sub&gt;2&lt;/sub&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"&gt;&lt;b style="mso-bidi-font-weight: normal;"&gt;&lt;i style="mso-bidi-font-style: normal;"&gt;&lt;span style="font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 9.0pt;"&gt;Comparison   between Ionic/Covalent compound&lt;/span&gt;&lt;/i&gt;&lt;/b&gt;&lt;span style="font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 9.0pt;"&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"&gt;&lt;span style="font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 9.0pt;"&gt;Experiment   : Electrical conductivity&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;   &lt;td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; height: 35.1pt; mso-border-bottom-alt: windowtext; mso-border-left-alt: black; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-left-themecolor: text1; mso-border-right-alt: black; mso-border-right-themecolor: text1; mso-border-right-themecolor: text1; mso-border-style-alt: solid; mso-border-top-alt: solid windowtext .5pt; mso-border-top-alt: windowtext; mso-border-width-alt: .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 2.0cm;" width="76"&gt;   &lt;div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: -5.4pt; margin-right: 1.7pt; margin-top: 0cm; text-align: center;"&gt;&lt;span style="font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 8.0pt;"&gt;Melaka/   Kedah/ Perlis/ Johor/ MRSM/ Sarawak/ N9/ Penang/ Kedah&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;  &lt;/tr&gt;
&lt;tr style="height: 35.1pt; mso-yfti-irow: 11;"&gt;   &lt;td style="border-top: none; border: solid black 1.0pt; height: 35.1pt; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt 0cm 5.4pt; width: 62.1pt;" width="83"&gt;   &lt;div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 0cm; margin-right: -5.4pt; margin-top: 0cm; text-align: center;"&gt;&lt;span style="font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 8.0pt;"&gt;Ch   6&lt;/span&gt;&lt;/div&gt;&lt;div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 0cm; margin-right: -5.4pt; margin-top: 0cm; text-align: center;"&gt;&lt;b style="mso-bidi-font-weight: normal;"&gt;&lt;span style="font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 8.0pt;"&gt;ELECTRO-CHEMISTRY&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;/td&gt;   &lt;td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; height: 35.1pt; mso-border-bottom-alt: windowtext; mso-border-left-alt: black; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-left-themecolor: text1; mso-border-right-alt: black; mso-border-right-themecolor: text1; mso-border-right-themecolor: text1; mso-border-style-alt: solid; mso-border-top-alt: solid windowtext .5pt; mso-border-top-alt: windowtext; mso-border-width-alt: .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 248.1pt;" valign="top" width="331"&gt;   &lt;div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"&gt;&lt;b style="mso-bidi-font-weight: normal;"&gt;&lt;i style="mso-bidi-font-style: normal;"&gt;&lt;span style="font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 9.0pt;"&gt;Electrolysis&lt;/span&gt;&lt;/i&gt;&lt;/b&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"&gt;&lt;span style="font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 9.0pt;"&gt;-   aqueous HCl [ factor concentration of ion ]&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"&gt;&lt;span style="font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 9.0pt;"&gt;-   Observation / Chemical test of gas/set of apparatus&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"&gt;&lt;span style="font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 9.0pt;"&gt;-   Extraction of metal&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"&gt;&lt;b style="mso-bidi-font-weight: normal;"&gt;&lt;i style="mso-bidi-font-style: normal;"&gt;&lt;span style="font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 9.0pt;"&gt;Electrochemical   series&lt;/span&gt;&lt;/i&gt;&lt;/b&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"&gt;&lt;span style="font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 9.0pt;"&gt;To   construct - Displacement of metal &lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"&gt;&lt;b style="mso-bidi-font-weight: normal;"&gt;&lt;i style="mso-bidi-font-style: normal;"&gt;&lt;span style="font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 9.0pt;"&gt;Daniell   cell (Zn/Fe)&lt;/span&gt;&lt;/i&gt;&lt;/b&gt;&lt;span style="font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 9.0pt;"&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"&gt;&lt;span style="font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 9.0pt;"&gt;Salt-bridge&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"&gt;&lt;b style="mso-bidi-font-weight: normal;"&gt;&lt;i style="mso-bidi-font-style: normal;"&gt;&lt;span style="font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 9.0pt;"&gt;Electrolytic   cell vs Chemical cell&lt;/span&gt;&lt;/i&gt;&lt;/b&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"&gt;&lt;span style="font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 9.0pt;"&gt;Compare   and contrast &lt;/span&gt;&lt;/div&gt;&lt;/td&gt;   &lt;td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; height: 35.1pt; mso-border-bottom-alt: windowtext; mso-border-left-alt: black; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-left-themecolor: text1; mso-border-right-alt: black; mso-border-right-themecolor: text1; mso-border-right-themecolor: text1; mso-border-style-alt: solid; mso-border-top-alt: solid windowtext .5pt; mso-border-top-alt: windowtext; mso-border-width-alt: .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 2.0cm;" width="76"&gt;   &lt;div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: -5.4pt; margin-right: 1.7pt; margin-top: 0cm; text-align: center;"&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: -5.4pt; margin-right: 1.7pt; margin-top: 0cm; text-align: center;"&gt;&lt;span style="font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 8.0pt;"&gt;Terengganu   / Sabah / Sarawak&lt;/span&gt;&lt;/div&gt;&lt;div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: -5.4pt; margin-right: 1.7pt; margin-top: 0cm; text-align: center;"&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: -5.4pt; margin-right: 1.7pt; margin-top: 0cm; text-align: center;"&gt;&lt;span style="font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 8.0pt;"&gt;Johor/   Penang/ Kelantan&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;  &lt;/tr&gt;
&lt;tr style="height: 35.1pt; mso-yfti-irow: 12;"&gt;   &lt;td style="border-top: none; border: solid black 1.0pt; height: 35.1pt; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt 0cm 5.4pt; width: 62.1pt;" width="83"&gt;   &lt;div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 0cm; margin-right: -5.4pt; margin-top: 0cm; text-align: center;"&gt;&lt;span style="font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 8.0pt;"&gt;Ch   7&lt;/span&gt;&lt;/div&gt;&lt;div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 0cm; margin-right: -5.4pt; margin-top: 0cm; text-align: center;"&gt;&lt;b style="mso-bidi-font-weight: normal;"&gt;&lt;span style="font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 8.0pt;"&gt;ACID BASES&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;/td&gt;   &lt;td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; height: 35.1pt; mso-border-bottom-alt: windowtext; mso-border-left-alt: black; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-left-themecolor: text1; mso-border-right-alt: black; mso-border-right-themecolor: text1; mso-border-right-themecolor: text1; mso-border-style-alt: solid; mso-border-top-alt: solid windowtext .5pt; mso-border-top-alt: windowtext; mso-border-width-alt: .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 248.1pt;" valign="top" width="331"&gt;   &lt;div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"&gt;&lt;b style="mso-bidi-font-weight: normal;"&gt;&lt;i style="mso-bidi-font-style: normal;"&gt;&lt;span style="font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 9.0pt;"&gt;Chemical   Properties&lt;/span&gt;&lt;/i&gt;&lt;/b&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"&gt;&lt;span style="font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 9.0pt;"&gt;Acid +   (metal/metal carbonate) &lt;/span&gt;&lt;span style="font-family: Wingdings; font-size: 9.0pt; mso-ascii-font-family: Arial; mso-bidi-font-family: Arial; mso-char-type: symbol; mso-hansi-font-family: Arial; mso-symbol-font-family: Wingdings;"&gt;&lt;span style="mso-char-type: symbol; mso-symbol-font-family: Wingdings;"&gt;à&lt;/span&gt;&lt;/span&gt;&lt;span style="font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 9.0pt;"&gt; show acidic   properties&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"&gt;&lt;b style="mso-bidi-font-weight: normal;"&gt;&lt;i style="mso-bidi-font-style: normal;"&gt;&lt;span style="font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 9.0pt;"&gt;Role   of water&lt;/span&gt;&lt;/i&gt;&lt;/b&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"&gt;&lt;span style="font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 9.0pt;"&gt;Acid   in water/methyl benzene (different solvent)&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"&gt;&lt;b style="mso-bidi-font-weight: normal;"&gt;&lt;i style="mso-bidi-font-style: normal;"&gt;&lt;span style="font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 9.0pt;"&gt;Strengths   of [Weak/Strong Acid/Alkali]&lt;/span&gt;&lt;/i&gt;&lt;/b&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"&gt;&lt;span style="font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 9.0pt;"&gt;Ionisations   of ion – concentration of ion&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"&gt;&lt;b style="mso-bidi-font-weight: normal;"&gt;&lt;i style="mso-bidi-font-style: normal;"&gt;&lt;span style="font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 9.0pt;"&gt;Standard   solution&lt;/span&gt;&lt;/i&gt;&lt;/b&gt;&lt;b style="mso-bidi-font-weight: normal;"&gt;&lt;span style="font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 9.0pt;"&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"&gt;&lt;span style="font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 9.0pt;"&gt;Preparation   stock solution/ Dilution method&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;   &lt;td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; height: 35.1pt; mso-border-bottom-alt: windowtext; mso-border-left-alt: black; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-left-themecolor: text1; mso-border-right-alt: black; mso-border-right-themecolor: text1; mso-border-right-themecolor: text1; mso-border-style-alt: solid; mso-border-top-alt: solid windowtext .5pt; mso-border-top-alt: windowtext; mso-border-width-alt: .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 2.0cm;" width="76"&gt;   &lt;div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: -5.4pt; margin-right: 1.7pt; margin-top: 0cm; text-align: center;"&gt;&lt;span style="font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 8.0pt;"&gt;Perlis   / Kelantan / N9 / Sarawak/ SBP/ Pahang / Perlis&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;  &lt;/tr&gt;
&lt;tr style="height: 35.1pt; mso-yfti-irow: 13;"&gt;   &lt;td style="border-top: none; border: solid black 1.0pt; height: 35.1pt; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt 0cm 5.4pt; width: 62.1pt;" width="83"&gt;   &lt;div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 0cm; margin-right: -5.4pt; margin-top: 0cm; text-align: center;"&gt;&lt;span style="font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 8.0pt;"&gt;Ch   8&lt;/span&gt;&lt;/div&gt;&lt;div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 0cm; margin-right: -5.4pt; margin-top: 0cm; text-align: center;"&gt;&lt;b style="mso-bidi-font-weight: normal;"&gt;&lt;span style="font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 8.0pt;"&gt;SALTS&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;/td&gt;   &lt;td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; height: 35.1pt; mso-border-bottom-alt: windowtext; mso-border-left-alt: black; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-left-themecolor: text1; mso-border-right-alt: black; mso-border-right-themecolor: text1; mso-border-right-themecolor: text1; mso-border-style-alt: solid; mso-border-top-alt: solid windowtext .5pt; mso-border-top-alt: windowtext; mso-border-width-alt: .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 248.1pt;" valign="top" width="331"&gt;   &lt;div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"&gt;&lt;b style="mso-bidi-font-weight: normal;"&gt;&lt;i style="mso-bidi-font-style: normal;"&gt;&lt;span style="font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 9.0pt;"&gt;Preparation&lt;/span&gt;&lt;/i&gt;&lt;/b&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"&gt;&lt;span style="font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 9.0pt;"&gt;Soluble   salts – [ Metal powder + Acids ]….given materials&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"&gt;&lt;span style="font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 9.0pt;"&gt;Insoluble   salts – Double decomposition….given materials&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"&gt;&lt;span style="font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 9.0pt;"&gt;Continues   variation method [8 test tube]&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"&gt;&lt;span style="font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 9.0pt;"&gt;[Prepare   soluble salts &lt;/span&gt;&lt;span style="font-family: Wingdings; font-size: 9.0pt; mso-ascii-font-family: Arial; mso-bidi-font-family: Arial; mso-char-type: symbol; mso-hansi-font-family: Arial; mso-symbol-font-family: Wingdings;"&gt;&lt;span style="mso-char-type: symbol; mso-symbol-font-family: Wingdings;"&gt;à&lt;/span&gt;&lt;/span&gt;&lt;span style="font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 9.0pt;"&gt; Precipitation   reaction]&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"&gt;&lt;b style="mso-bidi-font-weight: normal;"&gt;&lt;span style="font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 9.0pt;"&gt;Test cation&lt;/span&gt;&lt;/b&gt;&lt;span style="font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 9.0pt;"&gt; / Add NaOH excess   [Zn&lt;sup&gt;2+&lt;/sup&gt;] / Add NH&lt;sub&gt;3&lt;/sub&gt; [Ca&lt;sup&gt;2+&lt;/sup&gt;]&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"&gt;&lt;span style="font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 9.0pt;"&gt;Add KI   :no change[Al&lt;sup&gt;3+&lt;/sup&gt;], yellow ppt. [Pb&lt;sup&gt;2+&lt;/sup&gt;]&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"&gt;&lt;span style="font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 9.0pt;"&gt;Add   NaOH/heat :pungent smell [NH&lt;sub&gt;4&lt;/sub&gt;&lt;sup&gt;+&lt;/sup&gt;]&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"&gt;&lt;span style="font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 9.0pt;"&gt;Add K&lt;sub&gt;4&lt;/sub&gt;Fe(CN)&lt;sub&gt;6   &lt;/sub&gt;: Blue ppt. [Fe&lt;sup&gt;3+&lt;/sup&gt;], Add KSCN : Blood red [Fe&lt;sup&gt;3+&lt;/sup&gt;]&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"&gt;&lt;span style="font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 9.0pt;"&gt;Add K&lt;sub&gt;3&lt;/sub&gt;Fe(CN)&lt;sub&gt;6&lt;/sub&gt;   : Blue ppt. [Fe&lt;sup&gt;2+&lt;/sup&gt;]&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"&gt;&lt;b style="mso-bidi-font-weight: normal;"&gt;&lt;span style="font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 9.0pt;"&gt;Test anion &lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"&gt;&lt;span style="font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 9.0pt;"&gt;Add   HCl : Effervescence [CO&lt;sub&gt;3&lt;/sub&gt;&lt;sup&gt;2-&lt;/sup&gt;]&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"&gt;&lt;span style="font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 9.0pt;"&gt;Add   HNO&lt;sub&gt;3&lt;/sub&gt;/AgNO&lt;sub&gt;3 &lt;/sub&gt;: white ppt [Cl&lt;sup&gt;-&lt;/sup&gt;]&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"&gt;&lt;span style="font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 9.0pt;"&gt;Add H&lt;sub&gt;2&lt;/sub&gt;SO&lt;sub&gt;4&lt;/sub&gt;(dilute)/FeSO&lt;sub&gt;4&lt;/sub&gt;/H&lt;sub&gt;2&lt;/sub&gt;SO&lt;sub&gt;4&lt;/sub&gt;(concentrated)   : brown ring [NO&lt;sub&gt;3&lt;/sub&gt;&lt;sup&gt;2-&lt;/sup&gt;]&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;   &lt;td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; height: 35.1pt; mso-border-bottom-alt: windowtext; mso-border-left-alt: black; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-left-themecolor: text1; mso-border-right-alt: black; mso-border-right-themecolor: text1; mso-border-right-themecolor: text1; mso-border-style-alt: solid; mso-border-top-alt: solid windowtext .5pt; mso-border-top-alt: windowtext; mso-border-width-alt: .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 2.0cm;" width="76"&gt;   &lt;div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: -5.4pt; margin-right: 1.7pt; margin-top: 0cm; text-align: center;"&gt;&lt;span style="font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 8.0pt;"&gt;Pahang/   Swarak / Sabah / MRSM / Melaka / N9 &lt;/span&gt;&lt;/div&gt;&lt;/td&gt;  &lt;/tr&gt;
&lt;tr style="height: 35.1pt; mso-yfti-irow: 14;"&gt;   &lt;td style="border-top: none; border: solid black 1.0pt; height: 35.1pt; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt 0cm 5.4pt; width: 62.1pt;" width="83"&gt;   &lt;div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 0cm; margin-right: -5.4pt; margin-top: 0cm; text-align: center;"&gt;&lt;span style="font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 8.0pt;"&gt;Ch   9&lt;/span&gt;&lt;/div&gt;&lt;div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 0cm; margin-right: -5.4pt; margin-top: 0cm; text-align: center;"&gt;&lt;b style="mso-bidi-font-weight: normal;"&gt;&lt;span style="font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 8.0pt;"&gt;MANUFACTURE OF   SUBSTANCE IN INDUSTRY&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;/td&gt;   &lt;td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; height: 35.1pt; mso-border-bottom-alt: windowtext; mso-border-left-alt: black; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-left-themecolor: text1; mso-border-right-alt: black; mso-border-right-themecolor: text1; mso-border-right-themecolor: text1; mso-border-style-alt: solid; mso-border-top-alt: solid windowtext .5pt; mso-border-top-alt: windowtext; mso-border-width-alt: .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 248.1pt;" valign="top" width="331"&gt;   &lt;div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"&gt;&lt;b style="mso-bidi-font-weight: normal;"&gt;&lt;i style="mso-bidi-font-style: normal;"&gt;&lt;span style="font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 9.0pt;"&gt;Fertilisers&lt;/span&gt;&lt;/i&gt;&lt;/b&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"&gt;&lt;i style="mso-bidi-font-style: normal;"&gt;&lt;span style="font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 9.0pt;"&gt;% Nitrogen&lt;/span&gt;&lt;/i&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"&gt;&lt;span style="font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 9.0pt;"&gt;Sulphuric   Acid [Contact process] + Ammonia [Haber process]&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"&gt;&lt;b style="mso-bidi-font-weight: normal;"&gt;&lt;i style="mso-bidi-font-style: normal;"&gt;&lt;span style="font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 9.0pt;"&gt;Glass   and Ceramic&lt;/span&gt;&lt;/i&gt;&lt;/b&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"&gt;&lt;span style="font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 9.0pt;"&gt;Compare   and Contrast/Composition&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"&gt;&lt;b style="mso-bidi-font-weight: normal;"&gt;&lt;i style="mso-bidi-font-style: normal;"&gt;&lt;span style="font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 9.0pt;"&gt;Alloys   and Pure Metal&lt;/span&gt;&lt;/i&gt;&lt;/b&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"&gt;&lt;span style="font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 9.0pt;"&gt;Advantage   of Alloy&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"&gt;&lt;b style="mso-bidi-font-weight: normal;"&gt;&lt;i style="mso-bidi-font-style: normal;"&gt;&lt;span style="font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 9.0pt;"&gt;Polymer&lt;/span&gt;&lt;/i&gt;&lt;/b&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"&gt;&lt;span style="font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 9.0pt;"&gt;Polymerisation   [ monomer &lt;/span&gt;&lt;span style="font-family: Wingdings; font-size: 9.0pt; mso-ascii-font-family: Arial; mso-bidi-font-family: Arial; mso-char-type: symbol; mso-hansi-font-family: Arial; mso-symbol-font-family: Wingdings;"&gt;&lt;span style="mso-char-type: symbol; mso-symbol-font-family: Wingdings;"&gt;à&lt;/span&gt;&lt;/span&gt;&lt;span style="font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 9.0pt;"&gt; polymer]&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"&gt;&lt;b style="mso-bidi-font-weight: normal;"&gt;&lt;i style="mso-bidi-font-style: normal;"&gt;&lt;span style="font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 9.0pt;"&gt;Composite   Material&lt;/span&gt;&lt;/i&gt;&lt;/b&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"&gt;&lt;span style="font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 9.0pt;"&gt;Component   of substances&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;   &lt;td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; height: 35.1pt; mso-border-bottom-alt: windowtext; mso-border-left-alt: black; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-left-themecolor: text1; mso-border-right-alt: black; mso-border-right-themecolor: text1; mso-border-right-themecolor: text1; mso-border-style-alt: solid; mso-border-top-alt: solid windowtext .5pt; mso-border-top-alt: windowtext; mso-border-width-alt: .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 2.0cm;" width="76"&gt;   &lt;div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: -5.4pt; margin-right: 1.7pt; margin-top: 0cm; text-align: center;"&gt;&lt;span style="font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 8.0pt;"&gt;N9   / Perak / Kedah / Pahang / Johor / Penang/ MRSM / Melaka&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;  &lt;/tr&gt;
&lt;tr style="height: 35.1pt; mso-yfti-irow: 15;"&gt;   &lt;td style="border-top: none; border: solid black 1.0pt; height: 35.1pt; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt 0cm 5.4pt; width: 62.1pt;" width="83"&gt;   &lt;div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 0cm; margin-right: -5.4pt; margin-top: 0cm; text-align: center;"&gt;&lt;span style="font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 8.0pt;"&gt;Ch   10&lt;/span&gt;&lt;/div&gt;&lt;div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 0cm; margin-right: -5.4pt; margin-top: 0cm; text-align: center;"&gt;&lt;b style="mso-bidi-font-weight: normal;"&gt;&lt;span style="font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 8.0pt;"&gt;RATE OF REACTION&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;/td&gt;   &lt;td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; height: 35.1pt; mso-border-bottom-alt: windowtext; mso-border-left-alt: black; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-left-themecolor: text1; mso-border-right-alt: black; mso-border-right-themecolor: text1; mso-border-right-themecolor: text1; mso-border-style-alt: solid; mso-border-top-alt: solid windowtext .5pt; mso-border-top-alt: windowtext; mso-border-width-alt: .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 248.1pt;" valign="top" width="331"&gt;   &lt;div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"&gt;&lt;b style="mso-bidi-font-weight: normal;"&gt;&lt;i style="mso-bidi-font-style: normal;"&gt;&lt;span style="font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 9.0pt;"&gt;Factor&lt;/span&gt;&lt;/i&gt;&lt;/b&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"&gt;&lt;span style="font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 9.0pt;"&gt;Size   of reactant//Concentration per unit volume&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"&gt;&lt;b style="mso-bidi-font-weight: normal;"&gt;&lt;i style="mso-bidi-font-style: normal;"&gt;&lt;span style="font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 9.0pt;"&gt;Explaination   differences of graph&lt;/span&gt;&lt;/i&gt;&lt;/b&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"&gt;&lt;span style="font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 9.0pt;"&gt;Compare   rate of reaction&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"&gt;&lt;b style="mso-bidi-font-weight: normal;"&gt;&lt;i style="mso-bidi-font-style: normal;"&gt;&lt;span style="font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 9.0pt;"&gt;Drawing   Graph + Calculation&lt;/span&gt;&lt;/i&gt;&lt;/b&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"&gt;&lt;span style="font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 9.0pt;"&gt;Rate   of reaction at T s.//Average rate of reactions&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"&gt;&lt;span style="font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 9.0pt;"&gt;Sketch   the graph - given data.&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"&gt;&lt;b style="mso-bidi-font-weight: normal;"&gt;&lt;i style="mso-bidi-font-style: normal;"&gt;&lt;span style="font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 9.0pt;"&gt;Experiment&lt;/span&gt;&lt;/i&gt;&lt;/b&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"&gt;&lt;span style="font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 9.0pt;"&gt;Rate   of reaction(different temperature)&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;   &lt;td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; height: 35.1pt; mso-border-bottom-alt: windowtext; mso-border-left-alt: black; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-left-themecolor: text1; mso-border-right-alt: black; mso-border-right-themecolor: text1; mso-border-right-themecolor: text1; mso-border-style-alt: solid; mso-border-top-alt: solid windowtext .5pt; mso-border-top-alt: windowtext; mso-border-width-alt: .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 2.0cm;" width="76"&gt;   &lt;div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: -5.4pt; margin-right: 1.7pt; margin-top: 0cm; text-align: center;"&gt;&lt;span style="font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 8.0pt;"&gt;Terengganu   / Kedah / Penang / Perlis &lt;/span&gt;&lt;/div&gt;&lt;/td&gt;  &lt;/tr&gt;
&lt;tr style="height: 35.1pt; mso-yfti-irow: 16;"&gt;   &lt;td style="border-top: none; border: solid black 1.0pt; height: 35.1pt; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt 0cm 5.4pt; width: 62.1pt;" width="83"&gt;   &lt;div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 0cm; margin-right: -5.4pt; margin-top: 0cm; text-align: center;"&gt;&lt;span style="font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 8.0pt;"&gt;Ch   11&lt;/span&gt;&lt;/div&gt;&lt;div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 0cm; margin-right: -5.4pt; margin-top: 0cm; text-align: center;"&gt;&lt;b style="mso-bidi-font-weight: normal;"&gt;&lt;span style="font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 8.0pt;"&gt;CARBON COMPOUND&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;/td&gt;   &lt;td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; height: 35.1pt; mso-border-bottom-alt: windowtext; mso-border-left-alt: black; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-left-themecolor: text1; mso-border-right-alt: black; mso-border-right-themecolor: text1; mso-border-right-themecolor: text1; mso-border-style-alt: solid; mso-border-top-alt: solid windowtext .5pt; mso-border-top-alt: windowtext; mso-border-width-alt: .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 248.1pt;" valign="top" width="331"&gt;   &lt;div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"&gt;&lt;b style="mso-bidi-font-weight: normal;"&gt;&lt;i style="mso-bidi-font-style: normal;"&gt;&lt;span style="font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 9.0pt;"&gt;Saturated   vs Unsaturated Hydrocarbon&lt;/span&gt;&lt;/i&gt;&lt;/b&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"&gt;&lt;b style="mso-bidi-font-weight: normal;"&gt;&lt;i style="mso-bidi-font-style: normal;"&gt;&lt;span style="font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 9.0pt;"&gt;Dehydration   &lt;/span&gt;&lt;/i&gt;&lt;/b&gt;&lt;b style="mso-bidi-font-weight: normal;"&gt;&lt;i style="mso-bidi-font-style: normal;"&gt;&lt;span style="font-family: Wingdings; font-size: 9.0pt; mso-ascii-font-family: Arial; mso-bidi-font-family: Arial; mso-char-type: symbol; mso-hansi-font-family: Arial; mso-symbol-font-family: Wingdings;"&gt;&lt;span style="mso-char-type: symbol; mso-symbol-font-family: Wingdings;"&gt;à&lt;/span&gt;&lt;/span&gt;&lt;/i&gt;&lt;/b&gt;&lt;b style="mso-bidi-font-weight: normal;"&gt;&lt;i style="mso-bidi-font-style: normal;"&gt;&lt;span style="font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 9.0pt;"&gt; Hydration&lt;/span&gt;&lt;/i&gt;&lt;/b&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"&gt;&lt;b style="mso-bidi-font-weight: normal;"&gt;&lt;i style="mso-bidi-font-style: normal;"&gt;&lt;span style="font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 9.0pt;"&gt;Esterification   (experiment)&lt;/span&gt;&lt;/i&gt;&lt;/b&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"&gt;&lt;b style="mso-bidi-font-weight: normal;"&gt;&lt;i style="mso-bidi-font-style: normal;"&gt;&lt;span style="font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 9.0pt;"&gt;Differentiate   alkane-alkene&lt;/span&gt;&lt;/i&gt;&lt;/b&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"&gt;&lt;b style="mso-bidi-font-weight: normal;"&gt;&lt;i style="mso-bidi-font-style: normal;"&gt;&lt;span style="font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 9.0pt;"&gt;Fat   and oils (Manufacture of Margarine – catalyst(Ni)&lt;/span&gt;&lt;/i&gt;&lt;/b&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"&gt;&lt;b style="mso-bidi-font-weight: normal;"&gt;&lt;i style="mso-bidi-font-style: normal;"&gt;&lt;span style="font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 9.0pt;"&gt;Ester&lt;/span&gt;&lt;/i&gt;&lt;/b&gt;&lt;/div&gt;&lt;/td&gt;   &lt;td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; height: 35.1pt; mso-border-bottom-alt: windowtext; mso-border-left-alt: black; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-left-themecolor: text1; mso-border-right-alt: black; mso-border-right-themecolor: text1; mso-border-right-themecolor: text1; mso-border-style-alt: solid; mso-border-top-alt: solid windowtext .5pt; mso-border-top-alt: windowtext; mso-border-width-alt: .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 2.0cm;" width="76"&gt;   &lt;div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: -5.4pt; margin-right: 1.7pt; margin-top: 0cm; text-align: center;"&gt;&lt;span style="font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 8.0pt;"&gt;Sabah/   Johor / SBP/ Terengganu / Pahang / Kelantan/ Sarawak / Perak&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;  &lt;/tr&gt;
&lt;tr style="height: 35.1pt; mso-yfti-irow: 17;"&gt;   &lt;td style="border-top: none; border: solid black 1.0pt; height: 35.1pt; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt 0cm 5.4pt; width: 62.1pt;" width="83"&gt;   &lt;div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 0cm; margin-right: -5.4pt; margin-top: 0cm; text-align: center;"&gt;&lt;span style="font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 8.0pt;"&gt;Ch   12&lt;/span&gt;&lt;/div&gt;&lt;div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 0cm; margin-right: -5.4pt; margin-top: 0cm; text-align: center;"&gt;&lt;b style="mso-bidi-font-weight: normal;"&gt;&lt;span style="font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 8.0pt;"&gt;REDOX REACTION&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;/td&gt;   &lt;td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; height: 35.1pt; mso-border-bottom-alt: windowtext; mso-border-left-alt: black; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-left-themecolor: text1; mso-border-right-alt: black; mso-border-right-themecolor: text1; mso-border-right-themecolor: text1; mso-border-style-alt: solid; mso-border-top-alt: solid windowtext .5pt; mso-border-top-alt: windowtext; mso-border-width-alt: .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 248.1pt;" valign="top" width="331"&gt;   &lt;div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"&gt;&lt;b style="mso-bidi-font-weight: normal;"&gt;&lt;i style="mso-bidi-font-style: normal;"&gt;&lt;span style="font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 9.0pt;"&gt;Displacement   of Halogen / Metal&lt;/span&gt;&lt;/i&gt;&lt;/b&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"&gt;&lt;b style="mso-bidi-font-weight: normal;"&gt;&lt;i style="mso-bidi-font-style: normal;"&gt;&lt;span style="font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 9.0pt;"&gt;U-tube&lt;/span&gt;&lt;/i&gt;&lt;/b&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"&gt;&lt;b style="mso-bidi-font-weight: normal;"&gt;&lt;i style="mso-bidi-font-style: normal;"&gt;&lt;span style="font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 9.0pt;"&gt;Sacrificial   metal : Metal coating – iron nail&lt;/span&gt;&lt;/i&gt;&lt;/b&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"&gt;&lt;b style="mso-bidi-font-weight: normal;"&gt;&lt;i style="mso-bidi-font-style: normal;"&gt;&lt;span style="font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 9.0pt;"&gt;Reactivity   series of Metal : Experiment&lt;/span&gt;&lt;/i&gt;&lt;/b&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"&gt;&lt;b style="mso-bidi-font-weight: normal;"&gt;&lt;i style="mso-bidi-font-style: normal;"&gt;&lt;span style="font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 9.0pt;"&gt;Rusting   of iron : Experiment&lt;/span&gt;&lt;/i&gt;&lt;/b&gt;&lt;/div&gt;&lt;/td&gt;   &lt;td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; height: 35.1pt; mso-border-bottom-alt: windowtext; mso-border-left-alt: black; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-left-themecolor: text1; mso-border-right-alt: black; mso-border-right-themecolor: text1; mso-border-right-themecolor: text1; mso-border-style-alt: solid; mso-border-top-alt: solid windowtext .5pt; mso-border-top-alt: windowtext; mso-border-width-alt: .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 2.0cm;" width="76"&gt;   &lt;div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: -5.4pt; margin-right: 1.7pt; margin-top: 0cm; text-align: center;"&gt;&lt;span style="font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 8.0pt;"&gt;Kedah   / SBP/ Perak / Sabah / Johor / Perlis / Sarawak/ Perlis &lt;/span&gt;&lt;/div&gt;&lt;/td&gt;  &lt;/tr&gt;
&lt;tr style="height: 35.1pt; mso-yfti-irow: 18;"&gt;   &lt;td style="border-top: none; border: solid black 1.0pt; height: 35.1pt; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt 0cm 5.4pt; width: 62.1pt;" width="83"&gt;   &lt;div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 0cm; margin-right: -5.4pt; margin-top: 0cm; text-align: center;"&gt;&lt;span style="font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 8.0pt;"&gt;Ch   13&lt;/span&gt;&lt;/div&gt;&lt;div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 0cm; margin-right: -5.4pt; margin-top: 0cm; text-align: center;"&gt;&lt;b style="mso-bidi-font-weight: normal;"&gt;&lt;span style="font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 8.0pt;"&gt;THERMO-CHEMISTRY&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;/td&gt;   &lt;td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; height: 35.1pt; mso-border-bottom-alt: windowtext; mso-border-left-alt: black; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-left-themecolor: text1; mso-border-right-alt: black; mso-border-right-themecolor: text1; mso-border-right-themecolor: text1; mso-border-style-alt: solid; mso-border-top-alt: solid windowtext .5pt; mso-border-top-alt: windowtext; mso-border-width-alt: .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 248.1pt;" valign="top" width="331"&gt;   &lt;div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"&gt;&lt;b style="mso-bidi-font-weight: normal;"&gt;&lt;i style="mso-bidi-font-style: normal;"&gt;&lt;span style="font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 9.0pt;"&gt;Heat   of Displacement&lt;/span&gt;&lt;/i&gt;&lt;/b&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"&gt;&lt;span style="font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 9.0pt;"&gt;Chemical   Equation/Heat released/Heat of Displacement/Energy Level diagram&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"&gt;&lt;b style="mso-bidi-font-weight: normal;"&gt;&lt;i style="mso-bidi-font-style: normal;"&gt;&lt;span style="font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 9.0pt;"&gt;Heat   of combustion : experiment&lt;/span&gt;&lt;/i&gt;&lt;/b&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"&gt;&lt;b style="mso-bidi-font-weight: normal;"&gt;&lt;i style="mso-bidi-font-style: normal;"&gt;&lt;span style="font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 9.0pt;"&gt;Heat   of neutralization : experiment&lt;/span&gt;&lt;/i&gt;&lt;/b&gt;&lt;/div&gt;&lt;/td&gt;   &lt;td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; height: 35.1pt; mso-border-bottom-alt: windowtext; mso-border-left-alt: black; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-left-themecolor: text1; mso-border-right-alt: black; mso-border-right-themecolor: text1; mso-border-right-themecolor: text1; mso-border-style-alt: solid; mso-border-top-alt: solid windowtext .5pt; mso-border-top-alt: windowtext; mso-border-width-alt: .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 2.0cm;" width="76"&gt;   &lt;div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: -5.4pt; margin-right: 1.7pt; margin-top: 0cm; text-align: center;"&gt;&lt;span style="font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 8.0pt;"&gt;Perak   / MRSM / Terengganu&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;  &lt;/tr&gt;
&lt;tr style="height: 35.1pt; mso-yfti-irow: 19; mso-yfti-lastrow: yes;"&gt;   &lt;td style="border-top: none; border: solid black 1.0pt; height: 35.1pt; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt 0cm 5.4pt; width: 62.1pt;" width="83"&gt;   &lt;div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 0cm; margin-right: -5.4pt; margin-top: 0cm; text-align: center;"&gt;&lt;span style="font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 8.0pt;"&gt;Ch   14&lt;/span&gt;&lt;/div&gt;&lt;div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 0cm; margin-right: -5.4pt; margin-top: 0cm; text-align: center;"&gt;&lt;b style="mso-bidi-font-weight: normal;"&gt;&lt;span style="font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 8.0pt;"&gt;CHEMICAL FOR   CONSUMER&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;/td&gt;   &lt;td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; height: 35.1pt; mso-border-bottom-alt: windowtext; mso-border-left-alt: black; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-left-themecolor: text1; mso-border-right-alt: black; mso-border-right-themecolor: text1; mso-border-right-themecolor: text1; mso-border-style-alt: solid; mso-border-top-alt: solid windowtext .5pt; mso-border-top-alt: windowtext; mso-border-width-alt: .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 248.1pt;" valign="top" width="331"&gt;   &lt;div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"&gt;&lt;b style="mso-bidi-font-weight: normal;"&gt;&lt;i style="mso-bidi-font-style: normal;"&gt;&lt;span style="font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 9.0pt;"&gt;Medicine   : Traditional + Modern&lt;/span&gt;&lt;/i&gt;&lt;/b&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"&gt;&lt;b style="mso-bidi-font-weight: normal;"&gt;&lt;i style="mso-bidi-font-style: normal;"&gt;&lt;span style="font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 9.0pt;"&gt;Cleansing   action [soap + detergent]&lt;/span&gt;&lt;/i&gt;&lt;/b&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"&gt;&lt;b style="mso-bidi-font-weight: normal;"&gt;&lt;i style="mso-bidi-font-style: normal;"&gt;&lt;span style="font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 9.0pt;"&gt;Soap/Detergent   – additive &lt;/span&gt;&lt;/i&gt;&lt;/b&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"&gt;&lt;b style="mso-bidi-font-weight: normal;"&gt;&lt;i style="mso-bidi-font-style: normal;"&gt;&lt;span style="font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 9.0pt;"&gt;Saponification   : Experiment&lt;/span&gt;&lt;/i&gt;&lt;/b&gt;&lt;/div&gt;&lt;/td&gt;   &lt;td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; height: 35.1pt; mso-border-bottom-alt: windowtext; mso-border-left-alt: black; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-left-themecolor: text1; mso-border-right-alt: black; mso-border-right-themecolor: text1; mso-border-right-themecolor: text1; mso-border-style-alt: solid; mso-border-top-alt: solid windowtext .5pt; mso-border-top-alt: windowtext; mso-border-width-alt: .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 2.0cm;" width="76"&gt;   &lt;div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: -5.4pt; margin-right: 1.7pt; margin-top: 0cm; text-align: center;"&gt;&lt;span style="font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 8.0pt;"&gt;Melaka   / N9 / MRSM / Penang&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;  &lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;</description><link>http://alchemistfreestyle.blogspot.com/2011/10/spotramalan-alchemist-freestyle.html</link><author>noreply@blogger.com (cikgu andromeda)</author><thr:total>0</thr:total></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-1189457377757280778.post-9016230790769569968</guid><pubDate>Tue, 25 Oct 2011 06:09:00 +0000</pubDate><atom:updated>2011-10-25T14:09:51.060+08:00</atom:updated><title>ANALISIS SOALAN PERCUBAAN KERTAS 2 4541/2 CHEMISTRY 2011</title><description>Berikut merupakan analisis yang telah dibuat untuk rujukan guru/pelajar mengenai soalan percubaan Kertas 2 negeri-negeri 2011.&lt;br /&gt;
&lt;br /&gt;
&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgArQpk26dTk48XCya5nYcfsilm-1zj5xZghmFUWXONlVGAcmmQnN_1YDW7icCR-eTfKwUecerfcc1fnR-OEn3wcwLcATPLcC7x0Ifm8HcTgweIbeT7HiDbbMu7nsfIn1w5-0ThpAC0vg/s1600/Table+Analyse+2.png" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgArQpk26dTk48XCya5nYcfsilm-1zj5xZghmFUWXONlVGAcmmQnN_1YDW7icCR-eTfKwUecerfcc1fnR-OEn3wcwLcATPLcC7x0Ifm8HcTgweIbeT7HiDbbMu7nsfIn1w5-0ThpAC0vg/s640/Table+Analyse+2.png" width="487" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;/div&gt;</description><link>http://alchemistfreestyle.blogspot.com/2011/10/analisis-soalan-percubaan-kertas-2.html</link><author>noreply@blogger.com (cikgu andromeda)</author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" height="72" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgArQpk26dTk48XCya5nYcfsilm-1zj5xZghmFUWXONlVGAcmmQnN_1YDW7icCR-eTfKwUecerfcc1fnR-OEn3wcwLcATPLcC7x0Ifm8HcTgweIbeT7HiDbbMu7nsfIn1w5-0ThpAC0vg/s72-c/Table+Analyse+2.png" width="72"/><thr:total>0</thr:total></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-1189457377757280778.post-3780395078137075783</guid><pubDate>Tue, 25 Oct 2011 05:47:00 +0000</pubDate><atom:updated>2011-10-25T13:47:54.694+08:00</atom:updated><title>ANALISIS SOALAN PERCUBAAN SPM 4541 CHEMISTRY 2011</title><description>Saya telah menerima analisis soalan percubaan SPM 2011. Untuk dikongsikan bersama anda semua, lihat kekerapan item soalan.&lt;br /&gt;
&lt;br /&gt;
&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgimtK4Mlt-tcJhAoeaEf-XRIA-XDMFEJ8KuDBX3YcKJSoUAzfXkOMtFJapi5nhbtcjmX9lv_FdHOvHpCA97H4PimNg-99dX8wzNdkcAt5g6YFSUsgwCntxwd7jx8M1bRZZV4phyphenhyphenw62xQ/s1600/Table+Analyse.png" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="100%" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgimtK4Mlt-tcJhAoeaEf-XRIA-XDMFEJ8KuDBX3YcKJSoUAzfXkOMtFJapi5nhbtcjmX9lv_FdHOvHpCA97H4PimNg-99dX8wzNdkcAt5g6YFSUsgwCntxwd7jx8M1bRZZV4phyphenhyphenw62xQ/s640/Table+Analyse.png" width="100%" /&gt;&lt;/a&gt;&lt;/div&gt;</description><link>http://alchemistfreestyle.blogspot.com/2011/10/analisis-soalan-percubaan-spm-4541.html</link><author>noreply@blogger.com (cikgu andromeda)</author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" height="72" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgimtK4Mlt-tcJhAoeaEf-XRIA-XDMFEJ8KuDBX3YcKJSoUAzfXkOMtFJapi5nhbtcjmX9lv_FdHOvHpCA97H4PimNg-99dX8wzNdkcAt5g6YFSUsgwCntxwd7jx8M1bRZZV4phyphenhyphenw62xQ/s72-c/Table+Analyse.png" width="72"/><thr:total>0</thr:total></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-1189457377757280778.post-5552898777367192902</guid><pubDate>Sat, 15 Oct 2011 17:58:00 +0000</pubDate><atom:updated>2011-10-25T14:46:05.159+08:00</atom:updated><title>SPM 2011 -SOALAN SPOT, HOT, RAMALAN, (CHEMISTRY SPOT SPM)</title><description>&lt;div center;"="" clear="both;text-align:" style="text-align: center;"&gt;&lt;img border="0" src="http://t2.gstatic.com/images?q=tbn:ANd9GcRCRP0eTfCUs2R4s13sLWPk_gVzHBE5bnA1vbfnkGYjQfFHXw19wA" /&gt;&lt;br /&gt;
&lt;b&gt;SPOT FOR TOP SCORER!! &lt;/b&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;div style="text-align: left;"&gt;Arnab (Rabbit) ni pun pandai membaca... jangan jadi seperti arnab, pandai nya dia berlakon depan kamera, siap bergaya dgn cermin mata. Jadi lah insan yang mulia, memperbaiki kesilapan, mengatasi kelemahan dan pastinya untuk menjawab dengan lebih tepat dan betul dalam PEPERIKSAAN SPM tak lama lagi.&lt;/div&gt;&lt;div style="text-align: left;"&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div style="text-align: left;"&gt;Check list berikut adalah ramalan subtopik yang dirumuskan oleh SUMBER-SUMBER yang dipercayai. Percaya atau tidak bukan itu yang perlu dipertikaikan... YANG PENTING, apa yang anda baca, paham dan itulah yang akan menjadi sumber inspirasi anda pada masa akan datang. Berusahalah demi masa depan anda sendiri. Insya-Allah.&lt;/div&gt;&lt;div style="text-align: left;"&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div style="text-align: left;"&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div style="text-align: left;"&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div style="text-align: left;"&gt;&lt;span style="font-size: x-small;"&gt;&lt;br /&gt;
&lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: left;"&gt;&lt;span style="font-size: x-small;"&gt;  &lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="font-family: Arial,Helvetica,sans-serif; line-height: normal; text-align: left;"&gt;&lt;span style="font-size: small;"&gt;&lt;span style="font-size: small;"&gt;&lt;b style="background-color: lime;"&gt;SPM Chemistry 2011 – Tips and Predictions for Papers 4541/1, 4541/2 and 4541/3 &lt;/b&gt;&lt;/span&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;b&gt;&lt;u&gt;Paper 1 (SPM 2011)&lt;/u&gt;&lt;/b&gt;&lt;br /&gt;
Form 4 Syllabus&lt;br /&gt;
Chapter 2 The Structure of the Atom&lt;br /&gt;
Chapter 3 Chemical Formulae and Equations&lt;br /&gt;
Chapter 6* Electrochemistry&lt;br /&gt;
Chapter 7* Acids and Bases&lt;br /&gt;
Chapter 8* Salts&lt;br /&gt;
Chapter 9 Manufactured substances in Industry&lt;br /&gt;
&lt;br /&gt;
Form 5 Syllabus&lt;br /&gt;
Chapter 1* Rate of reaction&lt;br /&gt;
Chapter 2* Carbon compounds&lt;br /&gt;
Chapter 3 Oxidation and Reduction&lt;br /&gt;
Chapter 4* Thermochemistry&lt;br /&gt;
Chapter 5 Chemicals for Consumers&lt;br /&gt;
&lt;br /&gt;
Not important&lt;br /&gt;
Chapter 1 (F4) Introduction to Chemistry&lt;br /&gt;
&lt;br /&gt;
&lt;b&gt;&lt;u&gt;Paper 2 (SPM 2011)&lt;/u&gt;&lt;/b&gt;&lt;br /&gt;
Form 4 Syllabus&lt;br /&gt;
Chapter 2 *The Structure of the Atom (SPM 2010 – Section A)&lt;br /&gt;
Chapter 3 *Chemical Formulae and Equations (SPM 2010 – Section A &amp;amp; B)&lt;br /&gt;
Chapter **4 *Periodic Table of Elements (SPM 2010 – Section A)&lt;br /&gt;
Chapter 5 *Chemical Bonds (SPM 2010 – Section A)&lt;br /&gt;
Chapter **6 Electrochemistry (SPM 2010 – Section A &amp;amp; C)&lt;br /&gt;
Chapter 7 Acids and Bases (SPM 2010 – Section A)&lt;br /&gt;
Chapter **9 Manufactured substances in Industry&lt;br /&gt;
&lt;br /&gt;
Form 5 Syllabus&lt;br /&gt;
Chapter 1 *Rate of reaction (SPM 2010 – Section B)&lt;br /&gt;
Chapter 2 Carbon compounds (SPM 2010 – Section B)&lt;br /&gt;
Chapter **3 *Oxidation and Reduction&lt;br /&gt;
Chapter **4 Thermochemistry (SPM 2010 – Section C)&lt;br /&gt;
Chapter **5 Chemicals for consumers (SPM 2010 – Section B)&lt;br /&gt;
&lt;b&gt;&lt;u&gt;&lt;br /&gt;
Paper 3 (SPM 2011)&lt;/u&gt;&lt;/b&gt;&lt;br /&gt;
Form 4 Syllabus&lt;br /&gt;
Chapter 4 Periodic Table of Elements (SPM 2010)&lt;br /&gt;
Chapter ** 6 Electrochemistry* (Frequency in SPM = 2)&lt;br /&gt;
Chapter 7 Acids and Bases* (SPM 2010) (Frequency in SPM = 4)&lt;br /&gt;
Chapter 8 Salts&lt;br /&gt;
Chapter 9 Manufactured Substances in Industry (Frequency in SPM = 2)&lt;br /&gt;
&lt;br /&gt;
Form 5 Syllabus&lt;br /&gt;
Chapter 1 Rate of Reaction* (SPM 2010) (Frequency in SPM = 3)&lt;br /&gt;
Chapter **3 Oxidation and Reduction* (Frequency in SPM = 4)&lt;br /&gt;
Chapter **4 Thermochemistry (Frequency in SPM = 2)&lt;br /&gt;
* Frequently asked in SPM since 2003 until 2010&lt;br /&gt;
** SPM 2011 hot topics&lt;/span&gt;&lt;/div&gt;&lt;div style="font-family: Arial,Helvetica,sans-serif;"&gt;&lt;/div&gt;&lt;div style="text-align: left;"&gt;&lt;/div&gt;&lt;/div&gt;&lt;br /&gt;
&lt;span style="background-color: yellow;"&gt;SUMBER :&lt;/span&gt;&lt;a href="http://www.facebook.com/pages/2011-SPM-TipsRamalanSoalan-Bocor/150247588399481" style="background-color: yellow;"&gt;Facebook : 2011 SPM Tips/Ramalan/Soalan Bocor&lt;/a&gt;&lt;span style="background-color: yellow;"&gt;&amp;nbsp;&lt;/span&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://mutiarapustaka.dbp.my/wordpress/wp-content/uploads/2011/01/332.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="302" src="http://mutiarapustaka.dbp.my/wordpress/wp-content/uploads/2011/01/332.jpg" width="320" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;b&gt;JOM SEMAI BENIH SEKARANG...HASILNYA BOLEH DITUAI&lt;/b&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div style="text-align: left;"&gt;&lt;span style="background-color: lime;"&gt;RAMALAN SUBTOPIKAL (BERDASARKAN PENINDIHAN SOALAN PERCUBAAN NEGERI)&amp;nbsp;&lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: left;"&gt;&lt;span style="background-color: lime;"&gt;&lt;br /&gt;
&lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: left;"&gt;&lt;span style="background-color: lime;"&gt;&lt;b&gt;&lt;span style="background-color: white;"&gt;KERTAS 2&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: left;"&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div style="text-align: left;"&gt;Chapter 4 : Periodic Table (Proton No., Nucleon No.,Isotope) - Group 1, 17, 18 , Across Period 3&lt;/div&gt;&lt;div style="text-align: left;"&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div style="text-align: left;"&gt;Chapter 3 : &lt;span style="font-size: small;"&gt;Chemical Formulae and Equations (Empirical Formula MgO / CuO) relate Oxidation/Reduction&lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: left;"&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div style="text-align: left;"&gt;&lt;span style="font-size: small;"&gt;Chapter 11 : Carbon Compound (Hydrogenation/Sooty/Esterification/Oxidation/Dehydration/Isomerism)&lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: left;"&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div style="text-align: left;"&gt;&lt;span style="font-size: small;"&gt;Chapter 13 : Thermochemistry : Heat Of Combustion / Heat Of Displacement&lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: left;"&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div style="text-align: left;"&gt;&lt;span style="font-size: small;"&gt;Chapter 12 : Redox Reaction : Rusting Of Iron/Naturally&lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: left;"&gt;&lt;span style="font-size: small;"&gt;Chapter 12 : Redox Reaction : U-tube, redox reaction&lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: left;"&gt;&lt;span style="font-size: small;"&gt;Chapter 12 : Redox Reaction : Extraction of metals from their ores.&lt;/span&gt;&lt;span style="font-size: small;"&gt; &lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: left;"&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div style="text-align: left;"&gt;&lt;span style="font-size: small;"&gt;Chapter 2 : Structure of Atom : Naphthalene&lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: left;"&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div style="text-align: left;"&gt;&lt;span style="font-size: small;"&gt;Chapter 9 : Manufacture Of Substances in Industry : Contact Process + Haber Process = Fertiliser&lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: left;"&gt;&lt;span style="font-size: small;"&gt;Chapter 9 : Manufacture Of Substances in Industry : Alloy + Composite Materials+Glass+ Ceramic+ Polymer&lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: left;"&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div style="text-align: left;"&gt;&lt;span style="font-size: small;"&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: left;"&gt;&lt;span style="font-size: small;"&gt;Chapter 8 : Salts : Prepare Soluble/Insoluble Salts&lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: left;"&gt;&lt;span style="font-size: small;"&gt;Chapter 8 : Salts : Heating Zinc carbonate, Lead(II) carbonate, Calcium carbonate&lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: left;"&gt;&lt;span style="font-size: small;"&gt;Chapter 8 : Slats : Confirmatory test Cation/Anion&lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: left;"&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div style="text-align: left;"&gt;&lt;span style="font-size: small;"&gt;Chapter 7 : Acid and base : Standard Solutions&lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: left;"&gt;&lt;span style="font-size: small;"&gt;Chapter 7 : Acid and base : Properties of HCl in different solvent&lt;/span&gt;&lt;span style="font-size: small;"&gt; &lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: left;"&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div style="text-align: left;"&gt;&lt;span style="font-size: small;"&gt;Chapter 5 : Chemical Bond : Chemical bonding + properties ionic/covalent compound (conductivity of electricity)&lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: left;"&gt;&lt;span style="font-size: small;"&gt;&lt;br /&gt;
&lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: left;"&gt;&lt;span style="font-size: small;"&gt;Chapter 10 : Rate of reaction (Total surface area, concentration)&lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: left;"&gt;&lt;span style="font-size: small;"&gt;&lt;br /&gt;
&lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: left;"&gt;&lt;span style="font-size: small;"&gt;Chapter 14 : Chemical for Consumer : Soap/Detergent (effectiveness in hard water, biodegradable)&lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: left;"&gt;&lt;span style="font-size: small;"&gt;Chapter 14 : Chemical for Consumer : Modern Medicine&lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: left;"&gt;&lt;span style="font-size: small;"&gt;&lt;br /&gt;
&lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: left;"&gt;&lt;span style="font-size: small;"&gt;Chapter 6 : Electrochemistry : [electrode/concentration/purification/electroplating]&lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: left;"&gt;&lt;span style="font-size: small;"&gt;&lt;br /&gt;
&lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: left;"&gt;&lt;span style="font-size: small;"&gt;&lt;b&gt;KERTAS 3&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: left;"&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div style="text-align: left;"&gt;&lt;span style="font-size: small;"&gt;Reaction metal towards oxygen&lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: left;"&gt;&lt;span style="font-size: small;"&gt;Voltaic cell&lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: left;"&gt;&lt;span style="font-size: small;"&gt;Presence of water shows properties of acid&lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: left;"&gt;&lt;span style="font-size: small;"&gt;Heat of combustion&lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: left;"&gt;&lt;span style="font-size: small;"&gt;Rusting of iron nail&amp;nbsp;&lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: left;"&gt;&lt;span style="font-size: small;"&gt;Heat of displacement&lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: left;"&gt;&lt;span style="font-size: small;"&gt;Identify Liquid hexane and hexene&lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: left;"&gt;&lt;span style="font-size: small;"&gt;Rate of reaction (total surface area / temperature)&lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: left;"&gt;&lt;span style="font-size: small;"&gt;Identify an acid&lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: left;"&gt;&lt;span style="font-size: small;"&gt;Confirmatory test cation&lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: left;"&gt;&lt;span style="font-size: small;"&gt;Relationship pH value with the concentration of H+ and OH-&lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: left;"&gt;&lt;span style="font-size: small;"&gt;Esterification&lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: left;"&gt;&lt;span style="font-size: small;"&gt;&lt;br /&gt;
&lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: left;"&gt;&lt;span style="font-size: small;"&gt;&lt;span style="background-color: yellow;"&gt;SUMBER : CiKGu SuzI SMKTT (Guru Cemerlang) " Tak dapat A- dapat A+ jadilah ....Amin&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: left;"&gt;&lt;span style="font-size: small;"&gt;&lt;span style="background-color: white;"&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://t1.gstatic.com/images?q=tbn:ANd9GcTIgxbPNAlmhLqbB6VdWwic2ghurijv_tyE42gx5ihX8SZfrMmO" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" src="http://t1.gstatic.com/images?q=tbn:ANd9GcTIgxbPNAlmhLqbB6VdWwic2ghurijv_tyE42gx5ihX8SZfrMmO" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;Alchemist Freestyle : KALAU AWAK BACA PASTI AWAK BOLEH JAWAB!!!&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div style="text-align: center;"&gt;Alchemist pun ada spot question : KLIK SINI&lt;br /&gt;
&lt;div style="color: red;"&gt;&lt;b&gt;&lt;a href="http://alchemistfreestyle.blogspot.com/2011/10/spotramalan-alchemist-freestyle.html"&gt;[CHECK THIS OUT]&lt;/a&gt; - BEST ANALYSIS&lt;/b&gt;&lt;/div&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;span style="font-size: small;"&gt;&lt;span style="background-color: white;"&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;</description><link>http://alchemistfreestyle.blogspot.com/2011/10/spm-2011-spot-hot-ramalan-chemistry.html</link><author>noreply@blogger.com (cikgu andromeda)</author><thr:total>3</thr:total></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-1189457377757280778.post-4372002549653131959</guid><pubDate>Mon, 10 Oct 2011 13:13:00 +0000</pubDate><atom:updated>2011-10-10T21:13:59.504+08:00</atom:updated><title>SOALAN PRA-PEPERIKSAAN AKHIR TAHUN</title><description>UNTUK DIKONGSI PADA GURU-GURU DAN PELAJAR YANG INGIN MENGULANGKAJI SOALAN MENGIKUT TOPIK.&lt;br /&gt;
&lt;br /&gt;
BERIKUT ADALAH SOALAN YANG BOLEH DIUJI KEPADA PELAJAR TINGKATAN 4.&lt;br /&gt;
&lt;br /&gt;
&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgXOliaz9ZQRWmvAIxTpIZ49Z9FA2NlFhBEco-HqqQEzMm_CJsWSI58Pm-r7qNKTjViqQSmujXWchnzXZjiQf6Bttf-DsxPYGvwzKvERMeLhMuYYuQrT-aalpngf_zXSsLu4L2qvv4Okw/s1600/alchem.png" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"&gt;&lt;img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgXOliaz9ZQRWmvAIxTpIZ49Z9FA2NlFhBEco-HqqQEzMm_CJsWSI58Pm-r7qNKTjViqQSmujXWchnzXZjiQf6Bttf-DsxPYGvwzKvERMeLhMuYYuQrT-aalpngf_zXSsLu4L2qvv4Okw/s1600/alchem.png" /&gt;&lt;/a&gt;&lt;/div&gt;DOWNLOAD : &lt;a href="http://www.4shared.com/file/DPC4-ftt/Pretest.html"&gt;[SOALAN PRA-FINAL FORM 4]&lt;/a&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;div id="__ss_9630521" style="width: 477px;"&gt;&lt;b style="display: block; margin: 12px 0 4px;"&gt;&lt;a href="http://www.slideshare.net/andromendas/pre-test2" title="Pre test2"&gt;Pre test2&lt;/a&gt;&lt;/b&gt;&lt;object height="510" id="__sse9630521" width="477"&gt;&lt;param name="movie" value="http://static.slidesharecdn.com/swf/doc_player.swf?doc=pretest2-111010081136-phpapp01&amp;stripped_title=pre-test2&amp;userName=andromendas" /&gt;&lt;param name="allowFullScreen" value="true"/&gt;&lt;param name="allowScriptAccess" value="always"/&gt;&lt;embed name="__sse9630521" src="http://static.slidesharecdn.com/swf/doc_player.swf?doc=pretest2-111010081136-phpapp01&amp;stripped_title=pre-test2&amp;userName=andromendas" type="application/x-shockwave-flash" allowscriptaccess="always" allowfullscreen="true" width="477" height="510"&gt;&lt;/embed&gt;&lt;/object&gt;&lt;/div&gt;</description><link>http://alchemistfreestyle.blogspot.com/2011/10/soalan-pra-peperiksaan-akhir-tahun.html</link><author>noreply@blogger.com (cikgu andromeda)</author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" height="72" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgXOliaz9ZQRWmvAIxTpIZ49Z9FA2NlFhBEco-HqqQEzMm_CJsWSI58Pm-r7qNKTjViqQSmujXWchnzXZjiQf6Bttf-DsxPYGvwzKvERMeLhMuYYuQrT-aalpngf_zXSsLu4L2qvv4Okw/s72-c/alchem.png" width="72"/><thr:total>0</thr:total><enclosure length="126559" type="application/x-shockwave-flash" url="http://static.slidesharecdn.com/swf/doc_player.swf?doc=pretest2-111010081136-phpapp01&amp;stripped_title=pre-test2&amp;userName=andromendas"/><itunes:explicit>no</itunes:explicit><itunes:subtitle>UNTUK DIKONGSI PADA GURU-GURU DAN PELAJAR YANG INGIN MENGULANGKAJI SOALAN MENGIKUT TOPIK. BERIKUT ADALAH SOALAN YANG BOLEH DIUJI KEPADA PELAJAR TINGKATAN 4. DOWNLOAD : [SOALAN PRA-FINAL FORM 4] Pre test2</itunes:subtitle><itunes:author>noreply@blogger.com (cikgu andromeda)</itunes:author><itunes:summary>UNTUK DIKONGSI PADA GURU-GURU DAN PELAJAR YANG INGIN MENGULANGKAJI SOALAN MENGIKUT TOPIK. BERIKUT ADALAH SOALAN YANG BOLEH DIUJI KEPADA PELAJAR TINGKATAN 4. DOWNLOAD : [SOALAN PRA-FINAL FORM 4] Pre test2</itunes:summary></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-1189457377757280778.post-8655843620881817944</guid><pubDate>Sat, 08 Oct 2011 15:24:00 +0000</pubDate><atom:updated>2011-10-09T01:04:16.987+08:00</atom:updated><title>SIMULATION : VOLTAIC CELL</title><description>&lt;div style="height: 225px; position: relative; width: 300px;"&gt;&lt;div style="text-align: center;"&gt;&lt;a href="http://group.chem.iastate.edu/Greenbowe/sections/projectfolder/flashfiles/electroChem/volticCell.html" style="text-decoration: none;"&gt;&lt;img alt="Voltaic Cell" height="225" src="http://i.ytimg.com/vi/V7fS1QofMqI/0.jpg" style="border: medium none;" width="300" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div style="background-color: white; filter: alpha(opacity = 60); height: 80px; left: 50px; opacity: 0.6; position: absolute; top: 72px; width: 200px;"&gt;&lt;/div&gt;&lt;table style="height: 80px; left: 50px; position: absolute; top: 72px; width: 200px;"&gt;&lt;tbody&gt;
&lt;tr&gt;&lt;td style="color: black; font-family: Arial,sans-serif; font-size: 24px; text-align: center;"&gt;Click to Run&lt;/td&gt;&lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;&lt;/div&gt;</description><link>http://alchemistfreestyle.blogspot.com/2011/10/simulation-voltaic-cell.html</link><author>noreply@blogger.com (cikgu andromeda)</author><thr:total>0</thr:total></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-1189457377757280778.post-8294701679755509245</guid><pubDate>Sat, 08 Oct 2011 15:06:00 +0000</pubDate><atom:updated>2011-10-08T23:10:29.274+08:00</atom:updated><title>SIMULATION : DISPLACEMENT OF METAL</title><description>&lt;b&gt;METAL IN AQUEOUS SOLUTION&lt;/b&gt;&lt;br /&gt;
&lt;div style="height: 225px; position: relative; width: 300px;"&gt;&lt;div style="text-align: center;"&gt;&lt;a href="http://group.chem.iastate.edu/Greenbowe/sections/projectfolder/flashfiles/redox/home.html" style="text-decoration: none;"&gt;&lt;img alt="Metal In  Aqueous Solution" height="225" src="http://www.visualphotos.com/photo/1x6038187/displacement_reaction_with_zinc_copper_sulphate_a500564.jpg" style="border: medium none;" width="300" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div style="background-color: white; filter: alpha(opacity = 60); height: 80px; left: 50px; opacity: 0.6; position: absolute; top: 72px; width: 200px;"&gt;&lt;/div&gt;&lt;table style="height: 80px; left: 50px; position: absolute; top: 72px; width: 200px;"&gt;&lt;tbody&gt;
&lt;tr&gt;&lt;td style="color: black; font-family: Arial,sans-serif; font-size: 24px; text-align: center;"&gt;Click to Run&lt;/td&gt;&lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;&lt;/div&gt;</description><link>http://alchemistfreestyle.blogspot.com/2011/10/simulation-displacement-of-metal.html</link><author>noreply@blogger.com (cikgu andromeda)</author><thr:total>0</thr:total></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-1189457377757280778.post-1185152672777337114</guid><pubDate>Sat, 08 Oct 2011 14:09:00 +0000</pubDate><atom:updated>2011-10-08T22:29:40.228+08:00</atom:updated><title>CHEMICAL EQUATION GAME...JOIN ME...</title><description>&lt;a href="http://phet.colorado.edu/en/for-teachers/browse-activities" onclick="window.open('http://alchemistfreestyle.blogspot.com');return true;"&gt;&lt;img src="http://phet.colorado.edu/images/logo-title.jpg" height="90" width="95%/"/&gt;&lt;/a&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;div style="height: 225px; position: relative; width: 300px;"&gt;&lt;div style="text-align: center;"&gt;&lt;a href="http://phet.colorado.edu/sims/balancing-chemical-equations/balancing-chemical-equations_en.jnlp" style="text-decoration: none;"&gt;&lt;img alt="Balancing Chemical Equations" height="225" src="http://phet.colorado.edu/sims/balancing-chemical-equations/balancing-chemical-equations-screenshot.png" style="border: medium none;" width="300" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div style="background-color: white; filter: alpha(opacity = 60); height: 80px; left: 50px; opacity: 0.6; position: absolute; top: 72px; width: 200px;"&gt;&lt;/div&gt;&lt;table style="height: 80px; left: 50px; position: absolute; top: 72px; width: 200px;"&gt;&lt;tbody&gt;
&lt;tr&gt;&lt;td style="color: black; font-family: Arial,sans-serif; font-size: 24px; text-align: center;"&gt;Click to Run&lt;/td&gt;&lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;&lt;/div&gt;</description><link>http://alchemistfreestyle.blogspot.com/2011/10/chemical-equation-gamejoin-me.html</link><author>noreply@blogger.com (cikgu andromeda)</author><thr:total>0</thr:total></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-1189457377757280778.post-6549976849759826091</guid><pubDate>Fri, 07 Oct 2011 15:00:00 +0000</pubDate><atom:updated>2011-10-07T23:03:58.775+08:00</atom:updated><title>JADUAL PEPERIKSAAN SPM 2011</title><description>&lt;object id="doc_26805" name="doc_26805" height="600" width="500" type="application/x-shockwave-flash" data="http://d1.scribdassets.com/ScribdViewer.swf" style="outline:none;" &gt;            &lt;param name="movie" value="http://d1.scribdassets.com/ScribdViewer.swf"&gt;&lt;param name="wmode" value="opaque"&gt;&lt;param name="bgcolor" value="#ffffff"&gt;&lt;param name="allowFullScreen" value="true"&gt;&lt;param name="allowScriptAccess" value="always"&gt;&lt;param name="FlashVars" value="document_id=55350942&amp;access_key=key-ag43kjo2v03j8ql8wb9&amp;page=11&amp;viewMode=slideshow"&gt;&lt;embed id="doc_26805" name="doc_26805" src="http://d1.scribdassets.com/ScribdViewer.swf?document_id=55350942&amp;access_key=key-ag43kjo2v03j8ql8wb9&amp;page=11&amp;viewMode=slideshow" type="application/x-shockwave-flash" allowscriptaccess="always" allowfullscreen="true" height="600" width="500" wmode="opaque" bgcolor="#ffffff"&gt;&lt;/embed&gt;         &lt;/object&gt;</description><link>http://alchemistfreestyle.blogspot.com/2011/10/jadual-peperiksaan-spm-2011.html</link><author>noreply@blogger.com (cikgu andromeda)</author><thr:total>0</thr:total><enclosure length="216385" type="application/x-shockwave-flash" url="http://d1.scribdassets.com/ScribdViewer.swf?document_id=55350942&amp;access_key=key-ag43kjo2v03j8ql8wb9&amp;page=11&amp;viewMode=slideshow"/><itunes:explicit>no</itunes:explicit><itunes:subtitle/><itunes:author>noreply@blogger.com (cikgu andromeda)</itunes:author><itunes:summary/></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-1189457377757280778.post-3317308192223551470</guid><pubDate>Fri, 30 Sep 2011 13:50:00 +0000</pubDate><atom:updated>2011-09-30T21:52:07.695+08:00</atom:updated><title>Perfect Score Module 2011</title><description>&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjaB29C60amDF5_eGVIn8hv4OOdc_LzmbhytTDq7k8uhJtY2alZ3yddHD_qWxxaByZNZjkzSH6QvHZ-CmcJ_kiRW9Jf1IOWqFSw09XUOHPNOmxqDajZWPyv_b3Y1G43_qUVbI_Yf6_g0Q/s1600/alchem.png" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"&gt;&lt;img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjaB29C60amDF5_eGVIn8hv4OOdc_LzmbhytTDq7k8uhJtY2alZ3yddHD_qWxxaByZNZjkzSH6QvHZ-CmcJ_kiRW9Jf1IOWqFSw09XUOHPNOmxqDajZWPyv_b3Y1G43_qUVbI_Yf6_g0Q/s1600/alchem.png" /&gt;&lt;/a&gt;&lt;/div&gt;Soalan latihan untuk calon SPM 2011. Pecutan terakhir untuk mendapat A+. Jom jawab soalan.&lt;br /&gt;
&lt;br /&gt;
Sila klik sini &lt;a href="http://alchemistfreestyle.blogspot.com/p/new-post-perfect-score-module.html"&gt;&lt;b&gt;PERFECT SCORE&lt;/b&gt;&lt;/a&gt;&lt;br /&gt;
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Join me at facebook. &lt;a href="http://www.facebook.com/pages/Alchemist-Freestyle/179065815472949"&gt;Alchemist Freestyle&lt;/a&gt;</description><link>http://alchemistfreestyle.blogspot.com/2011/09/perfect-score-module-2011.html</link><author>noreply@blogger.com (cikgu andromeda)</author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" height="72" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjaB29C60amDF5_eGVIn8hv4OOdc_LzmbhytTDq7k8uhJtY2alZ3yddHD_qWxxaByZNZjkzSH6QvHZ-CmcJ_kiRW9Jf1IOWqFSw09XUOHPNOmxqDajZWPyv_b3Y1G43_qUVbI_Yf6_g0Q/s72-c/alchem.png" width="72"/><thr:total>0</thr:total></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-1189457377757280778.post-3840172537939388051</guid><pubDate>Thu, 29 Sep 2011 07:37:00 +0000</pubDate><atom:updated>2011-09-30T23:02:54.880+08:00</atom:updated><title>Belajar Buat Blog</title><description>&lt;b&gt;&lt;span style="font-size: large;"&gt;&lt;span style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif;"&gt;Bengkel Pembinaan &lt;span style="color: blue;"&gt;Blog&lt;/span&gt; Interaktif&lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;br /&gt;
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&lt;div style="width:425px" id="__ss_9488460"&gt;&lt;strong style="display:block;margin:12px 0 4px"&gt;&lt;a href="http://www.slideshare.net/AndromendasRizal/bengkel-pembinaan-blog" title="Bengkel Pembinaan Blog"&gt;Bengkel Pembinaan Blog&lt;/a&gt;&lt;/strong&gt;&lt;object id="__sse9488460" width="425" height="355"&gt;&lt;param name="movie" value="http://static.slidesharecdn.com/swf/ssplayer2.swf?doc=bengkel-110930092419-phpapp01&amp;stripped_title=bengkel-pembinaan-blog&amp;userName=AndromendasRizal" /&gt;&lt;param name="allowFullScreen" value="true"/&gt;&lt;param name="allowScriptAccess" value="always"/&gt;&lt;embed name="__sse9488460" src="http://static.slidesharecdn.com/swf/ssplayer2.swf?doc=bengkel-110930092419-phpapp01&amp;stripped_title=bengkel-pembinaan-blog&amp;userName=AndromendasRizal" type="application/x-shockwave-flash" allowscriptaccess="always" allowfullscreen="true" width="425" height="355"&gt;&lt;/embed&gt;&lt;/object&gt;&lt;/div&gt;</description><link>http://alchemistfreestyle.blogspot.com/2011/09/belajar-buat-blog.html</link><author>noreply@blogger.com (cikgu andromeda)</author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" height="72" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgxR7JSvTYkIG6tdifJ1fpvX3J4AkjZ-0zRZHMwRtp010L2hTp6X-ozqaoML6Uper2vcrsxqfkTt7qRW_1xoQrNpPHxZP6klkk4pMe7TGnp9-Jj1FZDOc0nCLPTyAYN8ENsoM3u48dKtQ/s72-c/ppd.png" width="72"/><thr:total>1</thr:total><enclosure length="3332" type="application/x-shockwave-flash" url="http://static.slidesharecdn.com/swf/ssplayer2.swf?doc=bengkel-110930092419-phpapp01&amp;stripped_title=bengkel-pembinaan-blog&amp;userName=AndromendasRizal"/><itunes:explicit>no</itunes:explicit><itunes:subtitle>Bengkel Pembinaan Blog Interaktif &amp;nbsp;KEMENTERIAN PELAJARAN MALAYSIA Bengkel Pembinaan Blog</itunes:subtitle><itunes:author>noreply@blogger.com (cikgu andromeda)</itunes:author><itunes:summary>Bengkel Pembinaan Blog Interaktif &amp;nbsp;KEMENTERIAN PELAJARAN MALAYSIA Bengkel Pembinaan Blog</itunes:summary></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-1189457377757280778.post-7734651686207955091</guid><pubDate>Fri, 16 Sep 2011 15:37:00 +0000</pubDate><atom:updated>2011-09-16T23:37:12.596+08:00</atom:updated><title>SOALAN SPM PERCUBAAN SBP 2011</title><description>&lt;div class="separator" style="clear: both; text-align: center;"&gt;
&lt;a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgXOliaz9ZQRWmvAIxTpIZ49Z9FA2NlFhBEco-HqqQEzMm_CJsWSI58Pm-r7qNKTjViqQSmujXWchnzXZjiQf6Bttf-DsxPYGvwzKvERMeLhMuYYuQrT-aalpngf_zXSsLu4L2qvv4Okw/s1600/alchem.png" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"&gt;&lt;img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgXOliaz9ZQRWmvAIxTpIZ49Z9FA2NlFhBEco-HqqQEzMm_CJsWSI58Pm-r7qNKTjViqQSmujXWchnzXZjiQf6Bttf-DsxPYGvwzKvERMeLhMuYYuQrT-aalpngf_zXSsLu4L2qvv4Okw/s1600/alchem.png" /&gt;&lt;/a&gt;&lt;/div&gt;
SOALAN PERCUBAAN SBP 2011&lt;br /&gt;
&lt;br /&gt;
CUBA...JANGAN TAK CUBA...&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
DOWNLOAD &lt;a href="http://www.4shared.com/document/_m5iIIdD/Chemistry_Paper1_Questions.html"&gt;[PAPER 1]&lt;/a&gt; &lt;a href="http://www.4shared.com/document/_giXtMDz/Chemistry_Paper_2_Questions.html"&gt;[PAPER 2]&lt;/a&gt; &lt;a href="http://www.4shared.com/document/k3oS_xC0/Chemistry_Paper_3_Questions.html"&gt;[PAPER 3]&lt;/a&gt;</description><link>http://alchemistfreestyle.blogspot.com/2011/09/soalan-spm-percubaan-sbp-2011.html</link><author>noreply@blogger.com (cikgu andromeda)</author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" height="72" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgXOliaz9ZQRWmvAIxTpIZ49Z9FA2NlFhBEco-HqqQEzMm_CJsWSI58Pm-r7qNKTjViqQSmujXWchnzXZjiQf6Bttf-DsxPYGvwzKvERMeLhMuYYuQrT-aalpngf_zXSsLu4L2qvv4Okw/s72-c/alchem.png" width="72"/><thr:total>1</thr:total></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-1189457377757280778.post-2831957773120626240</guid><pubDate>Tue, 12 Apr 2011 16:15:00 +0000</pubDate><atom:updated>2011-04-13T00:15:41.947+08:00</atom:updated><title>I LOVE CHEMIST (SPM LIKE Q)</title><description>&lt;div style="width:425px" id="__ss_7602829"&gt;&lt;strong style="display:block;margin:12px 0 4px"&gt;&lt;a href="http://www.slideshare.net/andromendas/spm-favourite-questions" title="SPM FAVOURITE QUESTIONS"&gt;SPM FAVOURITE QUESTIONS&lt;/a&gt;&lt;/strong&gt;&lt;object id="__sse7602829" width="425" height="355"&gt;&lt;param name="movie" value="http://static.slidesharecdn.com/swf/ssplayer2.swf?doc=missionacidandbase-110412110933-phpapp02&amp;stripped_title=spm-favourite-questions&amp;userName=andromendas" /&gt;&lt;param name="allowFullScreen" value="true"/&gt;&lt;param name="allowScriptAccess" value="always"/&gt;&lt;embed name="__sse7602829" src="http://static.slidesharecdn.com/swf/ssplayer2.swf?doc=missionacidandbase-110412110933-phpapp02&amp;stripped_title=spm-favourite-questions&amp;userName=andromendas" type="application/x-shockwave-flash" allowscriptaccess="always" allowfullscreen="true" width="425" height="355"&gt;&lt;/embed&gt;&lt;/object&gt;&lt;/div&gt;</description><link>http://alchemistfreestyle.blogspot.com/2011/04/i-love-chemist-spm-like-q.html</link><author>noreply@blogger.com (cikgu andromeda)</author><thr:total>0</thr:total><enclosure length="3332" type="application/x-shockwave-flash" url="http://static.slidesharecdn.com/swf/ssplayer2.swf?doc=missionacidandbase-110412110933-phpapp02&amp;stripped_title=spm-favourite-questions&amp;userName=andromendas"/><itunes:explicit>no</itunes:explicit><itunes:subtitle>SPM FAVOURITE QUESTIONS</itunes:subtitle><itunes:author>noreply@blogger.com (cikgu andromeda)</itunes:author><itunes:summary>SPM FAVOURITE QUESTIONS</itunes:summary></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-1189457377757280778.post-906761759944781896</guid><pubDate>Sun, 27 Mar 2011 10:39:00 +0000</pubDate><atom:updated>2011-04-13T00:44:30.664+08:00</atom:updated><title>RELATIONSHIP MOLE AND MOLECULE</title><description>&lt;div style="text-align: center;"&gt;1 mol "molecule" = 6.02 x 10&lt;sup&gt;23&lt;/sup&gt; molecule&lt;/div&gt;&lt;div style="text-align: center;"&gt;number of molecule = 6.02 x 10&lt;sup&gt;23&lt;/sup&gt;/mol&lt;br /&gt;
&lt;br /&gt;
&lt;div style="text-align: left;"&gt;1 mole of substances - "amount" / "number of particles" in substances.&lt;/div&gt;&lt;div style="text-align: left;"&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div style="text-align: left;"&gt; Example:&lt;/div&gt;&lt;div style="text-align: left;"&gt;1 mole of Zn - number of Zn atom in Zinc&lt;/div&gt;&lt;/div&gt;</description><link>http://alchemistfreestyle.blogspot.com/2011/03/relationship-mole-and-molecule.html</link><author>noreply@blogger.com (cikgu andromeda)</author><thr:total>0</thr:total></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-1189457377757280778.post-69939779626472390</guid><pubDate>Fri, 25 Mar 2011 03:36:00 +0000</pubDate><atom:updated>2011-03-25T15:43:06.161+08:00</atom:updated><title>Advanced Empirical Formulae</title><description>Combustion 0.202 g of a sample of organic compound containing elements carbon, hydrogen and oxygen to produce carbon dioxide 0.361 g and 0.147 g of water. If the relative molecular mass is 148, determine the molecular formula.&lt;br /&gt;
&lt;br /&gt;
ANSWER:&lt;br /&gt;
&lt;br /&gt;
mass of carbon in carbon &lt;b&gt;dioxide&lt;/b&gt; = 12 x 0.361 / 44 = 0.0984 g&lt;br /&gt;
mass of hydrogen in &lt;b&gt;water&lt;/b&gt; = 2 x 0.147 / 18 = 0.0163 g&lt;br /&gt;
mass&amp;nbsp; of oxygen in &lt;b&gt;compound&lt;/b&gt; = 0.202 - (0.0984 + 0.0163) = 0.0873 g&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;table border="2" cellpadding="2" cellspacing="2"&gt;&lt;tbody&gt;
&lt;tr&gt;&lt;td style="text-align: left;" width="10%"&gt;&lt;br /&gt;
&lt;/td&gt;&lt;td style="text-align: center;" width="5%"&gt;Carbon, C&lt;/td&gt;&lt;td style="text-align: center;" width="5%"&gt;Hydrogen , H&lt;/td&gt;&lt;td style="text-align: center;" width="5%"&gt;Oxygen , O&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td style="text-align: left;" width="10%"&gt;Mass (g)&lt;/td&gt;&lt;td style="text-align: center;" width="5%"&gt;0.0984&lt;/td&gt;&lt;td style="text-align: center;" width="5%"&gt;0.0163&lt;/td&gt;&lt;td style="text-align: center;" width="5%"&gt;0.0873&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td style="text-align: left;" width="10%"&gt;Number of mole (mol)&lt;/td&gt;&lt;td style="text-align: center;" width="5%"&gt;0.0082&lt;/td&gt;&lt;td style="text-align: center;" width="5%"&gt;0.0163&lt;/td&gt;&lt;td style="text-align: center;" width="5%"&gt;0.0055&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td style="text-align: left;" width="10%"&gt;Mole ratio&lt;/td&gt;&lt;td style="text-align: center;" width="5%"&gt;0.0082/0.055 = 1.5&lt;/td&gt;&lt;td style="text-align: center;" width="5%"&gt;0.0163/0.0055 = 3&lt;/td&gt;&lt;td style="text-align: center;" width="5%"&gt;0.0055/0.0055 = 1&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td style="text-align: left;" width="10%"&gt;Simplest ratio&lt;/td&gt;&lt;td style="text-align: center;" width="5%"&gt;3&lt;/td&gt;&lt;td style="text-align: center;" width="5%"&gt;6&lt;/td&gt;&lt;td style="text-align: center;" width="5%"&gt;2&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td style="text-align: left;" width="10%"&gt;Empirical formula&lt;/td&gt;&lt;td style="background-color: yellow; text-align: center;" width="5%"&gt;C&lt;sub&gt;3&lt;/sub&gt;H&lt;sub&gt;6&lt;/sub&gt;O&lt;sub&gt;2&lt;/sub&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;&lt;br /&gt;
Molecular formula =&lt;br /&gt;
(C&lt;sub&gt;3&lt;/sub&gt;H&lt;sub&gt;6&lt;/sub&gt;O&lt;sub&gt;2&lt;/sub&gt;)n = 148&lt;br /&gt;
3(12) + 6(1) + 2(16) = 148&lt;br /&gt;
74n = 148&lt;br /&gt;
n = 2&lt;br /&gt;
&lt;br /&gt;
molecular formula = C&lt;sub&gt;6&lt;/sub&gt;H&lt;sub&gt;12&lt;/sub&gt;O&lt;sub&gt;4&lt;/sub&gt;</description><link>http://alchemistfreestyle.blogspot.com/2011/03/advanced-empirical-formulae.html</link><author>noreply@blogger.com (cikgu andromeda)</author><thr:total>0</thr:total></item></channel></rss>