<?xml version='1.0' encoding='UTF-8'?><?xml-stylesheet href="http://www.blogger.com/styles/atom.css" type="text/css"?><feed xmlns='http://www.w3.org/2005/Atom' xmlns:openSearch='http://a9.com/-/spec/opensearchrss/1.0/' xmlns:blogger='http://schemas.google.com/blogger/2008' xmlns:georss='http://www.georss.org/georss' xmlns:gd="http://schemas.google.com/g/2005" xmlns:thr='http://purl.org/syndication/thread/1.0'><id>tag:blogger.com,1999:blog-5753241771652005283</id><updated>2024-09-09T00:37:19.953-07:00</updated><title type='text'>Class Room Management - tips &amp;amp; techniques</title><subtitle type='html'>This site is dedicated to all the teachers out there who are passionate about teaching and looking for new skills to develop to be an effective, excellent and an efficient teacher.</subtitle><link rel='http://schemas.google.com/g/2005#feed' type='application/atom+xml' href='http://classroom-management-tips.blogspot.com/feeds/posts/default'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5753241771652005283/posts/default?redirect=false'/><link rel='alternate' type='text/html' href='http://classroom-management-tips.blogspot.com/'/><link rel='hub' href='http://pubsubhubbub.appspot.com/'/><author><name>Yasmin</name><uri>http://www.blogger.com/profile/08591211040980039615</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><generator version='7.00' uri='http://www.blogger.com'>Blogger</generator><openSearch:totalResults>5</openSearch:totalResults><openSearch:startIndex>1</openSearch:startIndex><openSearch:itemsPerPage>25</openSearch:itemsPerPage><entry><id>tag:blogger.com,1999:blog-5753241771652005283.post-4778220121485169036</id><published>2013-11-06T21:11:00.000-08:00</published><updated>2013-11-06T21:11:36.946-08:00</updated><title type='text'>Class Meetings - A Master Key to Effective Class Room Discipline</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
&lt;div id=&quot;article-content&quot;&gt;
    In this digital era, where in majority of the student are exposed
 to internet, and plethora of information is at each student&#39;s 
fingertips, a teacher&#39;s life is getting too challenging to keep pace 
with the students. The classroom discipline is totally at stake as the 
children are already well informed on the new concept or subject to be 
taught unless teachers show effective leadership every minute while 
attending to her students in the classroom.&lt;br /&gt;
As so much stressed by Jane Nelsen in her book &lt;em&gt;Positive Discipline - a teacher&#39;s A-Z guide&lt;/em&gt;, one of the most effective ways to get your class back to control is through conducting regular classroom meetings.&lt;br /&gt;
SCANS
 (Secretary&#39;s Commission on Achieving Necessary Skills) Report of US 
Department of Labour lists following competencies, skills and personal 
qualities as vital to the children&#39;s future:&lt;br /&gt;
*Resources-identifies, organizes, plans, and allocates resources,&lt;br /&gt;
*Interpersonal - works with others,&lt;br /&gt;
*Information- acquires and uses information,&lt;br /&gt;
*Systems - understand complex interrelationships,&lt;br /&gt;
*Technology: works with a variety of technologies.&lt;br /&gt;
Each of the above competencies and skills can be accomplished or enhanced through the Positive Discipline class meeting process.&lt;br /&gt;
Daniel Goleman in his book &lt;em&gt;Emotional Intelligence&lt;/em&gt;
 stresses the great need to have greater EQ than IQ for life success. 
The positive discipline class meetings addresses all of the emotional 
intelligence skills, and teachers who use this tool of having regular 
classroom meetings have fewer discipline problems and have more energy 
to focus on the actual work of teaching.&lt;br /&gt;
Classroom meetings can be
 conducted in a Circle time, which could be very effective for primary 
and elementary students. The Circle Time is the time when all the 
students of the class sit face to face making eye contact with their 
peers and along with their class teacher too.&lt;br /&gt;
The teacher can take
 notes on the topics agreed and discussed, ensuring all in a group to 
co-exist harmoniously in a classroom. Any misconduct or behavioral 
problems of any particular student could be discussed indirectly, and 
the whole class students could brainstorm to come to conclusion on how 
to solve the problems. I personally have tried this tool of conducting 
classroom meeting as a teacher, and I have found it the most effective 
tool ever to get best results in behavior as well as in academics.&lt;br /&gt;
The
 class meetings should be conducted regularly, preferably twice a week 
to get the maximum discipline and build effective rapport with the 
students.&lt;br /&gt;
As social skills and emotional skills are far more 
important than the IQ, I believe, this implementation of conducting 
regular class meetings, in every school, is one of the most effective 
tool to address all the problems needed to succeed in pursuing goals, to
 help focus on a task, to cooperate with others, manage anger and 
resolve conflicts.&lt;br /&gt;
So focusing on developing emotional skills 
through effective classroom meetings will have a great positive impact 
in attaining effective class room discipline which in fact will reflect 
on the overall discipline of the school without the child being punished
 or rewarded.&lt;br /&gt;
The teachers must acknowledge the fact that life 
skills are as important as academic skills and that two must go hand in 
hand if the student is going to be effective, as an adult, in the 
working world in the future.&lt;br /&gt;
So, class meetings can be held 
regularly preferably twice or once a week. However a word of warning is 
that students must not be allowed to use any of form of punishment or 
blame or to inflict shame or pain on one another.&lt;br /&gt;
Nevertheless, 
the class meetings can only fail when students are not seated in a 
circle; not holding the meeting regularly; not trusting the process and 
not going around the circle and allowing every student to speak in a 
circle or pass.&lt;br /&gt;
Though the concept of innovative strategies of 
giving rewards might help few of the students to motivate and perform 
better, yet it is definitely not the effective tool to be utilized to 
maintain positive discipline.&lt;br /&gt;
Thus, for every kind of problems 
faced by a teacher in a classroom like lying, crying, blaming, hitting, 
clinging, using foul language, the idea of conducting regular classroom 
meetings is a great tool to maintain an effective and interesting 
classroom with maximum positive discipline.&lt;br /&gt;
   &lt;/div&gt;
&lt;/div&gt;
</content><link rel='replies' type='application/atom+xml' href='http://classroom-management-tips.blogspot.com/feeds/4778220121485169036/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment/fullpage/post/5753241771652005283/4778220121485169036' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5753241771652005283/posts/default/4778220121485169036'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5753241771652005283/posts/default/4778220121485169036'/><link rel='alternate' type='text/html' href='http://classroom-management-tips.blogspot.com/2013/11/class-meetings-master-key-to-effective.html' title='Class Meetings - A Master Key to Effective Class Room Discipline'/><author><name>Yasmin</name><uri>http://www.blogger.com/profile/08591211040980039615</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-5753241771652005283.post-7918842218347834517</id><published>2012-05-02T02:28:00.000-07:00</published><updated>2012-05-02T02:28:04.466-07:00</updated><title type='text'>Tackling New Comers and Others  In A Classroom</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
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&quot; width=&quot;320&quot; /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;
&lt;span style=&quot;color: black; font-family: &amp;quot;Arial Unicode MS&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 12.0pt; line-height: 115%;&quot;&gt;Children
are young and definitely adaptable. Students who have to shift to another
school either due to job transfer or other calamities find it difficult to
adjust to the new environment.&lt;br /&gt;
&lt;br /&gt;
Students who are extroverts might not face substantial challenges during the
shift to another school as they are social and can adapt to new changes yet
might take a little time to get adjusted.&lt;br /&gt;
&lt;br /&gt;
However, the introvert students who are either fussy or do not mingle too much,
change of school is not a joke at all. The child might get drawn to herself or
himself. It might also lead to behavioral problems and more complications.&lt;br /&gt;
&lt;br /&gt;
To add fuel to the fire, the child might also find it difficult to pick up the
concepts taught in classes and might take a long time to get adjusted.&lt;br /&gt;
&lt;br /&gt;
Nevertheless, a good school with effective teachers will see to it that the
child gets adjust in a fortnight or a month.&lt;br /&gt;
&lt;br /&gt;
A lot of activities related to socialization like team work, circle time, class
meetings etc. will definitely enhance the child&#39;s morale and help the newcomer
get adjusted to the new environment. This will also attain a co-operative class
without effective classroom discipline and team spirit.&lt;br /&gt;
&lt;br /&gt;
During the first few months of joining, a lot of emphasis and priority must be
given to the newcomers by class teachers till they get adjusted to their
schools, classmates and teachers.&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Arial Unicode MS&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 12.0pt; line-height: 115%;&quot;&gt;As children are
in other words very young adults, therefore, skills to socialize using Circle
Time, Team Work, Class Meetings should be emphasized consistently so as to
build their social and communicative skills.&lt;br clear=&quot;all&quot; style=&quot;mso-special-character: line-break; page-break-before: always;&quot; /&gt;
&lt;/span&gt;&lt;/div&gt;
&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://classroom-management-tips.blogspot.com/feeds/7918842218347834517/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment/fullpage/post/5753241771652005283/7918842218347834517' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5753241771652005283/posts/default/7918842218347834517'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5753241771652005283/posts/default/7918842218347834517'/><link rel='alternate' type='text/html' href='http://classroom-management-tips.blogspot.com/2012/05/tackling-new-comers-and-others-in.html' title='Tackling New Comers and Others  In A Classroom'/><author><name>Yasmin</name><uri>http://www.blogger.com/profile/08591211040980039615</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjh1dzcQjW8ErGejHWockK-5Yif1EzSrVL-_rklSsD58pdd6H4K8F9FH80hvMRfoz3KdPu_wsiStFiluujBo0KVnViEhPKbFQc63kiRu_ecSMJGwJ70OTIYV2jD6k6t-xMFRus3V3Ekdus/s72-c/circletime2.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-5753241771652005283.post-8185468146655994874</id><published>2012-05-02T02:02:00.000-07:00</published><updated>2012-05-02T07:46:13.810-07:00</updated><title type='text'>Strategies to Make Classroom Interesting</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
&lt;br /&gt;
&lt;div class=&quot;MsoListParagraphCxSpFirst&quot; style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
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&lt;span style=&quot;font-family: &amp;quot;Arial Unicode MS&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 12pt; line-height: 115%;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;img alt=&quot;&quot; height=&quot;181&quot; 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pHLfoLJ9B5UaFFx2yMRqQ2fW7TFx/OqITIH7FP0Xbqo7bEmNkLWvD5729YJNh3S0mbC8QbfxH41dWS5oQfng+W2W7bgMLD9wtvZPPap3G/rGiOkNxi2uNXxWme/77b7h0g4+wps9QhuOml95+C/lB46dvP9sOpDLwLmEVB7KH3l9bgUToIZOgCMu4/UuQ2oMW1Bv2ML+K7bdlsgBth45X77j4Lpj5gQMHv9an5DS3caU7TamTJcRlXqFlus4qsGIBfXGLKozbMrXIyY8AnKBMSu3Vuo0vtrg+RV7BK089/tj0BzoD6BH3/19z4M/dj08HHV/459YfcsVmHpjSNU+X9UJHV9/9MAfZv9wxR2S7ut5m44/8GTWttt7Nt86EHHnwIncqDvi1xtk9FW2dmrUtCYjf6k5cPyn41ofcK28zmbtODn4/b6t3g2aVCt4Sp0xE+sO6NFqdtDWR4cq9f6yccjQ2oH9P5sUFBy2KjX7asK9S0mPHq05c7PdnK11+o6t0qXfOWBS4olavcbWHzGnTIeRnebs3HAyPe5+Zmxm1tbHuYNj0ppOXVO38+jxv+3IBTKAZfvPlO40scrI1VVHLWq5bNeWW66STdsGLo94Z8CvVYYvqTVh9Q8r9yS4ebOhY5YeOLXu5pPinYdUHbes0siF1bqPnxZ3XjuWZTXsPuTNYdMajJrz5qg5Ae363bTglRCcQlgcUlcyTzITkgvTAk76VEDXkQ1GL6/Ubezs8NSHHI+BUZsSagROL9N15PcT5mw6fOaOwkPgEXBXIi0XPy2OqTpkXu2g2V+P+eUu4AaiTp2s0KJr+R8G1fy5z+ufNx04eej66DV7jictPRA1MSVsStq2ladWnMhcfNvb71xG154Lm1bt1LBuj89rta/3QY8SsyN+WJTYf+GB6VNS105NC19+Om7XpW1PsStTrXnCI+ZFznwrcGz9kb+8H9p5X274Xb5pVXS/tzt91WhA/1pD+lbq/13tfm9tu7t90v5VDQe3rt7hw/HbQ9NZuAs7c+V2HSlZ8sJT5GQAaw6fLdnim71UfjN7Te0+oWW/7Zp4OzcP0BXyBPL8jvoC8PP0JRPWbc8CcoE1aSdfbTekbujSN0IXNpu1+rvZy4I27n4ERFzMKtN+bJk+0wLjDzUaFJh09XoWcFLhpXa96k1dXmnE7EpdRs5JvaiddJtfBk9sMHxa/dEL3gpdXLd36PlclkW4grSYzyNpHnD2fvq5u3c54AWWHrlY6ufBdUctqNBxxL6rT/KA2xwVWvYp0XH0ihveGwJ5QBaQBbiB+wr7s/HG4PkVB86p2GdyjwXrHwBeIBvqBpCSRQ7l5aXcPXc6PfbUre1Dfm3f4OcmNQZ1rzKw1wfDOzbpUunonZ7p1vBznqXJ97cm3Nu/99HRvfci0h5HbDr+22tf12g0vFf1Qf1q9e1as2OzhZETXTiZg7OLYlbUHTym/MCxjccOjX568CEOXXoctiBsyYQdv02JWb75yrYzxo4LPGbAurGN+n03fte4q8aeLGtGdl6gj0ywsOoJi3+KO7dMT+CilZ8HjUzRSf2hE98aOnlfFnkE+Cg4g8/kBMhgeAIcc5nlm38/MyzmEZAFnHWbZX4e8Oa4ZTVHza0xfPI7weNO6jQPiLtwv1z70XWDF1XoOWRsZHQmkAvsufO0dJfBtULn1A6e8X7Q1DME2k2g1fSF9UbMrjRsXsXAOZV7jF9/+I9cwARyqZEFpAMDFixNvpGeJZEFTE45VrpnUPVRs5uMmnWfw6tw24sqLXs3GrG47bKYmBueix4c05HspptvPhgZnvrO6MV1ghbVG7X0tfbDNx69lg24FJ4onLLkPsO3z3P7tHEkAzseGjMvZYzrM/eLGsMDK49a2CBo+ifDu6/dN+iBXHnOtel4TvIZ7/VjWVczkZGNB1nICPvjaPnu/WqMmlF/4tz6w0OrtP7mDnzpcA9eu7TCkNDq05aU7Dtg6aWjj3A/D1dduPeYXntonn7oic/KW5Ntho1dO6nZsA4rT8y7Kjfc1UOeWkOy6LhHavkNpCZlnRi4Zm39roGzIxJPuIymY3/5Ysrc4xT3ARdgCCcevU2x4/zNFhOm1ezQJeb67UdABnAdaDRiZqVhcyuHLg0YOq33+p23gTwg/NzVsh1HVh85v/TPfY56SQ6QAYwJP1Qr8JdGobMr9Qicm3zsHqA9BNaeul6608g3p2ysNGJ51UFz2k5ffYMiC8gErkgsP3aqcc+BR576bN0cm3jktQGhJQeMH5p0Ov7mk0uZRrpAwDfd6o+YW7H/9Ho9xr8zcMrrXYaV7T60XK9hAX1DGoT8VmnI3Dohi+oOn77s6JXDT8wz2WxOXFr9QaMq9+5Vb0Cb78Y325j6w5/uQbd8gSsPD6g0dFjAmM11g1bW7tp/9f5Fh+9v7r24W+Wf320Y2LVWxx8nrV98PedOJnfdBZpOWVZjzLKAkfMrD/+lerfAq8AZifdCJpYOmlp85K+vB89ouWTVZak/VtluZFE8ofyKZMdBYylN3X8lrdr3Hzce8N64qH57ro4JvzQk6uq4345NGLB9bN2hHd8IHFC9Xdu4c4fvGBlB65e92a9v03FTFh7+/eADI/FSRvL1vElbUnst3F6z06B6vQM/Dw65yvAQuA1+ARiz93y5wbMqjVv1r56hEfdyMwA3EHb+0us9RtcOXthu7oZrAtnA73m0QofgJuNWlu86ZOb+o3eATEDLIvjDxb8cv6TWyEVVRq2qOmpl+S7j+66NX5R2ee3ZP98ZNq5Shz4tQqanA16BDI4Oi7aUD5z+2oh5VcfML99lwID1Wy4BbReurjh8cs0JS2oHz686eGadUYtqj5z3Vsj8ct3GlOo6oWbIirIjZlWdOK/CsLHFuwwo1ye40pCJVUPmVhk55a2Rw5qObNljWuWbZuhFX3D4vTmVhw2tMmpdw+ErSjb9+Zz7wYf9vq8+pEfF0JCyIVMqDR9f7quWB65e9wFZQLt5OyoOmFlz3NKyA8eNTT0W6yVj9p0o3Tek7OgFFaesrjph6euDJnw8dtYPk37dkHrg6pN7VHiApwzXdPyZId2j168s3+XHKkO7vT6gXfGuLV/r07bCgF4Vho96Y9z4xiO7fz74Cxc7Ysgj558e/GJ45/KdOlXoMTygy6jX2ga93mFM1d7T6gXObTRiduXO/ebuTbNt8tSNm78IDm21bGdA0Pyyo5aU7z8t4WaOndDFXv+zfM8xFftP/y3tmp3qzk08FNBzYs0R80fH7r8O2BGsxjm8wOqDF4u37BXQf3q1oIUNghe/ETizevfQmt1G1Oo+omHvoFNukQv4TH4/x/terxGVe4wu03V0yY6BZdt1Gbx5y00g7M79kh17vdR1YMmuwyr2HRfQbXT1niENB4ROTjp5gKHEj33L9Rv+2sC+Zfv++HrvFhX6NK/Y/4eAwO6NQoe/M6J3y9DWhx7PuSUX3sK6wDXdKnTvVrnXpEqthyTfdqVLDF+1vFL/oQEhv1YYt+hfXYM3n7+XBWQD5zK8nwyeFtB+VOXuIe2Wbj4L1OrcvUq3IeW6jKzQd3LpbqGlfh5Stu3A13/sV/m77q++9dHek+cszijzmsgykOeB9RBqyIYtZbv0qzZyRpWQuZVHz6o6Zkb5wJAqA7o0n/jVkcfzc/TZbu9sA3EX3KnvDe8a0KtP/eCpDccuqD1yXr3gRe+GrKjUfsS0mP33AI+CT2HMwqVVW/5Q/seeZToOfaVzcMWOQb1DF+oSLiBwyYo6gVOq95sSeeFpLhB39nKVr1uX/L7Xax2Glv6mdavRoyevWp0LaOAwLZEHHHqQ12PRhoD2A8u07Vex05Dybfq1CJk7ZPmO2Et3cwBTgRLfw0fpK3ZHRJ6+8ifDDYILrry9ly/4AA9wTWHTpctLjhxddezkurRjJ59kPwIeAYfu3u4/Y/LaQ7ERlyNv8ugrvgXXfROizncesbJp+8kfT9o+8teIkcuSuk/d0urLPm/3mzWq/6IFS5IOXnyquwEXcM3tmh6Z9NPMFd9MXT5n74XVey+tTzzbLmhS2+BJ3aYtm7XnQMqVzDzAC2yKjQ1dun59ytl18WdTLjy5Z+CeiTsU9zieMuFhFqE+Sj0KhMJQsDymO4eTNUn7ui5a/0q7XqW69qrQu0OjAd+Hbu9/4FFwuuifI9q7rI6WnJontx7LjJ8QvfyjMYMr9+xRrlO/V7/v+VXQ3A2pf6T7hAkwDkLV2Rt373hIOsEtihNZZN3eU5sj0+5lkgyFzwNH1B00sWLnEdG/3/MAWQa977NuC1wTuCVxT8injOVyoYHBcOs6FT7gDhXnvMZJLz2cS45kkmsWHjHoAFXQda/iXsbcDJwAFDAEDChTMOKzKJEefyKdB3iVoIBPMQIr03Pzied0Lj+Uw7a6+bgc/edHmR/m6N/dd/W/kjHp5J3fDt9afz5z04XsmN8zrjzh4jGnOZAEMJj0EmIBmRLpHKef6Bcy2fm73nO38i5n6bdMmU6QJZCngxFAKkotDxUUEBzcgmTgHIaCDhhgBBZXlpAWl4xzyqw8SB0guhR3KU65SezDB/EPfj/+JPWOue0hHZUlf84UXzw1P/f42uf5RmVj80McvEBPH/JcOeh5ejxPv+VGtgmDKc655fNCgQp7FdKp1ds8D5eFpxS7T18csi7i+/Hze4ybceLSdaKUj1K3ghfIAVyATyqTK80uy9hFMQpugHqgPIBHwcsd8pVlmBbxCRAiTcJ1LomUMA3GuYQCc1kQMAAfoEPpjJm6JS3ODQrpUeKcYW2zMCOPdXWxzx/m1HLrb2a5mmR5f3CRsXnmNl2e4Lhp4IEPug7looQAupIcMCxdN31X/vwzOjU1Ji3tyLnznCrBpAVpQLq45ROcSVCiAFjUVGBUGEqJ/AKwUuAQFITAIiBUCiHBpVDKFMJtmR7GmEFgKRhAFs/OptdyzNhMzwQTg3NE28d6M4O0cLm/z9UHejHXi125OJqNR3mwBAABahEFKrgJxaSUhNjlZwpBlZBSwTAk5yBApsDVbHL1Ucax38+7DA9VhIJSSOpnPAmhNOnQTaRy6i6mvYbtFOmdsiJXYAKcgXJlcWHZ7Amn4kgAKhiUTzGbE6GoCUkgfbCugIVRMsFlfOcijXNJzae+Kk9y6vrIN0CQlPOhUoCbQI6E4ZM6hWRKGpQJ4Gle1srVK7Simlb8Je3FYtrLxbSXi2ma9uuUKRlZDy3pUyCMmwAEh8fjk4oCtsk0C4gEsBkLTDgVeIcHATAudKkIpJ/FJQAQIEuwk8TaIOTMHKN/Lmnn0pt5fJ+4PC1cvs66OZZjs8RphYeKuaA4oT4mdQUilemQcRQDsyAtSKYKVeztiiUFLHC7hqackrNNPHPYIXY9XKp8bk/hir8EFKSUSgmbb8GhnMErf9VXAJJSEJsvpJRQ8Cj1QIpzlOwm1niXu3Wup0G2p1KuVccjP/XxjhQTgc2QB6D+BFwAE5AmuE8RCcUIPX/ujFZE04o9p734ovbKK/UG9P90+vRvf5nRb9L0L79toxV7fvfunbo7F4orAcEBzgBCaCbgUWDCT050WLN+Hk0+L0sB0qE7wClp2Yvgwg15B+oMVJTHM93t6+8yWnmsZl7yuUm/layXpBO52CTVEah0wEdBLFAOk8KnQKVg0im+c0jlkBwEhWDUIhKKg5sgll30FQoKEopD2VLVoKTgVCibYyFlPllG2pX0Z9igQnGZDwbgIM8twLBgErvKBwY8YThO1XaDTfD6fvT63s3Jq5rrqZGtf+yiXS3MEtgFdRo8HcINwWxOlglmwBKK37x5s9gLz2vFimnFX35v6OCf16xpv33HD1u2ffzr7Nrdepf8qJn2anmtVLlG332fcOqkm0uqQKklhM6lm0oX5YRKwSE5mABRsCAABimlUFJwSJFP4nXeoGD+cR3IAR4Av0NFSbnQY/XLs1rn6J97jM+l+YM0e1EyQcjNhB5i8i6FzwIh8Ajo9jwWwqmFC5nPLmQQls1rEiCGMCz7vLlONVEAACAASURBVJ/lIxyaGTQoKiSxy7BQELafUEraZsihbxYQVaSiKp8UDEhFIT1CuQmIBaYUAB9wyaQbTTk6V2/ucTUw3DXzsmu6PZ8abLCHzmNIULgE5IJ4IYgSUkgwBdPySOgm9Q4ODtJeeFkr/krd0NFtYyM7hYc3njhR+6ypVq681qbda5Nn1Nuw55Oo1FdGhGqvl+85Z/aZu3dMwbhkPmpQ6XcYgICkNo1aOPwxAXABIfO5POCSKVAoKgVTYBK6gkciV+KxVJcJi/XQXzx8UK6vbZ67OdObS/MHQntQMZGRHUqcpfIJhQ/wAWYhToxDBHFoa4o4YChhkxmZ4JwVplpxmzKo/Z2qJRWYoEJRqaiUXInCJC174hNw4ifKc8Bk0ktBGCwpPZB/AnG6EWrKViZvnJdX1et6Q/d8YRj9FNYK7AOuK2RBEnAhOHVUTUAKCzAzsu536N1Ve+FfL37S9Kfk+M8id1ULGqWVC9DKB9Sf8evHyUl19qVV3H+6UurpNxLT3ty45fkO7bVSr8zZsS2HMQr4TG7XpimllBNLWVz6Wxr83oE5rlBIyQEOqQMmFFPgFCaBzxReAS8TGUxeNNVuE/M8xvA8VwfD28Jwf+bxNjPM7oLMg0zg4oo/IDLtmU6lYFAKoA4TSUKakJYzpyGV3yVLrqAcPqaEUJBaARnrr8c/npfKdkLqGSocIAECZENdhUoQfKZptfcab3jMqk9z6ua4mxtmEOQa4DhwFypTSJeCofJZospminIlCeO+PoP7aC+8OGD1mu+idtdbNF97tbL2SuUPlq78OGVvqbjoEmlpr6Ydf3Xv4cqph2vGJ70fl/D+qtVaude0EsWjkvdDQHEQy2b/E0giqQm/blMBChiAoSS3jZci/g+TEByCwVZUOxzIoDhjqRiLLTfNMbqnjSv3A6/nfdP8llnDlFgBHACuAY8Bny0u6TDzlZ/VyBwNeZYG5ye4PSNn7W/i/p8Pv5+3w8fCYMg8yOuMJhnWAq/e1+P7JM9TMdtd8an7U5fen9ClkPsg7wBuKEsqU8KQsGyWqMz3V4oC7PTvp7Tnn28RPKpHdHilMaO0UlU+m7Lok4TkgOSkF1NSXjx4uETqoZqHT9bcHds4LPajhKT3dm1vHx329qiRWolX32/dPuXoeQ4QxUzqhqTgxDYaolA3gk2acth/ktlxiZ+vqpRSUAyKAl6BB0ydozSWWktMX3+f5xvd9yEhXxhGB8bGSWwE0hSuKmQ5VCv/4adZkILotACMwjzdguN/Cwb86gagMBgE6h7UccrWu7wjcvJa5bnfdflqZbvqu4xORMwAwoEzUE/9hpRLULvXJp+5rpSwwzmv5YtMSdFeLP7K518EdO2ptWr3/s6wgJSU4mlHXk07XWbfyaqHT2lBY7W6H7zw0dcVB/T5YvOK5rHhTaPC3tm0vmSfflrxV0Nnzbp46yoHBThnBA41i9ukMc4pK0S0zScMKj/NVCkFJSAZpAV4lXoEcUGxGE5mE18fy/iWkK/c3pZeoydhUzm2KBwW6qZUbiiRj4VSqoBl+2/BeOb434NRcEcomy6rBJAH/AFEETY1z9shy/VJrq+J13jHY3xj0lBgO3AcuAXpcTiTfi5sQTeHHwzOqVCSA7czMoNmzNJKvVrkhx++2bu3Wkpq6f3Hyu47V/HA7xVSjpZeuEIrVVV7qaxWsoRWtvgr/Xp+uHn9R9GRX0dHt1i8RKtWXStfbsGOrVmEUjuKV0IqEzDALXAiBKNSOGG5crq85D+AYfPAfZAZEOfBdlNrmmX2MM3vc93N8jzf+qy+TM0U2MPVSSkfQ1EHDztQc8zRvwPjr8d/BIZ/PkkFoaRUJnAf2M/VQp/VNcf7Uaarfrankdf6ymQDmFgDHAPuAHmKUSdx+UsXnmNohZ08S26/h6CQ4Uf2ayWLF/322+YRiW/GHngt+nDZfedKJByonZwWMHGW9mqA9mJxrdgL2kvFteKvVB446Ivt25vFxjUNi64/cZZWtqr2akDKmctCAlJy7oPUuTcbggpueU3DZi2aEtTPKff3RCgJAcVsyUIBkkFmQpzmdKtpjfUZHfM8n+f6PvWa31E5WGCxRIJSfwJeqIIGEsj8XMzfDPCMz/i/g+HPBO2eE6GoVDnAH1JtsdgIj/F5jl4n21c7z/jAoF2FnKnUXuAO4IKigjq+pnCApvy/KSXgB0NwCkVNM4fCyGB6t6lTtYAaAaOmvR2eWj3hSMD+45VTDn2QeqT+vKVa2Qra8yWKFi2hFSmulSyrffFlky1b34tP+STqQNOtCWV7j9ReCXi79U9nr15TSkBYUAzM5IwQRn2CG4DlpOwFnVHC8SgcduLlTD0CcV/yQxZZ5tEDPXort/6p1/rUZG2YCpXYCHkG6jGUB6pQ06mzCvB3MP4haPqPwFCOJ2QKXPkE7gGHCf3VpO29Vn2XVdFlNvCxbznGAjuBK4AXiju5pvhr6qIK9NfJgkyDCcCkXsCE8lH4Mokn5dxFreTrRb7p8OGmiLcPnCiftK9MbHK9vQfqbd38Qs/eWsmq2gsBWtES2ksltDcbfBcbVyt6f6W4o032nWm0YY/W/ButdJmgsVMe3n1sUGaHnkJJk1FLcmIv6BTCgztNofZyBXViIQDKo9QNQqK8+ixd7+0zW3iNDzzG5wbtKdVspZKU+APIgrKcVRZHOf5ulP5bYKhCYIBz5ChcBqJ8+hDT+tJrVcvTK7iMd03RU2K5UmlAFpQo3OLgT2YKdXUWAkNRKAmDcwEJYVJvFmBQ4ROQv9++03HsFK1M5SrTZn2SfKBu8v7ycUmVk1OaJKW+O29d2ZbdtZfLaq+W0V4rU3JsSMWUgy+nnS6778wb+05+GB7eaPx47flXNa14WPy+TJ8BBWqYdueEl3ooeOH2vfzOQWUTQUH8c5orZDF2Stc36r4QXW/v8X3k8r7rs1pxNRrYJNgBIB3KBTu5kf5w95/c9X8FDAGp/FObcNwjLMWg8716B7e3cY6rQp63hkFbS0wGoqS6AvhUISS4FApcgnJl2UtDSkJwcO5vn5GAvx/TcaRKSDAKbkK4IVZFRGolyxb57Kvvtu96NzKuSmxqxaSjDfedarA7ofbSldVmzyo1bVK1nZtL7d/7wsHDZfafrpR8tF5c4jdR0YNXbfiibTft+TItvu10+uAZmBy6D8pU8AmYTiecvQjktFMLAWIvnjqLcooL5YFKB47p3oVez4Bc95cu77tuvaludmLsF6g9gp2GfASYjufwu/FnJt9/CQypwJSyF9w44BK4bLFtBhnrNb5x+xrkeWt69PctNkBiFXBCqScAp0QRSyoJJri/uYg4HeZwBiiEkvZCWMGKTcFypoSyQD3cS7hXSHLr/v0Gzb7SypStO37yp7EHaiYcLRN/oEzygar7D9ZNO1hzb1K1tH3FU/eWPXykWvKRJqknamzdFTBzTrFWbbXSAc99+NWrH3ypPVeid6/+j+/cgtANIxPQFTfBmE3wz39ZOL06zAaDKcmVBZUFXKHmLt032e390eX7xG186LO+ZWIo8Jvge6FuAH7leAYM+d8Hw690JvCAyzSTzPcaPb36px5fI6/vXcNsx8WvQBxwWymvLW477paS+/MgsyAbyr81fzaRVMhPnpQCkZSBAIRQj6VMA1i2c4dW4hXty+8+2bK7TsK+svsPlzx49KW0Iy+lHiq5/3DZ1GP1Uo+/tTm8SI/BWoXqWkD1MmMm11+96bOUxGZRuz6dPvXFtxppLzy3cNHcrOyHQugQ1O52EhwWF0opWMSJNPxLvUJJqYiUHuAe5CFOV+jmAI/xjcf8yEc+o6KTwkTBdwPngQwoI38J5J/B+Bsy/2swJIQ/CHQBVzjbrRujPd7Wbk8Tj+8tXf/GIsOk2AScUciSitrbSQhhW1AuFQGIgiUV8ffIFgxOCOFve5X+9jJh30FCcUmE0JnwGMzn4T4OnL15+5OOXbVylWvOXdQwMbViysFXUo+UOHyqRMqhtw6ffW93otakqfZa1ec7dm26fuun4cnvxex9Oyb6vR1bms5f2Lh3f614Se3552u90zh+f4rH48l3q84Y7CYnfyzutB0qqpQJZAFXlIw0yXi32d5lNHUbH1ikOecDmFil1CEgHdIDIfLXo/77YCiAO+6YABmQxxj5Tdd7eryfuVxverzvG0YXRmdAJAK3lPIKJaWEdAQuAc6ZCcWUpErS/FTI0QmAC+Xv8GAAEXaLjBJKKaGkAizTqyQRgunEogADXHn6r4tXaCXLvvhTx0837P547+Gq+w+WDY/4cOturVUHrXSVEh16vhMZXjcq6vOY1K83xtTsP0YrW0d7ubL2UiWteIBWqoJWvIz2csk2HXq4sjywBLhkStrRj+T+Flz/khOUnQm6gYdKHdLZErcVmKd/m+d736d/YJg/ET5HqHjgClQ2JPv3YPjN8f8FDOb0qZtQdxSLJ8Yvhu8nr/cdt6e+19fUMocIulrJk0o9kYoIaXtmAHAaLJXwuj2cMo/LzSlTQnLKBHO2RlAFe4rYYJjCv5LoDy6d/VLskVA7DrVE/MGD2svFtVcD3vt1/jth4V+m7K0/bqr2WhXtg2btI+PrhO36OO1AvenztHK1tZcray9V1opXr9Bu4Hszln21ekeLFRsbBQZrL5Vu17EXJKihE8VcxEeEdLblKNyX66w6ECBH4qLJdnjJFJfRIc/7qcf3ts/3NWETudwD/A71GNKywZCK/s2B52ci/wcwqON2feBXpbmT+EJMX3NTb+TTG1pWS0YnKLEH8oqCy+5/lbaacwUFTgWnwgZFckUtBoX8JXq78uV8pLTXtAWk3QddUByVHNzyO1Wn79GUZg51B02ZrJUqpbVo3nrdpnoDRmqvVX9/y/bGu3Y3T0iqM3GS9mpZrXhJ7bVyAYMCf4hK+CLlcI2E1Gp706rtjmqVsK9Sx+5aqbIXb/+pc90A9YLYUYpQ0tbvwtE5FAdMjrsm32uw5T4y0KO38OpNfPoXJhtF5SbgJNR9SN0GQwj2T2D8Nd79z8AQUC7FzgpzNfEONI1PDbOhQT60WAfO5yq1FyodMArnm3Y7ouRKcuRkuaZP/bWo9vy7Td5LjE/IzwDtTRmc6eLsfuCURKX0q4xT+WVQVEoulKRMmMQSIAomt/QDR49qr5TUKlYp1/S7Et93aBoZ9X5EWJNf52llK2ovF9deKfntxg0fRke9mZRSLmFviSMnXjp8otTeA7Wj41rtCddKl5mwdpUOmBCGovZ6j92VK6X86xoOuFCZhJ+z+C6TjPeZbX3GOz7zQ5P341gEpAA3IT32++S3kv53NUMKp4X0Kchhrs9lRjev7908b/1c4wsfH2zwNQIngaz8BQAhlFNG9B8DBw6uVatOUtLe4cOHFy1a9PLly0IIwGkilvKZUefriVOK4Q5c0m6sl8JLTA5pCdMiPur2QOLuwyd9ho3Univ+YsN3Wq1f2TM+pmTT77SXA7SylT+av/yD1GPlk4+W2XeyWMLhlw+eK7rv2Ounfw84kNY4MaHJb0u10qUvZ2TZERATnPlb6SWEs3Tm9+VCcQUDeCTlYcIWm2Zv3frARxp6ra8tMUypjUoeVyLjnzKMf/AW/xkYXMGuEj+UZC/TJxGjndf3rkt/32V0IJjFEKtwnckcZxuIQsDbEj99+rSmaQcOHACQlZX1wgsv7Nixw18AKLjSXhFijNk/7W8ppfZNCo0H9vYLJreEECBSGU5JODI8Riv2olbxtbf799VeLKe9GNBg7NSP4pIDUk6+uP/8y4cuv5h28aXUCy8fOPevg2dKpB0pnZjQJDmp7MAhIRt2mAzMxwVgSW47KAkhwex6nF0ilVAKFMhV4hwl63RzkEE+9pE3POaHRPSQWAZ1AOqBbU5tvkChddz/GhgEyAVucyvK9IwwvK28vg98Zos892CmNiic5EinPE86YWqBfBljUsrdu3cXKVLkxo0b9vmiRYtOmzaNcy6EUwmw/8o0zSNHjly6dCk2NjY8PPzEiROU0sKASSkZY0IwZ13GX+wSEoad2RN578+7X7Vpo/2rhFastFbi9Xc2rS0fE17x+IXn951/4eCl4of+KJn8e8mk8yX2nit1+MLzaUfL7dv/fkSC9uUP5x/phmUvvknpJEnCznbzp7l0oplciAuMbDGsET7rcx9p4DbfM1hHpRYB+4H79tYmHCjo2v9vgeGP0nKAq9Ta7nP387q/9vmamlZ7RuZKmUjpH4BLwBSKApIQ057d0h/exsTEFCtW7OrVq1euXDl//nyRIkXatm07e/bsqVOndu/evUiRIpqmPffcc0WLFtU0rUmTJpqm2WeuXbtmQ2Wj5QdGAgz2ehYHJ/62eymo2wPT5IaxceNmTSuulSjz3q615eN3l99/5MWEY88ln3hh3+l/JZ5+NeViyZRLL6T+XuTwuZcPnaibeuTdjTvbzV+ZacuMO1lOPhh4xuYwKA/kNc52W2ScjzR3W43y9Hd8tK2Qs4C9wAMbDKaeDWr/TSL+n4AhkQl1lpqrPO5OHs+nXk8zYg4AwiEvM5qRmfX44eN7f96+fjf9z/PnTqWl7V+9evX06dNDQ0O7dOny4YcfappWrFgxW+4lS5Zs1qxZhw4dhgwZMmXKlClTpmzdunXLli1btmyJj4+Pj48PDQ218bh8+bKNgY2rjYpS/t54e0snCSVhQlmQlBmSGQDnnF+7fvu9jp2rjA96P2FPzZiEqqnHyqYeK5l24uXU0y+mnnsh9eLzqReLHLzwXNrJ4nv3V4+JqTHjl+jHjw0ALH9zHOHUNp7xaHbd6bYQCYT+4iVtXEaTXF9jr/k95VOAOOCezVIWfwHj3xz/CRhcPZTyoGXO83hbe7zvez1fEj3oj3NzhvRvPXRQ/08+/rxU6Ve0IlrRIloRTatRo9p33333zTfffPvtty1atOjVq1fnzp3nzZu3YMGCHTt2bN++fdeuXXFxcZGRkfv27YuJiYmKioqNjY2JiYmNjZ0yZUqRIkWmTp1atGjR9PT0fPWyf7F/UovYcZpgEgyCSaakpSwOZnLdJD7GCBe4nuOaczztu21rm27ZVnfd1jIbtlZK2lf56NlSqSdfTjrxQuKJkgfPljpw7PV9qW8lxX25eX1IxC4vACaQ77P9YOAZMAyoe0oeIGyxl3TOMz7I0992G1+bVghUOHAL0JW9k+P/BQz1jwcYYHJxm/FEi0z3Gs29emOPt5npC/rjzOISxbTntGIvvVB6dMiY31Yu3bhhzYb1q6OjI1NSUhITE2NjY/ft25eamrpnz57IyMiYmJjIyMidO3fu3r07KioqLCwsMjJy27ZtMTEx4eHhiYmJo0aNeu655+bMmRMVFfXcc8+lp6fnO/bC3kgJZxun/HUUey9FCkbAOaQ9JymQDdwBbgL7LTn24pWAhQsbxiYFRMRX23uoXMK+MrEJtZOS3gsLqxkaqjVu0rB58xzGTMEcmkf+J/+5jlgtIEPJk5St91h9cvTPXEZjl95MN4OE2ArcBHyFd8T6n4//LRgU8DBxhfFIk4z3WZ97jQYe7+eGdzhwYvTQns9rLxQrWnLgoMDklIToqIikxPg9e/ZER0fb83337t07d+6MjIyMjo5OSEiYMGGCbYLatGkTExMTHx+fnJwcERERHR3dv39/TdOWL1+enJy8adOmfDOV7zAK8FAQznafsASx174kqAVqM3f91yghHYq4G7gO7PJ4uyemfL4j7L3tuz+Ljmu4ceNH69cW/7md9sor2vMva8+/RABi85GeqdQ/U5WBolA5EJcY3ek1h2Z7v3Cbb7v1T73GQC7XA9cA738BjH+GBxaQw9Q5k27VzREe8yO3XttnfGIagUDK1o0z2//cdsfOcK2I1r7jz0kJiXExsZGRkUlJSWFhYWFhYYmJidHR0fHx8dHR0YGBgZqmLVmyZM+ePW+88caqVasSEhK2b98eExPToUOHokWLbtu2bc+ePdu2bduyZYumaUopwzBQyG3Y4XD+lkXEppyDQNn5OZfwswslIEFMCoBSanCaDfUIuAv8Cdz0f07kuCavW1ft3Xf6Dht69OQJZXNKpJ/y9EwGDgVwSRy3gXQhEjxmiMv6PtfXyKW/7/L1tOhvwB+AT8HK3xbuvwuGATwVOGGRtV5jcJ7+jstXUzc/pnQQJ3uuX4kvUkTbtTts8dIlWtEio0eHREfGREZG7tmzJzw83P4ZFhYWExOzcePGunXrbtiwwbZX7dq1mzFjRmxs7ObNm4OCgvr167d9+/bIyMi4uLiIiIht27YVK1YsKysrXxvs9FApZZdGdQFDgoJzZQEETIcwpCIAd4y+8G++JBUYA2dcCqKUveOKoUAkfCYXAJV4mpNrUCKhpJSCcSjBCPUvaCo794QCl4xL4pQSZAYjqUzNdFttc32NXEYTt96FsMX/D8B4xHHEor95zf55+tsuX03D+oTwgUCY7jv5VuMq4yaERMfHLV6y7MMPPv3w/Y9sKYeHh0dGRkZFRe3atSsqKmrt2rUtW7aMiIhISEhITEwcPXr0F198ERISomna0qVLbQduuxYbD03TunTpcubMGXsYhBDGmL3LClMQABFcQZqWJyvrgeI6pS4Bk3AvwBm1VH4YxPwUNqk4BIEgNgfaKc07yzb5mQQTnHMKSLuZwF5MExwAKDcFiOQCkgjzKeQZi8/L9dlgNHYbPxO2ALgE+JQy4exp+G+D2v8YjAdCHbTYUp3085nvuo06utnUJAOBnRY9OWFS/xq1q8QlJccn7I2MiO3Tq6+maS1atNi1a1d8fHxkZGRiYmJ8fPymTZu6d++empq6fv36NWvWNGvW7KuvvlqwYMHOnTvtgGr37t2RkZHh4eFxcXEbNmyw044iRYps3rwZAGOMUgqAEKKUMCzvg0fpVFnpj29l+57oIvfijdMPs28b0m0xp0PAjvRtRqe9YY/w09SdLRGpv2ptmyCbxaKkUFwIJgWY5d/YTwEA4bpuuEzdgJLgPuAaFUuJ6u3yNvYYb7mNtoTPAS4Bur311jNg/Bs8/gMw7nOZZvGFOu3ls5q4jXqG+bVFhim1k4kzCUkbtaLa8lWrY+OSo6Ji9iYl79q1y16DKlKkyAsvvFCsWLEvv/yyZcuWdrahaVr79u2XLFmSkJAQFRW1d+/eyMjIiIiImJgYG5XIyMjly5c/99xzaWlp9k06duyYmZmplKLUrloTQvLOXT524/Efj6yHh24cupR56cy90y6VbcKbR3IpGFGMKcm4lP60RClwKA4mQZ0Shd+12DDYP5ngThuHnd7boTMFgLj4yGLPa0U0LSkuHpIpcoXzVXm+Lg4YZhvCZxUCQ/4dDCcE+I/BsCM5Lg4ZdJ7H6uIxGruN+pbVivOxxNoucfHBkwtFn9emz5wTFh4TFRUTFRkeERERHx8fFhb222+/rVu3btOmTWvXrp00adKsWbO+/fZbTdP27NkTHx9vAxAVFWVfHB4eHhERYStH69atW7ZsCSA3N7dt27bFihVbt24dAEopF9bTrHQBT4bvzm331aQ/Ek5knkq9l5Z4LflK1h/Xn15Ldz1wS5+wnbm9zCWghMNtZkoycCk5hJQWdcBg/mqpk2RzAVhEOrQKCVeeHhw8ukhRTSuiFdG0YlqR3EePgXTO12TldnR5G3uNhh79B+aAYdpltP+fwMji4ohB53isTh6jsVtvZBntOJ2iRCxwjYrM1m1/CBwWHBOzd8+ePeFhO6OiIqKjo20zlZCQkB9T2c6gR48emqbNnTs3P9fLz0K2bduWnJzcqVMnTdO+/vprAGfPntU0bcSIEdnZ2faQPKb7xpPrfzy5ePBaSur12OQ/YxLTYyP+jEhO3/d79oUbrls5MHKEV0EqRrml28ytfM/vJ4jbPCrAVgO7zKXAqVIKVDF7hYoxQOHBg0fDhgZrWtHAIX3v3ru6aOH857XnEvZEAg89nqUubzeXt7FHf9Ojt/p/AYYUGZQdMtlcnXbSyTs+o7FltKPWJCXipLpm0icLls7XihRLSEyJjo5OTIiL2h0WHxsXGRe1bc+OiKjIsLCwyPCIyPCI/6+29w6L6lrbhzeWmNNykpNq7y0xTdNMTmISNcfEHrvYFQuigoCKvUTF3jWW2AtSBhAs2LvYu4AdpA/Tdt+r3d8fe0BNea/f+558c811KeLM7Fn3Xutp93M/e5NSE2Mde5KSo+fMLScFdO7YacqUSQ5H/MGDB/ft27dnz57ExMRWrVq1bNmybdu27dq1KywsLFeuXM+ePWVZtn1cQoghDDe896wHF4rOJd3cve+BY+ftLbsydu17cmB/5qHHVu6lnNu5SslT0dwy7fRnRPxomew3peCcG6W9FAymYlDOKISmUwg8ySno0a3nm/96Y82KpZpS4HE+yr2f9c2nn3Vo0Qr0EfhGl7eHV27iUxvL/w9g/Pbxv02HmECRxY9rZI5P7+pT3vPJbxtaW2ZO5DSJ0JtUFKWkJUoVpHUb1jocSSnxKYcTUhO279rq2L5jf9wOx+7ExMTtmzcF/tht1MCRR1MOxW3dkZaSsnPz1hlTpn76WbPyFaXAwF69evXq1q1bQEBAq1atkpKS+vfv36ZNm86dO9epUycvL0/TtLK8SKGn8IH2KOXW3ou+C3sf7tl+bdOu29uXn1y+99H+/ZlpB64fLrBcRapbAOCCWwQcglAwCnAmLApqwjCEURo1cjAGyv0pKZOBcsuilAnKcOzoqb49+1SUAlJjY0B8evH9kkdXM84f3bp04StSAOhDXV4sq928cn1Fqy+rbYk1G7gOoXKuPTXg/vv69yH5X4MhUGThhEbmyEY3n/KuT25kaG24OY6acUCmxQqcvoKAStLK1ctS9uxP2pl4KvHgwYTU7Ym7tuyJ2ZWUuCdx39+kv3T+rH3dv9bq8W2XQ3vT4mJjUuJT0lIP7Ny1NT4xZsmSRdHR0cuXL580aZIkSceOHevQvkPxhAAAIABJREFUoUP58uUrVKiQk5NDKbXz7fbm8Brei9mXilC0PX17YqbjSOGhTZc3Hniyz5GReDov/b7yqMhy+4jml0BlzwRu4ByEQLegMRBWxj+ygzsmQDgM05RVABYRBw+kNX3v3XYtW925eB6WmnvzPCm878y6WJx5KW3n5pck6f7leE/JDEXv7FPqKlp9VWlPzHnPg1FGh34uePzvwTilk3my3sOnvedTGuhaS2aOFTSWkeuanmsQ5bu2rYYOD3Ik7NmfdODnOSs3LVnnSExx7DuwIz41btPe1pV/2Dxi8+phK16RXl6+bE1cakpS4v6E2OQ9KY74xBiHIz41NfXgwYMzZsyoUKFCWlqavUvOnTvHGKOUWpbFObcsy7IskxsuUXJPybrlu3nowUHHzdjUu8m7r8acyj+z7+b+S9lXrt6/YZW2iAqG0gq8KKMC2Vw6yzIopYL564k2i9EwNIsSBqSfvzh29Mh369WUs+9Cc+ddSc86ngZ3IZy5rvu349ateDVAOrV/kc872S1/51PqyWpDTelCzUUQt0qPqbKV/5PBcFritE4WyGZvn/a+V2mgqd8QI5haWym5ZFi5HFZicnz5iuUcCXumhE99SfpbtYqVh/YckRR7ICnx2IbouOnfzN0zeM+2gRuHfx0UHjopJmVvnGN/ctKBPcmJMbu2xsbGOByOuLi4pUuXBgQEhISESJI0f/78siuww28AnHMKVuDLv3j//BP98dGMg7eV6wez9h99cCQ979w95Z4CLddXKFOdPfOt2VN6AQc4pZbg1DLMMhjsOMPijIETiARH0r8//6L5B+9knD8Otajoyqnccydy009rD7K0nIdPbl0d2afbPySp6FG8LI/TSVtZrS8r7yhyL2auhLgDYcJPwPxNPeO/BwMoITij0SWK2U/WPvLI9VX134YxWNCNgp+zrGxZK7lw6VxA+XLbtsaMHRoxOXDClqj17Rr/MGXQjJOpFz9965ukgamnBp3YNygx+MMhC6ev3LwrISH5cFLi3qS4mBRHTHzcbofDsXfv3v3799tlpYoVKy5btgzP1F/9SFBqWLphqTLxyMJ79fHl+0rWwRsH7qt3bxXfvJJ9pdh0GrBkUzUZt3MRhDBCCOVM11V/IZ0LYatFU2iyZWrM1jrWBNVBNu/cWj6gXCVJWrdgDrwFBddOFl85WXTpNPKy75w4nn/r1pwJkX+VpOhJw4V+wOMLUcxWstbIK7+vyv05WQ+eBWHi1yvPn3/+t2Cc1+kqxRzq1Zp75Iay+qluBAI/A6cFHuum01lS8I9//KPNf9r/p/kP84fNPbP6+PbwzS3f+Gbp6GVNy310KOjw/u5704alRHwV+tPYaEfygZi41Pi45BRHXGr87oT42ISEhF27dqWlpXXv3n3VqlWvvvrqsWPH7I+3wShLpFNKKbW4sFyyM/PJ7RJS5EbJlUeXZHjyfE9UoVBQ2VAI5byUwaXrun9PEDP99KkHGVng0D06OLgJ2aMbJjMooeC/7Nr0nx9aVpKkuLVrYCruzMvZFw6b2Tddd65A9Ty5fr1fp44vStJrf5Og3hGmw+MdIptfy8Y7HrmZIg8RZBN45h+AQZ95/t/BIICL4rJOf1GM0V7la7fcxKd+rBtdBVsAHGDsDmUljBvt23eUpIq1X6vfsva3x5cdOR6dNr/t9Hek2tOaT0gdsDchMDHqqwnt6/+QtNGRGJOYlJAat9sRv3Nncvzu+LjdSUlJO3bsiI2N3b17t8PhCAgIuH79ul3MePaMgk1RIBR2Uz6oCaNIKXQZJSYMAyqFJUAZI/7snk0xASe6knXreljIiMAuncODR/68ZCVVqQ2GoDAMS5a9P82e/uXXn77TsEZ6igMeZ8m1S9kXTus5Ga77N5gnP2Hrhr+Xk16UpJafNyvOuQxyXfWs14wgt/qZYjYp8X0sKyM43Q6eCeh/AAb5U8DwUXFTJztkY7xX/Y/b955PbaYZ7biYBsQDNzgrFEJfv359uYAXYn6J+6f08tg2obvCtiaHxq79z5IDA5OOBB+e8um0fs0GHt1+LC3uwL6k1IS4pIQ4R3KCIzEuNsmRmJKS4nA44ksfkiRdvnyZc152Rtl7wobEn0kFLEoUU6WgBJZONeYXD2Bg9Nm2JMXtXL9ycZ8uHXp1+OHEvtToKZOG9ul7MDnVrqYzgxbm5kVFhFWUpH/9rXzunctw56s3r+SdO2M8emAVZt+6cGLY4N7lJale7Wrz5073FD4E8sHPUWN1sbuzR//EZzZx+pr7lNGMxkBk2DOg/nhn/FfHFOVQubhP+R6dzFT0zh6tmU97z6t8bVphEFvAzhMzmxNfZsZtSZLWLl+7avqKf0n/GtsuctuI7Qf67TvQNTWpb+LmQVt+bNpj/pQlR9OO79wZk+DYk5S8NzkxNTHWEbc7NiEhITk52cYjLi6uevXq165d45zbePyKhQXut7qsdJ6F7UFapg7BqaaBc2EybjJQ5D/OnThmZPiQvlNGD7t4eO/V42kzI8eMGjRg7PBhBdnZpixfPHPm86YfvChJHVp87r53G4WPs0+l5Z457rx+gxc5oyeOf0GSunRp26tPl/SLpwUMu5gBccjrne7R2vuspiXa2z6rFWFTgETgDuDF08E3z1z073FE/i81cIZcyo/q1mJZ7+VRP/Gq73jUzwxrGCMrgDPAE3Cvz+v88qvPenTufOVw+vb5216TKi8LXHNw4LET/U86BsTtCtk+uk3YP6R/BfcNS00+HJe4JyF5T5IjJW5nvCM+0U6KxMfH79mzZ9u2bf/85z+vX7/+R2AIAdPwV5jtdDpgh9PEHghl56U0r771l+1zp86YPjrYdecKnE+gOKGVODOv/12S1i2au3pR9OI5s776qOlfJWluZBhchfTRvcLLZ5XMq/lXz+/buv1vktSsUYNvv/w0KipM1kp8qktAZ9zF6S3GE3xKRLGvhUt/x6W/67PaUTYX2AtkAu4/AON30un/+84lQMDD+XnTWq8ag7zqF16toVv9QDd7AYu5uU+QDFvnMmLcyH/9o9LhuOSrKecXDF/aqVrvw2Fnx9aKjPo4NG7M1l0hOzeM2FpFatC/XXBSYmpcUqwjPiE5PskRn2DvCYfDkZiYGBMT895772VkZPwRGJTy0uRF6RANAcE40TU/GBZ1FZYsWrB0zOiIFs2/SFq/Gp4CkZNRdPmk52Y6tJIjOzf+U5JmRIREBg/5qyQdSYqFtyTv8nn39cvOqxd3r1vxTq1qL0rSF+83+/rjZifT9kCYzJIBQpjPYgVEXDLFBp81vEhu5jIauoyPFNqT8uXAUeDu74Ah8Fs/6v8OBqBCZFg0RjNCvWprl/q2W26sm+2FmCysGNArYPkQvkOHEstL0uaVq8/EH/uxSZeVA9dtGxI3sNagBlK1+d2nJAbHxQ5J2BaS2OTFj6aET0pOjUuIj3XEJ9hnlF0ZTE5O3rZtW/PmzR8+fPiHOwMQePaMAgBqEaIb3DIh+NXLVz78sJkU8EJAhb917djl/unj6s0LJReOO88ecV846rl8Cu7c5LVLBnVo3avNN/cvnzWLcgtuXcu7dvHIlo2DO7R9u271xo3qvfHyawtnzTE9xWAKqEZ1mRLNMIsZHpviqEznyKRXidakRK/nNb/W2XDGNwMXgGzxq2NK/Plg6EA2owdNY5asdnOrH7iVhh7lK5MMB9YLdoyaGYAnP/9+uQBp6sSoI3H7e33YddPIDVtHbRn8Sf8WdT77/K1mW4ZsTgxKihucsLD7/C5f/uCI256QGBsTHxeXEJ+YmGh7tw6HY8uWLe+///79+/f/CIwygjfjsIj/d6ZpUosA/MqVS1KAJJUv/2rVGhNnL1ix8uddyxe5L51ynz1Kr53Tzh62Lhx3nzqIvPt56cfvnjrkun87+8blM/uSp4WOfEmSXpSkho3qftO61dmz6aAMQgeTQU1uarZWCsMt1drlNUd7jdZupb5baaiSDgabxHkKkAUUASqe9ab8f/w5Tfm25VGBQkHTibFaU4d61S88aiOX3Mwg3QSfC+wD7hArT1M9/QcOmDJt8uZ1G+tWqrEqdNn0vlNekV7atzOlzYeta0s1F3aeFx+ye/WAZS3faZ4cv3vv/tTdCfGx8XFxcXE2YScmJmbjxo1169a9d+/eH4BR5plwi5Kyo4Axpqrq1q2bpQBJqlCuc2DvcXPmnLiVuWjVmm/fbaRdS1fST2hnDilHUsyTB8zTadrZo9q19OKr6ffST6ycO6OSJFWSpCb1apeXpDkL5hZ73QJ2f4kmmBecMdPWISxg/LRGVmukv0dr5lNrG2ZTg/UmfD74SSDX1jX7NRJ/Hhg29doHuEFvM2Onpo6Tte98WhOnp4FqtaI8EthqWaeIlQvwDZu2Dx4VFLcnNkCSXpReqCRVWjx92f7YQ3t37Zs2KuqfUsXuTdu991KD9i3a7Unau2/fAbuYkZCQYLNJEhMTly5dWqdOnfz8/D8Gg0BYnJm6rlsWVVUdQGFh4aBBg8pXLCeVk6QK0tLNm7J1wwns2pP6kiQ9OJCkpZ80Tx0yD6eKY/v4if24cEq/eDr7eFrXFp//VZIqlZPKlZc+bPbBjYybAlwzdCZsvrPOoFOAUM6YzNhdxvZZZLZmtPPJjQyllqCfW2wY5T9DXPHrHtl+7XP5D14aZPzXYHCoAjKggD4k+j5NmSNrnWStaYmvrqx9Iiu9GVtM2UHBHwLk4tVr0gvShp3rf968KnrRnJiY2IN7DyfF7E/clbpvT7Jj94654yYvmT7XsTsxKTF165adSUl77LKrw+FwOBxJSUnLly/v1KmTrut/CAazJTMpIaZpEs6Rk5PbqtW3kiRJAVKbDq2kilL/MSH3vL6LBcVHL197UZJiF8zxnDvGLpwwD+9hh1Nw4YR+7AC9cSlpxaJ/SFIlSQqQpLXrf/YaXgbOOSemxRhhoCY0y19kgoCLsQuMblTU4V7vJ7JcR/fVNbSvLRZl8d0QmYACENj/uWzP/rnHFBMW96scFTN6xjDWKHp/r9bcqzTwyU10raNlRjEaA1zjKJC14oAXpBGjh8UmbN9/MCU5OTElOTU1+aAjLtURn7hu7Zrd27fs3rll08a1W7du3r07LjEx2eFw7NmzJzk52WazLV68uFWrVpqmPeXRAShtG6DEFMTmqlkAVzXr2vXbkiQFSFKbli3OnzmoqY/HTRwh/aXizbyibIJ7bvnjjz+eHhZScP4ovXqSntpHjqbox/e5T6ZZ927OHDPiRUnq26PX/bv3KLUYdMBkBoXdPQLLgmU3EhJmQDwC0gSmK3p7l+9tr1JL1d6VlY4M6whOMzwClLImlecGTT97J/13QZ+fwyKE4MLL6Q2T7FL1MbLaxis3kZV3NPVbSx8m2BrgBJClW7nBo4Z079klJdWxfcemlauWTp48ceLEyVETpvzwfQdJksqVlypUlMqVl8qVl1p883W79h2Dg4OnTZtmn1SJiYlLliz5/vvvFUUBYJomniG0+7+PoOCEM0OAnzp9vvOP3QPKSWNDhxTm3CFq7uH921p/95FUUbpw926GR7nrkfuPCP784/czT+51n99PLxyyTu/TzhxSLp+2HmdNHDnkBUk6duSo/Q250AFi86lLwaAEYByUuYFLwAaLD/KoHxd7arrlOqreXDMHU8SZuEmR+3T+sv+any9m/FlgCJspImTgAaMHTHOOpvfxys1l9X1Z/lxVuzL2E+AALlHxZMvWdZIk9erdza7gV3xBatXq21mzZiUmJiYlOXbH7khMio1P2LVt+6bQ0NBGjd622ekVKlTo37//5s2bo6Oju3TpYpqmXclAaa7QfzGcAn6v/9z5s5JU4dPmn7X6rjlEMWjeisUTX5CkgABJqiBNWzwvx9RzLbLol3VSeSlp24riy4dcJ/d4jqXw6+natXS4nwzt1amCJN27m8mpeOZetpeMMmFZnHEIIXQh7nPhIHyyarUuUesWe6u55caa0ZbQKIq9FjIYiuys1O+AgV+9838NBuc257cI4iKjmwxznFf+XtE+8yofeZVvLTJaYBWwH8jKzrklSVLXbp1idm+7feearZjImL8dn1JqWYbdyWFfXElJyZkzZxYvXlyxYkW7wJeWlpafnw/Abrd59mIoMQXVOfEB+tx5U6VyUpfubQGvs/hO0IB2r/xderGiVL36K283rf/joJ45pn6tsDDt6qWXqv5r1LAe+dePl6QfxN3ryLqB3EeFdy6NHzW4vCQVFjwBIJ5yE/wt9ZTbrSEmkA+ctsyFitHbo79Xolct0ep4teamNYCKRRwnCR5y/zCyUu6BX5jtt3bivwPDD4kABLEzM5wdYmSVTxkoG63d6gdutalBulE+DuwX4AyQm7I3lgmFC91WqDEMjVLKmCCWENzuyeKUWgAxTJkx/4p7vd7U1FS7PyMgICA5Odnlcj3bFUAIEYyDEgjLtJyJKRum/BQkm/ezc641/aDeC5L0Yjlp25boJwWXIqeOlF6Qdh85+shk5wuKvuzeSaooXT6RLHIzUPjId+MqZPeh+B0jh/SuXuVVr8/JGLOsskiNC3C7h1pwCriA68BuTQ/2aV+7lJolelW3/r5sdqBsIrBD4BpDgYD8VNbI7xb/vvranwQGABCgBPyGYImqHiUbXdxaM7fRRDG+MqzewpoBFsvFDaCEC7eABhDO7Y4xQMBGglG79c9urjYB/mxvEuc8Pj6+Y8eO5cqVs+veKOWi2yYEAgBhcD8pvFDkS3+cf/w/339UPkD6/tvPM2+ftYzHx07FtGr/mfSCNHHhwmyCU3nuMcuWt+jYesmi6fAVKHdv8ye5xpPcHet+HtS3V0T4aN2Q7SORclusmFEIysAIB1OAxxD7wKNNo7OsvleiVC5Warn1b0waAqwFjgMPODwCxrPZp1IwyP+Mx//+mHrWqxGA0MBzIc7o1lLZHOIxv/RaTTza+6r2LTMHc2sBpYeAh0LkAzJsQVz/G4FR/71n8wVscSe7VezZjwPgcrkyMjJsD+r5Hkv72DUt5jRZdk7hyQ8+ebnJe29VrCC5i25ymh+3a71tM6SK0gct/p2enX80T1164PRnHdo1bf4hdJf7fiYvdm9ftSFm0/YXX/jLyeMn7PckVBfQGUxbtJszm1ZSDFwE/ZkZQbr2maLX9ii1XHIzRe/LsBg4AGQAJU9nyD9nq/9/AOPZugIEBKfgbuCWQXd6jXEes73H+sSlNpGVj6nRnhphhO9kSAfuAsV2EPQsHZsSlAkgUbuz1OYoP2Ol7a5A+6PL6ktPzytGICwOn6w/mDF34L+/qVy+vJT35AoxsxcvmFC3VuWKFaQfOrd497OGUqXyPyfu3/dYj7mZ3274yICXKl27fLbwQda2NetXzl/eqW3nAKmiplpCwDAMLiwOjUKjdq8qB6gCcRciBWSCobaWtTqKUc2nNfGqbQxjCpAA3AAK/d/xdx7PVvd+H4//4zFVBgYAQANyKA6pdJlbH+Q2vvNqnyhaU1NtburdLbrIJImMnQXuAx7AhLAVIX+Pt/JMPPfrNp0/+HdK7UnjOkdxYurCwIEfu9yXTP3RmJEDKkhShQBp5arZBa7ru1PWSy/+pV3/0FNOpGabQ2fNkypVWLV6afjo4NDg4Pq16klShfMXrviNtgAAi2kMxGAmExQwwZ/AOkjUOaqvncdXr8T3skerrBhfWTSYs80Q5yEKf6UT9PzjD2tKfxIYsNtADYEigasGYn3WdJ/R36u29sofK8qHmtrKJOEmXcl4InAByAF8/k7hZ6/p98D41br/LhK27WGMcaFzFLvkC4+fHCjIPxcS3O3NV//614oBp07sJazg4PHtzb9pIpWrIJV/df8D9UC2tjr5QLmXX/7ks2Ytv/4iQJIkSfp5w3rDnutbOk2AMcG4SZg9WzcX4jQ3V2rKAEV536e/4ZRf8umNDKsnY/NBD4E/9ItT/N4X+T08/kwwOGCPDiAchoCb4wHFGZ1tVczpXq2vR27pk5sq6qeK2VWzQglbAiQCV4ECCAX8qars//D4FRi/QUIIAcoAQMAScApkeeUL/fq0rlf75YrlpFvXjxOrYN36eVJ5SaogSQGS9MI/5sWmnSkyks9ffrd583IVAgIkqXwFacOm1TLxUFCLC14qUiL8wsMykAOcFuxnXR/gVT7yGq/7rJdcalXFLK3oidtgLnDzGZLcHz3+p83x34EBImBxGBwyRRFBpoUTOt0iG1FetZeifqUan/i0r1XjR9MaI/gyiL0Q18ELwHRbdK1UjPcP7dvvAfAcGISCcUAwxj1A9sHDa779pv5fX5QunEs19JyxEf3LVZCk8lLDd6oPGzHki+/aDJk258jdx5Fz53XuFShJUoXyUvKeeArNhM+C7mc4+X0fAahANnCS0jWKPsKtfFqiVHYZ/3CZb3m05hoZDmwDrgBF4Lrg1tOmv9Il+r2o+88Do/RtuRAMwgbD4jCoUBhcHA8tflyzflb0cEXvrBhf+dRmiva5bnSxyFhOV4LtBb8BVgiul+ojs1LB8KezLn79oX/8sFus7eybZRQWFV7q0K7u3XspuvK4c8dvK74gBZSXFi4Lz3pw+vqNyx269/xL9WpSpYpftP7uhUp/qVCu4r2MTIAS6F7qMqAzcP+9wSyQEuAucIzSNbI21On9okipXKK95NTecspNFXO4RX8GLgCFgAq/KBjxr9GvFl38Fo8/CQyO0hUUpExcnvq1YBWBLMKSdbJAMYb41NaK+pGmfahpLXS9u2lGELqK0QOCXweKhVAFt8UKLQFLwBCw/si4/S4SnHN7Mj38bpVGzEePHyUXFB0M7NXq7UZVA8pLB49s1WjGrcwj37b8QioXIFWUGn36QVhkxKkTZ4tyisHAORRT9RKfwlWL26rCJngxcIexfZyu1o2RLvmrQm/NYuXvJcbrHv0jt9KLsDWcnQKe+GfxCFvx3iy9XlraI0V/Y0j+PDBKBaptQWRiizjYugl+OSIUc5yj2GKQKFntZmhfGWozVflUlr9V1J66FUHYWsb3A3cE8gV8XOjPytP/4U3we0jYYNjSeZapA4pgT2TvuYGDPqtUUapd62/JqWssfn//wfUNGr0cECBJ5STpRWlz7BbZ6/O3lGkAg8nsflnbAlGwIvBbQBoRSxUjSDVa+Yz6JeqrxcrLLrWRYvTRzUUQZwR7IoRaejMZz1cpSGkM+3yz7P8zGBx/6Nf4D1I7RVimGGCDYatAaRYsf8ipAQ+AYxZdraqhltLFVL7x+Zp7vJ975e9Usy/hEynWAAeBy8AjAaf/KwlboZX/LmHbPwIBwi+PzblgXDBOqaXrKjggOEwZKMnMSu7W/e0KFaRDBzdw8XDthikB5aUKlaS336nbrcePpy6f1rlOCGMGZzK1z0VCYQrGwCEI4AFuA3s1Nt9tDHArX6lWY5VV9ZqVi30Nnb7vdX0OWBrwBFxnjFDOGDcgntEiBuCX/fxdMP7QxkvP2Bk70rQHfMA/bMbOznDOABPcBLNlwk3dopQSqjNQjfsjTsLsAIkAPuAhoyepsVFzhaqebi7vf3x6K0X9RtG+t0QflY1Q+HRDbAROgmcIlieYRwhVwNSFQmEymExYoox8xv0OkwIuw6QA5zBVDYSUtt+D6xw6Z2qRx3d+5vzOVy+vA7mxcmlkxQqSVF6KnDDm/uNswz81jVuAZjHGCBgVFrhpZwB9YEVgtwWNpfipWO3iND9x6bVd2mtO5TWP+a7KAmVjlqWngN8VtMTeB5zbrWd+mUW/RqQABAW3wC1/kw63ICwhmM3zekopeh6Mp5GhXQXxg8G4EBCE2gvBAB3Q4PefVMADe2eyMjdIAILZaW0CKFw8sszjIBuJHqWZgz1yW5/3S5/v0xLXpz6tjUr7e41xAtuB40AmUGhxN4FmwbRgMhtfBqbCTvOAgwAeCCeED5ABrXQinikY5xwc3GuBaMDjh3l7TP3MiCFf1axSKSBAOnA0VbUUIUAIZNPUwWXAB6iAk3CvgAZ4maywRya5KGi8qU9RjN45vk8KSZM8uYbTrFdsvOcmP3rNGRz7wO8CyrP6t/ZeFYwTwizmnwUCUDALnIDZPZwGhCEEK7vB/MUY8RwYfjvj16iCH1hOGQQFtUAtW97VAjwCbiCLILXIt+32Q8e5SxYAmBAygyr8UrVEgDCYDLLB7hNxgrGtjM009AGG2tpQP1a972ryxx5PS1kboFhTLGyzcMLAXZ8oVmGa4Kaw7R4TFrfHjgjNhKExRjwcp7MLRvy8cfS2uH5L109POnhCNjJBfHYlmBFT8TDuKii6/tOsoL9UkCpVkLbt2KrB0JkJCmgcVOEwirg49rgo7OfdEdv2j9i6LyJ23/GiJ3nI8mC3jik+uUNR8Ud52uc5+r/vuZoXkR9dGOGkM4jYA34LrATUJISUao5CcItRvZSnwpmg9hg+VrqY4EJwahtX/lR4yvxV7sQPBgN9+koGMAjTBDXAFWq4ITgDcmW+49ilqTuTuixcUzko/I3AkSNXbcszhc0XEZAZZMFNwS3GiEVNnWqGcAPZFj/O2VZmTFN93VW5ha58ovqaet3NVa1joTqgkM7N9MRlyNevurIv5BclnbvsOH76+t0Mjeg6oYIDjAtLM/UiBvPo9cza33drOCysytDwyn1D3wgc+UqvoFmHDhbD64/twbkwvXJBeMSQcuWk3bEOg8EH7hGWXyLe8mmm7+zDh7XbdavbJ7T2kKk1RkyvNiikVre2C1OmZpOf8vWehb42D0r+c6E4MN0TeiR3zMoDHVan9LhZtIXivkkLiaVSixDCSkWROYWhM9l26gDKQAyYFqgFWEQI6j/qbYVWKkrTcX4wnkbjEgOloBY4LUPCrvNatj+gUKgqiBs4muuq123oe8On1xo6/e2JK2oEz6jabUTS7TwNIIQwbphUNZl/9oUg1KK6gAq4KLsLkQ4eT6xZuj7E42ujqF/L8ufv2raBAAAXGklEQVSK2crJup54NLheh2ofDO7TaGBw7Z4hdboF1+vQ+1L+Ex9QJHC3uJiCASpFiQfuxGu3q3bo3zB8Ro2wGQ3D59cJnlklaGKlr9s+8JbY8vE6Y6ZgJsxNW9cePXnCpyMr18whLB8iH9QFoXLmZezUo5x6XXo1HDW+WvD498OnfzI2/P3B7V//t3Qtt98jT+e0m+0adJLeGfFJ3VE/1g7pUTuoQ822H90zc0qguZh2Lz+HAeAClFjCNGFqUFWopsGYITjnzH+ecGof+prgOuecW7bqKEqFWf0eF38WDG4bGopnZhIRQHDCVQbFgOIByQdi72S/2WFQk5DZVftNeLnHyDf7ja0zZGK36PU5JjQLlmUQqpPSSZBMJrphmWAqVRgUU+QS3KDYq5DlGpnoVgaXaP3uObtlWiEXjOU/TB/aJGRCo/A570UtfL1H0KZbd+/COP74ducJ4yNXLZeFV6DERF4xCh5AxN4v+PqnJQ3GTK09eFKrGb8su5x3KF/XAE40izMD8FDLQw235lZMqliQ/lr3m8FBrUNHRO9N2nzu5PE7N4uY7gQ7lHunxeRRdYK61unT/vupgxYem5uQMeOOEpllRB4qmvvvSa0ajRtXdeyiN0Lnv9w3LP5uQS5wIOth76hJQyZP1gAwCqJrXPZB9UDTYNn2ljMQYRtuzgUMnTEdzIIFroMagCVKwfhVgg7PTbCktqfkb/sEN0EMqBZMWbBCinVpFxt3HdZu+qJVF27syclfnX7131MX1uk75vgjVRZghIObftFbC7BgcHiBEggnLDcMBUoJcorZBZntdarbHvl2fDOo6pxD43c+Sft2yox3xsypHTW7cnhE22Vzjqk5d2jRoewb//ju67BtP3uQTZHJ8diAswByDvAQyALuAzc1XHhi+bhdcNAZNyxQH1gx1SxwjXCZ4Mi17ITbt78eH1atT2DD/n0GzI4ImjzIyTILxdX75OhtK+2qkXbBijtQNPWY8tM3Y9+cczTy5we7Pp09svqYSbUillYeOStwY3IOkA+k5rrfat8ldO0vboALC0w3YCn2xN5S0WPK/EtoQtixiwF4uW3T7CGjfjBKU0HPGnDbcbRdW2GPTIQATHAD1ALRYJiAG2gRGDpr9+FbwAOgALgLzD1387UuQdN3HyliNsPStJhmMFNwyCbO5xq7Lj2cn7i/16Qp41aunLxh7fjNGzadOXA461AOy8o0Mmu3e6/u4G9qDetWb+i4JhGLakfNrhYW/On4bj3nBvae0qXP7GGNhw8YGfNzEa646T6fSH/gSr/jfnhD9sRfydh5+WH0ngvfj5o1f90ukwPghFka4AFygRu+kkOXTnssrwHTA/O28HacHdl4eI/QuCUZuJl0ec25B/EXcxyxZxcuPzBlWmJkl+jPgzfUPa5MadivSvW+n1UN6lArbGSt0T/VHb34ndHzvhobHTx79eDpi3+YuaTOwOAR6zYVATJTTSq7wJyAFygRuOvlVx4XR69YW+BTdPC0C6eHTZu2Mnnv4YcFdymK/f4nZ4KXqe3/qidA8jeSPE2n+O2cCe4hqimIBZRoLNNp/evTH/Y/Vh8B+UAucMqrd12+5cPQGd+Gz3zEoTLBhaUR1cWMB8Sc4UitEhj2Wrew19r025B++5pFT6vqPo0Njkl8o3u3WQdTLxvO2u0+678+qv3qSW9HTKkfFt0kck7D4QOC1gwKXtp67OKWg6N/bDwisOXMUZd82x+bqwsR3zGk6ZdDu38xaly1XqNf6jr6tQETagwITbl9ywN+w1lwqch1qpD8lHx2YuKxDwYO/X5YYLZ8w0S6m5++6Lrww7gunae2vmLGP8COofM+/mLAu9+F9mzQt0etgYPfGBpUbWjrNWeHprvnNu5Zu8eiyB6rln4cNefD8BVNR636aOjcfjM3BE9ePmru6q7z1jQaFvpNxIQHgBOqC/od0zhbou2/55u07UjbKSs/HTquR8TE848elIBO27i6Ua8uVXv0eLP3oB/mLHPceuAEZIMQy+B+PsZv2SHPKMXYv/bvMkEouEGJBchA4tW71ToO6LVw04bDN2PP3ttyMavFhFm1hoxvMGbm610Gxdx64BWwCGOACxi56Zc3BwxtNHH5m4OmLTyacVvgkNPotHBNpR+H1RobXSdy1ht9hkxPSjrjeXINBQnOO3XHTG48fnH1AaHtZ0VmiEOZ+soca8lDtvPbqI7VutbfdW7IQznykTIu7XbYzPjJn4UNfztyfvWxy94aO/9ffQccKzx7x3f6X81eq/HDl9U69687eHL9kJmfTZjx5fBuV4tT8uXF+cayuGsb6nWqHh3X/oo77J4ZcvjugOk7e/17TIdGoyfUilhaa+LKKkH9kjKXFyLpZPbeO/AeUNUX2/ZrGr62fv+5Y1bvzRXwAm7gOkObyfPqduh2LDunBEi+dK7VqLDXWv1Yo9Ow2r0jqw2Z8m7orEuGKADyBLnmdR7yuPbo1mv9RtYaNLbWf7pHzl1mMlimyoRl9/7/Vq7C//NvCm6cMWIR5uF4DETuSqo6ZFT1QWMrtxpSo9XwOr3Dao2Y3HDK6ipj5781YnLfNdtKBISAZuDsw+JK/+lUPWLqmyEzPgyb/4DgzEO5SvvhtYLmNIpYXTVkXvXwn2qGRLSd/tMT4Amsjennag6Y+uHk9Q1GhA1cPeEujX2szsjTwh4p4/bfnzbxl28u3RtS7A5U1TYlape7+uzwHcFVhoyqGrayVuT8TycOTy9ZleWb1W9yg+lxkQ2DetYLnVJv3IK6oeNajO9z0bu1mI5+rI9acnxanZ5VjuYPfGB+/8DZ7KG7ZSFmLD0aXnX4gBrjFlYfOePfEZHp2Qdd2mkTj12w1mXefLH30Dpj17zRY9rY1fFOwM0gA05g3/Wc+VsSrxfI+QTbj6W/0rx14JJfqnYf+uGE+TXC5742MHz8rr35gEuggCJTYHbauSo9gttOW3nTi4uZ2YRyi+peqhigmrAonjMaUpmMQmmAURocMgYudAoPcN3AW517vx8+edLB80tSrw+fF9N6/OKPoxbXjFz65tglNcYtfrXr8AcymIBbxU/bU14bMLrWlMW1xs5/d9iUrBJ6PquwSptBjYbNaTJ62Ttjl9YaOb12UGjnmXNzgGIgePmG6n2nNwxdVnPQ8NVXkh/gdHrR4oRzg2LSg35JH3cwd3Gme6ZLHe4u+djl+SSfjZoWH1g1aGi9ievfGjGx95rIu2RartargEbeMlf2WjOk9piB1UIn1Qmb0CDoh/VnI+77uj62BvRa3OaryKZni3pkOt/X2WfF8pd5JGzBviGVh/WqFj638ZjofgvXuuExrGzA44U1PGbXy0PDa0Wt/WuXiLTHngLgcrHsuHIv9kL2nhvOLA2PCZzAmUclV9w8Q+BgidF8/MwGETOqjxhfrUfQ1Nj9eUABkAF8P3nJO0PGt46Yc1+Bj4AITkFcTPPCsgCLM/H8znia5i2tcXGAghA75+cCfjl5o8b3veamHH8CqIBC8YQgMSuvzohptcKX1QxbXS1wctzpTFXADUyNSX11yPjaU1ZXHxX99qBJGW7hZki+dnvosnVN+ke8O3hK48CIwDlrjj3OywGygFYT5tQbMb/e6AWvdu+38cGtHU+uNAvrXbNPu0bB/d4Y1O3DiX1+nNfmVG5UnqeDYnXMsyLm7x36at8+NSKX1hg9vu/6kBweWuj9rMj7VT4PWndlRKPRnzcYG9o4fHKDwV1+uTD7kTn8EQ3uNqdVn4Udsryj3VpHVW1jsmHZ+pL5e6e9MbB3vXELGwyb3X/htmIBQ+iK5XloKC2nza0bNf/NyCV/CQw/4jKS7z5+q8vAN3tHVO0XXbX37C/GLu0yc+WJAq9NePFxODkeMkx1HGgSEllr1PjKg0ePTTpyEdiaLVcOHFlvUFjIhp1PiJ3h4Ra4BihlIfbzO4MAtKzJjAHCP/FU6BRu4DZB5+nLq7cNPJ3tUQDCQSjXgQKg5cxl9cIW1A1bU63PzOHRW4oE8oHJjrSqI6ZXC19Wc/SiJsNnnnrs9dmzPyCO5npOFpFjj5VcAQ9QCGQANQJDG4Yue3fCmld7DNpw/+G6rIdv9BzybuiCmiHRdaYsrTNxUu2h34es7Z5nzChSI+4qi7vM+r7x2AlVQufVGB3Z75fQB2xirruF1/fl45IfTjsjWkz8pM6IwY3CZn4QFt5/dcgtsuBE/ti3fnh9csx4F1vF6GRDH69jdTY92mteWOOxE6qO/Kl+8IJe82PyACelPtBrJa56fUbVC42uHrX8zeDJh93a8mOnX+8RVDtsYf2oHVVHr6s7elHVnsFz9xxwASqFSaASODlygIScwmqDQl7tP6pG0PgOa2K/W767ZvCUt3oPn3/oZC4TJmAH17IQlh028uf8KckCZeDgZT4V9Q9DE8iV6XWKlVez/96xf7dF6/IBmcNjGiZ4CczHwLc/zaobNrVq8IJGISs+Hz7vmo47QFTiodf7RjYct6rWmKWvdg1dsO+cE3BBFHFaDBQBd5zerNx8nesusBsc1ftG1Ri+pO6YZa90G77zsfOihY4TF9ToGtJg+PQaYTMaRM2oEthj5fFdJeJCCT1+znnso5E9G4X9VGPs4ppjJnZZFXWNbnliRnnUoYXeEdlsxbKjsyr37Ftn1KLKQ6c3GD1y66Od628sqdr1o22XHASnmekAjhu4d5OVNI+cUjf0pwZRa6oMjW49c1MGQz7gAq66fe8GhtcbPLPu+CUv9Q056lLuMDQLCnm1+9A3Rs5/M2LVa8GzXu85/Jcz52TAZwoi4AbygWzgLnAH6DR11VtdR9cImlF3/Ioqo+c0Dps+2bG/EDBKd4NuCdOiYCbE8xG4Vaa2xJ8FgxCB6PVba/7Qu07fUe+OmbIk/WaGxvNN4hbUJcwikCxutZk5q+Go8fXHzG8YsqheYFTkjsMxd/I238p5vUvIuxErG4xbU3/s4lc7DDiviRw7NLHoycc5gcGjSjRVI6oPyGBoOWl1k9FL6wyLrtE/fPGpm3lAtkBKlrvPkq0fhs+q0m/EJ2MmXDVJMYw8eGbEb6sVOLBx2LzG45bXHDWx7rA+K8+uilrb4W7RYh/b7OQpN5ULn4wMrzdifsPx66qP+Slw17pJJ3bXCOyy++Z5AzmEZGqiKE+YK05drj4gvN7YeVXHzKsfsfyNnmOXHb48fWPMhQLnA4FeM9Y1C46uFjz19f7BsdfvFANPgB1Z+d8t2lY/fH6tYVGvd+ydDziBA5duhsxd/u9BY76Pmt135foDBb48gXsapjkuNQ6ZVyt8WZXQua/3DZmbdrIAsJ61zBygvwHjqcjJU0eKC8DkOHTh6grH/pFL137QJ6jBj4Etho35MXzCLbfLDRQxFAFdJ0fX6zG8ap/R1QeE1+0XWqvL0Kqtem69mN119raqfSZWHr2oSuTSt4KnfTt/7YhdqeNi9/4wblqDNp2TTl90c8gcXqAQmLptb4OuI5sMnvD24HGDVmx/IuAGMj04nFXUoG3g+C0J6bJ4CMTfutNp8rTqP/as139U1b7hb/aLeGtgxGvdB1Xr1vGtlh/clu94kedDfjF8q4+crtJlWOOIZbUil78yfHLdyFlVeg+NzbjvA9NgHL12a/CsxQ16BFXvP+qtoWNfGTzm9YFjqvYe+U73YW9/H3j8rjMXmJd4ulqXYfVGR9UYOCxs6Yo8k+UB11RsuXD/m+FRs3cmXi2R84ADWTn1ugRV7RVac+TsGqHRLwdF1R8ybsHmvW6GDIHOi+OqjZhVN2LeK10GnpJNN0BAwRgo88d2v6GSSM/9WPo325IbgAcoBi4UuLadvTRw7tJ3O3W/pyhewGPhyv2idgPHztiaMj3p8KTEg9OTDs5LPrQ6+eQDHVd9aDtl9VsDJrw2dHLNUTNqDo+qHDii2o/9PuwTtCxxfzGHDKgcioCHI9dE6o0HA+as6BA1r1Pk7Flrd67enrhsa3z0uu03C7y5HMVALjBwzuJWIRGTdu2ZGp82M+XkzL1nx8UdmX3g/NSE/S2Hj77t8boBLzV8QCHQaWJ07X7h9UOiqwdHvx22qOmIKZkMTg4vRcScld8HhUes2zHv0Mkx8YmRe/dP3ndwWtL+GdsSu4VMTr9XUgw8pNh2JaNz9KLW4yYGhodPW7Q0esOutUlHF2/fcy7riQFoQJHA5jNXavce3SB0QaNpv7w2dnH1qKU1gsaPjF5XAux9QpqM/qlh5ILG4+a83jnwJoHszzERMAJWNmz0eTDKOnZLA5Cnbq7KhE3gKgYKgSfAsYx7OhijBqfMMLlLFTJQBBQBxYAMeA3uMyEDORz7s12jNyV0mLmkw9T5P06ZE7Ziwy2X7AbsqjFjQtdNg0Cl8HLkm3ik4bGBXJ0UGaaLcw+EkxIfhBvcKVieqecZhpP7c+WFFD7AA7iAAk2za56EUUvAaeJYRna7sBkdpyzqOXdt076jGrbudN+jm4BOuAkUKpYPcANFgBNwAV7AxeClMAGt1Id8QvlDRVWBYlXPlamT+ytaCuUy4y6GWz7r6zHT3h/1U52Q2fUiFrwxZGLzqYsuMJzSSduVv1QLnVQ1fFqTCbOHrN2S75cQsUcNsKfzqX8PjGfLzn7ipWGZJuO6gMeiGuDm8AA+BgjCNA+oaRmmphPjaakXJjEASiyDwX8KFZUByeABPFz4iGVySzdkaioQ1FBkIYRmMYNBB3wEXsZkwQxAhaUI04AlM1WlCoHJhGVYqhCMmBangpgcHJZpS50RwS1OmWlxjcBN4RQoAZzAI9XKyC3WOSwCy+QWFxQwONXBVE58xLDATcE8mmIKZgpGIEzBNEE1apmC2aoLLp06dWYAGofJuEqIjwk3sPXsjddbda/fL6xmv9Cg7XtX3Xy47OKlxsOGvjV4aJ2xUVWDw/72Q5ezJZrPPvo5E4JRiKfEhV+5tqyU3Vc6CpGUlmCJSQyTWJpF7AlkOgcRACgnWlnWRKGcwp7YSoTQGZN108VhUTCdMQtQBJTSMc9eS7VgV+9MIXQ7s2mZqj3MHoBhEs2y67hCI7o9etggCmAypjJLproX3PJvdkpg6uAq14phesEsUzcogcWgEW4B9kITMAZQ5uc6KILYOTcKxvxT5rgpiMIMnzB0MB1MhWWBczDG/ApXvJQtxwRnjAnAAhTACVx26nPi00au2f7poLGvtWz/t69a1Ondo3L3Hl9PmjF7//GjT0pkuyufAUwIIWipUCX7NRaQnhHALwOjrBD7DI23jLgvwBixS1C6/Rq7/ZMTCAPQCZf99VfBOWUWJaZg1I53hGkLAgq7dA0LIJTo/u0o/OwSQp8hUvg5QZa/FCMIqOHHg1NwAq7aqgWCGH4eid83ZGV8GcoM+8otbk/OtSiYv3tKcAgmwCm4BmKA2+/unzHLBbiwVZQgAMH9sx5LezoNwCWQx1AEZCi44jEveXxXNPW6Re9YcAJq2TBBaoOBZ8D4NcNVKrUTdrPU0ydlhgARnPrHS3J7lBM4BbN3q306lXEzGSCoAGEglJucETCAcEppWZaFghvcouAUjJWW3Llf7h+cc7/eqemv1cMe8PfUvbDFBQXljAEGJZSX7mNOfzXcwh57WtqbCwG/fgIDKCttDeF+r4aY/sKBTbcQALH8x7bwX6V9ZfZIIWKfOvaXMjl0Ac2OxgEV8DGoHDqHScGsUl+IoJRaUwrNH4CBUu7sUzCYPY/Alv+mvOy6IWBSGIBhD0qgT98bghNmUVDCLD+bgwAC9tr5PTROy15hcG6fyPZiMf4Mz/V5kk6ZVIvBedmdJTNqp3d4aZHG1loTQlDO7JlhlrCF0OFnmLPSfcyeeT7/Wf4bpMz75GCEQ1AQA6x0FqpgAqClYwUJYTZNyhAwzVKMSSl5SmP+pSgFg/nJNFw8T0f//wDS3UgU1qmXtQAAAABJRU5ErkJggg==&quot; width=&quot;200&quot; /&gt;&lt;img alt=&quot;&quot; height=&quot;196&quot; 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&quot; width=&quot;320&quot; /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpFirst&quot; style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpFirst&quot; style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpFirst&quot; style=&quot;text-align: justify;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Arial Unicode MS&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 12pt; line-height: 115%;&quot;&gt;Effective
classroom discipline is effortless when a teacher has well-planned structure of
her lesson plans wherein even a single minute of her 40 minute period is not taken
for granted. Following the following lesson plan structure and strategies,
children get engrossed and become highly attentive in the classroom. &lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;text-align: justify;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Arial Unicode MS&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 12pt; line-height: 115%;&quot;&gt;Moreover,
when a class room is managed or teaching is executed using the below five
activities, it grabs the attention of the all types of learners.&amp;nbsp; This is especially true for primary and
elementary school students whose attention span do not last for more than 10
minutes at a stretch for a particular concept.&amp;nbsp;
So, by inculcating the habits of incorporating these five activities for
one period that lasts for about 40 minutes, will bring in effective classroom
management and make every child deeply interested and committed to the theme
taught. These five activities are:&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;margin-left: 1.0in; mso-add-space: auto; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -.25in;&quot;&gt;
&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Arial Unicode MS&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 12pt; line-height: 115%;&quot;&gt;1.&lt;span style=&quot;font: 7pt &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&amp;nbsp;&amp;nbsp; &lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;&lt;u&gt;&lt;span style=&quot;font-family: &amp;quot;Arial Unicode MS&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 12pt; line-height: 115%;&quot;&gt;Preparatory Activity:&lt;/span&gt;&lt;/u&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpLast&quot; style=&quot;margin-left: 1.0in; mso-add-space: auto; text-align: justify;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Arial Unicode MS&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 12pt; line-height: 115%;&quot;&gt;The Preparatory activity could a preparing
activity so as to hold the attention of your classroom. This could last for
about 2-5 minutes with a warm up exercise, aerobics, or narrate a poem or rhyme
or a meaningful song related to the theme or subject.&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Arial Unicode MS&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 12pt; line-height: 115%;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;2.&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;u&gt;Supporting Activity:&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/u&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin-left: 1.0in; text-align: justify; text-indent: -1.0in;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Arial Unicode MS&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 12pt; line-height: 115%;&quot;&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; The Supporting Activity
could be a relevant activity that could support that day’s lesson&amp;nbsp; or topic to be covered. It could last for not
more than five minutes.&amp;nbsp; This activity
could be even a recap of previous day’s portion eliciting answer from all children
one by one.&amp;nbsp; Or it could be asking
meanings of particular text, define terms or phrases taught previous day or
even in a chain story or events of topics covered the previous day.&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin-left: 1.0in; text-align: justify; text-indent: -1.0in;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Arial Unicode MS&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 12pt; line-height: 115%;&quot;&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; &lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;3.&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;u&gt;Learning Activity&lt;/u&gt;&lt;/b&gt;:&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin-left: 1.0in; text-align: justify; text-indent: -1.0in;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Arial Unicode MS&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 12pt; line-height: 115%;&quot;&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; This is the activity
where the actual learning for the day takes place. You could start with
everything you wanted to be taught this day and could last for about 15
minutes. This is also the time for children to clarify doubts related to the
topic or concept taught today to ensure learning is complete and, is being
understood by students.&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin-left: 1.0in; text-align: justify; text-indent: -1.0in;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin-left: 1.0in; text-align: justify; text-indent: -1.0in;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Arial Unicode MS&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 12pt; line-height: 115%;&quot;&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; &lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;4.&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;u&gt;Evaluation Activity:&lt;/u&gt;
&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin-left: 1.0in; text-align: justify; text-indent: -1.0in;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Arial Unicode MS&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 12pt; line-height: 115%;&quot;&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; This is an activity
where in you may ask questions verbally, or in writing by giving questions on
the board or by distributing worksheets pertaining to the topic taught that
day.&amp;nbsp; This could last not more than 10
minutes.&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin-left: 1.0in; text-align: justify; text-indent: -1.0in;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin-left: 1.0in; text-align: justify; text-indent: -1.0in;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Arial Unicode MS&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 12pt; line-height: 115%;&quot;&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; 5&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;&lt;u&gt;Closure Activity:
&lt;/u&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin-left: 1.0in; text-align: justify;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Arial Unicode MS&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 12pt; line-height: 115%;&quot;&gt;It
is a very short one where in the recap is done and wind up for that day’s
learning.&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Arial Unicode MS&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 12pt; line-height: 115%;&quot;&gt;Always remember
the golden rule of making every child involved in activity. For e.g. if the
class has a strength of 25 students, an effective teacher would utilize 5
students each for each of the above activities in eliciting the answers thus
ensure all the children in the class have participated in her teaching session
of one period.&lt;/span&gt;&lt;/div&gt;
&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://classroom-management-tips.blogspot.com/feeds/8185468146655994874/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment/fullpage/post/5753241771652005283/8185468146655994874' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5753241771652005283/posts/default/8185468146655994874'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5753241771652005283/posts/default/8185468146655994874'/><link rel='alternate' type='text/html' href='http://classroom-management-tips.blogspot.com/2012/05/strategies-to-make-classroom.html' title='Strategies to Make Classroom Interesting'/><author><name>Yasmin</name><uri>http://www.blogger.com/profile/08591211040980039615</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-5753241771652005283.post-2668984102613726660</id><published>2010-07-10T03:18:00.000-07:00</published><updated>2010-07-10T03:18:45.140-07:00</updated><title type='text'>List of norms that can be put up on the chart</title><content type='html'>&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj6mf4KZt0PC1x9UG52boxeaWWvSwDd_u8pWH-rSIESUtTXMDLMv7AA65VIgwT9kNs5_H_Aw-eyC_wANgVJH0ASLl4lYVmZxnbzwl2lDQpMcQl4lFQt7CRZh1c-SSFKhgaH4HW974g4u7Y/s1600/classroom+rules.bmp&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;320&quot; rw=&quot;true&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj6mf4KZt0PC1x9UG52boxeaWWvSwDd_u8pWH-rSIESUtTXMDLMv7AA65VIgwT9kNs5_H_Aw-eyC_wANgVJH0ASLl4lYVmZxnbzwl2lDQpMcQl4lFQt7CRZh1c-SSFKhgaH4HW974g4u7Y/s320/classroom+rules.bmp&quot; width=&quot;298&quot; /&gt;&lt;/a&gt;&lt;/div&gt;To maintain consistent classroom discipline, setting up rules or norms in a chart is a good technique to get the work done as expected. Students needed to be reminded regularly the norms. &lt;br /&gt;
&lt;br /&gt;
The norms for setting the chart can be finalized by the teacher and the entire school. However, most of the right feedback can be got during a brainstorming session from the students itself.&lt;br /&gt;
&lt;br /&gt;
Some of the most common norms that can be used in a classroom are:&lt;br /&gt;
&lt;br /&gt;
&lt;ol&gt;&lt;li&gt;Greet your teachers / elders when you meet them.&lt;/li&gt;
&lt;li&gt;Raise your hands when you want to speak.&lt;/li&gt;
&lt;li&gt;Avoid physical fights.&lt;/li&gt;
&lt;li&gt;Keep your classroom and school clean.&lt;/li&gt;
&lt;li&gt;Take care of yours and school belongings.&lt;/li&gt;
&lt;li&gt;Do your homeworks daily.&lt;/li&gt;
&lt;li&gt;Be a good listener.&lt;/li&gt;
&lt;li&gt;Learn to respect your teacher or another student while they are speaking.&lt;/li&gt;
&lt;li&gt;Be in your assigned seat and ready to work when the bell rings or when the class starts.&lt;/li&gt;
&lt;li&gt;Bring required books and materials to every class, unless told otherwise by the teacher.&lt;/li&gt;
&lt;li&gt;Come to class prepared.&lt;/li&gt;
&lt;li&gt;Listen and stay seated when someone is speaking.&lt;/li&gt;
&lt;li&gt;Follow directions the first time they are given.&lt;/li&gt;
&lt;li&gt;Treat everyone and their property respectfully.&lt;/li&gt;
&lt;/ol&gt;The rules will vary depending upon the cultural environment of the students from place to place. You could put a list of relevant norms you think is appropriate.&lt;br /&gt;
&lt;br /&gt;
Once again, I reiterate that the best of the quality classroom rules/norm&amp;nbsp;will come out by getting a feedback from your own students in a piece of paper. Besides, this will also boost the morale of your students.</content><link rel='replies' type='application/atom+xml' href='http://classroom-management-tips.blogspot.com/feeds/2668984102613726660/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment/fullpage/post/5753241771652005283/2668984102613726660' title='2 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5753241771652005283/posts/default/2668984102613726660'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5753241771652005283/posts/default/2668984102613726660'/><link rel='alternate' type='text/html' href='http://classroom-management-tips.blogspot.com/2010/07/list-of-norms-that-can-be-put-up-on.html' title='List of norms that can be put up on the chart'/><author><name>Yasmin</name><uri>http://www.blogger.com/profile/08591211040980039615</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj6mf4KZt0PC1x9UG52boxeaWWvSwDd_u8pWH-rSIESUtTXMDLMv7AA65VIgwT9kNs5_H_Aw-eyC_wANgVJH0ASLl4lYVmZxnbzwl2lDQpMcQl4lFQt7CRZh1c-SSFKhgaH4HW974g4u7Y/s72-c/classroom+rules.bmp" height="72" width="72"/><thr:total>2</thr:total></entry><entry><id>tag:blogger.com,1999:blog-5753241771652005283.post-1655929011241649504</id><published>2010-07-05T00:48:00.000-07:00</published><updated>2010-07-05T00:48:06.540-07:00</updated><title type='text'>Tips to new teachers to maintain classroom discipline</title><content type='html'>&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEglt1WI-UhbRvQAW7Vx3mxfW-kP4VL0GdcwvbZSGMT71G7Pg-hGxibqCAnlt0MaXr48rcMrutm6ukYF8kJTuIiwOpShkszxsjJsGoQT0QlI-0mGPnSf_zw3zqkcg-KFBc_hSnZdnBpQVGc/s1600/344158.jpg&quot; imageanchor=&quot;1&quot; style=&quot;clear: left; cssfloat: left; float: left; margin-bottom: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;256&quot; rw=&quot;true&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEglt1WI-UhbRvQAW7Vx3mxfW-kP4VL0GdcwvbZSGMT71G7Pg-hGxibqCAnlt0MaXr48rcMrutm6ukYF8kJTuIiwOpShkszxsjJsGoQT0QlI-0mGPnSf_zw3zqkcg-KFBc_hSnZdnBpQVGc/s320/344158.jpg&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/div&gt;One of the most challenging skill that a teacher must learn to teach effectively is the classroom management. This is the most difficult task for most teachers as children are highly competitive, skilled and more exposed to the world with the internet technology.&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
The best way to start the academic year of the school is by setting up norms with a help of a chart. Let most of the feedback and suggestions of norms be taken positively from the students themselves.&lt;br /&gt;
&lt;br /&gt;
If the students are approached in the right manner, you could have one of the most effective classroom. The students are normally very cooperative and understand if we as a teacher give them our ears by being ourselves a good listener. Most children listen better if we are in a position to listen to them.&lt;br /&gt;
&lt;br /&gt;
Disciplining the child most positively will not only enhance the child&#39;s self-esteem but the child also will learn to participate more in the classroom.&lt;br /&gt;
&lt;br /&gt;
Here&#39;s an interesting videos which gives a clear picture how positive disciplining methodology enchances the better behaviour of the students in a classroom. &lt;br /&gt;
&lt;br /&gt;
&lt;a href=&quot;http://www.youtube.com/watch?v=gHzTUYAOkPM&quot;&gt;How to maintain positive discipline in classroom.&lt;/a&gt;</content><link rel='replies' type='application/atom+xml' href='http://classroom-management-tips.blogspot.com/feeds/1655929011241649504/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment/fullpage/post/5753241771652005283/1655929011241649504' title='1 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5753241771652005283/posts/default/1655929011241649504'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5753241771652005283/posts/default/1655929011241649504'/><link rel='alternate' type='text/html' href='http://classroom-management-tips.blogspot.com/2010/07/tips-to-new-teachers-to-maintain.html' title='Tips to new teachers to maintain classroom discipline'/><author><name>Yasmin</name><uri>http://www.blogger.com/profile/08591211040980039615</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEglt1WI-UhbRvQAW7Vx3mxfW-kP4VL0GdcwvbZSGMT71G7Pg-hGxibqCAnlt0MaXr48rcMrutm6ukYF8kJTuIiwOpShkszxsjJsGoQT0QlI-0mGPnSf_zw3zqkcg-KFBc_hSnZdnBpQVGc/s72-c/344158.jpg" height="72" width="72"/><thr:total>1</thr:total></entry></feed>