<?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: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-1281690447938797877</id><updated>2012-02-11T22:36:52.159-05:00</updated><category term='GPS'/><category term='perimeter'/><category term='Social Studies'/><category term='Reader&apos;s Workshop'/><category term='math'/><category term='Supporting Details'/><category term='Homework'/><category term='Main Idea'/><category term='Dr. King'/><category term='measurement'/><title type='text'>Richardson's Review</title><subtitle type='html'>A Weblog for Parents and Students</subtitle><link rel='http://schemas.google.com/g/2005#feed' type='application/atom+xml' href='http://richardsonsreview.blogspot.com/feeds/posts/default'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1281690447938797877/posts/default?max-results=100'/><link rel='alternate' type='text/html' href='http://richardsonsreview.blogspot.com/'/><link rel='hub' href='http://pubsubhubbub.appspot.com/'/><link rel='next' type='application/atom+xml' href='http://www.blogger.com/feeds/1281690447938797877/posts/default?start-index=101&amp;max-results=100'/><author><name>Dianne Richardson</name><uri>http://www.blogger.com/profile/09281737881167362341</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='24' src='http://2.bp.blogspot.com/_d7wcSvqNGHU/S8ZGAZMUpYI/AAAAAAAAG5Y/0584qb8X3mI/S220/24833_380903331918_524941918_3933997_705695_n.jpg'/></author><generator version='7.00' uri='http://www.blogger.com'>Blogger</generator><openSearch:totalResults>332</openSearch:totalResults><openSearch:startIndex>1</openSearch:startIndex><openSearch:itemsPerPage>100</openSearch:itemsPerPage><entry><id>tag:blogger.com,1999:blog-1281690447938797877.post-3477453961520752208</id><published>2012-02-11T22:27:00.000-05:00</published><updated>2012-02-11T22:27:20.570-05:00</updated><title type='text'>Fraction Fun!</title><content type='html'>In math this week, we began our unit on Fractions. Students have learned that fractions are any part of a group, number, or whole. We've explored common fractions and decimal fractions. On Friday, we played Trash Can Basketball. We represented the number of baskets we scored as a fraction and a decimal. Here's a fraction tutorial from Sheppard Software if you need to review!&lt;br /&gt;&lt;div style="text-align: center;"&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;img alt="" height="227" 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nd+a2Vu1WC1xEX6paYafK3LlbKrk9eVbyTdbK0nNrg0Ft8auEO5a3cvo+nO/U/N7C06rdseJrUVPqptb3xc1nHgSfhTx06tZ8JdxK6F7uGep72Nfeef57/Y8zKs323A+JXCIO9r3Ov5N8NDnW8b351/f2a4cqRm9MZY/Ye68asTFR8LJpOnfD8ZfOb7vDDd++XiTNpX91nZ2V9zz76VzId+11jALowsvl7qX366UvejcDXqp+4aZu3RrwPrxpvxRwEyEATawBfkgHaIAdKGYqGb0CpsAZ+A51GOqDq0IDoLvYahY6axgdgxXCIDD0M//jjBiyhK/ES6QU5ldGaSZAbMgywNrMVsKRQauw2HOqcwF5lrmXucp4f3Dt95/lyBXYL+QtbCyiLsIiuib8Xui5dLZEjSpNSkcdKvZWpl0+Q85BUUUAqDileVDin7qWipsqhOb2lTK1GP0jDR5Nb8otWqfUInWtdcj09vXv+pQblhEpIr8iZ4kwnTVrMz5nssfCy1rLisFre+tL5pc9Q21s7ZXsWB5PDRscWp1HmXi4urohvBbdy92eOUZ6KXi7eSD9ZnaNu17Qd9ffyUqGjqoH8NLRWZR6QCV4O6g8tD6KEmYZSw8fD6iIORHlFSUSvRT2JKdkTQ9WNJsYNxlUjJpZeIS+xBcsgvSSLpc/LVlPjd+nsU96rs00jVTTNNt9nvfoCWseNg6qGCwxWZjVkd2f1HRnOmc7/nreSvFqwcnT/26fj7wt6iluLWk5gSq1M5pS/K+M4Enr1Svlphdb64cvKCdnXmxcHLUjUJtW1XKdf8r1+7Cers6083fLmldzvvzsd7ek3H7k8167fkt461bXl0oP1lh/iT+Kdtz3i6Errf9jr29b0I6scOXB8MeyMzNPfu/nDBaNgH8wm9yZ2f3n5JnqXOX1jyXt29Ef/fZ0QbawJWHYDidgA83gDgnArAETUAJDQB4CQA4EAGwEULwIbImsHkAyC9mH/WD0YgDSyRyjsLqRu7wTeIHckgX+gAVAk9giZgBlgGtoVj4OPwLfg9CoOSQzmjklEVqGeoJbQw2gadiK5A9yBVmBzGC5OFacLMY6Ww27GF2G4cAWeOS8e1MmAYrBhyGQbwIvho/H2kQgok3CGyEaOIz0hypCOkr2QncgMjH2M64zSTG1MzszxzCQuRJYXlK6s/6ys2J7Yuig2lk92WvYfDheMNZwDnV65kbgJ3CY8CTwuvJ+8cXz6/Dv+EwHFBM8EVoSvCwSKiIqOi58SCxRXEFyWaJfOkAqS1ZVhlpmU75KrlsxRiFD2UjJUVVPhVGVV/bXmndk/9lMYuTVctJW2C9pjOHd2jehH6ZgYCBiuGL41uGBeZ7DYNNLM317aQsuSwwln92PrVetzmre2A3XP7Hocuxx6nfuchlw+u024L7mueGC+iN7MP2zb27ey+FD9WKqM/gcYUwB8oF6QX7BgSHLo37GR4Q8RA5Eo0f4wJkouFsc1xMwnCiW4783b1JPOkxOwe3OuTikl7u3/uoPPh2ey4nPf5ikcDj2cUFZ04U3KutKLs8tmGc23nB6pmLjJclqi1vBp1vehmR4PUrSN3lpqCH7xt9WgbeOz55N2zkO6VvpyX0gOPX0e8pbxvGY0bl/5Y+4l3eudMy+zavPyC81LsytHVG2sDm/MHEYgAI+QU6hC4AvrBOiQDuSGV/wXoCTQNM8NqsDecClfDvfAPlBhSryejqlAv0BBaCe2LzkXfR89iRDGuSORbMWtYTWwc9jp2DqeMVNKNuF9I5ZzHMISXwSfhnxGECYmEbqI0MZM4S/IgNZPlyMWMWMZ4xnEk6h3M+sw3WGRYyln5WIvYKGyFFG5KGbs4ey2HJkcbpzPnGFc8NwP3aR51nm7eMD4sXzW/E/8vgUuC3kJkoRbhZBF1ke+iN8V2iutLYCV6Jculdkk7ySjIkmSn5brl6xRKFQ8qxSnTVFxULbboq2moK2vIaoprCWpz67DqEvSA3qL+NFItvTLqMq43KTU9YBZt7m1haalhJbWV15rJBmPz03bBbtZ+2uGT42enr87zLiuu6+5YD7InxYvXW8RHepvSdg1ffT9zqp2/G80ngBoYErQjOCXkUGhhWCUS76eRI1HLMSw7ZOkWsYFx6fEXE17uRO1SSwpLrkgZ3SOxN2ZfcxpXesL+1xnGB68eVs9czW7JycpzLRA+OnP8blHWCZ8ShVL49Osz9eXHKxIrvS+YXFS4zFdLugquLd6YqWtryL217Y7SPWLT3IOxlvGHy+28HbZP856975Hv2/9iYsBpsGPI5t3ASOjYr4moybxPN6a/frWYu//df0niB8PP9c34CwIHsB/cBt8hZWTluAy9R850tsLpcBMScU1UIqoR9QM5Y0tDP8YwI994JeY7chZYhJ3GmeJO41aRs5F7eFF8Nn6JEEToJ24lPiHZkHrJHuRRxijGNaZcZlHmWyxOLDOsWWzybP2UVHYF9vccBZyWXBDXPe5kHl1ewPuIL4ffXUBEYFawWeiYcLiIiaig6JrYO/FmiSrJfKl06USZaNlQuSD5YIVwxR1KycqHVIpUq7e0q01qkDXVtWjaR3Xaddf1dQySDO8ZwyZOpufMli0cLWu2kq132LyyM7a/6ijkdMqF37XCXdGj2cvTe2Vbma+135p/FW0p0CKoOPhTqG5YbvhopFrUweg3OxTo6bGv4pUTChKXkLWhK8V4d9New32daX7pPw+UHbQ8NJUpmxWZfeXIfK5GXnL+g6OYY9bH8wsHivlPBJy8XPK9VO/04bJBZIeZfK77vFhlUlVftdzFg5c+1BjVnr0KXwu43n5Tti67frrR7ta1Oxx399z7eN/5QUuLauv5Nt5HBY+JHRlPUZ2pXaB7d8/3vuDnfS/V+wsGJgaVXye8qUfWAan33sPZI7dHJz4wj2tPUD8emqyZ6vu0NM37RXvG+avdrOmcyjeebz/mn3+vWIhZVFqcXTq77LC8unLih+aP3lXq6tzPvWuotYO/SL8y17Hr6Rvxjw1SVUEWD+QonGSMHD++W1+flwAAVwDAWv76+mr5+vraOaTYGALgQcTv/ztskLHI+feppg30iN1v4/G/rv8BfkOTetzepEEAACAASURBVHgB7L1pkGXHdR54al+6unrfFzSWBtBYiJUgCFAEwAWgKIoURVIUKYxs2RGOsMOOcDgkOeQI65d/+I8j7HD413gmRh5rNNaIMyJNUgAFERsJQNjRaAC9V+/dVb3Uvm/zfSfz3Jfvvvveq+ru11h4surd3E6ePPnlycxz825Nj674w0Vx5wg4Ao6AI+AIOAKOgCPgCDQAgeYG8HSWjoAj4Ag4Ao6AI+AIOAKOgCLgxqYrgiPgCDgCjoAj4Ag4Ao5AwxBwY7Nh0DpjR8ARcAQcAUfAEXAEHAE3Nl0HHAFHwBFwBBwBR8ARcAQahoAbmw2D1hk7Ao6AI+AIOAKOgCPgCLix6TrgCDgCjoAj4Ag4Ao6AI9AwBNzYbBi0ztgRcAQcAUfAEXAEHAFHwI1N1wFHwBFwBBwBR8ARcAQcgYYh4MZmw6B1xo6AI+AIOAKOgCPgCDgCbmy6DjgCjoAj4Ag4Ao6AI+AINAwBNzYbBq0zdgQcAUfAEXAEHAFHwBFwY9N1wBFwBBwBR8ARcAQcAUegYQi4sdkwaJ2xI+AIOAKOgCPgCDgCjoAbm64DjoAj4Ag4Ao6AI+AIOAINQ8CNzYZB64wdAUfAEXAEHAFHwBFwBNzYdB1wBBwBR8ARcAQcAUfAEWgYAm5sNgxaZ+wIOAKOgCPgCDgCjoAj4Mam64Aj4Ag4Ao6AI+AIOAKOQMMQcGOzYdA6Y0fAEXAEHAFHwBFwBBwBNzZdBxwBR8ARcAQcAUfAEXAEGoaAG5sNg9YZOwKOgCPgCDgCjoAj4Ai4sek64Ag4Ao6AI+AIOAKOgCPQMATc2GwYtM7YEXAEHAFHwBFwBBwBR8CNTdcBR8ARcAQcAUfAEXAEHIGGIeDGZsOgdcaOgCPgCDgCjoAj4Ag4Am5sug44Ao6AI+AIOAKOgCPgCDQMATc2GwatM3YEHAFHwBFwBBwBR8ARcGPTdcARcAQcAUfAEXAEHAFHoGEIuLHZMGidsSPgCDgCjoAj4Ag4Ao6AG5uuA46AI+AIOAKOgCPgCDgCDUPAjc2GQeuMHQFHwBFwBBwBR8ARcATc2HQdcAQcAUfAEXAEHAFHwBFoGAJubDYMWmfsCDgCjoAj4Ag4Ao6AI+DGpuuAI+AIOAKOgCPgCDgCjkDDEHBjs2HQOmNHwBFwBBwBR8ARcAQcATc2XQccAUfAEXAEHAFHwBFwBBqGgBubDYPWGTsCjoAj4Ag4Ao6AI+AIuLHpOuAIOAKOgCPgCDgCjoAj0DAE3NhsGLTO2BFwBBwBR8ARcAQcAUfAjU3XAUfAEXAEHAFHwBFwBByBhiHgxmbDoHXGjoAj4Ag4Ao6AI+AIOAJubLoOOAKOgCPgCDgCjoAj4Ag0DAE3NhsGrTN2BBwBR8ARcAQcAUfAEXBj03XAEXAEHAFHwBFwBBwBR6BhCLix2TBonbEj4Ag4Ao6AI+AIOAKOgBubrgOOgCPgCDgCjoAj4Ag4Ag1DwI3NhkHrjB0BR8ARcAQcAUfAEXAE3Nh0HXAEHAFHwBFwBBwBR8ARaBgCbmw2DFpn7Ag4Ao6AI+AIOAKOgCPgxqbrgCPgCDgCjoAj4Ag4Ao5AwxBwY7Nh0DpjR8ARcAQcAUfAEXAEHAE3Nl0HHAFHwBFwBBwBR8ARcAQahoAbmw2D1hk7Ao6AI+AIOAKOgCPgCLix6TrgCDgCjoAj4Ag4Ao6AI9AwBNzYbBi0ztgRcAQcAUfAEXAEHAFHwI1N1wFHwBFwBBwBR8ARcAQcgYYh4MZmw6B1xo6AI+AIOAKOgCPgCDgCbmy6DjgCjoAj4Ag4Ao6AI+AINAwBNzYbBq0zdgQcAUfAEXAEHAFHwBFwY9N1wBFwBBwBR8ARcAQcAUegYQi4sdkwaJ2xI+AIOAKOgCPgCDgCjoAbm64DjoAj4Ag4Ao6AI+AIOAINQ8CNzYZB64wdAUfAEXAEHAFHwBFwBNzYdB1wBBwBR8ARcAQcAUfAEWgYAm5sNgxaZ+wIOAKOgCPgCDgCjoAj4Mam64Aj4Ag4Ao6AI+AIOAKOQMMQcGOzYdA6Y0fAEXAEHAFHwBFwBBwBNzZdBxwBR8ARcAQcAUfAEXAEGoaAG5sNg9YZOwKOgCPgCDgCjoAj4Ai4sek64Ag4Ao6AI+AIOAKOgCPQMATc2GwYtM7YEXAEHAFHwBFwBBwBR6D1Yw1BUwOkX2wAT2fpCDgCjoAj4Ah8nBBoxPqatt/X2hSNT3z442VsFih/U0Ha5fbaIpU/z88HxOXC6eUcgV9dBPLzSD0kljPPLJc3614O/3qyev4nE4ECvbqa62sKmq+1KRq/GuGPvrGZGwB55W/KJ1xRv5XPyD4grgjMj1bhnB5dlnDl6nFZLLzQJxCBq6FbV8ijaBrU+cvgLuL/q67PRZgYXr8q2OQwyOvRktbXHA+FsC5+5QQVa215tvWK+x9jBD6axmZOedMBUKH8OVrti6K0fCcVKHNTjW3NbOI23gXl81V4/ENCwPqoSvWpPlUhyZKzfmdKytf7P8PoVzKQ6kIEYDl6dS0wqyXPr9ziXtBfNfugiP6TNOaT9qV6ctXW14R/0a563bW2TvmafeeZH0kEPlrGZqJgVQdAQlO2+APetExdtCOfCmMimVDKB0Qpo2yiLiXXrdIJGoBAqg859vX0oWJiTcovRsUo4lHW/yzjOpAg9wkPJvqW141a+qSoWNmrrS/GNw99lXqo26nsZfpcpUye9ccmnsMmbfdS2xCngtLJ5scZowQPw6JMb5P85ayvxsPmzTJsI88MR2YyLcHR19oyxD6RkY+OsZkoecUgsDzzqasxbEqe9U5Ck6VVC0DZjU82SFC+bFDEsjYY0ok6m6STQVOtKk+/iggU9LH1Y1pLhW6kmQwX8DES62+Lm5/2P9MyHdCIUbn/iUMg0ZVU18p0LKHJ2r+UtMuZP4r4ZpXGgNHk+Ke6nerzJ0aXrd0GQ0U8l5DHLYmn+DD5Y4tR0mTT30x3kzybE42Gbc7oNMJDdVdGa2RR/4wnMVWHei1opPRNPw37jIZy5nQ5LefhjzYCHw1jMyq7KWOmsDYIlphvUGflLaHAV4U3/lDgrIyGOQgYqBwM+YFA1pn+Z4GCCj3pyhCwvopcTFeMadZ/lkA/VybLqpaeEcSyBf1p/U/SwslQM3hw94lBIOpLqnOZvqW6lIRT2ro4JOXq0l4OQeRftGin+mwzmdKZTAVj4HJEuGZlTG5UaH2Q9ZUJkdBYUjU/xcfGO2k/VhjF9lbgYTjUy2eDMxorxMSlOV1LjRT6lPWHhsM8Wmut/UTopbX/V9j/8I3NTIlDL6gimj4neZmCMi1LDwEbROSwGPMCt+rH5oTQJmEzMGk9an3JYECwzNkkZBPQx2ryKWvJRziS68u0nzN9MPFztKYjlk0/LZ+mVw2Dp+lGBY3piGYE7choKUteYSoYeMLHAoGoV6Y7md6ZvuXy2aaMRiNLaOXl6IrVvwT2potsgy38WZXkEyM2p1lCNqdlxEup7EOiSfCo2lcULaFbrqQlfFgygJJhVEpaLtvG0sf2FmKS5GU6a/jAz9IgoZVPls1MbstjQjYHZrkiS11rM0yTsgyWcM9h/nHQy1xbfpWjH66xWU3Z8+kFA4AKnil+Rl9SS+vUWgPBJl6bbG1QcMCUGZ5Ud9aHjLx+s0amWz062ChPntAEcr8+ArE/SWi4hnCakWOTZpWFk0hapEqykiR9Z/1uRZOskISE0qQccjMdIEVFAePk/kcegagjpoPaz6Y3SV7W/5bHhqVhRo1JrtHZPJNLX0q0Gs+0bBl/01X14xwH4ryKVsxpxjBPaOkfpp/gbBBnuFie+ZDTaChyRlcgv+KmRMQpR6D4GdOQmY35PG2u6DWNRhHZ5qytJram5dIz+rjeZfEgNXlkxS1Qo0EpbhmeEZ+itbaJC7piG3SzDEpNL621Gd6sv4ywhkCe9aEi8OEZm4ki60Aw5YVfMTg0rXwAUOubqfyxXGZ4Ak5LyyMbSbPJg0OnKSoqlTcdEBWDISo76UkXi2kV5EPHdNbtA0HhWN7BOieWSvuwYqIkTaQvpEvyI7uMPovXCqSyxH5Xcg1HPbF+Nj4pXdSOTA9SZTF69z/aCCT6VaZ/ddMDQaqXbGg6P6UNt3kmTVtquBrPtHzKX/URmTbP1VrcPxZzWtIXbHNZP2kCD6X1oCI/ZBcelTaO2zCnc4AnczvzmIRMm/fJKBZJAoXsG5+YYFPWbqSbbmo66TQNPR7LqF4hzPWVjp7pmtFoBvNsIrYE+LY6Rna6HpKu1lprc6XqpkId5GE8w7SsvpBq5bT6lDCRx4MfDQQ+HGMzaiEVNxsIxEPjMY00MT9TdsTNwDTlVxoqMsl5yDmjM0XX7EhniqrqbAoOn+mq5FRe1gkmlsbyOnCQ7gNB0bz8Q66/0v7L9CKliWGjy2hCpwQ5EvqyfORauaUKbPpBep0EyZt6QkbUDY0wj+HoYj7prb40u2zmtDLuf7QQSPQs0yGm4cc+rUwLBVQtQlBprVGkt2RLy/uqX/nEKnGrvx5PK57xjopo8xmF0jzqLP9iXMnIPKYHPqFwOiY+NF1OGk6Z6RQTS4dflq4EJGIgOMPQ4nlfcTF64qDgkCriwCDzE4xYJmAY80gTyBm6di7KTVmydjJN4zEti8d+j3EKma6xyoO6weI8RGfrqsVTP1CD3tqOcqY31dZaxVHpQaz0iOA/8Co3OFkX0w1vxo0/wx8K5lqxH2ohcO2Nzaiw9QZCUzPUiUpHevzSAaBxqlvkRRobVJZmjY4kFs18VU49BGOSPBld1K3LmAZqTdNDSEvjNhCsrDEP6Yzp6CkfCEZUyk5TPtnhgs5I+8v6UEEw2ugbXUZTkW8J1IUAYzohWloeYOOni0s+M3SfTpqkY9+Hvg4ZWlaDOKBOzY88TAeqToikC2xiCfc+EghE3aG+mG6wb/nL0rJ4+RxEGpun2JZU/xhPdTDVFc3TShgKLluoEc3zMRr6Kc80nWGrg7po/Jimuh51zwxPS2ObdQoEoZKwrQiQR3ChoPK2pJjTcH1O6rN25/uIojBP043e4jGPNLUwZb7tCFs7FR/yYUGFIOJA4ujyGDE5UEWCskhMu9pebHOGAfkzjbLrjweLQ2KE2aTmZL1VOhAhSR3zDWfm0UUvROocFUM9RFxRmNF0rdW4HsBbccJ8G9Gr0MlYn+Fdc44l7bXAvQ4Gni1ybY1NU1T4prwlxY9pzcEvGgSkbcbB8hhgWNnqocSX6XkX9T0kI6ITRyTSPBx0kkFZxu0srGJCXgCB0kQeqsw2NEq12mAo0natr0DGUukGhRo58JbQnny/ZHrA5lr56BttRpPkW5rR2OJhcbLjwk+XpjFutAybY1/Zgmxp2keI6ELDRGBHGtat+hEJVJaoA0EvjAObFGRIJ0RlRXprT4m8PKQ8y5OuWqxe3cup6ErlvBJZrrTutJ1RjjJ9YRp+TNN+zuLoWYTDQhx0zeLWr5yr6Mr4aQoTLRB807UsNclPgppdyC8rmARiQeWNsM1n1Mlm4JbpMMJlcxxYBL0N4KYQmz7rYEiqsjqSpMpgyqgyt3pKAoC13ca/4hjzmZf2ERkyzvRszEdamxuqVZqOedJk+OgkAL5kqO3BgcGkbYZROuYL8UnKVJNjWemxbYaRlmUafik2RRs5WFiVbinraxl/VhLrDXgwIbgMEwSqrbWEoJrRmWEeGRFX7UvEU+gM71hrrD3pE5Mvy8kFUma5rCVF6/FfEpMCoiuVq4Dlh5l0bY1NtLRMUdlJ+OlA4GmUhoNCUfl1QsgNAp5uKT1RS+kRZpwum4hCNDsy2yaR0mQRlTIZEKrbOKiys4ye6oMvjUyo+SINYlWE5OwLlRcNBFau8lQoTkUCSRvmtE3kHjGqWVFetKWUiQzL+regkoq+Md7Rt/IZXZJvaYpzks5qbPGw8ra4WJw0NilZUaaVuZiRTWURB+oBHTE0/eFsVzEZqmBKqThnmCOpUgfyILNccFm5qoIa5ZX7KT7L5dYIOZcqT826q0NbvYkRa6tf+4tp+DHN4kULtZbhnBA1jPGS/pFJcMbb4lkbkFCiCrmZnjEvXzAyqJIcc41P4E1+qseUjXoc57QyHc7pdGmOREYsp4Iyqo1Mq0JiFZe1M9/IKvRFydbWDAvjBZ95ZekxriKSDr90frC+YT3G1+o0WbUv0SSLa38gbngFPMo3GzKMIrNyjMrxUb6ULe/KyfK51eORl7VH645tz/BBPNVf283kWqvtRT6xURrWxDAKK0+EGacrYV1FWAM4gmd6ZFgSVKZpHAfTywUm4N8wzmNuccqqhPCUR4yqbCYkI2UmqSaUHbQsU2K7yjIvM2L4X2ZxLXbFclXpliuR6WqUvXbGZtKhVQeCKTaUnwOBOstJgh1og4CNtgGjSoK8wA8KTEL+okuC2aShioreVMUlHRkjXjYgFgIv7XQcVPlBuoDtgKUMBJWXhQPrKE25p7JeU6WoXZm21UQsQWgpZX6Ka1kGItqufKLF83xj3PhlZY0OvqUppkl60eKR8QHwJLW4Vc+uXorTyY+EoCcuujAzjrD1v0bIL0kznSr1LTIjDxZPXZAwTUnDKLcEV9ZnBfT59heQZPgW5dVPW5qc9fmUKKy/SynVQsV1Kyb5fi4mLTGO9IaXysA0/JhmcZt3dF6KJ706L4HIyqqOIcJzZ3Xmk50RJVmmMzEp88I8lRBmOaVAnl8pJwlFJdH5DckaxUF1HLItZYG3uVGVnTwS9hZUWYoylKBqRsgtyM5BVcLO8IRPmgwDpsc400M/5NYP5utfKGuyl/ksG+XhuEdU4zbuM4NHaZQh8kvrh6KT8DDeleO9vNFWp1ZohcpJLLXSp5BwhpliwjSKpz8e8B91tmIjB0Rlegtarr8qCz1lEtZEqyTUhUy66KWKwfYEHY5rLSogmWKFTRttr+GG9AWsudxVZZPTEyGmMy1UwXxlnK3XijfL4Jd3tXWS1EWl8lyWF8/0cXnFctRLlyvTm5SD9UeadjXCSxersLZrZ2yi+qCgJTlUh/XAPCgjQSowNDlz6+SNfBsEHDjcXtRyGg4IKw89lOphKOQigN5ZVMVHCsBjZ+lJPgMccamhmYSbEG4B36VMzjoeKAN509NKQl1lUiHvqjvUWeSu5sCrOqCqtSeXnnZPxstooq/9irBOgmwQwumJhyYhjVMYixhPoze+lh5Z0Ct02kfMUTWIE2RGGerQKPSTNGaQqtroIaRlcZCpDNV0gEJfdl+hKCpK26ay5Q6GQS65FKUMV+Ay/lXasWzWy5Cnet0lYdgX6oyvxU0wS0fcsFS+TMePafk49SvdEbLLjpyglJ68YznlibA682PUPNWsvFyWWctP+GVYJPSmz2Zkql6zHupNHCTEp3kBaeBVNK81IY+8Saf6xnIIs13KX/2kUsSLdFrlY91VXWVmRZvImw6+4sogA0zXtIC/Ng3xsrmCcRCp3KSHK9WYH+tgh75km7kuaPtJr4sE+KACw0OxUEaVRlAFRqy3VCmloRiJSzKRyjrKSMqzS+VybMoxCfKTT2poKg3XWQhpmNi6an66vpIoK8+aWajkaTg9KHZMQKBwrWVx5FEPF6Fj1CXWy3I8KMYMAnM1QJGu+gY/wz+CqW1BuraDDCIeygs8LJ5iz2Q6KxtiV3iM9V4hFy2+VLl0TF7Feotkz3BkZlFdgHyp7toYm4mQCiTjlhbDqr85Q5OGZ1DsqE2YGRfVsEQ68shrkTcfgYfx1ckmtl7TYliVlWEDBz7TFEweUHBhAZqvNzNxECANdehgQDEONj37Yp1kk0w+dvZFObLBQJ5sGz0dCfQRjy6TxxKulp/UQZbaPuNteWxAzpmMueTyqJUvTw3tzKchnraX2Wl/KLnxiz7zrYz2I9JtQiR9lgZgUzrjyzRjaQHLY3krw7A51QF0Ent1Icx8YWIDI8WODFFxgAz1QimogmQG7cGtFeSkRJlXTweyvmcxuLI+CkmBl4Wr9Ve1/MjXssv8WnkgLMLIyhfKyUzjWSCnla3qW9mqBMvLYA+VXEmgrC9LmVnI2qy6khTP4kjTxTD6YV4Kukmd5NygeoQ5IZSBZpAp/tViYU1WSayVWcFxOV26S/VZ9UgLY17MWCQhC7Lx1GHGY1gLIN7UEtKLjE7jmjc6Wdbk4DRIV1enrZGRPpQKR+OVppWFY1mDMGAMCqQzzPRsbohxXR9AoGMVpCGf2sFRy5axEcygXy4Up341tnC/FHP4014CfZFRTgKOeTqFVw9BNq2G8mk9IV8JtW4Nhag2ohQPtYY4i6qsaXYSZlG6DJcQLcWRbxhxPiU22bwKgMJ8ZjRcA8EAiVoG66Hyx8Ewtv6iWNVcpg8kwo9xbQd9JvFAQ1PXW/g6j0IGVMJ62CT2Fq8mGr4so3zh2xwLsixN5SJfOJVdKwlxwy9NCoQxn14sm6TUD1LQGk6xq5JfIUtKZ3xryGT9cFlyp3XlwlnfIb2a/JnsJid51JCV2dfG2ERFZUJDQMZtcNCngnEAmK8DAgpP1WyiwmE2XMCs18SBgJZywsCyr2FwMl3KfK0gbXxEJwMJeRrmgQquHMEffxkN5eHAXGxBGnK0OgoelZ2iYKKysy9EQUd+IT/EeYzpIaj5maJY2tX2IQMdcTaXKVFMy9ppBAmtJdXyU95GV9iulG8SNlrjw74ntkzXIA5ZGlJ0UgRJSAMNaVmxHhhg2eBnaWYAaJ5lBpqAB3p+cU4NzYXFeWhV+EUuWhkNTFbS3NSCEHWBPU6jM+gH+RQtNhVpsXrbWdI60E+ZzFmlqDbtnFguTUpIy9pflp5Eiuow/BOymsEiHkVykkmRrEXl0wqXI09Wbw1sghYFLJdVN3gqPXlrGP0MX3d9oArMs7mKYc5FUA3VHS6e4UQU81ZsnMbJKhFC567AnJqEPOoUdZq6Vt+xTta8iFWavyBFXLEZYwdQNviGAxPC/easkXWq8CEfRmf+UibzaYeZ0WnzmvWt1cH0rG0I0yVNDbKEZJWJQeNhydV845PxJ6j4qWwUP8bNeGK8PI+Yhmo5x7NBLLIgc5CBox2+YhkkCFhhdGPOb2oO472JoAXG2U5wkB+84iXhTB9RRS1DyNqTYYdqMywomOGnUgaZssRISx4sY7xIleGjkSSPbQdhqr+GVZhQo77qFAckmuepGcBlHsfQ/+CAv+CCH4+WGPPoZW2JAfUga/AZgJ6pRgW9DM0FI9YP9W1q4UAi42Y17HWckS8VEf+GreKHOJO1ffDp0n4owyTmp5iV0TOSa0/WFubB5cuG1NKxrL5SctVQEb9MfiuVyJSXx0gyuWMbs/TLDGg7avCijKnsmVwma5Wy18zYZLu1EVEgC6sPRbOJPBsIaA0nBxqaizAyF2gQ0BBY4CQxH/KoacoYPugDTwJhrQ7Zdsw6EgqvYaLEUQincSi7clRlp+5hSsakswADo7mpVX8QQNO1Pl5mx5+dfZFP2WBQxjyE9BBiXRZqjK9tyUOgECWJGi/Vn2FTSioMFWKbsNVCuXhaJu0aQm9x0rAY45bOlFoGppYhvf5xpgpltRN1FgLutAKUb9QPjbEP2AmLMnjrMZnZMBbqpX7R4IyLN2kow6oPtkpr/wqZn6XeteJ2ijZN181vCMzbK1SVWDH+Ux3QaiAX0+gsHsLsBE0uHSgWXIqZJpA0oV1Kf1XwUMbKrXRIeJYSlxhSmXIMMvmXwCNXNCtRLd0I0nqT+hQTlFWMjRZ+0KyQkMetDCPWix9xtnT1MT+FtJCvCyBoOGdxTmLefBPnpzmZ5/zURD3BPAHZuEgi26aZ0N0wKM3Yoy4J55bm8FO1TTs6iB2OZARHHWUjeZJEY4lzI+vlIq7pVEL8DAee3AQMcMR8xrp1TmOdmNuaFjhGONsFx6s6qsPkQvkhj7aF7SFTsocr0+mQFPJjWD3QGpYWp59vYt1+0UKBF8vqcIJv64XFdSwSJxDp3IGwyg+f+AzvPi1TWwcFdqT2kRqbClRsFHBYeWSDdJ5eLQuzcyjUBj7sI/zzJDPuBBNcxUhBIybVMbJ+yNqYYqJhFI9EJgXrM5xD3wUaw818hcUiLEM59ccDwzjk9FfJAQ59NeK4vsLI5LpKXVqEVlEHmtDpmo+UpmYyCbqgdYJ5yGOs5OxEWudktgm4BJ0JYVLypMb0KRiWTOVaG/SRc3YTxkTTQthZZjtSfSQuGifLDFwVL7QX3CyZnOkyuhBFQgiU6aYSGgGxK4ULQ0X5RWmFhQsSIdNy5KloU0HdeRwKai1OMl4Rp5TI9JFplMFwyupi2YJyjTc2TehEWhPOBkaFHwcCBwkNzXf+9K8wOaCJcWDr5e7YoIrOSepZTrCi4yDU1jd2y8bnd8vU6IzMzc1hWu6QlmZMPASYQucuQRFsHYDw8xNxyl9FL+iM5chbi5aycTCnLlMEJKosab+Adlk4pmXBL182698ogC4EJkwsyzIMGi1pGGaqLhLI03Kk03QSkybEGdYJjX5c3BdxIjB02ylZd2hHuP0BjeaJQAsWVZDpwgRPHS+HcWejuUPk8Ld/YcmF/rd/eK8MvTstF86MydwMeGVycHcICzcnT5Sk7IS9SAes/0lnfUH6Wv1kwlzN/qrXV1bnUnxrh9FWyGkZVfy8LCQjtvVcWq/hSuCVn/rEmIES1saTmFc4S4JvfatkMc5wejJMvdQ4F1/o17FvvyIjd5wOsmuHUreoCcWOcraNd8rd/+3LMoG5ZWZ2Fqcw7VoldRXMEdbJLjBIlIR8qef99x6QU198W3dUIU7UqVBn9bqb5N7//QmZGViQ2alZnc9YjRpsWNg5x+ruJgagio9D0SJPoax5rKtUPyEv12mjCw2J/WIRZRQiRbqgjJFteeybMCdEmZM4jUx1kF3nD0RZTtcMzSI2kLVtUY5895eBtsrxm3/zBzKBMudPj2C8zwMnmOZN7TSHtH2wyJS3tg2HWhhpGHJt/wAAIABJREFUX0RVKFwTKBvyszYibP0Xi2VSFuouc7V9wScMyotpGg5+qr8ESOGi/rYsyvFvvCpDd5+k2mkZ1s+50WRC6lVz1rZyhk1y09P3SfvbG2V6fBY62CatlL0FY4F6ucQ5ljyNP5uf6p5hn9ab5mdlWXCJrggfU8Mlsigjy8vDTGtPRpgoRUX9SZ7RL1WeinoyBiFQJBtzynUyCKC0hmMiU+ONTQpExdGDSkcZKaWm6cSNPPWRGOIhH6NYz7SkdVHG1g82RPlVliqHPXfvkvUjW2X/2ydk7NIk5oQwyajBiU0EOsU0TtKMqFLDJ+BKDxqG2SnJmqFlq3WgZiaHpStMUigGTYkop9WXl8XS86VZtkKhQZSXRxeAWDifx/KKUVLO6I2WFLpAgEbzWAaFtBz9GNeEGOfOEW+YpM+z8Ym1Q3L2iXdlcvdFufW/3yojg+MyPjIDvq2gASkXcZTVSZeyoqKFOfDQm9VCHUwucg8+dqe8NXpQBgbOR2MT8mFmboGBQIyMp+LIOHjrGEN91AH+s41p/yttrMz6iFEUyfopZgedskhBfpJVGDScmWnYM5ymM05X1N8hh3JpqyxaIWu+jRlhlUAqC0mK5CkqmmJki4iJpjISbzJTcRX8Ckwr+IKcRbL2xzBlzHYy0WKNU1nxz/mJJ8NcE8c3XlKWWfmKCsoTmteNyl2/fp0c/OUpOXt8EPKFy5fN0Cv+ymTRylAedS7MY1cTdY7eeA51Di6vTizcDz9xp7z3Yp+cPHQB+s9Lpd1aHyukgcumhY19jH00VnHFYSnzmvUBhTJdIUxpel5H0jxtTHIgBnSZniBetJOpRJkBFfrQjEz67JMwDjHeW4AfXK1+euCRO+SD0ePS398vM1PN0oFdUL1CwjkEhiaNcpUbh1oY2biHmmQYEBfDpFB3kam7g6rDAUdVYxUahyzChMSxnP54QHoMF+ov84AXdZc78i2w7Jarv0nNVyV492dvkpn5djmy74xMjWBHGTi1ou+41hIzzrHwNByaxz4N7bQ5NkSXNs/GosqTYbq8bobU6sdML1mWQhW4anpm4yMtQhZsY+pMRywtn8/0jFcVGaxsVd0BQaGciSxsX1pPhRyg1XGGjEAba9VGhfA1MTazxmqjYsMghHZQztcbsykgRyhWZ71MhXAhGCnjBoR33bRN1pxdLwcOHJbpxXHBnqbukum9ey1YEHBZhaDbYKAIWScgkCkK2qPpbFd0HCBJ1JKvyE/5mRwcQHRm6Fg60zLlSZSK6easrMUzP6mI/WJR7c9IVG0g6oAGjdFmdOQDRsqLfoxrQoxnjVADkfeqzcnc4oyc/cI+Ofv4+zK3Ylo2jG+Wux6+Qd557YAMjw5jcYBJCC3n2TE6TytWXZpHD+h9wJjY6rjtuzbL+72HoAPY2eSlHvS77kRRL9kWNIJYahhyK8YR6HSRJoFOjCyDn/WFIWh9ZOJYPuNZX2nEKOr7xNTcUvrKaIt8k5N5qaypnMwrk5UJOaf4I81ES2U00kwvLCH6RfVqfVGHiTflMRm0Ls0LBJEsxxWymDDMQVixYpqGU58JzEcdUCfdAcLuEJ21SyN1DgvQvc4HF2XjiZVy6tRpnMRg0cf9aq0waHjfWjCqUEnishMsXN4d2dWvOcupk/zvfuBWOXngtMweHodR2RbmM1xTbstuNwFbto848oQaYKrxE4IaL5rX0vmM+JuuFPUXBc/6x/gyMXFpf5iByWzqBdtMo1hdHSMzW0/IEIainVzG0oXetp2b5HgvMJJxmUEnt+DWg7aWdi1r99YqLgWv8NGxgEM67nmlg+IaLsRE6TStlGe4Ms90WvXQ4qQvlJiYlGdoOabhp3nRNzw4HSqWXIfCnUbL0t/y2q48dutdN0j/iRE5dOCozCzMqtC8hY07/QEXNADA5HWRWKquhewgCMJ01XSSedX0knl0pp8hVn60MRerqcCeuNZzNj5Il8rCuOkGw3RlshQogOlNoC4+Ks8lyGWltc6Unjibkmk4yJUXp9SukJPVi+i1NTZNePPRMjaAncMLFDaD6FkMBgMnZL0/M98iQ6TBfteKTiA0L9MLozjrmtTdsfnFDiwImHigIQqsDQDIqMDygP+sYyAjk9jkVGlYNq9kRc1ZiuKm5TKeCcYqVxaHMHBBpnIZlC5llgubrlmyyZamKyYgYHVpOsuU6IMwzM/EYhgJWoaJMa44KyETmM6dTNy+DkPzwu1HYGS+J2O7LpC9lu/q6ZCbbt8m+9/fj4ViFOS49QGTViu2n3jDv062Sk0cMB3piqoJVQ+tbS2obwqT4LjMzbdJe0sXDA3c19SCy/AwPlUsNg4sFUMcbFIk04A1/aAz9fuIrEgbXChf3lfGN5IUeoplzClhXyK1vsoW7lJWzRDlMeHycrKg8a3JhHTWwIIyRTIV1cs0m2wZ1jEW07K41hX6h8hWczpmKRN+lI2Y2a6mXqaNho3OTxz/+On9bVmHVuNcnH5iRZ9s2bxLWjrnZHx6RloXWnFCGwzAljJdtfIQCCdJY5suyhh2UtM5xijq+T293dDdGZmaHwGvTmlv68IlS+zQY1zpvXI8gWa7CB5xuAK9JotqemI6Ug8601uVBQfqhaahg1R/KCPDWC+UBj6vOjAvpIU82pnse25e1HPc6ZtdmAJGozIbxzt3AFshLA0zYkK59UlqXmCpglGEkNUqPeUrYUKMkc4/8sKPrp7+sl1KE8izY6YLyFccSIdfqr+MM1v1F0JRf4kHb0P6sF33ii5pbh/COjuG9XYOu8cYB7hXljub4T5j4lQ6kWQ7sjYjbFin2Bi22jYWiK7UB1mKBbJ+YNl6TvUvEqX0RXNXNV55WarNp9QRc6YrFqeftjtNtzBbU1TO8lOfdeWxNTjSehRfMGZaIh4SQnmmB30Fd9A11thM+yuGrRH0TfkpUPZjT+mEweZzQHIglDWFGdfEUaa5hWkMgAmZxq+1qRMy8wEA3M+is17c3seEo8ASZKIK3zrWAKfAOiktU3JwuyJHOciDctDZwqxiMilWkCq5EtY42MDKDyr2pznrZ8aJo/rBy+o0Gs0nDX6aBm0PPmpSxUA6KtOpEfowvuGinP7COzLwmcPGMdAh1tHZLj3NnTA0J2RqbhSG5ry088ZMTKu8uZ+TL90iViLdIE1HseZUHljvzDyMTejA4kIn1nvcV4QHM1RkXmJDSPElABxg6pd0QJWB/WBAJFWYnpCX9RGzs35iJIisbBi1oR2TmVTVWV+RNq3e+iovU0qTZ5rKyjzVbQiXQVggUFamIM/4myyM5+UxGs2LkbJ6wZd1KCbwiZvGQ2J53PhT74ucghRkoEzEIvyYEcNUev5jjrKdzaWcsBRV997ce3LHxrukrVtk5hKunEBPOxa7wBwnudgtJRYpHvPc8YHmjV0fdjWLeNZLo3ExszAp03PjnGaxUz8N87YzGFEcd2wU20ccEa+r1+BRNK8R/oBadT0hjRGZTpv8prfpHKN6Akw0jTISHzYi9keIW1rww04eKlJrUy1Dq6KqT1lmsbkwPTeBB686gBh32lAWE4Y+OwB2+nYSYkQ94CvzKBwalI59tl91VQWP1WnZ8p3PgAGxrqO/yjC0GyKWO+bRwScOrBIeGOJfA/ABXMADeZSbP5xs57FXPtf4QHnm5qcxZ49hnsUldIyB9pZuNAeY0sCnPAUYazJxVwLQpVgXtIEYR1LtG5IAFZSLxJZZULZaklWZjlXSmkxF5SgHnVWn40zjlbIobSRkX5XKKAs9sA3msrZYQg3f5MiTmDyabrISOzSKZTSfVTJN6w5E4RjTlTb0Dcs01thEnQQ83wmUTTsi+hRWB0dCn1164OX0D9HRsJibn8HkMy1zLTN4eA73VvGyAyfm+KftgZhZB8VBQbG1I9ImpOErbVfs7CI2pkRKgkiFHCwUZaHc2pYlyFY0sLQvwY51ZS6JWP8bXUYIGstTPIOyhDTNQ35c3DnIODGe+sJb+L0jc50zWlVWPlbMOBcHTlqTMDY7sMuhxiHu1eLN8PoaLQjQzDcOYI3QFTcTunpA9QCX7DlkdCeAl06VX+hjXZyRxIGuepDqgIEW8bW+0dqSSLWJMiOJgeX2FesxnKwPsu7JAiUalavgQNJMx8nT2pXQZrLGtIR9RmUyWEJGkwVCjsnMWLV6tT4c1DhH+VrvQSRtysfqz3yUZ50qXwyziWrc6IH5+DGMeSn8Xf7J8N6JvfLktielp7dDziyel1nsnlN3eUKLbR6dZwwD6j6NBr6NY3TX+Uzk5QcW8bDjtJ48t+Myup40sS3xBBprPsJhQVGDJF4qTvUarVccy+aUnG4bDeWrpidlNNmkwBKJgyzEnE49HGg0aYQeBNY+QxrDJNY0pYmbASE5K09e9Ryf7uctOjhFRT/jSX/u/tHoYf28Z5P2JdrchMMi5hjGAx6IIy3MB8EvzbOoNeZl9UedNP0lT5avetJkzDIGMQC56FL9NZwUP+Kh+aBhOOovBEWFnAg/fEe8wy/cix8MfGABcfWVYAoO5LR5h3G4Cv0KyZrHQyTTOFGwOSD0lyZXHNIy+UzTR0sPyCKWBShvEjHCxE/lYHJFG5BmMqS0lJldpi6pwmjz6ZFS5yoLp37CIquP+Wk9xttwowpm+skImKj8KhdnxeiYBRysXMONTauXfh5/FQSC6jhgJlvOyYOTBn9wTTjL+VAdqtdXjWgPEz3sc2FibsFgDWeM7HxOMPTZgKAkmUJoPNcGGyxKvcRDyrBeEcoSadjRGjMR4JvyWMDkrseW+cbXAumgyvo3I0oLoKwRxLZoHGkhGYX4z7IxzRYPYk5Z9dUcKzEhwdDMeFGoxDGdDwzN6k7kJOzBTl1QwUB58+ELrQipeqafyprwKQoqqRYPvDhpc+EJO5vgmugBMbYus8FmkyT5WFpZ37BS6yelYQJc7LDl9BOLZU2LAcMs4J0QZIQshXIZQYibrJpHromMFo4iap0pfeBQOqa8y6pJZUjDsWgRTlonDoYL48QcQ7PC6LQ3BigqbIIJXBJN202ZODw5tlW+KAvDYZFGAa2EnPBHY8w6OuG11ODAugFZu2GVNLee0KsoXGx5yZYLLfVfDQYwC5eBYRRgd21kx5UYm7wSj1cl4SRaT8JgSPFycDMuHdOs0v5hW4FP9m5hVF4xv7GnI4YZlnXmHWKSwR4DrNV0qAIzZNGZzoT5IMaBedHlcu0j5AVDC9zZFraM/cmOXWJf6SuAFnCJGYYYDc1wogphqFxkQ36IqpGJJO4SsnGGE5tnVSk+rBuJWgp5bLNCwDTmheKa2IK45rE/orEfeLD6mKfsyCi4DCOm40f9VV+lpLz4qZEJegoGeVUW9q0Jasw+LB9ihVcvsQ203tnHkJLzrLYXYWt/bAZFzfQvLzcBgAvHEl3WB0YfYQyYh0SWyfM1jK0YMc2chc2PGfkyTDa+deVIBDIdyepTPqWYVWu8SzkhxLrqdnNkklWLOLRD8WOanhDFerWemMY80tFpm7IYiZGmQPGlgdfaoQGsnHrAtlmH0We6CqZ+yCeRNaSaqKtbV8tvbfwtfT2RvhapGuEy0ycnJ6V1Bq8kwSxHufQpUVN++ioz5ENj2JHWSZyoKX0WD42oqN3y8xnkW+liYmFeQh36XBPIXzs/VmSKGAYslQjMjD761WQiwzK5TA4TK82MWq19aaLF/OChUFYuMNZ0S+PMQgc+tmjMY+LnzM5Jv55jO7kTzcuOC83hvXFcpMPuTWiHLj6YyJuxTX3X/gflhpu3y/oNa2A8ctUod0NDQzI7TQMAegBjlTThBwQ5aUP4bHGGeIq7Ahl0IMXZ8A1ppbZY32jNySTJ9LS89ZfxKZe0FItwh4QIZwnzEr5FfVTiYsWNAeJJxZnM1H/NCu0pk9eYJSyyJBOySF9IZPkM5+slRsRG/Zgd4yTlLRKURq+Q0EaDTqm8SAzVVQrE6sjOqmXY3ttIaqZrX1M/sRjqvARmzLtcd6T1iGzdul26VuyXyRHoLIxN3gcquB+Yho1eQmTF89yxX5SRdefx5oURleNy69RLp7j0y5NoxYdjinWhnvAr4UlAqOMKP8joa3s1oVK/KVOgAZXS0EMhzSjpSYWORJJAGI8GLHzVU2IdOgEyUVaka1+YH+cL5oFFMFQCL87RemJI+iU49q3+qdHD+oMONeMRaXLXGiDzApWJGJEng2xHzjdaykCCoIchXE1/SaeGpWIfw8qXB8jDH4XKOVYRIUIghNVSA11IhzSKmekvySr55NjKH2z7A11f5/k2hAa4sTFcPp/hJgIejou6qHJzOo5zLNtNF+ZaDYU45Y95mlBwYL9k7dROCkR53WSqpWX0BfzKsGdnwGVpBf2Sssj41pCDMiidtSv6SRHVpZSv6kWdusvocxHjTW0wDDIDk2nWTp4HoB6ewFOsoD2YC2InhPZZjAXxg7t2xmZOn4PiBwXQAQJhOKlxFGmncUBoS2Kc0lZx7bjk9K9W/yvZtw9PJZ89q4OiCumykifGJ+WDE4fwMu9F3EjfiYdMcMMyHjRpgbGhMrJN+NlZRzAy2VGhsXqMQFvF7NDQkVQmy4yMyC6nLLmosdF6GTFeWdcaS/KK4UweyGWKbhNfiQeZWa7xrZSH9MY4k7VMSFaqoKB10ErGNJ/9qLGsjTrpab4d6Ae6MCGW1JaL7iJfVbTESz683MjFlLsSOkjIF7uQ4VIYjcwmKH+bbOjbKRtne2T32DZZtQ4PT2CnZxa3TfAM29y+8+9L/9mL+qqjlhY8INbKS5x42Ii7mjQ+0bBs54wY6qiNC3HSH0xWCMCY93mFLPScjfJEbyyJSxtdRqORiIsRKUXpkPULk6ISZGmxr9RLw1Y8plk006+kLqZRApWCbUIZZod4aJWVL/Qr6kUbIzBWPevgnz6EoywD30wM1sck/HR3CUE9iaLKcRtQL3WGRdo+umC7QtomK58ISPhZP9ujcmQyMZEVaCWan+0MMZHpl+nenX1X7t96v6zAgzvjo3iv4wJv1eFldLQds7OezETeNBJHdw5cZk2lYmpsEjjMtxwH2iwu6AirviGBEOYNoWx+YN8gH/8BfPXJRVPU05jpM8cEAWUZ/PJ6EnSMTCpdqrcaBhvKaf3DsM4zlB/FeUKpV5x0LUFCbF9SeWUlVVLC/BUM2DB3cA4hbKgfbaLceqWEzY5tC8BoCzWN84Lm4ZAZSShn2DJPHRdw4oW4ziXKH2koz/p0DkNeqsPEMnXExHbkycrmDsNKAdL5VQnZilA8eimvfPjTnZ+WbWe2yfHjx2Vqakrbnqe5kvjI0JicPQ3dnsfT/9gAaG3lWhse6NQ2YTxn+FHyXNtZt+kR5w1zlsY4mxkwCy1nWN9SUiLX/AyXPMDKpASW4lqQpnVqJhkH5kkVUY7Ax45aZyRitSHOcWaJRllqp+oL6zeXVmJpiW+skqTyoBGw/qxxETPkmeHJ+ZSk4QQ+ysMy3IWP7Y0IZz3B+LUxNmP/ZJNFjHNAMGjpjDCsZ9KRBiNmSW5gYECeeeYZee2114Q7knTctdJXJ3CGyDkDRZMJlFaOGEEEvV6igXkxPTEvU2MLuHm/S9rU4ORTzRjGcWIGORwMB6IPmTVusjMp7TSDXg0NltHCemD9qvg6OZIBUpKyRskJMJMdExEv6Wut4KXpSd2URx35UBa7hMwwM7V+hiyMJE2L+bG4eSVxQI9/OqbpfXJaARLAIEyM8BWTTNpQDwqwXTDRQBfCZELFVZ5MU74WD3XMEzMswtiPYbV1Hb8CxMuFi7wUpntCOCMHVjRe9KSGkzt0axE7RufPDculoQu4X2hSJqdHZWoGT51z0UdZ6tA8ng+YGMEBTwt3tHdLG4zN1lacdLTGV9RAmopFhxKy/VRyDaJeSEJM9Iett/ClIs0NdIE0dAv1QAcIFzVCo0tc5KUe0mIBZWEdV0oDlFqWZNQbxtUxkIWZhyjACElamZKx57jYUU47qyVD/dN+Yi+iH0kXKgGfyCWKEyokfwtFPyZYeuDKTmF7EWOd+hdkjwIFuYEL81ilXXUgRvwx0Yx/mwxtl5Mcgxg8KgdlawfKQvnpE3oion5M1/p07Id88lB9ilyNT97/7ubvyv849z/yyRo/PHVYZLvI6tUrpf/MoOqd7shDZ3l/MecZddDdxXlcQq9hbD669lF57tJzgb7GMXQNZUd7yR8/zj1QdU3jENOFBb6OYbYPYTp9GAZ+eKqb/RR7iWIGxuyCEGQFcNTdACo8AooU0132mYWz8lpKyTSkbHAIvrFCvdFwyp6mRjv4OjPOKzqXskD8qXHCgwasgjq+FschGq7Z1QwUU90AO9U5tjuGaVvSUicuOm4oD4mIZaxbEbPGYIHWP1QDlSeR6i/5qaEKuvwXnZjHhZ0sQv+gHFyqu7HZ2reWh4rQ35Cc857KEnRAC9c50MB888035ec//zneNzwgusOJSlrxtLhe8VOQipmwveooN4XInOkd7oPHPDw5iucjppqkA0/M6cYOXntkb2VQmVle9SdjgPYHxVRMdV0FEfDO6kyqi1IQKDCIPwUx9EGZdNqxSeFSlbF8SFBWCHJ+1TqRwDVHHTBO+yckkhbOClKTVAbWjrkUmVQ3Om4IKV5RcOaRH7tOW6gyKqXSU3fMBZxD3ObkUm7gY7TmE1uVN+HPOP/IT9WT9QeptDqKFupCSCsAD/zxP+8abmxaQ/MVW5w4h1+EIktgOpqRAGhlivyJiQnp6+uTvXv3yjS+jtHduVJ3I9VA5Mt4AxJaNAMjBSSph51Og7MV71bja0Ha8FRcVzv54TUhNDSwu8nJTBWMnQGFp9FnHcVKtN1sm/INbWO9vO+Qf1omKqUZt/T5qnCd+Gkgs3w4qNwopOXYk/rKCjVYwAuDTCc28sefOng2IZJvYMOUlD/xBTVktH5CFXUdu0jbysHE+qJhoPfb6ADjwIsyxcmATHUXEPWzLm1rbC8SdPIzw4ELIOug406FGh7Ajfez6SXGkFXzGPDlTf6YwGA4zgnuhcPDF/PcLgIXyoJTERikLTKFk5PJ4REZnxyWiakRGJt4n6bubsJAw19bayfeQ9glnej/Dvy4y91CY1PfhxhWooBjwIVlCKMN3rCLyT6n9MH4BTraLr0fmC3JcAc2PClAn2i/gRcNXoVDgSd3/uVdLoWYoj4aQ+St+kL9AZ6qDEgjO3CHzwAFAF+WU9lw5GVW9iN2h3l7CjGlI1+ix7JBV/ni/CAnvCh7Th4tGeqMQY0YT+oOxZjTOlGv6RF1i3LjR6dt0kpYHDjxCyP4U9kVJ07YsW5dyFGG+gQDQMdDxKPaYq11oLhCQjYMRI/YaJQ+eKpDXWZEhITKYxvfZwldn0fbitzAmgHZuGm9HDl8EjTQUX1ICLRoVhM+aKEO967zYZ7h7dXv17y7++4lGZuEL7Ql9DUvL6M7tU2KEcIAUeM0eNhHbC31YZ6v/OJ8Qz2GT30O+gXdiKJSXup+qCP0Dd+ZqDoD3OgTSPsjfVpW43ZQWWMEZVQ3SUz9QN08/Qxp8CEPs7Rr0PdqHKIuPelQOsiqem7Ma/uUTx/ORxN4NYvDkv3OkxnFCW3kvMu2htu3ULme3EIy+PwEJE9YdRxFHTY95timStNXbqioibfwgBcGHKfUIDdpIKaqPw48CWCLVS7kEePUsTiTKDudZjNO2REJcfrEMuQTyXqOxuXFixfxzukDcuLECby7GGtixwqdG7kLGeQIdSqvyNLaa1WE8ct2hhrZds5vrbxi1NSBJ9BXYJ5doQYn321qu5sqOxsHRx4qs/rQQ/jZXEW9JEJIYyXEii50e2h3eOMC+5FyQBvRB0Q5bDChDhQJ7dGixQfiF+vg+Gc/s6COccY5j2Hs0CfmgdZYRTnYs8jMxgbDlEULgAbk4cjyiFC/0SKOSY48JrIOxtShAPFkef7pvMg2wulcqaFwUL7KtJSot6qBm8kd2hV5g0znOfQBPyOqdagSIh155Md7v3V5YRgYaB3kF6tonLFJpKo46oxt9xsJ8VWFUh+pClhohNHU8tmZ/KTkLF54HAZCr3R39apxQKNRjUO02ppOnKmAqgQQKPhWQ+gofhOX79SkcdGGdyu20+gAryBnnFDQ6dxBs0lFJx8VH8qLjg4TK+qBUoxvGpTRm87JzLpxzF6L0jHRKd1n1siKD9bhO7wohE5sxetPWni5nmd1/D5sVBZVLyowZiEaQuPrL8nERryXbOOoLHTDoGrD/YkdeBfcDMrOotwsXkQ83CGd51dK29kV0jzaznkQfJGPDe3wfW/u/NL4g4ITD9SVdVtOERUZdhJcMBDCQGJYjTg0YOj6szK7aUwW8BDP7Apcaumcl7YpTBgT+I3hBSv9vdJ5vBdfLoEaoq6WxdBOXs5ehAy6C80TA3YM66IMUOB5bC3OCd4GgNdQVVuwVbDkwEGubxHAk7d8R+osfbzKhHonrR2Y4DhguKCiCoT1XW7Au5n4oA84rnk6oXJiEuTZdmc7Jtd2XkaHXvCEg5d2IiZmWOpiQTk4CdBQBuhcoHlZfw4Ysd9Grx+QxR4YFfjNdeHVM5M4gRkHRuijjoEe6T62FroMAXC2b++a45eQ2G+cEDMjNNbN6lSfs85jnBiij1g/sMALb9Aa9NU8LtGy3SirBgH6n1oaDNowMVm5i7ccl7m1wG7VhMz2TkFfcbI1Ciwg44oD62V+mhMTZARmbRgnvAWc+k5eCizkMnwoYxpmXPUIGIUTpYjPOuj1lkGZ3TAhC13ABw+DLbZhh3kO+oFPhTbj134BfTEAvT7RA52mnvAUCjssxEfrp8+2IE8NTk6EpCterAkVncHJaJgoYxpx1R8xZZ+DldKjFrVsEKnhuFDvadkj++b2FVIdajkku7feLCvwXt+JMZwUQd9pWOqConMAKsSu5vDWczLVM16BozHd07rHgnV9mwd1eoE+sMtUn9lQNE4UqjaqAAAgAElEQVSNGh0E7GPoL044qL+T3SOYdwZlaiMu+a+awqfDISfmHS5ATTPo/Rn00zT1GEbDQK+0DnTpvMP+4Im7fhEGfcR+4ng3p7rBhSF1kIuOedTncEsFT35QJ3R6un1Chm85LTOrxmV+NeYG6ErHGK48jHVK7+l10n4W+oG5Ro0KhRD6pBNtWkmtMPubP9BwIcV41/s+dZ4kTtQnzBLAiWOLMtH85QnD0JZzMrltSOZ6pmRu5RQnE2nDPNg6hrlnpE1692+SxfFmvF4Jn9PlOoNfSX85J4M/pgCOURUA8wnTaGhwliYyXNBNd60VLEbdpc+iWjokkhl+pTydC0GkdRmDGj71mPdVtuLVcp3YfFnRtVo6O4E3DMXQl5QLcqIak4txhkNaCHMtpIwqHfPYcswf1I32VqyzutZirqGxyfUJ+ZSVOhDmNRqTwFuxhkytk/gC0kWZ3jQis+swb+C9tQvtfPANt1RgLeR62Ay9bL+0Qrr6V0rrOdwuhS9DcW4n5gucW/lOT4Q5b+n8RemIW4HTfkD9bC37nOOUD/XNNU/jHbgXZGrbcBgbnWFN1vcxT6OOOfy4Dl7skbb+FdLaj/c186SIcxZ1gHMYxkSIc0CifuufsCDpjjJPYjiP68YVr95BFsCoiPLINYK2A/GkIauf/QSF9ndZe0L72D9sB2NcL+aaIDf4BrsmYK38KQtkZR1hvuXawbezQExNhX6io8mHaXQsoX2GcGm0a9bVPaR9ZeF8B1KoKBcCEJmEmsAwhMYgX47rau/Bpc6VsqpnvfSsWJNd9rQzSC5siox6UF74jOtkBmEIvIZROY0w6zQupi34qSKCbnDHGTnwjRd0TaVOKF8KGsVd17dVdj19t0yO4+XATVNy5lv75MIDx0hR4bone2THuzfL2hevk4WL6FwYJpjBdVeDn1mElKoEQ1vPyoU7j8olTLA0NJfqeCa36eR2WfP+Fln1ynaZG4cxCCWnYbsIQ0rbaIuatpsdEJQk3196BqcGQlDGC3cclcE7T8jwjf0yjUm/nusdXiOrTmyQ1W9vke796/FdaKyj+EwZFyLhD23VM00Mehprxz/zlpy59/2gCxxUGGh5mdI6D04clD9u/mMZ/EeDMv/9KZmUAZluxkuwB9fIp37yeVnAZDmLgcuXsdPIvHjjKTn8hVcCC+if7VDYAGHG7r+4R+QssOLEhd1MvXweHxLiYNLJP/Y7kSNGlF0NPexSDW45K+fvPywjwGh8Q/1+I0arj22Qnvc2yoq9G2RmegpDgwsSd9nDO0P1M5w0kmN/sd7UUX4aCW/80V9qO7lYcpLPFBShlrk2+fT/8eu4VxCvwpnh959bZWzbJf1O8qU7T8rk2tGUZVm4d2y1rD2yRTY8e4Msnm2X6dlpHR+40UAnOT1xwPhhX6X9RTkV24g1F4yhzdDru47KxTtwP9jasbJ6akW6xlfIur4tOFlbL72vb5XZSSzquNWBE7dOhpy40SasBdpsysGxRNQ4PccuQ6zkdD5CAqchm5tUfk1jW0Cb/hjVxBKPotBNizfJPvwVuXem35FHtz0q3T1dMjaMhQo78Xz1jl4ehh7xsjD1aXh79fs1V2BHaPXc6iL2xWlsAw0oTF5lP6TT0OQuB0aDGr5TreNy9r79MnTzabl04+liflVSV19YL2sPbsF43yoLJ3twS8q09k8Y77y/kn0U9aSsJ8gQwuCfxhxvKQjG3CzG7HEZeOCQXLrptMzjhKSa29y/XdZ9sE3WvbwTt1bhZHOWuIZXplUrU5ZOjCgC8Ned7HgOlZ1g6HCiHnGsz8pY7yU5c//7Mrj7tIxtDp8SLeOXRDpmumTdic2yEidtq3+xA9+qn4aeAgssydzho9+ME9owZjHHQAY1NNFfXKO4Uw+pVIdLmkxx8UfMotysknFtg/pMKP2YtxzHy9vdXSult3ut9Pas1Q0dvXqIKz1aOyrW8R19DXOtNayyMNOi0QlaPamnsYU20/DkO2c5H5WdBHOtRot1cwPG0MCdh2Xo1lMyyBOOboz9JbrOyW7ZcATr4XtbpGsv1qCZKTyPhzUorvFYeoB/5dxl7BVvrEU0yGhoDuw5LBfvOiZDN2GzpRv9uES3+jz6/tgmWfPmNmk+thJyYGzgIwIqBzecgIfqnfbRooxuHpD9338mjNeYRgwV41hnx/AK+dT/9QXc9oWredh44+ZJG2jpUxHM4NT+MDnRFkwvMrzzjBz+/gugRYGMP4nQedQ5lF//9nWy7Wd34JYHrKMzNDphF0FOCFXSPZQgrclFHWP3N9TYpJhlThsQUigAB0bmGGdidGFwlOKWXs9vb8flTuxAcVezZ8VqbPX36M4kJzRtPIwsNp1GZojTUAQUSGecf7zExo7hiOWfnvHA50MhPFPgQoB1HoZD9e8h39tyn9x+aae88d67cvgbv5SJG4ORkbbR2jLZPS4HYVT95srdMv/zTjl/Bl8swneLcYoGaXjWNC99X3lVTj8Moyu6Ij6WV+FjYe+/7qT+1j90THa8fKt0vLxOZsb50uIZaW/C95F5KY0Ljy7FxCjXP4hzUuUJAXfpLuw6Juc+/4Fc2nNSaZU+6b8sMRcYXT0k/J2886DsPna7rH9ulywcxkvT53CPJAyVdrxgmkYnDU4OZD59PordrqXyJ92JhRMiqxDAD3vdTJLdXbvxqb7d8v7eozJ8cRz8MblgQDfhqd+xddX7hmUf+9JD0vfyWTl55Dx0hIs/Bid3NbH4YEoCBX7QHaKnxjiRwuJzaetpOfW5d/Glo+Nko24p/aYY3T0ki3cdlOsfuVnWvbhTmvauwHea+YT9DAxO7LBjMuZCrbvSwN34UhrVayo45ORiPL5yLMuPYqi3Y+o6+fRjt8qbr7wnp4+flwufwyL+tSO6K0AC45mWsfDoymEZvXtY+tG2m/feKav+ZgcMJewwYdedL2Nuxj3O1CfuHRAe40XZqCbcYZrpwq0vX35Vznxmv7HN6LKEGoGpngk5fecRWbzjsGz/tV2y7blbZP5NvNB/fBpjOlyW4+4PH+qjELZLxDGuJwhIDSO+VAllYz/SmcyaFg5MVPk1Xw+cRuu7XbO7uIIVutMzp2Vq+xTu2+yVc2cuYkeeO/h6qQO6Rr3iyJuX4W3Vjc37e++X8fH6J3smANvI9qmhqUYU+iouMkF/MPPgtpWT974rJx96Fyce+OJQdIaLxWv5w/gAA3+t6ONb9t0t65+6XkbxAnu+67O9Gbti1GPOO5QlypTyC3MOzxfmZGLlkBx/5E0598DBjKSWLP2bTwt/198+KJufvV6m9+KkClc3lurYswEjdJ3tauJpdMoLNebCgXZgtxR91ffZN+Tkw+9mxkYtuVj/TMeUnN19TH/bP3NBNr1wgzS92oNnBKi7/FpRJ9RlXg0PVsXhzHppcFI7uVOvYwlh4pZ3KjeT7UeCqMP0NGqHyuKBoODI3cZOfCyeBucKrK893at0Q4dGIX9BdygvpFbBg+yUm3FNR1vCff6oAGtsoAtzhRrZ3M3E5BrmDrROi2KkxtsSBredklOP7ZWLNy9v7bHmTHdPyqk7D8nJOw7KDQ/fIhv/7gZZOIg1iLu2eFWeYA2iwae7jJAj7Uu2T6/EYCfw0raTcvzxN2Q4+chCSmv1VfOHsRvL37FPvye3HPyUbPnxrTI2gI8J4KSoLX7YAe8kQxcCV5xsrTy/VlZMrpSB606UyZTyn8AVh9u+tlWOPn9Ozp0Ywls52A5gi043g1NlVAUOJYMtNC9Dd5ySiU2118J/fN1XZeieGTnw1kkZu4i3B6D/9FYqbGjxBD60Hx3GbjW9QpTu2hqboc7KowmFnDgeVP9IaAOjslBBCoi589SOS50dHTA6O3C5rRP3f2BrnmdO6tBwU3wamJwwiHswOBlmWiRFBsuVvqrBC6uAlJdNYADSVVMufl93x4WN8le73qppaIaaRDa1bZInb/+u/OzwCzJwDi94hlGxyNdMYCPryHdegVF3qmZ9xqeef2HVgFz4yoA8eN3nZfVPNsmlgQn9YgN3OTpwXyK33rUPchNYGGBY8mBMnPjcW9L31dezqqphkBEUBFjm8PXvy9kdx+X+Fz4vsy91yNQoLsFjELdjUsH5rSosTvW09OXUkVa7ftM6fb3RwYOHZXJmGJMJLtdgUuEiTleL/9333SGjRyfl5PGzMo8JiYsBn1pvAgcaEKqj0Bu9tAP5uTD2PfyGHPvSGzpJ1OOvAhQcKNOx7Yfk2PcOyV13PSCrf7RDhi/gBAELHA3eNr0dADvgmEzKFmroLboTtw7Mhr5UASsr6F21Um654zp5c98b0ve/vC7j9yzPqCfHqbZJ2Xvfq/Lghg5Z//9u1ROlKZwo6XDD5Tad6HTxKA1ynqyNrbsg7/3uM3Unt0qpK1OI0+ktx2XwO+fl09sfkZlnOmT4/BgM81lM2t0oQIMG+oTxzj8qFo1MlYjjnatZdAHHMFECVpLGn02kjIOKmNovlq3lbR3fKtITeRUQnus9J5u2bJC+I6fUEOctIDQ4F3FSROnm8YnJwS3Vvxx0V/ddcukU+o/yLsXFdqmHdoSTTaozDBrqMAzNIw+9Jn1feEO51RofS6lurnVO3rv7dbkVRvX2v9ojl47hq2w8oealTuKJcURdobO6zHDheBtZ1y8Hv/WCjG69WEajkTqHvo2HpP/bZ+TejZ+RyZNxHahThtmUw34c58SIJ5hBSs4AuLmna0z2ffXv5MLuYPiY7Etgn5Gc2nBMTn3rmNxz64Oy5q+3yeAAjXGctMEYp4rRSND1C/rL/lE7gUYnMnUto6xRhW2Bj1AqjVbEkxYyo4vtUh/8+LdUR4OyDWtsWxtulWjHV364uYN1lg8KZaMI6yf7jnHtQ8a5puJXWnuZF34k1BNBygWjhX8sy9YqF4oHYurlhev75MC3X5DpleGkIWsTSJbrWLZvx0EZ/t4lufvFz8r0y3xIaRxvPcH8hc066qXe702DUzEKhibvCzlzzz458Fu/yKq8UjkO3vKuzG2akht+/CkZfH9KpvGqPZ3jYXTqmoz6edl8y5Eb1NjMKi4ILDwwJttOrsWbeXDL3iQ2xogp2qAnBLRn4nrBomHnnDvzuMJ0a20dfmjFw/KlOz8vPz30rEzxE95qB9HYDAYxjeLYVSoVMWH/m7/0kVfQqCUn5XQZMmQu6ySmMSNmaudqNCHOShUHqKRqHAJQA5f3fHBHkrtY4Qk388MlUd2tBA130vSBICxK+nojXBbQh4EwiHjZtJWX5HgDdxSRO461XHtHm/xy43MycMsZJcvaWaXQl9d9GbuwHTKOB1RGJ4dkchZPReMrOAe+98JVMzTTql/Z84J0/9acrNnUgXtNxrGziIdi8D1gTuxcAHTyj5eK1XLRh5Fm5fDjL2WGJttUr11pnUXhcVyie/XR56X3K4uyYk0zFHhMpmb5ybJJyIQvqlCeq+Da23A5oQ38ZyfwENAoLhvDyJ7F/VTYRarnVvauwCKDtxLgKfVplFdjE8Ye7wkiTjrCFJ9wv9a73/yZ9D3+uhqaVwMjyvfOba/K4B/0yfqduN+oDZORfrd5Uo0Cnvjol5FgYerLufGCbr39hDLir5prhV63d7bIO4+9fFmGZsr3lZ0vSuc3ZmXtFhjwzZAPn0NUfcKCTP0JT1ajBGSd6cRO/jdfvCqGZirDROuEPP9rfyNrf7NFVm1qg4EGHcJnS3m/Ly/Xs79s/LJf1M7EeFZjBxn6F6cb02vztZ449svCSl8dY5OvY6JDNg5vtGiFv1/2432bm/G+TXweESeaNDa5+0vDnL8Lm3CpsBO3U8T5Mc/g9vbb9SlhXdzzmYVxLgLI4MIDA0pv7ocuE6N53LN16POvXDVDM61+//p9cul3jsmWG1bJYiv1BGN9IYwpWkyYiqErkAk/Xj1axHtyB7eewuXDZy/L0LS6J1rG5Y1HXpYbb99hSUvwA0ZhLgwyMRwwwgnTqgvyzm8/dUWGZirEW7e/IjO/3y8bbIwrNhjj+sAYdJdnkKifMhAfOhroqhPwgz7HODNNX9XnAf/4qct86m59/Y2llAf5BF7sIwqDuPYX1loIF/ouhLkOs1KlA00Lb/1BXOVHOd0VYxrXmmgQkZc+rMPdZNKCPefciztOyPvf+7kamsoja0wm3WUFLnVckHcfe0W2f2aNtK/EDuci1kPoJOcNrvM6t8Z30XL+6r/5MG6h+6XWdTXlOLr6kOz/1muyY89aae6Ykan5EZWDJ34ck7xKt/KdzdKOW+xquX0de2XzzrXS3rMo04uj2LiiDmHzireg4Zw7bACwT/DTsY+3XOBElh+LUF2qwvwr65+QkbFhOXnmuAyP4h5ZYKQnxHoVDWMF5UwH7aRHE5HOroKmfAQdJeP/MpUJ9rme/XAXjhP0AnYGdbLGDff6kAn9OIHbRD5HOpypcIdL06DUPIPSJxs5CDmWIIeCp2IxHM6yaiHHMk+t+qmWXUo7HlnxiBw/cUxOnMK9H2MX9RU8Zx/bLyO7w6WzpfCoJU9R3t/f9Au5/b4bpLNXoJQcYJPY/MFuCtDQOYLzRBxkVKq+z78mpz//nrK6mvJMNk/Iq/f9Qq777AbpWIkBgs9MTs3CsIPBog+0FAm/zDTKS12YnIYxC6NR+c9iECKtniMeM6ClocqHlMKDSuHMUy+pQy84YXNReP83nsW9REeV5dXEiAz3bnpTTv3D92TLLjxkBcymYHCqMYXJiC+v57zPcRMWIJiZMDbruf+t5X+Vczcs7YSoHq+3b8DO1X3XCV4EAV2CsYmvOC0AE93SUD3iCJ2T/b/5PO4PCrt0Vxsjyrj//rfllge2S8cqvNw/Lhyq17waUWBwsgynGv7osokyRBXTTE7ScBtJ/VIZI63m8xJdDx5YqeZ43+bmbZulZ2WX6uQcHxLSuYnzE55C31r9Eno3blvYvbhbzp07V419Rbq2B22groS5lu1m/+CeyM2nsDP/lpbJ2l3B4fIT3lz7mqx6olXWb1uBRRTjah7jqgknBHy/KPQkXLIGfxhX1Je+x1+TcdzqQlmuRJ5JnHw8fd/fLJ0H+1gNH0JEA4iAQSboERfv977yHO7dD5hfiVwpkq/s+IXM/O5F2bBjBW5ngTGOk28aCzqOOJ65HplMSd9Rd8O4L+mkysTujcqt+s02UX/pIVyh65pT/cB1kbrJ34w+dDml9zzOzHFzgJeA6UNu+BqGP4v7dHlfJE/uQxrC3EjAWpx9fAM6zp07XXt0zY3tQFjfhoF1+cQX36r59bjqUtfPOd9yXs490ic7blwv0s7bLYA7NiJ4sqNGGvqdJ/UTuH3o0NdhaALDq9XnqXSnuk7I0DdOy9Yb1shiSzgZm8XGi25w0EbBMx3b+q5Pi1SEX5p4Sbp3tcmK1W2Y/3AFYR5zMT6Fy7GkN2dijNHotBMnrlwje8IaUMEsJnTiKtVD7Q/JwYMHYKf0ydjEMOYlXjnjVd64zqiuhX6LKlfGDlVeW6cKjyqp5BwrdFet07Bly0uMs1TsGb4zEfcwoY55PDHJsybdtuflB1SuD/RQCIw73eKnILxMwbMsjGjukPLGV33KjmdrJjjPLqFoHBS13J9d+DOtuxaN5V3fdb3cOX+n/PeDfy5nzp7CS3Mx+d40i8vdx5Ukq9sKFPjr2tapjKMw1KZhEC3FnZfzMv/gpGzsWyWHh89gJxV3zPBlum24MR2nPKyXLeUkcGH3MVwWbtwCdKnpopx46JDsPLtL9u/tw+4j7p/Ba6Z0p3UpjVkCDXdJ+cJ2PpnO96YuxhOLJRTVnaYZGE/NeOkw79FSIzNO/NQF6t2BR38pZ+8O95Mtpc+WUm+eZn/v+7L+uxtk8/+9Qc4eH8SkCG1FP/HVLAv4tUJ/uZ+p6wmeYFYFzzOJ8XfG31EdDXsHlUTbO7fLqalTlRlVUk4unpD5T0/JxsPQpxHch0h9wo5yePMBTc4FubTltJy/7ZhyqIXRfb33yc1dN0sn7qHqwu0dA7O4/WPugrw+/rqMzdd+iOiIHJEbHz0q206tkwMjpzAXECM8xY5xzHmAQ5nLLTw9UsdTR7lIQwL1Y2YaTumXEuaOY+dJ3IN9a/EidXH2ooxuG5VVq3rxcuuL0FEuyNDTuIsxtKW6sUmsZodnpb+/+mX2Ihm133XRDO3kjh1P0I8+tPRL53wwqbe1Vzjv1OuXVIZzN52Wm2+9Qy5d3CfTuNe0lQ9G8HVi+OPXk3h5j7s5h7HjNLRr6UY069jasVXOTp/lzJVWeZlhzvdAijtAcWHl5sT+z/1SLuEhUbpaemyVbuvcJmemzixJpl9se06++xtPysz/NyPnT+HtA3jjAuvgctWGh4eCxYl6Mf9wzdJ25ptquqt6zEwGEqfpSbxOkPrbt75PZu/BScEUjK6OQZEunLy3Deoldd3BjHXopVMIa3IxzrU3LMBIRyToHtfaJtl4cBc2FRBa4BVEvO0FD0PqSZDKRC7zcvyht2RwV22DyJrAK5xbOrfIGAxG6iXnnaW4d7reln9+76Ny9ky/XDw3BjXE1U38eGuemgowNs/c/YFM417xWn2+qX2T7FmxR7a1bcONWhjzaC/nLv5eGn2prijP9f5cfv8L/0hGhrvl4hlcgQMueoKBds3NzsvKdzeI3HSgKh8idgYnjBs3r5HjR86osc+HDnnnMxcGYssdZX1yHEncrR2+9WxVfsx4Aruai5cW5cDB/XKuHw9C4cn69jYga/MHiThU8Kdf1WIcLugtMvB/zY3NIELlkUJxMudvuW4SZ37/ZfG/yHEYZ833LcpM07BcxKXGkZYzOEvmdj5mCoCgjkoPZwMhpFqlTdI9slKuf/luPIzB3dC5cF8cyod7GQNduH8xMgrsruj4pbVfkjNnzsjBQwfxLrNLmPBbZPazuCeFZyA1AHls7WPyrbXfkpvx14nXKPEBAQ6wsy1n5WDTQfmL8b+Qi3PhHqdqAo5gx2DHrs1yrO+UzI5N4UxoCnciYkLDoKd5QENqrmlGjj7xqrKoJQ8JKNPX13xdn4ztmeuRU7On5PTcafnB2A+kb6ZPeVQ7vND2vPze53fK2v4eOXP8Ip5cDZcQu6d7cO9tByY1vmZhUc7PVH/XIHlzsOcdB7w+aY5uY99zJ5uT0FInIu568z4qPn3HsspFFx/wwdn+wI4+OfHgu1ptPYxaYfh8e9O3ZVPLJtnYtFH6p/vlzNwZeXbsWaHRUc/9Yt3z8hu/+XVZ9wNMRme5w4nJAzrDHSE8DgOdQQvjSVE9Xvl8yvWdNd+RVdOrpHOyU86On5X38PfU3FPy+mTpPt18OYsfWXNIbr3xDjnZh5MXPIDWjofcWnmTusq2IP33HlLSahg9ueVJ+f6a78uq0VVy+vRpvTTMT9ltm9+G+8Pa5ddX/bq8v+59+bPZP7MqC/13et6W37/3H+NF6Rfk4qlJnCCEp035ihJeyuN9TLx/LB3/uggWjDeVNabTC/EwNjm5VmtLKhh5t/XhRrAa7mT3SdmyZZMc5fs2uXsEfdPXd7XNyNCm6jp/V9dd0n+sXy5cuFCDe2UWxxKED1MjgYCMA9uPycUbap9g7O7eLd/Z8B35tc5f03lnbmJORnFrymDzoPQ198lPZ34qb06+WVlhknKi+bg8ftNXZN+7+2VsdFTa5vFwIE4seI8qjSkadiPrB3B/+F4tVQ9jzjvfXfdduX7xeukc75T+iX4ZaBqQp2afkh+P/zipeelB7Vv2L4w6YkWfJ6xnbzgsx+6vL9dX1n1Fvrn2m3Ljwo14tVmrDEwOyMHFg/J3c38nz048W1OQN/b8vTza94SMDu+TKTx4x1dLNcMYX8BbNIgFjQ+9epkanAnHPF6qviwX9VfXP9ArHfu+jvvj/j8WuR043AadgRuR+vNUHZaafduxe2QTH3o5M4STDt4Pj3vRMYvpq6Cw7upMjZP7c/fVnjfI7B9s/Qfy9ZVYe2ZWS9N4E96bPC4T2Nk72nxUXll4RX449sOaIg0tDEn7zS2ydiM+sIAvxk3P8b5UXGngDZzAaAa3fZy9p/RwWhGzf3fjv5PH2x+XwXODcu7kORkcHNSPzOyW3XiOpEPXx9dXvS5PTz9dVDxL67/pjNx06/UyMrgfb9mYhCmAFyPhTSTcKOt+e530fnm1jPSEh3myQkng3VZ8mWznA7Jv7wEZv8Rd5HArkV7Z0bUBTcJ45xtLxvA6vqHrzwVdSHikwS/0fEH63u6TI0eOyPjYuLQtrlK7Sm+b4MCI8yCnFHSa8lKjM6iLsvrQjU0dBGmrLGwDwHxLL/B59vIz/MmNaOcNSesKaOslPXrmcbnu4nrpO3RGJoZ4zwY+VYn3a+qrEHjWjfhSB2ha1xPrnpBvr/22rJtbJyO4L/PozFF5buo5eWH8BXmw7UE5evSonDvdjzOXBd3Rm7gHZ4413Hc2fUf+dP2f6ic6f/7Oz+XYMSwSeOnu7OysKvW6devka7d9Tf7ypr/E63/CF5WK2J1tPiu7N98inV0tcmkEl9LnccP3YjcMKjwAg91NnsWfuet9PNAxWFMZaUD9h93/QT63+Dn54IMPZP/+/brTwq85cZD99qbflvf2wGhpe6pIjCzt9M6TcvOe2+XC+UsyPjIla3+xVR6b+KJ89tfula3bN8qfL/6f8v/gr5q7ZcUt8pM9P1FDZRivkQmvMsIXgC5NyFvH38FrhGb1/lvelxvu712CgqEyToK8vYJPiHJRJj486iU13mLwubC45if5vJz/bMc/k2/0fAPvfGuXoweP6klG93i33NJyi3xq/afkwNYDaOOf54tVxN/Y9ar81v2/I2+88L5MDuLpet5jjL/wyiFoKyYlnmPVk8cYr21bK/9p93+S3RO7Zd/r++Sld1+SU6dOycjIiHR1dcm9O++VmQdmZG97WGStXN4/ISfky9c9IV0r35GxEd57i/dzLmLCpnEHDEe3VkJILPUAACAASURBVDeIbu25Vf5k/Z/Iq6++Kj985YeqQzSgpqe5U8+X6+PSUPcK2bxls3zpsS/JM9ufyVefxfvn+2Xi7lHZ/M56udSP94XiUh53yvTVUTTG0YfEhuO7pAEhZHNSxTi3jKyW5QUWLizopfTxrcVPje9f3C+PbH0Er0DqhJExrTvwvPQ4tAPzQju/G12SNK2Z92vSMB8aqr74pPQaBqvQPhpRiGAB0isYNx8P2VXq4lWY/3j9f5TWM63y1vNv6Uu+uaPKcc4doFWrVsnDWx9WXdnXtq+iWks4Mn1EVm3rka4eXOrj/dm4lD6/iEvH2LlbwMkAL9f2f6q+gUF+/3rXv5bvdX5P3nvvPfn53jAXEgvulG7YsEGevOdJ+cHmH8gkvhC2LEe41SAPWHGHTefDPfWvXvzRdX8k3+/8vs7PT+99Wj/zSJl4wnTTlpuk69Nd8tPen1YV5/DiIXnk4Udl09HVcnT0HC6F8qoFX7/H3V8u7tztwlSETTv6NEKg0pnT7ot9bOEsE4Eq3ZuSFIar6WAh8RISd1y3WW4Z2QndHZThoXG8yQKny1x3MF9wYHLOPb/7WHYbRTWW//6mfy9fXPyivPXaW/Ls3mezuYvjvLu7WzZv3ixf/fRX5aerq2NO3mOrR2XdehhSrbx1iruKeLcyTlTJZ2TdgEytKn6zB8v+i53/Qh5ffFxefOZFefnll7XP7ZvvfDiHD1T19PTIzl075O7H75a3V7zNYoXulaaX5V/e9rAcPnBCBk6NwFjEg0JYs3iiPIvX1K0/uFVG7q0+3l+efFm+eOMXZfWaHrx95TzawY0kPHSGtYp6xPEOcHX9Gtp9ulAGS+Tmzf34+8H+H2C9wkOy+MBEpz0DA0OcbcN2B/em1FG3ElWMadfqc5WobllKquZxEHy5x2XVU8D8uuu3yc7BjXLsKN75h/sGOYC5M6q7o8HW5MhGyTycBcxi0h9e94fye52/pxPPK+++okYYlffu1XfLLXtuwTuURN7b94EMDY5BEbCr+OCCdI1h4sU9FxMt2OHMuZ1dO+XfbPw38spLr8iPf/xj/YxYPz8hBiXkk4uc0Fas6Ja1r6+Rrf9wmxzBmXg1N7gwKKvW4OXL7U24NwgKCeOA9x7yHiFenqV/7q7q5Y3vf93zX+XG4Rvlp8/9VJ5//nnc23FQz+r40touPK3Y09sj1123U275/i1yYFX1SwAvzb8kn7vj83gH2koZHTknExPjcvhgnwwOXcIlWZEP7scCtsdqrfSJK7/f+8Mf/lAXn2CoYAsfA2x8bFoGL2EXhV8BwsCn8TKjZ2WVfCpSwJe89UtRQCXoGeIwxs/efEgGt9e/1Pdvb/i38vWmr8trv3xN/v7v/16NKX76bRYvG+XtCz09K2Xbtq3ytce+Jn97/d/i9nQaWcXu3MI5ufSZfjyduA6XrHHrBV/ijydEW7H7y/dMhgc+uFrWd+3YTfrPu/+zbBrYJD/8ux/Kiy++qEbEyNBomFjwZodeXN7denqzyHdr8zs9e1rWbF4Ng6kDE9x5acN9XLML3TB+sYBgt2py1WjVueC69uv0pOnpp5/Wz+KdPYuJDS+95u6CfsUJr13hbS7Hjp6Rbce3yNZ/jkuTq8NEyUunt3TfIjd13CQ3tN8g2xe3y/zRRbm44lm8wx+GLl6Sz3uu1LgkLPgFdLhIh7FctgCn0GG8p/OKhknM/7JCtbHhfZvNhzEpby2me3vqbfnmjm/Kyp4V0FPeWzyhBtPwluoGOu+l4q7JX5/+az0xKOZcnorTkJCgTWAstGUWO6gzqyewM7RWhnmZtMD9yc4/kaaTTfI/f/o/dZz39eGWlwncXoITHepfZ2cn5O+R3uEeka8WMIhJ2g9rmqDzOBER1It5h18I420zCzCcZvGC7HN7jlRnEHP+9IY/la/h75lnntHfu+++Kxcv4PVROGnnGO9Z0SPb3toqn//KI/L0PbVPdAsrQ/+yj/XEEpIObRyQAbzns5b7J9v+ifxu+++qDv/sZz8TynQeJ01omupyb2+v7Hx7h9zzvXvlra3Vd4D3rd8r9+75jJw5OSATgzTIYXBgrOrTvxgH3O1k1xFLOgRLjhFLiDqqXtaeoLtGUip4bUOr166StRtW4mE+vBN5ZgQPP8LY5O0UMKoxiekO96XbTsi64U0yvBpXu/CXd7+/9ffV0KQOcO7Yt28f1h4YYsCHBlpHRydOUrtl65t4r+m/xLrSUf39wRNtE9K7ukeacYmYn+jkidAcdtz5tuvpOu8A3iyb5e2339Y1mfP7pUtYs7Ab2YlPHOvDx7gtjLc7He87LRvH14k8WWoJT7R529CN7TfK9a3Xy4Yp3CZ1YkA6u7HowQC327ZohzThAxc9eP/y4j3l81KJG7/EhocKt1+QzVs3yqnjA6VnDbBJwitzvIGBPufEofgQc1o+DT++9nGcsF/SNX3o4gj0Du9B5foJW0U3N2Bs6udtqWDRLIoql7IBhtfSfdiavYS29uDJ47bOJizeYzKB72RTYWmo8En2Ztw7oZeeyKcIzQL+j6x5RJ7selKee+45eeqpp3Ti4dY6L8uv6l0t27ftkLPrL+A+rX68pkDwmc1efJ2lF5dedslDj9wvvXd2yhBeFnxK8E6v+eNydPaofHPNN/HOx5M6uT777LMyBAOqBUrd0YZ3ikIJqABz0014hdKQdLyNCemGAsFi0uA8jE1Mfq1tLXrJLjxARWOTrz+BwuIJwKFtte8F+97m78ltU7fJj//2x/KjH/1I2ziNVy7wS0584S9OqfD+OFziHzyMs8Zeke9Ul4f3np7eeUq27dgCTC7gUjreZ3YJt0Vcwv2JONMc2YFJu8p9b8aVg/ydd95Ro2kKL/rWd652452reHKlEy/97+7EZXm8i1U/Z7dUY1OZcxeMSszpnRMAdjpw5m2LYi3D459u/6dqaPLbwj/5yU9UvqHBETUMudvG30U8Mdt/elC2nNooD/zOZ+TFW1+wJhX6L3Q9L9/91O/hbLMf7y7EWfgcjDK8IJ/vAMWMUFpsCkuXEnn5adfoLvnR3/5I++8D7Eov4D7HNn7NA/3XjDP7iZF5Of3/s/fmwXEeR55oAo2+u9G4AYIgCQIkxVu8KVKUSOqWdViS7fHI9rwZxzg83rUdscfE29jYnT92N3Zn32zE/jHe2BczERMT612vLcte25IsWZZk0RIlkhLvAwABEPd93+gLwPv9sr6v0QD7gkbW+I9Xjcb39XdUZWVlZWVlZWWeHZH12HjTuzn9MussjNGdxWDwXuwGh50QJy8UIuJYBqK7kpgnYuFwuXz77IPJD+Rw/LBqeylozs7MQyuBKGAF0IDBXy6jN3EGTeFwqG9S/OcL5Q/3npRHdjwsW7z1KmyNgGYowN8YvSX9PUPSjkkjhXkHNGbaZTmjR9Jmt1AE2SbBJPWm9U+fX82zcuz3yfnY59SyL96G0PtA6kFiDtq9yXWTUowBuKuzT+3Owxgsp9elX7I8FDoki1OLCU2OXVYuR9KyWUoHTiBQO+Hk//hvnpbtezdI5b5CmSudkt78HvCdDmmPtYsXkV32hPfIK++/IhSiWprvwOTHxLLmhIA21vRRPD0J4fG9SZEnAAXYT7oURcQfr48mO9j4gM0YuvGOk1zANboJE6jC9NGSmOfh0GH5gvsLCsvPfvYzuXTpEiIwwX8n6RaBPeg4Po7IMb3dWBL9+YLsKt4tt2rTa1vvhtMaOdHX2ey0Zx3YZQTgdH293lcvfxr6Uzn33jntS+fPn4eZwLzyQuLIAVc24bkluLjqk+ofVkro20Uy6UmtoboQvSBP7H5Siq8GZHp8RDcKubBKsIjxiCttQJNFxxSGbVhX1UIVI6uJGO8l0bHhaave+4x+qq05tG3zGGs55lL/xbDQcdKSfkT2vnNK6neuk61H1snCxnkZcPXpWNgR79AVwqe8T2nbc3w9f+48Aqlw8g4hz42xHPkQV5F5KCHaBsTVBXrbml7YnFyalI2Bjdi3gA2l4FsazQublxah/WekqkzpjbE35OHBh1XZMTwMsxdMsL1ocwaZ0f4BGYKERKXQ+KU52b39Xnl892PyQO0JKVwMqnDK9/i9M9IOuh2QocFRszoHgZPjFVcQsdYqBR1FUjGyTobL0ys5uLKwd9O90nizVeawUsL+Re28TroxWaEmjRuexrBknylx83LbtTZVBERhr0s+wNVe9ncVNslMwURJU8lL50piID2bv362wmamGv2e3KPxLO2kSPiMkc3QXG7Y6xk7TTM6JXfUbGB/qfRL0tDQoDMuavwmx6FZQ2N5XE6Zgk1Wx/wAfBPCvySy9sDQvsANOxFokmYRAeDKhVuIMOGFlsglJaEKqQ1tludgA1Qw4JB3Gn8DgQXOlmfjEKJCGguejnadTsw2sJy1iM0hFM4WIIRwcE4HcxQdisukmJzo7kDuOjczHlozxrBpwWhV0r3P+n+56Mty9aOr8s4776gQFUXH9vuKJeCGw192eGikmLjzO3rOIf4nAzKHsHvbfNuEy951zjqpLaiVDXkbpCxaJi0td+Q3jvfwLiLTAC/5sOIByYJl0LdldpJlWDXOSmfnYDOInboUwvn1Ah46IabvVQpR3ITAJYCcE3k2v1x2pL0m8DpVMiLDW7oyZrEjsEO+Xvh1OXfmnLz66quq1Qyj3dyIAez3GqfIOlCjd9JXJ32fOl52S+0/3Swdpe1p8x5YGJD83YtSca0YdNUDd05YhoLJAo3aydTIVHJJXwh9Qa68d0UnRA0wgViCltQP4TzgYTg6tB8GN1IDjcyX2tAgmzPnuuRZAk1RiAAlwfaQExjWy4lQfc4oXG3BrUeqxA0m/yX/v8jWz22VyqVKmfhwSgdnDhrqLxeMm1odjqvqh/A9j0RAnpduY2KBHZhDQ4PQaIxhcIcd6zx2y4ZR/jxs3RYw6YGbJ5qFkI7ZhGxIY/dm+sbqwTqZ3pPPU8G9lmvRW6nrbufR4e6QyqoKtGOLRo5aCjBM5Vja/st46APtA/Cp1680b+eT9WiQYPIFPSteMGhEsDGvpalTenswUPoc4kEIzX2FB+R08Wlxhpy6RPnBB+dwfxB0AT/GPkzeMBFwI2whtfNsG27Ao/23C+EZo4H09V0EfTjdNGeB3hATW/UcAh7BydJMVXptrl23b1R+Q3krJ3AXL16U+ZmYhlAMgPd4vKAZaJSQOXgrHMLPxCX4rlfk6/bb2Y+kFLyOfoQhGvAxoMd0FrgeDD0oI90j8t577ylMM1OYMKGPBxHNzuuFMgCDNGlvAaGVx7H5p7AFwuae1MImIZzeOAUvBaWwgYbPxAiEVggMToxJMLZC36Akjy94EWFVGgb+NQFuQ7fmAuvx+5o43hpvH/MYb403BvILVAmJuFqCdg59e2IE9JgPEx2nbA5uwcrgfigvSmS4f1g+OPuBNDW24NkC1WZTaeOFUoHads0DNBAOz0hkIpwRDdScurE/YHk8BF1i3GHbM1xvpnR25qy01bWJ7xmflC2VSayTJnigQ6zs+aDoYNvTpRNXw0jvzl8FAfuEvB16F4LmqAwODcCUAOFgZ6HFhp/NOCb8S5gA+lxFKtgZ142Gt0dgLld8uyqjsMld6ae3nJaikiBMmhgsgpN+rB6odhNwYHwY39qjVUrH4zg+717YLf+z+X9C8B3RsZiTAU7oVAkHpRlXNWiShuHQ5GXT4ipkAfL/P63GgLp1gK0Ud4OScZrZDWYEllZk9fPpflNLt29pn7x67VW5fv26CppuZ1CCYIbUsjHeNmdeagxNmztogyiYUQCiZrKvCzaYnTDsXUIYq4IFLC9AIPVixofBYXISJtpDsKeDoMkQnV4wV9X+sHOBsxBmaiumET0mU6K63Ykdw+RbFCgoGJilLNok5stMBq0K863z1cHAu1J+dflXaqsJdIGxlkjIj3ChrCdgc2AQIjPkTnC6w9n65r3y9IFH5eiuwxIdD8vQ8JDO5n478lsZH53A+TgMtMeg2YGDd2hHKXxz+ZSD2UxB+l25q+vpc1OTidBqQRhU+0shQEEoh0DugkDOzhHHBjD1/7b6xXS/2ZmAU46o/LDTTlkhBNN1Vmb1fOnz0oel3zNnzqjJQxgbKoibAPAUVIEuoMssbFdqT+geZHoCk4APQyLPMIf0qa8IS8o1ldLeSmFzDhtEAxJ3QpNHBpCm0yfnRmYSnA7q8g/tbJdi+QpXKFCq7UiaIt452YpgsJudQD/IMHlh3nnw8+nEZIp44iCtQRCALf5553xYxkovgERA6zepffo2tPxf8Ym3DRqKVpd4u7BsMwatDjRnTIxNH4sswKapU1put8EVB3ZDz8AvXQQCMZ6hJwl6HCCD90CoV+ZI+yJMxNSBtOaDttRBmTlS0DfcMtGWes+Ut/wcn/3kKdIXEX+/X+arU9sP3lq4JU+te0qF9Rn4tJtfPwMFiREmUpVq22vSXjsOAYZ2uzkn0DLrSnMZ9cKBPrGAWS/5Sk83fdFOg+fBvQk0jy4PNE5oU4bU6+nuw8oevARgCZxCnQ6kWFEh36KQEI06ZX4T3jXoTAsOI6PRhzGXCA3fAW1xRQXa0lkrkkm6l7kLfvvidnn96uu6kjKPzSWM1R0qLNdQxTrxxsSL9n/ECyfeS+1RKR0ql9EKaJ3WkJQuMDGd9UzKRPmI4izd6/f57pOWKy0qBHMp1wMeFAwU4Yv+DqFTV3qAF0Yemofws3gTk9bd6ZUBd5x3pLamTm74sdEDITfV9RoUAg6dwOM9AoL2Iz9K1d/ZvvgzyT5aP39fDlwd4kTDhGm1XO8BVu2HONKpxvgoNr4OTKk7PCxwY5kbgT+gffRAM872GRyEPeXMgvg5HoLHc/WK4wYn8UCNClrRinnVvGfiX3FsINTxEMghTBwLbW2gC5PlbKnP0SdyDEXetyShPig27mDF8Q74Vw8E2DmYN0HNxz66CO8Lswj5ePVSA3hkDKsyk1jJQSAK0CoDUHD53Y3VNy8mTNSK0t6TsoKDK6yMw47VpqLr6yTv/ms6GUoFFxVJI1gJZLCI/h7IEmomR3mCEztOwrBqWN+b6tXEtUeLH9VVk9u3b2NMYuQ9rJ4hgp2LUewAowqapDyLBhMvpjhZA2dK8fbv6hL1rjqoo4AsDOt3AQIN5dkBOCO2N5jYA9Faytsd2I2QTjPGNm9wGEIO3IRA6GHc9oRGizMD7pgHU1SBCsTE2Q+ZNoXepVgeGOUitHRm9sfZiQqDGBSwgIV8nGBo1JRCA+WCJnA9tDobpmWqdlSmNmEA8qYf2FkXCpg0pFdiQZ1ZT607CJI2M5nsxfj+wcBB9e/X2oo4tVgWpraOs/gg4uYGET9XBWAQJfPljm4KRAWNS9I03yld1/pkbHJEZ3XczDMHTWR4HvWDOx8nhEwKii5oXSmUEzdU2XN2l2sis+FAGMAgRGbP5XQvNHW042HKYyxa4D3npMxa/4EsGaoO/g8zuKSx8z3oPKiDD22JZqexrO8ulFCwHLGFIQBjANK2s2bgZAAxwDWHTWRL16DFeNwlMWwOSZcalhrkixv+QHz+GzI2Nw+NPLS5YEyqALT7ULqXcb3eU682xNxlODU5A6YGezu0XyhYZoRNnSwUQAAwnhliEECyJWqsuDymExgIz8qsrY5cBlvL6eL0mpzkvOeK4YD/IISEA2aCUTRaIoE+2IN2FIrrjl/iA/kyDS0m/fixLZbojgNa2Dz0J2WIXJWAZsENwcQFwZMzcRXCuflA+Qr5DE4pdGnB5j9PEwN0MkCfwjmaVwraMQCmETavzF2RP9z0h8JAAr19AxKrTa+Joa0tY66/0veK2kfTMfZaky2M8EgBnvVe4KAWo8lCVOaV78B2jTgG7yHdo0mh9YR5A+iM2kNq0xdL4AZnA0LR1o7JJAa4cLlZcqQAlC4xrwIK//rIsnaTsMxUpLYZtfM6Fjom4dGwtUFpyPAd8BylWxz9EDjY/5k5JzthuMGbx45570BQJFdhk3ApnaCvgx/OrBuzi0979EQ90tTZpKYcnPJwBYX90QOBgUdG/eJEl3yHwsz8WOpJh11Ax0KHHKk6In5sGpsansQ7VmQpztyQiENFoCXZGz5uCa/a/9Pj3y7jH/9oYFRatHsi2k1/cxWJwtkiNWjoNzC3iGJMjEJQY+APHaMxVnI1i7yLK3sqnEGb6Ag4ZH4jxpVNCK27EePhRtN+zDddWsAYyJVBgmHGQbOCxXcCvSVSNA175sLMtMm8+fzU+in90mzGiZ3tRYOgyx7w+06Ma80+rcMkeC55awxjPE19ChiNCWMcox5S2OSqDpUmbmgTCzBG0CSASgkXwvFGRjyyvmuT9GzqSFcduVVwS3bX7pHmhjaZm4byDMqeGLTj5M1hBNcYr+9P+y5vnPCc0M3LXV1dGJew2Qqrsm6MzQ7yUtVqAh6duGfIxpLhfj+FTcJNANPTxF012xvcqwLNJxEKkzPjoEWXKGAHCgCJxs6TRzJP+3fye6nOuVlhEOp/ujWiopFEQ60fhbCEsAmtkXEfYIiIu82YWAb9OVIQNMbFTgid2HQBw04KoaqKB4OPbY7I7MY5GV/fi4gsmPkVrmRemToWy2E9zTNg9hgJqa/TL8v3QnjxZfYpVuooVWGTO1LJXNU+EsJdAMuw1CRSUKRmjGHIqG1lXWLYNNLTjgEJguckHNjTryhDKzKRgNWoGsvenKUSZ7TV00gTMIymwJlL4vOcCZLBc4mPnZaCJpk/y9DZnQNLdhkYT8pyLJrkZIB4yjYo7g7ulspwpbzW8poM9A8AJi80h8UQ6EAHOBphE50XeGHW1CDGXBHV+MxHpqQU9psDGVzR0J1UeXWp+IIetdG1ByO69lFVYspKLF8schSpyxzauXKJmhohtiFtJf0UKNB+xDkHRgr8c1iSzimhMsSPLpFyYKRAh/dLW9ZLG7wbrAXv9rOTZdixiu/SHsO9SqClKmwqEc8VLL11YFdzFDhEvckIXRA0zQwcwhCWe+myiv4+HbC7JtWrvKnjNQdrXOKBMJusc6riJ3mIE528ZpR/3BIIUmQyDkGrrBx+c2+3SGTz3RsE7VdorymQ/Xt6erDSARvJUlZkDSlB+0azSQGIbUSEEOccdAlvOIJJrMM45yYdLPixsLgJ29egvZzBJoRw1YzMIiZzcrLbLPna6nPD9wzyDe8hxXAhE6sg0H5nymOdcx1iPw8ob12CP1cumZLnBPzGVEaXrCF4sAzCrKZFECQ8IwHlrZnyXg2nEgX6ZbQwfVvY78xjVaK1oBXtFhF3KVatYIogPpgPecBHXciDygR8KGDQ0TkF4UxpID4gFRUV0OC5gBfYQNOFDepjJnDsX7RwRUJ7qeAJRc2a6pap8KR7f7fz76QiVqHu9SjYfVqJ3i7aR+gtgnUxShdqo7VSqBh5D80FlFSxski7RSfGQdJkAQS4GEzR1EwH2v94DfCD/hKBgBlZNyez67CLGz627ZQLXhhJ0Gj5yRLwUT5P3kVN4KJUtm+UyXuzC5t2mTyyXK42jdQM6nfpKDY9YlJS0lMu3gYIklcgeE6Ax2ITI8cmnaBwRQbCJldkKDzzGkOCsr25urMIwTMCc6fihuqMwua58Dk5WXdSCksCMC8aB77Mai1hGq7rxMQy/RhIm+iacI283fy2jI1MKA+l0Eu+qlpN4IofSkWpkvLSJH6a28idKqdPci2p4E/yerp3KlwV8tNtP1UDVi4n/UM6A5enL/Ve0ZmG7rbCAKxMMQ1C08HE66G8kC4Ps0NRyPJCcKKmj0vouowOItLBBwTEZIjcMAvOqjgw8hqLVmL3wnVM7YjM1sN318Zpma+8e4k8lw6lhVn/WDcm7ViJI1kZmKELgquaDqQmJr7ng5skbniifSSJkPYpKtihruws7Ci6exLPLoLRqhY3grCRGCDy0ZG9BcXi8MDBOgUTfFR7CSGR+bipNVFtAGa0SHxG8aG/Mv9T7QE6AzsoTRMo8KrJggUDzRn5zNqTYUB8T7WQ3PCinDB1TsWOYtVycIc87Qip3VZhDgKdXzWttCelmYBhsJxkKLNFdpxU5MM/X6ZEO0d3mRvCoUeXY5SZYPbP/Ci4ZktF+UXQDsI4H+6FuOPbDbyTRpXR0TYH+Gde9OPJJf58aBiyJeLDOGVGi1kw8Brr5e4qkX1tR+Ra/cfZskl738b3eOWI8Lv04JKs666R0PlycVzxY6MdtQRsd9iIYsckaYB2v/RVB2JUGZxNpuyI2h+ekMRxXNGU6ck+LWyZbpDeqLXIa6XAmz7dKbgDf5tVklcOn8EQ6uz6rn5jnx/2mh3GXjOKTVDUmkGcWf1Y9t/EASpOQdPBo9abdG5xBfyerZ2QuXq4I4OWaK4ag7hrpcCRDsZMhS/zHqLeCJoU7GLwkZxJm888g3lBdfVGITsfAjFtetVOU+17wTtUE2Qm8nTOzaQ8ZSbHyZK+YeBS2EDHC14zIbZupTx8a+BbWO7BewdIVJwLjOg35cM5XByMYnNmMTXJbFtupLJXtqAYwAoCRUwlXjYaR3el5yTCNY25irBzKHjVI/Th3HO1R65cuaITm1wVLquySfppJjgL2Dw6PAQ7a7i5c0FrRs2k8htL8DT8Hlp3NqFOWK1xEqw7CsVKpH5KZrcgvDMCIkQLV64CkCb5WUui8oV1W+ASBHBL9Gk+it98qfnwHpmux4beQObl50xlMr+oG94W6nuwtAQPBY+7pappgxSeK5GlLipm6FMTO74hUBIflB0UJ5yosj54X/1u4l7wRoX4TmEPhPduWYAw0Af5KLS6lZVl0o+NcnakJ2Jloj795iK++0joEenu7NZd6Gyfgjz0K+yBIJ/RVSIun1nKKvYROyWfJ64Bp6YX2ld+h0c2YDaGxL7Cr00eayFoag+5E5quB7g5xE7GbZEtVNg5k4wMcmxiJGx8dgkqj6mxWd2gw81BHLBMBBTmYWk1Pyr9OQAAIABJREFU+SoBzZIobHIgj8HYl43D2QnV42bmAifGGNxJREo/2mikI8xa8OGGYhWuAM8MNghwx/PgznaE61pmeNnwmQU8vW38swEbiepo5XAPHc63XFa6vPx5fl3+XoQRNwdSrRvq6YI2kgIehUd1G6WVXMCQj2UkuKJhvTmLo0BJ+yW7PSh8UwtB3NgCIp9lWFGTTzpIVl0HHjm4cwC1BU896rId2xLMJFHnVe9m+2m1TQyzwlgWM4XC/EJlzsYHIjZcQAA39kRGmNYNXeCkSgcs12oIJ5idzmZnjQlCprZe9C2qb8Y8DD4604dQuATXHTZOM1XHiWgdNF/grn8yNRcYCZkJ7VrZnonJEHBFxs/dkLkmRa/VoQk/86JNUvXb2yRWGpaGohu5ZpXxOeY9sLFXvxtPbJaqt+okCu3hInaXcYBeXiY32VAQxuIF6EL/af9L4EqBxnPLrCJ92Xh2LTyKwhUnWzKYL8HhELTiK7WBdkE3YzflxZoXxbk7s1C6y2n8a6ozd/AJthcWF+1scjsSB0yKCx7JEdlngCMIlH1wYj1wD2xiy5dNH3jP5pv67if8xzwUf6ARfsiL2GJxN/iBClLpGyGQF1AtGyOqkFfo0qnyHfBsmgGgT5H3KKxobwcmSbTfy8eGi7Umwkit1oJ7WUuWLQ+W+2mlmD+GMKYwJcKO5AVsDKEigHhSmrWLUVK28MmC7XbNAYgE7Wd4li7k2mAb/fbbb6tPV26udEGRYHiEEepJO5psksKPRN7WNbtjET/k5ypIYVTIgw0jJwgeroRZwpUdR12t6sjLqbWFd5jRnd0yuKtNRrfAPjIpfRo4Zx9N9GnAbMqmYIwJN2BemIvJPR/tk9jJiIw4sm9iSwIv7WkEK1mde1tFdsOrX9NeKXuzVma4e1xNl8yqEPmRjV7CqCuAoOdYeF6q2jZI267GtPnfct6SHZt2yu3Gdti10gwBq6PoY9mW0O933y+XWxAiuacHdAffmmhvdUEHuUjHBS4PrdJnkOzY1NYwtgKm3EeOFa99ej+ssUgbeAUDI8R2R8qhOGoPuev77NmzMgcHwz7b3QCEPMNwsESEfBKExF8sA0ctxiZ+2EHR1yU3ptBmkDvHabBLBkx7CR289L3sQPkwExicHYSWlMs41KyBEVozFf7WZQN0OO0kiboapTQHQw0dt/+KtCJ83KLDaBI+jQ6VDDnzI064XGAhxMYImGt2YZNMh/4D2Y75qBMZRcIlAjsoBBTTgTkHsjW1pvNyUOByki6hWfW3n6egqR0ceSiMoOI8aEPXRBT6dAKx5l3AaQY5/PwEifVlosaOGxton5gpcZmaWoEIcEQNG4Vw0gBnreqIHThjPe12Ze4USNR8Ahu3nGHuXs2cIs4INDuw00RbEpe62YImEal6/KqsuAzC9iNXJQNh+9kDNdtN6R5MhXSPAvS5VVlk/Gloy+z6twf/acySt72yXwqfDcr5og8zvr/Wm13V7TL0tQG5771TEvmgQObBtKOwAQYRoqb4QrheVLzgWjJp5FAQX7NfUdzaP3J4l4+wfYgDmul4u3xphc3GcKM4N0LQh9uedMkJzS39a77a+ypsbek71mhConTa+0mSkrXRRFOY6a9pk9tHLshUmXG7ZNPnJ8k63Tv2RJd9ia1DAYo8aNGVXaizPU6wLdl/7uY7Fq/Rwg0P4nPOePZNHnfBizLIHxeSJvp3PfM7vJCHjTA+P1bBsJkKtlUKC/cV2Pz6rqJTCZo2zVsP2/RruNldOaS8QIGTk+ZJ+N/1YPWDE888bBhR35/g8+wdFhmZ91Gm4bW4ahWU4EngLXRMj/Vg8DpOFrgiRtd9RrtpltKtDoYD+dpsYEJajn8k/TshmFnp06ZLjvJMNn4IN8ugPTPpJwb859/0y0nnE3Ll+IfS5mizIPkUDii6ced1ma2Zkl0/PyJj3QiyAsGQ5VIwX8CX/IOJ4yTHz0isQApvViCyU3rTpPPh8/Jg3YPq4L17cljtlyN7EC8d9JwOf4+UPiKB6QA8w7RgCR2rB+A3VJRx9ZITDG4MIkxGWiG+stf/H13YJIhs2ISgSagJOOmMp7nUAo9y5slBcx5aTSyqQFjEskoBXQEBOUAUtVo6TbHys7O1O4NqwVAoZwyq2aEhLGZZqmGDwMoGt2dpChOnPFmSE7M1dlCa5VBgJaHolwImmiuZsLX+yJJ58xPDUuiVR36d6FjpiCIVCEUFReqD7oDvgNQ56uTPOv4s1WN6jTCsxrE9ay6IZdcCMCoHDYT5YQcgkyCuVIuI36wnE+UUZUY4QqRRv2Vmhga/Ydre/MfnABEEA2O/wyNewB9dT/xeJYCbD2HABTvBqDe98/WJ+IQRxkEDnGDooMgj6Iy0QJwlty3PbQe57MxxX3ZNFQVaJzQ5RJXac5GGlI44eGdObAsO3PagTXjYfkS6tiNfR752YjvnnAADn2ed+FEhlm0PLwPDg1NS+UqdfO3kNmmub5CP4h/lnG22B8OwL7xx8mM5mf+49L8/Cf+usLUDjTpBikpfRJSdeI5JA3mNJt6yz61LKw6KW1yxsrB5wopn0vxg2do/MHA5O+F6C6F1k9s++bXhUgwK8IiR7j7tNfNn8lXrMIeNYXkY+I2bl+RccjtndVkPnUBBqGqvvy7XTr6rL6crP13OjNPOTYOHPIfkL7r/QgZjWAZOk1bzHtIIIXFEsw9Ls4tw8wXn0uQvnCQp7+ExsXKxXCj7AutBfrOQgyC7/KaCo+RA/DBG+T9G4oSWgTocWO6itSZNrAiPIdNMxJoZ2tV8P/PT5i75hPqCxsZGbgLVDaCYPKumC62B26b/6AlO8VvL4Xhp3VNc4lljtsG2szZSQeikWx0uIRtlDPLjhB6C5lTRsHz83KsawYeQrIUu6THlUPCQHPDAif7UFXlp/CVTmRT/SYPKOy348RM0ZXgiFSBMESiPxq/Ny8npJ2XfA4NyvfiqtMaXBeAU2a7pUldhh5Q9Xya1v9glPR3DkGlAe24AojQMCCk/cJwErXPl1Y/AHmUTFTJanNrLAvvKGDZHlVfAhVbXAJznw4f4tvS+ewnsw4UPS0djh7S2tsIvLCOvwdwLCjgqzExgAYwRaFO2g20qZVcygTq0t07s2e5I2Xu1ee5T+09A2GVV3WqdJzJXKHmXdGkgtAFPPJPlxEvH5th9GvRhpy/dykDoVNc7VPlalSaSVJOnRzQkCQz5qiYHjaj2CGBc3KhCSV6X0fE+hSo+Z2C3M0sPkAcOfFXrR2ETBMIvmSO/ymiRG2f3uGB1SDQOdUjYtX370PmcBc31nvWyP7Bf9nr3yjbHNtm8uBkuamalv6lffjvxW5H16WFknamtW41n4sQRzk4eYcRSD4AQyTBoXI1KKgGSCPlJmXDPVBr/Ub5pGGAFgg4TcYMbeJu/7bbSW2v/x2bCV2HR8ySYrHtrz9S8QbwVwM1LNmGTZgFmZoyaqSAOWrAHRdZT8WHRQBIwtNOlE/RsCdvOoL2DLReYMhpTaVsZplJr5reJa07UiGtjHA/mD42D0gWIIkEXwFXiPHOWK+7a/ZgDC+mfuGB1w5ElhGeF7fGvPHJg631yau9D0l3dKdfzr8ut8K0VeXySH6P5sKs63iGbh3ZKw+V2OHWGTRP6Gn1tkqppw5mc2AaJwTeJRBLPkFaSEnFh1y3xXtL9lKfIV/sJJhnO9swa69b8VhkNph8Q7vXdqxtk6F8zGkUABU6qoelYcyL/QWIduMowVNkpN068p9dsutQfKf55scOfmwgIy3bndqnDxz3nRmCCQenu7jbunTKwkGUaIyaXEUy+U7CASRDcvaVL5Dtm86RZKidtMbGfG75h6pSog5V9HI7k157My7kIwaECuCv7lBNd2OhyNYQdbp5iYi1zSiRUi7/YKFZ6tV7X82XUZ83SDWHDAzOogL8I3jRKIHjSTzC0m8rXqLhAFklfbVnTWfSerc3mI8rn2Vrsk5x8c8xFHdXGWscFCiswq0D9G069lzFUZDLge4J7hPbMO107dTysiFbo3gmGdO1wdWAzRfLTK88JU8r+DHypcsBFUztEQoOrteaGTikZ8cvn7/mCRPfOS1vxHbkYvyiD8fQTrJWlpf91OXhRtj6yTYp/4UMAC0TtgStEFTCBKyc9feBVwkPtJv2vlt6ultH7UgubLKXB3SBbNm2Vhpu34QEGG/vuWTaLWQ0Fx/OjjqPy1u234E+3T73DUPPMza26j4WTOmqlyTu0wU1fs041u9U45L0MrGA1CJ/e72SgErmS+pB4T7/KfvjDXM/1P5kuNZp+N9zdeEpUPU8nuGRAhtCZpcnXlrr1uhZksSowLntQIOEbgYiCDwnRaIFygYdaI8YqN4P5srDJzq84oOKJ2bKObDd8KDCMFPfKnWOXtIgEs9RfK/99dd1X5eHAw7Irvks3ofQhKkVbb5uc7TuruzS5Q3xw3aAsfRVCrc1wVmaB4tN0LjznmF85IK96VX/2xfpkt2u3Mv7V95MJLrnNOTPX5XN0WtbXHmgozFPgXASj4W5q+jWllpPv6uxpjbRAeOy8CUvia27oPfv+atgz/rbg4GBZAM1mpsQITVziVt9taAN+bKGaDMOGKVUeFGYXsJM1U+Lg5kf8Xsam5sSGzEDz1CXJTG8u3yN9mkToTCLOzZeTMYO7XCdZVhYrD8iM+KLGgn2LZbLtR4dnsMHslhQ2e6V6fbk8X/uCPF//vAyXDUtTXpNcDl+W6YXs7pZWFmZ+feQ6LycOPyg9XX3S3w77SJRPt0jGuTuFE9bWrnGqHO6+RpwoYrTxzOndT6W+otgFDajgMOiS0HgxggKkZvqvTL+SOhPr6rJ/TbhzIR1iGZ3C15oSKgOOo5NNmuxwZ3TzwY/UZCcdv2D+J4pPILjEc3Ig74AsTixKX3uf2vG93ve6Open/TztSOf/b2wwDKSHiPggrQKIpIT+EUV9sNt4oWClZ42kh2R4YVhDk3JpOSFoAg+atJHsU5M/a8rLa10K53smT/DDSGZ+GHQE5cL+CzIC59fcuLTcr0wWn/R//x04+0YwkDxsGOXKG/tPRrK1JhCqFUlTaBKK0jyR+jL7rxsCl7E9L4QHgFDCdpNA2UokbVcuGGhBSe3M5iBKLbTqO+gT5A1sR9aN50obeIhjRevBi4go1ZsaIOtqjadG/qjqj+So66iUzWEzDCZhFC7P957XsZA0ychiA89gU8y+jFlZMCc9g76u8GFsoiywBJda5F0z2PDZ04mgHojyU3TLLxs3bpRjm4/LdN2UdAe65dbiLbk2fy0po7WdttfckSM7TiB07XXYWs4ABrMyqpN2xRX4KYRzB1YgQw1VsnT0atpx/nwEvLDuBMJGe6V/fZ/Eg+m9PTxe9rjERmMm5DSi91HZphpnjC0qcKvYCKRoW/KfqZfdl5UGcGllO/8jCZvJKCeAFPaY9Jy9iMDzEo72Pd7PmkC0iWVw3YgDg2MwAC6Lg30ZItIOsJwT7adsZJkjyBxls0HJcNENVPDhPWU81vuKyOVsUp/hHd0Zz3owUyTNA/Xl+/xS4GUpvEvmFMMO5IEdzfqs/Y7+SPpHW5m/3vbXcih2SK5dvib/6/r/UtsKdjBGIJidhduHGfisxBJ+/tGkF1OcUptFvCuh8D7rjg9T/qxTvPN+dX+kF1L864n3yLHgMcx2IeTkQSjQelmVw/PapnbdgWt20r5NLZilTktgDLPiYRi+TyCsHDaOMLEzF9DcQGe5WCbTDg584V2FEVnnmszzFq75ks7EcDRNYX7nmlnSc2xDthjzDw4XyVR5ev97DXMNMhmcxG5xzv7BqPhBO/NdhS8pX/sUd4k4iTkiMrp+IEE79v3k43b/dixzhBEhZQ44xCYfl4Et+ZlczpUCbdwCT+x32veIMyJMccdjLrmZZ1hXfT7xjvYmEFa+akOoIeDGr/n5aemZHFJn4TeuN8C2KCjrqivlcM0R+dyGz8ns+lnp9fZK82KzNEQbZDSWXuOXDB195s0jNF31Bu7EHIEGAJGZaJMNf3aLMMuA2Jf8+PI54WW1rSPbyeDHvrF8z+CDD2dPzEMHVPQ5sp1AT2FaYTNTbuyz2/B5rec1OLJHeFCY+bip2cTy45qTtq/pl8M1PTJWnXmH6jdrvinfKfyOBnB45/o76ueSWszRUexUBw1ySX8e9BiBWx9Se6ZE+lruAzjn84p3eBCe9UrEn17YvBO5I48GHtXlZTaU9if0K7tI/c3srKbhb/KeqfLcaEfhtsG3jq7pzPaenBQ19DfIpTcu6a5tbryzE/majic2QLhh6o7M8aeKDxt4fckIYBzcI2FonPvhtgbLqVR+aBAQaJZMVtlpD1U3eMExDz/0t/UaBYO1JE6UqQCgFp3jKu3PubFHTRkAE/NmvbQZca4Ct/IOq1yWp7/Nc3bZFObY+FzN0ZfxyyglMB5aNprpxsMjoSPynzf8Z4n1xjSC3S8af6Geaahsoe9gRuRhW9Bu3vWwGe/S5cWxjzCbtrGgI8wECwinMAxDO9gVe8ULelqYW0B41mmEU55AiNle8V+5LsXFIQTaWCfPbvi8+sydLJ+UTmenNMYb5frcdV29tHLOePgofkGe2/G8BG+6pQeR0fLR9lSmKa4xyWL/ITzs90uDAanpq5Xe9Z0p8yRtjm0ak4qqMrm9pSnlM/bFU4FT0n6pXf1rRufhvxSaTg0BC602eafKRlwpBlK0z2qbmrf1N06VxqwMFZd4Jg23tZ76tA5WY63OjoApE+cNPsNkH1kRnNvAm5uZ/5NQqM53QBjjUriTTlLREIyRSzsHjG2YniJH8iQVMlk6SwAcijzcZy/RA+6hMdVhKTqArdWhho0mXiuwqW/c/c8mXAq0IAvN1aifUYzV4VA0+h4Y4QK+yHsRS1n9OzLbf3x7w7dlf3i/vPn2m/LWW28p458Yh589DKCMCat1hvmAD8v4Eooh6GT6pVh28tUdS/FhYaZwuETCm5aZ5upa3pi7IS+WvihehLUjNqmxpDBlXEeYp1WgxymZB113jFf3Susho7nlE6Ep2P6MwSXUKJyuww+edyQkod5KhOuCX07O5NGxVNikwEmEZUiqAc1wn7dY30Sd2Q65JhbNx7Xt2NHzxT9YJEs70L5Jg8jq7NqCbeorr9XTDUZmwvJR0FK8WOOj/b7CRvxB0zS2sT9jLHGWczhwWEbb4LB4alrfSZ4kZcPVajgVu6RHxQ8HCmojQZf4sk3NgLhGfFmFME8O9mTkHFD4mwMwbY7iDtBoHvZRw5ZzBFGABqEpaG/rgSNrhGsN+qWktBiugCrlRNUD8sK6F2QUUa1aPC3y49kfZ6WHsD8sldVlAh6tglAB+gSmUDopzdOObJZfV+NCyQxVNXDyaLEG0oDSjIVd3sg1IT/VkIAXkUd5uoPqM9Ru+1yzOVR4SArgEovamjnEj9cBEP2evG9NyaJ9tgk9QgxuadfX08GzP7hfvhv6roZiZBzqa9euqbYoDmfP9BPLgZBDCqPmFMAJ+Zwn/SSMBZFfGFozOCS/VD6MvhQcwSSuIv37LeEWcZQgrGoAroxIoxz4SV9WvypA3ZTHg9Z4nf2J/jYnq9e2g1hhBKzk277BQoKdMXXOdQoDJDBcJX3XUiDjMrNxIYYaou1VO6ZwGu0+YSaM7GMmsVTwF9IJ+B9X5jQaVj4HfctuDteJq2S2Q1wa2rSyIQ7wSdmefDRRk9z7NPPil7yPgrBqujjmcsWCq1GAQfsKMldFCuuLcliW9hiesF+ZXwYCDI2sryYcFF7wHrbpYC08IZSOp66DeUP++bp/LpMtk/LGG2/Ihx9+qLHJwwhGkAf4KAdwPHTBvK6Avjh9mTfQ2eOhwaVVAGA24w/hpiBKGNGWqDcDG3DM4wrmzPSsBjbp6R6A8qddeVcoFFRbySrwr+ernpevrf+a9JX1yeX8y3Jm9oxVQPqDr8YrIfjI7GxHOFr4peY+EtIU68IVGuKfv6Pzc1LcVJVW2GQJTZ4m2by5Vs7sfZc/U6Zqd7UcXjosP2r6EfxCD6ERWUfuXWFQDMs2l7IS25GJNEaEIKEb6uXk9k88h/ufjbCpoOCfDSBPcU7yIoCJpICbe6axSbjJDySeTH+CPAzhkqKhklcNBpgwOybfYn/GVxHDvAlHUhEJouc1ZqHvmB/aWXBRB12Uky2x8+nMzuYIyIYDeEJwog9Lbq5hObhOZjjjndAZfUoGYRV4n/s+uXz+spDhX7hwQaN80FDbB4fGGqcYan7OftgJZiqH4ectsxNa4li/gMEkMilWP18KB0pkaFOPdf3uQxghsLpKuqS8vEw67/Qrg2BYSsPg4a4ITJqdkjgnPPQdOb6uXzOy6zgVGhd+ZTPwAFhqxmtl2xtbZHhgEtpZLA0vwF0SmBs1VSr83w1G4grYtzIm5s0WMra5qB+FeTBzrSeBsTqJadPE6xlP+CxzNTkb/PgHijK+w5vvL7wvj9Y+KoXXGfIrpgN7LIbQnQUwvNZNDoCURIA/M+EwQvngzrasee917VWhg94YOCQS1+rXlJqCxOCVNRvzABpdB2gebZrAUYcsEgTOcxHmk0sjzoh3/WJQZftzYztD05HWp6Fpmi+ZkvmiaQndLhV3K3bvz81gogEj/FEEKxiFf7/uIWluahc/duTS32CoqFA1n3+y50/k72v+Prm4u87HQfvVReshbML+dRHaX5gcMDyc0hK1Q9YbrK8m67AiI6uv85GVz+NCDnxgRV5oZ9rr6iDRGVxxK9cf6l8TAxqFzThi+akAAg0TNU45J6ueKqRBEOPWk0gw80B8NHhUNwxwgvvuu4jnPMpwjHTlxQAAWE6luQiEDtLIHNp01jGKfDPDZPojaIx4ZJ8lftDXA1kmcWy/G4U3pLysXNqdCJrBSRxWRxaweWMRoQxJb4oPdnWcU9gcru6WmaJJLSMXPBFFHBvIwwieux++gyM+iXjSa1wvQBvl9/s1e4CElQbutMbmCrV5QxvRjAMfxTtWImbvHxP3EFZ3+hGXfggOtyG0KJ2h/3LTF6PmODhBQmACRsOiayCzQcN4SGH4Qx2/bPpFyTYt2/xVM2QF8Ix5nm3C2uGL62vigfZrmhfe5HjGsoFn8l49Z568r7CwWD5jFYmD3uDRPmEb6W/8o04GP8xkfEHChZlNaLb5t0l9tF5eOvuS/PrXv9YVPkbiMTRZCPo0vpqZPV0JjZZ08DRrYhuxBracQPoh76LrJdJaFP4rJwqxeQf0NF+EeOb4bnhjm0xN4zfcEYWh8YxgxWZ4aALCbz/guI3x2SOBgF9Ky4tlV81ucR1wya/9v84ISwST5QDCwsIVi+5Mp2s7dYlE+iaPR+J+AArUAfjc9DzglTD9Y6dIF6IXpGZ3jcSK0+9Cf7zkcQQHGdIVC5puODDRIX/hRmmdWJBnkjZJw9pOpuW0fVEmj0oDSeXb936nwiYL4RjKZJ8TEN1tay4n/itA+MdKGIjNYc3MXMtCHiBg5kPhjpoZdnEtw7puyjNlKXLYGfkKKZ0J76jAggroLXYqXNb/2jms5/Th9P9M3qZeqillR+T7FmzUHFlFK4OcD2TuXCwpghi5jGPd3NwMzQbCH2JnYBFiApuQjNyBz5BoGFwRLWB8S3pBkXkxDFtyIl4IJzUvTP5eaO5wMcG4kh+2zt+St+T05oek6dYd+CcFw0S4RYa3i0FjhZzQ3qgjOgdjzfevx8YH2Iyky4/XT5Y/IDv318sHZy5DYzcrC3D7xGUbMmgdlFLAYF+aRwgz5kFmpe2leLY0CGAYixic2Vk4GJFGyEzWkogffimIMx8/nJSXYifgWJqdgMybG14279ss1ZeqpGWqCwI0nBHjqzv7dGZq7BkJMW2Cib/Oe27J8D1dGUHb4tsi2xe2yw+7fqjuSKgJ4UxeBU7Ah+qtMbE/4I+0Tk7CDHiJX5zzmioD15Ir3wPCxjYMyHBth0RKZ5UxTwfHJRxYKdzUVFbJ+vw66WiHUIAwlHZSzQ/8KU4gPOEI4nZ3yYA0NbRKyZWQlH2nTEYK02urCgsQBcnLQV7UwwM1qIu68cQeGFHPdMm+RdagDW94iC5FEifWfe3j6fJYdZ38jR/VWA3DbnMCdps5hu+0s6KNNO3RxsYwQcOEVpczMdjAmaT9SMYjWlfvK9xWuy6iYeeDqR1D25lxN3ZHR4fyHQbPcENbFMAmkaIgIlgh8hQFTwpTjBQWuTc7H4Ou0c7aOgIu9F32LV9/DpO4pffl4fqHpRG0MDtJ7RJ4DnhMHAOy9gELH4sQQqPY2d99qGFVedl/ElNceaLAyQgvZX2V0lvXkfZFRmx5ccOLUlpaCt4cg/lMUMPSEj/UcBIudirVhmFZd/yJbpkuNfTrH4dQClvegkFoLfshQPRhgO+FFmseygMIUIxHTe0SV3vIn1UI1v5lgcOxxSZKXOI5sck/vUz0mqbXe9qvtcOnrc5dN+wVmUXggrgmTycsSwUcIyD8KMJM2XaZLNw+N0frN3O34CHP1i+VQuTfoA0KdZHClTxiNUCYtql2/datW6rRROeGT1JsXgJNMkKbx2v8dkIKkKnAKExyYPuK/NMljofLODQ7rWnP3HdPi8TLEUa4GIJlIcJfBicQ5WrliuGJ+AMy8XEAk+N+NWmyhUHiLDIPcyGYvFCB0oFVmxvXGiXUjUnJV9JBYq4XOhGa120i3i2qoGk2gjJPNix5/iIilFDYjM04papjg3RsM2Z4q3OmZ5Th9cOQW9PX/0Hfg9J2pU1xGYsuih8mEsYjD7SaXCGmJKV0htzZmPzT9jXnpC/8JbU3f/HCZ63ZNMUm/ivhJToCiFWpn4TIiwbAREUSb2U+sZ9XDSLy0EES2RltpMmWg6gKGyyHic8pMOan0iKvEQwwYSVO7QCEzXQUbWvzeNr/iTyt/HEw5Vh5EA51OI28OaAuqSCUNrvEjeZ5CJmwQeGmELpCz9S/AAAgAElEQVR20hCRPmyIYudC2DZuRmH9pjePyuRWaBcydK4Ydr7zvvnaS+oG/9QmFt6plPKJKmxaSr/D7lbkllQfqpYN19dLc2MXXEPAPgbCFAUfVBgDELSsYPgcDHqP3krUI93JY+sfkcGWcYnETTxjuEZEPgZXq2Tju7KYWZyB5p9hvyhQQnBjB8VXNYkIGeZA/GzWyywLU+C4K4v0F/gsUKMMG8ShAxA0EVVNm2TsWPqdgMzwNddr8uhTj0rVZJmMD8OuDbNeLiFz6ZACMN1rcKrIWWtfbbO0nbyscGRqu69Vfk0GuwZ1Nk97uQI4ulaH1nT1RaagnUizyfrP7jeG6PE4aVPpk6+i4jxnG6wFX3wTL5CuQ12lcuPzv5G5oBFClN6IzKTUVtcsp6IPqS8/2lnRtxvd+XCAZj7ULJCOIlhOisA2sHtmUGbimYWasoIyvEvbUGozjU9X1SqBQRPlWiHlA6ycAcauo91ttB/zHp4zNm8GbtRM4UqqQpZT8x7pBh0O+MVycf/ahE0KD1vztsrrPa/rsh1t0Tm55DLmUv7KiWNGYFhdVJR8UXkhNJvMOxO9Nc03ycbwRg2aQS8dPkRCC/qKsUkEYVcR2tTl5jI6hHpMliYOYQkuS6J2klpMlsuJlsEvBXGETe0uksqRahkqN6sgqbJqjDRK5f5K2XCtWncGzyP+uTvM8LiwYcMLFOjZqDTdubP3MjaZ9KXKJv01ZMK+bia4hDJfim9XSc/m9rR46ox2ytVtV6Wuvk6mxknDxockw2lyUw03hxE2mi0M7e3E5MtooYj3uRIIVvzuMG1DwOpv7ZDqV9fL+AjCXWIjiGqVIGAAKiVdvkd61X7GjPlNSqRR/tntymftyZI+u+r5pFdTnqqQDI0sl3QZZpg4Ji9l6Ejih8DY8BBG8wNZoe8sw3h3oezjrJs5mn5CHEFTkRIO+2LjbKMMFgyqL2NOBjjh8WMs5E75QKDYEvChjQTf6D8K8zT2+QyJ2lmlSXZ+FE0euAD+5Yq6peHgB4k3iU9+ktPEkUHZNr0XG3omYEtNZYLpl7Sx5vhOOuQYGEHI6Wl4ixkfQehdIMtum+S87HOGg6bQrTwLYwOP/CouOflH/+FKFoVNRh4KNVTK0tbbafN8JZ5+4+HOwE7ZHt8u37/9fWhkR8GlYH7AqE5cQoegqf7Godm1xwjCkExDhh/i0uoms37/7jSbLEBpLTUyCSg1nAQsuckU+cmEicZeU7KIhBkbgRMo4BIqsELiMFob5IhybWStRo6CTqDAaTQ71oMqHR5xMMx5TVBpPVmeLQTr4M0slPjNdeZbMO7OmvH/mfk/8ljJY5i9FWLQXVKiJoOlqyZ1uArim6yE+5GnG7PmxXBWdEdj26poByICUFl7Nl/VUCsj96cXNvn0W563ZP+XDkjlT4plshUzwPCk4lfjfENomPdNS9dj12Vsc/rBg/k8XPqw1C9skYvdP8GMFT7B4CInH4TOwZSpIMuO0GkIH02+Jiy3cumBDufD0CRi+XRzn7iAW9ZPZ+JoCzIg1eBpzrn8W2aYxA5nlRwwC69UifuwWyIFK2e6q3N8a+NbcvTF+yT4qlvmu8MyPTeuApS6rUH9FiAs9O1pljtPGHvWTExoq2+rPOV8Sl698aq0tyO2MOzmvAhZSRrgAKAzXsC2lkT61K/SOM7BzPQDGqVATNpf3Vcy5a95IQfVTMIes7pzs7Tuvp6WEY7JqFzc/qGsb9gsQ9jRy8hbap+ESQvNQpgftWbKWIH7+Z1TEi6GL0p80qXd7t3SONOoApLWBz4LCQ8T80u8qTS/sn6s6/J9dn7iB0e+Tp7LPMjweS3XpM8aGsyDiY8fQlU2m9/krOlf0wkNBpfQqf11oL016hOOC2RWnyDZ7eydhaP5NLvjme27U+/KzoqdUlQEl3Ie2I5hostIU0q/4D/sV8TtnWevyFxFZg0S81MfvRy0EzybV1kHCJ8g3cqmTRmFTT59xnVGDr5wSGpmKmUQLmLmMInTfsmIWNipS87ffviadJy8zsfT0p7eTPGPNMDBlfawzLeoYZ0ETxbKDPhZuvSr/F/JqadPSe3IJhkcmDA0AoKxBUWOe9OVY9L7pNmokaqf29f+r82YUB6ckCvnYIKDHcIkOrtfmUkv4eNF4o3ALh/MD/7GPfsZHJWG9TGcs49rJRNPpzxpibbIdfhfjX5+XhbDWP53DiHe94xMov2NcMZpsw5mK/NLBsk6twtAyXpqv7euaYu4R4KCeaFWhRNE15SZwNjvpDq+XvC6apIDAdhAI0KUBjjgZhbwDWqBSVI9B2/LwPH2VK+vuDYHUxvWh+8onoEbCnfFrZVSPFMmExnckb2b9xupOFQpZXeK1D6cS+/GCToFNSo/vPCwYPEv4Gp0X2bzNrpwKouXoZ/PqL9ueiNg/1K42G4Ak1M1jt1cUSCvDDZVSMlpKDRCa9gIZ2HgseLH1G8vV0xnpiAX0HSDvsbp/pFjCk0SiRuscCjNgK5s2iEtAiRN5hw/+Gdd443fnbBpyl3xn4DZKlh2DTvZ1xU4DmioDzuB3Xfs53I6ogzmx/GE9n3ceEPtITPjhx3Pztt0NCvXJKSQ0PTLW7SDwvtG6EQOxB5h5DHHZMrFO1adVPjFRiVAgi//I+EfYXZPIJICZucRb2q7Cz7aFGmSsr1lsv7eGpk/Z5aWmScHYmrwug9gtnekDUsQZkmZ76RLk/FJbEKBxq8ASEcijBSIaXzOGRMF4KKPqyV0oEgmYWOXKV0pvyzub7plXcMGifQiVu3olCwGYL+FpYuJrQMKD9+3GWmqvF4oeUHabt6RxqZGGRkdxiavoPgQepEdXme+OTh8/qv5v5Jdj+4SzzoIJL4p6YV21xv1y7ZfY+f2bAyzchiP40MtIoXFXFOiHdlgaCsSKhnawtii7LwMh8FHzmXN6sKm8+L+M+CoaYOEByckPOaVeCGW+YrCMrqtF8KTWTbKhCMW8q3qb0lXe5dcunQJNjYjaCtsRKAfNBU2scSGtoOOKSs8yQ+YlQVDAzY9cpziPIvkrvTLeuecTEeioBqHLV1J4zqEZDODfroszsi7svuxEXjMwYB+MabLn+yMTpRP7S+F/DzQ6sxJbIp6NLP2bG9gr9TF6+TM4BnslJ4F/AYe7XOsDz9aMUDD3/rFvxWJT/OevmAES5zzt8EX++/qd1ZksPwj6TGzucOBSEKh5fs5nO3375fBnkFjrwmBykNn3xgIqA0ElnPIwTxi18fwQPb5RXFPY7NNlvRG4RtSd7pOKocqYDIDbTEGVLXFhoZ/tLZPBo+2ycSmzO1iFzGXNwfBAIMYBzAkAxMHT7OZs/BSpQQOgQ68tEdOny6VXZSKb1VK4dViiTUuyswENgIVQhjCsufQoQ6ZXj+mL2frU6tLYLuS7yvN0f6fKzSwJa67tlOuH7uw+vEVv89Un5Hd39gtoXd9snA1H9pehFAG/TlhTzqyt1uGjrVLLJA+7j0ze6bsGTlRelx+dv51CBtz4O3YjQ4TEAQUAkygO4smeeSpkiHJ1KIzws5kP2eETlxgH+YYq/dMXjjNmP527G9FavDOeivzjE9/spsn5IRMN8ZkuH8SigBOE3JTvvw0/FN57PRjsrl5s/R2Dev4Rd5OzWi4ZEYGMBYOHmhXoLLRwMzCTBJNmn7OsTUcjsj6jjqZ2JNZiHup6Idy9OljUvQzn0z2wB0dIgAxURBk4hgWL4vK5H0DMnN/ZmHzoaKHZAj26oNw2TQ/D3M5CH42j2bjKWfSI9VC3JUOn8/RPClvhSb8YGY4FZhV/+733K+b27q6ulaEpzTKC44p0KgnJi7ADeQEm/ZIc7aQadOi0h3LwD2efzbCJgoDZlYkAqRAARLbhpO/CTDV8qgZ7hjBZ8WLWX+gICIEWSwwH/yxeJZPEBRBiiT+wB9vGkBwspyW0FNVwMQ92x2DwTORzFc01+UXMp3pi3iA5bFsvk8hmJeQj91+PEEfkXXNtdJxb2at5FnnWQl9FVEcDoYk3gafX/lDMlXVL7MbYZhfgZ3pSNk6Fp+hjcqMawbLD4jTjgpz0FGYWG/Awx1v8el8uefcfvnooXf5SsYUgbuejj2tIntM3ZIfzgbPM+XPyIHoAXnpykvSdqdNO5gTtk5EtQ7O4JCuSWgss6S5pTn5eMPHIhuWYSgKF8reg1vk5pVWOMklfjjTRF0hCOWctMHwNI+gJnRvnHJ5xCGh92tkW90OaS7L3G58k+ElPymO+P53N35XjseOy88/+rncunkLLlEWJeD1Q8NkZqHqfQGCsMEZqT63pO1uMRCdpGEJy6qqoVfI5Wuje5TLxgMdkeYLmv1ysBnxdu/5MCNANwM3RF4QKT2FXeQ9oMtp7ryFFtkDo/vQnExXww2Mz2iRM9HUn1T9iXQ3dystTU/OwqQxCO0bzQv4xUc7HvCjlUyqm/WbQBoM8Fn+YD1woozBPG+b52SsUNJNxR/7FWAg83bCZUloCkvpocwTOTsL278m7TWX0MY0m1BzDJpOwB4192TqrbwIbUOBr6y5Rrp3tGTkG20LbdJ2uE3qyuHAvRV24ZNTMlAJDX1lRMa2LK9+ZGoXG8axRWyOcWM1Bv5BI5hMEhaaceY7jQYlPrsg2z6+Vy4/+L79StrjkG9Qho7Dp/CxpMazns4FlpQZIyuSr2HQaDFM4OIQgoo/rJGaHf3SU9SV8jX74s2KmyJfhourzwXFNYFdy6jgfBFC1waNAJIJLvrP/Wb5N6X9Qpu0QNM0Oo5lzTj6uANLqbQ9xwyQIgbHSsWbwmngXe6jpo0h35hnwKso7LBSfIb0r/WzAc7hmAnmHF7P+Mj+o9vlxugd6evth3BtlAvBW2USfCIkM8HME45fV/5aNn5no/iawJN7QIvFXTKyDpsM7xmCNhGDKlIusNN/K2nSCa04lS6cKFPRwcly1Tv1MlU7LN3BDs0v3b8L68+J65+4pKi3RBzD0PzCheBSATapgX/NlU/JFPgXhB59PR1M3BX+tPdpudB6QTfsLEBeyHcxgAH6Bnk7PuRbPJJHUbmgHgFwLLyJpfQDnCjhmRzTsaJjUjVXJW80v4HwlBMcaVWjSb/NXEli/ixX5Sn0U8PHkDlg4Ll+9HxVgaaaevGzETZZFAu16k7gkgVMxRvvo3EVQdoJzHKXMnm+n0NSxLP3aA9CYRwc2SY0cVHhzhos+Ig1qOoDuK3IwzHRQLpsjpeNxEnZRKuArm0gsQ7mRy7/rY5tdXCWR2EHXF4z1vIV2Dwpvloj7XvTxzq1S5t0TsrkHixX714JTKIO9oNZjqPYNeqHi5kCMHniRTsY8EXYYBEGgRTLGR8VyyE4rL24ObOgkFzUWuCodFXKd8q+Izcu3JCLFy/KyPA4hAPjooZOZQkJk6+rOGt0kVQwRAKIx72jFhtLWmR2HjtSYQhK+yDums81GfrC01Y7kaDp+8wB+7+5qRlZ/+Y2iT4PQdLXlmuWy/SW4xufK/uc/KnvT+Wdd96RM2fOyGD/KLSr0IY7uVOVNmE05DYmBzZt55Y1mRaSVTczKQILocCpfYr0yyesTpxDpnzSDITshIgaNB+Vsjc3yaZ1A9JZmB1HoyXYOFGCV7XclQVmoy1OXE4snpCXr7wMtyHdGCyWwDzZ5mZjBbVVpr5Jg65eWFkOHyIjNQOz/gCf0prpg9m8IyTnpvkQf/o+WQqWxWBnFsSglKuweU/ePfJGzxvw7WecPKs7Ei5xqRANXrKGxLbRCSXanANJsKlcKk6uk+Higay5tNWi/WpXtk22NlmdaW+8V7ibmKFWlzDppYaUAzxpUAWpBexKP18hu+rulVs1uTnHzgbDgcIDss27TX40+KPV4Nz1m/1d2x8wEU/5sImjnW8UGzQ3vbdDRp+C43rH8ka2uzKwLszQTtmyVeYlzTfdw9b1f73pX2OzkFsunL8ADwB3sCwbFT9WLqikQGNrn2C/UAFA+yfISnG3nLH2G1SBsGvCcfVkSe8hy9+HVLmuXJrcqGtkEj5x83RjyiIcp9MmvvUwJqBZEr2iyPGVNMlXstFEcrY9EbhcgzcBp5PjDcdo2kii56KvTE/Oyeazu6T7yY7kV1KeRx1RGdqIfrQxHTxWm6R8GwqFmu9KuDcsV69ehUnRKGgP5gGWqYpq/tlm7Cr4mvpxMoRnsNK21As/xYMbZKCqJ03ud19+JPSIdLV1qf3/zDTsTfNhg2272YLgyf7IiQooztAe8MGymYxGM/mcgC3f5x0+uzbuZPL7xP8VOAtAAwA7iwHEHlD4jBnoUAkYo9oVyrVQWyBQQc7Oix2UfxQ4gaSE/RkRRkLifZyr1K7PmOf4rJk5UgAzz5IR6sqrNWDkCpfWzyqP5VDOZD522aYs1BlN4oH7lz1Nh3LNWomNBGd/k19kXNhvrv9m8qW7zhsWG6QYdlhujwv3WFdqGYgTQAMCLhC3cDWg6JX1cnDoyF3v/0MvMPLGX9b9pcS6Y/L+++9LU2Mz7PWwXATmqv69MLNiR6I7XceMW8r7qtdcJCP5SCkQnh8DM4NtVxjL/NihygEu16RtSDpS5mPwQ2bP2V/eolNmm7Gc/voh2RLemmuWa3ruK+u+Iv+p4j/JuXPn5Je//KXcutEEYQWbKVwh8boMc6DTXWoBuWSs9JVjByLrM32RDNb0B76qGk6gzT4qXeQINXqRMib2PdUmwuZoHBGDtvzyXtkyvy3HXPBuEm3b55lePll8Uv5N+b9REwPiiu5H8pc4U8fmEeKHjJPaAX7xUZ6ThCfzG+0MuDXhqOf8zYEbPxS/7MM8t5+zHk93oG0a8afCBtqHNljkcf4u4/Eh3Xv2dfrXdM26lu01ObhYkwtOxlTwsB/OdrTqstzPEe0MGvLN53Zle3PFfbs9eFyd/u3mf7v60orf18N0gM0dw4gTDwZIXqi8GUfWhW0Vhnaz4pd1snXynhXvfpIfGzwb5D9s+A/wcJFZS5act93nScE0m+GmiSUIwUs3PHLs4qnkRz+182/VfEtOL56Ws2fPQtj8CKEWR9DPSTekV0NDOg4p7ZE4OZ6Y411AJN0ztEraxSv48j3lZTz5PUiM/R6DK71wBDaK2IDEDYEMVFH87nqpnqrJGcJkmlxNl8+WPyv1nvq0eQ3FEGWocAD+W/1scUOPwBWF8sUY4LtUIKcvPimeJU/aPFbfyATP6mf5+19s+hdyeuG0nD9/Xq5fv2Fik8MGVf2tor/bE2ZlRWg78h/yFgqD1EIuYaWtBD4315KOu46roNnT0wO7V+g1UZ6OveiD1Ojr5M8e91gg/5T+eCR+ln/b97R86zrPP1NhM1F5BcAAaeBOEjqtTqMdgjfZ0Nrsibczn5gWQOZcEjYDJzuULSzaAmeykGc/Zx+1bEsQ1AFbO6e1XMGB14IxMyDJd8morPoiLy69Jcq3B3KtJ0kGSzVYDat4DW5txtbG+JNL5Pn9RffLf6/977JxauPqWyt+X4tek6qqKmw4gnE2KsyNMwvo5CQmam7UnQ6EKe6iLnu5Vh4cOL3i/X/IDy4XfG/r92TjyEZ5++235cMPPpRp7OJ05vnE64S7EAgIFOaoxud3EW4bKi/WfaIiZ2EugL6IHeqMJjGnm4c4c80tkfUkCSZ8jcI4tB0QN1WQWYg6ZPjGrOz6xWF5cOpUbtnm+NS/3PQv5c+Dfy5n3zsrP/vZz+TSx1ckMrsIO55C+FaFsEkXGdBwmiV0ClOkOcKca+KzYAeoE1cEiBYjYJJWkVXShCzXHE3PtYQ6FR5g3wranmqMyt7X7pN75/blnlWOTz5e+rj8u6p/J02Xm9TJc8ON2xKfXwId+ZWWKMDopgHyFPTJBGO0+6ceycDtrylYfysfwHX7SP7EPHJOxDH4EvsVBV0MDqRpautzSfsC+2RgYEDdHsVjsGfDwMO+qZp/TDByFTbJZQiHzZNUiOEEBTC5rhTJsYZTuYCT9hlOHr+37Xvy1OJTUoZPukTH7HEsdRaFQhhAjQ21Tu5Bb5wQKN/BJGEakWG2/eyA7Jm5N11WWa8znOF/rP2PstiB8JrYXJVLYtMqTtEnOLngOQdeTlpiYcD7nkc+d/05qRLYIn9K6V/V/iv5hucbOumm38g2aJsWYDGSaGuMD+Q52r/ZV0GLyeORkqTSMJrXpk3rN581QqZNwxbQa+ITn1JFU2QDqGCXiuhT8XndtU1FAHEeHVuS+rf3in8hkOKt3C9RiP/3pf9e7olnnri0e9qFTti54ZKyR4Im0V8jiKiz8K5bHr/6rJQupaft3KFa+eQ/2/jP5CvOr2hQAI6Hfd2D6AluXbViyEj1scrJss2r2aZoaDY17TYpiJIfFN6ogocAa4VrZRF3/Xqi9AnxYCNWS0sLltAnVcHkplZTgwmYlTJOis1E26YhZMNCIQvpx6ax5Nx5PymR6/zukgUAkaGAoSQ9t0qkNMy03EHMBdN5+I4Z3O13zdPp/5N5kzhIoPxykKSwZARGLMvbWksOpCqAAk224Miira/O9nifiLQHFh6t9zkgJzpyenD0DolCVdAgBFMf5InybSZhXI+gYOSfhxmzaiig8ZgYmpfal/bKsZETWUq4+zbt0r6z4TvyX6v+qwxdHZLuN7qxQSa9rePVuasS2xyT0rISEBrcRFCzibrSlcQSiIzClNMBH3Fwrj7YPSnOl4vl+ZYvyc68f5gw/OWqL8sP6n8gJfBV+eqrr8qbb74JA+8hBHnyit+DHa8QNm1tFLWaxCM7ku96uRxquP/uime5MlMwDb93mJFiRzKNx9eyG514MfZ+hrao5VDaQNNxl566iYCwF5/Ll67rI1L44yr5avsfy37H/ixQZb5N4ekH238gz0afVafFP/nJT+T8hx/p5gyvE3HRPcUqbCpz4KwXyy3KiKh9AU3lmth3NKmGioKIGcgS9E8SZV9B7rkkzuY5MCssOLcnC6SjeAQ4ujEsdS/vkWeHnpeK/Ipcssz4DP1p/sXmv5C/LP1Lab7QLL/4xS/k3IcXZGosDKZJE4NlWqLmlwM2+7HhNaguqqZMGyfkS/bXXEPR9n2bH+gLHIj4bO44UV4A2iH9sHzC4ulDxCzYbWZLu5y7VNCcGIdmDv1S7akwEWPfoHCmeWbLBPdV04I3bF6pvAx1cIB2IvOYwLxZIY/feUZCeaEcclv5yJNlT8rfbf072T66XV577TW4vMqcx63CWwjtVy1eL/gTAKEmi65muOOVrlxc+V74BXRJf+uEbPzhDjk98vDKAnP49VzFc/L9uu9LqDOkgTAosGdLXKo0fBv9iA9rO+MKcER8czI8M4HABG8uyWNnn5Yj8aPZssx4/2DhQfnelu/JM/FnNCrcz38Oe2wEgYAXOfBATpTg1gxulNTXYYJ+AJY1frENdbzSE/7AOINz/mTSMY3n+Cpf4D381LESlPD7klTZQVc/AJL9iuPhUtwh4avwv/zbJ2RHfOeaQb3Hf4/8Vf1fyR87/ljNj2YvmE2Y6TL6MP6hbNq4Sb0uAIgE3yOPp+A3Mx6TsbfD8sR7n5eHo4+ky2ZN17mZ8X9s/x/yxcUvKoyvvPKKNNxoVl5J3qWKFwqA0JYQJ2g5zV/b12pX8mzyXG7oyUMI6PUdm3KC4aHQQ/Bo0q4BG8JzCDSC3efmi1Ugy0YUJxbtLNNVgrZIU/hBnsmj4ZXLRdvPEerPLgEOxZENHCpA4NQFEiDVI+4RjTrI4ZoOVvhdGIPw4TUuBFarxpkHl83ZCFz2ZQdSDQ2QTwFTNzuybHztzolf2hEVOfyxKhmGzGdMh9VoFIpvg3SW4ZtFaEU/XH+44eOKjbEqUWhjbcxAywEOA4LOEJAvBV5UklGGNCku8DR+67I1dpX3t01I9Y9r5IWn/kB66juFsVIzpSp3lZwqOiUvFr8oheOF8t6H78lvfvMbtfvwBKEW3+2CyxLM1lBWMrys4y0XHI/Xbpb+zgm4tgBsYPgqXLNdQHDsaCooYDfmUNe0xH7hkRN7HpJ9x/ZLW1mrXItfE7pRypZKnaXydNnT8njgcamZrZEb79/Q5SIuGfT3wCfoAvz3uYp0adijIca4cYntCqYDjk9hM4KdeaHXN8jzji9L4/Zr0rRkXIikK7vcVS4PFD0g4+FxccLImjtgY2gAw3TzxDeP6EsQQp0u0E6KdmTcdtIhYaADBzXvQPvppIG4BHbYahwMFiHIzmP223F7UErgWeDgrmPy4OFTcqe6Ra7i0xPtSQdm4jq1vcdDx+V04LTsj++X21duy0sfvyQMxdZ6u0Oic4tgPvCr6i2VgBuhPum4HNoWtpH2FwgxpDvTd/IktEBXNVx+sWgtURLGdNIonif8toZMhTAaxiMbmLUC76YPaL9Cn/LNge4RyScd3Wuce9Axd0jDmyVo3OCMZRQwggruRRAlqP32gJRPB+WFI1+W8L4ZaSpslAvhC1peEohpT1lDDtJPFT8lp92nZW5gTl67+JpGt7l+5aYKmi6E+Au4isXrMDhSLTngQCFIqCBon4l9gMzSnJsj/xOTfGYJmjeeExe2VombNFQox/VgFNFKsBxcwJjFq2iIvIlfe9e4rZniMjrbJIY+FewplfwA7NTgwJnXVudBMOoX6+Xt7rdldjoMrR8HBEvroDimtiNPvHOI6INIJS7sUl+dB+toaJk7V0krZjJAeNg21IpQKJmAqUMR3HM9+8AXpW9/p1xzXpWRhfSO8zkdPVVySuhJ4lD8kDRcbpC3zr2l2rmJ+gnx/wFg8oE+2farcPPb+G/lj+u/Lk03O2ViMIw+xQkusAzUmgmeMX+YDcek586IVP24WP7o9Nelc1ebXJZLQr+66dIjpY/Io6FH5eTiSbl27praOLMPTT4/Kf6IXwVcbk5aDZPNt7m7dxGrFWqWQncv/BJr0I4vwpvIAiasU6MzcvtMt9T27JBDx49IZ32bXMGnL5Zde+oEL7u/+H6F8XHH4yZTbIAAACAASURBVKpZ+ulHP1WtVtOtVvRzEY8DE0rSbwGCdWAyayYWnEhaYyNpE3Sbin5t2tV+TDtPvGMo2iJ0PKBadrRJMBJC8APweNgqrsZHOvx+2tdJm2Z8JiUTevJcjD2gyyiEoIkPo3J44qTUPrJZ7pS0SHO8OSMIe4N7he58vuT5kvS09+iGStq5t/e1i2cHxhnQZKp+Qlqf3jqFELlVECx7Dd7Aszj5oJ0/nT5MjcxKy297ZVNvtXzr2LdlHB5PrjguS3MkM0zJABcVFMmDxQ/Kk6En5cDCAbnTcEdevvCy9puWxnbYrSKoCkykqHjxumkmZfYwKAzgw5wA0abe8HoeeA09GXQbicJH9i1M4re0Jhd51zkn6UcdR3VjUG9PP2g8HxukGDGI4SkpXFM7auQpm87IO7WP6gUUi99KWgSF93idadX5ZytssnwAoPxGAbEBso445JHRsGNYD3JgOvLXz8mJz+2WvUe2gZFiKQ7G5BQ87MQBoPl2Kzz0R8Ey4VsLzICzfB0cQbQqFLAIxYiBwe6cJGkbN3Z+Bj6UgJvseHyGncDuhMw3eKdCHvv7r8kDT94r9ds2YKcYEU7h0kI0znqb+hD1BMbhsKFQJsFZAhqOjyELI1xDGCZCWAd+jOCCZVnM6MMYhHrujErpyz45sPc+eWL/kzJeMypRH1wn4DOzNCMUpEryS6TWWSsH8g9ADT4mbdfbNG4x3eK0NrfJFDYTVP1NlTz9zOfk/hPHpbikSBm5XV9WcHR0XM47PwYD9sGeEXUhXESxcipCxdk8hCk4TF+MLMpI36x8PHFLyttCcnDHUfn8zudkHC5G5nxzMlcwJ5OLcKmED5fUAhjwqwqqZItzi2xa2CQTcHrLKAVnGs7IlStX5E5Lh8xMYgBd8kFLVyQBaOuotWN4Np3NU4jCwEw8cVDk5p7xIXBiDIgPdT8tnz/4ggyvG5QwwshN4+OHJqCkAJFN8uEYOr9S9jn2yfQY/G82NknjEDof6qSaC7RHAH7JDv/oiNz/8AHZvKVGhSs60U1OXXBUPzE+g3Ip9JpNJqoJRIdXwRMP6850dHwnBiFOIuYRfWGwG4FCR29IaUuh1Natlz/bekzy6pZkpGhEZl2zMoPP1NKUFEIQIryh/JBsLNgoe/P2ysjIiHQ1dMkPb/9QJwtsx3HSkmWjGfCUqFZTNXaY8TLCCHGjkxnAo6QIxvPg//sleeCxe2XHPuwe9tKVFfvOMo2OdozK2cFzap6gtqeoCQUo0jj7C4Z+pXulWbzmh1D0+Pe/Jvc/ule2bN8Il1nwoID+uILuG3tB91OAgUuh1LxxAKNATq0Q+gCEqSXQURg2gr3tYzI+PgnfmmVyfNuD8uzWz8vSBtCXZ0Qm8uEaCh/6YyTMAWh3/NBSkp5IS3X5deKcg8/J1j55p/kdYRSRm9idz6Un+p9158HEgAM1BHN3AWIj50E7D9ph25MGbKaofRt1s/lAMn4UF8oAcNUSOA0vIDkSV/my6dUDsncUgtYDO6SiqgSXaIKyzJ+mBqbkUs8VaCk4IQYOMGmhAKMaVuAmH8jd+sphOTS2XfYeugfhOAOoLfLAJzl1XYEB/+074HMx7RvU+pNPFGCpmW0fGC6VJ3+AtnkYPIltAxs4Q8tWPqhHeyNcAXFnPt5RlyakGR24MJSiPvQnHFtwoX/PyPybWF1p3yT/dM+DMrltVGKhmEw74MZsaUKCEH5KC0ql3IFVBtchccOWuvN6p/zo+o/k8uXL6Gu31Veqt80n98+fkMeffExqazepMJ5cpzBcAt1auq3eMPIENhagWaJO6Re7caiAQLR18cDlzxz6VM+dMfUvuqXlHjm19yEZrRuWaDAiU/lTAnfZss61TnnNzoKdUh4pl46GDnn5xsvy0Ucfyc0bt2QUGw+L/rZYHn38ETn98CmYD1UCTysnYT2NPXDIDiEW0Wi4fG3aygy4qukBHXCccQL/1MLOIqxf47UOKe0PyMYt1fJPth2XvHpBPx+WOdeczOIzvTgNDSV2KDuK9Eu+tMexRwrmCoTlvdz4suLtdmOLDA+OYekcsdghaCr96mQSO9ExwSD9EB7FEwiWNGuPZXqeTDNsVyQlX/RlKkzMsziSPJWfOhBmcZ88Mfq0HH5wp1SsK0H/RPbap/X1z+xfd2M3HKJj8yZ4vQMDKif3HMvZX9hnZzFG3MK4UTkckmf3fVHy9wD35dMIzxiWCXxYUdJkiaNE9rj2yMb4RvCCPnmj8Q3ddHrz5k3pRXSfKMbVXf/PLnnu+Wfl3v17VOBMriTd4XWOdUuHewB+JlH+AvorNe30R01hE/TCdp9DP2q41inFvV6pRbv/Qf2L4t/ikXB5WAadgzKfj+Ad+NB3pwfaQvIt8q/S/FKpL6gXbJWUWTh372rukv/d9L9hn3kdngfuyNgwNv1iCdwHjWbAUwqBE8oCjoXIQ52rs/1RWW1L8jFIe2xqti8/FIpJp/EJ0sey3JJcR/uc/rrnYR53+/ZtjetOzTmX68m3dayzcK+0RZpBQbYcpUImuZTFXlhWgvysa3Y5POad8v95isvJj/wDz4EE0LQmFdZAyPxtuxNSjSGuaUcgwniTz+CNBcQDjWOgyfPGpLwGgkgpGjmPNh2ziAgSsQY5tD0Qwtl+XyfiLI9D64MZg68AgwwGbyeYsSIf/xUX+EckGbyYqvPcTglY2WwEAokNqUInjnBggA8Ml0FECAkspTXwbRiErQnc7cQQKpG+LvkMmzwSjstgL/wBDkcw8BnGQRs7N3YNk3DYgewyWGGeqz0niD22xFBgsCsEocby4JooCA1VmUeqakoxoJVqfGhqMKil44xwZmZGBZTOzk7p7YG/u37ERMfuuTgYNHdM+31+Xa6qqIQ7GTd3YQNO7lICdRAO2iRNjM3q8n3+InCNAdqH2RSXZ6nxYiIDYtzzCG0eY3DhEZ9Be8yLO5gvoWKvlFcWSzlgozBL2Lg0Rs0B4YtEMCDAMJ9CFEPt9fcNgqkCN+hsNEguQDuxU9H+0Gx4Mcuett9I4pMNx5jaDJMWRtlx4NwVXJTiCp9UbywDoyyVomLMABneC3VjmbOziNQwPg53GgMy1D8CYRyD6BT0bRBsvRBAGH0lCNjLKvEeVvKiC6gbvoz2wM5D3ISxE3QA7Tg3sQANYqEEwQAIpwrDXNbAMxQwSVTAEDQeBkfzcDDP/AhngRfCUpFbSkoLgSfThsHCIHY+0jk2HLpDw0h42Y4MBUhD7f6+ARlFlIkJCMpxOLenZoPaXuKHbUNBkzvQuWvQCA6YYJHO8SEdRmH7JM6olKxDTPEQbJ8W0WZoN9aNAiIZUwy+GscQApJmG3lxtgGiwaAdGIqQgxsFQ9I+66d+XKG9dvrhe7XSJW5o4pgny4nBsIyiKcuPwhn7YC+EAiw3ueEnNeCFYIxJhNocwVchHtR2jCzMYkKF9+Hbbik/Kt6gQwpLfIgdHJKSMoRgLcbEI4h2Ah3ZGgiblhhBa2JiQm0YB/oHcBxSAZfhUjE3FzeYOjXktGX1YMLjwm8nhBYug+kklJ0acCQLmsRbMi8gzdv9U9k4XkFj6zU+q+YY6KdLwHFhBVyOlEOQdYPWUS9udLAnLWzbSfStsUFEt4oihrEbOIa2wo2IMnQWzo0QrH+wFP20CNpF7GQlTuOgc9I7yyJeuZu/v2dYl289EEAKPWUmH7i8Ig0y5rvDjQ0VVdBsKi2zj4J/gB4p/HKCNE9axgpCeAp8EvgJYtLiVVrGcjXamhPmeBwCfhSbNNAuDk9c/CGnlFUVStV6TGxLQxrf2Q1NOfsHo5ixHWgH2dXZrbxnFK5TonD8TQHY5XJLZWWlVK+vhMcL7KYGjbC+BtGoFbRWYSgJhuhbERMHwqR9C3Xizlq0gMIeBUzEyVx0UnlvgWcRtIK8q0ukuqZSikrQJ/zkNw7tR5OTk0ob7e3tKmDQu0UE8aqJR78vKDUbqqWyqgK8gn3XxL1WgsATEWhRh/rGFc/s74XesgRM2s/QZnyHE7cIdk5GgKv52DS4PhxhuxHiLwShsswvZRUlQn4bLDSaXdIwE/s56ZcwEm+9Pb1w/j4MDxzAG2AswOYTD+jWhwk321m1mli254oXcaoTbw76IEEVJvRI6FPTr027JHkdb3EkXXNSFLfoN1AG920V4GVJ9Es+oQoU5G9wY8rgr08jES62L/kLhTiGdBzsG4PwHtd6c0Ltw8ZHjY4FumH7k38tOuBzMuSQ0oqgVK4vUTyHQhirsMGVqwJR+FHmWENzic7OLnWlRN4/NwtVISaH1NiFijCx31QDesbmPEywFukJAW3KxAASUUyEx4dmIAzSrykmuFCAkPeSXol4yh/kXeHYjI79+a4F7SeFxT4pQ+xzxj8PFZO/w4QHq4kcB9lWMfijDYcR0GN6GuFmx6S/v18G+jEWImIPY5HH4SeT7aw8HgIGlS9+9k/0BxUC4ZKJfZ31BDFoO6pcZVCJcXxB47bPhaek9Ynz6mNU72vN7v733+r/mzguOuRv/uZvIDi3glcWS7FvnYS8FVgNKrLkJ9SZZllQQHGjmjFHBBr4G3XiEc2jvDRxJE1igkMaBVlq+t0LmyzGIu5kpCSI3mLeRFxC8OTgphCCMeWB4aJDLORDCFiaVgYYBhOMYtAjYtnBqODWKDPopC6BoARB04OZtwsd1EEJ3ZoJJAuZRAJ/MylCzKk2nl6zYdbOYN0ErHxYhU3CBK1LNB+DJTSM4Thm1hhkSIQkKmbEjQj5Sxj4EEaQ8OjAB4LlcrQuWXIKSSJBYufnP31Xo5xAqMXgQcFHhU7WGTNkB4ja5UWHgfIW2avQTkPqSCQMx9XwQTgNGKBBoRaOjJHhpgrwcAE6iYZERMeioBkDnLRbZAcj8VKo49IcceZBByexe2gnhF1pHBD/P/bePMqzo7rzvLmvta8qSVUlqSSV0IaEhCRkSWAMx4sMdhvbYOymbby2t/bW0/0P0308x32mPafP6ZkznnaP7TkzTNuebgNuI8AGjEFCEmg1Wqsklaok1b5mVe7LL3O+nxtx3y9+L3+ZlYU4gLEi8/deLDfuFjci7osX7z0YZcLigZpZHL6GZNeGIpw+nOwZOVQdegdcT78eMujXlanePMyqF+3DBms62czMrJwpfRtbn/Lyh8B1BcuVKx2JlSeu5HBykgOVNkN34+hK79xSqxw68c7kgx3g8OLod+kdZr0Demlyn2xB3+llQuMF99PTM5qkp21yXAOnnibEqUUuZPRXBUlHDDYNcMqx50n1GcmDQ+urU96Oaa8ODosPAuiGdpS+0rvN1I4KISuOHDY7Kx7Z7O48ghMHRPbc09thfUO67d4r+Xtx5tSX0asGyVm9z218XKshakvaUUOf64h2hCY/nBQuAnjohduhtDOrhyDiDxvCJrDFaeiiJ91uZEKc0g++4mX2vseHVRoNqNgoE733HewmO9Lwl/YWy5VGTzhThlM+KqdEX/Hh4k/OJu1DOzEgM2Gy8sbtH3TGniMce1YrGAe4IOM25LR0zgTCRILjOstWDNmR3vKhyUM23KNLRf3gAQ1zEYHDOStbmtB2ignpaVZ6kvrU1/TmBPV39OJ6Ujvz0BSOZ9pvpRVyjQVi0/XUztEsx4REU1RFm7hrV+eYtJFhvkMXF1pRo2/O6oeDhl0iB/3Mxyfpo0d27rYnHQ/18/YAbF0vadakERME/cjbSTqdnEntxFdUkBvq3lbCwwU0zjttBR76LpM1TiV0Z6XTKdWfmNWYpAkRG5RRuBDYCiuF3t9U39tGPPHVFZxR+IXv5NwJjyZT2nleznBvv/qXft20h4YEnGn6GC+c5mtGUxOyAa0AuZPp9iOZdUvPv1CmPsx4hvPM52N5nRqLANgYqzWsOof9+cNuPu4wsYon8c44RZ9kPMRepnQhh5x6CsL6BjV+9Uk/GnM61IDT+iQgPGEb42Oyde09r94byOqQJmwmf2BdBtk0PEEDHXDb1sdtH5Nkv2qvZE/MJ6mfiSO3d3SF7ccFOBeX/LCJLn2JoG9QfUF9nLGQYRTbmxF/vLdxUi8KH9d4jZOF/XIhxJjSL7q0D2f2hvrqtcqYM7iV73cd1Jw+Vwifjzs0L2aiQFMTsNmlbFfmJABZsOyXubShVTjslws/H1fVx9ENCwzImlBmxE7RSaQDuCIEiNJldhQ3z85AYgOda1xItskbSBhn5WTz03jnX48TuI/p4nVKzr2PFYz7fdKx5ptO6ZpX9/mCCHONxn3mmnHmGr32DBeOOzc8ZQ0+HErskuUBnGq+8c7Fg1pVtsgzClrIUT/r1RhCH4MXxlzsleB0sEcWXjT++fjlF5n6RKl46dU82NcvO8t9BWm9b+nCk7af0gXHpD65OzEu+xR/OMG+qigazEs+PmicR/5wNLE9fmkBgPbF3oU4TT9qa1FgHtHcPKq3rzzxq5+0mTVLf9iF7Vofv/jj9ud/+uf2//35f7NTR8dtdd9mWzu41Vb1bdQ4ig+lq1bN0/jhvq0OB1O/pqPZdDLduQwHE7uUIbotZptQz/nWBBhh8PYOg8mhb/1k/xrYWFFiNUUdlA3Z6qGNeQ2G2s/XqcmmRx3OdBsoXYkAy3K7BiwNujhLTDD+oISPiLRGCnQZp4Hw0OPk2sgAnk6N6IWqOq8GBAO8covfbyuqdRlQG9xWndVKiYy0S3z16ontzoW8iiB49kKxOuRGy4SniaJDt2bA5obh+y1I4pRx4qgguVkG1x1Zb+z05RTlaTl/VisJY7rPPbsgI/VVD66wk9PNQKYbw+pQdBYNXOiDfR7qXDiUEEmOENsNNEjqJdB0Luiz8b1HAxpODZMzt+boAMmo8PfQuSYZ4eAWEnU6dDuBTtzNxnU9PDSjb75OawDVcOuTCpMLwV8vhBLdAKmhjqsO3c3Lc+FRNOHTbwvSyYWvE11qQEg2ERcf2V7kMHjHVFvDg83qalYTy6Q+sTUn/eNkMYAQksFzQYLzI0dEA1kazHlBMrel1JEgott3utD3L9VgW8LobYS8vl8VJ0Z1XTfSU9WOiBXt5vSi7dARkzLOor7soE6Ls8ngNKdJeVQrTA0NnO6wqCeHI514Fs0FLkqkIw1uDHx96Ain3CdxySK78tscsjF4T3aJHYlhRyI+uOBQu87Ni18+36dbPz1awe6QI4gjDSwTGFf67swyuVm61exOGQOMZAOj60ht3sktLl1A4fB1NOSQauDplU13YfdAur50kaNBnRXXPvVFnBt44epYXpHbTnrPrpwX4eeLQLQn31eeFm9cxMxOawVgVG3pqyvp1v8CelI/EwKnk866s6AW4nOt6dUgtLN0pYmCiydWCdKKUNrLTR+RBoRHdGFXP9+3pnNmP8nqMsNqpqUT7YzFuylTXym8Lkmhvs5FrZwa1zH9pDk+octeJjrxxYTlW0PoX2o317NooVMuODrnxLNwCJv+JJvu7qB7+PCLQukVHNxWY5zDNv1Fwro74HsvNU52yrnqkCMPHu0UVb0BnVl1Tn0Xe0ptQz+XbXg/Vyl9WjbLsCS/zS9kZbziQ6uPcjqnzmrs0UMxjDty+b1f0+ZuG7Iz7QiX04ecOHT0bY0LGpsJfpGgel3qV916/ZiPWZKr029Va5VcFyb8uPhEJ76SQtvANJwzGYuCrtOkLFpBcsleZrSxcVwrRQ0fD+X4u4MU/UlO6AKOAjzppzGG8cbryg7RN86W7kGJLneksC36u8ZC8Q+8X9BJLnTLhOu2IsfZP/no85PGPyrRPlpVxWHkxwXdjI/V6GvKneuw39T3JJLbotpTNbp1IcaFEjbCYoTrQnTTbWS1KRdJzHvcNhW5NGbp7PoXeWViy54PPx7QmyJerdV2/U4i/DN3Sq84KcytHXKGGCN8ftUcwX281AWECCJVEIz+lw0VeBVJ4FUyIXCbY76T3hk3kn2z7YXxmb4lDYvXHsZTiGq86NR2Ir4VP6ML83OjjPf6+dyb2h4SDBXdtL8upLBH7DItnmgsAI8Uxnw4qwWALs2FDSYA+pr+sLU+9RvaH58CHmLLFBdAjGe0Ox896eLiRf2ItuKLQekTyXJ29XAiziw26Qs10iXtQzulhwrVs3Tnp1fzHOMXY7p/mIOxk/6g2xPJ6WU0EH0dva7kot193mFMkm4IeCdcnLIY9NpdTy/raALPLfTjuiPELXRWVbngS32Efiu9SwveyCjT+RaFcCZTlsuDWdAvxIDzx7ldSCNBu5JvcB68wI03ssckBjpyHpPCEIROEA6nO10SGYPjRi4ePQ3akDPElbGvPCkfhXBlj7HidHK7zPe2aGL0yULl5YTiilGtxJNqF8qh3aLDwp/X17l0OlO31QChYcLLK77gCcePQYuOLJ5wGPzKXcaIE0PHoTNLTt8XCaSSBCb2RC9nyKh9MhFAclo0iKnDNDQBs8LU0KBNZ2H/G8FXlUQTXTCo4kT4Jl/x4KsWEhgHnVsGPihrgHEnx+uqnqh1sdLAxKnOhmOBw+SDbFYSgyxdsZuzyjqRT7BMoL3a4uArpjgI+s53DPxpE7Oz6PLRTlyh+es8cHbEK1ed0MbI0aw7xy5W4UAJBU1Fp0MvtBWdvdKNnB+cE3eitcfLVyoEDZ9x5cxgw4Ce7IT2k3ySjXYBJ3JwBR1XuS6tBmRfrZPtMSAA56vlmgBpajp+a0g6QqNOG7nAPZ8GEXhET9BIOmIFIbUh7c8fk0DSUdKJO53izVeCtDoFvz4AyZagQQi79X7v7aT2kdPuV6eyN/TOSsm8Vg4D1vnjill6R3baErxpUpONZlNE67IwH2S7RKBXHonbgXTSp71Iup4WTk1W4t8nMOxCbRq2jwORnAjQMFnrTLuoT/iFleDTxY5eKzM37NtIuG0fNu52y+yhVf/Ei+QWHrdZdIUdyd5xwFlFxHlF3g7KvM+pnVUV3YajyTgAH5g255gIRKAIMEqgJs2N3K6JFJcNIK+POfQ9TRw4gVrL1w990KfVr2SnYefoBHvo0J5WHCc1vvPKYM/yVzfOUWNIXz7hwtWnFRgQHeFBvtxf3ImWsxb7mdEv+nT9ar8mk3WfViT5HjN4kCDGJPob9dETzirbaDz4Se3MBYTi/bpYAqdPpFox8UkdZ5NxxPemMmYLXn++MsXKKfxh84ojOwHb4KKTlUBW1f2VY+geexEn2DX79HDUfIyUY0WbCK2H9D3vPBcojzEuTdADvgo7r/mALT6MO/BG8DnB+xE8pbGQM+Mkg4fzRB/U6qivQjvBpGfsCj0nO1JbsbqD3cqGuFOTghih/dX6XHJ0qB/5eCidNrrEjxxOJn/6e5Jbe5vVb6LvSfim/SK723DRZ4TVbZi+owsT5xnCsheGHB93YEXx+pwGmLe566+N7QqHyFM12YDOaX7l4UnuUshmNBGni81EhLZKOFXR8VYnyLUE8FYhJyq5VRC4kg4Yv2Q/3k80TtJW6sP8qnEDZGqzbvGQxgvZjGy4R1t/fHEBOxfPybFLMzT9gHHf50AWYJhjmHek68RSugPU0Hg4pz7idpN59fki9zX48H5FG6jFUk+iX6Q045i3u/DT91lZ9HYXT95PNEfHxZVrHMVLXuwQfqDF/OL9GpuT/N4/3SbCBlRH9Glzd4pRh8YXBq85XVRiy7QXdw5Obzloh+55XhDLh7uH7vZnJ9h6xzatAc2NOLeMT/TJNMeFzQtXtjXa0e1AusIUxYj/qvZVOsHkMp0I3xxnE2aycTrVfHCGcwH9HJDS4XRngkYRm3QXDJTJkL2cWjcQNKpPTe+rbir3gYuBXDEmQ/A6jCugqQQmGOil8swQJ+UTsAeizqPi0KZCWsWCJkYAVzI0Gcq8HIl5fUlmQb8KhwZh/8OY6Ei6+vcJ1wc6J5PpBFFV9ckJBmhQnXBkszzgwPCZ2Hs1mGHIGFxybuExD/rcIiiMmHqUYZA4Nb5HRY5megAEQ6Vzqi6dBrnUydLWA9Xh2Q/XRebR2WbQkeSSi86XJrA0QPQyeGfenD/oIUiuhx4dXnV90AjdaGKSdBIbGdSJmWwUo+3qwSce8ZT0KfpMPNILV6DQxgFPtMGgEDSlE9/aIJpMhNBLwkmDnpcmO+xLTKtNk/MEP64b2lB10gWDdCMTTPaQOXRiOe6UkTU7htT1CV7tJvxMPrGq6e9xK+R0W8d2qEN9nbExJh44cPrYIysdohMTjVPO6kLl3kbil3iv08eZzk6CjxKqrQEZ+VK/kX0Kvzsv8K//Uv+0Y+qTcJFWiBjw3e5pZ++TebJWm1TtnB1NmYbkYPBSu8C6U062Sbu7jKwQMOgx2XHB4o6JnGOwZyciyYlu0yTldLAddEM74mRmO3JZcKTEOCTrjiYsh9PpHNXNDT1SXbLDs0+SIou0CSO1aCcvdNo4yLQtWd635FBio9gQq9w4v86X2lhXRq4neiASIIvWljToD/g4x3jgDSgqyEufCXndDqRb+qDY0U90NMaoQTTpqSdr0uhTfSbgBCCOxZTrWXgcF2MSF5XesPS3FHx8gx4TrM7popK3LdAmXKxwMYcW0At4mTiz/unTOZ7aSOilP+wEh9PHIZZP0al4T/XRodou68Y/Fyw5SvtLbYjtoXnxBDyOrVaAfaVVTgN6F2NJHIlSyUrfpy/ldnApxYI7p+rnC7qIga+QHh0nmdReOPSiil5RUxU8rjzhgRd3jMQXTjM64qMU7mR2oSvJLTotNpxlp+UZd5GJNgvZWPVlBSxdCCQ6Lht8o7ukQtGXvIqTLtlzPoFVQTJP4ci2K617W0MLueEZeRdEn76tWopnfdBWGTF4POjctP/IE1yLgpR0KrlcxRGc34yUbHDxx7yFLtE/cxA69XecZhgEgfce2kd6wzFzm6TtWTzRH1QJ4PO+Ak61u4+lbpfpAgiwhtqGtne7hFsuJJxG6rPOiyjS13zu5jom6wAZUrtji+IXfnyMT/1kXgse4fymRSjsPRQJ7nFfpAAAIABJREFUGupBh3rCLxzMT64D+FRL8MMsvZ6qIhntxViLTaUfcidap656xQ6873HEF75My1Oth9vX3G67Z3bbR/d+1E4ePy388jJY+edukGRIdphoY1zuK9CvxAB25tNHFYerHIpoZMX5m+NsBh/OSFPhia+UpsNklfqE4CucymHQIbhh0VPUAbjl5IOKq96LvbFTfcF7ndQ5vVMJdUwoKIpqfnKaKZ2w6Jjbx5UqPKACNh1Tgkakuemc4KdT+FWg8uBL2TlgTmkQYdBwg8FBYMLNtBNugWe6biDVqJFkABkGCS7w4yhBiVb3zuXMIraQwDM8yXAxWhAn2mlQ6RQsfy6P+GQyJ40kPlCIN+/kTNDkCV+CV7IlJN58EBYMV3nEuzUwuaMHZ94pKgmbtaULrmLhDefN9Ujb+kCFDPCaeWzWao2h5KzToM1g4o6iOA7a0eGSTqCV2iTaBTUS1IL+x0pYt2i7XiGhOPyJ1UyPTPFHJem/rpugRzG6yxVVXQOK/pAY7N1Mbq4jjV557Es9mTrUco51ZEBKunJrcz2hH4CadkSdsKmkR3JUrnbMbozjcrmAZQJxCPStf+F1nQieGo47SelwcfAJSVVpbeA6mKgKPTj34ivpQWfwckUOXtmWO3sCSvpLHHBERqyQkdUHbU16rNi7LbGfRAL7n8pDPm8XeKF9RCP49hV5pdw5yAO164sRUv9oXgePozPK6HKc9e8htbtL45k0ZSqTPdA3HL04RlavK+2JZxI4u7wWiTrAEdAHf10+gSZ9OA9iHSDnQTpIt8TU3spwvTLhZxwOKX1Gf/F3CKNXlcMb8jNZxljJmZIuVoOzYK4jxTmn166JtiMGBFsnkYJS+qOHwhcTouTy8QINUgvdJcRpdTPx5riFnzPtT2CCTLYiHSmgn6ibLgxEC9n05yiFtuVCjkrOG8KKd/V1eMMBYGz0dvQ7POIJe4G/rHNsy3UmfpLkqcMhA7YGXu+LtFmMQdBTQbq7I55wMhSS3IoUeiKf9vU2FE/ez8WXyR54FZrc/TQehR1nnbnmdPD+Lbp+gQ/P3JFT2k3d27f9ajx9yWlmcf2UcQdPftbBaelY2a76v8uKHN5/cDi5f4izozkBowbe1c1ZfPHTn+tA5aTL4LCJUJUdbewZrttc5Iyjs2YFRiBsBqLYptPSfOl4My3AcfB8DBUEYz5zr18A+ZiGThLOxDO2wrgrnPkcdsYc4X1EYjAek1bjeXDdiF//w4alI4qVkeQHquIJXlm5wznkokbtzsIT4zv9l5hXbvKVqquecCCzO51csPDnsqsMffm4Kdqqit5xWkcuPmIvf9/DNnxurXVPs71jwaaG9HaTzXooc4ueyleot41nFocf2vBDtv/F/fbcc8/pbTV6gFULNWw94sdKfYyxnHE0Rdp/rlvFMY/wqZplBYE20W+eswmztIgCDKNUj+ejdy7nOpXEpJQMRgI7OI1KwzOgp8ZIhg+SCrk6VGpEGigUkvtO0ktqOafsGSnWTAcqFQLqDae8uEKEVvqjTQBOwjGU+WpDxhcyejIJwDiZGi/DcHL8TifpBmyIEwaTylMnZ9DscAMGiI4nY3bhOHkl542Oi9Kcu0ybwdkFgl8nor7FoEjI6TSoQisF12+Ot5wyzZQHHVpEnUJ/6m5ePxzwlnogFlPOH7qDN4mQLAINEkfvwYFntTnkARCaLmfSC3tpcKi4BRi8RzskB9MLqlXB0HHsBXRYkUYraaUjeEz8uP3BjXj3HA4CiRA0U14xILustBcDekzWopHb0usVeOADWmEbrienJbqJlVY95bwmU5kjb/skg2OMysEwZ+rqRxu4MIB7JoVFqPjLcMKd2hGYxEDFb7UCIH4lO+LHSrFDhs1SQGAwF28MutDuymnagfbMDAKZ9J3IKS7c4oOktw2gGqBdTGWCPVYzyStXhCKfytSvbI5EpDN7jol85BDvsI2s7C/3uDQBUa+qc3qNUGp/UPDqlKReyUeX5YITGqykUA4SAPJEo4jjTYI4SConKt2q1DOphjU1AziUcjwZpm15whHjLpzDQ4XJ+YGv1C6+CuqtTd9Of2DPEqexR2n6GKz5WITtZYQ+Pognh1de6l+5kJNHU7slPhINlSwKpa7c2QcbjevkVA/bIp11FI5LBlB+GmdcWgZkiGsc5HLHQz5Fn/Ok405tlYCax1a9CYto09ekBI2vyMFCQciTkHu3zChwLpwW6cJ+wQE0zgQRHzXIEEw5ryFq3XZB5Xlio5JbcWy32qpGPHEq9OJBeOESB0zmGWoCkUPBD9nwzhmeUluQUIC3IlQ85bwopnk86BzRlOFYNX+TQmMJvyeVyibp+YkjrIgxEn6SXYIBGQiJX3I0MrgdK+ZFGXfVCMpUG3j7V3nKUnYJD6GE2dHr0ExV/UR8IIBfOKi8EwQgcmhkSDKSdm1SpDysL4Wk4+TDkKMxhvbPSsOB7RnttzM7D5vesZLrNE8l/mZua+y6VdfZu7re5a8E2//yK/5VtwE9D+APLvut+3xnk/6q8YnxqrywabjBJbGijeOMSoi7yEnsivg3z9nMJGGi0Le3l/Mk79k7rZTqxgyQ/suBPRkP2c0Gc6kcZ8pzPbiwSWBvI5VDwxXikUr+lNdMeqzCD6zQYryJbyX0HzxFHnzz53aa2FBFVW4RFNRU5lwLlSGpVq7vRlPkU9XpUK4rNHhKKpJBCM7hQeu3VsEjjvRDBJj3c4rqmImIGLFwAgDykgzcrCWgdiGjqYqgqb8wvOQ4pFLymuA5Bj2EIChe0kO35wuhA+CcLgOmsLgDxDlwO6JEB7RBk7jTdFqp3CdJh1eZnBaC6zEzFGyFjBk0nbIoUcczcxumeAbQwOcGpczQUVE1geoISeg5v5mwn4KXyCuVlfMcSe3gzlhR7m3SoiNoSiMlvqAPrqJuQi2tU7/IT7fIQ84E5cUhYOgjp13/Hs/9nyqezjoSfndgMpEW3mgf51V8QCQT8itxkqQZV/yEXETISnHqkOc4KSPEOaVS2smowPnC0gJMuOFB/zEmYD9uL4JhIgcf8I43JVvsiaIEViNctUuzP7muvUI6UKNFH0UZSJ3TAi2w7XAkBmExA2eGQw5H63kcPOJH348aNL1qHm8orfgXgCseQOUHP3nsqfiPfMABLdIkM1mPNm0mFcRET6VENlVOsiZ+HbLgqaJLgSZVoFrzKGiGSoRmVsVTXW+ABO3AGZpJ1cUnLOqXytVS0kdFI5e1XBjRdpGPTUc8KuV0wt96dBquBreIdPGlNE4nDixFaAAUvphBhLiPf0oA4D/BiHBlQ9JnBk3wwCgESymVj/BfRYtakjuC25vgUmmGaRY3abnwqVaz7bXY4bBNOjAd43nC1sqvC+XMqqIDJGJ+MSjZgnS0YXAW/HIOXaTqmWdqKgpvKaCzTCJAqJv/gCWbC1APDitq8ICsSqf6WiPXalDXaW2zmdJDmgPpIdhUaeXHD2/5sO3bt8/f63pS73TlTjEPv8azDGnBDEdTPGi85Oc80ja0o1iqbBOy8I8A/JYJ31xnE2ZQpDOFUaDFxF1LnrJSw+YGFzyDOQGltwuVQSSwqjOS9LKcH0oDR6K5GJsrNNNxDqirNDxRxw2MND9lBE9heGD0eNDMJJJMKVH0MRA3cUSB5KV6lYRIznO1KU25Zxd6rPQJrw6RiXMq+fG4IPysQSeUUcIUVZeMiq0ITflTZokqt2SA+hndVTyWwC1QyydaqjnZYEjnaJgaipY6KnP7CJh6ofK5qquHljoqXNTe2V5bagZrAa9zlJes0hSRD13iFb2ygEKFaLoUbwXIbDhc/eDs5MoljjocbVTyV5a3UhMvQhq8Nu1BNZbRR8AtotNCNCmvsqNMmFXtoJeUJiyU5TYrHUvKHTYPni02X+HLkULIiqbyqI+MzrPOlZMJr5GmbkZDNtGqDmXRj4lHENz5AvpZUVgGbEkcNfrIF7BVM5QwLlczI9ow+Eu3DSOlc/AUZ7DneNV+gFflRd0y2iSZ2sCrhH2mwjovVAdtyEO6Ck4vEf26+AHRsjwFpaYV+Z7zyM5Em7TFpxLeXcSWr1oX9gocZZxdbzqHzlr0mPE3qSb4sEMWU31lP9ttQ0j94lxnv37yfJArSL6wdwYCz3WZ0XtT+Ayd6hTHFr6alSu+A7Tqj5Ghc7RZQSaVZrJeXsUpksQFcCtPKdXCD1UCKM6e1bRPQJYKbflzfrKeqBg6y0gW8eeNLTa4iAA284+jmdpLFf3CgFVGPRCkVyfxpbDRr8PZ/NC2D9nts7fbxx/9uO3Zs1dvTJi3Yb1eyd8EowcU/aFnv/iSEBAXPXc6pRvY9GFVZ+zP9eZxEimNbr0s5bQcv7nOZmYoOieMVZ0B2ZznZp4zrnxvHJV5G2S5HJXKCLmtUiKXV4ZLOueFkVXKKHClys1jsyjFnE+i8Mmf4pXRZD7CIQZLtpcmwjaxqr7KHHXgBp/jR7aMHMMjW0k3SKWgQZ6HDBZJzg5XCZtLqgpNyBIkdNQsXT7WKkPiafkazdKSLrl12i3t2qzWEgv1kFnyQhqNna8dluOhHf06PHQIqXXgIdLp7GU5r4W/GvI2zdJEoFjQLXVUQ1HBOM1sGXW8gacF+UoSdUSqE7KW1St7VWap/7J6tFnoYyk4x1u36xJRJhwyoRt0QhqcnF1HOpdOp5cnIAA9hF7JXhwCqGljwEdfZEwIp9PrSjHoxscDVSXuK1ciRjxIhB5KeqGTMm+l8ZBhpfB1uJL2km0i/ssQdYBvF1p4ag/SarftG6BCHfQ8o+gAi1DX+KwQRGRRhShI9hOpFv4js805+FpSb23qlKJCpxJHvOFkejkrS4oQL23Z1Z1lCB4dvkbH8aIL6mN8HhWt+oq8yli1JDucTtA3bbxoYcG04EpoHXf9UOcpeHW4zH+9Trt0W9Aa3ZKndjjqeV8vL3U8pBfxtwRvCTaNAxWeAjatHKuExvaBQ4X6h1docOa1c71n9eaKDWcqFCuJ/PDmH7ZfX/3rdv8X7/dPYp44MqIHrfSKJb3yDmeTh5t8C4W2lHi7ybOsFlqIKxO2yjNMOSzMlaGeVtk339nMDMGgD7wIgDYj389IQHnKd6NwhSegyI8WRq62hkNBUeZK8QzPTocMU+R445a4S8AWp9OFSMp2nkpcTZFaUJeJ0jklP4vrIOBzdGpdn5SUoHy5SavSSyZSDA85p1VPGE4ZKv0os13dgG1tr4QkeK+hjCrnPZe0AYb+inAJKPiJGsFLwnNe0hVAyUNJv8wP4EW6i/YumA4+wgEDZ+QVYIHyvOeSj6X4q/MF0rLeeYlkAPpT3Z7qdUsZmnKl3MqRykBRDo7z6aOqWydYS5eyhowxSXuZaJdOJgZF2g0r84WcUdfR5/ySlJdH+1JZ/6Ebr0+/RMAME45nwJDv7UW5183YM62wX3KB+0aG5fCVdEva0VYlJ2WbVHJlfgO+5LtFp7mgHKPLtnPaJbESUS2OPEGvXqXkkWolnzU0LfNFnRdg2/JftE073S3FV512PR20StslL2yztGWvi+BFeYWvrpBc0MxuzrV1uy1tNpxO5PG+KgacZLbvZOsl1oqD80ZC1gAsbSLy2rZHph0wcS7bOGw92iFg2p2X46Md/XY46nnL2V9pt9Rrak+JUq8UwoDywvH0s94uQZ0Ge7wV6TnXD+SKAp9v/sVLftE+2PdBe/jBh+2+++6zZ5/aa40pfU2Lr9DhbPI+ZH/FE3tfZd0SJm6fu8Mpmm6TLG36BZBIe54OOYS9Rrp+/tY4m/CHMnXGMGCy7LwF+y6QG1RkZvi6IFU6w5VGXBlW4IhzrlTCttCqkDobnnJexQOKrmDrPHm6qNwmWtUty8CbQzii0XEcHrz8Aef0MzBx/UVnIzfqEa/kJ6EQcKihLFtpJ4v6jit4BplCSTflLH0saQdUnYd2MMCWdIKfqrNnXiqcwWNk5HM73CX9enlpJzUSFWZvp8CvM3y28FdULGWoELSJlHycj78CfUvbtkHrWSW+OkwL3/XCJdJ1mUIfwddS+mipJ+ByPGhHCt4CZ+gHWSK+pJMJModT/QpBQSHyiiwx43XIahaDhPZNxoVtYH+eBii3e9hkyEd54Ii8piRQaIao28xJseXarA67XLpOt6IXDKpy8OiyuiIQuwlAeTO1mFql41wUdalTL1uJXM5jQbDiD/zKL+0maGXSbU/ABLoL4adZK6Fdlq+2lFvlP6/tgsOVRr3EsZ+C+Siv08I8M0yu5enKbr0wN6JOpdNJc/s8pIroOS4ScYZKsk5a5e3Ccm1a13dgreN2vEVmuzYu7aAAbcdSlbdS+nW4QFDSDB6X463kq+prqhht4U6m0g6HviHAE/boVkzgdHpClXtG+m1oZpWN944qb3FY073Gdg/ttneueafd0XOH9Z7utc889hn73Oc+Z08+9rQ+mDGvd+jyBTJ9CpMvrekWOq8SZPeuD2QiVd4+94eC6k4mMLAUv2CDdJvwzflcZRvCnpUNNBqtqfRcIZeTCpgULwoyaHTAnGwOZKXgOV6HjTrtzot4AqjGt2eVDNYRLWa3DlHhjIKgG2jDOCMd5Yl21ErngI3cdh2+3oHqOqmXBy7OwUNr3kqELGu0xi+EflnzG8XL+ei302HJRz1etkGdx7Lt6vWWS5c8lu3TjreyfDmcZVmJv8y/EH7rsoKn1AXpOkwdf72cOu1CKWPwTl7og7jnxxiQ01W9Ir/EH7jIq/MWfT/OwWsFF92gGiNSJODAWddHosPxGxMq+S4AXclfVKtkUka9vJ0MUa9+jvaIfOcv9OSZ0RABQbs144s8GxWVvAVknUfy63zWeXGYkhZ1WogDUeMnZfmxHc12vBVVWqIlLdgI/vzBjOCDAv0CNrIXTfKAVYWJTAsvoXOdg28vJz+XkaYMvbXAAJJhQqeRTpRWdqyxV8m7strtoYKf9qXL54a+S6g6j2XZcvF2+qjzVsKEY1rmJb2nNnBa3g5K4wPqr6EvHfE55f7VC3bDnTvttnuus23bN/unOktl8tDvtD6JeerUKTtw4IA9//zz9swzz9mr+w/btBzNXn2IY7hvg1Y21+ll7vp0sxxOvnDIe3p5ewOrmb6ymW+fs5rpK5xxxh6BwTbdCc1xmCavTfjWOpswlA3YozledZCirIRrI0drVilsES874vkMqjSAxFvBTBGt81Wv18rY4lQla1nUBn8JFzRKQ468Ek27eF3uemerygse6riB8bxCt9Aq+WlHu11enb7jqeFtV6/Mq/MXZSvhpx39djyUthP4lzuX7QVcnceV8Bb46zxWbZQBFvFG22Ud1ulSpap/gXrO5JY/FXZTAn49+mjHe+CsZFBGqR/yK30gX5Yx8rxeyF2WFXy3oxv0YoJo6fe5btSrZC1wlvBVeQjT5hy42hS1ZAVfLZn1RI2/KG6pK120o1m303YwgW8lZ1QeONBlxCv9CCD48rMOnB2OyrVQ54/iCmcNtp4MOmV+aUuR3w4uyji3o9eOL69T2EQ8q0x+0Ag7rew2T+SkAybK4lzVcQLtDy02Bw81m/Dy4E3ngEe2kKWUM8qDWlkWeZwrnstMz681ZtCuwUWywhO2EAVLnOv8BdhyuqpoBHA+t7WJZfhtp4s6PwFT1230CfKpE3C0F3E+CDLHF566pm14U6et3aKPGgzyJtfp9FVB/2QnfUbfMNM34sf1Oc8zp8/a6VMjNqHP/y7M6ZX9cjSHetfqM55a2eT757rNzqd9qw8qYGuyO+058vbzu0R6/ZLrB3tUPrYXt9eTbeZy5S8VvjW30UtuYC43HMKg0DAIFP91hZrAgQ9cSxlUnU4JV/IE3HJ8VfVWyHrJW2VYmX830BxPS+hOvJKhNGDAqvow2SZUvBVlvoetSLvKhczZXwZhYisbGPUznyVPJdql4ovoB2DGF8nlztFh28Gcj58Lor9SngobDp7qPJ6Pr6jHeRGP7fggL9tctF00n9sYmYvqnX+AgP5yYZEci2io9gr0AY06rhJVU5YaN8Ldop+olM/IXtl9mzLXmXAk/EQK/MRznaAPMvBVtxQL8Aq9ABy+qitEUQjKdrNXgYdo3V5qxS34FpVFBuK4PH6I3MXnLJOzWPAZgGW7UFzpIgBWcEZn6Ja6js9Zki6V0YKPcsG6jqU0Z8fTuR09o5VgyR8lgLTgbAX3lPNTy3dbqeUl4HaZzbyl2qp6lY1Am/y44BltIQyep5IuS85u6bdUIz9+RAshiqhKWgO0A7bED1QmlWJKRLnbqNfLeRk25KBllpIbvMuFFvMXjYRT20ucfq6JvIQmgwjhMC5rCZsgW47wdyFhKf0taRMZed32yA7KoauUl3JLnUU5OCgl7dsYiAMoRcWbAVCHY1A+77xdmO2046+N2iv7D9rk7Dmbnhu16fkJ/1wlXxUiuJ8ipP7JTn1pqbdTt8z1Pk1ec5T2aQ7pi0Haq8nnqfmKGB/fEBHXReFoVns0Wy58AExMuY6cOSe75OFb72zCWjAqjUajo/joIIAs5+BRXoayHvmBs4SpaLZk1hK0sEJZf8V8IVOu70hWcKjoVHSTYqAZ/JbGXZ+0SkNuSy70XBaWeaLjpEXQ5RRRp+0HlcVZjCZeK0YrHdV1X5JaMl7yUANaCl/w4uDt6lestSusE6mlc3Ip2iU0eshqaWYXJCs+izyUvBLcTYSKlfVJVsaSoYQTkdn9nEKuIObKSc/51SFVb8J6ukYjI1r2tIiPDN2ikxpe10kt73w6qWw76iFvEjjZpfJJxyQDmMuUYZytXLfimTIF54e4fuBIg7QXeR66p07oLNHNaehSkQD+iLbESagolzmc5zQPlZ1EVqoSqQs6o4NEq0nQ0xUDCZ3v8hadinbIWNIWikpfmQsvDtQXwFmlZ+ePMUZI/FfoRvjQszucmtz8LPh45y1K9nYIHtvwB0uVvSzFX9Svly+VD85kAFWNpt6qrBRBLHceEQQ5c7mfo23ISwVludNQdpJRdVlF4v2L8JXr+8WV0jV2EhHgIiT0NbgEULdZx+V0M38CC/mqecbLA3mzvJmzspjzn3kLGgjoeij1BbpM022VNOyLWfhtKz8wFxqSSpau1a4881+3iRJJOxtsyivIjKN8PsPLlb+U0yktSU96BfyCnEc9Sc674HkPMe/I7F+Y0mojn67kc8vRPsnZ5CtbfG+dz1Hy8nY/s5qpT2HzRSYcTTqN67TmaLKCST9s2l3ug6WwxNvpqYD59nA2g6FgNhtYZGOEyzVqwJXntoYY+EvA5eIlfDaMEu/5+Ko69HI0VlDmNCv6uVNSr+DPjbRIL4V2ST2Cn/re4xWh02uQ86QfCozA6edL7cGEmHQ+KXsdodTvcmjaydHC5tfJx7L0l8DZtk7RXiFHxd8SeAJuufMiWqKTSOUjadpNY0fVdqnI0TJoeNvpHLdKHIMQO1uvg7eS7xY+C/rAlG23nE5aBubgC/n0iyTCx4uPGYiT0DoxSTsx8pyoxtJso6RzCEecF1x79Wzz5UThDo8PxMKpf799BDBC+inTEs7l+nylk4J+8FHqJPK+rjNigJ+Dn3UK2SIfxM6MMhCJW2aKkIUk/n4/IvGjOIeqTShbYXDHy5ly7G6bPIcQfPGqHSeVGQCUJ7M79BmwpGux4vRy+6msIu+8Nxm5UP6W0nui18TbLtZSF90q8Ln7sEH0n2wzj6MAeB4RhVyHM/RSk0kXONkUKw85k/0BI61kwf0EEJGcp1hrKPMzragfldrNG1EN+apmE+ZKt1BxngOylex5U6qLTCCHLfC67KG7zCt4nAfBopNkJ2p7lvsoo49/nSw4gtqhpT1rZYuSy9Ct9FSHEdsljRhjQn5kcSdTcI5D53A60wciBICu/D2Ych6tX/aGq9ljc50zcgZndTudVc1MGDzqaHw4hG8U8d11vmDH5zT9O/F6GRF1/UMwjG8IWXM0Q/+tt8wzCVWgvGlTIFg6fHs5m8Fn1pVbovJWKkxUbzkHrpbMryNR4lEjEpbii46TystKKW9FR1WrDDYqgKrCmzNzmlRpxLl0ZafMojsneaINZ0WW6YNAopsAfZiXYfpgAQV1/ERbzGB45GWcRJcNK4VbFkkuTORTIvAW+lkWBfDLwQa+ZZHkwoCNc4F3kb0UZUuiDjwA1ODdzlQek3a0W5wdXnWollsmtRWjHFerOCGUMWEnIFI0Y0sbLrJFFV9QCBkSuZaqLTqplbfYtMpSv0pA4cBEX+Nc8Qk9pZHLnRbsEj253C3kHWfSlyqEg64zqgmdUdk/KYgTAA79c2vJ5zydgXP8ym7hGZrBYCvZlAJP6KZd+VJ51GsTnJQOSReiTf+tJnAch8x7ZhZeK/6QS6FDeTGZu2RZl0HOJ/hIrOQMSeHG6fLPJMqBxIl0vqAnHhf8k58QSsqAr07GFX2WE+dNXNI0yU7j7OAZXnkRWvQfme3OqWprSbu8VoiUqunf9U5JjvhJB85ahEr5xP3HIaHxKhHNtJ1//8a3CrAtfU/d+ye25/0VQOHWydtCuFrYbkkEcp0jP9PGBFKoImBNvJEVcKJbxXMll69ZLeOpnXL9Wm5WUaLT4U9aE5eMbqs4PNgk7GYC4KGjyQDc4cllsIKunKXz8VJnYqXpleCFv1poZ4N1nXm/Az/yIEfGE310kdNJH/E/zIKYVjeTQen9mL3uZLKiqRvvzo23JTHh9a9C4XTqj3qdnfrps85p7lbfUmdk1dL7vnjyFUxsD+X6WXjgVT/PK+PQIJB3nvDt6WwG0+0EaNO4Ae7ndnVaAL4BiXY0Cr68A7wOMt7Z2iCpDChwBx8F7Sha9hz1AsjrJyQYO4NapyaE6rvdfOvVB323XazROznGm8Yi1YVfGM9lSxpfIpMGnRwPNuJcit6u4wLnK1FRAbplIFkiyWWRVQenQyaGSiQp7vRr6BdDlTlN5bpKQN7MKgGXzgcq02zhtUhUemH1SlDnAAAgAElEQVQW1mAdjgWTGxM5oN5+DOTMTAqKCZR9OWpPAZHmO9u0OYOdr/wxsAMu5kNfFa3ME7gKVkhmgosFDRwOk4t9QPWM2qGsLlotNJQg7U4KcZexeU5qTgh8BSgZptfBeeJ7yy5vTYawdRwg5Gc+X+ikMvSpETpryObQndL+3Xf1kcAJfuoVOkv1E03KqtCSUC5lWUmhlxadAbJc/Yw46MdKmuOlHj+fqKQbKWEeRXiQHKrkX7PRufq0Xul04iSqWgs/2ZZAUeWX7ZaQp6NoQwPe3NFkXOFHBnnd8CQNdzFJ8qdLAx8/4A1DFhC61TjjcgircmiRBO9G6xkVvRRZyTEzXZevTVXYaPYBOGiGkA/GXCwMiH+d3UYjDbmqatJ91d7KR3YXV7dBUazbEmS8PRJOANJf5scZE9osSnBV8ZozqnYKgDjDT8WT4owlOQRvXg6CAq4FX86HlZawKKOlVPhUgX/sQX0vNbH0Ilv18cqJ0NJpbEpmq7jMlzoekFtwLfzUyFxQsqbHFdWt18ms1etWPAbrynAVoVoi4PFTksfzlA6nEzcxVjnRCWFBY3mXVikxAF7G7oNcKlK6ijis243gnWge471fCW6Bb6/rnwtz55NxjYifFVefpNxtUucyOHwtrywv49/ezmbJacRXKFiAf9POr5evbBvw6w3YlvEliOTsaoBoWzcZS7uialwggj3q54Ofd3wmp3lrdGovCEsNCh26MmIS4AqJCs4vAwAR5NC54pRIls3p6NCkp7J6AEVGRVHVaUo48MWPaH20VV6LDjMzFd3Alfki2Q6Hg1WCRKXlz9Wn6JADUD/kTrwSXJmnVFdHIpFXyFkOUD74ertJWzQJ8Gq7TnlDPKc4L++I9qQlfZWJL0TIcerQpnC/JaO2a6Sm9app9Spp3gedin5EhIiQkx5VvJKdjFLndbmLeoC2C9FWMeiSjgmc+dcvNiRz3FrzAdfxStcaHIm6ORJRZfDwPmQHCYLUl+yx0obdd2Ln+qE3nPUWnXH7Cp0JED26zqQ3eEuDM3QCeT5HOp8XlQusRW9Kt4NpMp4nqRoZKvHn/8RlB64jZSFHB7LoSVZ9f8RheG8ek01a9ZBMTlcKoK2og64Udx1CK3eopFMAyIzQxr4Fgs4TXhL6F3qXTat1uqMnG5yTo9Gw3QOv2Ia+CT1P221n53rtufHN+kqKCOjJ2Q7tJ2M1JmyVqwEmx2T/MCge/MchBS+LxBJndO5tpnJ4yuItgnZ+yc2RKp0hK5mQj8JsU35WmpEQGPqj6wBaKFZllYOvdMd8vv2pNuK1Nf5eQ8jiILAapT7rytSBfuD8ZycAVkIW4iLgJ9eLYsWwkfLjmMHglVDKVo6HoZuk81a4VDMfA18NVysMcguH6yQ5mt6H8Sa7GK/003jV8Idcsl0hsyr43kKdXacgEB6smCP/rye06O91IUqVl7RB+Mx6cr0igyKuezcLZZDnAklugVOFVV3HqYxwQN1ZVF3K06plAnb7UtQDOIOgMjp4CCgXpUjScVrZVIEKnZbO8LfI0aSyl6V6gWol5394zuZKpPqHCEMjLhcwwPPBNM2oLaa29YXXjRGrzr/kvCzYdatftfdte1QrEIJQ38as/92J99jYuWmbm1Sq0aMqmjV8xYf6IBOTnIMYWd6TVM74EGmdiz6gRA7ICApOGUeFikyF6HRRv8KfitMxKpU6i3jGs2z9jCtAPZnrhzhtyQVdCgXvt35EyOVBg+AIPkoEIZvyXJ42ugo5gz5ziusT7ILvyo6Tr2hq4P7Da/7Y1vZMJOoC+c0zH7bD+sLZ1Ni0Bh1N4qqDQ7LQ0HQuRDwZ7Fe58KKx3/UfE5fzlRiu659c8qK9HCpk1NnzwXkBoZJVPCKep9EJMsK36PmkK3vzVXeduRh618Zn7Atnr7PGnCbsGZU18LogjmMFosQPcU9qVSVW8Tu00vaH10ln3ZNeBuxvSWcHTy/Y9Phc0pnkSbd4pTN05/oTbZwzeA15s6xBE1yEKp2Sfqz0VuisKHaeW+q3FIIzZVT2gGwuNm2qSUqOzkdv+E965YlkAFa/Xzz+i3bytN7ZNzGrPE0D/n492YScGmCQyycdwJ0v2lcJHUBBPG67KZlDCBBpnYUHvdBW7vziM/VIX3Lo7930uP2T9Y/apu7WF1Of6xi2Xxv7BTt5TA7o+LSv3vB5xQ7GGTn3XULIJIjDBY/4ccKa+CMGg4Q4p1TzmOVwp8zjKnLhmiDEvK080sRZ5Xk5haoqOtB0+Wq2mS7+0sXeuzY8a18Yv871Cd8LONHoR7Ff2vo5u2v1nkRTPP1fE++2zx7faZOjszY/o3bjQQ71WVemUvhmsJzaAS6a8rfYE/IpVHkp6ccWW3QZssLyqQLNuonsNqpapPNSTxWeQKCzy5395wWNVR26APnBzY/aezY96f1Z4tjkfJ/9zokP2tjIlOxgVqbEHRnmG10sS3/AJOPM42pF6MIj7WS6cCxljaz4MivHafF6aEIrhmgyKPpusi0UVjiZGFuZFpDrm6oUZWRlG1TtD24RR95YyXR40sokn7TPWzrHeOb6KdIV/+StMLzhbK5QUd9ysOUaFetRcINI0fMfM74YmOkAMYFjbT6ha1K4ddW+CtdE7wa79fqr7WuP7LWjB0ZEb15PxTH5yunU024YJmMAw6gbeuYL6/b+wcCqiNNkAgriFQVkaBp8rD5UaDI8JzoVg3ugIB0hdbY0+AY+72EBoDPgQb8djgK0bTTqRGHonhUv4j5R6+yEwnHzW4JJPwEf9St+FInJ2QdkCrKuQm7qBH3ajXKf6KiLk6GLg4YGZlbshjrlWGbgu7//Rrv/kVft5ecPW2OaCYygWzENTd5zVNZddXCxyuk8IwtCpBBt5wMa4MIbfGQIl5146L1siwRz/iPyE6JNq3ZGDzgtIoqM7mUoDyfzysFX7QNbHrOe3k57buPb7MyJURs9raczZxuamGWfQuoTtKqBGL6df+nL9SfznfeVNumsa8rL4OGuFeqsS20bbY7dRoBOXV9FcZ4YmrZKvULljiZ4JRH4vKB2kGrUhLlN6BvoUZ4YK9vUC7ka2uP1jvfebA8+sMcOPH/U5uTM9AiAW9c8WMVKIh0ZvdOXCfAEuuiTni2ZvQBboeNjQGEuipL0nyri0PsKsnyFDjkX373+afuFzV8QgNIwV4SFi3bZnbtusof+9u/ttZdOGYt+3EXpYPtHvqvi+0oLHuGvhsYx1vNCt51qBOJup+I/0gUbjq9sO8rAF+0XuCVZoo3OVZ5uC0tz0j0r5FcOvWbv3/Ko9fR02PMdb7Ozp8dt7OyUkDFOdqmraRyV3ZZ99cY7rrTXDm+x557Yb2Onpl2vbOPghds8OUzbhp1BxeWHP9d/IRt6cTlbdVyXI/pyyBZ6cHwCDl15fsYZMKEj0kvhCdgEIx3BgH6MV/zYutLV22Fbe0YcFDxn1l5md95ynT36wDN2+OXTunjUmCYdS3rxIwW4gSOw0hge0dcbXg+OQsVhZ+3ZaRLBdjyQpWizhH6Yyly2KFRWtbLpOkxpKnqybMBkDE38iuFgEtxeiOpXOpmRdjCVxThepqO+55FYYXjD2Vyhor6twZL9fP0sYtPqu/xYrfEJqlu3uDQxEGIy6BvotRtvu9JefvllO/jqpGxtVu/uokswCHJrVnEZOysN4aR4XaFkkHD8eX+ODzbCXfYNp6UMOgIdIOGBuRToTMCnPiZaFEEzgwRN70jKJB3OX+CIc1XH8TVxRPmKzplu2emg7RO1GEUGnBBWC33lS/DJISHS2miuH2W708g4yoobsmkgRldJbggW9RyeFTtlq45PcoLHW+QFGIzF0XbKtRvecpU99cpxm39x0mZn5GR2sYqlRtbk36n4wqzcDBwIKb7BRC5SMaFRHzrw4U3ZwlMqQzbntdD74okQTIsDeOsBOtJAli+d3WnRqIW+WJDr65y092180H5k3SNeff/qm+xN2y+1px55wc5qQp+X94zJoQx3phi05Vx4QD/C47tBfNJbrLPr33Kl66zxwqTNCUc7nXWLeb+16/py9Tn61GZNGVI6yRG2CiA24yxmJbgNOYZ0CL1HW3p7e72mLUQZNVw3ks0bkLOQJ4cdKmru7i674dar7Ok9+w25GrwWRe/hkxTetuxJpU/Dh/OZydC+ZOqmrts2esSuE/M6Kw489eARnrCHxA9n5fHAi26df9eaF2DFYTyiRmhcebvZ6CnrvuxGu3jH5vSy6s4pH1fgjydn/bYyF0ZZ585jrS85vvKQxM4OcSpwHhVlfIjJFnuPkNpK5fwlcs4rcUK0n+tdeVW/zTbFVXifeP/RTQ81bXPNm+1NO2WbT8g2xyelLp4Q1p47hU6u2otwxdWX2LbeVbbnuRf1pPGk1jUxUJQt/Yu5GNdS+2SmKEUw8cy5glEdlzeTQDZC2b/IcxlSUcuRuoGPAk8X41DoyMuEB53U9URZaaPYTLoAUYFk5+K4Pt8Mrxq03TfssGefed5mbEz1+1XNFZxwZVqMMYo6X9D5loXWJmzPhhhFf83QTKDHCClXR/2jt7T1gtIMpfwWpzMV0dI+RjuehMSjcUgXHikVdk9e6C/Zk8qVR9x5BU9OU7OVf3JWFt5wNlemp+9YqBgYOKcBU2bHwMd+P1/iaore1aUvFqxfpfJZvUD2nOYyvRBWn7ha0CjBKqcK3Ci9O2CgCj7AaHzoYmWD0Y2xAsvWyJ6cIQfzA0bsncEdHQExqIIj4/IBUZW9vuMQTZ1J+760oJk7ZDh2DLoRvOOKUKqTJlcnECBxzhWayWbMmQqE+Zw6aRrgfVKWg+kPkIiQ8+1Op8QWmmoViLrwrDzXhQp9YnbHJ92mRV/oilvFwLicmQGHzSMFqx6U0wQ8BMIqUMGxCuSYDaqdOqZtqnFOzqhee6EJnl83bYNzK4ezMSuGuFUJv4rGBIwMYSvOL8gpzI0DX6wOuUA0ixcJB86rQtK7R/3g+mJgzCMXUAl/gq8glUx2Kd06n9IF2zokJ7R2DR2pJnPqr9+02nbs2mzPPP2cT1ALcqa5/drFTKbtAvr0huuY2thA0rf4kMPte1szP5QT+gd7XWfY+1I6m9f+QrdtnDTaW7ITwO8BOsSzvlxXUmJTdvQkGOpJh/xFSDpBUhSaceR4Vr2XNesUDp7bAjjn7YStsbl1l9rqNcM+yWNP89LQrLHCJhnVp02OD69E6dAKHHxABh7TpJTbF+Ho6g0YhlYChU/nDzb1I0670Wa+vUP0OsHbLT3rgaAdvacF1AxTv/lxO7rpejt46JCd0yf2Xnhhr508c0JfRZGj1a1pqpvVWfGgsQGczhdxsUHcdQ5dhUoXrnQYIjcVptvvqqc/H7JU3+0WMME7HnB4HUfm8bQdgbTffHQnWikPLrrk832F4s3HT5XsGmy1zQ0b19qlV2y2Z5/FNkdFVw6+lNXpV5QLdnT4KluzTl906cNmxYv2bzbUXxu6O6EPDApvnzundPOyfZAs2ZJiCEDb0TwUqP81x78kVMiGTXm7aaDyi3/ZZ5Q5CT8oT/gqHTtetJf+dPJAW1c2Sh4NozM8OG8ed84pTLbh9qGkzslxUp0icFHU29+tL+ZM2nRjTGpd8PmGW+lp/2YSNXgoqn77RmmTCNJJaW/oCa1G8DJP5nxvWmkZXdJQ4NIJ3RHKtvNyz20evA2VrGhSDZyeFxHKc3+iasDkSlHX8ym/gPCGs3kByvqOA3VDTlK5ofqAqbScTQYPJt96YPP2TGNCDsuYvjygnURderGsLC8NIwkhO5T8tpSSyVFontkXB353jNRJmHh9MIKQGzndTY6Tv2SWPKX5wSDo9fPJmgmHNGt4DGw+uopnPc3pHZYN9d4j0ub61DkTnjQochQv3lETHw7uOMFL5wVTSJYKUp1Uno5pMva64gFH05+jYvAF/ZxWfXFyhAsuwYn/hTjRqYkzuaQr/XR2suiJHsqepqwr+GVvJYFxwHl0T1ROVLf0htgU6+kV51XRCPOaXaf1XV2+ODE/p/etdfPONQ3c0NZEI0lcd+BJE7FkRwYQZh4dhmz0Rtt5+6WJxdsRpgDmYRpvR5gRhpyf2hpa+nMFpQkmQbHSmrnV2eNeAP5kM+5wij9Wb7FF0wo8wdtX58HBfusb7raZhTGbmB+RjQ7K2el2OZ0f0eUM7dC5LxpJBz5BOrbmIXQ2MXs26axLOtOv0pl48CenZY9cXKSJOfEDT+iLtvSnbLEP71OSXeTSBRoR0fMM2Yoa0PUdNg8r7qQCxl+0K05PCknv8C8eqM9Z/LhOslgfGX2/3XbLNXbVtTvkzHTZa8/vs5OncOamdCEoBuUEshMGPlk5IzR4MpqlS4xBP+gku1AhbMMj+y5k3+jD7Z68YAy5sUfsiwsE9X0uYOc7Z61fq37RZtY/ZCc3XmOf/dxn7cEvP2Rnzpy1ybEZO3ea28e8iFoPNslBNZ3RE7dQ3WnUBZ1fuDm/qV19uwTME8QIOuZPFfWHHNQXg6FznDEayPlmzTbJ7uNTxoH+3d4lIPbuuBJYaisMVRVYIXf7RCVy4zt6gFUe5Qr9Q336detCfcz7IF9vgR729J8n77HrrrncrrnhclunC/qRkbN28OBjNjk1lmyGuw/a1kT7CL1ziewuG2NOUr5YIy4A5MyypYeMol2CcQFh8+hFOAWNCAmx56IrcKWfP0gIXkGmh5WyziQb4qEXF9N1jo2qPnFwwZD/UBBkZaNSFvTcbtxg6BtJX1CJwOt8Zua0d7cxbj26UOztnpHDPeDDPe2Cbv1hJp1TG0XNfwBn16f4RH8Rd42RRdukEDpEv56POtFZrhf2VVSRLiuEjqQlmYu4iPTAKaLK8+ycJt/bD5AiL1W8sOMbzuaF6es7DxoD9o6aDVlprnIb6sjNWaMpNk9Kzs7zHVZNFpoI/GsFOBx0fA16DGBMlxGY0GMA5sEAfxZBEw63mDb2nLH1egr1VGPIjk4PyoHV6KMfg39nV7eO6UlUpRydTySig81z1Q/tS3uP2ZAe6OjRZDkufs7N9tixmWHdPoV9rWhpRWCBgQ1ceQZhYPXBUBiYFAhM4ms7J2x7/2k7tzBkr86tl78mShq0YwJ3QOrS63LvZTIb1srDtt4ROTULdmRqlZ2eHfCHUxjsO+XQuTOigRI5kqOZOHAnGqToPOvJnQTEdV1p8JUH09c1bhcNjNiw5GxIhlGtiJycGbTxBrfghJXBGwdIP+4ZswKUnG+dyiBeZ2blbM6M2lbBXDM4alNdm+1kY6PNzvVrQhePaiDewcaDInAMcz7AgceTOM2a9FW/xyZsQ89Z29Q7ZmfnB+y4eDorJ5Zbyn7LU3xp3VTV0H1YBRcEOC48cSsnwidJ9C/0gkkrFhil/rFLnCvsS1SZXHCM5pkk5YjzEmOeaC4D9jbXmJGM5zShn7Ve0enWihCvCOmRHWARqig6kgo8kklkJXtqUx/ES4RZZ1MzY7ZFvLxpcMymuqWzOemsIZ2BE53xwJU/XOPWC/tCjJ3pz/lv2MbuU7amZ9yGeqZsfL7XRtV+h6bXyFaxMzjrFqyOrC6qnZ1XEAlPclIbtrXrhK3qnpBNzMiZ7rUzcwN2QvbOtgfHIV46tEK5oFUh3+OHiOoLY2Nj9ujDX7Onnvqa99+xsVE7cvC47GHeBvsGvF9iPly3+LudsPG5GdvUddo26AGehvR1brbPXpterWzsS/0UecW127cexEJyiQoCDq7bpOcURw+NDj3wgoObAB3Mevrt1Oi4PfbYY/b5v/2cTU5Mi6c1Njy43ob716ttkoPKNoZO9Xv65OqOcdsxeEZ2p746s14XAuLXOZDcsmMPkqFft6A3d59W39EKofgb1UONJ2SnY7PSkZxkeKf90L1EFF943Kk69sHFBjbYIbobu07Zht5R2Z/wzEkXs6t9nKGdnKbGLO4UqCllrZJTTnUZ0AW2OTF9Tr8R6+0RRz2Md2qfyTndLtYe2gMvi5rsd3LCTp44bWfPTcjUaR+NnRoT/LqSsVZ8zWsza69W/dZ1jmgsHfU+iGwjGgPpg74CiH2qPzuP2AbE9HMnUlz6BRvtQj8UXpU4y5u6z9m2vrM2pjH15alNejuAGhZ9CRP3u1P/VnsIP3XCzhkbtnSdtNV6MDFsdKQxaMc0vmPnPiZj32zbUF/2vf6iy4q1Nm457erQ06cxmMWNKZvV98A7+O63tMMFCz93olUlzV+J76ruP6RIsO7tgjypfdyJjDLJk6Lp6GMy0Qybzknoej1yAQ2n0aESmkCa7KHMy/Go83odTWi+4Wy65v+RH2SwGHj8vM8XA0+pHTp7ozHrg2aXJg6fSDVY4cf5T94Ugy3B8eH8UNYr65XjtHXguN274e/tu4ef1Yb4mQSo45g+vfVg41r7m3O77IWzmtCmmZS0IqVPbLGv0CdfOpZobe45afeufdxuG3hx0ZOsINzXcYl9eepK+8szu21qclwDL7egNEA6ng778Pq/s1uHXlT/FK+ayH934v129ewe+2erH3bHERyvdl5ifzF9mz145iJNfhP2xxf/mU8kTEDHF9bZ7038sF00uc/uHXrK7h7Yr4E99c6GhuHHbbd9bPQGe/rEKj21jzOkwV60eeLXJ2QdfQ1RVdxvRffoSeM2Py3HaXJp2E2rX7L3bv57u67/kPV1NHUFf1PWZ88tbLdPTVxvj49usblZtYUc625NeBqF9WPWTzwBT2DivGH6RfvJXfvsbauaTwCf7lhl989fb//vmZts4tyUzczwjgG+ToG/AO84FLRrmniv73vZ7taTs981uNcGCr609mJP2i770vgV9sWR7TYzqdt/mujYasHeNEnlfPzchs/bLcP7lNKfsv779O32mZGrbXpiRpPanBxKJsVO+5mNf2e3D7/s8kD/07O32WfG36TVninbZCP2P23+pHhMOB2xDj0vPWzv3v81e9vQuH3mqk32R8c3mD4cLLw4OKxIMvFCmYlOqP0nHJxbUTnKpLOX2ursAenso2105q/rCWRqh+9b/ai9a/UzdlnP8WCzOh+3dfZMY7vw3GInJtS3tG+2Q6ufvpcv89TdMWU/vuYhe+vQPru481RVNyIHbat9ceYa+5jsfWZS7Tc/q/ZL/cYdCPHwn7f8qWSUPegJfcziZ87dpQsMbp1LD7I5dhn4BY5or+s8a9879KTdNbDHNnedDTJ+Ptixxb40dZX91xPXyla07zBf0PktYdm+K9IhpWF0oPbhxIrc9UP77Ve2/o3yFmxQDpVyHZJ9mtf8wQ/a742es4+8dcp+4LntNjadnL7fumiv3bPmVOp7QvS7Mz9qV8uGPzSsvqpbzAT66sdkQ19WX52e0AWZnNFbBg7ae9Y9bdf2HZIltzp9qe/ssPv0ZPijI3KkplSuvomdYgdu7ziaGuvWd52x7139hN0jW9/c3aqLQx1b7f7Zq+wvRq4XXfROv+m1LYL73Y1/2dY23yXbvKN/3P5at9P/+MxarT5Oy5lasN9c+4Td0nNU7YNEC/Ynk7vtvsm1vrrcxR0O2giVEFcbXdtzQP1vj93Zv2eZPrgj9UE9IOdjn/TuF33S45sH9tkvbPxs4lHN8Om5W+yTZ3fb7fa0vXf1s3Zl7wkY8XCmY419qXGdffTUm7XirIUGt5t+X5FlrKFv9mCjax9cgY1e47qabcxJ33I4sUnhYBvLyHx/kPTz/Cqc3FnR09dx5Fgz96SxTTTVPtwx4uJdzf2dEaQKukTl2NFRPaspoJc5DHpXIeojkkBz/Uh49dZDUbSkIymYRWVgKeq2Il1Zqmtn79v+zcpA34D6jtOAbJRO6z85O76qxu0uXUGzurFZq3zfM7w3GTPCD6yyV65/n331K4/YkUPHNYD1WV+39m3qtgYDB1fPOAnYZOD122dMZFqduHbVK/YvL/mUJoL9+q4rqwVMROnXp+vaXZ2H7Y41R2xs0w47NNOr2yfT7uCwatDFCoD4WtNzzn5nyyftjoEX3FmN+uV5vfZDvbn7gF1+ca8927PTxuVw4jR0cJ9Tjtytw6/am3tetiENkKxK2s3vtA+e+y8tPPUND9sLd/0LGx0/q1taZ+zH5Cxs7Bp1+MaWnbb+0i32S7N/apf3nJYMkjfLgdN5SccJu231UTt00U12XK+WmZ5qOoru5EhTPhF7xawrTSY+gDKh6PbbHeuet49s/yvbpqczu2u6glaP8rZ1nLZ7evfYwvYr7EBj2KZm9ECMX/mzUjFr7xl+zlblCZnmm924097xzB/bpX2Jn+CZif+ajoP2li2Ttm9gp41MyunTZMAE1yF78NUX6Y0lsvfIIf+NTZ+xK3qPOw+Bg7NMyXl6W+9LtmPbgD3TfYkcQx6EUFtrEmffLk7wratfsTf3Sv9a3Ub/09e/y06tuVR6HrHpWbUHk6Jov3Xtawkut9PU9e+0U+t32OmRkzKnEfupVV9TGzaftkdGU/0erUIOaRVk5srb7NSW6+3c2TGbncS9ZxUrrWTJ6pK+WV2RbKyeNeQ4v3fds7ZKfEVYTme7l9IZfUntyPaHD63/vH1w7UO2TqvTpa4iPizZLu88ZnduOGb7Nl5vp7SqN6eLudABq5gf2fgX7tiv7uCVTM0+E/E1WuW7Ufa+6+I+e1r2PjmJwyWdu02JD+n8R1Y9YZs6xyTbrA2It5N3fthGRidsfIzb6PrOcp+cB+2NfJOcs99a/xm7vY/+lXQbdDivsXG7oftVu+miaXum/wo7pwdduEBgZSvZNprVSJCuVNyZgQ9u0180OGL3rnncnURwlaFr6pwNavVqSPs6T9/1s1r5a9iEcL9jw4Td1n/c2xnnsuPm77GfOLO4r+6969dsbOKcjZwbsdt6X7R/s/Wztq1bfUfWV/JPPPrO2/voO7u872CnXMh2yh46fTvKgu3uP2C/vfk+jTUvttXFauni+i6NJZunXBej03rwTiuXg10T9ib9lWsAACAASURBVEE5qIwvLXIWtjm963Y7dRG2OWrT0zN21/AJu6n3qHQzozaas4nrv9dOD11so+d0G13eVF+vvmndqzFW/L136BH79bWf0dhz7Px9sOtSm5xm/NMqah7juSuwTW3x/UOJR++D13233dL5nH2g+0u2QfwTQm8DegPqNZ2v2fUXzdvX+q/0i++wL8b3oe4x+8imj7nzez4bvTLb6PiEeGLLExdU4gtHcpVW/b+nvznfzF15hz07cJk99ugTeg3WiO5MDGi+GVKb6k6FnPoOrabjfGlo958zzeTznRBy9yi7CT2rXWg6pypF/uV+GUFVp9RXji9yNEuYdgysME9N/UZ4QwNpYPErRPwBLJzVsbaBG5pa4XJrTTA4GTFouMOUB7W0T0tlmmjW9Y/ar2/9a9umlYIYxEDfuPhNPLlSUVozc8p+zu6z225cY4PrdNupY8JmNZn6JnlNlD+nyfuqnsMOHwN5Y8sum998uSY0vNpmeOu5h+yH3txtGy4atIYG0JkF4dKtX169Qoj67zj5yRaeKFu49V7bcflW6+xr2NiMHmYIvahs/eoB+4FX/0SrGAs20zNkExddYwv9w1Srwurpk/ajlxy1Hbs3WsegVi80MSGD7z0T/aQvoZWumIyr243oSg71b2zTCpBC6Gp+eIM1tt9g8+svrmhE5L0LX7Vrb95pfavEz/y4NtTrlmGx4hhw2+77txW+KfGsRBT5edfoM/bPL95rl1y53jr7tYIBz5rgF3TLlgdIfnDNw/ahtfc7bPDVgqBI3Dn2ZfvX279mW3YO20KvVn06xvSb0JO1moBr+t+5a5tdfJn01K9VDMFAkydwWQknRDvtvOJiu+hS3VbVLdGp2bQyG2UF6Sq687Idtmu39DLUpUsZbqNqhUQxXm7OCpa3ASrIbdtuML8QnXVIZzML6ExOv/T1jlVP2nvl5BGCz/n1l8jmZS+rNnp+HDZNHbYPbXvFtu/aYB26GJjWnlNs5gNr7rere484GDhm12+3KTkik7e+z6avuiuq+/mWsw/az1510jZdMuQ6mtUtVuzAX+nERWVub56of+ttN9uWLRuTU8yKtRycVVrR/JU1n7VLO084bMC7bcvZKcPuiWfsNy7ba5deha3woFFqN3+oEHwaP3xrCINDXr1iVY4QeEt8EYe377rzTtu6dYuemuc2bZqios7dx/+qhTfq0Vd3Xr5Nr85pWP/cUfvtTQ84OurwW67v/FDHV+26Wy7zsYZxZlZbaRpd03J8TtuvyOm+VLeEA4/Top/XdHH1+NP2a5c8b9t2rrN5bXWZVR8kBM+eqB127txuV1yx03oGurSyia236uaaa3fbZbu2+z5Pv0uR2+i9w4/aPx1ula+Gukp6H9zx97Zlhx7q7JVtIp8uWBpcTOniihA8Xrl23u4eu9/TU0MbbWbTFRWeiLzp3OP23jf32/pt/Xrf/nhloz+hMeHq3uaYvJyNvkU2+uGrT9imSzUuqB/PyEZTf9TKprallGFuaL0cW91C97s2rOSl8crPimJjEV/CDyvR/cOK5+nXnekqrks6z5Ao5BU/d7iVDvhlzwyrRd2Igzv9Eh5XGHDfoMD19xvhH6kGct/ViNNUgOdhdNGRm0WtMcqp6KtQxBjYE4jvRWRyw5GS8zSvgfInNj5gW7S/LwaMmRu/38be97t2Ui9wPnv0oG1/+I9sy+N/5ggGps7a+1c9b0euvM6ef/qAXtMDrQW7QvuS7uh/wWHAM3fJdTb1039gx7UCcOL4Ces6sd+ufuh/s1X7Hqp4vXnDrD22a5NeYH1St2/0jRLtd2zgbBRh4OjzNqtbNiO3fsB6V62x/hcftLOX3WUnTpywoycOa3XzjKg3e13fvoe99sE7f95OvfUnbaZbG9ZPHbQrH/iPtvbFL1aYd538qu2+7p326oFDdkJ75qRUTZ66RcwKMKtsSoMVvaErVhz4vXPj8zYgx7rS1dt/1s5+/7+yo7pteWZEe+gOPm7XfvJfylNPcgyNHLA7vmu1Hdg/oFW/07qlPpMn6SbPwdS5W3/Mjt7zyzah16rMHH/NLn/8/7GNT34siu3qw39n77nhJvvTce2jfU0XBiphtfYa7Y39yVXNSY4KjWvutsl3/nM7u/5yaxzaY2ufus9WP/pfK1zXn3jAfvqKHfZHC6scV0O3d9nj5ZNLBaUHJwZ0y1cP+szowQkePGOFqZu9tjqXoa+ffV4NOZpj1qnVmv/Vvtve+tab7I5H/kMFNn/T99vkLT9iU7rVPqqV0qkjmqy0Qt6Yn9FqHw+ayNF3pTNR4XGif7WDzr4vtMLUjKxUZ38mnR159YwmUPgesHcM73Ek0Y6TP/d/2uk3fZ8dPXLUxnTLeOezH7Md9//vFaEd80fs6uu/zw4fO2qnjo/KH5iwtxf2PnH7++3sB/6DHTp02I4ePeormFdtvd1uvP/3Kxy3TjxhX73pF21cDtA5vQwbWZGrtF/4GV41rLsFcsSkkzmtAjf0+yk5xlvlcAa/jYuusskf/59tZPM1wjViq5/+K7vkM79X0br+6N/a9775DvsLrZAe3X/WX6eFQruFX9adZdcJIxIHU7qd+yfD/8yuv+UKu+Wr/9469fCLh1UbbOrD/0k8y4GZnrZR3Qng9ikrX/U2GTq6J/fV96uvri366nE7duKIvWPgJRtkPx+dSmHm7R9OfWd00kbOjNh6PXSzqO/cudr2q++cOZveHcwN9A+s/rL2x65cF9cd/lt7901vky50n+D4KfuDznfbW2690W5/5H9xPjjUbXP6mGxzRg6X9lHH3uUAHhocsF45z1wcserHnsXrdaH+k4NpbAv5Uh/8JfXBK5bug7tSHzx2ENvknap8S7t5twWa6x/+E5sdWGMv3P0bNv3mH1SfmbOhVx613X/9P1r3WHPrxh29r2g83W0nT56SI8hDolMrsNE7ZKP/PkSzt048aY/c/Ev21bGn7NwZXVhqKwYXFacb2qMpu9HOZYed057dibNaIJhtjtfIHbIrliEr1N9ZkRi+GZtyHLNOCz10q2TjldDA1LKqsogEzpwOXCSDhhfV4DL46zq94Wy+LvV9B1QujDM68XkdTcSmHnM11u9zdhoEfAKX1aZb8zJgTe7cZrlrODmJVF3Q5DL64//OnjxwzO7/0ifspX37bKC/3/7t2ivtkpEXAbHtB76gd3p+rybWI3bssPZKCWdDT6T+cc+P2G2XddlObWCfueW99uJYr335bz6hBx+esgndmnnP2kH7p44hHdZpdWjT1it8hXLq3LgmQa1H8vRQLYz95H+0V1Zpv+gLL9i5rdts/uUxe2HvPjkGR2xat6fFQEuN6bf9hJ39nl+1px5/wh7TD8f0plWb7XcKqJ4zh+yqHRvsK+v77OhBrZBoGGVfGA6nlmE1+zBcoDfpkRUgOZqcX2hcYp8Y/jG7+RLdepw/Zse/+1/Yk197zh748gOaFF9W/Q77yPAuu24sOTOQ3L66y9ZsGLSFl5i8ZrQq1LrKC8zCte+ws+//fXvm0Uft4Yf/yl577TVbu3aj/Q+6fXvZyacB8fCWvuP20BVX2ClNKFMTo9LXnN09+Kx0h4NGw8vR1K3vkz/7f9uzzz1nT3zmi3b4yGHr123VH7/iXrtx330Ow+HWscftwRt+Wu+8HNHLrOUkag8n+6/KAMrZBquVcjb01Cm3CqFSn4BxmGZmp3RbcMxOTDbsU6dXWc/+Y3ZHgYzBc++GG+3xxx+3V16ZsIOv7LNz5/TaIjYSy3l17jn4L+me6sjFXz201dmapXS2y05IZzNymrp12/KvGjfbyZ2327VrpuXcDdnBHffYQ5/7W+n+YTt67Iht1GuV/lDL2l08nKHQP3HKLtm+Ra9b6pQueEBDT21rZTJ0Tpu+sPcFu+9Tn7Snn35a9j5ha9assd/efo9tuuntNnzN7Xa8d5MNfeUJnrlxB7KStyYYfjbO95yccFbVe+ZH7c6+Ay1QEz/zf9gePXz04H2ftj179qrdFuznt95jtxz9ksPNb9ppb+t91R6/6nI7deys2oZ9w8hCX6G1dKZxc9gzpQerzg7Yawf0vl45ENohWYUjF91sDzzwgO3bd9COHXvCXn3toLbR4HC2XnBQoeyro1svtkb0Ven07221/ZeBd9mdO4bVd07aCe87zzf7jvj5iPp5S99Z02nrNg7bSy9p1U8PpAxqZfPOvn0Vb0RWoos7tL3gscsvtcf16qZPn9Ge5/1HtQeyGVps89Vxe+2Vl2xE/QKa5aRPDTTY0MXknPYr4ozS9t8tR/p19cHRs3LuxoS311f6m5yl2Mg/+V07s+Eme+LBL+thpefc+f/Q6uvsXWOpvYFaPX3abfTpp5/VNoxRu6TnQm30DtnoRht6+Anr6sdaNFYxFuo42ui2Ue3dZ8wmzMrZnDyibRp8mEGTTKeMNvWFpk054Hf6IaYeiR0OId2qbjOood0YFuppBx/4AsYNr0p8YyNvOJvfWH3+o8DWnJbVC5jD+cn4/X11Onu5HCIcTVY+b9aDATxIEpNm4/p322vjDfvc5z5nn/70p+VQHtK+sS67+da19sv5bnTnzITdsmrMvrpltVZxjvOMh708u0pP4G6yYz3b7eJLN1nnqQXb98hf25fu/6Lt3btHe7zGbONVQ/ZTlzedom45NoPDmnl1m3BaK2LdC/0+yZYNtaAVulOX3mIPfPKT9vnPf97OnNZTzJqtp6d0C10rIuWEGfWm33yvvfjii/apT3/KHn30McGN25Oa+H/5ph49/KA9dwQ5tZvWDtvAcI+/K25BDzz1aBW0W48ssDFeqvJZJRxzns7k1vHeuW12VrIeGNhqWy5eZ9MPPGYPf+Uhe+jhB+XUHdKDCrO25y2D+pwoCFLol677+nt88J7S4Nzjbwponagn7/qQnIY99qlPfcq+9KUv6RUzI7ZqeI3tuGGt/WstzkbYePgJ23HVPfbMs3v0NOyIvzngu/oORLGfJ9/x8/a1Z56yT3z8E9rD+1WtuJ71fWX7L9tmf7Rh2Iaka8LQseft7dfO2F5N5qdO8xUQJphWZ5P9tDylO6uHeObkdDZoI6bV2somyprT6igO54wuAI5rNftF7XdcWNtsb5yTgwcP2he+8AV/GfTCnIa4Wb0OydYmJx/71DKm69455BCjeT2uT+ZdoM6elc5GpTMtn9sjM5v0poVLbc/G7bZ63ZCd/pvP2xe/+Hd66vpRO33mpN22odNGbtE2D+2/JXRIrlVaceQW57Qc70NahZ+VtbAORej78kftpue+rBXbfn0dadS+cGjKnpuet988tMPu6DhlWw7LDvX08uFDJ+y4Ln7m9Pow//JOTVpw8TaA9PDFtLqw9jH3ndIew2Yfnb/h3XZ08FL7/Gf+m933yU/ZKwdeUTfosrW719n+W37aLr/7Xuu75Gp77dVD1n3sEevpk4OsOwZcIPgTzrqoCx3T73ldF9cYJ7T37uTpQ9r2kmSCF8IpOWgPPvig/+b0rtcF/wY9dwECS4Jbrq9O6OGVp/vXap/wDnu1d7ddfMlFNvvAI/aVr3zF+84RXRC16zsDusjr00bWeT3wyJ7hdw6P2OBKdHHNOjtwy8/Yzrt/wPovuUoXb4es59RXtDWhw+V5Udt2lrRNvWtT95Hl+Gl/q1Yaa2KqRbTTWQrzfqG+sVq47h54LSkhHy+0D76gPnhafRAHdk6r/S1h/TYbv/Fee1Jj4F/+90/Yi7rQZkXxoqsH7Xu2NPtXty5Q1ujVTF3aP4+NHpR1rtRG35Zt9Jz2oR4+eEIX6CfVzmxGYluR+rveKDCit1qs60zO5szgWl1Qveq30X0/MM6mLhp5b+4ihbUI8x2aiGFKXWKRk4hGPD+A2uugXT2HXL5ae2QXmPuGs3mBCvtHBe73GxdL7Le2ZNjuYOqgOSjtOZRv444TBdSVQ8Ueri3ar1mGOe1bm3rwY7bqxfvtpoXDtnsdK4dmTx3XrdOh5sC2deqgbdm60fY8/6JugU9qpaNbK0cnbOyJs1rJ1Gb+2TO2dfQle4/2aV15zajdtkavatGt9jLI59WDD3pZuZyU6Tn2B/FUdutEN7ftGq2CveKT0mOPPa5PHGrT+9AarbZq5axbD0HpvYQSqERrY0Ob7bmHvmLPPPOMXlFyyh2ZEd3mPqf3ag4WvaqvV9ftPaLPfkG9oHp+QXuVpBMfYLlad28dvUldkNHtdB64OKLB+PiZw2J+ylbPHLHN5160X1l30m64ZFIPH80KDGeuyROrU9THWZvRJOErpS0c6+MsQ1vt6QeftieffFIO/DF/0n9SDwN98bVp+1dXNvXePXnWLtq22QY0ATOhrNfnG2Pjv6Ncu9WOb7vJHv2zP3Pn4NVXD4qTLulJWxZePGzPr15jt+iLHxG2907a1os3aNVqvxx47Wdss7KMk4gjyUobtw5jv2bg8LNMCrh5rQTxABO3XMf1zWT5kS2B/OPHj9uRw0etv3u1rerXAwV6UXaXDDWtKstmuW9OwFaXCaXOjuj2d09Xv25fL6UzViW7tUqrB3nmumx8otNefGGfVuleUXvP6O0FB+zGsf32wztG7C3XTdvVg+F0Bw96abVsBYeN1awR9aeH57fbPV37Kw5Xn95v9yr1AzuEcUeXPalXEX1l7Ig99NTD9vhMny649AYAOTA9ev/tYL+uRnTxokNVv4q4LqVHOR6oYFNPq/Mxt2232uslPZzxmFb71f/0xHZf76B98lVd9K3SQ02zj6vNn7TTp87asYOndbElx0qOR2GSTVLSNQ8Pcot0ZmJet9MnbH4j40MFoouHGd2aPak7Ccd04dlnq1ett/4+3QXgAqwIy/XV/r4hoey2Y0dPaTVbn4fU5w/Xzp60Lef22a9635lauu+IDG8smNJbMOIBmSDbXhcD0sWCHVg9ZZfNSRcdT/pF6rGjJ/TQlfZtqg+Oa8xayjaRs79vlQ0PrbXuPg0YYQJBNNqH1U31iS2yn9XlA0dfTx/ctlFffzug29/au6mn4MuwsHGH9xnGhj3P7/WLlu6eXjtyVnBbmpCd6ru9PT3eR2c0np4T419Z2GF3d7xcAS1no49Ny0a1nakxKxvVAz9Dg+v0pg3GHqlAY99ZbT+JMNO7Vnb3klY25YziaMqGYsEiXYToIgbvSf//qEJd3mw7SzqS7ZRTx9EO5hucV0yL32DMb6D7jtUAHd1tlRFCg7Q7Ojy1zIoRv5jAtcGfDrC2Nz3dGArpv+/3/fbSbVpRsGsil3N62jZy+uV8rF+/VnuXNHGPjWsC7rV5PVV8+8Jz9nZd5d/af1Krea2OY0U7kGiQ8hc7M2hrhQBno347YUa3a1hd5TejJdQ+PfTT26PJemC14mnTen0u0CuGdbvvmCa1UX3zWC9r7hv2V4HwHswy+CCqwZT3eXboCXH2i7Ji1yHFhEMIzx7HMVB1+JvWfqh7ux6zdwy9alcPaxtBXvEF9yIZydPKsL+7UnLiWM/J2akPwqM9q13Gk1pF6u0Z0AvQV8mhHtL7E/MbBDLjHdqjtVaOZrfeAICzuWlIk2YRFjZc6o7B3r17fXWCr/MMDa6Rs6lVW7226DXdRr5lqFlhWLeE1+vBJlZDcKLqt9HFuMvsq2K+3xHr+v/ZexMoua7zPPCvvbp670Z3YwcIEAtBAKRAcacoUYtlKZYlWZaO7Hi37LHHsSeeOLE9jp3MnMzYc2JPchzHmZnEcnIcZyw7x5Y3yZQoa6NIcQE3EFywA42l97W6q2uf7/vvu1WvqqtBAARaIPu/QPV77767fnf73n/v/S/wCSR69ZCIDdcfcvBxmHFqrdkQvzJIaRTpikF1FjUmJKhrE+qXqPmT50urQnIWKtxeztQww/R4inWi/XKYYY8s6ioH8gimBJfyUdkWGZUPR89CRQ0+GEDSBHs1vFlWjsgL164RH+5Ip/LyP8rukL0bizK0cN570yv9UsvtfekZ/ET+JxmRL1Z2yL+9sE4uTPPkmXq74LKYZqMIA0v98EJ8fdisETZF5PUSlpCM4qOE+hHbsDGGZRyLpuXi8ASmzedBECFlhmqvCo8+hTQ6CT2OOtWJkmOU+KtB8i/TS8JJSWsMaoaCV+Eo9UOC7ZN1M51sR9uG0nP9Aqs7u1xbbUMbjOLDsoo2/KHkK/K+FNbAdsxdWdsBltxJzuUcPYnG+t6MRQZaOdh2EtF2SOgmsdxkXqd6C9hVXkZ9IuHlDn8esdlsWDe5HIG6PePoN5JJ7LBGu+GHULNhGXEqvYyPz/VJ/2HiXF1TG0S7jULzAtugajwIRVjBhzWlnlwLTO0ZqXSbljmltM1Gdd2CdPJDBdNX8l8XbpW9G0oymD3X4HSlOvpvzq+TizNYj4r6p6FDKAFAUC9i0HFc3yy6lO6G6jp8PEHi6eoOCSc7SNYv12fVIiRYa9W8RfJuZHOtVlCf72usqDqAoN2rVFNVhTjSyZlPHUThwJ1iAHmHSld8hPWruqs/LruLFxcxuIPAJKM69c2NDP+k64h8rON0za0PIzu0V3KbD8riLffKtv/+T2rvnbgQnTYGVHbcFeivRG9Vf4+7Ega22bFZ7dgSIJccVLs6oFAaUockBoQS/Opa1JAvKiDmhgaIKXXAaMfgk8Qu1Wp1OOTKYcHB3hEpDBhKpkCY2MHiv9tMhSux5NID4NaLNa6/CpUrewJddz6PJUiWshuwKWrbIUnlZqT3mT+pxUVqhliCfGKtGwc67clrTqSyOCvzWGfFjrqtrd1JjzCgp6n6J+wYOklTHZ2AjlJWKJiGJDFsiB7VFE1OTWIgdESks6NH2jIY7JGRSHQK+UWIIBg0MajUyWDDA3cjFzFVvGwdHgYuhslUMBlu+pyK4SmVa2HgjB84PBlIl7+2cMKBPkmpNIhLEksX+KMORKewHmA3GJdOprkZNI8ZC4b56+zoVYKeBnFuxiyNJQnEjHpoC9g48SFI0361/wjWXTr8PB65rg2yuOmALG2/W4a+9R8lPjfmUhMQZ5XeApMo2s3L01X57U3vl5/YOSG3ThyWxKzbmd6Q/CDVH46ekm37M/IbE7eDBGGKEmSdZNKTvrAfEnYO9jwlSKcmm+sK1Phkc1AZBaLDep3B5pHO9l4lgVFM++bx0VfCDIBASToVoVP1GddDkxREOH3A8AhnYPQ0GxBp6nsk8W9lqF+VcaWhnYJkJ436TiXpYRNuqySlnIHQtor6xw/Dfqy3/I0u7I5OuE0tHvM3bDso+3Kg0xHAhKOUSgiLFMhhGz5CGSfJLafAC0toz3oYBeocJLE8kIJVP4FZiVaGKqaoairNsND+SDg5jdxs+GGFhqTlVECbDRum0LdBdE9KDN+oDbbhdC2qHytAgksCGzZVNCSqzOL6SDeb0671nZuUlhlt1y5dbKtHp0V+Z+P75cd2jl1xHf111lF8tNC/a3fIETCbgQJ7JeSoa0vJLtWpS4XyXvm+XgMsWMXCRptv2MLubyoEjGzeVMWxuolh49QGG/StywZbMp8WRkkBRhIOWBipdFrYKRvG8AsSxW5Rz+fmOwxmWUg9wqb4KSxE33avEh9VaxHqJTg4sDOmhIfEaPa1MRAekESE84HMhRrRpLtC13qZf//PyfytD8kkdrVzk07spS/JtlBkJATMFwdVd23sZOm0DMbM3ctEgwNcW1uHTkG2YZorEcdieuo9DBvEzSRTQhGjsnj8OIXHAbKZlKo3OFZseQ0wI7Lss/njH70yUGD2Y32PNxDN+QMfloW7Pykz66mHMSdjo2Ny+xO/h4X0IQOiQoy42aBcQl55VF5Qrt5VfHEG8WDAx2YDSiNVegHSuQ4DdINsE2p5OPiQoFPaMwol72ETmTjnCCPqRwJTbWkMmJT4tWMQZoXagDWlYVPuwjwceHkF6eL0N0lO2ERJiEBYmGCSI2IFKoRdxcvLSv1pcoAZ6gj1ZrYyrD88BjAO0qllRIXuiEOPQUUilYQQbyYYRstH7xr/eMziqAckt5QEt2VaY1YB0VDMsB6uE/j/Yt8rSjQ94Zl9z89I9sAHZbLnFiy9wJQxpEgfx5R/rRNGmmlYjjxKjv44+D93elJmotvkwO0fgLL6WdmePSFdIy9L8sxzjYnF0+2zL8tP3PGg/Gfkd/TitC5NaCU1C3tkeUyBNIZNNIcJUkqbkGfmne0iA+kXCRanMyto55C/6rVa4tY3SI6xJplHGWobQN0IqjPABcZaFzn7gfJSsuBwb4gThItEh79knErD+cHU6C7cVpX4IT0uXWirqIs/nXmmgWheVdth+0FfM4V8hI1igXTUsAAZpqSX/UQc7ch9HASkCckl3mzptZOMwoHhnuGwX2E+ia0ef9qUT++F4VQhpZ/A6U1hE26DcUxrX1kbRJmhL+NaXT2KNBQg19SyL2Z7UCKMet6O8k4FOnlDTvVWe7KgHVOie/j0hExHtsv+K6mjc6yjD8h/AXajF2adEABrztkGZ6n+CFWkCLVHSzigILeAj1PwXW276KW8ZJOJYP3iz8xbA4HGVvXWSLOl8gYiwMarKnku04qVDKCj4W5Wqk7hT6eJ0RVwoHEbBEAYINGhdGW0Up8aYdIrF16XF7vvkaeeOqrTsSRINEkQjSKkAnreMZ5LICdjI+jEsJGFbj7QNaru/OCd/7HfleHOXfLM089gM8sR3cRwx9JJeT/0TXo3YK3aibFX4j/930R2qkgz4+IgyilxTrvyl8T6PB3wWpBuYqDEDemNR7ABBVNhKrFpHBs1vfyjUgpEji6VSVCOA15ZMy51OPoyMq+nlagTDADUy7jwI78nR7Bu7pkvPCrHTxzDBpCL8k9xosnuMD8I8umnmZsJHcPrhCqTjo52DM4ZrHeEeiESCRCyA5mJWjp4Q12eJN9cR8f1kecXeTBlUtqDjU+R2VHZOPEKwsIAnwTJQBgcPCmZ6sapULtwxGENf4SX74ei8ZNnsKsfU2IYOfS0DggcpgAAIABJREFUw1CMEajAieGc6Fq9woBI0taNWFc0wBm1DfE0uUDZslzcKTBujRfvKSGjBI+SNwU/8KbVnH9YFqHy8KF6zNraoNoaEixuZFsRMwyO+SXoJ4U2gPf0zuD40/qGm/wjn5Gp7/5ncvi5w/L8o5+TE8dPQFH1iHzvAFi4zwPbjibIxw7Chg+aLLQonHr1VVm6eEKe6VsvGzduwOaXu2TXnf+j7C5ekE0v/bmkh1/0nuRgX0x27b4FawhxZOcCylClZi0yF/hg3ZsoNg4FSYSX2fsQpG4gRChXnf5GOHdgI9E/731SLkqfnMdJWmeXuuTzM7sEkxCYvtYS0XLxifH4EnmSTH78ud3H3kVwBQaUirt4nLSUZab+Qk5rbRVlqm0V0/2UcJK49UJbxbuS0HqBrLL+se1k0XZeZtv5ItrO8TdqO0AC9WeisByLtr0PKBYsf6aRvzuBxa9B9+zFSJ/ica7UJX+ztEeXF3DNJj94Ggz7HdZb5NPVUUp6Xd2sV4IGH7WHC1iSkUMb9JsPm9tgHB+Qvg32QG1ayzaI9ZoFtEGd4WmoZy4a1gN+YHginICUOc6lTisZ4ox/dME1u6yjuYvAmnV00+Xr6B39cbl11y0yM3kE5zBgRzqWnbCdniz1yh9v+4zsO7BLzg9D7Rw2vBG2ON6x7br4ECMj9e2G92ZuegQaW9VNn1xL4I1CQMlTIIHw940DXz1mdshc/1jAgnUqJM5DiXEUO1+hKbHWIWhnjymSEqYTX8DZutiAXTPJl/5Ocl33ydNPP60qXLihg1Kqz94GtRptERnGecdnihk5jcXkT81i3Q6O8aPsZH3TJoaFVI88+cST8vnP/4W8io6O00rv3QfiGloXB9EQpHyuN3KEj8nwvZRLEgewKgizkkdIv/SsZHx169nClDth+r6VYcfHKUQ3cDh/tGs2jkgyVnaSTMsKvSPe9VO3H97XyFrvBhmdnpVHv/SoPPblx3TNZQ6k5v96NxStY/q75g4SQy2vIIpWZdf92mOytf9j0tnVIfnxOUyRcmd3Hqd2nGtIcmHPw4olVetQwjaL6dJvlzbI+xJ1dzte+2vZuvVu3by1xClVhEWpycdwDGgvFEd7jKs775ap9ftlYvJZbF5BeCBP89hpHDaJ6fMgrVDKjYHcT2XuhF7B/fFRYNGIp5ahwgd71Ffu5g2biEqhHeLVMqg9JHCUDKn0CVSfdEfLICgC3SikVrRojIvhesy6urpkHOdZU/pDMnk5zPjhsjnTOP1YgXT3FaiJ+svPfx4fWU+pFP7ejpy0DzhpkubBlyEemINf3HBRdqMub0styYbovPx5cY/84SWoxgJpIo/p6uqUwaEB+cHejfIhqZPNjkxKBgb7dc0tdYyS3rEcl2WPWQaGJHSPz6OdDSSxPcNJpROQmu7fcRprbXsxJT+mBKUIbB/A0am9UHzeiw+B/ZEL0Ln43fJ6foecfPWCzI9jzSKXnOhOdORA6zqiRRwkzfpxhSn2Vh9CTAdToj8lYyAX2K0dBKHw8E+trcItz5AnQWF7pcR0HbaXcHVKrU2g7YxdTdthBCCpX5/tlKX1jVgcuOWs9Pb2KBZugxqwSF5EXa9jcXj7h+S4bJeTJ4bRfti+GGDdsG66tOGjE3WS0kV/ZXm3NLAmBjNog09VNssjsdM1Z/U2eAxSQEgtgzb40fZjrdvgxLO69t1x3sa6zrLy+Lv+j6ubXd9WizB8o+mqyj9ef0F2dVZkKw5u2BCdC+ooNsZBUwfrKPualeroIOsolkgtzPMo2ThOS8MsCvp8wdKRuWPYaLV4WiZxPrx+IAYEnZVY6xPip2Gd0tvg2dna35sRASObN2OprHaa2GB9Y+WVgwPtmtIRwcLyvV/91/KLba/L5O2YksWxkAmsjeJUEqdl2VG7NYiY0sXb/3fpfZKFiqPTCzF5pn+P3FOB1AEmMj8h9x/7U/k6dDweDnah/ujWiHxXjyN1t4OszMfa5X/r+bQMnhrB0ZjjmIKNygiOZNyN03W8ST/1Z3JhZAA7LE/plORH15fl57Y0TtGyg49CLYsa5qlVxvgSedb0o4vlAKZrzECgFQMMkPzXbPygpp20DpbL3dCP+vVx44lpcP/wEvcMR+1wP1LCeeroXqkQhCZ68hmJHvkSvvLPy7lz52Qeevl+66DIvkyIaMKdH8gYlqaL8QVhaED4kxx+ST4VaZfxHd3yV9i1PITB+ef6Tsn9KZA6+PMmi3Wvl14EeYCKEidNiMnXs+vkfb3nvBPpOPZ1+cXBKenc1StfPb0gW+ITOC3nuHwfNjSFzdJDP6z6PKk6h7tzOahcojqikGl/5s/k4F1D8nfQRXmhckl24QSbXxuagJoqZCKULvXiYFFMWdfyTVOeseEjsnHrGdmTXpL3bp2R/296EEXLjyPu4IcUHgM8B6gIp3NhNAqGiWqja2tXwuwWYIZdxkORlTG7+OIw9InOIsyKXCo3SvMTL/ytTN06BD2pp/WDYTtOmvkXe4N6qSlhGQaSUNYHkJEXlnrlpwdf1bcsn0/iPOulHffJHz1bVAn3EtYSDqSj8qN3oN2ENpBVcKJWNMs1yviYgIoobrqpl24QmY+TcQHHqaWoPI0FKO+WEzUH73z8d+SHtnyX/MkE1jRDufZHuo7JJ9pP1dLDm873fEq2nyzJWejH5MlVWCwMbKH2CESR4LLuk9zwB5apGCOnsMBzOFHBfb2tqHf1z3gajG+rSjSdxBqTIjIa68I8CikSI7u2tkPp6iQktE8LtADIyVq07/zW78gPbwUWkw6L7+l8Xb4vc1rf+7bT8fAnZctZ9HenzyruOTLfkKnXzbw8smlGPpcdUOJdwkYrYoOkNxmCErRn9EXfWBiQR7pcnHR41W3w7DnsBMcmTJUYh8F30dKGfR/LgH2axh2sj3Qu6u54xz7redTRzwy8rC8a62jhDetoLMtlPzz7fAljSFI2pqflt3q/KsIVTWdEnkvtkW91HIKGB+gGXQQ4hJN9MdLEtk/I2H61T9cU2J+bGYHGXv9mTqml7cYgwAYMwwFYpR/op7mfRxuw67OdA/7NTsvg0b+VQdxWuwOP9bcNd68MPiy72zfLa0dPyNzoovzZ/A65s/OMJKHGg2bg5DfkN7Eu6zMPtEtlCWcyp90OUN9xLzz4I3Kw6wG5MPNlGR+BRAk7Ys9UeuRd1Qs1YtTzjf8oP7nuoNyxtyD9t8TlkW4nlfFhMJ7YHFT8dHF3KKs6ulPmrYlQ0B05jSNW6MgoLcM6NAg7dXkZF+AvN75LZifIcOEHHeFyQzvnljG4HhJhw5bp0K90EAsakp15TGeelC2yV86pHf8c+Otfll/pOiCfuicm+7CedU+by2fNAW6S2XGd/nJ55wDfWD7VXfdJBMR1w7kn5V/B/f+8D/rsoIKm2ZQ+/ItyoX0rCPw3ZXZmHkQF22owTfmVmT55ePMD8v6FJ2peNo4dkd9A9n/tVgxNyibcK49/6ZGflPO7PygvQBfnubPnoe4EukAR1vOLKHMM6lzZpgYSvUee/rdy27oBWbxrUW6JObVJr6x/UG4frcfnI2b4HGRYaJNNaw0j85Py4N/9MqROVXls8y55dmi7TI9gensuj6k6nFTETSw6YKFMWOjECT8ub9BK4CPBdRlmt18es9OnvoElH5RMYzowV1fhwiDjZ1+Qj83+tgxtTuGklph8oBsbSLDMxGOl0c6MSgb6SSnhZY351kKXPB+/VQ6VHelJgoz+5Pk/lHffsl2OQf1VGoP0wbZF6ddNb67uVVDOE7vfK9OHPyfZ7LxKYuMtdhRrnUT++Y+SLK6L+0+ze3HO95R0Q3E3TbSQk+8b+Uv5+Hpgs16t9I9Pc+k9PyElnD8//+IXZS47Ayk5Gww+PIONSdz1j+C1L3FkE1AjBG4cdKmth0mZJsPVsNGeSB7pXcu57iyI37VV1+4Ctwh4Lg/cY5tlT+Xq2048wSUlkJAi9cTi/56+Ve5cP33VWMy9/AWcdz6L5RRLAiVODSmv1U3MtHxl0255rnoLJHfzej49tSc0G2LkpuzRf6GMHpvtlQc3og1m623iatrgMNogdZhSdVG0iQhr3IhQawTapmKLAmjVV9KtukM5PbnQgzq6C3XUfaRcTR2devZzyDs2oRV4qhGkvpoIhM12CbNhw5Dct/du+frCt2V0GB9xbKf4cKQ0OMJf8MEYeLPLTY4AapWZNYsAB2wYJ1ULOnbYsVGzs9eRgpcWxg8MK12HNg7Izl2bcIwwNvLkl+TJUUyTt/0DKWFtlTdJDJa3QdHv7W04Vs8PNHhZ+ODPy+x3/QI67TkcMcdj8Dj9GZf/MrNbTmV2eu96vWXiJUh8hkE0ndqkE3u/V/JDu2puOB3Y3YYpMWze4Ve760R9t1ZzhvgxmcgfBghKNUkcOeiQaJJ0LjNwolIA74dY0h+JZ9jg0eUNTY3jiRJTXIgxnhV7XgPMyxgM/tvCfXDWGM6dc0fk+7omlWgWsZv3yCO/Eo5F2s49r+sx01hbqLyJxDZkKlhTOfXJ36rZ9OFMYo85rzTl+z4plx7+WT195+gRnCACSR5PPKIqKEqWf3/8Vvn2xg/VwvA3JI3NYZU++I/kwof/uZ6W8yT0kU5MTEN6gbWt2GgyhiUSfx6523uvXdcXxmVHfEHDGt+M9/d8vPaudsO0allxmjUmY0tpeSmyvfba3zA9+3GO+j33HZKOLiiJB1GjvkKqheI0rk7HK+7Evv4jdt5cNWYvY80aJMaU8r+a65I/j9/rg9Jr58w5+a7KcfkHvVloaBAZW3ebXLznRxrcDEy8Kj04HIBrJamC5n+fPSRn+u5scHMr9HV+ODMi7+3CIQbYiFQrP+jGnPn0b+OAg9dVV+IspnIrWEpASVCz0QlrlQw6gsVd4menI/LZyCOS7djQ4DxctrW47vqIjH7kX0Df7REshXkJ+jZxchLX5KLjcP0J6jeYIpdNEFNiTBVKvp4v71tIXyixQhvV9uf8hMvDJYqENGirlMJxSQY+DKkeh23nT/L3X1Pb6cT6Y7Ydrsdl+Z2dEfkDyDavFIuxj/xLOQIsXsbJOtyoSCxG8BH9YsN2xSAHqJu3b+6Vd979DmnHgRNFLGWhxL3ZuGU9qOfok5imIqbKf3/sGtvgk99GuqZAWrFjHutcGV6z4UcS15mqVJN1BmWmZbHMoSsDlmEB+ld/c+5uOdN/9XX09deOyQxO92K9YD1hDQgbLuG4Zcc2nL7FWQK6QbvVfjOoU7ygjtU+SPBs5uZFwCSbN2/ZrErK2FhJgPSKTl4brnYy6GxgPxfpwjQGOqgUzqVGJ6nuriBlVLORyuBEGwzueuzaQkk+f6Zdynf8uHyk+5JsOfGonpgSDqq46wHJv+tH5Pz2h+XbTzwFheHflhFMoZP8cQNAYakq/yb3LqwTGpKd489AAllngUsbb5fxe39IpnY+Iom/+z9lI84z5652pvnWuddkXf8A1LeMCg/OYGeaTeIMdCj7phtKFdzmEQ68+GHAU6JJASJhIOEETLm2PuzgdjhUoI6DLykV4oCngx78scNcTEFRMdyx466iI2V8Kj0i2cU9B15YIlD9jzQyfHSa+Me1q4fHe+QPNv2IfCL5rPSOH4XDwGD6a+6298v4/T8m0+n1ksW55lDMpHnInHhcNt31Xunt6ZO5KZB3JhxmEetaU8gnO+pjmx6UpYf+F7nj9Bel98LzQaCIGxuCiu/+cblw349Dsf1TOEXp7+X0qWGwT+6+xiCc6IA8MCUzEzn5d6mtMnLbz8oDsXMycPrrws09YVO680OSv/v7ZXjL/fLtr35N/g4bM6iUn7hnuIMXuj6h+EX+aHqj9OzbLA/mn5PM5JlaEOWhnTJ3x/fK+H0/IXPfgOQj1Y2lGtj8gB/zwLlGLtvgej0OjiQnn80dkn+6oQNHnYawgst+6ArdsnUT8o9NCNR9iUREoXeT+jvpj9JMDq0c7LQNoCDC5ecwe+jKMPvy38upk9ilD6m46ntEHj87uUX69g7JA4vPSmruUi2PJazfnLrzYzJy9w9L6dXHpb+9X6WZlGj2nX5CNm64U/pQjjNTONLw4pT8r30Pyv+we78czD4vmYuNeWSgpfXYoHP7+2XyfT8vR0+elb//ytdwrOUJfOSVUXbQ4aiLMiKSS7NeIv/IZwkk1G/GiaJs48ClUozJY8OQvO7/fvnE5mHZfuFxiWHJS9hUtt0hhXs/JRcPfVqeffIp+dKjj6F8j0l+AaqhsKFOiTs8UGLP+q3VnPjS4Kr9CzahLHGqHbu5U0G/QqxVisf2BKITwfKIKk5hYghZKPd2bRUyUzTMWlvVqXq2J7jDxxBdPz/dK39424/Kx2NPS+/YK4zVmTdqO+98n/R298n8NM7DwZRuBRtyvnwep+Pc/gn5/s3n3xCLw8Diy1/6ipJ8qoVKoc1wtuOzC6ibmztky0woLUiRr5vJZBzSRqy3BokK90mqjQC1k6SQBwmwfKI4bWdqPCu/q23wZ9AGh6+8Db5Sb4PpeDvCE5mNkmDjYxJloP0PCofx8cMjShJfdu1L3WEdcCrp3LGt6M584ETsL47Myr/qe7f81O4DciCL9nwVdTS/WJR2ajhQcovxJorxBsIBHW/QF1LazDZJMqpEE62W7ZZ6irnUhHWM5krHJefa/n4nEDCy+Z1A/WaLkw0WPzZoTjGqVBMD0svZzfLP5OflwQfvkFt2b8aAiGEaiskbGjbcuW6eXT0MLuwccotLcvH5o5jKW9DBnCRuZiIrX3gpJif23SYH7/+g7NuQkUGo3YlAVx7VGGWTnVifeUmO/MVfyTNPHZYTx7D2CV/zbbDnaROCKeZjFwryr9vul3fd+/1ycEObKh8vdQ7ITA9IEE6MeemrX5dT5wdl45Z/JAcP7scGh37Rk1+wtpTqW/LYvPF7UwfkmT3vkHsfPCSD6/sxqM/gq/9x5JsyBJBJDmIc6CBBUSaIQePn5n9aHrr/oNx+563aGZ7BGsS5GWyMgnvqHeRmhijI2S/M/yDSdkgOHNoNFTlpTB8PYwDL4T0kCTh+UDtxggSfHFCimFLU/lLhI5IxDNwV+cKJNjn9jh+Uh9+bke39UD3TiU0L3ZtlBifDcP3jc4cflf9c/m45eAc6+P37Vc1KFoM+VcZwcGIefmbme+V99z4kd7xjn5bda8+/JM+8OCp/0f6wvPfdn5S9/dA/ObRVlno2ywQW6b/0hS/KN7/+uLz8EnY+4+OgLQFCHof6k2iH7syvFKAdYHhe/luhTZ657V7Z/+BHZBfSNoAThqRnUAo4G34Ou8ovDJ+XI//9L3QD2OuvnEBdIOmBUnCSBly5w38RSp3/8OyQPPuOX5AH74nLJmyoiQ5tk/n+naoW6NWvfUNeeH5UitGPy3133ye7d++SOajCmhx70pUTJK4JaAHAuUXy6mRSfnPoI/LdD/yQ7BmC3tD+dVLuGJCpJMr2qedVhQo/DvjRA/mI1l8OWTGUr0renC3KIib/eOrH5KF7Dsj+u3YCU5FXn3tBnn0BmHVcBrNvPC5HXnSYpRNQ+I18JiHFXZguyP8zvF6eOvRL8q6tcUF1lUjvkMwP7sFxhlPy2mFKBc9JNPNpOXTXIbll+3ZZxOav6hPPgOS3ywKmx0vQGnDq2LD8fnGT7L/jM/KOQ+2yuTsuHdh4V4Zy8TJOYMl2ofxw+s7Jr3wDmD8rLz5/BB8ci8gfFIaDWFCrwmdmf0De98D9cuDOvRjIE3IG6woXuLRAiSZ2c8Mt1Rctzpflm0dnZXjXbjl44L2yH210fRLrXaFHtgJ1NHNdm6B6a1Re/qu/1g/Coy8dk4UZno8Nhe8kKQjFfbyiirNPwR/2ByQKAJ4nNOKCujn5U/LIA++QfXfuxFGXMTl9AifbZN3BhzGULT/e2J7+YO5BeXrXTrnrvn0yMNSHZQrTMj6GtgpyybbKdkUF+lUQE+peXUIYXziZlpMH/+HVtZ1XjoEgQgtFDDigr6FEf3GuJN98ZUbOXwEWTz35tBw98rrk5nEoBNoM/cdxZOxrU2n5zQ3fIx964IdRN6FXs39QilAtNp3ExwTqJrUXUFXZ70wckCduu1vuAyYDg+tUh+3E+Dd1RoHlwp/2gVCgP3puWv4YZ9Y/c9s9V9YGX0UbRHtOox/N4GMvhT7kxfyA/ErqYXng4UOy49atuuntPPqHIuobcWW9oPL9o4sb5JcTPycPPoT6eetmbUPnIb0tgFArCUYbLEEIcOr4BfkPxfWy7+BPySHU0U3dsTeooy9jJzqOxsAa8iT6DB7hezjXK7+avF8eeNedcsuuLZjRKsgw6nIOJw5RwqrScdQn/lMyzm9Pdp7ageJq5qZGIPKe9l+yorqpi+gGJw4kJwpJA4VuUXzuxhKwgLqLaoK7uAvS1gMl45vwVduOKROs8SuUFrXD0ZNHmDQ45x9OQesdOnwq3mXnMDu9oOstS0uUTKYRD8gUnKXbYzhfNyN9A1CO3NMOqQVOf4bEgno1eWLJCI58mxyb1pNJ0ugc23GSBAcCfnVzs0c8VZHeoXYMPt3S3QvFyliTlsW56JcuXtLziTkgdXd3YRfkEJRwd6IDLcnE2Aw6N6xRxCCWhpqigYE+6R3swnQlVIpAmfGlC6MygbWhgnV97XEo7oZC4QQGHuaL0tkoTirqB1vo6MU555LXM8OHz17CQJuHO+gghHuqAErh6LmBjd3S3sMj3Yq6fuv8uRGZGUfHWoFkLw5JI7bLs3ONVUhUIZkBhoANBQAKBLUlpSiUK8cXJY11sf0b2mVwY4+0YyqYU23cgDJ8/jw2DF3AYv9FqMHZKOsG1mFqLKVTuCMXJjBol4AVVBW1t8uGzQPS3QOFKZDsjY2PwN8wu2pVn7N1+1ZIQnt0XR/JyllsQLp4fhREE0cTYsDsTPdB6kCC2O6wRxKpfaACLQSJtqp09kLdzLpOlCXylcagg8X+szgjnUdh8qjIyXGstcVZ6Ok4iCakau2QUnIaneVITAWqajJYT9uHsuwbhJ7Odh4FmVP/5y9cwDna4yq1ZR57sBO4DGnc5PisTI9BMT3KKZ10JJh1KpnBbuT12Pm6sRfT5m3AqoT6hDOYh8fk3IlRyc/yxB2QZ0hOSKxiFUr4QFBQJ4lHBHr+SlFIPjM48nRLRtqhmqVQXsTxqKPA+xzclKHOZaNs2wbMkBbuSidm584NO8wgoUmC2LXjbO5MinWH4aNc41Bn1Z2U/vWd0j+AI1AhIcpjWQmP02Q58thCStc3BXnkQsXZ6XnkfValwQmQVqaRhKyzBx9X/dDxOYD60AlCFIekD6qp5rNzIGATeqLVyKVx1AOkBQM4yQUxjyMtlBYNEZvuFHJSwMlXczJ89iLqb0HTrR90cIevFH0fhTLvjt6k9OE87Z5+kJQ2SC2B0zzWgY5Cz+vFCyPQ4zmhx08m8TGSQb3ORHoRL6TgOAUmyrW0gaTf1W1UHq3j2BQSxe7jjpIMbAXOve5M8tm5WTl35oIszBb0A4c6bvlRkoDkr7svLZ39ID9Yh8ujFi+ybo1go2AZqoBA7Nn29AMLEfHghzI2GCY72EfgY3b9FbYdnKs+Ciky204qhnqFQwBYP3heeixZkS6kobc/wAIfkVyGkcV6wxEQ74v4QB7DEZlFkK4U6zrajKYfbZB1M5WJovw7ZGhTr3R2Z7Tuz88vyCXs8j976iIIfl71ZA5tGADR7NWyzuUW0YbGZBprOqk4n+XD5SysC9QEUoFarVQmIh09LCP0o33Q/9rUBonTFNogNqnrR4fWTczo6GlakKK3d6H9DqD/RX/Mk5MmJ6a0LucX8YFPUgqpOFUq0V3/EKTQyAfdTU9N44NyBPUMR1fqgQmujmKlDtIDnNahPa9DH9gJiSzqKHXrcv2wr6OjlyZkMVsAeUb5s/xQR5Psa5GmDvhh397WjmNfsbxgAid3jQxPSm62AgoMDCI4PAMKoKLoOwWnpHHmiMIR/Wg0JsMh+KY1RjZv2qJZvYSxQ+S5tDz9JAqySYlONcZBAWuJoG6oHMO55NV5yZWw4QBko1iGol0MSQ0STiSXEgx20AgBAwU3CmCAwBe+HhcIskk7fpWWuXYOA14ZpE1iWBiOxeokKlSBVMDZxGV0IJz6o1SGpE+PrsPudHZGnDopgTiVoHWugvRFIP2htDWPzQwkKlznxi9gTklyEOeAxd24DE+lOBhQOQWLJCIlUFqOqVWd5tfNDZjgRQfYhvO00xhwSNgoP0GMIGtLWBq2KMWqI9w8x5vkh9NberwlCCfjIyYcoHjOcr6EM4hxAg/XkkUwBZbCV3wayxLilCJB6kF1TooaBmFKZfRYQZybTtJDwlmMLCj20QTm8eNQoQ3clpZy+FGXI+f2YY3BgPFyA5STLHGKmUqxQahQkOT9xKuAc9nz9FvAxwJ65wQGgTQIRALHK5KwUMLC86859Ue9oSRMbsChZAx5g/SWZU6SyDqwVMbCfnx8VFl+KANfhjnEQSXPnAKllDaJcmuDNLMN4ZF08qOD9YPEpYizlYtYO1oCppEERgwocV9COS6AUDAMTm8zD1Razbqja2TxsaB1CgMvpaQkrjSsA2VI+wQK5SsRrM/EgMy6VMghXEjEk1D6n8RAlcK2bRJ9SopcXfW4QwYH8kvcK6jvRaj2KVQXZLGAYxlx6hEpWEwxA7b4oAhjxt3clDqR9LRBsklCnUC94NindRXpKiGfgnKMoHypboqnTy2BdHKQJFJJjNQx5JMbQVhXKS0ngWI4LFt+aJSRrzJ3fKNtRqkEGxuMWHfzkABRATYVwFOiTYJKskN82IYYppMGoV7CPz8YqfaK+OqaXJygpVOrJMhoF2yLLJciyHaJ53EDF7B7xA3lZoiL7ayMj4gq6koKRzamY8gzpmSTxBYHOMQr1HOGuof3aA6OdJNxclMKN3igzjDcCj+q8ONHLNuTpgegsgfnAAAgAElEQVT5JYY8VYd1jm2iAgLJ9ldEHWZZ8JAHTiknUMfZVt1xpKhXSDzbHj+ISii/ItqrxLAhkRJikKRw22E7dbopUbdQh3ioQAwzD6zrxM2TV35UK17AgwSPddRhQbVhRahl42k8yBc+EljXMyCFlG6zT2C4JKVUCcf+Koo2XMXHJPuEAtRnsX6ig9V8qoJ3lDPJvltbDM0JCFfV5SNNJLEkf2wDyI3mp1DmGecuXdoGISSg+qNwG6SkWXECecwormjLnP5GkitoMyXFFdgG/SCqmdYf7dNUQIAOhG2V/R+2ifP0IdYPEjzWM564xtkULs3QJVPIa4U/4M4TsLSOIlD27dTdyzrKjxB+8Dms8MFPwor2oxtUEXAR7YV9TIFpQj9XwZpcttkESGayClyhoIvLLCKY5tclMOjvjWyimG5yw9HOjCGgxEXXxIAkcHaChIBNPIrpR3buOFsHgwjfcKoMHQO6HkoZlxkMvOz0qaSXEpUkiAunO3HGBTpzdqbsurAoHh1KFV+mRQy47FwrIBEVfK2ShKXQSfNkDRK/FH5JSErikEQp8WMvh86KZKaMH48F5MBZRthR6OfMoFP2hFfpDuy5Po8Ek+QxASLGvCH5OsBF0WFVMWBDaAJbDGBMJ6RmPJeam3TY3Vdw1TVkGBiqGJAiIAgcmOLIZwIDItOcwCAb4Zc2BpeKLkWAtAyDBaWXMV3jhDzBXZT+kSYSFGUjSgOAIskvBhq3Hg1uYYUkaT5LwAg5RGeOwRQkKY50JHFuOQceSka1rJBH5FLJl0ouMPRz3Ry0/SAulAXVDTGtIBYk7CRPVUhi8vhpWhB2GlIp4k6MOOiyc4+XMcCRGDMuEgj86J6lwXwUQA5LIDpU6s/0CXBI4sg5SnlJ9CmxoIQ4DaKtZVjiWku4Q1653ouEpQTSU8RAVIQ0kuUYYzmC7EcgaecgRvccNLmWlh8OJGAkizGQmjiXJ8AF04JiVEkbZvu1blAHJ9Xw6JQm6izLTI+rRGjEVg3SweTosgmUeRR1hHoU2QqiGJE5UZ8ESSQ51h8Uu6M4cM84QdgxK8DBm+REp6w5BQsMYigjdQU3XPvGOlGAqiKulSwxHqhGyqBugwlqOTKXJGdct0iSpWGi3fCe+a9i4OZgXkA5lrD5ZAkffCWUIwfoCsKPQuV+G8gK63kyOJSA7c7VOZBV1ktqWQA2UbSbOIgj6w8/UBJoWzGc3MLpU2QT7/i1iTiRZm4M0w8ClBE5FeOKV7msBVe20Qg/RFDmiJ/SYk5rs37okZVagYkCDHHmDfLLdkIdtnroA9ozWxnjTqAus6wgx4PQmx+J7uNU126yzmK6mfp8kUol0A5n1E3UKbZX1+6DtgNciDW+85BuYoW2g3ocbjvE1a0PRc1mnwOsFTPET8mZa1tocVxHivIs5PEBAnJXQvvXtgjCEwP5ScIv6yTrANsNCTj7A9ZXtxGNpAjln8NHFKWSwLUMv/pBgbXo+kGBXEfghuXEukPtDiTE3NDD9dIk8FFIcrn2GyWE9PCKMkIcRai3KqH96AcX8llrg1T0zj4YdZKEU68oZ5cuAIOyxDeE9hG0I4Pk+faKA+sw4nMfDCgjLoNABeCBH2x72iKRNmojZRtk/Y3xgwR1NI+PlCqm+3MgjFwPzzwRryiwauOHv9ZRpAdYaZoYF8NAHBU2YpQzQFY8oiCqcfYJiIvlzXoDKQgqYtB/Ilkq9MDVzM2NAGusmTWOAPo0NF78IbnClQM8iRYHeJ4BlMSAyoEpjs6UpKIKSQEHXn710603bPTsdHTwh292Khw0lcSx80Z4NPza5cAfYwfNaS987XPggSU6DnShwSCoAy47GBBX1d2HzhGpQAwIB50jO2sOcJzG1l2wkPZwwPEEjPlRgsTBj2HCX1Q7aXZQiIeDD/LAf4SAHa47cg8dGgZT5kaJN/zSQwxpYdwx+ENKNS8xlbSho0RnyXQTF9pp+pBHSgMVD4ZNNxxUcK8DMoJgOmj0y5zjBCx0wxEUtnMQ100cOuC0YWwA9kyRKnN3gys7fWKuAydyqNihc1ZSFZRNBMSCWLvBHeUG6RqJLQdC90MikGRYOow4eHIA4KCHciN2VFXkDBCFO2LDvHCHOaVllLZUwGw1/cSdkiKUvw6WxJkDJfHnYAG/TIsSQYRFmlNSAknphqsHjEvLUvPHuF0emT+WKbGMI20oKDrFM+TW+Gn5gLCUkZYy8qllynhRFrXBikSK2OMfjX4zIRgOrBEMhlyzR12ElKByWQNKR9NLHzQsUx3gcO9xpxSLAy/JVhxESe3ZFFAWpFIkw6yvFUjGiFUVddUb5smFwzziHvhxE5XWF+aJgyvCioGMM4wSJJwJSNmYR93FrGps4FfrfkDGtW4Dc7QdTSXadZyEjAM3ypYfi0q0YEeix7JgWplk2iRIsBA3P9CSOAGsiLXVlGzyA5PxuLoCTJlO/ChpZJvmxwMyiR/KmH0KIUOgKGaExxs841hPkjdcgtjQnlgfGDPTh2ljJVMgzyQgJDgJ/EgzFTsUnpJypJmkVNsqMNKPQ6RNyxAfPC4nrAuoV5DOat1qbjvIPxPIPGncqFMxkFdKg2GJ/HGdOukVyg9YxPEBphJm1nXqiGMsKD8lQ/zoYG1G3ogzJW9KpIFjAvGw/sfQplkHPI604weC6xuJD2sl6hv+KVQIh32WI2Psl9i/IVyEyfwRkySkiJBtI39Mk1MUr0uWUDK+D+ZHh+LKcmW6GDjDYFkhDvaD2h5QbuwnKV1nHKwLrO8JuqU7TRfqAP65/hJpZxq17qFcUK/YLxQjWF6EdhSuo2xz2p9pv+HqjRMiIE38ACGYSE+caaIbxEtVR+wriYFuxoQ7xh2uXwzXzM2PgBv9b/50WgpvJAJorGyvHHRdF8eBwfVF7EjYwSXQ8Vc5uKEzoyvyGJ7OwnavI7emj5b80Y6v0IGg49ABFIM4OwjaKvHDQKFkAx2KEljt6khhaDiwuE5ROz0OIOhgw2857YwRBB0QBiBMBwXeND2MUW+QFh0Y8aQ6/7RjZVeFIYD5w58ovrz5U5IUDDza8evg5QYiZkdJjIbLDp6ECV0zQGL4Ko0MBidHMoOBgGQTYRMLGkd0ESZwAM9zWAfvCJsbjHEDJxFM/cY4KLPDx2BEIqcFxIJB3plDYu3IPq/whFfEm1IpDkjeRODffRwgUvhXibTGy+GF4eEtPzJ8/kigWT7a/aPLp7daYIyWaaJ0g244MGMAVSLiwqJr/tMyRFigP04aoQMXQmLcHDCRD6JJSRrzmEAFJAmiA58vRqvp0PLGPfKmvuDHfxCxMJk/ljEHdX4McIDkQKUGmGg9wl8dXIkRQvGEEZEFaaI1wufAhlsSCIarRIhuiD1s1B9x5COMDoII0w2IxN3VVVdfWRaw0jLhOl6ki4SawcG6nk+HGYNkPpT4IhxqJ+Ab5pCDO1BC2ji9DKyUXLDFKqA1bFTayzDQdlVLAuPRtufsKNmmtImG9Ubj4yYbSDGJBbPK8kGpIN0kSJAugUgzHm3zmnGmCuljG8Rb5l13hTMeSOiIkc6UBBi5MBEun/HTc+1ByljZY8iLtj84Yn3QvLP+IhwabV/MD/Ou7QkBsO7Tju1O26pzTjx5ypB+iPIKP2XUVbY2eMCP6YZhg4PRukUbfc28ME9a+nDq3cAV4iL94VIcX9ddOyJeeE8SB38k32zffCZJYmYZJj/QtDxYdqgDrFeMmz/3ccq8wD2zRuyIMZOr5Yh3Wt9ZPkwbjMbJ8Jlm1gl+TIJs0p//+NDQWTYsS9eeWWbMO50x94SE7S+seknjhB+6ZRb4zHgTqAv84GDCNM90w3eI3bVn9yHC2CL88GBdR3uucDodEfIoTLonHqzLWneAk9YdJodu0O+wD9M0oZ1A/qBpoHviynakbZjp5ztmhPdmbnoEjGze9EW0SgkMGi4HJQ5f7Aa1lWPai50SG3uVHQOlh2jvHHiU8OGtm/6lO9yj8bPtkzjxyk7aDbouHLpRg16O3Q57eQ4MrtMI/Aadrv96Z6fNqWz2K+zktONi546ERDBQqf8gFhe2S4uLyKVFOykmiIY9qHZS7NzY8TFevIQ9/+kgoenH+1pQzA8HMTe1B8f6ju7ZeTJI4uT+slN1ccQYto+XgxijAcb8p5If9cF84Ybu8KNf9qsaNgZk4k5pjR9nGA2d05PHw6Wd/okpjbpwdyR2SESEBImji6bd4UgHxJOduhrGj0GEadYBjpbEXBPHUH24zDPyrmVAQhIE4DPLDPkwkB8OMjq8eu8Ils8cLHXgIoYYlDiYuzQyYkbNcJwnlbozf3hmbETeUSZnx/rAoVcVPmOg04FK08AwHPYcqBzPYrkEaWbwDAiDId9xbTDbAaMG19N0aXkyj/o/8Mc0BGlhPXfpdPlk6urG5VHlZMgjWwSNumAkIePqTZBWvHNJhJvAGcuQg7mSa/zVadrAP/Gg0YEZHhRzjSrwDELI1s1MsM7TsDzpj2UZWGjq+JZ1juVL0sA2xhe+Hih2wFLbN8sH+edmDa24iKIm1XTRKDSun0C4xEwrOOImAWHExJY3xB2go7bSkm80TnWFNLt0B/HgvXfHaFhWDFb9IT+KN+s+pM4afvDKXeCQbjXtxJFO2OvBEnasm1r36Bh4szI4CTQwCWpdUDh4r5HCP9ypf7gIl52mkv74nh/t/GBnkIyNfvHXx40nYqv4MlN8R/IeuOOF/liKru2wzPFBx495GC2foGyZZlgE6QKmxF3jUqe4Zz1DnUCl5yehL1uXKrjXbOkf+GI8dMc8aMKcnabN4U6BgH704soaynyyJFvVUfYxmnfkmwJw3rv0aQq1/VHS7LBgHvCemUYBa/bgJ/wx43Jkf29mBIxs3syls8ppc30UGjsatBJODr5IgxuMcIOBkl/nNI648KpdhtppB8l39ITOgV03b2n0ys7PG+3J2LFod1RzqS74Dv81mGXh0BZTW3irHRsdqg3s3a2mqdbfajxB/OoS93QKezqvd+yw5IDJ4EPGd8C0YnyaR41HA2EqkBZn6tljh8iOnPYMlz944rN/VDvnL3AFJwgN7ym8Yd+uZIF2gUSAwk11oPHrHxeFWrtnlykXFRwzaGf0lqnlu3Cu6IqJojNXXprHYBCgrS9X3tMh88lypwRJ75lYNRpIcO/ipo1K1egeDyXH9NQ/HbqBUzPrpotpx8SodxeGEjA6hr3GoIWEd3TGBKhx4euUNTzrBwDcEU9NP1kIyxw/PrvNCM4nQ0VWNDzGq4Me8wY755ckzcWjZaTeGDBv3Bsd/PVZiy4IDE7UG/84jFSyRKrgglP/+KPG5zMIxlszk+4eL1x+mQ8SIMbqXGsqXGTMjbrnIM42SKOQ4Z7rBRm5IglL71bLUZ3CBg/8lSntJg5MOwNgXQzContasTi1SBm33iNMJon3eoN7GnqHJzqjPTVgwALuEDYu+lOHSKO+Yhq9YZnBSZA/DUxfBm4YDgw3Fmq61D+DR3slRkqy6YKB8Orc6x3C9CgwSB+PppUOYFyaHSYOUXXpXupfF573TytX2t6JJ4dME+sSqBgx8K7gnX6ZLsWMfQdTxcRo+vSl5s25rJcRcgd71AUuteB9EJI+BPl06Qr6YwaJlxq2OmKczi9xwAMCYZ/McOs4OT98DvDSV+5ZyxJvfLkpYKwrGi5SyEZIn1p+8INHh6l/BXwYL4xGj5f6oat2dMwX8McKzTzRCvf+Nf2ZufkRMLJ585fR6qWQjZjtGdMwSjjxoP0E7dHGuQ7IdShMEjtf18HUE8hOIggDlgxKwwscULpGw7C8cf0ZOzxv468uLD6Vl78Mxe3SoZ1Q3SvuXCQuDUG8uAT9nuu34MoFDbdMVJCGekfsA3RXHZRqHTDc1+7r7xt8aHjhcPGWdvj5OHzWNCh9ByyQSKbTk04FHeOBDgaKO8IMjB8Q1GsQmA/TRdaYTOe+7p/BMC0+PcTNEbIgjQyYhtfAmys/pJGJxn9KxXhbj1d9qAfNh4YRjoPvXcAMQ/3ij7NhuG7woyu+p71Lo0uAJx069gS+6LZu3EdBLT1IMP8xjBrJRKD1PMMn3BB35ieYhVT8WeeZ39pASgd0HgTOq6aRXplQmOb6yvzRMBx3X88f7RVHvuevFi7feBMEjEcflouzHk7Yr/fF9Pi0+HD1nQbHRAUJwx3rVs0adwyfcWm4mm7i50NmOkmoAjsd+IEtC0Q98D3LWwOuReOwcvnVcvDRB+HXQ2cw8OzfMxyY4II798LnKUi5ulEs8dphzTy48nNu+OwDDaUjyIcvv+Z65b2wDtA47N19/a976cPwuNffO398JkFkHuofqUHAmkGPs7/CaS3/wY06r5eRS1dQXnWQNBbGQ9OyLrR0i3gDn2FcA6sgOOfGuYOrIPmN9cX7WKmOIr0IQKtM8AHqI67XMwTMSPDTuBgR78N1y0dj15seASObN30RrX4CVVqBnkA7WTRwnb5En6Hkh+291rkEN6Ekat/gewvtIfAyuPpHdR54rdnxufZAF+jE8OwHFPUT+lMbNOBPvS1LSiiw8G1wHw7XJ7cWf8h9KEq9VULSbLksbjhoDgPPPs5l8dE53TMvuKnhrr0xrLUs8JLx0E1D4KGIQrdwWTMN1gxzJaOv6ri3SmcwdmkamY7a4O7DZBprUdTD4utaeN4trswbjQ+H940YB4H5MHHlrceS7i9nfJzqnn4DC29f9+sCZjo8EWI5aJ2HI63zrbBTb84v/tbCr4cb5I0WWnbuGn4PX/XH0G3YWh14/3xolRbaq3/8cf9r6VmeXzpe2TSXSzhZ3hdxIp4aNh0wzvCzdxjyrM7gRus43hNvtVspPz6MVtdQuPpa8Qkscd/Qbugg/F49BG79BVdfP/R16I/WTz77MsBVTeDXA87HNwwj8OrbEtuRLy++CvtXbL37pmstf7RvThftNG31sH24lwuT3q7WNNQVevZpCe6XhReki+lomSZ9H/gK7pe5C7tZFoFZ3IwIGNm8GUvlZkgTOwKkg41cBwaSTj8gBB2t72RaJbehQ7tcx+A77eZAvB9/bXpfSwvtm8Jgehvi937DYYXv8d53ZnTa0q8PA1c/UIasLnvbEF5TvA0eg3e8eNwbBuOmfDb4DT+0iuNq/fq0NCQ+FEkAQq0cWoXv0+GvQb4Yih+8/avLhuOj9Y75HL737y9zJZ4NWWnyr++03tSJEAv6itIVTk9TuO4VLD0+/nqZtOqrFuGo/ZX4D/sN3yOAcD1fKQm+zvH9ivn34QbXGr7efqXAa+7hIMCbTt9UmwrF5cPxeVgx/SE/euvT7a9N72vh0L5VGYT9he9D4TSEEbJfdtvkv1WZLcsfA7mKdLUKc1k6LmPh2y+d+OQqafZp8NeVwqh7qrlolabLtdmaR7t5SyBgZPMtUUzfoUQGHQIbvO8omzvzlVLWquNYye3l7Bs6myaHPi1ha98J026lNLQM03d+4cBWuG/pfwW312R9Gdx9eL6zXymP3t3lriuFsSx/zdhgIPHxtiqD5jiXhQcH3r93eyXheLe8tgoz/H7ZfXMeljlgoM5Sw77KPNLn5dK0Uv60vl7Oo0vSZf+uFMZlg10Jj1C+GelK6fYJqsWxUnjeYatryE8tnFbursLOh+P7K3p9ozyEg/f+w3b+/krCuZx/hvNGYVzWP/EKSFy4/bxRmIy3Zbgh/OlmmQniWmYPi3D84fdXkhbv/prS5D3b9S2HgJHNt1yRfYcSHHRMvoMId+YrpuiNOrMVPV7ZC5+WsOuGdN3g+MPx3rD7Jtx9PG86n2FScbU4hdy3KgOfxqu5Xq9wribOy7q9znlcKX+1cgzFd9l0tXipYbwJ/w1BNoWzUrob/NyMD6F8XK88XI9w3nQYoXx52N90mD6g5muLuJqdND/fsLQ0R2TPbzkEjGy+5YrsJknwNXREq5LymzVd1zvzbzafb9b/9c7PWg3vepTD9QhjreJv+TYEDIFVQaC+VWxVorNIDAFDwBAwBAwBQ8AQMATWEgJGNtdSaVteDQFDwBAwBAwBQ8AQWGUEjGyuMuAWnSFgCBgChoAhYAgYAmsJASOba6m0La+GgCFgCBgChoAhYAisMgJGNlcZcIvOEDAEDAFDwBAwBAyBtYSAkc21VNqWV0PAEDAEDAFDwBAwBFYZASObqwy4RWcIGAKGgCFgCBgChsBaQsDI5loqbcurIWAIGAKGgCFgCBgCq4yAkc1VBtyiMwQMAUPAEDAEDAFDYC0hYGRzLZW25dUQMAQMAUPAEDAEDIFVRsDI5ioDbtEZAoaAIWAIGAKGgCGwlhAwsrmWStvyaggYAoaAIWAIGAKGwCojYGRzlQG36AwBQ8AQMAQMAUPAEFhLCBjZXEulbXk1BAwBQ8AQMAQMAUNglREwsrnKgFt0hoAhYAgYAoaAIWAIrCUEjGyupdK2vBoChoAhYAgYAoaAIbDKCBjZXGXALTpDwBAwBAwBQ8AQMATWEgJGNtdSaVteDQFDwBAwBAwBQ8AQWGUEjGyuMuAWnSFgCBgChoAhYAgYAmsJASOba6m0La+GgCFgCBgChoAhYAisMgJGNlcZcIvOEDAEDAFDwBAwBAyBtYSAkc21VNqWV0PAEDAEDAFDwBAwBFYZASObqwy4RWcIGAKGgCFgCBgChsBaQsDI5loqbcurIWAIGAKGgCFgCBgCq4yAkc1VBtyiMwQMAUPAEDAEDAFDYC0hYGRzLZW25dUQMAQMAUPAEDAEDIFVRsDI5ioDbtEZAoaAIWAIGAKGgCGwlhAwsrmWStvyaggYAoaAIWAIGAKGwCojYGRzlQG36AwBQ8AQMAQMAUPAEFhLCBjZXEulbXk1BAwBQ8AQMAQMAUNglRGIr3J8Fp0hYAgYAopAJBJ5U0hUq9U35d88GwKGgCFgCKwOAkY2Vwdni8UQWPMIrEQur5Zzeo7ZKjwjoGu+mhkAhoAhcBMiYGTzJiwUS5Ih8HZCIEwKWxHL8Psry3driSZJaHNYRj6vDFFzZQgYAobAjUTAyOaNRNfCNgTWKAJh0tdMMMPvFJ6rnE2v+V/GOZdZIPjlgRsBXaOV0rJtCBgC3zEEjGx+x6C3iA2BtycCNTKI7HmiGbYL879I+CHkvhUyfvq89g48sop/3mgc9cfAum7h/YfTYsTTo2dXQ8AQMARuHAJGNm8cthayIbDmEPBEbhnJDAkYPcH0bgiS93c5wLz7MEFkWJ5E0m81UieXfPZx8Z7UNGxaTburq3CAYQ+reH8leISTE8YkbG/3hoAhYAjcDAgY2bwZSsHSYAi8xREIkyOSwtpzQDI96fOEsfk9s+/fXQ6KZQQR/NH7I+Hy8Xi+GCaf/l09/EbySftl4avdcnf1MN78XQ2LFYLy+Wv12uezOQwjn63QMjtDwBD4TiFgZPM7hbzFawi8TRDwRMeTIv/MGXJP8PgubM+sN7v3z5eDxZMr78aTqgaSGBDQZeQzIL5+6l3TE+KR6j5wUw8/lG5vGbr6+ENWLW9reW/5to5Fq9f069JWT5yPtxVmDVggQO+2VdhmZwgYAobAaiBgZHM1ULY4DIG3KQKeRHnSo88BJyLRpL13o+TTv8ML78ff1J4vgxW9hwmnnzX3dkqsgjgwp+5CCpFPtfD2fICTlchnzbO7afjr46vlreHtyg8r5XHFcIIsNL/X5xBR9jE6UuqfGiW1RjrruNidIWAIrC4CRjZXF2+LzRB42yHgCZQSIJCjZdJM2unPMSd1jz9hf/7egePcLQeqzq482WNsSrDgmHaefNIvnz351HdBJN6NJ19Mby08RO3JJ8NYidTR1bWYZtKoYbTIrsfwsnEE/hrSS/YcGMXFuyE2yL/Ps3djV0PAEDAEVgMBI5urgbLFYQi8DREIEye9B7HxJIm8zttFo47xKNfDH/9On+kjIESN4TUC5sigc9iKRHnyV4XUskaoQuTTk0l9h2DC5JO80adBww6TTyaD7pvIpab1avhmkMfGXNXx8vY+Hf6ZV8bl8hzKW8gBMff5C6fVl4Xz25hnxSEUht0aAoaAIXAjETCyeSPRtbANgbcpAp4YkhzpPa/8F34O7pVA4Y9/p88ht+4ZQAU3PuwwdAhKjSeDdXblSBRj9wTK+XdM0JNP+leCCXe8qZEztfdug7w0kU9GXCdufAqMTxQem8koXXg/gevapZbfwGZZfkPhek/ejb96e8+BGabPv18+4DdH1dPRmM+a+1pgdmMIGAKGwI1BwMjmjcHVQjUE3vYIkOA0kx99Vnv3Tt1Askl7797fK0BqH7wjEaQJLu6h6W9ovSUJniOQjmjVp8ddIJ5MuTTWCWbdjwu70V+ItPF1KD4SO+bBGx8+n+uEzr9dfnXpCNmHwgqHSxfL3Ia8+VuNPwhD88RAgjTquyDtSjrV3ktImUcXRzgPPly7GgKGgCFwvREwsnm9EbXwDIG3OQLLiBA4DsmWEibe6w/PSjJF3DS6e6/3cMAw1B2ZpXePKw3e+Bt35V+QI2+8FJFSSxpPrOr2zq6RRDqi5UmWD5DP/KkJrt4f7fy7MLHz9stw0EAu/4d59ibsP2yv75dZeF/1a3M6fRo1j0QRcdWwCRwTW9q5dyyrukS4HrLdGQKGgCFwfREwsnl98bTQDIE1gQDJipIlXgNiw2dv30w0STL5jn/0nn4CO/rnfxJAdePFcwGS+iq4dxcSJHenV5BORzSdfY1gBQyVbpRghf0gwjrpYgzupQvXvdMYAj+aRh8pXQf2LhVX9tflLXAbegjdIv+NuW16bIjXp4FXuiOf9PfMm94rsHzhwqWUk3mp551+Q/m9sqyYK0PAEDAErgoBI5tXBZc5NgTWNgKeUIZRUKKjfxxxcc91iaYnmpFoVKKBO5VwKkniH/4YYsVxohDfcuQLZAhvo+oIL0GcnBPe84278FYfr5R8MpSafxdijaQxnQ0ElLHUSZlzXfPOl5c1GvOKpj4AACAASURBVFzIhSeVjfY+VOIYchy6pX2Q5ICYNuZfk6wOGICn4ME9nCrRbEE4Q1HYrSFgCBgC1x0BI5vXHVIL0BB4+yOgZAkcxtM+8jYSIf0FazT5Volm8EyiqdJMwkOCGXXksgqSSaLJf1Up4xXJkTN6j8eoxOAHP4YZi2m8Gre6rZNARzadVI/37plklXYuXBLKmqRP7Rkq3ULqh1feNLjX93DHDKoJOQzeBS9ql5rTmg1vnP/wOx9m2K7BywoPtfwF7+m/ZofkMS/umTdAC5dKJZBs4oH4KRZMFTz7+xWiM2tDwBAwBK4ZASOb1wydeTQE1hYCnhSFc02CQ3t/5Y17Dogm3jvJpntWvxGSzLISS5LLVCknbdWKpGCfqsI+KlICQV1CWLPxmOQrCAS/aCQByol/kbjEI0kEVXXEk1xKSZxjW34HOomWGtzwnkSLV5Is/icBRah1kgVCRjsa545XR8rUQt+4P56IOrdwg/BWMmHclrkLLC7rpilgpo2mWqkwGzWjaUZ4DJL3eI33dExXLmf+nffk4nW4eDu7GgKGgCFwvREwsnm9EbXwDIG3MQIkK0pQePVUh1wGxr1rumLqnO512pyEJ+pIZrqcl22FORksFqR/Ke8CaPG3EotKtiMh5zvTcjZdkWy+KqVyTCrVlMRjKfgAAQX5jEbAUDVFlNA5aqVXMK6K3pAQepamDuDI5wB+Az8Mwzn3bl3mwiSUyQyyDLcBGaXlGxhPKImTNz4FPkDvxr9vvjrpIyXAiDdKkuh+mneGq8l2EQB6zQsAwIvgpUbOzCKfKvqsx8C4Xfh1O7szBAwBQ+B6IGBk83qgaGEYAmsUARIU8hclSXrPZ0cu/RpNfUd6BKJZqZbkltyU7F2clzRFbzDufWsAYyBK3XMF/e3uSMnJbR3yarksheyClCslScbaQLoEks4E6BQJlfurUj2QKVJbivh415tflOm2Nse9VOrHVaBkZPiLNAecVBOikkslbuRvjqzxvTd1UoY4Q/b+fcOVyQoZn1/iRuNS7O41C/425I9SWY0I0t9KBTgiP+uKSzKZSqvrchFSXuZFfz7EIABaB4TTbxDSsALC6VyTtGpQ9scQMAQMgeuOgJHN6w6pBWgIvP0Q8ATJ54wERcmSJ0y48tn93I3eYzpc6VpANG9bGAfRzGowzWH6sFe6JrJ52Xs0L/33b5Fn2hdkbjQr1XIRcXZiOj2iU+tKnEiaQDQrlGpGipIsLcmtC9MST0IiuqFXsrM5yS+UQMsS+JFowr0STjelXiNduHGk0hFRny73Hp5akDNHTJ1LR+K8L1wZT2AUO9zXry1eBm6ZhiikmEoyQbDT5SXZk5+TeCou5Y3dkp3JSWm+BD7Jtaz48YqA+Qv4vOOgIJyUMNfWbdYy6lPF9Jh0s46G3RkChsD1QsDI5vVC0sIxBN7mCJAYKUEMeJHeI8/OzpEb3nt3/l6JH8jfzkVKNK+NaIahHXhyWO79nj3yZGRE5kZyEqlApkeyCCJFCadyKKwBLVcLcsvcuOycm5UkWNfivi0iBwfk+JFzsrC4KNFyCiQ1jfTG1G8EIlKSRedfGWtN2uclmQ38LPTg3wONcFL13uMUPNTeEyca/94/O1t9obcVEMwy8lOpFmVnblr2QCqcwnN2+yap3jkkr794Vuazi4A5KfFoWte1kjyTDDty6UKkFaiklo/mjvHDMiztDGXJebK/hoAhYAhcBwSMbF4HEC0IQ2CtIeCJkSOWJEz+527cM9kMDKZ+pQLpYn7BPXrP+uT+bPjAHZIa7JbEYKcUF/OSH52RmcOnJTc8GXJVv914fEZ2v2urvPjEa5KfmZcYCGcM6zudaqWIDM1NybbpCelcKqgnErr12/olfWuvnDh+ApuOFiSOyeg4qJlEseYTP7qpbfwJWJcnX15i6Z810NBD6LaeyOBuWXZDFv7WS0H9sw+E601pt3FxRnYuTEl3oaivmNaN2wcktatfjh87LvlqFhi0IR8gzFQxxel0ri8AyfZh8qorTHnVcFk+Abn2EeLqcGghtg25sVtDwBAwBK4GASObV4OWuTUEDAFIx0hSYIKL3iqjWVmquS03L5liSYmM+g3+bPvkA7L5Bx+U/IY2OXv2rIyOjsrCQl6q29LS/tAh6X56QrJ/+nzYi97nXx+Vfe/dIec2tMt5EMt8OS6JeEo3C5H47ZickEyhTjTpqaunQ3IdMVmqzEuuNCdpSEKT0ZRUsdGIvMxtMoLDgGd5aSWvDJO/2iYjOoNUkBA4coabyxhP+NRJwwP9t/aoBFeXApRkz/y0tJfqRJM+OnvaZaELu/VBNJfK85JE+oCCxCHhhKhXOX4VgXOjEKfT3ZWZcHHiTvPKXJh0k2CYMQQMgRuFgJHNG4WshWsIrAEESLQ8W/KkyVmReOIddWlKSfqwMajZdO5YL7f++sfk+Zdfkif/+El5+eWXZXx8XJawOz0OSWMam1/Wb9wg79vbI22vzTR7l86RvGzZuUEuDcPP/KIky+nQ+kvnXNMQ+OS6Tk6t54rzSs5iIGZlSANBxUA2sZ6Ru7O5ihPprmJ9oxJMlfzBHtPW5IQVXGn4Ti10bpp+CANYXciE4/bEVdmdZ7MMMDAaJ+01YFjyHafOIyWgV1AyTKfhMGPxKFJelFwZZLOShZe4JCUFP5xKT2gYlPSSaDJ9jizjqmnlM6WmlOYyM2YMAUPAELhxCBjZvHHYWsiGwNsCgTDBURKEXIXtHNEK7PCg/5RIUTZHle0VaSfjaTLdt2+R4ZGL8uijj8pjjz0mFy5cEIFao1Q8I4ko1h/GEnLp7IR0DO6U90imyTdo4eSibH7nRnm563WZns9JAVP1ESrpJGfDv3Aa6ZnPxUpeFkE2+YuDmLVFOnQTkUDCScmfcjwGgDRr2rFesgLdn9z9XSX5AzFTakaiRtfwRN2fNFTBRMJJCSnkiWrn/2hY6p/Mj0+O4BE73vpn7prXZ8YD92WQ9EJlUf2slJ+lEshzKYukJCRVyUglhjQjnJiKMh15ZpwaF6LTK+LllTzTX31a7WoIGAKGwPVGwMjm9UbUwjME3oYIkJAsJzsBcdH8kjUFbuiW/ygpVGsQp0bupW6nXjwt86e3ycmTJ2V4eFiKubJ0pNslE++WdAKEM0bF7SJHs3NyaF23rNuyXnqH+iSewXR5WwqK3yuSxjWewi5zSPiKJJvkamBQJLitTKlSBDFbwDR6VpKQABbKXVKq5kHNkiCLJIrsEkH5QDDLcBsv5KQDu9njIH5x2mH9aTkakxyI3Bx+JXJHXSGJ6WsQ5Bg2G0WohombjvBjWpiaKv1igw/D5T0JbM0Ao55cXjqQimIiLovxiMxBClvMM08FWSrm4Kd1fhhmvrSIZQRYs4np80KsA9PpbUp8uW5Tyw3gczrdk0q9sozw87o2WV7+vpYuuzEEDAFD4DohYGTzOgFpwRgCawUBkpSw8SS0wZ5uaMEriNJScjnbXDyHdZX/9QXZEu2RTCaDqe2yZJKd0p7qkg78EnHuFFfqJ1/dGZH7H9kssR2blbwViiCNuSU5e+KMLC3mMFVckX0LZezUznEmXNrzIHMNCRIZ/+pRST+al09nB6RU6pPXuytytjsq5WJeimWoQQJ5jEKSGIUeyy1TUzKUzUon4ljJVHC60XRfSoa72uR8oiJ5Tv9XMX0Nskfi6WfVuxfmZO/IBSTH4yEglSJP7x2S4sSc3HlpQdYvufWYPq7pDZ2Y7i9L9yzWr4K0txfIaglm3fj8/EB2EFS7T17prMjxDLY95QrIDxXlU+oKiS388Z+XblKaGTZMl59Kd2VJB3W7sFu7NwQMAUPgWhCIvKf9l5q6nmsJxvwYAobA2xUBEhDyHE+WlLxgcw3tqFonyl3gvNbug2fMLlex5pDTwDujWbnj0owLowmoKvxdHCjLkcqEnIF0sgD1PeloRpJx7q6G1BJT2bCS3oEOSbThGEsoMy9hswwJJqWhCzMgVsW43FvqkYPjjZtomqJqeFz40E453hWRM6+OSiWLrTXRNuktlOWOkSnpyDduLmrw2OJhZtc6OTyQlLmxJahUwspJpD3OqXmA1Lu0IHeePqu+HJnD7eZemfr4AYl/9lvSmXXrWWvv6LIN60nv2y7Rvz/WEjMNrOnPwgd3yCtYgnripYuSn4pCVgvpcKQdlBPMFsd9kmRyLarqH+WaVL3nFfaUBqsDd6+3/GPGEDAEDIHrgIBJNq8DiBaEIbAWEXDkE4yzyThi6izpJhqLydlMm9zWnZfU3HJJYQSkZ9NoVDbJICecZbonJuOZiIwlojICnpSHVK8AFUaXIAktYsq7VCro6UGcpqYEMYVThBIJTKdDmTlY5xWTs117dkiubVHOnjwvi5iK7ikX5NDIorRxbhymgfypzcp/eo5PyINDt8hTWyIyfm5WKqWypGMVJeIVbPGhCYfX0dUubUfHZRFEM2zvY9j4wTul0JeWichxb/WG11v37pRsckFOv44lCZKHIJOKnTilzzWknN53ekQptWQZcYJfDYvQeOUb4msODAFD4NoRMLJ57diZT0NgzSGg07FNuSZxUYOb8HslUZyahg7MQq4kJ9dnZF8LshkOjrSof6aCn8geTGmXcErOeH+bnEsl5FgC0+VZSDRJorAZhms6k1DKnkyCbHK9ZNknJBziyvdtIMCxGCSpOJFnobAg98+XQTSXbyyKt6eka88miWGt6NL4rMy/frFloO0vj8qBn7hTnsgekfnROXC6ipI97idvNtlXzou80khAw242gGwef+KlsNUb3mfaKU3FaUKRAvKUw7pNvzMdTDIglLWyYmgsL9jXptDhqEZA3zA2c2AIGAKGwJUjYGTzyrEyl4aAIXCFCJDEOIkdJJvcNAOC+DpU+AzetUnWHb5wRaHQfwLT2hsvlWUDpnTv6OuUU/3t8kJsAes0iyBySd1IlMJmIq63rEAiOfvILtmxd4ss/u1LstSkEH7XT75f2m4dknw+r1PJc/NzsoiwuMEmA7sd2eU73m/5hw/Ltp99v8zIkoyNjUHh/KKsm1iS4l++IrNffa0hH+UZLBfo6ZNXoftzcmxaKjivnNPpxXLrzT3ec9f+LTL40G1SxprVuaOQsp4dl+g7Nsjoo1+V3Ac3ybZt26T4xdevKD+5yKIUsaGJ58ZXovhhxxQJJFYqqKEAk2WzouE7k3KuCI+9MAQMgWtDwMjmteFmvgwBQyCEQHgq2Es31Y47vEEL4xHslF5ckmcxlX7/h3dL39MXpDzhThQKBbPiLcNqm87L7dNY7rh7UA5vKsr4tDuqMoZ1nTHo5bywDptjBtNS6ixLPzYKNXOqIjYVlQ72qD7P6elpnTo/f2JEcnC7v5SWS+tTsjnVIZGJrJQXC9Kzf6vshB7Qp556Sh5//HHdNb+wsCCpVEp2dW+Ud7RIbXshIj1YW1qKYl0piDJ3opdBtFcyWz5+r+z+Pz4lJ06cUKX2+b2bpeNkrzz19NPydBzHcVbn5By46gHE6xQs1UNanp+cnD81Aj2lXG+K3PM/Fc9TK4Da0IKoBM+49byS+HoJpzq2P4aAIWAIXEcEVu4Fr2MkFpQhYAisTQRIPEkEq1g7WK6msIFmUZ6MjsvtH90huxeh2ujpYcmdHLsqcLqPzcjD+wblqVu7ZOTslJSKBZVsliHZvASp4LlzZ+XdILbtTaFyY8zwmTPypS99SY4fP66SUW6iqeZj8kp/WqoIs/fe/bJ183rJLOI88osz8uyzh+Vv/uZv5Gtf+5pMTkwJ44jH4vJyd5fcnrhXko2byCFrjUqmE7uZEiXJY8qfKpDKmM5eyez4+Q/K4cOH5Qtf+IIcPXoURHFJ+nvXSftrHXL+3EWZn5uX14+ekB0LO6WriW425yeKHfVx6NmsLmB5AV1T7yeIOFmnfgAEzDJMLMk9+QvvBfLv/XWltJu9IWAIGAJXioCRzStFytwZAobAVSNAwkLCw2MUscUaOi5LMnUxK0/njsnZbT2y8xPbZEd0v3RcyEkeu6jnXjx7RXHEXxmTe9fdIk9s7pbRM9NSwLLIKvRM5qCbcjE/L9UV1m/mcjm5dOmSnD0zLJ2JHulpj0lnuhepS8sU1lk+/fiL8nz6JcFSUGlrT8osiO0Lzx2R6bFZwf4hkNqEDFTb5cBsP5Snc3q8SaUT1BXFEpAS6i586OnEzvQypvhJ+JrNpg8fkvl0Rb71rW/JV77yFbl44ZKksCN+vGNWOtq6QWyrwhM3F7FDv1L2MsjGUGr5OT0MBfVd0pUaQL7aoTYK61hxDCdPYopy41Rr742BhZ6aCWjold0aAoaAIXDVCBjZvGrIzIMhYAhcFQIgOhEQrhiUnVOdUblckoXJeTk+fU7Onj4vLwx2yoatg7L5oxtk0w/eJn0zOFbytXHJPn9WFs+MrxhV+uiYHPjJAzI3+5LMj0O/JgxP76EkFUcR6XOrP1wbmaR6pUSH6vPsBLFLx9ulkK3IyPyE5LBZKIdTeUpYp1mBmqXO6ZJ8IL5LNkEH6MZKuwyUIJEleeO+nyYOyXxSikjl7UXsmi9FC1g3Sclm8yS4SMfuDXL69Gmd1h8ZGcVu+pR0JPskE+mRVLVD4okEzm2H/k6swYwsNpHaUMaYHx5UmYS6qDSUuqdjnfi1ax7jqmAefstU7E4ppt8ExIQ3MlAjmCFQ7dYQMASuKwJGNq8rnBaYIbA2EeB6P52qRfbdjma3BlCnZ0O8his4uXO8XMIJQBBHclp9cnRGzpwclvautHT2dMi6wV5Zv3lQNty7T9ZPYBr+qYsy+81jy4AtTS7I1pmYvDrUIdMTs9B6FJFUAueC67GRlDo2kikfAMloW7IdRLMbv17pxC+FHe00kQL0U0KcuGc+I5vzHTJYAkFukpKSsK1kItiJwyWSFeyk51GTetSlnv6znGxGetr0iM7RUUc0O9v6pK9jCJLWPqjZbMd0fRLS2goktQsSza1MNrkBKwVy2ZboxK8Lvw59TlDPJ2hopIKTjFA6ttN8pVIze0PAELjRCBjZvNEIW/iGwNsIARIWTyp9tkgolX+FFv752wrIEvVoVjCtXIlggSOkdBkcwYjDe2QknZIqT8aBhLCyUJTZhZxM4zSd8ydHJJ05IW1Y+9jT3ynbsLv89uoWiT4+7KOsXTOLVZWKnjlxXgo4H5270t/IkGzyOMy2ZEYyOB4znYJEEBJXErvdI/OyU4WpmEcPTCtyGUfaSvMtdIYi/iqmv1Vxuh5LSdLb2kQ7UjIzhX3uOKUok+zQ6fyutn7pxi+T6lTSXIIUmJurIhFupmodFsl1Eqct8Uz5VAw/5CUJosnd+iSbSrlNbNm6EMzWEDAEVgUBI5urArNFYgisDQRIRqucr4Uh4eJO6LsmsJ4Q09oJEKcUpnwjsC/ghJxn9m+U0UuTModp8yrWTILFwi/ODcdxkaX5gkzPLcjEhRk5d+KijPYPyPtBnJpNZC4vfXt6BcJSTDdTt2RcJYLN7sLPPAM9HsNmmjjXNCZVXycJ6K4zlyBJdTvkmwlmsq9Deu/cLp1QU5TZu0GS+9bLi5/8d1Icnw8HrcSOUl738+SwtYS1CqX1i1ClxPWlPJqThLMd0kke15mBdJLntBejOE8deERksSGe8IMuHYBbLlOgNDQGcsp7YgH9R8CVe+JbpyEcjt0bAoaAIXCjEFjee9+omCxcQ8AQePsgAO6iU+dObIb7xqy5Z0r4ylJIx2VwJqsOlMRBypZaKslDe7bL4zhTPJsFYSvHMQWOaV9sJqIQjtPPxUoe6ycXZWlhXs4ujiOO9XjXOIVdwZnimY42icSxtrGYgxSQEkm6WVnCyZN0SND4Y3hM69D4DIimI47hODZ/9B7Z8NG7JL5/vUxMT8nIyAg2GJ2Ui3/+DewQX1xGfzmNTkMpKU1lBWmkvgTZpPqiSBVT95BEJhNtwADHdOJEJK5tdekAEQUhbpYmq//gD3e8uzzFkOvgtCC9ksQzf0Hh4FK7Dwdg94aAIWAI3GAEjGzeYIAteEPg7Y6Aks6ABJLXKKGBdJNXrl2cx8k70Iq+jCj2Hp+SLdCZeeb0OcnPFSSJDTJJSBtJrsAE1W8qvoDTfZIyCClnK5PZ3I9TgKK6IadUgR7Ncl4Jayuy6YmWphGB8Zk/KkBfP40Tf2AaiOb33i27f/NT8sILL8hzf/p1OXbsmIyPTcjMzCymv6fkl/J3gGw2kVqk2+U7IHhBPBp40x/Gxc09UHuvm5ooXXVHcGKdJSbBI9hFDhT0Pf4sMz4/fMEwaJi3CP+8oVnu5oq8vWG45sAQMAQMgeUIGNlcjonZGAKGwGUQUEKzjPwE0+d8GUyjU7qHSXGZWGEd5fRjL8vWvoPSi2Msz8+NQ4qJk7zjSZ3aVpU9mAJOQmIZgfTvnStskElv6oVuyimoCMKZ6WWQzSim67GDG6lZloNq7SQfyBshOSXJLEKfUQnrSNtzTQoz4bv7Hdt1p/jnP/95efLJJ2VsdEKqdIagu6HTMkkpZjMOWJ+qJJAwAAv/W5YYWpBQY0kBU0qySOX3lOySKPOZ0swqw4OQdHluYBfkhzjrRiRIkXUZgspTmQCul2U6gh9DCdLE6M0YAoaAIbBaCDR9lq9WtBaPIWAIvJUQcISlkfLUSExgHZa0kex5P1TZPg1S2MpE/vQleajUI+uGMthMviDZJRwhWchKHtPnBZDADmwaum+yLAN5ELKmKfRYG1SXP7hLJicnZSG7AClhsEaShKrJLeMu55zy9wreUxE8VRNx6r2cy0oM+jGbw1+4OKWqiY4cOSKnTp2SLKSrXF/JqfqH4ttbZQebgwKVS8GpPWFMWnkg2VRayfRSGlwhAcWt/kgOac/8LPft88MVmSrVxcYrkmcl0FiCwCUM3KClhJWF0WRo5X9Nr9S+2c6eDQFDwBC4VgRMsnmtyJk/Q2CNIEDCVCNi5CzKf0J2sCJpUX6HG/2n7IiyuYgU8yU50RWVe1bAq/uJEfkYdqaPdaVkHpuIKvlFbCRakm6cLd6bpTLL1mb7px+SuXhRj3nMzkM9EKbhKR2kVLDUgmyOffmIZLYdknXYsd1V7ZLBfFKGu6B+SfKylIpKW6GRkJ3/3BOS+KmDusOd+YhDoTt3fT8U3STvLW5qmagqlbrHuIaS0+lwgp9eW7p2ltxQ5f7RPTyoNBNsE2tKXRiYbm8hHfb5GYCO0M5YQQZwGtLZJJYFSBFrQcHO4SdapTJ9SEsRh08Hr/7eJytMisP3/r1dDQFDwBB4MwgY2Xwz6JlfQ2ANIkAySXLkiBTuA/JC0uSJDKVpYDp0Qu4kp6BTc+tt62T9qxMtEYthw9AGaBLagLecCvZK2Wskt8lXx/ZBGfqB++TxV56TE8dPSS5bkA6QLq57jGAXdiGN9Dk97zWf5UUQsN99Uj5e7YZdt5zdmZTKjg4ZOz8hYz1x2TbWqAi+NJeT1L8/LB/duUe2DESlazEuOyu9srHojp9slbY8TiGKb8baS50OR/4BiEOhloyWN4qbl2jigdLNCPELptnzSRDGpg3pzfk5vR3p2tolk8M5KcwtQQrLM+lBvUn8Q2XDBKxIKFlggVnRjXdgV0PAEDAErhABm0a/QqDMmSFgCNQRIDlabgJyFRAsuqGkkUdVFnNVeRrrLxf3Dy331mRDEud/Ta/0MQXdm/t+/fvlQn5avv3tb8ulcyO6mSaJMyb5S0D9z1SGCtFbJrIW9q5N0N955y6Jt0Xk9dSCaglqjq8KErzx6JJ8z8wWeVd+vRJNn7ahjxxqdi5L5yalvR2n96SwySmQbq6UDueZtN2tz4QHR04p2eT0N46o1CyAeM5AVdRK4fj07NmyWW5/5y6Bik4plLkMYRHrWHGCEdamcrqegbkwAlz8c2uYluXNLAwBQ8AQuFYEjGxeK3LmzxBY4wiQuJAMNf8cqQE4lKiRSFUhbcSGmumRRfl6BmeXv2cHpHZ8d/Vm6OF98s7/9DMysyWp54k/9+wLsjhXxJniPEGnC2Qzo2sqh3EaUbnLnQq0UiydlbieVITZ8f+/vXvrkew6ywC8+nyYg8ce29iWQoKMsFEsJ7mJkBAoggDidIXEDTf8CO75PfkH3ICELKIIEYtEQXGESUIyxGPnMLanx+6e6QPft3bt6l3VM+M59HKsWU850121a+1v7/X0EnpZ+1TeOvplefu1izUg3qv9GOpWNtbKq//4N+Xqn79+pumNf3+7XN25XC5evBhZMw+D58zvvfs63IJpfhC9nqt5XM/bjNnNDJvxPp5ZWX58MW4iH3263+tSOL/4uefKajxvff9or9yOZ6rnuZz56MwxqJ75W00KxtYmn7wlQIDA+Qk4jH5+lioReKIFMqhE8hkOoU/y0xCohtAZk3kRbOqPOoOYgTNvTr5RtspxPAby3f+9Wf7l84flq3//enl5b70cvXmtfPT2u/d1W4+g9eIfvV6u/uGrZftrv13+6623yhv/9Eb5tze+Wd796S9j5jQePbl5pT7rfCvuUbka6fHjw8Pyg9eeLa/djBnC7/3sTP2NCKKbl+LJQTtbJW5TGTdX3y9v7P9f2f7r18vvXDsp+2/+5Mw6OaP6wp99qbz0d79f3t8+LP/x7W+XzSub8dSejbIRzzHPMJoWW9+7UV564cVy/Uc3ysn+cA7p7e21srMbM68x45nt8nUY+5hBNG/CfpLnVcZjJTPv5VXm83waE5L5YS/OJ/3+q1fLl+LUgPv1ZydvM7V6HBcJxS2gTg5yTjlOLYhtRmA9nhetm68/hr9p1JQzT1G8I0Dg3AWEzXMnVZDAkydQA+UsJGXv6ixYhJd60fWQLXNhDS2n4TO/j39xwUzcxCjun7lbDg6Oy/UfflD+9db3y49efb68/Lcvly9c/b3y1N5J2YxbHa3EYeu4uLqsR2hajUPHm597pqy/dLncvP1x+cG1a+Wtb3yjvPlmnKf51o/Kh/Fs9LXjHQKp6QAAGkdJREFU3fLU1jM1bO6uX4oZzt0It3Gz9Lhq/Me3DsrJF58rr/3V75YXVndKTPiV7auXy3o8k3zz5efKjbgK/Xvf+nbZj3M543ag5Uacb/nG5n+XG195pXzpL/+4vBjPJ9+O561vRCDdeDref/GlcmPvg/LNt79bvvOf34l/3y3l5ZPy9T/5evnyV75cdnbykZclnor0Xtn+5x+WizuXyn48jvN6XHz0ra+8UP7gT79afvOVeOzmet5D9Kj89J3r8Uz3m3F7ojjVYHW7nnKQs5hZo56zGaDD73jk5J318j/v75fj158vr//FK+WlOD91uT/vZ3+++WbZuxVX5seV6PXZ7HHvo4iuGWWj7pAo6+94v/D5yRuyekSAwGdIYOVrF/5h+L9An6GdsisECHz2BIbDyHmkOdJl/V8Eyfwdh8Tz92r+jn/5O59RXpfFDdfzdRL3vzw+idvylP04xHuz3uZodfew7D61Vi4/t1ueef5yeTqC4M6FnbKxGYfdo8ZRXJl+cHBQPvzwZtxM/b3y87jP5S9+/qvyfgS0mLiLGcW4Cnvz6Xim+DPlUgTO3c3Lcb5mhrYSTx+6Uw6O98rK9u1y4fmN8uyLl8vlZy+UjQh+GcT29vYi6H1Q3rn2Xrn+k1+U27eO4/B7hNvNrXLhyna5+sKV8vxLV2Kfnipbcf5nJulc593r75Zr194p1392PW7s/mG03yif/60vlGeffSZmN4dZy8MI1LmPH7wXz2o/jJnPeDLQpad2y9Wot3UxgvDxx3X/Po5HVV6Pi5P2fhk3tC+XIjQ/G4+rfDqe034hwmeE7ZhyzQuE8lZG+3f2yn7250I8V/43Nstzn7tcrjx3sWzE05nyfqF566df/fxG+Vn05Z2YUT3a2yi7q1fKztrTZXNlp6zFlfp5o/h8Hder3YewWW+xFMEzbwc1/D8Lubw2m4fR4ZOfBAgQeHQBYfPR7axJoCuB8fBvDZj1RwTM+F1DaCS84fcQNvP9GD6H9pFlVvIW7xk4D+J8wo9qGLxdbpXDvGx88zCCU6wTs35xQXnO6dVQeHgnA+d++fij2+XoTtykPGb+4sGWNWjujs8Rj5C5E++383zNuDgog3ANqoe34nB6hLSTm+Vw7aOyshGzffGs8byJ+0Ec0j+IR12WO2s1iG3FuhkKc1Y0t30c7Upc0LQaj9PM30dxD8v9g9txuD2u9N6PpHsUHY5Z27W1OEUgDqEPj9kMixgR8eT1mMXdLuv5RKQIxBtxmD09jlcO64U7+/XinbhaPFJd9mfjZLcG5QsbT0XQHGZn1+JUgJCobY7iZvW341ZQud7+4c1ye2Uvnu4ZQXYrPLM/s307+OhO3DYqLsk62i7bq5dq2NyM35sruxEzw2V2GD3vFFADZ4bK+Fff16QZH2Ofau4cE2dXI1xnCRBoJeAweitZdQk8YQI1HGVynLyGTJKzYrn89DZI2Sy/q7dFqhEsw+hwOH0zQlTOfK7FuZzrx1vl4OhWXK0eATAOZx+vxAUtEa4ylma9vCp7JQ/BR3DbiQC2Ho+zzCvOt9bjfMs4zJ0hMUPmZhwmX41zH/NipMxNuTfrsWwjzl/MkHoU5zwe7MUV2hG04lTJOMS8Xs+VzBnE7Xwmecwm5j00a9iMHc8Ad+d27tNH5U4c8s57tZ/EYf4Mhhng1tcjYMb+D6EwNzlziXVzRjLmSKPNZuxrzCrGjGl+nf06jpC6eRgzt8d5sU8c3s7zWaPNdhz+Xy+x/bwvZlwUVENfPv6nviJ2Ro087zX2JGrETdwPTuLCqNi3mKW9E4+8jG5F3+NK/DBIi63Vi/VCqdx2htbxlX+T/Fdf9f34YWzhNwECBM5fQNg8f1MVCTzxAjV4Row5iTRZ5/MyuESva5CJNzlblvchz3MO83dtFSEqA+dKLNiIubacAazhMcLR4UlcOR2H2fNZ6kf1kHve83IIQnWWNGYc88KfvK1RHu7eWIvzKPNWRxEW1yNgDSEtZgLHMHwS7Y8zoMUV6Rls4xD3Rjz5506EyKyfs5cZwtZj1nEza9Z6eVP4IZjl+Y75nPUMbXmxzfHqYawz7E+GyZzJzKCY4bRedR7V5p3PbUebDKJDmyEAH8d2V3M7MdOYtyNKwyF0R4heyX7E9vOczeh5PaxdPWeHtbNm9CbXDcD432bMyEZ/0ixubJ9PCsoVcwYzPfIpRzkDvBbhdQybw98m681qzv5etV+xbi73IkCAQAsBYbOFqpoEnlCBIZBkaDzt4JBRIk7Gwvp9TsjFOZdjdpkHz1icq63EDGEeYs9PGa4ylG1GKDyKB49neI15yMhNWSTDT84URrjKcJqhMYNehM18dnoNchGpVuMWRvl9BtrjesVSBqesH+1P8rB6BrVoH0FvMw47503js3JtEXXWMzTW36fBbD1mRDdipnEjg288nSdvHzS+MrzVwFn3K8NpVpqEtShez2OtAXHY9/p97Fv29ShOJziK+vUVSLGXQ19itjX3O78Jvfg5BMNsl1my5Gxsfsj+RJ31UDuMmeB8LOUYIOt+pUnOaOYFV3WN/FvEPsa28m9S/y71d25j8VW/W1zkEwECBB5bQNh8bEIFCPQpkAEnZzUzIMaP2SHztIjlsWic1czoNAbOukbmnrhafCVmB4dwFI0jgOVM3EkcOs6ZtpUokLOUNXRF+2yXn/K/YZ18JGSGvgx7eW7jsN0hDOf7WajKKJfBq842RpiL2cM8NJ/ZrZ5vWusNYXQlZ17jv/FVD5NHy+PYr+M8pD1LYhmqh8A5BM35Nmuey75EhWie+xc/hpqxbHgOeq5zXKNx7kO1yhaxf3EV1bCJbDumviiXHrVlXSH2NWYrMzxu1MP4EYbzivPArvueTbOvEeKjg/E+BGu/xqBZC8b6s89ZO/83bi9Xn7yvG/aDAAECjykgbD4moNUJ9CYwhJGINhmqJq9cnoGn5p34ke9OA2eGrZq9apDKQ+l5W6ScsctZwGxdw1Jdexac6vvhmwxNdXMZMPNdfI4pwviVW6lbnOzJ4tshO2WwXa3RMdcYYmKtGNUy6A3v85t5v+o2c3vZr9qheeEh5A4fM3xGQqt7UdvF4tyj+iOCXp5PWV8ZKONV+x3t89N8xnHYQmx7CObZbh76xvVzYbYLs5ypreE1g2W2zf+yXfyrXcn3se1Bb/gu69U22WyhZiy4x7LhGz8JECDweALC5uP5WZtAtwJDYJkFzNnsZqadjIU5k5kZLDLlPGTm+1ynLo/YV2cua1DLAJaRLtfJsJcNB9Ya5EbhIQ/W9XJRtp83HNvc5XduYv6qSSwWxMJcO7+q53nOPme9hfYZ7uq+TItEn3LdScMaGutGol2sMAbF09/1y7q7KZRbHurW5sOXsZ3s09CvyfL4dqwzX6lWGGd0a4Nao+5S3d+sNSzP7cyD5ux9/SpbTD4PzWOBFwECBM5ZQNg8Z1DlCPQgkOFlDFv1fYanpcCZsWV6+HwMoOkzznJGyhxCUaSkoV6mn1mwq7ltup1BNg+xP85rNkdaSwybynpDzUl+PLOJ6XdDUDzdjzE4DkWHVZdD42lgzK2dXff0+9PvstK09thmumzY2izkju2jQbbJ9rXtrOT4uW5/spnaZijkJwECBM5dQNg8d1IFCfQjkCElQ1iGmAxx9wqcNahlu/iX74d/mXYyZA6fp8EzBccw+6jhchoqF/8iudOLS8ZtLS6d7dfywsnn5ZA2hsExS46hctqutpkuiHrTj/MaS8uj1XzLY/uxbf08Wzj9blg+/H1y5fw8DZq5/rT9fAPeECBA4BwFhM1zxFSKQE8CGVQypGVYycBYXxlm7jLDmRGnJrzaONsM64zrjYFnHjyz2GwGM9d87Ne4oUmhxYA5bOUuzSZr3PvtuP9jizEEzpNcfDFtM34/XTYYDRUWl+e6pwqTt/Oi47KxXf08WyWXzb/Pv8Nk+Zn9HRf4TYAAgXMUEDbPEVMpAr0JZJAZA2emmBrgMs/MAufwfahEistlQ5iLpJnpJ3/NQud83Wg6BqbaYAb6qCHw9O8xS1h1V2Kj8RpnHfP9WP+0VS59+NcY6nLNsR/TZbnV4bv6a/Z+cauL7aPJ0oLpx3EbCzVn5cbvsv28r3f57nRPvCNAgEAbAWGzjauqBLoRyFAzDZzZ8fkh9fxQT4yMNvFfDT6z0Jnva8gbst/QLNedfc6INM4+ZtvHfY11xxB2Wm++wdNFk3fjepNFy/lv8tXpji7v87jdheULH87kylp3XG+ykcXtn24ylp9+GN/WoDlbPH4/fpc1x2XT+t4TIEDgPAWEzfPUVItApwIZWMbAmeGsfs6py3gtz3KOoTO/HtYb0OahbpL9alCafzG0O4+fiyVPA1rWHgPuuJ1pMBuXTX/fLawtrLPwIft8uvYnrnvaNFacfhjeT9dfqDttLGiehbOEAIFPVUDY/FS5bYzAkyswBMfTczjHz5l7auDMrscs57A83w/BroakWfDMJotBMJecznDmp/N4jbnt7LZya+O3j7alaejLCtNAOHxeqnuPzS2vN11reRu17nS/JzWndcb1psumdb0nQIBACwFhs4WqmgQ6FcgQM85wDgRD6hmvDB9DZ4aeYYYz20fLWThaXHeGOAmiLVjvFjgfZztjoJvXmAS/cdm9wt6ZdccVZr/vG4SXtjPdxrTudPlSeR8JECDQREDYbMKqKIF+BcYwsxgchyQ0hs7UWQ6eddksFS0EwKUQdV6y4+HyaRA7r9qjwbTevbZz3wA5FngAg+VtLm9v+fuxtN8ECBBoLSBsthZWn0CnAmO4uVvoTJKF4JlTm9NzNSfhatruPCnH/btfzYXQO2m4HOQmXy28vW+QnPRxYaWlDw+yn+Mqd9uvh1l/rOM3AQIEzlNA2DxPTbUIEDgjMIadxdCZzZbSVubNu6S7+wa2M1t7wAWTYHu/Ne4W3u7Xfv7dUtfmy2dvRpPl5Z/0+UH351Hrf9L2fU+AAIFHERA2H0XNOgQIPLTAGIDGQLkcnDJnjm0euvjDrjAJg+P+PGyJe7V/kD4s9/1etT5p+YNs65Nq+J4AAQKtBYTN1sLqEyCwIHC3gHR21nNhlcYfJsnzHLb0sEHybh7nsBtKECBA4DMjIGx+Zv4UdoRAvwKfZuBansl82HD4IH+lT7M/D7I/2hAgQODXKSBs/jr1bZsAgU9dQBD81MltkACBzgVWO++/7hMgQIAAAQIECDQUEDYb4ipNgAABAgQIEOhdQNjsfQToPwECBAgQIECgoYCw2RBXaQIECBAgQIBA7wLCZu8jQP8JECBAgAABAg0FhM2GuEoTIECAAAECBHoXEDZ7HwH6T4AAAQIECBBoKCBsNsRVmgABAgQIECDQu4Cw2fsI0H8CBAgQIECAQEMBYbMhrtIECBAgQIAAgd4FhM3eR4D+EyBAgAABAgQaCgibDXGVJkCAAAECBAj0LiBs9j4C9J8AAQIECBAg0FBA2GyIqzQBAgQIECBAoHcBYbP3EaD/BAgQIECAAIGGAsJmQ1ylCRAgQIAAAQK9CwibvY8A/SdAgAABAgQINBQQNhviKk2AAAECBAgQ6F1A2Ox9BOg/AQIECBAgQKChgLDZEFdpAgQIECBAgEDvAsJm7yNA/wkQIECAAAECDQWEzYa4ShMgQIAAAQIEehcQNnsfAfpPgAABAgQIEGgoIGw2xFWaAAECBAgQINC7gLDZ+wjQfwIECBAgQIBAQwFhsyGu0gQIECBAgACB3gWEzd5HgP4TIECAAAECBBoKCJsNcZUmQIAAAQIECPQuIGz2PgL0nwABAgQIECDQUEDYbIirNAECBAgQIECgdwFhs/cRoP8ECBAgQIAAgYYCwmZDXKUJECBAgAABAr0LCJu9jwD9J0CAAAECBAg0FBA2G+IqTYAAAQIECBDoXUDY7H0E6D8BAgQIECBAoKGAsNkQV2kCBAgQIECAQO8CwmbvI0D/CRAgQIAAAQINBYTNhrhKEyBAgAABAgR6FxA2ex8B+k+AAAECBAgQaCggbDbEVZoAAQIECBAg0LuAsNn7CNB/AgQIECBAgEBDAWGzIa7SBAgQIECAAIHeBYTN3keA/hMgQIAAAQIEGgoImw1xlSZAgAABAgQI9C4gbPY+AvSfAAECBAgQINBQQNhsiKs0AQIECBAgQKB3AWGz9xGg/wQIECBAgACBhgLCZkNcpQkQIECAAAECvQsIm72PAP0nQIAAAQIECDQUEDYb4ipNgAABAgQIEOhdQNjsfQToPwECBAgQIECgoYCw2RBXaQIECBAgQIBA7wLCZu8jQP8JECBAgAABAg0FhM2GuEoTIECAAAECBHoXEDZ7HwH6T4AAAQIECBBoKCBsNsRVmgABAgQIECDQu4Cw2fsI0H8CBAgQIECAQEMBYbMhrtIECBAgQIAAgd4FhM3eR4D+EyBAgAABAgQaCgibDXGVJkCAAAECBAj0LiBs9j4C9J8AAQIECBAg0FBA2GyIqzQBAgQIECBAoHcBYbP3EaD/BAgQIECAAIGGAsJmQ1ylCRAgQIAAAQK9CwibvY8A/SdAgAABAgQINBQQNhviKk2AAAECBAgQ6F1A2Ox9BOg/AQIECBAgQKChgLDZEFdpAgQIECBAgEDvAsJm7yNA/wkQIECAAAECDQWEzYa4ShMgQIAAAQIEehcQNnsfAfpPgAABAgQIEGgoIGw2xFWaAAECBAgQINC7gLDZ+wjQfwIECBAgQIBAQwFhsyGu0gQIECBAgACB3gWEzd5HgP4TIECAAAECBBoKCJsNcZUmQIAAAQIECPQuIGz2PgL0nwABAgQIECDQUEDYbIirNAECBAgQIECgdwFhs/cRoP8ECBAgQIAAgYYCwmZDXKUJECBAgAABAr0LCJu9jwD9J0CAAAECBAg0FBA2G+IqTYAAAQIECBDoXUDY7H0E6D8BAgQIECBAoKGAsNkQV2kCBAgQIECAQO8CwmbvI0D/CRAgQIAAAQINBYTNhrhKEyBAgAABAgR6FxA2ex8B+k+AAAECBAgQaCggbDbEVZoAAQIECBAg0LuAsNn7CNB/AgQIECBAgEBDAWGzIa7SBAgQIECAAIHeBYTN3keA/hMgQIAAAQIEGgoImw1xlSZAgAABAgQI9C4gbPY+AvSfAAECBAgQINBQQNhsiKs0AQIECBAgQKB3AWGz9xGg/wQIECBAgACBhgLCZkNcpQkQIECAAAECvQsIm72PAP0nQIAAAQIECDQUEDYb4ipNgAABAgQIEOhdQNjsfQToPwECBAgQIECgoYCw2RBXaQIECBAgQIBA7wLCZu8jQP8JECBAgAABAg0FhM2GuEoTIECAAAECBHoXEDZ7HwH6T4AAAQIECBBoKCBsNsRVmgABAgQIECDQu4Cw2fsI0H8CBAgQIECAQEMBYbMhrtIECBAgQIAAgd4FhM3eR4D+EyBAgAABAgQaCgibDXGVJkCAAAECBAj0LiBs9j4C9J8AAQIECBAg0FBA2GyIqzQBAgQIECBAoHcBYbP3EaD/BAgQIECAAIGGAsJmQ1ylCRAgQIAAAQK9CwibvY8A/SdAgAABAgQINBQQNhviKk2AAAECBAgQ6F1A2Ox9BOg/AQIECBAgQKChgLDZEFdpAgQIECBAgEDvAsJm7yNA/wkQIECAAAECDQWEzYa4ShMgQIAAAQIEehcQNnsfAfpPgAABAgQIEGgoIGw2xFWaAAECBAgQINC7gLDZ+wjQfwIECBAgQIBAQwFhsyGu0gQIECBAgACB3gWEzd5HgP4TIECAAAECBBoKCJsNcZUmQIAAAQIECPQuIGz2PgL0nwABAgQIECDQUEDYbIirNAECBAgQIECgdwFhs/cRoP8ECBAgQIAAgYYCwmZDXKUJECBAgAABAr0LCJu9jwD9J0CAAAECBAg0FBA2G+IqTYAAAQIECBDoXUDY7H0E6D8BAgQIECBAoKGAsNkQV2kCBAgQIECAQO8CwmbvI0D/CRAgQIAAAQINBYTNhrhKEyBAgAABAgR6FxA2ex8B+k+AAAECBAgQaCggbDbEVZoAAQIECBAg0LuAsNn7CNB/AgQIECBAgEBDAWGzIa7SBAgQIECAAIHeBYTN3keA/hMgQIAAAQIEGgoImw1xlSZAgAABAgQI9C4gbPY+AvSfAAECBAgQINBQQNhsiKs0AQIECBAgQKB3AWGz9xGg/wQIECBAgACBhgLCZkNcpQkQIECAAAECvQsIm72PAP0nQIAAAQIECDQUEDYb4ipNgAABAgQIEOhdQNjsfQToPwECBAgQIECgoYCw2RBXaQIECBAgQIBA7wLCZu8jQP8JECBAgAABAg0FhM2GuEoTIECAAAECBHoXEDZ7HwH6T4AAAQIECBBoKCBsNsRVmgABAgQIECDQu4Cw2fsI0H8CBAgQIECAQEMBYbMhrtIECBAgQIAAgd4FhM3eR4D+EyBAgAABAgQaCgibDXGVJkCAAAECBAj0LiBs9j4C9J8AAQIECBAg0FBA2GyIqzQBAgQIECBAoHcBYbP3EaD/BAgQIECAAIGGAsJmQ1ylCRAgQIAAAQK9CwibvY8A/SdAgAABAgQINBQQNhviKk2AAAECBAgQ6F1A2Ox9BOg/AQIECBAgQKChgLDZEFdpAgQIECBAgEDvAsJm7yNA/wkQIECAAAECDQWEzYa4ShMgQIAAAQIEehcQNnsfAfpPgAABAgQIEGgoIGw2xFWaAAECBAgQINC7gLDZ+wjQfwIECBAgQIBAQwFhsyGu0gQIECBAgACB3gWEzd5HgP4TIECAAAECBBoKCJsNcZUmQIAAAQIECPQuIGz2PgL0nwABAgQIECDQUEDYbIirNAECBAgQIECgdwFhs/cRoP8ECBAgQIAAgYYCwmZDXKUJECBAgAABAr0LCJu9jwD9J0CAAAECBAg0FBA2G+IqTYAAAQIECBDoXUDY7H0E6D8BAgQIECBAoKGAsNkQV2kCBAgQIECAQO8CwmbvI0D/CRAgQIAAAQINBf4flMuSeN5gei4AAAAASUVORK5CYII=" width="320" /&gt;&amp;nbsp;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;a href="http://www.sheppardsoftware.com/mathgames/fractions/fracTut1.htm"&gt;Fractions Made Easy by Sheppard Software&lt;/a&gt; &lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: left;"&gt;Check out the Math - Fractions page for more practice with fractions!&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/1281690447938797877-3477453961520752208?l=richardsonsreview.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1281690447938797877/posts/default/3477453961520752208'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1281690447938797877/posts/default/3477453961520752208'/><link rel='alternate' type='text/html' href='http://richardsonsreview.blogspot.com/2012/02/fraction-fun.html' title='Fraction Fun!'/><author><name>Dianne Richardson</name><uri>http://www.blogger.com/profile/09281737881167362341</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='24' src='http://2.bp.blogspot.com/_d7wcSvqNGHU/S8ZGAZMUpYI/AAAAAAAAG5Y/0584qb8X3mI/S220/24833_380903331918_524941918_3933997_705695_n.jpg'/></author></entry><entry><id>tag:blogger.com,1999:blog-1281690447938797877.post-1740519473679578419</id><published>2012-02-11T22:16:00.000-05:00</published><updated>2012-02-11T22:16:49.048-05:00</updated><title type='text'>Subject Verb Agreement</title><content type='html'>&lt;div style="text-align: center;"&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;/div&gt;&lt;div style="text-align: left;"&gt;Wow! What a busy week! Students worked hard this week practicing subject verb agreement. Their hard work paid off! Our subject verb agreement is "out of this world"! If you would like to continue to practice this skill, check out Spaced Out!&lt;/div&gt;&lt;div style="text-align: left;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: left;"&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;img alt="" height="126" 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" width="200" /&gt;&amp;nbsp;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;a href="http://www.gotkidsgames.com/sv/sv.html"&gt;Spaced Out Subject Verb Agreement&amp;nbsp;&lt;/a&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: center;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/1281690447938797877-1740519473679578419?l=richardsonsreview.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1281690447938797877/posts/default/1740519473679578419'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1281690447938797877/posts/default/1740519473679578419'/><link rel='alternate' type='text/html' href='http://richardsonsreview.blogspot.com/2012/02/subject-verb-agreement.html' title='Subject Verb Agreement'/><author><name>Dianne Richardson</name><uri>http://www.blogger.com/profile/09281737881167362341</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='24' src='http://2.bp.blogspot.com/_d7wcSvqNGHU/S8ZGAZMUpYI/AAAAAAAAG5Y/0584qb8X3mI/S220/24833_380903331918_524941918_3933997_705695_n.jpg'/></author></entry><entry><id>tag:blogger.com,1999:blog-1281690447938797877.post-8259435361908055922</id><published>2012-01-28T19:00:00.001-05:00</published><updated>2012-01-28T19:01:28.145-05:00</updated><title type='text'>Wk 18 Information &amp; Homework</title><content type='html'>&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="http://1.bp.blogspot.com/-D1JxVChTEjo/TySGz0_ZEZI/AAAAAAAAIz0/n91xp3kvMjE/s1600/Screen+Shot+2012-01-28+at+6.36.12+PM.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="133" src="http://1.bp.blogspot.com/-D1JxVChTEjo/TySGz0_ZEZI/AAAAAAAAIz0/n91xp3kvMjE/s200/Screen+Shot+2012-01-28+at+6.36.12+PM.png" width="200" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&amp;nbsp;Week 18: January 30 - February 3, 2012&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;i&gt;&lt;b&gt;Notes &amp;amp; Reminders:&lt;/b&gt;&lt;/i&gt;&lt;/div&gt;&lt;ul&gt;&lt;li&gt;Beginning this week, students must read and test on five AR books per week. We are not reading up to our full potential. Many students are reading well below their reading levels. They are choosing to take the easy way out, which only hurts them in the long run. They are not being challenged by these easy texts and are not growing as readers. If you're curious about your child's reading level, be sure to check the weekly goal sheet that's stapled to your child's work for the week. The AR box tells you how many test he or she has taken, at what level, and even how many words your child read this week. At this point in our school year, students who are on grade level should be reading on a 3.5 book level and approximately 10-15,000 words per week.&lt;/li&gt;&lt;/ul&gt;&lt;ul&gt;&lt;li&gt;Our class will exchange Valentine cards on February 14th. Please watch binders for our class list and more information about special treats for Valentine's Day.&amp;nbsp;&lt;/li&gt;&lt;/ul&gt;&lt;ul&gt;&lt;li&gt;Please ensure your child dresses appropriately for the weather. Coats must be worn on cold days. Sweatshirts and hoodies are NOT coats nor do they provide enough warmth to protect your child from the cold temperatures. On cold days, students without coats will not be allowed to go outside for recess.&lt;/li&gt;&lt;/ul&gt;&lt;div style="text-align: center;"&gt;&lt;span style="font-size: large;"&gt;&lt;i&gt;&lt;b&gt;Week 18 Homework&amp;nbsp; &lt;/b&gt;&lt;/i&gt;&lt;/span&gt;&lt;/div&gt;&lt;br /&gt;&lt;i&gt;&lt;b&gt;Monday&lt;/b&gt;&lt;/i&gt;&lt;br /&gt;&lt;ul&gt;&lt;li&gt;Review Thurgood Marshall newsletter.&lt;/li&gt;&lt;li&gt;Review Soil newsletter.&lt;/li&gt;&lt;li&gt;Read your fluency passage. Remember target rate is at least 92 wpm.&lt;/li&gt;&lt;li&gt;Complete Reading Lessons 5 &amp;amp; 6 in the ELA Coach Book.&lt;/li&gt;&lt;li&gt;Read your AR book.&lt;/li&gt;&lt;/ul&gt;&lt;i&gt;&lt;b&gt;Tuesday&lt;/b&gt;&lt;/i&gt;&lt;br /&gt;&lt;ul&gt;&lt;li&gt;Review Thurgood Marshall newsletter.&lt;/li&gt;&lt;li&gt;Review Soil newsletter.&lt;/li&gt;&lt;li&gt;Read your fluency passage. Remember target rate is at least 92 wpm.&lt;/li&gt;&lt;li&gt;Complete Reading Lessons 7 &amp;amp; 8 in the Math Coach Book.&lt;/li&gt;&lt;li&gt;Read your AR book.&lt;/li&gt;&lt;/ul&gt;&lt;i&gt;&lt;b&gt;Wednesday&lt;/b&gt;&lt;/i&gt;&lt;br /&gt;&lt;ul&gt;&lt;li&gt;Review Thurgood Marshall newsletter.&lt;/li&gt;&lt;li&gt;Review Soil newsletter.&lt;/li&gt;&lt;li&gt;Read your fluency passage. Remember target rate is at least 92 wpm.&lt;/li&gt;&lt;li&gt;Complete Reading Lessons 22 &amp;amp; 23 in the ELA Coach Book.&lt;/li&gt;&lt;li&gt;Read your AR book.&lt;/li&gt;&lt;/ul&gt;&lt;i&gt;&lt;b&gt;Thursday&lt;/b&gt;&lt;/i&gt;&lt;br /&gt;&lt;ul&gt;&lt;li&gt;Review Thurgood Marshall newsletter. Test tomorrow!&lt;/li&gt;&lt;li&gt;Review Soil newsletter. Test tomorrow!&lt;/li&gt;&lt;li&gt;Read your fluency passage. Remember target rate is at least 92 wpm.&lt;/li&gt;&lt;li&gt;Complete Reading Lessons 5 &amp;amp; 6 in the ELA Coach Book.&lt;/li&gt;&lt;li&gt;Read your AR book.&lt;/li&gt;&lt;/ul&gt;&lt;i&gt;&lt;b&gt;Friday&lt;/b&gt;&lt;/i&gt;&lt;br /&gt;&lt;ul&gt;&lt;/ul&gt;&lt;ul&gt;&lt;li&gt;Have a great weekend!&amp;nbsp;&lt;/li&gt;&lt;li&gt;Happy birthday on Sunday to Jeremiah!&lt;/li&gt;&lt;li&gt;Clean out the back pocket of your STAR binder.&lt;/li&gt;&lt;/ul&gt;&lt;br /&gt;&lt;div style="text-align: center;"&gt;&lt;img alt="" 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" /&gt; &lt;/div&gt;&lt;div style="text-align: center;"&gt;GPS Focus Standards&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: left;"&gt;&lt;b&gt;Social Studies&lt;/b&gt;&lt;/div&gt;&lt;div style="text-align: left;"&gt;&lt;/div&gt;&lt;ul&gt;&lt;li&gt;SS3H2 The student will discuss the lives of Americans who expanded people’s rights and freedoms in a democracy.&lt;/li&gt;&lt;/ul&gt;&lt;ul&gt;&lt;li&gt;SS3G2 The student will describe the cultural and geographic systems associated with the historical figures in SS3H2a.&lt;/li&gt;&lt;/ul&gt;&lt;ul&gt;&lt;li&gt;SS3CG2 The student will discuss the character of different historical figures in SS3H2a.&lt;/li&gt;&lt;/ul&gt;&lt;i&gt;&lt;b&gt;Mathematics&lt;/b&gt;&lt;/i&gt;&lt;br /&gt;&lt;ul&gt;&lt;li&gt;M3N5. Students will understand the meaning of decimal fractions and common fractions in simple cases and apply them in problem-solving situations.&amp;nbsp;&lt;/li&gt;&lt;ul&gt;&lt;li&gt;a. Identify fractions that are decimal fractions and/or common fractions.&amp;nbsp;&lt;/li&gt;&lt;li&gt;b. Understand that a decimal fraction (i.e. 3/10) can be written as a decimal (i.e. 0.3).&amp;nbsp;&lt;/li&gt;&lt;li&gt;c. Understand the fraction a/b represents a equal sized parts of a whole that is divided into b equal sized parts.&amp;nbsp;&lt;/li&gt;&lt;li&gt;d. Know and use decimal fractions and common fractions to represent the size of parts created by equal divisions of a whole. &lt;/li&gt;&lt;/ul&gt;&lt;/ul&gt;&amp;nbsp;&lt;i&gt;&lt;b&gt;Reading&lt;/b&gt;&lt;/i&gt;&lt;br /&gt;&lt;ul&gt;&lt;li&gt;ELA3R3 The student uses a variety of strategies to gain meaning from grade-level text. The student..&lt;/li&gt;&lt;ul&gt;&lt;li&gt;m. Recalls explicit facts and infers implicit facts &lt;/li&gt;&lt;/ul&gt;&lt;/ul&gt;&lt;i&gt;&lt;b&gt;English&lt;/b&gt;&lt;/i&gt;&lt;br /&gt;&lt;ul&gt;&lt;li&gt;ELA3C1 The student demonstrates understanding and control of the rules of the English language, realizing that usage involves the appropriate application of conventions and grammar in both written and spoken formats. The student&lt;/li&gt;&lt;ul&gt;&lt;li&gt;a. Correctly identifies and uses subject/verb agreement and adjectives.&amp;nbsp;&lt;/li&gt;&lt;/ul&gt;&lt;/ul&gt;&lt;i&gt;&lt;b&gt;Science&lt;/b&gt;&lt;/i&gt;&lt;br /&gt;&lt;ul&gt;&lt;li&gt;S3E1. Students will investigate the physical attributes of rocks and soils.&amp;nbsp;&lt;/li&gt;&lt;ul&gt;&lt;li&gt;c.&amp;nbsp; Use observation to compare the similarities and differences of texture, particle size, and color in top soils (such as clay, loam or potting soil, and sand).&amp;nbsp;&lt;/li&gt;&lt;li&gt;d. Determine how water and wind can change rocks and soil over time using observation and research. &lt;/li&gt;&lt;/ul&gt;&lt;/ul&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: left;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/1281690447938797877-8259435361908055922?l=richardsonsreview.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1281690447938797877/posts/default/8259435361908055922'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1281690447938797877/posts/default/8259435361908055922'/><link rel='alternate' type='text/html' href='http://richardsonsreview.blogspot.com/2012/01/wk-18-information-homework.html' title='Wk 18 Information &amp; Homework'/><author><name>Dianne Richardson</name><uri>http://www.blogger.com/profile/09281737881167362341</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='24' src='http://2.bp.blogspot.com/_d7wcSvqNGHU/S8ZGAZMUpYI/AAAAAAAAG5Y/0584qb8X3mI/S220/24833_380903331918_524941918_3933997_705695_n.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://1.bp.blogspot.com/-D1JxVChTEjo/TySGz0_ZEZI/AAAAAAAAIz0/n91xp3kvMjE/s72-c/Screen+Shot+2012-01-28+at+6.36.12+PM.png' height='72' width='72'/></entry><entry><id>tag:blogger.com,1999:blog-1281690447938797877.post-7530416088835014491</id><published>2012-01-28T18:10:00.002-05:00</published><updated>2012-01-28T18:14:05.690-05:00</updated><title type='text'>What's your angle?</title><content type='html'>This week during our Geometry unit, we reviewed various geometric figures including pentagons, triangles, rectangles, octagons. We also explored the different types of angles that made up each figure. We learned to classify those angle into the following types: acute, right, and obtuse. &lt;br /&gt;&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://4.bp.blogspot.com/-DRMLi7lc1ls/TyR99ccalVI/AAAAAAAAIzc/VhpiCPMatzI/s1600/Screen+Shot+2012-01-28+at+5.59.33+PM.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="155" src="http://4.bp.blogspot.com/-DRMLi7lc1ls/TyR99ccalVI/AAAAAAAAIzc/VhpiCPMatzI/s320/Screen+Shot+2012-01-28+at+5.59.33+PM.png" width="320" /&gt;&amp;nbsp;&lt;/a&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;br /&gt;&lt;/div&gt;There are a couple of online games available, if you feel you need more practice or just want to have some math fun!&lt;br /&gt;&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://4.bp.blogspot.com/-SUFKRMqz0NE/TyR_O8y-bxI/AAAAAAAAIzk/N1IUzIUrwHE/s1600/Screen+Shot+2012-01-28+at+5.57.14+PM.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="222" src="http://4.bp.blogspot.com/-SUFKRMqz0NE/TyR_O8y-bxI/AAAAAAAAIzk/N1IUzIUrwHE/s320/Screen+Shot+2012-01-28+at+5.57.14+PM.png" width="320" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;a href="http://www.factmonster.com/math/knowledgebox/player.html?movie=sfw41448"&gt;Baseball Geometry&lt;/a&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;Identifying angles and definitions of geometry terms.&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;br /&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="http://3.bp.blogspot.com/-QfxMO1q8Too/TyR_39vLr8I/AAAAAAAAIzs/_znxaJyt--E/s1600/Screen+Shot+2012-01-28+at+6.07.48+PM.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="183" src="http://3.bp.blogspot.com/-QfxMO1q8Too/TyR_39vLr8I/AAAAAAAAIzs/_znxaJyt--E/s320/Screen+Shot+2012-01-28+at+6.07.48+PM.png" width="320" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;a href="http://www.bbc.co.uk/schools/ks2bitesize/maths/shape_space/angles/play.shtml"&gt;Mission 2010 Angles&lt;/a&gt; from BBC&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;embed flashvars="s=maths&amp;amp;a=angles&amp;amp;h=http://www.bbc.co.uk/schools/ks2bitesize/blogs/maths/index.shtml" height="324" src="http://www.bbc.co.uk/schools/ks2bitesize/blogs/shell.swf" type="application/x-shockwave-flash" width="424"&gt;&lt;/embed&gt;&lt;br /&gt;&lt;/div&gt;&lt;br /&gt;&lt;div style="text-align: center;"&gt;&lt;iframe width="420" height="315" src="http://www.youtube.com/embed/MVLxXcfNWfE" frameborder="0" allowfullscreen&gt;&lt;/iframe&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/1281690447938797877-7530416088835014491?l=richardsonsreview.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1281690447938797877/posts/default/7530416088835014491'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1281690447938797877/posts/default/7530416088835014491'/><link rel='alternate' type='text/html' href='http://richardsonsreview.blogspot.com/2012/01/whats-your-angle.html' title='What&apos;s your angle?'/><author><name>Dianne Richardson</name><uri>http://www.blogger.com/profile/09281737881167362341</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='24' src='http://2.bp.blogspot.com/_d7wcSvqNGHU/S8ZGAZMUpYI/AAAAAAAAG5Y/0584qb8X3mI/S220/24833_380903331918_524941918_3933997_705695_n.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://4.bp.blogspot.com/-DRMLi7lc1ls/TyR99ccalVI/AAAAAAAAIzc/VhpiCPMatzI/s72-c/Screen+Shot+2012-01-28+at+5.59.33+PM.png' height='72' width='72'/></entry><entry><id>tag:blogger.com,1999:blog-1281690447938797877.post-642594003669465745</id><published>2012-01-28T17:56:00.000-05:00</published><updated>2012-01-28T17:56:20.890-05:00</updated><title type='text'>Adjectives Practice</title><content type='html'>This week we began a study of adjectives. Adjectives are what we use to make our sentences, stories, and conversations more interesting and precise. Adjectives are describing words. They tell us: which one, how many, what kind, how something feels or acts, and much more!&lt;br /&gt;&lt;br /&gt;Here are a few online interactive games that will improve your skills of identification and use.&lt;br /&gt;&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://1.bp.blogspot.com/-vtF5CKWUNc4/TyR7Zbxr8bI/AAAAAAAAIy0/QDLYiMBGIFM/s1600/Screen+Shot+2012-01-28+at+5.45.41+PM.png" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="144" src="http://1.bp.blogspot.com/-vtF5CKWUNc4/TyR7Zbxr8bI/AAAAAAAAIy0/QDLYiMBGIFM/s200/Screen+Shot+2012-01-28+at+5.45.41+PM.png" width="200" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;a href="http://www.ezschool.com/Games/Adjectives.html"&gt;Pick It: Adjectives&lt;/a&gt; from EZ School&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://2.bp.blogspot.com/-2eol9rMOAFc/TyR7smcM9EI/AAAAAAAAIy8/NsPDhLNkYEo/s1600/Screen+Shot+2012-01-28+at+5.50.10+PM.png" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="126" src="http://2.bp.blogspot.com/-2eol9rMOAFc/TyR7smcM9EI/AAAAAAAAIy8/NsPDhLNkYEo/s200/Screen+Shot+2012-01-28+at+5.50.10+PM.png" width="200" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;br /&gt;&lt;a href="http://www.sheppardsoftware.com/grammar/adjectives.htm"&gt;Adjective Adventures&lt;/a&gt; from Sheppard Software&lt;br /&gt;&lt;br /&gt;I love this site! Tons of fun games for learning!&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://1.bp.blogspot.com/-_tH8fmZG2nc/TyR8DISR73I/AAAAAAAAIzE/5FEHveHQk8w/s1600/Screen+Shot+2012-01-28+at+5.51.34+PM.png" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="138" src="http://1.bp.blogspot.com/-_tH8fmZG2nc/TyR8DISR73I/AAAAAAAAIzE/5FEHveHQk8w/s200/Screen+Shot+2012-01-28+at+5.51.34+PM.png" width="200" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;br /&gt;&lt;a href="http://www.childrensuniversity.manchester.ac.uk/interactives/literacy/wordclasses/adjectives.asp"&gt;The Adjective Detective&lt;/a&gt; from The Children's University of Manchester.&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://2.bp.blogspot.com/-84u0FJrN9_4/TyR8n-SBgtI/AAAAAAAAIzM/w-LC7pOzQ44/s1600/Screen+Shot+2012-01-28+at+5.54.02+PM.png" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="200" src="http://2.bp.blogspot.com/-84u0FJrN9_4/TyR8n-SBgtI/AAAAAAAAIzM/w-LC7pOzQ44/s200/Screen+Shot+2012-01-28+at+5.54.02+PM.png" width="168" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;a href="http://www.ngfl-cymru.org.uk/vtc/ngfl/english/monmouthshire/choose_adj_monmouthshire.html"&gt;Choosing Adjectives &lt;/a&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://4.bp.blogspot.com/-tmoN5wmXpyo/TyR86PIOcpI/AAAAAAAAIzU/rF6boUiUz8I/s1600/Screen+Shot+2012-01-28+at+5.55.20+PM.png" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="170" src="http://4.bp.blogspot.com/-tmoN5wmXpyo/TyR86PIOcpI/AAAAAAAAIzU/rF6boUiUz8I/s200/Screen+Shot+2012-01-28+at+5.55.20+PM.png" width="200" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;a href="http://www.eduplace.com/cgi-bin/hme-quiz-start.cgi?Grade=3&amp;amp;Unit=4&amp;amp;Topic=Adjectives+and+Adverbs&amp;amp;x=29&amp;amp;y=18"&gt;Grammar Blast&lt;/a&gt; from Houghton Mifflin English&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/1281690447938797877-642594003669465745?l=richardsonsreview.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1281690447938797877/posts/default/642594003669465745'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1281690447938797877/posts/default/642594003669465745'/><link rel='alternate' type='text/html' href='http://richardsonsreview.blogspot.com/2012/01/adjectives-practice.html' title='Adjectives Practice'/><author><name>Dianne Richardson</name><uri>http://www.blogger.com/profile/09281737881167362341</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='24' src='http://2.bp.blogspot.com/_d7wcSvqNGHU/S8ZGAZMUpYI/AAAAAAAAG5Y/0584qb8X3mI/S220/24833_380903331918_524941918_3933997_705695_n.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://1.bp.blogspot.com/-vtF5CKWUNc4/TyR7Zbxr8bI/AAAAAAAAIy0/QDLYiMBGIFM/s72-c/Screen+Shot+2012-01-28+at+5.45.41+PM.png' height='72' width='72'/></entry><entry><id>tag:blogger.com,1999:blog-1281690447938797877.post-6011926537595887434</id><published>2012-01-17T19:49:00.000-05:00</published><updated>2012-01-17T19:49:36.893-05:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Reader&apos;s Workshop'/><category scheme='http://www.blogger.com/atom/ns#' term='Main Idea'/><category scheme='http://www.blogger.com/atom/ns#' term='Supporting Details'/><title type='text'>Reader's Workshop</title><content type='html'>&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: left;"&gt;This week, our reading focus is main idea and supporting details. We made this artifact to help us remember the important things about finding the main idea of a text or passage. Tomorrow, we will add this artifact to our STAR binders.&amp;nbsp;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://3.bp.blogspot.com/-5NYEmO4VOKM/TxYV1UMEnCI/AAAAAAAAIw8/HMTJTvr5Jj0/s1600/Screen+Shot+2012-01-17+at+7.43.32+PM.png" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="400" src="http://3.bp.blogspot.com/-5NYEmO4VOKM/TxYV1UMEnCI/AAAAAAAAIw8/HMTJTvr5Jj0/s400/Screen+Shot+2012-01-17+at+7.43.32+PM.png" width="327" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;The green box is very helpful for testing practice. I tried to include the various ways test questions are worded so that students will know it (the test) is asking for the main idea.&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/1281690447938797877-6011926537595887434?l=richardsonsreview.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1281690447938797877/posts/default/6011926537595887434'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1281690447938797877/posts/default/6011926537595887434'/><link rel='alternate' type='text/html' href='http://richardsonsreview.blogspot.com/2012/01/readers-workshop.html' title='Reader&apos;s Workshop'/><author><name>Dianne Richardson</name><uri>http://www.blogger.com/profile/09281737881167362341</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='24' src='http://2.bp.blogspot.com/_d7wcSvqNGHU/S8ZGAZMUpYI/AAAAAAAAG5Y/0584qb8X3mI/S220/24833_380903331918_524941918_3933997_705695_n.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://3.bp.blogspot.com/-5NYEmO4VOKM/TxYV1UMEnCI/AAAAAAAAIw8/HMTJTvr5Jj0/s72-c/Screen+Shot+2012-01-17+at+7.43.32+PM.png' height='72' width='72'/></entry><entry><id>tag:blogger.com,1999:blog-1281690447938797877.post-7798168295986868154</id><published>2012-01-17T19:35:00.001-05:00</published><updated>2012-01-17T19:36:26.471-05:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='perimeter'/><category scheme='http://www.blogger.com/atom/ns#' term='measurement'/><category scheme='http://www.blogger.com/atom/ns#' term='math'/><title type='text'>Perimeter</title><content type='html'>Today during Math Workshop, we began our study of perimeter.&amp;nbsp; Perimeter is the distance around the outside of a polygon. It may be found by adding the lengths of all sides of the polygon. I told students a good way to remember &lt;span style="font-size: large;"&gt;&lt;b&gt;pe&lt;span style="color: #cc0000;"&gt;rim&lt;/span&gt;eter&lt;/b&gt;&lt;/span&gt; is that its the distance along the "&lt;span style="color: #cc0000;"&gt;&lt;span style="font-size: large;"&gt;&lt;b&gt;rim&lt;/b&gt;&lt;/span&gt;" &lt;/span&gt;or edge of a shape.&lt;br /&gt;&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: left;"&gt;For example:&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://4.bp.blogspot.com/-YTSN9L8xzlo/TxYP_am39eI/AAAAAAAAIws/IJsSeZWuDws/s1600/Screen+Shot+2012-01-17+at+7.18.43+PM.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="216" src="http://4.bp.blogspot.com/-YTSN9L8xzlo/TxYP_am39eI/AAAAAAAAIws/IJsSeZWuDws/s320/Screen+Shot+2012-01-17+at+7.18.43+PM.png" width="320" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;Perimeter = side + side + side + side&lt;/div&gt;&lt;div style="text-align: center;"&gt;P = 5 + 4 + 5 + 4&lt;/div&gt;&lt;div style="text-align: center;"&gt;P = 18 inches&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: left;"&gt;Students did pretty well with the concept. However, I noticed some students wanted to draw pictures to do their addition. In the example above, a student wanted to draw out circles to add 5 + 4 + 5 + 4. Students should compute the sum. He could have said, "4 + 4 = 8 and 5 + 5 = 10, then I add 8 + 10 to get the 18 inches." There's not enough time to draw pictures especially when the numbers are large!&lt;/div&gt;&lt;div style="text-align: left;"&gt;A few students forgot to regroup or "carry" when adding larger numbers! &lt;/div&gt;&lt;div style="text-align: left;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: left;"&gt;I found an awesome site on the Internet today that I'd like to share! It may help to clarify perimeter for you! Just click on the link below the picture to visit the site. &lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;a href="http://3.bp.blogspot.com/-_Cnuk-oAnqY/TxYSYOpsNpI/AAAAAAAAIw0/Cp2_MEyB8b4/s1600/Screen+Shot+2012-01-17+at+4.27.15+PM.png" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="192" src="http://3.bp.blogspot.com/-_Cnuk-oAnqY/TxYSYOpsNpI/AAAAAAAAIw0/Cp2_MEyB8b4/s320/Screen+Shot+2012-01-17+at+4.27.15+PM.png" width="320" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;a href="http://www.bgfl.org/custom/resources_ftp/client_ftp/ks2/maths/perimeter_and_area/index.html"&gt;Perimeter&lt;/a&gt; &lt;/div&gt;&lt;br /&gt;Choose Perimeter for a detailed explanation.&amp;nbsp; There's a game with three levels to help you practice your Perimeter skills! Good luck!&lt;br /&gt;&lt;br /&gt;Parents, your student will bring home graded papers on Friday. Please take a moment to look through to see how well your child performed on this week's standards. If he or she did not do well, it's worth the time to go over the problems with your child.&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/1281690447938797877-7798168295986868154?l=richardsonsreview.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1281690447938797877/posts/default/7798168295986868154'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1281690447938797877/posts/default/7798168295986868154'/><link rel='alternate' type='text/html' href='http://richardsonsreview.blogspot.com/2012/01/perimeter.html' title='Perimeter'/><author><name>Dianne Richardson</name><uri>http://www.blogger.com/profile/09281737881167362341</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='24' src='http://2.bp.blogspot.com/_d7wcSvqNGHU/S8ZGAZMUpYI/AAAAAAAAG5Y/0584qb8X3mI/S220/24833_380903331918_524941918_3933997_705695_n.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://4.bp.blogspot.com/-YTSN9L8xzlo/TxYP_am39eI/AAAAAAAAIws/IJsSeZWuDws/s72-c/Screen+Shot+2012-01-17+at+7.18.43+PM.png' height='72' width='72'/></entry><entry><id>tag:blogger.com,1999:blog-1281690447938797877.post-6481458020070493991</id><published>2012-01-14T21:54:00.003-05:00</published><updated>2012-01-17T19:38:09.568-05:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Social Studies'/><category scheme='http://www.blogger.com/atom/ns#' term='Dr. King'/><title type='text'>MLK Holiday</title><content type='html'>&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://1.bp.blogspot.com/-cYVgPrM5bCQ/TxJAgT-jE4I/AAAAAAAAIwU/oL5cLOz6EsE/s1600/mlk16.gif" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" src="http://1.bp.blogspot.com/-cYVgPrM5bCQ/TxJAgT-jE4I/AAAAAAAAIwU/oL5cLOz6EsE/s1600/mlk16.gif" /&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;&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;There will be no school on Monday, January 16 in observance of Martin Luther King, Jr. Day. Martin Luther King Day is a federal holiday held on the third Monday of  January. It celebrates the life and achievements of Martin Luther King  Jr., an influential American civil rights leader. He is most well-known  for his campaigns to end racial segregation on public transport and for  racial equality in the United States.&amp;nbsp;&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;Dr. Martin Luther King Jr. once said, &lt;b&gt;"Life's most persistent and urgent question is: 'What are you doing for others?'"&lt;/b&gt; He believed in serving his fellow man. He worked diligently to improve things through non-violence and by showing love to everyone. We could learn a lot from Dr. King.&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;His most famous address was the "I Have A Dream" speech.&amp;nbsp;&lt;/div&gt;&lt;blockquote class="tr_bq"&gt;&lt;div align="left"&gt;&lt;span style="font-family: Verdana; font-size: x-small;"&gt;I have a dream that one day this nation will rise up and live out the true meaning of its creed: "We hold these truths to be self-evident, that all men are created equal."&lt;/span&gt;&lt;/div&gt;&lt;/blockquote&gt;&lt;blockquote class="tr_bq"&gt;&lt;div align="left"&gt;&lt;span style="font-family: Verdana; font-size: x-small;"&gt;I have a dream that one day on the red hills of Georgia, the sons of former slaves and the sons of former slave owners will be able to sit down together at the table of brotherhood.&lt;/span&gt;&lt;/div&gt;&lt;div align="left"&gt;&lt;span style="font-family: Verdana; font-size: x-small;"&gt;&lt;/span&gt;&lt;/div&gt;&lt;/blockquote&gt;&lt;blockquote class="tr_bq"&gt;&lt;span style="font-family: Verdana; font-size: x-small;"&gt;I have a dream that one day even the state of Mississippi, a state sweltering with the heat of injustice, sweltering with the heat of oppression, will be transformed into an oasis of freedom and justice.&lt;/span&gt; &lt;br /&gt;&lt;div align="left"&gt;&lt;span style="font-family: Verdana; font-size: x-small;"&gt;&lt;/span&gt;&lt;/div&gt;&lt;/blockquote&gt;&lt;blockquote class="tr_bq"&gt;&lt;span style="font-family: Verdana; font-size: x-small;"&gt;I have a dream that my four little children will one day live in a nation where they will not be judged by the color of their skin but by the content of their character.&lt;/span&gt; &lt;br /&gt;&lt;div align="left"&gt;&lt;span style="font-family: Verdana; font-size: x-small;"&gt;&lt;/span&gt;&lt;/div&gt;&lt;/blockquote&gt;&lt;blockquote class="tr_bq"&gt;&lt;div align="left"&gt;&lt;span style="font-family: Verdana; font-size: x-small;"&gt;I have a &lt;i&gt;dream&lt;/i&gt; today!&lt;/span&gt;&lt;/div&gt;&lt;/blockquote&gt;&lt;br /&gt;Do you have a dream? What will you do in the future? Are you willing to work hard to achieve your dream?&lt;br /&gt;&lt;br /&gt;Until next time,&lt;br /&gt;&lt;br /&gt;Mrs. R :)&lt;br /&gt;&lt;br /&gt;P.S. If you'd like to listen to Dr. King's speech, click &lt;a href="http://www.americanrhetoric.com/speeches/mlkihaveadream.htm"&gt;here&lt;/a&gt;.&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/1281690447938797877-6481458020070493991?l=richardsonsreview.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1281690447938797877/posts/default/6481458020070493991'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1281690447938797877/posts/default/6481458020070493991'/><link rel='alternate' type='text/html' href='http://richardsonsreview.blogspot.com/2012/01/mlk-holiday.html' title='MLK Holiday'/><author><name>Dianne Richardson</name><uri>http://www.blogger.com/profile/09281737881167362341</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='24' src='http://2.bp.blogspot.com/_d7wcSvqNGHU/S8ZGAZMUpYI/AAAAAAAAG5Y/0584qb8X3mI/S220/24833_380903331918_524941918_3933997_705695_n.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://1.bp.blogspot.com/-cYVgPrM5bCQ/TxJAgT-jE4I/AAAAAAAAIwU/oL5cLOz6EsE/s72-c/mlk16.gif' height='72' width='72'/></entry><entry><id>tag:blogger.com,1999:blog-1281690447938797877.post-1249952845889796294</id><published>2012-01-14T21:39:00.003-05:00</published><updated>2012-01-17T19:39:16.967-05:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='GPS'/><category scheme='http://www.blogger.com/atom/ns#' term='Homework'/><title type='text'>Wk 16 Homework &amp; Information</title><content type='html'>&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://4.bp.blogspot.com/-k-NC1DihQ74/TxI003E2dVI/AAAAAAAAIv0/PTEWBQqtabg/s1600/Screen+Shot+2012-01-14+at+9.06.50+PM.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="206" src="http://4.bp.blogspot.com/-k-NC1DihQ74/TxI003E2dVI/AAAAAAAAIv0/PTEWBQqtabg/s320/Screen+Shot+2012-01-14+at+9.06.50+PM.png" width="320" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;Week 16 January 16-20, 2011&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;Parent Note&lt;/div&gt;&lt;div style="text-align: left;"&gt;&lt;/div&gt;&lt;div style="text-align: left;"&gt;Please take the time to ensure that your child completes his or her CRCT homework. This is a pretty good example of what the actual CRCT is like for students. He or she should be reading carefully and looking back to be sure they understand what is being asked.&amp;nbsp; Your child must past the CRCT Reading in order to be promoted to 4th grade. Grades were less than expected last week. I know we can do better!&lt;/div&gt;&lt;div style="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://3.bp.blogspot.com/-8QMV5coRG5Y/TxI6m_p99eI/AAAAAAAAIv8/vOdPomIYoSU/s1600/6a00d835188ab053ef01157239167c970b-800wi.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" src="http://3.bp.blogspot.com/-8QMV5coRG5Y/TxI6m_p99eI/AAAAAAAAIv8/vOdPomIYoSU/s1600/6a00d835188ab053ef01157239167c970b-800wi.jpg" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;span style="font-size: large;"&gt;&lt;i&gt;&lt;b&gt;&amp;nbsp;Focus on Standards&lt;/b&gt;&lt;/i&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;/div&gt;&lt;div style="text-align: left;"&gt;This week our focus is on the following Georgia Performance standards for 3rd grade.&lt;/div&gt;&lt;div style="text-align: left;"&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;br /&gt;&lt;i&gt;&lt;b&gt;Social Studies: Franklin D. Roosevelt&lt;/b&gt;&lt;/i&gt;&lt;/div&gt;&lt;div style="text-align: left;"&gt;&lt;ul&gt;&lt;li&gt;SS3H2 The student will discuss the lives of Americans who expanded people’s rights and freedoms in a democracy.&lt;/li&gt;&lt;li&gt;SS3G2 The student will describe the cultural and geographic systems associated with the historical figures in SS3H2.&lt;/li&gt;&lt;li&gt;SS3CG2 The student will discuss the character of different historical figures in SS3H2.&lt;/li&gt;&lt;/ul&gt;&lt;div style="text-align: center;"&gt;&lt;i&gt;&lt;b&gt;Mathematics: Measurement (Perimeter &amp;amp; Area)&lt;/b&gt;&lt;/i&gt;&lt;/div&gt;&lt;ul&gt;&lt;li&gt; M3M3. Students will understand and measure the perimeter of geometric figures.&amp;nbsp;&lt;/li&gt;&lt;ul&gt;&lt;li&gt;a. Understand the meaning of the linear unit and measurement in perimeter.&amp;nbsp;&lt;/li&gt;&lt;li&gt;b. Understand the concept of perimeter as being the length of the boundary of a geometric figure.&amp;nbsp;&lt;/li&gt;&lt;li&gt;c. Determine the perimeter of a geometric figure by measuring and summing the lengths of the sides. &lt;br /&gt;&amp;nbsp;&lt;/li&gt;&lt;/ul&gt;&lt;li&gt;M3M4. Students will understand and measure the area of simple geometric figures (squares and rectangles).&amp;nbsp;&lt;/li&gt;&lt;ul&gt;&lt;li&gt;a. Understand the meaning of the square unit and measurement in area.&amp;nbsp;&lt;/li&gt;&lt;li&gt;b. Model (by tiling) the area of a simple geometric figure using square units (square inch, square foot, etc.).&amp;nbsp;&lt;/li&gt;&lt;li&gt;c. Determine the area of squares and rectangles by counting, addition, and multiplication with models.&lt;/li&gt;&lt;/ul&gt;&lt;/ul&gt;&lt;div style="text-align: center;"&gt;&amp;nbsp;&lt;span style="font-style: italic;"&gt;&lt;span style="font-weight: bold;"&gt;ELA Reading: Main Ideas &amp;amp; Supporting Details&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;ul style="text-align: left;"&gt;&lt;li&gt;ELA3R3 The student uses a variety of strategies to gain meaning from grade-level text. The student&amp;nbsp;&lt;/li&gt;&lt;ul&gt;&lt;li&gt;j. Identifies and infers main idea and supporting details.&lt;/li&gt;&lt;/ul&gt;&lt;/ul&gt;&lt;div style="text-align: center;"&gt;&lt;i&gt;&lt;b&gt;ELA English: Context Clues&lt;/b&gt;&lt;/i&gt;&lt;/div&gt;&lt;ul&gt;&lt;li&gt;ELA3R2 The student acquires and uses grade-level words to communicate effectively. The student&amp;nbsp;&amp;nbsp;&lt;/li&gt;&lt;ul&gt;&lt;li&gt;f. Determines the meaning of unknown words on the basis of context. &lt;i&gt;&lt;b&gt;&amp;nbsp;&lt;/b&gt;&lt;/i&gt; &lt;/li&gt;&lt;/ul&gt;&lt;/ul&gt;&lt;div style="text-align: center;"&gt;&lt;i&gt;&lt;b&gt;Science: Rocks and Minerals&lt;/b&gt;&lt;/i&gt;&lt;/div&gt;&lt;ul&gt;&lt;li&gt;S3E1. Students will investigate the physical attributes of rocks and soils.&amp;nbsp;&lt;/li&gt;&lt;ul&gt;&lt;li&gt;a. Explain the difference between a rock and a mineral.&amp;nbsp;&lt;/li&gt;&lt;li&gt;b. Recognize the physical attributes of rocks and minerals using observation (shape, color, texture), measurement, and simple tests (hardness).&amp;nbsp;&lt;/li&gt;&lt;li&gt;c. Use observation to compare the similarities and differences of texture, particle size, and color in top soils (such as clay, loam or potting soil, and sand).&amp;nbsp;&lt;/li&gt;&lt;li&gt;d. Determine how water and wind can change rocks and soil over time using observation and research. &lt;i&gt;&lt;b&gt;&amp;nbsp;&amp;nbsp;&lt;/b&gt;&lt;/i&gt; &lt;/li&gt;&lt;/ul&gt;&lt;/ul&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="http://4.bp.blogspot.com/-_tlH8zdvJi8/TxI6_qbpH4I/AAAAAAAAIwE/1vKRL8ULags/s1600/homework-highlights-color.gif" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="200" src="http://4.bp.blogspot.com/-_tlH8zdvJi8/TxI6_qbpH4I/AAAAAAAAIwE/1vKRL8ULags/s200/homework-highlights-color.gif" width="149" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;Homework&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;Tuesday, January 17&lt;/div&gt;&lt;ul&gt;&lt;li&gt;Review Franklin D. Roosevelt Newsletter. Test Thursday!&lt;/li&gt;&lt;li&gt;Review math facts for 10.&lt;/li&gt;&lt;li&gt;Read your fluency passage.&lt;/li&gt;&lt;li&gt;Complete Lessons 3 and 4 in the Math Coach Book.&lt;/li&gt;&lt;li&gt;Read your AR book and be ready for your test tomorrow. &lt;/li&gt;&lt;/ul&gt;&lt;div style="text-align: center;"&gt;Wednesday, January 18&lt;/div&gt;&lt;ul style="text-align: left;"&gt;&lt;li&gt;Review FDR Newsletter for Test on Thursday.&lt;/li&gt;&lt;li&gt;Review math facts for 10.&lt;/li&gt;&lt;li&gt;Read your fluency passage.&lt;/li&gt;&lt;li&gt;Complete Lessons 18 and 19 in the Reading &amp;amp; ELA Coach Book.&lt;/li&gt;&lt;li&gt;Read your AR book and be ready for your test tomorrow!&lt;/li&gt;&lt;/ul&gt;&lt;div style="text-align: center;"&gt;Thursday, January 19&lt;/div&gt;&lt;ul&gt;&lt;li&gt;Review math facts for 9. Math quiz tomorrow!&lt;/li&gt;&lt;li&gt;Read your fluency passage.&lt;/li&gt;&lt;li&gt;Complete Lessons 3 &amp;amp; 4 in the Science Coach book.&lt;/li&gt;&lt;li&gt;Read your AR book and be ready for your test tomorrow!&lt;/li&gt;&lt;/ul&gt;&lt;/div&gt;&lt;div style="text-align: left;"&gt;&lt;/div&gt;&lt;div style="text-align: left;"&gt;&lt;/div&gt;&lt;div style="text-align: left;"&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;span style="font-style: italic;"&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/1281690447938797877-1249952845889796294?l=richardsonsreview.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1281690447938797877/posts/default/1249952845889796294'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1281690447938797877/posts/default/1249952845889796294'/><link rel='alternate' type='text/html' href='http://richardsonsreview.blogspot.com/2012/01/wk-16-homework-information.html' title='Wk 16 Homework &amp; Information'/><author><name>Dianne Richardson</name><uri>http://www.blogger.com/profile/09281737881167362341</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='24' src='http://2.bp.blogspot.com/_d7wcSvqNGHU/S8ZGAZMUpYI/AAAAAAAAG5Y/0584qb8X3mI/S220/24833_380903331918_524941918_3933997_705695_n.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://4.bp.blogspot.com/-k-NC1DihQ74/TxI003E2dVI/AAAAAAAAIv0/PTEWBQqtabg/s72-c/Screen+Shot+2012-01-14+at+9.06.50+PM.png' height='72' width='72'/></entry><entry><id>tag:blogger.com,1999:blog-1281690447938797877.post-118734159957832714</id><published>2012-01-14T21:04:00.000-05:00</published><updated>2012-01-14T21:04:23.494-05:00</updated><title type='text'>Congrats!</title><content type='html'>&lt;div style="text-align: center;"&gt;&lt;a href="http://1.bp.blogspot.com/-oKPtQ9HV4I8/TxI0GyEBYGI/AAAAAAAAIvs/zUCprWFu_Lg/s1600/91585%252Cxcitefun-77011-xcitefun-congrats.gif" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="183" src="http://1.bp.blogspot.com/-oKPtQ9HV4I8/TxI0GyEBYGI/AAAAAAAAIvs/zUCprWFu_Lg/s320/91585%252Cxcitefun-77011-xcitefun-congrats.gif" width="320" /&gt;&lt;/a&gt; &lt;/div&gt;&lt;div style="text-align: center;"&gt;Congrats to Thursday's class Spelling Bee winners!&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;Daylen Stevens 1st&lt;/div&gt;&lt;div style="text-align: center;"&gt;Cody Gribble 2nd&lt;/div&gt;&lt;div style="text-align: center;"&gt;Jared Haney 3rd&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/1281690447938797877-118734159957832714?l=richardsonsreview.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1281690447938797877/posts/default/118734159957832714'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1281690447938797877/posts/default/118734159957832714'/><link rel='alternate' type='text/html' href='http://richardsonsreview.blogspot.com/2012/01/congrats.html' title='Congrats!'/><author><name>Dianne Richardson</name><uri>http://www.blogger.com/profile/09281737881167362341</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='24' src='http://2.bp.blogspot.com/_d7wcSvqNGHU/S8ZGAZMUpYI/AAAAAAAAG5Y/0584qb8X3mI/S220/24833_380903331918_524941918_3933997_705695_n.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://1.bp.blogspot.com/-oKPtQ9HV4I8/TxI0GyEBYGI/AAAAAAAAIvs/zUCprWFu_Lg/s72-c/91585%252Cxcitefun-77011-xcitefun-congrats.gif' height='72' width='72'/></entry><entry><id>tag:blogger.com,1999:blog-1281690447938797877.post-308192094689639513</id><published>2012-01-09T18:10:00.000-05:00</published><updated>2012-01-09T18:10:07.588-05:00</updated><title type='text'>Happy Birthday!</title><content type='html'>&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://disney-clipart.com/Birthday/clipart/Eeyore-Birthday-Hat.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="200" src="http://disney-clipart.com/Birthday/clipart/Eeyore-Birthday-Hat.jpg" width="156" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;div style="text-align: center;"&gt;Happy January Birthday!&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;Gracie Bennett - January 15&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;Daylen Stevens - January 20&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;Mrs. Richardson - January 25&lt;/div&gt;&lt;div style="text-align: center;"&gt;(P.S. We won't be telling how old Mrs. R is!) &lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;Sarah Denson - January 28&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/1281690447938797877-308192094689639513?l=richardsonsreview.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1281690447938797877/posts/default/308192094689639513'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1281690447938797877/posts/default/308192094689639513'/><link rel='alternate' type='text/html' href='http://richardsonsreview.blogspot.com/2012/01/happy-birthday.html' title='Happy Birthday!'/><author><name>Dianne Richardson</name><uri>http://www.blogger.com/profile/09281737881167362341</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='24' src='http://2.bp.blogspot.com/_d7wcSvqNGHU/S8ZGAZMUpYI/AAAAAAAAG5Y/0584qb8X3mI/S220/24833_380903331918_524941918_3933997_705695_n.jpg'/></author></entry><entry><id>tag:blogger.com,1999:blog-1281690447938797877.post-1153959618969887480</id><published>2012-01-09T18:03:00.001-05:00</published><updated>2012-01-09T18:04:22.948-05:00</updated><title type='text'>: PBS LearningMedia</title><content type='html'>Here's a video clip introducing our new unit of study, measurement.  Just click the link to watch the 3 minute video!&lt;br /&gt;&lt;br /&gt;&lt;a href="http://gpb.pbslearningmedia.org/content/vtl07.math.measure.sys.lpmeasure/#content/4dd2fef5add2c73bce0090ee"&gt;: PBS LearningMedia&lt;/a&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/1281690447938797877-1153959618969887480?l=richardsonsreview.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='related' href='http://gpb.pbslearningmedia.org/content/vtl07.math.measure.sys.lpmeasure/#content/4dd2fef5add2c73bce0090ee' title=': PBS LearningMedia'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1281690447938797877/posts/default/1153959618969887480'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1281690447938797877/posts/default/1153959618969887480'/><link rel='alternate' type='text/html' href='http://richardsonsreview.blogspot.com/2012/01/pbs-learningmedia.html' title=': PBS LearningMedia'/><author><name>Dianne Richardson</name><uri>http://www.blogger.com/profile/09281737881167362341</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='24' src='http://2.bp.blogspot.com/_d7wcSvqNGHU/S8ZGAZMUpYI/AAAAAAAAG5Y/0584qb8X3mI/S220/24833_380903331918_524941918_3933997_705695_n.jpg'/></author></entry><entry><id>tag:blogger.com,1999:blog-1281690447938797877.post-2536115388135215651</id><published>2011-12-29T19:15:00.000-05:00</published><updated>2011-12-29T19:15:40.673-05:00</updated><title type='text'>Happy New Year!</title><content type='html'>I'm sorry to be so late in posting these photos! I had a little surgery last week and have been down for the count. I am feeling better and will return with you on Monday, January 2. I hope that you and your family had a wonderful Christmas season with your family! I wish you the best in 2012! Love to you all!&lt;br /&gt;&lt;br /&gt;&lt;div style="text-align: center;"&gt;&lt;embed type="application/x-shockwave-flash" src="https://picasaweb.google.com/s/c/bin/slideshow.swf" width="400" height="267" flashvars="host=picasaweb.google.com&amp;captions=1&amp;hl=en_US&amp;feat=flashalbum&amp;RGB=0x000000&amp;feed=https%3A%2F%2Fpicasaweb.google.com%2Fdata%2Ffeed%2Fapi%2Fuser%2Frichardson.dianne%2Falbumid%2F5691707689439562289%3Falt%3Drss%26kind%3Dphoto%26hl%3Den_US" pluginspage="http://www.macromedia.com/go/getflashplayer"&gt;&lt;/embed&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/1281690447938797877-2536115388135215651?l=richardsonsreview.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1281690447938797877/posts/default/2536115388135215651'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1281690447938797877/posts/default/2536115388135215651'/><link rel='alternate' type='text/html' href='http://richardsonsreview.blogspot.com/2011/12/happy-new-year.html' title='Happy New Year!'/><author><name>Dianne Richardson</name><uri>http://www.blogger.com/profile/09281737881167362341</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='24' src='http://2.bp.blogspot.com/_d7wcSvqNGHU/S8ZGAZMUpYI/AAAAAAAAG5Y/0584qb8X3mI/S220/24833_380903331918_524941918_3933997_705695_n.jpg'/></author></entry><entry><id>tag:blogger.com,1999:blog-1281690447938797877.post-1316644827948261009</id><published>2011-12-29T19:09:00.000-05:00</published><updated>2011-12-29T19:09:34.950-05:00</updated><title type='text'>Yummy Reindeer Trail Mix</title><content type='html'>On Wednesday, December 14, we made a reindeer trail mix! It was delicious! Mrs. Richardson must admit that she may have gone overboard on the marshmallows! I spent over $5 on them alone! But who knew there were so many flavors? I thought the fruit ones they had when my boys were little were awesome. The only choice we had when I was little was plain. Now there's peppermint, gingerbread flavored (shaped like little Gingerbread men- adorable), French vanilla (shaped like cute little snowmen), and of course plain! Check out our photos!&lt;br /&gt;&lt;br /&gt;&lt;div style="text-align: center;"&gt;&lt;embed type="application/x-shockwave-flash" src="https://picasaweb.google.com/s/c/bin/slideshow.swf" width="400" height="267" flashvars="host=picasaweb.google.com&amp;captions=1&amp;hl=en_US&amp;feat=flashalbum&amp;RGB=0x000000&amp;feed=https%3A%2F%2Fpicasaweb.google.com%2Fdata%2Ffeed%2Fapi%2Fuser%2Frichardson.dianne%2Falbumid%2F5691706407325882289%3Falt%3Drss%26kind%3Dphoto%26hl%3Den_US" pluginspage="http://www.macromedia.com/go/getflashplayer"&gt;&lt;/embed&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/1281690447938797877-1316644827948261009?l=richardsonsreview.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1281690447938797877/posts/default/1316644827948261009'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1281690447938797877/posts/default/1316644827948261009'/><link rel='alternate' type='text/html' href='http://richardsonsreview.blogspot.com/2011/12/yummy-reindeer-trail-mix.html' title='Yummy Reindeer Trail Mix'/><author><name>Dianne Richardson</name><uri>http://www.blogger.com/profile/09281737881167362341</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='24' src='http://2.bp.blogspot.com/_d7wcSvqNGHU/S8ZGAZMUpYI/AAAAAAAAG5Y/0584qb8X3mI/S220/24833_380903331918_524941918_3933997_705695_n.jpg'/></author></entry><entry><id>tag:blogger.com,1999:blog-1281690447938797877.post-3696935846923106409</id><published>2011-12-29T19:01:00.001-05:00</published><updated>2011-12-29T19:10:58.513-05:00</updated><title type='text'>Making Christmas...</title><content type='html'>On December 13, third graders at Gilbert were hard at work designing their very own Christmas presents. It's been a tradition for third grade teacher to give their students scarves as presents. They help keep us warm and create memories of time spent with friends. Each class decorates theirs a little differently. Some classes choose only one color and add beads and such. I wanted everyone to have a choice in their colors. So, we had purple, teal, and blue as our choices. We fringed the ends of our scarves with each student making his own a little different. Here's a peek at our creative process!&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;div style="text-align: center;"&gt;&lt;embed type="application/x-shockwave-flash" src="https://picasaweb.google.com/s/c/bin/slideshow.swf" width="400" height="267" flashvars="host=picasaweb.google.com&amp;captions=1&amp;hl=en_US&amp;feat=flashalbum&amp;RGB=0x000000&amp;feed=https%3A%2F%2Fpicasaweb.google.com%2Fdata%2Ffeed%2Fapi%2Fuser%2Frichardson.dianne%2Falbumid%2F5691698287344368849%3Falt%3Drss%26kind%3Dphoto%26hl%3Den_US" pluginspage="http://www.macromedia.com/go/getflashplayer"&gt;&lt;/embed&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/1281690447938797877-3696935846923106409?l=richardsonsreview.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1281690447938797877/posts/default/3696935846923106409'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1281690447938797877/posts/default/3696935846923106409'/><link rel='alternate' type='text/html' href='http://richardsonsreview.blogspot.com/2011/12/making-christmas.html' title='Making Christmas...'/><author><name>Dianne Richardson</name><uri>http://www.blogger.com/profile/09281737881167362341</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='24' src='http://2.bp.blogspot.com/_d7wcSvqNGHU/S8ZGAZMUpYI/AAAAAAAAG5Y/0584qb8X3mI/S220/24833_380903331918_524941918_3933997_705695_n.jpg'/></author></entry><entry><id>tag:blogger.com,1999:blog-1281690447938797877.post-1842146165100781040</id><published>2011-12-12T19:58:00.000-05:00</published><updated>2011-12-12T19:58:05.794-05:00</updated><title type='text'>Congrats!</title><content type='html'>&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://3.bp.blogspot.com/-HT5jEgjepEg/TuairJO2LnI/AAAAAAAAImE/uchznQ7MNFA/s1600/IMG_7845.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="218" src="http://3.bp.blogspot.com/-HT5jEgjepEg/TuairJO2LnI/AAAAAAAAImE/uchznQ7MNFA/s320/IMG_7845.jpg" width="320" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;span style="font-size: xx-small;"&gt;&lt;i&gt;Pictured: Matt Harris, Principal, Paige Graviet, and Mr. Richardson from ShopRite&lt;/i&gt;&lt;/span&gt;&lt;/div&gt;&lt;br /&gt;Congratulations to our very own, Paige Graviet! Paige sold the most tickets for the Supermarket Sweep! Way to go, Paige! She gets to be Principal for the Day!&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/1281690447938797877-1842146165100781040?l=richardsonsreview.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1281690447938797877/posts/default/1842146165100781040'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1281690447938797877/posts/default/1842146165100781040'/><link rel='alternate' type='text/html' href='http://richardsonsreview.blogspot.com/2011/12/congrats.html' title='Congrats!'/><author><name>Dianne Richardson</name><uri>http://www.blogger.com/profile/09281737881167362341</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='24' src='http://2.bp.blogspot.com/_d7wcSvqNGHU/S8ZGAZMUpYI/AAAAAAAAG5Y/0584qb8X3mI/S220/24833_380903331918_524941918_3933997_705695_n.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://3.bp.blogspot.com/-HT5jEgjepEg/TuairJO2LnI/AAAAAAAAImE/uchznQ7MNFA/s72-c/IMG_7845.jpg' height='72' width='72'/></entry><entry><id>tag:blogger.com,1999:blog-1281690447938797877.post-7176997273057055770</id><published>2011-12-10T11:17:00.000-05:00</published><updated>2011-12-10T11:17:17.292-05:00</updated><title type='text'>Congratulations, Singing Gators!</title><content type='html'>&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;a href="http://www.cdkenterprises.com/coloring/Christmas/MusicalNotes.gif" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="97" src="http://www.cdkenterprises.com/coloring/Christmas/MusicalNotes.gif" width="200" /&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;br /&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;b&gt;Congratulations to our Singing Gators!&lt;/b&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;Third through fifth grade chorus students delighted parents and students at the annual&amp;nbsp; PTO Chorus Night on Thursday. Their show was adorable! Students were able to judge for themselves on Friday, as the chorus did an encore performance of the show, Elvis Impersonator. Everyone enjoyed their performance!&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;Congratulations to our very own classmates who performed.&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;Great job, girls! Way to go, &lt;span style="color: red;"&gt;Daylen&lt;/span&gt;, &lt;span style="color: #38761d;"&gt;Gracie&lt;/span&gt;, &lt;span style="color: red;"&gt;April&lt;/span&gt;, and &lt;span style="color: #38761d;"&gt;Paige&lt;/span&gt;!&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/1281690447938797877-7176997273057055770?l=richardsonsreview.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1281690447938797877/posts/default/7176997273057055770'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1281690447938797877/posts/default/7176997273057055770'/><link rel='alternate' type='text/html' href='http://richardsonsreview.blogspot.com/2011/12/congratulations-singing-gators.html' title='Congratulations, Singing Gators!'/><author><name>Dianne Richardson</name><uri>http://www.blogger.com/profile/09281737881167362341</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='24' src='http://2.bp.blogspot.com/_d7wcSvqNGHU/S8ZGAZMUpYI/AAAAAAAAG5Y/0584qb8X3mI/S220/24833_380903331918_524941918_3933997_705695_n.jpg'/></author></entry><entry><id>tag:blogger.com,1999:blog-1281690447938797877.post-2216912375841903487</id><published>2011-12-10T11:09:00.001-05:00</published><updated>2011-12-10T11:09:45.378-05:00</updated><title type='text'>We won!</title><content type='html'>During the month of November, Mr. Harris created a contest for teachers and students. He challenged us to use available technology to teach others about November's character education focus, responsibility. I wrote a couple of skits as Reader's Theater scripts. Students decided they would like to choose roles and act out the scripts for filming. We had a blast! We used a Flip Camera from the library to record the skits. I put edited and put them together using iMovie on my new laptop. Students came up with Responsibility Dos and Don'ts. We submitted the video with our fingers crossed. Mr. Harris stopped by on Monday, December 5th to inform us that our video was chose as one of the winners! We won a Flip Cam to use in our classroom. We're very excited! We can't wait to find ways to use it in our classroom.&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/1281690447938797877-2216912375841903487?l=richardsonsreview.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1281690447938797877/posts/default/2216912375841903487'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1281690447938797877/posts/default/2216912375841903487'/><link rel='alternate' type='text/html' href='http://richardsonsreview.blogspot.com/2011/12/we-won.html' title='We won!'/><author><name>Dianne Richardson</name><uri>http://www.blogger.com/profile/09281737881167362341</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='24' src='http://2.bp.blogspot.com/_d7wcSvqNGHU/S8ZGAZMUpYI/AAAAAAAAG5Y/0584qb8X3mI/S220/24833_380903331918_524941918_3933997_705695_n.jpg'/></author></entry><entry><id>tag:blogger.com,1999:blog-1281690447938797877.post-1536526665005382656</id><published>2011-12-10T10:52:00.000-05:00</published><updated>2011-12-10T10:52:38.480-05:00</updated><title type='text'>GPS Learning Menu</title><content type='html'>&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://2.bp.blogspot.com/-Lcv1lpsQL-s/TuN-0IrZALI/AAAAAAAAIlM/G5hW0VAcnF8/s1600/nk11_kids1.gif" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="103" src="http://2.bp.blogspot.com/-Lcv1lpsQL-s/TuN-0IrZALI/AAAAAAAAIlM/G5hW0VAcnF8/s200/nk11_kids1.gif" width="200" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;Here's a look at our current standards!&lt;/div&gt;&lt;div style="text-align: left;"&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: center;"&gt;&lt;i&gt;&lt;b&gt;Social Studies&lt;/b&gt;&lt;/i&gt;&lt;/div&gt;&lt;ul&gt;&lt;li&gt;SS3H2 The student will discuss the lives of Americans who expanded people’s rights and freedoms in a democracy.&lt;/li&gt;&lt;li&gt;SS3G2 The student will describe the cultural and geographic systems associated with the historical figures in SS3H2a.&lt;/li&gt;&lt;li&gt;SS3CG2 The student will discuss the character of different historical figures in SS3H2a.&lt;/li&gt;&lt;/ul&gt;&lt;div style="text-align: center;"&gt;&lt;i&gt;&lt;b&gt;Math&lt;/b&gt;&lt;/i&gt;&lt;/div&gt;&lt;ul&gt;&lt;li&gt;M3N4. Students will understand the meaning of division and develop the ability to apply it in problem solving.&lt;/li&gt;&lt;li&gt;Math Facts for 6 and 7.&lt;/li&gt;&lt;/ul&gt;&lt;div style="text-align: center;"&gt;&lt;i&gt;&lt;b&gt;Reading&lt;/b&gt;&lt;/i&gt;&lt;/div&gt;&lt;ul&gt;&lt;li&gt; ELA3R3 The student uses a variety of strategies to gain meaning from grade-level text. The student makes judgments and inferences about setting, characters, and events and supports them with evidence from the text.&amp;nbsp;&lt;/li&gt;&lt;ul&gt;&lt;li&gt;l. Identifies and infers cause-and-effect relationships and draws conclusions.&lt;/li&gt;&lt;/ul&gt;&lt;/ul&gt;&lt;div style="text-align: center;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;i&gt;&lt;b&gt;&amp;nbsp;Writing &amp;amp; English&lt;/b&gt;&lt;/i&gt;&lt;/div&gt;&lt;ul&gt;&lt;li&gt; ELA3W2 The student produces a narrative that:&amp;nbsp;&lt;/li&gt;&lt;ul&gt;&lt;li&gt;a. Captures a reader’s interest by writing both personal and fantasy/imaginary stories, setting a purpose, and developing a point of view.&amp;nbsp;&lt;/li&gt;&lt;li&gt;b. Sustains a focus.&amp;nbsp;&lt;/li&gt;&lt;li&gt;c. Includes the appropriate purpose, expectations, and length for the audience and genre.&amp;nbsp;&lt;/li&gt;&lt;li&gt;d. Uses sensory details and other literary language to communicate setting, characters, and plot.&amp;nbsp;&lt;/li&gt;&lt;li&gt;e. Uses appropriate organizational structures to ensure coherence and strategies&lt;/li&gt;&lt;li&gt; f. Develops characters through action and dialogue.&amp;nbsp;&lt;/li&gt;&lt;li&gt;g. Provides a sense of closure.&amp;nbsp;&lt;/li&gt;&lt;li&gt;h. May include pre-writing.&amp;nbsp;&lt;/li&gt;&lt;li&gt;i. May include a revised and edited draft.&amp;nbsp;&lt;/li&gt;&lt;li&gt;j. May be published. &lt;/li&gt;&lt;/ul&gt;&lt;/ul&gt;&lt;div style="text-align: center;"&gt;&amp;nbsp;&lt;i&gt;&lt;b&gt;Science&lt;/b&gt;&lt;/i&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;ul&gt;&lt;li&gt;S3L1. Students will investigate the habitats of different organisms and the dependence of organisms on their habitat.&lt;/li&gt;&lt;/ul&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/1281690447938797877-1536526665005382656?l=richardsonsreview.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1281690447938797877/posts/default/1536526665005382656'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1281690447938797877/posts/default/1536526665005382656'/><link rel='alternate' type='text/html' href='http://richardsonsreview.blogspot.com/2011/12/gps-learning-menu.html' title='GPS Learning Menu'/><author><name>Dianne Richardson</name><uri>http://www.blogger.com/profile/09281737881167362341</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='24' src='http://2.bp.blogspot.com/_d7wcSvqNGHU/S8ZGAZMUpYI/AAAAAAAAG5Y/0584qb8X3mI/S220/24833_380903331918_524941918_3933997_705695_n.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://2.bp.blogspot.com/-Lcv1lpsQL-s/TuN-0IrZALI/AAAAAAAAIlM/G5hW0VAcnF8/s72-c/nk11_kids1.gif' height='72' width='72'/></entry><entry><id>tag:blogger.com,1999:blog-1281690447938797877.post-4797400791749740519</id><published>2011-11-14T19:43:00.000-05:00</published><updated>2011-11-14T19:43:23.580-05:00</updated><title type='text'>It's been awhile...</title><content type='html'>It's been awhile since I've written. I apologize! We've been busy learning in third grade. We've completed our study of Government just in time to elect our very own Student Government. We are almost finished with our adventure through the habitats of Georgia. We are currently learning about Mrs. Richardson's favorite habitat, the ocean! Be sure to check out the Science Page to explore habitats on the Internet. We're still working our way through a unit on Multiplication. To help you guys practice your math facts at home, I've created a Math page on our blog. Just look for the menu on the top right-hand side of the page. You'll be a Math Wizard in no time!&lt;br /&gt;&lt;br /&gt;Until next time,&lt;br /&gt;&lt;br /&gt;Mrs. Richardson :)&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/1281690447938797877-4797400791749740519?l=richardsonsreview.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1281690447938797877/posts/default/4797400791749740519'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1281690447938797877/posts/default/4797400791749740519'/><link rel='alternate' type='text/html' href='http://richardsonsreview.blogspot.com/2011/11/its-been-awhile.html' title='It&apos;s been awhile...'/><author><name>Dianne Richardson</name><uri>http://www.blogger.com/profile/09281737881167362341</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='24' src='http://2.bp.blogspot.com/_d7wcSvqNGHU/S8ZGAZMUpYI/AAAAAAAAG5Y/0584qb8X3mI/S220/24833_380903331918_524941918_3933997_705695_n.jpg'/></author></entry><entry><id>tag:blogger.com,1999:blog-1281690447938797877.post-4982603628502344914</id><published>2011-10-08T17:20:00.000-04:00</published><updated>2011-10-08T17:20:09.155-04:00</updated><title type='text'>Wk 5 AR Report</title><content type='html'>&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;/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;/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;/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;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;AR Report as of Friday, October 7, 2011&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;i&gt;&lt;b&gt;Most Words Read - Top Three&lt;/b&gt;&lt;/i&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;Gracie Bennett - 43,536 words&lt;/div&gt;&lt;div style="text-align: center;"&gt;Savannah Smith - 19,672 words&lt;/div&gt;&lt;div style="text-align: center;"&gt;Cody Davis - 18,708 words&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;Class total for words read 181,727!&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;Daylen read the most books with 10 tests taken this week!&lt;br /&gt;Paige had the highest average with 92% correct!&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;Congrats everyone!&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: left;"&gt;Parents, remember you can check your child's AR record at any time by visiting the link below. Log in information was sent home a few weeks ago. Let me know if you need another copy.&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;img border="0" src="http://2.bp.blogspot.com/-NsxYCtSevhk/TpC855_RecI/AAAAAAAAId8/X3HZcm6MqNI/s1600/rpid_lrg_hover.gif" /&gt;&amp;nbsp;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="https://hosted214.renlearn.com/53716/"&gt;https://hosted214.renlearn.com/53716/&lt;/a&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;br /&gt;&lt;div style="text-align: left;"&gt;Students, please remember AR is part of your homework. You should be ready for a test when your arrive to school in the mornings. Third graders are required to read and take tests on at least 4 books per week. &lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/1281690447938797877-4982603628502344914?l=richardsonsreview.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1281690447938797877/posts/default/4982603628502344914'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1281690447938797877/posts/default/4982603628502344914'/><link rel='alternate' type='text/html' href='http://richardsonsreview.blogspot.com/2011/10/wk-5-ar-report.html' title='Wk 5 AR Report'/><author><name>Dianne Richardson</name><uri>http://www.blogger.com/profile/09281737881167362341</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='24' src='http://2.bp.blogspot.com/_d7wcSvqNGHU/S8ZGAZMUpYI/AAAAAAAAG5Y/0584qb8X3mI/S220/24833_380903331918_524941918_3933997_705695_n.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://2.bp.blogspot.com/-NsxYCtSevhk/TpC855_RecI/AAAAAAAAId8/X3HZcm6MqNI/s72-c/rpid_lrg_hover.gif' height='72' width='72'/></entry><entry><id>tag:blogger.com,1999:blog-1281690447938797877.post-4907843661096150998</id><published>2011-10-08T13:04:00.000-04:00</published><updated>2011-10-08T13:04:35.518-04:00</updated><title type='text'>Boo-k! Party</title><content type='html'>&lt;div style="text-align: center;"&gt;You're invited to Gilbert's 3rd Annual &lt;span style="color: #b45f06;"&gt;Boo&lt;/span&gt;-k Party!&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://1.bp.blogspot.com/-l1aT5G35eBo/TpCBWdTB5rI/AAAAAAAAIdM/OcXH3RieiN8/s1600/images.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" src="http://1.bp.blogspot.com/-l1aT5G35eBo/TpCBWdTB5rI/AAAAAAAAIdM/OcXH3RieiN8/s1600/images.jpg" /&gt;&amp;nbsp;&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;Come to school dressed as your favorite &lt;span style="color: #b45f06;"&gt;&lt;b&gt;BOO-k&lt;/b&gt;&lt;span style="color: black;"&gt; character and for $5, stay after school for the party! There will be music, snacks, dancing, and a trip to Boogerwood Holler (optional, if you're not too scared!) We are also having a jack-o-lantern contest. To enter, bring the best hand carved pumpkin ever, with a flameless candle and your name on the bottom. We will turn them on for the party and party goers will pick their favorite!&lt;/span&gt;&lt;/span&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;span style="color: #b45f06;"&gt;&lt;span style="color: black;"&gt;Friday, October 28&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;span style="color: #b45f06;"&gt;&lt;span style="color: black;"&gt;2:30 - 4:30&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://1.bp.blogspot.com/-uSFMj803Xbc/TpCCNMx6BfI/AAAAAAAAIdQ/VxD5vWOZkQ4/s1600/candy-corn-border.gif" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" src="http://1.bp.blogspot.com/-uSFMj803Xbc/TpCCNMx6BfI/AAAAAAAAIdQ/VxD5vWOZkQ4/s1600/candy-corn-border.gif" /&gt;&lt;/a&gt;&lt;a href="http://1.bp.blogspot.com/-uSFMj803Xbc/TpCCNMx6BfI/AAAAAAAAIdQ/VxD5vWOZkQ4/s1600/candy-corn-border.gif" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" src="http://1.bp.blogspot.com/-uSFMj803Xbc/TpCCNMx6BfI/AAAAAAAAIdQ/VxD5vWOZkQ4/s1600/candy-corn-border.gif" /&gt;&lt;/a&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;i&gt;Please follow the school's dress code when designing your character. Keep in mind, you will have to wear your costume all day long. So think, comfortable. You may wear make-up, but nothing too scary. We have little ones who share our school!&lt;/i&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;span style="color: #b45f06;"&gt;&lt;span style="color: black;"&gt;&amp;nbsp;&lt;/span&gt;&lt;/span&gt; &lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/1281690447938797877-4907843661096150998?l=richardsonsreview.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1281690447938797877/posts/default/4907843661096150998'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1281690447938797877/posts/default/4907843661096150998'/><link rel='alternate' type='text/html' href='http://richardsonsreview.blogspot.com/2011/10/boo-k-party.html' title='Boo-k! Party'/><author><name>Dianne Richardson</name><uri>http://www.blogger.com/profile/09281737881167362341</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='24' src='http://2.bp.blogspot.com/_d7wcSvqNGHU/S8ZGAZMUpYI/AAAAAAAAG5Y/0584qb8X3mI/S220/24833_380903331918_524941918_3933997_705695_n.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://1.bp.blogspot.com/-l1aT5G35eBo/TpCBWdTB5rI/AAAAAAAAIdM/OcXH3RieiN8/s72-c/images.jpg' height='72' width='72'/></entry><entry><id>tag:blogger.com,1999:blog-1281690447938797877.post-3610543609603981542</id><published>2011-10-08T12:54:00.000-04:00</published><updated>2011-10-08T12:54:46.560-04:00</updated><title type='text'>Wk 4's Spelling Bee Winners</title><content type='html'>&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://1.bp.blogspot.com/-wz3eS5Z6E_g/TpCAKJsbjBI/AAAAAAAAIdI/CB7vZH3TY3U/s1600/IMG_0837.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="240" src="http://1.bp.blogspot.com/-wz3eS5Z6E_g/TpCAKJsbjBI/AAAAAAAAIdI/CB7vZH3TY3U/s320/IMG_0837.JPG" width="320" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;Congrats! &lt;/div&gt;&lt;div style="text-align: center;"&gt;Cody Gribble - 1st Place&lt;/div&gt;&lt;div style="text-align: center;"&gt;Cody Davis - 2nd Place&lt;/div&gt;&lt;div style="text-align: center;"&gt;Savannah Smith - 3rd Place&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/1281690447938797877-3610543609603981542?l=richardsonsreview.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1281690447938797877/posts/default/3610543609603981542'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1281690447938797877/posts/default/3610543609603981542'/><link rel='alternate' type='text/html' href='http://richardsonsreview.blogspot.com/2011/10/wk-4s-spelling-bee-winners.html' title='Wk 4&apos;s Spelling Bee Winners'/><author><name>Dianne Richardson</name><uri>http://www.blogger.com/profile/09281737881167362341</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='24' src='http://2.bp.blogspot.com/_d7wcSvqNGHU/S8ZGAZMUpYI/AAAAAAAAG5Y/0584qb8X3mI/S220/24833_380903331918_524941918_3933997_705695_n.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://1.bp.blogspot.com/-wz3eS5Z6E_g/TpCAKJsbjBI/AAAAAAAAIdI/CB7vZH3TY3U/s72-c/IMG_0837.JPG' height='72' width='72'/></entry><entry><id>tag:blogger.com,1999:blog-1281690447938797877.post-2525100123397215441</id><published>2011-10-08T12:52:00.000-04:00</published><updated>2011-10-08T12:52:59.065-04:00</updated><title type='text'>LHS Homecoming Week</title><content type='html'>During the week of September 26-30, Gilbert students were invited to join LHS's Homecoming celebration activities. We joined them in dressing up in various theme throughout the week. Here are some photos of our school spirit!&lt;br /&gt;&lt;br /&gt;&lt;embed flashvars="host=picasaweb.google.com&amp;amp;captions=1&amp;amp;hl=en_US&amp;amp;feat=flashalbum&amp;amp;RGB=0x000000&amp;amp;feed=https%3A%2F%2Fpicasaweb.google.com%2Fdata%2Ffeed%2Fapi%2Fuser%2Frichardson.dianne%2Falbumid%2F5661163712616419041%3Falt%3Drss%26kind%3Dphoto%26hl%3Den_US" height="267" pluginspage="http://www.macromedia.com/go/getflashplayer" src="https://picasaweb.google.com/s/c/bin/slideshow.swf" type="application/x-shockwave-flash" width="400"&gt;&lt;/embed&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/1281690447938797877-2525100123397215441?l=richardsonsreview.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1281690447938797877/posts/default/2525100123397215441'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1281690447938797877/posts/default/2525100123397215441'/><link rel='alternate' type='text/html' href='http://richardsonsreview.blogspot.com/2011/10/lhs-homecoming-week.html' title='LHS Homecoming Week'/><author><name>Dianne Richardson</name><uri>http://www.blogger.com/profile/09281737881167362341</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='24' src='http://2.bp.blogspot.com/_d7wcSvqNGHU/S8ZGAZMUpYI/AAAAAAAAG5Y/0584qb8X3mI/S220/24833_380903331918_524941918_3933997_705695_n.jpg'/></author></entry><entry><id>tag:blogger.com,1999:blog-1281690447938797877.post-5249450681675901676</id><published>2011-10-08T12:45:00.001-04:00</published><updated>2011-10-13T13:28:50.942-04:00</updated><title type='text'>We love our Grandparents!</title><content type='html'>There's nothing like the love of a grandparent! On September 27th, Gilbert celebrated Grandparents' Day! Grandparents were invited to our classroom where they could be interviewed, help solve puzzles, or read a book with their grand child. Following these activities, students were treated to snacks and photos in the gym. The last event was a trip to the Book Fair! We had a wonderful day with our grandparents!&lt;br /&gt;&lt;br /&gt;&lt;embed flashvars="host=picasaweb.google.com&amp;amp;captions=1&amp;amp;hl=en_US&amp;amp;feat=flashalbum&amp;amp;RGB=0x000000&amp;amp;feed=https%3A%2F%2Fpicasaweb.google.com%2Fdata%2Ffeed%2Fapi%2Fuser%2Frichardson.dianne%2Falbumid%2F5661162560691072625%3Falt%3Drss%26kind%3Dphoto%26hl%3Den_US" height="267" pluginspage="http://www.macromedia.com/go/getflashplayer" src="https://picasaweb.google.com/s/c/bin/slideshow.swf" type="application/x-shockwave-flash" width="400"&gt;&lt;/embed&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/1281690447938797877-5249450681675901676?l=richardsonsreview.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1281690447938797877/posts/default/5249450681675901676'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1281690447938797877/posts/default/5249450681675901676'/><link rel='alternate' type='text/html' href='http://richardsonsreview.blogspot.com/2011/10/we-love-our-grandparents.html' title='We love our Grandparents!'/><author><name>Dianne Richardson</name><uri>http://www.blogger.com/profile/09281737881167362341</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='24' src='http://2.bp.blogspot.com/_d7wcSvqNGHU/S8ZGAZMUpYI/AAAAAAAAG5Y/0584qb8X3mI/S220/24833_380903331918_524941918_3933997_705695_n.jpg'/></author></entry><entry><id>tag:blogger.com,1999:blog-1281690447938797877.post-2119537697302190696</id><published>2011-10-08T12:37:00.001-04:00</published><updated>2011-10-08T12:38:38.092-04:00</updated><title type='text'>Reviewing Place Value</title><content type='html'>&lt;div style="text-align: center;"&gt;Place value review tasks on September 8 were loads of fun! Check it out!&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;embed type="application/x-shockwave-flash" src="https://picasaweb.google.com/s/c/bin/slideshow.swf" width="400" height="267" flashvars="host=picasaweb.google.com&amp;captions=1&amp;hl=en_US&amp;feat=flashalbum&amp;RGB=0x000000&amp;feed=https%3A%2F%2Fpicasaweb.google.com%2Fdata%2Ffeed%2Fapi%2Fuser%2Frichardson.dianne%2Falbumid%2F5661160522631838033%3Falt%3Drss%26kind%3Dphoto%26hl%3Den_US" pluginspage="http://www.macromedia.com/go/getflashplayer"&gt;&lt;/embed&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/1281690447938797877-2119537697302190696?l=richardsonsreview.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1281690447938797877/posts/default/2119537697302190696'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1281690447938797877/posts/default/2119537697302190696'/><link rel='alternate' type='text/html' href='http://richardsonsreview.blogspot.com/2011/10/reviewing-place-value.html' title='Reviewing Place Value'/><author><name>Dianne Richardson</name><uri>http://www.blogger.com/profile/09281737881167362341</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='24' src='http://2.bp.blogspot.com/_d7wcSvqNGHU/S8ZGAZMUpYI/AAAAAAAAG5Y/0584qb8X3mI/S220/24833_380903331918_524941918_3933997_705695_n.jpg'/></author></entry><entry><id>tag:blogger.com,1999:blog-1281690447938797877.post-6387690563825703175</id><published>2011-10-08T12:23:00.000-04:00</published><updated>2011-10-08T12:23:25.180-04:00</updated><title type='text'>Welcome to Third Grade!</title><content type='html'>&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;/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="http://1.bp.blogspot.com/-bxUN-pvu1aQ/TpB34s3qxUI/AAAAAAAAIYk/rxh6Pvd0N0U/s1600/DSC07522.JPG" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="240" src="http://1.bp.blogspot.com/-bxUN-pvu1aQ/TpB34s3qxUI/AAAAAAAAIYk/rxh6Pvd0N0U/s320/DSC07522.JPG" width="320" /&gt;&lt;/a&gt; &lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: left;"&gt;Firstly, I would like to apologize for not keeping my blog up-to-date. It has been very difficult to do so due to the computer and server issues within our county system. Our school's website is still not up and running. You may access school information by visiting the Current Event's blog, click &lt;a href="http://gilberthappenings.blogspot.com/"&gt;here&lt;/a&gt;.&amp;nbsp;&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;I will continue to update our class web log until the county's issues are resolved. So check back often! I'm very happy to have your child in my class this year. I'm "ant"icipating an awesome year!&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;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://1.bp.blogspot.com/-aO5vS90k24U/TpB322tDKuI/AAAAAAAAIYg/dvrCrD6UFHI/s1600/DSC07521.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="320" src="http://1.bp.blogspot.com/-aO5vS90k24U/TpB322tDKuI/AAAAAAAAIYg/dvrCrD6UFHI/s320/DSC07521.jpg" width="240" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://1.bp.blogspot.com/-bxUN-pvu1aQ/TpB34s3qxUI/AAAAAAAAIYk/rxh6Pvd0N0U/s1600/DSC07522.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;br /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/1281690447938797877-6387690563825703175?l=richardsonsreview.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1281690447938797877/posts/default/6387690563825703175'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1281690447938797877/posts/default/6387690563825703175'/><link rel='alternate' type='text/html' href='http://richardsonsreview.blogspot.com/2011/10/welcome-to-third-grade.html' title='Welcome to Third Grade!'/><author><name>Dianne Richardson</name><uri>http://www.blogger.com/profile/09281737881167362341</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='24' src='http://2.bp.blogspot.com/_d7wcSvqNGHU/S8ZGAZMUpYI/AAAAAAAAG5Y/0584qb8X3mI/S220/24833_380903331918_524941918_3933997_705695_n.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://1.bp.blogspot.com/-bxUN-pvu1aQ/TpB34s3qxUI/AAAAAAAAIYk/rxh6Pvd0N0U/s72-c/DSC07522.JPG' height='72' width='72'/></entry><entry><id>tag:blogger.com,1999:blog-1281690447938797877.post-3056910322410728749</id><published>2011-09-11T19:14:00.002-04:00</published><updated>2011-09-11T19:14:55.120-04:00</updated><title type='text'>Welcome to the 2011-12 School Year!</title><content type='html'>We're off to a wonderful start!&amp;nbsp; Things are coming along nicely as  everyone seems to be adjusting to new expectations, classmates, teacher,  and procedures. We are working diligently to settle into our routines  despite missing school on Tuesday and a delay on Wednesday because of  the weather. &lt;br /&gt;On the first day of school, we read &lt;a _mce_href="http://www.lauriekeller.com/books/otters_01.html" href="http://www.lauriekeller.com/books/otters_01.html" target="_blank" title="Laurie Keller's"&gt;Laurie Keller's &lt;/a&gt;book, &lt;em&gt;Do Unto Otters: A Book About Manners&lt;/em&gt;.  In this story, Mr. Rabbit gets new neighbors and he's a little  concerned about them because he knows nothing of otters. A wise owl  suggests he should treat "otters" the way he would want to be treated.  Students enjoyed the humorous otters! This was a great start to our  discussion about the need for rules to keep all of us safe while at  school. After much debate, these are the rules we decided our class  needed. We are using the STAR acronym to help us remember our rules.&lt;br /&gt;&lt;ul&gt;&lt;li&gt;&lt;strong&gt;S&lt;/strong&gt;tay on task and organized.&lt;/li&gt;&lt;li&gt;&lt;strong&gt;T&lt;/strong&gt;alk politely and work quietly.&lt;/li&gt;&lt;li&gt;&lt;strong&gt;A&lt;/strong&gt;lways listen and follow directions.&lt;/li&gt;&lt;li&gt;&lt;strong&gt;R&lt;/strong&gt;espect everyone and everything.&lt;/li&gt;&lt;/ul&gt;With the weather events of this week, I chose to go ahead with  assigned spelling. I backed up one list below where your children should  have started. I am happy to report that Friday's spelling test was a  huge success! Everyone made an A! I hope this happens every Friday!&lt;br /&gt;I have pictures to post of Math Workshop as soon as I find the camera  cord to upload them. We explored the properties of addition and  reviewed the expectations for Math Workshop.&lt;br /&gt;A couple of reminders:&lt;br /&gt;&lt;ul&gt;&lt;li&gt;Pictures have been rescheduled for October 17. New forms will  come home in the days just before that date. :) Save those beautiful  smiles!&lt;/li&gt;&lt;/ul&gt;&lt;ul&gt;&lt;li&gt;Ice Cream is considered a privilege in third grade.  Students must be on blue and green all week. Ice cream is "lost" even if  the yellow occurs on Friday. &lt;/li&gt;&lt;/ul&gt;&lt;ul&gt;&lt;li&gt;Please review the STAR rules with your child! I have been  reluctant to change colors due to the craziness in our schedule. However  beginning on Monday, students will receive no warnings. We've been over  procedures and expectations every day we've been in school. Third  graders should be more than aware that Mr. Harris expects no noise in  the hallways. This is an area of concern for us. We're having  difficulties controlling talking throughout our entire day.&amp;nbsp;&lt;/li&gt;&lt;/ul&gt;&lt;ul&gt;&lt;li&gt;I'm still missing emergency cards, lunch forms, third grade  info sheets, and FYI forms. Please understand that the FYI form must be  returned. Students without that form are not allowed to use the  computers nor access the Internet. We must have your permission for them  to do so. The FYI pamphlet is the legal sized (tall, skinny) booklet. I  also need the 3rd grade sign off back so that I may post pictures of  our class. I must have your permission to post your child's image on our  class site. &lt;/li&gt;&lt;/ul&gt;&lt;ul&gt;&lt;li&gt;The Walker County email system has been restored. You may contact me via email @ &lt;a _mce_href="mailto:elisarichardson@walkerschools.org" href="mailto:elisarichardson@walkerschools.org" title="elisarichardson@walkerschools.org"&gt;elisarichardson@walkerschools.org&lt;/a&gt;.  The school phone number is 706-638-2432. I'm available via phone from  6:30 - 7:00 a.m., 12:45 - 1:30 p.m. (my planning time), or from 2:20 -  3:05 p.m. each afternoon.&amp;nbsp;&lt;/li&gt;&lt;/ul&gt;&lt;ul&gt;&lt;li&gt;The County's websites are still down. You may access our classroom blog here.&lt;/li&gt;&lt;/ul&gt;&lt;ul&gt;&lt;li&gt;We will pick up our regular homework schedule this week. Be sure to check STAR binders each night!&lt;/li&gt;&lt;/ul&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/1281690447938797877-3056910322410728749?l=richardsonsreview.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1281690447938797877/posts/default/3056910322410728749'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1281690447938797877/posts/default/3056910322410728749'/><link rel='alternate' type='text/html' href='http://richardsonsreview.blogspot.com/2011/09/welcome-to-2011-12-school-year.html' title='Welcome to the 2011-12 School Year!'/><author><name>Dianne Richardson</name><uri>http://www.blogger.com/profile/09281737881167362341</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='24' src='http://2.bp.blogspot.com/_d7wcSvqNGHU/S8ZGAZMUpYI/AAAAAAAAG5Y/0584qb8X3mI/S220/24833_380903331918_524941918_3933997_705695_n.jpg'/></author></entry><entry><id>tag:blogger.com,1999:blog-1281690447938797877.post-5928300120874477349</id><published>2011-08-23T08:59:00.000-04:00</published><updated>2011-08-23T08:59:52.786-04:00</updated><title type='text'>Happy Tuesday!</title><content type='html'>Greetings everyone!&lt;br /&gt;&lt;br /&gt;Today I am attending a training session for Common Core GPS. On my way into class, I saw Mrs. Long, our student teacher from last year. I'm happy to announce that Mrs. Long will be teaching at Gilbert this year. She is replacing Mrs. Pope who retired this summer. Mrs. Long will be teaching Science and Social Studies. She is here at AEC for new teacher orientation. I'm sure you will join me in wishing her all the best!&lt;br /&gt;&lt;br /&gt;Time for class to start. Until next time...&lt;br /&gt;&lt;br /&gt;Mrs. R :)&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/1281690447938797877-5928300120874477349?l=richardsonsreview.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1281690447938797877/posts/default/5928300120874477349'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1281690447938797877/posts/default/5928300120874477349'/><link rel='alternate' type='text/html' href='http://richardsonsreview.blogspot.com/2011/08/happy-tuesday.html' title='Happy Tuesday!'/><author><name>Dianne Richardson</name><uri>http://www.blogger.com/profile/09281737881167362341</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='24' src='http://2.bp.blogspot.com/_d7wcSvqNGHU/S8ZGAZMUpYI/AAAAAAAAG5Y/0584qb8X3mI/S220/24833_380903331918_524941918_3933997_705695_n.jpg'/></author></entry><entry><id>tag:blogger.com,1999:blog-1281690447938797877.post-5246133500621753607</id><published>2011-08-17T16:11:00.006-04:00</published><updated>2011-08-17T16:18:03.777-04:00</updated><title type='text'>Open House 2011</title><content type='html'>&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://4.bp.blogspot.com/-4jhfWRg-PCg/Tkwhd0-UsKI/AAAAAAAAIXs/sQkuxLCjTCY/s1600/aug09_boy12.gif" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"&gt;&lt;/a&gt;&lt;img border="0" height="200" src="http://4.bp.blogspot.com/-4jhfWRg-PCg/Tkwhd0-UsKI/AAAAAAAAIXs/sQkuxLCjTCY/s200/aug09_boy12.gif" width="118" /&gt;&lt;a href="http://3.bp.blogspot.com/-IZ2z_U9DNEU/Tkwd-tgaetI/AAAAAAAAIXk/oE0YxQjkt0A/s1600/aug09_girl15.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="200" src="http://3.bp.blogspot.com/-IZ2z_U9DNEU/Tkwd-tgaetI/AAAAAAAAIXk/oE0YxQjkt0A/s200/aug09_girl15.png" width="112" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;div style="text-align: center;"&gt;&lt;br /&gt;&lt;span style="font-size: small;"&gt;&lt;b&gt;&lt;i&gt;Open House 2011&lt;/i&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;span style="font-size: small;"&gt;&lt;b&gt;&lt;i&gt;Wednesday, August 31, 2011&lt;/i&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;span style="font-size: small;"&gt;&lt;b&gt;&lt;i&gt;4:00 - 6:00 p.m.&lt;/i&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;&lt;br /&gt;You are cordially invited to Gilbert's Open House! Drop in any time between 4 - 6 p.m. to see your new classroom, meet your teacher, and pick up some important information for you and your parents. &lt;br /&gt;&lt;br /&gt;If you have already purchased your supplies, you may drop them off at Open House. It would save valuable time as I can get everything put away and ready to go for the first day of school. Not to mention, your book bag will be lots lighter. :) &lt;span style="font-size: small;"&gt;&lt;span style="font-family: &amp;quot;LD Traditional Print&amp;quot;;"&gt;&amp;nbsp;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;I'm very excited about our year together and cannot wait to meet you and your family! I hope you will make plans to attend! I have a special surprise for you!&lt;br /&gt;&lt;br /&gt;&lt;div style="text-align: center;"&gt;See your smile in a little while! &lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/1281690447938797877-5246133500621753607?l=richardsonsreview.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1281690447938797877/posts/default/5246133500621753607'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1281690447938797877/posts/default/5246133500621753607'/><link rel='alternate' type='text/html' href='http://richardsonsreview.blogspot.com/2011/08/open-house-2011.html' title='Open House 2011'/><author><name>Dianne Richardson</name><uri>http://www.blogger.com/profile/09281737881167362341</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='24' src='http://2.bp.blogspot.com/_d7wcSvqNGHU/S8ZGAZMUpYI/AAAAAAAAG5Y/0584qb8X3mI/S220/24833_380903331918_524941918_3933997_705695_n.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://4.bp.blogspot.com/-4jhfWRg-PCg/Tkwhd0-UsKI/AAAAAAAAIXs/sQkuxLCjTCY/s72-c/aug09_boy12.gif' height='72' width='72'/></entry><entry><id>tag:blogger.com,1999:blog-1281690447938797877.post-1308858901706567018</id><published>2011-08-15T20:16:00.001-04:00</published><updated>2011-08-15T20:17:12.768-04:00</updated><title type='text'>Longest Summer Ever?</title><content type='html'>&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="http://1.bp.blogspot.com/-l6iHzBE9dgk/TjBhNpQ5kjI/AAAAAAAAIUc/J-h_JMRtRC4/s1600/summer-beach-clipart.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="200" src="http://1.bp.blogspot.com/-l6iHzBE9dgk/TjBhNpQ5kjI/AAAAAAAAIUc/J-h_JMRtRC4/s200/summer-beach-clipart.jpg" width="147" /&gt;&lt;/a&gt; &lt;/div&gt;&lt;br /&gt;Greetings All,&lt;br /&gt;&lt;br /&gt;I hope your summer is going well! I am enjoying the break from school. However, I find myself ready to go back. This is the longest summer we've had since I started teaching. My mindset says it's time to go back already!&lt;br /&gt;&lt;br /&gt;I went to school a few days last week to work in my classroom. School is a strange place during the summer. It's quiet and dark. There's no children, no laughing, no conversations, no questions. There's really not much there without you guys! I look around the room and remember our year together. All the learning and growing that you guys did! You were amazing! I miss you guys!&lt;br /&gt;&lt;br /&gt;I want to take a moment to remind you that you truly can accomplish anything you set your mind to! Attitude is a small thing but is capable of making a BIG difference. Just pull out your CAN DO attitude and fourth grade will fly by! Take time each day to smile and learn something new! &lt;br /&gt;&lt;br /&gt;Until next time,&lt;br /&gt;&lt;br /&gt;Mrs. R. :)&lt;br /&gt;&lt;br /&gt;P.S. Don't worry, I'll still get to see you guys at lunch every day! &lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/1281690447938797877-1308858901706567018?l=richardsonsreview.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1281690447938797877/posts/default/1308858901706567018'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1281690447938797877/posts/default/1308858901706567018'/><link rel='alternate' type='text/html' href='http://richardsonsreview.blogspot.com/2011/08/summer-is-here.html' title='Longest Summer Ever?'/><author><name>Dianne Richardson</name><uri>http://www.blogger.com/profile/09281737881167362341</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='24' src='http://2.bp.blogspot.com/_d7wcSvqNGHU/S8ZGAZMUpYI/AAAAAAAAG5Y/0584qb8X3mI/S220/24833_380903331918_524941918_3933997_705695_n.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://1.bp.blogspot.com/-l6iHzBE9dgk/TjBhNpQ5kjI/AAAAAAAAIUc/J-h_JMRtRC4/s72-c/summer-beach-clipart.jpg' height='72' width='72'/></entry><entry><id>tag:blogger.com,1999:blog-1281690447938797877.post-8307478326840253044</id><published>2011-07-13T00:25:00.002-04:00</published><updated>2011-08-02T20:37:33.609-04:00</updated><title type='text'>Supply List 2011-2012</title><content type='html'>&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://3.bp.blogspot.com/-pT3E9K0Gma0/TjiYQ9DYPAI/AAAAAAAAIUw/kEPnOpFjMFw/s1600/Picture+2.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="226" src="http://3.bp.blogspot.com/-pT3E9K0Gma0/TjiYQ9DYPAI/AAAAAAAAIUw/kEPnOpFjMFw/s320/Picture+2.png" width="320" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://4.bp.blogspot.com/-AiXFdT16qj4/Th0d5FQ4pJI/AAAAAAAAITo/xT31RMJpc9c/s1600/Picture+2.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;br /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;For a copy of this year's school supply list, please click &lt;a href="http://dl.dropbox.com/u/6122160/GES%20Supply%20List%2011-12.pdf"&gt;here&lt;/a&gt;.&lt;/div&gt;&lt;div style="text-align: center;"&gt;The file is a pdf.&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/1281690447938797877-8307478326840253044?l=richardsonsreview.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1281690447938797877/posts/default/8307478326840253044'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1281690447938797877/posts/default/8307478326840253044'/><link rel='alternate' type='text/html' href='http://richardsonsreview.blogspot.com/2011/07/supply-list-2011-2012.html' title='Supply List 2011-2012'/><author><name>Dianne Richardson</name><uri>http://www.blogger.com/profile/09281737881167362341</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='24' src='http://2.bp.blogspot.com/_d7wcSvqNGHU/S8ZGAZMUpYI/AAAAAAAAG5Y/0584qb8X3mI/S220/24833_380903331918_524941918_3933997_705695_n.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://3.bp.blogspot.com/-pT3E9K0Gma0/TjiYQ9DYPAI/AAAAAAAAIUw/kEPnOpFjMFw/s72-c/Picture+2.png' height='72' width='72'/></entry><entry><id>tag:blogger.com,1999:blog-1281690447938797877.post-6878713989840901347</id><published>2011-06-06T16:29:00.000-04:00</published><updated>2011-06-06T16:29:26.519-04:00</updated><title type='text'>End of Year Video!</title><content type='html'>&lt;div style="text-align: center;"&gt;Thanks for a wonderful year!&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;object width="320" height="266" class="BLOG_video_class" id="BLOG_video-fdf1e5eb76694cd4" classid="clsid:D27CDB6E-AE6D-11cf-96B8-444553540000" codebase="http://download.macromedia.com/pub/shockwave/cabs/flash/swflash.cab#version=6,0,40,0"&gt;&lt;param name="movie" value="http://www.youtube.com/get_player"&gt;&lt;param name="bgcolor" value="#FFFFFF"&gt;&lt;param name="allowfullscreen" value="true"&gt;&lt;param name="flashvars" value="flvurl=http://v18.nonxt8.googlevideo.com/videoplayback?id%3Dfdf1e5eb76694cd4%26itag%3D5%26app%3Dblogger%26ip%3D0.0.0.0%26ipbits%3D0%26expire%3D1331690989%26sparams%3Did,itag,ip,ipbits,expire%26signature%3D1D20256F90B458C45C040F2E29A02EC9DCF2847B.7259EE4B32F18CCF43AEE5B0ED50FBFDBEAF55EA%26key%3Dck1&amp;amp;iurl=http://video.google.com/ThumbnailServer2?app%3Dblogger%26contentid%3Dfdf1e5eb76694cd4%26offsetms%3D5000%26itag%3Dw160%26sigh%3DMQnl795IGRvscdKgno0EJAt-Bqk&amp;amp;autoplay=0&amp;amp;ps=blogger"&gt;&lt;embed src="http://www.youtube.com/get_player" type="application/x-shockwave-flash"width="320" height="266" bgcolor="#FFFFFF"flashvars="flvurl=http://v18.nonxt8.googlevideo.com/videoplayback?id%3Dfdf1e5eb76694cd4%26itag%3D5%26app%3Dblogger%26ip%3D0.0.0.0%26ipbits%3D0%26expire%3D1331690989%26sparams%3Did,itag,ip,ipbits,expire%26signature%3D1D20256F90B458C45C040F2E29A02EC9DCF2847B.7259EE4B32F18CCF43AEE5B0ED50FBFDBEAF55EA%26key%3Dck1&amp;iurl=http://video.google.com/ThumbnailServer2?app%3Dblogger%26contentid%3Dfdf1e5eb76694cd4%26offsetms%3D5000%26itag%3Dw160%26sigh%3DMQnl795IGRvscdKgno0EJAt-Bqk&amp;autoplay=0&amp;ps=blogger"allowFullScreen="true" /&gt;&lt;/object&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/1281690447938797877-6878713989840901347?l=richardsonsreview.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1281690447938797877/posts/default/6878713989840901347'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1281690447938797877/posts/default/6878713989840901347'/><link rel='alternate' type='text/html' href='http://richardsonsreview.blogspot.com/2011/06/end-of-year-video.html' title='End of Year Video!'/><author><name>Dianne Richardson</name><uri>http://www.blogger.com/profile/09281737881167362341</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='24' src='http://2.bp.blogspot.com/_d7wcSvqNGHU/S8ZGAZMUpYI/AAAAAAAAG5Y/0584qb8X3mI/S220/24833_380903331918_524941918_3933997_705695_n.jpg'/></author></entry><entry><id>tag:blogger.com,1999:blog-1281690447938797877.post-6775998925589646488</id><published>2011-04-14T19:42:00.004-04:00</published><updated>2011-04-14T19:51:39.642-04:00</updated><title type='text'>Let's hit the road!</title><content type='html'>&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://2.bp.blogspot.com/-2FC2wn0_Ayc/Tad4pMsCksI/AAAAAAAAITA/B1BaFpoMu04/s1600/school_backbus.png" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="200" src="http://2.bp.blogspot.com/-2FC2wn0_Ayc/Tad4pMsCksI/AAAAAAAAITA/B1BaFpoMu04/s200/school_backbus.png" width="193" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;div style="text-align: center;"&gt;&lt;span style="font-family: Kinderdots; font-size: small;"&gt;&lt;b&gt;&amp;nbsp;Let's hit the road!&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;&lt;br /&gt;&lt;span style="font-family: Kinderdots; font-size: small;"&gt;Third grade is hitting the road!&amp;nbsp; The week of April 25-29 will be a very busy one for us! We have not one, but three field trips! Please be advised of the following dates and deadlines! Also be sure to sign all three permission forms!&amp;nbsp;&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;style&gt;@font-face {  font-family: "Times New Roman";}@font-face {  font-family: "LD Traditional Print";}p.MsoNormal, li.MsoNormal, div.MsoNormal { margin: 0in 0in 0.0001pt; font-size: 12pt; font-family: "Times New Roman"; }table.MsoNormalTable { font-size: 10pt; font-family: "Times New Roman"; }div.Section1 { page: Section1; }&lt;/style&gt;    &lt;br /&gt;&lt;div class="MsoNormal"&gt;&lt;span style="font-family: &amp;quot;LD Traditional Print&amp;quot;; font-size: small;"&gt;Third grade classes at Gilbert have been busy learning about rocks, minerals, fossils, and soils. To culminate our unit, we have planned a field trip to Ruby Falls on &lt;b&gt;&lt;u&gt;Monday, April 25&lt;/u&gt;. &lt;/b&gt;&lt;/span&gt;&lt;span style="font-family: &amp;quot;LD Traditional Print&amp;quot;; font-size: small;"&gt;The cost of the field trip is $7 per student. This price includes transportation and admission. Because our time at Ruby Falls is limited, we will not be able to visit the gift shop. If you attend with your child and check him/her out after lunch, you may visit the gift shop if you choose to do so. We would love to have parents accompany us on this trip. Parents are not allowed to ride the bus so you must provide your own transportation.&amp;nbsp; If you are interested, please let your child’s teacher know. The price is $12.50 per person.&amp;nbsp; Payment will need to be made before the deadline to receive admission at this price.&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;span style="font-size: small;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;span style="font-family: &amp;quot;LD Traditional Print&amp;quot;; font-size: small;"&gt;Each year, Walker County sponsors AG Day for third grade students. This year’s event is scheduled for &lt;b&gt;&lt;u&gt;Tuesday, April 26&lt;/u&gt;.&lt;/b&gt;&lt;/span&gt;&lt;span style="font-family: &amp;quot;LD Traditional Print&amp;quot;; font-size: small;"&gt; Students will board a bus around 8 a.m. and travel to the Agri-center located behind the Walker County Civic Center in Rock Springs. They will spend their morning learning about agriculture from area high school students. There is no charge for this event. However, we will need your permission in order for your child to participate. We have no space for chaperones on this one.&lt;/span&gt;  &lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;span style="font-size: small;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;style&gt;@font-face {  font-family: "Times New Roman";}@font-face {  font-family: "LD Traditional Print";}p.MsoNormal, li.MsoNormal, div.MsoNormal { margin: 0in 0in 0.0001pt; font-size: 12pt; font-family: "Times New Roman"; }table.MsoNormalTable { font-size: 10pt; font-family: "Times New Roman"; }div.Section1 { page: Section1; }&lt;/style&gt;    &lt;br /&gt;&lt;div class="MsoNormal"&gt;&lt;span style="font-family: &amp;quot;LD Traditional Print&amp;quot;; font-size: small;"&gt;On &lt;b&gt;&lt;u&gt;Thursday, April 28&lt;/u&gt;&lt;/b&gt;&lt;/span&gt;&lt;span style="font-family: &amp;quot;LD Traditional Print&amp;quot;; font-size: small;"&gt;, we will visit the Hunter Museum of Art in Chattanooga. This trip is made possible by a generous grant from UNUM and the Art’s Council. We will tour the museum and enjoy a first hand view of art. It should be a fun-filled day on the bluffs beside the Tennessee River. There is no available space for chaperones on this field trip.&lt;/span&gt;&lt;br /&gt;&lt;/div&gt;&lt;span style="font-family: Kinderdots; font-size: small;"&gt;&lt;/span&gt;&lt;br /&gt;&lt;style&gt;@font-face {  font-family: "Times New Roman";}@font-face {  font-family: "Wingdings";}@font-face {  font-family: "LD Traditional Print";}p.MsoNormal, li.MsoNormal, div.MsoNormal { margin: 0in 0in 0.0001pt; font-size: 12pt; font-family: "Times New Roman"; }table.MsoNormalTable { font-size: 10pt; font-family: "Times New Roman"; }div.Section1 { pa&lt;/style&gt;&lt;span style="font-family: &amp;quot;LD Traditional Print&amp;quot;; font-size: small;"&gt;Due to scheduling, we are unable to order t-shirts and have them back in time for our trip. So, we will need your help. Each classroom teacher has chosen a color for her class. Having these shirts helps us to easily identify and keep track of our students. Please purchase and send in a solid color t-shirt in your child’s size and class color. You may want to put your child’s initials on the tag inside the t-shirt using a permanent marker (Sharpie). If you don’t have one, we can add the initials at school. We need the shirts by &lt;b&gt;&lt;u&gt;Friday, April 22&lt;sup&gt;nd&lt;/sup&gt;&lt;/u&gt;&lt;/b&gt;&lt;/span&gt;&lt;span style="font-family: &amp;quot;LD Traditional Print&amp;quot;; font-size: small;"&gt;&lt;u&gt;!&lt;/u&gt;&amp;nbsp; We’ll have them ready for students on Monday. At the end of the day, we’ll change back into what your child wore to school. We will take the colored shirts home and wash them in order to be ready for our next field trip adventure.&amp;nbsp;&lt;/span&gt;&lt;br /&gt;&lt;div style="text-align: center;"&gt;&lt;style&gt;@font-face {  font-family: "Times New Roman";}@font-face {  font-family: "LD Traditional Print";}p.MsoNormal, li.MsoNormal, div.MsoNormal { margin: 0in 0in 0.0001pt; font-size: 12pt; font-family: "Times New Roman"; }table.MsoNormalTable { font-size: 10pt; font-family: "Times New Roman"; }div.Section1 { page: Section1; }&lt;/style&gt;  &lt;span style="font-family: &amp;quot;LD Traditional Print&amp;quot;; font-size: small;"&gt;&lt;b&gt;Richardson - Blue&lt;/b&gt;&lt;/span&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: left;"&gt;&lt;div style="text-align: center;"&gt;&lt;style&gt;@font-face {  font-family: "Times New Roman";}@font-face {  font-family: "LD Traditional Print";}p.MsoNormal, li.MsoNormal, div.MsoNormal { margin: 0in 0in 0.0001pt; font-size: 12pt; font-family: "Times New Roman"; }table.MsoNormalTable { font-size: 10pt; font-family: "Times New Roman"; }div.Section1 { page: Section1; &lt;span style="font-weight: bold;"&gt;&lt;/span&gt;&lt;/style&gt;&lt;span style="font-family: &amp;quot;LD Traditional Print&amp;quot;; font-size: small;"&gt;&lt;b&gt;Deadline for Money &amp;amp; Permission forms&amp;nbsp;&lt;/b&gt;&lt;/span&gt;&lt;br /&gt;&lt;span style="font-family: &amp;quot;LD Traditional Print&amp;quot;; font-size: small;"&gt;&lt;b&gt;Friday, April 22&lt;sup&gt;nd&lt;/sup&gt;!&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: left;"&gt;&lt;span style="font-family: &amp;quot;LD Traditional Print&amp;quot;; font-size: 16pt;"&gt;&lt;b&gt; &lt;/b&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: left;"&gt;&lt;br /&gt;&lt;i&gt;&lt;span style="font-family: &amp;quot;LD Traditional Print&amp;quot;; font-size: 16pt;"&gt;&lt;span style="font-size: small;"&gt;I had an idea for our t-shirts. If everyone provides a plain blue t-shirt, we can make class shirts. We may not get a chance to do them &lt;u&gt;before&lt;/u&gt; our trips. However, I'd like to have every child put their painted hand prints on all the shirts and sign them! That way every child will have a "class" memento! One of the other teacher told me that Hanes t-shirts are available at Walmart, Dollar General, and even "Trade Day" down in Trion. I have not had a chance to go by any area stores to check for availability.&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/i&gt;&lt;/div&gt;&lt;div style="text-align: left;"&gt;&lt;/div&gt;&lt;div style="text-align: left;"&gt;&lt;br /&gt;&lt;i&gt;&lt;span style="font-family: &amp;quot;LD Traditional Print&amp;quot;; font-size: 16pt;"&gt;&lt;span style="font-size: small;"&gt;&amp;nbsp;Also, students were asking about the color of blue. It really doesn't matter. However, since Ms. Eidem's class has black t-shirts, we should probably not do navy blue. I'm including a photo to show the color of the shirt I'll be wearing. It was our class shirt from last year.&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/i&gt;&lt;/div&gt;&lt;div style="text-align: left;"&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://1.bp.blogspot.com/-OKJsE_3-XHU/TaeF8821UNI/AAAAAAAAITE/o8FDR1pIeC4/s1600/DSC04713.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="240" src="http://1.bp.blogspot.com/-OKJsE_3-XHU/TaeF8821UNI/AAAAAAAAITE/o8FDR1pIeC4/s320/DSC04713.JPG" width="320" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://1.bp.blogspot.com/-OKJsE_3-XHU/TaeF8821UNI/AAAAAAAAITE/o8FDR1pIeC4/s1600/DSC04713.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;br /&gt;&lt;/a&gt;&lt;/div&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;span style="font-family: &amp;quot;LD Traditional Print&amp;quot;; font-size: 12pt;"&gt; &lt;/span&gt;  &lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/1281690447938797877-6775998925589646488?l=richardsonsreview.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1281690447938797877/posts/default/6775998925589646488'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1281690447938797877/posts/default/6775998925589646488'/><link rel='alternate' type='text/html' href='http://richardsonsreview.blogspot.com/2011/04/lets-hit-road.html' title='Let&apos;s hit the road!'/><author><name>Dianne Richardson</name><uri>http://www.blogger.com/profile/09281737881167362341</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='24' src='http://2.bp.blogspot.com/_d7wcSvqNGHU/S8ZGAZMUpYI/AAAAAAAAG5Y/0584qb8X3mI/S220/24833_380903331918_524941918_3933997_705695_n.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://2.bp.blogspot.com/-2FC2wn0_Ayc/Tad4pMsCksI/AAAAAAAAITA/B1BaFpoMu04/s72-c/school_backbus.png' height='72' width='72'/></entry><entry><id>tag:blogger.com,1999:blog-1281690447938797877.post-1985396452643279157</id><published>2011-04-14T18:31:00.001-04:00</published><updated>2011-04-15T05:43:30.225-04:00</updated><title type='text'>How's Your Week?</title><content type='html'>&lt;div style="text-align: center;"&gt;&lt;a href="http://3.bp.blogspot.com/-AV8PY_72kHA/TadqfdCRL6I/AAAAAAAAISo/6uLQiWvDKdE/s1600/rd11_banner2.gif" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="41" src="http://3.bp.blogspot.com/-AV8PY_72kHA/TadqfdCRL6I/AAAAAAAAISo/6uLQiWvDKdE/s320/rd11_banner2.gif" width="320" /&gt;&lt;/a&gt;&amp;nbsp;&lt;/div&gt;&lt;div style="text-align: left;"&gt;&lt;style&gt;@font-face {  font-family: "Times New Roman";}@font-face {  font-family: "LD Traditional Print";}p.MsoNormal, li.MsoNormal, div.MsoNormal { margin: 0in 0in 0.0001pt; font-size: 12pt; font-family: "Times New Roman"; }table.MsoNormalTable { font-size: 10pt; font-family: "Times New Roman"; }div.Section1 { page: Section1; }&lt;/style&gt; &lt;span style="font-family: &amp;quot;LD Traditional Print&amp;quot;; font-size: 14pt;"&gt;&amp;nbsp;&lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: left;"&gt;&lt;span style="font-family: &amp;quot;LD Traditional Print&amp;quot;; font-size: 14pt;"&gt;Hopefully, your week is going as well as ours! We've been very busy preparing for the CRCT. &lt;/span&gt;&lt;span style="font-family: &amp;quot;LD Traditional Print&amp;quot;; font-size: 14pt;"&gt;I  have every confidence in your children. I expect that everyone will  meet third grade expectations. They are more than capable of exceeding  those expectations if they stay focused and try their best. We've worked  so hard this year. Now it's time to "Show What We Know"! We can do it! &lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: left;"&gt;&lt;/div&gt;&lt;div style="text-align: left;"&gt;&lt;span style="font-family: &amp;quot;LD Traditional Print&amp;quot;; font-size: 14pt;"&gt;Today, we took a practice Reading CRCT exam. I think students found out first hand what they should expect for next week! Firstly, an hour is an EXTREMELY long time to stay focused. We had a few problems with talking and leaving our seats but were able to work them out.&amp;nbsp; Secondly, one major difference from last year's test: Teachers are not allowed to read ANYTHING for you! Once I've read the instructions,
