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Child Care and Preschool Registrations now open for 2025/26

<h3><strong>Looking for Child Care?&nbsp;</strong></h3><p>School District 22 is committed to enhancing early learning experiences and is involved in many initiatives that support Early Learning &amp; Child Care in our community. With a dedicated early childhood team focused on supporting young children &amp; families, we work alongside many community partners to ensure children reach their potential.</p><p><a href="https://www.himama.com/online_registration/apply/sd22-early-learning-child-care-program"><strong>Apply</strong></a><strong>&nbsp;for SD22 Preschool or School-Age Child Care Programs</strong></p><ul><li>OKL</li><li>BX</li><li>Lavington</li><li>Kidston</li><li>Beairsto</li></ul><p><strong>BGC Operated Child Care on School Grounds Programs (in partnership with SD22):&nbsp;</strong></p><p><strong>Contact </strong><a href="https://www.bgco.ca/registration/"><strong>Registration | BGC Okanagan</strong></a></p><ul><li><strong>School-Age Child Care Programs</strong><ul><li>Alexis Park</li><li>Ellison</li><li>Harwood</li><li>Mission Hill&nbsp;</li></ul></li><li><strong>3-5 Child Care&nbsp;</strong><ul><li>Ellison Elementary</li></ul></li></ul>

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2025-05-16 14:00:07 +0000 UTC

OKL Ell Boundary change map

Ellison & Okanagan Landing Elementary Catchment Area Review

<h2>Proposed boundary change for consideration</h2><p>School District staff are considering proposing that the School District Board adjust the Ellison Elementary / Okanagan Landing Elementary catchment boundary to move some of Ellison Elementary’s catchment to Okanagan Landing Elementary.</p><p>As Ellison Elementary and Okanagan Landing Elementary feed into Clarence Fulton Secondary School, no secondary school catchment areas change.</p><p>The following map illustrates the proposed boundary change.</p><p><img 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Y97B/3jEZfyiDgIV7cjr2rPt9AuxbPG80AZyyHCvmFDj5kYjJcY6n8+OX7LzFzM6VZEdiqOrEdQCDiq1pqtpfeX9nl3CQExkqQHA64z1qtpGlf2asXm3Cs4Mm9whBk3SFlz64HFUbLw7PZWFtbm+jlMcDxEM7AIxzyn16H0HSl7Id2bsgEu4RsPMjP5H0P1p8b+ZGGxg9x6GqGkWn2KCVHa3t1MhKRo+4KuAB1/lVwRYdmW4iw3UY6n161LpMLkhb+6MmmiPrv5BOdvYU5YyAAskWPalMcueGiI9yaPZy6D5kFIpbJUdV+ZPcdxSiOXuYvzNOWKTepJQAdweacIyi9hNoYwCONv3XyR9aWntGCxQ9D8yexqMrMP+WYPuGonTd7oExaKAsveLH/AhQVl7Rf+PCo9nLsO6Cigxy+kY+ppuBzunHHUIuTT9nILodUN0QIgQfmVgwH41KUQfeEjDHVjgU0SxjG1Ih64+Y/pVKlbdiuO+dvuxufrx/OnCKU9Qi/jmmmaRh/H17AL/PNNIds5Awf7zFv0p2poNSQxAHEk/wCAwKQLAQCA8nvyaYEI/ix9ABSmNSctlj7nNHtIrZBZj/PRAdiIP+BAfyzSG4ds7c/gv+NIAF6AD6ClpOs+gco0tK2Dk/i39BTfLJxkr+Wf51JRUOpJjsN8sdyx/GlCKpyFAP0paKltvcYUUUUgCiiigAooooAKKKKACiisrXvENp4fthJckvI5xHChG5v8B70F06cqklCCu2Xry9ttPtmuLyZIYl4LOcc+n1rgdQ1vU/Gl2LDR4ZYbMHEjZxkHPLkdBj+GmWtjq/j26+03svkafE/ygDgeoQdzjua77TtMtNJtBbWMIiiByRnJJ9Se9TrL0PUtSwG/vVfwj/mzK0bwvaeH9Ok2hZrplO6crg9Oi+grWniSUQRyojqx+YMoIPHepLo4tZPpSSf8fFuP97+VWlZHl1as6s3ObuypceHdIu0CzabakA5G2ML/ACxWVN4G0O4vHxbPEqoPlikKjvzXTVDF/wAfU5/3R+lKyNIYqvD4ZtfNnG3Xw2s1/wCPe+nR3bCb1BC/1NVZPAWqaeUbT9WXfI2xsFovccgnNd5N/rrcern/ANBNFwMyW/8A10z+hpciOmOa4paOV/VI4JtI8aacrRwXZeJRu3rMp9zy3zU4eI/GFmvnXOnuYE+8DAQD26jmu8uf+PWX/dNSJwq/SmrrZlf2ipfxKUX8rM8/b4i3PlPHqel4SQFV2koSO/LD+VLbeNdHhRJF0+YT4KkMd4GTyQc98AnjrXfSRpNjzUR8dNyg4/OqM+g6TcSNLPp1q7t1YxjJp89TuL2+Bn8VFr0f+Zz91r+ga7ZyWNxdpGkvJJVlAI5BycDNec3kH2a5kjWWOTY2BJE2Vb0INepT+AdElgwtvLASRtZZST+uRWfe/DC3lizp95LE2OFnAYMc9eMYrooTqUqsaqW3bt1N4VcC6E6Ck7S/m2T6PQv+CPEf9v2Jt7kg31uAGyT8ydA+PXsf/r11qIEGBk+56mvKdOa8+HniQJfwxyW1wAhmA4K56qe2O4/+tXpaXSXse6Fw0JHBB+8PX6V346nClL2kPhlseBBt6MmklJJVPxao9oxg8g9c96UDAwKK8qU3I2SsVmEceI5wCn8DN29vrUUpiUAxXH3CGCFsg47e1XJI1ljKN0Pf096hWWTcYliG9cZYnCn3pIBgb5RLE/7t/vt3A9f6U4KsseyDAi6mT/D/ABprZgl3SOrb+WVR09/8aRsJhZD+44CqB1Pp7+1N66gEDEjyE+THWQfx+4/xpQAWDWykqv3mzw3+J96LhBLD++Plr/AoHOe2cfypUdpo905ESLw0eefxPpSATf5bCWJQ3m4HJwFPr+P86S4QKMsxknwcKOMjuMdvrSDbvZQjLE4JU9M+uP0P50+MvDHsERLgcyMflb3J60wEi2wYaND5TAZCqTz2P5UbWIcMSkDc4P3sd/oKGcW6pGmSV4Jx6/yo8ndJtucHfymOgP8AjQAi5kHlw/ulAypI6/T/ABNPVQq74VIdPldO5/8Ar+lI8gACSE+cnKEdW+g/nSrFJMQ8v7rIwyKev1NIBPM/e4twJFfO4DoD65/mKelqOsp346Kfur+FTKiooVFCgdgKckfmnkfJ/OnFOTsgbsRRo0ajP+rP3PYelSVYZQ6lWHBquQVYq3XsfUVdSny6oUZXCkIyCPUUtFYlE1u263Q+1Zt2ii1EjYBibIbHQZ5/StC1Obdfx/nWfd/NbeSASZGwcddueT+VdNTZERFjkFxg/wCrmA4OOGqYXN2ox5CNjv5nX9KglClQXcAfwy9j7H3p8VztBWUkkfxAZ/lWSk47FWuV7bQNMs7+W9trOOO5myJJFJy2Tk98dRTLrw5pd7cNPcWpeVsZbzXGfyNaW4DrkfhRvUDqfyNZ2kVzO+5lw+GdMt5klhhkRkO5QJ5MZ+mamvtGtdQaNp2uQUzjy7h0/PB5q356erf98n/CnBwRkZ/75NF5Bd7lTUtKi1SBYpri8iVW3AwXDRsfqR2qjF4WghXbHqesAZzzesf51tbh7/iKNw9RR74JtKxWSwMdh9lW8vANpHmmXMn13EdaLSze0gMQvruYkk75nDMM/hVncv8AeX86b50X/PRPzp800IxpdAvjgx+JNUQdMERtznrytWtN029sJHafWry9VhgLMkYCn1GAKv8AmI2AHU5PY0+jmkupTbasyhHDfDVZJDqcjQYz5DQptGRgYPX3pLy11WWYNaaqsCYwUa2V+fXNW4/+Pqb6LUtDqS7koxWsPEIdCmt2pXPzB7Ecj2w1Xr6K/kjUWE1pE4PzGWAuCPwIq5RQqku427lSaK8+xgW/2IXIAy7wnaT34Bqls8Qr0bR3+sUi4/Wtiij2kgWhUtxfG0P2tLM3IyV8rcE9uvNQ6WdWKSf2tBYq+Rs+zSuRjvndWjRR7SQGQ82urI23TtPePJ2/6U4Yjt/DU1pPqj3AW7062iiwfmS6ZjntxitGlHUU/ayDTsVLO8j1BJHiVQIpWiYEZIZTg9as7W7yP9AcCqGiGzazmOnlTH9ol37c/wCs3Hd175rRpubYmlcaI1H8I/HmnUUVIBRRRSAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACimTTR28DzTuscSDczscACuC17xdda3M+leHopHR/lMyA7nHfH91fek3Y6cNhKmIlaOy3fRGr4n8aw6UHtNOZZr8NtY4ysf+J9qzdE8F3OpXR1LxGzlnYOISeX7/ADeg6ce1a3hvwXbaPi4vNtzenDZYZWI/7Pqc966ela+rOupi6eGi6WF+cur9Oy/rzEVQqhVAVQMAAYAFLRRVHlkF4M2jj1x/MUsvN5D7B/6UXXMBHqR/Olfm8T2QmmIlqGDmSc/9NMfoKVrmJTgPub0Xk1BHLMrlRDtMjsQXOP0FFgJpebi39i3/AKCaS4dUlg3sFG4nk+1MnhcxtJJMwKKxAQYxxUkMEaorbAWIBLHk0wIrm5V7Z/LDMCB8wHHX1q3UF5zauPp/MVla09xJIBFIZILhRHbmKQoscpzhndecHt78d6cY82gN2NOPUIJb2a0VszxAEp1JB7irix7MNJyeyjtWTZaZOLsSzuyGORpFiBBJYjBYsP4T/dx1raVMHc3LetbxppMhsb5W91eQcr0XPAp0kgjGTyewHU02Sbadq8t+gqqxaOXc5LK55Y/wn/Cic1HRbglcpa/osPiLTmtrolDndGy/8s27H3rh/DGuT+GdSfR9XDxqHwhY8Jnt/unqDXpVc94v8MDxDZK0BVL2DJjYj74/uk/y963wuJi06Ff4H+D7inG3vR3OgVg6hl6GlrhvBfihiW0zVJSLmNtiF/4scYz3YfqK7muXEUJ0JuEv+HLjJSV0FRzRGRQUba46MP5VJRWJRWjYFSsCkOfvs4zg+/qaYAqv9nLFkGMH0Ppn19KlnjIzIhYcYcL1I9vek2iePZGAIP73r9P8aaYhkbMrkbTJN2ZjgY/z2FJIgiuY5HzLIeCAOnoQP60qssoIbJKk4ZeCw9R/WhlYbo7dVDYySxJ+mT3pgOZyHEkwAKk7VHODj9T9KYDI8aPk+UDzx82P6fzpyoFAmjDM44dW649PYilEn73/AEYCRWyW54U/57UX7AKFjtwVwPs79yehPqfemqJZkMYBWMH5ZGHzY9h/WnxWqoB5h8wj7oI4X6Cp6m4DI4lj5GSx6seSfxp9FISByTigY6NfMkIOcKOferHSo7dSsWWGGY5IqWuuEeVGTd2FMeNZBhhT6qXFwQjMpIVf7vVj6CnKSS1BK5L9liznaf8Avo0GCFRuK8D1JNQxSsV3xsTnqHPT/CkmmC4aU5Y8Kg7n2rP2kbaIdmLNc7Iv3cZAxgdj+AqqoAxIzAE/dkH8P+yfalJ34kl4xwCOsR96HcxklsBz2H3Zf/r1lKTluUlYbKDgqBtlb+EHgn+8KkGQ5S3EYccsccfp3pqI6jC8ykZHPCD0qRVgaMKeNnBBOCD70thk1FFFZFBRRRQAUUUUAFFLg+howfQ0hDT1Ue9LQQdy8Hqf5UuD6GqeyAgiObqf22j9KmqGIH7VccHqv8qnwfSkwQlFMnnjtreSedwkUalnY9AB3qlp/iDS9VmMVjexzSAbtoyDj8RVKnOUXJJ2QXWxoUUuD6UYqAEopcUYNACUq/eFGKBnNMDF8J/8gVv+vqf/ANGNW1WP4aktxpMkcDu4guJVkZl2ktvJP86v6bqEGq2KXdrvMLkgFlweCQePqK1lCSvdbA5JvQs0UYoxUAFFGDVfUL6HTLCW8udwhiGWKjJ9OlNJydluK5YopsTiWJJEztdQw47GnYNAwooopAFFFFABRRRQAUUUUAFFFFABVLVdWtdGsnubyQKoHyqPvOfQCs7xJ4stNAjaIYmvSuUiHQehY9hXMaV4b1HxZdJqeuzOtuy/JjCuw7BR/Cvv3pN9Eehh8EnD21d8sPxfoRS3Os+Prxobdfs2npglWPyDHqcfM3Xiu40XQbLQrby7OP8AeMAJJT96Q+/+FXba2hs7aO3to1jhjGFRegqWhK2pOJxrqx9lTXLBdP8APuFFFFM4QooooAhuvuJ7yKP1pkkaS3yh13ARk4P1p9yMiL/rqtA/4/ifSPH61QiVVVBhQAPQDFRSf8fcHsH/AKVNUL/8fcXsrf0pIYtz/wAes3+438qbNcx2dmJp2CIqjLMcAduT2FN1G4W2spHdZHyMBY1yxrGs3uNciE6zRSRrLzE6fu0UZAPIBORwwPIP66Qg5Et2J726udQaW1tkjCBR8rg7pCD8wH0447g+9XNGtLi3N1AY0itt4MSKvyR8chB6ZGfqTU+m6YtpbqjM0jDrK33m64HrgA4HfFaBKxpk8AV0JJKyIYKoQcfiTUUkpbKpkDu3+FNdzL14T09frUCHyX8tj8h4Q+ntWU6vSJSj3JgMCkIDAgjIPBFLRWBZFGTG3lMSePkY9x6fWpabJGJE2kkdwR2NJHIWyrDDrwff3oA43xx4WkuCur6VEBdRHdMqD5nx0YDuR+tXvBvij+3LVobnat3EcEA/eHqBXT15v4r0GXw3qkWtaRGy24fdIoPyxtnpxztNenh5xxVP6vU+JfC/0/yMZLkfMj0iisnw5r0Gv6cJ4srIvyyIf4T/AFrWrzpwlTk4yVmjVO6ugqrKgifLsRATyo6A+/tVqkIDAgjIPUVIyBwZAJGPkrHyhPX8fb2pAGwkqJhyuCvqPT/ClRCswSVi46x56f8A66sEZGDTuIriBpJGeQ7VbGUU9fqanVQqhVAAHQAUDOOcZ9qWkMKOScKMn0oPAqaADyVI5yMk+tXThzMmTsRrA7cu+32X/GpEgjQ5xk+p5NSUldKilsQ22LTZHEa5P4D1p1QT5EiHsePxok7K4LcrS3USZM1yo9QG/pVZrvzCWWCTZDg4Ybc+h57UeUq3Eke0Dflc49eV/XIokkV1JdlHmwnIJ7iuVu+5oJKsskpJIiKyBGMec4I9f/rUJCq4MhZ8OY2Zjkg5+U+3akedJFkKksXRGG0E8jtT2l3GceUxR8cngA96NQJdxXcXZRKg+b0cVHkIBIVIz9yM87fU1GJjI6Fx5rg7VKDgH6nqasRyhXaRvutxnunsfai1gGu6WskeJN0k5+71L8ckemB+FYl40evuH+zXEtqowixOI3Lf3s55XBx7Gte50yOaUSR7ll4CMhwye6/nyOhqxZWMNmCyrEkpGHkVcBjnJwOwzzxWtNLclkhkA/hc/RTSh8jO1v8Avmlorm0LE3KOpxTTNGpwXFPoo0AaJFPQ1V1a3nvNKubezuBb3EiFUlz90/54q7k0hAPUCnGSi1JdAauedHwd4mHB1tB/29yf4Uo8G+Jz01pP/AqT/CvQyqdSq/lUcjIE/eDCn+HHJr0VmlZ9F9yMvZROAHgzxOemsjjv9pl/wpqeD/E8hO3WAQP4vtMuD+legeW0o/ejCf8APMd/rU3QYHSk81rdl9yH7KJ52PBXicEkawuT1/0mT/CpIPBvidJ43OtBQrAki4kbHPoRz9K9AopPNK76L7kHsomb4k/5FrUs/wDPu/8AKuasdKvptNt9WupLeJLTTXW3EGd7ZTqxPf6V25AYEMAQeoI60m1Qu3aNuMYxxisKWKdKHIl1/SxThd3OAO+10jRJbrUr1LW/O68nMx+XA+UA/wAIqKW/mXSZPL1C7NgmppHDc7yXMR+9g9WAr0MxoU2FFKf3Sox+VVb/AEq31GO3SUMq28yzIEwBuU5GfaumGPg378ev637b9PQh030Zwz6lcRWmqJp9/dS6WtzCguSxdkU534Y8+lSPdER6tDpmsy/2cqxeXczSsyhyfmXf1AI79q78RoqFFRAp6qFGD+FAijCFBGgQ9VCjH5Uvr8f5O3by1em+n4h7N9zzifVbmbR9OjiuJbe0aeVZZp7ltpI6DzV52+hqZbyUQaTBqWryDT3km33UEjqCRjYu8gE9+e9egmKMx7DGhT+7tGPypskcZhKmNCqgkAqMCn9fhayh3697+W+v4B7N9zmvAmP+Eeu8OZB9pl+c9W9zXOaJdLAukCwv7hr57tlltd52CPcc/L0xjnNdj4Lle48IadNMxeWSMs7t1Y7jya2VhjRgyxopHAIUA0ljVzTk4/Fr+D308/IqVNp2vsedw6jK5t511K7OuNfbJLTedoTdgjZ0Ax3qSbWWg027sZL2UX66twm9twj3Dv8A3a9B8qMSbxGm/wDvbRn86QwxMxYxoWPUlRk1X16DesPx/DbYn2b7nAai9wLfXdRXULtJLK/CRIsxCAHbnI79ag168W4/tsahqFxHdIUFtbByEdCAc7ehHv2r0cxRkMDGhDHLDaOT70jQxsctGhOMZKg8U4Y+MWm47f8AA8vJ/eDpvuea6/qk0V5KYLqS3kto4ditcOpb5RyiDgj1zW/BZyax4l1eOW+u41iji8tI5iqhmjHOB9a6toYnOWijY4xkqDx6U4KqsWVVBPUgdaieOTglGNna1/u/y/EFT11OM8M3t9qmr29vcyTL/ZULxzgscSSE7QT68DPNdpVLTtKg02S6khMjSXUplkdzkk+n0FXawxVWNSpeCsv6v+JcE0tQooormKCiiigAooqG7vLewt2nu5khiXqznH4e59qBpNuyJugyelcTr/jhnm/s/wAPgzzyZQzKpOG6YQdz79Kz7/XdV8ZXn9n6PFJBabirsCRuU93PYY7V1XhzwtaaBbq21Zrwj55yvI9l9BU3b2PVjh6WDXPiNZ9I/wCZkeGfA6QbL/WR5ty2WED/ADKue7ep/SuzAwABwBRRVJWODEYmpiJ89R/8AKKKKDAKKKKACiiigCGfl4R/t/0oXm8k9kX+tE3+vtx6uf8A0E0R/wDH3Oe2E/rTETVnXmoRW2opEyPIfJLOE/5ZpnG8+3bjmor7WMDbYvBLtDNITJg4HVV/28HIzxUGh6YTcG9yyxOd0Kbs7gf4j/dyOCO5Ga1hT6sTl2LEllPPC1hcKJbNwNtz5nzbT0AxyXBA56Yx9K1bSyjtogiqAM7j6s3dmPcn1qaOIIB044GBgAegpsk4DFEILjr7VvpFakEjusYyxxVSYyP8y4yvKr6/WkDsJiJWyWPyH29KkrCdS+iLUbDUcOu5f/1UOgdSrDg1G4MLmRR8p++P61MCCMjkVkURxOc+XIfnHOf7w9akpksZcZU4dfumiOQSL0ww4YehoAfUcqFiHT769Pf2qSigBsbiRAwyPUHqD6USRpNE8cihkcFWUjgg0yQGJzKuSDgOB/OpQQRkHING2qA8uv7O88Aa7FcWkpeynPy55yo6qw9R2P8A9evR9O1G21WyS6tJA8T+nY+h96TU9Nt9W0+WzukDRyDgkfdPZh7ivPNKvb7wJrv9n6hhrKVslv4SDxvX+or1X/t9O/8Ay8j/AOTL/Mx/hvyPTqKbHIk0ayRsGRxlWByCKdXlGw2SMSIVzg9iOoPrTYpC2Vbh1+8P61JUcqFiHTh16e49KAJKZ5qf3hQriZV25G44Oeo9at/Ki9gBWkKfMrkuViuscrH7oUepOT+VTDZAgDNj61G07McRrgf3j3+lMCANu6se55NXzRh8IrN7jjNI54ARffkmmCMD7uVPqDzTqKyc5N3KSSFWaROHG8eo6/lSzSLJEAnJJH4c02o5I2J3RsFkx1PIP1qlVdrMXKiC62+Y7Mu5UiywH14/rUQgcOiqYoyyFgUjHJ96sxqGQrzvz+83dTUKyqkdo8jqCMqST045/lU3GRGJmj/1shYwmRRnjcKd9nR/M2glmjWRMknB/GiKaNTEBllVnU7VJ47VYs7aRoIHLbNqlQCMkjtVJOWwmyFm3o7RjllWZB7jqKmRgJ3HOJAHXA69jQlqY2VRKp2MxG1cnB7VKqpbRZAYKB06vj+lNU31C4saCAMMFQOpzkAegprBptrxybRjAAAIxSM7LtcY8rHQfw+/vQYyp3QMBu5IPIPvSnLogSJKKaZFUZJP/fJoEit03f8AfJrGzKHUUm4f/rFG9f7y/nRyvsAtITjoMn0pplXZuDDb3b/D1pmGlGWPlxn1OGb6+lFu4AXLNtjAdh/Efur+PrT0iCHcTuf+8ev/AOqlXy1UBSgA7Ail3L/eX8xSbHYWik3L/eX8xRuX+8v5ikAtFJuX+8v5ijcv95fzFAC0UkjrFGzyMFRQSzHoBWXY+JLHUblIbcXGHz5crwlY3x1w1BcaU5pyirpGrRRkeo/OjI/vD86ZAUUZHHI56c0EgdSB+NABTZc+S+Ou04/Kojf2y34sjMouSnmCPvt9arahqyWN5BaGJme4jkdWyMDaM80ItU5t2S8/kR+GLZrPwxp0DxmJkgAZD1B6mtWqmlztcaRaTyJ5bSRKxUn7pI6VbyOORz05qyHe4UUZHqPzoyCMgjHrmkIKKpW2qR3OqXliqMGtVRmckYbdnp+VXMjGcjHrmgqUJRdn/VxaKQEHoQfoaXIPQ5oJCiiigAooooAKKK5TxN43h0lntNPCz3ykKxIyie3ufahuxtQw9TET5KauzX1zxFZaBbh7pi8jcJChBZv8B71xNpY6t49vPtd5L5OnxyfKOyjuEHc+5/8ArVd0LwZPqVy+p+I/MLuwYQsfmf3b0HtXeIixoFRVVRwFUYAqbOW56DrUsCuWh70+sui9P8yrpml2mj2YtbKLy4wcnJyWPqT3NW6KKo8qUnJuUndsKKKKBBRRRQAUUUUAFFFV76aWCwuJbdA8kcZYA9M4745ppNuyFsLOwW4hyRwST+VYbX8uoap9ljaW15zIuBvIBwrDqCmeGHUZGcU+Wze6vLZrfU/tIZfPMoKggAggZAxt5JGeQR3ya2dP0qCzLtECTIzOzsTliTk4HRQTzgYya6Y01Hchu5T07QhE0slxsaaZQshQYUY6fUjoPQACti3t47WFYoV2oowBUgAUAAYAqGSUsdqHAHBI/lVyairsS10Q2ScO5iRsY6kf0qKSM8PH/rFHHv7Glkj3hSDhl5U+lEUnmJkjaw4ZfQ1yyk5O5olYT5biIdR/NT/jRE5bKvgSL1x396RwYnMqgkHG8D+dNnYZUxYabGVAPUe/tUgT1Cv7hwn/ACyP3T/dPpUiOJFyPXBHofSldA6FWGQetAxaikUq3mRjLfxD+8P8aWNmDGOT7w+6f7w/xqSgBFYOoZTkHoaWoT+4fd0ib73+yfX6VNQAVCP3Dgf8s3PH+yfT6VMeAaVLdZYwZGLBh90cCqhBy2E3YSsjxH4dtvENgYpRsnjBMMoHKn09wfSts2y/wu6/jn+dMMEg6OrfUYrWEalKSnB6oltNWZ514M1+bR746DqyvH8+2Pef9W3936Hsa9ErlvGvhOTWrf7Zbpi9gTjaciRRzj6+lV/A3ir+0YBpuoSn7bHkRs/BkUdv94V24qksRD6zTVn9pfr6EQlyvlZ2DMFGWOBSg5HFLCMzNkZAAI/WnyQkncmAx6g9DXnqk3G6NObWxAsZ+1xspIBzuGODx1qWZ977B0Xk/XtSKDHuldcYGAM0xAQvPLHkn3pt8sLdxbsdRRRWJYUUUUAFFFFAEU9uk4G7IYdCDUaeRASHjjiYc5x973B71ZprxrIuGHQ5B7g+op3AiLTTcRjyk/vMPmP0H+NSC4hSIpLuKxdWxx071E0kqYjbG9jhZO3/AOum3ipFZ+XkAMQvzH1PJq4ycXoJq5NPKT5OzKRs23A4znpTEUQ3JUABZBkfUdajnuFlTZAGkkBDDC8dfU0rGWeYIwEO3Dqc7m/w/wD10m29w2HeYloxWRsIcsh/mKZ5UrL8nyx5yqFsEfiP5U+KMRTkPlmblZG5J9qcSbdj8rNGegUZKn0+lICWiims4XPTI684xWZQ4kDrUMknzbAu9v7o7fU9qT55j8hKp/fI5/D/ABqVEWNcKMf1p7CGpD8weQhn7ei/SsXxR4YbxGLbbeG38nPBXcrZ74yOa3qKl6mtGrOjNTg7NHA/8Kxk/wCgqv8A35P/AMVR/wAKxk/6Cq/9+T/8VXfUUuVHb/a2M/n/AAX+RwP/AArGT/oKr/35P/xVH/CsZP8AoKr/AN+T/wDFV31FHKg/tbGfz/gv8jgf+FYyf9BVf+/J/wDiqP8AhWMn/QVX/vyf8a76ijlQf2vjP5/wX+Rmavp8tx4YubC3dnlNv5asx5cgd/c4rKstVS88P/2TFaXaXf2RomRoSFRgpHXp19K6ilyfWnY5oYjlhyyV9br1OD02drm40SNbe5U2tpPFKzxMoDbDxk9ajj0WMeFtJYW8wnubqNZz827buI/AAV6Bk+poyfWlY6XmLveMbfPzb/X8Dz3xDpXk6y1u3mQWKQKtpstnmAPcLg/K2e5qefSBeXOpm8inleHTUaNmDKTIF64H8X513YJHQ0ZPrRYFmU1FK2y/y8r6211OCs7WMa/o13f2kr+dZr8+xj++BwCfQ49a0PGKw/2rpst3bS3FtHHK0ixgnsMZx2zXW5PrWfr8jReHdTdDhltZSD77TTsT9dcqsZ22TW/e+3bc4ixhn/sjS31S3uX0gzyO0ShnIUj5MgclanSGa1trS8W3ul06DVDLEhRmdIiMZ29cZrstCOPD+m4/59Yv/QBV7JznNPlLlmTv8Pfr6/jrucBLE99b3TGC5RJ9ZRgCjK2wp19qbe2ctmNYs7WCcadHdws8UYbmP+Lb6j1r0LJ9TSZPrRyiWZNP4dO1/T/L8TzwxpFDrrabp85tJFt/LSRHHy5OSB1IHpVeK2lGjatBEszQmeBo9sDRA5PJVTkivTMn1NGT6mjlKWZtfZ7de1vLy/E4rxFaDww8F5pMJVJontHQEn5m+6frmuo0ixGm6Ra2g6xRgMfU9z+dPu9Ptr5oGuY/M8h/MjG4gBvXHf8AGrNNKzOWtiXUpRg91u+/b7tQooopnKFMmmjt4XlmdY40G5nY4AHvVXVdXtNGtGuLyUKACVTPzOfQDvXBS3GreP8AUXhtibbT4+SGJ2L6bsfeb2pN2O3C4KVZOcnywW7f6eZb1zxbe61dPpXh2ORlPBmjzvfHXH91fetnw14Mg0b/AEm8KXN62DkrlY+/Gepz3rR0vRtP8NWEhgQghcyytyz4/wA9BVq3vZZJNlxaSW4Kb1dmBUj0JHQ+1NQb1ZpXxsYw9hhlyx6vq/Ut0UdBntSKwYZUgj1BpnnC0UUUgCiiigAooooAKKQnAyaWJGkYMwKoOx71cYuT0E3YVEMvI4T17n6VMSsScDA7Ad6Hfbwo3N6UKmG3Mcsf0+ldMYqOiM277kUNrHEzMkUce45KooGT6nHU1PTJJdnAGWP6fWoDvc5kYn2HAolNRGk2SSTFvlj6d2/wpgGBgUUVzSm5PUtKwVFKpVvNQEsBgr/eH+NS0VIxFYMoZTkGkSNIwdigZOTUZ/cSbh/q3Pzf7J9amoAikBjfzEGQfvj1Hr9akBDAEHIPINLUI/cPjpE3T/ZP+FAD5IxIBzhlOVPoaIpC6/MNrjhl9DT6jlQg+ZGMuBjH94elAEhAIIIyDwRUSExP5bH5T9w/0qRWDqCvQ0joJF2t9c+hoAdUlucWqZHRe1QRMxQb/vevqPWp7b/U49GP862o6NoiWxGZJJAGWTaDyABQHlU537vYillQREMPusefY0lTKU4vcaSaLCOJFyPxHpXA+OvDM1vcDX9GAilh+e4EfB4/jH9a7ZG8uTd2b73+NSvLAyFXeMqwwQSCD7V24bEOm+ZfNGc49DjdJ8f6e+mW9xqU6w3QbZJGils/7WAOh61Bd/E+wiZmtba4mffgbyEUr69z+lXh8P8AQvtcsxglKOSREZCFX6YwR+da1poOl2BU2un28bBdu7YCxHuT1rSVXAwb5Yyfley/zBRm9zm9E+ITazri2t1bwW1s4JjcycggcAk8Hv6V2lcz4n8F2muRtPbhYL0JhSBhH9Aw/TNYfhvxhLosraR4hEieSQiSMMmP2b1X0PpSq0aeKj7XDLVbx6+q7hGTg7SPQqKRWDqGUhlYZBByCKWvLNgooopAFFFFABRRRQAjKHUqwyD2qusUdu2XQMueJG5I+tWaCMjB5FMCG4BULMvJj5PuveifGwOjDevzLz19vxpyxRpkOGZD2LHA/D0pwaNeFaFcHjaNxrSMLq9yWxjD7TEAitzyGIxtPrUkaFh8x8099vCimtON6r+8Yt03fKvFMLsZikz4XGU2/KPcVXuRFqyTeoBOeBzUEaCWRg53KmMA9DkZyasdaii/18/+8P5Cue+mhZLRRRSGFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABVbUvI/su6+1BTb+S3mBum3HOfwqzVXVEik0q7S4IELRMHJOOCOeaFuCJrVI47SFIABEsahAOgUDj9KlpkKLHBGifcVQF+mOKfViCiiikAUUUUAFFFHQZPQUAFYHiXxba+H1MOPOvGXKxg8L6Fj2FZHiLxwfNFhoDCaZ/lacDOCeMJ7+/Sm+GfB/kSx6hqiPcXX3hE/3UPYsx6n9KV29EenSwkKMVWxWi6R6v8AyRT0rw7qPiy9XVNed1tWX5APlLjsFH8K9896763t4LC0SCBEhgjG1VHAAo2TvwzrGvogyfzNKLaMHLLvb1c5pqKRzYrGTxDSekVslsiOaSK5heEI8quCpCjH61n3ek3t3b+UbotGQQY5cNu4wuTjt1PrWs0irnnOOwoBkf7sf51pHm6HIzlDa3/2f93Pdqw/cB3wYtmNgcLjhtwz7fQ1etNei8147YefEUVlkA285C8g8dix5zweK3dl1n7q/nUDacJCfMtowGzuKYUknPOfxP51qk38SI9BbbUba7t2mic7FUO25SpCkZBwe2OadaXtvfReZayrKmcEjt+FVr3T2a2ukgypuCNwkyo2jAwCOnHFY8j6nYJK0dlNFLKN6HzhNnbwsZYg+pPbA71Lpdh8x1FFYX9vMl0+Y5JUBKBYhkZ65PccD/x6ta3vYLlQY36nbg8HOAcfkRWbg0UncnprMBx3PQVGtzHIyojruclVycZI649cVajhWMbm5b1PaqhTb3E3YjW281cy5B6gA9KkWRpAVQAMDhiegpctL0yqfqaczLEvPA7AV0JJbE3FVAmcdT1PrUTzbsrGR6FqhM7yXBjPyrtDYHXqetPrKdXpEaj3EAA6UtFFYFhRRRSAOnWq8ckgTzWyyMc7ccqO1PuCfK2L95ztH9aQyOJCkSBljAyM4/AUxEoKugIIKkfnUcf7lhEc7cfIT/KmAI+XjlMeT8w4HP0PQ0SK4jIOZYzyCv3h/jQBYpGUOpVhlSMEU1CwCBzksu7OMU8nAyaGmnYCv5ksb+Ts3H+FyeCPf3pTFnmaZvoG2irCRJKSH+8vIA6r/wDXqEsEJkX5484C579ya1VN7sXMMVFtvmiyYmOWGc496nxvIQfxfyqZoVcA42tjqKjtrY24YMwYdF9h6VSpO4ubQfIEYbVZQ69Bn9KS16SA5yH5B7cCoUUGMbgCTUiytGMEFh+tCqRcrsHF2JZxm3k/3TUC/dH0onuA0WArgHhjjoKUYIGOnaprNNqw4oKiaLY5kiA3H7y9m/8Ar1LRWRQ2ORZFyvbgg9QadUckZJ3oQrjv2PsaWOTfkEbXHVfSgB9Y/iLw1aeILRklVY7kD93OB8yn0PqPatiirp1JU5KcHZoTSaszzXRvEd/4OuTpOtQSNbK2Eb/nmPVT/EvfH/6q9HgniuYEmgkWSKQbldTkEVT1rRbXXbBrW7Xjqkg+9G3qK4G3u9Z+H99Hb3g8/TZGJAXlW9Sp/hbvivScKeOXNT92p1XR+nmZXdPR7HptFV7G+t9Ss47q0lWSGQZBH8j6GrFeU04uzNdwooopDCiiigAooooAKiMZiYvEMg8sn9R71LRTAgmYPb+ahz5Z3/l1/So7mW1lQLIS4Bz8mTj8qkmtxId4ALDqp6N9f8akidWXCjaR1X0piHVFF/r5/wDeH8hVS81q3sXRZYbxt4yDHbO4H1wOKqR+JtPWWVj9qwxBH+iyen+7UWZfK30NuiqVzrFlZwLNPI6xsQARE55+gFEmsWMOnm9ln2WwQOXKNwp74xnvSsxWZdorGTxfoUiBl1OHB6ZBB/IirlrrOn3sZktryGRAcEhsc0WG01ui7RVO11jT73f9lvYJdmN21wcZpkuv6TBK0c2p2UciHDK86gg+nJosKzL9FUrfW9Lu5fLttSs5pMZ2xzqx/IGp2vLZJVie4hWRuiFwCfwoCzJqKY08SEb5Y13dMsBmjz4f+e0f/fYoswH0Um5cZ3Lj1zS/iKACijGaXB9KBCUUuD6UYPpQAlZPipivhbUiP+eJFa+Kztes31DQ7u1idEeVNoZ84HI9KEVHdF+IBYkUdAoH6U6kAwoHoMUtWSFFFFIApjzRx/fcA+nen1ia3r1p4cLTXCmSSYApGmNzEcH6DGKPUunTnUkoQV2y9eapFY2zXE+IoRx5kp2jPp6k/hXB32uar4yvF0/TI3htix3FSQCPVz2GO1Jb2er+O7xbm9cw6fG5xhThR6IO57ZNd7p1lY6RaC3so1hizkg5yx9ST1NKzl6HqWo5f8XvVfwj/myh4e8KWWgRhgFnu+d07Lg/RR2FblMEqH7rbv8Ad5p4SV/ursHq3+FXGDeiR5dWtOrJzqO7EJA/wHU0iq8uNuQO+P8AGpUtwDubgntn+tTAADAGBW8aSW5i5EccKpyeT646VLRVZnkEzgNgDGMjPGK0bUVcncs0hIHU4qrhtxYOwY9SKNufvEt9Tms3WQ+Ut1E0CnO35c9cdD+FQruTlCfoTxVlHEi5HHqD2q4zUxNNGbe6bFcIFuIVeNWDDaSuD7Ecj+VR2WnsLqa5kZHlkboOkYwBgfXAzWxULja37ofOe3b8aHFbjTOcudLurIW9wY/OuEkl+eMZMUZVvug8ljnoO5HYUaXrzOmZo/8AQleOOJm4YZVjg+p4A6Dk966ZUwcsdzevpVS6t4Lq4ikZPMeBtybidqt2OOhIyee1NtJXYvQsef8Au1JQh2GdhPI+tRcltzEk/wAqAAM+p6n1pa5p1HItRsQ/8vn1j/rU1Qtxep7xt/MVNUFBRRRSAKa7bI2bBO0ZwKdRTAhHyI08hDttyMdMegp0CGOMbuXb5mPuag6WU6dRHuAPqBzVpDlFPqAaGIa0UbtuaNC3qVBNROot2EiZVM4dR0571YpGUMpVhkEYIoGIcnMY6/eT+opy45dgQq9M9zVdXESiOclSvCuTgH059aX7TDnJlL+/JA/pWiktG90TYnt8ozjGcKCfrUKRF4xEDjcuR7Ef/WqaN9jE4yrc5FNkuY4I5HRHLYz0q4tNLUTCZnlDGNipAITB7+tNjkeeFWaQkMORgD6inqu1QPSoo/3c8kfZvnX+v+fes3OTvqOyCM+U/lN06ofb0/CpqZLH5i4Bww5U+hoik8xeRhhww9DUFD6iKtCcxjMfdR29x/hUtFACKwdQynIPQ0tRMjIxeLnP3k9fp709HDrlf/1UAOpkkYfByVYdGHan0UARpJltj4D/AKH3FSU10WQYYfQjqKYshRgkvU/dbs3/ANegCWquo6dbarYyWl5GJInH4g9iD2Iq1RTjJxd1uLc8xu7LUfh7qy3dm7XGnykK27o3+y3ofQ//AKq7/SNbstctRPZShsAb4z96MnsRVq6tYb22kt7mNZYZBtZGHBFed61od74M1NdW0QsbMnDIcnZn+FvVT2Neopwx6UZ6VOj6P18zKzp6rY9JorF8OeJ7TxHAxhBiuI/vwsckD1HqK2q82pTlSk4TVmjVNNXQUUUVmMKKKKACiiigApkkKyEE7gR3U4NPopgGaMmiigAooopAJtB6gflRgDoB+VLRTAYsUaklY0BPUhQKhm06yuDmeztpTnPzxK3P4irNFAFSPSdOhkDxafaI46MsCgj8QKdJpljNKsstnbvIuNrtEpYY5GDVmigLsqXOk2F4gW5sreVRnAaMHGetVf8AhFtDI/5BVp/37rVooHdooTaFptxYfYZrKJrUADyiDjA6U+LSLGGz+yRW4WDaV2Bm6HqM5z3q5RRcLsx/+ET0gcLbSKOwE8gA/wDHqktNHtNOuSsIm2yjgNM7YI7DJrUqK4UtFlfvId6/UUXByb6lG20C0tb2W6iku98oIZGuXZBk5yFJwDTbjw9BcXDzG81GMvjKx3TKvTHA7dK1FYOisvRhkUtAczMmHw+lvMjpqOpkKc7HuSwb65qW80c3hT/iY38SL1SOUANznnitGkLBetF2F3uLRSbiBlkdR6kUKyt91gfoaGmtybi0UyaaO2gead1jijG5mY4AFcFrvi2712d9K8PRSOj8GZAdzjvj+6vuaTdjqw2EqYiVo6JbvojV8UeNYdLD2mnMs1+DtY4ysX+J9qoaB4Jn1S8bUfEbuXdhJ5BPL/73oPb2rU8O+B49Gxc3Sx3d4cHJ6RH/AGc9T710sTqJy7nZ8u35iKuFJuSc0dNXGU8PB0sJv1l1fp2X9eZZVVRQqAKqjAAGABTqrvM7f6shR6kZzSebL6p+VdDqRR5PKyzRVXzZv+mf5Gl86X0T8zR7WPcXKyzSEgDJOAO5qm93KH2IsbP6ZPA9TQsrXG4SADaxUqOn+cGh1YpD5WSTXLhS0KqwHPPf6UxGDrvBzu5zUdv8m6E9Y/u+69v8PwoP7iTP/LNzz/sn/wCvWEpuW5SViaiikJA+p6AVBQpOOtOjiLOshyoHTnk/WnJFt+eXHHbsKGDTqQCVQj6E/wCFbwp21ZDdxxcucRkY7t6U5VWNT27kmmLKqQhmGMcEAd6glBnHzkjuAO1aSmo7iSuPeQycDKr+ppOlQJcbXaOX+HjzAPlP+BqeuaUnJ6lpWCiiioGQv/x+RH/YYfyqaq86lriHaxU/NyPpTvLmPWcAf7KYpgTUVD5Ddp5c+px/LFG6eP7yrKPVeD+RoAmpk7mOB3HVVJFM+0r0CyF/7m3n/Cjy5Jv9aQqf3F5z9TQA2RNkCQL1f5f6n+tWOgwOlQr+9uN4+6gKg+pPWpqACiiikAdetFFFAEJhdCfJcKD/AAkZH4VFcrcfZ3DPEVI5+U5/nVuobr/j3PuQP1FNMCaobj5Qsv8AzzOT9D1/z7VNSMoZSpGQRg0ALUcke4h0O1x39fY01GMJWOQ8dEb19j71NQAyOTfkEbXHVafTJIw+CDtYdGHUUiSZbY+A/wCh9xQBJUbxndvjOH7js31/xqSigBqSCQHHBHBB6inUx49xDKdrjof6H1ojk3kqw2uOo/r9KAH0jKHUqwyDS0UgIQzQnEhynZz2+v8AjU1BAIwRkVDzb9ATF6d1/wDrUwJqOoweQaQEMAQcg96WgDz/AMReFLvR9QXWPDauNrbnhjGTGe5A7qe4rb8I+Lotfh+z3O2PUEGWUcCQf3l/qK6WuK8T+CpJrptU0J/Iuly7RIdpZvVT2P8AOvTp16eJh7LEOzW0v0fkYuLg7xO1orjvCPjRb1BYavIIr2P5Vkk+US9sH0b+ddjXFXoToT5Jo0jJSV0FFFFYFBRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQBDB8jSRf3TuX6H/JqaoZvkkjl7A7W+h/8Ar1NTAKWDAmkzjJA59qSo1bfI4A4Hyk/zFVTdncTV0SreBpHURudpxnjmqer6zp+mWT3F65TA+VejufRR3rH8S+KbXQJAExNeNGQIgeF9Cx7d+K53SvDeo+LLlNT16ZxbsvyY+V2HYKP4V9+9N13sjvw+ATh7au+WH4v0Imm1rx/eNBbZt7BACVcnYuPUgfM1d3ouh2Xhy1WK2iBnZR5kv8Tkep7VItvFp9tBHaoIYIcLsTj5T/nNWgoX/wCvSg1HXqTisY6q9lTXLBdP8+4y4mlERYkBQQWVfTvzTwAOgHPpSkAgg9DUVuSEMZOTGdv4dv0pOTlucSViWiiipGFV552Ct5Q4U/M+OAO+PU1YqGEAGSBuQDkf7p/yaaAayLBIki9Cdrnuc9Cfx/nTj+7uwf4ZRtP1HT9KSNfMt3gc8r8h/of5UnzT2n/TVf0YUxDp/wB2yzdl4b6GpWUMpVhkHqKarLNEDjKuOhpLZJGTyyDhDt3nuO2KEm9EF7BD5m4xYLMv8XYj3qyqrCCxJJP5/QUvyxDai5J7D+ZprMIjk5dz29K6IxUNSG7gxA+eU4HZajkd3+YcY5ABqJ3ZLlWd8q4289FPWk+0huIVaU+o4H51nKo3sUl3J2AfIU4Eg3KfcVC8p2KExvfp7epp0W8RsrAB1O9QOmPSjy1W4Zhk7xlT/MU5+9HmEuwmEggOeVA5z3qNEmijyu0558tjjb9DTl/fybv+WaH5f9o+v4VK33T9KxLII5p5I1fyUwwz/rP/AK1CTzPuxCOCR9+n2v8Ax6xf7oqq16tomDFLNLJI4SOJQWbB5PJAwPrTtcRI0k0lwmIf9Uct845yDT/tEnmBPs7biM/eHSoLLULe5mkKvsdsfupMB1IHII9RThf2jXqbbmE7lKDDjls9PrRZ9gJWuZEKg275Y4GGX/Gh7l413PbSAfVT/WmvcwyvCY5Y2Ac5IYHGAc1T1TWI7adbRbe5uJGjE5MKAqiBgMkkj9M0JeQXLslzMiFhayHAzyy/41GryzANKsu08hUGB+felfULWSBdkykzx7kHcgrkHHUcVah/1Uf+6KNgIY7lTGNkMu0cDCUou1JYCKb5Tg/IaW0ObZT6k/zNEHMlx/10x+goAjNw7zoiBo1YHl4zyfT+dSbbjtLH+Kf/AF6dcKWiJT76/Mv1FPRxIiupyGGRSArF7lZNrPEAfusUOD7detSYuf78J/4Af8alZQykMMg9qj3NAcOd0fZj1X6/40AJi49YfyNMlS4kj27Y+oPBPY5qzRRcY1JFkGR1HUHqKdTHjLHch2uO/Y+xoSTeSpG1x1WgBzKrqVYAg9QajDGIhXOUP3WP8jUtIQGBDDIPUUALTXjWRcN25BHUVGGMBCucxnox7ex/xqagCNZCrCOXG49D2b/69SUjosilWGQajDmJgshJU/dc/wAjQBLTHjD4PRh0YdRT6KAI0kO7ZIMP29G9xUlNdFdcMP8A61MV2RgkvX+Fuzf/AF6AJaKKKQERVom3RjKn7yf1FSKwdQynINLUbRkOXiwGPVezf/XpgSUU2ORZBkdRwQeop1AHLeKvBVvrSS3dmBFqBGc5wsuOx9/esnwz41excaT4gEiSRt5azP1T2f8Ax/8A1139YXiXwraeILZjtSK9A+ScDk47N6j+VehQxUJw9hidY9H1X/AMpQafNE3QQRkHIPeivOND8UX3ha4TSdegkFurYWRs7o16cf3lzXosciTRrJE6ujjcrKcgj1FYYnCzw8tdU9n0ZUJqQ6iiiuUsKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAoprOq9SKCZCuY4ix7ZO0VSi3sK4OgkRkbowwabDkwgzttC/KfVjT3R14LjJ6BR/WqV7dRaZAJbi4WJSeZZOg4zx7+gqkuX4gScnaJb/cgkM0i49ScH3rida8bkldO8PIZZ5MoZQpJDdMIO59+lZ93rOreL7w2GkLPHZ7trsW6qe7kdBjPFdT4d8M2vh4qCEmunXJnK8g9wvoMVEpueiPVhh6WCXPiNZ9I/wCZleHPAqRRre6xmS7cFhC3KoT0LerV2UD74VOMHGCPQjin1Cv7u5Zf4ZBuH170krI4sRiamInz1H/wCVlDoVboRg1FDKFhAkYBlOwknqamqtJFH9qy6AiVdpJHf/8AVTRgWahf93co/aQbD9eo/rUS+aJisJdwvys0p4z7YonQFSJZmaT+FVHQ9uBTsIt0UyGTzoVfGCRyPQ9xT6QwqGb5JI5ewO1vof8A69TU10EiMh6MMUARt+7uVbtINp+o6f1oB8q5YHhZBuH1HX+lN5ntdv8Ay1HHH94VajhztkmA3DkDstXGDkS3Yjt7c/NniItlR35qfd/BEBgcE9hQWLjOSqDqfWo2fcNqAqnT61v7sETqwyYElAyWHzZPJIpoAHI5zzn1pUfABb+A7Wz6HpSKChZD/CePp2rOrqk0UtxlxEJoGTAJPIz0z2pBcx+SrswXI6d/yqUnAyelVbfyxcy7Fxu+dWIxn1xWIyQTP5iSKhWNTyW4JH0qLU5ntrRyse4RnhsFuD6AdfSpmuEJKoDK3cLz+Z6Uj+c9n+7CLKPkIZjjB9xz071tSfQTM/R54/Ma2muHnumHmCMcCJRgYrX8pMf6uT86w7FW0+7aGZUbewV2hV9sZPQZ6Y569a07lQLWRkZgdpwQxqpSSdmhInECKAFE6qOgB6VVnsN0kUtvJPFLGWwWXcrBuoIqzsCgkF/++jUduC1tGWkkJKgk7zU+0j2HZmQPDrW9x9ognk8xmMkzeV88rEk467QOfTPvSW+gyNdWtzdzNvgieIJFAV+VlA656jB5rXgDOHLSSHDsB856U6NnM0qmR8LjHPtVe1iLlMG28OmxtkggjJZ5hvlRGASMDByHZiSVyOPXoKual4atNU1BLqcz/u4PJRVDDb827PBGemMGtItJ9pVBK4UoT175FEjSJJEFlf5mwc49DR7SIcpnLoh+1xyM8IjHzELbbX3bNnB7DHQfhWqsYVQBI/Ax9yo7iSWOEssrZBHp6/SnSGRY3ImfIBPb/Ck5we4WY2OJYowi3BwM9U96VI1jLkT53tuOU9gP6U6J5WiQmQ5IB6CmzTTIq7ZOSwHK+/NLmgFmLvUkBZ1yfVDSRRmAtExBwdwwMcGn7pv+eo/75qOd5FaORmBUHDcY4PelJwa0GrktFFFYlEODb8oC0fdR1X6e3tUqsGUMpyD0NLUTIyMXi5B+8nr9PemBLTJIxJg9GH3WHUUqOsi5U/8A1qdQBGkh3bJBh+3o30qSmugkXa3/AOqmK7RkLKc54V/X2PvQBL1GD0qL/UdTmL1/u/8A1qlo69aACkIDAggEHsai5tz3MX6p/wDWqYHIyORQBDuMHDZMXZj/AA/X2qaioSDAcqC0XcDqv/1qAJqRlDqVYZB7UAhgCDkHvS0ARBmhO2Q5Ts/9D/jUtBAIIIyDUPMHXJi/Vf8A61AE1FA5GRyKQkDqQKQDXjyd6HbIO/r7GiOTflWG1x1U/wCelL5qdmB+nNNkUyAFUk3DowXBH51STYrklFNRZyo3RgH13cfWlKsOXkjQfnVezl2DmRm69oNr4gsDb3I2uvMUoHzRn/D1FcNZ6jq3gLUo7LUsz6c/QJyuO5QnuO4r0sKpx+9kYn+4vB/Sqmq6Pa6xp72t1buyH7pZ8FD6j3rvwtZwXsqqvB9O3mjKavqtyW1vra9tkuLaeOSJxkMrf5xUvmoTgHJ9hmvM4EvPAni2G0juI57a6Kbg3RlLbckdmBzXpnnqG8vzWLAZwiY4/Gs8Tg40WmpXi9UOM2xQWb7sbn6jH86Qll+8ET/ecUjSp5gQxuxf++3FR3M8kEQMVvEecYNc/LBdS7snooorAoKKKKACiiigAoopjzRx/fdR7E0wH0VD57N/qonb3b5R+tGyd/vSKg9EGT+ZosBMSAMk4FQm6jzhCZD6IM0oto8guDIR3c5qUAAYAwPQUAMVi4BJSP2c8/lShIwxMlwZAeijt+VKVB6gH6igADoAPpVqaXQmzBC0eSioM9sdPxpTJK38SqPYc0VynibxvDpTPZ6eFnvgQpJGUT29z7UnVklub0MNPET5KauzV1vxDY+H7cPcuZJW4WJCC7e59B71xVvY6x47uGvLqTyrGNzsX+EeqoO546n/AOtV/QvBc+pXL6l4k8wvIwYQsfmfvlvQdsV3aKqKFRQqjgKowBWWstWei61LArloe9PrLovT/MqaTp1npdgkFhF5cJ+brksT3J7mp7gHy96/ejO4e/r+lJB8jyRdgdy/Q/8A181NV7HlSk5tyk7tiAhlBU5BGQajuQfL3qMtGdw9/UflSW/yb4j/AAHj6HpU1AhAQwBByCMg0ydC8R2/eHzL9RTbf5A8J/5Znj6HpU1AFORl8xJd7iKVeQnUsP8AP6U9QyISiJAndn5Y/wCfekeMkTQqcMP3kZ/z702IrKFeON5WIzukPA/z7CmIdauFmeMMzK3zqzDAJ74q1VKdyhWRpd8kZzsReAO/6VdBBAI5B6UmAUDLNtXk/wAqFUyHC5A7tj+VS5ES7UUs3p6/WtIU76sTfYRIo4Mscb3PJ9TQxHDS8f3VzTRIAA2d8h9ulVftOJpElJeQH5Qq8kfStZTUVZEpErys9wEkACkZUA9x1zSvIsa7nOB/Oq8/nsgkCKnlncATkn1+lSxLuxKzbywyD2A9q55NvVloWIv5pMmFSQbdv8iaWU+WgkKsSvyMF5z6f596Y7NNlIuAOrkcfh61OD5gGfl81cH2atYe9HlZL0ZAImlOZsY7Rjkfj61FdFZQpVQ6xHLHPGO496lHmTcHKKDhsdWP+FPdkiQKFz2CAday2KAvHEgJKonbtTYpQ83CMI3G0sRgE9qitIlXKun7xD3OcDtipZZkGUBLP2VeTTi+V3B6mVr0k1tLb3BQyRKCjjk4YYwQMgdMnJ44FWIL03ekozIfOZAHEakqG7gGrV7ZrqVtGrny2ZlkUjnZIpyDjv06Gs63vrG0lk8l57qRn/fyKdyxnOCWPAABHOOa2qK6JRpNdxfdO4MQSAVOaZBcxR28YcspCjOVNSN/x/R/9c2/mtPmOIHP+ya5yivb3UQRyWIBcsPlPSkjvIBcTEyDnGOD6VBJqrwF44LVrhLVFNyyyAGP5QcBerHbzipor6B7h2WQkFARwc8DJ4/EVXK+wrjjdQ/ag3mDaEIzz60stzC0sOJFwGyfyNQT6nbyxxeU28PKqdCCDuxyD0pra1CLi4RoWEcFwts8hI++wXGB1x86ijlY7lm5uIWhwJUOWHf3p89xCYJAJUJKnA3CoLG7tbiSaGGSOR0di4Qg7ecYPvU7ov2uH5V+63b6UrWAEuCI1zDL0H8NRy3G6WFfKm4bcfk7Af8A16t/WoICJZZJffYv0H/16QC/agP+WM//AH7NNedJEZHimAYYOYzViigCK2kMsCk53D5WyMHIqWoR+7uiP4ZBn/gQ/wDrfyqahjCiiikBG8Z3eZHgP39G+tLHIJAeCrDqp6in0ySPfgg7XHRhTAfSMoZSrAEHqDTEkydjgLIO3Y+4qSgCHJg4bJi7N3X6+3vU3XpRUO1oDlPmj7r3X6f4UATVER5GWXJj7r/d9xTw6lAwYbT3zQGL/wCrRm9+g/Omk3sIcCCAQcg96CQBknA96jWHy2OZQoPOxOSPpUm1U+bywOvzSGrVJ9RcxBko26FWdT1VV/UVNiQ9Ij+JApGuBvC75GJzgIuAfzoyTn92Tn++5NVywW7C7HFHX77RJ9Tmm7V3YafOeyrTIVYQqAsafRc1J85HMjfhgUXgugWYkcMaghY5mAOQDwPwpcRp0iiUj++wyP50hjU/ey3+8xNRRKFuZl2jHysKParohcpP9o/uumPRUJNIZGIIzK34BcUtFJ1WPlGnc2MpnHdnJqN3eOSMDy13tglU56f/AFqmqG54jVv7rqf1qfaSHYJGcTxKZXIfIPOOQM010UXUYIyGUjBORxg06448pv7sgz9OlE/Dwt6Pg/iCP8KXM31CxwnxQtdv9n3KooX542YYznggfzrtLO4W5SzuUBCT24YA9QMAjP51z/xIt1l8MrKc7oZ1Ix78f1q/4ZuXufDGkTPt3BfLOPQZUfyFd9X38FTl2bX36ma0qM2J+JIH9Hx+YxU2M9ahuv8Aj3YjqpB/WputecahRTHmjj++6g+meaZ57N/qonb3b5R+tAE1BIAyTge9Q7J3+9IqD0QZP5mlFtHnLgufVzmgBDdR5whMh9EGaN07/djVB6ucn8h/jUwAAwAAPQUUAQ+Qzf62V29h8o/SnpDHF9xFX3xzT6KACiiikAUUUUAFMmmjt4XmmdY4kG5nY4AFVNV1iz0a0ae8lC8Eomfmc+gHeuDkn1bx/qLxW5a10+PqGJKL6bsfebNJux24XBSrJ1JPlgt3/l3Zb1zxZe63dPpXh2N3RuDNHkO4HXB/hX3rZ8M+DYNG/wBJvClzetg5Iysfc4z1Oe9ami6BZaDbeXaR/vGAEkrcs5H8voK0qEurNK+Nioexwy5Yde79QrM1iCZ4TIs7iKL940IJUSqAcqSAT+VadI+QuRyRzVxdmebuYmkXcewRJw0HLIDxGrHhfXjg89RzW5XO3Vmmn3cKafaSsZWYjYwCICMsdg+/9T0zwa3bZmaEBzl0+VvqKqoluhR7CTfu5Y5e33G+h6fr/OpqbIgkjZD0YYpsDl4hu+8Plb6ioKGy/u545Ox+Rvx6fr/OpqbIgljZD/EMUkLmSJWPDdG+o60AMuPkKTf3Dz9D1qBgqTvE5kZT86IncHr+v86uMoZSp6EYNVU3bY8AtJE3lsB1Yf5waaEPCSbMAJAnoME/4VNbWziIJL9xeF55Yds1MkW35pSD7dhSkmQZJKx988E/4VvCnbVkt9hd275YsYHBb0qGSdYiqR8hzgvnODTJrpVfyyVSLbkHOM+1QyF549sMZA6hm4wR7daU6nRAkSjCSFVBORk/X3qtNKBOHixvHDdwB+H4U0SRzOwlZ2GeIx3+oFSSxNLGMxrHEmeO5H9Kz6lDnEan/SJDK3ZAP/ZRTLdWffCy7I0OQvcg9PoKLZz5eyGIbl+VnPA/xNExaCRJGmUuTsIPAAPt9anyAsPIsQVQPmP3VHeliDjcjkbm+dQOgI7UIgiUksSf4mameY7sHQbUQ5BP8X+ApwdmDMrUpHa6uFnlulhkUGGO2BBfjk7gM7h6ewNaGnq6WMMl3tFwYx5jbsgHHrVfxBY/a7RXR9jW7efGwXdt4wSBkcjqOai0d5JUWGRGaFF+ViOCfU9voBwPWtakdLkrcuSjzJ45DuELfISGI3en4f41ZCxwpwFRR+FRzkzBoI1ySMFuy/8A1/am28SyRq0uZJBwxfnBHXjpWJRLDKspkSME5G5SQQM/Wub15Ve9mkuYlYG2x5C3Bj8+M/eQLj5zn6Y49a6SWZYtpLgMDkDqT+FOliRiWCguo3xtjkeoB963pyvElobDGs6LMsDrkHG5irY+hqRrcMpDRMQeCN9NCqwBGSD71EEBumXLbQg43HrU+0j2HZla90JbpJlSS6txOAJvKdQZMDAyT7cfSoJPDnmSuwuLyMGMoir5eIyQBn1PQcGtGUFWiVWcbn5wx9KWfKQSMHfIUkfOaftYi5Sla6BHaqvzzswkMrNhBlicngdOaG8P2wupbpBKtw9wJ/MKhiDtVSPoQv4ZyKvqnyLl5Ccf3zTYGd0YtI/DsOvYGj2sQ5SrZ6YbO4eQyyMmzYiLCAQNxPJ79f0q0Yw0ivunBXIH7v1/CiRn8xI0lcMTknPQVIA4P+tf8xQ5we6CzFVFzykkhHTcMCnSx5iaTYEccj/69Q29xKzyNu3xhtqg9eOpzUkkjSqV27VPXJ5NVzQsKzAHIB9aKKK5TQiuFJi3L95DuH4f/WpBLJKMxJtU9Gf/AAqR3SNcuwUe5qG0cFGjGcIcDIxx2/z7UxCSwmNfO3u8iHdknt3GPpVkEEAjkHkUVDb/AChoj1jOB9O3+fagZNRRR0pANkjWRcN25BHUUxZCrBJep+63Zv8A69PUl/8AVjI/vHgUpjWTjBl/Ra0jTbE2IG3nCKX+nT86CGzhnAP91Bk09mVMCST/AICgwBT5f3UJ8sBTkDge9aqnFE8xEsCx5YIic5LSHJpJJUCMSXl25zg4FGwE5Ylj6tRIMxOP9k/yqXV6JDsCO7ICu2NSM4UVEigXcmSWyqkbjnFPt8m2iz12D+VN6Xo9DH/I1m5N7jsEpxcwH1LD9KmqG44aE/8ATQD86mqRjUIIIHYkU6moAu4f7RNOoe4BUJ+W9U/3oyPyP/16mqGbiaBv9or+Y/8ArUICaiiikAVFcrvtZAOu01LQRkEevFMCC4O+zZweNocH6c0t0f8ARi/93D/kc0kA8yyVWGMqVI/SiP8Ae2A9Wjxj3xTEUPFds114X1CJMbvKLDPtz/Suf+H1yknhWeMAhre53sT0OcEfyrrpIxdaY0bjIlhKkfUYNef/AA5uRG+qWbyAIyBkj7lhkEjv0xXoUPfwdSPZp/oZy0mmeizJvhdP7ykVDETdRIxLLHtGMcFjSoz3ESqyMikDeW4J9hVgAAYHAFedsaDEhji+4iqfXHP50+iigYUUUUgCiiigAooooAKKKO2T0FABWB4l8W2vh9TCB514y5WMHhPQt6CsjxB42d510/w8fPnkOwzKueTxhPf36VJ4Z8EfZZY9Q1gmW6+8IWO4IexY9z+lS3fRHp0sJCjFVsVouker/wAkZuk+HdR8WXq6przuLZl+QD5S47BR/CvfPeu/traGzto7e2jWOGMbVVegFS0U0rHNisXPENJ6RWyWyCiiimcoUUUUAU74zQWsklsitKgyuV3Hb/EAO59u9UdF1J7qZ/tA8t5WOI26jAH/ANfjqOM9K2HJUBh/Dz+FYl4F0+QDescMAD25lXIJY8qG7fqefatY2krEvTU3ahH7u6I/hlGR/vDr+n8qkikWaJZEIKsMgg5plwpMe5fvIdwrMolqFf3d0y/wyDcPqOv9KlVg6hlOQRkGk8n7QVIJUK2d3+FOMW3ZCbsOGWO1ACe/PSpFjSDLdXbqe5p3EfyRr83+etNJEQ3N87n2rpjBQIbuK3A3y8Y6L/nvUTM0h+bgdh/jQSXO5uvp6UVlOpfRFJdyG6B8sSKu5ojvA/n+lJmWVd25YkPPHJx9egqeqSiKN2jlLyMh+ROvy9uP6ms0MjDiG5/cMGB4LMSRz/PB9PWrEiop/wBJlLk/wDgfkKZcpJLDkoI0Xtn5sd/ai2f92BDEC44ZycD8+ppvuAxNyS4ZjDE3GBgdOn04/lUoCMjJBCW3DBcnAP4nk1HdR7SryygyHhVAAAPUe/WpkeWeMSMyxRkZ+Xk/n2ofcBIFedB9oKkodpUdMjufWpXlJYpFhnHXPRfr/hVZCouNkDtskHzP1+YehPt/KrJKQIB0HYDkk0mAqDbFtYkmPqfUH/P6Vzenwvpuom1M7NEGMQWPJKZwSSzHJzuU8dMmujQusokkICn5So7A+tUtXaeytJLqyigNxENrvIDkr2GByT6e9dEXzRIejLpMdvGqgYHRVHJNQBJPtJDvsSX5gqeo9/pVfRbr7Ws7faDdBWAE+zaGyASAO2Dx/OtB4jOVVeCrBt3YVhyu9i76XCOJIh8igep7n8adGf3XHPlHg+opQiHIOZmHXstBkUkK78Hjag4H1NbQg46tkt3InaSKVo1jLgcghgODUPmTJNJIbZ9pUdHXtn3qS8mWxtGmdGYQfLhRkkHgY/SqFxrX2Xy4tQtZLeSZHKhD5vCjJ+6M9/SolB30GmW2lllMLi3fAO77y9MfWlkmeaGVEgkzgr1HX86gfV7S204zmVGWI+W2Gx8wwCM9OM0+PULaMktJ8s0pCNtO09B16DJ6etRZ9h3JluSCqGCTdtzjimRTmFD5kMoy5x8uep4qrdavBAYbiMNKsji3XHy5ZmAHJ7e9Jc63arbu07iJ4ZdroWB5UBjgjsAQc+9HK+wXLkUpUs8kM29j2TOB2FLJdfLtWOUO52qWQgZqwrblDDoRmolImuN4OUjGF9yetIB8UawxLGvRRin0UUhjJZREoJBOTgADkmmfv5PSJfzb/AU+aPzYWQcE9D6HtRFJ5sSv0yOR6GgBEgRG3Y3P/ebk02X93PHJ2b5G/Hp+v86mqrqM4t7Qs0buGYJhMZBJwD+eKFqxFqoZj5UySnhT8jf0P5/zrHub+XVrVLaxYI05KebjK5AyQcdDkYwfWtDRrOa1sFhuEQurEopbf5Q9C3c5z0A7DAxWqpPqLmLg3OMoML/ebgU4Rq5G1TJju3C//XokdQehmI54PApu4ykhmJXsBwCO1VaMFcWrHGRd2CTKw7DoKRi8nDHav91f8ajeeONtg+Z+yLyaTy5Jh+9bYp/gQ8/if8Kh1G/IdhJJEGY4xufj5V/rU00kkse1ECnIOWP+FIiLGu1FCj0FOqVNpWQ7XIdk7dZlX/dT/Gj7Nu+/LK3tuwP0qaipuMgEP2cfuB8o6oT1+lJ5ge5hZehDA+o6VYqKWAO6yL8si9D2P1oEJdcQhv7rqf1qaqlzPGbeRJGCSAZKk+/arAmjYZEic+9ACrne+emRj8qdTA6lyARjA5zT6GMKhuuIQ391lb9amqO4XfbSKe6mhASUU2Nt8aN/eUGnUAFFRvOqtsGXf+6vX/61N8p5P9cw2/3F6fie9AEcE6oHRVaQh2xtHGPr0pYUuFjC4jQZPX5jjNWQABgAADsKKLiK8doFRVeSRwOxOB+lcFoQOmfFC7tiqt5zSqNp4UEbx+gxXoted69/xLPidZXKfuUmMZeRujZ+VuT7YFejl75vaU+8WZ1NLM9Eoo71kax4p0vQ5FivJyZm58uNdzAep9K4KdOdR8sFdmjaW5r0UUVAwooooAKKKKACiisrXvEVp4ftRJcZklc4SFCNzf4D3oLp05VJKEFdsvXt9badbNcXkyQwrwWY9/T615/qOu6l4zvU0/SIpIbTd87ZI3D1cjoMfw/zpttY6x48vFub2TydPjc47BR3CDufc13+nabaaTai2sYRFFnJA5JPqT3qdZeh6lqWX7+9V/CP+bM7w94Vs9AjDKBNd8hrhlwcHsB2FbdFFUlY8yrVnVk5zd2FFFFBmFFFFABRRRQAVR1G1820ZlR5JIVZkjUj58jleeOelXqa3HzDqP1FVF2YGTodyqD7JkKgBaEMTvYZOc55Prn61sEgck4rFn06Gz1IahHHPdTgfu4+NqD5skE8A/OeSenFbVq0c1ulwWBVhkf7Pt9a0cOd3WxF7IS3tmC4c4QElR3x71PuLfKnC/3v8KMGXk8J6Y5NMeX+CPgDjd6fSttIIWrFZ1iGxOW/P86ixySSST3NAGKWuec3ItKwUUUVmMKr3G9JEkj25PyNnoAeh/OrFNkQSxsjdGGKaAryLGDi4kaRv7g6fkKgjZkmZJJGhQ8HOAT6fTj+VTW7sI9sUP7xfldm4GR+pqO6RkdXaRXkPRegBHI4ql2ESbVdGWCHcGGDI/Q/nyaig2I5WdGZ85VMEjPfA6defxqfe0kQlmmEcbDO1T/X/CqznyZg8Cso6gsDg9j79OfwoXYCzMk8sR2hY9vzKDycj9BT7fa6CbduLjO7sPYelRsIwR50hmbso/wH9abCheZ45FKxj50Qnt7/AI9qQExLXAIQlI+7Y5b6f40l3C91YMqCPziu1DIu5VkHKMR7HBqcnAoCYVs5DSfdXvkd60pXuKRm6ZbXyEvcmSKBgMx3EvmSA98EcDPHr+FajFVUBgAP4UHU/Wk8xvLV3ALk49lNNAPckk9SauUlHYSRGHMkrxyYAXBVV6bf/wBdOkYIm0Dk8KBUE822RZYwWCHa5Hoe354qeNCCWfBc9fYegrBtvVlDZ7YX9mYZ03B12SBWwR3BB+tVRoiG5juZmuZpow6qzOBgMMHgcdqmuBuurYH7pLZHrxS3EaJDuVQp3LyPqK1VVdSeUzJfCdvLbXNs5ujb3DFzHlCFJxu+udvQ+pqaXw5HM8WZLlYoyCIhsIBVty4PUYxjjqK0ZEAjYjOQD3psMYMKElslRn5jT9qg5SC50S3u4IIpkmKwyJIMkHJU5AI+tV38Ox+QYYZriGMMxUKqnardV5685OevNaYQDoWH/AjS7f8Aaf8A77NHtUHKRy2qARJvlIPVS3GB6/pUoAAwAAPakCgHOWJ9yTS1lOSb0KSsFFFFQMKhj/d3EkfZvnX+tLc3UVpA8szbVRSx7nA9BWBrN1PfbIbdblJDlGgVcEgjoWAOMg8HI6d+lXGLkJuxoX+uQ20IeDEyklTKrAxxnoSeeQD1x0FMjtZNW0t4L9zJbzqDvIAKuDyoA9CMgj86ba6G0mpPLeQoyADaifKhbGCSo65AGQeMgccZrbLBDhMNIOCey1uoxirsi7ZFFbQWobyoEgD43LGoBbHAzinHc67XwF/ur/jQBySeSepoZgilmOABk1lKo3sUkMdxGAqLlj91Rx/kVFLBIYsrI+4dVU4BHoPSpIFO0yOPnfk+w7CpazvYZHAkaxDylCqeff8AGpKgOLeTd0jc8+zHvU9AwooopAFFFFABRRRQBCoBvJSRnCKP508wxMeY0P1UUyLm4nPoVH6f/XqamBF9lg/54xj6KBSG0gP/ACz/ACJqaii4EP2SIfd3j6OaDagjHmzj/gdTUUXAgW2KKFSeUAdMkGl8iQ9bmTb3AAH64qaii4DURY1wgwKdRRQAUUUUgCvP/ibD5dzpd5uzgsmz6EN1ruru8t7GBpruaOGJerO2K848U+I18VCKw0ywllKPvSQrlzxyAB0H+FdmAqxpYmLk7L/Mv6rWrU5ShG6RHrvxAvtT/dacGsoCMMQcu349h9KwLLSb/Vmka0tprplOZGUZwT6k967TQvh1sKTazIrY5+zxng/7zf4V3FvbQ2kKw20SRRL0RFAArWrjpQvTw65Irtu/O50wWFoRUmvaTff4V5W6/kSUUUV5xxhRRRQAUUyWWOCJpZnWONBlnY4AHua4TXPF97q922l+HI5CCcGePO98dcf3V96Tdjpw2EqYiVo7LdvZGp4l8bwaSzWtgFuL0NtbIJSP/E+1Zuh+CrjUbk6l4jZy8jBxCTy/f5/Qe1anh7wbbaKFursrc3nDEsMrGe+31PvXUUcrerOupiqeGi6WF+cur9OyEACqFUAKBgADAApaKKZ5YUUUUAFFFFABRRRQAUUUhIGPU9B60wFoUGQ4T8W7CnJCz8yfKOyg8/jUhYKdkYG79BW0aXWRDl2KGpWRmtWgjZRIxDpvG5WYHOGHdeKNM0saakkk05kd2LsAAsaEnJ2qOB/OrxKwjc3zOfTqaiJZzlifYdhWkpqCElcV5DJ04T9TSAYGBRRXNKTk7stKwUUUVIwooooAKKKKAKso2XHMpjjkGTjjke/bikwjoy20W4n/AJaHjn6nmpbqPfCSACyHeufUUiGadA24RIRkBeT+dUIrWpCOyiHfLnOf7vryenNS3Kt5RaeVFI5VAOCfx5NRTIIJ12MwB5Yg5bHQ/wBKke6s7TazPksSN4Bbp1yewH6VVm3dAJaO3leXDEAy9WbgY7H1PFSmGTzkcP5kgP3egwetJDA8c7N/q0bP3x268f8A16tj5UO3he7nqfpVKnd3YmwVQhzw0mPwWmtIwBMRBP8AePf/AOtTFl83coBUK2Cp6n3NLJIsa5bv0A6mnKpbSIJdx5USBgp4cb1I9agBa4H8SR/kW/wFPiLhWDKAyHeoHp6fXrRKXWQrEoIf5gx6D1on70eZCWg2Uqsfl7S24YCL6VFDPIE2NC5aP5WIIIJqdI1jy3UnlmJ61Csn+lbgpEcg25Pdh0/Ssihsru08L+RJtQknp3GKW4mZ4togmzuX+H3GatUUrjK0txvidRDPkqQP3ZqeMERID1CinUUAFFFFIAooooAKx7jUrxrQ3NvFH5Ym8tVDZYkPt57YJ4I6jPqMVrFxnAyx9BzVRdLikuDNHHtJfeRvJTd/e25xn8PetYR8iWYv2C+1X7HNPGluwG+SUvuZWzwAMYIxlSDgd/mrpbS1WGJVjyFVQoc9ceg9qmSBYxuc7j1yahuWeRcpnCnO3+9WzaitSd9h5fI2xfKvc460gGBxSIwkQMvIIyKU8dePrXPKTk9S0rBUMn72QRD7o+Z/6ClLtKxWPhR1f+gp6Isa7UGBUjHUUUUgEIDAgjIPBFRREo3kueg+Qk/eH+IqamSx+Yvyna45VvQ0wH0UyKTzEzjawOCp7Gn0AFFFFIAooooAhg5eY+smPyFTVDbfcc+sjH9ampsAooopAFFFFABRRRQAUUVh674s0/Q1ZHcT3Q48iM8j6noKG7GlKlOrLkpq7NwkKCSQABkk9BXI694+tbAvb6aBdXIO0uf9Wp+v8R+lYu7xD46lXA+y6f6jIj/xc8Yrq9C8I6doY3ov2i4/56ygHH+6O1TdvY9H6vh8JriHzS/lX6s5iy8M6z4qnjvtduHityPlBGHx6KvRRn1rttK0ax0WEx2EAj3feYnLP9TV6imkkc2JxtWuuXaPZbBRRRTOMKKKKACiiigDzfXW1LxB4xuNDS82W4f5EbhAFXOSB1PWu30XQrLQrYRWkY3kASSn70h9/wDCuQtP+Stzf77/APouvQKmPVnrZjUlCFOjHSPKnZdX5gRkEHvTU+6Aeo4p1NHEh9G5/GrPJHUUUUgCiiigAooooAKKiM4J2xAyN7dB9TSGLew80+Y3ZB93/P1ppAPSTzpNkfpneRx+HrVpIlj6cnuTTEjWIb3IyOnHA+lKQZMl+I/Q9/rXVCHKvMzbuKWMhIThf73+FNaQRjYnLe/9aa8pYbYzhf7w/pTQMVM6ltENRExzk8se9LRRXO3csKKKKQBRRRQAUUEgDJOKQbn/ANWufc8CqSb2FcWk3DdtGS3oKcYlQEzyceg4oEuABDGFX1Ix+laezS+Ji5uwLFI3LERj06mmIlpH8m4HHQFiaCpf/WMW/l+VRXBEJSbHCcNgdjRzxXwoLPqTSSQrGRGh6Zyq9MVgagiIs7CGN7RhJvjlkEanzOXHGSxPJAx1PWtrzJZPuJ5a/wB6Tr+VY2o27MqiGWMrE4MhJCkrgnAb+H6+3vVRqNsTjobFxcv9nSZgijggMORn+vNNjuQ6ru3STDgqByp7+wrK0S6iuIHgC+bPGM7Wl3lEbpljzjrg98VetjNFIYAyBj1JB4I9PwwamTeqY0TM00c4kKLiT5NoPQ9iTUyR7CXdtzHqT2+lV5UiYFdzzTD7uOdp9fQVJFuukDyjA/uA9x6/4VmMcJSZFkQYjU4JI+9n0qx5e5TGPvIcrn07VUvLowRN5UMlxMo3CKLG4/mQPzNZyeNLExw3FxbXFnBJI0XnXQVFBGc9Ce4xW1OzVmTI1AhnO6YABTwmf5+tPmQyREKcMOVPuKg/tGzWeKJruDzbgb403jLg9x6ilfUbOK9SzkuoUuXGViZwGYc9B+B/KsXvoUTxSCWJXAxuGcelOrKj13S4mf8A4mFr5TPhSJARv7qPf296ni1e2nvjapLEZV4ZN43r9V7CizC5eorMs9fsbu6ubUzRRXEErxmJpBuIXq2PSo5vE+lxrbN9uh2XM3kRurA/NjPrx/8AXFCi2F0a5IHWm78jKqxHrjA/WoVvbNVLm9gVdgkLGUE7ScA+gGeKY2taSrTf6XE7QHEvz58v656dK1VJdRcxY3O33QPw+Y/p/jThBI/3+Oe54/If41VfxFpsccLG7tlSb/VM0qgPzjj8eKjv9ft7C+trO5mSKe6V2iQYy20DIye/PFUlBCuzS8qONcyEYHrwPyoNx2jQn3PArJsNc06+0/7aLqEBEVpt0oJhyOjHtUl7rFtZ6al+HSW2d0USK424Zgu7PoM1LqvZIOXuXyzv99h9AOKKzv7dsmuIVSeJreWFphcCQbMBlXGfqwqefU7G1QtcXcESq/lku4GGxnb9cEVk23uUrEn2WPJ5fBOdoYgCgWkAP+rB+pJ/nUF9qcdhLCkiMwkV23KQMBRnv/jT49UsZbs2qXcBuQu4wiQbwO+R+IpagWgABgDAoqvb39pdwvLbXMUscZIdkcELjrmoP7d0v7Ibr+0bX7OG2eZ5o27sZxn1xRYZforNv9fsbBId1xFJJPs8qNZBukViAGHqOa0iMHFFgCiiikBFKPLbzlHQfOPUf/WqUEEAjoaKhh+WWVB9xSCPbPUUwJqKKKQBQOtFIxwpPoKAIrPm1Q+uT+tTVFajFrH/ALualpsAooopAFFFMmmjt4XlmdY40GWZjgAUAlfRD6paprFlo1t519MI1/hUcs30HU1yetfEEtKLXQIjK7cecyE8/wCyvf6n8qj03wNeanctfeJJ5A7nPlqwLt9T0XtwKnmvsenDAKnFVMVLlXb7T+RDeeKtY8TXX2LQIJIIyCGYEbj7s3RRitTRPAFtat9o1dxe3BOdvOwH37sfrXUWVlbadarb2cKwwr0Vf6nvU9NR7k1cwaj7PDLkj+L9WIiLGgRFVUUYCqMAfhS0UUzzgooooAKKKKACiiigAooooA8/tP8Akrc3++//AKLr0CvP7T/krc3++/8A6Lr0Cpj1PSzP4qX+CP6hTX4G7+7zUP26D7alqJFMzIXABzwMf41Yq9jzQopqfdx6cUjzIhwW+b+6OT+VFgH0hIUZJAHqaj3TSfdURr6tyfypRAucuTI3q3+FACecX4hQt/tHhfzo8kv/AK5y3+yOFqXtSojSeyevc/SnFOTshN2EVSSFRcAd+wqUAQrxlmP5mjIUeXCFyPyFNZliJ2/NIepNdMYqCuQ3ccx2fPIcnsoqJmaU/PwOyj+tJgltzHLetLWM6l9EUl3CiiisigooooAKKCQBknA9aYkgmz5P7zHUg8fnTSb2EPoVXk+5gD+8R/KlMQUbppAF9Og/Oh380YHCemOtaqCjrIV77CDyUI6yv69f/wBVDSSP3CD0HX86AABgDAopOq9loHKIEAOcZb1PWloorMoKRlDqVYZBGDS0UgKSFSNk7PLIpx5Y6e3+TTbqJ3RXaNEUfKF6nnp+uOKmlDx3IMbKol4YkZ5HT9KawhYlTuuJOnrj+gq0+ojDtjNFeqsdzIimVhKpyzuOu4kjAA5GOeOlasyKCrRwvsJHJyCxH68jNZeqabJezJuXcUDZTGdrZGGGSBkY78YY1fs5hdWA86XbLEfL2LIHAYdOR97tWkujJWmhoRs7oBBGIo+oLD+QFRIzpcNBHIrF/nLnse/FRW7o6FZpW2jkR+oP6nnIqaQvsV4oQixnfk8EjuAPp61naxRYiiWIHaOScknqT71kx+HkW3tIZJg4t5ZpOU6793vxjd1rRvro2mnXF1HGZTFE0iovVsDOKxYfFL/aYftNlcxwy28UhAQEwl225Y7umcYxk96SuBBZeEkjvba5MkEvkrFHIssbkho+AUw4A4x1Bq3qPhyW/wBfg1A3gEcTI6xMhJUqCMKdwABzzkE8daWw8T6dfa9NY20jFwGBbjaWQ4OMHPtyB04zSXfi6wtIpJbiO5jiSdoFJVV851JDBcsOBg8nHtVJSbFoVL/wclzDp6xNDK1lE0LJJGxR1YgnhWUg8epz6VYtvDEsfiI6lJchlw6omxvMAbbgEliAF28YA980+48VRu9pFpscxjkmgSSfywURZMHBJOQ2CD0PUVYuNbktdXktUWNYcwhSUOcvvJ/9BrblUVqyblOfwcZprg3V+q2kss04VItsivIhQgvnkAE8Y5+nFJY+G5LK3hFtJaxzQ3KTeYsDhZAqFMMGcnoxwQR9Kf8A8Jdpy2kl3cJdRqiI6GdApkDkqu3nAyQRzip5PEEVz4eGo6eeZZFhi8xc4dnCc4ODgnsce9TKo9khpdypH4QCXyT/AGwtGtwZPLMfHlZ3CLr03/NmqTeBowjWvmwEOd0cvlv5g2uHAc78EZ67QtbVv4n065119Jid2uULKTgbSyjLDrnj3GOOtM/4SC2bxP8A2akU7yjMRdVXYrbQ5zznoRzjHNZ3kPQhi8Kolq0e+3jZreWE+VE23LsGLfMxOfl555q9e6XLc3NjPDcLG1qrowZN29XUA45GDwOeah8Q64+hixdYBLHPOUmOcFECliw9SMVXHipBrtzaND/ocSoFuEOSzs4Q8dNoJAz9fSlruPQjufByXFnHCLhR5UEEa/uyFJiZmBYAg4O7oCPrVptAJ8Px6dC9vA8cqzBkiJj3CTf91mJ5PXnuaSTxRbFZvs8NxJ5cMkxk8v8AdqqFhuJznBKnpyaQ+LtPivXtLkvHJHAZ2f5Su0KGPQlhwe4FHvBoVpPCLTW8wkvR58yys7LFhRI8iSZC56AoBjPOetR3Xg+W8Imubq3muDNJKweFxEQ6qpG1XB42Dv35rR07Wpr19TZ7aWBbUKUimQK/KbucEiqGkeLzeWrS3EUUxbyxELEl97uCfL+bHzKASecYp+8LQ0tQ0Rb63giWVYVhheEBUyMMu3jnoKgk8MpKjq0+BJNJKxVMH5o9mM/rmiTxdp8UlmkiTobp/LUMFBRt20hl3Z4PoCKhuPEk09xImnwusa200qSzR/JKUIHykHp1649aWo9CfR/Dx0rTrm2WWFJZk2Ce3RlYYXAJ3M3I68YHtVbSvCR090eW5jlZbgTnbE2CRGU/iZjnnOc1oXWuRW1vZXLA+TcRNKQFJbaI9/H4etXLG8W/so7lI3jWQZCuVzj/AICSP1pXYaGGPCkqKkcd7GISIfNDQZYmNiV2nPyjn0PtiukJyc0UUm7gFFFFIYVDb8mZvWQ/yAqaobX/AI9wf7zM35k0wJqKaZEXq6j6mmG6gBwZUz6A0AS0yY4hkP8Asmmfao+wdvohP9KZNK8sLpHDKSwwCQAP50WAmhG2CMeigfpT6AMAD0ooAKKy9a8RWGhRbrqXdKfuwoQXP4dh71xcmq+IPGlw9vp6tbWJyDg7VA9GfufYVLlY7cPgKlaPO/dj3f8AWp0Ou+OrDSiYbTF5cY52N8iH3P8AQVgQaLr3jKc3OpzPa2mcqrqQMf7Cf1NdFofgfTtJRJLhFu7oc73HyKf9lf8AGuk60rN7nQ8XRwq5cKrv+Z/ojM0fw/YaHCFtIQZMYaZwC7fj/hWnRRVHmzqSqS5pu7CiiiggKKKKACiiigAooooAKKhuru3sYxJdzxwISAGkbaMmqP8AbkX2mNNjCKVtqSMMDg4Yn0AOMetUot7CualQz3kFr/rpVQ7S2D1wOtZWsTX5vUgszMVYAttXChSSCd2Oo69R+tSQWMzHcAlrk7Hij/eh0B/vHGCcn8DVKCtdsV+xxMeorF8R575VJQMzbT1x5fP412Fl/aGow3trqYxbzREJMhKEBsjoQCpwQepxjrXKWMEVr8T5IVUiJHcBTlyP3fA5z/8AWr0AeZJ91No/vScn8qmDST9T08zXvUv8Ef1KUOmmKSFw6okbCVkRBgPt2nDH+Ejtir3nGTiMF/deAPxpwt1JzITIf9rp+XSpablc81KxCInYASPtX+6nH69akSNIxhFA/rTqKm4woJwKTOW2jlj2qVY1iG+QjcO/p9KuEHIluwiRFvmkGB/d/wAaeSZOFJVf73r9KRvmBMuAnp6/Wo3cyjHRPTHWt24wROrFaTjZF07tTAMD/Gl6dKK55Tci0rBRRRUDCiojcKSRGrSMOPl6D8aTZNJ99xGPROv50wHySpFjewBPQdzTN8sn3E2L/efr+VPjhjiJKLgnqepP40+gCEWyk5lYyH/a6fl0qZD5cqnorfKR29qQsB1IH40xpI2BAcZ+tVFtO4mia4T5xL2Awc/zptSA+fa54O5f1qFXHQn5h1Bq6y1uTFjqKKKxLCiiigAooooAiuIvOgZO/UfUVHG0ksKsgSCMjPHJ/wABVmqbIkdwyOjyBvnRRyPf26+vrTQitdpEchFefPLHPUjrz06dulJphlUSSfZViUj5fmAQDtz3PqauTRyyQHdsjRfmCgZPH6VhayrobWSMC4ZGLeTKx2lcfcx03E4wcE8H1rWOqsJmwsRFycsfnG7dFwOf/wBXWjzZpIgofvsBUYDHnnd/hVbTImXTbeSeQSL0cBSABk4yD/d4H4VeCfNLbdARvj9v/wBRqXpoMWGINbyWk3zALsI/vKR/+sVVj0Gyht/I/fyZjWPLylmKq25Rn2P6U+8uJ47GS8tYTJLHC5KYOCQM/jyOgrG/4SZ7K2ikbUra7SaGYi4SHaPNUKVjABOTyeOpqowb1E2btlo0Gn3TywvOWclhb+cTEhJySqngc5/M0250GzaBVZp43WZ50eGQq6O5JbaR2OTWRJq2r/v3gmgUebBboGty2C4Us7HPPUjFVTr+rR6tfwu1l/o0cgCOcSvtXIcL1IJ7dMd61clFWRNrm1J4ds5r2O7lNw0iGN9vnNtd0+6zD+Jh61Zn0m1uLs3EqMZSUOQxHKhgOP8AgRrnJ9R1VZIFutRigEV3DvmW3wrLImdpGegPGfpRZarfWcttYRqp+3TSCBmQnaVmYy5/4ByPwrB3erZSsbknh6wkgWIpIoSNI0ZZCGQI25SD2IJ60+60lbjSDY/aJmIIdJpW3uGVgyknvggVnarf30GsvBZMqGT7NGHdGcKHdwx25xnAH9ai1G+v5fB32r7ULa5jnVZZli42rMFZtueAQMnnpmlZjNZNFgiuZ54ZrqI3G4vHHMQm5hywXse+fWsq38Myr4nu9TTUHSOV8Oirh2GwLjdn6HpnIqC3vdRs725mhdLqCa5kVYREcyMId4YNnjJAGMY5qbwrq19qumXs93Jaucbk+zuCyEqcqwHQjAx3p6oRuXOmW959n+0o0nkbtm5uu5Chz65DGs9/Ctgmly2dqhiDWbWaszFtqEk5PPJyc5zmud0acz6Dp7m8S5uDPGZdlxLKy5jP3t5O05zwMCpl1m603So2WZIVUQKxcb3YGPJCKxALZxwMUWYHSxaHZx2pg2sVa0Fox3Ebo+f1OTz71B/wi2mG5eVklYOrKYmlJj+ZQrHb0yQBzWVP4kv47y7WOSFmiFx/ofknfEqIWSRmzyCQO2Pm4rS0q9v5o76G+kSSWKFJEkji2ffQnGMnoR1pWaDQuWOi21hFcJG08huABK80pdmwNo5PtxUL+G9PdQFWaJlSNVeOUqy7M7SD/eAJGfQkVzOh3Lvo+mzLcreXQmR5FjuJZWz5bHDbydpJ7DAqzpuv6zqNomJ7BZZriOMMn7wwBgxYMoxgjHGfxp2YG0fCuml4WAuFMYUHbMw83DFwX/vHcSefWkfwzaqlwbaSaKWWOSNC0hdYg5ywVTwOeaxl8Ra1BpclzMIJ5Ht2kRVhKCIrL5ZJOTkYO72x6VIut6zLYRvHcWJZYZpmkiXzlk2EbVyCACcnOM9KLMNDopdKt5Y7ZP3kf2ZSsLRuVKArt4P0p2nafBpdoLa2DbAzMS7bmZickk+uTXKXmu31g+pFdQTzWuU8qKWIBYVZAwJYn7p6Djk/WrcGs6zeWsl3CYUWGxguWgMJJkZgWcBieOBx9aVmO51VFZ+h38mqaat8+0RTszwALg+Vn5Sfcjn8a0KkYUUUUgEdtiM3oCarQWcQgj3KWbaOrGpbo4tZM91x+fFSAYUD0GKYDBbwjpEmfXaKeAFGFAH0paKACimu6RIzyMqIoyWY4AFchrnj+C2c22joLuc8ebzsU+w/iP6Um0jehhquIly01c6m/wBQtdMtTcXsywxA43N3PoPU1w+oeNtQ1i6aw8O2zDfkCTGZGHcgdFFMsPCOreIZheeILmaJM8I/32HsOiiu50/S7LSofKsbaOFe+0ct9T1NTqzuthcHv+8n/wCSr/P+tjk9G+Hsfy3OuStNOx3NCrZGf9purV2kcaQxiOJFRF6KowB+FOoqkkjixGKq4iV6j/yQUUUUHOFFFFABRRRQAUUUUAFFFFABRRUJZ5ifLbYg/ixncfb2pgYNrpctzYBeLZWfMsTM0u84IkGcggE8/gDite206K2t0jIDBN3zS4OcjB46c1OHlfiKMRr/AHn/AMKBbqSDKxkI/vdB+FW5sSSGiRGwsStLjjjhR/SmyCbdH5jhI2O0qnb05q10GB0pkqCSJlPccH0NTcDgbJQnxZlVegd//Rdeg155p7+Z8VXc9WLE/wDfqvQ6iPU9PM96X+CP6hRRRnHWmeaFAVnOF/E+lKkbScnhP1NSA4GyEDA79hW0KXWRLl2AAQrgAsx/M0jER/M53Mei/wCFSKgXPcnqT3qtIdkrGTjJ4J9K2k+VXRK1FJZ23N+AzwKKTev94fnSCQN9zLf7ozXK7yZew6igRyt2VB6k5oCR5wztKfQf/Wq1Sk9xcyGl1Bxnn0HNKFkfpHgerHFO80R8KqRj35P5CmmRm7SN9TtH+NV7OMd2F2yONWt0ETBTgkA7gOKcGZumOP7oLf4U4Fx91Y0+gyRS5kPWQ/gAKX7sNRjLIMEiQgkDjA/+vTfkDEHDYOOXJ5/KnNHuU5LMcd2NR2hwroOitxj0PNHPFbILD92MFIl/FOf1NO82UjHzL/u7adRS9rIOVCea/UmUe21TQZgxw6Bh6su2loo9qw5RNp3YQEf7Ld/oaA2TjkH0PWjBUYHK/wB0/wBPSl3K4wwJx2/iH09adoz23DVBRSN+7TeWDR/3s9PrSggjIORWcouO407hRRRUjCoLvckYmQZaPn6jvU9GMjBpgU3SSR0V5Dh+RxgD2x/jUMtoslqfmdZoJAxkU/Nx3/75NWApNs8Y/wBZAflP05H6U+PM0wkhAZXTD+g9P51au9hFe3s7ezeSNAwS4GdxYsSe/J/P86uJb5jje7wCg6D/AD+lPhiSBQifvZFGMnt/hU2Ap3yMM/oK2jC2rIbECFhjGxB0A4z9aa8pb5Y+F9f8Kq6nHNfadcwQv5TyRMiNk8EjgnFchqPhjULuztIrTT7Oy8nJ2xTLlZMriTdszg4PAwc45pSnfRMaXc7KCeGcSeQ6uI3Mb7f4WHUfWkt7qO6MwiJJhkMT5GMMAD/UVyz+GJ4Z7kx6bZXED3z3LRNLsFwrKcbuOCpOec5qx/wjUq3kt3FHDHPLNISwc5ETRBQufTcOn41i0u5Vzp+aie2ikuY7h41aaIFUc9VB64+uBXL2ng8Wc0M0MMKSxNbMGEhyCnEp+revfvVez8I3scN3Fcl5JJpIvMla5BWdVmV2JUKCCVB6k9cZosu4HYtPGlwkDSASupdU7kDGT+GR+dVtS1ey0iNZNQuBAjHAYqxH6A1iW/huSz1W0uksrWVLaS4EQL4MMbsrJt47YIx23Vr6ta3Go6K8EarHPJsJUvwCGBIz+FKyAmtNTtr4Sm2dnESqzEqV4IyOtS2wK2sQbrtGawNV0GSXU59SVYxL58DRyFjuVFGHH4+nem+FPD11os1w120jSumxpvPV1mOSd+wKCD9STzjNOysFzoZ7qO3eFZSQZn8tMDOWxn+lTc1ylt4akkght72wtQEuRJPKJdxuwN3LDGe44Oag/wCEY1IX+kyYhKWXlgOsgDKqsdwOVLNlSAMEd85osu4XOy5pOa4e+8OXem6HM1vCHlkhKXAiy7SsZgwJGMsApI/HFV7Xwxc31nYSx21xDDGZN0PmrAySGTd5igocDHAGAQAKOVdwud2buMXq2hJ85ozKBjjaCAefqRT5JFiiaSQ4RRknGcCue8TaHc6rdxywW1vOPszwq0spQwuxBEg4OSMfWqf/AAi9/wD2pfXDyPLJNG6x3H2gKMFQArLt3YB/2sd8UkkFzr1bcoYdCMijmuXn8P3EMk9/EitdhnYOjneU8kqFH/Aucfj1qPwFavb2t2ZrGS2lYpudovLD4XHAIByO57k0W0uFzrM02SNZonjkG5HBVge4PWnUUhjYokgiSKJQkaKFVR0UDgAU6iigAooopAQ3XMQX+86j9amqGfmWBfV8/kM1V1bXLDRYd99OqMRlYxy7/Qf16U3sVCEpy5Yq7NCsDXvGGn6Jui3G4uscRRnhT/tHtz261zFz4i13xc7Wmj2zwW+cOUbn/gT9B9BW5ofgKy011nvmF5cDsy/uwfoev41F29j0lg6WGXNipa/yrf5voc+kHiHx0d0zrBYBgeQVj/AdWPvXZaL4W03QiJLaMvcAY8+Tlvw7D8K2BwMAYA7Cimo2McRj51Y+zguWHZfr3CiiimcIUUUUAFFFFABRRRQAUUUUAFFFFABRRUTkyN5aHA/jYdvYe9MAJ84lVPyDhiO/sKkAAAAGAOgqIxmH5oR8vdPX6e9SI6yKGQ5FADqKKKQBSN90/SlpsnEbfQ0wPPNK4+KHPof/AEUK9FrzvTjt+KTZB/i4Az/yyr0URF1zITGPTPNFODlex6OZuzpf4I/qN3ZJVBuYdhT/AC1iG6ZgTnAHb8vWnKTjbEuF/vGnCFec5YnjJ610wpqJ5TYYaT72VX0HWmNcKnCoSB34Aod1AMUz4z0bPJpgEaDcI84/ifj+dW79AJYZ1mzgMMdcjj86kYhRliAPeqpmLD5Wz7IOPzNJhi2cKPc/Mf1qXUS3DlJS0WcrGGPqF/rTGuQCFDquegUbj/hTSgY5Ylv941HcDEW9RzGdwx+v6Vm63YfKSEs3bPu5z+go2kjDMSPQcD9KcCCAR0NFZucmVZCKoX7oA+lLRRUjCiiikAVXX93eY7OuOnccj9DViq9x8rrIP4SCefw/r+lUgLFFFISFUsxAUdSTgCpAWiud1TxzpGnZVJjdyYyFg5H4t0/nXON4l8S+JGMekWzQRAfMYh6+rt049KTkjvpZdXqLmkuWPd6HdahqtjpSBr66jgB6BjyfoOvauR1H4irK4h0exeaQnhpQefoo5qOx+Hhe5V9avXkaQE7Ym5z3yx/Pp612Gn6PYaUgWxtYoiBjeB8x+p6ml7z8jX/YcP3qP7l/mcBcaL4p1+2e41CRlj2mRYZG27j6BB0J7Zrf8C662rWRsJwPtdsoAYsVLoOBn3HQ11mN0sYP97P5V574osrnw14gi16xLeTcSFnA+UAnqpPowrRJxXPv3NadeOPi8NKKi942017fM9DMDDnD/g/+NII5Mc+YPwU1V02/i1TT4bu1mcxyLnhs7T3Bz3B4q0DIDxK344rXng+h4soSi3F7oTD5wC34x/8A16RmK9XX/vkin75sf6wf980vmzA9UP4Gi9MWpFGivN5jIH4wcZP8xVg525kIjQdgefzpnnTY6R5/GmkFsFzuI9ulPnjFaCs2P87KbYRtHZiKjCDduJLN6mnUVlKbkUlYZPNHbQSTTMEjjUu7HsByay38TWkUKSPb3ylgX8v7M28IMZcjsvPWtO5t47u1lt5hujlQowBxway38NxSRoHv9QLojR+b5ih2jOMoSF6cfX3pK3UHckXxHYPeG3VpjjjzfKPlZ2b8bumdvNRr4ms2giuSHjtZI5JQ0iEMVXHKjByDn1qwuiWsZHl+Ym2XzV2t91tmwY9gKqJ4TsFgkjd7iQyeYXdnAJLhQT8oAB+UYwKNA1IP+Exs7dLqW/WS3SOcQxRvGVkb5AxypPbP5VZl8V6XEsrmSQxRRpI0ojPl/PjYA3Qk5GBSN4XtX+drq8Nx5vm/aGdS+Su09V24wOmKsT6Da3NvPFK0p85kdnDDcGTG1hxgHgdse1P3Q1KF34xsV0s3Vl5lw7IzhVjLBNp2kvjoM8Vf1DWoNL2NdELGYWlYgEnjAwBjHU+tQT+Gba5RFlurzIjMTsrqhlQnO1sKBwfTB5NXLzS4rxkcyyxSJG0SvGRkA4zwQR29KWgalTWNZFnplpcfY7qQXNxHF5QjO9dx7r6+1Twa9Z3OofZE84OWZUkaIiN2X7yq3Qkc5+h9Kgk0G2XTbLS4pJ44oHEkciMPMUryDnGOp9MVNbaFb2t8LlZbhgrO8cLuDHGz/eYDHU89SepxinpYNSC48VWFtdvbGO8kkSRov3dszBnA3FQe5xz9KkbxLp6zRIGmdZAh81IiY03/AHAzdiePzFTf2NbfaFmzJvWeScfNxudCh/DBqsnhmzikhKS3SxR+XuhEg2SGP7hYYzkYHQjOBml7oaiT+K9Kt7dZnnba8ayL8vJDEgDnvlW49jT7rxFBFpFrqNrFNdw3MqRqIVyfmOM49v50w+FdP8udUM8bS3P2kOrAmN8YwuQQF68YI5NW7jSo7nTUs5J58IUZZlKiQMpBB4GM5HpijQNTOg8Uxt9uSeJ45bdp9haNhG4j5xu5+bHJArRsdWg1C5mggWQtBgSPsIQMQDgH1wRUMnh6zliZHMxDNMxO/kmVSH7eh4qS10aG11Nr4SzSSmIRKHK7UUdhgAnp3Jodg1Kp8Waar3qOZ1ks8eYnlEscttGAOvP8xTovFWmzaiLBZJBdbc+Wy4YMF3FCP72O1R23hKwtWkKSXJD4AVnGEAffgYH971yasN4ftWu7qYSTql1u86EFdjFl2k9NwOPQ4p+6Go208R2eoaVeXtkJJRaBhJHt+bcF3Y/Iio4vFVm0Nu80N1EZER5AYSRAGOF3nsCentzU+maDa6Xa3MEbzSrcn94ZWGT8gTAwABwB2qBfC9qojBur1lCIkimQYnVDlQ+F5x04xx1zR7oai6vr7abdTW0drK7rZS3Sy7SYwUHAJ9P/AK3rUY8XadHp32q5MsLBkQxvGVYsy7hgHqCATn2q9qGjwajN5ssk6EwSW7iNgA6P1ByD6ZGKgufDdncsZC80cgMbCRWGUKKVBGQR0JzkGjQNTQs7yDULOK6tXEkMyhkYdxS3NzBZwNNcypFEvV3bArldY8cWejwCz05je3UfyF2wEB6ckAAn2AxWTa+Hta8XXEd7rUzQ2pGU4AOO21Ow9zzWblrZHpUsvfL7XEPkj57v0RPrXjia9ultfD8MjSAlRNt3Fu2VX+pp+keBLi9mW+8RXDyO43GHcS3/AAJu30FdNo+iWOiyyRWMOz5F3OxyzHnqa1aOXuVPHxpRdPCR5V3+0/8AIhtbS3sYBDaQxwxDoqLgVNRRTPNbbd2FFFFAgooooAKKKKACiiigAooooAKKKKACiio3c7tkf3j1P90etMAdyz+XGef4m/u//Xp6qEUKowBSRosaBV6e/enUAFRvGS26N9jHrxkGpKKACikQPLygAXsxPX8KcYo1/wBbIW9un6CrVOTJ5kM3jOBlj6DmniB5EIc7Aew5OKepOMRRBR6tx+lMf5mTdJvBbaVHT8a1VNLzFds8+sFCfFuVYsEBnAyf+mVeilABul+Yj24/KvK5Naj0r4kXGoXUEiIkrK0f8WNu3IHf1rubDxTpesECC/VXbGIXOxh7c9fwrOnUjG9+57OZ4eq1TmouyhFXNlrjHYL/AL5x+nWozKzd3b6fKP8AGkVFUZUDnnI706m6r6Hj8o1Qw6FU/wB0c/maikURzxuckH5CSc89jU9NkQSxsh4yOvpWbk3uOw6imQyeZErH73RvY96fSGFHXrRRSAhtjiMxnrGdv4dv0qaoT+7u1PaRcH6jp+mfyqamwCiimljyFBJ/IUAOpC4Bx1PoKY+EQvNIFQDk5wB+Nc9qfjrR9NykDm7kAyBBjb+LdPyzQ2lua0aFSs7U4tnR/O3+z+pqjquq6fpkDLf3UcJdThScs3HYda4r+3/FHidimlwNbw4wxi4H4uf6c1a034do07NrF28r7QdkR9fVjyeanmb2R3/UaVHXE1LeS1f/AABLz4jSy7IdIsWeUjlpAWJ+ij8+fyqsPD/ifxM/marcNbQ8DbIcAjjOEX8+a7e30eysLYx2FrFAcDDKPmJHTJ6mrkcgljVx3FHLfcX1+nR0w1NLzer/AOAc1o/gjSbHcbiI3c6nBM33R0IIWug2iC4QIAsbrswBgAjpx+dK/wC7uEfs/wAjfXt/hTp0MkTAfeHK/UdKpJI4atepWd6kmxLhS0W5fvody1IrB0DKcgjIpkcwljDIpJPYdvrSQxOBsBDLk4C9B7Z/wqlBsxuPySzY642D6moNUsINTtprO4UNE0ezkZ2nsR7jireEgxk5fHyrTAO56nk1pO0Y8oQk1LmXQ898J6lN4b12bQtSIEckmFbsH7HP90j9a9DrifiI1pamwuzEHvlf92WPy7V5+Yd+cY/GuvspZp7G3luYxHNJGrOgOQpI5Fc0dND08farCGJSs5b+q6onoooqjzQooooAKKKKAK2pXTWOl3d0ib2gheQKe5AzXL6jqepafYknU/tZuNOluQ0cSq0LKAQV29VOcDOenWuxqlBo2m2qTJb2FrEkwxKqRABx6H1qk0hNGHceMnhitZlslkjmO51WRi8UZcIC3y4ByehPUYqd/FEsLTtPawxQL9pEMhmJLGF9p3ALwD2xk1qy6PplzN5sthaSSK5fc0SkhuMn68Cni1sLlZEENvIFZ0cbQcFuXB9znJ9c0XXYNTnH8aXIso2XTALxppYjC7uOUxwMITk7h1AHqall8YTQXF7G9grC3hlkR0kba7x43JkqOhOMjPSrmoeDtJ1CCGHyTbRQ79qW4VR82M8EEZ4HI596vJommxu7rY2/mSJskcxgs64xhj36U7xDUqNq1y2kau8kMcF3Yo/CP5i5Ee9TkgeoyMVV1PxPLpVnYSfZ1unmgWaYKSGRflBbgEYye5FbxggPmqY4/wB+P3gIH7zjHPrxxVMeHtHWNIxpdmERiyL5K4U+o/IUk0Gpky+KJINRuXnslFtbi4jRlly7tHycjGACAec0yHXb6PUJvtYRf30SiKGUOgBhd+pXPO0en5dd6OztmuZybeI4b+4OrD5j+OefWiDSNPtYxHb2NtGgO4KkYAzgjP5Ej8TTugMNvF08Wn+dcWMUcriB0UTMyhZQcFiFzxg5wD2qbUdV1NvDdhdQwta3t1NGrRIVZlDE8AuAM4x1FX9T8P2Oq2i28sZiVSmGiCggL90cgggZPBFSQ6HYx6RFpssC3FrEBhZwHyRzk9s0XQamNda5eaRdPHJHPeTvFAkcLYz5jbySdgx0XsO1Pn8T38SqV0gArHE0qTT7GVpH2BQMHvzk449+K2W0jT2tTbNY2xgKhfLMY24ByBj2JP51ImnWccQjS1hVAFAUIMAKcqPwPIougMC48WXUXlQw6S9zeFphLFCxZR5bBTtOOclhjIHvipZ/EV4JblI7KJEVpYYpHm+bzFj3jcu3gdup6dK17jSdPvEC3NlbyqHMgDxg4Y9W+pqUWluDkQRZ3F87R94jBP1xxSug1OctvFV2j6TBdWsUr3SQCeSF2IjaQfKT8oHOM4zUn/CVzw2UF3d2CJHdI5twk24s4+6h4ABbt1rXj0PS4pYZI9OtFkg/1TCJQY+SePTqfzp1xpVpcpaI8QWO0mE0UagBQwBxx7ZzTug1La7ti7wA2OQDkA0tVdR1O00q2ae9nSJAMgE/M3sB3NcNf+MNV1+6+xeHoJYozwWUZkPuT0Ucj/Gs20jsw2Cq4jWOkVu3sdXrXinTtERlmmElwB8sEZyxPv6fjXHS3HiHxvMFgja2sM4OCVjxnqT/ABH6VsaJ4AggY3GtOLu4Zt2wE7Ae+T1Y5rr440ijWOJFSNBhVUYAHoBSs3udXt8PhNKC55fzPb5IwtC8HafogEhUXVz/AM9ZFHy/7o7Vv0UVSVjzqtapWlz1HdkMXM85/wBoD9BU1Q23KyN6yMR+dTU2ZhRRRSAKKKKACiiigAooooAKKKKACiiigAoopkkm0hVGXboP6mmAkjkEIgBc/oPU06OMRrgcnqSepNCJsB5yx5J9adQAUUUUgCiiigAMoPG9n9oxgfnSBnH3ESP68mlorV1W9ieUaU3ffZn+p4pqALOQBjLJ0H1qSkjwZsf7Q/QUU23LUHsRahYWl5IEubaGXepDb0BJHpmuY1P4dabeOz2cr2bH+EDcnvweR+ddfN/r1/3abSrJOR0YfFVqGtOTR51/Y/i7w7zYztcwj+GNt46f3W9MVZs/iPLA/lavpzK46mLKt04yrf413lUdQi068jMd7DFcD0KbiM8de31rLlfQ7vr9Kr/vFNPzWj/4JX0/xRpGp8W97GH/ALkvyN6dDWseOvFcPqXgKyufNex8yzaP5tjHeD6YHbHPc1my6L4n0M7LSVru3ALBEbepXP8AcPrntRdrdC+q4Wt/Aq2faWn47HoMUyfa3RGDBxuyOme/NWa89tfiFLAscGqWBEkZGHj+U8cHKn8uK7HT/EOl6pxaXsTN/cY7W/I0+ZPY562BxFDWcdO61Ro0UYx1pssiQxNJK6xxqMlmOAPxoORajLlSYSy/eQ7x+FSKQ6hl5BGRXM6r4+0qw3x25a8lA48v7n4t/hXNpr3iXxEottMiaCE/xQgjA93P9KXMtjvpZbXmuefux7vQ73UtasNJjL3t1HGR/BnLn6KOa5LUviM0kjQaNaM7NwksgySfZB/X8qbafD1gftWs3ZkcsC6Rnk5POWNdfZaLYadbtDZ2scSnqQPmP49aPeZrfBYfa9SX3I4hfDXiXxLIZdWuTbxk42SnHHsg4/Oug0bwXpFlGsrwm5mz1nwQpHoOnUV0MDmSIFvvD5W+opqfu7l07ON4+vf+lCikY1cxr1FyxfLHstAiAhlaFQAhG5ABgD1H+fWif5GSb+4cN/umluAQqygZMZ3fh3/SnMyyLtGX3DovpVrU4B9QIwiuJIz0b51x79RUqQskSLNKFwMfL1NSL+7H7tBGvdn71pGk+onIikjeaJht2gj7znGKcse7B5lP/fK02WdY0Z9rylerHgD8Kcdzgb3yPReBVe5AWrH7ChXeR5Z42qMAGkkdy5RTsUenU/4UxQFbYeI34x6Gldj8rHqDsf69qbleN4hbXUAMfX1paKzfEGpjSNDursbS6rtjBPVjwP8AH8K5m+prTg5yUI7vQ4u7A8TfEdYfv21s208kjanLfTJr0auL+G+meTp9xqMmC1w3lpxyFXrz7n+QrtKUdrnfmc17RUY7QVvn1CiiimecFFFFABRRRQBX1D7R/Z1z9j/4+fKbyun3scda5HUDrH2O0/stNZV1JZmn3M7PlflYbgAuM8nI6jFdtRVJ2E0cYtlfWM94gTWPs8moySzNA5LNGwJQoc5xuxnHPSrUdhqVte3NzbNeATXEn7st8uwxDa2P724detdTRT5gscnaadrNvNDK95qUu1rZmSSQFTu/12R3Ht27VXs4fEMkF0tzdXwuHkiVlWEqqfvl3NG5YgjZnoBxXaUUcwWOVhsb2HW7G4uv7Sljt2uYUZXLZTcpjL+oIB59hXURv5kavtZdwztYYI+op1BOAT6c1LdwSIbblZG/vSEipqhtBi1j9xn8+amoYwooopAFFFFABRRXOa9410/R1aOBlu7oHHlo3yr/ALzf0HNDdjWjQqVpctNXZ0EsscELyzOqRoNzMxwAK43WviDGG+zaEnnzs20SsuV9PlHUnp7VmRab4g8aXAmvpHtrEncu4YQD0Ve/Xqa7PRvDmn6HEotoQ02MNO4y7f4fQVN29j0PY4bCa1nzz7LZerOU07wTqGsXZvvEU7oH5Me7Mh9vRR7Cu4sbC20y1W3s4ViiUYwOp9ye5qxRTSSOTE4yriNJOyWyWwUUUUzlCiiigCG3+UPEeqN+h5FTVDJ+7uEfs/yH+n+fepqbAKKKKQBRRRQAUUUUAFFFFABRRRQAUUUhJCkgZIHT1oASR9gGBlj0HrSRx7Mljl26n+n0psGGXzCdznr7e1S0wCiiikAUUUUAFFFFADd4/hBb6UfOfQfrTqKdwEC45LEnHemx/wDH0v1P8qfSQj9/n/aP8hWlL4iZbCy83R9kH86iuWK27lSQcYBHbPFSMc3EntgfpUVz8yLGOrMOPYHP9KU/jYLYrfZmmEx8xiqkqi7jyR3PNSKEYgKAqTx9Bxhh/n9Kc7NblgGjwzbgWPIz7d6rKpl2hVLhsshk+VM+gUc/nSGSrcB2jZVMjFSkiqPT1PT1/OohIxEa7/mjO0eV8x57FugpwhMqqruSJEO0D5QrDqMCpABIAAAqzLjAGNrj/P6UAVbmxg1CJYry3haJX8tlZdzDuPmPvWFd/DvT7l5FtZ5bWRSCAfnXB+vPt17V0bzxlgGPMy+W6qMlWHT/AD9KlCXMux/lhcKVJPzE1LinudFHF1qH8OTX5fccFdReK/CaqY7pri3b5QVzKoJ56EZH1qO10HX/ABYxudQuJI4S2P3uQOP7qdODXotuiuiynLOepY5waVDsuHjPRvnX+v8An3qeRHb/AGrNK8YRU/5ranPaV4K0rTpyJovtUgw6NLyPy6VvyRpbxxtEqokR+6owAp68UXcqQeXI7qpVv4mAyDwal3JLvQMrY4YA9Kq1jz6tapVd6krscyhlKnkEYNR2zExbW+9Gdh/D/wCtTYJMR7GyXQ7SAMk46Gn+U6zM5ZYw4AweST64qlFvYyuNB8q5YE4WQbh7Edf6UsitMUaFdzI2cnge9SiIHDbMkchpe30FNaaMuqlmlZgcAcLWippayFcCm7IZy3+zGP5mnFkt0CkpCp4CryTUU8sqIrbgqAjcq+n1olhDQuijDEcH37Uc8Y/CK1xZJjEhdEwAQC7csB60k0RkTIJaRfmUk96WJxcW6sRw68j+YpsMgSEiVgDGdhJ7+n6VDm2VYkR1miDAfKw6H+VRwHYGiY/6voT3Xt/n2qFJmE7JCmUk+ZWfgA9wPX1pZoMFZ5W8wp94Ywu36e3WpsBIztONsIAX++w4/D1qcfvVBb+IbH9j60U6Ll2TqCMn2rSk9bCkRq2FO/hl4auD+IF49/qdjo1vjcWDE7uCzcKD/Pn1FehxhWG5lBYcZxXEeMrZNFvE1/T7cSXXmBXkkJKL8uAdvr2z2qKtO0bo9DK5pYlXWutvXpc6uxs00+wgtIgNkKBBgYzjqanqlpGpxavpcF5CRiRfmUH7rdx+dXag5KikptT36hRRRQQFFFFABRRRQAUUUUAFFFFABRRRQAVFctstpWHUKalqG65iC/3nUfrz+lNASIuxFX+6AKdRRQAUUVBe31tp1sZ72dIYhxuc9T6D1PtSGk5Oy3J6zdZ8QWGhQ77yX5z92JOXb8Ow9zXKap43vNUuTYeHLd2LjHm7cufUgdh7mpNG8ANJJ9r1+VpJS27yVfOe/wAzd/oPzqea+x6UMDCiufFy5f7q3f8AkUJta17xlcSWumRm3szkNt4G3/bf1wegrodD8C6fpaxy3Si7ulwct9xT/sr/AI10kMMdvEsUEaRxr0RFAA/Cn01HqyK2YScfZ0FyR8t36sOtFFFM88KKKKACiiigAooooAZMnmQuvcjj69qWJ/MiRx/EAadUNrxGU/uMV/Xj9CKYE1FFFIAooooAKKKKACiiigAooooAKKKKAI3jYP5keN3cHo3/ANenI4dcj8Qeop1Ruh3b0wH7/wC19aYElFNjkEi5HBHBB6g06gAooopAFFFFABRSEhRkkCk3En5VJ9zxTsA6kiI88DvuPH4Ck2k/eb8BxS2ygMCB3b+eK0pLUUitdSvHNMAWwDnCLzjHcngVEVkQSkHYVAJKnczL35NXnUGaUEZBxkevFUTOsJTJLvETGwUZJU9D/KiXxMS2F8tYmdlGWQiRWJyWXuM/nSyssQkO4DYRMmT1B6j/AD606OCdgmSIgoKg/eYr6HtS2tvGmQy7pIzt3Nycdv0qBkYcyu6267gHDqx4C56/596c8DCRPOfKO+Sq8AN25qZ/3dwj9n+Q/XtS3G1otjMFLnaue7dR/Ki4A0C+Q0cahcjjHrTopPNiV/Uc/Wqk2rW9ug8wuZPL3lEUsR257DkEc96zZNRu5YyIVks1cGTcqiZlDL8px2+bORzj15qlBsLo12mjtJJTM4SM/OCfyI/l+dULvWowwNrFJNJHL5Y+UgMdm4gfgRVCy0681N0v5JBZeYu4IrCQluCpIxyVYHvjBrbGkQyW7pfJHc+ZjzGuFBDEE9F6DrWipLqTcp3Ma3F1FcmwN3Dcw+Wy7QwVuo5PAB5BPsKsaNp8tlYiK4l8+VsM5jG0Fsc8/wCe9XlaLYojHmKOB2UAelNSWSUurnZsbG1OOO1O8YqwWbJTtjGGZY8/woOT+NRrNiUpGmw7d25uSRUaKIbtlAwJFyPqOv8ASln+R4pf7rbT9D/9fFQ6r6DsEmRPEZGLq2VOeme3FLc8Rbx1jIb/AB/Si6A+zsSQCOQT6ioxdiXCxRliy55+Vffms7t6jJ3USxlT0YYqGK6QRKHYeYOCo5ORx0qMRyR+Sksp8s/LhOPpz1qRo0tmSWNQqj5XwOx7/nQBFAZhNLCoESk+Ym4ZOD14+v8AOnmBYbhJmy+75WZucHsf6VJcIcLIgy8fIHqO4p5CTwkZyjjrRcBJ0Lx/L99TuX605HWWIMPusOlMt3eWMAKWdTtY9Bx3zUiQRruHMm5t20dAaqNNsLjLaN9hQ8IhwHPcdqmyEiJTKoBkueSfpQ7JGAZ2HUBVHTPamszOctwPQGtfdponcjmDywMikoMfKAev1qK4toNU054LhA0M6YZf8+hqzUMXyTSR9s71+h6/r/OsG3LcuLcXdHA+FL1/DPiS50W+JEcz7VYjjf8Awt9CP6V6JXH/ABC0drqwi1K3VvPtTh9uc7M9fwPP41seF9cXXdHSY8TxYjmH+1jr9DWa0dj1MaliKUcXHd6S9e/zNiiiiqPLCiiigAooooAKKKKACiiigAooooAKhm5mgX/aLfkP/r1NUJ+a9Qf3UJ/M4poCakZlRCzsFVRkknAArE1zxdp2hkxyMZ7nGfJj6j6noK5Lb4h8dsTlbfTw/GflQf1Y4P0+lS5HfQwE6kfaVHyw7v8ATubWu+PrazZrbSlF1cH5RIPuKenH94+1ZVj4W1jxNMt7r1zLDFnIRx8xHX5V6KOa6nQfCen6EFkjTzrrbhp36++0dhW3Ss3uavG0sOuTCR1/me/y7FPTdIsdIh8uxt0iB6sOWb6nqauUUVR5spSm+aTuwooooJCiiigAooooAKKKKACiiigAqGP5bqVezAMP5Gpqhf5buJv7ylT/ADH9aYE1FFFIAooooAKKKKACiiigAooooAKKKKACiiigCOSMlt8Zw4/JvY0scgkBwCCOCp6g0+mOhYhkOHHQ+vsaYD6Kaj78gjDDqPSnUAFFFFIBqoq9Bz6nrTqjedEbbks391Rk1GjzXAyuIlyRzy3+FMCdnVBl2Cj1JxSW8iyCIxkEbmBqC2iUmRny7ByAz8kCp0+V8jvIB+la0tGSxssPmXMm9m28fKDgdKXyU8oxhQFIxgCnuMXL+4BoqanxMa2I7dy8I3feX5W+opr/ALu5Rv4ZBsP17f1oUlbptillcZO0dCKc8fmjZIcd9qcsCP5UlBsLhOoeFlJAOOCex7VBdwyX2nMqDy5CoZHfgK45H6j8qt+XsG4hU/2n+ZqZJPHGA4RpOQNzdBWqpqOrZN7mdFpEl2zy3pAkkAV44GOwqDnBYjJ554A696vvBbRQmORUEYXHlovbqR9KWcSyRMPMIbGQF45pYirxKygbWGeKHUS2CwqNtjVYESJMcYHbtUcH72MNLlnBIOecGi2+WMxnrGdv4dv0pN6wXDh2Cq43gk9+h/pWTm2UkhYPkkli9DuX6H/6+aG/d3St2kG0/Ucj+tQyTkzxPChYH5Cx4Xnpz9aWeKQqjzSZVWBZF4GPr1pAOupUUptO6VWBCLyT6/pSTNLLtjZBHHJldxOT+XanzRLFDuiQAxncMDr6/pT5l82A7Dzjcp9+ooAhkgWOSOVi0mGwxc5698dOuKkucqqyDrGcn6d/0p3y3Nv7Ov5U2GQSQqr/ADP91gOTnoaNWA6ZPNhYL1xlT79qFZZ7cMejrzSQpJHCiysqY455YjtUiQKgyEAGS26T1PtVqk3uLmI7cyNCAFyV+XceAcd6IYoxlATKQc7Rwq5p7TR+YE+aV8ZAPC/4VBJumdEYkK5LMqnjA/x4q7RgLVlhpEPys4c44jQ4FRySyo0Z3Kke7aVUevTmklASaBgABkqfoR/iBUkiCSNkP8QxUOo3sPlGvCroynq3Vu9ELl1Ib76nDfWiGXdAHcgEcNnsR1qIy5nD26mTI2tjgfXNRuMs1BcOsckT7hu3bcdyD7Uvlyyf6x9g/up1/OnxwxxZ2KAT1PUn8aQxzKrqyOAVYYIPcV5xYyP4I8YyW0wb7BcnarHgbSflb/gPQ16RXO+NNBOtaRvgA+022XTjllxyv+HvUyXVHfgK0YzdKp8E9H+jOiormPAuuNq2kG3nfdcWuFJ/vJ/Cf6fhXT007nLXoyoVHTlugooooMgooooAKKKKACiiigAoqOeeK2haW4lSKJeru2APxritX8ftNI1noFu8szfKsxXJz0yq9/qaG0jpw+Eq4h2pr59EdZqes2OjxeZf3CxZ6L1ZvoOtcLeeItZ8UXT22h20sMR+VnQ4Yr/tN0Uc9KtaZ4FvNTuFv/ENy5ZsMYs5cjrhj2HsK7HTLO3sbd4rSFIYfMOFUemB+PSp1Z2c2Fwfw/vJ9/sr/M53QfAVrYlbnU2F3cnkxkfu1P8A7MfeutVQqhVACgYAAwAKWiqStscFfE1cRLmqO4UUUUGIUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAVDdcRq/9xw39D+hNTUyZPMgdP7ykU0A+imQv5kKOepUE/Wn0AFFFFIAooooAKKKKACiiigAooooAKKKKACiiigBkke7DKdrjof6GiOTfkEbXHVafTJIw+CDtcdGFMB9MklWPGcknsBk0w3GPkK/vuyevv9KfGmzJY7nPU0AMs1C2ybQBnJ4+tFr/AKnPqxP60tn/AMesPuoNMs3BtYwoLHHRfrTs2Idbf6tj6u386lU4SQ9cSD+lRwxMi7HbnJO2Pk8k96keJlt2A/dgkZ7sfxraEGndibJJ0+YOGVeMHdUax78HDP7t8q/lSsyq58tAzjgux6VEkjTmRZW5RsFRwMdv0pylFO/USuSlo1+Rn3Y/5ZxjpTGndGRFVY0c4yOTTJQI5Y5AMDOxvof/AK/86dcIXhbb94fMv1FQ6rew+UZcLsVZTlijBiTzx0P86llTzYmT+8MZprSRNBudgEde5xwagS4lW1BWFmKLyTwDj07ms9WMngk8yFGPXHP171AtxHbtJGxzh/lCjPXt+dBtWeFz5xJb5gq8Ln+eKlRY5bQKihUdeg7UARS+epeZQI1IG4dWwO/pmnS2q+X5igvKvzKzHJp8cqm13TEAAbXz0z0NV7fUbYIkbTpuztHPUds+mfejUC04FxbnafvDKn37UkUiXUB5ByNrgdjjkVgNeXsOpNEi3jLbXGZGjUNEISMjKj5iSCemcEc1a0e1vbe6lFyrRxsoDyO4YyyZzuUDsQT1APA4rT2bsLmNWB/3OHI3J8rZ9RSWyyBCioSqsQGPAx2qZY1TLqgHOS8nX8qZJOiqGO6XkDJ4UE01TS+ILiRQhAVDNJ8xOE4Az2zUjskCNvdY1HJVOTTJvNeJgr7TjgKMURFXiVlAwwzR7SK+ELMcHPJiQJn+JuSajiJmj3SctkhgegI9qS3+VDEesZ2/h2/SgHyrog/dlG4fUdf0qHNsdkJktcSMP+WahR9Tz/hSxDNxIeyAIP5n+lJbLuh3t1di/wDh/Sl+zDLfvJArHJUHH69anyAbdyKI9oIMgIZVHJJBp26aT7iCMer8n8qkSNIhhFC/SnUhkC2kYYs+ZGJyd3TP06VPRRQAUUUUgCiiigDzjVYpfBfi6O/tyfsd0xYqB/CT86fh1H4V6LHIk0SSRsGRwGVh3BrL8S6KuvaPJbZ2zKd8TY6MO349PxrB+H2tPLBLpN25E1ucxBzzt6FfwNStHY9Wt/teGVb7cNH5roztKKKKo8oKKKKACiisnWvEunaHG32iYPOBlYEOXY/0+poLp051JcsFdmt1rl9c8d2GmCSGzIu7pcj5f9Wp9z3+grnpb7xD42n8q0je2sCdrbThAPVm/iOD0FdPoPgvT9GAklUXd0DnzZF4X/dH9etTdvY9L6rQwuuJd5fyr9Wc1BoWu+MbiO81WUwWhwV3cfL/ALCfQ9TXbaPoNhocOyyiwx+9K/Lt+P8AQcVo0U1Gxz4jHVKy5F7sey2CobT/AI9kP97Lfmc0+dtsEjDqFOKWJdsSL6KKo4h1FFFIAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAIbX5Y2T+45X8M1NUKfLdSr/eAf+n9BU1NgFFFFIAooooAKKKKACiiigAooooAKKKKACiiigApruEAzyTwAO9DuEXJ/ADqabGhz5kn3z+Sj0pgJ5JYbmbEnZh/D7ClWXB2y4Vh37H3FSUjKrDDKCPcUAMgt9sMceWl2qBk/KvFSEonyM2f9iMYFRxu1xCkjscOobaOBg08AKMKAB7Vs6iWkUTYXe5ACgRr6Dk0u9pLc5PIcDPryKSlT/UY9ZP60U5OTdxNDVOdxHTcf51Ax8q+Q/wzLtP+8OR+maiN4VZ4o1yyvglunJ/Wlu7cm3eSRy7p8wB4UY9qze5S2H3U8XkyJkscYO0ZxQ32p4ScpGwHQckmplVGgChQqsvQDpTbZi0I3feUlSfUg4pAMhtoDCCq53j7x5PNPt2LRYb7yna34Ulv8ryxjojZH48013EFwzHO113ED1H+f0oAdbfKrRd4zgfTtWcusxQrdqybWidiiuwG5A21mz6A5J9BWrHbtLJ5u7YCuMDkms+00Cxia4UQJLLJPJK0si/N87FsZ9AGIrWNP+YlvsURLeXskiGF8O/lkW5Dw/7RZjz0x24qxaaEVZ2lmLSSFfNEIGJApyASfcsePWtKKOKzjS1QF9igDdwOPXFLvke4aN2+XYCAvA96tyjDQSVyQlEc8qr45WIfNj60xpikiqiBA+RvPJzTJFEU0TqAMnYR7Gn3C7oWwcFfmB9xWbqt7FWGXC4US5LMhBOecjvUrqJYypOQw60qnegOOGGcVUS68phbhdzglVJ4GO2az1YyxA5eIbvvD5W+oqJZkglkiJJOdyqoyee350q2zFmMsh+c5KJwP8amSNIxhFCj2pAQbZpJvMUCIFdp3ck/0p/2WNuZAZD6uc1NRRcYgAUAAYA4FLRRSAKKKKACiiigAooooAKKKKACvPvGVi+g69a67YLtDybpMdPM75/3hmvQaqappsOradNZ3CgpIuASPut2Ye4pNXR14LEfV6qk/hejXkx9hfQ6lZRXds4aKVdwwc49QfcVYrjvh0tzDaahbyurQwz7FAJ4f+LHseP1rsaE7ojF0FQrSpp6IKrahqNrpdq1xezLFGozyeW9gO5ql4n1SbRtBnvLZUaVSqrvGQMnGcVxOgeHrjxhM+o6peu0IcqQDlyc5wOyjntQ30R0YXBRqU3XqytBfeXNR8aahrdwLHw7byxljjzMZcjpn0Ue9W9E+HyRy/adckFxK3zGFSdueuWb+L+VdZp+nWul2q29lCkSAYOBy3uT3NWaXL3KqZhyR9nhY8ke/V/MbFEkMSRRIqRoNqqowAPQU6iiqPN3CioJLnbOIEXMhGck4FL5DP8A66Qn/ZX5R/jTsA26dXQwq2ZGIGBzjmrFNRFjXaihR6AU6gAooopAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQBDJ8t1E394FD/P+lTVDdcRq/dXU/rU1MAooopAFFFFABRRRQAUUUUAFFFFABRRRQAU13WNSzHgU6oY/wB8RK3QZ2D09/rTAciszeZIPm7D+7/9epKKKACiiikB/9k="></p><h2>How the change could be implemented</h2><p>Staff are considering recommending that the Board implement the change as follows:</p><ul><li>Ellison Elementary students living in the boundary change area can choose to continue to attend Ellison Elementary. Their siblings can also choose to attend Ellison Elementary when they reach Kindergarten age.</li><li>The proposed boundary change would be effective for student registrations after January 15, 2026 (essentially, next school year).</li></ul><p>Staff will bring recommendations, including a summary of community feedback received, to the Board for consideration at the November 19th, 2025, Board meeting.</p><h2>Why the change is being considered</h2><p>Ellison Elementary currently has 400 students in a school built for 411 students. Potential development in the area under review may further increase the enrolment at Ellison Elementary.</p><p>Okanagan Landing Elementary has 271 students in a school built for 322 students. Staff project the enrolment to remain steady.&nbsp;</p><p>The proposed boundary change implementation minimizes the impact on families while easing space pressures at Ellison Elementary School over time.</p><h2>The consultation process</h2><p>Families are invited to attend a consultation session at Okanagan Landing Elementary School at 5pm on Wednesday, November 12th. The School District’s Secretary Treasurer, Adrian Johnson, will provide an overview of the proposed change. School Principals and District staff will also attend and be available to answer questions.</p><p>A survey for feedback is available here: <a href="https://forms.office.com/Pages/ResponsePage.aspx?id=pQ6NsN8BU0CtyEwqkBlEKBrVjsY9GpxOhRFPCUlFDg5UQUpYVVNLWjNYR1M1NjA0RUlSRFgwQVBYOC4u">Public Input on Proposed School Boundary Change - Ellison &amp; OKL – Fill out form</a>.</p><p>All input received will be shared with the Board.</p><p>If you are unable to attend and have questions or concerns, please contact your School Principal.</p>

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2025-11-04 17:44:05.263 +0000 UTC

Boundary change map

Coldstream & Hillview Elementary, VSS and Kalamalka Secondary catchment changes

<h2>Proposed boundary change for consideration</h2><p>School District staff are considering proposing that the School District Board adjust the Hillview Elementary / Coldstream Elementary catchment boundary to move some of Hillview Elementary’s catchment to Coldstream Elementary.</p><p>As Hillview Elementary and Coldstream Elementary feed into different secondary schools, the Vernon Secondary and Kalamalka Secondary catchment areas would also change.</p><p>The following map illustrates the proposed boundary change.</p><p><img src="/images/6962f7e6-5cd3-4d13-9d22-9e34059a5144" alt="Boundary change map"></p><h2>How the change could be implemented</h2><p>Staff are considering recommending that the Board implement the change as follows:</p><ul><li>Hillview Elementary students living in the boundary change area can choose to continue to attend Hillview Elementary and then follow to Vernon Secondary. Their younger siblings currently not of school age can also choose to attend Hillview Elementary and then follow to Vernon Secondary.</li><li>Vernon Secondary students living in the boundary change area can choose to continue to attend Vernon Secondary.</li><li>The proposed boundary change would be effective for student registrations after January 15, 2026 (essentially, next school year).</li></ul><p>Staff will bring recommendations, including a summary of community feedback received, to the Board for consideration at the November 19th, 2025, Board meeting.</p><h2>Why the change is being considered</h2><p>Hillview Elementary has 386 students in a school built for 345 students. Coldstream Elementary has 296 students in a school built for 395 students. Staff project Hillview’s enrolment to remain steady; Coldstream’s is projected to decline.&nbsp;</p><p>Vernon Secondary has over 1,100 students in a school built for 950. Kalamalka Secondary has 696 students in a school built for 700. Enrolment at Vernon Secondary is forecast to grow. Enrolment at Kalamalka Secondary is forecast to decline following the declining enrolment in its feeder elementary schools.</p><p>New housing developments in the Hillview catchment area – including the proposed boundary change area – may lead to an increase in the number of students at Hillview and Vernon Secondary.</p><p>The proposed boundary change implementation minimizes the impact on families while, over time, easing space pressures at Hillview and Vernon Secondary School.</p><h2>The consultation process</h2><p>Families were invited to attend a consultation session at Coldstream Elementary School at 5pm on Monday November 3rd. The School District’s Secretary Treasurer, Adrian Johnson, provided an overview of the proposed change. School Principals and District staff attended and were available to answer questions. Staff have adjusted the process being considered for implementing the change to reflect feedback heard at that meeting.</p><p>A survey for feedback is available here: <a href="https://forms.office.com/r/EcA3bNRwfQ">Public Input on Proposed School Boundary Change – Fill out form</a>. This is available until 3pm on Wednesday, November 12.</p><p>All input received will be shared with the Board.</p><p>If you are unable to attend and have questions or concerns, please contact your School Principal.</p>

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2025-11-03 23:35:50.817 +0000 UTC

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