Perihal Zonasi PPDB, Sudah Dua Kali Komisi IV Sampaikan Masalah Ini ke Dinas Pendidikan Provinsi
Senin, 03 April 2023 - 12:25:19 WIB
Bengkalis (DRC) - Guna menindaklanjuti hasil rapat kerja dengan Dinas Pendidikan Kabupaten Bengkalis terkait zonasi penerimaan peserta didik baru Tahun Ajaran 2023, Komisi IV menyampaikan beberapa permasalahan PPDB ke Dinas Pendidikan Provinsi Riau, Kamis (30/03/2023).
Disampaikan Ketua Komisi IV Septian Nugraha banyak keluhan yang disampaikan para orang tua yang akan mendaftarkan anaknya untuk masuk sekolah dengan sistem zonasi khususnya di Kecamatan Mandau.
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)
"Dengan diadakannya sistem zonasi ini membuat para siswa yang ingin masuk ke sekolah favorit menjadi sulit, seperti beberapa SMA yang berada di Kecamatan Mandau yang jaraknya berdekatan, terkait hal ini kami selaku penyambung komunikasi masyarakat meminta tolong agar ada tindakan dari Dinas Pendidikan Provinsi Riau agar para siswa dapat memilih SMA favorit mereka," ucap Septian Nugraha.
Sekretaris komisi IV Irmi Syakip Arsalan mengatakan bahwa ini sudah yang ke 2 (Dua) kalinya Komisi IV ke Dinas Pendidikan Provinsi untuk membahas terkait PPDB yang terjadi di Mandau.
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)
"PPDB dengan sistem zonasi yang terjadi di Mandau merupakan sebuah persoalan yang tak bisa diterapkan dengan normatif dan mengacu kepada regulasi yang ada di Permendikbud, maka harus ada langkah-langkah yang konkrit untuk Tahun 2023 dari pemerintah provinsi untuk mengatasi kekisruhan yang terjadi dan kami berharap kekisruhan yang terjadi beberapa tahun ini bisa diminimalisir dan tidak akan terjadi lagi di tahun-tahun yang akan datang," tutur Ikip.
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x+ua+gPBvxItrq3e+N4bi3aGMRJuBOcEgD1JyOfYZoCx43ZajJDITJv+gr3D4PLdNbtdiVYom6I55+tfLf/AAkEkP3XJPqRUll8TNc02ZRDeusSnPl54rkqYGk17q1Iq4ytWi02fodFqFtaaaXubmMHFcBfePLGzvHw5KscBhXzb/wvDUdYsFtyNj4we9WrO9vprISXLGQMMjtXkTo+wV6hwrnpK7PqrQNW0rUoA8ix7m6tjJrkf2ifC+i3Hwm8S3EDBJPsMjbsegyP1FeW+FvFV1o9oyhd5Jztq98VPGF9rvwX1yQRbR9nlVhjsB/9et3FuPNFnZC82pdT5NsYSvhZpNwIdHyvcYxUPgld3i6yGduYpB/441O0rP8AwjM5/wBlv5Ck8EfP40sh1yr9v9hq6YfaPX10ubXhsfvovrVmSQ7T+NQ+G1xcRDvzU0hCqcdSDXLV6HoYbeREjbkTvViFidxz2x+lV1+WMc+lTxDqM9R/SsGd42Fj5cgxURPXNPj/ANTIe+ai+tSAxz8wz60sfy81ExO5fXNPRs8UwHs3zDPWq07fL9alkz5nTIxVaY9KXUGfS/7IJ26Jr2P+fpf/AEEV9GA9K+cP2Pm/4kevD/p6X/0AV9Gbvu179H+HE+YxH8WROpGaT+LFIrd6P4hWxzDiaTvR70UAK33qae9Ob71MoAY1NXrT2pqcMKQD6iapiDioW6mmA5fuihsY60i9KVqAAfdqJ+9P5qN+lADl9fahs7hTFznrmnSMFGc9KAM7xDrNvoek3V9dSCOCBC7sewFfO3ww0m6+Lnj698e6tGx062cwaZBJ0GD94D2/mTVz47eJrvx94qsPh5ochJmYSahMnIjQc4OOnHP5V7R4X8N23hfQLTTLOMRW9tGERR6AfzrP4mV8KPG/jwphvtKK9A0mfptFP/ZXl83WtaPcRp/M079oGJ5LrTwgLf6zO0ZxwOtN/ZTtZLbU9cLjqiYOPc0+rEez+MMm3mwcfLzXyz40lA8Z2gDd0/8AQq+pPGDbbO4P+yT+lfKHjHe3jayZVLLlM8f7VC3A+ybU/wCiR/QfyqBl/wBcp781NZ/8e6/SmTf8fHH8QqxHz/8AB+Y+F/2iPG2gs22K+hF9FH75GSP++jX0evNfMPxGY+D/ANqDwLrQJjh1OJ9PlbscngH8x+VfTaNxRawEp+9SZpC3NG7NACHtUkf3aianxn5aAHtXyr+1t+0tc+B2/wCEY8NXIh1Fxm6u1GTECPuL2z6+lfRXxA8VJ4L8G6vrbhXFnbtIqu20M2OBn3OK/K/xZqup+OvEN3quour3F1M0jso984HoOgoEcpqOoXetXctxdyyTlySzyNlmPqTUsc0vyRJtEWOFzj8vatkaRaZVfmPGWA6VDeaafJkJiLc/IuCMn1PsKYjOvpo7dNiCMDOcDn5vWrGk+P8AW9Dk32WozIF6Rq5IXtwD049O1Zt1ZvYyK0sg3sMbV5OP6darXNqDGwb5GzwB1H1/wpFH0a1wnmqM5GOlZF1qi/anVFztNZXh3xlaeJrxIYgYbnp9nk4bPt61bvovst9JH5Tq5J3Bhitrps5WnFbG3oetI+pRDbgbgP1r6a07QPO0a2m4KMtfO3wz+H954qvzIECxQ/MeT1zX1Npcb2+i21onJi4YV89m01yqMHqcNWpGT5WzlfFVjJ4b09blSMnoKr6hqU+q/C/WrU7Qq6dJMwH+0GNX/ipJeajY20VtC3DAEYqlNprR+B/GjFtvlaa0IXP92Pn9c1thdcNeR3UXokfNWhsR4am4z8pz+Qp3w+58dWB/2X/9Aao9B+fwvMP9k/yp/wAOW/4rjTu/yv8A+gNVx0cke3ukbvh0/wCkRZPc0SMORTfD4Juo8dOaSTr+NctXoejhd5CKx2VLGxDZ68VCMBeakXufauc9FWEVw0b49aZmmR42uM55pN3vUisMkOHHpmiNgOc9aj5aTHpmiMZYCgVidsbxzUE3Y1I33gMdutVLiX5uKQ7aH0z+yFhdD17H/P0v/oAr6KXtXzp+x/z4f1w/9PS/+gCvope1fQ0f4cT5bE/xpEy96U9aavU0E81scw5mOKF7U0mlWgB2eaRaGpVoAaRzSKuWrJ8UeLtK8H2IutUult0Y7UXq8jeiqOSfpXz148/aq1K1SaPRLKKwGNyT3i7pNvTIXoDn1zzxUgfUFRNjdX57at8ZviRr94ZW1rVbNWPy/aJDBEe3ARQPwBpIvjZ8RfCerR+b4okmnx8sLXHnK2e2x+T+VGoH6F9qa9fJPg39tK+01ki8V2NvqEbEAT6aRHIBxyUY4J+hFfR/gv4kaB8QrEXOj3glP8UEnyyr9V/qOKoDpcdKZIvBp+3oc1HLkUANXg1xHxg+Idv8O/B95qMjD7RsKQR93kI4Fdhe3sWnWslxMwSONSzEntXzrrGmz/Gf4naQbyUf2NYZuTZ7Tg4Pylj7n9BSY0b37O/w/ubPTbrxTrIZ9b1lvPYyctHGeQvt617XrEkVjos00lxHZIiHNxKCVT/aPsKba2629uqINqqMDFLrljFqGjyWs6+ZDMhR1boQRgilayDc+c763b+ydS1B/Fln4rS7V2LW7Em1wSApB+6TjOPSrf7H14LzUNfBkMxQqME5xyayde+Gtl8L9B8Tz6eztFMhlWNzkLgEY/Wo/wBh7VG1KfxNuRUMbxjKjrncaS6gz0H4w3F7c+JkhtfFunafBAUZ9LMu2eXODtx3z6V4r8Qrx4/iJp0YGxWeEMF45zXtHxa+EWl+JvEkfiJpJLe/t2Vy6fx7cYz+VeC+PJC3xL0515EcsK8/UVN7S1H0PtW3x9nHPYUlx8rRn3otf9Wop11/q8+hrUk+eP2vrFrXw7oPiGEYm0fVYZ946hSSD+uK+gdD1BNU0mzu423RzwrIp9iAa86/aB8P/wDCTfCvX7RV3SfZGkT/AHlG4fyp37N/iT/hJPg34buC++SK3+zyc/xISv8ASgR6n+NLUasakWgY1utSRtUTNjFYnjHxNH4S8P3GoMnmSL8kUefvOeg+nf8ACplJRTlLZFwhKpJQitWeP/tneIjY/Dq10dQGOqXKqwOfuIQx/XbXyFo/gAaleIls4EfO53Iypxycf57V7r8f9W1T4keErHVZIoQ+kyM72oyHdHwMrzzyB+tcN8J9PGpWv2tX3gP8oVeh75Hr7Vy/WqcqbqR2O14GrGqqUlqeQeMvDWreB9S8q5ikaKRt8U207CvY59emfTirnh+C68SzSRvHHBaQfPNNMOAOOp/HoPWvsV9Kt9W0s2k8C3EbLtIKjv1PPevDPEHwW8RWeqJb6VAslnJKUt4Y8+VED1lmPVm5wMk9/pXBTx3tNHoenWyv2VpR18jxzUrGC/1Z/sFqXSP5YmZeTj+I/Uk/Tj0rM1L4fX9tZG9vAU80hIYxwX57D/PWvrCx+Fel+Eli02QefMsTTXdww4woBbJ7ZJUfTNcRc6KniK/+1QDe0oIt+ciOLn5/qR+p9q2eLWy2MY4B/a3Knxy+BsWizyazoi7Vilwxi+Uxnqrdema9T/Zbt/Dnx20G70zX7df+Ex0cBZnKYN1FnCye5HQ/h612nja3S40W/tcAtMp4PNfM3gnxdP8ABb4waT4lt/lt1l+z3anoYn+Vs/TOfwFYUMROUGov3kXjsLCk+aS917n2mfA+l+C7drawt/szZ5wOTVG1014pNxlCu3IXNaXiLxIfFmZbV0QFN6sO/HBrx+81DW7W4uLu5nJEZwm08V413iJybep+dVKEpSdRPToewR2sLyJ9pRW28561y/jzS4IfBfi1oCUR7CU/U7TWT4V1TVdS08TNJu86QKM9lHU13/itdHX4V+J45pQLn+zphyec7DXq0eemuSR1YdTjJKTPhXw2xHh2fP8AcP8AKnfDyTy/G+nEnj5v/QGqLwzzoE3ptP8AKmeB22+MdPOM8n/0E12x+KR9ZskjqPDrD7Qhx3P9aT1P1o8OYMqcdzTiNqv9a5amtj0ML8UiFuVFPjPJz6Uxj+79eaVT82K5z0OpHH0f60z6UKxCyHPemrJgjI5qWiyPdtk4PrT1P7xT047VGG2zEEZFOiJ3LTDcldiwBHpWdJnfmtAN+8xnqKp3Hyqx9qEibn03+yAuPDWtHPJvB/6AtfRH92vnj9kFh/wi+snGB9sH/oC19DBuRX0FH+HE+VxH8WRNHStTEbk0rNWxzhTlqPJzT0pAOqpq2r2uh2Ml1eSiGFBksf5D3q3Xjnxu15bhhpitgRgDGeGdgev0Bx9TSlLlVyoxcmkjyT4heNLv4ieILjUreNtltmDT12k+XnOZPrn+npXB2nw5v7rdd3btNMxyWkJIyR1PP1wB6cY617f4U8L2bmKSdMuo/hFel6f4b06WEL5K/N1FeHPGtPQ+po5SpRvI+NtT8JNG2H8y4kZtuyTIDegCj+WaxLrw/Y2a4ktIFnU/w26l/px/7Mx69BX2xffC3Sr27MzRDaOFjHQVzetfAvQ5o5GAMcjA49P5VpHHJbkTylvZnxJq2j6XDGtwtva6dLGcebDgSMeSCykcHHpj61d8E+PtX8G6tDc6HqdxFPuG9ml2bgCPvA53ce1ej/ED4QyaDdShYI5YcEo/Ix+J/OvNf+EYnM+1NskecNu5Ycdsg+hr06VZVVdHg4jDyw8rSP0i8D+J7Txj4ZsdVs5hPFNGNx5BD45BGBg/hWvNgZzXzx+x/rFzJpOq6Y7yy28DK8e8gjkdvyx+H0r6EuhuBAPWtzlPIPjN4y8pf7Jtm3k4aYL1PPCfia3Phb4Pbw7pP2i7XOo3R8yZvT0UewFSSfCq0n8VDWZZpJMP5vkNgqX9a7hYxGACOKBEo7VNfEfZ4/pVfdt/OkuJTJGF64oGeN/HDbJ4Z1hCQqtAQW9M1xv7EunxafD4hCNlmkj3Nj2OK9a8eeDYvEllcQTAtHIu1lDYyKPhL4HsPA+iv9gh8p52zI2SS2OBms7O5Tehr+MpALW6PUYP8q+TPG8ySfES0iWPG25gy/rlhX1xrlul9G8cjqofj5jiuQh+DOg3GqJqF1Z/aLlWVw7Oeo5BxTcbh0PSLY/u1qW4/wBW1MgTaoqaZcqQaskxNYtlvtJlgYblkRkP0IIrw79j28fTdN8XeF5OH0fVZFVT2Vicfyr3l13W7r6V88/Dlv8AhD/2qvFmmEbINcs0u0Hqy9f/AGagR9Mc7eKl3EKM1FuH40poGLI3SuR+KmmjVPCMi7dzRSpIuD+H8jXVM3IFVNYt/tml3MQXe2zcq+pHIH5isqseanJeR0Yefs60JdmfLHifSyzSxLeMqDEXkDptJBBH5Vz+m6CfBeqPqVpv/sycf6RAvSNs/wCsFegeOI1ttSt/MVFkZWYgfeAzxn9eKtaDb29wqWs8Zljm+TgcYPr7cV8lzOK5Hsfd2jKp7S17FSz8Z2FqYi0/mRsN4xxx7V3Xh/xd4d1BUWOcC5/55nrXlGueA/8AhArZTbRXeoWckrSfM+9o1zwq57AcYrmG0+bxZrEX9j2csPlLuNzNF5TgjtuX/A9a6o4e65os4p4tqXLJWPcfFWlw67bagsK4eeFodw46iuL0bwAvhjTpGmIkuGCoOfuoFAA/mfqayIviA3hO0nt9Rum8+1cJJ9oRsE4BADgbT1HfIzyKz7j4l654gV/7OGlsCchZp9prP2VTax0+3pLXqeoa1b/6QySncQOG9a+c/jd4XELSTxqwWTk49a+gPDbL4ot/tFsZmt15HmDB/WuK+IvhceJNe0zS3l8hJ3ZGkxkqMZz+lRh5eyqpk4uHtqLVjT8B6xcyeB9EOHkla1Tc/titrXA15pKRQxbmY4Zvc1r6Z4TXS9NhtbRSLe3RLZGbg9AASO3/ANeur8aeHYfBfw+kdZEuLwxlkPB+cjg/h/Sjk5qnPTjfU/Oll9SjUnCvJRVr/wDDHnUfieDQrX7FEygQLs3ju3c/nVLxlJd6h8O9YvFkOGtJN3uNprVvPgvcw/D3Tta88SXEu13Xuc81d8Y6alj8KdUgJAcWMvy/8BNetXTptKW55daS5opHyX4WbHh6b6H/ANBFN8FMP+Eu0vPPzf0NJ4Ub/in5x/sn/wBBqPwWR/wl2l/7/wDQ10Q+0fV9InXeHP8AXDjjJpJHPzemaTw2w89R6Mf60yQ8OfrXHU6HpYZ+9IYT+5GD3pQ3zVGpZYx9aWOTLGuZneRr/q3PvSxhXYE9gKYrfunGec0qfczj0oKuMZf3xGaWPiRcU3/lpnrTovlkUUIauOP+t64OKrT5bI9etWGY7ie+KrM3UdTiq2JZ9N/sipt8L6wOv+mA/wDji19CjqtfPn7I/wDyKmr4/wCf3/2Ra+g16j6V79H+HH0PlsR/FkSp3paalK3StTnAmnKflqPuaevQUASLXgXxAhS+1a5umHzreSAAnrtOAcfhXu11fQafbvPczJBCgy0khwBXyvJ4+0jW9S1prXUbaaNb+cRNv2lgWLAjOMjJ698Vx4mX7tpHoYGK9tFvY7rwzC8kKsuRjqa9E0yN4YULbjz/AHc9q8S0bW9cs1ludOu7O7iTlofMDAL68Z/WvW/B/ja31ayjF3ClvNgE7WDDNfNypuLufdUqymrHUyXnksuSvrxWNrk7SvgH5T6VZuPEulW8XmXMwRMnBznArldS+Inhu+uGgtr/AM6VB9yMcj3/AENRyylsbuUY6tnP+LIYL+2kt5lEgYHrzXzzrHhFNOuLtlG2RnxGWBOR1H1/+tXvd9dw3/7yGXzI24PPfNcd42az03Q7i7uI9yRlcY9SefzrvwTcaljwc0jGdLmPR/2X9Ci03wfeXflGOeS4MJzzwqg5B9CWNewSD5hXD/A3Tf7P+GekvsMbXatdsrEkjecjr7YruJK+kPjBv8VNkp3O7pTJGoAYx5oo60jNwKAIrxV8lzjJxVPQ8/2auODk/wA6t3n/AB7uPaqmh8aaueuTU7sZ8qfHTxNfN8QtUs/tEnlWwUoBKVEfygnAH1r3r4A6/e+JPhxYXN+zSSqWjWR+rqpwDnvVfxl8E/DPjzVhqGpWr/agcM8LlDIPRsdRXoGiaPaaDpNvYWUKwWsCBEjUYAAoS1uIvL/WiX5hSDjFJI3ymqAo7SGdfavnH4xK3hP4+fDfxGgIhmlksblgOinAGfb5jX0XNIVuD7ivGPjtamRtMucZCSPGc9sgc/pQB7nHIrKGByCMg0/dXKfD7WP7W8H6ZOW3P5IRvqOD/Kui8ygCUtzR5m3r0pkMMtw4WKNnP+yK1rfwnPcgSXTNDGOdq9TQB88/HPLeI9KKgbHhYbvcNn+orO8MrJJ5TDjawH4CvSPj1oemWuj6RI6/Z7mS88i3zyXJRnOT6YQ/pXn2jsLeYLwRj17187jqfLU5j6/LKnNRUeqO8m0/zrFTI6qoH3HGf8muYie31SS70qyX7JG37p72JT8p7gH1/GtT+047hhBNOIoV+983J9qwtQvr/wAPrM2lvbyacX3mF4uRk84bP8xXLHmtoeo4wvqYfxW8A2djpPh7TbOR47S2uRPMTyZssS2c9cmuatfhPcXVzNJZ6qLeGT/WK2GUj6Hiug17xbceLr0RPbSQzRKMSyAFUbtkA8gVynwt8D+MIfEXiJda1SGLRbWGS/uNSumP2fZg7NncOxwMfWu2hz6qL1PKxapRaco6d+x9Napotj4Z07yrSMKFWvIZLaHWPFVq0wZoQ5U7M7uQemOetes+MLo3CsSe2BXl+lwKPElnG0iQiW5Qb5MhVBbGTgZx9K8qGs9D2atow1Oy8Qx3x01k0ewu78kJu+zxM5DDPXA9MflV668K63qnhO1S402+aWUAlZImyCRwOle/fDa48JeD9CmhvNdWW9uJDKy2gcIvAAUEjnoTn3roZviR4ChVENxeXQXkYVyM+tezDDTjFq6Vz86zKcMZXc1LTZHz9ofg/XjosdlcabfeVF9yMxNjgcdq5jx98LfEM3gnxDdNpl6FWymZVMZxgIa+qG+MHgroEvifTa3+Nc98RPi94PbwH4hUWV7Lu0+cBTkZzG3vTlQqS1clc8lYendXkz8kPCpK6LcKwHQ/+g1D4QkH/CWaXzn5x0pNBmX+z7nb8o5IHtineBFDeMtHG35TKorrjrc+i/lOu8O487rgbmqN33K+OadouFkf/fb+dVdx5ANcFToenhd5D1b9yD33cUqkBmxzxUa5EQI/vU6NgGOR2rA9IjGWjftzTkb5ce9MXG1wPWljb93QMYGzJz0p8TZZSagX7+Pwp1s3TNS9hErSfNn2qnI249astw2M9qqzn5aEM+pP2RePCWrf9fv/ALItfQS8EV89fshnd4R1f/r9/wDZFr6DH3hX0NH+HH0Pk8R/FkTrSt0pimnN+dbHOJUq/dFRVKvQUAcj8TNJTWtHhtplLQM5DfiuB/WvnT4Y/DazsrTUkFlFcSpqFxF5jJuIVZCsa89goUD6V9U+JLc3Giz4GWjHmD8Ov6Zrwrw7rT+F9U1NzbSz2VzctcLLEnmGEkAMpUfNgkE5APU5x1rxcXzRm7PdH02AlGpRimvhbOa0n4HpZ+K73UtQtzeWMsLILZV2AMTkOGByMeg9Pwrz7XPBGtWPxP0fR9C8RarokN5bXFw6W0pkEflsuDhyRg7sYxX0pqnxO8Ntb/NfpwuWjSGQydOm0Ln9KxPhb4ZuNa8Tav4w1Kyks5pE+y2NrMBvhtgSQSOzOSWI7DA7VzRqz5deh6jw9OUrQ3Z4H4Rm8e654Rn1abxJNqZjuZokt5LSNd6pIyDcQOCdv616B4XbxGvguHUb61QajO20QXNoFeDDHnC4JBHfOfbFdR8G9EttL1rxd4XdQk0V+97DG33jDLhldfYHK8dx7163b6FE0fl3Jzs4BxgU5VYxunEzhhnJJuT08z5j13x3J4FvLa2u9EecX6vLbNprtN5hTGV2EAg4OfTHeuXlm1/4yahNpllYyafapKnm/aHAcJnnK9vXnmvX/Fml2+oeP7maEj7PpVm1ueOBLMysQPcKifg/vWn4D8MwTXlxs2xrO4MqgfM+B6+ntUxqqm+aK1FLDOs/Zzl7v9dT2TwzNZLpVvZWTq0dnEkO1CDtAUADitKSuf8ADOlx6fdTmFQsZATgYyR/n9a35PSvcw9SVSmpS3Pl8ZShQrSp03ohv8RNMfvS02Sug4hlL6UwnFOBpICG8AEEh9qqaO3/ABLY/X/69WdQb/RX7cVU0dt2nJmp6j6FqP7x+tXFb5cdKpRt396tbqsQtJM3y03dTJmyKAM+6YeYDXBfFXRbjW9DeK0tpLu6Dq0cUKFmY56ACu/Wzm1C5iggQvLIcKor1fwv4MttEs0uJSrzv1lI5+g9BTEeOfB34V+I9M8M/Z9UgSx/el40dwzBSAeQOhznvXqVh4CtbfDXLmZh26D8q7X/AEaNRtDEjsTUclyrL8saZp6DMyLR7eBVWGPGOgFSy2REe0pjPrWg1wWhAVVQjuBUFwjMoJ5PvSuB84/tj6RJb+GfDeqIMQ6fqI83A4AkjdAfzIH4ivEdM16KeJWOPNAwVz196+z/AIkeC7b4heD9R0G74hu4DGHxkxuCGR/qrAH8K+A77SdT8M391pl/EYNS0+QwzJ646MPUEYIPoa8fHRaam9mfQZbNcrit0dnNNPcPLcJM0b8YdcEfiCMGqS+JtahheJru21JMkG2dBGDxkHcAT17VU0XxKZYdrN+8XgjvVuX7HcyLI6Eyddyqd354rz4O2tro93njbsyvaapdasd8tkbK4wchSNp9/X9K7jwX8Obf4qXTabq8jJYKvzyR43A8EAfjg81d+Evwvn8Z3X9pTW7W+kqwCuw+afHZT/d9TXs/hPwCmi+JL+W0Ty4n2PsXgA8qcfgBXp0cPzPnkjwcTjnG8Kb1PMNU1IXEIfdtBGa47S5P7U8WWUS4IWXf+Cgsf5U3XNTZHNvG2Qgwx9KyvC2uDQ9aW+NpLfCNHAhgK73JGPl3EZPt19K8bDQvNXPYx1R+xnbse5wzlGDAH2pzMyt0JU9MCvDLr9r7wxZXMts+kaok8TFHjkjCsrDqCCeKhb9svQI1Pl6HfP7F1FfR2PztU5voe7NIV+by2x9KxfGUkkvhPWV8tsNZzDp/sGvGJP219J6L4auDj1mUf0rL1T9tGy1LT7uyk8LypDcRNEXW5BZQwIz0xRYpUp32PnvQmAtZvp/Srnw9b/iutCDHKm6QYPTrV/SbfwzqEciW2oXmnyvwovogydOm5On5VHoOg3ugeNtC86MGB7qPy7iFw8bjcOjCko8qZ6ileyN6xcLPNg/8tWwPxNVNx/z+NUG1I2tzKCf+Wrfzq5uHPPFebV6Ht4WOrJlk3QgD+9Ru61D0jB96dF19q5j0Nhqt+7fHWlVjtA70048t/rTV5UDvQwGq/wC8FPgb5qr8hgO9T26hW5PND2GPmPzVXmOAf1qSZiWqCYEnn0pITPqX9kQ58I6txx9t/wDZFr6CBxivnr9kP/kTdV/6/v8A2Ra+g/SvoqP8NHymI/iyJ1anN0qNKe3Qd61OYFqVax7jxJplpIySXaBh1C5bH5VNHr1pNjy38wHlSuDnnFZ88e4+V9jQvIxPazREAq6FSD05FfP2lyiG4ZiBtVyCPpXrOp+OLEwsttcMOcFhCxI/SvHby4jh1O72uZIpG3hyMZJ5zj8a8vGyUopo93K241Gn1O3t7i11GyeJERfMG3dgbhVCx8LeIdNj1I2OsNsveQ8/zeU2MZUent0rk9SuL21ZLrTbpol28ptBGe/WrEPizXrOxaSLUbe7Q4JXy9rg91A59u9eXCN0fXxuzqNJ8BtcfZZvEF8b+7tY/LivVIin5OSdybcduBVjUNJmt1aNPEOqeQRjyzdMT/31978jXK2PjfW75l8/T1iQ8EpMD+OK25pDcONz5bAJweOlKUmmZ2i90Yt1a22n2/2W0TbFuLEklizE5LEnkk+pro/AKmESsIWOW/1hU44HZq5vVbiOMk5yAfSuv8N3z2Oj26/ZJJ1HLmH5mDE55XqetdOGpqpL33oeTjsQ8OlybnoGlJtjHrVqQ8Vz2j+MtKuI9ouNj5wVdCMH39PxrbjvILxcwypIP9lga+hjKNrRPj5czbctx/rTJPrT+9RyVZAzNOB6VHnmpAKQFXUsm1f6VS0XP9njPXNXNS+a1kwcHBqpo+Rp6j61PUfQux9Ks9uKrw/MuRUxXP1FWIYrU2X7pp1TWFr9uv7eA9JHAP0zz+lAHe+D9Hs9J0mKWePN9dr/AKwn7qnoB/OunmtZLe3CO+VC8Vi3zDcMfcjHHt2Fbv2n7Rp8YJ3FVxmq6AVEbdznqKRehPvS2f7y3yOqsVqRUO1j2qQHwqGxyBU8kf7sY5qG2ORz1q/x5Y4JpgYrjDjIyB1rhviH8IPD/wARsSX8EkOoRKFhvbbCybeflPGGGT0PSvQLqMrIcVXjvFtJiZshcY4BPXoMfWplCMk1JaFxnKm+aLsz5M+IX7H2v6XbzXPhzULfVowci3uR5Mw9g33T+OK7L4O/ssQ+H7eO+8UXS6vqDDd9kVi1tBntg/fPuePQd6+gfEVxdJoN21qIxePE4t9/3Vkwdufxp2kXwugRt/eLGpfaOpx6fnXPHDUoS5kjqni61SHLJkEelw2MYjjRUUDCKox+FGm2WzUJGA/5Z8n6mrCK13N9ocbM9FznFX7G32yTP6gCuuxxH56ra3F9ttkBVC2WZvvN7msb4jRw6HpG+VZvJiw58k4ckc8e+cV7BpHh+ONWuJIyB1VSMV5v8WLFtUkW3VchuNv1r42nNxqKx97Wp81NplDSvgbH8fvDMPiWXVLSx8SqiWk0MOQuV4UylUbc5TByBzxk1wnjD9lPxh4ZunjtWtNSUZIAfynxjOfm+X/x6vR/gv8AErwb8MPGV34Qk1SZ9bSJERht+ySXS4YQmQMSGBJjztx0wT3+hPib8TLTwj8JpvGkllY6zpxhSaO3uGIcSuQERSV5G4nqBjaePT9ClSoyipNaNfifmvPUjJxT6n5t+IvBfiDwrfG01jSrnTbkc+XcxlCR6jPUe4rI+w3P9yvoLSf2yZvFGsC0+Iei2uueHZ22tCqLvt1PQoSM8exB9+K9Q8WfAj4eeLNDe58IXuo6RqEcX2lYZGSaOSIgtv8AmYcAY6Nnnoa4/qkpa0tTo+sRjpU0Z8l6Po9zFCgkRiZjuRVHavcv2Q/C+n6p8T59K1e3a7tJLOK7SGblBIX+8B2NVrH9nfX9UjiNj4mhkDDgRJ8yDtuXPy+vPHNe5fBf4K6p8P8A4iaZqk0f+i/ZFtnlblmb5eevTisPZyjK01Y09opK8Xc+cfi14ZstF8Y67a20Iijt7+RFUdAu7iuUaQSKSp4Ner/HHTTN8UfFkKjkXpb8wDXkiqY12nqM14tZbH0eDle5Ju3W6jsDUqtyKrq2IMYHWpo+cmuSx6Qituhk+tNVhuB68CkQ7Vb0Jo/iA6Uxkf8Ay09OalhHPPFQFj5lSQt83WhkofJ80nFQXHHPWpJCVbGecVXl+bHNITPqP9kNj/wh+q+n27P/AI4tfQckyQxl5GCIoyWPavnn9kRv+KP1b2vj/wCgLXvVxYza6k9pbxxuyICWkJCrk4zn1xur3oS5aSfkfL4j+NL1FtfEun3W4pIxjRdzyBflVc4yT2Gar+LbiVZEhs5ZIkkj3mRe6d/8/rVjw74Zj0X7RNd3EM8Uy+TKpA8tVx8pz3HboKl1zRbeFjcmKWaMqiPb20u4jnIGTzt9uK45VJyjruKKipaHn7Qk2c0oHnFRkTRIFA9Mk4JP+Nc5os9xcTG3QSCTYSdilgODxnt82Ovb36eyW9la6tokk8FptVoG/cKcfMQQVz1yCKo2+i22j3kUVsqxu1vu8+Q79jcblJJz3z6Vha25rzrseceH7G61m+KIrLKz7Ziitt2bBxnoCAPx3D0rl/F/hW60jxzodlBdO/8AakckXlXCBWZ0jaQHrweD+de/afBu1C/lRfJKkAzMo2npnbXzp+1p4lbwb46+G2o2xRLlb+Z7hEckmMJt5/4Cxpxgp+6HtpQfPHoX7HUm0uZ7HUE8sxtwJF6exrZsbbSbu43eTCMHcSMc/Wp/i3pUfiLwTZ6zp+pQ2epRoZvtbFfKePriTJ+7jgHrxXiNrq2t2ciRXumL5pAKzW8mA4PcexrgnRlBux9VhMaqsdVqehfGbx/B4A8HXV5p0cbai5WGHdyqE/xEd8CvmrQv2jPEOg3/AJt/d/b7aQ4eGQAH/gJA4NemeKNMuPEml3Fnc2u5JBz5hIII6HJ6V5F4V8D3vhnx5Y6v9pjhsNJmE091NGrxxjOMYYFWPPp78V2YX2Kg1UV2ceO+syqxlSdl+p7ZrHjybUNV8DxW0TNY6/J53mM2w+WpAx1/vEA/Q19I2emtqmnzWrEQs6lkeJNxC9z7k8j8a+RfEXjZfFXxA0qyfS4bZLS4WPT7oykiWMSg5BPysrHnI6ZPWvr64uWt/DsbWjS2txGUi/dIQC2fmC4/E/QGtoxUIJpWTPMx8XDEypuak46XWxWj8A6jbxQyW8sc2SVIuIcOF9+p/Wq+oaLf6K0asWVoyWZ45MgZU7eo5GfxHvk1dNzqOmYkm1Ke6jikUiNVZsKP7xHU8dM9q7uWO31/SpAjRywTFcSSYZXXdn8vSoXdHHK60Zwtj4mv7dWTY102cRKykmXgkkEcgZBwSMYwRXazbDgxuJEboR34zS6hpdreMI/LWEIpVfLXY+cDBVvoKxtB0268JyyqVa4sZCCZY15T0yvpjI4/+tXRTqSjvqYyinsaYHzVIB71haZqU15rV2g5tQSVGOUOcYNN8S+PNC8II51W/W2KRiV1Cs5SMsFDsFBwu4gZPGSBXdCXOroykuU0tVG21k+lVtJU/wBnpgnocVxdx8ePAeoQukXiO2DkcB1df5irdh8XPBsVvbxP4k09JHB2hpgKqzuLodzarthHFSnoa5a1+J/hB4xjxLpf/gUn+NTD4keE3yF8R6Wxx/z9p/jVCN30rf8ABlr52qPN2hjLfieP6muAb4g+GMf8jBpn/gUn+Neq+AYUk0mS6RlljuArRyKcgrjII/MUAadyz+WUOck4Faehys0exv4GwfoazNSzGw+bocirUN8lraxuUcuw3FlXIxTA2rO3Mf2iMjBWQkfTANKY8Ke4zUGl6umpXUuwho9i4YHvyCCP89auvHhGxzzmkBBariTGMitGRP3QxVG1ALAHrj+laMq4hqhMqSx7sdKytQt1MLk8HH9a1GO049ap6guYZB320DKviBttnAImVmz29SO/50vhSGRYrp2cKdo+57U3XoTN9nSNlChMkjnHAFWvD8ZiWeNcHcvf61n9orTlH2qjyY8VftcbWb1aqdmoWEZ67cVctflhYkd61Mz5knsykO0Y+tcH4w0wafHc6i8FzNcQxb7OKBTmSTcAMnHC9cn2r2Lw3osWtXElxNKi6Zbk+bOjBkbHYEdf/r1nfEL4haPo9i2sSWYfStMULAETMkmTtwvouT3Pv6V5GWZfJ1I1Ki2ex9Jm2ZQjTdKk9Wtz4Xi8C2useMLO/utFWG/gzLeod8aSqgUhlY8bySDnPY54GK+v/iUtr8X/AAhrngi7ENnb6isJ02/XIEEqhSnmDJ43nacAcN0715H4ksZk1LXvFGnRRwCzkeaILIJk3R/PLB0w6MpPbAIBB+UGu70XVpdD1q9m1CayvLp4lltoUjKyQsynY/DCLbzz8u4EMAAOB+hVaClBQUdP8z84p15Rk23Zo+LLXwefBNrqMOveHjqF+LowxzSBzAsYAxIrLwVY7sMDivpvwfFC/wAONEWza8uhbQRNeWauJ44oVbdtZlOQOEbYwPCtzzivVPBOjNovg/xDqDWUV3ZXFtGhgmQ/vWP+sdVY5EWe3C/KcADOeL8F2jfDvWDY6ibyx8GeIZTHY3yFo47K7JyEI/uHn0HUZwDXnQw6wdWTTutD1q2MeNw8KTjy2vsvxvvqd18HdW1bxT4iEenXkMUWj6fEv9myxlIp5nQ+ZLIRy43ZII4+Yeldx4fsPG9n4gWPXLfTH06RftRexdlEL7seWityV4Oc98YJzx4P4w1rVPgL8RhpUesw6S1xZm5txbQxzNcKWwiBZeEXeHIAPG7AyBXRnxH4w+Htzql5qV5LNqGotG6xo7ypNHLkq0Me1sYIbBHdlB7131cO8QueDVntfc8ynWVFqEr3R5h8b9sPxq8Ur03SRv8Amgrw68kV7mZlGAWb+deyfETT9b1LVW8SaroWqafLdqqTXV5ZvCkzhRgjPyjjsOuOgrxebBkk5xya+Cx1GWHn7Oe6PvMtqxrU+eJEG/drVqHDBjnFU1Hy+1WLdm3de1eW0eymCt8p9c/1rc8Y+B9W0Dw74d1ezge7h1SORm3LgKyCMkA554kX8TWGudrngYNJq3jrWrLxT4ZeO5nOkwwG0NrJIXTcQu8gHgZCp0/u124ONOc7TPOx86lOHNTdu5ltfTW6/wCk20scvcbePzpsevRxqzNGwYfdUg5b8a634iN/Z12kkS4SRdw49ea87vtYkkmt1ZQVDcqB14r1XhaT6HiLGV0viNRvEULMNyMp/uml/t6zfGSw/wCA1U8U3UOn6mY1gULtU8j1Fc/JrsXTyBn1qfqlHqivr1fufTv7NPxasdAuk8NJZzXlzqV2HWVGCrEu0Bi2ewCk19oeF7y1l87yGBQlFZ5I22tkkY+vT86+Qv2TfhrLZ2E/i3UbCHz7uBlsoZshlh43SAZ/i7ewPrX1b4Ov/s9vJalN8aS/65X6ZAILeo4x9FrnqTin7OPQj3pfvJdSbxxIsOmtYrH5byMVVE4Vo8jg8d+B+Jri9NiTS5reG6D+UpbdMrByUIICjAOQCw6H0PFek6hDutpJjumkyQYZiGyO4X/PYVy8ng0/aLS4W5V7GAtMUUlSpHOBj1HrXHrc1i0lZk3hJLmze9haLFqxws0smHXIBGAc+vr26CsnWPF0NndK5jaWCBWUlCDuYoPlOcDtwc+tdLDdSmRPL8qOMne7sPm2Ecfj2z7V5jeRtqFq6R2sk6szFwm3apySrfUA/ln0qZabDguZ6nY+A/EUurabK+wRXSyb5o1yVKknCpnvxg/n3FfOP7bkMQ8XeFn8lU8u3nkVgc7iSuTXusOkWXmQmaOYB4tsUUYY5JXO4AZI7dM9O1eL/tSeCbhfCukajmWT7NIDJliyxJISNuSePmC8D1rfDWdRNkVo2TRwHiLXNQ8V/C3wnaWs0htLOZzdQrgFnXAQMM8gYkI7fN+XW/2xa6poOjQjTri3to1AkuoZN+ecFh6HPX3OCPTl/gnJHqEN7osixHzHWWN5iAgPQ5z/ALIP5mvRZ/CL+D5pJfN/tRJQVPlqu0DuoIA5GByfTOc8GMRpOUDfD3SUomVcR6QtruKXN67cJ9olDZ9OAB+oo1a0t2i/sxrJb3T5Mq+zCAggZI/mM56YFami+K9O0jwXrVhJpME2pyhGsbpoA0oWYlSmeeU5/XHSr2l20l1Zi6RGhiVt0RlC7FjHAJ3ZB4HSueNPkXNc9DEYp11yWtY8e+IPgGz0HXvAOkz20jWdqskL2+8K5jedWGCOnBIz7V694Z8Zt4DQ6RrVxPrvguAo1r4htl3S6e0mcJMcYZcjAcD+deVzasPH3xasvtEzXtpHIFDhdoMac9AOBnrx3Jr6n8IeGdJsLfUILWW01S1mj/0i33Bw+QflIPUYz1616VR8qimtzxY6uTRc0/w/PrENtPHfCfTvJLRTwSIftKnlPUY5Oe3HFdTpdjBo/mQRguBGGZDJnJ7kL2/CvG4dH1f4PSya34atW1fwjvaW78NCQtPYZ+9JbseSuOSnsce3p3hHxVo/jCwh1nQ5orqC7U+ZPG+TGR/CwPIbPbArllG2qL5m9GZGoeMbmHWrudbON4oGCIGLb1Yx55Hf6e3vWl4NvLu4mhsb6Xz1Y/aA5bJLAKQP904b8enFcm0zt4g1VjcRSESsjyXHyoVIyANuM8EfnXZ+GWa38PteyGFpoSAXYkhYlBw3PTK+lZRk72NXFctx8dtL/bd7dy7I0uSFCRrkB0BySfUg/mDXyh+1Fqep+CfHOrXr6M1/aataQ2cc0kTOgGADGCOA25S34A19SeG/FX2y48i4i8lpMMropKuGIIPseT/OvM/2mtLvfEWg6hZWybjZ3cGoQKyn95sHzop9cNuH0Nd1GqouzOacG0fDHibTW068eVbaa0gc7kSYbWA7AisGHUDcX8MRdyGJ6sfSvU/jGvmTZxkY/wAK8ftWKalb45+bH516hxj575lmdTK+VOOtRfbpP+ejfnUOuR+TqVwgPRz/ADqiszL34qRHovwh8Onx58S/DuhzTyLbXl7GLht33YQd0h+u0NX7LeHbe3t9JhjswgtlGI9nRVGAB+Qr8lv2NsXXx70NGAwYp+v/AFzav0q8O2+qaJqDy6e5eyUFpbRj8p+noalmsTvtcsCyh1yeKXQ2WaxSNv4OCDVjRdUttetCyHnoyNwyn0IqrJYzabP5icxk5xSLEgt00nVpnQbRIoJx9TW8kwljJBrn9ZmCzwSHgyKU/Hr/AENWdNuyYQu7POKYzahA3qw9P6Vem/1ZrOs5Msv0q9cNkKO5NMlle6jCqr46Vm3G+SGQ4421umESKFb7prOvrdoYWGMjHagCnqi/NASgjOznb+FP0Hb9rcLydp/mKNUkMkdsSpX5O/fhaXQ1/wBOORgFCP1FZvcZJbn9yDj+LH61ZO7asY78morOMNIsPo7Z/M1eGI7h2wQqqADjP1rVEHyJ/wAJR4i8F6Lq1nr3h+Ow0631L7B4f0/T5QI7pXVmWRzn2LMxHc4GQM7/AID0UeJvBOuy+KtctYre5Z7OW1WKOKO0UAbT83zFsnIJbnAr1bxb4LsfHWi3Om3cRkjYrMjxsY5YJABtdW5wwPI+npXln/DPWq3s8j3XimPyVwsVxBpkQu8E4w7tkZ55IUV71GVHkfM7TutTxqqrOa5VePY43x3a6Gvh7TPBvhCIzadcRzWkV0w/4+JZAomnORkpHGrndjrwO2YfCFzNp3iaLXLKw1DVYYB5kStdTpEpIK4eNFZWyBkEgdfUZrsLv4Lan4E8WW13od7eX09xEEe+upI3yxZt6S7sERkbTtQDkZ6itzxL8D5ZNV8zRJo7O2mkMgtbp3CRE5w6bc5K5JUHGOxA4rvValJJSd0/61OF0qqbcVqv60uN+Hnhu+1rxrfeJLu3ntUkimQM0TDcXZSF+YBmVFXjIxk8V3Xjnwnpnj7Q5vDuqRA2VySm7+NDjKuvowI3D6U/w540W+sza3Uotb2zZoXSbAaQqdpx6+h79+hFcF40+NEWh+LreyhtfMk8qSUbzsDKsjISGycsSBgbedwGc8V5dRyxVRKKPTpqOHp3bPlf4i+A9Z8WfE7/AIRHxX4hgg1Dw9CttBqkoU+daKC0ZO7lmOV7Eq3PPJr6K+HeueJLf4Pw6lrUhuNQmd47WaGPLW1kudrEgZ5wTntuHpXz58TdBvvi58Xrq48NW91DJK6gpdJ+7E2w8LIPlCFVBz796+nvhp4s0X4mfD210SJW0bULGNbK903gSW0kWPlwc5GVz785rrlL2UIUZrs/kc0Y+1lKpDzsfP3jTWtU12zliaAXE0zmA2t1dmAxBAu1irEvI8jcqo+Vc8nHI+d7yJ7e6uIpVKSK7AqwwRzX6J6x8IWtv7NOmst1BbyCR4JHwGbPLjtyMjAx0GK+Sv2lvhnf+DfEy6k/7+wuVWJbiOMhdyrtAJxjdhc9c/zrws6VOulVpvY93I5ToydGorXPGdx8scVLCwHHtUG75M0+NgpP0r5A+0Q5W3K/pmqepBLhtKQclb9cn6of8KnTJjeqvllUt5Twq6lAufqsn+FdWD/jI4sf/AZ6D8W7JRY2jfxLEBn8K8VnUm7tBnkyKPzIr3L4oMv9mQA8kJjP4V4hc4jurU+kyH/x4V9F1Pleha+IRJ1hGPO6CM57fdFU/AfhG78aeLtL0i0tXupLq4RWjT+5nLEnsAM81L48ctqNqSOWtoj/AOOCvrP9jnwrD4N8B3fi14o5tc1d/JtY50P7uBDjI9mOT152rWdSahFyZUYuTsj6S0/wF9ms4FiuohbQxKsaMuwRx4x056gY9q7Cx0W3s7a9to43kgmIZVZhj7gHynt0riT4i1iTUbZYomhnKEKhU/Pk5IAOOnGPp1rtGmmnsoEv4GjeZQwWEEujjk5I6e1eJzKV2jtcXFK4+4hxbOR/x8RpkIMM6j+tcJrfkS6TfR2l7PBeJMLlFjJBJx8q/QnjB9K6/VL6aWQQQwDyHX95Pv2uPwxXmHxM1K7W0S3kLadPI+UuY2w5VegPr1Jx/kZy7lR1aRDZ+Nb3ULy2gMETTDME0Zwu4bSVIHfke1dLpvgu6kt/OM4gjSFv3a5DEheCQCepAB/yK8Z8K/a7f4hacks9vv8AIaQTSECOVwQoIPXJLDj1Ar6Bt74WqTsx8qXYqtOVyMdeB+dVFXimErp6HPt4d1HVtRgjaLy4dzJEzplcAZLH646kDO4decYP7QEaap4O1Czt4I7lWtvKkIyvlsuWUqMf3gB+Netf2hF9n3iRV/d8zHhx74x0rg/iBrkd1NZW0V3C32iFhJviLttyMEcfLk/yo0hqha1HZnxl8G9SfTPGEahkUSKeZFyPl+b+Sn86+idchfU/DzR28Fu/mL5hjY8YIBVdp4DE8jOMZzjsfmve3gf4nbElBSzvdu8EqGj3Y5OOAVP619IaPcCSGaHeGgilcM6pgcgMG5zk8r1HPFdOK+JTtuGHbSsnZo5nxNppbVPM8iH/AEormSH5DgDaNyknnLnpzgmo/GVq2m+H8Wjs2qyBLe3mVCpLO23G4dSOuPTBHNX9EtZPEV8+6JVlfdNtjUsjspKlVxzxhj0zjHc1ka54gtLPXPtFzIIYdGhedI4hvPnuNvHI+6oLjkYOKwoxcpqNjoq1eaPM9zmPhP4K1Dw743vnvVV5bLbE/kyA5V+SUJ77Qevrzivf9D1bRIb9Zv8ATmvy+1CY1Gd2F52nnqP8iuL+HHgPVYdBsNRNvJA+oRtfBw4L84KJz/sY6459jXaeD9JuLW6vbi6tzG8aowyuWGS2QAO/TnsM+tVXm51fIxpxjGna+p1ElrM2bq3EEaoPLcSscMmf51xPif4bX2k6lN4v+HrxWWqLiS80Ykra6iuOQyDhZODhh1J59a79lLotqwUxON6r5fAx6++awPGniifwT4Zn1OJ7db3cscZwSjktx079eKiMrEWueeeHvEWl/EK/v5gZtK1SFwJ9MmQLJbSbQpBH8S5GQe4xn0r0HxBqyw+H9PtkkeDzJE8yFm6R5yd+OuR2PHNeG/Zj8UNSOt2t42k+KYnzHqMQAMX+w6/xqew/yez+H/xRi1jXLfw94vsksfEFuxkUMR5NztHy+UT1JLHIPI6VbipaxBSaep6R4LtxJfxyTP5O5c/Z54grZIOMd8BSOv0ro76G3upoEu/LnZHaVmK5CKD29DkqKqWN6dUmkhti0ixt/pdwq53HH3FP1xn0xWcvi2K3uJEtrf7VfS/uVRELpHHuPynHG48kmsF7o3eR8p/tMfBPX/Dq3GpWNjLqOjKpfz7cbzEuf4wORj16V8m29x5OpWznosqk/nX6m+Ite1bSdaNrDcsVmRC7LGPIhHzZU9yef0I7cfCv7T3wkl8FeI08Q2UaHSNSk3SGEYSGc5JX2DDkfj6V6lHEqb5HuYVKDiuZHj/ilfL1qcHgkg/mAax+a3fF/wA2qCT+/Grcf7orCyF9q7GcZ7X+xzd/Z/2gvDP+2ZUP0MTV+tfhjT9uhzXMg+a4f5f90cV+Rf7IFrPfftEeD4LdC8klw68DoDE+SfYV+yxNrZ2cFuZo4ookCLuYDoOtG5cDnrrRZLdheWDeVcr1x0cehrT0/XI9StysiFJ0IDRnsavwqmx9jK6t0xzWTqWltCwuYf8AWD9aj0NzG+Ik01tpUNxbpveO4jwvtuAP6E0aVqiRzAOwXODirfiCMa34enj5WVQG9wQc1zlvpttbwI9xI271JoDoemWrI8auCCMDpVmb7wI6V59p+sNZttWbfH0GTmukg17fH8x5pknTliQPQ0yRfMOwj5cc+9ZMOtRsoy4wK0o7hJ4w6NkdDVCM7V8bYxjiM7R9CBx+lQ6O22/QDPIIz+FTavu8sYbq39Kq6M0iX8e5sjk4H0rOW5S2Ni1UNeSFe2M1aaMMwyQDVfT1DNK44LNUshKsAD0rQg8rsfiVoGvTqul3iTZbZtG6MluoHzAZHP61vyXUy7baKPyyRzuUEcde/FfNHxE/Zn1zRW07VfDGtXUlnFOJ5tOXh3yBn3zsyN3WsLT/AImeKvBvi/ToNZfULSU3GW/tNz5RjxnYrA9cHGD3/T6+OXYfFa4ap8n1Pl5Y+th/48L+h9ZQRwxbn8xcxjLSMn48VzWvfFbwvo+raVZ3WsfvbyZYYTFDIyBjlQGkClVyTxk8k1wN98WPEOtaZq134fjsItBQR2/n3Qf7UXYK0pjXaVbYJApUkHvz0rGupPh94w8XaWbHVbPQn0u/LahZ3cnki5ZGVogNx2gbl3ZHbivPWF5L+2T+Wv3noSxHNb2TX/AO/wDGHwufWtZl1jSfEU2iSzrvniEAmguJMbRujbAJxxnr6GuJ1z4L3niLw3Fd3J03TdcaNxcNBYCJSOTGsjxncAMAnaT6DGOfd47uCS2VlVJYpFBQxsGRl6/KenvWRrEjW9tMiBQeSsZblRj+ec1ye2qRt0a+86FSg/NM+bvCvhseB766Nz4gPh+51K3zfXV7ceYLdlWMEW4cZbOW2s5OFxgHNeYWMlr4Z8fWnjHw1DqGq6Vos7TahNdO6STw7iA+ZCGkcISTgEAAZ9K0v2gp7y38WQareOJ7WxkmW0hNtukWbyo3jVW7AkljnjjvXMf8Lq1j4hWSeE7kiG5e5SOS5EQt5JiVKtAGUYAYHcCQDx6V6lOjOvG91d2WpwyqRpy62WunU+ufG3xr0/w/4f0q68LiLV7rW4TcWKykrDFEuPMlkPUBSVGByWOOOSPINSvNb+Mng3xD4Z177HLqMEA1DT7izi8pWZTjy2Uk4IJAznkOK8e0+OT4b+LtOgl86z0/UEVYoriUubWNbj95C5wMZK5PHRhmvq+6vtOuPjM0LyrBqFrpOzyQRi4jkZG3Bv4tuzp2zmuGpRp+xlScbyd7vsdEK1T20akXaOll3PzzmUxqUYbWVsEEcg05PlbpzivS/wBpDwP/AMIT8R9Q8hGXT9Rb7Zb5BA+Y/Ov4Nn8MV5fEx8w8Y4r8/nFxlys/R6c1UiprqPXOG5pbzC6CT/ENStCPyk/xqFGOx+e9R3zH+wZ2Azsu7V8f8CYf1rowv8VHPjv4Ej0P4jSb9NhyP4OvrxXil+f39uCekq/zFe1eOJPN8PwnGMrn9K8L1SbY6E9nB/WvoXufJrU7fSfB/wDwnnjvRdOkmS2sltYpru5kcIsUKqu4kk4HUAe7CvufRRpGnWFhFpVxamOG1CQx28ikKVIA6H0I/I18q/A/wLH488bwR3cPmaVZ2UNzMv8AC8i/KiH82P8AwGvtC1sbSys1iigjjRFxtVABXhY/Eezkon0GXYH6xHnbsVre3htpluLie4kSQApcQMN2/Izg56D19q9A0a+jfR43gnZmkZlWRzvJZSQSeMDkHp+FeRXmj3c98tzYyxaWsbbgEjDh+c/Mh+Ug+4rUh8U69pduY1gtb5S4ZzIjR5HGcEHg46cY4rip4iCVnodGIy2te8PeO11qba9yto2LhF8x4n+4Sfc9K818baPd+LpZZ8lLmzChsfdPQ/Lk+nf2rpZvH1u4lUWptmaMglhuJYdOfSuB17x1aaXY39xqTN9hVDLJ8xyB3Ax+GK6VKMlozy3Sq0nqrHmfiaO4tfHMkMsjyLb28cJVRgHJ3ZX8h75XNey+EfHt3d39tZ38bGTCgrCuPTlgSfqeR9K+crfx9Br/AItu9Q02Kb7HlFtRdDLsFBAY5OeST17AV3mj3k7rHLbTzSTNuLyW5ODnkDIPfHQ1lK8JeRokprXc+hrG+ivrh5bU+bHM2JWkPTA4GPr296xNd0NLLdqkM8kV825mgMm7OT0HQ4HpWTo+q3y2KwHSyEAAxO4ikkb1+9nP4fnXU6Trg1qxMkcSRvCzRyQ7w5DLxt3euRzSjXo1ZOEZJsh0atNczi0fE37Ry3OifFh2ukeNry1hmPmd2ChCeOOijp6nvmvaPBPiOPVvBcN80W6QW8U7N0LMi7WP5jOfauQ/bt8OTXUfhbxBbW8hO+azlYHceQHQYH0kq98E9NbXPgZawmyuYtUhu5IysysPNhI3AqD2yw5GOhrvqvmoR12M6UZe0em56j8PbO2t9BTxO14sFrZQvPIuw7QAmXOc/wC927V4nHps/jrx1b6XcXI2a5dPql9lwsUUCFmdTjjooTqT82OK91j8EjVvh+3hq7mk09Ls4u5oX+d0ONyjjA3BQM/Wq3hv4D6X4K1dNQ0u8vdQiSFYVivZRIY0BJwhwMDJ6e1YU8TThdX1Ot5fiJrmtoeqLfeTohXy40Ea+UIozuX0GD9O1ZwaOGy8xY3EzbcrH1OOgPtzXJ2t1d2eoWtjC0tzbJP5htjAAkYJb+LGQvJ9fr2rfunWMGTyY4Bu8syFizc9OnTmktdTllFxdmXBMFiczGSOJMfNGxLY/nXmXxc8QSanAbaxvIJrVHEbrsO5WxktvPH4DnI/LuJLlLSF7dFw8a52h8swAwGI6DNeM65bX/iXxE1hYM0hcskXmcbQGJJPXj39/Wm7bsIJydkcP4b1fWr7xFqJ8N2jXMvmtE7RLj50wrNycA/pzXaaxo+m6varD4ns7rS5FcyLNsfzoTgHdExx85JHP3RjnPSvWfhv8O9K+GGiy+WFee5kM95cMf8AWSn7xGegz0ArpvEnhex8baZ5F/CPKZNw3/KU/EdK4nirS02PdjlrlTvJ6s+ffDvxZ1rR7Cz0TXLiSDQZJjFZ+IVj2GcZICTEHCtzjPQ5PNexf8JFaeErGHTrOOS61KRQ8kkQB+U8/e6Djv8A/rryvx38C4vEGnvp+jard6XeQ5WONrmSW1lGPutGxIA+g4/CvJfBPxO8QfCHX5fDnim1aWC2OJIWOXiXtJGT95CPXp7V3aVo3h8R5vsPYT/ffCfUWqPc69JJJDDb2Ez4zM7PKRjsFBVRwPf6VzHjrw0PE3h/UNG1aC1v7G8i2Hy0MbROB8sijJGQcHt3rX0HxVY+KNLh1HSb2O7tXHUHlfYjsRTtQkSSNwTn615jqzhLXdHuxwtGdPRaM/Or4kaXLoerC0nwJoA0L7ehKMVz+Q/WuMaTrmvbP2pPDb6L4ogvUDG1vtzq2OA4xuXP6/8AAq8OzkZzX1VKopwUj4utTdKo4H27+wT4f0/4c6Hr3xi15IykIfSdKilIG6UgGRl7lsYQY9W/DuviB8aNT+JE5M7HT7DOVtLdiAOc8t1P8vavk34dfEaJ/h/beGJ5pGudPv3u7WN/uCN1wwX0O7k/Wu3s/F3lrmTn8a87F1JL3UergKcOVya1PoDwL8X9a8DXCCw1G4lgzk2lxK0sR/BicfhiuwvPj7408RXnF+bKF+BDaRqoA+pyf1rwfwRot94lhk1VwyWcJJT0OOpr1PTBFb6X9p2HClEQkerAf1ry5YicVZM9unhac3zSR3+mfEjxFpS7Jrx7xHX5lnIfOffrmvTvCHi3SPFGmhpAqzr8ssL9R/8AWrxTS2a4svOYAjdgZrofBFmlv4yt4iP3F6jIfZhkj6dP1row2KnzJSehz43Aw5HKC1R7tF4TsdQt1ls32sR/CeKW00ieFvKkGSDw3Y1R0qMeHZllW5Cpn5o2bqP8a1pPG1j5x2MZWPQIM1758uadnp0asVkTNW7BEhneNTjArItfETXEwJt2C9mq2k2y8EnIXOD+dUSTa1G0sMSoQDuP6CqulwvDcbiCdqNg59sVa1abbt2jPzGmaXOskzDo201k/iL6GzZDy4CT61A8clwzKnGasw5aNV7E1Km2HOK1MzyDwvffatQ127n1R7nSJJ4/sO4jy418tWJV8knJPQjAxx1ry79rK3sLjwOblWie4jIdJnGCmDuzx1+7/nNZc3ji18K3UPhOTTZNTvdNWFZltb1S7eZ/zzj6k5J444781jfF7xV4a8ReC9KstKma2Oq3YtLh7oYaDBxIZF55+93I+vSvqMPSqQrRqQ2X5Hz+InGVFqW7/M4jwb8TJ5tEuWs1k1GC9gjFjpkUAjkkvNx27R0KKuQT3Kr1xVjXIL7wXqF5aN5SrFGkV3DfwLc28gAUCR5FDbHAP3nC/jnFen+G7bwR8L9D0i40zVNHmkMZjt76RC8xUOFbb1EYBPOMYArzHx/YJfeNNQ1608u7XVPJB1K3YyqI1ULhQOeOSevTAxjJ7K+IlWrNxjp1ujlp0FQpe9LU9K/Z/wDG1pbeGZtHW9eW9a8a5S3K/uUjOABE2SCOfbtwKufH3xFeyeF7S2W6ltotSvUtLmeJyhWMbmK5HTcQF49TVr4c6N4b8L2Yu4vtHm6gqyS6gwOyUkZB2gAKOfrz82TW58TPBeneLdBbS7lpEE4EglhbiN1OVkBx1B6Z4+teLUqR9uqjWh6tOEvZOF9TyfW9Nt7DTPCGuW2peZ9rtrbTDFM4dt/zAsWY/LsBZSeowc12Hxg+A+iaj4LvtT07RbS+8YxWYVr6EmKVyoBYrs++52jAPevOvAXw41K3+N2gWGtf2dPawpLemaOFohOgBVS43EAlivAAzg9K+yYLaOS3ZCI5YumMe559K1rVlHlcXfW5lRpNuTktdj4OvvCPiX4kW8EN9a6tLFbWy27S3tkfMjuNoJGQf3g2qpyRn7o6hSMWXx94v8Ia/p2leILBrnWtJgFtFIz7ZPs+Q8bg/wAQX352lgeM19zXGqQaRK8KXMaRSTKiLMQd8hPCrk8n8+ntXiH7UHg628SeA31yNks9a0eTzreXdhnjzgxEgZ5OCPQj61NTFOpNTULd0aQw/s4tc3oc3+1Tocfi34Y2OvWyLI2mskgljIbMUmFPPpkKa+O1YrJivsf4C+LtO+K3wtvPDV8G+22sRt54ZMAyI+cHGOvOCOxFfIuuaVL4f8QalpdwuJ7O4kt3HurEf0r5HMaajU9pFaM+vyutzU3Tb1RQDHa1F0QvhnVWJxte1b/yMo/rTN3DimX0u3w3qw9Vhb8pkrgw7tViehitaMjvfGFyreHodp4C/wBK8L1iQsx575r13xVch/DkL5HK8AfSvG9WkBU4OOf619HI+TR98/sreHUsfAv9oSL++vHJLn+4pKqP5n8a9omsi/OcA9hXln7PPiTSrz4e6XawuFmjh5Ru/PJ/PNevpOjQgDBOK+LxknKtJs/QsBFQoRS7FFLbr8oGKf8AY1k4xjirBmjRSO1MW4jHt9K4j00zPn8PxyZIwazrjwhDdK0UtvHIvUhkDA/ga6JbxOOcDqKVbxex60aoTs9zjV+FujM2f7MtskcnyVHt6Vwfxt1IfC3wfNqlhb+XdCRbeIxLjDur4cnsBtP4la9z+3xLy7VwfxK8M2vjSGCCe5VbFt0d1Cf4kOCGUj7rowVgee/BzTdSUfeeqWrXkc1ajGVOSgrNnxFe2IVY727u7qTxCuJg4B8zzdoZQGHLfNgcdMcZr68+G7Xl9qmq2c0f7yBLSe62HciXMsCtMgPf5vm/4HVjwz8APCui67/a819f6veM6zx/2peLNgqPlZY1RFyO24Njiuu+EFjpuh6HeJHKZry8vJby6kkJLPIzdSTzwAo/Co/tTDZjW/2dW5F2tv8A8MefhMvr4PWs9H+hqNoiybfMRHHbcvSrFvpSxYKoNq84NaF5eIJSijDHrUsaK7BHdUXqSeBW13azPSdnsM023it4pJZYd4Y48wr04qGWxaGQS2L4MZIMZ+6eOlXdR1GC3ES5DRbwhZBkD0z7VT1AzafILq1GT1aJvuyAfyNPoLfQzGdNWunhiD6bqABDLnhxxyD3Gf51U1RX0wmOQfZLqbAM2Mq2OfTGSPWqPjy+OoW+n3GlSS2tws6Ts8MDSuVU5dAoyTlcj2qT+1J/iB4Zjimtri0n5yt1bPA7Y54DjPp613YfmVm/hueViqdKteG07XMO8ub7XtO1AadEY3V9j3BjIUoDjO4A5zzjHNbvgnwfp/g6zuL64mM91KmZJpONoHOAO3+fSvJtM8T+OtKvo7Y/DfVLzTEuEnH2m4TO5T7kL7/d4r12LUhqOoNcahbmxtoiHFvIRyw7nHGAfz6124+EIO1Ftru9L/I5MrgpRc52uvwNC3tf7QnjurtWjgU7oLc8D2dh6+g7VNZ6gdWmkaEg6fCxDzZ4dgfur6gdz+FY7X0/jO/KR5t9Ej/1twGw9zx9xCDwvqav3d4b/bpunRrbxw4VtgASBAOv5dBXjcup76lpczdfuIVuIZYowoU4Lr/F6V8r/tYaxpl98QPDlvZTxy6xHmOby+SFLLtDY992M+pr179o/wCIsHw8+H91BpLsdTkAgtQvzSNIT80h+gyc9M4FfMPwP8B6r4o8TLrus2N/cLbyCeNBA7vNN1DMxHQdcetephqbS9o+h4WMqqUvYrr+B6v4m8N3XwP1pPE/hsu/h25kC6npY5SPJ4ZPQZY49OOxr1KHVLbWtNhvrSTzbeeMSIy+hGfwqxD4W8QeMNPn06Tw/NHaXEbRO14yxqQRjkZJ/Ssj9n/wDeXmo6/4P1a7NtPoc2xliGS6kkZVj0HCt0/j7U/YTxEbtar8Q+sU8LLli/df4M+fP2rtYtj4fs9NO2W4a580HumFIJ/HOK+Xx90iv1x1D9jX4b+Ibz7Tq+l3Woy5yWmvZcZ+gatC1/Y7+ENrGE/4QbT5CP4pGkY/mWr18PT9jTUT5/F1frFVzR+R2g3n9narFKRhTlD+NetfDSNfFXjrSNLuGzbzSlnXPBVFZyPxC4r9P9H/AGc/hlpcYjtvAfh8Dt5unxyn82Bp3ib4Q6DDo92mj+HtJ06domVZbSyiidSR1BVQRU1qPtE2tx4es6Ls9j578QSJoHge2FuI1kup0g2KQo+Ykbf5VY1ry9O0XS7VGDNd3MaNgZHB3nP4A1Z8QeHXj0rQ9PUXQuBcgXbyRkiFeQWzjjt1qK+0eNfFWnAx3GoaPZh97woW3sR8ucen9a8BYebdup9l7WCV76aFvxFcXun6ZZWWi2kk7SzAynaSFX1OBxzVnRbzU7QRWNzH5Wr2Tebuzxg/MpB754r0HwboM+qGSW5jn0zef3SzJj5BwP8APvXTeIPhPfapDbzWVzbtdQ5AaUEblPUZGa9WOAkqSa+I8pZlB13Cb9zYseH9Kt9f061vXaSYyqCyux+U9wfoeK6uy0i0s8BYlX6CszwH4P1nQ5JE1FrcWpTIWFyx3+vIGOK7UafCvUV6tKMpRXMrM+exChTqNU3dFW3kiiztXnHpTkl6cAnPINXBBAo4VT+NRlUDZVRWvIzl5kVZzI7Aj1JNPsmeGVm45UjFWPwxSAgUeyvrcfOTSXk+CECKMcdTVS3e887dNMJPYJgfzqXzMdWXFLu3dqr2Yuc+V9R8MeFfFk9/PoNxFpc0mmeTeRzxxyRz2r8HJJO1gcHseleY+FfDdt4N8TxWM8Vw8+nC5+z3MhEptHSGSUqUcFXV15BwCOPx9nvv2bNa8SeJpNa1ObSozJOJFsEMj28SgjBIwvmyEDJLcZ6DudP4qfBLzo9e16HWYtPd9OktxPchnMClShYHPJ8tmjHoMdcV7/1qlTvyy0a+48VUakrcy2fyaPn/AMM+Kb/QdattcbTtN01NWtpXm8sebkNKzElJCFJO1lGMYBHbFei+EfEng7TPB6zR6dNrl6PMeOGXfbP5zMWVCoKh0znLFRjIwD27vxt+y5oXiq00KbTb1tBvtKjSOOW3jDLJGBgq65Gc85PufWquj/Ajw7pd9dRDxME+wLi5t4diGIuNylyScccjIrn+uKS95nRKhL4bGE1r8UzplrdWkdnHY24BWxtXV4xGoBVNo46Hrjtznisy1+LHiFdQuD4itZo7BJkBASNQI2yCRjrgd1xmugj0iw+zxSWd94kXVJtSjjeUacyW48s+XvLGHBTYu7g4Jau/1X4feEfFhtobnVlu7u2wP3dxF5g9mAHT2Naf2nGa5ZwVn1tqjmeXuL5oTd15njnxB8M2vjqxW9sll+1y24igaeEyZQMx52ZwM9zivAPhrf8AiLwvq1wdJ1vUrEPiVFW4d4xnqpR/lIDZHTtX3bH4Z8K+EbSNZ7uOCOJSA93cgH37jmuC+H2nfCrWr10Glx2OsTTSMY75ZYDMS/BTeQGyNp49eleFWkpJqm/RnuYb3WpVF6o+bb4a1YWLRXAmvoIkL2kiTsktpcFw5njGMbiyjPPQsARmvS/hX8VvDutX9zYS6tPGJGDNpOo2Ryr7QC3mmVsr8uSSOpJyOtfSmpeCvDGj6Td3g0GzmW3ieXy2jDbtozjnPWnw/DPwh5sV5H4V0WK6wHWddOh3qcf3tuauliq6dqr5l+P3lV6dCavSTiz4k+Kfhdvhp8fNH1XRpzbafr7LKohfaqSbtjc/Vkb/AIF715h8ULO+1L4l+IHS2muHN02WjiJycDJ4FfYf7WGixabY+Ddbgt0jfStRYK0agbVKb/5wr+Ve/WtrbyRRzJDGN6htwQdxXNiL4ikodE3+JeEl9VqyqJatJfcfk7F4P16ZW2aLqDk9NtrJz+laP/Cn/HOp6HqiWvhHWp2kgXYq2Eh3ESIcD5fr+Vfq6qgDAHFKyiuKnhlCSlc9CrjXUi423PzM1b4D/EbVNDt4bbwbqxlCAFZLcx9v9rFcVcfsd/GG8XMfgycDP8d3bqfyMma/WNl9qYygnpXdzPc8ux8TfB39n34l+HtBggv9KjsbiFm2+Zdxk7Scj7pP+RXtdh4B8dRxosyWQx/EZ+f0Fe6QxjHSpPL9ea86phKc5OTPXpY+rTioroeQR+CvEkcf7yK1lf0WY/1FM/4RfxDHkNpcbL/szrzXr7RjsKb5Y9Kw+o0zqWZ1vI8WutB8Qxj5dEmfH92WP/4qs2bS/FMZPl+H7k5/6aR//FV75HHGzgSFkX+8q5rRj0i2mjDJMzg9GyK0jlkJq6FLN6kdLI+WdR0/xoyny/DdwR/18Rj/ANmrMXRfGTHEnh/yvd7kMfyAr6xm0u1VsPIVPuKgbT7PJHmk/gK1/syK6GMs1qy6nyuy+LLOKNG03yjG2VkaJpNo9Bt5/pUWk6bq9tdTXi2d80ruXfyoGiRie+0sfz4r6rOn2Skf6w5GeMUCysWYBY2YH1/+sK82HD9CGIeIirPtfQ0lnNaVL2TZ8vTeM9R0eQyahp915S9W8o5FK3x30kx7Ybe4llAwwkjKBfzHrX03caVps67JLBZQeoaqH/CG+GtweTw/ZNuPO9A39MV6jy2MndnNHM6sY8p4voPxJ0HxDpbut3BBMAVlt5nCkfh3+tU9N8dRJ51hFKLm1ViIZiC2F9M98V9D6X4R8LQSeZbaBpVtN3ZLKNW/PbWlL4X0mY7m0+1J7HyV/wAKhZXFO7ZrLNqko8qWp8/eG9kMiT7mndAQh8sqBnqcV1AnubjBW1kbvlVr1GTwvax8wRpGP7u0VCdJEeRs/IV2Rw/slyxWh5k6zqy5pvU8n1KHWLiE+Taup7cc1weteHfEV5dFrvSJry3wQyQYUn9a+gtQutO0tgt5eQ2xJ4WRwCfoOtaejw6Re27z/aWlCgk/KUGB9QKt4WVRXcR08TKj8LPlzd4ytoRbWvhy6S1T5V6b9voPSrD3Xja6gFnp/hiTTIifmkl+Y59ccfqa+lreG3uV8yJS0TH5WYYyPX6U6aC0jUmR40x/eYCuD6nST2PQlmFeS3PnXw/8DUvpje6zYxXV9IcySTDcfp7V6p4b8B2WjRiOK3jiX+7GoAreu/FXhnTSVuNe0u2I6iW8jU/q1Y118YPAemsfO8W6OuP7t4jfyNdqjZWSPLcm3dnSx6NHGg2jaRXy34m+IEHwx/ak1i6jsZr+3urOO1mt4WCEzvEjhhnr8sIH1Ne3TftKfDCzRjN400s4/uyFv5Cvgz4zfEnSfGHxO8V6nY3oltbrULeWyueQDFGgVhjqM4OPrVKIOXc+qp/2xNOghuXi8L3cvkdV+1KCcdvu8Vc8M/tXr4lszcQ+FXgVW27Zr8Z/SM18aeJviJpMVxdJY66dQt5lXZ9oiZXjwqqVJJPcZ4JHJrQ8LfHHwr4X0lLeSe5up2+eTbGoAbAyB83IHrxn0qUn1E2r6H3P4f8A2htOur7ydW0mbTIe1zBJ9pRRxywCqw/AGvWLe6tdY09LiyuIrq3kUFJImDKR+FfmaP2qPDtrIzR2VxJxjllH9a2bP9uq10e3hXTdMu7a5iGPOhuQocZyAy4Ibr/EDVWFc/Q26sUkjCSIrr3VhkGqi6bBb4WGGOJP7qKFH5V5T+y1+0HqHx98Oaheajo6acbORY47iMnbcg5ydp6EcZxwT0x0r2xogW6Ui+ZlRGKrsKhl9CKyLfwzd2uqXd9bancRGZgVh3nYgAAwFzjt6d66LyA3ap4oyvaq5na1yNNzM/t3VdMjJubdbxF/iT5GP9KZH8StGWz+03zPp8IUF3lIKoTjg4PBycdK3GhWRcFa5zW/AOm6tDIslupLAg7RjOf51Sm0Q4pm5o+vaX4mtnudHvLXUrdG2NJbyhwrdcHHQ+xq1Jvj58lcfWvOvh38E9A8Cx6i1jHcRT3ly1w9wJ2WQMRggMuCB7V2psdStVxbaj9oX/nnexiQfmMNn8T9K2VRdSOVlxmRuWj5/KkWGE5JUKf9o/8A16prqNzC2280t3Xs9pIHHXurbf61NdahbQmErb3MokGR5cB+X69MVqpJk2ZMVtx1AP0FCyxovGR6VB9oEn3bO5PvhR/NqSXz9v7qx3e0ku3+QNO8e4WZbRgR6Vy3xN8Fw+PvB97o88cc0cwDeXIDtYqQQOP6V06/MMUEVxGp5FHq1oumJpempqknith5A0+4vrllgOMGWTL48sZzn+LoK6rwR8MNI8G6bGixJeakztPcahON800zfecseefyAAAwBXXfZU87zWRWbGC2OcVMIk7DFUu4iCOFdv3VK/QU6TTraZfmgjcH+8gNWFhx2p4h9qAKC6fbwqRHBGn+6gFYHib4f6F4wsXtdW02G9hbqJF5HuCO9dPcXENuuZpY4wO7sAP1rIuvGvhyxyLnXtNhI7Pdxg/zpWuBwkfw71zwvbtY+H9Yku9FlXy20zVmMphU8ZilPzDA/hbI+lekRr8ijaRgYxXJ33xu+H2nswn8W6UhHpcBv5Vz19+1J8LrDPm+KrdyP+eMMsn/AKCpqbMu5y/7YksafDfTYNyrLc6pFEhJ/wCmcmfrx/OvUPhj4gh8YfD3w9rEO0C6sYndVOdj7QHXPswI/CvkP9qj9oXwt8QrnwlH4dvje2+lXb3dx58bRJJlQqqNwznrzjvVX9nr9rzw98I/BM/h/XRNf7bya5tpLVwQiSEHyzux0O4596cU7NC6n3U0RpuCK+UtQ/4KOeD7dT5GhXkp7b50Uf1rmNQ/4KVWS5+zeFIyOxkvGP6BKXKxn2mRkU0r7V8Eah/wUq1YsfsnhzTY/TzPNf8AqKwrn/goh461K4SCx07T4pZGCosVszMSTgAZY85osI/ReNcCnHNcj8I7rxPfeANJufGUcUPiGeMy3EUQAEeSSqnHQhSAffNdljIqSyIU7bTxHTvLpWHcrspGeKau6Ji0bNE5/iXHP1HerW2mMuaqLcdhPXchTUpYcpfRfaIuomgTJH1Xr+Iq5DZwXsKz2smYz029P/rVW8sg9KfAxt5C6AqT128Z+tdMa38xlKHYlaGSPOd6jueMfyqP7Kz59/YVqR3UE8f7xgvqGqOS3iyQsoDem6uhNPYxdzPFs65XDYz3Y4p32cbeQUbPPzDmrv2Av1bA/wB/NV7j7Ja/66eKMdfnlAzVWC5X+6DuQE+v/wCqhbyaL5VcgDs3NY+reNNH0wYBnvJCcBbW3eUk+mQCK5XUvFXi/XCYtD8L3VujfdnvT5f445/pW0aMnvoTzHbal4tTSot1zKkZxkL1Y/Ra8D+JX7SHl3R07S7uaWYHD2+lqJrhvQMR8sf4nNbOofCnW9aLP4n8QRQxsf3lpHKEB+oBLMPqTVrTfBPhfwugXS9Hv9YlHG20tDDH+LvtB+ozXRH2NLVu7M7zlsjyfwsPG3ifWVu1tf7JhbpCi+fcSf78jD+QArN/aE/aA8VfA2Oz02LTorrVbogxz3QZ4I4xncGAwCxyPlz0BJ6ivd5Lfx1fo0GlaXa+F7RuN8bCS5x/vn7v/AQPrXMeIv2f/wDhItHmsdXP9oQzfNIszFju/vZPf361y4jGcy5YI2p0rayZ8eXH7UHxQ8bKUv8AxdcWcDf8sdOjS3UA9sqAT+Jri/GUN/q2nTXMepXdzej53e4maRpAM9yT6n86+g/EX7Ek9i8kug6wYR2t7pNwHsGHP5g15xrnwL8feFyxm0dr+3XrLZOJBj/d4b9K8m50nzVNqOpE4NzJnPrVWS4vWbm4k/76ru/E3ht7HUnEttJbsxyY5YyrL+BrLXRzI21I959FGaNe4HI3DXe3/XSH/gRqntfcCzMfqa9Mh+HeuajgW2h6hOW5HlWrtn8hTf8AhRfiXT0ubvVdB1Kwt2TfHcSQsET2cY4HvSA8+jtGbkc1N/ZrleOPpXpOmfBPxHpunWjXWjXMct7Iq2twWBhud3KhWzgH64HFei2f7HvxUvIwyeEZFB6eZdQJ/N6APnD+zG67Tmvbf2X/ANmi++O3jJVule18M2LB9QuwMbu4iQ92P6Dn0r0LR/2FfiXqF5Ct3YWWnQMwDySXkblR3OFJzX3L8I/g7/wrLwtaaLYpHFFCMu0ecyv3dj3JpBqdz4Q8G6N4J0eHTdGsbfT7OFFRIoEAAAGPx/Gtpox6Cqtvp9xGMHcfwq2ts2ORyPegY1UC4GfzqaNcU0Q84yAfQmnrCV/j2+woGTLj0o2qabt7k5+gxQ3407k2DbtU4pKbu28c02Rn/hAB9+aAsK3WlUjuKbtdupxj2pDC/Te36UDsTcduKRlOKiaBiuN7/gcVF9nwBl3P1c0XCwo/X1p23PU02Op9uaokh2mpY491P8s/WneWdtBJ5V8dPiJ4o+HWn21xoWl291aSKfPvLgMywNngED1HvXyx4k+N/jbxI7rfeJ54IW/5ZWOIFA9Plwfzr7b8S6bHqNnLbXG545FKsnZh7ivk74kfsvSSXEt14dvGswSW+zzZdPwI5H61LGfK3xb/ALcsX/tPT9SuJrdyfPDtvcMT1yeoNeSTeJNYmJzeyA+or6R8TfDvxX4bSWHVNIlntGBVprf96hH4cj8RXiuo+EWi1RILeMy+cwWJQOSSeB9c0alHHyalqMmCbybnrhiKrXH2uT788kg/2nJrq30MxyMrqVZTtYEdCO1P/scP0XJ+lPULnBNGysd2TT7eEySYJ5/Wu2j+Geq65Gb63068uNPtztne3Q8bhweOuOtXPD/wb17WpP7VttFu9Q0iBjFJNCp+Q8Etx3HGfrU6MLnJ/wBlu6g1Mujtt5HWvYfDfwD8b+KrdbnQ/DN7qNjISI7pFVY3wSDgkgdQR+FdfZfscfFS8K58Mrbg/wAU17bgD8nJp6DufOCaOdwyPyr7S/Yj/ZytI7qHx54kgVpYznSrSUdOMecwP/jv5+lVPAf7Cvi1tftZ/Ef9nwafEyu8Mc/mNJg528Dp+NfY3h34dyaNawwrIQsahVWNcAAelPQWp1kd1D8ieYqs3A3N1q2Y5F5ADD2qjF4eZ4gksbSj/aWtrQ7a40iQ8faIv4UuMjH0b/EGpKC3t1a8tYTHO0cysWlVfljIAwDx3q7daSE/1Jkc/wC7Wr/bT9rOFf8AtqT/AOy0Lrj4P7mJT2wCaAOeNjdL963kI/vKtVyV5yf0rqX1qZgdqqP+AVi3Fj9pneRuCx5GKAKAx+FG1at/2Yg53Nml/s+NuzH8aLgUGRWUggMD1B5rFuPBPh+e6+1Po9mbodJ1iCv/AN9DmutXT4wv3Cfqxp66fCP+WQ/M0KTWwrXOdisooGypc+is5I/Wrkd08eAhVf8AdUVqmyiHSJR+FKIVXoMfTiq9pPuLlRQW+mYY3tj2p/mSTcMrv+BNXlT5s5qRY8Zx0+tHPJ7hyozltyuf3JA/3cUphbsv8q0jGCvIpAo6UczHYzPLbH+rP5VGbGSX/lmR9RWx/jUuOlTqPQ5yTw68zfMij61H/wAImrDlI856ba6huoqPPNAHMTfD/TLzabqytZ2U/L5kKtj8xWhb+D7C3TEcSx+yIq/0rZzz+NPWgDOj8PWka8oWPrmqmreD9H1TT7i3vbKO7glQo0cgyCCCCP1rbJNQXBzGwoA+W/BvgXTLa+8ZfB7WIBNpwh/tPQrh+ZI4JG+ZVbrmOTkV3/7PPia7kh1fwR4g2v4g8NSCETMozc2pH7qUdzxwfwzyaxvjAy+GfjH8LfECjatzdzaNcMOrLMB5Y/77yateMLc+Efj94C8RQfu4tYSbRL0KP9ZlS8R/Bv0GKVgPdvKRVGFGfpTZF6CpKawpgQMo29Kb5a46A1OV+Wm7cYoAh24f7vahvvDipNvz4x2pPlZiM9aAGbfQUxhuJqSSaOFSZJFQerECuf1H4h+FdLdkvPEukWzr1Wa+iUj8C1K6HyvsbLfKKVlPFecan+0l8LNJby7rx/oMTg/dF6jH9Ca5rUv22vglpcmyXx3bSt/062lzOPzSMj9aXNHuX7Ob6HuAU5PFMK/MK+cdS/4KFfByxz9m1LVNUP8A066ZKP8A0MLXK6l/wUt+HsDf6B4f8QXx6YaGOL+b1PtIdy1RqPofXJXFROPlr48vv+CjVowX+z/Al5IWGQLm/SP/ANBVq5fWP+Ch3imdcaZ4J02yfdgtdXkk4/JVT+dZPEUl1No4Os/sn3FHJ+VW4+amjt0XsPyH+FWo4xkYrpucNiukZbsakEDdgT+FXFUZH+NSbR1AFF2LlMa80s3C5wQ35VnyeGHkPzIP++ga6oKAKOOCPpQM46TwBbXHMkMZz68/0rnNW/Zx8E+IJ1n1Lw3p11Kp3bmhOc++MZr1b0oboOaBnl1j+zr4AsMeT4R0cH/bsY3P/j2a6PT/AIY+HtMXba6PYWq+kNrGn8hXWOefSlU7VHep1Aw5PBumSQGJrZPLPBUAAfoK+b9P8O6Z8EPjdLoc1sB4N8YbjbKSdtve5Py/Rh/MelfU7E7eO5rxL9qbwm3iL4Y6je2+U1DR2XUrWVfvI0RySD/u7ql6aj8jnfgEieBvit43+HE0W2zjKavpbMMjypMCRRnsGI/I19ELYxKMhEz1ztFfMUeuf2l8bPg14ut9qjxDpc9rPt6cR7yP++mx+FfUitlTVW01C+pF5Kr935fXaAKaYu+5jn3qbccU2iwEXkr3HNKFwvTAqQik7GmhDPwxTduO9SKKXbTAaV6Ubefen7fmo8ugCuR6ilVeKfIVVcswUe5rKvfFehaXkXms6fakdRNdIn8zQOzNULxzS/wmuF1X47fDjQcDUPHOgWp6Yk1CL/GuY1T9sP4M6QSJviBpch/6dt8//oCmp5kupShJ7I9eam7ea+etS/b8+DNipMOvXmon+7a6dNn/AMeVa5rUP+CkHw0gyLPS/EN+x6BbNU/m9S6kFuzRUKj2ifVar1p+PlNfF19/wUy0GJT9h8Aa1ctjj7RcxQj9N1c7qH/BTbWGjIsvhlDC2cB7nWd4/ELCP51Htqa+0WsLWf2T71x8tN28/hX5zaz/AMFG/iVdIUsfDXh/TiwyHcyzFeceoBrk7r9uz413YcJq2j2vGQYdNUkc/wC0TUfWaXc2WBrPofqKq1Lt6V+TF5+1t8br9mL+P54FOPlt7C3j6++zNc1qHxz+KupSN9q+I3iNtw5WO9aNevouBWbxlM0WXVT9inIXqcVSm1G0t8ebdQx+u+QD+Zr8Zr7xR4r1Ry194s127bGT5moynsP9qsC/spr9j9qurq7O3P76d35/E1H12HRG39mT6yP2h1D4ieFNJyb7xNo9mB1+0X8Sfzaud1D9pD4WaUpM/wAQfDgx18vUopD+Sk1+PbeH7NRCPsyfMec5PapY9Ft1xtgQf8B+lT9dX8payx9ZH6r6h+2p8FtPUk+OrGYj+GCORz+i1y2pf8FA/gza5VNcvbojtb6dM3/stfmrFp0axx4iAOc/dpJbE+Y/GMEdvaoeNfY1WWR6s+y/jB+2d4C+IR8O/wBiWetzTaLqsOrs81msSPHEcsqkvksR0yAPeqXj/wDbq0Dxvc6FcaV4U1iFtC1CPUz9uaKMyqgIKDazYJz19q+TbW28iZdw4aOZT/3yf/rVPY2e21vSV5MeB+LKK1jiZSUX3uc88FCDku1vxPri/wD+CnF/JEW074dBD0H2rUs/+gpXPXv/AAUn+IF3E5svB/h+0bt5800uPwBWvmX+y2+yhu3PH4mpodJY27nqAD/SuJ4yfc9OOXUex7bqH/BQP4z30bLCPDenHoGt7CRiP++5GH6VzN5+2T8btWjcyeM1tuSMWunwxnj6LXna6Sfm/wB4flTrXSx5JO3HzH+YqHiqnc1WBpL7JuXH7RHxc1RiLn4ia5tZeRFKsfftgVg3XjrxrqDZuvG3iW435yJNVmx+W6lt9IBkUAHGFP61bXSQzZC9CayliJ9WaxwsF9k5O8tJ72RZLq7u7mU5zJNcO5/Mmlbw9b8N5Qbjkk5rql0vdJENmAw4q1/ZZLKCuPlz0qHWb6miw8VsjjU0WEL8sCAbf7o9aluNPEccaBB3J49q60aevlupXblM9PekvtOVTHgfwHt9Kn2juV7LTQ5aHTT5YIXjgfzrGjsDJeNkcbz/ADr0aHT18npj/wDUa5prUR3snHO8/wA6uMtyJU7NHcWOlR+TASvPl/0psljHGxwvO81rWa7be3z12AVSkfLE9eTn9KyT1NmrI/WbzSzdeKto1Zy/eFXY/vCvrT8/LaycgVKW4quv3hUv8NAD9w200McfQ030oP8AWgCXd/KkZuKY39K5nxdeT2+nytFNJEwHBRyD29KBo6dn+YijeAvJx9a/PH44fEjxbp+rSx2vinWraPP3YdQmQd+wavkvxt8TPGE+pSCTxXrkgPUNqMx/9mrPmOiNHm6n7cS6paW+9pbmGMDrvkAxXn3jz4g+BzoupaXqnizRLb7TbyQtHPqEKthlIIwW96/FiTVr7UnLXl5cXTbjzPKznp7mr1nbxPsLRIx291HvWEq3Sx1Rwi3ufcXg/wCLHhvRdD+D/wDaOvWsVz4c1O8F8GfLQWzvlZGx/DtIA+lfQmpftyfBfSVO/wAYx3J/u2lrNKevslfmdMitfXBKgk2sQPHXiOs3y0WVsIo+Y9vc0Vq7p7IeHwcaqbb2P0f1L/got8JbPIgbXNR9Ps2mkZ/77Za5nUP+CmHgyNT/AGb4R8R3jdQJkihH/obV8JyAY6dj/Oo4x04/gNcP1yfY9FZdStufaN3/AMFM/OhLWHw6uSe32nUFA/RawLj/AIKWeLZA5tfh/pceBwZtQdsfkor5Rg/49R/uf1pIx/rOP4V/rWbxlQ2WX0ex9HX3/BQ/4s3TSC20XwrZpnCnyLiRh+PmgfpXPX37b3xrvHcLrumWQ9LfTU44/wBrNeL92/3lqVf9ZL/n+EVDxVXuarB0F9k9Bu/2oPjNqjbpfiDfw5GdttDFGP0Wud1L4sfEfUGX7T8Q/E75OD5epyR+vZSKw4fut9B/MU+4+9F/nuaz9tUb3Nfq1JbRKV7qGs61Mj6lr2sahISctdX8shPPuaoTaFC0jFw03y5/eOzenqa2Y1HmRcVIf9Y3+6Kj2km9zRUoJbGJDoNsAx+zpkMB93P8Jqb+y44+kQUbT0XFb0YH2d+O6/8AoJp10o8o8D7jf1qOZ3NOSJiWmnEMQEA4Pb3FEOmlpcbSeQK6CxA8wcf5yKS3A+1rx/HSbZXIjHl09v7uOOD+FJNprMMgc7xXQXoG1ePT+QprDheP+Wgqb6FcqMW600+YuRg7MHj3pRpY8sEZziuhu1G9eO3/ALNSRqPs447ClzOw+VIxzpIDYAJ+7STaWFkHynOB/Ot9R8zcf3KLgDcvH8I/nU8zK5UZU2k7c4Xjb/RajbSctwufkrpX+8/+438lquoHmNx/AaXM7DsjJk0nC2x2g/N/QUg01d+AD09PcVvyD93acdz/ACqKH7yfh/OnGTBxRhrp+Vg+XPWkudPEckoKDaGH16GthQMW3HZqivP9ZL/vr/KkpXYrGDrFqbWzjuF52tz+JIq5DAFtthwGkVFH/faVJ4kA/wCEdn4/z5lQN/x8aZ/wD/0Ja76LbgvV/kebiEueX/bv5mi1ntsANv3s/wAzU1rZ5s3AHIHb/gNXpv8AjxP0/qakt/8Aj1k/z/drzbnsJGa1j+8fHdwP0FOtrJRZYAGdx/nVuT/j4P8A10/oKfb/APHsv4/zoCxR061Bk5HYdqmW3xJ83CgH+VS2P3f+Aj+Qp7/c/A/ypBYqRwqbiErjhTmrUlqEDnHIj/oKhj/4+E+h/nVyTrL/ALv9FqWxqJnLbjZk5+4P50t5CFKcf8s2/nU4+6P91adqn3k/65N/6FVk9CC3hHl4/X8K4+Zf9Ok7/Mf5121hypz/AJ+UVxUv/Hy/1/rWtMxnuj0K3YCKBR/dqnbwve3a20JUPI5AMjBRn1JPAFWI/wDl2/65j+dZ03+ub6N/Ohbilsf/2Q==)
Kemudian Andi Fahlevi menyarankan untuk sekolah SMA dan SMK agar ada penambahan sekolah baru dan bukan lokal baru karena selama ini penambahan tersebut yang jauh dari masyarakat.
Sementara itu dr. Morison Bationg Sihite mengusulkan agar pemerintah daerah membelikan lahan dan meminta provinsi untuk menyiapkan gedung sekolah agar bisa membangun sekolah baru bagi peserta didik yang akan bersekolah ke tingkat SMA.
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)
Kabid SMA Nurpahjiman menanggapi bahwa dalam waktu dekat akan ke Mandau untuk melihat dan mengetahui permasalahan-permasalahan menyangkut PPDB dan permasalahan lainnya.
"Tujuan pemerintah membuat sistem zonasi ini adalah supaya tidak ada pililh memilih mana sekolah favorit atau mana sekolah tidak favorit dan yang utama adalah ingin melakukan pemerataan sekolah agar tidak ada perbedaan antara yang pintar, miskin dan kaya," ujarnya.
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)
Jefry selaku tim teknis sistem zonasi PPDB menerangkan bahwa, "SMA itu 50% untuk zonasi dari jumlah daya tampung, definisi zonasi sebenarnya radius jarak terdekat tempat tinggal calon peserta didik dan sekolah maka siapa saja boleh masuk tetapi akan di rangking dan diurutkan berdasarkan jarak dari titik sekolah ke rumah-rumah calon peserta didik dengan mempertimbangkan usulan kepala sekolah atas hasil musyawarah Camat dan Muspida," jelas Jefry.(galeri)