Data Science, Python, Games (Neural Networks)http://napitupulu-jon.appspot.com//enSat, 14 Jan 2017 01:22:12 GMThttps://getnikola.com/http://blogs.law.harvard.edu/tech/rssDeep Learning for Letter Recognition with Tensorflowhttp://napitupulu-jon.appspot.com/posts/deep-learning-tensorflow-mnist.htmlJonathan Hari Napitupulu<div tabindex="-1" id="notebook" class="border-box-sizing"> <div class="container" id="notebook-container"> <div class="cell border-box-sizing text_cell rendered"> <div class="prompt input_prompt"> </div> <div class="inner_cell"> <div class="text_cell_render border-box-sizing rendered_html"> <p>It's been 6 months since my last blog. There are multiple blog drafts to be honest, but many of them took a really long time to finish. I guess I should have sliced the material a bit to multiple blogs. Anyway in this blog, I want to show how to achieve more than 95% accuracy with just Macbook Air. So let's dig down to details.</p> <p>This material originally comes <a href="https://github.com/tensorflow/tensorflow/blob/master/tensorflow/examples/udacity/4_convolutions.ipynb">Deep Learning Lecture 4 from Udacity</a>. In this blog, Pickling, reformat, accuracy, and session are theirs, but the architecture is my own which is the core of Deep Learning. It's kind of refreshing because I have experience it before (yes, Andrew Ng's Coursera Machine Learning on Neural Network). </p><p><a href="http://napitupulu-jon.appspot.com/posts/deep-learning-tensorflow-mnist.html">Read more…</a> (11 min remaining to read)</p></div></div></div></div></div>Data ScienceDeep Learningmachine learningNeural NetworksTensorflowUdacityhttp://napitupulu-jon.appspot.com/posts/deep-learning-tensorflow-mnist.htmlFri, 13 Jan 2017 13:00:14 GMTTools for Neural Networks & Othershttp://napitupulu-jon.appspot.com/posts/Tools-for-Neural-Networks---Others.htmlJonathan Hari Napitupulu<div><!-- .. title: Tools for Neural Networks & Others .. slug: Tools-for-Neural-Networks---Others .. date: 2014-10-10 06:41:00 UTC+07:00 .. tags: Gradient Descent,machine learning,Neural Networks,Supervised Learning,Udacity .. link: .. description: .. type: text --> <meta content="text/html; charset=utf-8" http-equiv="Content-Type"> <meta content="Evernote Mac 5.7.2 (451040)" name="exporter-version"> <meta content="Gradient Descent, machine learning, Neural Networks, Supervised Learning, Udacity" name="keywords"> <meta content="harijh2" name="author"> <meta content="2014-10-10 06:41:00 +0000" name="created"> <meta content="2014-10-10 08:09:41 +0000" name="updated"> <title> Tools for Neural Networks &amp; Others </title> <div> <br clear="none"> <img height="349" 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3AZbiMbV9nQhzPfsku7b0S82TOairs+r931pQee9fN/wn8ZftK698Qlg+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%0AHLe6G41NbLUvCyXdx5k0T7gVlhQu7jHPp1r3zx1+178CvAni3UvDN14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ABnwXuvjf8PvGfhnTNM1a38P6nHDrWkPZeb8yQS4E6MH3YUg57jvf/wCHkn7PWmaVcL440v4wfDjx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%0A5RKSD84xx2r4W8e/Br9sr4TeFfjj4I+DPhf4b/FD4X/EfVb+4tYZ9SktNW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width="609"> </div> <ul> <li> So the way gradient descent works is take a derrivative of the formula </li><p><a href="http://napitupulu-jon.appspot.com/posts/Tools-for-Neural-Networks---Others.html">Read more…</a> (5 min remaining to read)</p></ul></div>Gradient Descentmachine learningNeural NetworksSupervised LearningUdacityhttp://napitupulu-jon.appspot.com/posts/Tools-for-Neural-Networks---Others.htmlThu, 09 Oct 2014 23:41:00 GMTNeural Networks & Perceptronhttp://napitupulu-jon.appspot.com/posts/Neural-Networks---Perceptron.htmlJonathan Hari Napitupulu<div><!-- .. title: Neural Networks & Perceptron .. slug: Neural-Networks---Perceptron .. date: 2014-10-10 05:35:32 UTC+07:00 .. tags: machine learning,Neural Networks,Supervised Learning,Udacity .. link: .. description: .. type: text --> <meta content="text/html; charset=utf-8" http-equiv="Content-Type"> <meta content="Evernote Mac 5.7.2 (451040)" name="exporter-version"> <meta content="machine learning, Neural Networks, Supervised Learning, Udacity" name="keywords"> <meta content="harijh2" name="author"> <meta content="2014-10-10 05:35:32 +0000" name="created"> <meta content="2014-10-10 06:39:57 +0000" name="updated"> <title> Neural Networks &amp; Perceptron </title> <div> <br clear="none"> <img height="343" 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P/wB/x/8AEV1G40cY707eYHLf8Ixbf3p/+/4/+IqSTw7BJFCjGUCJNi4n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%0AgqpHrV0+E9A+Fnx4/bo8GfD8vB4W0j4Y21vcuZS267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+J7HQdC0+5ZhHLNcShWZtvOFQO34V7vdX1lYW6S315aWUTyrEj3EojVnY4VQSeSTwB3%0Ar4q+IELfE3/gtR8IPB4Xz9C+Gvhu78WaooOVF5cH7LaBh6j53FenkeGpVMRz1leEFKT87Lb5uy+Z%0AnVk0rLc+nfirplhq37Mnj+x1Wztry2m8N3sc0ciZVgYHyPpXgv7BEss//BHf4ByzSSTSf8I2F3Ox%0AJwJ5QBk+gAFbf7Z/xL1X4Uf8E3Pib4p0HRtQ13XpdN/s3TraztnmcS3RECuVUE7V37j9K+Sf2fv2%0AjPH3w7/Yr+GngTwR+yB8cvFegaFoUFmmqyfZ7H7XKq5mdYZjvVTIzkZ7V461Nj9VqK+Xvgl+1f4A%0A+MXjjV/Al5p2s/DT4saSR/aPgrxOqwXyqRkPFg7Zkx3X8q+osGhpp6iuJRRRSAKKMGuJ8R/Ev4c+%0AEIJJPFXj3wf4dVFLMNR1iCAgDqcMwNAHbUV8uat+2z+ydoeprZ6j8d/AaXDLuAgu2nXH+9GrD9a7%0Afw9+0n+z94qONA+M3w3vm8sSbDr0EbBT3IdgRQB7ZRXN2HjPwdqmnrd6Z4t8M6jaN92a11SGRD9G%0AViK2LTUdNv2dbHULK9ZfvCCdZMfXBoAuUUuPfNGD6GgD5z/aQ+AT/HX4f+Fv7G8WXngTx54S1uPW%0AvCuv28Ql+x3Sgqd8Z4dGU4Ir8/PFvwn+K/gP/gs9+yF4++Nnxe/4WhqeravqWl2CW+lrYWOmhLJ2%0AUIgJG92ds+tfsd3rwj45/Cv4UfGjwTpnhj4iarHp1xpOpxanpd7Z6uLK+sLhOjxyAhlyCQfUGmgK%0A37Tfwb1T49/ss3Pwy0/xBF4dsdT1ixk1qV4y32ixhuFlngGDwXCgZrx/TP2RE8Bfti6j4k+F2oaZ%0Ao3wX8aaVNp/xJ+H11EzWd2xhaNLm1UcRyHOH7EZr68tvEvhO3sba0j8UaJIsUaxqX1OJnYAYyTu5%0APvXQxzQTwJLDNFLGwyrI4YMPYii47nw/8Pf2BvhP4E+KvhnxDqHiPx9490vwpMZfBvhzxHqpudN0%0AFskqYYsYJX+EtnGBXonw7/ZV8EfD3/goH8Xf2i4L691bxj45SOPy7mNPL0uNVQSLCQMnzCiEk/3c%0AV9QY49fpTC6KxDOin0LYpCPiz4a/ArxD8O/+C1Xx0+KelaWsPw3+IPg2wuLq789TnWIZyjoE6gGP%0AMhPq5r7VPU1H50IP+uhB/wB8UjTwLG0jTwrGoyzGQYUe5oAlorz3Ufi78KNIhvX1P4l+ArL7JGXu%0All1+2DRKBkkrvyOPavPPhz+1h+zl8WvHU3hn4e/F3wh4j8QRuVFjHcmKWXBx+7EgXf8A8BzQB9C0%0AUuD6GkoAKKKKACiiigAqlqWpafo+g3mq6te22m6ZaxNLc3VxIEjiQDJZmPAAqzLLFBayzzyJFDGh%0AeR3OAqgZJJ9K/LPU5vE3/BQL9pLXPC+nanqfhz9kjwbqRtdWurOQxS+Mr2M/NArj/l3Ujkjr+NOw%0AB4w8aeMv29fjTc/Cv4Sajq/hj9mPSJ9vjTxxArQv4hZTzZWbHGUOMMw7V9e6v43+DP7K3gL4c/C/%0ASNKk08alcx6Z4c8N6Ha+ddTkkBpSo5IH3mc17r4V8K+HPBHgHS/CvhLRrDQPD2nQLDZ2NlCI44kA%0AwAAP59TXxd4A+D/xauP+CxvxJ+MPxC0bQbjwRBpq2Hg+7nuDNPAmBnyE6R5OdxPJ7V7mR4HCV/bV%0AMTO0acXJK9nJ7KK++78kc9ec04xit39x9F2GpfGS6/bP1bT73RdE034MWmjI1nfeYHvL+8Y8jH8C%0AqPzrlfjL+1T8J/gV8Xvh54H8cX+ojxD4xvVtdNt7G1M5jywUSSAHKruIGcGsf9on9rL4e/s+RWWg%0A3cGpeM/ihq8f/FP+DNEhaa9vnJwpIAOxM/xGvyo8UfCP9rbw9+3V4B/bh+Knwum+I5W8eW5+H2gz%0Aie70G32FYFAbIZhnJ2g4NeXiKyqtNRUbJLTrbq/N9TeKtpc/X748RW3gn9mX4jfEHwXo/gLTPiFB%0Ao80un6rq8UNupm2nBaUjO7GSOeTivzQ/4JI6B4h8V+HPip8UfiJ4G0vU9VvtaL6f44v4PNvL+TJ8%0A5I5Gz+7U4wVxVnx78Nf2m/8Agoh8RPDWnfEHwHq37NXwU0CT7XLFqFyZr3Wi5HyeWpAB2jHzD5c9%0AK/WH4UfCvwd8FfgLoXw48B2D6b4a0qMrbxPIXYknLMWPJJOTXOyjsNR1rT9M1bS7K7lkS41CYxWy%0ArEzBmAyckDAGO5rU/nSFUYqWQMynKkjpUVxc29pYzXV5cQ2trEheWaZwiIo6lieAPc1nFT5nd6dC%0AI813fboWCcim1naTrGka9oUOqaFqunazpk2fKu7G5WaJ8HBw6kg8+9aNWUFFFFABRRRQAUUUUAPH%0A3aKB92igBlFFFABRRRQAUUUUAFFFFAAQrRsrKGUjBBGQR6V+ZHj/AEjVf2G/2qbj4y+C7O5uv2av%0AGmpInxB8PW4JTw3eSNganAg4WJifnA4FfpvWL4k8O6J4u8Aaz4X8Safb6roOq2j2t/aTruSaJwQy%0AkfQ00NF7S9T0/WvDtjq+k3dvf6ZewJPa3MDhkljYZVgR1BBr5E+Het638S/+Cr3xc1+DVL9fAvgD%0AS4PDFlaJKRb3F/J+/upCvRmTKpntXz/4D+JWr/sLfEXUvgV8Yrq8u/gtcRXN58K/Gtzlo4UVWk/s%0Am5b+GRcYQnqMCvo39iLQ57P9hHSvF2oKx1vxvqd34l1CRvvO11Mzpn6JtH4V7uApqll+IxElvaC9%0AZat/JL8Tnm71Ix+Z9X6nHYz+G9Qh1TyP7Me2kW784gJ5RUh9xPQbc5rlvh1ofgnw38EfDui/DmPT%0AYvBNtaqukLYTCWDyjyCjAnI565rz/wDaZtfF+o/sF/FHSfAemX+r+LdT0R9P0+2s9vmlpyImYbiB%0A8quzHnoK7b4ceF7H4cfs0+DvCilbay8P6Bb2sjPwEEUQDE/kTXEqVsDzKfxSty+i3/Gy+Zd/f2O+%0AztBbkgDJxX4SfEb9sHVf2ZrX4mfEqbwvNN+0B8YvEVxLoGl6xA0f9haFZM1pZyzofmO4o7qnGc5P%0AHX9VtC/af+E+p/sqJ8aNX1e48HfD+bUJ7O1v9agMf2kxyOgkRV3Eq+xip7iv58/jN8Y7T9ov/gov%0AqPxrfQYV8M22n3FhoOn3UOXa1tre4aOWQH+NmJk9sgdq48bm/wDZVCth6kbTnaL7qzva3m7X9D7r%0AgbgLH8T42MMPH3Ipyculla/52+Zzfw6F78W/2pvEvxA+OkkvxU1l/CGr6qF19maKB4bR5IjFGDtV%0AVO3aMYA7V9F/EL4a/s3+Jv2BvAfh/wAPeAr7Sf2kdO0Lwxptvr+nStYhb7VFMkTysh/elQrM24ZA%0AYYNfL9tLc6FceJjayy2qSeC7qyDKMs4lt7aNl9uZhz6DFfWkNhc2v7cv/CJw3rNPY/EvTpIfNGd8%0AWl+HXkUH6HbgerV8VgcxrNPmetz+leMvDrIqVWNChStTUVKy0u0ldt/PU/Qv/gnV+0Zqnxj/AGUr%0A34ffEC/muPjN8OZ/7K8S+e4Z7uEO629zuB+clUKM395Cf4hX6FSzRQ2ss00gjijQs7scBQBkk/hX%0A89H7CaS+Cf8Agrz8D5dAvGmb4m/CK/v/ABlaAswSRLq7eOU9hk20IHpub+9X9CNzbW97plzZ3cSX%0AFrPE0U0Tj5XRgQwPsQSK+soT54xlLqfyRnmCp4PH1qFN3UJNK/kfGv7E5ufFPws+K3xtvTPn4mfE%0ALUdW00SknGnW7iytMZ7FICw9mr2P49/F2T4JfAfWvHlzpEOoaPY6dOzubrbKbshUtLdI8EyGWVgn%0ABG3rzXpGhaF4U+HXwlsdC0Ky0zwt4P0Gw8u2t48RW9lbxqSevCqACST718L/ABX8X+G/jv8At5/D%0ADwTp+sWGsfCL4f6L/wALJ8X3tvMJLa7ZQf7NiJHDLndMR3UCvrsJThmWaTryg/ZK7a7RSsl6vRLz%0AZ4FaXs6SjfU57SZviN8Zv2pf2ePhD8SdQTUdT8C6LH4++J7WsYiiOoSMx02xZV4+QvkjuIwa/QHT%0APAXhTRvjB4n8fafpMNv4s8Q21tbatf5JeeO3DiJeeABvbp1zzXy5+xPpN7rnwX8Z/HvxBCy+JPix%0A4kn1wGQfNFpqMYLCHnoohTdj/br7OmmSG1lmlbbFGhd29ABk1nxFiWsU8NS0UFytLZtu8v8AybRe%0ASRWGj7nMxZUimhMc0Uc0Z6q6gg/gaCyxQs7EJGi5PoAK8X+BXxhj+OPwl1PxvYeHbvQfDw127sNH%0AmuLgSHUoLeTy/tQAA2qzBgFOT8tbHxv8W/8ACCfsgfErxeGKSaV4du7iNgM4YRNt/XFeN/Z9aOKW%0AGmrSulbs9jZzXLzI/PXwF+zl4N/axn+O3xi8QXGp6D4u1Dx9PbeBvF2lTtFfaTFp6iCN4nB5RnDE%0AqeDivXdM1T/goR8PNKi8Kz+D/g78b4bVRHa+K59al0u5uEHCtcQ7WBfuSp5r3j9k7wiPBP8AwTn+%0AEeisF+1yeH4r68cHPmTXP+kSMT3JMhr2Lxn4r0vwN8JPEfjHW51t9K0fT5by5djgBUUt/TFd+dv6%0AxmlSNJXV+WNuy91ffYij7tJNnx1H4G/b38Y2kt1rvxq+FHwnZ23Rab4c8LHUjEP7rTTt834Ckm+B%0A37achU/8Nj6ZFgchPh7ajP8A49Xpv7Jeo/EPxR+y83xF+JGq391qfjPVZ9Z0zTrhvl0qwkOLa3Qd%0AhsAb/gVfT2QWYBgSOoB6V5+PwjwuInRbTcXZ22ut/wAdDSE7pM+Epv2N/GfjaZH+NX7UPxj8cWrA%0AefpGj3SaLYOe/wAluA2PbNdz4c/YZ/ZZ8Nzxzp8J9E169Rtwu9ekk1CUk9SWmZq+tK8s8dfFOx8E%0AfGH4ZeC5NE1bWNS8Z6nJZ28lov7uzWOMyPLKcfdAGKwo0alWXLBXf+RTdi1p3wc+Euk6RFYab8M/%0AAtlZxjEcUWiQBV/8dri/Ff7LP7OnjeUy+Jvgz8P9SmLbjKdIjjcn3KgGvWPGWvXXhb4Xa94isdB1%0ALxReafaNNDpOn4+0XjDpGmeNx9657xZ8TvD/AIA/Zwn+JvjpLvw5otrYRXWoQOnmTWxk2jyyB1YF%0AsH6GnSw9WpbkV7uy9ewnJLc+etT/AOCf/wCybqd3HL/wqqz0tUXaIdMv7i1i+u1HAz71lXP/AATw%0A/ZmNgYtH0Hxd4XlZgWuNH8VXtvIw9CRJyK+ztE1jTPEPhPTtd0a8gv8AS7+3We1uIXDq6MMg5BI7%0A18c+CvixfeKv+C1fxR+H914ru7LSvDPha2g03w18wjupWPmTXRGMZXKqCTz2rtweV18R7ZrT2cXJ%0A/J2t95MqqjbzM+x/4J7fBLTNRjvNP8TfGizvI+Y5o/H1+GU+o+eif9hTRJdRMyftAftKwwb8/Z18%0AcTFcf3cnnH419Y/EzxDrHhL9nnxt4n8P6ZJrWu6XotzdWFiiFzPMkbMi7RyckDgda534EeNta+In%0A7IXgLxn4ktp7PxBqmlRzalBLp72ZjnP318p/mUA5Az1rnWDqvDPEfZT5fm1cbmubl6nzXJ/wTv8A%0AgPPO01zrfxjuLhzuklfx7f5c9yf3lbEH/BPf9llbKNNR8Caj4gulXD3uqa/eXFxJ/vO0mTXofxU1%0Av4iL+2/+z94V8My6xpvgy8m1G+8TXlrAWhnWGFRFbStjChmfdzjO2vpTIAOTilXw0qVOnJtPnV/T%0AW2v3DUr3Pi3/AId7fslYz/wqu3B9Rqt1n/0ZVPU/+Cff7OuoX0cttaeP9DhRAi2ul+Mr6CEAeiiS%0Au++AXxj8WfGr4rfFrXobLTrX4P6RrH9i+E7gRn7TqM1uWW6uC2cGMvhVGP4TX0/wWoxmDq4Ss6VX%0A4lb8Vf7+4oTUldHxHY/sCfBfSVlbRvEvxo0iaQYaS3+IF+Gx/wB/KsWX7AvwAt/Er6rqA+I3iK7k%0A5l/tbxpfzq59SDJXon7O0vxL1S4+MPib4kv4htH1Dx/fQ+H9H1JNiWGm25WCDyR/ckCGTd33Zr6N%0AliWa0lhkB8uRSjYODgjBoxeH+r1nTck7W1Xp+gQldXPimf8AYC/Zs1DU/wC0Y9O8aJG5yI7XxjfL%0ACfoolxiqLf8ABPD9nJnmHk/EgQSn95APG1/sYehHm9K+jfgp8KIPgt8DLfwDZeJ9d8U6TZ3txNp0%0AurMrTWsMshkEAZQCyqWbBbJ569K43wr8WPHHiX/gpD8TfhbN4TGj/D3wn4es54NZubWYS6re3BVz%0A5MmPKMUaEqyglt2O2a1WCdSdT2UuaMFe+2mi2fXXYHK1r9Thbz9gL9kS+07TLW5+CvhqRLFSsbZk%0ADy5OT5jbsyf8CzWj8Tv2Kv2bPiB8LoNJuvAOh+B5tKiLaVr3huNdNvNLKjIkSaPHAxn5sjjmvrTv%0AWF4o0C38VfDPxD4XvJri2tNX02exnmgIEkaSxshZc9wGOK44JOSUnZFNs/PGz/4J66Tq2gw63B+1%0AR+0LrWtSRCTS9fi8UhkUY/dsqp8jr0PvWnB8If8Agod4R09tM8NftM/DnxlptvkWlx4o8KZu5F7C%0AWRScn3r7o+H3gvTPhz8C/CHgHRZJ5tK8PaRb6bayzY8yRIY1QO2ONxxk47msz4u+JrvwX+y18Q/F%0AlhC1xe6R4eu72CNRyzxwswH5it6VD22IVKm78zsr+bsiZScY3Z+cvgf9p/8AbfXUvF1k3wb+HHx8%0AsvDGsNpGr6j4N1VrGRLpVDMipN8r4DDO3oa9M07/AIKHeF/DWtxaT+0L8Hvit8ALxyFS+1fS2vNO%0Ack4/4+IRgD8DXtv7F/gu38Ff8E4PhvmZL3V/EFh/wkOsXoA3XV1enz3dj3IDqufRRXCft76rdL+y%0ABovg2HZZ2vjXxTY6BqOqyWplTT7WaQebISFO35QVB9TXryyqjXzd4OhK0eZq77Ld/gzJ1XGlztan%0ATD9vT9j1rhIv+F/eBgzrkbpZQB7E7OD7Guev/wDgox+xzY6oLQfGPSr879jy2Vhcyxp/tFhHjb71%0A7Xo/7NvwH0b4fad4bg+FHgKfTbW1jhHn6JA7ShFChnYrlmOMknua8K1XwQNH/wCCo3gHwfpPwzs9%0AM+C8vhC8+1nTPDcDafdXjHCx3LhfkCrkrnqTivOw2BWInUUJaRTlr1S/VmspqNjB+Ovxtg/aB/Yq%0A8QeFP2TPE9p8Qtf1rVrXQdX1HRJCToltcn97cvuwQoj3fMO9fXnwi+F/hn4M/s6+FPhr4StUtdG0%0AWxWBWAw08mMySue7O2WJPrXyr+z7F4Y0r/go78cfCPwb8D+EfBXwx0O2to/EkumWSxyajrL8jBBw%0AqpGWyAMEmvvDvUY7AVcHNU6vxNJ+l1dX87BCopq6Pj74gD4pePv+CmPgLwLpkmv+FfhX4XsV8Ra1%0AqlqrpHrNxu2xWfmAYKg8suelfYePmxSE5owavHY5YiFKCgoqEUtOr3bfm39xMKfLd33PyS+IrePv%0A2Zv+CtPxI/aL8Z/CPxJ8Z/AviLRIrbRNb8PKskvhmKLl45Im+6Dz84xxXbxf8FG7/XvDFnqXgT9l%0Af44+Jba9ZRZXlxBFZ2c+44XbM52tk+hr3r9t/U/H1t+wL4j0T4c+Etf8W694glj0ySDSIvMmggkb%0AEsmO3y5GTwM81+eH7S/xj8OfDHxd+yT4PutIvPEXgfw/p8E998OPD+rxTav/AGhEoESTpFu3bSCd%0Avc19DlnD+GxGXwr1aii5Sl1W0I327yeiMJ4iSquKV7W/E+r/APhp39tbUZC2j/sO6hbQdQdS8X26%0ANj6DFY2pf8FFtR8AeHdQtfjF+zB8a/B3jGwUtc2tjYC809kHWRbsYQJ9c0tt/wAFSvg7Gn2PXfhT%0A+0BoOvxj/SdKk8HO8sHpn5hx+FebfE7/AIKI/AH4o/B3xJ8PvGfw3+P3hfwdrlt9jvvEDeGTF9ki%0AZhmUk5wB368V8vhI0XXh7ZtQur23tfX8Dqnfl03O7uP25f2ide+GMvjfwB+xr4pl8FLZG9XW9e8Q%0AQ20LQBd3mgYB245zXxl+0/8AHT9sT41/8Eybjx9r+jeD/g18HtWaOK2g0vUJJNV195H2RQKDyEY8%0A9RkCv1A+K/xx8DfDv/gnJok/w1vPDnxFk1mxs9C8Iaf56TR6jJOqxReYi9Vxywx6g189/td/Cb45%0Aan+y5+zDqGm+BrT4qTeBPEFtqnjDwl4djSzW9KKpjWGL7oRGGMDp6V62KwdGODeIhGylNqOutku3%0AzWplCo3U5X0Wp9S/sWfBeb4C/wDBN/4f+B7u4urvW2sf7R1MzuTsubj966L6KpbaB7V714F1XxXr%0AXhKe88XaLbaFf/a5EhtoZS/7pWwrH0JFfKP7J37Xut/tDfFv4o+AfFPwm1D4W+JvBJg+12s1+tyA%0AJdwEbFQAsi7eRzX3ETmvmJ0ZSqxnzNJX06O/+QTpSdWM1KyV9Ojv/kJRRRXQbBRRRQAUUUUAPH3a%0AKB92igBlFFFABRRRQAUUVy/jPxr4T+Hnw21Txh431/TPDPhrTojLeahfzCOOMD69SewGSewoA6iv%0AhP4x/tt6T4e+LE3wi+AXgzU/2gfjV9ybStFf/iX6Sem68uh8qY7qDn3Brx3UPid8ev26NUuPDPwI%0Ai1v4Kfs3NKYdY+JOoQGHVNfizho9OjPKIwyPMPr17V92/BP4C/DP4AfCaDwj8N/D9vpdt9++v5P3%0Al5qM38U08p+Z3J55OB2FPYD4oXSv+Cq+oQjxEvir9nLQnZfNXws1jJKqDqImn2E7u2Q2PetCz/bb%0A+Lfwm8rTf2sP2afG/hHb8reK/A8J1nSZf9sqhLxA9cEn6V96at8QvCWifGfwz8PtQ1QR+Ldft57j%0ATLBYmZpIoQPMckDCqMgZOMmtLRvFPhbxVf69p+i6xpeuTaPemx1aG3kEn2WcAExSdgwBGRWsqFSM%0AeZxdt/kJSTPkyf4q/si/tt/AHWfhovjzwr4jt9VhMf8AZN5KLPU7Ob+CSOKba4kU4IKg+lcv+x74%0A38eeGtN8T/syeMNPXxB4s+FutR6U2qCdYPtGiSxs9ne7SPnOAEIGOec17l8X/wBlH4E/Gnwxe2vi%0AvwFodprciE2niLSrVLTU7KXqssU8YDBgeecg9xXH/s+/ssal8Fvjn4t+IfiX4weLPix4j1rQ7PRv%0AtGtWcMTxW1oW8nc0fMj7WALNycUo1Xycj23t59x2W59e8Z718q/tkeO9R8JfsYar4d8MOX8eeOrm%0ALwt4ahQ/Obi8PlvIB1wkZkYntgV61qXxa8K6d+1V4d+DuNRvvGGraRPqpS1hDxWVtEwXfO2fk3sS%0AF4OSDXS674J8J+J/GHhbX9f0Kw1XWPDd1Jc6HdXCbmsZZE8t3TsGK8ZruwLWExNKtXg3Fe8l37fJ%0Ata+RnNOUWos/G7/goo118IP2Lv2af2eNEuE0jwZLFKdTuinF09hbx+XDnsXkkZj68HtX5mz+aum3%0AEkMjxXEqPGxj+UnepVl46AgkEehr+kX9rv8AZxh/aS/Zhj0HTr600Tx/oGoR6z4P1a4hEkdtexch%0AJAQcxSD5WGD2ODjFfhj8Wz8OdIs/F0vxJ0nxZ8Dv2hrMx/bvBd5as+j6xctcL51/YXXIMTIWYR5A%0AHYmvz/i/LcVj6qxMZap3fn1Z/Wn0cfE7JsjpVsox0bOs/dn0TdlZ9l1ucFrTCL4vrpZaB3TxLJY3%0AaIdymM3NouM9CD5JH4V9aePL3RPA3/BbvXG8W6pb6Loa+J5r6a6cEpbw3WhJCjHA672C49a+OptJ%0AtrT4OL8SG+IvwtcK39oNpg8TwvqgfejLm3HJcsSducjac17RpOhaV+1D4V8D+E/gjonjX4m/HO/0%0AOK28aeOdYaWHw74a/eGRp3kI3T3SI3lKM7cKMKxAx52VYfGVeaLhy6p69v8AM/RvELibhfLalLEf%0AW1Uj7OpTkqdnLndnfyStY+hf+CUfw7v779sD44fEfWw2oweD9Lt/Beh32QY1JmeWdEI4JURRZwek%0AvvX7r9u9eJfs8fAvwp+zn+yn4b+F/hPfcwWKGbUtRmUedqd5J801zIf7zN0H8KhVHAr27nGK+7pw%0A5IKPY/hnNsd9dxlTEWtztu3qfF37a3iLWL74JeFvgR4PuZYfGvxa1pdAiaE/vLbTgPM1C49gsClc%0A+sgr4R/Z7/Zp+IXiz4GftY/FSDRNb8N+IPE+gah4R+HWhXoaydbOKPyY2dWxtysUMaE8cOe+a/V6%0Ab4OaPe/txWnxy1LVdR1DV9O8LNoOi6XMq/ZtOEkxknuI+M+bIAiEk/dXA616/wBBxx9K+7wPF88s%0Ayx4LCxT57OUmtbqV2vSyivv7ngTwSqVfaTfoed/CHT5dI/ZT+HGkz6BdeFZ7Hw3ZW0mj3Do8lk0c%0ACIYmZCVJBHUHmu11XTotX8L6lpM8s0EN7ayW8kkLbXVXUqSp7Hng1odvemsyJC8kjrHGoJZmOAAO%0ApJr42pWlKq6mzbv+p3JJKxwvww+Heg/Cf4BeF/hz4Y+1NoehWYtrV7l98sgyWLOwAyxZiScdTWn4%0A38G6F8QvhF4i8EeJ7aS78P63YSWV/EkhRmjcbWAYcg4PUV+Vf7VH/BRrxloMuv6F+yl4A1D4jp4b%0A1WCz8SeOv7Ne80a2mZtv2SIpxJIWKqXzgZOM9a2fDfw0/wCCg3wn8JaD8adA+I6/HXxZ4itlu/Gn%0Awu8TTC1tLR5RuVLGQkCFogQpX5QcHr0LeIqut7Zy96979b3vf7w5Vax+mvgLwTpPw4+Dvh7wNoM2%0ApT6No1otrZtqF29xPsXoGkcktjoPQADtXB/tD/D6X4rfsgeM/h3beIbDwxea3Z+TBe3nMIYMG2uu%0AQWQ4wQDnBr4qfQf+Cm3xrZk1nxR8Kv2XPDE/Dw6NGdU1ZV9nJKhvcOtSQf8ABLr4beIZDqXxe+Mn%0Ax0+K3iGUbrm8v/EjQRs3faijKj0G41pTxtaniViE/fT5r+d7icFy8vQ/QrwfJZaP8L/DWiXWq+HW%0AvbDTILWZbCZVg3xxqh8tSxIXI4B7VS8NeALTw38YPHnjK31jV7+bxVJbST2dxIGgtTBGUHkgDIDA%0A5OSea+Cn/wCCT37L20m21D4sWcmOHh8Wy5H5g1mz/wDBLD4eQNjw98ff2jvDsPeKHxQHGPTmOs3X%0Am3N3+Lf77jsfptqGq6XpFk1zq2p6fpduoyZbu4WJQB3yxAry3Vfj58BNLZLjVvjB8K7d4idjSeJb%0AQsnY4w5Ir4v0z/glX+z48qy+OfFnxk+JUg6jW/FsoQn1xEFP616rp3/BOT9i/TYY0T4HeH7soMb7%0Ay7uZi3ud0hzWKdhnqb/td/svITv+PfwtGPTxBAf/AGauT8XftXfsZa/4Ev8AQfGHxm+Euu+H72Py%0A7uxudQjuYpl64ZADn8qkg/YU/Y/t1Aj/AGevhqQP7+mB/wCZNacP7Ff7JdvIGi/Z5+FKsOhOgxH+%0AYqoTcJKUXZoNHueb2P7d/wCwt4F8EWeg6F8ZfA2maLp8Hl2enaVZ3BjiQdFRUiwPpXn3/Dzb9hix%0A8X3mr23iu7fWJkEc+o23hW4MsyjoC+zJA96+utK/Zq/Z60Ny2k/BP4YWLHvH4cts/qleg2vgHwLZ%0AWogs/BfhS1hAwqRaTCqj8AtU6022+Z3e/n69wsj4Nk/4Kt/saKp2+MvFM5/ux+Gbkn9RUUX/AAVc%0A/Y7YEN4k8aW6DoX8MTgfhjNfoAvg7wihynhXw4p9RpsX/wATUp8KeFiMHw1oBHp/Z8X/AMTWYH58%0AXH/BVr9k0iNNHvPiP4nu3OEtdL8JzSSk/RitZC/8FMtM1W7lHhL9lv8AaY8UWq/dnh8MNGG/DnFf%0ApJbeHfD1nOJbPQdGtZB0aGyjQj8QK11VV+6iqPQDFFwPyp0H9ufx5pGjRaF8Pv8Agn38c9P01JGe%0AO1W0WxhVnYszY8nAJYkn3NbUn7T/AO3z4rkf/hBP2I4fD1uWCpP4t8SxoV9yqshI+lfp9n04pMn1%0Apyk5O73A/Mo+O/8AgqfKoZPgv+ztb552vrsxI/8AIlUJvFn/AAVemn3RfDP9nW2UdU/tSRgfzfNf%0ApxJqWnxa7b6XLqFlFqdxG0lvZvOomlRcbmVCcsBkZIGBkVdyfU0rgfml4M0n/gqRrXi3VtX8VeLP%0A2evBem3ChbbR5dOlv1tyoAyhj2thuSd0jcjoK7m5i/4KRW1+8VpN+ylqkKEKt3JDqULzAfxFATtJ%0A9MmvvPJ9aKQ7nxCnin/goLaXdnp0/wAK/wBnHVWKAT6tB4mvoYQ3c+UYy34ZrObRv+CjOvefHceN%0Av2avAKI+6GXT9FvdRdx/cYSsAMeor7vooEfDFn4F/wCCgttc+Zc/Hz4D6kmP9VL4DmQfmsoP61Uu%0APhx/wUGu0mSX9oX4GLbyghoD8PWddp/hO6Q5H1r7yopp2A+CYfhJ+3ncWEelXP7Tvwr8PaUE8sSa%0AF8OUWeBQOBGHcqOw6dKtRfs5ftWXUsUWt/tq63eWG4GaODwFpyOf90sGAPvg192UU+Z3vfUD4a1D%0A9m39pu3jhi8LfttePIIclpjrXhXT71yT/dYImB7c1nD9nj9seKQSR/twahI68qkvw+sShPoeelfe%0A1FSO5+S+oWP7X/7IXgv4sfE+y+HfwE+K1vesdY8Ta/pcl5pmoXvljl2tAWj3AEn5CPWt3wv/AMFc%0AP2ZdT+AmheI/Ef8AwlOleMrzdHdeE9O05r25gkXuHG1SjdjnPtX6jTwQXVhNa3UEVzbTIUlilUMr%0AqRggg8EGvJfCX7P3wO8BeKr7XPBnwm8AeG9Yu5DJcXtjosMcrsep3Bcj8MVvXxFSvNzqybfd+RMY%0AqKsj8+7z/grv8Do/D2qSW3w5+MUOrLAw0mC80ILHez4+SPcrkrk47V5vo/7df7aml/H74MeA/HPw%0AQ+HtnffEq6W60JGupoZvsTk4jkTeTE6DBLMvTsa/ZqXR9Im8vztK0ybYwZN9qh2sO4yODXyJ+0j+%0Aw98Lv2m/iv4Y8a+LfEHjvwz4i0Kye0srrw7qS2zBWO4NyrYYHuMe9ZJpO5R5t/wUQ+Jvj7wP/wAE%0A7dB0fRL0eF/GHjbxBZaBdXWmXLN9lWdwsoikIB6HG7ANet/s+/sWfAP4Bxad4g8L+Dob/wAePZp9%0Ar8R6xO17evIVBkZHkJ2ZOfugV+Rf7ZX7Nfxq+AvgzwTH4m+O3xB+Jf7O6+IIZBqmpx/adQ8JXQYe%0ATcHJIdAcZwVBx0FfV3hr9iDxv8TfhFb/ABktP21vH/xB+LjQrc+E/E2k3wi0aIoMpE8ClsqeA4yM%0Ac5HanKLettAdkfru1lZNdNO1namZhhnMK7j+OKp6noOia14bvtH1bSNO1HS7yBoLq1nt1eOVGGGV%0AgRggg18j/smftI678V18WfCr4s6MnhT4++ApFtfFGnLxDfJ0S9g9Y3xnHYmtn9t/4y6l8DP+Cbfj%0A/wAZ6DcG28TywLp2iyL95bmc7FZfcDJHvipS1sB+T37Yf7Pn7Kvwk8Q2Ph79n7VvGtx+0xqWvQt4%0AU8KeG9fe6j0y48wNveLkQovYZBHsBXXftQftn+OdI+NPgH9nTxH8Uda+FcemeG7aT4j+KfCFib3U%0Ary+aJS1va46d8tnrnr0r9B/2Pv2UPh38Jf2ZvD/iXUvDttrHxa8S6Ot14p8T6gDNf3Etym+RFkb5%0AkT5sYXFflB8W/Gmv/stf8FifiL8OP2avh7ofi+TXNOtbe3tr7SG1W40m+uAoEqzMGkRQSSVJ2+vS%0Au6k6M6E/aTalG3KraPXX0Jbd1ZH6qfsJeDP2ffDX7KWseOPgb4t8R/ERPEl+914j8Q665k1W4ukG%0ADHOmAUZf7oHfPOc190oweJXAYBhkBhg1+Yn7Lv7Imv8A7KfxZb4nePfj7ruqz+LT5es+FrLTRb6X%0APqdyQdxUE8qchTtX3OOK/TwHIyK8uNSLqOKlt0J505tJ7dBaKKK1LCiilwaAEqhquraboegXOqav%0AfWum6fbqXmuLiQKiD3JrmPHvxB8M/DnwTLrXiS/S2jAPkQKcyzsP4UH9egr8hvjd8d/Fvxd8SyW/%0AnS6X4aik/wBF02Fzsx/ef+83vXBj8xo4SHNNns5VktbGy91WXc/Y7wh4t0Pxz8PrLxR4cuje6Ndv%0AKtvOUK+Z5UrxMQDzjcjY9qK8Z/ZNjMP/AAT+8ARnqPt3/pfc0V0Yasq1GFRfaSf3o8/GUPY150/5%0AW19zsfQ9FFFbnMFFFFABX5b/ALT3hFPHH/Bav9nTwV8XJrnxX8Dtc0+5fSfCqymO1GrQDcJLlB/r%0AlI6A8DpX6kV+dPxYmPjT/g4S/Z18J2h3p4O8Kajr2oY5EZk/dx59Ce1NAfobZWVnpmkW2nadaW1h%0AYW0Yit7a3jCRxIowFVRwAB2FWh1pO9cf8QvEJ8JfAbxn4oVXeTStFubuNVUklkiZhwPcCrpUpVKk%0AYR3bS+8Tdlc+FNJ8aW15+1P+1H+07qeJfDnw70WTwx4XaTBQvAnmXDof9uYqn4V7t+yR4F1HwV+w%0Ahol7for+NvFIm8RazNcdZby7Jlw5HOACq/QV8a+GfCXi/wATf8EMPhj4Z0jwT4q+3+N/GNrceKYl%0Asy0/2ae9M89zIuM+UwC8noDzX6z2drFY6LZ2UCqkNvCsUajoFUAAfkK+54nrwo0XQg/tcv8A27TS%0Air+rcmcmHvJ8zXT8WeY/BXw38QfCv7P+naX8UfEw8WeNWubi4v75JmkjXzJWZIkZgDsRSFGR2r0H%0AXda03w34K1bxDrNzHZ6TplnJd3k7nAjijUuzH8Aa1gM18aftm6ve6z8LPA3wK0OZ49d+KXiSHR5v%0AKbDx6dGRNeyccgeWu3P+1XzGBoPMMwjGWik7u2iS3b+SudE3yQ0Kn7Iuial4xXxz+014tt5I/Enx%0AIvt+iwzD5tP0WElLOFfTcv7w+pavtYjngVmaLpFj4f8ACGl6HpsEdtp+n2kdtbRIMKiIoVQB9BXz%0A540+OHijT/8AgoB4B+BngXwdp/ieW80ttZ8X6ndagYBo+n+YYkZFAO+VmGQpxkdPUbYp1c0xlSdJ%0AWSTaWyjCK0+5WXqKNqcUn/TPpbOOor428F3cXxV/bx/aZ+GnxN0Xw7438J+Fr7SJfD1pq+mQ3Is0%0AubENIi7lPBdGbnnLGvso/erg9A+G3hDwv8ZPHHj7RtNktfFHi5rZtduWuHdbg20XlRYQnamF/ugZ%0A6muPB16EKNaNSN3KKUfJ8yd/uTRclK6aex5dJ+yD+y1JqRu3/Z++EpuN27f/AMI1b9fptxXueg+H%0AfD/hbw7DpHhnQ9I8P6XEMRWenWiW8SfRUAFeT+NvizqPhv8AbW+DHwn03TNNv4/GFrqt3qk80zLN%0AZQWcMbI8ajht0kgUg9unSvcK5q2HqU4wlP7SuvS7X5oale4uc9a+Rvg14w8T+PP+Ck37UdxPr+qS%0A+BvCM+leGNI0Zpj9lS7W2NzdzhD0kLTRpuHUKK+uPr0r4r/YZSTUv2ffin49lS4DeM/i54i1eJpi%0AGJhW8NtFtb+JQtvwfrjgV6GBhGOCxNRq+kYrybd/yi0RL4oo+1M8UV+ffxl/al+MGqfth6l+z5+y%0AP8P/AAv8RfH/AIdskvfG2ueIrxodI0MP/q7UsjLuuGGDjdxnGCQxXyfxB+0d+3Zr3h7UPgJF+zFe%0AeEvjtqhFunjzTrgy+FNOspRhr5Z2LDzUBOIy5O4ZwThD5Joel/FX9oL41/Ff9rbW/wBnn9j9fDdp%0AqPhpR/wsD4la3bm407QZWzts4UwRLc8HIwcEEYG0kcXqv7M/7eHxD0lPhj8WP2ovCF98Ib9wfEGp%0AeHNCNjrt1AOWtUZVCqj9C27p2I4r7M/Zu+APhj9m/wDZg0nwB4fll1TUS7XviHXbnm51i/l+aa5l%0AY8nLcKD91QB6k+80gPP/AIa/C3wH8Ivgpo3w9+H/AIdsNB8K6bEEhtYowTI3eSRjy8jHkueSa9Bz%0AjNJRQAd6KKKACiiigAoorI1XxBoOhIja3rmj6MrglDfXscAYDqRvIoA16K8dl/aI/Z/guZIZvjl8%0AH4pkYq6P4xsQVI6gjzeKoa18YfDfiz4aa5bfBD4sfBPXfHqQgaYl94giu7MSk8CZbaXzMHkfLzTs%0AB7jRivzw139pX9rr4QaOdS+MX7J9r4z8N2wL3/iL4V+JPtywwr96X7HMnnYAycZ6d68l+Kv7Renf%0AtS/GX4DfC74Y/GW++GvwX+IdldNrmvabF5GrXN5CcHRvMb/j1mZck9yOmRiiwz9V7/WtG0rw9dav%0Aqer6Zp2lWqlrm9ubpI4YQOpd2IVfxNee+D/jp8FfiF4uk0DwL8WPh54v11ELtp+keILe5uNo6nYj%0AliB9K/Nz9sL9nf4efC39lD4A/Cj4eWMegeCdX+Lumx+ILK+uZbldY3/fe6eRiX4U5ycc9K8X/aQ8%0Ae/s1618S/hDov7KnhDRtF+MXhn4s6fpmlat4a0COxh1CMHF5HDLFgzwqDtcsNv3sE80WEfZPxP8A%0A22vHvgr4H/F7VLn9n3x14B1vw/qEOleFdU8VRZ0rXLue48iHYV2uykZcgcYx83NfSNv+0n8JtG+L%0APgT4SeMviN4Sj+M+vW0anQNOZ5GFyYt7qQu7yQcNtEjAnHevxD/ag+KnjfXP+CIOty+KfE+s6zr0%0An7QGoW1tdXd28ktulq8rJGjE5VUJG0DgYGK634I/tifsnfsw/sUTXPgnwlc/EL41yaLZ3up+JdSh%0AVn1TW7lWLwPcSEyokHVtuFA4Byc0bjP6FcGgdRX5Vf8ABNv4yftT/HrVfir8R/jLqlpqHwwu7iOL%0AwuI9NW3h+0KzCUWhADNAq7VLNuy3Q5Br9MPGPhtfGPws17ws+t+IPDa6pZvbNqeh3n2W+tQwwXhl%0AwdjjsccUhHw/491q1vP+DkP4E6CxMT6P8J9avnkMwVSZ50jCkd8CMn8favubxV4p8OeCPh1rHi7x%0AdrWn+HvDOlWrXWo6leyiOG3iUZLMT+QA5JIABJAr8QNE/Y4+Gvj7/gvR8SfhP448Y/GT4g+H/Cvw%0A6sr6PUtc8YTS6iLid4zsNygVvKCvwgwMk9a4r9t34K6v+y7YfCTQL74s/Efxn+x94h8dWj+IvCOu%0A3bXs+mtbsJWiScgM1vJH5hEZIwyZ5ODTA/U74H/tyfBL9oT9oS4+G3w7g8fSa1HpEurRXep+Hntb%0AO4tEkWPzkkZs7GZhtJUZ578V9Q+Ir3xNYvoH/CN6Baa6LnWIYNWM+oC2+xWbBvMuVyp81lIQCPjd%0AuPIxX8wcn7Tlro37Kf7RuteGk8Wr+0t8QvEJtdWv9GsJrePwf4StmiMKwSqAIYnQiNQpHBUkjC5+%0Ao/28vjr8Xnv/AIF/swfBrUPEGj6PfeE9L8Q6R4qh1iX+09fEVrMyxSuhzkGJHOWJdyCeMUWA/fyi%0AvxV+GP8AwUL+N/iTxB4Q+O/izwbpHh79jmXV7Xwfr2oyx77+y1F7dDJqjuuStsJ2CHqoVgOW5r1H%0A9pr42ftT/sq/tGL8fRrnh74xfsia1d2kNzolvBFFdaDFMECyRSoMyBiCUk3OrFwrKuVaiwH6s0V5%0AR42vvHvjT9lpNW+A3iDwnpPijWrK2u9C1fxFaSXFnHBNscyGOM5ZvKYlR03YzxXzP/wzZ+1T4kuF%0Ak8c/tx+MbKGWLbdWfgrwXYaUAexilbzHTtk4J+lID7wwfSvmrXP2xP2YvDHxv1b4b+J/jN4R8N+N%0ANMm8m/07VpJLTyXwDt8yRFjJwR0Y15An7IXxq0SNrvwj+3T+0LFq4I2HxJHY6vaEZ5DQvGvX1DCu%0AG8YfsiftTfE/Q9R0L4m/tO/DDVtCvYWiup4Pgzp7XpXGAVkkc7Wx3HTtTA/RTQvEfh7xT4dh1jwx%0Aruj+ItJlGYrzTL2O5hf6OhIP51sV/MxqHhXwZ+xx4mTQv2cv2nfGXxH/AGo4NfEMXhjwborXGkan%0Ab7kAtL6AM8fmD5ssrnGfujGR/SF4Mv8AxFqnwh8L6l4u0mLQfFV1pUE2r6bFJvS0uWjUyxhu4ViR%0A1PTqaAOlooopAFFFFAHlfxy8E6b8RP2PviP4N1XTl1W11Pw/cxC2K7i7iNmTH+1uAxX54f8ABJK6%0AfT/2EtZ0TVfH9jqF9F4kubeLwpM6Jc6OYm2uCpbed5G77oHFfrKDxX5KfEb/AIJt+Fvif/wUm8e+%0AL9V0C98F+Bdc0yO507xD4M8QCxu7TUQf3pltmRg+887lwB35r0cJOrKhVpxmkrXafWz0S89fzJa1%0ATNxPJ8N/8HXEsl2V0iHxJ8MNtqWO1dRljxkD+8y4NfYP7Un7OWiftP8A7Llx8Nda8Rat4VI1CG/s%0A9TsEDvBNESVJRsBhyeMjsc1+MPxk/Z6+M/w6/wCClfwS+D1p8f8AxJ458Q3lpLqHwy8Ua8h+3aHc%0Aw5ItZn3MXt5Nu1u3Odo5r9Yf2TP2mNZ+NFp4x+HfxN8OR+Cvjr4CuVsvFukRSB4Jz0W6gP8AzzfG%0AcdjXA207lnyf42/YX+JnwN+DV98XPgv+0l8afE/xU8Jwf2lHp3iHVRLpuqRQjdLbtAB0ZAcAkjjH%0AvXmP/BKj4t6R8XP2tv2i/Gfjb7S/xv8AENxDe3IFt/okVkhK7I25KMJCQQT0xiv251Owj1Xw1qOm%0ASyPFFeWskDumNyh1KkjPfmvjX9jn9jHw/wDsl6R4/lt/EY8ZeIfFGrtcy6pJp627w2wJMUA5YnGS%0AScgEngCkB9o3FrbXaKt1bw3Cq4dRIgYKw6EZ7j1qftxRRU8qTvYnlV7hRRRTGFcd4+8caP8AD/4Z%0A6h4k1iVUjgQiGIn5ppP4UH1NL448caB4A8FTa1rt0sagEQW6keZO391R/XtX5f8AxT+JviD4p+LB%0APfytbaTEx+x2CN8kS+/q3qa83MszpYSneT1PcybJauNqLT3erPOfiN478S/E7xvd6xq1xM6OxEMA%0AJ2RJnhVHYV52mh3Kkt5TZ7V6VBaxxqAFBHuK0lWM2hO1cjtivyfMcyniKjlI/Zcvy2OHgoQWh+kv%0A7L0TQfsL+BonGGH2zI+t9cGitP8AZ3G39jrweOn/AB9/+lk9FfrWUu+Bo/4Y/kj8QzlWzCuv78vz%0AZ7NRRRXoHmhRRRQAvHOTivzb/ZOuIfir/wAFR/2tPjmHF3p1lqdv4P0OY8gQ2y5kKn/fyDivtr4x%0A+MYPh9+yl8RfG1xJ5UejeHrq7D5xhlibb/49ivlr/gnB4Pn8Mf8ABKrwVrF+jDWPF11deIr93HzM%0A9zMzDP4fzpjPue7uYLHSLq+uWdLa3haWVljZyFUEkhVBJOB0AJPaq2l6lYa94XtNUsWe4068hEsJ%0Amt3iZkI4yjgMv0YA1o54ozxijoIRQqIFRVVQOABgCvl34i/tqfst/Cj4vP4D8ffGTwzoXiyKRY7m%0AwEc9wbVmxgTPFGyRHnkOwI74rn/22vjjrvwV/ZES38C7ZPin401SLw54PjH3kurg7TMB/wBM1O72%0AODWX8Nv2LvhX4E/YN1f4fax4W0Dxb4y13Rbg+J/E2q6fHc3+o388TeZM0zgsMO3ygHAwMUAfZWna%0AjYavoNnqulXttqOmXcKzWt1bSB45o2GVZWHBBBzkVUu/D+g6h4u0vX77RtMvNc0xJE06/mtlae1W%0ATAkEbkZTdtGcdcCvhT/gmd4m1DWv+CXei+HtTnkuL3whrmoaBudixEdvOyxjJ9FwK/QPBpqTi7pg%0A0B7knAHU+lfC/wCymkvxJ/aW/aC/aNuwXtde8Qf8I54XZh00zTSYgyn0eXzCcdcV9vX1nHqGg3th%0AO8scN1A8LtE+1wGUqSp7Hng1yHw2+Hnhr4U/BPQfh/4QguYNA0iAxWwuZvMlfLFmd3/iYkkk9ya9%0APB46FDCV4L452X/bt7v72omcotzT6I6DxFJrsXw/1yTwxb2N34lSwmbSYb2QxwSXOw+UsjAEhC+3%0AJA6Zqj4L/wCEt/4VJ4cHj1tIfxp/Z8X9tnSlYWn2nYPM8oNzs3ZxnnFfGXiL/gov+z/4a/aG1XwX%0AeWvj668M6Tq40fWviDZ6E03hvTr4kDyJboNxgnBYKQOe3NfdlrdWt9plvfWVxDd2dxEssE8LhkkR%0AhlWUjggggg153P7nLbzv1ND4g+JBP/D/AI/Zs5OP+Fd+IeP+BwV9d+O/Gvh74b/BjxN4+8WXT2Xh%0AvQdOlv8AUZ0jMjrFGuW2qOWY9ABySQK+TviDZ3Fx/wAF7P2eZ4ULx2vw28Qyzn+6vnWyA/8AfTqP%0Axr6F+Onwrg+Nn7JvjP4WXWsSaBbeIbVLeW/jtxM0KrNHIcIWXOdm3qOte9jlRk8EqrtHkV2u3PK/%0A4GEL+96npWnX9tq/hqw1O1Ehs761SeISxlGKOoYblPIODyD0ryzXJvAf7N37FfibVNB0fT/DXgfw%0AXoN7qUWn2wKxIEWSdlGTnLuT35LV6vZWkVhotnYwf6m3gSJMn+FVAH8qpa/oGj+K/Aus+GPEOn22%0AraFqtlLZ6hZXCB454ZFKOjA9QQSK8GU7XjF+7f8A4Y3PhL/gmx4CvtA/4J02vxL8TRiXx98VNZuv%0AF2vXzktLcC4lb7OGY9vKAcDoDK3rX6CZr83P+CZOr39j+yL8TPg9qV3cXj/C34mat4bsnmkLsLRZ%0AfMiHPQBmkwM8DFfpFUMYUUVj694h0Twx4an1jxBqdnpGmQkCS5uZAiKScDk+5rOpUjTi5SdkiJzj%0ACLlJ2SNiiooJormyiuIJUmglQPHIhyrKRkEHuDUtUmmropO4UUUUwCiiigArwf4ofsw/AP41ePtN%0A8UfFT4Y6B4313T7f7PaXOotKRHHndt2K4UjPqDXvFFAHzav7HP7KCIFX9nP4NYAxz4TtCfzKVg+J%0AP2Kf2Or7w7cXGtfAH4VaXY2kTzTXdnpaaeYUCks5kh2EAAZyTxjNfWFRzQw3FpLb3EUdxbyoUlik%0AUMrqRggg8EEdqLgfgN8ZfEX/AATs+HGkTeFvhDrnxj+KvjK5hePTvB3w/wDiFrNzp95O+QqzSLMU%0Axk8rGSxHGK84tvhTrX7PP/BMeLwJ8W/hL40i8Q/ES7ufFXhjUPDtrPe33hHWoCg0+0wiMwkdfvFn%0Az2OSOP6GNA8A+BPCly03hfwT4R8NzN96TStHgtWP1MaiutzTuB+T/wC1pBN45/Zl/Yv+H/xi1S48%0AIX3i3X4I/EWsyzpaTabcpp7Zcl8Kr+Y44PfjvXs/7KX/AAT8+E/7MfiaXxhHrWrfE3x6yNHYa9rU%0ASKunQOclLaJSVjLZ+Z8knPGBxX0b8b/2fvhr+0J4S8NaL8SdOvb6z0LXIdX082s4idZojnaxIOY2%0A6MvcDrXtEUUcNtHDCgjijQIijooAwBRcD81PFn/BOew8Z/Dnxh4O1D4u61pXh25+I0vjLwmmn6NE%0AZdElnB8+F2kYi4DMchjjbjpXinxV/wCCPHwom/Z3tk+Dms6pZ/FrTjHOupeJ71p7DWnUkulxEq7Y%0AvMPeNcDoVIJNfszRSuB8K/A7X/2ytI0v4feBvF37NXwb8B+EdMZbDVdR0bxmqww2sY2rJa2Ucb7c%0A4yFL85/hr7rpM0UAfInhL4F+LPDf/BaD4tfHl5tNl8D+LfAen6bEFm/0iO8t3VWQpj7myNWDZPLY%0A7V6x8evgb4H/AGiv2YfEHwr+IFtPJoupKrw3VsQtxYXCcxXERIIDqfUEEEg5BNex0UBc+f8A4e/s%0A2/DjwN+xJY/AzULFPGvh0eHP7C1a+1e3j+16rbEMNsroAcAMQgz8gC4PGa8q+H3/AAT8/Zp+GvxA%0A8D+KvD3hvxDceIfCeqy6lo9/qWvT3UiyPCkIR9x+aJFjUpH0Byec19q0UAeYeIPhposX7LXif4df%0AD/wv8PNBtLzTrmLTtL1DQI5tFWeXc26e0TaskZkbcy8bua/Lv4ifstft9ftHTaf8HvjN44+CngP9%0AnyyvLZ7qPwLaOhure3K+XFDC67xgD5VdlRSBw2AK/ZOincDG8OaBpfhT4e6D4W0SA2ui6Pp0Gn2E%0AJbJjhhjWONc98KoGa2aKKQBTWVXiZHAZGBDA9CDTqKAPOPAvwf8AhV8MnvJPh/8ADzwh4RuLuaSa%0A6udN0yOKed3Ys7PKBvbJJPJNej0UUAFFFFABRRRQApIxwK/P/wD4KB/Ez9p34R/s46L44/Z+/siH%0ARbO7I8YX8ukjULqwtiAFnWIgjylOSxCkivv+mSxxz2skE8cc0MilJI5FDK6kYIIPBBHagD+cvwf8%0AVNM079qfwj8YJfjPr37df7Ud1prW/gjwh4Y0GWz0zQ2mHzPcyMqkKm77oRMclsda/T79iP8AZ0+J%0A/wAKtT+LHxV+Otz4cufi18RtXW+voNKkaZdPhAO23Mh4OCc4XIHqetfW3gv4R/Cz4cazrGo+APh1%0A4K8GX+qymXUbnRtHhtZLlicneyKCRnnHSvQZHSKIySukaDqztgCm3cbY6ijqARyD0xRg0hBRRXm3%0Axg+KXhr4Kfs2+LPih4va5/sHQLM3NxFbAGac5CrHGCQCzMQBzQB6TWJ4j1/TvC/gu/13VZhDZWkR%0AdyTyx7KPc15V+zv8fvBP7S37Mek/FHwJFqdnpV3NLbzWOpIiXVpNExV45ArMue4IJBBBr59/ae+I%0AR1PxXF4I0yYNY2Xz3rI2d8pH3f8AgP8APNcuNxcMNSc5HqZPls8diY0l8/Q+ePiZ8Q9Z+JvxKudT%0Au5HjslYpaWwb5YUHQD39TXIwwCKIDvVi2sggBwBUs6hR6V+O5jmVTE1XKTP3HA5fTw9NQgtiuSEW%0AoTIN4waglORgsahVfmyWNeY5XPYiuVH6n/s7nd+x34PP/X3/AOlk9FR/s5/8ma+Dv+3v/wBLJ6K/%0Ab8o/3Gj/AIY/kj+ds7/5GOI/xy/9KZ7VRRRXoHlhRRRQB8Cf8FLvENzo/wDwSm8V6LZOUvPFOqWO%0AhIR6XE6q36V9h/DLw3b+Dv2cvAvhW1jEUOlaDaWqqABgpCoPT3zXzn+3T8HvFXxn/YD1fRvAsIvf%0AGWh6na69pFiTj7bLaSCXyR7sAQPevEtI/wCCkXhO98AaLoPh34J/Hjxn8XltY7a/8I2PhSaJra7V%0AQrq87jYqbgfmGeO1MD9MWwsZdiFUDJJOABXw98Y/28Phb8P/AB03w6+Gthq/x8+MszGK18JeC0+1%0AeVJ0/wBIuFBSEA9erAdhXl7/AAp/bC/atdT8dvE8X7NnwdnOX8B+DL3zdb1GI/8ALO7vRxGpHBVP%0AxWvtH4P/AAB+EHwE8DroPwq8D6N4WgZQLm6ii33d2R/FNO2XkPfk49AKQHxd4B/Zy/aV+MP7Yvw3%0A/aE/am8W+FNBtvCs8t54d+GGhWXnw6a8ilVMtwWw0oB+Y/NyBgjpX6YsMxuBgkggUUUAfgz+ytb/%0AALdMWmfFT4R/Bbwh4Y+FWiWvj3UrzVfHfjmwlY75pSRDawFSHIGCW2sOeor7P0/9nD9u3+z3fU/2%0A8o1vXO4pb/DayeJCewJYHH4V+i+eKO9O4H5o33xb/bH/AGVpG1H4/aBov7RfwZiYG+8ceCbD7Hq+%0Ajx5wZbmxHyyRr1JToP4q3f2gf2zPCutfs5+H/Bn7MnifSfiT8aPifCNP8IWej3KyyaakwxJfXIHM%0ACxKWPz4IYf7Jr9DpY457aSCaOOaGRSskbruV1IwQQeoPpXkHgD9nv4IfCz4g6z4r+Hfwu8GeD/Ee%0AqljfajpunLHNIGOWUN/ApJyVXA9qAOJ+E/7MHgL4ff8ABOe0/Z41axg8RaBe6TLB4nlnUFtUubgb%0Arm4Yn+IuSVPVdq46CvC/2E/Fuu+ET8Tv2R/H+oT3njL4Sar5GiXNyT5mo6DMd9lMufvBVIT2GwV+%0Ahnevzc/bb0jUPgl8Y/hr+234LgkF/wCELqLRPiHaQ8f2roFzIEYsB1aF2DKT6r/doA/Q2XQdEm8b%0A23iWbSNNl8RW9o9nb6m9upuYoHZXeJZMbgjMqkqDglRnoK1qoaTqljrnhXTdb0u4ju9N1C1jurSd%0ADlZI5FDow9iCDV+hyb3YBRkDkkAAZJPavAfi9+1J8AvgP4p0fQ/it8StC8KazqYD21jKXlmEZOPN%0AdI1Yxx543NgdfQ14n+2D+0xYeEP2VtP8IfB/VLDxp8ZvilGNH+HunaPcrcPJ9pXY198hOIo0YsHP%0AG7b2yQgPNf8Agmqr61of7VfxGhG7R/FXxt1afTJQPlmhjK4dT3BL4/Cv00rwr9mn4Kab+zz+xF4A%0A+E2nyRXU2jafnU7xFwLu9lYy3Ev0MjtjP8IUV7rQAV84/Flf+Ew/aN+GHw4Ciax+1vrWsREZUw24%0A/dqw9GkYdfSvo1nWOF3YgKoySfSvnH4WSDxn+0/8S/iMpEumW7JoWjy9VZIctMyn0Mhxkf3a+b4h%0AarOjg/8An5JX/wAMdX/l8z5/PWqzo4T/AJ+SV/8ADHV/lb5n0cqqkSqihUAwqjoBS0UV9IlY+gCi%0AiigAooooAKKKKACiilxQAlFHeigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigA%0AooooAKKKKACiiigDnPGGo6xo/wAJfE+reH7AarrtlpVxcafZkE/aJkjZkTA5OWAGBya/IT9n3wR4%0AW/bbEnib9pH9ozxF468ZRSyi8+Dek6nJoFpoDK5Hly20bLPMRj7+QPc1+x2ratpug+FtR1zWL2DT%0AtKsLd7i7uZm2pFGgLMxPoAK/Hb9oT4gfAH9or44fAB/2bNL07xJ8e9T8W22oxeJ9Ctnsr3S9Nt5v%0A9JkvJECt5bKCAJM5HTrTQz75+Enjj4MeCP2TPHOnfDfxDrWq+EvhdNe2GqHWry4uJrSW3UyPD50/%0AzOo4CnJGMDNfMkv/AAUL1Lwr/wAExfhp+0j44+GPn6P4m8QXOn3dvpd40f2SBTILeZRIpMnmbACM%0AjqTmvn79pT4FftSfDD4H/tP6H4F1HwFafAfxdfXPivWfEt7qLJqVupjBlshDjneygBhxz1Fdb4i+%0ACHjTxZ/wR9/Yc+Hng7wHe+IdKTxDo2o+KbZ03i0tl/eySS56IdzZz7DvTQHjXh7/AIKpfGzQPGHx%0AH0b4g/DnR5fF2pPa3XgDw9MPskdhbTI0hN3KPmKLEFck4PJ6V1fxI/aN8Q/th/sIfs/aP4j8KWXg%0AmPxr8UmstRgtb8z2mp2emRtNNIjMoZUZlICsDnb1rM8Zf8E8vF/x0/4Kh/tM+OvH+k+ItD8E29o7%0A+CXsrtLZdauPJxDCCQT5A2hWxt64B6187678OPjxf6b+zd8Bvhx8P9a8N/FzwD8PNV1WXRtUkQSC%0Ae5umt3mDM4RA0bsybjkZprTUpWZxHw1+OfxY+HH7DOg/Dbwjrr/CD4ceOvH+srqPxFFuXMARwv2S%0AJ+kTkD7+RwRyADX0RefEn4VfAfwJ4c8L694w1fXbw2u+2ZnfUr+7U/MZnK5OGySCcD06Vw/xg/Z+%0A/ay+Hn7LHg79mfw9c/DjU/ACaSmo63C3km5Op3BaS48xpQeVZiFZP4QOa+Qvg78Kta0v49658Pfi%0AD8R9T8CeJGZbE6dZ2rS3epWyR7tsF4wIjh25HynkDp0r5fOo4fELlnUso6tLc+04fnisHrTpaz2k%0A9kfoz4D+Pfwu+JviqXRfBviFr7U0hMwgmtJYS6LjcVLKA2CQDjpXot7eqoOXRT6V8D+JNItf2Y/j%0AR4N1T4e6h5nhPxDqSabqPh3UZBNLG7lQ1xBIfmUnALds4zkEY+i9b8aRwT7S6tnrk818BmGXU4uM%0A6PwS2ufouVZhUkpQr6Ti9bbHpEmrKHb5hgd6zpdfiSQDzFJJ9a8KvfHnyviUqvcEV5drXxKuNIvz%0Adxv9qtyfnTuPpWFHK5zO6tmMY7H9GP7MlwLr9h/wTOpyG+2c/S9uBRXHfsS63B4j/wCCYfwx1m3b%0AdDcrqBBxj7upXan9VNFfr2WwcMJSi+kUvwR+C5tPnx1aXeUvzZ9TUUUV2nnhXlnxd8ba58P/AIXL%0A4n0fS4NWgtbuP+0o5CQUtywDuuO4zmvU6pajp9pquh3em38CXNlcxNFNE4yGUjBFcWY0a1XDThRn%0Ayza0fZnJj6NWrh5wpS5ZNaPsxNL1K21bw1Y6nZyJLbXUCTRspyCGUEc/jV0BVdmCqGb7xA5NfLel%0A2PxO+Cdzc6Ro2gXfxF+HfmGSwitp1F9pyk5MWG4kUdsHNdXH8d0Z1ib4X/FRbjHzINCY4P1zivFw%0AvEtGMFDFJ06i0aae/k0rNHi4biShGKhik6dRbpp7+TSs0e9UV4LcfHm3tAPtfw1+KMGemdCY/wAi%0Aaq/8L7e8Ux6N8LPifqF3xiNtHMK/Us5AFby4oy1O3tNf8Mv8jaXE+Wp29pr/AIZf5H0LwEzVHUNS%0AsNK0uW91O8trC0jUtJNPIEVQO5JrwRvEPx/8UHyNH8G6F4EtX+9ea1efaZVHqscXGfqals/gPFrG%0ApRaj8T/Fes+P7tH3pZyv5Fgh9oE4P/Aiazed4nEaYPDt/wB6Xux/zf3EPOsRX0wmHb85e7H/ADf3%0AEk/7Qfh+/v7iz8DeHPFfxAmiyGm0ewLW4I7ea5C/kTUC+PPjjqzY0f4R22lRtgrNrWtRpgH1SMMa%0A95sNNsNL02Kz02ztbG1iUKkUEQRVH0Aq7168045VmFVXr4pryikl97uxrK8wq2dbFNeUEkvvd2eA%0ASad+0Xq9wFl174e+F7cNnNrZzXbkenzlBUI0b9o3SLh7i38V+BPFEfa1u9OktfyZC2D+FfQtFH+r%0AdPd16l+/O/8Ahg/1dg1rXqX787/4Y8b+H3xQvdf8a6j4L8Z6F/winjexhWdrP7QJYbqJuBLC4xuX%0AIwRjIyKg/aP8G23xE/YE+MngueL7QNU8I38USesqwM8f5OqmuQ/aL0jxBYW/hL4heCoMeK9G1AQC%0ARbcy7oZx5bB1HJUEqfarTab+0dpumJejXvAfi6NoP9I0qbT5LXzcjlQ+5sfiK4cLnWJwlephK9Od%0ARws1JJO8XtfbVbOxw4XOMThKtTC16c6jhZqSS1i9r+a1TscV/wAE/wDxq/j3/gkB8D9Xmmae8s9C%0AGlXLMed9pI9vz74jFes/tE/G3w/+zx+yD4w+KniELOul2uzTbAH59QvZPlt7dO5LuRnHRQx7V+QH%0Ah34XftS/Ce78Q/BnTfiZqHwJ+AGqeI7rWf7WtdFku9W07zm3tawTINnllsfNkcZORnFfS/w9/Zy8%0AX/En4w+AfF37Sv7UmgfHjwH4LuhqXhfw9aafHZxT3i4Edxe4A8woACFIPOc8Eg+zheIMuru0aqT7%0APR/c7HsYXP8AL6+kaqT7PR/c7Hqf7KH7LltD8Edb+Kf7RmhaV4++OfxRjOoeLJNcs0uRp1rMMxab%0AEr5EaRxlQyrj5uOirXrPwT/Yt/Z3/Z++K+r+N/ht4Key8TXsbQwXmoX0t42nQMctBa+YT5MZzjjn%0AHGcZFex6/wDF34b+G7Uy6t4x0OAjpGtwHkPphRkmvKb39pPTtS8TWHh7wD4S8ReK9d1BZWsFkjFn%0ADcLGAXKtLgsFDKTgHAIqcTxHl1F2dVN9l7z+5XJxHEOXUXZ1U32XvP7lc+nO3vVa6u7aytXnu54r%0AaFBlnkYKAPxr59Gl/tDeLUV9Q17wp8ObJhxBY25vroexd8ID9Aalj/Z70vVJkl8eeMvGPjrDbja3%0At8YrUnP/ADyjCg/jmuT+2cdXX+zYV+s2or7tWc7zbG1V/s+FfrNqK+7VmL4s+I2r/E/Xbv4efCMt%0APCT5WueKgP8ARbCM8MsTD78pGQAOB/L3fwZ4S0nwN8NtK8MaNHssbGEIGPLSN1Z2PdiSST71paJo%0AOjeHNBg0vQtMstK0+EYjgtogij8BWt610ZZlVSnVeJxU+eq1bTaK7RX5vqb5dldSnVlicTLmqtW0%0A2iu0V+b3YUUUV7p7QVl3WuaNY+KNM0S81XT7XWNRDtY2Us6rNchBlyiE5baOTjpWpX54ftwa7H4A%0A+P8A+yt8UhGkDaJ4wu4bq+f7sdvLZS7kYngBiooAYP21PEOof8Fj7H4DaJ4MtLv4Vrevod94qLNv%0A/tcQNOYUOdu1VABGCTz6V99eIvEOieEvA+q+JfEmp2mjaDpts9zfXtzIEjgjUZLMT2r8XvD/AIff%0Awh+wp+yH8Y9Y88ax4h+OMfinWCq4kmOpTSRoGY9lQpjPY16l/wAFEfi9FrHxr+E/7M+k+G/GXxAT%0AU9QTW/GnhrwtamW8vbGI5itj0ASRx8xJxtBzTsB9HfCr9uTwH8Wv2idA8E6N4A+J2jaH4kW5/wCE%0AU8XavpAt9M1w24zJ5BLbsY5BKgGvtOC6tbuN3tLiC5VHKOYnDBWHVTjuPSvgP4E/Bz4t+Nv2otF+%0APXxv0LTfhnpfhvSX0z4b/DTTJxIuiW8ihWmuWX5TMVAAUdKk/Y311/A3xm+O/wCzj4qleLxponi6%0A68QafLcsd+q6dfP5iTqT97aflOOmKBn2x4w8R23hf4XeKteea28zSNIuL5keQDAjjZxu9ASvWvyx%0A+HerftpeE/2afCX7UOneNNS+OWheIYJNV8W/DLUIIkms7N5GKPpkiDO5IwD5Z+96V83/ALUvxZ+J%0AGkftI/tOfHHwhctqHwusJIPhxrtqiF0uEe2bdIhzgFJWALDHoa+p/iB4+8RfDz/g1/8ABGseGJb+%0Axvb3wppumz6jZ58zT7edgk04I5GEzz70wOr+NH7dOqaD8HvhZ8aPg9D4P8XfCm41q203x/pt9cFN%0AY0qS5YLHF5Yb93IvzZDA9PfNfZfxq+OHhb4IfsdeIfjH4kWWbR9O05LmC1QgSXUkgHlQr/tMSPoM%0AmvyN8UaT8Gvi7Y/Ab9jr9lC30XWdCOq2Xif4leJdKUTJFHbhXLXFxj553bPBJxnFdx/wUG8CfEL4%0As/8ABR/9mL4AeHNQ8SN8PdXto7jXNNiB+wmO2uMtNJgbdwjBXJ6bhSA+gv2V/wBve/8AjZ+0O3wm%0A+K3wo1L4NeOdQ0pdX8Mw3M7SRatZsNwZSyKQ235hwQRnHSv0gIxX5Jf8FE/Cs/wj8bfs2/tS+ErJ%0Ao/8AhW+uwaVrJhTkabJhQDjsAZBzx8wr9WtG1a017whpet2EglsdQtI7m3cHIKOoYfoaGI0qKKKQ%0ABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQByfjvwV4f8AiP8AB7xF4E8V%0AW8934d1yya01CGGdoneNuoDryD7ivMvgj+zL8EP2dtBubP4T+BNN8OT3KBbzUWZri9uQOgeaQlyP%0A9kED2r3mlHWgD8LfFHj3xT49/wCCd/xF8MS+J9b1XV/i38fpvDOmWl7cNL9gskuVWWKPJOIwkecA%0AYGelft14d0a08N+ANE8PWESQ2em2MVrCiDACxoFGB+FfhF8A7OTU/wDgsH4R+BFxaXZb4dfEPxP4%0Am1JZYsxv5rDyHK9vv8NX76nrTfYYE5r4s0H4TeLNP/4LcfFH4565ZXMfgl/h3YaXod79oUxtIrF7%0AlNmdwIKKc4A+avqzxV4x8N+CvDMur+JNUttNtEHAkb55D6KvUmvzu+M/7Ump+KtKvdA8JrJouiSg%0ApLOWxPcL6Ej7oPpXJisbSw8bzZ6eW5VXxlTlgtO55F8WvisuqfE/XNShQ3l3NcNtBb5UUHCj8BXy%0Al48i1nxv4Yjs213VPDl2sokhvdKcJNERnjcRkrzyK6C8fzZWYZJLVkSyul0oHIA+YGvyzF4qTxDq%0AR6s/Y6GEgsOqUtkrHjOjfAvTdN8X2/ivxV4p8S+O/ENtJ/oMmrz5jhPqqZPI+uO+M16Nq3huW6Wz%0ANvdCzaO5jeeTyhJ5iKctHg9Nw4z1FaFxfPLq8KpnyovmbHY1djv45LdlVgSTzisK2Kq1pJzd7Cp4%0AWjQg4QVkzKk07TV2A2UT56fLnimnw/olxGS+m2mD1DxA1pPIpbd1NVXuiqNioUqi6mkUrH7b/sfW%0AVtp//BOj4d2dnDHb20f2/ZHGuFGdQuiePqSaKf8AsguZP+Cdvw8c9T9v/wDThc0V+t5c28JSb/lX%0A5H4pmv8Avtb/ABS/Nn0hRRRXYcAUo60lFACk5FM2r/dX8qdRSaTFZDSqk8qp/CgKoOQqj6CnUUcq%0A7BZC55zxQTmkpcZpjE60d6+AvFvxi+PvxU/bs8f/AAk/Zu1r4caDovgHT7Z/EGveIbKW8S5v5SW+%0AxJ5ZGzaowx5Irrv2t/jn4v8AhF+zv4N8L+FLzQ7T4zeOrxNJ0u9nYCz00rGHvL9t3/LKFMsM+o9K%0AdgPsa+u4dO0O91C53C3tYHml2jJ2qpY4/AV8QfF3476748/4Il+Kf2gPgzc694U1OPTBq+mboY2u%0ARFbXaiZGHzKFaNJMnnCmvPv2HtZ+J3jD9mn476n4l+IXij4qeCJtXubPwTr2uQqk+oRx25SeWIKB%0A+5abds9q7T9jXw3D41/4IR+EvBV8qNHqnhrUtJuY2UHYZJLiIgg9xnoaAPtDwdr9v4s+EHhbxNby%0AxT2+raTb3qPGwZWEkavkHuOa6YDJr48/YL8S3PiD/glv8N7O/cvqvhuO48OX2X3HzLGd7fk/RBX2%0AIvWlsB8xfsx/FnXPjj8KPiJrvirT9Jhk0j4j614fsobaI7fstnceVFv3E7nx1PAPpXoOp/Ar4Uav%0Aq73t74J0Y3LnLtFF5W4+pC4Br8hvgH8WvijrGq+JP2YfgFq2neHviBr/AMWvFuteKvFNzbC4Xw3p%0AKX20SLGeDNK52oG9vWvorRv2nvHn7OPh/wDao8BfG/xYPir4j+GUGm33hHWxZrBda6NVjYWdnJGn%0AHmiZdpx/CSecZrkxWXYXEP8Ae01L1SOTE5fhsRb2tNSt3SZ+hGhfCn4d+GzG2j+D9CtJE+7KLRWk%0AHf7xBP618oftE272f/BXL9ga6to2tbU614ptpZI/lQl9IBWM4452Egd9vtXyHqPxc/bX/Z01D4Sf%0AHH9obxlpmp6T428aroWtfDC0s4tljZywtLFPauhLCVQr7kYnBwD1482+MHjn9pHXf2XfhT/wUL8U%0A65Y3vgzw748ttd8N/C+0tgsNjpMrSW0c8twvztO4YK3YCTPYiqw+Bw9BWpQUfRJFYfBYegrU4KPo%0Akj99s57CjoMYr578K/tKeAPF3jP4I+H9Nh1r+1vif4Qm8T6JGbbKW9pFFFI/nt/Af3qqPUg14x+y%0AN8WPGvjT9qL9rb4f+P8Ax1a+LtR8F+PvJ0W3t4I1js9NmV3hVHTl8Y2MG5Vk68102Ok+6qKKKACi%0AiigAr8+/+Ck3wX8f/G7/AIJ+Wvh74a6Rea74osvE1ndpZWvEjxbikhByOFVtx9hX6CUUAfD/AMe/%0A2dNf8b/8Ef8ASPhH4Pt7aDxv4a0jTLjRIFkEaNe2SxuIwx4UMysM+9cb8TPht+0LNqXwT/ad+HXh%0ALQx8cfDnh46Z4v8AA+oXqbdUtZQPNiS4HyiVSu5TnHOK/RPJo3U7gfEuhftKfH7xB4q8O6Mn7G/x%0AN0Ka7u0i1K/1fVbSGyso8jfJvDksAMkDHNdv8e/2XtG+M3jjw7460Hxp4k+E3xU0KJ7fT/Fvh5UN%0Aw1vIMPbyo3EkZ6gHoa+osn1NFID5g8Lfsk/CnQf2EdS+AGsW9/4t8L6u0k+v32oS4vNTuZX3yXDu%0AvIctyMdK9s0r4e+DdH+BFh8M7fQbC48EWmmLpselXcYnhe3VdoRg2dwx612dFAHm/wAOfg98LfhF%0ApV9ZfDPwH4Z8E217J5l2ul2axGZv9pupA7DOBXojQwtdx3DQxNcIpVJSgLqD1APUA1JRQBzXjHwd%0A4Y+IHwy1nwb4y0az8QeGdVtzBqGn3SkxzIexwQR2IIOQa1dJ0rT9D8L6douk2yWemWNslvaQISRH%0AGihVUE5PAAHNaFFABRRRQAUUUUAFFFFABRXP+G/Ffhrxjo93qHhbW9P16xtb+ewuJ7OYSJHcQOUl%0AiJHRkYEEdjXQd6ACivGfAnx08F/EX9pv4s/C3wymp3WsfDyW0g169aDFp59wrsIUf+J0CHcOxr2a%0AgAooooAKKSR4obZ5ppEiiRSzu7YCgdST2FZY13RD4RHiAaxpp0IxeaNQ+0r5Gzpu3524980AatFN%0AVleJXRg6MAVYHIIPenUAFIzKqMzMFUDJJOABS1wfxG8XeEvCXwx1Obxb4p0PwpbXdpLbwXOp3iQI%0AzshAALEZPPagDqNG1vR/EWgx6poOp2Osaa7siXNnMJI2ZWKsAw4yCCD7itSvzy/4Jw/EDwbqP/BP%0AbTPB1p4o0S68QaFr2p2d3bC9TzZP9LkdZVXOSrBgQe9fob2zQAUUUUAFHeijvQB5bovwT+GXh/8A%0Aac8TfGPSPCtnZ/EXxBaJa6pq6sxeaNOg2k7VJwMkDJwM1w/xm/aC0D4cWE+laY1vq/igqQsAbMdu%0AfVyP5VgftAfHNPB+mXPhbw3Or+IJY8T3CHP2YHsP9r+VfmZqU93qWpyXV5I88srFnZmySSepPevn%0A83zyGFXLF3kfWZFw9LEtVKukTX8ZeOfFHj3xXLqviPUp72ZmJRCT5cY9FXoBXB3VvNMSe1dHHbkq%0ACF5xVyK1Xy38wYGK+Ar4+pWlebufo1DD06KtBWPOpYPKgL7elYMkiRrKxGZW6V2usTRR74VHFcxF%0Aax3EuWBPPSuRtbnYm3sYT6dLHaOyOGeU5JFWoLK3g0/dKR5mK6uLSkGNhY+1Q3OkCQ4KnFZ+2jcJ%0AUJM4iWVBnBrFluk3MpcFs11174TupQ5trgq3UKw4rgdR0XWNPmZ5rKd1HV4xuFddOcWjmlGUeh+7%0A37G7b/8Agm98OWHf+0P/AE43VFV/2LGLf8Ez/hqxBBP9oZB/7CV1RX6vl/8AutL/AAr8j8YzT/fK%0A3+KX5s+oKKKK7DhCiiigAooooAKKKKACq95HcS6NeR2svk3TwOsMn91ypwfwOKsUd6APyc/Z1+MO%0AmfskfDjWvhv8ePhb8SPCHiibX73UNV8ZwaLJqNhrryys4uDcRBj90qMN0ryP9pW10H9s39pb4dfE%0Aj4X/AA2+LPxZ8IeA42g8UaN5c2j2+rWszEqLNpQu+QNneB95MCv29kVJYWjlRJY2GGR1yD9RRGkc%0AMKxxIkUajCoi4A+gFO47n5+23xZ/aEl8NeHvht8Af2StW+Gmm20UNvDqnjaWKz0zSrdcBgsMbFpC%0ABnAHXrWp+xLa6/8ADu/+NvwC8TaZf2tz4T8aXWo6RfG1dbW+sL9zOjRSMMNh2cYzkcZr7wyfWlya%0ALiPjz9krwZ4m+H2s/tG+F9a0fU9N0P8A4WxqOo+HJ54fLgubS6WObMA/uB2cEjjOa+wwcGkopMD8%0AGPjb+x7+1P8AAz4/+O/FH7LNxqHiOD4q+J5rrXLrSdtvfaRbCczx2pmY/LG7yuWkUf8ALNRXf+Kf%0A2Sfj94P8IeDvjh4j0eD49/F+6+J9n4v+InhjT7oRLcQWlu8VhaW5biRbd3LkdCTxwua/aiincLn5%0ApeE/hj8bf2qP2xfBnxc/aP8Ah/b/AAr+FvgOO4fwn4AuLwXF3qN/Ohja7u9vChE+6vXOMdzUPw/+%0AHX7S3wB+Hc/7Psvwm8HftG/s+x3c8Wg3s+sQ2t5a6dJKZEtLmCcFJTGWwDnoPYV+mdHei4HzT8Xv%0A2U/hf8YoPA8uoN4n8Cat4StJLPQNR8G6mdMuLO1kVFe2BQY8ohF+XHGOK+IfAnw18J/sk/8ABwT8%0AN/AHw+S7svBvxN+Gl3DqP268a4uLvULWaWf7RLI3LSNtAz/tGv1FtfiD4HvPjJqvw9tvFOizeONO%0Ato7m90MXSi7hikG5HMZ5Kkc5FfnL+2IItO/4Lg/8E9tZRCLmfXNUsXYHBKMsAA+mZCaBn6k0UUUh%0ABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRXK+OvFVn4F+Cni3xpf7TZ6FpFxqEqs2NwhiZ9uffb%0Aj8aAPI/jN+1P8E/gL4g0zRviH4pa01y+jM0WmWFpJd3KQj70zxxglIx3Y8V6Hqfxa+G+i/BPR/iP%0ArPi/RtK8D6oLc2OsXU3lwS/aMeT8x6bsjGa+Sf2K/g/9u+FGo/tF/FSyh8RfF34pK2o31xqEIl/s%0A7T5CTb2MQbISMRlcgdc182ftN6Xc/Hv4y/tKeAfFXiy48Bfs/wDwS8GxXA0DSYkiXVdRls3nhkkO%0AMBIztCqMc4p2HY/YG41CwtNCl1S6vbW20yKEzyXcsoWJIwM7yx4AxzmsS88aeD9P8M6RrV94n0K1%0A0fVJoodNvZb1Fhu5Jf8AVrG+cMW7AV/Nr8Yvin+0BF8MdC/Zestc8R67F8X/AAx4b1bRp7qVjJa2%0A5scXNqnfY8kYJA/un1r5tm8ZfGfx/wDsnfAnS9U0zVdL+EHwl8VWehyXUxdI7jUbi7eTnPeONAmP%0A4QO2aLAf0k/Hf9tP4N/s6/tJ+Bvhr8R7nVbO98SadNfC/trczQ2UaErH5gX5iZGVlAAPI969E+DH%0A7Snwa+P8uuQ/C/xdDrt/o2w6nYy2729zbq+djtG4DbWwQD04r+fz/goR8Z30P/gvp4U8XeErvw9r%0At14O0jTYLI3siTWKXDI7/vDyu1Gm3Nnptr9avhp+yt4b+Gv7C/xJ8U+K/inrUPxI8c6KmqeOPiXo%0A9ysMscMf+k7LQ/djgVdyrgZIOfSmkBa/YR1i7sfG37XHwrvhbxzeEvjPqlxbRxLtxb37faEOPQsJ%0ACPrX6C9OTwB61/K5+zZFFo/xv+LPxA+Mnxr+L/w10G/8Dx+OtO1XSNUKX+s2329rW387cD50jAqF%0AHq3pWNpn7Q37T/jv4z/D/wAOeFv2jfF9xpfxA8ZR6TouhajqEI1CGwaeONJ7pkXEW/cQADkhWPTF%0AAH6dfsf/ABh+GPgv/grH+3h4Y8QeOPDOknXPHlvqGj3N3qcaRXozch1jcnDFTIucHivfvEf7cHiO%0APxb8Rbn4d/s6fEX4l/DnwVfy2WseLtOuIYraV4F3XDQK5zIiDksOD+NfGPhH9k79nrQ/+DhX4hfA%0AbWfhxYat8PtV+FUGr6HY30ryNDcLNEJZlkzu3kibnPc15r+2Z4d8QfsT+Ibf4QfCzxz4h034D/Gj%0ASZbC/wBN1a8a4HhyVbiBbme3kPzKhgkII9C3pmgD93PhV8R9A+L/AOzp4O+JvhYXa+H/ABJpkd/Z%0AJdR7JUR/4WHYggj8K71GSRN0bpIuSMqwIyOtfhD8X/22NW+Gnia88B/sw2l94u/Z88J/DX/hE4tY%0A8P2BmgtddnhkFnKsqjkqI1B7Esx6187Xdh+3z8ItU8Ofs8+EPiB4gvdU8RaTZ+ONOgmvwmo3rvGr%0AXljBLKTuZJCS0Q5OAfUUrAf0HfH231C6/Ye+LtvpUrwalJ4Q1BbaRCQVf7O+CCO9fLX/AATfk0nx%0Ah/wQ9+FOmanFa67ZJbXljf214gmjbbdyny2VsggBl4r43n/aj/aN8Qf8FPf2atC+KXgHxv8AA/4f%0Aaw03hfXtM1kq9nrlxNGUL7sYLZK49M19Mf8ABNXTNV+H/wAP/wBoT4F6vFPE/gH4mXUNmJO9vcqJ%0AIiB6FVDf8CoA/S6ONIoUjjVY40UKqgYAAHArzD4efGHwV8U/DfjHVfBV1dalZeG9audIvppLdoka%0A5twPMVCfvKCcbhxmuo8b2niS/wDhB4ks/CF7b6d4nnsJU0y5mXKRTFTtJH1r+bbRP2uP2jv2UPDf%0Aiv4GX2kwLrUGv39zBM2lGb+0pLpyXYyDjhsnNS2krscY3Z+hviX/AIKX28f/AATb8Z/EvQ/CaWnx%0ALtPGM/hbRdDmYzRXFwrtslBGC6iMbmA6HivRvgU3w4/4KL/8E5PBvjD9oDwNomua3pOrXNtdW0E0%0AkMcFzHhWdQrAqGVh8pJr8Hvg94i1/wAOftI+C2+Kmkz654D0TVL7xAbO2jVQ19dx4JbPBKtjjtzX%0A0h8CPjV4e0H/AIJxp8C7XxjqfgrxRqvxutpdRuI3e3aPS5JkZn80dAQmDg96cZRkrop02fXfwG/Y%0Ai/Zp8Qf8FAP2m/BSaf4ksZPB+uWbaDcaJr01o9hBNBuMQdTksr85Nfr58N/AVh8Mvg5pHgrS9Z8S%0Aa/Y6cjLFe69qBvLyQEk/PKQC2M4FfDv7M/iHw54Y/wCCr/7S/wAOrW+0nUh4pFl4r0DU7eVJGu7f%0AyhDJFvH3ihAPXvmv0b702QwooopCCvE/jD8W9K+H3hG5tLa6im8TTR4trdTkxZ/jb0Arb+L/AMTN%0AN+F3wiu9bu3ibUJAY9Pt2PMsmP5Dqa/JrVfGt14m8UXutazetc391IWmdjwM9h7CvHzjM/qlH3fi%0Aex9Hw/lKxVVTqfCvxNHU5LzXNcutS1CV7i5ncu8hOSxJqommR+WOFNYF5410eyAUyhiOyjOaih8R%0AXOqWzPbwNbxHozdTX5ZW9tUm5zP1iKpwioxNW58q1YjK59qw574lXUZUY4p4jkkYmRtxqpLCzHoS%0AKpuMUFJObOUubeS7vWO7PNbGm6cvnxqU788VegsgtyWK10Gn+T527APlnLY9BXFVm2z2aGHikVp7%0AW1ivXjC4cDmqDW4ZJJE/h9atTStPqE0zLhZGyPYUk6iKwWJSTJIc/hWJc6F3oZ0kYBPFQrFuY+h6%0A571eUFmwwOasJBkZFLmsKNLufq/+y/CkH7DPgeKONIkX7bhVGAM31waKn/ZoXb+xL4KX0+2f+ltx%0ARX7blLvgaP8Ahj+SP58zpWzCuv78vzZ7lRRRXoHmBRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRR%0AQAUUUUAFFFFAHzD8ef2Uvh58ctTtfFTT6t4C+K2nRbdF8c+HJjb6jakfdVyOJox/cfjFfH3g79kj%0A9rHxD/wUb+Dvj/8AaE+KvhHxz4I+Fk9xceH72ytvKvdQeRAF81MABsrGSx/u8V+r9FFwCiiigAoo%0AooAKKKKACiiigAooooAKKKKACiiigArlvHPhLTfH3wY8V+CNYz/ZmvaTPp9yQMlUljZCwHqM5/Cu%0ApooA/PL4WeA/27fhzF4O+GLeIfg1q/w18PTxWq+JrqOZtRu9OjYARGEcCXy/lDdMjNdp8Wf2G/AX%0Axb/aR13x3qnjLxroekeJBZf8Jj4X0y5Edlr/ANkwIRN/EBgAEDrX2zRTuB8d+N/2TtJ8Xf8ABTn4%0AHfHmK9sNO0f4eeHp9Oh0dYTulk+YW5U9AqLI/vkCvYfih8Bfhh8W/wBnPXfhZ4o8N2dv4T1W4F1N%0AFpca2skdyH3i4RkHyy7ud2MnJr2OilcD+dLwJ/wT4+FHxI/4LWfHL4WS6tr2meBfh1baXcrZyy/a%0ALjVVubYl/MmYghvMIbcPpX1j/wAMt/tp+L/h5o37LPjr4g+FLX9mnSTHbXnirTmI1nW9Lib91ZMv%0AVW2BVYng4HWv0G8NfALwz4W/b5+I3x/0/UtS/t/xlodnpmo6ccfZl+zcCUdyxAUc9MH1r3cHFO47%0Anxj4w/Yg+EPjT46+Htc1fSbSXwTp/wAMJPAsvhoIVSW2W4hmtpVcEFWi8tgD3LA9q4Dxn/wTa+Ad%0Az+zQvg34U6X/AMKr8W2Ou22u6N4vtQbi/tbyA5QsznLJgkbeBnB6iv0MopXEfDVl+zt4+g/4LSfD%0A/wCOt/q1rrHhfQ/g6PDOp6rNIEu9R1ETNl2iHQMHMhI4B4r0XxT+yb8OPHn7bC/Grx9d6341nt9K%0AlsNN8L6vMs2kWIlhEMrxwkfedAc57nPpX1BRQBxHhD4afD7wB4EHhfwX4M8OeG/D3meabCxsUSJn%0A/vMMfM3ucmn+Jfh14H8YeM/CfiPxN4Y0rWNe8MXv2zQNQni/fWE2Mbo2BBHuOh9K7SigD45/bd+A%0AXib49fsraRD8P5bKD4m+EvEVp4g8LyXMvloZ4X+aMv8AwhkJ59QK9r+Hfws0bwn8QPFvxIezksvH%0A3ji10+Xxakd0ZLb7TbQeX+6XHAGWGe+BXrdFABX5t/th/Bm1i1qP4h2GnxS2N24j1HEQYwSnpJ04%0ADdD71+klZGv6Fp3ibwdqOg6vbpdafewtFNGwzkEdfqOtZV6SqQcTSlPllc/m58X/AA7t/wCyhc2q%0AIXkcjaB+tfOWueExHcbJrVGMcgdcr0YdDX6afFb4dXnw5+MWp+E7/wAyZI2Mun3DLgT27H5SPcdD%0A7ivnvxD4Vtr2F5EVQ59ua+bjiamGnyM9VRjJXPlLwx4o8WfD/wCL2k+OPC+sajo/iXTI3itLuGQ5%0AWN/vIQeqn0Nfoz8Mv+CoPjjQ7iz0r4j+G7XxfEzCMT2I8m5Y/Toxr8//ABzYR6JE0DjNxIfkHfFd%0A98AvhuLi7fxrq9us+GI0+ORcgHu/+Fd+KzSFCiqkh4LLpYrEKnE/avVP209Hm8F2V7oHhPU4r64i%0ADvBqTBDAT2OOprxLXf2zPiVPDLDYWuj6fuUgOkJZl9wT3r5uurWZl3gFcCucubeRnwFJJ7189PiK%0AtN6Ox+iUuDsNSp+9G7LHjP4k+NvHmsLc+INavdWkjz5Qnf5Y89cDoKwl1KVtF8ptmVHLqOpqe6t1%0AhiEMSjzW+8fSqUdq3lS8HYvA+teVi8wnUd5O7O/DZXCMbQVkV9I0v7frYnmUuFPANeuW1osVsAMD%0A0Arn/Dlj5Sx5X5m613K25JIAzivBqV23uepRwdtzNMB/h596sRW6jgjNasVrhcstULhzFIQtYOdz%0AphS5WRT2ieX8ow1ZEcYiuXWNiGfhq1Yro7m83pUKxp9tMo6HpWUjrhOxE0J2qnTHepP3JnUnHyjF%0ATylSgK9e9Zkv+sz0PtUPY6lLQdKitM0gwPQCp4l4HGfaqqA8E/rU5kkjK7cFTWdriSufq/8As3jH%0A7F/gwH/p7/8ASyeik/ZtYt+xZ4LZup+1/wDpZPRX7jlH+40f8MfyR/Ouef8AIxxH+OX/AKUz26ii%0AivQPLCiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAo%0AoooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooA8E+P3wat%0Afi18KXSz2WnizTlMuk3eOS2OY2P91q/HDVY7rSb/AFSz1m3fTtT012S9tpRgqV6/hX9BVfn5+2v+%0Az43iv4V6v8R/BdqV8T2Vo39p28C83kAHLY7uo/SuDG4KNaz6o6qFdw0Pwr8XXz+IPGl5qDEiMtiF%0AOyqK+wfgD4o0vUfgsPD9xBHBqWksV3Y/1iMcg/WvjVwsUrbs5B5BrrvAPjI+EfiHBqIHmWcp2Xcf%0Aqvr+FeDneCdWhZLWOx9HkGOjQxkZy2Z+gZayljcDn8Kw7ixLxt5UWPfFaGk6zo+taRDfadNFLBKo%0AIK10iNbNZKMLkd/WvzyVWcXY/aXONSKaeh5kujhbwPL8xIyaopZqyOqr8pl5r0i/hgdg6AA4xXPf%0AZVjlO0YBOTWTqSZtSwy5S1Y28cJPQ4FbUBzETnqayl2owbP8ODUsNwok25O3NYybCNG5pySsEODi%0AsacbnOattcI+QDVC4nRMliDUKTuTUoWKUo2rxzSCU7BngioDdRSk4YDFNZgV+Vs1pcxUbMkS43zl%0Ac9Kcy+ZJu6AVVRMOCcVNnaxPJzUTOiMmT/wnHJpiecXwwwM1NFjhm/KnHcTxwKxbsbJXP1b/AGa1%0AK/sVeCwTk/6Xz/2+z0Ufs2Aj9irwWCcn/S//AEsnor9yyj/caP8Ahj+SP5yzz/kZYj/HL/0pnt9F%0AFFeieUFFFFABRRRQAUUUUAFFFFABRRRQB5t8Vvi78Pvgl8Kj41+JfiC38N+HPtsNmLqVS26aVsIo%0AA5Pc+wBNehWt1b3umW17aSpPa3ESywyIch1YZBHsQa/HP/gqzZ6n8T28IfB7SbmeKLRfCWr+O9WW%0AI5BS1VIoQw6Y3GT9a/RX9lXxE3iz/gm18D/ELyGWS88G2DO5OSWEKqc/iKYHv1Lgmkpedpx17UgD%0ABFJXwN/wTw+LHjL4qfsmfEBviDrl3r3i7w/8SdX0y6luj+8iTzRJHGfRVEhVR2AA7V9i+FfiN4E8%0Ab654l0zwl4r0TX9T8Pag+n63aWlwGmsLhDho5E6qQQRnGDg4NAH5763/AMFLPCHhH/gqF4q+CXi/%0Awfe6R8O9H1mHw/P46EhaK21J1JxOMYWIkMoOcjYzcgV+nSSJLAksTpJE6hkdDkMDyCD3Ffkd8LP2%0Af/B/xb/a9/4KW/CD4i6Ws2n694t0u+gdox51qbi2uJ4LqInoys+4EehB4Jr339hv4jeL7b4feL/2%0Aa/jHexN8XPhHqEejPcTS4bWdLdN1heR7jlwYl255+6ueSadhn3tRR3opCCilwcU0kKhZiFUDJJOA%0ABQAtFVrO9s9R0yG90+7tb6zlGYp7eVZI3GcZDKSDyDVmgAorD8T67b+Fvhtr/ia7hmubXStPmvJY%0AoRl3WNC5A9yBXn3wL+MWgfHj9k/wl8WvD1tPpmka5atMLW5kVpLYq7IyORxkFTQB67RXM+FvGfhL%0Axxot1qPg7xHo/iWwtruS0uJ9OulmSKaM4eNip4YHtXT4NACUUUUAFFHevk7Xf2ib/TP+Cv3gz9nC%0AHTbRtI1Twbc6zd3r585ZkfCKvONuM54oA+saKKKACilxmkoARmCxs7EKoGSxOABSI6SwrJG6SRsM%0AqynII9Qa8I/ak1y/8N/8E4/jbremTvbX9t4OvjBMhwyMYWXIPYjdXP8A7Gmt3fiL/gld8B9Yv53u%0Aby48H2hlldiWchAMknqeKAPpmiiigAooqtbXtletcizvLW7NvMYbgQzK5ikHVGwflYZ5B5oAs0UU%0AUAFFFFABRRRQAUUV438cPjv8Pv2fvg+fGHj+/njimnW20zTbOEzXupXDfdhgiHLuf0oA9kor4Bi/%0AbxtfD3grU/Enxf8Agb8UPhJohjT/AIR59TjjnuNdmdgEtoIUO/zSDnBHAzmvVPAn7S11e/ADxd8U%0A/jR8OdZ+AXgbTJov7NuPEl0jXF7DJwHaJBujbcVAU8nNC1G0z6q71ma5qOnaR4N1bVNXZF0uzs5J%0A7wuMjy1Us2R9Aa+Kv22v2jfFXwi/Zh8Dj4RvYT/ED4ha5baR4YurmLfFD5yh/P2kc4UggH1r4T/a%0AQ8fft9/DP9kX4geFviR4v+EfiPSF0R/7S1bTrd4r4wSAgqoAC7uorOrVjTjeTNaFCdaVorY8M/aA%0A8LeCPGEWj/F/4IGT/hD/ABa80y6NPhLmydHZWbaCcRuQWX618j3em+JNKQyXGl3DRr128mv0h/Z1%0A+HPh+f8AYn+HtlcxLLdyaGk3mHOdzZb+tee+Jv8AhEI/j3J8NQsz+KEszdyW3kkKsXTdu9faviMR%0AxM6lWSjDSO5+iYPhXD+xi5yacj5B8GfFzUPDepiCG4kiG75reYED8j0r6e0H4+aQbQS6zmyUD5pT%0AygrwHxT4c8KeJfjb4g8Bixu9M8S6XbrcJKy7PPQ/xJjqBXzJq80unfEibwPe6xGYEuUS9mBP7pCw%0AyW+gPNXHDYTGq0laVr/IJ4nGZZZwlzwvb59j9ddL8ZaRrmkRX2n3sFzbScxyI2Q30qp4t8VtoHw6%0A13XYLX7fJp9jJcJAGx5hUE4z2r4t8ZaPqy3Okp4A8XHR7DTbVI7aK12y2069d7Y5yafL47+IFx4g%0Asfh5pGnTeP8AXdXs3jfSrW3LzBChDOSOi/WvIlw7K6lGWl9b9j1qHG8XTcKkeWXRn1j4G+Idl46+%0AEei+K7TEUN/b72hzkxOOGX8DkV1Casg4BGD71+afwh+Mv/Ct/h3qvgrxDp81pd6TqcyGKZtjRZYk%0AoQe4Oa7u/wD2kpFQT6XorurDKl5flNZ4vhrEe1kqa06Ho4PjHCOhF1Je9bX1Pu6TVSMhGFZ9xq+E%0APmH9a+FYv2pLiNALnw8S/fZNxX2T+y1q/wAK/wBo3xjL4Y8RfEF/h74pL4stNuIUxfj/AKZyNxu/%0A2Tz6ZrCPDOMvrEdfjHAqN1K5Q1LxB9iuknVz5X8Yrs7K+a70W3vY0kEEq5jdkIDfT1r9OvB/7FXw%0Ac8N6jFfaxa6j4xvIyCo1SbMII7+WuAfxr2vxn8HfAnjPwCmgXei2Wnwwpts5bKFY3t/TbgdPavZp%0A8HzlTvKVmfPT49pKqkoXj3Pxi+1NgfN3q3HcAgbjXt/xQ/Zu8bfD27uL60tZvEXh4MWW7tELNGv+%0A2g5FfPm7y5DG4ZGHBBGMV8rjsrxOGnacdD7fL81w2LipUpJm8twpOc9KseZvAIJNc154zw+RV2K7%0AHl9c15bpu1z2YvQ/Xf8AZpJP7E/gsnr/AKZ/6Wz0VH+zG+/9h7wQ3r9s/wDS24or9vyj/caP+GP5%0AI/nLPP8AkZYj/HL/ANKZ7rRRRXoHlhRRRQAUUUUAFFFFABRRRQAUUVjeI9e0/wAK/D3XfE2rTLBp%0Aek6fNe3cjNgLHEhdjn6KaAPxi+K/xs8OXH/BS79siDU/BfxG8bzx/D4eBtF/4RrQXvYLNvs8ktwZ%0ApRhYx5rgnPOFJrU/Ym+Of7Ucv/BMr4Y6D8Lv2cbDxhoWh2smnjxBrXiqOzjvPLlcYijClht+6d3p%0AX15+wd4al1D9gfU/HfiO1zqXxQ8Qal4kvt64eSC7lYRKT1x5QX867z9j74JeJv2fP2XNX+Gmv3Gn%0A3dlaeLNTutCntZ2cvYz3DSxeYCBtfDEFRkcdaYz4S+Nn7cH7WFp+0v8ACj4KeBfgTL4A+L99fSX1%0A9pGrXsN7Z69ZxxM3l284A2q2yXLcEEL0r7l8Aftd+DfF37LHiv4hap4S8f8Ah/X/AAhLHaeLvB/9%0AhTTapY3bEKIo4wP3ysT8rrxjk4r5316C9+IH/B074Qt2him0n4a/CuS7Z1bJimvHZV3DsxEvHsK/%0ATRLa2juJ5Y7eCOWZgZnWMBpCOhY98e9DA/Cn9ib49+PfDvx6/bAsPh3+z98RfiFDqvxEk1yLTzPB%0ApsmlGdpR5VyJj8khCr8ozjaa+yf2fvEmheKf+Cqnju98V/s8a18Bfjg/gWO/vW/tqO5t9bsJbvyx%0ALMkICGZZI8B2+YjdWb+xXouqaX/wUp/4KDTX9pNaxXHxJtmhLjG8PHPMpHsUljYezCum+E1xfa3/%0AAMHDP7V1+Xkl07QfAvhvR1LDiJ5Ee52D8WdvxoEed6D8b/hP8FP+C2H7aOqfE3x9oPhOx1DSPCX2%0AJbqYtJcyR2M6yJGiAszLlcgDIyM1418YfHn7F/xX/bZ8OfHTxJb/ALQMSWlvZ6FL4j0bQ7zTdItp%0AhdhrW6uLj5GPMuwdQVI4zivcfgX8Ivhhb/8ABeX9syRfBmg3s+nWHhq+tJL63Fy9tc3tvcT3MiGT%0AOwyOATj0Fe1f8FALG0H/AARg+P8ADHbxRRx+HFlRYogArJcQspAHTBUc9sU7jPof4s/FrwH8EvgZ%0Aq/xF+IutRaJ4Z09QHkxvknkbhIYkHLyMeAo6/QE1g/BP4xQfGz4YzeKrTwH8QPAliJVW2i8V6aLO%0AW7RhkSxruJKe5A/rXyZ+2P8ACT4lfEf9nf8AZ28c+APD9t8R5Ph1r9j4k1bwNdT+X/wkMaQx/KpP%0ABkTDEK3Xe3cYPrfwj/a80r4o/FjRPAd38GPjr4A8T3cMhuf7e8KvFp9k8cZdke6zsI4wpA5JA70h%0AHlWvftJ/tDzftrfF7Qvgt8PPC3xz+HPg64tdO1K0gvTpl/pt+0O6WFZpMxz4OS3TZkD6/Lf7TP8A%0AwVWsfDPwts/Avgbwfa6h8TNU0y7s/FlnHqRnj8N3BQxiKOaMbZ5QTuyvyjGOtVL5vjTpn/BIb9pv%0Aw/8ABTTtV1v4gv8AH3XbLxc2hHdqkdhLchpGi7tIYmiTIyQrHHSvA/CvwOuNH/4KY/s9f8Lj+Dek%0A/BX4VeIvDWo+HvBem3d2s1yl6LWQxz6hL0N5LLNvGT7YGMUxn63f8E8pnuP+CMnwHmllknlfRZjJ%0AI7Elm+1z5JJr7Or8+/8Agm7/AMJF4b/YV1r4M+MrK7sPFXwy8XX+gXUc0ZCvF5nnwyIcfMrLISCO%0A1foJUsRwPxV1C10n9mL4h6pfEiztfDl7LMQMnaIHJr8tP+CPnj2XV/2MvHPwh10PDf8Ah/VBf2lr%0ANw7WN6m4MB/dyP8Ax6vt39tzxZP4S/4Jh/FWexMn9ratpo0XTUQZZ7i8dbdABj1evi/4geAtZ/Yo%0A+OfwT/aS8LeHtQ1D4eweDLLwl8WdO0q3MkkEUcSBL4Rjk7HBz9B2pgfPfwf+NmifsFf8FHP2uPh/%0Armk+NfFXw1W8XV4J9HszPFpcsmZE88ZwinzfL357Diu2/Yk+JH7Wf7TH/BUm++NXie68X+G/gvBZ%0AXCnS7iJ4dMaNhi3ghVsCV+jM4HbrXz78TrPxn8WP2Pf22P2o/D+g61H4I8aeKNLtdLNxZtFNc6Pa%0ASoZrgJjOzCjJ6cn0r9X/AAn+1/8As36R+zV8JPCPhvxpa+JNf1/RbLTNL8P+FIPtl9FI0CRszxJ/%0AqlQ53FsYwTzTGez/ALUXx+s/2Z/2RNW+LF/oE/ia1sb62tnsYbgRMwlkCFgxB6DJx3r4d+O37V/x%0A18Z/tX/s+eAf2TdU8HxW/jTwu3iUTazGJI71V5Ns7YOzABU45z3r4/8AjR8S9al/YW8QfsK+ONL8%0AT3vxxX4mQW2jJNHJL/bOmy3hmS5SQjkBGIODxj2r2D9nD9jv41/Bz/gtr4TXUtO1XVfgt4R8P3Te%0AHtdmlDwwJcRgm1BzneJSwxjpzSsB9Q6V/wAFHPCPg3xHqXgP9ov4f+MPhj8U9GgEurafpdr/AGta%0AGLGTcrJEcpEevzjjNeIeIPiD4R8bf8HC37Jnxd8Iay994S8ceCLqHTZmhaNnwXUKynkEkfpXmvxG%0A/Y9/ax8cftw/tQ6fpsWmeGPhv45na9uPGErrPd31pHFui0+AZ3KGcAMMAe5rmfgZ4J8Z+J/hV+wX%0A488M+H7nUNX+Gnja/wDCni2GKBnmsIxI3zyAD5UHPJp2A/oGpQM0Hqa+T/21fjF4x+A3/BPnxV8T%0AvA0UEuu6Vd2h/fQiRBE0yiTIPHK8Z7ZqRHwV/wAFEP2zPiZ8Ov2p/BHw3+C2rXmmweHNRsb3xtqF%0AmoZS9xLiGzkP91lDEr3z7V9+/tJftR+Gv2a/2RtM+IPiHT59d8Q6uIbbQfD9s22bUbuRA2wccKM8%0AnHcDvX4p/GLwd4r03/gk94N/aH8fW90vij4ofFu08TeLLloiwtLHObWNuMqiqCQPU1P+3T+0Tovx%0A2/bq/Z10b9nPVbf4rX+i6Y0VlptpA5iGpzZVGG4DLIuxs9Bs56GmM+8vD37XNn+1N/wRK/aO8TeM%0AtAsPhxq+l6VqWj3NpLeYhmmFsXjEZkIJbJVSvJ3V5J+zP/wUW+Cnwp/4JpfCLwIuhfEXx34s8O+G%0A44ddtPD2hPNHp4jyWaSToABznpivXNC/YH+Gmjf8ElLnwJ8RNMtfGPxS0TQtT1y7kgvnBh1S5gaX%0AJRGG8BlRV3A528Uz9kHwxbD/AINndQaz8O2kGv3vgnXkkeOyVZ7lgLlVJOMsSAMUDVup+kHwv+JH%0Ahf4v/APwv8SfBd1LeeGteslurJ5U2OFPBVl7MCCCPUV8lftKf8FDfgh+zJ8ah8PfFln4q17xVHaw%0A3V5b6TaqyWsUvK73Zh8235sDsRzX43eLP2rbrwZ/wRF/ZM+H3w18T6naeMbLWbjUPEllpNyUuIYL%0AG5crHLs5VXYlsHsuTxXgP7UPxa+Hfx+/4Km+PfiLc3r3/gfUfC5j0y5JaIRXUWk/uEb3E6hcdzQC%0ASuf0lfFP9tv4BfB34f8Awz8ReMtd1dIfHdpFe6BZ2WmvNdPbSKpEzxDlVG8A9TnIAOK+E/2Ev2k/%0AAPw6/Yy/a2+LHxC8SXK+GLL4u319HeThmuLwXSI0EUaNyZG24C8Y5zgAmvlj9mjxxf8AxP8A+C0H%0A7F2heLtHvnvPCnwkhsZk1WMOtwf7OuLiOdVI4BSSLn1WvPfjHoWp2/hv9rdtH0m4vfDPgX9pu11z%0AxNpVpDuBsGF1GrFBxsVlxk8Df6Uwe5+9ifta/CvRf2MfCXxt+KU2pfB7w/4ik8vT9P8AE8JjvnJd%0AlQiJMsQygSZxwpBOK+lLC/s9V0Gx1TTriO80+8t0uLWeM5WWN1DKw9iCD+Nfh1+3H8V/APxR1H9n%0A39of4M654a+MHhr4QXMOv+MfBVuxc2+n3UtuIppkxtXDRGJlPKFlJGM1+xvwn+I/hP4ufs3+DviP%0A4GnE3hXXdNS5sBtCtCPutEyj7rIwZCOxU0iT0Os3WtUh0Pwbqut3Fve3cFhZy3MkFnD5s0ixqWKo%0Ag+8xAwB3NaVQ3VylppVzdyrI8UETSOsabmIUEkAdzx0pAct4B8baR8R/gz4c8daBDqlto+tWS3Vr%0ADqVo1tcxq38MkbcowIII9q6+uN+H3jbRfiN8F/D3jfw5bapZ6Jq9r59pBqVi1pcxruK4eJuUOVPB%0ArsqAFHJr86PiS3hLW/8Ag4O+FunfEzWNMstH8O/Dy41TwZYaq4S3u9UkuBG7oWwrSxxjIHUdq/Ra%0AvI/i38CPhR8dPC1rpPxQ8Hab4mitHL2NxIDHc2bHq0UqkOh+hppjR+ef/BQrx9pvgT9sD9kb4h/Y%0A7b4iWnhzxPcST+DtLu0l1G7kkjAikigGS2CDzjrivkr9r79rjxT8V/iT8HPDvxU+EvjP4RfAKbVv%0A7Vu9P1yPbqHiJ7XDCLywAVTeVUDHJav16+E/7Gn7PXwZ8er4q8H+CPtHimMEW+sa3fTajdW4PaN5%0A2Yp/wHFezeMvhd8O/iHrPh3UfHHgzw94pvdBuvtWkTalZpM1nL/eTcODRew+Y/Cbxb8SfjF8Zf8A%0Agrp+xF4U+KGgaf4L08SW3iCx8L2cJVbKJ5JPJMm7nf5MaZHQZ6CvpL/gpD8NH8XfD7xrfXcms29x%0AY6VJd6aLW8eOKfCfdkUHDrweDX35r/7M/gHxJ/wUJ8G/tHahLqX/AAmPhvRpNNs7RXX7KwbIWRhj%0AO5QzYwcc+1dZ8aPh7afEH4NanYyWsc94kDmNSuTIpBDJ9CK48fSdSF4vVWf3HpZViKdOulPZpr7z%0A+fb4O/DlLz9kLwt48v8A41/FfQNFTRftN3bWerhIbdYwQ6LxwPl45718Ua74m8U+Cf2idH+JugNr%0ABsvF9tcQeGhrGovc3Zti3lLNI7HPLHcBX6623wd8MeHf2eNa+FNqNQi8O3UdxE8Us5aSISkkqpPQ%0AA9B2r5v8C/sP6Zr9pqkPxW8bah4mNpYiw8LCxYwtpcCMWRueC/tjFfFYTMqMKlV4h6Xta3Q/RMzy%0ATEuFF4dbLe/X5+Wx8tfEfxrceCv2vvBmueZc+J7vwr4ehg8WX0Q3lmkByHYcZBYCvHbXwxew3fhf%0A4q6wpuNE8Waxc2915g+WJWchCT7/ANK/VDQP2cvh14H8Ha14NXTp9Z03WIzHq91qMnmXF36Et2x1%0AGMVL44+DPgrUf2dY/AVnp/2Lw5awrHarCf3kBU5DqTn5s85NKGe4am1CEfK/l/w7B8PYmo5VKkl/%0AMl2lp+iPzG8OeLde+Efxt8VaMlrFq3h9pUkuLCflWjI+VlPVTjuK+zv2DviZ8Pbb9pP4v6rqt4NN%0A8baw0MGhm8cHybTPzIj/AN7OAfavP/FnwjsB4mTV4bu4uLqPSfsEgnAb7QQPldz6ivjdvh94w8D+%0AKf7ZkMCupJMtrMxZec5HAxXrxlQx9CdJys2kfNZjlVfCVfa8t1dn0B4w+CWp/Gr/AIKX/H3TNHuI%0A9N0XRJLzVr24jj3AlELIgA6lyDXzj4eaeDwJZG+tbiOzaR4oblkOxmVsEZ9R6V9Zfs+fHa1+HHjj%0AxLqV/YRXt14g2jU76Ulnl2ggB89uTmvoTQ/BXgLWv2W/G/hjwbDoGrT654gGp2Nhrchji01JCPO8%0AiRctkDJFdH12ph58s4+6rJP8zwVh41FeL1PzVu7AFC4wVPII71mQPd6dqMN1Z3E1pcROHimicq6M%0AOQQRyDX0j8XfgJ4s+Esz6tp7r4t8DORjULUFvs5P8Mg6rj16GvCfLt7u3823IORkqeor2aVWFSPN%0AF3Rzum46M/Wz9kH/AIKd614QGl/D/wCP8114h8Mrtgs/Eyjdd2S9B5w6yoPX7w96/evwv4q8N+Nv%0AA1h4m8I63p3iHQb2MSW17ZTCSNwfcdD7HkV/EjLbFHbIIr6f/Zu/a7+K/wCzT43S48LakdR8MTyg%0A6l4evmLWtwvcgf8ALN8dGXmt0zCcdT+u1grxlHVXQjBVhkGvF/G3wB+GfjozTahoMOn6hIP+Pyx/%0AdOD6kDg/iK4H9m79rv4TftLeDY5fCuqJpXi6KEPqPhq/kC3UB7lP+eqf7S/iBX1PUzpwqK0lcdGv%0AVoS5oSsz8vviB+x5420UzXHgu4g8T2PVYmYRXAHuDwfwNfJmueGfGHhDU2t/Emgapo7q2P8ASYCq%0An6N0P4Gv31zWLr3hzQvFGgTaZr2lWOq2Uow8VxEGH69K+fxvDOFraxVmfXZfxti6No1feR41+yxJ%0A5v7B3gST1+2/+l1xRXr3hHwpovgj4f2Phjw9bm00e0aVreEsW2eZK8rDJ7bnaivcwlH2NCFP+VJf%0Acj5XH4hV8TUqr7Um/vdzoKKKK6DkCiiigAooooAKKKKACiiigArA8VeGND8a/DjW/CXiaxj1Pw/q%0A9m9pqFo5IWaJxhlJHPIrfooAytC0TSvDXgzS/D2hWUGm6NptqlrZWkK4SGJFCqoHoABWrmiigDnr%0APwl4YsPiVrHjGz0HS7bxTqttDbalqsduoubqKLPlo74yVXJwD0roe9FFAGbZaNpGm6xquoafplhZ%0AX+pzLNqNxBAqSXUioEV5GAyxCqFBPQACn2+laXaa9qOqWunWNtqeoeX9uu4oVWW58tdqb2Ay20cD%0APQVfooAybXQdEsvFuq6/Z6Tp1rrmpxxR6jfxW6rPdLECIxI4GWChiFz0BOKsanpmm634dvdI1iws%0A9U0u7iMV1aXcIkimQ9VZTwQfQ1eooAbGiRQpHEixxooVEUYCgcAAelO7570UUAZmm6Lo+jTajJpO%0Al6fpkmoXbXd81tAsZuZ2ADSvgfM5AGWPJwKxvFvgXwb47stKt/GXhrRvEsOmahHqGnLqFqsv2W5j%0AOUmTI+VwehFdZRQBGkMMUsrxRRRvK26RkQAuemT6mpKKKAK13ZWd/Zi3v7S2vYA6uI54g67lOVOD%0A3B5BqW4gt7uyltrqCG5t5FKyRSoGRweoIPBFSUUAZkui6NN4Sl0CXStOfQ5YDBJp5t18hoyMFCmM%0AbTnpivKfht+zr8D/AIQ+INR1b4b/AAx8I+EtUvZDJcXdjp6JKSeoDYyq+wwK9pooAwLvwr4Yv/HF%0Ah4mvfD2iXfiKyQpZ6nNZI9zAp6hJCNyj6GugzzSUUALmuK8I/DvwT4C1HxNd+DvDmneH5/EOpNqO%0AstaJt+13LDBlYf3iK7SigArF8ReHNA8XeDL7w74o0fTtf0G9QJd2F/As0Mygg4ZW4IyAa2qKAOc1%0Ajwf4U8Q/DmXwfrnhzRdW8KyQLA+k3VoklsY1wFXyyMYGBjivhT49fsAeCfFmmeCfE37PUfhn4C/F%0AXwdqf2/RNW0vSUS3nPGY51QAsOODzjJGCDX6HUUAfLv7N/7PWrfB7SfGfiH4g+Or34ofFXxrdrde%0AKddnj8qB9i7Y4IIs4SJASAPc/SvfvCvg/wAMeCPh1Y+EfCuiWOieGrONo7bTrePEUasSWAHoST+d%0AdJRQB8f/AA7/AGEf2Z/hj+0J4p+JPhnwFE2ua7DPDNb387XNnbRz585IYXyqB8kH2OBgV1+nfse/%0AsxaV8OdS8I2XwT8Ar4d1DUo9Ru7J9OV0kuI/uPk5I28gAHGCRX0jRQFzyqL4IfCmD9pfTPjBb+Ct%0AHtviHp+if2NZ6tFFteG0HAjCj5eF+UHGQvAOOK8V8Afsz6l4A/4KXfHL4rWOs6JqPwz+KOlW7654%0AcvLQvOmpQ/L5isfkMLK0pKkZyw9K+v6KAPgv9po/Dj9m/wDY38X6T8P/ANmjUfFq+O9Ou9IvbHwP%0A4cj8sM8LIjXhjG5UzL8pCnkHpwavf8E4/ht44+FP/BJL4d+E/iFot34d8R/aL69bTbria3inupJY%0Ag6/wsVYMVPI3YODX3PmjOaYCUZ4xRRSARVVUCqoVR0AGAKWiigAooooAKKKKAClHQ0lFAHwR+0d4%0AAOgeJv8AhJ9Mh26dfN++CjiOTv8AnXy7Y6g0N9ujZ8E/w1+vHirwxp3i/wAC3+g6pEJLa5jK7sco%0A3ZgfUV+VfivwbqPgL4o6joupIxaFy0L44kjP3WFfBcS5Z7OftoLR7n63wlnyr4b6vUfvR280ZupQ%0A3FyY7sxEp/ExFYUgWezuLdiDkcCugvNaWHw+YWxucce1cKZnilDg8k5r426Uj66EvdZ414l0ho72%0A4BB5JxxXhviXw0lzbypJGHVh6V9deILRLuzEoUbz1ryi+0lJJyrLxXfRxUqbumcVSiqisz86fF/g%0Aq/8AD+oyalp0btAWzJGOmPpV7wb461LRJln0y4ZkU/vbNmxg99vpX134m8MwyxPH5e9WHIxXyF45%0A8Cz6FrD6lpSMFzmSMGvuMuzOnioKFTc+AzrIpUm6lI+tPCfxWuNQsC1pcR3EEqeVf6ZcrvSRe4dT%0A1HvXm3xK+ARvvAer/E/4drFptlZuDqejyPhY938ULHgr/s9RXzroHiCeK9F3azPZahH/ABD+RHcV%0A7T4u+N3ibWf2eNP8BfYobKDzzLdXFv0u27ZHYD0rtWGnTqx9nt1Plr3TufPlqTfSm3nhaC7UE7T3%0AxWfd2ciO2VYCu00DSLhJ5L3UIXhk+7GjnJx61uajpUc8IMa4J4JIr0JVLSsc55z4Z8UeI/Bfjaw8%0AQ+F9X1HQdasZRLa3tnMY5Y2HQgiv3r/ZH/4Kg6F4sXSvAP7Qk1roHiJtsFn4qRQtpdt0AuR/yyc/%0A3x8p7461+DWo6U0chDKQfaudlgeNztz0wTWsZXIlC5/cjb3NteafBd2dxDd2kyCSGaFw6SKRkMrD%0AggjuKmr+Wb9k7/goF8Sv2db6y8M6+9z47+F/mAPo91N+/slzy1tIfu/7h+U+3Wv6O/gx8d/hl8ff%0AhTB4t+G3iO21izwBd2jEJd2Lkfcmi6qffoexNa3MZQaPYR92ilopkEdFFFABRRRQAUUUUAFFFFAB%0ARRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFF%0AFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAC5xXhfx68B2Xir4R3OqJCi6vp%0AsZkhmzglf4lPqKKKxxFOM6clJHXgK06WIhKLs7n5V38ssniJ7djxE2OtXDCzuvOABRRX4viYqNaS%0AR+9UXelF9xl7b4sCCc8V59cWgM7E0UVJ1UorlOXvtPjkSR+GPvXk3iHw5BeRzK6q24Ec0UV6OGm4%0AvRnPi6UWtUeIeHvh94Kf9oXSNB8ZR3VtoWt3aWR1Gw/4+dPmkYLHMo6OoYjch6jOOa6X9oT9nHxz%0A+zX8TIvD/iufT9Z0m9Uy6XqVrKu26i7MY87o29QR+dFFfpOUSdSNpH5Bn9GFLFWitzw2O5eO381J%0AHlgH3g/3k+nrW1FdLPZLycdQSOaKK6KkUmeMiGa0huIiGUbuxNcTqej+VIzZwp6YNFFEW0xNHJXN%0AnsLHgk9zXbfCz4u/ET4LfFOz8Y/DjxLf+HtatyMtE+Y51zkpKh+WRD3VgRRRXSnchn9Z/wCyb8Yd%0AZ+Pn/BPn4dfFjxDp9lpmt63BdLeW9nnyvMt7ye1LKDyA3kb8dt2O1FFFaLY5Zbn/2Q==" 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ipRuqsvvf+Zg2nhTwxY3y3Nj4e0OzuVBCywadCjqCCpAIUHkEg+xNaX9m%0AWP8Az52v/fhP8Ku5xXgH7Sfxg1j4Lfs6ReKfDmlaXrviK71yx0vTrC/laOKd7m4SIjK85CsSO2RW%0AmW5TCVRUMNBRcnstFf8ABGGIxFSb5qkm/XU9y/syy/587X/vwn+FJ/Zlj/z52v8A34T/AAq5C0jW%0A0bTKqSlBvUHgHHIpl1dW9np093dTR29rDG0k0sjYVFAyWJ7ACl7PWxnqVv7NsT/y52v/AH4T/Cj+%0AzbD/AJ9LX/wHT/CsHwd488FfEHwudb8C+K/D/i7SRIY2u9Iv47mNWHVSyEgH2NdbwRmqqUJU5OM0%0A013uNNblD+zbD/n0tf8AwHT/AApW0+yeRne2t2djlmMCEk+vSrnelwfQ1HKhlD+y7H/n3tv+/Cf/%0AABNIdLsf+eFv/wCA8f8A8TV+ijlQyh/Zdj/zwt//AAHj/wDiaQ6VYkf6qAfS3j/+JrQpRgckgfWn%0AawjM/smy/uR/+A8X/wARTjpdoyqGVWCjCgwRcDOcD5fUmtHPGKSmBm/2TZf884//AAHi/wDiKUaT%0AZZ/1cX428X/xNaPeuF1D4k+ENM/aC0H4X3mpPF411nSptU0+y+zuVkt4WCSN5gG0EMw4JyewrSlS%0AnUbUVeyv8luF0tzp302wiheSRLVI0UsztDGAoHUk7eBSRafp09vHNCtpNC67kkjhjZWHqCF5Fcr8%0AVNBufFX7MvxE8M2jvHeap4bvbOFgMkPJbuox+JFeB/sH3Mtx/wAEnfg5HPfNf3FppT2kxdstE8U0%0AiGI8nlNu3/gNd0MApYCWK5vhko29U3f8LEOpaoo+R9Vf2VZf88IP+/Ef/wATTv7MtPLKeVEEJBK+%0ATHgkZwfu+5/Or1FeaaXM86TZHpDD+EEf/wATUf8AZFmT91R/27w//EVqUuTjFAjK/sa09U/8Bof/%0AAIij+xrX1X/wHh/+IrUp38PFFxmT/Y1r6r/4Dw//ABFOTSbaNiykZwRxBCOCMH+D0rzv4YfFvRvi%0AprPxJs9H07UbBvBvi2fw5etdFMXM0McTtLHtJ+Q+YAM4PB4r1bvW1ajOlPkmrMUWmrmb/ZNn/wA8%0Ak/78Q/8AxNP/ALKscf6mD/vxH/8AE1forIZR/suxH/LC3P8A2wj/APiaP7Msf+fa3/78J/8AE1fr%0A5G0H9qnS73/gqZ40/Zo17TbLSL2x02C70DVPtn/IQZk3SQsjY+cA5XbnIBrvwGV4rGqo6EOb2cXK%0AVukVa7+VyJTjG13ufVLafYLGSbS0AAyWaBMD9KWOx054FdbOxkVhlWWFSD9OK5L4p28l5+zV4/tY%0AAzSy+HrxVCnBJMLV5L+xwXf/AIJgfBbzJGkkXw6iMzNuOVdxgn8KI4K+AliebaSjb1Td/wABe09/%0Ak8rn0W1jZPIzvZ2juxyzGFSSfXpQNOsD/wAuFn/34X/CrfG7Ga85+MHiG78Kfsr/ABE8R6e/lX+m%0A+H7u4tn3FSsixMVIPYg4rjo0ZVakacd20vvKk7Js7k6bY5/487QfSBP8KT+y7H/n1tv+/Cf4V4z+%0AzNH4gT9gn4WTeKtV1bXPEN1oMV1f3up3JnuJJJcyHc5JJxuAGT0Ar3TPsK1xmH+r150m78rav3s7%0AAndXKP8AZdl/z623/gOn+FH9l2X/AD623/gOn+FXs+w/KjPsPyrnuVcpnTbRlUNbwEKMKDAnAznA%0A49Sab/Zdl/z623/gOn+FX+4r5v8A2cvir40+J+jfE8eN9M0rTNS8N+Ob7RLdLFGVXghYeWzBmY78%0AEZPAJ7V1UcJUqUalWO0LX+bsiHNJo+gxptgOtnaN9YE/wo/s+wz/AMeNn/34X/CvCdN/aH8OeI/2%0A37z4J+DtF1XxZdaPYPceKvEFi6/2focv/LO2lc/emfn5V5GOe+PaPEHiXw74V8NT614o17R/DukQ%0ADMt7qV4lvCn1dyAPzp18BiKM4wnBpySaXWz208xKpF7Mvf2fYf8APjZ/9+F/wo/s+w/58bP/AL8L%0A/hXm3gj45fBv4leJ59E+H3xR8C+M9YhgM8tjo+sw3MyRggFyiMTtBIGcd69UrCtQqUZ8lSLi+zVn%0A+Jdyr9hshGUFnabCQSvkrgkZwenufzpP7PsP+fGz/wC/C/4VborICp/Z9h/z42f/AH4X/Cj+z7D/%0AAJ8bP/vwv+FW6KAKn9n2H/PjZ/8Afhf8KP7PsP8Anxs/+/C/4VbooAqrY2SSK6WdojqcqwhUEH16%0AUn9n2H/PjZ/9+F/wq3RQBU/s+w/58bP/AL8L/hR/Z9h/z42f/fhf8Kt0UAVP7PsP+fGz/wC/C/4U%0Af2fYf8+Nn/34X/CrdFAFT+z7D/nxs/8Avwv+FKbGyZVDWdoQowoMK8DOcDj1Jq1RQBU/s+w/58bP%0A/vwv+FH9n2H/AD42f/fhf8Kt0UAVP7PsP+fGz/78L/hR/Z9h/wA+Nn/34X/CrdFAFT+z7D/nxs/+%0A/C/4UosbJVYLZ2gDDDAQryM5wePUCrVFAFT+z7D/AJ8bP/vwv+FH9n2H/PjZ/wDfhf8ACrdFAFT+%0Az7D/AJ8bP/vwv+FH9n2H/PjZ/wDfhf8ACrdFAFT+z7D/AJ8bP/vwv+FH9n2H/PjZ/wDfhf8ACrdF%0AAFVrGyeRneztHdjlmMKkk+vSk/s+w/58bP8A78L/AIVbooAqf2fYf8+Nn/34X/Cj+z7D/nxs/wDv%0Awv8AhVuigCp/Z9h/z42f/fhf8KKt0UAFKBmkpskscFtJNNIkUSDc7u2AoHUk0Wb0QN2PyC8Q/Fi8%0A+Ev/AAca+L/FFx83w01PTdG8LeLL1WHlafcXaSPZySemJIwCewY+tfsD1wwIIx1Ffhnf/FH4S+NP%0Ajx+214P1Lwp42+J+veOtfttM0aw8G6Y9+xhsrbZFdLKvyRlJvm3FuqjGa9V+AX7TX7X99Ha/Ahvg%0Av4V1T4l+DtHhOrSeL/FH9l3t3bHiCcQ7GLHbtV2Ut83XGa/YOJOE8XjsLSqxhGnKjCEZc0ox5oqK%0AtPVrZvlfyPIwmLUVaXV6H65+ZEZzGJE80DJTcM4+lfDX7e+D+zv8MM9P+FpaEM/9vS18WfDDwv8A%0AFn9pP/gpz8fvEGs+JvEf7Pfxp8H2enQ6fFpGom+sbdlDKySRthZ4JBtbGB1zXtf7dHwy+J1x+yB4%0AF8beLfjHqVtceHNR0tNd03QtNjjsLq6N2ifb4g+XWRNwIQkrkdK8nB8L0cuznD4epiY80lqrN2bj%0AdWaupJ30aZpPETq0m1E/STx5aeM774Ra/afDzV9H0HxpLaMNIv8AVbQ3FrBN/CZIwQWX6V5L8KtU%0A+OnifwP4p8J/Hv4d+GvD2pQ2ptoNc0HWEudP1pXVlZkiP72E9yrjvxXnSfst+M9V8Nwx6v8Atb/t%0AF3pdA/m2t5Y2mQRkfctsj/vqvI/hl8frH9n79ob40/Cr45fF/XfEnhfw7dWJ8M674khE164mhZ5I%0AGaCP5yu3IJGa8XC5UqmHq08JKNWcbS0jJSWtvddlfzTXodM6iTTnpc+d/wBn34IeNfCXwG1X4o/s%0A6Tvpnxj8E+LdR0bxX4TlnKaf4rtoZyUieMnCTeWw2ScZ/Wv1uPxD03Qf2cYPiN8RoT8OrGHTI7zW%0AodVkH/EsJA3pIy5Hyk4yK/Ln4M/tR6fon7bH7Q1j8GPhv8RPjVo3ivU7XW9Gh0HT/s0UMpi8udpW%0An2eUhYA7yOcV+k/jbx1d+GP2KNf+Ini/wUv2yw8PPqGp+F5rmOcbgu5rcyAFG9M4Ir2eNaOPqY6n%0AHF0tZNOLulNqST5X6PZtabbGOFnCMHyvY6vwb8SfAHxD0GLVPAvjPwz4ssZFBEul6jHOOfUKSQfY%0A122Sa+X/AIc/Ar4B66/gb446B8ItA8F+Lr2yg1WCXTEa0eJ5Yw2JFhKpJjcfvKQa8n+IPjz4ofH7%0A9sLXfgL8FfF1x8OvB3hREPxA8bWkCyXglcZWys93yq+OWftXzEMmo4rESjh5OMIK83NJcttPst31%0A0VldvodUq3KlfrsfYPxA+I3gr4WfDqXxd8QPEFn4Z8NxTJDLf3WfLRnOFBIBwCe54ro9E13RvEnh%0Aey1vw/qmn61o93GJLW9sp1lilUjIKsuQa+SPiV4H1/4I/wDBLP4oWWg+L/EvxQ1Sy0+a+W68fMmr%0AO6ZUyRlSqhk27sKc4r5x8QWvhD9l34CeCfip8AYNbsPFXxPWy0vR/CsuryHw1HeXaqzXbWzZ8soS%0ATtRgO2K68Dw7SxtBKjNucpuMdPddkm79Y2Wt9dOxFSu4S12sfqyeT7V+fX7dPizXdJ8a/sw+FNG1%0ArUNGi174mWv217Sdo2kjiKkKdpGVJY5B4Nc14On/AGgfhF/wUq+F3hT4ufHbVPHXhvx3o91LJbnS%0AreCxj1KIBvssIC7kTaSRhsnHNU/+Ch0tvpfxd/ZE1+4WTybX4lxpI69AGMQ/nXscN5LDC57h4SnG%0ApGcZyTSdn7k+6WzRlVr81JtdGfpmAQoBJJA6nvS0isHjVx0ZQRS1+dHcFflT/wAFAfD3jnW/2zf2%0AZ5PhZdyad8RreHV7zRZ1YqJpLSOK4Fu2D8yuFZSp4O6v1Wr4q/acuZLD9tn9jK+t9qXLePL61L45%0A8uTT3DLn3wK+q4LxlTDZrGpBJtRno9n7ktGc2MjzUmrntn7P/wAYtI+O37Lvh3x9p0f2S8njNtrW%0AnP8A6zT72L5Li3cdQVcHr1GDXh37DzJo/wALPjN8OvOMn/CHfFfW9PjRU2pFFJP9pRV9sTVwfxEh%0Av/2Of2xbz40aJaTTfs+ePb+NPiHpttGSvh/UWIVdURQOInziTHfn0rof2bfE+n2/7WH7bOqW93ay%0AeFrfxXaazDLC6+U6SaXFI8obphggOfxr06+WR+pYmrhlejUUZR8mpWcH5rmfqrMwVT34p7rf/M+l%0APi/8ffhP8CfDmn6n8TvFdvoC6hI0en2iQSXN1dlQC3lwRK0jgZ5IXA713Hgnxt4W+I3ws0Xxt4K1%0Am08QeF9WtxPYX9scpKhJHfkEEEEHkEEHpX4//CWD9q34zfH7xB+05pfwa8Cazc+K7b7P4E1rxl4g%0AH2Dw3pO5kCwWiKZHkf7zPhdwz2bn3r4SaH4//Zg/at/Zr+AWr+Mba+8GeJtC8R32rNBZrHaXutvO%0AtysMJYb40jR32ICAeSRkgC814SwmFoeyhWUq8VeSUlJaRbkrJXTja2r1d9NAo4qpOeq91n6XblDq%0ApZQ55C55NeB/EH9qP4C/Cz456d8OfiB8R9D8L+LL22S4jtrwsI4kdtqGWUDZFuION5GQM9K8f/aP%0Aa68I/wDBRf8AY9+JYur6LR5vEd/4R1SNLt0hzqNqTbsyghTiWLHOeo9q8C8Pw/C74qf8HAHxk0u7%0Ah0D4h+DfFvwwOn3kVxAJoobzTbuK1urc7hlXTAzjBBIIPeuHJeHsPXpuvXcnTVOU3y2umpcttbrb%0A3vPYuviXFqK3vY/Va2uLe8sIbu1niubWZA8U0ThkkUjIII4IPrUp+4RjnFfjv8Orr9pD4fftj/Er%0A9nv9lPxR4b8ffCfwM8Ml0PH8chj8PTS5f+yoLlG3yYGcZB2YPoc/S/7BPiLXvEfwq+PF1rviG58R%0AvD8YNYitppLx7iOJMQEpEzH/AFQYttAwAO3NRnHCMsFQliI1oziuVpL4rT1jzR+y7dH8h0sZGcuW%0A2pz37DN66/tF/tq6NcSsZ7X4tzTlG4IEqsAfx2Cv0SNfmz+zZIfDP/Bcf9s3wXKixDVo9M163Gcb%0AlMahiB3JM3P0r9J8fKTUcaxX9qc62lCnL76cR4KV6S8rjaKKK+TOsUdDX5W/EL4B+FfjH/wVg+OX%0Ah17u98P+Nx4L0jXPDfiWzcrc6TexSuiyIR/Cfl3DuM1+qXrXwz4UZh/wcC/E5ezfCqwP5XZr6fhj%0AH4jByxFWhJxkoPb1j+HddThxtOM+VPuWvgp8cPEfiv4b/Eb4MfGGGHSvjt4M0meHVkVdsWtW3lsI%0A7+DP3lcY3AdCfy2/2C5pZf8Agll8MzKzMyrdoMnoBdSjFYH7ZPwX8QeIfBlj8a/hTmx+MPgqCWS3%0AMQwdWsWUiezkx94FckA965j9kPxD4hT/AIIh6Fq3gGbw2fFunWt/IINZeQ21tKs8sjRzCPLggHp1%0A6V72OweHxeSvF4W0VUqRUo/yStL/AMle67bdDKE5wxHLPovv1Oq+N/xj+I3ir9o+3/Zy/Z51Cx0n%0AxotqL3xl4yu7cT2/hizPQBTlWuH/AIVPA718z6b8S/F8/wDwTU/bB0Px58VG+IuieHru40bwz4u1%0ATybabU38n97ENm1X2v8AKMZrJ/Zw/Zw+PHxa+C2v+O/FXxmg8BeEviVq02ra5beFrAnV9SjLtGIW%0AvJDmGLCkKqDIB5r6L/aM/ZX+COk/8E0Na0yw8GQCDwL4cvLjw4r3MmIZ2TLTuAwEspPO5wTn0r31%0A/YmW4illrkptTgnKMbyUlJOTcnbr7qSukrt3ZnJV5wlU6WZnfCT9uL4F2Pwb+FHg63uPG2szf2dp%0A+k3erWPhm5fTbK6aNIxHLcFQgO7jjNfol9Pzr83/AIz3enaF/wAEkPgFbLBbWcF7rHhmNhGojUEt%0AGxOBxkmsv4jftn61p/8AwWJ+H3wa8K3mmw/Da2vRp3i3UXhEizXcsZdIhIeEKADp1JrwsbwvLNa8%0A6mXUmknVk+Z30g090lq72sbrFKirVX2Prv4d/HjR/iN+098Xvhtp2jX1m3gC6htrzU5pkMV1JIm4%0AhFHIC9MnrXkPwr/bN8PfEn9ub4sfBU+Hv7Mm8KQS3GmapFqCXEerQxcSMAAAhB5HJ49K/O7RviVr%0AyXf7T2p+Cb0WWvfF74qx+EPDupBsJFHjZcTqfVULAe9enxfD/wAHfCf/AIKz+GvBPgRbe20rwR8E%0A9QHii+XAzI8ZPmTv/eY/Nk819HDgjLaMq1OtF80qacLPaUYxlKT+b5UjheY1JJOPfUs/A/8Aa2/a%0AP1f49xfE3xxFBrX7PPiXxzN4UtrOzsk83Qpw+yCQMi7mQt8pLE888VkeD/H3xe1/9rb9pH9nL4LQ%0AXGk+JPEPxGu7/WfGcy5t/DmmMiI8ietw5DBB+PuPq7/gnBpkUH/BMLQboxpKt/reoXasVBD7rl8M%0APwxzXyv4T8dfF34Df8FH/wBqnxb4R+G7fFL4Zjxcg8WWelMP7Xsd0SyJcRJ1kjCscr7Hp39VvB18%0AwzHD4bDU4zpRUYq6jGTjKNm09HJevvOyGnP2dOU5aNn6jfBf4M+C/gZ8FLPwZ4MtJPLDGfUtRuW8%0Ay71O5b79xPIeXdj69Ogr8+/Htz8Mdf8A+C1HiXQf2tpYY/CNpptofhRp3iGUx6BcErmeVgT5Tz7+%0AB5npj0r7q+D37R3wf+OPhRdR8B+L7C5vE4vNIvHFvqFm/dJYHwykc84x6Guy+I/wq+HPxe8Av4c+%0AI3hLRfF2jvkpHewBmiJ/ijf7yN7qRX5hgsyrZfmNWWYRmpTTUmtJxv1V/utppomj0atNTgvZ9C54%0AY8D/AA20W4tda8HeEfBWlzC0+z29/pGl28T+QSDsWSNQdhIBwDjgV256V+R+g+Grn9lH/gsr8I/g%0Az8HfFvijU/hx46sbq51/wjq1817DpSRpKySwluY+UH1HBzxX63nrXFxJlDwVWlONV1IVY80ZNNO1%0A2tU27O67tdjTD1eeL0tYSiiivnDoCiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKA%0ACiiigAooooAKKKKACiiigAooooAKKKKACvJ/jv4Z0nxj+xt8SvDmva1qXhzRrzw/crealp8vlz20%0AYQszK30X8QSK9YrkfiB4MsfiJ8DvFvgXU7u7sdP1/Sp9OuLi1YCWJJUKFlJ4yAeK68vr+wxVOre3%0ALJO/azuRUjzQa7nx/wD8E4vANp4J/wCCXHg2+i0+G0u/ElzdauZfLUSyQySssBdhyf3SIcds9K9L%0A+PPwG1bxx8UPh98WvhlqVj4Y+L/hDUUNvfXG5YNS09mxcWVxtBJRlLFeDg/WvfvBnhTTPAnwg8Le%0ACtGEg0nQdJt9Osy/3jHDGsalvchcn3NdLnivUx3EOJrZpWx0Ze9Nvfqn0a7WIjQj7NRfQ+G/Cvhi%0A78Nf8F+viNrKWF7HpXir4X2s5uQhMD3EF0qMCQMBgu3rzzX0D+0D8M5vjD+x747+HtpNb22p6ppz%0ADTp5vuRXKEPCxODgB1XmvYsDcTjk9aXvWGIzmrUxFGulaVNRS/7d2ZSpRUXHucx4GtfEFh8F/Cdj%0A4ra1k8TW2j20OqvbPuie4WJVkKnuCwJ/Gvl34BeF/EVv+1x+1lrvi3wzdix1DxdaHRJr6z+W8git%0AMZhLD5lBOMjjNfZWSRijPGK56eYThGqkv4lr+VnfQHTTt5Hwb+zdqPiL4h/8FBPjf8UtR+Gvib4b%0A6FDpdp4c0+21m18h7poJZGeRFHDKeCCMjBr6O/aH0eXxD+wv8WdGglEEtz4XvFV8Z2kRE9vpXsmT%0AUNxBDdWE9rcxRz280ZjljkXKupGCCO4INdmLzhVsfDExhyqHLZXb0jbq/QiNG1NxPEP2Ytah8Q/8%0AE+vg9q0EkkiS+FrRdz9SUjCHP4qa+WotG+NH7Lf7ZPxN8T+Gfhhq/wAZfhD8QNUXVbj/AIR50bV9%0AJutoVlMTkeZHgcYP+FfoJoehaN4Z8K2WheH9Ns9I0ezTZa2drGEihXJOFUcAZJrVq8Lnaw9eu1TU%0AqdW94yvte61Vmmn1CVHmUddUfKWh/E3xr8bR418Far8A/iD8P/BN14euYH1zxV5dq00skZURpArF%0A2Bzy3GK8R+E3wa0/9oT/AII0eCvh14nutW8Pa14dupbfStWS3MVxpt3ZXDrDMitjcowPqK/RzPPN%0AIAqrtRVUegGKunxBLDr/AGWHs2pRkrNuzSae973vr08g9jf4tT8vfiN+y3+1r4t8N6J4o8RfG3w3%0A4t8YeAJ4b7wLpmk6QLJL24jYBmupZOjvGCp2kLzXV/8ABQzw54k13/gm/wCF/GTackOueEvEGma3%0AqkMZEhtgrL5xUjghWIyfSv0YyaxvEPh/RPFngfVfDXiPTbfV9B1K2a2vrKcEpPEwwynHPPtXo4Xj%0ATFRxuGr1YxtRk2lGKjo/iVlZa6/NkSwkOWSXUb4avk1T4c6BqUUqzx3WnQTLIpyG3Rqc/rW1WZou%0AjaZ4d8IaboOi2iWGkafbpb2dsjEiKNBhVBJJwB6mtOvkK0oyqScdmzpWwV8QftmSR+HfFn7M3xKv%0ARING8L/FC2XU5RgJBFdwyW4kY9gHZPzr7frkPH3gLwl8T/hJrPgbxzpEGu+GNUiEd5ZysV3AEMCG%0AUgqwIBBBBBFd+T42OExkKs17qunbezTTt52bJqR5o2NbXtC0Txh8PtU8Pa7ZW2r6Bq1m9teW0oDR%0AzxSLhgfqD1/GvxU8F+FPFP7Ln7W3xn/Zd1KPVtV0T4x6FJY/DnxBIVMERW0uYoo5mY53AFIdoycq%0AD0Ir9sND0XTvDngrSdA0iJ4NL020jtbSJ5GkZI0UKoLMSScAck5qa70zTL/ULK7vtOsLy7s3L2k0%0A9urvbsRgsjEZUkcZGK9bIOJXltOvh5Q56VRbPS0k7xkt9U1quq0OfEYVVLSTs11Ph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Dc+YvwS8LOc5/ePK/P4vXcxfsjfswQwJGvwJ+GLBBgF9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%0AmMmI/g4WvXadjjNbYevKjVjUjvFpr5O5Moq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BOKlGjG3+Ff5Hn0Pwr8DwWd7bxaLGsN3CIbhftVwd6CRJAP8AWcfNGh45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%0AGJ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/Yf1ufWv+CZPw1S6kaW50q3m0mRim3m2meEYHphRg1ifGLXfHniv/AIKX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%0A2ETk0UUAJRRRQAUUUUAFFFFABRRRQAUUUUAf/9k=" width="605"> </div> <ul> <li> So we're creating truth table from this one. </li><p><a href="http://napitupulu-jon.appspot.com/posts/Neural-Networks---Perceptron.html">Read more…</a> (4 min remaining to read)</p></ul></div>machine learningNeural NetworksSupervised LearningUdacityhttp://napitupulu-jon.appspot.com/posts/Neural-Networks---Perceptron.htmlThu, 09 Oct 2014 22:35:32 GMTAutonomous Driving (Examples)http://napitupulu-jon.appspot.com/posts/Autonomous-Driving--Examples-.htmlJonathan Hari Napitupulu<div><!-- .. title: Autonomous Driving (Examples) .. slug: Autonomous-Driving--Examples- .. date: 2014-05-02 14:17:15 UTC+07:00 .. tags: Coursera,Learning,machine learning,Neural Networks .. link: .. description: .. type: text --> <meta content="text/html; charset=utf-8" http-equiv="Content-Type"> <meta content="Evernote Mac 5.7.2 (451040)" name="exporter-version"> <meta content="Coursera, Learning, machine learning, Neural Networks" name="keywords"> <meta content="harijh2" name="author"> <meta content="2014-05-02 14:17:15 +0000" name="created"> <meta content="2014-08-13 15:11:08 +0000" name="updated"> <title> Autonomous Driving (Examples) </title> <div> <ul> <li> Neural Networks for Autonomous Driving </li><p><a href="http://napitupulu-jon.appspot.com/posts/Autonomous-Driving--Examples-.html">Read more…</a> (1 min remaining to read)</p></ul></div></div>CourseraLearningmachine learningNeural Networkshttp://napitupulu-jon.appspot.com/posts/Autonomous-Driving--Examples-.htmlFri, 02 May 2014 07:17:15 GMTPutting it togetherhttp://napitupulu-jon.appspot.com/posts/Putting-it-together.htmlJonathan Hari Napitupulu<div><!-- .. title: Putting it together .. slug: Putting-it-together .. date: 2014-05-02 13:45:30 UTC+07:00 .. tags: Coursera,Learning,machine learning,Neural Networks .. link: .. description: .. type: text --> <meta content="text/html; charset=utf-8" http-equiv="Content-Type"> <meta content="Evernote Mac 5.7.2 (451040)" name="exporter-version"> <meta content="Coursera, Learning, machine learning, Neural Networks" name="keywords"> <meta content="harijh2" name="author"> <meta content="2014-05-02 13:45:30 +0000" name="created"> <meta content="2014-08-13 15:11:02 +0000" name="updated"> <title> Putting it together </title> <div> <ul> <li> Implement all pieces together to make overall process for neural networks learning algorithm </li><p><a href="http://napitupulu-jon.appspot.com/posts/Putting-it-together.html">Read more…</a> (3 min remaining to read)</p></ul></div></div>CourseraLearningmachine learningNeural Networkshttp://napitupulu-jon.appspot.com/posts/Putting-it-together.htmlFri, 02 May 2014 06:45:30 GMTRandom Initializationhttp://napitupulu-jon.appspot.com/posts/Random-Initialization.htmlJonathan Hari Napitupulu<div><!-- .. title: Random Initialization .. slug: Random-Initialization .. date: 2014-05-02 13:20:40 UTC+07:00 .. tags: Coursera,Learning,machine learning,Neural Networks .. link: .. description: .. type: text --> <meta content="text/html; charset=utf-8" http-equiv="Content-Type"> <meta content="Evernote Mac 5.7.2 (451040)" name="exporter-version"> <meta content="Coursera, Learning, machine learning, Neural Networks" name="keywords"> <meta content="harijh2" name="author"> <meta content="2014-05-02 13:20:40 +0000" name="created"> <meta content="2014-08-13 15:10:56 +0000" name="updated"> <title> Random Initialization </title> <ul> <li> The last pieces in neural networks to be implemented </li><p><a href="http://napitupulu-jon.appspot.com/posts/Random-Initialization.html">Read more…</a> (1 min remaining to read)</p></ul></div>CourseraLearningmachine learningNeural Networkshttp://napitupulu-jon.appspot.com/posts/Random-Initialization.htmlFri, 02 May 2014 06:20:40 GMTGradient Checkinghttp://napitupulu-jon.appspot.com/posts/Gradient-Checking.htmlJonathan Hari Napitupulu<div><!-- .. title: Gradient Checking .. slug: Gradient-Checking .. date: 2014-05-02 12:44:03 UTC+07:00 .. tags: Coursera,Learning,machine learning,Neural Networks .. link: .. description: .. type: text --> <meta content="text/html; charset=utf-8" http-equiv="Content-Type"> <meta content="Evernote Mac 5.7.2 (451040)" name="exporter-version"> <meta content="Coursera, Learning, machine learning, Neural Networks" name="keywords"> <meta content="harijh2" name="author"> <meta content="2014-05-02 12:44:03 +0000" name="created"> <meta content="2014-08-13 15:10:50 +0000" name="updated"> <title> Gradient Checking </title> <div> <ul> <li> Backprop sometimes has bugs. Gradient checking will check wheter backprop will eventually decreasing..... </li><p><a href="http://napitupulu-jon.appspot.com/posts/Gradient-Checking.html">Read more…</a> (2 min remaining to read)</p></ul></div></div>CourseraLearningmachine learningNeural Networkshttp://napitupulu-jon.appspot.com/posts/Gradient-Checking.htmlFri, 02 May 2014 05:44:03 GMTImplementation note: Unrolling parametershttp://napitupulu-jon.appspot.com/posts/Implementation-note--Unrolling-parameters.htmlJonathan Hari Napitupulu<div><!-- .. title: Implementation note: Unrolling parameters .. slug: Implementation-note--Unrolling-parameters .. date: 2014-04-30 04:40:28 UTC+07:00 .. tags: Coursera,Learning,machine learning,Neural Networks .. link: .. description: .. type: text --> <meta content="text/html; charset=utf-8" http-equiv="Content-Type"> <meta content="Evernote Mac 5.7.2 (451040)" name="exporter-version"> <meta content="Coursera, Learning, machine learning, Neural Networks" name="keywords"> <meta content="harijh2" name="author"> <meta content="2014-04-30 04:40:28 +0000" name="created"> <meta content="2014-08-13 15:10:42 +0000" name="updated"> <title> Implementation note: Unrolling parameters </title> <div> <ul> <li> Advanced optimization to unroll parameter from matrices into vectors </li><p><a href="http://napitupulu-jon.appspot.com/posts/Implementation-note--Unrolling-parameters.html">Read more…</a> (1 min remaining to read)</p></ul></div></div>CourseraLearningmachine learningNeural Networkshttp://napitupulu-jon.appspot.com/posts/Implementation-note--Unrolling-parameters.htmlTue, 29 Apr 2014 21:40:28 GMTBackpropagation Intuitionhttp://napitupulu-jon.appspot.com/posts/Backpropagation-Intuition.htmlJonathan Hari Napitupulu<div><!-- .. title: Backpropagation Intuition .. slug: Backpropagation-Intuition .. date: 2014-04-30 01:10:00 UTC+07:00 .. tags: Coursera,Learning,machine learning,Neural Networks .. link: .. description: .. type: text --> <meta content="text/html; charset=utf-8" http-equiv="Content-Type"> <meta content="Evernote Mac 5.7.2 (451040)" name="exporter-version"> <meta content="Coursera, Learning, machine learning, Neural Networks" name="keywords"> <meta content="harijh2" name="author"> <meta content="2014-04-30 01:10:00 +0000" name="created"> <meta content="2014-08-13 15:10:37 +0000" name="updated"> <title> Backpropagation Intuition </title> <ul> <li> Make a better intuition about backpropagation </li><p><a href="http://napitupulu-jon.appspot.com/posts/Backpropagation-Intuition.html">Read more…</a> (2 min remaining to read)</p></ul></div>CourseraLearningmachine learningNeural Networkshttp://napitupulu-jon.appspot.com/posts/Backpropagation-Intuition.htmlTue, 29 Apr 2014 18:10:00 GMTBackpropagation Algorithmhttp://napitupulu-jon.appspot.com/posts/Backpropagation-Algorithm.htmlJonathan Hari Napitupulu<div><!-- .. title: Backpropagation Algorithm .. slug: Backpropagation-Algorithm .. date: 2014-04-29 03:50:41 UTC+07:00 .. tags: Coursera,Learning,machine learning,Neural Networks .. link: .. description: .. type: text --> <meta content="text/html; charset=utf-8" http-equiv="Content-Type"> <meta content="Evernote Mac 5.7.2 (451040)" name="exporter-version"> <meta content="Coursera, Learning, machine learning, Neural Networks" name="keywords"> <meta content="harijh2" name="author"> <meta content="2014-04-29 03:50:41 +0000" name="created"> <meta content="2014-08-13 15:10:32 +0000" name="updated"> <title> Backpropagation Algorithm </title> <div> <ul> <li> Algorihtm to minimize the cost function(BA) in particular </li><p><a href="http://napitupulu-jon.appspot.com/posts/Backpropagation-Algorithm.html">Read more…</a> (2 min remaining to read)</p></ul></div></div>CourseraLearningmachine learningNeural Networkshttp://napitupulu-jon.appspot.com/posts/Backpropagation-Algorithm.htmlMon, 28 Apr 2014 20:50:41 GMT