<?xml version="1.0" encoding="UTF-8" ?>
	<rss version="2.0" xmlns:atom="http://www.w3.org/2005/Atom">
	<channel>
		<title>All Known Alternatives</title>
		<atom:link href="https://akacomic.com/comic/rss" rel="self" type="application/rss+xml" />
		<link>https://akacomic.com/</link>
		<description>All Known Alternatives: latest comics and news</description>
		<language>en-us</language><item><title><![CDATA[All Known Alternatives - Chapter 5: Page 26]]></title><description><![CDATA[<a href="https://akacomic.com/comic/chapter-5-page-26"><img src="https://akacomic.com/comicsthumbs/1788641762-5_26.png" /><br />New comic!</a><br />]]></description><link>https://akacomic.com/comic/chapter-5-page-26</link><pubDate>Sun, 06 Sep 2026 00:00:01 -0400</pubDate><guid>https://akacomic.com/comic/chapter-5-page-26</guid></item><item><title><![CDATA[All Known Alternatives - Chapter 5: Page 25]]></title><description><![CDATA[<a href="https://akacomic.com/comic/chapter-5-page-25"><img src="https://akacomic.com/comicsthumbs/1787776845-5_25.png" /><br />New comic!</a><br />]]></description><link>https://akacomic.com/comic/chapter-5-page-25</link><pubDate>Sun, 30 Aug 2026 00:00:01 -0400</pubDate><guid>https://akacomic.com/comic/chapter-5-page-25</guid></item><item><title><![CDATA[All Known Alternatives - AKA 5th Anniversary Character Popularity Poll Results]]></title><description><![CDATA[<a href="https://akacomic.com/comic/aka-5th-anniversary-character-popularity-poll-results"><img src="https://akacomic.com/comicsthumbs/1787424670-5anni.png" /><br />New comic!</a><br /><!DOCTYPE html PUBLIC "-//W3C//DTD HTML 4.0 Transitional//EN" "http://www.w3.org/TR/REC-html40/loose.dtd">
<p>Hi all, Kajotko here! 22nd of August is All Known Alternatives' birthday! For the occasion I ran a Character Popularity Poll. Thanks to all who participated! AKA has been updating weekly for 5 years now. It's a huge labour of love and my favorite comic (I'm biased) so I hope you stick around for more years to come! &lt;3</p><p><img src="data%3Aimage/png%3Bbase64%2CiVBORw0KGgoAAAANSUhEUgAAAcYAAAKNCAYAAAC6FcsbAAAgAElEQVR4nOzdf1iTd57/%2B6chkQRCQJLWMJKxcZWWZlLBAVaYBb%2BFFv0yBY96qr2kp3UP9Xhse%2BnM4czazrSd7mzH1u36ndprx369qFvtEXdlprBiyyoteIkd8AtWsQy1xa6pE1xjC8pPE8htcv4IaBRQobT44/34q973/bnzzode9yufz/1rkqIofoQQQggBwCS/3y/BKIQQdwqllcZD57Gk2TGqJrqYm5N0ixBC3EFc%2B3ezt0t/W4ei13WUmua2MbdXj2MtQghx5%2BlsYt/uGg60dOBWaYm1p7DskXRidYHV3q8beH93LQ2nenCjJfb%2BRBYvzMQafvWOeji8bRPFx69c6vUpxGYX8NzDsdDWQPG71Rw%2Bq2CYmcyKx7Ox6gA6aNy5naq78ljzsBXNSLX2NVFVB8lPWy/v/%2BsGyt6rocHpgUgzGY8sJNdmGljrofVQBaX7T%2BDoVtCZLKTOzwlaP546aKltAls6cZHfbk%2BaKVqc23dTF1tA6lj25b%2BWnlr/5udf9r%2B0p%2BXK5Rdb/KXr/8lf%2BtU1WwshxO3totO/d%2BMr/lf3fObv9Pr9fs83/qN/fMP//Dv1/k6/3%2B/3tvh3rX/Nv/ngSf%2BFi36/33PGf7TkDf//u7U2sP56eur9Rb9%2Bw1/6ldfv93v9X/zxNf9Lf/zM33/xG/%2BBza/4N9Wd9/v9Xn/bn972v7S11t928dq76z%2B%2By//87/b5zwwu8Lb4S1/7J/87/%2BuMv9/v9184%2BYH/n178n/4D3wRWX2jc7n/%2B77f7a1vdfr/f67/wVZV/86/f8Jf/xTv6vrqecc4V5543/P/wwckxtb3miLH96Kc4zWbCjhyl%2BeFZ2ELHGN9CCHE7cneDJZnFWfEY1IDaRMJPZrH3fzpw%2BZIxdDlx9lrImmtFpwJCzSSkzWLv1jO4fGC45nSmgmN/LSdnpJE/XQ0ooFKDD5SBLTQq8J6qpOhgBEufTb3u9Gi78wzE2DEP/Nt7vIGG6DSeSzGjATTWbFY%2B7cQ7MJrt7NOT8NM0UqdpAdBNzyB1Rh1VpzrActWo0dfKno3bOfvQWp5K1A98heOUrC/H%2B1gh%2BXEeHPtL2XXQydl%2BNVPvS2bZkszAiNfXRPHLpdT1Apt/S%2B2MDF5clY4BD60fl7Kr2oFL0WKMs7N4YTZxEQP1u%2BooKaml8bQHDCbS8pawyB6oK9ZmwVtynNYFVmJHOW18jWBs5XB9DwmP5GPev526z3uwzdYPv%2Bm5BrYV1aDMy%2BfJuWY0iovDH3zAR8faaPcoaEwWUufnkWuLAt8JyjZUQNYcOmvraf56YPi%2BcAm590UN7PDanSGEEDeF8HjmPxoftEDB1eyg64dzMKuAqDgS7j5K3cET3DtvFjqvi8Mfn8Adn4nlegfrc3XsqVeT9WwygVlZNXHpGcTtrOCllxQiZ6aSP8NByVYHtscKsA2Zmr2aQleHB0P05QPpWec3hJmsNO7aQtXxDryGGOblLWb%2BQHKaUxazNHgXvU00fqVnxoNRDKGKJS0piteONuFOTEUHeL9solETz8qZarrqd1F0eAr5a9dhC%2B%2BgsayYol0RPLciGYPKTv7LWsI2lMPyQhZND%2Byy65MSNtfryX92HbYoD47KYop2HKRwdTpG2qj5YzXt9idZvyYWxVlJccURHPHZWNWAOQZz56c4eyF2lNkx8p/m1BFq%2B2aRPNNMcpKJk4eO0jVMR3u/PsjbW2rgoSd5am7gV0f7sWo%2BarewrLCQ19cX8vRsN9X/Ws5h90AzXw8Nx9zMK1jL6%2BsLKXxQQ93OchrdwZ2hZcGz63j95VUsMznYtuMg7aP7bkII8b3qairl7T9pyc1LxQCgiiXrsRQ4sJNfrPt7nv3lFoq/srA0xz4QdiPx0PxhPe2zM8m4O2ixKZn8NYW8/so6Xnjifpxl1XSlLyF3uvaG6vP6CIw6AVDo7O6h/dindM5ewgsvrWXNg1oa3t1F3blhGvc5qNpRSevsbBZYhh9TGec8gOWrz2jsDnyHliMODElzsKraaKx3YcnMxhapDoysc1KwfHlkYNvhdNBYf4a4h3OwRatBpcf6UBpxZz%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%2BtTMVl25G%2B/pOsoq6mk%2Bo6CLjsIUpcGgAy4VqCYs9Mo2GtXA%2But2xui/pBBCfHcU2o%2BW8OaebjIKniTLEjR662ih5VwMWQ8OnoOMJWlePHu3OnD6Eokbds6ug8N7j0La0hGvqHQ3l7LtMwv5z9hp37uJhujFrHviLg4XbaLsiJ3VKcOf9jJOjeLCZy7cWNGhxmiKQtMxdDtNcF3uE%2BzbWkrD1GwKlyRe57yontnJFkoPHKE1tJWTMQ%2Bw1AQQgTHCQ/O5HrAO1OZuo92txWYYYVeqCIwRahJyCnlq9ggj4mg785fbmY%2BC%2B1Qlm7e%2BR%2BS0VWREAz4PnX1qLGO4NmbYYOw69iknZ2Ty96vTMQ4s835Zyiu7jtKSbQ38MVVaUh9fy2LKeW3nLqruKiDLrAZcVP%2BhGlfik7ywMjaQ3L7jlLxSeWMV3UhnCCHETUGh/ZOdvPmBl6z/q4CMq4dqhhgsugbq6lu5d24sOl8bzfUn6IwZOAeJi31vbMU5r5CnEgPHO6%2Bjmj1/sbB0mXXIpwHQdpBt5efJKCjAGgotioLX5wGfB68SuL1jJIaZVsyVTk4qqdjUYEx4AOM/V7MvIYb509W4jpaz12lmwdLB8DrBnqJSmi05rFlkZ6QMC6aJTyShvIJtHynMyF480MZEQoqZvdWVNM/MwxbeQfPeepwz08i/NFrUoVYrnD3XA9P1l9tUVdA4LY8EE7Q3l1P8sZ7FK7OJ9R2nZGM1LMxn6X1Rl6eIQwZ21/EN7UwhOfoGir7KMMHooq6%2BjRlp9kuhCKCZkUiCuoTa4x7ibIGmYTotuumLWTlvC5u2l2NZs5g4nRq1GlC8KD7Q%2BDpo2V9DQ7dCxg2VdJ3OuI1vShVC3GLO1bDt3xy0A2W/20DZ4HKNiUd%2BtoosUzyLCjoo272Ll973oKi0TL3PzsrH0gOB4TtPW4eeqXcPDgLaqPvgBMbMAmzDzVf2Odizsx5dTgEZdwcO33HpGVh3lPN3zw/c2zh7mAtjBpnmkBazlcYvPdju00JkKvnLuil57/f8ok1Bc7eVrL9dNjBSVWh5v5R9pzxoTpfz60Pll3ajS8pj/aP24T9DPYvk2VBTb2HR/ZdHroaUZazsLWXX7zbwthK4KnXlsuTLYauKZV7OLIr%2BfRO/OJTKc6szMaYsY2V/OaVbNrC9C3QxVrIWDuSAKp4Fj5ygePcWfv6OgjrKRPKihZdG2e5TDlz33M%2BMMdytP/SRcM5yXinq4JHnnyDhqj%2BM68NNbPwqhRcLTFRdcfVQB4ff3UJpXxqFBekYvq6j5I%2B1NDo9oNNz7zw7ukNNGB5fS%2B60E5RddeXR4JWq6sfXkmsB6MHxcTmlBxy0XuqMPLKsI1wVK4QQt6Lug7z55jcseH7xCNOq4897qpyNe/WsXJl5Gz/9poO6oq18MfcZVthHP/Moz0oVQoiJ8mUpr3wyi3XL7CM/rUaMmvdUORsr9KxYlTkwZT06EoxCCCFEkNt2IC2EEEKMhQSjEEIIEUSCUQghhAgiwSiEEEIEkWAUQgghgkgwCiGEEEEkGIUQQogg13xYTn%2B/l94LHvq9XjyKF82kkGttLm5yit%2BHepL8FhJC3J5CQlRM1mgID9MyefLYH5kw4g3%2BXd29HGtrpfGCiyOdp2nr66HL6xnzB4mJp1eHEh0aRmJ0LH9tms5c0z2ESFAKIW4TFy/68PT109NzAZ0uFEPEdd/ePKxhg7Gru5f9X/8n//pfRzjjHsNbHsUt4XFrEn87c66MIoUQtxWf38/5jm406pAxheOQI2J/v5djba38R9txCcXb3A7HYd758hAX/WN4k6cQQtykVJMmMSUqAre7j/5%2B7%2BjbX72g94KHwxf%2Bi%2BOdZ8elQHFz2%2BE4zKG2rya6DCGEGFeqSZPQ68PovTD6U4BDgvG8p5dPO8%2BMS2Hi1vC/2k5NdAlCCDHutKGT6feOw4hRuXiRkz1t41KUuDUcPdc60SUIIcS4CwlRcfHi6E8VDQlGfUjouBQkbh3n%2Bi5MdAlCCHHTkMsRBT1K30SXIIQQNw0JRoE2RN4dLoQQg4YEY4fcxH/H%2BWF41ESXIIQQN40hwRit1WHWGSaiFjFB4gx3T3QJQggx7i5e9BESMvqJ0SEtQjWTSYu%2BZ1yKEjc/bYiGFOP0iS5DCCHGnaevn8ma0Z8qGhKM4WFa5uot/FWEaVwKEze3/316AvOmzpzoMoQQYlz5/H56ei4QHqYdddshwTh5sob4aDOPmOIlHG9j2hAN/8eMZB6bPmeiSxFCiHE1%2BKxUnS50TG/ZuObbNY6fc3Gox0ntua9wyXNTbwum0HDm3nUPGXfP5K9NMoUqhLh9fKdv1xgU/D7GsTw9QAghhPi%2BfOfvYxRCCCHuRHKDvxBCCBFEglEIIYQIIsEohBBCBJFgFEIIIYJIMAohhBBBJBiFEEKIIBKMQgghRBAJRiGEECKIBKMQQggRRIJRCCGECCLBKIQQQgSRYBRCCCGCSDAKIcQdqQdH/UFauie6jpuPBKMQQtyBvI5Kij/xYoyY6ErGn9d1lJrmtjG3V49jLUIIcVtzn65jT1kNNS4Lq3%2BzHNvA0ML7dQPv766l4VQPbrTE3p/I4oWZWEd4T27Xl9WU7j1K8395QKvHEj%2BHxY%2BkE6sb3KIHx/5ySmsdtPaCboqZ5Oyf8shsMxoApZWane%2Bx5/MeiLSQ%2B/hyMqYFDufth7byZlMcawrSMY449Onh2IETGFOewXj1qs4G3t5YQaMlm9dXpqIDUNpoOVBBSZUD3cOrKHzQPOY%2BHFkHLbVNYEsnLvLb7UkzRYtz%2B27qYgtIHcO%2Bhgaj7wRlr%2B6kqkvN4GsedSYL8xbmMT8u6ttVK4QQtyjXgS28VasmKcWK%2BWvl8grlBGVbq2lPX8qLBVZ0XheN5bvYvEvHi/9nKoar9uN1VrB52wksi5bxm8RYdN42mmveo%2BhdWLMqHSPQdWgXm49OYcXqddiioetUNdveKeb9qLUsmq7G21zNnrZZrP1NNnz0ezbtbyL18URwVrDtgI5FT18rFAH3cRq%2BNJHwqP6qFW3U7T6CwW5G0zGwqLeJks2VnPxhIrOtTlq%2BdU%2BOwPcNzQfqYdq3D0ZC45lnq2Tbnxyk5lhH3Xz4EaNKT9bThSyaDqDQ1VzKmzsrmLpuOQm6YVsIIcRtTfPDDNb8JB5jRyXNB4Km6bqcOHstZM21olMBoWYS0maxd%2BsZXD4wXBVQrYeP4/5xHkt/HBsYfISasD28jKwt26k5lc6i6QouZxvG2T/FFh04RBumZ5Ixo4Ga0z0wPWroSTCVOhBg/%2BZgxtICEq43Pepy4oq4C8tVx/P2Q7upjcxkRUwNdYPBiJ6Ex1ax1KKleWfdyMHoa2XPxu2cfWgtTyUOBK5ynJL15XgfKyQ/zoNjfym7Djo5269m6n3JLFuSiVUH%2BJoofrmUul5g82%2BpnZHBi6vSMeCh9eNSdlU7cClajHF2Fi/MJm7g%2B3lddZSU1NJ42gMGE2l5S1hkNwEQa7PgLTlO6wIrsaM8aXgDU6lqDPF24lSVODsJCsZrFOw7QdmGCsiaQ2dtPc1feyDSTMbCJeTeJ6NOIcStx2iNH35FVBwJdx%2Bl7uAJ7p03C53XxeGPT%2BCOz8Qy0gFZxaUZuUt8PTjP9MB0PZb7LbgramicnUeCSU2Xo5oapwnbgsDxUxOfSe6x99j88lEwWVn86BQO79pFe2o%2B%2BVbtdb%2BLt6OHLoP1ytBuO0hJbQS5q2cR1lRzeXm4lbhwAIVrUsWSlhTFa0ebcCcGpmC9XzbRqIln5Uw1XfW7KDo8hfy167CFd9BYVkzRrgieW5GMQWUn/2UtYRvKYfngoAy6Pilhc72e/GfXYYvy4KgspmjHQQpXp2OkjZo/VtNuf5L1a2JRnJUUVxzBEZ%2BNVQ2YYzB3foqzF2JHeR71BoLRg6u%2BgWadlRWmy0uvXTDg66HhmJuVBWtZEaHgqi/hzZ3lWJ5/QkadQojbhyqWrMdSaNm8k19UAD7Q3G3nqWftDHeoi02JR1dUSck9OnLtsej6XDR//AF7v1Iwzw6Ej86WR37LVt56dQNvqwCflrhF%2BWTdPbATdSwZj68lAwCF1g%2B3sG1yBmv%2B5sbO/Sk%2BL6gvny7D56LmD0fQPVxAnA7cY%2BwK45wHsOz/jMbuVFIjPLQccWBIyseqaqOm3oUlcxm2SDVgIiEnhbpXj9DYnUzGsMHVQWP9GeIeXjswctZjfSiNuFdqae5MJyMy8OPiQu95uvpiMVqyeWpVUPPQKIxaD21dwLgEo6%2BHqi2/pVYFilfBG2oiIyc16CTtdQqOAFRqbPMysUaoATXmpFQSPqzAeQ4Spo2uSCGEuGn5WtmzoxbvT5ay/sF4DN5WDpftonj3UV5cnjgkHDXTclj7ZDWle3fxD3/wQISJuJQ0su5twxkRmIJ0Hytl2%2Bd3kf%2BLVSSZ1XR9WUnRjt3sm/kM86/KPvfnpWxrimHpKisnd2%2BlxqlAWAwZ/1seCdHDl6zW6lC73VwAdCi4DuymKjyNQvvV5xxHKTKRtHtqqW3qIDXRQV2LnuTsWPA5aO/WYowO2r/OhFHnoXOk4PKdp73Dw%2BEdG2kOGl4rPj3GHiDSRMbyPNx7a3nr1Qq80TEkPZjDArtpIPDVaEJA8Y3%2Ba4x8jnHV5eEsfS6aq3azscjJ6lWZmLlOwRGBXYeFXrl7jQoYQ5FCCHHT6mih5VwMWQ/GY1AD6liS5sWzd6sDpy%2BRuKumU73nHLgi0shfnXl5YV8TxbUm7r1HDSg4W85gSMonyRyYFjXMzCZrxgZqTnYw3xx0OupcHcVl50n92wKsJ0v45Skrzz2biXf/73nzwyZsy%2BxDp2wBzV0mjOfacClgVDlpqG%2Bjq7OSf3ihEgClT8Hra%2BWXL50g//knSLrhWT49s5MtlB44QmtoKydjHmCpCSACY4SH5nM9YB0IR3cb7W4ttquvThqkisAYoSYhp5CnZo8wPRxtZ/5yO/NRcJ%2BqZPPW94ictoqMaMDnobNPjSX0Rmu/7MZu1wg1Y1uQQdwrlRz7OhOz%2BToFS/gJIe4Uhhgsugbq6lu5d24sOl8bzfUn6IyZg1kF4GLfG1txzivkqUQtnDvKth3VZPztErKmR0G3g5qyShz357B0YFBhjImivb6e5hQztkg17tN11J3UYk4PGnEprezbWQsLCsgyq/GeVcCn4PUpgZk%2B7zXOCZpmcW9oOS1nwGaxkrvuV%2BQGrXbXb%2BWXx%2B5n/eDtGqOgiU8kobyCbR8pzMhePHBVromEFDN7qytpnpmHLbyD5r31OGemkX9ptKhDrVY4ey5wnvVSm6oKGqflkWCC9uZyij/Ws3hlNrG%2B45RsrIaF%2BSy9LypwARJAyMDuOr6hnSkkjzBqvpYbC0afB9fRo7QoU7BFBn3JkQoefR1CCHFrUsezqKCDst27eOl9D4pKy9T77Kx8LD0QCr7ztHXomXp3YBChmZnH6kUVlJVsYe95BbR67k3JZk12/KXRnTFtGSvd5ZRu2sDbHtBFmknIzWeRdfCQ3UPL7vdomJZDYeLABTn3pbPgaDkbf9UA0RZyHx9%2BtAiAykpqipq3jzlYZBn97QzX7o9ZJM%2BGmnoLi%2B6/HOSGlGWs7C1l1%2B828LYSuCp15bLky7ezqGKZlzOLon/fxC8OpfLc6kyMKctY2V9O6ZYNbO8CXYyVrIXZgatMVfEseOQExbu38PN3FNRRJpIXLbx036L7lAPXPfczYwx360/y%2B/3%2BK5YMcx8jIWoMZgsZOXlkzRz8oj04Pi6n9ICD1ksF55Fl1Q9clXrl1UWDV6qqH19LrmX0hQohxC2p%2ByBvvvkNC55fPGRadUK5myh%2B6yj3rnyCpNvu6Tcd1BVt5Yu5z7DCfv2rdK82NBiFEEKMny9LeeWTWawb4XyfGH/eU%2BVsrNCzYlXmwHT26EgwCiGEEEFupoG9EEIIMeEkGIUQQoggEoxCCCFEEAlGIYQQIogEoxBCCBFEglEIIYQIcs1nAvT3e%2Bm94KHf68XbdxGVetL3VdctxXfRjypE%2BkYIISZSSIiKyRoN4WFaJk8e%2B12jI97H2NXdy9mWTrpOeGlr6cXT4aW/9zrv47pDaXQhaCM13B0XgflHBmLskUxSSVAKIcT36eJFH56%2Bfnp6LqDThWKICB/TfoYNxq7uXlqPdPJV5Tl62/q%2BdbF3mvv%2Buxlb7g9kFCmEEBPA5/dzvqMbjTpkTOE45Bxjf7%2BXsy2dnKnrklAco8//w0Xznv/C75OHCgkhxPdNNWkSU6IicLv76O/3jr791Qt6L3jobOnjnKN3XAq8U33%2BHy7ONHVOdBlCCHFHUk2ahF4fRu8Fz%2BjbXr3gQlcf7Sfc41LYnc71566JLkEIIe5Y2tDJ9HvHYcR48eJFuk5LMI6Hr1u6J7oEIYS4Y4WEqLh40TfqdkOCUa0LGW47MQaeztH/UhFCCDGx5Ab/75DXfXGiSxBCCDFKEozfIXWodK8QQtxqht6u0SOjnPESMVU70SUIIYQYpSHBqDNoCDdOnohabjtRPwyb6BKEEOKOdfGij5CQ0c/cDWkxebKGu%2B0R41LUnUw9WYXZZpjoMoQQ4o7l6etnsmb0z0wdEozhYVqm2LRExcpo59uYlTWV2DlTJroMIYS4I/n8fnp6LhAeNvpTWsOOGO%2ByRvCDn0RIOI6BerKK%2BJwY4rKnTnQpQghxRxp8VqpOFzqmt2xc8%2B0a3zi6Od/s4eumbnrb%2B791sbczXZQG848iiZ0zRaZQhRBiAnynb9cYFPw%2BxrE8PUAIIYT4vnzn72MUQggh7kRyB7oQQggRRIJRCCGECCLBKIQQQgSRYBRCCCGCSDAKIYQQQSQYhRBCiCASjEIIIUQQCUYhhBAiiASjEEIIEUSCUQghhAgiwSiEEEIEkWAUQgghgkgwCiHEnURppfHjJtrlhUkjkmAUQog7iGv/bvZ26THexkd/r%2BsoNc1tY26vHsdahBDijuU%2BXceeshpqXBZW/2Y5tkvB04OjqpRdB52cVdRMvT%2BNx5ekExs63F48tB6qoHT/CRzdCjqThdT5OeTaTIHVbQ0Uv1vN4bMKhpnJrHg8G6sOoIPGndupuiuPNQ9bGfFNhH1NVNVB8tPWS7W11lZQesCBo1tBHWki%2BaGFLPqxObAPdwNvvVxBS3BUaCzk/%2BoJknTfssOG6KCltgls6cRFfrs9aaZocW7fTV1sAalj2NfQYPSdoOzVnVR1qa/s3Gg7a36Rh3XYXxlt1O2shJ8uH1MRQghxK3Md2MJbtWqSUqyYv1auWNd1aBdFx2NYUbicOF0Hh/9tO0XlJl54NH5IgLmPlbC5EnIL1rJmmhr3qRq2vVPMHsMz5Fqg5UA1LdPz%2BMef3UXdli3sOZbCmrl62mvfo8yTwpqsa4Qi4HUcp9kwiyzT5do2HdCx%2BIlnWD1Nj3L6INu2FvN%2B9FoWWdXQ%2BQ2dunhWv7SUuO96hOn7huYD9TDt2wcjofHMs1Wy7U8OUnOs19/%2BKsOPGFV6sp4uZNH0G92NidTly0f94UIIcTvQ/DCDNT%2BJx9hRSfOB4Ck8F3WHOkhe%2BCRxEWrARNKjT2JuG/7Q29mnJ%2BGnaaRO0wKgm55B6ow6qk51gCUKVGrwwWD0alTgPVVJ0cEIlj6bet3p0XbnGYixYx5cEPMA%2BU/EkzBNH9jftFRS76mh6nQHWE142ztojzLd2LSrr5U9G7dz9qG1PJUY2B/KcUrWl%2BN9rJD8OA%2BO/QMj5341U%2B9LZtmSzMCI19dE8cul1PUCm39L7YwMXlyVjgEPrR%2BXsqvagUvRYoyzs3hhNnERgd17XXWUlNTSeNoDBhNpeUtYZA%2BkfqzNgrfkOK0LrMSOMtRHP5XqO0HZhgoupFhpP9SEMyaT36wwsXdDBerH15JrGfUehRDilma0xg%2B/wu3kZNtdxHVV8tb/aOJkhxrL7AyWLkwedmRnTlnM0uAFvU00fqVnxoNRgJq49Azidlbw0ksKkTNTyZ/hoGSrA9tjBdjCr1elQleHB0N0xKUlhunJJASv/7Kamq%2BiSMgOhEtX23mU3vOUvNGE85xCWIyVjEfyyLBoh%2B5eFUtaUhSvHW3CnZiKDvB%2B2USjJp6VM9V01e%2Bi6PAU8teuwxbeQWNZMUW7InhuRTIGlZ38l7WEbSiH5ZcHZV2flLC5Xk/%2Bs%2BuwRXlwVBZTtOMghavTMdJGzR%2Brabc/yfo1sSjOSoorjuCIz8aqBswxmDs/xdkLsRFDy72WsZ1j9HXQ7JzC0//Pr4jVAb4TY9qNEELc1tzdXPA6qft8FitWFRLrc7BvRylvfRDFCwtnXXPakz4HVTsqaZ2dxzLLwKHalEz%2BmmTyAXwuarYW05WeT/70YYJqGF4fgT4SZI8AACAASURBVFHnVdprt/La7lbcPj0Jj%2BaTNTCkDLs3g/woNbFxszCHemitL6doawlhP3%2BCpGGmO41zHsCy/zMau1NJjfDQcsSBISkfq6qNmnoXlsxl2CIDI%2BeEnBTqXj1CY3cyGcMGVweN9WeIe3gttmg1oMf6UBpxr9TS3JlORiRogAu95%2Bnqi8VoyeapVUHNQ6Mwaj20dQHjEoy%2BHqq2/JbaoOFnZPJSXlg4K/APlZ6EeemBUBRCCDG8EA2aEDNpj6QSGw4wi/k58dTuaKI1d9YI12wQCMV/KaEmMpM1ufEMPdQqtFa%2BR014Jmvs59n37m7%2B3AVhMQ%2BwaGEq5mGP7GrCtGrcbveQNca0Al5PU%2Bj6spJtO3axZ9oz5E5TozPbSbo076ondm4eC45tovZ4B0lzo4Z%2BRGQiaffUUtvUQWqig7oWPcnZseBz0N6txRitv7ytzoRR56FzpODynae9w8PhHRtpDvoFofj0GHuASBMZy/Nw763lrVcr8EbHkPRgDgvspoEfHGo0IaCM4baUkc8xrrr2OUbNbXyprxBCjItwE0Zty%2BjauE%2Bwb2spDVOzKVySiGGYY627uZRtn1nIf8ZO%2B95NNEQvZt0Td3G4aBNlR%2BysTtEPbQQYp0Zx4TMXbqzo8NB%2ByoE7ehaxEWpAjWFmNhkzjlJzqgemRdHuaMAVbsd2d9CIVAWMGDZ6ZidbKD1whNbQVk7GPMBSE0AExggPzed6wDpQm7uNdrcWm2GEXakiMEaoScgp5KnZI4yIo%2B3MX25nPgruU5Vs3voekdNWkREN%2BDx09qmxDHv177VJvAkhxHdFPYu02T1Uvd9AuwL0nmBfxXE0s%2B2BC0J663jzl1uoOTewvfsEe4pKOTothzWPDh%2BKtB1kW/l5Mh7PwRoKXkXB6/WAz4NXAa9PGaZRgGGmFXOrk5MDm7j%2BVM6mHdU4uhVAoctRTc1JPVZLILy8X9WzbWcFzecUwEP7sQqqTptJtg0zWhygiU8kofMo2z46w4yURAK5ZyIhxYyzupLmTgWUNpr31uOcOYeES6NFHWq1Qvu5noF/B9qcrKqgsS1QX3tzKW9uqaTVR%2BDCng2/p%2BTzDkB9eYo4ZKB5xze0MwVz9IiljkjuYxRCiO%2BMGutPl7Bg9we8%2BUolXT4t1sRMVi8YOL/YcZ4u7V2YowAUWt4vZd8pD5rT5fz6UPmlveiS8lj/qB36HOzZWY8up4CMuwOH77j0DKw7yvm75wfubZw9cmhhmkNazFYav/Rgu0%2BLbUk%2Bi9/fR/HGDbT3E7hv8tF8cgfOaZrn5bNSKaf0zQ283Q%2BGH8wiqyD/2rflqWeRPBtq6i0suv/yyNWQsoyVvaXs%2Bt0G3lYCV6WuXJbMpQGjKpZ5ObMo%2BvdN/OJQKs%2BtzsSYsoyV/eWUbtnA9i7QxVjJWpgd%2BFGhimfBIyco3r2Fn7%2BjoI4ykbxo4aXa3KccuO65nxljSLlJfr/ff8WSke5j1M3iqZeWYuMEZVddOTR4papclSqEEDfOe%2Bxdfn0snr9/YvirVL%2BTzzxVzsa9elauzLyNn37TQV3RVr6Y%2Bwwr7Dd2YVKwocEohBDie9G69/fsiX5yxHOCYmy8p8rZWKFnxapMzGMIfwlGIYQQIshtO5AWQgghxkKCUQghhAgiwSiEEEIEkWAUQgghgkgwCiGEEEEkGIUQQogg13wmQH%2B/l94LHvq9Xnz9/fhD7owH5Uy6eBF/SMj1NxRCCHHTCAlRMVmjITxMy%2BTJY39kwoj3MXZ196L8ZwsRp75A/Z%2BfM6mrAy70DLfp7UcbBoZImHEv3PcjuO8BUMngWgghbmYXL/rw9PXT03MBnS4UQ8R1X1I5rGGDsau7l0lNnxBRUwHn2oZrd2fJzIGHF4KMIoUQ4qbn8/s539GNRh0ypnAcMgzq7/cGRopHDkooDqqugA93g28ML/YSQgjxvVJNmsSUqAjc7j76%2B72jb3/1gt4LHiIcn8FfHONS4G2jugI%2B/3SiqxBCCHEDVJMmodeH0XvBM/q2Vy/wdnehdpwYl8JuO5//eaIrEEIIcYO0oZPp947DiNF3UWGSq3VcirrtnPxioisQQghxg0JCVFy8OPpTYEODUTu2q3juCF2dE12BEEKI75jcgzAangsTXYEQQojvmATjaEwOnegKhBBCfMeGBKOqt3si6rg13GWe6AqEEEJ8x4YE46QIA0wxTkQtN7/Y6RNdgRBCiBt08aKPkJDRT4wOaTF58mS8980el6JuK5MnQ5xtoqsQQghxgzx9/UzWjP6ZqUOCMTxMS1fcAxATOy6F3Tb%2B5mGw/3iiqxBCCHEDfH4/PT0XCA/TjrrtMCNGDZofWulJmifhCIGRYtZPYd78ia5ECCHEDRh8VqpOFzqmt2xc8%2B0a3r84MLR8iubzY3C%2B/VsXe0sxREH8A/CjOXDvjya6GiGEENfxnb5dY1Dw%2BxjH8vQAIYQQ4vvynb%2BPUQghhLgTyQ3%2BQgghRBAJRiGEECKIBKMQQggRRIJRCCGECCLBKIQQQgSRYBRCCCGCSDAKIYQQQSQYhRBCiCASjEIIIUQQCUYhhBAiiASjEEIIEUSCUQghhAgiwSiEEHcSpZXGj5tolxcmjUiCUQgh7iCu/bvZ26XHeBsf/b2uo9Q0t425vXocaxFCiNtf7wlq3q9gz2GFtGcLWTT9OsuDuRt46%2BUKWoIPvRoL%2Bb96giRdD4e3baL4%2BJVNvD6F2OwCnns4FtoaKH63msNnFQwzk1nxeDZWHUAHjTu3U3VXHmsetjLimwj7mqiqg%2BSnrQMLPLQeqqB0/wkc3Qo6k4XU%2BTnk2kw3UO8o%2B%2B26OmipbQJbOnGR325PmilanNt3UxdbQOoY9jU0GM/V8dYbtRgff4alcdrLy93HKfkf5bQ/XMDqFNO3KFkIIW5NXkcFG/%2B/E5hSZ3FvxPHrLh%2Bi8xs6dfGsfmkpcUNGbHqSVvyKpOBFvQ28/XotxjgzoNByoJqW6Xn848/uom7LFvYcS2HNXD3tte9R5klhTdY1QhHwOo7TbJhF1mDuHSthcyXkFqxlzTQ17lM1bHunmD2GZ8i1qK9T7zjzfUPzgXqY9u2DkdB45tkq2fYnB6k51utvf5WhwRidytKcz3itrJLkn%2BVhDQXw4KisoOHuDJ6TUBRC3Kl0VpatzcYa4aDs8PHrL7%2BKt72D9ijTDU5jKjj213JyRhr509WAAio1%2BEAZ2EKjAu%2BpSooORrD02dTr7rfdeQZi7JgH/t3Zpyfhp2mkTgsMgnTTM0idUUfVqQ6wmEZXr6%2BVPRu3c/ahtTyVqB/4CscpWV%2BO97FC8uM8OPaXsuugk7P9aqbel8yyJZmBEa%2BvieKXS6nrBTb/ltoZGby4Kh0DHlo/LmVXtQOXosUYZ2fxwmziIgb601VHSUktjac9YDCRlreERfZARsXaLHhLjtO6wErsKEN92KlU49yFLG7ayq4qO4U5VnBWUnw0isVrUjECKC4Of/ABHx1ro92joDFZSJ2fR64tCnwnKNtQAVlz6Kytp/lrD0SayVi4hNz7ogY66xrthRDiJqUxx2MF8N3Y8qt1tZ1H6T1PyRtNOM8phMVYyXgkjwyLdujG5%2BrYU68m69lkArOWauLSM4jbWcFLLylEzkwlf4aDkq0ObI8VYAu/XvUKXR0eDNERl5aYUxazNHiT3iYav9Iz48Go0deriiUtKYrXjjbhTkxFB3i/bKJRE8/KmWq66ndRdHgK%2BWvXYQvvoLGsmKJdETy3IhmDyk7%2By1rCNpTD8svT0F2flLC5Xk/%2Bs%2BuwRXlwVBZTtOMghavTMdJGzR%2Brabc/yfo1sSjOSoorjuCIz8aqBswxmDs/xdkLsRFDy72WEc4xmkhdkkbDmxVU23Kg7DjGBQWkRgfWth%2Br5qN2C8sKn8QartBatZ2N/1pOzK%2BeICkU8PXQcMzNyoK1rIhQcNWX8ObOcizPP0GC7jrtx33eWgghbg5h92aQH6UmNm4W5lAPrfXlFG0tIeznT5B0xfShh%2BYP62mfnUPG3UGLTcnkr0kmH8DnomZrMV3p%2BeRPHyaohuH1ERh1DqfPQdWOSlpn57HMoh5lvQHGOQ9g2f8Zjd2ppEZ4aDniwJCUj1XVRk29C0vmMmyRasBEQk4Kda8eobE7mYxhg6uDxvozxD28Flu0GtBjfSiNuFdqae5MJyMSNMCF3vN09cVitGTz1Kqg5qFRGLUe2rqA8QlGIDqd/OwWXtuyE6Zn8Nzcy1Ooxh8v57kfAyi4u3sgXIeu7zxnzgExgEqNbV4m1gg1oMaclErChxU4z0HCtOu0nza6LyCEELcKndlO0uA8Jnpi5%2Bax4Ngmao93kDQ3aMbMVcOe5igWFMaPcM5QobXyPWrCM1ljP8%2B%2Bd3fz5y4Ii3mARQtTMQ97ZFcTplXjdruHrupzUPUvJdREZrImN57B8ckN1zsoMpG0e2qpbeogNdFBXYue5OxY8Dlo79ZijNYHdYYJo85D50jB5TtPe4eHwzs20hzUCYpPj7EHiDSRsTwP995a3nq1Am90DEkP5rDAbhroMzWaEFDGcFvKNa9KNc5NI/mjCsgemEId4D1dR1lFPc1nFHTRUZiiNBh0BE0jqAkLvXLXGtXl9ddvL4QQt592RwOucDu2u4NGeEHHxoAODu89CmlLR7yi0t1cyrbPLOQ/Y6d97yYaohez7om7OFy0ibIjdlan6IdtZ5waxYXPXLixXgo/3CfYt7WUhqnZFC5JxBB0Pu7G6g2mZ3ayhdIDR2gNbeVkzAMsNQFEYIzw0HyuB6wDtbnbaHdrsRlG2JUqAmOEmoScQp6aPcKIONrO/OV25qPgPlXJ5q3vETltFRnRgM9DZ58aS%2BhItY7sOqck1Wg0oLli6O2i%2Bg/VuOKW8MJLhTz3bAFPLU9mxg3f%2BPFt2wshxK3Cxb43fsvbRz0AeL%2BqZ9vOCprPKYCH9mMVVJ02kxx0fYXXUc2ev1jInTfC1ZRtB9lWfp6Mx3OwhoJXUfB6PeDz4FUCt3eMxDDTirnVycnBTdwn2FNUytFpOax59MpQvNF6r6aJTySh8yjbPjrDjJREArlnIiHFjLO6kuZOBZQ2mvfW45w5h4RLo0UdarVC%2B7megX8H2pysqqCxTQEU2ptLeXNLJa0%2BAhf2bPg9JZ93AOrLU8QhA807vqGdKZijRyx1RGOIIzVqNaB4UXyg8XXQsr%2BGhm6FjO%2BlvRBC3CJ852nr0DN1YMRlnpfPSqWc0jc38HY/GH4wi6yC/KCRYRt1H5zAmFmAbbjrLfoc7NlZjy6ngIy7A4fvuPQMrDvK%2BbvnB%2B5tnH2NixhNc0iL2Urjlx5s96lpeb%2BUfac8aE6X8%2BtD5Zc20yXlsf5R%2Bw3UOwz1LJJnQ029hUX3Xx65GlKWsbK3lF2/28DbSuCq1JXLkrk0YFTFMi9nFkX/volfHErludWZGFOWsbK/nNItG9jeBboYK1kLswNXmariWfDICYp3b%2BHn7yioo0wkL1p4qTb3KQeue%2B4f06Brkt/v94%2B41neCsquuEoKBS2T/WEuj0wM6PffOs6M71ITh8bXkThumzcCVqurH15JruU57y%2Bi/hBBC3JS6D/Lmm9%2Bw4PnF3/19gDfIe6qcjXv1rFyZeRs//aaDuqKtfDH3GVbYb%2BzCpGDXDkYhhBBj92Upr3wyi3XL7Ne88V6ML%2B%2BpcjZW6FmxKhPzGMJfglEIIYQIctsOpIUQQoixkGAUQgghgkgwCiGEEEEkGIUQQoggEoxCCCFEEAlGIYQQIogEoxBCCBHkmg/L6e/30nvBQ39/P/7es/h0d19r8wmj8rTjC42GSZMmuhQhhBATJCRExWSNhvAwLZMnj/2RCiPe4N/V3Yv39CcY/lKK5uS/Q%2BepMX/I90L/A/irn0LcYpixYKKrEUII8T27eNGHp6%2Bfnp4L6HShGCKu%2B/bmYQ0bjF3dvaiO70Tf/M/w9affutjvlSYMkn4OKYWgnTLR1QghhPie%2Bfx%2Bznd0o1GHjCkch5xj7O/34j39ya0ZigDeC1D3W6j/p4muRAghxARQTZrElKgI3O4%2B%2Bvu9o29/9YLeCx4Mfym9NUMx2OE34Iv3JroKIYQQE0A1aRJ6fRi9Fzyjb3v1gv7%2B/sA5xVud9wI49k10FUIIISaINnQy/d5xGDH6e8/e/Bfa3CjXJxNdgRBCiAkSEqLi4kXfqNsNCcab9ZaMMTn3xURXIIQQ4hZze9/g7%2B2d6AqEEELcYm7vYAyNmugKhBBC3GKGBKOq79xE1PHd0JsnugIhhBC3mKHBqNbgv%2BuBiahl/Fn%2B20RXIIQQYoJcvOgjJGT0E6NDWmjCTSix88alqAn3V/99oisQQggxQTx9/UzWjP6ZqUOCMTxMS/cPfgoxfz0uhU2Y1F/CjJyJrkIIIcQE8Pn99PRcIDxMO%2Bq2Q4Jx8mQN6ul/Q7ft/4Yo67gU%2BL1L/SX8zcuguubLQ4QQQtyGBp%2BVqtOFjuktG9d8u4Zy6mMizuxD7axiUs9pcLd/64K/E6FRgQttLP8tMH06I0dCUQgh7jDf6ds1Bl16H6PXO6anBwghhBDfl%2B/8fYxCCCHEnej2vsFfCCGEGCUJRiGEECKIBKMQQggRRIJRCCGECCLBKIQQQgSRYBRCCCGCSDAKIYQQQSQYhRBCiCASjEIIIUQQCUYhhBAiiASjEEIIEUSCUQghhAgiwSiEEHcipZXGj5tolxcnDSHBKIQQdyDX/t3s7dJjvA1TwOs6Sk1z25jby9t8hRBiPPmaKP5NOYfdwQsVvIqWjGfXsdQ6QrvOBt7eWEGjJZvXV6aiA1DaaDlQQUmVA93Dqyh80BzYtq2B4nerOXxWwTAzmRWPZ2PVAXTQuHM7VXflseZhKyO%2BkbCviao6SH56oJiRPgfwft1A2Xs1NDg9EGkm45GF5NpMY%2B%2BfEXXQUtsEtnTiIr/dnjRTtDi376YutoDUMexraDD6TlD26k6qutSXOlVnsjBvYR7z46IGlrRRt7MSfrp8TB/67V3Vgb4TlG0oh%2BWFLJo%2Bjh/T66CuspoDTS7O9oIu2oRtbga56fEYbvhX1vj9sYUQtwCVnfyX7eQHLfJ%2BWcorOxVs5pEatVG3%2BwgGuxlNx8Ci3iZKNldy8oeJzLY6abm0rULLgWpapufxjz%2B7i7otW9hzLIU1c/W0175HmSeFNVnXCEXA6zhOs2EWWaZrfQ6gnOD9d2q48GA%2B61ebURwVbH7nPWrWrCJjvLPR9w3NB%2Bph2jgcK0PjmWerZNufHKTmjPRLZGTDjxhVerKeHgwZha7mUt7cWcHUdctJ0AGYSF2%2B/NuU/e2MZweOxH2css3lfDEzk8cLnyQ2HNyuJj4qK2fj1wrPPWoP/KK7GWoVQty8fC5qKk5gfKgA2wgHjfZDu6mNzGRFTA11g8GInoTHVrHUoqV5Z92VgaVSgw%2BUgX9qVOA9VUnRwQiWPpt63enRducZiLFjvs7neI830BCdxnMpZjSAxprNyqedeMOH%2B56t7Nm4nbMPreWpRH1gmXKckvXleB8rJD/Og2N/KbsOOjnbr2bqfcksW5IZGOn6mih%2BuZS6XmDzb6mdkcGLq9Ix4KH141J2VTtwKVqMcXYWL8wmLmKgPlcdJSW1NJ72gMFEWt4SFtkDiR1rs%2BAtOU7rAiuxo5wuvoGpVDWGeDtxqkqcnQSC0XeCsg0VqB9fS%2B60wH%2BTNYfO2nqavx4Ybi9cQu59gyPMDlo%2BLKfkoJN29Niy5mCoP4LusbXkWgB6Ru6wIZ0/TAeuDPx5L5yuZtt7DRw7q6COMgc6yTZYw7U7%2BGqujytpuCuT5xYlYxhYpjMnkvsEdG1tornTTlIkoLg4/MEHfHSsjXaPgsZkIXV%2BHrm2qGv8sYUQdwp3UzVV7nhWpowwxGo7SEltBLmrZxHWVHN5ebiVuHC4HH%2BD1MSlZxC3s4KXXlKInJlK/gwHJVsd2B4rwDZcaF1BoavDgyE64jqfA2ed3xBmstK4awtVxzvwGmKYl7eY%2BcONfFWxpCVF8drRJtyJgalg75dNNGriWTlTTVf9LooOTyF/7Tps4R00lhVTtCuC51YkY1DZyX9ZS9hVM39dn5SwuV5P/rPrsEV5cFQWU7TjIIWr0zHSRs0fq2m3P8n6NbEozkqKK47giM/GqgbMMZg7P8XZC7EjHOdHcgM56sFV30CzzsqPRho6%2B3poOOZmXsFaXl9fSOGDGup2ltM4MMfefug9io5oeeRn6/jdS0%2BSeu5TGtou/xECHaYnd%2B06fvdyAQtCmyja1UDXsBXbyX95OVkmPVlP/4rXB4PG10Nzs8K8lYX8bkMhhdk6GndVXKoh0MFaFjy7jtdfXsUyk4NtOw7SPuwXaqP5uIe4HycODbHwRPLXLA%2BEItB%2BrJqP2i0sKyzk9fWFPD3bTfW/DpxfGKlWIcSdQXGwd6%2BTGQsyAwfrq/lc1PzhCLqHc4i7oSmoAaZk8tcU8vor63jhiftxllXTlb6E3OnaG2ru9REYdV67eDq7e2g/9imds5fwwktrWfOgloZ3d1F3bvgWxjkPYPnqMxq7ATy0HHFgSJqDVdVGY70LS2Y2tkg1qE0k5KRg%2BfLIwLbD6aCx/gxxD%2Bdgi1aDSo/1oTTizn5Gc2dgCw1wofc8XX2gs2Tz1Krsy/0cGoVR66Ft2CC5tuF7xtdD1ZbfUqsCxavgDTWRkZOKcaS9qNTY5mVijVADasxJqSR8WIHzHCRMa6P5sIsZDy0jIVoNRGFbkMKMhsFfRoMdtizQYQQ6rO7VIzR2J5Nxo0mv0l5ZQ2Iytr2DNQx28NpABzPQwa/U0tyZTsbVU5y%2BbrrcaiIN1x9QG3%2B8nOd%2BDKDg7u6BcB26vvOcOQdMu8HahRC3pfb6amp1iRTa9cOsVXAd2E1VeNoI62%2BEQmvle9SEZ7LGfp597%2B7mz10QFvMAixamYh72EKYmTKvG7XYPt/IKGrUaQ2ImufcFRkXmxByyDm%2BioaWH1LnD1ByZSNo9tdQ2dZCa6KCuRU9ydiz4HLR3azFGB7XRmTDqPHR2AcMd533nae/wcHjHRpqDTpgqPj3GHiDSRMbyPNx7a3nr1Qq80TEkPZjDArtp4PyqGk0IKGO4HWXkc4yrgi5k6XPRXLWbjUVOVq/KZOgoWk1Y6JW70qgAH%2BDrHtohoVEYwwe2H2799TpshK8ycg3X6%2BCrv38EBp2Cs0vherPN3tN1lFXU03xGQRcdhSlKg0E38LlCiDtXXxN793eQ/Gg%2B5uHm5nxOGurb6Oqs5B9eqARA6VPw%2Blr55UsnyH/%2BCZKuM4p0N5ey7TML%2Bc/Yad%2B7iYboxax74i4OF22i7Iid1SnDB65xahQXPnPhxnqNayXUGE1Rly8GCqIZca5Rz%2BxkC6UHjtAa2srJmAdYagKIwBjhoflcD1gHanK30e7WYhtpGk0VgTFCTUJOIU/NHmEkHG1n/nI781Fwn6pk89b3iJy2ioxowOehs0%2BNJXTELziiG7tdI9SMbUEGca9UcuzrTMx3j%2BITVBEYwj04OjzAwJfr66DLrQT%2BIKoxdNho3UgHX8GELV5L1SdH6bInXzn92XuU4q3HuffJ5SRFuqj%2BQzWuxCd5YWVs4FeK7zglr1SOU%2BFCiFuV6%2BMaGu9O48W44GOOi31vbMU5r5CnEq3krvsVuUFr3fVb%2BeWx%2B1k/eLvGtbQdZFv5eTIKCrCGQoui4PV5wOfBq4DXN/Sc4SDDTCvmSicnlVRs10gBY8IDGP%2B5mn0JMcyfrsZ1tJy9TjMLlo48wtXEJ5JQXsG2jxRmZC8eOH6aSEgxs7e6kuaZedjCO2jeW49zZhr5lwY/OtRqhbPnemC6/nKbqgoap%2BWRYIL25nKKP9azeGU2sb7jlGyshoX5LL0v6vLUcMjA7jq%2BoZ0pJEdfryOHurFrdXweXEeP0qJMYeqor6w0kTDbxBf7K2juVMDXQUtVPV94g9anmHFWVwbWK20DHTaHhBFHi4EObD/Xc%2BM1pJg5WVVBY5sCKLQ3l/LmlkpaRxjZmf8mm%2BRvqikqa6C1N/A/mPvro%2BzZUUnLVDu2SAA16v%2BfvfuPaurMF3//NiSSQECEqGGEsfErtJhBwAK3MCOeQktdjOJRz2ivdHU8Y71cO116elg92nGmp2emP8bp9XbaNdNel/Uc7VW/V86II3a4lFZ6xQ64wAqWSemAx9QDHdNKMAYwgWzj/SMgEQi/1f74vNbqWs3Ofp7nkx3cnzzPfp691YDi8XXXFQfNJ6qo6/T/gxxvrEKIr73OOt45pZCVN%2BiHtfcK7Q49c2aP7VpgQD1Wjh%2BqRZe3jqzZvstH8UuyMFlL%2BZdnd3NCncaKpIjA5Q2LyYxupeG8e%2BR2ZmRQsM5E65Hf88zPdvH6Scj6x3UjL9NTx5GWBLbuWDIWDiTQ8PR1bErt4virO3n6%2Bb0cdyWyaZ3f8VHFsDQvjqtlr/HMm5XY%2B8ukuzmxeydPb9vJrvfcmHMzfbNM1QksWx6L/dhunt72Is8dsBK7auXN2FwXrdjuMTF/Aqv1p924cePGLVuGWcdIkJpwYyxZefnkLNAPMyt10BpC//djAa8DS/kRjp62YUeL%2BcEUdKcbCX9s0KzUk618oYwyK7WP01LCnj82YYvMYHthLFWjxUAX1g9LKTlppc0JumgTOSvzyTGNMLbf3UJVRRXVfesY1REGkh/IYsXSgXWMHlsNxX%2BopqHVDTo99y5NHPTZBsW6OTvwtVohxDdb5ylef/0yy55dTfxdvuOM52Ipu8r1bNqU/Q28%2B42Dmj17%2BesDP2VD4vh/hAxNjHeCt4Xil8vQbdjKCpmgIoT4tjhfwgsfxbFtXeKIC/DF5HgulrKrTM%2BGwuzhr%2B%2BO4o4kRldjMa/VGVi3LhuTzo3tTDFvlqlZ%2B%2Bx6zBO4MCqEEELcLnemx6jYOHP8GMfr23H2QPhcE1kr88mZN9EpykIIIcTtcXeGUoUQQoivqG/cJVchhBBiMiQxCiGEEH4kMQohhBB%2B2sojWgAAIABJREFUJDEKIYQQfka8J0Bvr4fua256ez24nB6m64NG2n1cFPd1pk2bRlCw5GYhhBCTFxSkYrpGQ2iIlunTJ75SNOCsVGdnN5etnVyxuPmysZNue%2B%2BEGwkkzKjF8D/0fCdpBt8Z6fZFQgghxCiuX/fi7umlq%2BsaOl0w4WGjPpxyWMMmRmdnN611V/jbnztxtF2bdLCjCQ5TY/qBgQV/NwtdxPTb3p4QQohvLu%2BNG1xxdKJRB00oOQ4Zx%2Bzt9XDZ2nnHkiJAT6fCp/%2BvjfP/3%2BU70p4QQohvLtW0acyMCMPl6qG31zN6gcHlB2/ovubmisV9x5KiP%2BuH7fzt3DAP/xJCCCHGQTVtGnp9CN3XRnmCyHBlB2/o7fXwZWPnlAQ2Xj2dCn87d/WutC2EEOKbRRs8nV7PFPQYXU7PbZloM1bt/yXPLRRCCDF5QUEqrl8P8NDdEQxJjFO5JGMiOm3j7/YKIYQQU0UWEQohhBB%2BJDEKIYQQfoYkRsV1/W7EcZMuQp5rLYQQ4u4ZkhiDgoIIn6u7G7EAYPzejLvWthBCiG%2BO69e9BAWNf2B0SImQ8GCi4u5OYlRPVxGzeOZdaVsIIcQ3i7unl%2Bma8Y9CDkmMoSFaZsQHE2ma2D3mJiPuoTkYzeF3vF0hhBDfLN4bN%2BjqukZoiHbcZYc8XWP6dA1z4mfg6fItuO9u75mSIEcMYrqKuJw5xD8857a3JYQQ4put/16pOl3whJ6yMeLTNb5ovoqzxUN7czduh4febmXSAfdTB6sIm6Ml4rshGM3hMoQqhBBiUm7r0zX63Xweo8czobsHCCGEEHfKbX8eoxBCCPFtJAv8hRBCCD%2BSGIUQQgg/khiFEEIIP5IYhRBCCD%2BSGIUQQgg/khiFEEIIP5IYhRBCCD%2BSGIUQQgg/khiFEEIIP5IYhRBCCD%2BSGIUQQgg/khiFEEIIP5IYhRDi20xpo%2BHDRuzyAKWbJDEKIcS3mO2DY5Q79UR9g7KBx1ZPlaV9wuXVUxiLEEJ8e31azDN7m1BUA6dV9T0ZbN%2BcTdRw%2B3c0cry0iprzDjwqLbFJ6azOW0KMbmAX5/lKSsrrsfzNDVo9sQmLWb3cb5/2Og6%2BXcmZLxTCF6Sx4bFcTDoABw2H9nNiVj5bHjYR8MmEPY2cqIG0J02%2B10o7zSfLKD5hRfdwIUUPGkfePqUcNFc3gnkJ8TMmV5NmppbW/ceoidlIxgTqGpoYvS0cffkQJ5zqmwdTZ4hl6cp8HomPmFy0gOfzOqq%2BjCYrJSbwlyWEEF8zzo4rYM7jNxvSRj%2B39bRwdE8ZrYvz2f5YAuGeNmr%2B8zBv/E8123%2BSQTjgaS3jjX0txK5axy9TYtB52rFUHWHP27ClcAlRKDSfrKR5Xj6/%2BadZ1OzezfFz6Wx5QI%2B9%2BghH3elsyRkhKQIeaxOW8DhyDEB3I8VvVHDhuykkmVpp7t8p0Pap5r2M5WQtzJ18YiQ4gaXmCvb92UpGnmncxYfvMar05DxZxKp5AApOSwmvHypjzrb1JOuGLTFmyucf8845hUxJjEKIbxD75S5CZkaM6bzm%2BqSG6uAUih5OIBxAHUPGj7KxvFxFjS2DR4zQdqYJ1/35rL2/71wZbMD88Dpydu%2Bn6uIS3/lZpQYvKH31alTguVjBnlNhrH0qY9ThUXvrJYhOxNf/05P8aCFrY7VYDtX4JcBA2wfxtnF8136%2BeGgrT6TofduUJopfKsXzaBEF8W6sH5Rw%2BFQrX/SqmXNfGuvWZPt6uN5GDj5fQk038MaLVM/P4heFSwjHTduHJRyutGJTtETFJ7J6ZS7xYb7qPbYaiourafjcDeEGMvPXsCrRAECMORZPcRNty0zEjHOYeAxDqWrCExKJV1XQehW/xDhCwN4Wju4s41q6CfvpRlqjs/nlTzK4dnI3L7xjw%2BNt42c/qybjJ1tZu0CN89MyDh5v5MIVhZDvxLHsH/LJMGrH90mEEOKucWO3u/E4K9n1cgk2lxrjfSmsWJF98yTuz/bZZUIWLOGWAUldHObYMho%2B7wJjX2JRMTTRertovdQF8/TEL8ki/lAZzz2nMGNBBgXzrRTvtWJ%2BdCPm0NFiVnA63IRH9gUYaiI%2B1Lf9FoG2D6aKITM1gl/XN%2BJKyUAHeM430qBJYNMCNc7aw%2Bw5M5OCrdswhzpoOHqQPYfD2L4hjXBVIgXPawnZWQrr%2Bztl4PyomDdq9RQ8tQ1zhBtrxUH2HDhF0eYlRNFO1R8qsSf%2BmJe2xKC0VnCw7CzWhFxMasAYjfHqx7R2Q8ww38GIH2X0XdzYauuw6Ex8zzCw1RewlmVPbeOV5wtZZ7Cy78Ap7P07eB1YWmey%2Bp938MpPfAcpamkhL/0oBs19ubz0UhFrF6jhy0r2HLISs%2BqnvPJSEZvT3ZTvLaW5Z3wfRAgh7h41pqxcVi/7IZue2cYrOwrICW5kz/5KbENmeypc61XQ6QYPv2nR6eCayw1ATHoCuvoKis%2B14fICLhuW945Q/pkC3r4kZUijYEsRr7ywjZ8/vpDWo5U4l6xhxbyxdSw8Xny9zikStXgRsZ99QkMngJvms1bCUxdjUrXTUGsjNjsX8ww1qA0k56UTe/5s377DcdBQe4n4h/MwR6pBpcf0UCbxX3yC5apvDw1wrfsKzh7QxebyRGFfUgQIjiBK66bdOf7PMfwR8XZxYveLVKtA8Sh4gg1k5WX4XUDuD3irL2D6An6hGsvVJWSFASo9yUtvvZA8nLYzjdjN2Sxb4PuFZEzPI%2Bv0bqo%2BdROfJL1GIcTXgZqoBWkD50i1keTlWTS8WM259myMs2/dN2S6GpfLNagONy4XhOh85z3N3Dy2/riSkvLD/Oo/3RBmID49k5x722kN0w8qq9BWcYSq0Gy2JF7h3beP8RcnhEQvYtXKDIzDnunVhGiHi2MSZqSQeU811Y0OMlKs1DTrScuNAa8Ve6eWqEi/uHUGonRurjqB4Xp03ivYHW7OHNiFxa/brHj1RHUBMwxkrc/HVV7Nmy%2BX4YmMJvXBPJYlGvp62Wo0QaBMYBlK4GuMhQPdWXpsWE4cY9eeVjYXZmNklID7PqRm1P6owtVON%2BGGWX7DBRFERUJDZxcgiVEI8XXgwHrOimZBCjH9Q5hBalApMMyJ2XjPLK6dbMGGaWA4taeFv36uZ/4KX/LwdFixhWVSsDl7oGBPIwerDdx7z62nbpelhH2fxFLw00Ts5a9RF7mabY/P4sye1zh6NpHN6YMTqU/UnAiufWLDhYlJTh/poycpLZaSk2dpC27jQvQi1hoAwogKc2Pp6AJTXyyuduwuLebwAFWpwogKU5OcV8QTgTpJkYk8sj6RR1BwXazgjb1HmDG3kKxIwOvmao%2Ba2ODxf4qxXZIMNmJelkX85UbOfekX8PoiXnlhx83/Xn1pKyvmjqd5NTPCtDjbL%2BO5uc2BvQNmDPlFJIQQX132jyrY804dth5AacdSXkVzZAJJswFsvPvbF3mr3jdMqluYRpqrnuL3mnAqQE8bZ45U0vzddDL6M2VHPft%2Bd5ATFx2%2B151Wqg5XYF2YSap/D6v9FPtKr5D1WB6mYPAoCh6PG7xuPAp4vIGvDYYvMGFsa%2BXCKJcPx0OTkELy1Xr2vX%2BJ%2BekpvslFGEhON9JaWYHlqtJ3fGppXbCY5JufRYdarWDv6Op77Stz4UQZDe0KoGC3lPD67gravPgm9uz8PcWfOgD1wJBwUF9xx2XszMQYOf7PMLbBZa8bW309zcpMzDMGAi4/UUbD3HySDWC3lHLwQz2rN%2BUSM1KDwRrUnVewKxCjhpjFCUS9UUW51cQKkxpbbRlVnXGsjZfeohDi6yKC1HWruXqsgtd/VYELNXPuS2HDP%2BZiVAHeK7Q79MyZ3XdeC05g1SY37xyt4FfPlaCotcSY03nyf82gvwOlWZDP5lVlHC3eTfkVBbR67k3PZUtuwsAIW4%2BV44dq0eVtJGu273QevyQL04FS/uXZvrWNSSMsszMsJjN6Lw3n3Zjvm6JzrjqOtCSoqo1l1cKBDk54%2Bjo2dZdw%2BNWdvKX4ZqVuWpd28/OiimFpXhx7/vgaz5zuW/%2BZvo5NvaWU7N7Jfifook3krMz1zTJVJbBseQsHj%2B3m6f9QUEcYSFu18ua6RddFK7Z7FjJ/ApdQp924cePGLVuGWcdIkJpwYyxZefnkLOj/oF1YPyyl5KSVtpsB55Nj0vfNSr11dtFNPVaqDpdS3qyQ/PhW1sarcVrKOPhOI81XFcJlVqoQ4pum8xSvv36ZZc%2BuJv4rdocZz8VSdpXr2bQp%2Bxt09xsHNXv28tcHfsqGxPHnkqGJUQghxNQ6X8ILH8WxbV2irN%2B%2BAzwXS9lVpmdDYbavxz5OkhiFEEIIP9%2BYjrMQQggxFSQxCiGEEH4kMQohhBB%2BJDEKIYQQfiQxCiGEEH4kMQohhBB%2BRrwnQG%2Bvh%2B5rbno8vXS4XURoRl8o2X29l2lMIyRIVusIIYS4c4KCVEzXaAgN0TJ9%2BsRzUMB1jM7Obpo6bJzuaqW64zNsrrE/u%2BO7oTP5XkQ0P5g9n%2B/Pmj/h4IQQQoixun7di7unl66ua%2Bh0wYSHjfpQymENmxidnd28b2vmnfYm/quzfcJBzpyu44dzzfx97CJmaeWm4EIIIW4/740bXHF0olEHTSg5DrnG2NvroanDNumkCHCl18UB6xn%2B2PrxpOoRQgghxko1bRozI8JwuXro7fWMXmBw%2BcEbuq%2B5Od3VOumk6O9Pn1v48%2BULU1afEEIIMRLVtGno9SF0X3OPv%2BzgDT2eXqo7PpuSwPpd6XXx4ZeSGIUQQtw52uDp9HqmoMfY4XaNa6LNWP3FcWnK6xRCCCECCQpScf26d9zlhiTGsSzJmIj/7r5yW%2BoVQgghppIs8BdCCCH8SGIUQggh/AxJjF3Xe25LQ4bgiS20FEIIIe6kIYlRHRTEfL1hyht6YNY9U16nEEIIEcj1616CgsY/MDqkxExtKItmRE9JUP20QRqyZi%2BY0jqFEEKIkbh7epmuGf89U4ckxtAQLakh3yFhxpwpCQzgR/OS%2BV8M86asPiGEEGIk3hs36Oq6RmjI%2BFdaDHm6xvTpGpIMMXR4e3D0urg0iTWN2iAN/zAvmXXzFk%2B4DiGEEGI8%2Bu%2BVqtMFT%2BgpGyM%2BXeNcexsN12ycvfo57T1dOD2j31pHG6Thu6ERxIfPJj1qHkvnyBCqEEKI2%2B%2B2Pl2jX//zGHs9ngndPUAIIYS4U2778xiFEEKIbyNZ4C%2BEEEL4kcQohBBC%2BJHEKIQQQviRxCiEEEL4kcQohBBC%2BJHEKIQQQviRxCiEEEL4kcQohBBC%2BJHEKIQQQviRxCiEEEL4kcQohBBC%2BJHEKIQQQviRxCiEEMJHaaPhw0bs3/KHKX21EmN7I1Xn2vDc7TiEEOJbyPbBMcqdeqK%2BWplh3Dy2eqos7RMur57CWCapnZqjlbQuKSTrboci7r4eK2c%2BchOfmUD43Y5FiKnktXFi916Ofm5i8y/XYx6chJR2mk%2BWUXzCiu7hQooeNAJdnNn3Ggebbt3V41WIyd3I9odjoL2Og29XcuYLhfAFaWx4LBeTDsBBw6H9nJiVz5aHTQR8SmFPIydqIO1J081NzvOVlJTXY/mbG7R6YhMWs3r5EmJ0U3Y0/Dhorm4E8xLiZ0yuJs1MLa37j1ETs5GMCdQ1cmLsruHNFyuwZa7n35bHja1GbwtHd5bC%2BiJWzRtHJK3VnOgwsSFe66vj5UNUx%2Bbxy8fTGPwdOD/ay7/%2BPw6ytxSxInYcbQwxdV/EmCntWD6ooPxMK7ZOBWW6HpM5kRXLsjGF3aEYBnHV7uVnf1nEb36SNuQfjat2L8/8Zxsa1a1/KvFrtrI5XT%2B2us8t5KVNGUO%2BxxEFz4LmvZSExbIhcfR2hPh6ULCd/BPNs%2BOIuaQMfbu7keI3Krjw3RSSTK0033xDT%2BqGHaTesm8db71STVS8EVBoPllJ87x8fvNPs6jZvZvj59LZ8oAee/URjrrT2ZIzQlIEPNYmLOFx5Bj6XreW8ca%2BFmJXreOXKTHoPO1Yqo6w523YUriEqCk4GrfwXsZyshbmTsH5ODiBpeYK9v3ZSkaeafT9BxkxMdrrP6bVaCTkbD2Wh%2BMwB084zFG1NVrx3JdHjAroG992Wc5S15FGVqT/njbq/tyGhyk4WU7lFzEmbixH93OwM4UNhWuJj1RDdxsN7x/jjb0KRVtyMX4FhzA08bnjT2yTpifpgWhK3q/Fnpg99f8IhbgLPLZKij%2BNZfUqOHBuuKE%2BPcmPFrI2VovlUI1fYhxMwfpBNRfmZ1IwTw0ooFKDF/rTrUYFnosV7DkVxtqnMkYdHrW3XoLoRIx9r9vONOG6P5%2B198f4EmqwAfPD68jZvZ%2Bqi0uGdny8bRzftZ8vHtrKEyl952elieKXSvE8WkRBvBvrByUcPtXKF71q5tyXxro12b5erbeRg8%2BXUNMNvPEi1fOz%2BEXhEsJx0/ZhCYcrrdgULVHxiaxemUt8WP/xrKG4uJqGz90QbiAzfw2rEn2ZPcYci6e4ibZlJl9eGYcREmMbZ2q7SF5egPGD/dR82oU5aSAZjRQQwLXPK9l3pI5zXyioI4y%2B980RAdpycKG1C2O6X/dPpSUqwkF1bRtZy2IGtl%2BspabbgCms7%2BvvqGTX/9FC2rZCsvqTm62MX/%2BunYeefZykzgBxBvoieto4886fOH6unWtqPfNTs1ibm0KUGmivYNfvbMR/38O5UzZ0D26kKOmTEdtPDfX7mN5LXLigYF6V5UuKAKExJK9Yx4zmTkLoa%2BO3NpbueJxUHdBZw5svVOBZtZUtD0TQP6Rycl4hRQ8aoKeNmj8eo7zRwTW1nnu/n8vanATCVQHifdCI58s6jh6poq7VjWZ2HDnxw/xyHSNfb9PEj41W3qm1Ye9VM%2Bd7mTy2ZgkxN39IddJw9Pccr3PgCTWQtmwlq%2B43ovFaOf7KIb5YVsQTSVrfrkoTxTtL8fyoiAJTHPFf1tLQkU1OZKAIhPiaUKxUFrdgWlVIjLpy%2BH1CTcSHwkB6C6CjhuO1anKe6h9RUxO/JIv4Q2U895zCjAUZFMy3UrzXivnRjZhDR64OFJwON%2BGRg4atVAztZXq7aL3UBfMGdU5UMWSmRvDr%2BkZcKb4f0p7zjTRoEti0QI2z9jB7zsykYOs2zKEOGo4eZM/hMLZvSCNclUjB81pCBo02Oj8q5o1aPQVPbcMc4cZacZA9B05RtHkJUbRT9YdK7Ik/5qUtMSitFRwsO4s1IReTGjBGY7z6Ma3dEDPO0bjAefTiWap74khbYCQt1cCF0/U4b77ZH9A6Xtq5g18%2BbsJefRZr/3fp7cJiUVi6qYhXdxZRlKuj4XAZDa4AbXmvcNWpJSrMP0%2BrMWcmoHxUS/PNvxE3ltMt6B5YzPz%2BbytyMZnz2mloHPj11dbQgv2%2BRMyhI8SpSqTg%2BfXkGPTkPLmDV/p%2BnVhKD3O8ZxGbd%2BzglWfyMdsq2PO%2B9Wbdnu5WrKosip7f4Rv7H7H9wUc7lpRUPZajh3i3vgVbd98HUxkw3WfyJTPDIr5nuMRfLrgBcJ1voTVYS%2BunLbgAelr4y4UIvmc2AF1Y/niYcs9iNv9iB68U5TKnqZR91bbA8fa0cHRvJfaFq/nlSzv4xY%2BisZ6xMSnnG2mO/iHbnt/Bq8/mY26v4kBV2y3vW2at5Bcv7eCXG%2BKwHz/MOxcVUJlIW6znr/WN9P9peD5rooE4MuerITiWWEM7rZ9PPHEL8dWg0PZ%2BGfXzclkWO9mpHW4s79ViT8oma7bfZkMaBVuKeOWFbfz88YW0Hq3EuWQNK%2BZpx1Srx4uv19knJj0BXX0FxefacHkBlw3Le0co/0wB7/D/JqMWLyL2s09o6PTF2XzWSnjqYkyqdhpqbcRm52KeoQa1geS8dGLPn%2B3bdzgOGmovEf9wHuZINaj0mB7KJP6LT7Bc9e2hAa51X8HZA7rYXJ4o7EuKAMERRGndtDsD1R9YgMToxnK6CU3KYkwq0C1cTPylj6nz6/mPGJBKi3lpNqYwNaDFmJKGOfgyrR2BA1EU0Ghu/YPR3JNOxowWqhq7fBs666n66yyWphr89oogOdVIa8PH2AG8VurPuUlOTUQ3WpyD9TRS0xjBspUZGIMBnYmsnARcnzTR1j99OdhE1tI4dDeP3Mjt30pNTE4h29fG0dtcxb5dO3nm5d3sK6%2Bj7eaPBiNJZi3Nn1jxoHCh6TLzl2Vy7%2BctXOgBz8UWmiPiSJoNuJqoadSSldcXb1gCy3JisdWexRYo3ov1NKgSWbHEhA7QzV3CstRAPXkfT3MlP/v5izzT/99ze6nx/2P%2BzmKWpRh9vyzDEliaauCLzy8NzC6OTGBZZkxfe9msSIe6My2%2BT5uSiPFCE5ZuAAVrfQshKSl931EEURFgv9o1YnxCfNV5LpZxoH4Wq3PjRrzONya2Ko5bIlj2UEKAuhTaKo5QFZpNQeIV3n17N7t%2Bt5s3j9RgC/gbU02IVo3LNdB70czNY%2BuPE/BUH%2BZXz73Iz14/Rp06nZx7tYSHBbiUNSOFzHvaqWt0%2BM5PzXrSUmLA24m9U0tUpF85nYEonZurgRKX9wp2h5szB3YNnHueL%2BVcrxvfKcFA1vp8UpzVvPnyTv719bc53tjut6pBjSYIlAksPRk%2BRXTXU3XGjc27l6feG9jcVmslJ890MyBXeTVvvlyGJzKa1AfzWJZo6Pui1IQED0pyftcOh1DpCNEpXOpSBoVkIPP70Zw4XY89ZQmeM2exJWSTFAqtfnvpFi7i3mO1NLRnk%2BNq5JwSx9oF6jHEOUhnJ1ddbRS//CIl/du8oGgTuHYz1r7PMqb2h6Mm3JTBClMGKwBXewsNf67kjd9dYtPT%2BZjUYFwYR8jbTbT1gOViBOaVifBpLZaLbkIsrYQszPRdB%2Bju5CozMfrlNU2UgXCnAyf49hkUr6uzE1dE7C3XG8IjtTBCp1ETnz3yNcZg9S3HU6NW3/pdR8wc0p7r0y48gMawiLToOuo%2B7SI1yUpdk5a0/23gYrlGBVyXHqP4OlNorm3iC4fCnhdf9G3yKLgUeOu5XWQ8vpW18WPtRTo4U14PmWsDzrZ0WUrY90ksBT9NxF7%2BGnWRq9n2%2BCzO7HmNo2cTA06ai5oTwbVPbLjw/Wj2dFixhWVSsDl7YKeeRg5WG7j3nkDx6klKi6Xk5Fnagtu4EL2ItQaAMKLC3Fg6usDU176rHbtLiznQtHNVGFFhapLz/C61DBaZyCPrE3kEBdfFCt7Ye4QZcwt981K8bq72qImdwNyYYT%2Bd89zHXJifzb9tHph55DlfwguH62nONRGvHiGgkTsfARiYY1D4y5cOMPv3BtXoEtNILqug%2BqIRpVYh9bEENLTcWlyXSMZ9lZQ3tjG/uwWSVnPz72ykAzdYaBgzgo2kPeN3vXAsRmrfX08blr9cISopEWPf%2BzpDHBkrFFpfqKC5HUxGIDqBJFUpDXXQHBnPstAIuE/PCUs1mmY1SY/FDMRLEzYHmPs%2Bj8fhwBmuD7jEQRcWhs5xGbuXmxekne23uUfmuDKkPV2Yvi%2BZGki%2B38Dxs43YtVYsEYkU9V/9x43TBSG6sQ0FCfHVpMb8o228%2BiO/Te0V/Pr1dlY8379cw8a7v91L69IinkgJ/PfusVZy/L9jWbsuwEzL9lPsK71C1saNmIKhWVHweN3gdeNRfMs7AglfYMJY0coFJQOzGuioZ9%2BBSrL%2BcQ058yKg00rV0QqsC/NYO8I1O01CCsmlZex7X2F%2B7uq%2Bc5GB5HQj5ZUVWBbkYw51YCmvpXVBJgU369KhVit80dF//bKvzIkyGubmk2wAu6WUgx/qWb0plxhvE8W7KmFlAWvvixgYBg7qq85xGTszSZvA/IRhhlJt1NS2M//%2BxFtmAmrmp5CsbqG6yd03QeL3FH/qANRDAxo3NffGG7FZWxhyGVKdQFa6mppDpdSFLyZz7nDltcSnmrCfeZfj59QkpfT90Ywap%2B%2BLsHf0JQZdAhmJXZw4XoOtB/A6sL63l13vNI1y04EA7Q%2Bm8XDhZCn7jtXR1n99sbuNhvIqGjSxxPf/JlCZ%2BJ5Zobq8Bd19vnV84fFx6OprqPaaSInuDz%2BBjIVdVJX1xdvdRHmFlaj7Fwee3TovhWRvEyWnrLgA1%2BeVlJ9zj/jpJq2jifLqtpvtHT8DaYsHlv%2BEJy7i3s/PUlzVijF10cDfnfcytnYtxlmyXEN8w3mv0O7QM2f2SD8C26n5UwtR2bmYhxu%2B6bFy/FAturx1ZM1W0z8hx2Qt5V%2Be3c0JdRorkkbouRgWkxndSsN53/lAsyCfzatm0Vy8m2d%2B9iLPvFpK8%2BxctqwMNITbRx1HWhLYumPJWDjwbzc8fR2bUrs4/upOnn5%2BL8ddiWxalzbwI14Vw9K8OK6WvcYzb1Zi7y%2BT7ubE7p08vW0nu95zY87N9P3IViewbHks9mO7eXrbizx3wErsqpU3e9Kui1Zs95iYP4FLukOLtNZS1xHL8sRBB1BlImOxll2n63EmZrBseQsHj%2B3m6f9QUEcYSOsPaIK3EtIlLsb83lks3Rm%2B2Zh%2BjOmLMH5QRciylIDT9jULUkjuPURVaAZr%2B5OnOiFwnHDzi9jzx9d45nQG2zdnY/77dSx750%2B8%2BWIlTkVN1IJEVq0Z5Q8hUPuDqUys2LSWkLJK9r1Sgd0FBGuJiU%2BkoDD7lmufJrOJkJOtfO/evmwZGc/3Ik7h/B8JflOP9ZjXrCXnj2W8/qtKPGo987%2Bfz6YlRgIKjmPVP2ZRXFzCc2VuNHMTWL3UxF8DzwvH01zBz7bdOovOlFfIlqWGACVupU5IIdn%2BJ37183Y80yNIzlvHcv8Pq0skdUEFbzUaKXjMr84OKxc8sSz7zpiaEeLrw5DL9l/6ve5ux66JJa3/Ry9qzOt3YL61EFlPbQt8A5RgEyu2FN26bXYGG/45Y4xBRZCaG8fJ8mrs8dlEqdSv6946AAAgAElEQVQYk/LZnJQ/xvIDsZuWF/G75YO36zE9%2BDjbHwxcMty8mqJbPrQe0w/WU/SDQPvns9k8XHwOGs46MD%2BQMqFlZtNu3LhxYwLlbgvbyd0c7M5lS97IC1GH18WZf3%2BNk/GFFP1gbCfsqXW32/96s5/8Pb%2B2pvPLDQM3dLB98HvecuaybeUUTFgQ4qvsfAkvfBTHtnWJ8rc%2BBTwXS9lVpmdDYfaE1oZ/hW4JB8alhRSNvttQihtnaxUn/9tI5o/uQlK62%2B1/nXkVXI4mTpzuInml30xeVyMn6sNYtkmSovgWWLCany%2B420F8c2jm5bN988TLf6V6jBPjpuHtXew/ryd1ZQEF99/pxHS32/96c1bv5l%2BPOYjJzGPTykS5L6oQ4q77BiRGIYQQYup8Be/MKYQQQtw9khiFEEIIP5IYhRBCCD%2BSGIUQQgg/khiFEEIIPyOuY%2Bzt9dB9zU2vx4NX6eHGtOFWlPVPap029dEJIYQQYxQUpGK6RkNoiJbp0ye%2BAjrgcg1nZzeKvZ4wVy1qRx3Ter8Ez9VhItFByDwIT4CoDJidPXQfIYQQ4ja7ft2Lu6eXrq5r6HTBhIeN%2BoTmYQ2bGJ2d3Uy7/D5hl/aC629jry1IC99dD999DDSyVFsIIcSd571xgyuOTjTqoAklxyHXGHt7Pb6eYvvR8SVFgOtusP47/PeBcQcihBBCTAXVtGnMjAjD5eqht3fkZyMNW37whu5rbsKuVYPzLxOP6r8Pgb164uWFEEKISVBNm4ZeH0L3tfE/Vm9IYvS4r6C%2BWj%2B5iK674csPJleHEEIIMQna4On0eqagx%2Bi9rjCtu2XyEbV/OPk6hBBCiAkKClJx/fr4HxI8NDEGTdGkmZ7LU1OPEEIIcQfJAn8hhBDCjyRGIYQQws%2BQxKhSrkxNzaH3TE09QgghxB00JDFOC44EbfTka56xaPJ1CCGEEBN0/bqXoKDxD4wOKTFdMx1P5NLJRTM9Emb93eTqEEIIISbB3dPLdM3475k6JDGGhmhx6pdCWNzEo/nO38OsrImXF0IIISbBe%2BMGXV3XCA3Rjrvs0B7jdA2amQvpivqH8SfH6ZFwz08g9h/GHYgQQggxFfrvlarTBU/oKRsjPl3Dc%2BUTwrtOouk4Ce5LgWsJvcd3TXHW30lPUQghxF1xW5%2Bu0c//eYwTuXuAEEIIcafc9ucxCiGEEN9GssBfCCGE8COJUQghhPAjiVEIIYTwI4lRCCGE8COJUQghhPAjiVEIIYTwI4lRCCGE8COJUQghhPAjiVEIIYTwI4lRCCGE8COJUQghhPAjiVEIIYTwI4lRCCHEAKWNhg8bsX%2BLH6gkiVEIIcRNtg%2BOUe7UE/U1zg4eWz1VlvYJl1dPYSxCCCEC6W6h6p0yjp9RyHyqiFXzhtupC%2BsHpZRUW2nrBt1MI2m5P2R5khENgKuON58vo9n/1K2JpWDH46TqgPY6Dr5dyZkvFMIXpLHhsVxMOgAHDYf2c2JWPlseNhHwSYU9jZyogbQnTUPecn1azK/3NhGeV0jRg8bJHYthOWiubgTzEuJnTK4mzUwtrfuPUROzkYwJ1DX0N4G3haMv/hvPvF2Ha5gCzo/28vQzuzjeOobavS0cfXkXRy8CtFNz6BA1V8cfpBBCfJ15rGX8elcZzZFx3BsWeD/n6cO8Ua9l2eZtvPrSNravjaX16EHeuaj4drh6mau6BDa/vINXd/b990JfUkSh%2BWQlzfPy%2Bc3LheQodRw/5wAU7NVHOOpOZ0POCEkR8FibsITHYTYMeqO7kZIPwJxwG/tS3stYTtZicUxBXcEJLDV3ceLP1gkVD/gpXZaz1HWkkRXpv9VG3Z/b8KCfQFMGMtavn0A5IYT4mtOZWLc1F1OYlaNnmgLspGBrbScq6YeYI32n5vB52WTNr6Pq8y6YF4HH7sAeYQg8zKlSgxf60igaFXguVrDnVBhrn8oYdXjU3noJohO5tT/YRcOxKvhBAebGFgL2ibxtHN%2B1ny8e2soTKX05Qmmi%2BKVSPI8WURDvxvpBCYdPtfJFr5o596Wxbk22r0frbeTg8yXUdANvvEj1/Cx%2BUbiEcNy0fVjC4UorNkVLVHwiq1fmEt/348Jjq6G4uJqGz90QbiAzfw2rEn1ZPcYci6e4ibZlJmLGOSw8fGJUaYmKcFBd20bWspiB7Rdrqek2YApTBrYpNs786U%2B8f64du1tBY4gl45F8VpgjBh20Fo7uLEP92FZWzPX9PzmLuVpdi%2BVLN8wwkrVyDSvuG1ROCCG%2B5jTGBEwAI05oURO7MBZXWRUNSfkkG9Q4rZVUtRowL/OdF53tV1C6r1D820ZaOxRCok1kLc8nK1YLqIlfkkX8oTKee05hxoIMCuZbKd5rxfzoRsyho0Wp4HS4CY%2B8tUvrPFdKuZLOk4l6WhtHKK6KITM1gl/XN%2BJKyUAHeM430qBJYNMCNc7aw%2Bw5M5OCrdswhzpoOHqQPYfD2L4hjXBVIgXPawnZWQrrB4aZnR8V80atnoKntmGOcGOtOMieA6co2ryEKNqp%2BkMl9sQf89KWGJTWCg6WncWakItJDRijMV79mNZuiBmhlz78NxFgszkzjuYPa2l%2BKIZ4NYAby%2BkWdA9kMv907c097ecqed8ey7qiH2MKVWg7sZ9d/7OU6B2Pkxo8QsveLurOudi0cSsbwhRstcW8fqiU2GcfJ1k3vg8hhBDfBDpzPgXNe3nz5Z28pQK8WuJXFZAz2/d%2ByL1ZFESoiYmPwxjspq22lD17iwl5%2BnFSZwCGNAq2pFEA4LVRtfcgziUFFMzTjql9jxdfr7NfZx3F5S6WbkojHCVguX5RixcR%2B8EnNHRmkBHmpvmslfDUAkyqdqpqbcRmr8M8Qw0YSM5Lp%2BblszR0ppE1bOJy0FB7ifiHt/b1oPWYHsok/oVqLFeXkDUDNMC17is4e2KIis3liUK/4sERRGndtDuBqUmMoLknnYzG/VQ1dhGfoofOeqr%2BOouleQZaT/sdiPvXs/1%2BAAVXZxeE6tD1XOFSBxA9QssqNeal2ZjC1IAaY2oGye%2BV0doByXPH9yGEEOKbwHWuhH2fzqLgmUJSjWqc5yvYc%2BAY7y74KY8YQWdMJPXmOKeemAfyWXbuNaqbHKQ%2B4D/aptBWcYSq0Gy2JF7h3beP8RcnhEQvYtXKDIzDnvnVhGjVuFz9s0scnDlSxbXvF5AROdz%2Bw5iRQuY91VQ3OshIsVLTrCctNwa8VuydWqIi/S7D6QxE6dxcDZS4vFewO9ycObALi9%2BFUcWrJ6oLmGEga30%2BrvJq3ny5DE9kNKkP5rEs0dB3HVWNJgiUCSw7GeFKqoHM70dz4nQ99pQleM6cxZaQTVIot4wxez6v4WhZLZZLCrrICAwRGsJ1jDJk4Gs6JPjW5jWqsZQTQohvIoXW5kuEpxaQavT18MIX5JIzfydVFxw8YozAbq3DFpqIebZfD3CY86bLUsK%2BT2Ip%2BGki9vLXqItczbbHZ3Fmz2scPZvI5vTh54lEzYng2ic2XJjQtZ/lZLObtvN7eaa8L8IeBU/9Xp5pzmJ74RKihtSgJyktlpKTZ2kLbuNC9CLWGgDCiApzY%2BnoAlNf26527C4t5vAAh0MVRlSYmuS8Ip5ICtDjjUzkkfWJPIKC62IFb%2Bw9woy5hb65MV43V3vUxI40chmo6cBvqdElppHccZbqiy3U1CqkZiYMmtFko/I/K7HFr%2BHnzxWx/amNPLE%2BjfmyCEQIIcbAxru/fZG36t2AmqjoCOyNtViu%2BoYtXZ/XUHNBizHal0w8n9Wy71AZlg4FcGM/V8aJz42k%2Bc/paD/FvtIrZD2WhykYPIqCx%2BMGrxuPAh5v4CHR8AUmjG2tXFAAQzZFL%2B3g1Rd28MoLO3jlhW08kaLGlLeRV4ZNij6ahBSSr9az7/1LzE9PwZf3DCSnG2mtrPB9NqUdS3ktrQsWk3yzt6hDrVawd3T1vfaVuXCijIZ2BVCwW0p4fXcFbV58E3t2/p7iTx2AemAIOKivuOMydmZiHGtv18/IKUydQFZ6Ja8fKoWIdIrmMuiXiRq1GlA8KF7QeB00f1BFXadC1vhjEUKIbxfvFdodeub09QCjMtexyVVKyWs7ecsNuhlGklcUsMrkO1UblxawSSml5PWdvNUL4d%2BJI2djwcBavR4rxw/VosvbSNZsX5n4JVmYDpTyL8/2rW1MGmGCo2ExmdF7aTjvxnzf2K5LDqGOIy0JqmpjWbVwoGcanr6OTd0lHH51J28pvlmpm9alcbPDqIphaV4ce/74Gs%2BczmD75myi0texqbeUkt072e8EXbSJnJW5vlmmqgSWLW/h4LHdPP0fCuoIA2mrVt48Fq6LVmz3LJxQR23UIsb0RRg/qCJkWcowvxAMZP1DNrY/lPBchRt0eu5dmkhy5EhTl4QQ4ltKFceqZ4sGXne3Y9fEktY/H0MVQfzDj7P94UDlR3k/2MSKLUW3bpudwYZ/zhhjgBGk5sZxsrwae3z2oOUdaszrd2AetQ41puVF/G754O16TA8%2BzvYHA5cMN6%2Bm6JYG9Jh%2BsJ6iHwTaP5/N5vxh3nHQcNaB%2BYEUJjKXc9qNGzduTKCcEEKIyTpfwgsfxbFtXeKIC%2B/F%2BHgulrKrTM%2BGwmyME7i1nSRGIYQQws/X%2BDaxQgghxNSTxCiEEEL4kcQohBBC%2BJHEKIQQQviRxCiEEEL4kcQohBBC%2BBlxgX9vr4fua256PR6uX5ebmAohhPjqCgpSMV2jITREy/TpE18ZGnAdo7Ozm56ONsI7qtGEzER1799PuBEhhBDidrt%2B3Yu7p5eurmvodMGEh436EMphDZsYnZ3d8Nl7hFf%2BBNxXfBtT/wke2AahxsG7CyGEEF8Z3hs3uOLoRKMOmlByHHKNsbfXQ4/9s1uTIsCZ30Ld/zmpYIUQQojbTTVtGjMjwnC5eujt9Yy//OAN3dfcRPz1/7o1KfarexXOvzOhQIUQQog7RTVtGnp9CN3X3OMvO3hDr8eDxvqn4ff2KtDyx3E3IoQQQtxp2uDp9HqmoMd4/boXnJ8FLvFfAZKmEEII8RUSFKSa0IqK4dcxjvTAjW7buBsRQgghvi5kgb8QQgjhRxKjEEII4Wf4xDhtWuASkfG3KRQhhBDi7huSGIOCVBB%2BT%2BAS38m4nfEIIYQQU%2BL6da8vp43TkBLTNRo8ph8Ov7d2JsStHHcjQgghxJ3m7ullumb890wdkhhDQ7Q47v3ffUlwsEUbIX7VhAIUQggh7hTvjRt0dV0jNEQ77rJDe4zTNQRH3YMz%2B98HkuP0MEj7Z1j85KSDFUIIIW6n/nul6nTBE3rKxihP12gl3P4hGv0cVPErJh2sEEIIcbvc1qdr9JPnMQohhPi6uO3PYxRCCCG%2BjWSBvxBCCOFHEqMQQgjhRxKjEEII4UcSoxBCCOFHEqMQQgjhRxKjEEII4UcSoxBCCOFHEqMQQgjhRxKjEEII4UcSoxBCCOFHEqMQQgjhRxKjEEII4UcSoxBCiAFKGw0fNmL/Fj9QSRKjEEKIm2wfHKPcqSfqa5wdPLZ6qiztEy6vnsJYhBBCDEdpp/lkGcUnrOgeLqToQeMwO3XRVl1GyUkr1k4F9QwDaQ%2BtZNX9RvqfLOg8X0lJeT2Wv7lBqyc2YTGrly8hRte3Q3sdB9%2Bu5MwXCuEL0tjwWC4mHYCDhkP7OTErny0Pmwj4pMKeRk7UQNqTpjHHNHUcNFc3gnkJ8TMmV5NmppbW/ceoidlIxgTqGvk3QXcNb/7s3/jXd1omGN5IHDRXn6L5av/rdmoOHaLm6khlAvC2cPTlXRy9ONz21zjeOqh%2B//0DlR0vVz3F%2ByqxfYuHH4QQw%2BhupPjV/ZS0x5BkCtwXcZ4%2BzGsnFdIe/ym/eWkHv3xsIfY/HeQdqwKAp7WMN/Y1oslYxy9f2MEr2wrIifiEPW%2Bfwg6AQvPJSprn5fOblwvJUeo4fs4BKNirj3DUnc6GnBGSIuCxNmEJj8NsGFtMU8p7GcvJWiyOKagrOIGl5i5O/Nk6oeIj9hjt9R/TajQScrYey8NxmIMn1Mbw%2Bg4Cc/t/HRjIWL9%2BChsYzK/%2B25G8dCms3XAb6hVCfM3pSX60kLWxWiyHamgOtFv0IgoeTyB5rh4AzdwMMu6p4sTnDjAZaDvThOv%2BfNbeH%2BNLbsEGzA%2BvI2f3fqouLmHVPEClBi/0py2NCjwXK9hzKoy1T2WMOjxqb70E0Ync7M%2BOEtMtvG0c37WfLx7ayhMpvv1Rmih%2BqRTPo0UUxLuxflDC4VOtfNGrZs59aaxbk%2B3r0XobOfh8CTXdwBsvUj0/i18ULiEcN20flnC40opN0RIVn8jqlbnEh/mq99hqKC6upuFzN4QbyMxfw6pEX1wx5lg8xU20LTMRM85h4RESYxtnartIXl6A8YP91HzahTmp78N6Wzi6sxTWF/m%2BjJvbylA/tpUVc33/T85irlbXYvnSDTOMZK1cw4r7IoY/CJuMnOgvHwuMckDG7Zb4RtoxcLuu%2Brd57n0DW4vybh5oZ/VufnU2ju2PKuz7nYNlz63F/DUemxdCTLFQE/GhMJCuhhc%2BL43km68UnOcrqfosguRcvwSkYmiPz9tF66UumKcnfkkW8YfKeO45hRkLMiiYb6V4rxXzoxsxh44WqILT4SY8cuAkO6aYbsYWQ2ZqBL%2Bub8SVkoEO8JxvpEGTwKYFapy1h9lzZiYFW7dhDnXQcPQgew6HsX1DGuGqRAqe1xIyKK84PyrmjVo9BU9twxzhxlpxkD0HTlG0eQlRtFP1h0rsiT/mpS0xKK0VHCw7izUhF5MaMEZjvPoxrd0QM868EfgUfvEs1T1xpC0wkpZq4MLpepzjqdnbRd05F0s3buWVl4ooelBDzaFSGlyAKpGC59eTY9CT8%2BQOXilcQvig4r4DomXZU9t45flC1hms7DvQP2Rw%2B4zUrm5hCubuJuo%2B79%2B7nbqz7cxPX0zUbY5LCPHtYK/eyzPbXuRnuxsJWbaGnL7uW0x6Arr6CorPteHyAi4blveOUP6ZAt6%2BpGtIo2BLEa%2B8sI2fP76Q1qOVOJesYcU87Zja9njx9TrHGNNgUYsXEfvZJzR0ArhpPmslPHUxJlU7DbU2YrNzMc9Qg9pAcl46sefP9u07HAcNtZeIfzgPc6QaVHpMD2US/8UnWPouuWmAa91XcPaALjaXJwr7kiJAcARRWjft40pcPgF6jG4sp5vQpBRgUgELFxN/vJq69iXkDPNDYVgqNeal2ZjC1IAaY2oGye%2BV0doBySP22GDggGz1HRD6DsgL1ViuLiFruIup3i5O7H6R6kGp3tWj5ZExhjx6uwlkJlVw8GwLq2Lj4Muz1H0Zy7LECOgecyNCCBFQVOZGXslUcJ6vYN%2BBwxyf%2B1NWzFWjmZvH1h9XUlJ%2BmF/9pxvCDMSnZ5JzbzutYfpBtSi0VRyhKjSbLYlXePftY/zFCSHRi1i1MgPjsGd%2BNSFaNS6Xa8wxDTEjhcx7qqludJCRYqWmWU9abgx4rdg7tURF%2BsWpMxClc3PVCQzXo/Newe5wc%2BbALix%2B3WTFqyeqC5hhIGt9Pq7yat58uQxPZDSpD%2BaxLNHQ16tWowkCZQKXzoZPjN31VJ1xY/Pu5an3Bja31VrJyTMNW2S4qkOCb61eo2Js1/dGPSDDlFHpySn0G9qFm8OnYzZqu2riU%2BPQvN1I8w/jCD/XhNOcjVmHJEYhxCS4sV%2B04oqMI6avMxG%2BIJes%2BfVUXeyCuRF4OqzYwjIp2Jw9UKynkYPVBu6959ZzrctSwr5PYin4aSL28teoi1zNtsdncWbPaxw9m8jm9MGJ1CdqTgTXPrHhwoRuDDENpScpLZaSk2dpC27jQvQi1hoAwogKc2Pp6AJTX9uuduwuLebBw4X9VGFEhalJziviiaQAPd7IRB5Zn8gjKLguVvDG3iPMmFtIViTgdXO1R03sBObGDJsYnec%2B5sL8bP5t85KbQ4Se8yW8cLie5lwT8So1ahW%2B7nw/r8K1HoYMiU7IWA7I7TCWdmPTSQvdT91fWwhvUEj%2Bh4TbMG1ZCPHNZ%2BPd3%2B6ldWkRT6SA7c%2Bl7LuawpOPZWMKA6e1kqoLekwP9iWSjnr2Hagk6x/XkDMvAjqtVB2twLowj7X%2BPa72U%2BwrvULWxo2YgqFZUfB43eB141HA4w18rTN8gQljRSsXlAzM6jHENAxNQgrJpWXse19hfu7qvpxgIDndSHllBZYF%2BZhDHVjKa2ldkEnBzdh1qNUKX3T4rpfeLHOijIa5%2BSQbwG4p5eCHelZvyiXG20TxrkpYWcDa%2ByIGhoCD%2BqpzXMbOTNIix//NDJMYbdTUtjM/M/GW62aa%2BSkkq4upbnITnziL6Gg3x0/VYPtOBkavDcuJKhpcClljbnrwQfA3ygG5bZNbxtKukdTUCHa9UwaqBJ6cJ0tBhRAT4L1Cu0PPnNm%2BH%2BHmNQWsfuddDu7aib0XdIZYMn5UwIpY3zlGsyCfzavKOFq8m/IrCmj13Juey5Zcvx/nPVaOH6pFl7eRrNm%2BcvFLsjAdKOVfnu1b25g0XE%2Bvj2ExmdF7aTjvxnyfdtSYhqWOIy0JqmpjWbVw4Nwenr6OTd0lHH51J28pvlmpm9alDXSmVDEszYtjzx9f45nTGWzfnE1U%2Bjo29ZZSsnsn%2B52gizaRs7LvXKxKYNnyFg4e283T/6GgjjCQtmrlzXWLrotWbPcsZP4ETtFDi7TWUtcRy/LEQQdPZSJjsZZdp%2BtxJmaQujKP1kOV7HquEsINpD28iLSI2rG3PPggFMbe8nb4SAfkNhpLu1FJi4gtq%2BDqw4tvezxCiG8KNeb1OzD3v%2Bxux66JJS2673VwDBlrNpKxJnB5Y1I%2Bm5PyAzcRbGLFlqJbt83OYMM/Z4wxxghSc%2BM4WV6NPT6bqFFjGj5O0/Iifrd88HY9pgcfZ/uDgUuGm1dTZPbfosf0g/UU/SDQ/vlsNg93PBw0nHVgfiAF3TDvjmbajRs3bkygnBBCiMk4X8ILH8WxbV2iXI6ZYp6Lpewq07OhMBvjBDovkhiFEEIIPzIQKIQQQviRxCiEEEL4kcQohBBC%2BJHEKIQQQviRxCiEEEL4kcQohBBC%2BBnxngC9vR66r7np9Xi4fl2ewCuEEOKrKyhIxXSNhtAQLdOnT3x1aMB1jM7Obno6Ogjrvoom9rsEhU3JXVCFEEKI2%2BL6dS/unl66uq6h0wUTHjbqQyiHNWxidHZ2Q8snhB/7v8F1DXJXwkMrJh20EEIIcbt5b9zgiqMTjTpoQslxyDXG3l4PPV9eHkiKALWnoNky6WCFEEKI2001bRozI8JwuXro7fWMv/zgDd3X3ESc%2B/NAUgRwdMAn5yYVqBBCCHGnqKZNQ68P4f9v7/6Dorry/P8/bbqlG5oG6TZpFviYtpRI%2BkuERKg0M2AJE2KxAVet6JTkmzhr/FgmUzoZ1tWZzGSy2ZjETVnzTWrifCzWHZMSd2VWmIChCBNIiRlIgaM4LGEGLXusJh8xobVpfnRDX9vvH82PVhoU/BEd348qq%2BTee%2B499zbcV59zz713YNA7/bLXThj2%2BdB0tk1c8mznjConhBBCfBu04bMZ9t2CFuPly3645Jy4ZHfXjComhBBCfBvCwlQzuqMi9H2M8sINIYQQ9ym5wV8IIYQIIsEohBBCBAkdjLNm3eFqCCGEEHeHCcEYFqaCOcaJS8aa7kR9hBBCiFvi8mV/INOmaUKJ2RoNvqSUiUsmL55RxYQQQohvg3domNma6T8zdUIwRkZocS3%2BDugixidG6CHl8ZuqoBBCCHGn%2BK9cob9/kMgI7bTLTmwxztYQ/sBc3Cv%2B3/Fw/G4uzE%2B66YoKIYQQt9vos1J1uvAZvWXjOm/XcBLl6UMzbz5hOt1NV1YIIYS4XW7r2zVGyfsYhRBC3Ctu%2B/sYhRBCiPuR3OAvhBBCBJFgFEIIIYJIMAohhBBBJBiFEEKIIBKMQgghRBAJRiGEECKIBKMQQggRRIJRCCGECCLBKIQQQgSRYBRCCCGCSDAKIYQQQSQYhRBCiCASjEIIIcYpXbR%2B3obzPn6hkgSjEEKIMd2ffUSNW4/xHk4HX/dJGtp7ZlxefQvrIoQQYoyXrsZKyo/acfQpaB5IZOnyfJ5aZJq0hPtMPeU1J2n/v17Q6klMfoxVT2eRMPae%2BH66GqspP2rH3qegjjaR/r0VrHzcjAagp4XSD%2Bs5fkHBsCCd9c/mYdEBuGg9%2BAF1cwvZ8qSFSd9UONRGXROkv2gZ34cvqin/7DT2PgWdKRHbU/kUWCffh5lz0dnYBtYskqJvbk2aOVocH3xEU8IGbDNY18TvBP7TVLy1m4pzN1cxIYS4nzm/KGXPUYXMH2zlnTe3s2N5DP9zsJSKc0rI5X2Oavbsb0NjW8vrb7zCO9uLyI35kpIPj%2BEcWcb9xSHePaqQ/txL/Nubr/D6s4/g/LiUI3YFUOg8Wk/nvEL%2B7a1N5CotVJ1yAQrOxsNUeDNYnztFKAI%2BewfthoWM5p7nVBl7avtJf24rv3xzOz9fnUDXb0upcoTeh5vi/4b2o820u27BusKTWWrtp%2B4P9hkVv4cby0IIcZfyd9F4rIekwlUsMWsBNYZFhRRlQeOxNnwhinQd78DzeD5rHk9ApwLCTVifXEsuJ2gYbajEPUrRc4XY4vVoAF28DdtDXs5%2BNZImqkAn4GhsaVTgO1dLybEo1qy1Xbd71Ok4D3GJmEd%2B7h3Sk/r3edjiA/ugm5eNbX4/nedCpJe/i6p3dvLvJ/vHpykdlL2%2Bi9JOBejH/tmHvP36Tl7%2B2S7ePlCP3TNato3S1w5S19NP3Z6dbNt7DDcAXro%2BP8ju13ey7dXdvH2gls6%2B8dX7upsofW8327bvZNvOvVS0jXefJlgT8bV10DWDa6Uz6Er10vV5OYfq7XQrWoxJKaxakUdS1Oj8fuyflXPomIMLw2oeXJTO2tU5gea8/zQVu6oh9zF6G5BDdAcAACAASURBVJtp/9oL0WayV6ymYFHM9KsihBB3I48D%2ByUTmfO1V002JyUScdzBBX8aCaFCSsXEFp2/H8f5fpinxzAvndSxGQruM/U0/DWG1LxAEy8pK5ukg9W8%2BqpC9AIbRfPtlO2zY/3%2BBqyR16u0gtvlxRA7djLHnLGKNcGLDLTR%2Blc985eFOF%2BrEshcEsPbJ9vwpNnQAb4zbbRqktm4QI27%2BRAlx%2BdQtHU71kgXrRWllByKYsf6dAyqFIpe0xKxqxLWFbNyXmCV7j%2BWsadZT9EPt2ON8WKvLaXkwDGKN2dhpIeG/67HmfI8b25JQHHUUlp9AntyHhY1YI7D3PsnHAOQEDWxulOZdosxUFEty3%2B4nXde28Rak539B4Ka%2Bs2HKDmup2Drdn752gaWh7dRcqhlJP0Bfz8tpzws3bCVd94spniZhqaDlbR6JtmgEELcazwefCoduvBrpuv06Ia8DIYokpCRjO5kLWWnuvD4AU837b8/TM1fFfBf3XXpbNzHtu07%2BeneNiKWryZ3tIlnSqdoSzHvvLGdnz33CI6KetxZqymYp52wvVB8fsZanRMM2ak7UEvX4jyWJ4ZexvjYoyT%2B9Uta%2BwC8dJ6wY1jyGBZVD63N3STm5GGNVoPaRGp%2BBolnTowsG4qL1ubzJD2ZjzVWDSo9lu9lknThS9p7A0togMGBS7iHQJeYxwubRkIRIDwGo9ZLj3uy9U9umi3G0YpuDVSUkYq%2B0Uh7bxbZ0aM7vzaw8wR2vumtE7T2pZMdCajUWJfmYIlSA2rMS2yk/r4ax0VIjZ/%2BDgghxF1Hp0Pj9%2BAeAnRB0z1ePOFaIkIU0cTns/X5esprDvGvv/VClImkjExyH%2B7BEaW/allj5gbeyVRwn6ll/4FDVMW/REF88Olcoav2MA2ROWxJucQnH37E/7ghIu5RVq6wYQ555lcToVXj8YRopQzZqfuPMhqic9hSkHzVLl0lOo3MhxppbHNhS7PT1KknPS8B/HacfVqMsUH7oTNh1HnpdQOhWnT%2BSzhdXo4f2E17UDNa8esx9gPRJrLXFeKpaeTXb1Xji41jybJ8lqeYRlrdajRhoNz2rtTrVTSqb%2BqdjwxsMiL86s1qVMB9fM%2BMEOJvjM6MJbqBv5z1YrOOt9a6zzgYjM/kwRB9db6LdrqjMinanDM%2BcaiN0kYTDz%2BkBrw4z9nxxC4kYaRhYViQR/b8kzSc64f48e5NT3s5%2B79MpOilFJw179ISu4rtz83leMm7VJxIYXOGfsL2AYwPxjD4ZTceLOPh5znNJ/vKaXkwj%2BLVaRim7GfUszg9kfKjJ%2BgK7%2BJs3KOsMQFEYYzy0n6xHywj2/b04PRosRomWZUqCmOUmtT8Yl5YPEmLNzaFp9al8BQKnnO17Nl3mOj4TWTHAn4vvUNqEq9ttd%2BA6XWljlZ0XTHvvPHK2L9fvrmVgvjR%2BV6cF4Muvo7sfPRkOy%2BEEH9rVBYyl5poP1LO8a%2B9BK4HVlN2TCFzaUqgRTPQxHs/3UvDxZEyF0%2By/1el1I0ObOmz03CoFvsjmSwZaVF1/6GSdw/UY%2B8LjEJ12%2BtpOKvHkhgUdD3H2F95iexn87GEg09R8Pm84PfiU8Dnn3xEqWGBBXOXg7Oji3hOU1VSzsn4fLY8c71QDNAkp5Hae5L9n55nfkYagVO/idQMM476Wtp7FVB6aK9pxrHgMVLHWos61GolKD8CZc7WVdPaE9hfZ3s57%2B2tDQyoUToo2/U%2BZX92AerxLuCwkeKub3AyB3Ps9et8rWl2pQYqWlNXTWt8IakmcLZXUvq5nlUb80hQjcyvr6V9QSHWSNfIzmdSFIW0CoUQ9w3jE2t5caiS8v%2Bzm1IvgXsAVxdRMG/ktOu6hFs7F/NIQ0%2BzoJDNK6upKNtLzSUFtHoezshjS17ySNegFuvqIlYd%2BYTS3btwDo%2Bs85kiCkav%2BQ3ZqTrYjC5/A9kPBKYlZWVjOVDJP/9k5N7GxVMMdDQ9RmbcPlrPeLEuUtN5pJxPznnRfFXJL76oHFtMt6SQN59JCb0O9ULSF0NDcyIrHxkPbEPGWjYOlHPol7v4dyUwMHPj2nTG2kyqBJbmL6Tkd%2B%2By7QsbOzbnYMxYy8bhSsr37uIDN%2BjiLOSuyAsMXFIls/zp05R%2BtJeXf6OgjjGRvnLF2H2LnnN2uh96hPkzGGI668qVK1eumuI/TcVbB6m7ePWCmkV5vLnRho5%2B7J8HblrtGqtoIbmjzePRUalHHVxQQo1KvXrU0ehIVfWzWylInP4OCCHEvch36kN%2BcSqZf3kufcp7C%2B8037lKdtfo2bgx5x5%2B%2Bo2LppJ9/OWJl1ifcmMDj4JNDEYhhBC3XVfN%2B1TFPj/p9T4xc75zleyu1rN%2BUw7mGYS7BKMQQggR5J5tKAshhBC3gwSjEEIIEUSCUQghhAgiwSiEEEIEkWAUQgghgkgwCiGEEEEkGIUQQoggUz4sZ3jYx8Cgl2Gfj8uX5XluQggh7l5hYSpmazRERmiZPXvmzxOa9AZ/d98A3/QNYTLo0OvCCQuTxqUQQoi71%2BXLfrxDw/T3D6LThWOIuu7bmUMKmXbuvgG%2BcA6zsX2YiguKhKIQQoi7XliYisgILXPnzsGnXMbdNzCj9UxIvOFhH45eL2%2BfHsLt81PhCPHSSiGEEOIupZo1izkxUXg8QwwP%2B6Zf/toJA4Neqi7Owu0LXFP8anDyd3cJIYQQdyPVrFno9REMDHqnX/baCcM%2BH43O6SesEEIIcTfRhs9m2HcLWoyXL/s577l8SyolhBBCfFvCwlQzuqMi5KgaeQ%2BVEEKI%2B5UMNxVCCCGCSDAKIYQQQUIG46w7XQshhBDiLjEhGMPCVMTpwr6NugghhBC3zOXL/hk9oGZCidkaDZnGmT9jTgghhLgbeIeGma2Zfp5NCMbICC0FsVcwaAKzFkVLSAohhLi3%2BK9cob9/kMgI7bTLTmwxztaQGK1lx8JwDBoVeXG6W1JJIYQQ4k7wX7nCJVcfOl34jN6ycZ23a3iJjopgToS8XUMIIcTd7Va9XWPSYAR5H6MQQoh7x21/H6MQQghxP5L%2BUSGEECKIBKMQQggRRIJRCCGECCLBKIQQQgSRYBRCCCGCSDAKIYQQQSQYhRBCiCASjEIIIUQQCUYhhBAiiASjEEIIEUSCUQghhAgiwSiEEEIEkWAUQggxTumi9fM2nPfxC5UkGIUQQozp/uwjatx6jPdwOvi6T9LQ3jPj8upbWBchhBBjvHQ1VlJ%2B1I6jT0HzQCJLl%2Bfz1CLTpCXcZ%2BoprzlJ%2B//1glZPYvJjrHo6iwTd6BL9dDVWU37Ujr1PQR1tIv17K1j5uBkNQE8LpR/Wc/yCgmFBOuufzcOiA3DRevAD6uYWsuVJC5O%2BqXCojbomSH/RMr4PX1RT/tlp7H0KOlMitqfyKbBOvg8z56KzsQ2sWSRF39yaNHO0OD74iKaEDdhmsK7Jg7HvNA019TS09%2BAcBt0cM1ZbNgWZCzHcrd8k/Kep2FUJ64pZOW%2BSZe7F/RJC3HOcX5Sy56iOVT/YyhKzGvefqyk5WMrghpdYOW/iqdfnqGbP/tMkrlzL62kJ6Hw9tDccpuRD2LIpCyPg/uIQ7x7Vseq5l9gcr0f56hj795VyJHYrKy3QebSeznmF/NuP5tK0dy9VpzLY8oQeZ%2BNhKrwZbMmdIhQBn72DdsNCckdyz3OqjD21ULBhK1vi1XjONbD/N6VUGV6iIPEWt6v839B%2BtBnibz4YCU9mqbWW/X%2BwY8u3XH/5a4TeM08bZXuqcSzK4YVtaZgjwfPVSWoqytl9Pp8dz6SgC1nwLve3ul9CiLuLv4vGYz0kFW5liVkLgGFRIUVZ77L7WBtPz0ubEFBdxzvwPF7ImscTAvPCTVifXEvu3g9oOJcV%2BLIf9yhFzyWTGq8HQBNvw/ZQA3VfucASAyo1%2BEEZWadGBb5ztZQci2LND23X7R51Os5DXArmkZ97h/Sk/n0mtvjAPujmZWOb30TdORckXtNq9HdRtfsDLnxvKy%2BkBeqH0kHZm5X4vl9MUZIX%2B2flHDrm4MKwmgcXpbN2dU6gRetvo/S1cpoGgD07aZyfzc83ZWHAS9fn5Ryqt9OtaDEmpbBqRR5JUYHV%2B7qbKCtrpPUrLxhMZBauZmVKoF4J1kR8ZR10LbeQMM1GT8hg7DpaT%2BuDOexYkY5hZJouPp2Vz2sxHHXhHIKEcGCqSvtPU7GrGnIfo7exmfavvRBtJnvFagoWxYys9frlBzMsOL9owxGXw%2Bv/aEOndHP844/59FQPTq%2BCxpSI7alCCqwxoXZl%2BvulCdHqHKmL%2BtmtFCTOoN7rTdSE2pehLo4f%2BZiqUz0MqvXMX5LNmrw0jGqgp5bdv%2Bom6Ts%2BTh3rRrdsA8XLzPh6Wqj4bQMtjsDxzFy%2BgpWLb0e3hhBixjwO7JdMZM7XXjXZnJRIxHEHF/xpoU/WKia26Pz9OM73wzw9hnnppI7NUHCfqafhrzGk5gXOAUlZ2SQdrObVVxWiF9gomm%2BnbJ8d6/c3YI28XqUV3C4vhtio8fpmrGJN8CIDbbT%2BVc/8ZSHOt6oEMpfE8PbJNjxpNnSA70wbrZpkNi5Q424%2BRMnxORRt3Y410kVrRSklh6LYsT4dgyqFote0RFxz7nX/sYw9zXqKfrgda4wXe20pJQeOUbw5CyM9NPx3Pc6U53lzSwKKo5bS6hPYk/OwqAFzHObeP%2BEYgISoidWdSohg7OEvnV6SlqWNhceYqBRynx7/cepKA/5%2BWk552LhhK%2BujFLqby3jvYCWJP3mOVN2NlHfR7pjDiz9%2BZayP3Xmqnk%2Bdiawtfh5LpEJX3Qfs/s9K4l55jiXhU%2B3qDe7XDYzEmna9/adD7IuX9spDVPky2fyKDbPfTsN/llHyaQw7lgea/r4BB3bVGopfW4hOBSinObKvHucTa3h9swUc9ZTsK6Uq9jZ0awghZs7jwafSobv2nKTToxtyMRiiSEJGMrqSWsoe0lGQkoBuqJv2zz%2Bm5q8K5sXKVcs6G/fx9kddePx6Up8pIne0iWdKp2hLOkUA/m4a9pXiziqiaJ722s2F5PMTaHWGMmSn7kAtXYsLWTvJ%2Bcb42KMkfvYlrX02bFFeOk/YMSwpwqLqoaG5m8SctVij1YCJ1PwMmt46QWtfOtkhg8tFa/N5kp7cijVWDeixfC%2BTpDcaae/NIjs68CVicOAS7qEEjIl5vLApqHh4DEatlx43cNPB6O/D7VETbRif5fnjh7xa4QBA8enJ2bKVgvjrVDoKUKmxLs3BEqUG1JiX2Ej9fTWOi5B6Q%2BX1pC4NvvAMxsfXseNxAAVPXz9E6tANXeL8RSBuij290f2aah3AdT%2BsSeo9YdpQG01tMSzfbsMcDmAhOzeZusMddOVZSAAIt5C9dCQUAc6epIVkXsyyBLp8E3MoWHKSkuOnKUhMvl7FhRB3ik6Hxu/BPQRXXZ/xePGEa4kIUUQTn8/W5%2BsprznEv/7WC1EmkjIyyX24B0eU/qpljZkbeCdTwX2mlv0HDlEV/xIF8cGnc4Wu2sM0ROawJeUSn3z4Ef/jhoi4R1m5woY5ZK6pidCq8Xg8E2cN2an7jzIaonPYUpA8%2BSWn6DQyH2qksc2FLc1OU6ee9LwE8Ntx9mkxxgbth86EUeeld7Lg8l/C6fJy/MBu2oOa0Ypfj7EfiDaRva4QT00jv36rGl9sHEuW5bM8xTTS6lajCQNlBredTDw8qigMOgWHWxmbrXv8Od55HPB3UPp6LbPDbqDSUYHVR4RfvQmNikCr7IbKjywfxPdVExXVzbSfV9DFxmCK0WDQcf2W3o3u1/XMsN4TpvX10evpouytnZSPrRsUbfL4t0nV1WU8fX14YhKvuk5gNOnx/LkfHyG6YIQQ3w6dGUt0A38568VmHW%2BtdZ9xMBifyYMhzg%2B%2Bi3a6ozIp2pwzPnGojdJGEw8/pAa8OM/Z8cQuJGGksWFYkEf2/JM0nOuH%2BPHuTU97Ofu/TKTopRScNe/SEruK7c/N5XjJu1ScSGFzhn7C9gGMD8Yw%2BGU3Hizj4ec5zSf7yml5MI/i1WnXGaSoZ3F6IuVHT9AV3sXZuEdZYwKIwhjlpf1iP1hGtu3pwenRYp3QhTdCFYUxSk1qfjEvLJ6kxRubwlPrUngKBc%2B5WvbsO0x0/CayYwG/l94hNYlT9iSGFuJ7g4mHk7TU/fEk7pT0q7odfec66GQuqXNuoNI3EFTTL99N/W/r6U57np9tHLlA7e%2Bg7I3a62xsGvuFGrUKPMHb9ysMDhEoc7P7PSoyiuhwM%2BnbNpF9gyOwdFFR6Fzf4PQzdn3C3dOPLkovoSjE3URlIXOpibePlHN87iqWPKDGfaaWsmMKmT9ICfy9DjTx3s4/kfpPIyfyiyfZf6Ce7B%2BsJndeDPTZaaioxf5IPmtGvnB3/6GS/b1pvPhsDpYocNvraTirx7IsKOh6jrG/8hLZGzZgCYdORcHn94Lfi08Bn18JUeEAwwIL5loHZxUbVjXgOU1VSTntiflsWZky8TJUCJrkNFIrq9n/qcL8vFUjZUykZpipqa%2BlfUEh1kgX7TXNOBZkUjTWWtShVitcuBi4njpWpq6a1vhCUk3gbK%2Bk9HM9qzbmkeDvoGx3PawoYs2imPEu4NEGjusbnMwhPfYGP7MgIbM/ISuH1PP1lFS00DWgAAruc8co/a/TGJZlYw0f39GzddW09gSWcbaX897eWrpuKBxmUl6NWg0ovkDzWHHRWddAS9/kH/S090s1l7g4L%2B3HmugeAjzdtNc00OoZ3cbN7vcIXTK2lH7qqka243dh//0%2Bdh/pwDdZmflppNNB1TE7HsDzVT1Vx9XYMhZOY8NCiDvB%2BMRaXnwCjv6f3bz80128XdmDZXXR%2BK0arku4tXMxjzT0NAsK2bxyLp1le9n2051s%2B2UlnQ/ksWVF8sgXXy3W1UWsesBB6e5dgXVWdGN5pmh8jMGQnaqDzejy15L9QKBVmZSVjcVeyT//ZC916nQKFk8xUNH0GJlxDlrPeAGFziPlfHLOy4UvKvnF9p28PPLvp79tm3wd6oWkL4bugURsj4wHtiFjLRuX9FP1y128/No%2BqjwpbFwb1EhRJbA0fyG91e%2By7df1OEfLZHip27uLl7fvYvfvvVjzMgMNA3Uyy59OxPnRXl7evpNXD9hJXLli7L5Fzzk73Q9ZmD%2BD4Rezrly5ciXknL7TNNQ20NDWHbjfz2Qm/btP8XRGQlDrpB/754EbWLvcoIuzkLuikFyLPvQ9hRNGd06zPCPDc/%2B7kVaHF3R6Hl6agu6LNgzPbqUg/gbvY7zefvWepOJgPY1/DQwBTn/yUahrRjfTek92f%2BVQF01HPqbmVA9uRY1xQQorV%2BdjjQZ6ann7vR4KXluHNejri%2B/rFioOj4xKjTKRmb%2BapxebpMUoxD3Gd%2BpDfnEqmX95Lv2u%2Bvv1natkd42ejRtz7uGn37hoKtnHX554ifUpNzbwKNjkwSiEEOK26ap5n6rY5ye93idmzneukt3VetZvysE8g3CXYBRCCCGC3LMNZSGEEOJ2kGAUQgghgkgwCiGEEEEkGIUQQoggEoxCCCFEEAlGIYQQIsiUzwQYHvYxMOhl2Ofj8uUZPIlVCCGEuEPCwlTM1miIjNAye/bMH5sw6X2M7r4BvukbwmTQodeFExYmjUshhBB3r8uX/XiHhunvH0SnC8cQdd2XUIYUMu3cfQN84RxmY/swFRcUCUUhhBB3vbAwFZERWubOnYNPuYy7b2BG65mQeMPDPhy9Xt4%2BPYTb56fCEeLdXEIIIcRdSjVrFnNiovB4hhgenvS1DJOXv3bCwKCXqouzcPsC1xS/GryxN1cIIYQQdwvVrFno9REMDHqnX/baCcM%2BH43O6SesEEIIcTfRhs9m2HcLWoyXL/s577l8SyolhBBCfFvCwlQzuqMi5Kgaed2GEEKI%2B5UMNxVCCCGCSDAKIYQQQUIG46w7XQshhBDiLjEhGMPCVMTpwr6NugghhBC3zOXL/hk9oGZCidkaDZnGmT9jTgghhLgbeIeGma2Zfp5NCMbICC0FsVcwaAKzFkVLSAohhLi3%2BK9cob9/kMgI7bTLTmwxztaQGK1lx8JwDBoVeXG6W1JJIYQQ4k7wX7nCJVcfOl34jN6ycZ23a3iJjopgToS8XUMIIcTd7Va9XWPSYAR5H6MQQoh7x21/H6MQQghxP5L%2BUSGEECKIBKMQQggRRIJRCCGECCLBKIQQQgSRYBRCCCGCSDAKIYQQQSQYhRBCiCASjEIIIUQQCUYhhBAiiASjEEIIEUSCUQghhAgiwSiEEEIEkWAUQggxkdJF6%2BdtOO/DFytJMAohhJig%2B7OPqHHrMd6DKeHrPklDe8%2BMy6tvYV2EEEKEMtTF8ZpPqDnZjVNRY5yXzPIV%2BSx54PqnYM%2Bfy3h7XweG/E0ULzOPTfd93ULF4QZaHF6INpP99AoKrKbAzJ4WSj%2Bs5/gFBcOCdNY/m4dFB%2BCi9eAH1M0tZMuTFiZ9Y%2BFQG3VNkP6iJfCz0kPn0WrK6uzonry6HreOi87GNrBmkRR9c2vSzNHi%2BOAjmhI2YJvBuiZ%2BKv7TVLx1kDq3euyg6eIt5BYUkmvR31xthRDivtNP6%2BFSyr3pvLhtAwk6F/ajhykpKUf34zVYdVMUHWij/DOwJqtxBE9XTnPkNw0MLivizc1mFHs1e35zmIYtm8g2KXQeradzXiH/9qO5NO3dS9WpDLY8ocfZeJgKbwZbcqcIRcBn76DdsJBcU6AOZXtqOfu/0lhscdB5S45JCP5vaD/aDPE3H4yEJ7PUWsv%2BP9ix5VumXTz01xWVntwXi1k5D8CL82Q5731Qifkn67CG31x9hRDivnKxmbovTRRszyEhEiAGy7LVLP/z%2B9SddGHNjJmkYD%2BtHzXAd4uwtp2%2BKhh9HS20xGayI8OMBtBY8tj4ogNf5MgCKjX4QRn5UaMC37laSo5FseaHtut2jzod5yEuhUC7UE/q9zexJlFL%2B8GmyYPR30XV7g%2B48L2tvJA20ohSOih7sxLf94spSvJi/6ycQ8ccXBhW8%2BCidNauzgm0ZP1tlL5WTtMAsGcnjfOz%2BfmmLAx46fq8nEP1droVLcakFFatyCMpauQ4dDdRVtZI61deMJjILFzNypRAqznBmoivrIOu5RYSptkdfANdqVqMi9OwVtXSdQmsZgLdAkc%2BpupUD4NqPfOXZLMmLw2jGvDbqfr/DlJ/YbS8gk%2BBhPxN7Mg1w8U2qo40cPysC/ewGqNlIctXFN5Ql4IQQtxrfF910/2AZexkHhBDUlIMVQ4HEDoY3acqqVEyeDFFj6Pt6nkXHN8QYbLQemgvdR0ufIY4lhau4ikzgJqkrGySDlbz6qsK0QtsFM23U7bPjvX7G7BGhtpaMAW3y4shdqTCkRaSIgPTp6RKIHNJDG%2BfbMOTZkMH%2BM600apJZuMCNe7mQ5Qcn0PR1u1YI120VpRSciiKHevTMahSKHpNS8SuSlg32igD9x/L2NOsp%2BiH27HGeLHXllJy4BjFm7Mw0kPDf9fjTHmeN7ckoDhqKa0%2BgT05D4saMMdh7v0TjgFIiJqq4hPdQBp56W5ro90/lzVzAj%2B3Vx6iypfJ5ldsmP12Gv6zjJJPY9ix3AIqCwU/foWCkdLuUwd5u1pNwRNmoJ/2zxqwx2ZTvC4FA900fPgBpWUNWH6Yg3F6dRdCiLueMuxB0emIuGZ6dKQWxeHFBxO7NftaKKvxsHRjOoYJgaTQ29ePs%2BNP9H5/NT97Ro/zVCX//uEhDD/agC0WMKVTtCWdIgB/Nw37SnFnFVE0T3tDdfb5CbQ6p8n42KMkfvYlrX02bFFeOk/YMSwpwqLqoaG5m8SctVij1YCJ1PwMmt46QWtfOtkhg8tFa/N5kp7cijVWDeixfC%2BTpDcaae/NIjs6cNwGBy7hHkrAmJjHC5uCiofHYNR66XEDtyQY/f3U7dlJowY8HgViE1j5/NpAN%2BpQG01tMSzfbsMcDmAhOzeZusMddOVd02T9up79Fd9g%2B8GmkW8peqyrX8IK4PficSkYotT4/tqD0889OfpJCCGmop6tQ%2B3xMAgEX04c9HhR67QhrvW5OH64gcHvFAVCLgSNWo0hLYeCRYFuQ3NaPrnH36Wlsx/bE8FjQRS6ag/TEJnDlpRLfPLhR/yPGyLiHmXlChvmkAmgJkKrxuPxTH9no9PIfKiRxjYXtjQ7TZ160vMSwG/H2afFGBtUN50Jo85L72TB5b%2BE0%2BXl%2BIHdtAcdJMWvx9gPRJvIXleIp6aRX79VjS82jiXL8lmeYho5pmo0YaDM4HaT615jdH%2Bxj3/9IhHrvJEd6uuj19NF2Vs7KR/bAVC0yQwGr2PoNBUHWmDZ8xSMfUtR6D5ZzZGjpzk7oMYYq8cYqcUA%2BKZfdyGEuOtp4s2Yv7bT2Qe2sQBw0XnGRaI1cWKBnhMc7fTSdWYf22oCk5QhBd/JfWzrzGbHpiyMphg0rhDbuqZx4WkvZ/%2BXiRS9lIKz5l1aYlex/bm5HC95l4oTKWzOCD2g0vhgDINfduPBwlRjgybSszg9kfKjJ%2BgK7%2BJs3KOsMQFEYYzy0n6xH0YHcXp6cHq0WA2TrEoVhTFKTWp%2BMS8snqSlG5vCU%2BtSeAoFz7la9uw7THT8JrJjAb%2BX3iE1iTMYF3PdtrIhLZP0ukpq2jNZn6KHyCiiw82kb9tE9qQjh1y0Hq6kJTaHHUuDhvUOtFDxWwcJm17ihdGw7K7mjbP906%2B5EELcC2IzyF3UQtnhYyQ%2Bk0WCrp%2BuxsNUnbdQ9OzI9cWBJt7b%2BSdS/2kT2aYcit/MCVqBQvvBXdTEbRi/TSL1UYy/queT1Diemqem%2B2QlNQ4zy9cEBV3PMfZXXiJ7wwYs4dCpKPj8XvB78Sng809%2BzdCwwIK51sFZxYZ1mj2qmuQ0Uiur2f%2Bpwvy8VQRyz0Rqhpma%2BlraFxRijXTRXtOMNwLwewAAFblJREFUY0EmRWNfFnSo1QoXLvbDPP14mbpqWuMLSTWBs72S0s/1rNqYR4K/g7Ld9bCiiDWLYsa7fsNGVuf6BidzSJ%2Bk1T2V6%2B9yeDK5363njbpGuq15mHXJ2FIaKKtqIukZG2aNC3vdYcqHMtnydDIawNl4mNJziaz/UTpXfxlQg0pB8XkBLQzYaajpoNsf4luTEEL8TdCT%2BkwRniMfU/JWA27UGBMXsup/F47fquG6hFs7F/NkA1SvFW2jaG0fZYffZ1uPguYBC7k/WDt%2Bz96QnaqDzejyN5A9MrAxKSsby4FK/vknI/c2Lp5iY6bHyIzbR%2BsZL9ZFN3Zdcox6IemLoaE5kZWPjAe1IWMtGwfKOfTLXfy7EhiVunFtUEaoEliav5CS373Lti9s7NicgzFjLRuHKynfu4sP3KCLs5C7Ii9wyU6VzPKnT1P60V5e/o2COsZE%2BsoVY8fAc85O90OPMH8G4zpnXbly5cpVU/ynqbhmZBCeNvbvqobVLwVajUNdNB35mJpTPbgVNcYFKaxcnY81GvC3sf9n5Rz3gSbo4q1uSSFvPpOMs62a0uoO7BcV1LFmsr8zh/ZPFQpeXYNVrjEKIe5DvlMf8otTyfzLc%2BlT3l94J/nOVbK7Rs/GjTn34PgPF00l%2B/jLEy%2BxPmWawU6oYBRCCHFHddW8T1Xs85Ne8xPT4ztXye5qPes35WCeQahLMAohhBBB7rkGshBCCHE7STAKIYQQQSQYhRBCiCASjEIIIUQQCUYhhBAiiASjEEIIEWTKZwIMD/sYGPQy7PNx%2BfIMnsQqhBBC3CFhYSpmazRERmiZPXvmj0qY9D5Gd98AHs8Qen0E2vDZhIVJ41IIIcTd6/JlP96hYfr7B9HpwjFEXfflkyGFDEZ33wBX3H8h6u/SUM2addOVFUIIIe4U/5UrXHL1oVGHzSgcJzQDh4d9DLm/IvrMP0koCiGEuOeoZs1iTkwUHs8Qw8PTf6nhhGAcGPQS4/od%2BNy3pIJCCCHEnaaaNQu9PoKBQe/0y147YdjnQ%2BP6/JZUTAghhPi2aMNnM%2By7BS3Gy5f94Dl/SyolhBBCfFvCwlQzuqNikqGm8sINIYQQ9ye5B0MIIYQIIsEohBBCBJkkGOU2DSGEEPenCcEYFqYCXdy3URchhBDilrl82T%2Bjp7ZNKDFbo8EX891bUikhhBDi2%2BIdGma2ZvrPTJ0QjJERWlwx/wAawy2pmBBCCHGn%2Ba9cob9/kMgI7bTLTvGs1A6i/u5xeSycEEKIe8rNPitV3q4hhBDib8JtfbvGKHkfoxBCiHvFbX8foxBCCHE/kv5RIYQQIogEoxBCCBFEglEIIYQIIsEohBBCBJFgFEIIIYJIMAohhBBBJBiFEEKIIBKMQgghRBAJRiGEECKIBKMQQggRRIJRCCGECCLBKIQQQgSRYBRCCDGR0kXr520478MXK0kwihvT00bDqS5833Y9hBB3RPdnH1Hj1mO8B1PC132ShvaeGZdX38K6iL9ZPTRV1OPI2kT2t12Vaw3ZOf5HL0mZyRi%2B7boIMZmhLo7XfELNyW6cihrjvGSWr8hnyQPXPwV7/lzG2/s6MORvoniZeWy67%2BsWKg430OLwQrSZ7KdXUGA1BWb2tFD6YT3HLygYFqSz/tk8LDoAF60HP6BubiFbnrQw6RsLh9qoa4L0Fy2Bn5UeOo9WU1ZnR/fk1fW4dVx0NraBNYuk6Jtbk2aOFscHH9GUsAHbDNY18VPxd1D2VjlNbgAFnwKo1YEDGKbFtnEra%2BbZqdhVCeuKWTnv5nYgsM3TVLx1kMbEfF5/Lh3dNbPdf9zHL/7LRc6WYgoSb3I7t7Let1t3LW//qoULPhj9LDTqkY8s3MLzr64j9U58tXE0UnfRwvok7fi03g7qahpoaO/B7VdjjLdgezKP3AUxQQWv/UVXaD%2B4i5q4DbfuDyt8LnTuozwqkfUp%2BluzTiFuqX5aD5dS7k3nxW0bSNC5sB89TElJObofr8F67Qkv2EAb5Z%2BBNVmNI3i6cpojv2lgcFkRb242o9ir2fObwzRs2US2SaHzaD2d8wr5tx/NpWnvXqpOZbDlCT3OxsNUeDPYkjtFKAI%2BewfthoXkmgJ1KNtTy9n/lcZii4POW3JMQvB/Q/vRZoi/%2BWAkPJml1lr2/8GOLd8y7eITT6uqZNa88gprYPIguU19zp72E7RcTCc7NnhqNy1/6MLHfXjSM%2Bex4428wP97ann7vR4KXluH9Q53bXS12fEtyidhdLsDbZTuqca5OJ/Nr6Rg1njpbq%2Bl9MA%2BnOs2sSZp5LO6lb/ok9Kz%2BIk4yj9txpmSg/F2bUaImbrYTN2XJgq255AQCRCDZdlqlv/5fepOurBmxkxSsJ/Wjxrgu0VY205fFYy%2BjhZaYjPZkWFGA2gseWx80YEvcmQBlRr8oIz8qFGB71wtJceiWPND23W7R52O8xCXQuDrq57U729iTaKW9oNNkwejv4uq3R9w4XtbeSFt5BygdFD2ZiW%2B7xdTlOTF/lk5h445uDCs5sFF6axdnRNoyfrbKH2tnKYBYM9OGudn8/NNWRjw0vV5OYfq7XQrWoxJKaxakUdS1Mhx6G6irKyR1q%2B8YDCRWbialSmBVnOCNRFfWQddyy3j564bdFPtjcGv6tl/uIVTFxTUMeZApayjH/LUOzSBSosxxkVjcxfZyxPGp59rpmnAhCVq5CMOFdb%2B01Tsqkb97FYKEqc%2BWFPWe2Q9gxkWnF%2B04YjL4fV/tKEb6qLpdx9R0%2BZiUK3n4e/ksSY3GcPowZ5qfk8tu3/Vw/%2BzVKHlMwe94Wa%2Bt/YpHmz7mIo/9uDWmch5poiCpBkE/xT1PX7kY6pO9TCo1jN/STZr8tIwjn7a15t/FRdnHf2YM8ab6l1H62mPz%2BHn%2BSkjrXst5pRCNiof8vaRBrJ/lI%2BZUL/oNgB8A3Y%2B%2BY9DfHqmH2W2HmtWPkW5C8d6CtydtZQdOclfLkKE2ULuinyyE/WMtTh16ZgdJ2ntSWT9a%2BuwWhaS9HUzrRdzyI1FiLuK76tuuh%2BwXHPuiyEpKYYqhwMIHYzuU5XUKBm8mKLH0Xb1vAuOb4gwWWg9tJe6Dhc%2BQxxLC1fxlBlATVJWNkkHq3n1VYXoBTaK5tsp22fH%2Bv0NWCNDbS2YgtvlxRA7UuFIC0mRgelTUiWQuSSGt0%2B24UmzoQN8Z9po1SSzcYEad/MhSo7PoWjrdqyRLlorSik5FMWO9ekYVCkUvaYl4ppzu/uPZexp1lP0w%2B1YY7zYa0spOXCM4s1ZGOmh4b/rcaY8z5tbElActZRWn8CenIdFDZjjMPf%2BCccAJEyWO5PtyvQWD%2BLvp71dYenGYn65q5jiPB2th6pp9QTvkJblP9zOO69tYq3Jzv4Dx3BOukI11sxklD820zl2/L20f3Ea3ROPMX%2Bqdv9VRg/WWt7c9QqvP2fB2XgC%2B%2Bg6r1Nv/C7aHXNY9eNXeOcfbejop/13h6jxPcbmn7/CO8V5PNhRyf7G7pEC15sPPo%2BDs5osil/bTvFS%2BLTkEO0PreZnbxSz/bvQcKSRbmZoQn29tFceomroUTa/8grvbCvE2l1Lyaf28WM65fxr13%2BJXrcWY9RoavbwlzNekh5Pm9DlbXgkhSSXg04XoEqh6LV15Jr05L74Cu9syhq7Bnjh1Gl0T23gnTdf4c2NKfiOVlI1%2BgH11LP/v%2Bw8WLiJd94opniZmsbflHN8YHw79k4X1nXFvPP6SOs5PJFEUw%2BOr67zhyvEt0AZ9qDodERcMz06Uovi8YYe0NbXQlmNh6VPp4e4dq7Q29eP89Sf6F28mp%2B9upUty7S0fHiIposji5jSKdpSzDtvbOdnzz2Co6Ied9ZqCuZpJ6wtFJ%2BfQKtzmoyPPUriX7%2BktQ/AS%2BcJO4Ylj2FR9dDa3E1iTh7WaDWoTaTmZ5B45sTIsqG4aG0%2BT9KT%2BVhj1aDSY/leJkkXvqS9N7CEBhgcuIR7CHSJebywaSQUAcJjMGq99LinvRs3EYwqLdalOVii1IAWc1o61vBvcFy8sR0KRfNQBrbo0zS09Qcm9J2k4S9zWbrENHmhUOthioM1Zb0BlZ7UpVkkjJ71PR00tWnJzrdhDgeiklmem0h38wm6/TcwH0CTiO0JCzqVGnNSIsbwOFIXm9CgxZxsweh24Z5p9/S19R1qo6kthuUrRuqjs5Cdm4znyw66/DcwPwRFAY1m5AD6%2B3B71ETrQ/zRaPREh3vp9UycFcz4eA7Z8YEWsi4%2BG9sCL91fBT7zruNtOBfnULAgBlBjsOaxNM5B6xnvWPmExzJJNQVvPwZjDDh7%2B69zsIS489Szdag9HgavmT7o8aLWaUNc63Nx/HADg9/5e2yT9IBo1GoMaTkULDKhUWkxp%2BWTm9hNS%2Be1fwMKXbWHaYjMoSjlEp98uJfdv9rLrw830T3p90g1EVo1Hs91/pBDiU4j86EeWtpcgXNjp570tATw9%2BHs02KMDeoZ05kw6rz0ThZc/ks4XV6OH9jNtp/tDPx7rZJTw14Cf%2BomstcVkuZu5Ndv7eIX731IVVtP0BcNNZowUGZwbr2JrlQ1EeFXF9eoCFx/DNqh9qBPXfHrMfYDk15vMpH5nTjqvjiJMy0L3/ETdCfnsDiSqy88TylwsDw1jfz6rWp8sXEsWZbP8hTTyC/gFPUO/nnUQB%2B9zMEc1NuhMZowuF24AfP15gOogtapAk3wNzFVIMhv5jaIq%2Brb10evp4uyt3ZSPjrND4o2OfCHeb3511LpiNApnO9XADWoojDoFByjPwfz9dM7pGX%2BVIMJAN21x18NvssKoNDb24/zeBnbWsbnKz6wWPsZ7XIaG4B07TG4LC1GcffRxJsxf22nsw9sY116LjrPuEi0hhhN2HOCo51eus7sY1tNYJIypOA7uY9tndns2JSF0RSDxhViW9c0dTzt5ez/MpGil1Jw1rxLS%2Bwqtj83l%2BMl71JxIoXNGaEv4RgfjGHwy248WCb0DE1Nz%2BL0RMqPnqArvIuzcY%2ByxgQQhTHKS/vFfrCMbNPTg9OjxTrZcHJVFMYoNan5xbyweJKWbmwKT61L4SkUPOdq2bPvMNHxmwLjVPxeeofUJIZPaweA23W7xo3s0CTV0aWkk1pdS%2BM5M0qzwpJnk9Fw%2Bqpl1CrwBH8L8CsMDjHe5TDZwZrsGvdUIqOIpoNuF1hHvr35XC7cBn1ge9ebf6dFRhEdbiZ92yayQ30Bud78CUw8aFL4n69dYDUBJh5eoKXuZBse69XdqZ4v2%2BiMSWT5TI4zAGqio/QYn8jjX1Ynh5g/WfB5cXsgQjed3zUh7pDYDHIXtVB2%2BBiJz2SRoOunq/EwVectFD078scy0MR7O/9E6j9tItuUQ/GbOUErCDGaO/VRjL%2Bq55PUOJ6ap6b7ZCU1DjPL1wQFXc8x9ldeInvDBizh0Kko%2BPxe8HvxKeDzT/5F0rDAgrnWwVnFhnWaKaFJTiO1spr9nyrMz1s1ch40kZphpqa%2BlvYFhVgjXbTXNONYkEnR2JcFHWq1woWL/TBPP16mrprW%2BEJSTeBsr6T0cz2rNuaR4O%2BgbHc9rChizaKY8a7fsJHVub7ByRzSZzDu4DaNbwzs0Nm6alp7Ai0BZ3s57%2B2tnbS7bow6mewMNU0HK2kxPEZm/LU1nktcnJf2Y010DwGebtprGmj1jHzISgdlu96n7M8uAi2caw7WdOmSsT3ST0P1yPYGOqiptWN8/DHMqhuYf6fpkrGl9FNXNVIfvwv77/ex%2B0hHoFV6vfkTqHk4yUy3/TSjHSsJS3OwOmopqWnDOQT4vXS3VbLno29Izc8O2u/AL7rz4o13cSYsScHQVk/VGRc%2BwPd1E6W/%2BpCmqe7V9X9Dd48W89z7cOSyuAfoSX2miIKoLyl5aycvv/o%2B%2B9vnsOp/B92q4bqEWzv3qp6nKUXbKFprwXH4fbb9dDfvHYXsH6wdv2dvyE7VwWZ0%2BWvJfkDN6IAci72Sf/7JXurU6RQsnmJjpsfIvOYSxg1TLyR9MXQPJGJ7ZPxv0pCxlo1L%2Bqn65S5efm0fVZ4UNq4NuoaqSmBp/kJ6q99l26/rcY6WyfBSt3cXL2/fxe7fe7HmZQZGmaqTWf50Is6P9vLy9p28esBO4soVY8fAc85O90MW5s%2Bg%2BXfb7oIzZKxl43Al5Xt38YEbdHEWclfk3dCwWXPGo5g/ayBieVqI4fd6lqzIx3Gwnt2v1oPBRPqTj5Ie0xyYrU5m%2BdOnKf1oLy//RkEdYyJ99GDN6DqeHuvqNeT%2Brpr3/rUen1rP/O8UsjHLfIPz7zQ91n9Yy/IjH/PrnfW4FTXGBSmsXJ080pV8vfkT6VIew/r7E7QP2FgSCUSmUPSimrqPG3hvZyVuvxpDvIXsZzeQuyAonEZ%2B0Ut%2B9y7bvrCxY/MNPB7ggRw2rlMoq9zLTy8oYIghNXcFU15mvmjnrC%2BR5X93o8dIiDssPAHb6k3YVoee7evpYfChZCwhz49qrOtewXrNVMOCPF74cd4k27NQsKX46mkP2Fj/Y9sNVjiGJXkLOVrTiDMpZ%2BT2jtD1CFVfy9PF/Orpa6frsSx7jh3LJi9psK6i%2BKoN6LF8dx3F351s%2BUI2WwtDzHHResKF9YmJgwRvxKwrV65cmUE5cZ/pPrqX0oE8tuRPfWPwt6H7s/f5d3ce21csvOvqJsSN6Kp5n6rY5ye95iemx3eukt3VetZvyplRz50Eo7i3edoo/fVJHt74HEumea%2BSEEKEIsEohBBCBLkHn5suhBBC3D4SjEIIIUQQCUYhhBAiiASjEEIIEUSCUQghhAgy5Q3%2Bw8M%2BBga9DPt8XL58m17CKIQQQtwCYWEqZms0REZomT175nc1T3q7hrtvAI9nCL0%2BAm34bMLCpHEphBDi7nX5sh/v0DD9/YPodOEYoq778smQQgaju2%2BAK%2B4Oov7ucVSzZt10ZYUQQog7xX/lCpdcfWjUYTMKxwnNwOFhH0Pur4g%2B888SikIIIe45qlmzmBMThcczxPDw9F/qNyEYBwa9xLh%2BB74ZvPZYCCGEuAuoZs1Cr49gYHD6bwiZ2GL0%2BdC4Pr8lFRNCCCG%2BLdrw2Qz7bkGL8fJlP3jO35JKCSGEEN%2BWsDDVjO6omGSoqTxXXAghxP1J7sEQQgghgkgwCiGEEEEmCUa5TUMIIcT9aUIwhoWpQBf3bdRFCCGEuGUuX/bP6KltE0rM1mjwxXz3llRKCCGE%2BLZ4h4aZrZn%2BM1MnBGNkhBZXzD%2BAxnBLKiaEEELcaf4rV%2BjvHyQyQjvtslM8K/UvRP1dmjwWTgghxD3lZp%2BVKm/XEEII8Tfhtr5dY5S8j1EIIcS94ra/j1EIIYS4H0n/qBBCCBFEglEIIYQIIsEohBBCBJFgFEIIIYJIMAohhBBBJBiFEEKIIBKMQgghRBAJRiGEECKIBKMQQggRRIJRCCGECPL/A4I2ZxK9IMpAAAAAAElFTkSuQmCC" alt=""><br></p>
]]></description><link>https://akacomic.com/comic/aka-5th-anniversary-character-popularity-poll-results</link><pubDate>Sat, 22 Aug 2026 23:59:43 -0400</pubDate><guid>https://akacomic.com/comic/aka-5th-anniversary-character-popularity-poll-results</guid></item><item><title><![CDATA[All Known Alternatives - Chapter 5: Page 24]]></title><description><![CDATA[<a href="https://akacomic.com/comic/chapter-5-page-24"><img src="https://akacomic.com/comicsthumbs/1786395781-5_24.png" /><br />New comic!</a><br />]]></description><link>https://akacomic.com/comic/chapter-5-page-24</link><pubDate>Sun, 16 Aug 2026 00:00:01 -0400</pubDate><guid>https://akacomic.com/comic/chapter-5-page-24</guid></item><item><title><![CDATA[All Known Alternatives - Chapter 5: Page 23]]></title><description><![CDATA[<a href="https://akacomic.com/comic/chapter-5-page-23"><img src="https://akacomic.com/comicsthumbs/1786037500-5_23.png" /><br />New comic!</a><br />]]></description><link>https://akacomic.com/comic/chapter-5-page-23</link><pubDate>Sun, 09 Aug 2026 00:00:01 -0400</pubDate><guid>https://akacomic.com/comic/chapter-5-page-23</guid></item><item><title><![CDATA[All Known Alternatives - Bonus: Swede 8]]></title><description><![CDATA[<a href="https://akacomic.com/comic/bonus-swede-8"><img src="https://akacomic.com/comicsthumbs/1784906224-bang9.png" /><br />New comic!</a><br />]]></description><link>https://akacomic.com/comic/bonus-swede-8</link><pubDate>Sat, 08 Aug 2026 00:00:01 -0400</pubDate><guid>https://akacomic.com/comic/bonus-swede-8</guid></item><item><title><![CDATA[All Known Alternatives - Bonus: Swede 7]]></title><description><![CDATA[<a href="https://akacomic.com/comic/bonus-swede-7"><img src="https://akacomic.com/comicsthumbs/1784906165-bang7.png" /><br />New comic!</a><br />]]></description><link>https://akacomic.com/comic/bonus-swede-7</link><pubDate>Fri, 07 Aug 2026 00:00:01 -0400</pubDate><guid>https://akacomic.com/comic/bonus-swede-7</guid></item><item><title><![CDATA[All Known Alternatives - Bonus: Swede 6]]></title><description><![CDATA[<a href="https://akacomic.com/comic/bonus-swede-6"><img src="https://akacomic.com/comicsthumbs/1784906132-bang6.png" /><br />New comic!</a><br />]]></description><link>https://akacomic.com/comic/bonus-swede-6</link><pubDate>Thu, 06 Aug 2026 00:00:01 -0400</pubDate><guid>https://akacomic.com/comic/bonus-swede-6</guid></item><item><title><![CDATA[All Known Alternatives - Bonus: Swede 5]]></title><description><![CDATA[<a href="https://akacomic.com/comic/bonus-swede-5"><img src="https://akacomic.com/comicsthumbs/1784906100-BANG5.png" /><br />New comic!</a><br />]]></description><link>https://akacomic.com/comic/bonus-swede-5</link><pubDate>Wed, 05 Aug 2026 00:00:01 -0400</pubDate><guid>https://akacomic.com/comic/bonus-swede-5</guid></item><item><title><![CDATA[All Known Alternatives - Bonus: Swede 4]]></title><description><![CDATA[<a href="https://akacomic.com/comic/bonus-swede-4"><img src="https://akacomic.com/comicsthumbs/1784906081-bang4.png" /><br />New comic!</a><br />]]></description><link>https://akacomic.com/comic/bonus-swede-4</link><pubDate>Tue, 04 Aug 2026 00:00:01 -0400</pubDate><guid>https://akacomic.com/comic/bonus-swede-4</guid></item><item><title><![CDATA[All Known Alternatives - Bonus: Swede 3]]></title><description><![CDATA[<a href="https://akacomic.com/comic/bonus-swede-3"><img src="https://akacomic.com/comicsthumbs/1784906043-bang3.png" /><br />New comic!</a><br />]]></description><link>https://akacomic.com/comic/bonus-swede-3</link><pubDate>Mon, 03 Aug 2026 00:00:01 -0400</pubDate><guid>https://akacomic.com/comic/bonus-swede-3</guid></item><item><title><![CDATA[All Known Alternatives - Bonus: Swede 2]]></title><description><![CDATA[<a href="https://akacomic.com/comic/bonus-swede-2"><img src="https://akacomic.com/comicsthumbs/1784905910-bang2.png" /><br />New comic!</a><br />]]></description><link>https://akacomic.com/comic/bonus-swede-2</link><pubDate>Sun, 02 Aug 2026 00:00:01 -0400</pubDate><guid>https://akacomic.com/comic/bonus-swede-2</guid></item><item><title><![CDATA[All Known Alternatives - Bonus: Swede 1]]></title><description><![CDATA[<a href="https://akacomic.com/comic/bonus-swede-1"><img src="https://akacomic.com/comicsthumbs/1784905798-bang1.png" /><br />New comic!</a><br /><!DOCTYPE html PUBLIC "-//W3C//DTD HTML 4.0 Transitional//EN" "http://www.w3.org/TR/REC-html40/loose.dtd">
<p>This is a bonus short story I did for an 8-hour comic marathon, hence the rough style. Pages will be posted daily! Also happy AKA anniversary month!|</p>
]]></description><link>https://akacomic.com/comic/bonus-swede-1</link><pubDate>Sat, 01 Aug 2026 00:00:01 -0400</pubDate><guid>https://akacomic.com/comic/bonus-swede-1</guid></item><item><title><![CDATA[All Known Alternatives - Chapter 5: Page 22]]></title><description><![CDATA[<a href="https://akacomic.com/comic/chapter-5-page-22"><img src="https://akacomic.com/comicsthumbs/1784901593-5_22.png" /><br />New comic!</a><br /><!DOCTYPE html PUBLIC "-//W3C//DTD HTML 4.0 Transitional//EN" "http://www.w3.org/TR/REC-html40/loose.dtd">
<p>Heads up! Next week AKA is going on vacation break! But! I will be posting an 8-page AKA short instead so don't forget about me.</p>
]]></description><link>https://akacomic.com/comic/chapter-5-page-22</link><pubDate>Sun, 26 Jul 2026 00:00:01 -0400</pubDate><guid>https://akacomic.com/comic/chapter-5-page-22</guid></item><item><title><![CDATA[All Known Alternatives - Chapter 5: Page 21]]></title><description><![CDATA[<a href="https://akacomic.com/comic/chapter-5-page-21"><img src="https://akacomic.com/comicsthumbs/1784152909-5_21.png" /><br />New comic!</a><br />]]></description><link>https://akacomic.com/comic/chapter-5-page-21</link><pubDate>Sun, 19 Jul 2026 00:00:01 -0400</pubDate><guid>https://akacomic.com/comic/chapter-5-page-21</guid></item><item><title><![CDATA[All Known Alternatives - Chapter 5: Page 20]]></title><description><![CDATA[<a href="https://akacomic.com/comic/chapter-5-page-20"><img src="https://akacomic.com/comicsthumbs/1783766772-5_20.png" /><br />New comic!</a><br />]]></description><link>https://akacomic.com/comic/chapter-5-page-20</link><pubDate>Sun, 12 Jul 2026 00:00:01 -0400</pubDate><guid>https://akacomic.com/comic/chapter-5-page-20</guid></item><item><title><![CDATA[All Known Alternatives - Chapter 5: Page 19]]></title><description><![CDATA[<a href="https://akacomic.com/comic/chapter-5-page-19"><img src="https://akacomic.com/comicsthumbs/1783115020-5_19.png" /><br />New comic!</a><br /><!DOCTYPE html PUBLIC "-//W3C//DTD HTML 4.0 Transitional//EN" "http://www.w3.org/TR/REC-html40/loose.dtd">
<p>It's July! Which means less than a month to go to vote in the Character Popularity Poll! Support your fav now in the handy poll below. &lt;3</p>
]]></description><link>https://akacomic.com/comic/chapter-5-page-19</link><pubDate>Sun, 05 Jul 2026 00:00:01 -0400</pubDate><guid>https://akacomic.com/comic/chapter-5-page-19</guid></item><item><title><![CDATA[All Known Alternatives - Chapter 5: Page 18]]></title><description><![CDATA[<a href="https://akacomic.com/comic/chapter-5-page-18"><img src="https://akacomic.com/comicsthumbs/1782577512-5_18.png" /><br />New comic!</a><br />]]></description><link>https://akacomic.com/comic/chapter-5-page-18</link><pubDate>Sun, 28 Jun 2026 00:00:01 -0400</pubDate><guid>https://akacomic.com/comic/chapter-5-page-18</guid></item><item><title><![CDATA[All Known Alternatives - Chapter 5: Page 17]]></title><description><![CDATA[<a href="https://akacomic.com/comic/chapter-5-page-17"><img src="https://akacomic.com/comicsthumbs/1781815986-5_17.png" /><br />New comic!</a><br />]]></description><link>https://akacomic.com/comic/chapter-5-page-17</link><pubDate>Sun, 21 Jun 2026 00:00:01 -0400</pubDate><guid>https://akacomic.com/comic/chapter-5-page-17</guid></item><item><title><![CDATA[All Known Alternatives - Chapter 5: Page 16]]></title><description><![CDATA[<a href="https://akacomic.com/comic/chapter-5-page-16"><img src="https://akacomic.com/comicsthumbs/1781124968-5_16.png" /><br />New comic!</a><br />]]></description><link>https://akacomic.com/comic/chapter-5-page-16</link><pubDate>Sun, 14 Jun 2026 00:00:01 -0400</pubDate><guid>https://akacomic.com/comic/chapter-5-page-16</guid></item></channel></rss>