Best Defi Coins By Market Capitalization

As of now, there are over 5,000 cryptocurrencies listed on Coinmarketcap, and probably twice as many that you’ll never know about. I think we will see real metaverse utility https://investmentalk.com/ for the ApeCoin, and that's where it will ultimately generate value for holders. Betting on the blue chips in crypto and NFTs is a good idea in a turbulent market.

Cryptocurrency is treated as a capital asset, like stocks, rather than cash. That means if you sell cryptocurrency at a profit, you’ll have to pay capital gains taxes. This is the case even if you use your crypto to pay for a purchase. If you receive a greater value for it than you paid, you’ll owe taxes on the difference. Binance Coin is a form of cryptocurrency that you can use to trade and pay fees on Binance, one of the largest crypto exchanges in the world.

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zBsKBSVEZ6w9UUXb6h+yEq7ZH2CmB3ATlZSOYfwSYsuBbj4vElGzP84VbzZuvi8GXFmesZ+YSRK1AiZYKZ1BPKfDGNukeTE7j2ZRmwkgKPnybmEMTgS40ovM4DZBOPHH54xROgJZKnWTgkAY8T5x7UXzKLkvyU8lLjRNSwQs4IwMZ88jeOdydAaSROJT9MduT16wkpmyOzy60eVw749YxNQC2gA81s6T08IyEhxylhydQErUZ1CsvAfU6j8aCan93imaSQVI/B+t03hFXNkheXGyO1HhmM5iaUVzP0zf1k4x5QDqmidkutzqVqfT7YlRKUkYRjm93lDqoZ9ofW2ZpCiWwAeTr6QwpebHM99K0cpSRt1h+2pNc0yEqdZJKBjbrtCJHbKRDupfs+3WXVIUShag2EkBHn4f/aJxtjSWs1GWS+zLstYSOUOEAke7+2GXpewmXkvnt/kI5ezl9vwgBzH1xmJ503m52oTIUSQkZ5j5J841e41boshnZbfbrUJofEl28lFtXtJ6mPexzjZZdbB5krT0BHn0IMR9cdDabbCw8jYq/B8/dFodYaeg0yTqaQCWnilaj+KUnA+0CK63JOIRLlPc7oVuRmFW+rNTG2TCr62m8F2hQBcjXYKC/aUIHaE45M8u3WGBPTnKCEzKBleT3N+vWJBvSoJSokhGEr5h3esRXUJ0ltX0jX77kJxvGywnLVrtS0MKzmZ0EPAzqcdpkDl67dY5JiaQhwobfDowO8BiE6bqCgt1sqQUrVkED0jlTNDATkbQ+N1ALyOiVvaid4ISjM+Rgg1AJOx3UbhzKgM7QpSDD08osy2OYDJz5QhJeKvGHhpvLCcrTqCOYJYJx8RGo8Q3OS02qathxqYMjPRdB4BsFJxHxNR2qvz4UrwHYODjB6Fak2pUir6R9tJ9Mn+yNqbJdKwpU8rc74aH6SYk5uhjJwgxvbou4HIY871PNK9z7eKB7mhe86LkJy8oOtKX/wCp7j8sKM3Ldl6fLKedfc5U/hHAhGrN7284+2qdfbWthpDCe9gBKEhKRsfIdYkHUWmrZtt9aEkEIMWL4bdONPho9aNx/sDt01eapqXpieVS2FTDqyTkqcKeck48423guW78aF4krHNDd9j+i4Xz84u4N5EU9PNRWOKYynSMgHfqPrZVJmNR7aTuhaOzBxzHoD5EmFaduqnJkkzNPPauOYSlCdypR2Ax74vBpZrZpfrQ9X7atWXWXKIv2efkpyUShKkcxRkAZSpJKcb+mRFLOLSwaFpfrzQqbaMo3I0m4EytQ9ja2bl3faChYQn8FB5EqA6AlQGwwLu7cFyMhZVsq3SNJwck/qVzngf9qOWvuNRYaqzMo52xl7MNb2GR0aOo6exKsppTxF1gFdP0nqTaSB3pl1lgHPT66wYVmuGjiWmJZ2enaZb9LbYQp1wTVVBVygZOzSV7xcrVG9X9OtNK7fUvIJnXaJT1zqJdbhQlwpA2KgCRFFq18ohqzWZeZl5C1bUp7EyhbQCm5h1xIII3UXAM4PXl+EXNXwhw9awG1GouIyO//N1zDh79oXnDx8XzWjwY4GP0uOcHbBIwT5Hy6pA0Xot68QVxfsVtl9uQlpZoP1KovIK0SjROBhIxzrJ2SnIyc7gCLRyfA3ps1LFqpXdcs1NFOVPh9pAJ6ZCOQ4GfWGT8msilNWVejSQ185JqsuuY2HP2HZHsvhzdrj1zG3Wa0ta9IuId7iTtSlTl6W+qVW1MUxiYWlxhky5b7JaQFHskrw6CkEZG+DkxLtHD9soLe2rMAk1Hf/KFr/H/ADa444q4uqLBDdXUngM/djIb4smAdJcSMZzsemyj6v8ADnO2bxF2dppc1bmavaNzqccZmk5l3lhDa+ZlZScBSSE94dQQcDpFmKXwgcOMq6lSLL9ueYxz+0VeaeAPXvJ7Xl+BEVOvrVK5+LB6lLrNu02jylCU+5Lok3XFuqLqUhQWtRxjCOgSOpzmJy4CqIigU6/6YgHlZqcmAD4AtLhuw11kluz7XSwtdnfJHTbpuFH5m0XMKn4Jh4ou9zkilja1j2MccPJfjUXNcBktIzgKRqtLcJek1TRTK3QrBolRCUuhl2msrmeQ9FY5FL384q/pTSlOtz812QS29MvrawnCSgrJSR6YIh764WxT7i4pJ1E9L9p/imRGdtu6rEP6n2lKUyVU1KSwQkI6Aekcl5tcWxNqjaGRBvhnqNsr01+yfwXLZbSzi+etlmfVMaS17tWnvtn391CtoWxKXvrjI0mrp7Wn0aXcqbrCh3XFoKUtpPpzrScdDy48YkfiS1zq2jUnRmbeo8rPz9UcdJ9oKuRtpAGcJT1JKgB4DEIejUsGdcbiURlQpOBny7ZH9kIXFx7Aq87TFQGWkyc0d+n74n9GI521kVffaakqm64mx509icE/P5Lh3M/TxtznFrup1wNbs0k46E9PeplXcVr6k6TNzVdnpGQlroogceafmEJDanG84BURulXQ/wAERXfgLlTP1m765NAqfkpeUk2VHwQ4pxSvt7JMM5m3KXV0Lct+x6tUudOUOy9NcdSrbY8wTgg++JO4HpqTmX78MkAE9vId0eAw/j9MWNVbWWbh+4MgLtLsHB205cBgbk7jYn2Kj4s4Lg4B4RulPb63xWyuadDdtA1dOp7bHPkm5xk3hdEhqhQqVSa3OSUpTqazUEtsOqbCn1vuAqPL1OG0jfy9Ys3e6E1bSmsiaSHBN0J9S+fxKmCSYqjxmhJ1dlAo4/xBK4/n5iLYXR9FpVUVLISE0F0knw/c5iqvDGRWuzujAByOn+0/NaBxLTRU9h4ckgbhx6kderT81BPAJvYNxKV1+d0/7JMMnV3vcblskeM7SPzph7cAg/4A3GPKrJ/2KYZOrX/727XIH+e0n86Y2KH/AO4XL/tO/tatghz/APPbtt/Qd/axXNnKkzK1CTk3VJSZ0uIbz1Kkp5sfYD9kNLT61FWlc17sNshuUq1Vbq8sU9CHWUhY9MONr+GIbfEhdrti0W1rwaOE0y45ZTo8VsqStLifigqESyy6xNNommFpWhxCShY6KSRkH3b5+McqfHJQ2tkrPqTgtPvY4H5LissMtsszJmD93Ugtd/qjeHD4fNV20op/tWoF5Hk6XBUfvmXImhNE3B5PCGJoLSDOX1eaggn/AB9Pn/8A0Liwzdsq2+jPQRji25iG4uZnsPkvrry1vAg4VomF39Nv9oUdIomc5bhmavU9cjaqHEJQP3UlOVnAxyKiwLVsK8GzERcVFOdpGnUpNIbGVVNps8xwN23T+iJ/LO6ibi6gZnrIPkUnmLexUcM1sQPVh/JVyTMKC0BBlUgo2Cj6Dr6xiibP0BzKHB6k/n2hH9pWpbSlMtfveRlWx2G/vjxDqiGsMNKzlWebr74+iC8LHPRK6JjZvCpYELPj6+MYCZd5f3yWyl3oD4/2QlNPqUWx7O2SVE9eseJfUEhRYbAW715vGFDySSlZx9SkOBa2N3gdz+aNsw9lT2RL/XSRhXWEQzPMFgMtq7/N9aM3phwqdPYtjODsrptAQm3bBOJmcc5nGy7KfVSTjwPlDztebedqCZdtUupx0IQPQnbaIsMwtJdX2LQIASDzdIkvRyVenrqTUnmGyxTGRNLX1AUMBP3mGJXYYXKZQsM8rYx3VwrSl5yenKbbVGQX30BMulpG2TjcnyHiT4RZNliUsKiSlES62Z6dIU+vxIwMgemdh7zFSNLNVZuwpyoXw9LMOSUqj2VfaI3mJheeRpCvwTtzKIzhI36iHg1rr/hAvxdTSFNS6w2iXZ7QHsmwOh89+uI0edjqmq0/yrqLIdMYaOgCmnVatOydmS5cWkl+aQCFHOwST/ZFX7srzaWSQ82O05hvtDt4idVJaWm6Ra0q8kmXaVMPpzslSgOXP8kZ+MVgua81vIQO1QMqOMqzF7bKMxx7juStLulUHznHZJl5XGy88tsvDZWNoYM5Ugr6NIRjmyCU+sJFZqofm3F9sCOY+PjCa7VG1J3XuBtiLqN2nqtbqTr6Lumpgl4kqGfQRq9oV15o4BNId358mBT2B1iUH5GQoPhHpldrk6WxkrghuVGdKFKAVBDBmaDhSWU7iMhN9Kyk5ztEl6FtGduiZb8pRRx/KTEWe0E7ExMvC9L+231OtdSmnLVj050xznmDJ4XDFY7PRn5hdQ5akw8XUEp7PHyKmtuijP1BG5ui/wAEfZD4RRM78hwehjeihqP+TMeHXXT2r30+84zuoS1XpPZWnNrCQMJMT5w5ADQqy04O1LQNveYjrWmiqasqcUUHZBiSOHohGh9nAHBFLTg5xjdUemv2f6oVDak9dl8+f24as1lDbtJ38X/8lJ+iXDtaWiU1XKrRqhO1Gp3FMGYm5qZSlISnmKghtA6JBUdySSceWIpDxOVK9arxGF7UOiKpb7M1Js0ZgOBTfzel36NaFgYXzKKyT4KKhtjETVwUXHqvcGp19KuKrVmftmWU8lpU64tbSJjtzyBsr2+oFZA9IRflAnacvUzTKUQlJn0rLjpHUMmYQE5/lJVj4x2G5NiqrS2SEaGtd08zlef+DX11i4/mo7jIKqWaDeTfLAGZAx0GwwfuVzrgctxu2Zxd4OSCKKJc+3KnykS4Z8e0Ku7y++K8atapcMkppZd1u2ZVLWXVahR5uVlGqPTgvnfW2pKQFtNlIycbkxNOrtn1O/8ASi4rKo7rDU7WaYuUYW+SltK1AbqIBONvAGKkSfAnqTT6M6qqXvbrAlmVOrSyy84cAZIBITjpjMTOIJbi0NZRQB4Ldye3uWm8r6HhqXXVXy5OgeyYFsYccPxggkYPU7KGNKdQb70vrrVw6U0abqU4tKWJ+Rak3JhmbaBB7NYQMg56KBBB6eOb4aI8TFoa0TkzbiZGbt67KegrnaJUElDrZScL5CccwScZBAUAdxEU/J03tIVDT2vWU++hurSVXXUw2rulyWebbSFjzwptQPllPnEhWpwqUK1+ISq68ouKaedn3JmYYpxZCUsuzCChwqWD3kgLXyjA6jc43gcN0lVQ0sUlPJrY4+sD0b5rbubF5sF8u1dQ3imMFTAz9zK3OqUgDS0gDGDnqenmmBxN2VRbDvqg3la9OZkf2RiYl6iwwkIQ4+3yqDvKNgpQUrJ8cZhf4MAefUJWMc9Skyf5lcea2zTWq2o9Kte33Uzkrazb7s4+weZsTLvKOzz0KkpTk46FWOoMY8OVZtvTycvyWu6v0+j9rPyq2ROzKGi4kNrBKQojmxkdI0qjuNsj5gSNge0AMOo5GM43W63aK+VvIuKkrmvfKS0tByXadeW7dfq4XHfEkqa4qJ4df8VyX/lMTELcWptaQPwcfdEd0UU+/OJCcuS2Jlup0tyRlWUzcueZpS0g8wB8cZi0DFsDYhv7vSPL/Oi8xN4qn8J4Iz2K9YcjrlLaOA6CmqAWvEbQQdiDjoQqWWdJfMHEDUZV7u/OFJeDf8JSHG1YHw5j8IQuLjS2+L+NtVGx6MqouyhflplKFpSW0ucpSo8xAxkHPlFi9adAazWZ6Vu60HVS1Yp6+2YcSjcKwQQc9UkEgjxBMMcXBq7JASlQ0ubfmsYLjE4UNqPnylJKR6EnEMWniFss9Pd6F7DJGzS5rzjsRnt2K4HzQ4P4kh41bxZw/E2XLcEE9NiMncefms6I1/gt0gp8pV5hBct2htId5d0qdbaGUp88r2HnkRXPg0l6hYl2VmiV1n2b9kcs07KKXsFvNKWeT3lLiiPdFmaPo7qnqzUpZV5SjdLobCw4qnyxKkuLHRTqzuvG+AAE+OMxKd5cJ9tXPQGJFmTQw/LpHI4gcqkqGMEEdDDLuMLbaoZ7dWSBzqk5eW7hu+Rjzwdzj3JjhblFWz8PXCC9SBs9Yc4ByGkHI+J6KvGrfDpb2rl2Ua66nWpqQXTWky0w002lXtLSXCtKST9U5UoZwdiNtt92vdzN02w56yqGA/Wa1KmSYYa7xZYVhK3F46JCcgeaseuH9+1L1JZc9mVqfXGZL6vKuoLACfLPND2sbh30usMuT1w3JS3Jx4fTPTc6grUR5lSsxGPE9HTtgdLOagQ/w2NYRv7T+Hn5KNw9ySvUtXSC+VQlgpTljGg+eRk48wPPyVR+Ek0nTe17kp101uQpWaohaBPTTbBUOyAyAojPQiI81NmmapxVUe+6SVT9DkJmnOuzcokuo5W8FfLy/Wx6RfCu2Rwttzzk7VrwoK15yUtfTK+xAJhNN1cJVBGJMzNQKdgGaS6nmx6rSkRd03GzjXzXOKimfJK3S4Yw0ZAGenXZdPouRtZPfqq+RMleZ2lhAYcAEAbHHXZVl4i7gl9aLFatCyaPWHpkVBqZLr8oppASgKzjJzk5HhDwsDUC/aJZlEt2e00q0/UKfJolnXi6lppwp2CgcE9MZ267RMiuIrQ2j7UXTKqzBTsC4llsEflKMJ87xg0WXP8AiTR6UBT0MzO4+0JREQ3K41NGy3Mtv7phLhreNieu4OVe0X7Lb6i1xWqSjkdGxxeNTg06j17g49i6+GjTG4JOfq1w1unKkl1idfniyolXZl1wr5c4Gcc2OnhFjG7XzghAxiKkVbja1aQhTdsWbZVPzsDMy8zMEfkuoH3RHNwcWfFrVisSd8UilIPRFOpMsgD4utuK/rRTVHAF+4prTVTzww6uznHb8Grp54P4q4cpW0sFvkcxgAGnS7Yf7sr6Dt2xjHcH2RXPj3pPzVoxIzIQP+PJdOOmfonoqJWNa+KKquFVR1Qul3KcYlqoGEA/xGygfdDAue5b9rSUqu6s12eSE9Z6bdeTzgHfvEgHr9pjqPLnkhUWe+0t3mukL/CcHaGZJPs3wubcWVvEEVBLBWW+aNpGC5zCAPbnGF2yk0FrbHYo3QCe96R2KdZDaSpgZ3+qqGpKzASU91au5+MPKOpycT2Tf0a9wR9YR7NEpC4I6PdK0o6lbrYLIIKjjv7neNyl8neTLhOF9SraEekuhSmitpeOY47wjqdWAnmDK/r+JhcchJ3TUjMNXU68ohX0SP33H1vCPJhYCndgNk7AxwrdIKsseIjVMuKPakIcAwkYEPlwb1UdsZOyUUzXNMLbTLYyOvNFqNBrJnHrQYYlmES0xWnlOuOuK7jMs2CFOuHwQnvKJ9Irbp/a03c9cl6bLSLyn5t5tlsDfKlHA2i4uu1XldG7NRphbAQqsTEuhqrvhQKmWEgcsmlQ2GT3l+oA6RSXKq0s8IHcrZ+HaJz5/GxsFFmruolOfm5a2rXmnPmKj8zMmfql9Zx2kwofjLUn4JCR4Q/eHOSRXazLOOpGB3ifQRVYzNTnah20xKuZ5tsoJH3RbHhFYqrr9TqU1JOMy0qzzB8pw3gCK+lj8NwcQtwrHmOB2DhRDrhezs1q5dCXBn2eeWwnv/goSAkfZEYVasrfl0kHl7x6KzHPqDcwr18V2tNEkT9SmH0knOUlZ5fuAhtLqbZV9KOYDO0bKMNYPcuXSOc95K0T0wouLKFHGY5i85yZ5z0zGDryFuFXTJ2Ee9q2U4KvDyiOd+6V4ZwChmqqacCCo77Qrtv9q1zZhFLTZPNzbR0MTiUENZ2PpGY3FnUrMsQIyAsKnlSlHMEbptKXE905MEJeN0qMgNwmc5M5Gx3iw/A/Lqquq1SlyOYJo7ij8HERWsNukZzvFr/k3pIz+tlWlyMqNAeP2PNj9Mcn5qTmHg+veO0Z+YXQOEnilvNPNno78ldNu2MAAM+HlHU3a4/5r7olNFsFP1kgARuTQpdv65A28xHzhkvhzjK9FP4kLuhVaNdrTfdsKf8AZpZS18hwAmGPpXrPp7Y+mNuW3W6pNpqchJBmYlWKbMPKQsKOxKEFP3xcapW/RKhLKlZ/C21fWHLmGqjSnTSTdVMJo/MtRJyGsR1rltznm4BilbFB4jn+a5BzP4FoeacUFPcXva2N2oadiT07gqujvEPT3krkrF04uWovq/e1PSrcpLc5PUkqK/6kRLfPDjqTqRU3NTbrZ9orDrrTiGGwUtsNtkFDTY/BSMfElR6kxfSXo9oUrvU+1krIHVRSnP2ZjpdrryUckvQJZKRsApRUP0Rd8Q/tC8R31zGwsbGxpzgYCq+DuTNh4QdJNQxF0jxpL3uy7HcZJ2/BViTePEDUVFFL02pMs2nuhT7zqz7+7yx0IoXFHX0OST7lAkZeZQW3AzTlqXykEHvLWodCfCLDvXBXWwRKycmz491n+0wnTNw3k4CET/ZDybZQP0RHqufPG1c0t8drAdtv/SmW/kLwjSPE0dDHqznJJJz9+VXi3eBMUSmS0zQ6lNUyqyyAG5yTfWy6g+ik4MLTnC9qlWB7BdmrNfep6e6tpVQUylaemF8mOf8AlZiUpt66pjZyuVDHkl9SR9gMIk1Q5uYPM8644fNSifzxrNLx7xPGx7BXlod1xn9V0WTlzarhKyesZG57ehLASPvKW9P9INNNNaV7C1UqahZH0hU+3nPiesI9c030CnKkupVmryDzpOTyJKz6/VBhLctdWTloGOZdsKTnDQHwiijdKZ3VL6p+t3Ug4W3Q8JUDmhkkx0jsAAPzTqodZ0QsMhygS80+pIx+55IjOPVXLChM8QdsMpPsNqVF7HTtVtt/mKojty3HE79nj4Rxv0LlHO5hIHiTDhtdDWP1zapHeZcT8sK6peFrOzYlxHv/AEAT0nuI+eLZTJ2cwnPTtZkq+3AEN2d1/vFwlUpb1CY9VSynPzq/RDUn5q3pAn2ytSLJ/hzCB9xMIM5eliS2zlyyiiOvZ5X+YRcUlhpf6NNn7ifmtkpeFrT1bTavfqP5p2VDXDVib2ar7ckD4Ssm0j86TDaqN+alVEkzd81tQV1SibW2n7EECG/Oam2ExnkqLz3+rYUfz4hDnNZbVb5ksU+ddx0JCEj85MbDS2WUfwqYD/aAtmpbBT0+DHRtb72gfMJWnRWJ1ZXOVWefURupx9aj95hMeogc3cClHzVuYb85rfLpyGKGynyK5kn7uUQmuaw1CZQpbTEk3g7YGfzmL+K1XAAHSB/z2K/p4jCdLQxn3tHyTqXRUju8u3ujQaKE5wFfbEY1rXKdk1lt2py7PoG0/phIY1nXUwUOV53OOiVhIP2RbxcP3FzNZ6femncQ0EEvgS1TA4dsqXnaOAMqCSfXaOF6TkWf359hH8ZYiK5Cv3fdzzrVo2rclxraPK583SL87yqxkA9mFYO3QwkVGs3rI35K6YTtpVOSuudmpaTZpE0wWZlT0xydgjkXgpKw4gjPgoRawcK17wDv+CrqnmLw/QuLJKsEjy/9qXX1UZvdU/L49FRwPT9DSDiZCseSD/ZGjUfhr4rNL9P6tqjfOnSaTb9EbbdnXVVKXcdQlbqGkkNIWVHvOJJ22AJ8IW+F3g+1j4rrHOpNBvi26BQPbnaekzgfemlOthJWQ0lATy4WMHtM5zt4xbQ8HVf8xKo5+dvD1OMsc533Jvmfp755ZdlSseIwM/fDU1GWgUJslhSUmYH4XjyqELrlnTlmaq3Ppqq4kV5Ns1J2mOVBuXLCH3GzyrIbKlcuFcyep6Rz6y04ylptOqTj92tpH5C4kcPRC3cSU1MTvrCd404kpuJeXtfWQjAdGcZ+5RU1MMoIPIo93H1zG1Ey04W09mru527Qx02HaU3fdzSNtyjnZ9vlbzv/ADTST31eu3T1Ii8mmuhOh1NablHrLk6nMAcq355RdcWQMZOTgee3TMeoWu1HSvnhFbpJ2F46BUokFMNhsFl365xhR33jcXGnG+VKHt19ecx9Bbn4PNE7vpa/mSSdtmpcv0T8k6othR6FTZPKRnfwikmrWj16aLXAqjXQ2pUq46TIz7QJl5pA/CSrwV5pO4h1sga7BUOpoJIm6juE0H3GxzEMunveKsx2UumOVCd5EsO8mUFW+yR6xhTqW7UXAlIWoKUCCd/fFqtJ9L7X0utH/Dnq3JKXIp3tqhu91dYmk7hawdwwkgE56n3AFusqxC3PUnoPao1NS+I7J2Cd+hdi0nRuQk77uqTc/ZTUpNc1Qaa7g+xS3Lj259PgVZHZg+eceUH6o3c7W7meU6+4tTjpWpxSytSidySfE7dYXZXU24byn7u1IumdW5M1VaZZpShhKEp37NsdEoSnlSAPARDNUqpeqapkryT0ihla4v1Sde/6LebSGsgy0denu81KFtzsu2yX+TKsDl5iM5Pw90WXdr0npTwyXDcqW+ScmZNbbOVHmU873EAfFWfhFKLZrT71RbllrUpHPiJb4sb/AFy+mdnWJKPLHtalVCYQDuUoSEpHuyon4RPppBKdPkmr0HMpsg9VV9ztOZKkhQ6kknJ/33hSodgX/dhKrbtWq1EE7dhLKUD8cYh3aV2I1Wm03TX0KFPYP7naV0mXB5+ISNvfFydKjUqdTmahLyaUtgjkbQnlTjwwB4RK8cSP8NnULW4LcREJpjgH8V8+7itS7bRfEpdFAqFKeIyETkupon3cw3+EIYmFhQyrAzvH2wasW0tVbSXb2ottytWkZ9GC26gFSD5oV9ZCh4EER8zNY+FSt2XxD1PSegrUmkhlNVlZ+Z3S1T15wpf4ygoFAHiQPOIvpIdKYe4WPRBto3yoObmRy4Vn9GPfGQeCTkAH1Bi4Om/CfpjV20SdZ+dp5a+kyl0NY9eUAgD7cdIQ9e+CGuae0KZvjT2cmK5RpNHazsu6gCYlm/FY5dlpG+dgR5RJbJ0JKZmo3wkghVf9pUUjaCOMzradjgH35gh3W7uofhOHZIyRgHMb6Ldt1WbPrqloXTWKDOKbLSpilz7so6pBIJSVtKSopyAcZxsIydliBkCM6Har9z1FVPamEMFKC6VqSVdD0++KC6mCnpnPqgPDA3yMjHtG62ux2+rvVdHQ0DdUrzhoBxk+9Puk8W/ErRUoMnrPcrwR0E1M+1Z9/ahRPxMPag/KGcUEgsJfuumVFKBjlnaUyc48ykJP3xHKdHGGUhc5W3eXfIbaCc/Ekx0M6fWbJ7TE9Mu8o3C3kjH5IEcnrXcB1pPj0ccnuiH6BdtpuTHHDBmQthz/AIpR+WVOlK+VD1skHwmu2JZNWZ5cfQszUq6T/G7Zaf6kSkx8pxQ5R2WYuXRScQX5ZiYLkhWUO47RAURyraRsM9eaKemgadSw5nJFpYG+S4pR+9RjtE9ZvccXKyq1sthtJUgEhKQAACfIYjSbhwny+rSSy1EZ/wAJLPkVsVJynvkOPSrtCzz6u/IK7dP+Uq4eJspFUt27qa6r6yVyTLoB9OzdOYf1v8ZHDZcqUlm6KjJ843E1RZpOD6qShQ++PnLTqtUKvMFmzbQqlXU3nKaZTnJgjfx7NJjrk7nMvU/mi4aTPUudB3l52XWw4PehYB8fKNMufKjh2RhlpKaWMf8AcyPi0q9tXB1qNQKWqvAc/wDysA+ZK+l09xA6ByrYcRfsi8FDmAZZdcV8QE7fGGlVOK/ROTUW2JmqTZxkFqRIB+KsRTiVpjL7QdbQnBHUQ0Jmm3Hc14y9k2wqXRPzSXFoVMLKEBKElRyQCeg8o1mh5bWaR5Dnvw0EnLgAAOpO3Zbpf+EuFuDLY+63WqkdEwZJyAMefQq5VU4yNP2CRTrUq8xjoXC02Pzk/dDVqPGO8+CaVp/KNfiqfqBX/VSgfniDJbhc1Rm+9Ub6o8qDjIZaccI92QkffCBqJo1qRpZbs1daKxLV2lyXKqaEuypt5lBIHPyZPMkZGcHIG+MZi7o+EOE3TNp4Hse92wBc45Pv6ZXIrTzy5Q1FcyhgkL3u2GXOwT2GRgKXatxc35zqHs9Bk85wG5ZaiB/KWYaNT4qL8mUqzdbTQ65Zl204+6Ghw22BaOtUrcFXvFqcmjITLbTDbc2tlGFIJOeQgn7Yaeptm21a/FHbli0WmBmhzD1ODkmtxbqXAteFhRWSSD6mNno+HrCyvktwiAljbqd6oxgAHGfPdRK39onhqlvVRY7bb9UkDS8kgYIABwCSSTv5J21XiLuaZymbvmpnOdm5ooz+SRDWmdXHqsp1Tk5PVHskKdcK3Vu8qEjKlHc4AGST4CJk4qrHsu29D6vNW/alLkXm35YIcYlEIcA7QAjmxncbdYkXRi7ZDVLSClVVQaPtsmuRqLaQAC6lPZuhQHTPX3KBhltxtkFrbdIaY+GX6D0GDsc7D8Pd7Vzes/bAuLbOy9W63NbEZDGegLcAEHYd9/wVVrfrlyXu6/L2PbU5VnZcBT/szfMGwdhzKJAGTHVPKva2K9JUe66KunTE8jtkMl5C18gPLkhJPKM7bxO3C3pVMaZ29cJqLPZzM/WZhKOf/wCGYWW0HfwJ5z7sRGTc2vVvV+s3eW1KkGHvYaf5BhruhQ/jK5l/yonfSlLJVVUELB4MQHrdy49B5ef4LaeXvPni3mFxzJZ6RzRRRYLnDqTtsD065/BN/UKoTVAoonEjlWEgnwMWiPyVGtjlvT1WntareRUWpR1+VkJSmPPJmHg2VNtF5a2+TmVhPNyHGc4PSK5cQ1LEpbjuE4IR+iPuiw423Ly6HFpSpaAEgn6xx0EbZwdDT11GZntB3XRubHFN0p7o2CCYtbjoCvjB8n1wt2xxdKvhzUu6Lqo5tN6Rabl6S6yypanu250ul5pwjHZAYAB3PlDA1s0nmbS4yqtwuaUPTsw05VKZS6Wufe7V0GYlZdxSnFADICnVqOAMJHpH0d4OdLjo3xS8SdosyhYkKnP0ev0wcpCXJWZTMuZT6JcW4g+qDFYmpFmo/LhGXeQFBE+p8BQz3m7ZLiT7wUg++NzNDTkaSwYXIW8RXRjzJ47s+8q2VK0D4PuCTTVu/NSaTRX3pJbTMzclckkz04/NrGAGElCi2VEKIQ2kYSDkkAmHXdeifDFxo6PM1+lUKjzVPr8mtVIuOnU9EvPSawop521lIWOVaTltXdPLgg9Yr/8ALTOujh5sqWCgEOXo0tSfAlMhNgH+sftiV/ktnHFcGNnJWoq7OZqDac+AE0v/AN4kNYwDSAqt000jjK5xJPfO6q/8kHWarYesGseg9fnOeaklIcUEq+j9pkphyWeKM797nT4dECHXr5pOzX/leNIHlSSlS09RpW431gbB2nicUlR9ypVgb+YiGuHK6WbB+VluiRCuxk7kuKvUc5OE87vaOpz5kuNpA9VCPo3cmnqajxkWXqSpsEUmxavIEnwcXNy3J/VU79phYwOibcXE5clXi7tYXnwxam20gAqmranVJGM4UhsuJOPQoBiGfk2WqdYHAbbl11QCWlCzVq5NuEBOGm5h4KWT/EZByfACJ6t+4JbUOras2JMFK2qNVW6MtJ3HZv0iTdV/WfWPgYr3cCjpN8mBJU4sOSj79gScj2SkltaXp9pCVpKTghWX15HnCHnS0uPbdZjbreGeaoVoyxUbwnare9YQTP1+fmKpNHGcvPuKcXv/ABlGOniNp3sdgS73L1qDaen8ByJG0MtP2K05Y9jhZbGffCBxbU4yemEs4lGD87NJP825HCLHd/S+OIN/6n6r0je5hS8BT0g+z/RVjsC8HbIuyRuFIK22Fdm83n98ZUMLT+keoi3tr3vzzMnXKPPe0U+c77Km1bAH8E+o6ERR7Ks45VY2zt6RNHD3cbpfnLOmHSVPpM3Jc3RLifrJA9R+aPYgzq1BeSLdUiImF/1XL6B2xdstNtpDjnK8rGxVgiFy7rLtbV+13rPu+SExKOg9k6AC5LuY2cbUfqkHGfDG0VpsO4Kn7cZabJTy4SnOdx0i52nVsStGtxF7304JenIaC5ZhXccfI6Hl8j4Dx6xKq62AQaz9boAOpKlyUpifg/VKqvZvCtQNFlVTUXXOoI/YjRHv8VyzSwHa07jLbYSNwnYlQ8d/AZivevetl1ay3yOd8MtKU3J0ymtd1mTZJCUNoT9mT1J+yLY8Yt0taqWJOTEipLcxQlGZkWU9ENgYUMDqojx6ZA8ooPp1KvVC9fn2YSpcvSUGZWojA58YQPtOfhFdFE9o9IqPreXkP1VNU0pZO2mjGAd/en1f06xbNAkrYpkykJkmEodX/wA69+Gs+8/diIgNYnyFqWEr3wCFHML18VtM/POFeSefrmGyykLSUpSSSc7RUSzFz9RW6tp2xxBgHRLlCuOZkZtl9bSgQoEYP1j6kw89VU3bqMaFV6ewl1MpK+xK+lSkoy4TnBPTBhiSksQElbZyPAiHBJ1aamJYU/2gtpbdG4BynBBBjMc0kZLh0TVTSx1UXhOClGSUhtyk2zTeTllG22iARurAz09YuRpzSz82SMq8ycpSkbHzEVR0koMrU7rS64vtUoWFFXqYvRpvQETHLtlLWCMe6LK3gsa+dy1q8ODdETVItqsGUw0htYKBgA7/AHfGKecQuobt38Rc1bFHeQGbfp7NNnXQjd11Sy6W8jwSCPioxc6561SNOrJql5Vl1LctTZNyaVzbElKSQn3k4A9SI+fGl9JqtfuqoXpWGiuerE67PuqUfwnFE4+AwB7orQ81M+Y/NM25rYmvlf2G3vVptPKFJinS/s7baXVIAUeXGdol6h0Jp2jTFKqUoJiWmmlsOJIyChQwUn0IOIbWmNuuLkm1vgZABSANocOq9/W/pJp7Xrzq76UM0qQdeSCoDnd5SEIGfEqwBEq4VBJEDOqrWtL3l3YlfDPUKlM2/flyUCRJXLUyrzkmyob8zbb60JP2JEEJjhq1xVxxuUlJmdn6hMKUlttBW444tROAB1JJMETcJ4Md2C7Snm6gQ8tI5BMxc7yQM5lVeH8JMMdM32m6enuiUdAZf2y85hoDYSK1f1kxQcdSBvDtW/yYfyW3crZDT8YW+TykHyKU9VA/RaG7MsBYKEKPd90Xls35KjRCoUmm1q59Qr9qS5uWamXGGpyWlmsrSFFPdZKsDOPrxWu9NPxclPXJhBPMkgjGQYUOCpWokrxs2ZTbsv8AuStyqJGqhEvUqtMTTbeJF0DlS6tQTgbDHSOEcC3SjqWmnkwZCvSXN+S6yTCrgkIiA3wSrjDgK4G9N2EVK6bPk0pPcTM3Bcc0UOKAzjkW8GyfQJimVD4ZtI9fPlFbhsCxnKY1pdbUlK1malKDMgS8yhDTCVS6VoJwlby8LKTzY5sFJIInH5YentVKyNMJR0ApcuCbyD/1WGN8kNbcpStT9Un0MN86KNS20qCRlIW++VAeh7NP2COiGSFs4p9IzjK4YPS30zqsyHAOOpVqtd+K7h74Hv2KWDU7XmpRutIUZSQt+QZS3KSyFBBdcBUgAZO2Mk8qvKNvHDo5ZetPDlcFyGmy7laoFKXXqBVG0BMw0ppHa8gX1LbiOZKknIwrOAoAigPy0Di1cR1nyylEtoshlxKfJSp6byf6o+yPpxdSQvhPqpXvmwXc5/7PMSnNa9paRsoEUr4pGytO4Ocr5UaQOLrdtodcTk8g67npGux5Qy3EZSUn/wCGm9v+5VCrw108v2m0ojP0YjbRpMy3EhSD/wD15sfDsjHn2ScNrq6AdAyT+0rr3OK7PreV9Q2Q5PhH5JR4rKnqVTqVaremT9VbqEzVShxNPKsrSEbBYT1Tnz2h4aw3JK2xolW6hdjzKXnqOuUWjb6Wada5AhI8crV4dBk9BGWsetVvaLU6mVi4KZPTjNQmlSyfZQjmbITzE94jO0atTbItPXPTAl9BWh+S+cqXMjKXGXFN8yDt5jAKTtj4GKWilxBbvTYdEDXn94MEuOrOPYBhfNC3S/8AT2g3Cn8OmbIf3owXPOrJHbAH/kdFDfAGOW17rB3Pt7O/8gw1dbd+NC1P9fS//PDr4CCtFvXcy6nC0T7IP5Bhua0yby+NG1EhtSip2mLGB4BZJ+4RvkZxxlcCfsT/AGtXTWOaOYF0PbwHf2sU28WMsqb0YqEskZLk3KJ/8URFvCJVpmz7ln7CnniJKuN+2yaCdkzDYwvlH8JG5/1YiX+JbvaYPscuC7UJNCR6l0H9ERZaFGFO1TsZ3kAKnnjkf9WdjW7C9s3DUlFL9V5efvaAQfuIU3l9Y6a8crrk2oH1XPcDju0A5+4qatcryVZemVWqMo5iem0inSQA3L7xKcj+KnnX/Jhm6F2GilW4y64yVKWkHmPujt4opcTNnUNs9P2Qy3+yeiZNM7aC7VkylsYLY/NGqz1rbXw7Ho2Mj3E/dsP+e1dl/ZFpaSgss9xI/ePecn/TsFWbilphZtl1ZTy9z9EfUHik1Fa0h00oOqM4+41T7cuWjv1HkycyTrwl5jIH1sNvrUB+MlMfPTjFoZlbSdPLv2f6Iub8pakq4Ir725lIapxT7/bWPKOy8ran0mz6h5rpnMSrFZc9fsViZe16f+zhd+SpaEzNUdFLeWkZLzSHVOtb+Se0dx/rDHy/kphuU+XHLrmwM663ufFdrqSPvIi7/BTrRTdTeFWwr1rVYlmZpmmCl1Bb7yUFMxKqLC+bmPUhCVb9QoHxj5vcQM9cVL+UTufXXTQS9a/Y7W6ZOyq2Hg5LzaWqdKpdbDiMgg/SIJHQ5HUR0Soq4KRniTODR7VobI3SHDQrO/LSsPL4dbNnUNlTLF6socUOiSuRm8Z8vqmJa+TDkZqncGNk+1sqbM0ufmW+YYyhU05gj7IVJbjA4R9V7MblNR6vRZNiZQh2dt+7acFKZdTg8qm3EqbcKVdFJKh4gwwtZeNy2pi2XNM+F6QmKhVZmWMi1V5enmXp1IaKeXmaCgO0cAPcCU8gIyTsEmPUXSjpoDUSSANG+chKbDK8hmF86L7q05ReJ64Nb6K0pxdF1EmK1LqSrAdRLT5WkA+Skt4z5Kj7uyjdPqK2LhluV3tpUBl0Dq0vCtvfgGPlnMcLU1L6WCnNyylTS2ccyhlWcdc+frEqW7xUcVtAtukWXQtMrZUijyDEgJyc9ocW8GmwgLISUpGeWNEsPMS0VhmM8waA44yeyubjbHs0CMdk7uBLUhV58RHFNTZiYStxu+C80kHP7nbLsq2d/wCBLojv+UurTcjpDZmm9OCUruO6JVBYRsBJyrLjiiAPAOezj4xV3Q/THia0bvG7L609rjNMq17OF6quuSDcwkkurd7iXAQnCnFeB2MStL6Qa76qXVSLl1uvaZuV+i9saeHZSXl0yodKC4EJYaQN+zRnIJ7ohq+8zeH4KOUQzhzsEDHmmKK3TNma94wAQlnTeyvYbXk2iyAQ2B9XyERDx00dVN0ZlJgI5SquS4zj/ROxdSRtNmkU1tuYCGmm0hOVnlA28ziKofKHVK1ZzRyQoVHuejzlTFel3FykvPNOPpbDL2VFtKioAEjfGN44Jy1rqq4cbUTw1xaZMk4OAN98reuI7+x9nmpQ7q3C+cqS6tQAXucfmh+6Y0uttXVS6lTWHXJliaQW0tJKlrPTlCRuSQSMQt6Q6I3bqZcDFCtShv1Kfe5fo2weVtPTnWrolIPUnEX3plo6LcBtuC5bwfkrr1OmmB7HIt4UiTKh9ZIP72keLh7xGwEfQmetEB0NGpx7f86Lz1HC551k4aE+bW0isfSSjN6uarJIWUJep9CIHMXiOYBY/CVnw6Dqd4hDV3iar931J2oz7xlZVnKJWSaXhuXQem3irzMNmoa/3LrZb9RuC5ptExOsTimm2WU8rTTeMhCE52ABAz1ON94r3e9Sn5x1aVpUlPMe7zbQ3Swuhf40u7/l7ltNPMyeMEp5L1ZmJ9+YlnnVradSWySrukEGIuVUpa2LbmJcPckxUZlxxedjyJPKj7RlXxhAU+/Lc53TgjlHr5wyb2rzdQn0yL08srawnc/U22/PDNRXuawh56qTJTRySslH8qWHX3Jxxa1ObKORk7xtli42rxhr02amqfy+0qLzJOQ4E7pPrDqp05Iz4CO2S26RnGc590QI3CROmQgpyU5LqkJ7xwd46KkpFObK0unnfCc7xlSvo5ctuJ+qds+O0JUzT5uu1b2eUWVKRnuY2+2JRhfI3QwbrJl0jLtgp30OrKJGpNTK5kNhZGUnp084+jGjU9IzVPamUOJTzAEgb83uMfKOzJipyNRbkZhJQtpScoKcEjqYvhplqLTLDsV+5bknky1NlmC4484dkgDoD5+AEWNPGXUzonbFa3cmeOQ8JP8AlENb5WnS1vaP02a5Xqs4KlPkK6SzZwhB9FL/APKYamhNYpE+uRlHHAhbik4KgT9sUt1a1SrutGr1X1HekZgSE2tMvIIcTu1LI2QNtgT1PqTE+8N1TnW6xLdso42O467xCtzTFMQB96kS0ohoxH36n3r6h283I0SgoeU+2QGucqB2AA/szHyw46+Jmf1ovZOmlmTTr9v0uYw52Ktp6ZOycAfWCcnHqc+ETrxi8Uk1pjpm5YtqPNpue5JRUv31H9ySigUqdwNwojIT9sUG0hZqdUuBhiktNuTb4T2swtPMppGMEgnoTvv1hDXtp6tzX+s4qHR2mWoiD8bEqe9DbNpWls21Uam2w9dUwyOVRHOmR5sd0eBVjqfPYQRL2nXD5WLga+cGJzvqTs6tJIcUf0esEW3hSx7OIb7FMdVUdCfB2OF83Gp+YZOCrIifuEJxVV1GnJYjIFLdUfy0RW32tC9wYs9wASgqOsNQZxzAUR5ePc62I5tzArDFwvWuz/IfmFb8HtbT3+lmI+q5W7TQVYVhB3TDa4b5IynHNZaSnGZSq9f+ouxPKLYA27HfHlERaZrpVocbFoVq4KlJ0uny8pVO1mpt9LLLeZF0DmWshIyfM+MeVuWN0bUX1jCV3rjq8istbogU7vlZ2lPW1pU2jqbgm/8A6WGj8lxyUnWLUemTDgS9PUGnzDaT1KWphxKiPcX0faIWflCdSdMtXlaa0HTfUS27nnKXXpl2fZo9TZnFSyDL8oK+yUrl323hoWhLXrw+XzSNZLQofzox7OuRq9PKigzUmspUtKVY7qwUJUkkEZTg9cjt164jo7RfYY6l4Ac3C5NSxvmtkkbeucpi/LHWRc9c4hdOZui0adn1V63U0WSQwypZdmkTjyi0kJBJViYQcDfBj6Jayzrdh8JN0mrEMrplkvSroz0dMp2fKPUrIAiNP/xHNFEtATVpX03PJSMy/wAzpUUq8uYOY8esQfrJq7qhxhT0lZVDtaetXTth9uYmpeZd5puquoVzIL3L3UNJUEqDYKsqSFE7AC9uvE1rtdK6qlmbgDPUbqqgpJZpAwNTH4XLNfbshpTzZBLQ2xDcnad7HxH0nKSAGJsZP+qMXLsLTJm1rfYpiW0tqCACfHpEMas8O14VW8EXNZ825JVBgLS2+lIKkhQwcAgjpHlO2cWUtbeal8z9LZGuAPbcELb+OIpb5wrNZKdwDnsLRnoCQo51q0UpWtcjSKbWazMSErTJszKksNBSn8p5eXmJwj34V7oz1GuWl6aWEbbooCqk7Iin0eRQrmcJ5AhK1eIQkblXpjqYXEcMOrkw2qYuLU+sy7J+sfbPZ0D+UOXEd1r6T8O+m1TNVvjV+0W6gMKd9tr0ut9SvMgrKyfhGxRV8TYYoDI+oZCctjZG4gnrucLzHY+TNw/6anvtc000DtQY0bZzk5Jwq08PNOqehFan0Xgw+xR6+0hSpotkhh9BJBVjflIKgT4Hl8MkTXU7i0Ima5K3xVK1bL9Ykm+zlZsPocfQnfYJTk538sjPrElXvrZwXzMgmmVDUWnzoCcYlJCYfB9ykt8p+2IQmNVuDCnTqpqSptfqJSrYtUlKUq9xWtP5ouoob1xNO6ukt1SyUjBLW6Q4dN9Q8titp4u5aWK93Q3SKuMLnN0u0OHrDGPiNj2WdYm6jrzc9Lt616fNC26e+Jp2bdbKPanhkJ5UncISDnJ3JPQYGVnUvTq5LHuag3TR6Aup/My1OmWS4Wu1y2pGOfCuX63kekbKLx66GWM37PaWjlwTZbUUoU/NS8qlR8+6HCPfiES6flJa1VW3P2P6JW7KqOyF1OovTuPIlLaGc/lCJ1Pwbx1NVRtorbogYCA172jOepO+5OVt9oo+GeHbCeH4HZicCHdcnPUk+1a6vI6paxrptEqVgoo8jLT7c72iZpT6+ZKVpA3SgAd8xdDT+yHKbbknJPtqDjaACCN84j5/PcfeurzRVKSVk0sjYGToiyR7u2dchqXBxtcTNR5mUaozMokbD2OUYZx7uVAiTduSvGd/ijpyIaeNvQBzndevY/NPcM3ax8HUvoFnjLWZzj2n3r6B62aDO6k0k09todMYAzEdXVw6a1ahyDtO1T1iuuq0d1SS/JztWdRJLCVcyStkKDasEAjKTg4I3EUIqPETrtXnC3VdarwdQPBFXfaSfeltSRDSrNYn68Q/XaxOVR3m5uabeW8c+eVkxtHDnJPiaz03owurWN/ysJP4khSa/jCKpk1mHJ9pV618MPDfapQ1c2plmya29+zmKvLBafPu8+c7eUOm2bs4M9OUOSitTqLNFI7yZaXdf+woQUn7Y+bEzPsS4O6RtkAgxyCty4JPbHPh6RdzclI6tui63WZ48hpaPzUJvFFQPWghA/FfRG6dduCUTa3y/V6kob/uOirOT73OQQhy3HNw9WVk2bo3dE+tO6DNuS0mlR8N0qdI+yKIorbJGSsH0xGSalLPqCFE+ndiwi5JcMNYIpnyyD/NIfywmTxJcHesQAfYFeib+U8rU8jsaTojRpNI+r7ZWnZr3EhLLX54a1S+UE1gmlL+aaBZ9N5lDdqnrWQfTtHDFTUyjasLbeG/wjrSlQUW+YHdPSL6h5PcF0e7KBh95cfmVCmv9wf1lKna4eOLiYmW1plNQGKbnxkaXKII9xU2oxGVf4m+Iq4ytqpa2XgtCuqZarOyoV6YZKB8MYhuC3Jyec7NlrGTjr0iSdKOG2+NUqy3QbRt5+ozZwXClBDbCc/WcWdkD1PXwzGzwcH8OW31oaKJmO+hv6ZUNtwrJOr3HPtKjNSLnu9/tq5V6hVlgcxcn5tyYUPXK1Exazhk4Eb41fXJ12sMm3LWwFuVR5nvvoHgwg45s4+se6PXpFoNNuDjQ3hqt5GpHEPV6bUp9jCmpR0BUk2vOQhDRHM+5nzGPIeMQbxTceN036w9ZenS3bWtVLZY5GFdnNzaNxhZSQG0Yx3E746k9BNY9r/3VBGAB3AAH3JMg0DXUu38sqWdTOJXRjhQtiY0q4cKbITdfwUVCsE9qG3BsVLcO77g8BnkTjHpHzyv/Uqu3hWp6vV6pzVRqE84XX5qZXzOOKPiT9mB4DaGdWazMvTKuaYUEgYAyYRlTZcO68iLCnhZTb9XHqSoshfU47N8lYPQGoPPWxcTi14SmYZA+KFbfdHt1p+mWU78wJMb9C5ZMlppPTykgKnZ/mScdUtpA/OTHtwuJeS4+7yjy7uIkl4c4tVrSMLYx5KOwwp6ZWAnbxiMrypTS7tdYUk8ym0L6nfuxN8vTWihTmRyqSFZHkTEV38hFPuGTrygQ268uWcJGwSnGP0xVXClAYHHplXVNJnZc9EoUwAPZpp4t9S04c/ZDgas1yaR27IW2sbpI2wrzh3W7bwrMq3Uqc8juozlPRQiQqJbMqtDaXm1qJ8QnYmHKWhLiB5puqkLBnyUU0AVWccdocyOV5scvadSUnxiatL9PEJdbKZY9oo5KiNz6wiXfbDduVGSuKTHZp5w08AnwPQn4xLunWqdkW8kPXJ7W28wkHDMv2nP7hF5b4IaSY+L26KHNVmSHSxKt26Y04z8iEtNonkM9tMO45Q2yMZKz0HviAOIC9qveMzT9OKFNOJtuR5HHeT/ADt0ZHOrxwPAepiT9SdYWb8RNyVBU9KSc4eSYUruvOoGyUqHgn0iKKeuXptUbNWlzMS6cIDgTukRi4zNqZP3ezT1KVQsZCAXjcdB7U+dJ9JpKfpYbVLISgNfScyeu2xMPWwm6ZYVDn73qCVKlpRamZBvp7S5k8qR+n0hao196b0WxpuWRVlNzc20WkcrZUoAjfGPHGYYVwXY1d70pKyrHstHpiQiTYUMYP4TivNRiXUSU0cbGxdR3SGNMz3Fw6n4KMbhtG5tVbkn7rrqnJqeqCi4cnZpvOEoT6AQradWXUdK6+zOT1OK5N11sKWrPKRnJTE0WNISSXm2GlpWXd+6R02iwduad23c9PNMqEo2+y+AFA+BHl5RXMoYXgyH63XKlPrnUx+r6vkpg0yrNoMaeouSlraffdaBbZ8UnGycfpgiOJbQi56DLmQtm4n2qV1DXanmT6YxuPjBDXo9JK50kz8kla7K6F7y4EY9vVfDjnUBjMW9+TKnaWzrrVXK1U5SRYRbsxhyZeS0jPatdVKIH/2ioZRsdoxCd+nhHPeI7MOIbVPay/QJW6cgZxn2bLZqSoNLM2dvUbr7vVnWbQC2uZNd1tsOTcA3aXcEoXcefIlZV90Vq1h1z4H7inSKrqoxU3W85TIUmcmEn0C0tcmf5UfLgIBBOIyAI8ekcgtHIK1WuUTismLh3Ba38ifirqo4lqpxpIGFf6kcTHBpZU4mbt+37pqS2QOVaaa20lWPLncBH2Q+Lm+Ui07pbLFHp+jFQnm1yrMw2ZipNtDlWgKAICFee8fM1LpHjmHdcDyjVKcST/xXJgnP+hTG2jk/wvVSh9a2SUju6R35EKplvdbGPUcAPYFaivcfbkw8p2g6EWtKOZylc9PPzP2hIb/PCE58oLr0GFMUBNqW5zbBdOoqVqHu9oW6PtEVrWkqXsI3IklqHiY2mDltwnT4a2jY7H+LLv7iqaS81kg3kI9ynOocafErWUFE7q/VkgjB9lZl5X/Ytpx8Ia1U1z1ar4UKvqhdE0lWxSuqvY+5URm5KraGdxGoLcRkc5+2NkorBY6D+BRRN9zG/oq6Saom6yu/Ep01CpTVUfQ9U5x+dcA2XMOqdV9qiY5soScAAD0hBM+41glaj8Y2pqZO6iT7zGwwyQRjDGge4BRH08p3JylpSW3OX6PmIGM56R6JdISnDR3/AIUJrNSQpQyB8Y625tpYCilR73gdolskY4bJh0UjdlkqTSlezJHfznmjEtd3AJ8PzRsLyDuG1fX2JPrHhWFJ2BPTocQtunsgOeOqwPadkQEBXTrHDOBZeVkYzjb4Qp9zBBbJ3840uNpUsnsx8YS/2JTH6TlJssghzmwAT4x0vKcQ3nnHwjZ7OBuABGDzJKMJhBDsJ0ya3JCqryz1V+DCPzEn60LtQkFuqyM9MRyM0SYUdkkg9IrJmOc7oreCWNke5WhjmCd1HEKEonvEjmJ2xvHdI2tPPkIQyoknxMSVp3oZd151Vul27Qp6qzbmB2ErLlahnoT4Ae8gQBugZd0TMkwk2ZumNT5KcmjyoQrGQIkKydK7ku+rt0e3qBPVWffUhLctKMqdcJPoM4HmTsB1i7ujHyZ9TVJMV/WWvM29JpT2ztPlHELmAgb/AEjx7iPXlzjzETJcfElwr8KdEXa+l9HkaxVpdIaWzSkhRUrzmJsjB364Kj6Q0blj93TjU5IFN/NKcBR3oh8nI3JNMXHrZUkSMs2EuqpMm4kKIxnlef6JHmEb7fWEPPVDjK0Q4d6TMWDoZQKXUZ2VSUdpKYEgwvH1lOJ3fUD1AJ/jRTDiD44tUdYHHpCdq66RRQcIpVOWpDKk5/yis8zh9D3fSKzVO45meWeZagMDACoVHRyVDtdY7PsCS6obGNNOPvUtavcQV56p1tdbuyvzNRmlJPKCrlaaBP1W0DZI93xzESLnFzTq1PErOD4mEhT61rKlrUT6xl7Rgk58DFswMYMNGAobonO3cclbalLlagQ3jIB65zCWZVwK2G0KKpvfvHy6+6MRMIKugjD2Nd3TzC9jVZXTZlKdHKO0O6VLeUpQ/wBYYQ7rR7LTVkrBKxsYWdEp+WuHS6apDa/3XRplRLedy2s8wP280IlyNKmplaHCSEHHL4JHjDZZpflXNNI10QCFMqTQpacQ2AFMcifVeMp+GYZLFrIr9balqoyVSzziX2Sr6qXMbj84h9MPNT8rJ05htS0tqJV6EDAP54kCjafN1Vlj2ZkdswQpPqnz9+32RNnpvS9LR0Ck0kzIc6kg25Yr+n1Yk55uVUu3qoA26UjKZV749Eq39xiWrWl6I7Ov0pDSCObAKhlaYetnU+XqlMct+sSqHFLQEFtxOAoDbIiOrqsG4dOrnN2Udp6ZpTquVxvm5lS/qc9RtsYkilNKA5o9X5JM0rakEOOHD4pZvbT6VqFvzcihBCnW1FCsZ7w6bfZEEy7HO2CtGX5dXYvDocjaLg2qZW5aO3NNq5+0RzAY/Cxv+iK6XVa/zZe9VkEI5WnVl5IxjBPhC62IEse3vsqSle5pcx3UKJ7occp8889JfRkcpWhPRQwPvjbT6k3VpNJK88w7wH+/vgvtDsnXFNrQnkebAx7oarD71ImA8yT2Dxwr0Ma/OfDlLeyuojqbkp5yM67TF9m4oKYUrPKrfHuh1UlbEyUOyrgDS+o9fdDHZmGJ/sw4d+hh2UW3Z+XdS/THl82AezJJB+EDQXOyxPMeG9SpctVpMg60mXKA4og5AyRFltNaqVNIba5AUjOc+MVGtmqzcrNIbqso9KLSrCVKBUlR9DFk9NbgYDTCEhsn8JQODFzTD1cKNVSam4G6kLWvVab0r0huS9FqBdkpFaZXJGC+vutj38yh9kEVE+Ug1bUqnW3pJSH+4+r52qXKo/gkoZQfiVqPuTBFVNpY8jCoXRCQ5IXzuUyfKMFNHxGIUihJjENAqwYpDF5K48UhJvIU7YjApV15doVVS4IjqpM21SnnXjK9sVpSACrHKQtKs9D+KPvhPhFLE4SElpSVAqBHvh7VuVU7U6aAknNMkv8AYphMqVRTVkNspkktBC1KSc5Iz8BD3epyXK1TApIUDS5I7j/QphccZDgotTPluO69o9pKnHWz2JIh9SOnPO2VdgMdDtvEr6AaVt37d9OoJQlth1XaPugbpaSMq8fIYj6f0LRDSRdpJtRNkUpcmlASSZdPak/jc/1ub1zCal5jdq7JEFNqj1L4qVuwHJZClIlzjBO48IjWu0x+QcUlTWAPIR9GOJbQyV02umYpcigu0yYa7eTKhlQSeqSc+B2+yKX6jW6hlbpQ0nc46f8AvAyTIyEPjDTuOihOYfU1hJyI0JnQT9eOyqyy23cdl0GYTAhYVjkT9kHiOaVJjDXNyV3MzQP4Ub0zmP8AKKHuhMUlzHdTj3CPEh4noYcZM5YMLDulpmdUCPpF7Kz1jrXPuNoB88QhsB0qA9YUH2n+QcqM8oGfjEplQQOqjSQsyF1oqilfWPSN6Kjn8KElDawoJICSroCQD9kSPY+gOsmoWFWZpfctXTkJLktT3ezGemVkBIHqTDgqyPrFMup2+SaqJsKIHMCI622lOcvL0OYs5ZvyaHEjWUonbjpNBtGSBBcerFRSCgZ/Fa5t/Qke+JEp3DNwU6QqCtaOJ6VuKoMfvtOoCAOVQ6pJbLqx8SkwfSUY75PsTLqR+cjZUyk7fcm5htlDKluObJQkZUo+g8Yn7Sngm1w1GWw/R7BmZSSdAV7bVUGUZCT498cyv5KTE1ftzuEDQ9Bb4f8AQJNYqSAAmq1ZSWlHfqHHA46QOuAE/CIt1B+Uz1+vDtWKbW5W2ZRe3Y0lnkWB/rVZX8QRDb6yaXaNoA9v6JTKeJh/eOJ9yspbnAxoXo5IsVviD1SkVuIHaKkmJgSrS/HlBJ7Vz+SEwoXPx3aIaQUg2tw+aeyzjbSSlMytgSsqT+Nt9I6f42PfHzPrmq9buKfdqlYqL89OPnLszMPrddV/KUSfGEKZul6bUStYUcY6xgUYl9ad+r5fgnDO9m0TcfNWH1z4utXNXueVuO73E03mJTTJL9zyoHgFITuv+UTFfajWJ6YKgl50BWO5nwjg+cgs9QDGS5hkrSogfbE+KKKMYYMKI98jzl643+2WFKVzEnzMc5UsKJ5TvCv2kuRn9MaFJaWSSnHxh3R5FKEmOyTw4QckEQLUdzgx3FhvrvGpcuFA48vKElpTjZGlczqipZz5D80YJyI6npfDhx5Dw9I1llQ2Ag3KVqCe+jN3/sWvqScdeKJSf/cM3zK7vIsgAkeisHPlmJovujmVnXWJIcxJJWU9B8YrAedspUhACk79N8xZy1bmF42PTp9Yb9pYHs02OXvFxAxzHf8ACGDDkRzsU/E8NOUWRSQlZK0KWvGSSPuiYLXYelHhMJCkdAkeUR3bajLzZCW097Ax0iXaK32bPJzpKiAR3cY2i4psNATj5MO3UhW5LydWbSXVKanG1d1WQM/ZEiuUZmdkxLTyGHQtsoUFp2UD5wwLRWlAQpbaebmKkqUNzmJDptQVNslp9tJA+qPWJzy5zdlDlmOpM21bVdteuPSaEKalSolDRPdGenL6RGnELaXzddEnWpbKDMscq0jxwSMxaKWlZSeabQphBeQoFJPUGIc4kpZtv5pDiQXfpAf9/jFZJLq9TulU7y+cEqkWrUolLwmW1d5vBz6YwYYkmz7awZd5eQd4k/UGUVN1F+UUNinAPvER3S5YoUCsYKVYxFJX+vPkdCr6AAR47hYUZM1KurlHeZSmzlJPiPOJ500UiqtN8ysuN4GBDBYoIn2ET0ujC0YCsDOREl6W0nsJ1bqByr2ASPA+GYkUEDo5N+iTLI17MjqFYywrTotQYbYqVOae7TCTzoyR67xL9L0nsmVZVNpkfZVJQSS2rlG3ljptDDsoPMNS02sALIHMBGziK1WGm2i1x3IZwMzPsapaTOer7vcQB65OfgYsrg1w0lhwFQyTO1YavmNxT3sxeuut01GmvF2nSM2aZJqBzltg9nzA+RUFH1zBERzcwsLUt1XMtRKlEnqT1MEa66VrnEuJUlsZI6LmBzB0OYS0VEHqR8Y3Jnkn8JP2xXiVpUwwP8l3gnpHpAxHIibSRsR9sZ+0A77QsOamjG4dV1tK5VJMSg48hFapXMQM0qRH/hJiJ2phPON0xIb61TlzUOQZUCuZkaeyADvlTaRDkbmkqJUxOcAr68KCGaBTF3TNhIXPKEvLkjdKEkFSvicfZF+LGrbM4wh1DiDzjJTnwj5yWlcaac9TaBTllMvItIaSAPLqYtlprc8zKSrRU4BkbEmHjS+lNc1q2DwRT0zWjqkzjPq1tsVaiN1eQcmVKkXCkszIbITz77cqvSKFX5UNI5tbiZ9m6WDhR5mXZdaQf5SRE0cdmqjDl+yFGanUKckqaO1SlWeVSlE7jw2xFFbsupc0pYSsnJiCIDCAD2VJLLl5ATkqtG0Mm3EkXrdMqpQ6LorDw+0TCYTUWdoQ4QXtWbhZ9P2KpP5pqI1maipSwckj3xyrm1L9YwS07rLIn9VMsnZnDLkfOOsV2keIl7SSkn8qZMLkvbfBXJqQqc1C1YnN+8lmhyTQPu5nDiK9e0qzGxMwpQhOA7unixwVpJapfJ+0lptbdr6x12YbI5kTNSkZVpz38jZUB8fjCuviA4OrfbBtrhANRfxkGu3M46D5bJSYqOhwqUPfG57mKUk5Ow6+6FiIOG5P4pGNxnH4K1yuP2ftlahpXw66QWkOTkSv5iVOTAH+sK0ZPqQYbly/KIcVlxNKYVqi/TGCnkDVLlGZVKR5DkTkfbFbSnJyOsedgFbkQkUwJ2Cdz5lOq7tZdR74WpV439X62VgBQn6g68kgdMpUoj7oaYqziRhC8e4RiZME7iMfY8HpGfDc07JYEeN90OVJ0qyHCPOMFT7qhguGPXJLcbeEalSW+d4ziQFLaIl1szR7InMYmeIPXEDct9Ec5jkcllcx6w5qcAMJLWMcSu5M+QPrRvNQO3ehJ7FadsEx6vnGNjGBM8INOwpYTUj+NG9FV8FK+6G/zOA9DHpeWPwTCxVOCQaRqciKpzbZjd85p84bTD6s+MZOTRBBh0VjsZTBoxnATnXUW1L+AjNM60emIaq548+QY9TUSPGFtrj3SDQd06+2YVg84BMP/Ry4E0+vO0Zb/KxU0cqUk93tU5KT8dx8YhlNTMdUpW5mUfbmZdxTbrSg4lSTuCDkQ6yvYCkGheOiufSuxYdTMKVykKwcxINKrIDzaUuAqBAziIL02vmVvSnonu1QZtgATkvtzJV+OB+Kf7YlCTm2O0B3CtukbBTzNe0EKM9zgcO6qdreqDTiG2s94d7J8DEhUVajhZTkY2MQFbVd5EcgUCTt1iRqLefZoTKuHI6ZKsYiaJMnCbe3WFMVJBdmkFL2CSD9kQ9xOz7SKlS5ZKuZbbZWfiqHvR66QUTrTyeQ/gk7k+UQtrdWH63ck92ZGZVCGxzbeGTiIc8Za/UFNoWDUCVBdyse3VdxxhsrU2QFEeWIYD9GXJTsw2oEFWHEJI84kelTjctPzJmElfaAbiC8rdTMmXr0mCAEBDqcfZER0DZ2ax1CtQ4tlDOy1adNKfUiV7Hm3GRE929ZPYzEvOezcjZIKuQDc+GYhywpf2GaC3O7k5GdsiLO2WsKabLiQ60vGD4AxLoWgt9ZRa0mN3q9E87eQJeTVLCXHLgYUdjmKDfKE6zO1q6qdpNS5oGSon7tn+RWeaZWnuIP8VBz71RcbWjVu29GdNahdtYWkuttluSlyd5iYUDyIH++w3j5A3JctSuqv1G5KzM9vO1OYXMvuZzzKUc/YOg9AIr7zViMeE3qVGpafU7xD0XAuYW59YwRzqWSokQRqpec9VYhgCSuYiDnX4GFe2bQua8qmij2tRJypzixnspdorIHmcdB6mJLnOEPiHkqYurr02n3WG0Fawwtt1xIHXKEqKtvdDbIpHjLQrB8jGn1ioeDjg/DIjYh10nAWo+QjJ6QnJaZck5mXWy+0oocbWkpWhQ2IKTuDnwiw2jnB/W75ZZrV5V9Ft018JWygoC5p1J3CuQ7JHjvv6QqOJ8h0tSXuYxuSoDebn5F4MTTRQ5srlyDt8NomewaUufviRrk3kStIpMi8SehdUyA2Pzn4RPFw/J906sSLk3bGpjjk+lvZM5KoDK1DoPo8coJ8cH4w2ZJeoei1MldPq+iWbnGkJLq1yTLqVJzhAQ4UZUkJwPSJZpZqYh8g2UWF0VXIGMTw0+dmp24eZAcWkuBRKd8RcGzXJpUoyhR7Pl2JVFddIrvuQpDrqpTqCcU9gZ+PJmLFK1IqdCsqr3HMqlmkU2Qem8mWa/AQT+L5iNjt7HNhLwEXGU40r5gcRF+zlf1nvOadqCpgN1eYlW1525GlFtIHphERHNVJTi8FwkHzhzVTVW76hVJuoPzskp6afW8smmyxJKlEk7t+Zjg/wAI13uOpSmbkO9tk0yV/Vxqs0pe9x9qjRU4G5TfU+kp+tHiXkecOefvy8JLkS7O09RWkqHLTJU+OP8Am/SOZOo92kf/AJqR/ouV/Vw0HKSG5GQkHmSeih9sZpcSBjmheRqNdp/zuS/ouV/VxkrUC6Fd5UzIk/8AZkr+rgB7pLh2KRWnm+Yd8ZzHTMPoS2nveXSFZnUC6SpKUTEgFEgDNLlev83HfUb3vOVbR2s5TVZz9Wlyvh/3US2u9RR3tBcE0UTKCfrdI2h9vH1xCodRLrCjmakR/wDK5X9XHitSLtG4mpH+i5X9XCBMWlOGIFJqnmwM8wjAzLY35oUTqbdp/wA6kcf9lyv6uPUaj3a84lhM1IAuKCQTS5UD/ZwGbO6yKchcAebcwQfDyjxZSDC27fd4SvKl2dp/PzFBCabLbEf936xpVqTdZG81Jf0ZK/q4yJdt0jwSCk9DjXJgqEYKbQTkEH4wp/4TbtQNpqR/ouV/VxkjVG7OipmR/oyV/VwsTDG6PAcNwknsk+QjBbTfmIXm9TLrdcS2JmQ73QmmSv6uOqZ1BvWWQ2tyYp5CyoDlpsqcY8/o4zqaUnS8Jq9ik7DeD2ZPlDi/wm3afrTEgR/2ZK/q4DqddKesxID/AOWS36uDU1ZxJ2CbrbCAogwLlkc25EORrVC5849pkP6Mlf1cZp1Nulx5DaZuQBUcDNLlev8ANweqsHxAeiaipRJ6YPxjWZQp8Pvh7T2oF3yakpenKcrmGRy02W2/8OOX/CZdHjMyP9Gyv6uGzoWWvfjZNP2RWMxrVLeSz9sPEalXON/aJD+jJX9XGf8AhMuk/wCcyP8ARkr+rjGlnmlCSQdk26FVaxb0+ipUaedl5lrdK0Lx8CPEehi19q3U9U6DTqpOoAmZqXQ452fdTzEb4HhFeJXUG6pyaalW5iRLjqghA+bJbcnYD97ifqdfl6WzR6VTalNU7tUMAK7KRllBOD0yEdYn0czoMkHZMSs8c6SMFP6i3UqWI5XEoAPSH3b9wyky6y+p3LilAKHXPwiJabqpcqzyzD0opB2CvYJfB/qQ7qPqZXW3UutvSpGMcqaex9v1IuYat7jlM+jtLcd1KrtVmpGaTU3ZjllWTzBsEjb3QzK3UV1ZyenisFbqVKx47jaOsas3CgJdcm5ZaAnHZKkGOXPn9SOCV1NuaYqKS1MyYQ6og5kGD/6IflmOd1JgaGtwkS2bBuKt04V6QpD8zJtOlDzjQ5ihQGSCBv4w5jT22ZBctMtYBzkKTjA8jnpEhWlq9U7Woj0jL06VnJyZfW8XkhLTbaTtylCAM4hOrlw1G/GXV1nsEzBSUpU0hKR9w3+O8KptQBGNiniQ9wKY1Gtl16VbclW0hTZGBnqMxLdDnU0WlOzVWmWpSUl2lLdccVhLaQMkk+QEMyzFsSsu6iemAns0nKj0SB4xUPil4kZ293piwrNmHWLfllhM08leDPLSd+n+TB+2CoqY6OLxD18liVnjO0FNvir4gJjWS8UyNKmFG26KtxuSBUrEyskhT5B8+ifJI9YgovrUogq923hGJ2GAMRgnIVGlzTOqJDI/qpbIxG3SF1Nk4yYI8QTyiCGCm3dVejTSm0nRG1JSl0rsxVH2wupzKRhbjhG4J68o6CJWsfWWruTjLJmldkPWKxVa93J+pOB1YwlXd90Lls3UunzLTvNjJi6ZOI9mdES0vijfqrFag8Oum2sdWa1ClZBiSumX+mWW8JYqDiRlIeT0JyU97rsMxEDt6VinVR+j1tlcnPSLimnpdXdKVA4xj3AYPiImjTa6Gpsy7hfwCNyD4+4wncWWl0nUbLOr1v8AK3VaIhJn0p29qlvXzUkbg+WYfqIC6Lx4eyiUs3hyejzd1qsu9p6ZQEMOKTzAZ720Oy+bAktXLaTTZhTCKrLDtZB4p7yVgfV28DjB98Vg01v1jlYWZr6FzlwM+MWVsO5VzbyGmHk8ivq8oycw9STCsiDXnKRUQSUUuuLbCZ2nFHq9LROSM8w1KzUiS0ttYOyx6COriSqFz0jhzutz2gtIclG2VrSOXKXHUgpAPmOsWDfpMlMtNVdUintikB8kAcwH54rzx33OzJ8PtQkA8lPzlUpSTZCR9YhZcUPyW1fZFpJGIqN+OwTglNSNR65XzMUvce6NbqiCFJ2MeufV2jRzkHEaMDlWDW53XUHOY4UScecbEkdMbRxpz1MbAvaAhJLM9F0cwHQQdrgYIjmUuPOsYA3WBH5rubWPKOgv8ycK3x0z4QmNLIznwjZ2hPuhxr9KbdD3Xr7ne22jSXVeJjLHMd48WkDeEkgnKdAA2WA6iMhlJCknBHjGpSyN48DpzuYxkBOYJC3lSsbqJ95j1Lg6GNXag+MY9TtGcpOnK3LUIwyCYAQAQTAIwstGFvl0gkEiO4JTyjaOJjoI3Kdz4iFNfpUaQZK3FKcdI5HxnpG0KyCIw5OZWT0hwv1bBYZ6pyVpl2lqWTmNpaKHArfIjsaQMCNbn1siMOGAgykuwtZQSkHMa1ZT4xtyOkaXxhMNLLOqxLqhkZgS6rxUY5irBjYl3bOcCM4T2jCdVoNuNM1a5ENBw0SU7dAV0DilBCD8CrPwjZad8TDQRJz0y4vsyopKjnJJJP54lXQTSKoahaTXzMyy1NvzjjElJktlXaLbHalIx5kpHxEV8qdKqdvVV+mVWTdlZyVcLbrTqSlSVDqCDEmrimpoIpv5XZ+aj0745pZIx9Yfop4oNyqe5Q04opyPhEgUuuS7bnKtfZnAHNzYiu1oXCltxttxYBAwdjEl0qssuKSFd9J8BD1NP5JEkODupnZnZxbYfLweaSOiRuRGaKxyL52ygKTt2fQwl0eVDtL7eWnVNgoyELTkZhQprM3NLDkzTm59AGykDBA+MW+o7DzUNs+nPkE+LdqTbjSAvKVKT0BxmHA1UJiVfbXKzLZ5j+Gsf7+MNK2vmddWDExSn0tkhPLk7+nuizNqWvbfzWiotW/KS4Q39dxvJ9MAxPhJkGM9E3NViEagOqhPVe47ctnTabevOcfp8tcGaOh2SSA6lTqTlxOevKMk48seMfP7VPTysWBWG5aaCJqnzzftNMqDQ+hnWD0Wg9M46p6g7GJz469RF3HqjTrLkllMjRJcLCAcJLjh649wENLTK6aJdNDc0d1MmgmiT2U0ufWnmcpM6fqOJPg2pWAsdMEmIFUI63VF3b0Pt8lhkssGmoduD1HkPMKACTmBOSd4XL5tCsWHc8/adeY7KdpzxbXvlK0ndK0n8JKgcgjwIhCGY1pzXNcWu6hXzXNkaHNOxW4LA2xBGKG/GCGi/BSS1SMzc1MedDiqvLIVnqp4AQuy97UpspCq3JJwMZEwk/piCYMkeMMC4vAxhTMYOVcjTrWy2KS423P3PTm+Q7Fc0hI+8xYlGvuldyWTUKJWtSbTS1Oya2FNuViXSe8nB7pXknEfK7Jj3mMS4L5NA0tABCjS0jJXaj1Uu2hcVMob79MmavKdnKzCkNuiYSUrQCQFA53BEWF0y1ztOjvMNTN4UiXQhY5lOzaE7fExR0qJjzmJiNT3KSmdqYFImYJm6XL7I27xMaGzFF7Ooas2khR2WldYl0K6eAKsxTzj91gsu8P2L2hYVz02tSMp21QmnqfMofaDpyhCSpBICgnmPuVFMuY+kHMYn1PEM1TCYS0DPvUKK3shfqaT7l0l/I6xhzjO5zGjJMGYqBVOHZTdAXYHUY3Mel1odF5jigjIq3eST4YXWXkH8LEZtvNDdSo4YIPTHeSPDC73nWsp5F++BLyAO8qODMGT0g9Md5LHhDGEpJmGfxx8Y9U6woYLqfthMBI6R7zGD0t3kseCF2OFopPK6kmNBUB0MackwQelu8ksMAW4L26xtQtOOsckGYPS3eSCwFdRdTnrHvbJHjHJBB6W7yRoC7EzPL0VGQmRkd6OGCD0x3ksGJpSsiZZxu6n7Y2CZl8fvyPthFyY95j6fZGRWOBzhNmnaUupnWB/lkfbGK5uXxkPI+2ETmPXb7IOYxk1zz2WPRWpV9pZzntUwKmGVJx2qYScmDmMJ9Ld5JXgNC71KZJ/fUx6lbONnU59DiE/Jj0KI6Qelu8koRr6DcO1+6R2PpDRKHP6h2/Lzbzbk3OyztUZZV2q1ZKVkqz0CRiEvXq3OHTV6U9qldUbQp9yNoxKzUrUWEskBBAbfKld4Ep2UMqGR4RQ3nPpHpcJzsBnyi/fxQ6SmFK+FpaBj/yqUWFjKg1LJHBxOeyVJ6VmLeqsxIKnJR9cuspLspMIfaVjxStBKVD3GHDbN1ol5xozcwAgdeZWBDIJJOTvBn0EULKx0Zy1XL4RIMOVr6LqdaiKa3LLr8g1gYUFzSAfzwrSGqFnSB5mrtpgONgJtH9sU6yYMnzixF+mGPVCg/RUXmVfWwNX7BNZZdqN60SWQHMlT9QaQBsepUqLEVriL0aZoCZZjV603Vobzys1Zg5wOmAqPkHzKPiYOc+kOx8RzxgjSN/em5rNFNjU47J+asXmLy1QrFztPh1qYmj2SwcgoTsnHptBTn5aqzcvLJqcnLOvOpR2j76GkIJIGVKUcJSPEnYQwiSese8xiHFd5YnF2Opypj6Jj2hvlsrRcak5YI/wZ0i1r2ot21il2qiWrlVpU43MtKeDquRpS0EgqQnbzxiK1tvNAHmWBHCVEwcxhia4STPLyNylU9IymhbC07BKBmGgdnIITswQ36UfJO+EEQQQRETqIIIIEIggggQiCCCBCIIIIEIggggQiCCCBCIIIIEIggggQiCCCBCIIIIEIggggQiCCCBCIIIIEIggggQiCCCBCIIIIEIggggQiCCCBCIIIIEIggggQiCCCBCIIIIEIggggQiCCCBCIIIIEIggggQiCCCBCIIIIEIggggQiCCCBCIIIIEIggggQiCCCBCIIIIEIggggQiCCCBCIIIIEIggggQiCCCBCIIIIEIggggQiCCCBCIIIIEIggggQiCCCBCIIIIEIggggQv/2Q=="