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The How to Study Chess on Your Own Workbook Vol2
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4hQ0Lq325ShoVfm4hsnVIQpakwhsjpe8i7vZalLUxZEeX0Mg1pvMFGpu4E4RzEdf6BJvrNBrVda4x0yasXc5tt9WjorVQJ0lqstlKIdsTxy42RS6ty0dflykmtBWUg61DmTdIcerO6U+PaKhXRXVTLsza7V0UkV6s7ptNK3pV2cNRTq7ps4knCnqdtku3CGwTyrkiod0ctMJFyV3JmWBnDPDOTPpFyJ3aVd7ZR/dqhMi7tdy9yGN5J2pUYdbhpypIuc9aNSOivodDdn7k3um8XK5lS8dduqKfapHKR1+Wf9LxGWUcshOggU2U9nrWSxw30xH+5j4KEtZT+cZoGmPTq46Pdaa0A33z1Pm33cKzQhuS1tyOVZD2WcgIxw73En5FGn3Z619fE3GSPxEnYnDyh5KU2Tbk3+1kpuUzNshqGffWVbkQj7PRIN1xzxm4S5ByUdflzMfdd4t8psSX8dh/vsQdlhvpiP9zHwUF5Cc8fhz+WWHYT+KHYbCpbyLH7si/xhGoxXEcduLDvcSnkARjqxZRlqxNzFYuCIHIsloMxcxzrVt+TNuMloNVxrPLujI5KFXQu25KxkUe7R5yUdfl2kG+88UkjuRte0Th/vp+21jAHGJU8cZSs7bIGJKgDyXf2dVAguJtOeRYdjU+C6TxMkgI0ugnTF+QmvH4d7iT8iiUa7CvQiNNGEZzHOENWE65AYWHLXy+Rf7WknOpdcyBdZLvETbdJFONQ05COvy3kQUh2MRlEehu4bRsapo4KNJRmhCbwIRe8UFrtPQyU2hxDVUhFrdOW48oFFGkozwit6MjyNqaRKwOX4LuW0ZHqZkdxKzubQhNsnGrdEBCr3pBhqAIhDbzYCG4eROOsoHNtfZe2yRioM2S85COv51V7JS8Pdy452GjfaYHdrJCXYgvejr8u99lryTSyhrSRJTDDYRhmorgIboUlaSnEG4iIKkrgIrpIhQ7yTSykLSRJTiDQiIKkrkIlKMNIta2pC0rt9DuwAuB2A9FMMNCKM1iuAium9lJ1bfeU7boV/8IdgIr6zpstmMJC29zOMM4qRYhax3uiS5L/Egd5tBF32XvR1+XPOr3KGJOQEW5U1dYj/AIYI2W8xF3UX4+bb5zTDxthHF7vpKZPsUOJOsEU5U2dYj/dAdhPd+78BHMtZTYhGT2pJxpmrRqV8R02KxM+JrIjDi6m1b8hGF/5kYnNkZHvoc2cxiPI/XEfXDF7bJbcvIfVpGHcU0jQN/piBxtv7rX2Xc21cZh0mw3vR1+W5/wAkhb7WlrbkjOX3mWy4xTZM1cX4+9ttnKVMXuHm/wBy/wCWQqTtuSE9feTA9hPd+78BEOxtKTvPZCsRq+2H07GeIU/6sXbNjoBex7s1Dpgbdh8PI2uXdtsnDLu3fRPkfrPAuRsE5A/SKiU3RPNmze0MyzyfR+6S1ARdyL98IvMjWX+vM+9HX5bn/HIWvttKq35GbtusmgM+EWveBF+PrEXdQvjS/wCJ/UmrfkJ626mB7Ce7934BArqBh0id2sRp/Th9W1niFX+rh1P+IF9LIwAt5CV5YcPI2NXXlJlF276N8r9b222lGKmpG10JcLk2iRquSVfhGkQ6OVIBPXKnRuRhpe1vJf4Zr3o6/Lnml7EFKOBgi2qnLnEf8OH+xkQ5DuL8fWIu6hfGzrS6SjlXCARLVThzPgUQDCRW0QVZHrqVHlREEOxUNSKZvrfe0k31LVs5MxK4OZ+dg30zWaRuP4RG4wlEZb+LRlsHXlJcGcyifI+xSbLS6hUqumFcXuwZoZjq99lpV7d0Xk4ZV/mxHbY+HfeH7kdfl9auwa3UlKUJIJBaGNA7EAIl0pslNECIl0JShN7bbXYNbqSmybUti2XcLcQaWhJEjEMVKbAUq1tlqM2Cagtwh+hACJdKbJSsASKtbZa7cF1UluBCvpfpBzGff2zrvcTysOX2PsTdwzvtae5HX85for7LgZjP9hFWQg5bmNysP+RxNf8A2WHZe5HX5S9tkNJYpXUg4u1axT9Ty8pILaFbOtrE80W6mUxvLckym/rZ6azKVrlXy2l2Dq52iJc5XEhJlbOkzhKYvBu0SUilpVplzvR71Dwbo6GwSTJ7qj5XOXJuVNG8U9W8S6l1oci3rj9i1pGl/iJCKhXl3rG/RX7oiPI+Oi26j6TMuEaNWitWitWitWitWitWitWitWitWitWitWio2UE0dSssJ45iJUBvejr8sttPJYhX/rwl8qQm1b0hMqymsKyGsE01S3OEudBwdrKfTI0CfS173bajKhcPt9q5vyLpsG8Th7bqvu8fkjW6gRZLgf4hLvOItgHSSbfSvJQudDxx9Oxhm+e89j1yNm3kZE8gWNw8stmrULQd+kZHEfuWwBtg/We+8puVuVuVuVuVuVuVuVuVuVuVuVuVhzyvuR1+XOo3X0mvUEPbTzt7aiYxD3cP47Ef7I/wzcxALZNlyDjEVrJpVlbkMpKmE35E6HeRDkDpYnyNX8hNeRZ9piLuT+B2KysOqTkewg0lHHw7dkX6twDbi9k75Xm4c8t7kdfl4jR+mN/zyGIE7poROZI4iHUE5Rpp1wkx2wsuCjBWOeNNdq+xJ+7IzYTD59xxN+RcOBJiYO17v0bWj4jwKG8ei53+IB7rqKdDWzlz2cPJEeTCxgNQxiTZD36kmmw3yb2Unkzvlebhzy3uR1+XKN1OWsQwK2PLNVOgQ7IjWnAUuAniXKFMohd1uh3W1io87Z1IRZSOnzJy5DHNlBZJi3QnElHOHDtMM5vUcxSzTKRupvaLd3VGsbNEvWqXQSRTpKo6Jukks3W5bQ7QrVLyKMpyDfyak3OkZRjZT5+m1kp5M75Xm4c8t7kdfy2LnH6sJNt1vyp3yvNw55b3I6/ln8Q2eraAS1bcqd8rzcOeW9yOv8AQp3yvNw55b3I6/lZQlwx8DIu3Ehy53yvNw55b3I6/jyLsNDjEbVFFxKe9Rky7cSNTa1DjCPnREYV8py53yvNw55b3I6/jXr0DNCFWWhVt5I8NKusOH2SKDHtAqq9ttXEO9JCJCuXO+V5uHPLe5HX8ZNS6WVkIcyTqKbLZsvhzvlebhzy3uR1/FyCjIaM2Z5B4xZiZB9uISrDG+ovK9ReV6i8r1F5XqLyvUXleovK9ReV6i8r1F5XqLyvUXleovK9ReVFtG7mP9OZV6ayr01lXprKvTWVemsq9NZV6ayr01lXprKvTmVemsq9NZUlk2Ff3I6/jLISlXuxP4rnQfiearp7kdfxUvJpjqj3wnwvfifxXOg/E81XT3I6/isTGzZSBBkRfvxP4rnQfiearp7kdfxTu+fIITuI9+J/Fc6D8TzVdPcjr+KTh5ug/IxP4rnQfiearp7kdfyeJ/Fc6D8TzVdPcjr+KcYgdDc8jE/iudB+J5qunuR1/DOZdk3pm5Q7b1NS7po/OVRjRhc+P9+J/Fc6D8TzVdPcjr+EmJRMel5IunqmkG8PUSzuxa04j2rgl4VhemrcbUPvxP4rnQfiearp7kdfwkkyQ/bsI1uyTzcT+K50H4nmq6e5HX8FPTCmxYl7r2tOJxqA3ELOuIWdcQs64hZ1xCzriFnXELOuIWdcQs64hZ1xCzriFnXELOnTscyHht5XDbyuG3lcNvK4beVw28rht5XDbyuG3lcNvK4beVw28rht5XDbym8q3jQcRsa4jY1xGxriNjXEbGuI2NcRsa4jY1xGxriNjXEbGuI2NcRsabTLV2b3I6/gZZ5ZizYNiSL4AkAFUv5Pm4V8tzp/y/Nw55b3I6/gcVqMt1hpnp2X0l/J83CvludP+X5uHPLe5HX8Cq1lWtbZb6S/k+bhXy3On/L83Dnlvcjr+AcugtqGRBU/WX8nzcK+W50/5fm4c8t7kdfwGLibzvC4tyL+sv5Pm4V8tzp/y/Nw55b3I6/gMRr35eJRlxv1l/J83CvludP+X5uHPLe5HX8BJxD0z4KdwP1l/J83CvludP8Al+bhzy3uR1/Cy/k+bhXy3On/AC/Nw55b3I6/gCTDIZPZL+T5uFfLc6f8vzcOeW9yOv4CWtuyYb7wvrL+T5uFfLc6f8vzcOeW9yOv4Bca0IZNrJt9ZfyfNwr5bnT/AJfm4c8t7kdfwq2DQi/TWVemsq9NZV6ayr01lXprKvTWVemsq9NZV6ayr01lXprKvTWVBZtwL23rbett623rbett623rbett623rbett623rbeisWpV+msq9NZV6ayr01lXprKvTWVemsq9NZV6ayr01lXprKvTWVemsqEybBX7kdf6ujr/V0dflqxAySriJlXETKuImVcRMq4iZVxEyriJlXETKuImVcRMq4iZVxEyriJlXETKuImVcRMq4iZVxEyriJlXETKo98J8ipJ8hgMksJACSyRhtKDu4kT7YpcsJtYLhJUolUrHeYFYXqqc71dClWlULXRypCHiJlXETKuImVcRMq4iZVxEyriJlXETKuImVcRMq4iZVxEyriJlXETKuImVcRMq4iZVxEyriJlXETKuImVNTodApHX5V+h/5viYQ7SpGyFlctrs211CVEWWvem1JFGpEGQtHBLeDh3YERRLWU0/QqTkLAVco8oYt64pbxvxcP+IpHX5eSKsgVZAqyBVkCrIFWQKsgVZAqyBVkCrIFWQKsgVZAqyBVkCrIFWQKsgVZAqShKPpe1r1dCb1uJrcTSkpVVkJTVrWtWWje3E1lorLRty0b1XtttkCrIFWQKsgVZAqyBVkCrIFWQKsgVZAqyBVkCrIFWQKsgVZAqyBVkCrIFWQKrWsm1I6/wBXR1/q6Ov9XR1/q6OvM//EADsRAAEDAgMFBgMHBAEFAAAAAAEAAgMEERITMRAhMEFRBRQgIjJAMzRxI1BSYYHB8CRCobHRFURy4fH/2gAIAQMBAT8B+5aX4zeNHC+XcwJ9LKwXI4BaRvI8eB3TVBhJwjVabcDrYrbuDS/GbxuzPWVHVuzzE7RVkOGWzea7lNe1kKSQ3/JMp3vZjGiipJJRiCfC9jsDk6jlbqFVukMbQ8WRopgbWUkTojZ3hpSDHiP9iZC0PvzFv1unQNwl35fujTQ3tb+WupoGMZu13JjnCAk/RTNDXWHApfjN43ZnrKjYXVZt1TrGqH5BMleaks5KB/8AUPb1UwyabAq17omNDFU+ZsbjrcLtGVzbNHNV3w2qqlcxzA3mV2n6m+FjJCwluizX7t+izH2w33LMk9V0ZHEYSdyzX2w33Jzi43KAvuQgeXFg1T2FhwuVja6DSdNtL8ZvGo52wuJcndoRj0NUdQWy5pXfoQ/EAu8AVGaNFWVInthUdZG5gbMNFPV5r220CrKhs5BaqmqZKwNbyVRVskc0jkqyobOQW+GNt6fS+9GJl9w/+rLj3C3NBmgc3n+yymBpuOqqWAYbCyyWX9PP9kI2neBvsEPmv1WBpsLb96y23tb8KcxtiQOR/wBp0UeK1uf7Kpbhw7rKl+M3jNY5/pCEbicIG9OaWmztgp3mPM5cTAcvHdXUcTpBfkpGFlvz2vY5gF+avsurq6a/CbqSTMVL8ZvG7N9ZULBGXyuRbJO4vATYnuGIDco/kyhJ/TYcKbE9wu0J0T2jEQu7SkXwpkbnmzQnwvYbOCdC9psQqUPhk8zVLd8psFJBJHvcNkDxlgO6p7wGO/FYKO0kWXexug9mAB3Qf7WJuPl/hTWyhvQeAB/4q7XPH1/ZOe0MPWwRewEaa/4TXMuQOX+kHtxADSyOuyl+M3jdm+sqT7eJzQuzfS5Ufyz/ANf9KP5MofJfzqpZDTwNwKrcMtjj1CmxyNxwuVM0tp7t3EqXfAQ9wJRbnGORRvxVTvoqdoz5HKoqXy+U6bBH5MXUo05BNzohTPIBHNSRmM2K7ubgX/Nd1fv/ACUkLoxcpsLoziB3gXUUeN2HxUvxm8ahmZE4l5UFU1krrncVDURRyu37inzwRRFkXNMnjFNl33ofJfzqm1EMkIbLyVVURSsaAU2engBLFBUsLDFKpnQNZgj3nqqSrjZHhedFSTNZKXvUdU1k7nciqswEXj12HfC09Cs5mNzr7unVMqWNAP0/wpJI/Ta+5NmYC3fyTqiPefr/AJU8rXt8vNPmYefJCVr3i31+nipfjN9n3oZGTbh3OnABI08VL8ZvFy29Flt6LLb0WW3ostvRZbeiy29Flt6LLb0WW3ostvRZbeiy29Flt6LLb0WW3ostvRZbeiy29Flt6LLb0WW3ostvRZbeiy29Flt6LLb0WW3ostvRZbeiy29EWNHLjMie/wBIujBIN2FCJ5OEDemwyO9ITmlps5Ojc3UJ0bmGzgnQSNGIhGNwGIjcixzbXGqcxzDZwXdpfwlMhe/0hOaWmx9idONQyubIGjQoyuNYGHQf8KKnc2d0p0KpseU/L1uqjHmHM1U1O6ZjMPJPYHVQvyCgqXSzFjtE5t6ZzPwlTsD8AHI2Vc+85/JCok7rmX3qaV1PCzBqVW+eJkvPgQ075gS3lwTpxqP4zV/3386KAnvbgqdhfC9reqnjdG/C4qsJDY7KaUR1LSeijphTyGZx3KgfmOeDz3qkkzHvv1upHY3lyHyX86rB3uFoad4Vc4Na2EcvF2dhe10TlPSPjdYC4Qk7jC243lVcPnxs0PAOntb+G9vH2dA6+adE+eokfhibYJzGu9QUgdg+z1Urnj5mO46hS0ww5kRu3xHTjdnxNkeS7km1ETpReP8AJTZQmbEGrLb3zDbd/wClGyNuY4t0WCEgTtG7mjTshL5HDdyVLDnyYSqiaIXiY1VEAE7A1u5Mhj7y5tt1lHl1EoGC1k7LmmEeG1lWvZfLDbW8VVUikjDW6qhMro8UvgmhNMc6HTmFUwtAEsfpPhOnGp3SMdijVSwZsb+ZU/zjVgd329v5ZN3tmARaYaQh2pVW4mnYuznBstjzU0D2SG43KeodHM1g0KZ8076KSWoc8OtvCqWl7GzAWcqn7WnzXizvDQw5slzoE+Jjzdw8TGCKR1M70u0T2Fji0+A6caGd8JuxPqHvdjcVJM6R2N2q7/Na11FUyRekqSV8pu8p8z3tDDoEDbeE6slc3ASn1D3uDzqEKuQPx33o1spcHX0TquVzg4nRTVMk253hpYcmO3Px9os8gkbq1VoD8Mw5+A6canhMz8IT6KMtOU65CZSY4M0aqSAMhbJ1TacOgMjdQu472tvvOqfRRlpMLrkJ1OBAJV3RuFhv6k6gZvax28JjS92ELuMXw8XmRpbQl/MKWlwRNk6r/p7MzBfko6S+Zi/t2UbQ6ZoKZUF07orabHyNjF3FT9pcolRYsrE/ntkZjaWnmo/PSuadWnwHTjdm+py7M+IfooHhkIPK6rWYIGt/NdnO+0wcioHl88i7M+Ifopfkx9V/ZD+imtEHyt1VD8dq398/VHzmWNG0hMXSyjdiqH/RCzo3SjmNkUmU8PCY9rm5jFTunklMsu5oVTOZ34lR02c6508MTbTyxdfAdONBMYX4gn1rA05TbEo1AyMpT1WdGG8wqaYQvxlMqSyYyjmn1rA0iJtiVDVMEeVKLhSVgc5uEbmrvwxOuNxTXFjsTV3+P14PMqeqy5DI7moavLldIeagqst7nkaqGry4nRnnsJsop3xegqWrklFnKGIyvwBRxiNuFvh0r/qE4WJG06caOB8gJbyQgeYzJyRgeGB/VGgmDcVlDTSTC7F3WUPwEb02lkcSByTaGVzcQCELy/LtvU1JJEMTlDSyTb2p1PI1+WdUKWQvLBqPAHAmylUZJG/Z2e+OMFzjvXeofxLvUP4l3qH8S71D+Jd6h/EjKzvYkvusnm7iRtOnG7Nd5y3qo22gyuoKA88TOgUUzzVkXUcdxKxvVYgJI4r3I/4VX9lCcPMoMxMi81kD55H20ConGRr2OU7jHTMDUPOyJ51uqn7KN726na4EoNATm4tt7LEViKxFYisRWIpu06calflyhxT6hneWkHcpakNqQ8aBDu7HmfEoqgZcjid5WbE6Vk1/qhMyQSRuP0V4XxsxO0QrI3TEH0lXipY3YHXJUbo6iERvNiE+eMPZG07ghPG5743HcURZPdbcOK3adPeYfNfit2nT3jXYuK3adPc+cpoI1Tm3TW4RxW7Tp7fe9abcSxLEsSxLEsXAbtOntri9vAeO3adPbM3knwHjt2nT2wAGngPHbtOntLhE2Ubr+A8du06ezc0kprANlh4Dx27Tp7HRMJJuibLEsSxLEsSxK/HbtOnsXC4QFk72zdp09iHea2x3tm7Tp7Fg3nY72zdp09je+x3tm7Tp7FrbbHe2btOn3YdOMSAsQWILGFjCxhYwsQWILEFiGy4WILErrEFiGzGFjCxBYwsYWMLGFjCxhYwgQUdOM9uJZSyllLKWUspZSyllLKTRYWRbdFiwrCsCwbMpZSyllLKWUspZSyllJrMKOn3YdPuw6eP/xAAxEQABAwMCBQMDAwUBAQAAAAABAAIRAxIxEBMgITBAUQQzQSIjMjRQYRRCQ3HwobH/2gAIAQIBAT8B/Za/tnrPqNZ+SbWY7B6AIPHcEXACeCRMdGv7Z63rPxCfQG3eF6epNOT8L+op5lb7BH8p1VrXWlPrsYYKbUa4XBD1DDhUAwPNpX9RTiZTHh4lvDWH1wP7k6oS2EKhmFvVImf+lU6jnOTgNyB/tUyS2T0K/tnres/EJzooISKBTmN2Q5VW/Za5U/uVrl6Zoe4lyo8i9q9IwGSV6b83KgwODpXo8Hhc5t0HKsb4VjZmFYzCtAMqxszCAA5DTcaBcUCHCQpUxrX9s9b1FI1BAQ9I4/kU+kCywL+mqFsEra+1YvT0TTmU7072ummVSoWNPkr09I0wZVGi5jiSqVBzAQflenpGmOfC4xUyg8xlXO8/CJ8FXmVSdMq8xn/pRccEr/CpPlXH/wCoOM8/4Qe6M/CpGZVf2z1i4NyrgBKBB5jQ1Wh1nUu+q3Rzw1NddOoIdxESITW2qv7Z63rPxCqOvDaYUtpANKL2gwU/9Qi3703IvaDBKD2kwFvMmJTnhvMptRruYKD2kSCqxbUZyKZDWDmm1Gv/ABOlRpuJCa2XDwnfS+5EG6QoNqZN6tP/AKoIb/3lAEuQDoRDkWmCf51r+2et6z8QmfbeCV6zIXqPean/AKhH9QmNFWqbl6cfW4BU7Wm2oFWM1YOEz3ZaOSB2w9qc22gFVP2mhUqLafMaXfVC3MQt1oKa65bgW6E2oHGEXh3KE91onir+2et6mm54+lVaBcxsZCqUnvYPITadR7w56dSca13wj+pRpVGVJYqNJ7HElOp1qhhyq0nBwexUxVLrnqvQc58tVemXMtan0C6mB8hUN3+/QfmVY60COadScU1rs4RYYP8AtCm5U2EHmm03ePlFha0zxV/bPZ7H3Nzua/tnq3u8q93lXu8q93lXu8q93lXu8q93lXu8q93lXu8q93lXu8q93lXu8q93lXu8q93lXu8q93lXu8q93lXu8q93lXu8q93lXu8q93lXu8q93lXu8prnTntZ4JU9kzPWK+NChp8IhfKCGFHNDmh0CeizPWK+F8IoIL4Uyijp8rCHE5Aprbyh46DM/sLig1oEkqUInmrWn8SscjxMz1nKNPjTnhSjyQClfGo4qbLyqkTy4Gm/6XLHI8LM9YoL4Xxp8oZTkDp8LkghnhKBI4nfU27hZnrQo0tUaRpChQoUKOE8dI84WOXAzPWJhSp0nmrlKlSrtLlKlXKdDhFv0zrajqDCqflPAzPWcnIpqcinIZ1OF8a/HC+0NgICETwv5sB4GZ6xEqFHNAQiFChEKFbpaiFChRoGyJUKEeL/AB8DM9aVKlSpUqVKlSpUqeAsIElUPlVQAeWhaVY5WOVjlY5WOUGyFEasz1naxy1GpQzoNWOa1OeXJr7RqMcb86sz1io5KOS54RGkaQsrChRoxgIk8QxxvzqzPeF4sgcQxxvzqzPdjmnNt5cQxxvzqzPb50+2E8g4THhqe64zxDHG/OrM9vIpj+UTOgW2ttba21trbW2gFChQoUKFUzqzPbWmJ4G569XOrM9tV5NA4G569XOrM9sXE54G569XOrM9pacprbsKq2BwNz16udWZ7NjmtH8p1QuUwrieBuevVzqzPYgSqgDRCaJVgVgVgVgVgVgQYFChQoUKFClSpUqVKlVM6sz2LHWmU4yZVPtn51ZnsSyGzpT7Z+dWZ7GoRaBpT7Z+dWZ7EgjSn2z86sz2L33DSn2z86sz2kqVKlSpUqSpKkqSpKkqSpUqVKlSp4GZ6waThWOVjlY5WOVjlY5WOVjlY5WOREK0q0q0qCrSrTpY5bblY5bbltuVjvCsd4VjlY5WORaRlMz1mPtW+t9b631vrfW+t9b6304yZQdCD4QdyV0rcW4gea31vrfW+t9b631vrfW+n1LhCZn9sZn9sZnj/8QAQhAAAQMBAwcICQQCAQQDAQAAAQACAxESITEEEzNBUXKSECIwMkNhcYEgIzRCUFKRscFAYoKhFGAFU3BzsmPR8ID/2gAIAQEABj8C/wBLfufkf6w/c/I/1h+5+R+sZJnqWhWllc2YcKqW2m7R09tkRLVQ9K50bKtbirETbTkWPFHBFjSAaVvTmnUaelZiaXFDOsLa/on7n5H6yDcCMT2u8Qg5htNKD4xzH/0emYWOAaB9FI6Pq9K+M+8FlTnYMuRnc5rLZqK609kmNj8rKpg4ARuNyZlFoUcaUVM42m1SOLm83VtWcL2xtOFdasPUzRazzsCFCJb5XFNzraVw/Qv3PyP1kG4E/wAApItVKp/7b0GR4rSm14J2ec5rg6lyjhtmy7WnvbI4loqhGSQE6TOOJ1BXc1gxcr3PJRfGbbNe0JkZNA40TnNe8uGARkc4mT+kx2cdeKp0QNwNEfWPVuV1gHAa0ZI32gMQeijfsKmIxkKyQwAkdyaPezRr9Qv+QaLzU3LJ2uFDXD6rJPAr/kfAfZZNbbK9tOzUVY3MIHvIA9Rt5Q5j2xtuaaKP/KpTVT9C/c/I/WQbgT/AL+Km3VJJrJomNipaN96EhuOBTCNTUDqc1TE+7zVHHtvUbBsvTs3Sw00ptTXanBNZseiTgnR2Whn9qLcCk3+TM2BYrQFTbp6NrJDUNVmN/N70ZQ6rzdUpz2OoXYoZ11aJkpItswuUpqKyda5WY383YUXyGrkRFQV7kGyEUBrcE3OurZ/Qv3PyP1kG4E/wCdM8UtXBFut5ov5FRn9qO+U3dQHymiyjvenft5qFE8Haoa7F/MKXdPJFuBSb/IzfU26eiL6VQbmyK6/RtOwQc3A9A5w1CqtOpWqLbFe+qdzbNOU2DWnJm68/0n7n5H6yDcCzjo2l+0q08hrQq+4OqFJEcesEBJUUwIWbiwbcm7qkj2iqc7zTnHWaoN99lxWcNoVxA1oudc1oUbziX1Uu6eSLcCk3+Rm+pt09EUImijg3FNjGlrQoxwAc3ElF4ueDQrOPbj1U4zNFLqKFkYaC4IGQDOE0TGzgUfhRHNhtkHXySPa0WAoX3VdWqzcjQKqaw0ZsCi80N5QBmtqZGAM4cVI19BQYKV7Q0OB2KMlosn+04UGGKeQBdrTHgc9yjjkAFeV+5+R+saxrxZFwuWk/pVkeXePIHMNHBUq3xoiGPxNTUK1KalB8Zo4Isc+43G7ktRuLSqcw99FWV1UHs6wRaXihuw5A0PFBdgjI7rG9dccIQkaecL0WueKG7DonJrCDcMU3KD1XOUmdc9oN4LU5zQ4Au95REagnXEUoohIDas3EJjjXmn+kywZn+JwQOThwfVEKaItNpZN4lN8Pwp4i01K80N5ZJ4BNkI5qmNKVaVN4hZMnf/tSyhQO+UlQuANO/lfufkfG711R9FSgosFfyYBYDkuCrTkwWAVaXrBXK8LAK9YKlBRYBVpesAhmdWpMkfHYa3lfufkfrA9jBZPerEgo5Wom1b4oGUAV7/QeJC4UGpB8bnk2qX/p3FuKBc4urfylxwCJhaLKjFTSmHpMjB5p/Qv3PyP1kO6i1uJomRjUEadVnNHoS7qbvqRxoXhMfdnK06Zrm0tHEoWKAkXj0q1wUMbHGsibGXlzXbUTbNlpRTKJgaaGmKnq6tlCUT1f8tULbyxhF1FE227N06wQ59vvUfknsY8tu/Ck9YaMKyc1NSmNLy4PTnF5ssvonz5wimpZPLXXQrKJK3NwWez/AKz5aqjXFtofhFkkrmAYek/c/I/WQ7qklODAPqnO943BAayVWsf1TY2UtHanSOLKN71Lupu+nOyZ9kt701+UvDq3C9WI21KtUB8CmyNLKHvTo3YtVo0Y07VVha9EHEK0aMHeqsLXoR4OJpenPNigFcUI2YlOkeWWR3q3k8ga096pO608itaqzEKrSMqnMf1hyuDRUqEtHrGak2SVtkNUltpCLTrRawVao32TSmKygOFA7AoR5hlfnIWbEQLdRTYhGHiiAdimODTZ2ovsmzTHyWUCwakiiycG4pr5W0DVKHtIqnQtZVp1rNi9wvTw+5z1m8wyvzkIOs82mPkrOaFK3OTRsHov3PyP1kO6nUx1qJ3uhRbwTvBRef2U3gpfBN31N5KLeVv3noRlpdt7kCzqm8Ky7C2nOa20QME8FlmTVRVfe1t6tUq43AIse2y7G5Rztur90DqcE+vuAprPmKZ5obgTBrN5VijnEY0Uj2YH0KtNR0zedSnJZqLWzpH7n5H6yHdUkRweB9U9mulyj3gneCi8/spvBS7qbvqbyUW8od1S/wD7Uod1SPbiHVXNNH62ouaLMu3ap643Jv8AlWe6pVqN0bXbyaI5Guda1Jo1tuWVu2vQZ8oTPNM3RyPrjU+g7vuQbGaOonOkNaFB+c5tcFmobjSpVrtK2Vmp7zSo5GsL+adSZFEbJOtSF/XaaJrJjW2LlI6MixGmu2qRsb6WSiCfdVK3qKUbadI/c/I/WQ7qL24ihTXtwcKq0MCbauwIQke5tluFE/vuUu6m76m8lFvJn7blnI3NFcaprBg0UUjW4lyaYZR5q9TD3ZCaIZvrtNUTlILRqCY2KtrE1Kkj23px23qR+0pnmm7gTHjYi9j7NcRRPjF4byt8eR470wxvNDqT67FXVbTaamoMsUqovBMjbzXfMnspex952rJqbAsqBxTFNYfYvKduqWZxNuqiJxqh0b9z8j9YyPM1silbSMlmzXVVZsx2xq51E0ZqyRrtVQZI220YK6J6Fq5owanGxbqNtEGZqzfWtqqm8lFvI0FppxC9VGQ7aU1pitEa7SOUMFDXDFc+I17iiyNthpx2q5UmZa7wvVRX7XIveauKbIBWmpOaIaEjG1yCPNWqa7SzlmzdSlarm85hxaronV8U6QihdynuvTT3J7LfW1oOkeX0wQcHWXbVmv7RcXWncjZbWGqiDg4tcNacw32sSrRcXHUi4OLQcQgBgE5wlpU1wWdtaqUojR5DDi1Qwt6R+5+R8Fm8lFvfpaFUYKD9BbpztvSP3PyPgvNcR4Fc5xPifiT9z8j9Too+FaKPhWij4Voo+FaKPhWij4Voo+FaKPhWij4Voo+FaKPhWij4Voo+FaKPhWij4Voo+FaKPhWij4Voo+FaKPhWij4Voo+FaKPhWij4Voo+FaKPhWij4Voo+FaKPhWij4Voo+FaKPhWij4Voo+FaKPhWij4Voo+FaKPhWij4Voo+FaKPhWij4Voo+FaKPhWij4Voo+FaKPhWij4Voo+FaKPhWij4Voo+FaKPhWij4Voo+FaKPhWij4Voo+FaKPhWij4Voo+FaKPhWij4VVjGtPcP+5ZJwC654V1zwqN8jjR+FytxGowRjkcQ7wWfJ9XSq654URCSSO7kLHONoGmCtasU2NjjaPcqm4Kgtu3QvVOv2HFBspIJvwQkjNWlGN7jaHci44C9CONxLj3Ik4Bdc8K654VnK0ZStSqC27vAVYnV7vjzm7RRNdnbdTTq0TznLFnuqskZWtmo+ydvp/gENxn4Tm27FBXCqe7OW7Qp1ack2+nbih8U2Buu9yzj32AcLljzmH6rJ524FOb8rlM/VaRk2xou+VqI2hNfnbdTTq0TznLFnuqoskabmt53ehI+SxawFF+5hv70HDA/Ho95T+IWT+f4ViJwAxwRkkNXIbjPwnOjDSSKc5SZwNFmnV5J99WbYph1VD4p/dRQ7gTDtah+2/+1lXcy0spk+UhMH77KlftNOSPfU/iFN4qMbGheLQoN3py44C9Wnn1RPV2BAjA/DY95T+IWT+f4RL2NcbWsJwYABQYIbjPwpBKwOFnWjmmNbXZyTb6JzTOrsUPiifmAKhI+WiDR7rU1h95qmGtzLKlHz1Kzf77Si77+SPfU/iFJ33qJw1tCdT3RRQtPy9HMG42VdfHrag+M1aeQjW/mozBvqwaVWbPWju8vhse8p/ELJ/P8J2+n+AQ3GfhExPLSdikEsjnUGvkm307cUPig6PSM/tFjHFvcrTq2a85xQAwCmb+5RM2NT4/3UTW7BTkj31P4hCSIVe3VtCMbHlo2IPfXN1qSdfSyR7DcqOviOI2LTNQsaNuCZC8YjnItdo/wubMw+fxnnMafEK7oquY0nvHTNIN9m9UY0uPci972tdStnk071aeSTtKeIrIs7VWO1/AqzlTK/0VaicD/p1G3yuwRc81cUy1I0PN7tqLcmZ/J3oEwupXFeujDhtbcqXF3fc4LPZO4lm0avFWH82X7/CDFk91nFyja99prjS9SNa8UDqdULSDhCZNa9YX0rRS551bNKXKPMupXuUsznesFaGi0g4QgMoaCNrVHJk8gzLxsVp554NCjHkzhZtWRchaNTtRkk+m1cw2BsCmErybLaiqiY94LSb7k58Zo4J7ZnVAGxSsY8BoN1y0g4Qmtj0rhXwVrOE+SZMRV7wKBVzh8AE18nW6OR3fQKxEPE7E6Vsji5u306tNChDleJuDtviv8jJuprA91WH6Uf38HfnPnvTC0NLcQpjZbXbTvRtAHmHFNDRTnrKP4/lQ+an/AJJocARQoTRNs30cAp8n1s5zVOPmZd4p0zsGYePJm9TAhM9tXu/oJ5oK0UTnkBoOJT2slY52wFS7qm3k3RV8lfhZFEwNpdc4KCnVFQpGXZyv9LmgDoiSg0YuNEI2DxO1f40Rr85/HQ/42UXupdXWEJIuob2n8JsjfMbPgxnhHO94IMdfEce5TeH5R3Cm76yjy/Kh81P/ACTfAp3iFN4KQNwN6ip7wtHkm8VBT5An+CbGzrORkks2R3qXdU28o3FgpUHrBc26RuCuuI6zShsdeO4r5XjAq3g4XO6KyOtJcmvbi01Cs1awfs6IOaaOCv6/2cjFJc0mye4/BntdIGOaaGqkdF1S65PBxshHcK8HBStkcG2qUqoxG4Osi8hS94cUHymjaFBkWjF9dqL3YyfZP8AoNwcgmHVdcfFZme4DBykbC+1Rqh8U/wAlLuqbeQGc/pZuV1k0rUoGEg0F5Chz9weTQqNsTg94OIUx1VHQ3pzvdFzelzbjzJLvNNyhuDrneKaT123H4K98b2841vQkncHEYAJ8QNC5Zxzw66lycx4q0r1L2kfuXrntDf2p0EfNFmyFpm/RWpXZzu1chlEjQCo4zfZbTkLJBVpXqJBTY5S5xzeeKXJkhkabJTowaEp7nPDqilykkEjQHFaVv0TXseAQKUKGfeLOxqjZGQyxgue9gHchHHgOhzTTz3/bpqjFd7m/2jE7B93n/o5ccAnyHXh08sJ3grbNfPCY8YOFfglTgqZ4fRWmODm7QgZXhtdqOae11NipLI1p7yg5hq060M7I1tdqtRuDh3KkkjWnvKthwsbVTPD6FWmEOG0IZ17W12q1G4OG0KzJK1rthKEhe0MPvLTx/VVY4OHdy0lkAOxeqkDjsQzrw2u1VieHDuVJZGtPeUC01BVnPMtYUqi10zAR3qqDWSsLjqB9CyMXmicY2F1nGnpgkWGbSjYHPqOcfTiOomyUyUYsNFZ1sNPgmYaea3rLOVaK3hpQa7qE0cFDvKwcJLlHuKDdVodaO9PhOvnBc33nUHgm5LHdHGKFZyrRW8NQY7qONCFD5r+RR3Qov4qSj7NlUrg6jht5HPHWNwTrJ8XFNqb8WuCZN7zXXqZngU/9oATHfK1R+NpT75TdrOaofH0IfNZQNdylzeFf79CtLDNrlWlt+13I2Buq8+nUJ372VCkj2ivwR9db+Sam2qyV22/+lDO35qeYUEgwdGoN1UKeG6sPBPnd4NTq+9J+eSanzVWTHa1fyKO6FF/FSmWt+FFUDrur4ckLfEona5Mdscssi8wrPzNWVu2Nc5ZUPl/Ke/5WqQH/AKikyd2u7zUPj6Ae33E7NOLbQoeQS5UK1wYmGJtl7jgFnZB6tv8AZ5S49b3Qi5xq439BHXVVqs/vLfgj66noFTU20WSt2Xf0pR7zXlwUY+SoUG7yR7ii8/unV92T88k1PmosmGxq/kUd0KL+KkkHuUqpI6C3jXkhd4hObscmN1lymOomiP7C4LKHHXzVlMW2n9FPf8zk/wD8n5UeUM13+ajphaPoUOCtNviOHcozL1Ab1azoPcMVsH/qE1jBRo5DJIaNCL3Yahs6GVmx1UXfuDvgn+Qwc09ZZsUuuBKD3aNpqTtUO8jvlSM1YhQbvJHuKHz+6z7BzXdbuWbFNgOtCRw9W01J2psjBWxiiwNDmm+9VpV7tQTWfLQLKWOwcKIF3umjlcnMHWxCdZuOBaU2t7sA0JsevEp/7r00/MaqYd9VEO6qk/8AJ+U6nWbzgofH8eiWuFQVXJ32f2lXuYAqNvccTyVKst0TcO/opm7W1TTtYmnaPgd6rmGVVGgAbAvWMa/eFVSNrWjYBRVkiY497aqjQABqHJWSNjz+5tVZY0NbsCvVcwxUaAB3clXQsqvVRtb4BUe0OGwherjYyvyiiq6GMnaWqguHJ62NrjtXqo2t5KyRMce9tVRoAA1BVfFG47S1UGCtGGMu22eS0yGNrtob6H+PlJ9b7rvm9L/HYb3dboz3sUO6odwf6KfFDJ8qPrfdd83oOccAKp8jsXHoxulRD9ih3fgTrONLlHG9jAHGlyMjQCe9SCRrQW7ExkbWmorehlE9G67l6lrWt70GZSAK+8FJI28tbVaONBszLFdYUeba02q4rPSUbjghHFGznGgTomsYQNq50TD4KrLiMQVZaLUh1bFXmU2UVRc8YtRkkwXMDWhCOcBrjgQhIwAm1S9SF7WizsT2QsY5oNL03OUt0vp6Jc8hrRrKLcjbnD85wTZH6QGjuQrm82NvWfsQbUml1/LNk1H5zBa1rWta1rWta1rWta1rTZHNcRgrbGuDQKCqhyZofbs/Az+2RRN2mqLDrbRO7gAsmycbKlZ2VocThVNMYox+pPJxDC1UcKiyURGKAitFkJOOb/8ApNjHWkcfonTu1XNUngPsrdhocGA1Cf8ALYvX/kcs22MA0ucmd5slMj1NFU18rA5z770Qzq4hQP1khZS73rgFad1WXn0XTS9UbFfcz3Ywg/LDYb8gxViBgaOQgXRA85ybFC2jR6GUePTRef2+B1+YVWSMGtg/tMOokIjbKmbqh8/uoPErKvP7K3EaOTnPf3uJxWTgYAFMJ6upMs6ripPAfZNM2czWqpuUzGAiazU96h8eQ0/6v5UnkodwKPdUO/8A/ar7lVI33wan0SyQBzTiCnSDnurza+76AjibZaPRyjx6aLz+3wOGTxChr7o+yglCtnUCVFL/ABWac4BzdqayM1DNakri5pcnRnWwptq4dVyg80HjrRuJ8k6I4Pw8VJ4D7KyXtLjHQCqGyyaoV7N6zttpFLr1HvWimv1OCYC8BzBQ1RsXtbcFAw41FVlTNdxHim16ruafQdk8hIpdb1VQLTUHoso8emi8/t8DLGdatQnPmphQUKa2OloGqkMtKnCidG/ArmDON2hB2U81o93apI2YltArcgbZptTpILNl1+KycUbbYKOvWamArfVW4rPNdUXp0jA2hprV9geaN9qQ4lZyKgk196pm/OqJJtSHEqw646jsVAy0NoKEmU0uwagyKlbVb1JnaX7Cnuhs2Ca4pmd69L+SSXWBd4pjDfU1ee5BrbgLuiyjx6aLz+3x6HJxvlSZQcXmg8Ojyjx6aLz+3x4ySBwk+YFRws6rBTo8o8emi8/t/pWUePTRef2+O5RIw0cG3FMilmLmUNa9JlHj00Xn9vi7nvNGtFSvVNfL/S9VCxnjeoY5XjNuNCAOSd8bi1wGIRZJlEjmnEFy/gekyjx6aLz+3xW1O+mwayg5pq03hEHAo52YNbW6yKrnB8m8UHRwMDhgacl6vY36K0yNjXbQOkyjx6aLz+3xTNxUdP8A+qutSyHEpkMslsj+v0mUePTRef2+JyHJW2paXIsvtVq9ztSEcLfE6z6RdE9zHWheCvapuNe1Tca9qm417VNxr2qbjXtU3GvapuNe1Tca9qm417VNxr2qbjXtU3GvapuNe1TcaglyiGOSVzauc5tSV7LBwBeywcAXssHAF7LBwBeywcAXssHAF7LBwBeywcAXssHAF7LBwBeywcAXssHAF7LBwBW4sniY4aw34o4hoBdj3+m7eHT5Nu/6BFVlsv1V1IvhtXXGo6B28Onybd/0Bw1RiyoRrdzj0Dt4dPk27/oEp+eQ/dBowAp0Dt4dPk27/oDZGyy1DrV9OhdvDp8m3f8ASXbw6fJt3/QHx5uIBr7OHQu3h0+Tbvxyjpg52xl6bNHWy7byOiisWABiE+V9LTjU0UEm1vQO3h0+TbvxocwvkdhsVHvND7jcFUszTdr1mTJbvrhyZyaFrn7V7OPqUIoRRg1dA7eHT5Nu/Gs2+44h2xeqZz/nOPTO3h0+TbvxgQZKRnBe8/hZ2wWnA8j4niS0w0Nywk+iwk+iwk+iwk+iwk+iwk+iwk+iwk+iwk+iwk+iwk+iwk+iwk+i/wATJKiU87nXBYxfVYxfVYxfVYxfVYxfVYxfVYxfVYxfVYxfVYxfVYxfVYxfVYxfVYxfVMyTKLediFHWRcu14V2vCu14V2vCu14V2vCu14V2vCu14V2vCu14V2vCu14UIYrds7R8JdJ72DfFBlTzjV7k2OMUa0UHJlO+emG4enynx6aLz+3wloLHCFguNLiVnXD1kt/ly5TvnphuHp8p8emi8/t8Jo4AjvVBy5TvnphuHp8p3umi8/t8Ibn5Ay1hVWonteNrTX0Mp3z0w3D0+U+PTRef2+EQx/K2v1Qdre4n0Mp3z0w3D0+U73TRef2+ETftoFkw/YPQynfPTDcPT5T49NF5/b4RPKyIFrnVHOCY3YAPQynfPTDcPT5T49NF5/b4blO+emG4enynx6aLz+3whzHS84GhuPo5TvnphuHp8p3umi8/t8Iyof8AyFMdtAPoZTvnphuHp8p8emi8/t8IdK+BrnuxJQAuA9DKd89MNw9PlPj00Xn9vhpc/J4y44khezRcK9mi4V7NFwr2aLhXs0XCvZouFezRcK9mi4V7NFwr2aLhXs0XCvZouFezRcKtwwsY7aB05fJBG5xxJC9mi4V7NFwr2aLhXs0XCvZouFezRcK9mi4V7NFwr2aLhXs0XCvZouFezRcK9mi4UHxQRtcNYH/dMg5279q7XhXa8K7XhXa8K7XhXa8K7XhXa8K7XhXa8K7XhXa8K7XhXa8K7XhXa8K7XhXa8K7XhXa8Kc+C1RppeORr5GOcCac1GWw8sDWvuprWdfk8wZQO1YLM5t9rN5zVhRZwB7LdPELJ2Ssk57QbSkdSyGOLSSnSxwTOgF2cWUSZqSkDrLsE2JsErnuZnKCmCkEUEsmbFX01KURQyyNjNHOHI+R/VaKldrwrteFdrwrteFdrwrteFdrwrteFdrwrteFdrwrteFdrwrteFdrwrteFdrwrteFdrwrteFdrwps0dbLsK/rpN4/pZ9/8cmSskpZc8in8Sv8AkoC6o5ljwtKWBk2ee6LOY9WgFyyafXI0w/1RWfANWa25OKdxqsqgrWYFzUyOVwa9nNcw4r/lXW3D1w5tbjzlDbnzTf8AFbzq9yky7IMqsSl2jre5MyrJMqplLjz4Rja1plvrUvWU7h/TZP4fn9do2cK0TOFaJnCtEzhWiZwrRM4VomcK0TOFaJnCtEzhWiZwrRM4VomcK0TOFaJnCtEzhWiZwrRM4VomcK0TOFaJnCua0Dw5Lwr2hdUfRdUfRc4A+KuaArgrVhtrbRdUfRdVv0VbDa+CrZbXbTkocFomcK0TOFaJnCtEzhWiZwrRM4VomcK0TOFaJnCtEzhWiZwrRM4VomcK0TOFaJnCtEzhWiZwrRM4VomcK0TOFaJnCqNFB/8Azf8A/8QAKxAAAgECAwYGAwEAAAAAAAAAAREAITFBUWFxkaGx8PEQIDBAgdFQweFg/9oACAEBAAE/If8AF8R/zBxH/MHEfeGF23K4wMVR1T9w6Wdf19erZ7IQgCCLg+riRoYpLfA01LbokNqDT6v8PuFKmTUebFpKEIhhB4+y4j7w6BlKJMAdtABokBML1gDSIIeSJfY3GNL+rg6f8iBoZonS/wBRLYbEtBPBTLFiEgZiCQvjC2NZNr/UOXl0cFLhZIyBjBeiCYgW7gixEH0FnUHVYxpEEE3x/UFkUc72PEfeHQMp0jKCEGtO2AJxQd8A1VcmwGcNlwqVLOWwhCvGE3R3jDhRVABAgDgASSICgRAgFTDR8QQVcyNQzcNhEBkhgIgHaWBUweMKgshGjI0QxEKINWMNQcBkIPZBDKHOlmKgelV9CrsxltZDeAP0YF0x8Sgv3NDJASAkqw2QjJeq8EVOn2Qzd7mG9IKihWMIOSIqDI+DE86NQ/OLxgEwySBfk119jxH3h0DKdIygV7USvAgp+hhG+JEGhDAgsgzhLyARvl07W8Q16DzfyIHNxODQRq2jBsYqCEKjfqJOyxsgrYBmMBZpHXcvFjoAInKwAEeoemL3ZUmy0AGosa2A6dCMvJ00ML0CwAITGvzAI79KKfC4GodibEw5jrJLGUKIKFYLELKL2PEfeHQMp0jKFsIq5ZwbCgDnCBNYO4QmSK8YYEOJBuE4DzjOub9/3GpXzwH3EnARBg6wikNcAPnDBXVwgBZHATq+Xh13LxbjX7nSsvSYlBUanySDylJUEIQ6gPoFvwobpibApHSaQxLQuW/A0gwqwj4b7l5uI+8OgZTSKQ4Z58It2KP7IkVV8mcYoHmJi2223/c4Dzj0OF+O8MWgAbdC3EYoVxpI0wMJjEJ2kJSQAchMQlJ0fLw67l4txr9zpWXpcSOcqzojs4loBHQwhNFdRDQAT0B4Kwa8zDXmuC8FoKWbCUI4ALTErxgljCCLlnCUGZgDfUSugSxkYALKgGFHBDA4s9ssbc4FyMD2CBMK8TNzaDeAc6DB/E22IVWY/FGE08CtoQGeuQQfizKMitY+PEfeACQKFtAWHYMbFavAzQxgiF0U5a5SPUoLMCBQhNKYKYFOANkaFFPAUEOIjidmrjiUsLAfEPoisGG9gkqbeAPYYCm0IyzMVj4MJhGQrGEmhtT6XEDnBNRr4KQadUDsl4C1vARmVzesA61E7FAIDDZzHcoloNEgXbAiSALdPhl6YYVIOoBSoJHK2c6jnD0NUdlEQFLG3OBcjOsZx5xIYbpU8wR2idOzE5ycH+k5OLcMMb4JUQCjx4j+bAAgBGvgrgkUJgAQIGkAIARkYAAEBSWVLJQmABQMF4WAGwTADzXgTNhW9JRApC1JhDUoSFkHa0ACAAaQCgEayzhWpaAsA7YBEkAzcqVVUwUJQAVC1JhDUoAggKN6QKhqqoqIvBUj48R94HcAsFYULFSG4g1iZAQXtJCg+QHwEQ4hAlCqFY6aewTt5zXqkA/MFvGNh4kJQGYMiE5QVfIG1MfMGBSYXseI+8OBQAjAIHxLIO+MXSf9jycK5zgnIwmOQADwEFVD5RHrCyI5ztkN4sYvMwcHFM4vMdvLBQwqeC8rAg1cM08w4PyDj8eAGS8CCYxo82pW8Sz9EFYektiEaIqsQykyDPj4BVhNyiHGlGMSyrwkMV4u8uc0cret7nBeI5AWpHNDAmhgLYhQOjisyfzZQJXHG0EUIBi0FCG6X8vEfeHAomNq+EQ55mYMdkK5mEhIAd31LiZWCgcUCzKJ8pwrnOCcjBBFgSUvADNUGUHyj4Q3McVIcRFAuwyfKLhcirQJvAMZ+IRomAoYYZRERBhjtj3QwRMBQwN1lGjCEmUSJ8oszDdoqDWUX1Mk9z+qizsQkq4hcmwlzsFYkJqK8T1iEUG2LnYqCLCUEvYSE5YHBQwyjTERggQe9DeXWbXAksbgGkC0UC8PqUNCk5GY4ZrKHCATjlUSBDaKFesHMl0MGCxIxgiTTXGAHhtJGQ5JnDQ5KLcGgOJsDSW+IBAhBkKHwoUqWQB+XiPvDgUO21byH6UKBNYgjIzpWc45Oq1zodZwvnOCcjOi2zjnKAS1W9MIXDJkDBo1VDWGtzVuhfTYDjHHwI7BBJkXeJwgxXkCuQhGoRBCLHVZMYAn9YhAYLT5a+4uL8MdCcRzTomZgkik3Mw/x0LSNSew9niQAk0AiT84esWjVuz8CEK7WqvqcR94cCj22rYEBi7eYQCCaEc6ccnVa50Os4VznBORnRbZxzlAAVZI1XMckMll4Nil0DUYhcQPIAoHNHBBCQ5xw0rbShvE2gXSEonRGOo1TNPMrc/3Fsacc1+pxHNOkZmWBWhkXOt/koS8rriOMsv0Q1iMUMICnAGDK0gE7kYYEYHg5Md0YViRAW0RUUpzgLQM0QZoZEZwQWiOAFoEuBZw3EaHuEImA2DmewZs6fqcR94cChiEu3eAMFDqYN9ZSowRh0tlQssKAHNzAzhXOcE5GdFtnHOUGODVjgmikP6S06IBe1gJTSUywIMoXaFTHAXyxsSgIpBmIQwphqTC5meIIRZ5sA/EOgxNuX6mRJ1snEc0p6CphFL1aHGVa+yNWEdJCZ8i3VlBHrFOEM6mRMzaCncIi85V6qh4w7LWq9Jwz9wSjgDzCElVibQnywmUAwSH684PzkHEY1msL9BBqRYF2hL7hyMx+Xp8R94fGGF8Jg+gLloLqBJKxwhWP2P4JYqomiJdgdSImAtiZN0rXCYCo/Maazots45yhgxmmAJg5xaCFbiVNXwiDzs0Wv7cJbRYmyhAEkRYiCT0YyMCTBhmLfEO6rCTLpWBZOGccAVVw8Md4TY/US2Y/MQz1Ah3JyCgHRDQ8aNuYiu10MrSOQEoAq9gwxAQSYiZgr5nnDoDBM4Dws2VZkwljIV44xEHoJhaV8IiF4ENAQhV7yD+5jDyhRwesGMBZztp6nEfwp0W2cY5e1AQDBoZsRD2BKBioXqOI/hR3W70IPAHjU/JcR9ydmTsydmTsydmTsydiTsSdiTsSdmTsydmTsydmTsSdmTsSdiTsydiTsSdmTsSdmTsydiTsydmTsydiTsydmTsSdiTsSdmTsSdmTsydmTsSdmTsSdiTsydmTsSdmTsydmTsydiTsydiTsydiTsSdiTsydmTsydmQzRiYR/mOR/mOR7sNhDM7yneUHwDakX04QlBNwVYAEQCQDMDDnBlgbU+Z3lA7RZZDwG/tA94QlYNyFJioBxDIoBUkw+2zQ4mCDUC9IIDmCIjKyJIkKClrwBmFAQG2SxosPAW0MzvKd5QMWTBKTh4nxML2wuVCPwfI93WhMaaHmsU2zFKAZz+ZgQGJOOMchOoZTq2ca10vcZp5Cxx8OJTjHKcS5GHUQH4sBGC2EM9Yji6AiwTo4EOdXLhseHzpGPVX8kKar3GVbTA5oYbQ2zFagZz+Y4iESs2EOkQxNTMyuikEsEsOjH4Lke86vQzqGs4qRyUTQQNYEEUIkBTq2cNxyIT+4c3xEIu8z4U7RCkmhgTiXIwoeQOEGKOgQYGv8AthMcaXxC8TTgXDKf6Y52v9Y9cMPjv4ddoZ1nWHOOADcBAhbAcIFgxR4j9QpByDdT1AQbF+JnUFjB64sU3EEcMDB9jyPedXoZ1jWcVJluQ2YCWFrAQtOvZwARmAB4wcGKlT8ONQEJ7lrlOJcjC4EE5QJU0G5SHYagecQ+/wAYYlQjiEp5X+blDTy8hTXgv8+HXaGdZ1hX7KG6Faf6ECRNPXfCDiIB+m72oaQIJE3zQNwFg+CHNZNmMIBLHIZUGp9HseR7zq9DOsazipcY5CdAynXs4AwxElAekJAK1fDiXOcY5TiXIwbzsDJlBAvdTFjK/dbHf2CGkBATRkiPmsp9Ze3GHC4GO+BH2F4Ou0M6zrFbGiEGM5cLQMCeRkAQQt6YAgNjC4BuGEry/rAj8c6lYCqIT46wSUimOJN4RBOAnM7GXuIBYY9fkfiTzM5gMAAgAAwHpauWAYAAELeqjonRGEAjDQAHCQQWLMBLBQiJhRCgl3IzD8IgknDTpAa/CMXShICPiKDcRiNo9Xkf4G1AU5amHyGMkxCBUA2lMJ0/hDUvxbuCgIYMKgbeCOkK2CBdP22wgIgOGGx6nI94d4Wr1chHIAyA5wT8cAh0h+oOo1NNqwMphAC7+oNwLLYGDjENIwEEQFIzpEfEwfipNYqonUVAbRIqXBBIRXMYVCgoAuWUKk4Ya75gkIMYnsIFEcOQRTxgdLkIBjF9hAphYDEgs41A2DOUa2RoieslLIiPF8CILqIKC9Mpo0HwhBZnMttQEk2aEfOEmBqCDaDdC4baIqIDu4LMaQbUAddOfp8j3lrNEnzAVRijaDjiUZlkBQSwDxEGABKALA+EOHjhuWWYAiHhB/GwBthClTDR6/cOYKYOTESdDaeBANltTX6gBFWCRAYQDaqV7KSICHBghAk3nW6+AOyAQJmPgQUxptGsIOKpAwtDs4TmYVgraAXpGChABkzCF7aTLXraFnFUVMHogshQHuUOqQTRZxTYJpmMvS5HvGJk2+ohUSXQeITgnJOgZicI5HwlwscNyzp2UMBmlALsF5zDmF2wO4Umpr4NVychDBFn6ZxXlFgMQcHRjE063XwZaVMOBAiKXXPSFhAnLETCILMZCwJNSCxECBBRAz9JofCbMZRoE2glYYoSCJ+X6R9xLBEOyAhupZ7JO89Lke8dkIFNoGS+i0yGd4nSMxCtGKMS/wAREhR/cC2SMMVhzTg0TZwNaQk81ixQI6IxyTqGU6vl4DGosyCCJSVaa0MCoMxKHhfH8063XwoF40BfAd2EbBlJwtkTHqNIFBGAY5AUGLvANtf56JAhJAVJhBJ5V6v0QWCLz0gxu33P0eR7woeCJSnBFoXZPWANCAM7YSAxNQ2RTYoiCFksUGEiccComIMIehSBlU7UGySFkUAABCggDSAIg4CGOAQjIxQ8B6bwGMCR8wQSRBTGCDmjEAYFuYKmCq1MGsfFAiDSBAeOgA0TgcYML1CZlTmRRQxM1sTBKahuTn6KrPOnrCCIgqDEzXDD/YSgbA4B6PI/PHRQGTLRRUZDD165W+o/qWTAxt8eMtpgPQ5HvAGIAFyY5X6ERvUDyhYjggHQCScHEFudqDJuDARAsawBjBwRqDpyq30ycCz+GkQAPo66Rkv0IN6giWbEc0wp05VbaY5i1SglmORGkByhDqMAn47/ADw7hDK+ODuMHEDsdOHImKJJwbN4aRAhAmCMZrazDhwVIg2QEEALBq5aqpUHyHdrdmMEA6kNefmTfsENbdUHz11XwAxBLlsMRkaj439Dke8o7VExMBxKDECITohqYazinKVYpb2E6bU+AMRul2Yx9KD8gvC8VDYQRoUABiYPiUDDZhwCHNgc5wviJHCwVTIBUbgESUtYH4ffmzF0UqbEZC4Y9Et87SlsmJAtwD+xh+MD8Sra3vis6ZnEgl1vxbhOJcj5H0V+k2gPOGZXGVs3kRF1qginrKw8Bnz4vAecgCIiogCwGflk4xjb3O/ocj3hbK+MBAFgFAhU0bwB8HAKYSCbYH9wFuk8T4AAgGDQiFpVT6owFb+0zU0b4FIvU/srNcw8p1WzwRwsYcMIDcG4bWjwNlnAGLngjjk7wfqFulPkX8jvMD9xxdeAGVkqwHBH1ZHyT/IC3CYO+URa/glO2cj5KxxNkaGY3SBl4NHKjfuPN9UotkxmdAfEWkTpmGMvFj6ClVWb/qXuw5v0OR7wdtfGCCWIcEZXRuACPzJBAB7QABH3cvgNfvxDpNTOn1zb7MAsMRkrsfFJsfOU6rZ4I4WMVB8BhZIwpSpHgbJuA8QPxgw3c7gfuVeKDpvjSacgIisUH+4Y7jCD6uj4A8PDIovwRNkG4+QRwgkEQYUBJdXIYEIkUqHSYD+lx8TN7FLYoDwTIMo92Zb0dIreH8goKfS9Dke8ZQQpMDnBo5oiqBB4ksbFlOKcpV1lBKOJ/hPiHVamdLrjrDhMUBjGgyKBDoqoYsoVQRFBkcYTTlFCMJq7QwJjDFYePNKClG0xhABJg1Ewcd+IomAsRHCW0xqvdTG8UACc9jfr+pkgV/NZmmX/ADXw1Qp8EnGubyihUxBxhDvlG+IOdG4UGxvj4AIRAVJjyo1GbP0lZc3D/ZpgHiZpuHz8j3hAAgAQcDHLsAQ3QYHdgIQUAOFgFJUdbSCYHGYigtbsBAeAUHAgQQFBSwUBAEAAg4GNFmym6C47sAQ8K3JiAuUuZ51N828/Qj7OCWhkf7gkmCEEAoAMPA+80BXfL6mYFd/gDiYJiKC1OwAgJpjtEwAAABQAYQ7KhZIW4ahGDAEsCCPG5AUeBROA6+Y4aKZDAZemh5g4iBW1844dC8/I/O3IRIBREDASAoXgOvkotlFMbgepTYZuM4X5+R7syAAiVWcen4LPnBjCQALIKogIrrK6DVecIt6JaMIT5CRkw4xqBhbRDBgICDY0nVn7lVGJzEDoMSNeC+4pqi2AAQyGKq2t8CigVZ1G2CmmaiIRu1WEQCDPJtQBgOAgDutCiUWAuTlH7D4Tg6albE5Q8PAuyfqOBIAVxeQUsyYRoAJgsB8oi4MkQEP/AAo/AYw6AYXn2lyceYHBzAf0NZZoAxMnxpDlZVJo7s0d2aO7NHdmjuzR3Zo7s0d2aO7NHdmjuxZVkgL1irIqVgUWpMilB5+R7xBtW+HKZ/mH9hMUX7RdEg1JAbr0YanqgsAic0egw5az74EGQLAQ4MQJILAy86q3RUGgftFGpv2M6xkgoYOBIuEB8ziEJrjVLyHaGu0YPbA2aBXtpCgTh2pigesNCCcwS04xcX2ouL81HayDFAn88cPK0HJCpOUXnbkf6YaKeouduUcG7q52y5Gq7K9BrBsOP1PkFPrSNmI2YjZiNmI2YjZiNmI2YjZiNmI2YjZiNmJTs/Ocj3j8bD/T9Qt2F/MKiivYQjMYAYfAP8j6H3M4LmT530QzpKVluTTlrGQUqiToAOEFcsDx1g/FFw6zrGSBBiUXgDCVg0IS7MItXNyPhTkaIeplyTA9InV6wiXyq6rJ2qFhgDaQeUUk1iI48tQbMh9+JtBMsEMdfL0unrcD5zke8aBgS/r9x8OFwTSwRuL/AHCG/dJ7w9AUqXMQts5QJMQckaoWZhlS4OpMsbbcJeAGXA/rArP6BGCovYTrGSKuEKxagUH6JQy4l1Njh5fIBUdI/q8nWFS5vURabgStjCwaQMMYWwBtogmATcpOVfXEf75KHx4mhAhAmCLEel0unrcD5zke8SyoMKgVhd4QXNHMqGRxWGOkHDT3awrA8AgHOJoqkLMAdDYrC0ARjRRoLy4NEcYWzLmbfUrCBQC6GBQDDHGHEJldphKxzktdCoSo6KA2loKMwqD5UYLAZCG+eZ6Lyyh+5mbIS66wfxCNRURglECYIqQb9CNFKQAAgFLr4DPqk1laEbIc6INABIBgPS6XT1uB85yPy7yVAE8B+4iN96P7y9PpdPW4HznI/LkpYL6docElATj6fS6etwPnOR/g+l09bgfOcj8segbRgYaYyAAwHqdLp63A+c5H5BlACZCMQczAXjH6LUT/AFKRuyjDwDwYiIiolBxZQgwd39fqdLp63A+c5H45Cb2a7AQe4EEGIgQNgREPbaRhRO66bKHV46gjwACAEZGXR7RmECEQfU6XT1uB85yPxpe9i2Go/UPMxlgNchBwLdCmj2nS6etwPnOR+MDVHR/c/saMesRCGLdzPmVOJRGd0Tuid0Tuid0Tuid0Tuid0Tuid0Tuid0TuiICqMRqfWoIIIIIIIIIoIIF7AhwR5+R+NrBiMCu1+EH9/z8j8XdACwQgMYhoCQpH8KP7/n5H4uqdCPM84BShfMf4vwo/v8An5H4soypS+aICxUH4Uf3/PyPxRqIuZSMBReX4Yf3/PyP8iP7/n5H4t5RiqJoVnAWARY/hR/f/GhIAZKEOEBQifBiFwqvAv4EBVNRKzDKIODBFpB2ih5fhR/f8/I/Cg9JK2+RlXvUo7mMDgYuIjuvA+6moTw8C8tBMTMKNn3QoIwkEWn+FH9/z8j8KenUUhUoDIOKqX4sf3/PyPwbhJFyoSoZUbE6eDDAKpc6n9zqf3Op/c6n9zqf3Op/c6n9zqf3Op/c6n9zqf3Op/c6n9w6ZAYaAvOm/U6b9Tpv1Om/U6b9Tpv1Om/U6b9Tpv1Om/U6b9Tpv1Om/U6b9TMzaW0nQ/qdD+p0P6nQ/qdD+p0P6nQ/qdD+p0P6nQ/qdD+p0P6nQ/qZatoinn5H4Kmd6eZQ4CFkwGJgD6wHh07P3veh0HrcD5zkfgs2LTC5cCNKr0wD9+PTs/e96HQetwPnOR+CLTFcAxAAAABQAePTs/e96DQetwPnOR+Bu26LHNOAgPJ07P3teh0HrcD5zkfgVoab8X8EdA/jf15OnZ+970Gg9bgfOcj8D0A0m2U318nTs/e96HQetwPnOR+BLiWixhOyeDydOz973odB63A+c5H4bp2fva9DoPW4HznI/ArznCtGAsPydOz973oNB63A+c5H4Hag8Z08g8nTs/e96HQetwPnOR+BPCpslwJYAQAwHk6dn72vQ6etwPnOR+GMM9gWTOxp2NOxp2NOxp2NO1p2NO1p2NO1p2NOxpSpqozNaa01prTWmtNaa01prTWmtNaa0qG3akzsadjTtadjTtadrTsadjTsadjTsadjTsaW6DLkefkf5jkf5jke8CExI9DNHdfc0919zT3X3NPdfc0919zT3X3NPq2zT3X3NPdfc0919zT6ts0919zT3X3NHdfc0d19zT3X3NPdfc0919zR3X3NPdfcu+ApV8MH9aoU49NocA0Mc5Qf0JFRfOyIDUqXM7w9LVEQGR4KOJIOlY4QsAIrHZCYVoAI/Da1hDJmuJVKx4vUMQDzgTBaovwvEgTeEDv8GJWRdTT3X3NPdfc0+rbNPdfc0919zR3X3NHdfc0919zT3X3NPdfc0919zT3X3NPdfc0919zR3X3NPdfc0919zT3X3NPdfc0919zT6tsxzWhHw5Hu7k6Rn7XhPge8KCxEFMl2OtC3WsVfdBBnjRGwX4uMFslINQJNAV+4jrvmakO2RB4JNDZmi1lM8QFziGMJG0IIgK4DCA6qFQ0wL1vBFYcOAm3BQyAoxXVV9uriHN4cj3hMa7tOyp2VOyp2VOyp2VOyp2VOyp2VOyp2VOyp2VOyp2VOyp2VOyp2VBBAs5F4FAQEizFoQZJ1EA2gukW8O0BUF0OcIoKNEB1oITvLonvl/HjsSU1AsUpABOyj8AGACVwZ2VOyp2VOyp2VOyp2VOyp2VOyp2VOyp2VOyp2VOyp2VOyp2VOyp2VBgAGAC8OR/mOR/mOR/mOR/mOR6v/2gAMAwEAAgADAAAAEPPPPPPPv/8A/wD/AP8A/wD/AP8A/wD/AP8A/wD/AP8A/wC//wD/AP8A/wD/AP8A/wDPPPPPPPPPPPPP/wD/AP8A/wD/AP8A/wD/AO+//wD/APDT7/7/AP8A/wD/AP8A/wD/AN888888888888/qG8/1z6zzu80//wD/AOiel0Gzf/8A/wD/AP8A/wDPPPPPPPPPPPPP6lKW3ohP1fKNP/8A/wD8Neo9de93+w8//wDfPPPPPPPPPPPP7cCPi/X8lsqnv/v/AP0N04+mN7+3Bqv7zzzzzzzzzzzzz/jH/wD4/wDv/wD/AP8A+vv/ANJ1Xc77z44/333z3zzzzzzzzzzzz/8AOQxAe950y705V4+goPluoju4HT5d/wDPPPPPPPPPPPPP/oAw4FJXh5ZO4T7P7cdP+e9db9//AP8A/wDPPPPPPPPPPPPP/uEdQVjTUbYvaATP2061gvq1xFv/AP7/AM888888888888//AP8A/wD+X/8A/wD/AO//APv/AM3/AP8Av/8A/wD9+/8Avv8AzzzzzzzzzzzzzPPPPPPPPPPPPPPPPPPPPPPPPPfPPPPOHzzzzzzzzzzzwkIdIIg44MYooIcAEEkEEEEEEEEGEEEEDzzzzzzzzzzzwEPtewD9bHGMqPHsEEkEEUEwkEFEEEEEDzzzzzzzzzzzwEFiTwHwTAjsN200EFEUGefuYkEEEEEEDzzzzzzzzzzzwkEEEEEEEAEEkFCEEEEEFMSWqUsEEEEEDzzzzzzzzzzzwFA5xhYijDOgm/8AtBBBBF7c+++5BhBBBA888888888888BQ2ShRfqQjKQktNBBJBS+++++vACBBBA888888888888BCRySATTEDgAyRwBBFFV++++++ZNBBBA888888888888BAXjtrIuTLaDGDj2aFQc++6/8AvqKAQQQPPPPPPPPPPPPBRzYj1f7Y6NBzY2T/AIEcz+Br/wC++yBBBA888888888888BViFmAAOwAUDzTe3OBAjhD+++++fihBA888888888888RCKFDMAJCPMFJEgBELHhJywwwwwpxBBA888888888888BRPSDuPj7tjSBRBBRSTCBQxxxxxxLRBA888888888888BU6pRj04wRHHGNINABBFBBAAAAAADBBA888888888888BBBBBBBBBBBBBBBNBBBBBBAAAAAADRBA888888888888BBBBBBBBJBBBBBGDBBBBBBAAAAAALFBA888888888888BBBBBFBBBBGaaAGoBBBBBBAAAAAAjBBA888888888888BBBRRBBBBCKDBWAAAAAAECLLPPLPABBA888888888888BBBRBBBBBOABBDAAAAAAA+888888CBBA888888888888BBBBBBBBJLBBJDAAAAAAA+888888CBBA888888888888BBBBBBBBRiBBBDAAAAAAA+888888CBBA888888888888BBBBBBFvFzRBBDAAAAAAA+888888CBBA888888888888BBBBBBSzSzBBBDAAAAAAA+888888CBBA888888888888hBBBAJSwwwwwwh9999999gAAAAAAjJBA888888888888hFBRDCAAAAAAAC8888888CAAAAAADBBA888888888888BBBBaBAAAAAAAC8888888CAAAAAAjhBA888888888888BBBBTBAAAAAAAC8888888CAAAAAADBBA888888888888BBBBNBAAAAAAAC8888888CAAAAAADBBA888888888888BBBBqRAAAAAAAC8888888CAAAAAADBBA888888888888BFBRFBCgwwwwwgAAAAAAAwwwwwwwiBBA888888888888BDMMMcMMMMMMiOABDMMCMMMMMMMMMMIA888888888888BQy++++2++++IsCWcHzR662+62y2++pA888888888888BBBBBBBBBBBBBBBBBBRBBRhBBBBBBBhA888888888888BFBBBBBBBBFJJBBBBBBBFJBBBFhBBFBA888888/8QAKhEAAgECAwcFAQEBAAAAAAAAAREAITFBUWEQIDBxgZGhQLHB0fDh8VD/2gAIAQMBAT8Q/wCL5nGMFgjl8xka7+3ADggA2132KrJS/LOK9kUIJI7WKLUqd+D5nG8H5hFQYgaSj+YCEAFfqJQo1VHOEgqHjlEVprAkCJtAJNABmsHhClW2V4gDeOoi7o7oTeInoR9weAFlWGJ2hKOIvWj2jEToSL9SHpsCqtXfBDSstxpAObJ/sLxkDW/A8zjeD8zIQRMIP+P8hzGy3aIP/B/s1MSvJPsIddDTRKfhgamBy0AL1nnj2hMFc8fcDtHd5sWuVYAgHyVtHVmh0lGoib1ul3XiA5BDB0gGs9DpGZZ1hCAYwDbCE4ERAYgFBeMUart8zjBQNRhApNY5od1L+TjC0rIqVX3gqBV1VomiQA7xnQ9UEUCMDrAQGmcEoWWPLnBKmpl9NdICk0GO6YycC6UFdeUGpbHB3VCxWAiSQUV5UBXekEaHVQWFCKfWUgGrECysi6fMdkCLY9c9DECCCoGoc+8NAepWFSWe2xApEkC5kEoQgJADYYVNYCJDJ0ACEAkIRzur1g7AiKgZszzOMcRCdA4TkEMFWJwjrsPhXEAFkGlGzhQBADElCADJaOMwkmEArGI0ZbjRs42cMG9YG0OQogAgBPM43j/MxHiewPyfaEVGtYVlELmeMfeEBtWeF784RGkDSBZQBsYFsl+wvG7EwOIBNoDHAm0qtJVsefxBCJJNsYBCQOwcsE1+VHo4RGLhK7PlZQSQADVoDRQw0EMjm1thKLmq6BRLCmDqnCMQBg4Kt65iEhhjTdjzEoK6ytX7wiMGoSzNtVHEUKBKhBV/sCICoDCoCt8G2qw4sAmtGO9+UvLZ5nG8X5gi5QSOoPzPZ/M/BonjH3nsQaqTT2ZhwajF0hC0Stn/AGPKGKnmoZCRqCD/AJBdS8P3E0sE7L5hxFwV3/yNbIsbAkCKKBlqYBRCkY45Ui2LKYh2J0jAAuoIsRKICoqwA1pCAESPkgyukCVV8FNHpEIsUVyzzcA5Rgrmqb3mcZBAEa56Q/1okGufesCoxYKNDlnCKMtnjSHJYtEc+SnsQbKqUrhlLEYhhGgXaGrbwr82lLwF15194rsAGgWVDDgpg53JGUehnv7GY0RZvspDEB6oypHPIcHiGwakAQrBqw4AKIAGorWq64wxlErRoa4YwhBqKKXQDpXxF0mSBNLIJQMSHrCRvTFVt0jttE2WAW/ykJZe75nowLEZ9Xw6FVOBcC3vM4uj7CaLsJouwmj7CaPsJo+wmj7CaPsJo+wmj7CaPsJo+wmj7CaLsJo+wmj7CaPsJo+wmj7CaLsJo+wmj7CaLsJo+wmj7CaPsJouwmj7CaPsJouwmj7CAGA7cZiTpkHCQImbUNYRmkMFWASSlUoMYvSOsBgmDsxeChAJzEZ2BygKY2OEHEYYNeUfADrP8YwmQUq8JBoj0N7jG7qV7GEwqFCC8CpzwgkMk9eJTDYp9tIfTFGPIQ65jyZXvNocv5EzdI7/ANhzBfgDKUyD91hB426GaslAESqk+T7xTIqoe3+8D8qshLcC9xvO+IJlFGiPuIbREnXtDto0rHuVPgQjKBTyYAXeuv7rA46e7/ILkx5H1NcCTLvP4SnoUy+3w4T9m/svveIIsGvx9R7RLEBwxVZZGmPhdTCBJ1wRrwL3pSRCJ3QVQO/gpYNf5DxcNzj3+GYnQVmHHQUYHaWU6gP3SAfLQ5717jBhaWgkAGkpd3tAAUVBaFq0tA+rQqdEDCiDKCFgLCAL4ZAaitH0K6QTwhYRRn+0iGxc8omWlHS4PL5mFQNCl8YQQKBRBYSm4QJWdtBCLxcXqB0GUGIcivmO28AZkENFjGEZJY5bSHQw3F4CzH6nKfUGnL9y3b3GS4lX5awcEIgY6iEuhAw5Z9nvAIwySfaUWy27fAjjN0+0OcAQPBh8JU3gnnFz0H3U8d8Q7lYkDbHnDSm2xsT8doC0D7X93UuYH4EDBSRZ7pAIRmaQaD+9hnLyYK3L3GIjXguwRbSMx7LT54qwMReqaOVwIVnIhCFwSu0OVYXnIp1hINQKwhI1MqDGV2lmUCAtBgNwB0EGA7qnn/N85vQD+8TCGNef723L3GCjLM5CEXGA/f2BKQo6YUP1BxJeDvCZHEH7SKQ6J6B/tJiKCP39gekslLDH6hrNUAdHDC6E0RAi6aSslu2Hb+wJMl6IwuvmCGFlGOYcBKvFhmoAQIg+V/rZbYb7BwwaABfa/fYqYCXBdT8D77R4EJJE1y2gtoCO8A/tL/dy9xsJdRq9vsIV1xjoSRNCS+VCgiqCvSFE3FByBIjaP2ESj+Mw+b2Rc3SDpQfwxKmvsYOr7F9RA2hHNfYEEGx/Fyi8E7f2Hqp8wCDsPgCFwGxhcrDnDBFxioHJQoKwsNIXCd9dPuAABDcymAn933L3GHq2YzEDGMDSECtQW49xmHOigGB3g0aEaaEuY8IGaaIoe0magKc5GKdFBi4CxKy2b/28IMOp9axKGGp1pAMKvyXFCdS0YWwJAHGE2j27R/qZCD2L4EBhIDdX6MP5NJDtvcYT1LoJIo/n3ChFCQz7RydDrCgFBrCIUK2VNYJTXWkBgiCGKiLzkxPKaYQSQ0GJgSBFbI9YPLMrCEVtSEwbQBywVOn72mkmkmkmkmkhqFLta/cFbDO29xgP2D2/GBduT2NIME4h6pD5hwEiSFgg17Q9BMl1EBMRFwOtTPP/ABQ5woLrQUEKKcQAdAS+sP6wRjq4ZdOpXJ/MI4VB7/UC4CgHSw/c9p8AGktsaDsIAqDY9A36qrNt7jBLEHXrSACChPCrha2ACmSr7wA0S2Viz5iwAYkCEDCCiAdqFfXaArgEkkTStfesAqMEQV0FJZEAHyf2YuYH07TNj0/spVXdThAucI4WAP7SMEQpC5vG+/ZtvesBVd4337Nt71ZKDgAY3jffs23vTkgBmcotCCKnDmwZSN4337Nt70xKDgBWaCAIhsJQcSJEiRIkSE1jjjjjjlu296bnG5YeAd+3be9VSw8A79u296pFh4B37dt70gMUDBizCEQTuWHgHft23vRozpKiIQDeARYG5YeAd+3be9CSAZhMVoayNGjRo0aEyI4444444oooooopZtvehozggAEs9NZtvehKS2bPTWbb3oSOI2Wems23vQgLDss9NZtvehOZJx2Wems23vRqIRCIRCIRCIRCIRCIRCIRCIRCIRCIRCIbl7jXQzXmvNWas1ZqzXmvNea8BBDEIqHYEAaxRNSakamrNWa81ZqzVmrNWas1ZRAZe41FWNnGzjZxs4+cbONnGzjZxs4ii8jMYWLgIJTmhaEMKNnGzjZxs42cbONnGzjZx84Ym5e/5l7/AJl7f//EACkRAQACAQIFBAIDAQEAAAAAAAEAETEhYSAwQVGREEBxoYGxUMHw0eH/2gAIAQIBAT8Q/hfo84EVUWrU8fvkKIN1x5dcZ2lgukGyz16xr25P0ed9yDOWhZqzFw9COoOyAG1ZejWWEslWLLUcUX43gy6EtxZwsLtDw/8AI8SUjp2qHN+ofioUF0Dj4SkuG/xX2xZyZfoIKQvbHI+jzvuQjvqBCh3YYhr3lgOn9xbYP6ga2/8AZpzFP1K9WlVPqP7i8cGn3PvcIR8KXK01zOgr7zU0mPq/+wcJqy7RX3gtFEWi4gpQzpgiBBdWIyfX6PODdGNBpH5mFh0hiIYIptzUsWbGFS4pFsIOV17RUjWOYaP+xMV17cJatNP7i9Sz8aVp5louRb/fiLq9M1fmXilMVfXv8xqFtPH4mubXXhpBlirS/wAaR/SVi2AQ+CXA30loFev2IFNnL7r9R8llz6POKt1G8pXeG2WelpZ5iHS6XKI+DqvaAgGGvVxAw1KJXSUSiUQ0whh1tZ9Hnfcidinlg4KhpqWYPx+oL9brjENAFjpLSI2G4HbRA21UdWAmkEL/AB8TW1gMx6rPRhHQ/ev1EBTqaz2P7jdOolaS2Fu39TXZ6aU6sIVjjfTbeKKU6/WWi3j/ADxDGjVvfsf3FKhutb73KQt6i9crtLEu/lrDHp9Hnfciceafwno/0P2zB+P1P8/idNWv7qLZa0n3Pt12/wDIdao6HxcNBYtG5/getfpnzJv9xzo2UmSvRdgYLgUQW4sD0/qGbJpLTo1+YOhrr9fMYCD2VLX+8TRHTi+jzgYL1gUNCospAear+oEJ0dp/j8R5jf7hadGt2Chx10mqGkvZR2lGtHOIUG6r0PBDWAaY9NBdwmk9DreNYinTVPzL9nU2mY8azb5IOhNGvxTL+NAr51uAT5M/MohVlfLeYacP0fZqdb8fiuXRd9eQg54vo83eeZvPM3nmbzzN55m88zeeZvPM3nmbzzN55m88zeeZvPM3nmbzzN55m88zeeZvPM3nmbzzN55m88zeeZvPM3nmbzzN55m88zeeY4ivPOUJZLJZBuWSyUZZiWSxlO8QQb9jh5xKuUaougTIuUrSDSy4pLg5RVcMU0QC1mlTkAcnDzsPSmiKkisgtYFw0VDQQ0ECivTd5rb4tDcFNZfRVqycjD/A9CakT2gjDPiId7dmNqmniw85USwZhdXcVlXSXCzQRUiZuGhisNhdzULuFzfFlMQGuPAI6nRha6hw4edRKYtEhKmmPSXemHVBpASBYsYCkQKOJoocLoqCUPFojkzBsvgw85DmACoAFSkQwAxAGvpUblAqUqpWVgDhVt8YauGApfTgw86hcH1jVqDbU0UfQPrCzUM5brFrWWzUzqF2parnR61Ivn0zDulL09UQkNAdeDDzuiYQWxWrBpcFBMPQMsNdPW4BmNYmiYQ9Esqa4Z1bZQlXD8C4MPOoVB9Z1JYlhUbFQfWLdkK3foSypbFywojcCNgI2b9EQdIhzAmsVFy74c/Fhj1w85BmUupS6lYgzKVcpEkpVwLEEAlytXwUw4Bh+CbE2JsTYmxC7TW5YA+uHnDS4ttzosRC4hhZrYtLOxDVJBauYUmpD1IVNZlpdVliq2+mDlWHnCyCgwTUaJgICCSxSRsWiXqarWIqyCpWWAT0ZYeLFyrD7ygzcWLlWH3YsEd24sXKsPtwVROusvfi9moJSXNOcWLlWH2wW1GmNYRW+gtqW7y3eW7y3eW7y3eW7ykOMAV6sPtkNHTgwcgxynD7pODkGOU4fbZlwYOQY5Th9ogWNI6qBJDgwcgxynD7O0VBFOILUMQUvBg5BjlOH2KKiDDmG6eOqoCMpKSkpKSkpLEtLS0tLS0V+rD7HALispk8ZnkPKsPsQG+r6ZPGZ5DyrD7GkH0yeMzyHlWH2OUPTJ4zPIeVYfYkAdPTJ4zPIeVYfZimJbvLd5bvLd5bvLd5bvN6b03pvTem9N6W7y3eW7y3eW7y3eW7xVz64ediU2ptTam1NqbU2ptTam1EVMELCbUGLINNqbUC9JtTYm1NibHrJtTam1B7Ew8472ZlO0p2lO0p2lO0p2lO0p2lO0p2l/GNB6JRQzEWs3nwhTSpRaU7SnaU7SnaU7SnaU7SnaU7SnaHUJh/jMP8Zh4//8QALBABAAECAwcEAwEBAQEAAAAAAREAITFBUWFxgZGhwfAQIDCxQFDx0WDhgP/aAAgBAQABPxD/AOF9mzZzApQmJjNJNHDnoqHFiFgbzE5fO9x1DBwFl4U2BoBCPyq+mRE2TgsttKHIRQiwxZUKnwazSbxSmJiUsQIi1AQKDgUY90OCJDgargU1HxIJuIp+u2eZ0U6MMIJZOFqFrNkz1E7VNkjJwxENBxOPzK4nBLQI6RUwA4YCAI3ovyg4LYOf/itAldBlJbyKCgtcmQpbLZRVwZJVCjpSKEEFjNjlRJXAMZavF6ghnqi84M1G0sAldQykwpx1yO6ojYSXlWZSUlsCEASzJwaUm+8BcqOMgo26yoM7LYOz9bs8zorzemkFIj0DDzE5UoC8zRAPRaMa3N4S2Vabbim/dMxQ2ZoBAgF1omuMgJEhsxioYCRDBN4oBTXigG3bFJ0MACMfUvClIFgCTcGbVjoYT0RV/IMAGrqbaKUPEgdKWslTYRThGLESNzV30k6+IBBjDbUQjvGScaYLQhiMbqbTfBEaulQssSTASJj8WBApbVuhaVEDsZynTmUKuuCZJbGkXVKdHayGL6aP8aCVVhBwoUldGBiw4lGMsjNsKIJSEAuFAGyJWBmLbMcahffGyiG5o4xSzPcckG3E96gPDnIaKRdLbAq6mFohgTZ+tbPM6K83ppFwsT8ykEwSOOVLuxh0AMc2jxI2MDABtvypHZXBIab7PGn0hk2iawZsjZcOtGvYBdVT41rJoHsLH28qIiBtXSlXnSAiyGAwq432UFimTuQlx6lFIo8m1J0SmrhSaBeigHOJgMksx0rxmmvM2lNCinFXkwxhDFGdI/e+PCMnCMxErmxVoy5EO7OFSznFTSMQ4YKkpkEFZm5xaZ8cmA6wZ0jICAQBmZM8aj1EHHAhGllpvCkoAp0nCsdHqYGhobKHtQJS1iXKmlxRCBgyb6gH6CC7VjF/W7PM6K83ppOIQiGLLuLHKolggzgZPSONAGIG9FAMMIdo5+yiUttgQ/Y15zVUopemyw6dFCHCN3LUgJkhwu9VrBCbuJagYQlHWVHgisOiqU54TignqV5rX6eM015m09WvF6viBRLEbksY1EwZXTCCdPbnP+xNDLNtHwQ2X0wkSUGAYBggojHjZAZJ0rBDFTiE7DT0QFWAutQKWERHplizB2TE6xf9Fs8zopovAXC2Fm1GqK7ZwDN2U4AZZpOLa0YCIC7EQ6U7TRWAnEuNmCgyTCplIinbY8a85qrAMENqh6dFG6JPrH+Cm0V4dVXvR64E+6LbiOtTo0UCZuEk5xTYQ55wQB0rDX+8Wa8Vr9PGaa8zaerXi9XxeP0VL1ZgYNlLIxLaDZz5Uys2kZxRK9IJOVDexNaFDJF4tNCfrZECsyDbLSoDY8ia0GWM0kSxfgWiyLGaaPM50amMlmRmmiawBLRPUULiZO3KaCSHHOQAaWo2QjdNwXG9ijCWNYgiQesV5nZQJIvUMMxWSpiJqz9bghdgsxgUccUCYEMcy7UBcG0MoucWio/yQLBus2rRg2x3HjRJPDwMoib0s6qSLCKLHDrUOBQiYK3HLTh+fsPitDwCC6VEkbRXoUHJ8FWNxl6TOZPCNK5qR/7MdKFiJZFQFlFyKiRJg2bgqBjkQWJDZtT+LgUrEkJ9MKQbxw2lBQhRK+iHSg+XTyQtRbS3Awmxo8RTHKIcvQewSvAILxQ+YMgncLV5x2oSjqQgtjbOmQBGORIbx8Xi9FJYspGAus1HyBowXjyp1XVoRWbsXxpFSoiozZAa08yNDVCakTu4QquHKkTRONEEDsagdZY3AvwRqTY7pBZnYypE2RbJnE2OdPhCvMUrsVcsBaXKvNaa69U6QOjCyK7IZrzOz1ULMGZlE5KDbnTJ2AUJOJ6SfM2noZ4W1pzay2Uv/KJghWJuymyWOH77ZJ2shJQWBcFKFILiEHCsLFAhCtiaSSgIAEAFoq+vbLDC7qWqwkIKgiII0qVveMBNBIC8Rdz9EklEJFzbS7HwEYN1Wdq0p50oRRJRKaVss0IKvhaYEk0otRxoclBAIMkJoKvCBLvoMA3EGHhSwOATBuoFkVjFPOhgcAGHfUMwylBnENOhgWZExHF/P2G9W45HYtGZOAFiSXLUsKleVMYlp8YoWKY2H2M3uiKrF5Gk0AR8FMheygVgu0iMIjt+YWAu73whLYEgoSM4rVDlfd6z2mTZUMMVwzsVcd1TDuGxOKTD3CGYEKzM3/XbDtUObNQFRVWSm8XirWLOYMFG7i/R7kN4ZTUSsNze57KCDUCEQlZ1i3P5rFEQGUpdpEWqKySYBlBjafXuxYSg2khegkgptypBoTQ3xbQsh1oyUbTLeDHCi5dPcn+USwuKGstWnljO0irjjBqYZvvpiZ1YbLhd2qUph0ShljbNBOLOlznbaOdCdFKJMJrxN9E6JE3QSME40Ahu4y6hYzipI4QIkRjrQY6I4ZZLGV6hCyEtkbY4VOdyZICU5U6Y0NBBxTnUp12rQLcOtQYlfQTFmbjEYUPtewkCFg50apSeFEQt88Zq5SIJMrt/RbD3MzZ5oxyJeVHBAd24EvCnbIyq0kX51M5JRlUaAXRRcKUHIaZ0iLoTFj1Ib5xeEzJWsMls6eetI4EsEAG6hVNMLAargFHjeyhugnhNDYRskNpR/XMXMomzUKmCpg1hgb6cBiVlt0260+RhGIlko7y5TZGsO9RJNK6m4cedWODiQkiHS9EZEHICWNVXJ8icCCb8qLxuhLlBqo2/UWEpaWQnbTULkFMVC6GlI8aHQeq025tnDnFZwVOScbPrBVZCVgNJkALaW885Kgrmz1JjqzQdwaGJxrV3zTRq+2xAbyMqLgMIsOL7qxVpbLa+igg5gPeIvUO6EQLImMhlFXhT+6+EaRrTJw05TflVp4cLETNBfJgRuYH3QyDuMI1jhSg4JxBtRoPNCGEX1vS3jBGIIj908owLYGznaTWrRCkGMrxzadapBccl43qP6SFss5L1JpZnlgWDC9IlWCkmaWc8aV+06kIn9FsO0bA244CaE0JXMUEeQn9rwOmvIaemvlbHqpv6v0iEQZLzRYHReNRViFEHCzi8qOwBgQRd3oxxGhzgMdKYOzHGZFB1USlGyo3ErDsLuu4uN+FYwFpgWJV2FNLk2SVfHBLVZdIxmib0fVRlR3h/6VEIdwrsUmFB5NhL1p5rVV0ONGdULnlJ6YcKaaKLQ9Lt2maR40MQxPVSwEq5FClViWSfmIIS1N6Y27PRQkEMpu/U7D24Fy6GOZPIpFgqXob9VCXA0cmNeQ09NfK2PVDf1fpEENU1cWhnShjnYx3tQnGXaBSEDL65mmptpB1EMD0/1V+YscSLznRUUtzvtMQk5UROFC1nEutIJmHRdvOKvwKdwydEOFGQAA4petbkghNP8FPNaqIi4X6wBYABupFFTSxmU+xp2GDxb9BoUJmcmFu96Ww0CgQQcqINtIZQ3yqD3yjfF/L0FpwVpibN3WnEHRFs4tx5elixUCysJicqa5mynV7NDxGQQJweENAo8wBdcwOFT1kgHHE9KN6Bw0cyot5ZEAgMKG0CJNlvMUFBwEJeFDDkpM8X1QuSfqNh4oBRtBTcSQbJyrCDGOtw5jzqZgtgZiY9at+GkSgkQizrScwKaqz9D6ob+r9IgYDG9IbdEoHiErNrTAZtkxSlyAXOCJpopps1Ci3WRWbkgZOVShKuNpgu1E4leV0OItBwQLYmIQdcOVAfpA5rHGChiSiGQMs71hdGdqh6Jyqyw8dh9BV0pQXIdArzWqkqLIhWZ5TDokDnUMzawlilzGiahOI2GevrKxhi5NR0045U76LSYwir5rZpuTbC81fFAbLT/wAGg3toHfC02nANy/ylsTEyiE6bPS1xEt9AhYI3daeFAKHaHiFO7y4DSZ+qvlcjOtz7oExouCkpLgkiydrNTl3DxapKb2WxLdfqpdpVXFzKlqIzy/T7Miz0JnE451wVgMIxg+qyidgG6RLOXjUni8SCXIhszyqPpYEXphCUKWiRHO/1SgrymQdVzay7LSDM4prji4IBEQ/iur9Ig2kK2TGY5NDkiASuoGPSmHmJ01VYnGOtBgHrwJISYOdqQYoXgR4xHWoYokRLiTBBSZHSiEdae+SI6bxIXbJSFqQBjgY86fCOrVAwjAakRMMa4ZVmSCSpExGfTjRg5Zwn91xCwUKmYNaicIlMC6jk1ekRwCW/HpUywPCLRHT1VZkjuGHotAbcabQh60ps0t6mBa7pSeRkMBGE3Zq2Z8Z2DcoFTlZ0UTfk42GL6ZbVirJzm2OlAjeA5tukpCNfZK5RurIwc0ebS3YuQe+bdajSAGgU/TYRaWYmE08iWDUJgSmdmlWPa1Zb57UW8IsMhY6TQAAWD9hs6v8AGmCcDQcxoCQWYOf4D+EJmD9js3qUJb4pMGSCA5/8Xs8v7V4f2ry/tXh/avL+1eH9q8/7V4/2rx/tXn/avL+1eH9q8P7V5f2rw/tXn/avD+1ef9q8/wC1eX9q8/7V5/2rw/tXj/avL+1eX9q8f7V4f2rw/tXl/avH+1eH9q8P7V4/2rz/ALV5/wBq8v7V5/2ry/tXl/avD+1eP9q8P7V5/wBq8f7V4f2ry/tXj/avD+1eH9q8P7V5f2rx/tXl/avH+1eX9q8f7V4/2rz/ALV5f2ry/tXl/avD+1ICDTlJLSGFj/mMf/mGP+WSWENsCWvHe1ee9qbA91AA3Atgp2PUqoA4O8ogcgCEkuFCTgy1lDUyV472oVKDhRYz9GvmMwDbFIUzUxompyXkRYnFNlC9OQgDVaeiNhK8wTwqxW5BA1jM2lWXe1EmMQ2U/pAQUijZ2lL3UCAUHENtSmlTQEtK/BGIYFbpoNLzCGNAlrx3tXnvansC4IImWcKSkYwg+g9KChgdxZ3/AEeP+W2CMJiSJivvFsGZlpWiLWUOxGFckV4BMZekTw+n0Z5IPthERCKyIzQDM4p9PN6+qIpf9gHGX2C8CiU8ydgtK5acqsCAsSb8kyqBVmJ0CB0amFlSNgB/2jLeDdCR0FZEBMzA+q1O5IgdFR9TWzclMSRNctky5mZaVoIllDsRhT6ToMBEjKxMTmU8o4Ga4Y6VFYBBZGTclIxI22JJ+ix/zT3k9PREnBqSSAxTYUEIQAQEFj0VwREAATNoFLOyXpCUyaHolRiKc6SoajJiNPQ0yJgXdB70DcEvMPeiUIM8EUooj3E3ZaCMoDZGX2U1ZK53qfupNuy7hfrFQwu62Gfvo9WvKaURxsO4XagJgAGgCiRA79T9ApSlSa+GXxqBLhQMkNRn1JsqrICWkWDQoks7RjtocxAMEbj+Dj/mnvN6eiIbpIZRgS0Q1KEBTkegMomoGGFyj1MUjYwnm+gknDv0FgQXE58PQ06SEDWD/FFYkcZIkdKAwoHkqw5JTQovh30eSNI9aN1ZDkNTZMw2wR1URW4gKoYkO20lOkerXlNKRuiTaiZ6jRFg5jJhJwZKJEG01JU50mQLGikv38bRCMzIXTiCUguLrYamjUe1Ay1HRPS00MM8y5EcaL5ceCGezbUvLIJxV2XOB+Dj/mvvN6eqKJ5fT6G7MZAlMYqWw0oWb27IiipztVcd60nHWlfpXrUYSzV+BurNcHNUfIAmABAVGhAA2WOjQrAYPaJ6lowbkDSw7UB4DA2AerXlNKSdUxTEtqmm2prRSRnnElqxY9dfMoXFc2gAABAGR8YhiCI5lK4h+87rklTBdtXVpa6mdAWRLJLkE1G8xoQtxRttypMa02plumOBTniXfBBqW5NNg0wIj1oAQRuJn8+P+pETfBYcyhtowEB8R0owaHFKBAAsAWPlAaqKlQsTpI9KadInSuwp4DBJYJhSw86IJKk2JWgaWQecUil5QTi1JhEoGWwQN7PKlW+LAvfyoBMXMuUD0oVkUsPpiHy4/wDwI3EpLgfK2dLpk/KrUisAV24IC4QaUzKA5uNh7vCkosVl9R6EAADJI1n18iPBkelPhPqgHPhJU8BzhBpmG3DdUaPZ7JntbPkx/wAw2cVkJ2ixGC61Cb3Nsgs2afKSkgGC6ejwItlouVERkU9srCHFwCcFE7G3rCRiOtIcdAAuFgihIqmj/lShahLeFMPCKmAXIGY8UzE5NEUOAJZjBhZ6NDoJdNMTKLdl3VDMkiCxdgwpNHQQCp+22phtV1rI6fJLrzF8KhRnE4hzCaDeRQQkDZtRyLnCsDIKnInkYgzSaY0SB/lQoHoM4CzNWY3VH5DKJ3YiiQoCsiLwKYx5mFHhFMs29EYYmNfjWYtDSyfU8aknMZQeqooQTGLBCLmPvXxpBlajSykoQ+gnbnnULzFhuJ8Fq3MTpoNup8eP+YDIJZjEx9KkCMQJDCNIqfoOAJYk41IsZAE7Wjo94Q3JXVUeC1K8NppXKlEOBoBXBEJSwMsId9Y1eHFMsHESiSEUchZdWmjByOYP0TzPQPuJitGJ5ULx99aAb8Z20vsGgCkOdSfERAhxaZ9CkIGRXSvrWdw/yUAAaKMSxSZlJcw+xo56qwcbMNuPGiNxgIFEDkNAAwWhIAN4M86WOKQhLi/EKBZGAGdXMh7SAdWhJCBjwd1VnMKMkmHNd4HwbqUASu9iF6oczdW3NdwxNceI1E2C6wcfGXxY/wCYhwEhxIYGupUXMOatthtKQuIio+o5SdVV57Urw2n0CKYyhvTWMFu76AzDBoSKc1oIb5iI/SQ4ehAY5r6WulR22VtQj1mvM6qnd3Hgna0YwwXa7BaK6V9aEiYvYUFVlkCMxOlJMGq2Bm9nesixCiZJ9NLspuPB/jI04L5PehzHSm8gyojibHH4gi1mLEzuVuNOaKJJhJOpT9BJSTeScIpVVWVz+EICXoRG1QYRh6jc/TU2r+TDBzW3PxY/5heJgrKSRwcN9QclCETLiG1vxqY6+OpL6WRRqRIyhO9LQCGRuEtppaezEKLSWyoyUJxpCdqEa2NN2wgKOe1DDHBbIL86e6aaXgXcZXlXg9NeE0+j60IMhBO8jlSUWJIByC+M3p8BGgAiF0ry9jXntFdK+tKEcDtKS0OBmxuoSgTIJUicm2dHNRzxMXzgobxb0EyTnFJoA1knCLtYtsqSTY7Al9/CFIJRgBTsJ4Nlb8WXj8rFAictszxw41bzwowBbiPqtpSO6mHEQ8/hx/zF4c9mlMSDNChwHMWCnGNKNzIOQgPapdtSjKqb7qCAu7TU20mrWZBG1BGgEhmVsAoRQ4W87TgNYJNipx3zi7aXWgQAEAEAUEtM8ljKisklAgJOXoWQ4+1saMtrIKbCTHlUumorK91Q1qdf6Utmln6BqEM5UbLQQIwZvUIfVpsKXDwjQIcq0GFZE36U9bpSg0lCKI2rZVwCLYYUXlW6QtyFOkLziLFbfhspCjG+fzw5/M15IDETBoDTFGfPZyaeRKvdLjifDj/vgm33YAErT0tg2XYcuvzy40AvCghKdhlLsLxpiBgraT8GP+YOmkogDa1jXMTyIh1rCHSAafn0LC0KYsgMZHWoDDrJJielGEmVkGo0abkRg2VdiKGEmVR9gDJNaUA0AJhnNY7jE8gIday5pgabD8kjYxirklWJJiUmJgQlDgxQwiEEc4Q7aBJLlCtlJGOnrmguAnwFpOQE4o9wNMzxHdDGKhEemBiY61C0AMk1o8gHpA4JU8WknEiI1mnsuPijEaNEKAwTWmp9BLYmx7AEQnGm/YcaC3QrwswsbmkRRsmXubQe8FxzHoVBAs2eYTYQtj3zfxMWfuHhV6CQ7P8A0OdXuuLFn30+DH/ME3mAWOCDsCOLUqpaJEkygnKhJbw5zFmSPT0Qw7WvZuvs410mroH21cpDAXcvlfhVk6IOwOiOVJuhPlYTugWmd14RGEDuI4zUsApgokygXT6rh9xNmwjjsrx2pWD4YV43R9LQgrJRJnG+yl6IGMgelyhkEwadwSE+k34AvCtc18gsxqqw1nUg0MOWiaUByAEyuXBkeNXC5g5j2p78G7Ik9VRNb8zY6BS6zo70uZXgNVYvTlxgXdHL2pjLnSbaYSXptPPWjNwixoYeM+pV46vAinMehWDTvEMPIPvb6FZltuEI3kS8T3s4WIZJQioEMrQ5lYVBJtUfXwMf8xOXMrnS36ox0AAaFClgcZP2jSoXY8walOg5kg9OisDbOxZjhXQPtolA1GY0tZptmKHRjeVg444zzfRxacC0xOkEcqAAAAsRQ4Ngxkg+zX99kVYdDxuj6eWYm5EiZ3Y1PkQMvdursKAADAtQCtyDVAO7R7C4OsAFPkI5dkj6ViIEbeJ1NSU248R9BpKiC3YAdKwCLcYQB1mo3YG7B2XOtKjCbMasE3G6rHMnpQRoiGnsi2VxaULwQ60KXc3WUxOW8pVVVVpxoC1AZOudOdCgUKbZd0XTCoyVYSxZbjF5Vu9GblWt/wDMxaScmvNfgFpJh3KDmKkNpgajA6w/Bj/mHi4ne6/6pEBEEzEpgoRYzftClxZM4ErebA5JDeScaVvILYwOrToH2+hJYJTWQhIllSVxgRnQl9UBIIkiUWP9lmg+xTr4vygrDoeN0fQ0iaGG1SeYc6QQIAD4EXFBjn6KAWIdFBPpoOJMJuCfVN4QybKB1FxXAzR1EtEwFRoyOTmIo6lIqiuOan/tQiiCdQd15V1OkGxUTVucSOtX29PuWfYu1QEiOI1K/IN5+EOdFKLpCGW2dPiC6Wppo40RQbQMQO/2tBgD7x2voUiQXNcg2tPYhYNtHfr8MwOAFDCEeaJfTQyDr78f8wEGiFMQAtiQcKH73UxoDRjKaJ7HBwZuzVx9EABSRJK1MSPnRyw4V0j7fTovpApCsCEw2l2JHGsZvZ8EbGNUpZGJ1huBzvdqG2tpYvohzqC0EioL3OFHWND2BYNwZ1eESZM0s1i1W2Ti4URi31k46L0KQQhgjSxeUV21uIpxoJlMlMYSZJe9XATJAXI+1o20GQZ3nlY4VCiC+JD1Gp8IZ84dBUTkcMH/AE1ZqBbz/wBq6zSL5KS+o4k+7IZGoeQbSj3TZhR3YjjNEZavPZuimlOEUMMAMjZ6FgMoYA1aRLSOEL7bPivlkXApDdma3B2r+1+D78f8wZQoQkSls4Zucgx0oh+wEG4KS4cgC1JGKQvSUsawGNiiBmQNDSUbUO5oIBoBY9J+oCQYwKNqnuLCzmWAsXVoMzQhIm0rEkZgRyLdKHwsCBuCkERJHKnziS3V22TRzOLIBb8TTR1RRTGDCRSjYhOyMJgJpFzylG1SWguiAQAwA9Bx8RY8q9Sq2s37iv6RAmDQ0lMLtAsKEA0AsU8cQFODC6TQYlAIAYAaVKFJS8UrEztoCAI2Rzp3Izu7EJPXEGjRgSj0AME8u/H2sSJCXyeLPZv+P+bsnajM6lyf+1J95+n78f8AeukaUsoiMIzjQHWnQDl4Z34+qHyzcgJfqmDVj2GRwIPjaHr9NA5hOZ/5TmfxPfj/AJZaxAwMLTsmokQYIUYiVnFTCG+krnGyahsY6wqMyuhzp6rayS4IhNGhZQUWAKQFVWDnRaZbotq5FJaKBQWWw2lYvSVASTGVEl4N1Q3gAeK6iSG29OqUAowIhKSekDIzC65VIeiF3LLZldp7D4UyC4bVBb1uK9ZoXXwzTg7TbVrchMBk/wCKv1vPDdMzVgRJmdhHMafIWcUsBT8dbs8bV7U7DbhtwcHpSuLAMQpNkvRIUAF0jjK6VDlITFZiEzmKOegZkFwlcPbFZMwG1aGqNoUXmdHGkaRIwRZGNFDXSteS1pfC48QatGmNGEDDICJXN2+pisgTawt5nCv47/a/jv8Aa/jv9r+O/wBr+O/2v47/AGv47/a/hv8Aa/jv9r+O/wBr+O/2iLUlAAiS96AioAFEq46tDngiycjednvx/wAswiZUgFkTmnSiGseOyCiFIpTqQPqpxSEnCe9JFAAZoA6qp5ozZBZY1WeVEzRgwNuGy486mtdXFkjpFLB1pDLJoZ9MwiZgywHjU9K5TiuJRa+zjED9rHFrVhJMUXcC3F9IgWuutEspjOF9aFUgRZCQd6ITx9osHL6UbowItBZc18acRmZtYtzFYlQNWdyCiThxvDADK1+NQRvd3LlOxHpSMxSjpPqGhiwx2QPC7wpsapPBc78PaploEhWA2u2iT2mahwJDmcqgHZgNtJG7d3U8cw3ldU3WunaLJQqWE8RaUMBoAxWaZrr7HAYt+nzIgAAAAAAIYOh9Xvx/zEdo3rQl9KaxX2cPD9FCHVO4OtNOkeAXZRQXAYoAQReTfQSS30Yow3BHyVYcXbwHGyJpQUEmAByDhGhSMY/MgiUoi2YIUOf3Rj2gbcq75H0iTdAJGDQsZY1EQZ1CIGywLhtzoq0jM1tejnZizlpK6gg3RohbR2tAtxOPnrQJE3UGCokDAaieA9aMOBM2IOUJx2+1hpipA0NKJmvvHm9RKHMq4OgxE4pzXX29D+nzeL1e/H/MRsxnvB+nNQjaymwsdYpyDLJNSFDVmTeAfblU9pMkyf6UofETLZknGGaVZ+bKa4OcAU3MjDiCjoB41G7apysVzCr5VxchYl3IPCro/Jre/k5ipgfTwqyNFHQXqTyPSJBRABWAsYQ34UCkxN9D7SsEEXNF3MolWpBWLAxn6qEyooaKXPDjR9Uc0YCckqOtLqjBdlEUf3CVRupxWjNg80THBYoGhCjQEc8ONK2SJOWR4Q6+wcw0wuZRcixOEzpQ5MPyi4jmfF0P6fN4vV78f8wBztJLN77lrbBZwov0U9AWxIhG/ErRhDklesVNGgSYrIbSpRcvIm0RDR7tS3FKWDjRvLKYFgGwoawlmpYi1W2LCbD9knjTKa8iFYI5ySam+CwB2m6prhkRCyd5URtxEIhHqVAXMxS+irQNCOANDT7rD6ljAwvklR2TR/op6UfQ4bUbjbnSawMQl1NpqUrlaAYTWEJWPiF4BgrCDSkxEyFAG/ErRKzoGfurNduUm6RvmgbSCAiyztx9F+sG7EOd+FKiq27Blu1w3tDZHZgCAOHxdD+nzeL1e/H/AG5rrojmzLy5qPH8QwxY3/GdH+nzeL1e/H/bi4GahQIBU9FQVABe5Vdqq8fj6H9Pm8Xq9+P/AMG6H9Pm8Xq9+P8Ati8T2XSwnFp8BGSipeJxj5Oh/T5vF6vfj/sEkBHFgJW2ymxLhIeN3SmxkRMcbOlTeABzKi8TjGfovOR5EVkoInQIZmEXZQM3NHMd/k6P9Pm8Xq9+P+uDfJgB44Vh/liQkaP4uzBEhKvoSJd2lYBiNaFQXFhORoeMVyWoso+idixCRoKBto7VbYjZ04khPydH+nzeL1e/H/Ws3B1knq6c1RZbni0sA/lPABVALeLigzf8Tof0+bxer34/6w38ErEagzQuGdPlDQCt90r3SRrQVCuQ2gz7e4diM4hWSSvBe9eC968F714L3rwXvXgvevBe9eC968F714L3rwXvXgvevBe9eC96KL6TOSUJW2deddq8a7V412rxrtXjXavGu1eNdq8a7V412rxrtXnXavGu1eNdqz+xF1mEJ9+P+tPGgDCBArO3v8lq/P0P7fxVj/qy5e0ghcWZZS1XsxsUUxODwfg8hq/P0P7fxRj/AKsxsiTIf9OildN3zVk5QcPg8lq/P0P7fxRj/qy3wTdQHKKKaADQCD4PJavz9D+38VY/6oJCUkiSmCpToBBgWt8PktX5+h/b+Ksf9o8lq/P0P7fxVj/qwGSqKjq7CbaUTiQkdfg8hq/P0P7fxVj7v0zoQXVYCsZRF8Oklji1atOIRJCCk29MpfB4LedZoURiwC7BU7As2H2L4PJavz9D+38VY/6Uq2RG2c+LgX3U2tEnbAhdb5rAURIDYZ5go2TCmG1IuzfPb6DcczVDAshWZ/UtGwkZmUsLtl+DyWr8/Q/t/FWP+lPWAlA8zYlkoIjUFHZ3yNhHzeQ1fn6H9v4qx/0Y9RYAMKRdc9lqNqO0tQleZfhh6LyNBMDDDNfw9P4en8PT+Hp/D0/h6fw9P4en8PT+Hp/D0/h6fw9D2It0M3C3vX9XT+rp/V0/q6f1dP6un9XT+rp/V0/q6f19P6un9XT+ro0yC2pLpJLmVeA08Bp4DTwGngNPAaeA08hp4DTwGngNPAaeQ0t0VcuJZZ2e/H/REuq+8kxwIV3Ug1F6Z5Ta4G1KEAYLIzdVxX8A7wuh8/RfmPF6vfj/AKIRvoqxQMGhGzbUaBEhc5+7m2fgneB0Pn6L8x4vV78f9EFGUCIbRoMDAEAGAH4J3gdD5+ifMeL1e/H/AEJMDIpAjG+BjnR9N/0gX8I7xOh8/RfmPF6vfj/oT3E6OI6VFEil2EHu4/hHeF0Pn6J8x4vV78f9ChMyAuBftaEEi93j/X4R3hdD5+i/MeL1e/H/AEJbjKJZ5FItFMwQumkB2/CO8LofP0X5jxer34/7Qd43Q+fovzHi9Xvx/wBCWCELQMJMa0ADBJPwjvC6Hz9E+Y8Xq9+P+hKxaCblp0aMRkMd4fwjvA6Hz9F+Y8Xq9+P+hY15OCImFjLSgLkOgAgD8I7xuh8/Rfp83i9Xvx/0xy6GpWKuvzUUUUUUEUEUEUUEjNE0DiSVtNbTW01tNbTW01tPOtpraa2mtpraedbTW00rSoEja/NRQRQQRRRRRRRRIVYAkEMPvx/+YY//ADDH/LLArlep3nxGJGH3ogQIECBP4H2AgQJ/A/EKBIkQIECRAgcEsc7JtC5PooL4SmRcKWgeVST5moiG0BHdTHFuJoCRt2Y3oJIr7oDPA/8AKhcFwzvFbhkW1pXycCCuckNlbU5rPBCKUXA50ioMHcYUQuaLUNQe4pp1CTrV7nFcxDc3jKpg8kKxNiFSEYwhoqUpFbDZChDKGXpeb+LMGMHqECfwP4QIEiRAgQIECBAkQIECBAn8DQzSTgQKXJcz0x/y3QNeA1fi+c0egzq/4xp1DiUGclyqoiNS88WpOpcGSqTDADHuVYHSwJtx5VBAB80heY0AcaUjQ4tsb2HKrokUTCAJ2gRvpbP/AAtoHdZHFo2qaOAl4MF0hyoIrDVAWZycyRae64jGWk2ZCJGlMw/yEmwN4uZQvwoYzkMooc5rwOn5DzH/ADCxUrKt3pXgPavAe1eC9q8F7V4L2rwXtXgPavBe1eA9q8F7V4L2rwXtXgPavBe1eC9q8B7V4D2rwHtXgvavAe1NCSUMLw9EETKBVs0pspYoq1hbkoBJo1ZFm4QtRAcZAQPGmhYCCOBpasZWlAS60P1JN0pqyLNyQvSjdsr/AOFAFPVbcYtQQo4CJxifQoaQCRNpXgvavBe1eA9q8F7V4D2rwHtXgPavBe1eA9q8F7V4L2rwHtXgPavBe1eA9q8B7V4D2rwXtXgvavBe1eC9qwqnGBuD0x/+YY//ADDH/wCYY/6o+rR+KfLn65+3H+V//9k="}},{"attributes":{"align":"center","header":2},"insert":"\n"},{"attributes":{"header":2},"insert":"\n\n\n"},{"insert":"THE HOW TO STUDY CHESS ON YOUR OWN WORKBOOK Volume 2by Davorin Kuljasevic, New in Chess, 198 pp., publ. 2023"},{"attributes":{"header":2},"insert":"\n"},{"insert":"\nThis is the second follow-up workbook to the original volume. It is aimed at players rated 1500-1800, so should find a wide readership. Its aim is the same as that of its predecessor, to enable the reader to work more effectively on his/her own, as is the underlying philosophy of teaching you to fish rather than giving you a fish. \n\nThe contents are broadly the same as in the first workbook:\n\n"},{"attributes":{"bold":true},"insert":"·Chapter 1 Typical Mistakes of Club Players"},{"attributes":{"list":"bullet"},"insert":"\n"},{"attributes":{"bold":true},"insert":"·Chapter 2 Visualization Bootcamp + exercises and solutions"},{"attributes":{"list":"bullet"},"insert":"\n"},{"attributes":{"bold":true},"insert":"·Chapter 3 Tactics Training + exercises and solutions"},{"attributes":{"list":"bullet"},"insert":"\n"},{"attributes":{"bold":true},"insert":"·Chapter 4 Middlegame Training + exercises and solutions"},{"attributes":{"list":"bullet"},"insert":"\n"},{"attributes":{"bold":true},"insert":"·Chapter 5 Endgame Training + exercises and solutions"},{"attributes":{"list":"bullet"},"insert":"\n"},{"insert":"\nThese should all be pretty self-explanatory. Chapter one alone (‘..."},{"attributes":{"italic":true},"insert":"essential to understanding what the Workbook is about"},{"insert":"’) will make interesting reading for anyone who plies his/her chess in the club and weekend environment. I certainly found myself nodding my head at some of the examples, as, I’m sure, will anyone reading this review. It’s worth having a look at what the author deals with here:\n\n1)"},{"attributes":{"bold":true},"insert":"Calculation and tactical mistakes"},{"insert":"\na)Visualization mistakes\nb)Poor tactical awareness\nc)Blunders or missing your opponent’s resources\n\n2)"},{"attributes":{"bold":true},"insert":"Positional mistakes"},{"insert":"\na)Wrong piece trade decisions\nb)Poor strategic decisions\n\n3)"},{"attributes":{"bold":true},"insert":"Endgame mistakes"},{"insert":"\na)Big mistakes in theoretical endgames\nb)Poor endgame technique\nc)Wrong pawn or piece trades in the endgame\n\nThis chapter is worth the price of admission alone. As the author says, ‘"},{"attributes":{"italic":true},"insert":"The mistakes listed above are often critical; that is, they tend to swing the evaluation of the position or the outcome of the game sharply"},{"insert":"’. Believe me, you will recognise yourself, both here and in the other chapters.\n\nAs before, the exercises are designed to create the decision-making process of a real game; they are not a collection of ‘White to play and win’ puzzles. This is quite intentional. Kuljasevic wants to put his readers through the thoughts, feelings and emotions you would experience during a game, and that often involves a lot of tough love. He doesn’t pull his punches. A couple of examples: \n\n"},{"attributes":{"bold":true},"insert":"·‘...club players’ overall unimpressive endgame play is a fact. Endgames are a significant area of improvement for anyone rated below 2000 (and many above!). Since they usually take place under time pressure and when players are tired, an improved level of play in this area can give you a valuable edge over opponents of a similar rating and help you boost your results.’ "},{"attributes":{"list":"bullet"},"insert":"\n"},{"attributes":{"bold":true},"insert":"·‘Positions with a closed centre are difficult for club players to handle accurately due to the somewhat abstract nature of the maneuvers required to improve the position.’"},{"attributes":{"list":"bullet"},"insert":"\n"},{"insert":"\nThere are lots of similar observations scattered throughout the book. The only thing missing is a chapter on how to train to cope with the types of extraneous factors which all too often blight club chess, e.g. noise, sub-standard conditions, players having a takeaway meal at the board...\n\nKuljasevic is both an excellent writer and excellent teacher. As the former, he probably uses more prose than any other contemporary writer and, as I said in previous reviews, he neither takes his readers’ understanding for granted nor does he talk down to them. As the latter, his examples are well chosen and apposite, and he has clearly put a lot of thought and effort into the presentation of his material. Talking of the examples, they are mainly drawn from the 1500-2000 range, ideal given the intended readership. The wonder is that so few writers have ever thought of the idea before. Or perhaps not. I once suggested it to a titled player who scoffed and told me in no uncertain terms that it was a stupid idea because the games wouldn’t be good enough. Well, exactly.\n\nI posed the question in a previous review of whether you need to have read the original work to benefit from this one. Yes and no. It would be beneficial to have read the earlier work and have an idea of where the author is coming from, but there is more than enough material in this volume for it to work as a slimline stand-alone.\n\nRecommended, especially if you bought the original book.\n\n"},{"attributes":{"italic":true,"bold":true},"insert":"Ian Marks"},{"insert":"\n\n"},{"attributes":{"italic":true,"bold":true},"insert":"May 2024"},{"insert":"\n"}]}