tag:blogger.com,1999:blog-77630193368643212222024-03-13T04:47:38.362+01:00IL LABORATORIO DELLE ANOMALIEa proposito dei Fenomeni Aerei Non Identificati e, più in generale, della scientificazione delle anomalienicontihttp://www.blogger.com/profile/09482080601829482481noreply@blogger.comBlogger205125tag:blogger.com,1999:blog-7763019336864321222.post-48064650755027459422019-04-16T10:54:00.001+02:002019-05-15T11:23:43.378+02:00LUCI SOPRA HESSDALEN. Catturato Sprite (21 ottobre 2018)<div style="text-align: justify;">
<span style="font-size: small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><b><span style="font-size: x-large;">I</span></b><span style="font-size: large;">l dibattito a distanza sulle Luci di Hessdalen continua negli anni e accanto a un dibattito astratto, continua l'impegno strumentale del Project Hessdalen di Erling Strand.</span></span></span></div>
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<span style="font-size: large;"><span style="font-family: "arial" , "helvetica" , sans-serif;">E' un lavoro di ricerca evidentemente complicato dove da alcuni anni il nostro sistema di monitoraggio SOSO PH (Smart
Optical Sensors Observatory Project Hessdalen)[1] a Hessdalen coadiuva la strumentazione della Blue Box, controllando quotidianamente il cielo nelle ore notturne (per ora con poche immagini prive di spiegazione, che sono fonte di ulteriore indagine, anche sul terreno).</span></span></div>
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<span style="font-size: large;"><span style="font-family: "arial" , "helvetica" , sans-serif;">Ma, come spesso capita, mentre si cerca qualcosa, la strumentazione può trovare qualcos'altro di altrettanto interessante, ed è il presente caso di cattura di SOSO.</span></span></div>
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<span style="font-size: large;"><span style="font-family: "arial" , "helvetica" , sans-serif;">Mi viene in mente un ardito parallelo con il SETI dove, cercando segnali estraterrestri, si sono scoperte le pulsar.</span></span></div>
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ZEtMxRZgWIg2Fm2xDpfICuXyKsVsnKJrFgiL5YoqjXyKhtBCuSkQFZ54r1cL+O3MT12ts52kJ5Xts7wYz/2Y3jxxRfxe7/3exPd9Tx6/ZWvfAUHB8eHuPrENZxnCyyKFVblGotihfNsgZPlKU7X5zjPFjhdn2NRrLAufUvkfHWGvMpQljmqogSt/UeyqvPh41mDsgJVvUZVr1GWK+TFMv7mQ0ujqtcgNIOQNbShENJ/cKs6R1XnKMschNSglICQ2reqimp42DkolcjWJVbLAnleDy8ABkKIr0A1jS3DUHlDS9u3pMeKPr5MKMqqRlFXKOsKnDMoJWctaAUhVNwvZzK21pU0sYU/P54QGqRmEELFF9I+KKkm8C+mcVprBa0ljNVwzqBpLZwzEzSthbEaSglwTtG0dkTjYI2BNQZt0wwvLb9vZ1twIVEO/z+2cqWCFAJKShit4IyBmbzYNZxxcMZBMA6jFCQXkFxCchmXG2XAGYdzFtYYNNaha1psug1ub2+jbzdomy6+mI1xw6+NsMbC6RGtdcm889FA06FzmwinW1jVwKoGRrXQqoNWHazdwpgeUrZgzIIxC8EdBHeQ0q9nTA9jemjVQkoHrRycdsO5NzBaQQgOqcL90dBawVgDYw0Y55BSx48SYwpSOkjpwJgGpRKUSjCmIaWDEGYHUjpo3cCYbogIOWhth7o0/WgqqSGEgjEOzrXQ2oIzMTwPHEpqkJruIHwwfd0WcTrsfzyGgRA8gnMGITiUknGeUhLL0zJC6kiy/XOegZAchPjpME9ZCc4rCEnAeQXKSlBWgIsCUlawmsDqGlZXl0KrEkrmEDwDZysInkOreogqcjgjYTVPMJAiJQei5ElMay0ECwRLwgxEOZDqQKgDqU7nQ1kaxf6rINgPimDfd7kaj5dGyS8rmxPuMcI/P281kGwBTihIWaEqCpRZFq9dIKIpIQ0YyaqAEnQCT6oDxB5S6++TlhKcECjOI7SU8Te9r56g+uOG+7sP43mppJfDwSrneyJMh77ZYttdoG+26FyHvvXYdhtsuw36tkPnWrS2gdM2kuYflGDPl6fR6/uR64cl2HOSvUuwWfJMV9BaQSkBpUTyzFMoJaC1gnMWztlhPRnJ8z5i+6AIthASjHsQKkCoQE0YCBVgXIILDetaGNNAKgMudCyXykCqhyPY+8i1kn4fnuw6MDFCqGYyT7mZzId1uLDgw3s/NGBIzVAThoowECp9xFpaUGnBlANTDtI0MYpNuBwgQLhAzXhEURNkVY2SUtSMgyREn0kFxscIdtqYCNHcObkOEeaRZJdgnKImFaq6QFHmyIs18mKNosxR1SWKstiLPM+xznJk6wKrVYbVKkO2Libz+TpHmRUoswL5OkuCYyuslysUQwS7KDMU5RpVnSMvVsiLFVbrcyyWZ6hJCcJqFLUn1styjVWZYZWvsVgu4zHLokael8jzMpZl6yKW7Vv2D//hf4Nf//Vf30uuv/a1r+GrX/0qvvzlL+PgyqOP4PrJE1jkK6zrHDkpsa5zVJxEcr0oVp5c13lsAeRVhrLOQUiFqihRVz4iRUgZo1GEFBOED2f4WPqPajF8SOshMuUfSkprlKUn2JSS8YFlYuiWUuBMQ3ALShTKgiHPCKqKDYTXPyham50urJRY7yPZnEnUhKIinmiHVnggeoFopNsoaaC1hTFNfEkF8p2+sMbjji+Y+QMeH+ZLXgB+XsSooLEqdr+naFoLrWW8L2E9DxNfeNZZGGugtIZ1nrhRLlAzCsJ8Cz4QRWMNrPPk3BNsH+Vz2g0f3DBtZh8jC8VVnOZMeLKsTPxId65H32zhdAerWyhp0bVb9P0Ftpvb6PstnPXk0mpPoAMCifZd3w20cLjo704QiIeVLYzsoESHxlxg0z2JvrkLq7dQooNkDYzsYfUWjbmAkT2U6Aa0sLqH0y2MMANR8v/V1zUfPbHGQQoJayyUVGCUQXINRsQACcltBGcaklto1cLZDazuYHUHrVoo6WJ567Zo3RZNs4Gz3Q58A88O9dpCawdnO2jthvqqhm5cN+uaVHHZvCyUT58fPWvwTTFvHIYGkm+YSnDOwDkdotNVRHgvBHKtlG90+4Z3CUIyUJaD8wLOMjhL70uuA8EOJDsl2M5ItFbF6GIg2X5a7EgJnFFRimDEGLHujMPGNtjYBp1xO1HssHwqExklIn2zQd9s0Lkenev3Eu59EpG0Pu/D/SQi/nnpJ8cMcpVwLoH8z88pnHcqaQm/Wpihu55DUAFOWITiElqMPQRhOn1nhF9PGHcj0CPkLmnkctiHheJyL8K6aYM8PL/p8n1IibW/rr2/lvYCfXMHF/2TuOifRN/cRue28Z3UN9uBdPfD+ym8K20k2j9I9Hq+PBBswXgieZoS8FBulLmUYM/JdviOpfIQT655fIaruphJuEak351xudj53u0jtJcRbKk0tG2gbeMjwsZCKAOhDKSxMK6N0LaBUJ6UMqn9Ovch2PsQ1xsaJko3g3yjhZAdhOzARDP5DdP7wIUDZ3p4v47X1xNsHgm2sh2U7aFsD2FaCNWAUAVCx4ZF2tAIDYksr3aWhwaGX0dEOUiQZlBKYwT7ftHrQLADPyvLHHm+xmq1wGq1QJatJqR8JOd13K8ntdUOsnWJxSLDepkNgVsCWhNURYlsucL5yRlW50vk6zWKPEORZyiLIqLIM2TrNfI8Q1kWqEmNvCqwLjOsygxZVSIvKyxXGbJ1iWxdoizI5PhhuiwIyoLE9VK8853vwi//8i/vJddBHvLlL38ZB4++9a144vQUyzwfWjsMJaUggqNmFCX1kdyirlDSGhWtQAUBFTUoK8FoDVIOXXtJdy6lNTinEIIPLdyxC1gpFruAfbSbDtEvAaUklJKglMQbGbqYfSSWD6TWE2ytWmjVRqI9EogQRRzJc/hNyXUa3U4Jt1QWlCvUhIPUHFo1EUKYeJx0XymRn2vYUhIuhIZzzUM/4PPWdCDYQaMaCPX8BRf0rOGehPWd0zHibZ2BbQxMYyGM9roxzlHWVdRqGWOgtIJtDGxjoYyGHKL46YcpfOAi4UyW++5iNk4P0VFG+EQbF8iDkhZKOnTtBZ566kfwwz/87+LJJ98GZzsIbmBUi85eYNveRd/cwba9i85eoDVbKOYg6LQLfR7Rs7JDqy+wcXexcXfR29twsodmDQzv0Kgtnrr4EdzunkKjtjC8gyQOmjVo1Aa93UJRCVFzKCpghAEjvitSCwMzNDa0VEN3uYAYuioDwWZERQiqI9nWwn/AjfLnLLn1/9dt0TcX6NwWzvZDJLuDs32c16qBki5CcBORlodlYR9hueAGlEiQWoASCc50XD/U/zSCHqLoaeR8DudaNE2HpungXBvJuW80B8kHm7wXgjxESBoR5CSc1+C8gjMczvAoCfHE2f9qVUOJCkpUELyIUKL2RDqRCkwjqGLs4p/phIOOVzACSelegr2xzSRy3RkXNdn7JCIpkb6cTM914Y3vjXkIYn05ye4iuQ4EP0Uo33ZbXPS3se22cdm2207QN5sJAfeRdxUbv063cLr1spYBXm7jpzmR4ERi291OeppsJOEPi9CAV1zF+YAwn64fiL0e7sVl+x3vjY7adytbtGaLvrmLi+6HcNH9ELbtU+jsHTi9gdMbWNkN96TxQQPZwErf+LdDD1hrm0iWL5N9hGWtdWit20uYrdLo2y4S7H3EOpWO+GfQPBCX67DZQIT9d2b+HQrTaeAnTM8J9vS7Nn4L0wh20GsbY6CUj8AGgj1HINyBdAdiTbkE5TIS7Ad9Z3ei17F30kJKCyYsKLegzIEyF8nzg8h1INiC24FLJAS75qhrMUCCMQMuGkjZgosGnBnUJUddctBagNY8yl+CBCb87sO4zkiwq6qKUphUgx2I9pwo++WF10EPCFLVxXKBLFsP+yU7KIsaZVH7ulQykFpEVCVDWVBk6wpFVoGUBJwwCMZBa4Iyy7E691KRfDXosdcFiqxClZOIIqsiMS5KgnVRYZmVWBcVito3YMrKB2Tvh7KgKAsa57N1FdG2W3z605+O5DrY8n31q1+N8pAvfelLOHjkLY/i2vWbOD1foawoqqEFVRGKihBUhKCo64iaUVBBoYz0XbeMghMKRslAlENkik26gCglQ5cxjV1HYxdyeJjk8IDJuD6lJLaCvYZTQAoVCZiSdkJ6PcEdpA7ODVEzPeniDvOciZmGTA3bWijtwIUBSwjGFBakpnH90FXv9ycnL6Y0eSFEuT05GV8Y4SWyD3MiHq5RSrJ3k8A8eUkJdkgeSyPfxipop6EbC2E1iOAgjKIiNShnkEr6czB+PWkU6PDSkUL6SMie6E9KtBWXkJRDUk+yWUV8FzIT0HL86GrhP85WWUiuBzLX4vbtp3D3zlPouh5eYsMhuUVjNmjMBk73EVo0EHQku4Iqvy9hI6zyHzonWzSqR28v0KgeljdQxEARA8sb3N08hYv2DhrVQzMLUWsoYqCZg+UOlhtYbuCkQ6NaKGagmIaVFq3x0T0ttH9JUDF84M3Q1e9JtWI2NgTS6bSrXzE7fNA36NwWrdnsRLdTOLtB392Jy9MIeNNs0TRbOLuBMT269ja69vZEAqNkExG2c3aDxl2gcRfo2ttoms3QW+OgtYvT/rm0MXoeIuhN06NpejjbDQ1NL0/yvSg6fnznEbC0Tof6LASDFBStU3BGxMizTyjjUacbtLtBy+v1vBRB/jEnKCMU5glygVzHZD3OI1nujMO26bBtOvTOR7EbbdAkBLvRZiIpsUPPzf0Idlo+EuvmBybYU7ST/QWyHebTCHUa6d4XZU8j2CnB9nW4mdTjfRBUQ1Cd9EL1Mcp7eYNjlGaEc06f8fAuGXXjdgdB4jFf/0HrxQZ6QrAjuVZbaNFCixaKhWfaQLGppCcQbKftA3XV+wj2vgTd1joo7qU5afl+icj0e7gP6TdyV0rGhu+1jBIQYzWM1ZNp52ycDnLFUT4yxb6kwkC8U4IthADjYiIPeRiE6C0XGvskmpcR7MBNgr488IOiZigqjppq1FRHOYhQTZSKUG52wIQDF55c+8Ccv8Y1oahrBlLzSDhJLcGZBSUanFlwakBKBlIy0EqAVnxv0nEq7ZrnSggqwQiLSYxBJuJ5Go1R6gdHscf1gm476reLCnVFd1AWNbJ1gSKrhwi+huQGnGmwIbBTFhRVQUBrBkZYjGLTmoCUNfJVgXxV+KTHVYVyTVGuKUghIupSoCwYigFZTpHlFHnBkA9lDybYLCojPMGuJ/jUpz4VI9dpYmOIXn/pS1/CwfHxFVy9+jhOTxcoihpVxZDnBItFhqKsPWqCvKyRlwRFTZGXFQjzBJlRMkhEqkFbWQ+aaTp5cKqqHrTTNUg9zkcN0EC4/APmNZpVVYCQMhJDIRg48xdd8jGCPGpLh4dejskTvvUpY9e0EDLp3uKTB4wQMhBtDcbk0JrkE9IwRquTlrdUcf9BwpJmWqcEe4wOXEac1YRwh+lJgkck2CPJnhPtlKSkxGQOLjmElpBGQxods4spJWCcRoLNpQCTHHRoEEkhIbmCiRrS8EHUsXt4JJUamitopqCoAC0IWEVhlBkiVj1as4XT/RDtaWCUjXIcY1wStU+0wMrCGgetbISSGlIocMYhhYeSMiIl/6QkkFREAmOGc2cVBSccnevQGh9Nk1SAVRSsYuC1hKgFOtOiMx1a1aG3G2im4aRDZ9q4neIKtKIx+WuMiDXRmSIgRNn3kaW5rtbMSHUg0cZ0aJptJNgpyQ5EOcDoDbr2Drr2DozeQMk2Qqs+wtktnN2icbfRuNvDNrcnkfM0gj5HGmWPEh/j9euBYMfI1wAtOczQ2+Kcjj0yIVrWOI2uMWjtmEymJYu/3sWBTpwfvPvDLsGekuzLyXUKIwWMUDDCyw02bYdN26FzDVo7EuxAitKyRgdZxMMR7JTApgT74Yh0t1OHfD0addVBChKOET7EI1mWcT7VY3MiQCsGLczO9vNkzMs14VNiG4jzwxHsDq3p4whappgAACAASURBVP+7X1JniB6nUeQ59hLhYf15BFqL0HDoYGUXG/hWdtCiGRoOKoJWaU+dxSiV8eS5c81e6cfDRLD3OYWkmux5I3Ik2PdHVdWoqhqUphHraSLjKP9ycG7s1QrTaZkxbiDu+wltSrD3RbBTtxHOBGjNLk10pDWLSBMcI4ZgWorAQdJgWyhP55U04EKhIhRFTaLuOSQ0hkTGieZ5Bp4ej3MQylDWNcrhmvuILx3kC3WUK9QlA614ArbX0WdfPkXqrsJIkqeWOIkIIXYcPeZkO5WUhHVSqUlVVSjyYnIPaM1ASoqq8AS5ymuQISE1/BdSUhRZhfUyH6LQNeqqRl1VYJSCURr5VVUQVDlFlTOUa4Z8RVHlPIJWagJSKRQFR54xrNcU6/V+Mr0Pc4Id5j/5yU9OZCEhch2i11/84hdxcOX4ETx+7QbOz1bI1gXWywLZusJ6WWC5yLBa5SgrirykKCqOVVZhXVQ4O1+CEIK6qkHKGqQmO10O4wWvvXA9rybJEiGhMBDj0G3BaI2yzFDka1BaY7TtEpCCgxEGRoNURHhyXxNw5h/I+BBy30pTUkIKASlEvFGRcMXkPg0+SBcY5agrgroiYJT7iFskcAaS+wSxsM+w37D9SPI88Q8PkhTKY3jApZAR+yIIqd471bf6bQQ4G3WsWktIwSKmZFvE34Dg6KCMglAS2g7yDz2NjgvBobVfp6IkarKVVHDaoXNdjIClOsz0QRdUwkoLN0BRCT1EvH238+1Bt3iBzm2w6bbo2n7ysh/lBHLS6EgxjfzvRkOV4lBSwCg1JGCOSU9BHsAJgWAUVil0jUNrLaxSUJwPbgICWmgYoeGkRaNaNKpDo1poptFoF/+nGdaTVAwaUAFae7JtlENjezS2h+QmRvE8eW4iaWhsj765gBl05ZIbGNX4+YRgW92hdVt07QVat4XVHSS3kXgHkj2WeT15IM9KtGDEgFMLJVoo0ULyBpI3kWhbvYGzW7TuNlp3AWu6iNZt4Gwf57VqJsttJNkd2qZH27SedFoLoyWU5LHuBju3QLalYKCkRFVmqMoMnJOBYFtPsGc2bKlt2y7BDvZq0y75YJuWSkP8/kbCPrWG88TFKI2uabDpemy63ieyNQ0a6yK6ptkpa2wTJQpG2Qgt9WTeJ9K26FyHxrYJHp5Yh3oW6lB0EZE6NpL9czxIJpJyyRUY8RKncG5aajDCfQOVq51zlFxDMOkx9NRMj+1iPTdq+v9NEqmfl0+xS5AlNxG7x2km12Tf+YR9PMx2cpC5MCInvWT+/7jhOnmyK7knNIwwCCaGhG8V648zBl0zEmyjdISWPiEzrTvpcqM05CALYUPkOt02PU44ViTYDwjwBIlACJZN36+BVLc7ErA55gR7JNn7c43mcsl9BJsRNiGU+3BZ40zQ3ZysucTzQeBCggoOKtgETHJIoyKElhBagkk+AeUMbEBNapR1Nbhv+Aiwb9hw1IQhz6sh+DnIc+pgO8jBCd8rhZojDXgpriLXClwt5U0pcQ6/KcJyRhlITVAWJcqi9FywJiA1QV3WqAoPUhKQkqAqahRZifUyG2QenminyJaZdw5ZrIaEx/VwParhuGy4Bhy0EqhyhirnE4JNCglSSFQ5R7lmkXCTSqHMObIVRZlzFA8g1nXJfRQ8IxHZuo7b3bt3b0cW8uUvfzlGr7/4xS/i4C1X3oIbj9/E+cnCW5edrbBe5qhygvWyxHKRY72ukOUEFZGoqUJFhJeTVMSH+/NyYrcSotL+xknvyjF0DZRFHcn1YrFGWdSjTINzMEpRFQWqIgepCjBag3MS3UQCifVZzGIg+BVoTbxjRdRTMZRlDkZrTziljC8gv57/SKYvNO94ET6cPoFPMK+ZpTWDURaCydh1IRiPL7cURpnJS9VH3L2TRtiffykHP1uP6QdiWuZf9CGK5fx5DwTEGQUTo3o2zgciGaDlWGaNiV15bdfADq4jfd9GF5KYQNna4YXhI9m+x4EPUWIFaxq0ro9azdB6JiUFJz5C3JoWVlo0uoGVXl/ZuQaN9dHMru2x6bdwthnkA24i39HaxKh9eBkYE2RA+4i2wlw6M5fI6CFS6mUFnkB1jRkioypOW82hBAGtvUevVQqdS/+Pg5UOiushIm7QaAsnTUxoM2KMJjlt0dh2kpyolYvRFWsaONvFX628a0mUXigHuyeC2QwSkr65wKa7E/XcQcfNiAKt5ETvvQ9aNNCigZHtBKHcww0kyA2NhW4gfc0EI+Hw64wyg3aI9lo4JWEkhyA1JCORXCsVosUcmjNIRvzyYJk2kPHLIs2BYHNaQwmGvnXx+Qia6rltW7oPP80mspPUYcQG0uIcuraLaJsGzo0uPWH5pu+x6fthmXfC2ZcgOoc1drKNh9ub5JriYnsX283tOB/rjmngbBsb64wycMYn5xOSUxllqKt6cP3x/8MaC0ZZXM8a6xtMTYu26bDd3MbF9g62m9vYdBdomz7W4QBrmkk9t6aJQYwwn5bN4XsB/fMw6kvHpNy59jRdL8zfD2Gd+XmOz2JiN5f0kI2BGwlrPaSgEwOAsWctJAH74E4I9kwThHWsQ6E+hbK2adA2TSxPl9lZwCFdxwcsRt1xSqhCNHOfL3XXdTtomjai6zpsN9tY7pyLMs2ANAF6H4EOdnGBZO8j36HHOwR1Qk9L2vOyr0coXUfyXWI9z6GamhLsEmwmxUCeWYTQAtLIQU4pIbSYgEkGKmgEYXX8LcocWZEhH3ymy7pGRWiUtYTz8Tk8PCYPC8YneVBBsxwkFbQmE36iuA/Qpb0F+/TvgUynfuVxOfPBIlpTkJLE3zBNaxpt8LJ1Fi1lQ1mRFaiKElVRohymSVlH1ENCZGoZGBzkyqIeGhkcpGQDyWZRHkIrCcUsSCFiOa0kaCXBiI7rpyAlvxRhnTIjKDMS5z/xiU9MotaBWAdy/Sd/8ieeYD9x7SbObp5hdb7G8mw1kOwC+arC8jzH+dka63WFmkpvESMMasJRVd4CjxExCNfr0VdRBh10k2iUR4eCsqixWnmrFkoFQlKi5CHz3EcSzWBFpwapQkgyCMlVapY5bWJlUOCcQgoeo1MTKzdj0DW+uy1kkoeM7ta6SXfdPCnGP9ByOMfRustHQ/dnbcdo2WAjFzxnQxfiPg2gVS4uHzWAwaNXYd+gCcHpYJ/P6o4WLyGiY+LjTAtrJIQefpUEnyWGsKHb0Hf5N7FhEqJgTjv0rR9IwyqD1jbo2z5eYyl8EmXTNOj7Hn3fo+s6GONdL4IrS+yKtNa7mNwH3u1k+B9GRkjFoU2iPTcCQhIoRWE0g9EMbavRthp9Z9A4icZJWCtgrRjWGyKral4fQgKVjzj1zie7bWyDbdNFHW7nGmzazl+Dpotwto3kwdk2lgUE+UuQxVg9jayFbuzW+Ii3T4ZMB0cZu7/vJx0IXfkPlBnMbN7mxDqVP4QGV5pQ5yOm/nkzQkTEhEOjo2Sk0XoHzmhYo2GNQuM02saicXoCJTkYrcFoDSU5+s6hbSysUbBGwWgBowWskRGhbASH0d53e3L/tX/XaK0nda9pmoh5+Vg3B+zteZkirLPbkLSTCOK+iGGILHZtj67tY4TRT7dT29FZlDA8k4Foaa3R9z0uLi7QNM1k/bCuR4vt5gIXF3ew3Vyg77domm4nGTaVEgTskxTcz+EiHcBkH9Lnx9l2Z/k+x4yUcKXHSPcxbhPuQ8ilkUile941Q8QEXSHpIM3zPYNzUrMvijvXH8/ry1xSmN6TffVozPmRSG01U+jYi+kRrDbTut00zYRoh/d213V7gx7zujZ3xbp/vtGe5UmS5m5jyieZzxM25+vtRrBHh6WAVBY6JdjKe0rrKYmWRu4Q7JSApwSbsDoSbKkEinyNfCDYFSFDLhQF5cLLT7gAS2QsjFAwQiNxZoROgoRhei+Sb/i++pU2rtK6GSPcNY3e+aSkkyg0rRhoTePANPv02kWeR+MDWpOJ21Ag3mHgl0Cw8zxHts4HDXc1HItH8sxrBV4PhgFUg9cKrBKoc4o6pyAFA6sEWCVACha17A+Cl6J4lGsvTSElw8c//vFJ1HpOsL/whS/g4LG3PIab12/h7OYZsmWO9TLHapkPfn+JNUleoSIclCtQrlBWwV/a/yFGRp1SkEnMM5VTJw1vg+IzSjnzBC12a4lABiUaawedpv9IhRZxSGK0xqJzTdQ+WmOw3W6HdT0BT4mdJ3dtJEdt0lUbrZMiuZbRZUBLieC3HKJvYRCCdGADT7anus5JAstA8L1mbvRYnXu5ptIExTl2fWOn7gbp7z6CHboGR5umwYPV6B1yHRIjvfNLDTkkmVrniYFSClwIcCmghoaMJ+oKSoph2jeG2qYd/GDb+J9aa9G3LVTyoIeXaHh5h4+rHWyWrGvh2g7WtQMa2MZN4NoGrg3lFrbR0FZFKCPHeSchNAWXNbisoQyDbSTa3sA2EsaJCWwj4VoN1/hs+MaONlvBKSTVVLZDctu26aJ9mxUqku3O+euy6Tbomnbo+jVwxqIbrlkod4Od4bTL1+4keaUI5Va5ScNtn4b3YRPlpjrwyxPyLkuU23Zb3NnewZO3n8KTt5/yz6FxvsEwwAzOEYwOzkJSxcZbgDVDVGxoSNlGw7X+fqdQRoJLBi4ZlJFwrYVr7dDAklCGQxkO40T8DdMBUtMJfLmEMt7j3EurHHQyHerhWBfH5QGBYD+IWO/mXoyEI0QI0yhhmHYuWIqqOB+QEqH0vZruOxCoQMicc+j7Pr5bw/mkPUl+Xy36foOLiwtsN1v0/WZvJNOX2QmaxiVoJuecvvdH3e/9CfUPQrBTz+dAsOf78Ota9P1tbDd3BgvRCzRNP6wfpBLjPUjHNxj/w+WkUjyAAF3mtLEvWX7fdqPkbpQNBs/qFMG0IKw7JsibyX1PSfVljYaHJdj7znm+vVTBz9pDaQulbfS8nmNeLoSeOCwFF6XRJWnMJ5m7MQk++GrLYfRGLSGN8s91YyfyECb5joREaB+sYolMhDMGUlXeam6Q5YjhG8ukBGEMhDGwoFlnPNElj/NBshp6Q1IZa4r7SXDSe5P2cEy08gPBDuQ6XxUoI+llqMt6IhcO2weNdl3VUbpCq3QfJcqsRJEVk1EVA8meE+wgQRMDoSYFByk46pxBEQ0x5EvxioNkBCQj4BUHS3TspKQTXTsp6QRVTuJvQJlV+NjHPhZJdSoLCdHrL3zhCzg4OjzG49du4OxkgXxdIM8rrNcliqJGUdRYD2VFWaMiDJRL1EygrAgo5SgLAlqJIfOVTezwUp/dqqKRYKfLxuQDNcgovNNCnBcyeTGPrStKKYzx3aebwcTfDT67xlh0XYfgS5xGhFvTTeZTQjJPPgl2Xanv6hjpVpFUB2svT4ZF0hWzf8haxflkpK/gwZt68rZWTaQL+wbECMvGfYy/40AZPtoXyG2KQLBDRDckRFJWo6oLUFZHfbdzGl3nP37GGEglUTMCZSQo8zr51O90uw1d4WZIzPEa59YatNb4Bstwv7Q2cYAWqfwoU1Gzpy1c20FpC6F85MCPiKXiSy1gqnsTO9EDKiiYZENkgYEpAioqCE2hnUDTWzS9hXYCQlMwReIy0yi4zhM3Y32E1RkTu+PCPY96XqXg5AjDOBSlkDWBFQJuaGgEmUQ6yMa8XDAGWtfD4BkiNkIDmZ27O+xLRNtnhfj9DLU9J9jeam06PPG+TPa0a9Yn03XREzhISOb2l4yE7lox5D/sJk4qbcGk76adah7HaJK2OpZrq+FaB9c6aKuhnW9kBUjDJ9MBQrMIXxaiVAqmcRP4D6wn2E3foek7uLaJy8LydtNjs93uJdhpxDpg/tHzH0U5IafjdtOyeYRSa7Wz/5RgzwldSpTCunNimJL9QMwvLi6w3W7R9/0kAj8ed3SPCZgPhBUa2/tInE6Gmg4BnIcZNCW1Yn0QwQ7kOjjgBBcc75rTRWedrr2Dxl3AmB7BeccvH+Rde911xsbG/cj1PgI0J0L7ItrzurRLnsak4YfBPDnek+3dSHmQcOzzkJ6f/74GRGjc7SPZk+NoE634Us/r1JYvxbycC+Nt8mZQcry3I9FuB5I9rseHwV6897YfobHdbNB0PbR1kMYMozrKGIGuGRtGUvQ2t2miJxnkHD6pz0uylFJQ2ssyg5tbTQiCfn2ffW9anhLbfTKQ+UAz6Xa7tnzTBEdGWCTVq/M1Vufr6O5R5TWqYhqxTol2VVWDhIVGSUiVV6jyaiDYFYqsjNKSxWIcddHrsr09XznY882jzfmqRLEqUa9rkKwGKwhYQVCvC5TLHPW6RD0kWQaEaPwc6fKRcNcoswr/5J/8kxixTmUhgVy/8sorODg4PMbVq4/j7HyFoqyR5TVWWYUsr5HlFbK8wiorsMoK5APJLmqKoqyGFkURMz7zvIpemX5UntxfjKQ81TnFrrhAqIckwDQB0utvbaxU4QalUhQ7i4KFblAxJBRyIgdLNN9FzokErQQUM5PMcN8SmnqlpoMihBZXHCAhyk7czjqjNmo6qlZIlvNJVxUEK6FEFb17raZwhsEZFod5VqKaDAHtl3M4IyY2Zald2Ui++YSwRyhPws3Mv1QpDspqUFbHCHZ4wfrohX/RMT4Q1iTSHTTO4QMZtIU+ei5nxN5LHaTUUNpCWwehdIxEMO5lQ4zz+DKi1LfgKWXezWSPvi3o4Hx3nSdXMbFkiCB4pMRJwHUG7aZB0ztII+Iy02i4zsA0GtIIKOOjOEaPPQSBXIeEpNYaryvmDIZTGE4gSQleFeBVAUVraD7t+UiHZbZK+n0YjTCEcxhCOvaQJAR7PhhISq4D+Z27QAiqduzSLiPa+0YG9P7FIr6IwrFSsp2ORBiWKa5hpU8ek9wMH7UWgjuQWqEqBRjRQ3mw4mzjOoL7eSndMJLa+IEL0NbBNE380EljYJoGrm1hmgbShEaZnpDwpm9hGgtt9U7dGiGj604g05cR7BDFTkl4jGwnpGcO34MzktKUOI3EhUcymtqgzUd2TSOTU4IkJ9HnyyLl+0heGjkNBGkfYU9J8Q6ZsnqHYE/IdjONXu/KDlwM0DwMud6npQ3bXTZqYYhgpwTbmHZo5HmnHaO3aNwdOHsbWm0geBudd4LtZYiCThqJOiT87RLPB0WwU+KZNlpCgyiQpHR53/ez+zvWhzh2xfDeD7iMYAfDgftFPi8dqCWJRId6tC+JMSXv+wj6PoIdPLAfhmCzYRyNFCnBDsQ6TRBPSTYXNspl5wjDmQvl16mpjKBcQeoGSo8Jn2F0XzJol+nAe8I9pJSiJhTrokRRTnPW9jVm5iQ5RMPT+qS1nhDmObmeyzpSEBLI8Rh5Xp2vB9u8kWCH9VerFbIsm0azmZcB07qKIGU5kG2fHJnn5SUjPXqCHQh9mVURIUkyX6wHMl2AFTVYUaFeZyhXa9TrAnVe7ZDr8I1KyfQ0kl1Hcl1mFV544YW9UesJwT48OsZjV6/h1tk51kWJVVZisSqxWBVYrHOssgLny1Uk2euiHG506YerzMdhJVerfLBW8UmNRVZNpCBlkgkb7OtksHQaogepf3SeV0lW70iyUusgX74bkRhlKWMXgtehet9VWokJsU6z6+fJEXM9qScPakjU62L0e+qpmmbuSmgRSLacEewKWpKIkUT7ATTS8uk6bMf/d0qwaSx3RqB1CvNkLTdoUVMrtOlL1Ec5wqBBwd+ccw7CSNSQeTvFCmEEzonbR2IjldpNBXs9xgW4lOBSQls3EG3jy4eXR/hIpC9nwshE8ybNNNmESQ6h1BDllEMkgQ8RhNCt52EaA9daNH0D11pop8Ekg3Z6Ui6NhBy6SRs7Ds8+HSVORoKsKIEVDK0WcIrB8DpCcxKT9JRg4LQGpzXEkOTXWh0T9ULSnZcEBdnPOAJein0DZoSh4zvXJRFuO7Etexg3iinB1jsEOkwHycg+PbZVzo9u115AcAtjPBnRqgclBqRWELxJyEkXXUwEbyAGVxOlu2EkNbsDbRsY18G4zn90tdsZjMJ/kC20tQkJD0TZDiTc+rqiVFwnlGtrB8LcRqTzTddNls1h90geUknHmBS2Kw1RyicnjwR7OsBHiAZrLWNDeZckjR/aeYQ5kJyUxN1PSzvffi5H2Cd7CQQ7HXl2SrLtHlKdnsM0gv2gEQnnkpD7bZOOzhsI9igRGaOZSrZw9gJd8yQadxdGX0AJX18bdxtGbzB6y7sksh1GYQ16+culQOn13Xc9Qu5KkPzMo72hwRMabeO9GV2lxrEr/Pt7Tq4fRLDvF32/XwQ7SGfSEV/no79OrQFTec0oC0llP0Emsg9TiYiZEOuUYIf79CCCHSCkg5AOlGsQqkC5vhRcWCjdQundEZ9DPhsnPoGQEAIlPWGuCUVZURRlPXAnvnP9AuaJq/saOPOGcnr/9kW/Q9JjJOTDwGlh8LRgw0cGi0RSpy5yVSTYYQRfJcXwXWMQrIZgNSgpQCpPsou8QJ4Xg4tIMUG2zlFkhR9sZpUjW65R5dUw+EyGbLlCleWo1jlIXoLkJaosQ7laolytQPIStKyjC0uwOnxYgh3wi7/4i5OodSDWgVy//PLLODg4PMRjV6/i1tkZVlmGxTrD6fkKi3WO8+Uap4slFus18rLEYr3GYr3GarhYpPLDUxJCUBZVtOELF5kOkpFAqMchKL2jSBxVkXqZSBhNMd1mOjKiiq290UmE7/WZHrOCh0gdNwMh0JP5cVCEcUCB+w0JbJWN0blAptNEs6nXajpggZla5rDR9muf7+7oinDZUMGjfCSVisx9gFMJiTMSSlAoQUf9dkKwU1u74LoREmFCVzPnLMk+9t3Oo/e5HzgodftglA5JDDRGedvBpkxyDUYZKCOgjAz7k2BMTgj2vCvSOQcuxY6udSIRUSp6kgZf0hTa2iHS2E40sz7iaON+vBTATrSzTdOgbaaENdxXP5qlQu8cDGeRYLdawAoKw2v/K4NdnJcaxQFMBnIdLOhSbf2UYOsxYTcZ8jlImNLE3eCfmw4LbRMN9zjcfB+Hc04xH8gjPCfzgVD26a/T+VSO1bfeq3u7uYuL7VPouzs7Xeweox93CqU7SN0OJHsKbTsY16PpLmBcD6kbMGEgdROXeQLuI1/TeuFmwyy7HYRlru32oul6NF1/6fKQS/AwI2F695w9utpLCHYg113nLiXYc4KUkrCUiAUCNzpGNJcSvUDuUhIXol37IuWBYKeykJRgG3v/RD1/7fZrqfclQM412PN10vk02h1IdqrBVtIOmt1m8IW/i8bdgRIdOLOTwZkCUUujo02zRdduPXF3U+K7TzI0l8qk1zxNDk+JdnpP5z0BU6mNmrzfgzY7DbLMEXoyH6Sr3kfqRoTegxA8G3O3po2dMbcrXeZ7q0e3mWDfmE6niY67SY+hd8ztSESm758O6WBd6bpSugitWghhIYQFYxqMaVCqQKkCYzouC+vqhGCnI0pz5okeI6Plr5IaUhr/XRy4EaV8p86HHpF90pHLestig/0B2v6d5YMbWppAyogPjAbDi/DtDuTcnw8F5zWU8j3i1gpwXoDzAoSsQUiOslyjLNcgpERVFciyFcoyR1WVwxDoORglIGUJxTloXSFfrwasURUlOKHDwHYUrPLrsroEqyuQsorOc3wYSXofwZ4T7bl85Pnnn5+Q6r0E+/DoCNduXMf5coG8KrHKcizWWYxYZ0WBvCyjDsjbx/ghzGldgQ2DzQRNjWAiSiRIWQ+VRIFRNoHPhJXQCcGeD/WZGsQH0pwOC5oawwef6dSDuq4IBFMxMh1tepiJGtFdD1YXnS8kVxPv2eBZGzSsIWtVMYtxNMHdqJ+VfpjgNIOZlHVipWdiItvDQ++Q7tGOT0x+nfFJeY21iT3h6MSQJhk5ZxESFgmphq7kIYIcBtMJo27OWs5pcpUY/L0F46iKMtoGBYLd2gZ9s/FWh4M2VGs1eIJ7mz4ppscOFmVt4yOAIVIYkEYHtXW+G047WNfBNf0ETbfx2/c9bNtOYJomSgnUIDcIsM47JbSNJ6SN7QZPXjv4/wqfqOgaCFLDCobOKnRWoTECnVWw0hPs1B4uaP2Nlugai9sXG3SDM0ZoHElBIQWb2C6mCbRpebBkTH8FYxFmiICHut25bgdpvU/9msN853r07WaiAe/bDS7627i9vZM8K9PeoMa23mbQ9mjdFpvuDrr2As5uJr7eHiOptnoDqzfDvI8C7SPYSrewbgPXbGHdBkq3ENKXa9PBuk1CsjtI7SPhIdIdylOk5a7t4+9l8PXr8uXWdXHQndSxYE7u5gNSjQNC7JeIBHnIrkRkTpymVpeBSF/mFBHI23x5KmeZE2wfwfJ2fnOrNiHkxNqwa7uYs+Gc83adA2FK7fkmUkA7dU0Jg1KlLiWpo0o6P7U8HO0UYxR4j01eSKoP0XNrOj8SanMHrbsNrXpI7vYQ7AaCj7kEXXuBdiDY1jUw1sLYeW/G6FAzd6YJLjRpr0FKsNMG0WgMMG0M7bPNm443EBIdd0cKHqWCZqcXZh6BHhNS5/8vaNF9vQ/BtdTBI2B8HsZtrJk23OeDMnWu32n8T99FI8FOLUoDkR7fP2MkO45yK3Yxvrf6eO/rUoAzM91/XLeZjKsRpbNMTny69/XMj6NCu8n7I8iOpiNUXq7hn1typsm4QS0QxigJ9zCsMwY2vS1myLMjNR/kwOOzH553xjkY97LSehhAUBsOygoQmqGqV8iLBcpyjaJcIy+WWK3PkRfrKFuq6gJVVaCuCpCqQFVkqIoMZb7GanGGfL1CVRTghETE/CXBBilKihq0oqDD4HI+oj1YDw7l6XS67vPPPx8JdUqsJwT76PgY125cx2K9wrrIscozFHUdu9O5HO3Y6kHw7gd28VFLxb1HrRECktLoemG0Ql2V4IzEiKpgfhAZwejgFa2jXtTrsEcCum9eTEZjUhPDfsllYhE3lvmosd55cfQmbgAAIABJREFUuHTSmk29V531L6S2aQdP2zbCv2CHlrMOmtRmGIVwA6c3aM2INDGMVmLS1eRb475ih4+FNS42FtKyh8XomzvTpNsm/oeu7fdo1pvoZeptFcNL0cXf+1lmpQMNdG2Pvt9i023HqEJCylK5Qt9ssO220d3Fu7OESOqU7PVtHwlf3/bYbi6wvbhzH9yFHUYXtLafoGk2cM0Grt3AdVuYdgPTbqCbDrrp0Gxuo9nchm66uMz1W7h+i6bzaNttHFwl1ViGrt+uabHtemy7FpvWRfiBUTyRDkOFj761PnmybSw2fYuuc+g6C+cUrBXQmkdYqxD8yp0zg2XdFFrLveV+Gxvr+Vg3upmf8+hluwPb4GJ7J/odB2z6LdqkS91bDvbo2g26dhOXjZ7Y3rt7HPZ+9PQeG6r9DrRqIKXdi/CxS6NQWrWwdjPC9TCuh7YdZELUpW4G8r2LiztPYXPxpK83zSZxtGkHsjROPxibyUiY0a1gIBOjzM1HgIIeklIKpRS6rsU8oXFsKO+S4KZxQ30KGO/t3HItEOqUtG23W1xcXODu3bu4ffs2Li4udiKm00isidHH6fvCEyqjGnRD4+qiv4tNdyfe88Zs0Dd3sGmfRGMuoEUHLToI6iCZ83XADvWoGb2Y+34z2A/O3Urm8I0P33D1eSzBkjMglM+X+2k/uJC3nbyIg2SF8zcDQRtHMO3QtVs46z3Cb99+EnfuPgXX9tC2iTkoQfLAhQKXEsro6ErjAwhNdKSxM0eYuU1eek/2a7hTq1tf34IM03fjM3Rdi65rkl4FNQ6Fbsb3/mWDyqSNm2AV2bUbNI1H+nyG52D6zI4uHgFh3cZ2k16yfdMPIti3t0/ior87WJpu47gBm+4Obm+f3AmWGdXCyA5G9jCyhxYttGhhZB+//31zB43ZxnUka+J6Yd3GbIfg23g+0WIwIEnc3d8L0+6/Xnr+nd7fM+IbQmNP2XxUyznSdT1HGTXslMgIUgsPKkAYj6YEStuY7OkdUUjsXSOkiiN3l2WOPM9QlDlW+Qp5VYByP+I0HQbl4ZzBaLlDsElVoMzXKLP1RNtN6yoONMZpDVIWqIpi4gtulYHiMloGOm3jdPAWD5aCpKxRZgWef/55vPLKKxNSHfDyyy97gn185RFcffxxnC7OscoyLNcrnC8XyIo8Dt0Zhkn1Izf60Dqj1CegCQE5eEEHOzmjFOTQ3cQZjbIEWpd+NDXOB93qSLDn2Df057QsuHpMrfCs0uhcg77tovH66FGso0ZVchVJ4XQUqmany3QaCQjEt4USDpI7WL1BY7YedoPGbtC6LVrn510yqp7vItwMCTM27i/6HSddnN+v7dRlllVNQnC6drOzfVhn3zk8LObn1uwM7TyVDsSIZzONgM6X71tv222x6S5iN+vlBGaDUfM4hY9wXsB1t2HaC5j2AqrZQDUbSNvH6bDM9rdh+9tw3W3Y9gKu2aJptrBD1FUO99a6Ds0wUmGwJ+xbF9E4HX2U0+SwVJsaBvzpOod+08A1EsaKGSSMHYcS9x9AOYHWYqds3MbskDH/QR2xn6iNfsf7n5+0/lzuxdzEezwS6db0E9xPD27U2JU/7/pNI04p0Z7ff+M20KYfpCYNhGogdQszLJuj6W6j6W77etMEHe1+PBzBDnW0j9ExwUOynYpEe5/N3Zw8zp1Bdt9hU4KdWuHt8zS+uLiIJDpdb59c4TKCPXf38MGMMWrYuQtc9E/izuYpXPRPDkGJHq3ZYNvexbZ9Cp29A6e20LyD5h2s9A2sxvZD3Wp3SOY8WjtNvPTkunEardVonULr5KUIBDvMd432A1C5ZvB0305851vTe4lgJNjd5P0a3UiafpKYl8In4k0TaVNHGml0lKo9yId6v7xmlNjs6tGn8pOmcTMJT6h3+xxW7v+9csPgWoE4X/ZuvizJMJ03airf3Id9+SlppLtzm8l9C6YHfXOBi/7ufd5HnlBb2Q/1cYPWbNGaLfrmDlqzjctScj2F2+ndS7mOUXaHXM+v4y7BHiLjk+/32LM0Jdjje3PfKJb7XHeCpFdJAylHKcxcElPXEoR6t7maCVAuo/tcAGEUVVWgqsokmbJAWRYDwS6QVx5FXaGiNWpGfO7VwCtTgv3/k/amW5Ir13Xw9RJ1SWqweHm7q3LAGIg5MGVVNy15fU8mT7Ls9xMlUvTj7O9HxIkJyOqm/WOvSiBRWUMigR3n7LN319wSwb5fMfYths4Hw419Czb2cZ9Hm0lF+ljpbm+3QL7ZIaBnGsZAsDt0TYv//b//d0Gqc2L9f/7P/8Gf/vQn/PAXv/gRf/O3f4eff/6Ey+WC6+0Wvt5xv7chonPA0Puyv0/S8cmNE5dgk0Df+3YBCzcF0lP7RCwZrcyGto+rhTP9Zr3K/CiJyQe9jJiGMQ7R5aEui3WgcBWZVbqjm4eQRRJVvfLP7ajKi5SNwy5ef+Ug1Qyt14ClaE/TiT8xFVsq1NqhFb5zvuq7rnv8AOWPv0WwPyLENcEuB3bOCfKfS7DPhoj0k/fXW7V9dFE8eijPZi4I9uo2bMvj1L4tv3h/BGM2uOUd8/oFZnmPkG4H12uEMBv0/Baf1/Obh92g9BLlB1zYID9YQhVzjjd0YySMkVgWizRMWg5wUqtdKa+JXxYbtLQmEmylWQG/b4rICTjto4CUGkpx5G4Tfy5SFaxs/ddtYf+3JRJEn7fZLVkrN80+JF34WnSC8scxsvpsWC177+sbdokVSm8QaoVQK7iYwcUMofz+HNruBxhTVqDrSlK+n44jOOft3azZ/SBclL2kgTg++SEspSzWdT+EtuQEO69S5mSqJNq20junAUpa6JGsIK9g5/Z9zzyWnxHsZ24eSvnU0sUu2Jcdj/WBfdkjKfKf95K4Evx54eVL9bl1VlF/5kJidJpVoMHrPGCsBj2fchCWQxGAZhZMTMtMBLvUcPuhO54hDd56wu3nRo4EWxkNLmWUiNCCJyfYZ3ruI9lOGnYiT+medG6nSBXs/Pv/3IIPST6kMN9NsGsQwY6pxuF9zN+jfAYlzyuI4GmGqr7+fDyLMoMyBJKdabpWre4Ns94y5yVXIO1/njR5RrCPmA//J78QOS6YzrTyvmr9cZLltwj2MMoCNMjptwW6gSXXuX6M293A/NBm2wRttTdJGMc+VrFvzRU969GzHvfujnt3R9M3aJ9IRGqC3Ydj+q5B295wu71GNPcrmlDp7pp7qGjf0d6uuF8vaG9XDG2StRKprvG//tf/iqT6jFz/6U9/wg8//uWv8NufPvnJzHuD2/WGtmkxMR4cQQYMPUPfjcGOzxPsfqCUIYmJ6/jPZUwVeiYtHfgoomehnJQ/YbMWzxnBqgejcp0VVaFpRUFDdHlF+5vQ5QXqDGfWNtQaM3ZBN0yhpezbzAQ7e/mBMmFaWLowJcxi21QKXVSY9+0Nj8d7rAacEeyiWlAMSSVJx7E958JNaMWyrCAZSA76/jxRLX+9Zylr9c/P200iDHTK4Gt+RrA/SgD8FsFe5/0D8vQ9WPF4+wfsb/+A9fH3EfP6Fco+wNUaoewDdvkCu3yBmd9g5jdouwd5wZzJC+Y4PDcva7TDouGgnGD78IbS4szbbHHojIxbKw/Va+vEgXTT40SwExE/Jdh6Qh4wVN5Ea0eHM+RVwjIwhPT0eYW8rorPbs4I9nFA0pOp5zCqTNXLbzx0o3ahy3BOtFdI+Rxa75ByhTEPaL1HGPMIOL5uXi3/qILuf6cdWu3R6s3bvb35/dlgldbHBbLHnHXVzr2Cn1UiyUbzrNpdV7RrZ4r82FrrS9+f6zvL64IADW5qpbA4i31Z8NhW7MuCxdno2b+GtFPCvmzYly0EhTkfwJT9rmdDfmdSCbqGG02kyhOmRKIopTQnU/OBbBVDwSf3MPfk2h2rxspE67icYCeSrU9tH/9vCPbZEGXeOZVCYxx5QbATyX5GsM8W1Md7w7PEzvRZPXZ/PHmcs2LJXMCaJc2GaB3D4CigzSc3pxyLfMYloXb58s5Ms3FPcayIJ2JO58Tq9rTIkvaEwM9ZCNixuPg9BJsKfKcOJ7zuHGmcDaFyLg7E+lsEOzeQYEyiH0sQB/TbIpLra+OtnnOC3XZ9SGq8om3v0alsHPtIsJu+QdM3kWh3Y4s+WAKPQ/tNgt31nlzfmysul894ef2El9dPuFw+43Z7jd8z9m3xOh73A6GmhEnCP//zP0cyXRPrP/3pT/j3f/93/PDLH3+N6+sdza1F1/S4vt7Q3FpwxsEGBjZMGHsGNnB0TR+z7dk4Rps8Ifwby4Imh6y8xk5Ev9z7pUV3HzENwrfQ5LFlU0sDamJdtlTUoSodfam1Ri4dIcnIOi9YrAs+zMcp+LOLcm7Knj9nrAML1nJC62Qgr3UciFPGQhsa+uPRkSNPIsurxvnEei7lOK9ek80XablLlINPZUpa7Ztbfw89zvdbe/TbjemN0e5pih9ewUUmz9EFya59mb/lRHEGZ75Vofw2wd73vy9wTqSOsO4Nxu4Hcq3MAmXCDVKqA8HOB83yqOT8/PP/b0+wKXGwJtduVnCzOhDuel9d8S6r38lx4oxg1zgj2DmWxUX4c0NEMpc/FwNEjDvoJOskysXuWOyOWW/F41lvfrj0g8rOWWWsqPQEPeQZJF8itFixr7/Dl7f/jLft77G6L3D6EYnwsUXrCf4yP4rW9tn5R8Raqx3WPIIbxaN4LU8oSjnXMm9YljU7Z472buck+2OcVbBr95BnpDY/zic+bofrA0EbFXTMGvvqsM4G62xi0NZsJBZn8OXtgS9vD7zvO973HY9txTo7LM76oe2KXNaDmM+lK76C6t2e5kLbb8QCxWcYscCIJVQndyzmUcLusZp+VhxygVRTZzIvmJCdXNOP6BkHlzr6OScryRRORASb5CFcUhjXuXXis3MhP0/y+09O5EgickawacCxfj/9wOzz+8/p/UMnQp4vwmgBVs7+nBB4RQnLU8x7WGeDxekioE3y4QmSrDUHhcblZD0n7Qk6DpPn6ct1aFidzkwD/vVwZs5vag127XBDnfBcNlNXsBOOHvo+CTKZReShf88Id+3Q1g/TgWATukGgGyY0/Yh720fkleycYN/vN4wjuYhNaNsG19sFny+fcLm/omc9Rj6ACfb/RLBzkv36+gnD4KUjw9CibW9o2xuGoUXfNWjuN9yuNzT3uy8od11E27Ro7nf88z//c0GoiVTT13//93/HD3/xH36Bn/72J9xe7h6vHt2d9CmlF6Df7oryedd0kYRPA4cYJVg3ob11GNoBLExi+u0RU0/HcYgsAa4OpajTdOrfI5eFqMxvuY4qJxRR4U8skc4uWrmZexHrmmES3F/0jC72Cyl9lOlEk9miWEHSBydfOZ7ZSh3bcVQpFJCSHaAUB2lwPZHScLMGaXVJtmCCvReBtvPnTSBY9b50wc3JY4py5WwKFYJzff23ZELPiLdVfsjU6OVDPJOPkDuFVhus2aM7heQzJJ8hJgcxOUyjwTQaiMnF5+hYLzFYoPSSkeszgl3ekIhg+wtKcmLJ00rLRQyHlCO4GIrqc16tdrM66LQ/JtekzZbfRa6/TbaPGnCleDznyuE6X83+ngr29xLsgiDI2ubvSICVnEO7tiRRfljZ6yb5aMBHA8VnzHoPmmCPWe8wqqy21RU2euw14WUlzsbF4R7h7CPIRrYw2EVyl7ryZ6PMpqwYH/2Tzwh2rucmSy8e0nJpfz48R1Inrc3BQah2B8m/d10XULT2mc2biURaYzYyIiXZ+gr34izW2WGdHZTgMahL8GQ/Vv6+9cxM5dsdh7tMdHg6e/8VnyGZLXSzdL54zEGuNB8KQVbRwPxzSZ+QGuMkMIwcE6ewLfecYC8LjLOQfwbB/siaLY+ar4fiyKXEWAuTEWOlBVTIAhCn1n05eIHjfIh3IuF8wjgOBWjIMk8fLci71mGOhUPJEYL3BfjURozDLYJPbXbcEFyZxjgA500YOgg+xvOQkLs5WR1+dvBwFjwZOQg+gLMebGzBxhac9VCCQYfAN6tlcPSiKrjO7nt+TkxO8kCwc7mVJ8QC41CG5YyDxDgmYkwEO+/ER/s+llK268TtM5BtMm23HQtEOuF7CXbTj2i7PqY8UhDN7XaL+663K16uL7g2V3RjF6vYlLvRV+T6I4JNJDuXidxur2HAsi2Oo+3b7YLL5RW32zUE8vQRpBP/n//zf56SasIf//hH/PAXP/wF/vpXf43Xn15w+fmC5tLg9ecL7pc7Lp9f0DVdkdbYt30Sh7cdutsN3e2GsW0xth34MGDqetxfX70nYXhu6jqMbYPhfsfU9VCMY+o8+a4T4M4I9jExjhUC9FyEnnsuE+j5aRgLgv1R8pTKjiHz9XSChgHPDFJIaKUgOPdRp0JCTBxs8MlFyS96jCtIusjlWqjvCU7wv5uIBOxMAkC6XGtlrHqS5MCY3FtZQisBJaZw4Sqfo+fzbaMT4aKbKNk71QS7XkBRG+zjKW+Netg1/x4tLXSmmzsDHVMeN/tpcKoQyhlaeOR2SmIy4KMGH3WYLvcauljpCkNMSi8ZuU4EW2bT2+QzS6CwHvJ+pSltGtoiPbavcnNwMXofYzGmxVOmr35GrD8m3FN87wjfItb5cV4nbqLLidITpqmDlCOslfE5Ap1/nnSbgmCfeWf7lmuShNQE26gZZxpf3yK1h+qOyt9vOUNnMgA/7LSHCPctygJIKnAmD/Aa4FIyVRNhqszVFTgaEEsDkVsk5WnyXwcy7UD2mUR08hjxnGSfVSxrG74kIdAxS4D8dmuLu9wdSClTZBDQ99QuA4mo61gAOIO/npQ2lSnplQKpfGvea57n2NIf+xF918e/MR9iLK3odHGNTwQ7eCqH9n0tESFtLh9lyEvwKHMNjn7weWFAy7K9f1Yw+ci/29v3Jd99suhToWhzRrBrYn0cbMxlIsGHOsPEVQj80jDORhDRl1pCaolJTDFwK78mFO+xPs6H5NueePviwzj2BSj0hooR6WeUhQelJkg5QIgWQrTRTznfZuyGtntB379iGK7Z8z2EGCDEgGnqIhhrIcQA79TEI8jJieCldz2E6LKf20GILvg5X+PPk7KH0iOMYfG1PGFPoWExMTrwFS2PBDvXy08nSZTPCPahel0R7Dz473sI9tAz9MP0TYKdS0JyLTYR7GEYIsG+XC4xUr1tW9yaO67NDfeuQTf2GDlDN/Zo+84PQd5rScc5we76JhJpIs8Esv27N1fcmyva9ha3L5eXICd5KTTiw9AFp5Mr/umf/ikS6ZxUFwT7L//DX+Lv/uo/4vWnF3z+zSfcXu64fL7i+nrD5eUVzd3HU768XHC7NuiaznsXj1Mg0x340IMPfXw8dR365gbWtxjbO8TQQQwtxNBAjT00Y9BsgmIcahJFZZOPIhLpQ9U6I9l8TJXqumqdV7PJVWSxDrOxsZqtTyo+ud46111LKYvoUR8VOkTCTpHohJrcy0kESQ2BBfsq79GsdbIc49ybyj8n1qR5k75ykBGtWm9LZMrNCsuiA8H25u4mrKYpzMRqarf54Bva523lyvCbM4KdKlXcE0hGCyAewQa/XXuPE5RQUIIsGCXYMEXQa5AjzFlV+yP9fk6wKarbBseXM5cKso2rEUOFlB9eM7ZESbCPN74YBMB4bL2RB6zXaqbKJCX20f+XJB3rOmPf5+I9zqUiuUb7GfxN7+gwUruT1FXp1BWR2HeHZTHx9bgYoPSEdbN4e1+xLAbrZk8JdqrgHDsWRLBpuJHIdU2wKXwqJ3m+C2RPoaR/3/MBKSJwXj7miRwNSnnNr5eWWWXiMeu8YHauIL2FZV4loTptm+s085DPPXDO4+sl3bSGtTIsjkXoCiRde60xfkaw932Pi7fcdrMOUskfk/6btst2tTngzIO6dj0hohuH0LJhwthp5Cq4dGwH2aDXqJZBK7X2OH98LJ6ECny4X/jBxfIeQfeQvAOapIeBDGXXobowoKNvt69m19aV9dDjwZLNpm7DUd+etOTfGjJ+hpxgUxhXzyZwqWIiKSWb5gmnyhjvcCIFyHe97oCdEewDFI+fhaPcpCTUp0PWRoR73wAu2gJS9dCGQRsGpQeM7IZhvGJkt+y4Dlz0B9A1la6nueSuvIYyaDtC2xFSdZCqAxcNuGgw8TsmfgcXDZTuoe0I61jABOs8yabgsJRjoEK+hYSOi/OcYPvPLOcSfFKHzmySiNRyG+/qJvjkI8oZw8QmsLEE5YfUYNmiOoUB2TDIyA/oR4Gela4hB4Ld+0IjEezr7YambdEPA/phQNM2uNyvuDZ3dOOAkU/o2Yi279C0Ldr2Hh1BcoLd3K/omlsk2P3QYWQ9+qFDP3TFvppgN+0NTah2v7x+wuX6OfpwkzSl65t4zD/90z/hj3/8YyTV9DjHDz/+4kf89Lc/4fr5iqEdcX294/J6x+vLFb/96RNeXy4xrrJtWx8mM3oiKdhYGHqzvocIGfO+ct2Adw1Ed4fsG6ixwywmLFJiVmn1RgQ7Vaf5ITVn7Fg15LbGm9/Z9Hc+UZxfQMldZGJTUfWpJ+XzRDOZVQvixU2pJxffUoqiuB/0YyML6YcCNCRpHfnprsGRwoHLVFEoCXUw8Zdk8k+VgumbcoBct2utgFYstmEJVssiqpuQx3kT+Z6DhjK/sBLBJu2tlwG4wmOZHtc3gjqkgCCClpuQboq04jcHUn2mhyyfW7JqpbdSJI0uWSsu8yOGn1AASh48YNQCo48VKe8gQtKFRC7KG74GDajSIIlS5nR4bVkWkG3fslg8Hhve3ne8ve94PJbDe10vrM72PSPc+TBl7kjiF2e+Ck0E2ndE9EF2RHKQfV/weKx4PFasmwuOKHRssAc0NP3/rAsxI9n3lRVschHxXR8eZQs0RHdG/BL8jUtLFQbqtLddC6DPw+I01tkGjbDF+77G7cV5mze6yadFSSLB9Fz+fLktUQ+H+sVp+h8nBxkiC+nm72aNfV/xeOzRUi+XhdQ4zpgcK6m181Ch+Q4kO7m12CcSrNxRySOXwizzG9bl3XvIBwcIuj7n8zOKK+zLXoAI9+o2zG4upBFUEKkr+HW6YAxSEVNIvp0y+z2F2QoYxWAUgxJjfFz6YotQbQ+zQCeOV3mo0hnqofXaStVVHvQ1wY4Wr5X3dN2BqBGPNRZSa4gMXHrP4jqltE419ftpYNniucTso8V7GpBOC4jy81A/Xx6jkTp5QwFtAok9gdJjduwY5Hf9aTfw9DoZCxg8kGUGpTtI1UQo3UHpDtr2EdaNAZ5k+0q4DNkEOstC8O9vCjQqQ9xI2iUmCaucT8Sd96xjWwfWyRhe9thWLM6AsxFD1x3C66hyXueJUKZIkTvCfbjMMPKCSOcge75xEoVjjocK55vEOE3ohiEGGd6aO27NDdfmimtzQ9N3GPmEkU8Y2IiBjZ4wV04hOfqhA5cCk5gwsAHd0EcMbEA3dujGFm3f4N7dcGuuEZf7Ky73V7xeP+P1+jlu35prcfz/+B//A3/84x/xhz/84ZRc/+EPfwguIn/3M+6XBkM74nZt8PJyw+dPF3z+dMFLINgvL6+4XK64Xe9gAw9VW58Kl1dyyZKvvd3BQkVb9D1E30GzEYZPMJxDZ0NwtTSkJth8FEWVK1Wf/AW5tukzUsXqA1UiqMpca7DPCLbWuiDYZ5PYRms4YwOJTEOUs3N+gFIqOBMCYLjB0PtEJO8JvGN/fIV1e+Gzm0sM8qGTsir1vBX3EXkieYgx6SYxG32A1T6mm0D7cizOYHbJ3o2qrFR9IIL93Ev8eTTwR5r4aK+lPcHWWQUpf2ykgVO2wKzniM2t2MgGbH6Agg+c2yKpXpe3+JhCQUpN77ESdW5X5S+KKQDjmL5FlUJyhzlYi4Uqjq9cr9h3T1xPHUYCMaP3++yYbxHss+eslVEHngh2SgzMq7NUZScsi8vsAE3mIuITU3PitLrNL4R06ibkFezaB9t3AnIJwDH9rLTzC9U9RZUjv7h0VhVYnCn8yx/bgnW2PgDImWJh+UxeUz9XttRTDDZ5TSulYuqiNjJ0hFgkAR4kFZpipTsvBHwvwU7VMJUlwyWifVbZLuU45gnBpqQ6GuTcYM0jYpnfsS5fvkmwayvXegFm9Im+OiPa57KIdP30EhXvc03kOifZtQ928sOmrp8CWcF9NKydh5+Uv/9RIlJISk4q2OWw6fn15mPv5OxY4wcmc5QEO6WO5ommcX8M+KHBZRqIPA7DHwcedThvk41nvaDI5wHSzEF+jAmacA4hxwLacMyriXhmZ6r0dPje+nXO7q3GSWgzQekBQnXg8g4u7xCqgVANlCnJtbY9jBsDGIwLkpksFTOdq0lnnp/b5SC8r05b5eI1M80AlIU+P7DpiwZrCDqTnIGz8SCxzTvwuew253Zxf5CYDB9gnGTExHWAwsRVCJ3xVemm73DvWty7Ftfmjmvjq9cv11f8/PIZL9cr7m0HJgTGiaNnDP0wHAJqcvRDj56N6NmIbhxO0EWiTF+JVH++fArE+gWX+0t8fGsuuHdX3JoLbs0F//2//3f84Q9/KAh2/TjY9L3g+tqgbXpcXhvcbwPu9x73e4euG3C/t7hdG9zvLe73FmzwDiMpenmKbwwbGPrgl+1XPRKcidDmLyUDKZryOMzY3fsoC6mTGPMTKZeIUPWaNNf1iUK/p9Uac/Qdrqer043vI4Ktw/CJnb02btlWzMuCmRK3rL+I0eDVxBR8ktc79u0LlvUtI9VHDW9O0MohpqqCfTJI8mwATamgvbYKzvrJ5ryyv1iHfVnx2LaIfVlDWMocj6FtqijkFwf639UE+5lLS/3/fYZk7+YXM5tbYLgsYIWOcMpg0RaLtsXjRVvsbsHmgsWWperRfkAKUEix1qWl1NHh4bAdKkd5EEuyqEreyKlavlTHky+tif/XZZmjdKCuJFM4DaEIFzk5npBv07nGM7BwAAAgAElEQVRSD85O0wApWfg56T3+6BxYljm6SlBIRW7TV5PrmmDXEhHynyWCXUeJU1v1mVd7isp2h/dxdutT5CmU1PY/twn8Ts1t8Ote5gf27QvW5T0OOJa+8rr6+8pYY9JU1nMj+efq/POVgkZql4Czv+nUc/xJJ8o/d6xwW7NiXd+wrm+Y7RLlOLUP9RnBPgw5PyHYuSzm2fVGh+LIOi/Yl7Vwmapx5oFNUqEUZnLslpF9X27jVxPs+pzI/985mTwvVJQOVPXCKF+0nwXBfESwlXEZwd5ikinZz/ok0xUpZGpGSYLd4f9dLvaoGltW2Z+lQJ6FWRlrgyZcgCtWQFkBO+sIqXnxfL4/x9nr0HP0WFkB4xSMkxh5i0m24KqDND2UHSPMzJ5sMyg7IQ16lnKYtH0cXKX3ngi2kSZKqEg6Vbur+fC/IOvMZJ5+YJh/SLDlxM/J9TCCDex0SHIcRYQPoNFgzGTwbnPjJHFve3RDIsCX+w2X2x2XW4OX6w0v1yt+/nzBy6VB0zMvPQkYgu2xl9z64VgKqmnbBm3fxddt+i6SbSLcbd9GCcj19orrzceyf3r5LX7+9BN+/vQb3JtXXO+fI+7NawEi2P/2b/8WiXaNH3788a/w008XXC4trtcWnz5dcXltcb/36LoRfc/QDx6kFaXWbE1ciWCTYJ6IhLeQMdFgXqly8OzMpiYfiDu9EQeJSK6dowtlXg2p9XWxWnJi45RXe85sngoEPZoyJrbYSLvmFmqrJfeCiWlIMWNdvvgKzvwGSpHLXSjIR9nYcDG0pVSFbrBUjTleuErvYSJANGBH/sQk30iV97m4sezbjm3dsK3b4abj969P7bByy68zgv3N/63Wp8/t+4592/HYdrytO2alC+Qk+gybcRGrzdIk5w3b4uPd13mLmImAV+3d2a6FpvKjitEzN5i8Wu4r5u9Yl3dQymfeKq4T27zmNE9cTPaLpN3Nn1/XJaL+nhx5BSrXRNLQka+uclhrwu+TfNWf+a4vi4+1fzzekGuOKcnxTB5CCY8pvIECR0qCnSfP1e4IHyXJ0WDhurxj377G//26vGOZ3yJyZ488dZGQrPRICnEWmnE83sPb9C3zF6zL77DMX2DNI4bN5MFV6bwpkyKTBj240XyDYJfkMy0C8iHR7z+Xy8/nmUtFPqwphQLFma+rl3jk1+lD2EsgrmcWriQR+Zbm/FkHzVqL2Xmp2L48omTMb79hX97wvn05HYLdlzc81nfsyyOQ56Ug1mf3qnOb0aNMJJeI+M/W0UaxcHfJJTvfQbBz5EOUueOVVBpSGdiQNulljDus2zHPjwJnRQlfmAiBZtWMQZG/kH0Wa//rg+d11mGkY02QrPjFgSygjIJ2BsooKOOf54pHaGewPtb4PEE7U3wffS+9Jlc8O05B6AnCMOiZwy6igJ75AUSuleUnBLt2akpBUITvJdhUcPSEeSokn0pMB+33s6yQfMYtJ97ePW58YutXDV+OBtNoMxhMTIExicutwa1pYuX6crvh8+sFL9c7rk3ncR/QdBz9qMClA+MW4xRI+sjD4DXDODK0TYeu69F1PoH83na4tx2avkfPWKx+N32Ppm1xv99wv99i1ft+v+Hl9TNeXj8Hp5EX3Jv0tcZ/+2//Df/2b/9WEOz68Q8//vjX+LvfvOLzS4PXS4vPL3dcbj3absK9HXFvB9zbHm3n/QvZJMKFXQSh/FisbOgfz7mC1/FRMpn/x8a48Cxo5uABGXBW3aoJdu5vTRfodV7w2Ha87w98ebzh6/sXfH3/gse2x4rFfEL86nbqR21WY1MwgNDGe14H7dq87aG1tkKqGVLM4JOHkhuU3CBlSJAL8cx1BdvESmdVwRY00KWREiHPb8B5uMHZc9YtEfOSto31FQ5tLKxbsO0PPN6+YFn3iHXdTj1yn7U182PPiPm3Kk7xxhneY5cR6824D8n0Ofl2WPSMRc/Y3IbHvOMx79jchtWuWO0Kp9wp1nCjd6GaWRPob5EUItiJ1D3iV38TmYsb7ZkFWV4tOqsint3cjjZvecXpiHxQJnfDoCrlt26IdMPdt3c89i/FOTiHyh4RkDqEiAh2Xr0mkm3EHPXUOdH7foK9BvL8hmV+x779Li58l/kdzr7F0JcclLp4hvrYb32/NQ9Y/V5AyT1cH9Ys4XE+rQRbsxRet88S26J05tBqLjsuz6rXOQnMtdj5demptCuTBeSLOq/BNyWhfkKwiVjTdd8nP75h3x5PiH1Zwa49vv357n30/cLtDat7jxaMq3uPcdfkGFTbNHq8BzL+OB3GPENNsD+qMCf5xZFcE8H+yI1EKVMS9irF15ogZQzzRDoMYPv5BAMxqVBgSLMpJR5xAeqsl/4QrKEQsJJEl9eKBbVWX8nlANLwp8Vu+CzpEO6m05BmricvteWqOIa05MrYmFdBePYa9Dp03Mgn2NnCLgbaSWgnoaz4bnzbDrWcISC7YOpWiUlE3kQLPMW1d9opTBemwoYwzVjxotL9ka1x7sSWXluAsxOMEnxU4KMCGyTYoMB6nTDQfoHL5Y7Prxf89Oln/Pzygs+vF1xuLZqOoelYCnILCbsjM+gGiaYTaDuOoSdMGPoJbTOgbQZ0HUPbMbxcGv96PUM3TGBcY5wkumFCP7BIxod+DEnlPe73BrfrPdgFJgJOj3PUBPuMbP/wi1/8Gn/9N5/w8+c7LrcObccwjCJEXnq7lcLLsOnRd/4XGsfxQLC9fR6HltqnZWkHMWmwQWDsJ7BBYBpVeCOS9jqXiCSnkNKirQ6aIblHXqHOq9bUAnyEqqeXOyRSXmuCv4WaYJtQaTZBs+aWDW7ZYOcVxnoLNymXUJXaoOQeb6Za75BqhVQLuLCeiCuf/FgPOdYtcNJA1lZk5WBRGT0rhSsREigLXV2muRPKgonULpy3B9yyR8wZ8XtGsJ/tq7/vjGDnN5f8/08abF1IQxSsUDBcQjMOOU6Q4xTJdF3hnpXGLE0i2GbB7lbsbsVmlrh/lomE59uz9EQ711I+kwKc+ZlSZ8dXrP3NiL5qndwb8qHH9H+gqq2Nr09dpfzn5b9PPeiXL8jy5/MOUz4UmCd6RUw6pLU6SO5g1Aqj/Hk320fEMr9hW96xLe/F/tlup+RjicT76BySxxPT75a3o+MQ6YfSHX9zV3KOEeVEqJ8S64oInKEmATkZOH0dtcOatwitHolcZ69J0eucewtCT7A9YSnPryPBpoAssufKCXYeda21O6S41c4WRLDzNMI6rbG0I6x0+ZnVoJQcUojDcPoZwa6rw/FcCUOOsbN3Eq7zlGAbT7BnvfpzzDwisV7dOxbzAPlh1z7pdGweNPNRAu3Z4PWzCnZ5npb3peN19JxY584TtdQil2IYbQ4VzBQhns86zadWmU77cCRC/RmqOz91IJiK98UU7MQnV0DypUg6peRTJf190wd9mTg4J7QpwIQ6oE7PVMZBKBvhX88U2/SYCZU9loF4SwgtDlBWBcgDhBaQ+ty+Mtdl14vk3AlHTKIYpj0j2J6XeZ/vaewx9i2msYfkLBhTjAVyAv1Mk00VbBHyLcQoKkhIZiCZgRgVxKghRpNBQwQCfru2+PT5Fb/99Bm/+e0n/PbTK14vDe4tw+XaQ2n/Pk/cYeIO92bC5Tri9dLjeh3QtROGXqBrJ3TthLZhEU3DcLsPuLcsIsW4S/Q9x+3aRlwud7y83CJu15Bq3rYR93tTgAj2v/7rv0ZyXZPtH37xi1/hb/7mZ7y83HG9trjfO4wjB2MSjPlJ0abxeuyXlyuaW5ci09sWbKzepGGEGibMSkNzDjX5QBnFBMTIwToG1k1g2RAjaa4JZ77XtZey90MdoIQshmRyR4/cli+3Y0o2W0dy/dGQXT2FT+SaEru27Q3rumNetuAmsUTiK8UcE9u02qF1SpYTwmYwEEJDnCQx5RpTItieMPsqOV188goYtabr42Somp/p67RdIZQD4xpCOSizwM5bjIJXJjll5BKWM6JdV6SttVHm8Oy4umqTk20i2FaqgmDPSkOOE0Q/gjUd+uu9eO4Ik1W7Z+xu8dpsM2NWBlboSKh3t2F3GzazYtEzrDAeFcGuPZlr1Bpc5/bsHKEgFP86dSWLhlsSmUk/6yzONnd5qO3qyhudO/ip+o4T+UmbU4ItptwffIZVG6zyN97FvkU4vSfiku33N+tEsPPu1GLXYsiRSDUFg+QabC9JyecpjgT76JedFqdSuAMRKLHirEp/hryVXbe0j1W8pap4EyGvv+dcgmNtLQ+wpwS79vU/q2BbMyP564r4v8pfn8hgbtlHcdbRoq8I1Dl2RIiAe+sv9g3nJ3cgpWUFuJLOfSfBpr/b6ORWQxIQH27kfdDJA732vvb+15REXPpgf+TrX+vIa4J9HFbUT+9DUXsuqKNJDjq5hNAvxp9Z+eln7ldcVb+zy0J1cqywaoep0kgT2X7EosEzgi35UsgHxkEXmEYLPrnivkZkXAhK0T0SbNrOXSxygu1dLUy8/1H3WCiXJfO6uE2P6Z7o74s2OWEocZCpeFmJPiXZOcGuQ5gS+HcTbDqvFNcxHyQn2H6o0ZNscgr7HoKd769NLNQkoJg6gYZiBooZyEEFyAx+nxgVmtuA27XD9drieu1wvXa4XFpcXltcXjsouUKIGYxpjIPC/TZGNA17SrDvtwH324BxlOi6Cddrj5eXBn0vMI4yaMMVLq8tXl7u+Pzpit/+9ILf/vSCn3++4POnKy6XO9qmR9v06LoBbdPHGUTCf/2v/xX/+q//eiDYOX745Y9/hd/83WdcwpAjvaCvUE+439viB/TtEI3++64DG5NN39j3kCODZhyzUpDjADmOkCODFRKGi1Bd5FCTt6/zLiI8VrJT1Zo+7KrwG01IQ450oaCLBVW1a30RXcTJRYSGsp7h42p2eYNa5g2Pxzv27Q00GEcEpibafPKSGV8BTMTHB5xoiBCVKiYFwUvrOikUlLSRJPjXctkFaI4E27e837ILXVlNU3qBsdsBlE6YR4Bbt0e9uAiV9lglKZK/chgYazAvM+ZlDscYrKu3F3s2AJMPyJVa40SwnUpYrcNqHQwXUNMUA5BoOz82x6INFm2wWofdzfF1/PPeicQTbF/dXkN12woDzTV08Lkth9JKUnJG9Ihg58T6OcFOlf4UKeyJYj3kVLb4yzTD/AZHlVaqOkvuq9BUkabYXfp9PGH3vr7Jt9zCqcVDrhF5rDRV/Tb3ji1UBlPU9BYlIYtdguTLY7FLQbAT0XbBVWTDOu/w9ob1oKXBM2uy8v2xGSFckA+cliD3l0RQal/nj4fRjs4I9Dt6cuWJ+Lq+BUnNFn7v3EnCHOB/l4xgGwMhRYAPIil16el397/rgn17K86h3Dby4GoRrnHruodK9hbP2TzYJ0XDny9EUndEBZvGhDOC/Qwm89c+I5bpPTnKoTQNqYZz2WVhNs44WG2hpY77aJt8+unxR17+SpQdV3o+VrtNGn7OB/jKePDn9yFf4RQhjCp9TUPw8nD9zO93Wj7R3HJZ3HMVN5l3fEmwjVihhb/vUMKtNTtm+xa7VLPd4mepTNlNqbmUmMsGjaGTRYKuqO5tMW1XOHBREmzq/NJ2cqwQ8bE/zpNopddwv1tDtdR3kblwWUc5QekVXDhw4YKtrvU/U+sMCjIMjfqAnmcEO5kT0BA5F2MME6PU5/o9ju+zkNn56O1OlVCBBDOIaYKIqacMItjsKkGSkfEgAcl9uEVVuWYVAVdMQDNVwEwaZjIwk4WZLNSgoAYJNYgMEiqQ7NtLi75lGHqOcRAYB4G2GXG79mibKXQyDMZBYOg52mbE/TagbUZ07YQ+EOw+PI7V69uA27XHxBSGXuD62uLTb6/x+IkpiMmADQJ964+/vra4XTu0zRhlJzkfrsn1M4JdP/7hV7/8K/zmNz/HxB5PqIM2ZRgwjgzDMKBtWx+y0g8hxXACCyuiaegx9h2moYcWAlYqOKXgtAxQcJoCSyQ096AQlqHtMbRDrF5TkIwMvovkexwveMpEK748ZOaMbNe+1NF5RJQR1inW92h0X6Kcwn+mt32mjaZK12yP+lLfSn+Lq1ExpdCV9GGy8YInhQ0njI7tbl+ldtB6jUNbVEHINXPWbDBPoPUSK9z5EGZOutOFzV9QKO2LYJyBcTrCzn54xDgNGVbwx8lpb+Hkbf4clsUV1nTL4kDWgC6zFqTzi86xfPsj0Pcv1mCbHRZrIuZMI0rn3WJnzNrBCBODJOrBsGd6bK1dTMPymJ60UI8uJDlBrFv3ZzZdNcGO77/zldJ1+YJt+eLbvKHq7PQOLbzmVMu8YjUXfr4216NLBydnLHqJXxe9YDUbdrdjd3uxTV8f8xs2t0UXCXJmSPMUc3QSIVBVe7Er9uWBbdkTqc3sAv0CbS7I1Xmn5PgZPf282tzn17urkOf1smism4lIYToJdfhPHrbjic8Sh0HPrMji+Z79jUoJSCXjTZ1Ln67HFQeXAlxKyMov+dyZYT1cs2p7PiLUOfy+1H1RcgafDPhkMoJN5165YKH9voJsC9Qk+ky7TFVtk/09aVYgVfOpwu9nDnIHHxsJtv98WczOw1oTfIlVJKJGpxAhKdLALyX31j7+bGSxEBKLJJOKC9QUoU7DwEvxNUXT69N7UAr18vcszhm6rkHXNTFJ14dSpXMmh9EqpPaK8n5YWN3q+NXff1SE71T4e5AJCbikVfdBXGuAl86ISXm9+7xjWx5wZgmvpWM6LiXmLvYBp7e4n0BJu/k+Kdyh40vvP3XZGBMRsfMmDEQ4R02YlTBmhzG+q+w7y2sB2k/wx4cFpqoX7qG7UBFs7UqinTz0k/0fpUlKOQbizQ/vdUq29Oee4KI4/wSfCk5D5FpwBjb2nrNNA5SSmFiZSH3MoeAHRI4lNMzku7wE39m1sMLCcYuZW9hJn8BAMZ970rcjhn7COPKsCzaHmT3tEyqzhEnvbOdJ8NgJjJ3A0E4R3Z1haCeMnQhab4nuztAGEn2/9BhaL1X2bngcYzcV4KPnXLUkpAYR7N///veRaB8I9i9//DU+/fwS49Cbe4ueJjHbNuSwDzHJkNII2ZhaDmPfYuxbSM4iibZaHaZXlZggpykI78lDe0B7u6FrWrS3Ft29D/Z9LHpcUzIiVaapCp2nJ+bJjc9E+iXB5oe2TB6W8jw6mlp25Y2L9G/JJqzUveUXeRqyUdxiGgSmQcAIh/ftK/7Tl7/HY307DHymdpCNSYR55cgPUe2BYHsZgB+ao6nuPYL2nxG8vNKZWmepck0tNMZ1aLuJbLWeQJPWBD8MosL0dalBo/8/RXBTsMqy2ECwF+z7gnWdM6JR+hafwfvcPgcd5/2NfaBICh3xg1iLc/Grf2xTtaoaBvseF5GcABPpSHKCtSJ6qX1/JkE5Sh9yuUjZHcl1+tbscPqBuYKVe7w5ppjypXRwsCvWIJXxcAdsZj5s727F7/Z3vK8PbGaGU/kCxp0MLLuKbC0RNOAcPXhzEuE+lhiVleRSn1pv+wqzOxBsCrjQpkQeaOFmCTfLQ9BF9NaNSXbP5FUGpY1iOu+lnMCmMbaifYtagCtPsoX2rhB5IYDOw3henvy9Z/ueXduSnr0cwqSb5DM5De1PEo3n+uVnQ4ImENVnQ355V7Ee7iMC5kkZWa4qGKthMj/3fJsL5qPBtYCxGkJysIlF+UZpo1rOyuTzEcUCxpZOT3mXjhZWdD08pCTGa2aqek7TEKufZNVa23K6WfsEXiWgZXlvrLMkHGnhjTucG2RzaYSLXSWvR1+zTlMp76m9wOk+priFZDoOxkmm4+vWUNxGSE7XtuOcSy5lmzJynfzb/XXQDzl/yWYvHoXWW5/IXxL2Q0Gk0M7He2Ei2AQVw6iOCZEpECxda/IKN72/iYekroSveJcR9kTKOfc2q9M0hO3pICF7lmxNsxvRxUxInzsx6QJROikMHDdQHX8K0U8Y2gFDO6AJNtAT84S3b1mEH2BkB3gyLAoMzRSRb98vPW4vLS6fG9xeWrRXKub2GPsxuKIMYXvwSeV8wv1+/RD/5b/8F/z+97//mGD/+ld/jc+/fYna6vu18RKQdgjSkK4g1oQpiOc5GyKxpnhtCm+oI7aPPoze8HxomyAxGeIfyNkUq9BEnOtAgppc08Wh3nc2JUsE26/6/xyCXZLsvP2ar/58YmO6meftYa0NjLaYBo7uPmBoRxhp8fXtP+Ef/tN/xpfH16f+r/ECpTxhioTZ+g8+EexUtUxuDrktHJHsRMLLYTtzCMCpybYLmjd9INdnrbF6Be8r2OeBHDmhIJL9eGwhtIR8nQ3mWZ2CglF8WtYR9DwdvywG++6whVhvDwtrdQzUmUO4TrR3NFk4zAfkOkk91uJxac9V+26X33vms3wc3qvIRgz8KEGLKKf3A8H22DNyfSTYETp3bjGnmJWKjzdr8b6u2J3Dog2slAeCTcPKfsiNZGAetZTAGQq0qM4Z99yirSbY+ddSvpFplG1NyqlKlZ+3ZaTzWeWQ9h8j1NWTCnsi1ESwrPUVzGkaMAkWyLSAnQ3c6mAX450Ngj9//nccdb4kQyi1urTtssTV/Lp25lRDlddlWUF6cR+q9dylxmWk61nF+hnBzn2ka2u6HDnBzv9+zhVE0M9SpVGSZjbkG7hlxrKtsLMLfssyHmOcgcnmSmp7QBoirYeOz1xCkqd9Cere+etQmZJIAWN56moeJpaHQ9UwwR7O6OP9NJdSOpMkNmStmNxL/P0rEmid0nFp6NMn5ibnl9wX/LF69xUi2oqbYM0rIScFEyx88w5WPUzqpXkU1nXuRX9+vVxiJ+8Zwa6HNpf5S7DT/Brh3VJoXiK7XtNMktHRQlBZ6T+bocjE1QRJ71tFsKnTlYfcpMRJH/TljxXxepN3NXz3QsVrBwVWHUn3hDMHnmcJqGcE2wrz/0Swp24A60pyO7Q9uqYL5HvE2LNUac4eT4PA1MsDyT4j3USwby8t7pcO7a1De2vQNfcQs36NGLo7ptF3EkbWYBhvaLvXiHvzOeK7CPYvf/x1keRIIILt5SKeZOfVbCLYObnOSfbiTKxaE6lOBFzCGQ3BWah0c1/NZhPExCEmDiUExDRBy1S5zm/ARkooIWJF3Ps9imIfbecw4fV0INMj608r2R8TbBk9h5WSWfsu3Tj9ye4f03GFvlt5nRsfORRXWOyMr+9f8fX9K/Zlq8gFtVBTW9W3Glesyxse+1esi79Q+GFGG9uxXt+5Y10fB4Kd+/+uWTS4C76nddJkSbbnMIVtoV3CgWRnHqP5Y+Pq1veRLOXV7LyKTQR7WfQp6vb8s8hbN0ssq8K+WzzeZuy7xb7b0PI/BrP4n+siiaMbT00iat3nGdHIvaLpdfLX+9hCz3dEck1sTSZ8RbwELaTW4OqR66TT4y24K2zBKm9B3Z73MhEbtOoKTskISg2bjcJqDWbz7PmU4FcQ62puIr/p5/Ct+xLfQ7C/h3yXQ4BHHXEa8D0Sc2r3561/cszJ39tvu+4kslVXLkfWox9acDV5gr0YrI8FbrVw6xwJdrJzXItz48ylIg7OfSOs5dkwsvdm93+r1hqc8yf/1/C9xh1I9Lfs7p4R7LMFZ0668r8/LjKMjTkGdZ6BMibmGbhlwbxtPtsgu84tgXDmi7Rl8fkBnoyuRdXXf17XhIU86d0h+Cm/3u37Ajdr5FHj1EGhrsiyKqybwbKq067JoYOiuCfYzhVwxsTIbpLFLMuMfd+w71tMHNVaexeScC9a7BLj7BdLC/LUbXqsD7zv73isj3jcvuzFzIV/nbW4xtTe+Gc+4n8O6Lro73PvkTjnBJvINX1d5i/Y199hX38Xj/ffQ13gpSqaBIlPRrCpg+tWb+v3jGBT9boGEWwpx1DdplC5Y2os8ZazayM9ztMjc6OHM998pVRJtJUK+n391MY2J9nnEhENMykM9xb93RdXibNNw4ih7XxluRsxDVOQC9OsnscUSHYu7SA1wDR4u0B63N0HdPcB7S0ZabQ3T67b+yva+wu65oKuuWDorpjGBozdMbIbhvGCrn9F17+i7T6j7T7j3vyMe/PzU4Kd44e//MWv8NPffcb1tQnuIH02MdngcrkEi5I77vd71GKTRIR8FWUmoidSXW/nRJt0bl735t9MIaUfhNMEhdkZ7MuMfZmxzg7r7GKEN1XBvacjL6rj+Tbt8z/bx9y6sPKjluuZVc5HBNufrDKLrBZxxUlx1QQ6jrDvM/ZtCbHjFvuyRCzOwkgZFhA8ym08ITExJtwHN6zBZ9gnwXl9bfJTJj3puu54e/uKdX1gXd+wb1/i99DXZwSbSPaRcIcwHeeekGtT+IuSxyg9NtbGEBSfMmgOF4W8o1BfJKhi85Hu9Wn0txOwjuPr77YC66axbhrLKsPNKnvN4ufpcBP02vDC37f6ehhOi9VOf0we/lKj/r6UhJg0tCWpTgSCKthS2NipoPfYmg3OkKZ5O8HHXr5W+UEwozWcNYUsx2j5FFJM0ErAaOllNxm5XuflfOiqmqugqrd7IqHwITulNOSjIcSjF34mHQkEO9cSO7eFz88batmXtXNJogL85+9LCNx5x749Atl2h98r3vCMKj4XefVJKS+x8nZgZfvZS7NsJNh5BfsZwU5DtEcXDvr96v9p6cl8/H+eD3gmMm90qbk+O8+eabCJYD2bgSGCTdIAcnnKu0MmZBgQlCFXCAWhTcw0cMuKedsxbzvcssLOC+y8YFl31IOJy+xDlRL2uGh+PB54e3vH4/HA4/HAly/vWRqrv67Q/WLdLL582bHvrgDdX9yswvVJwM0iXK8SrJsKaMMyTBlBC3KYMCMzLy5i3eY4//J4bHh7f2DfV6zrDGsDCc86SvuyYV/KuQqaraBMivf9ES1za7zvb3isb6G6vR8WWt96/3Nr0/pcyM9/6uRSBbu05yxlILR/Xb7i7fEPBcFe5nck+WV+HWhap08AACAASURBVPbDpFKpgmC71WLe5kiwhTon0Fz04KIv9hGxrgl2vugmGQjdL8+6wVTESvNOx8/nmWsNVbNpFq9tWgz9mBJtsyHfKNfh2hsBPIGaBMQ4YRr8wKWRAnJihZKBqtqEaWDRJWUaWJB3jJnUY0zHjDw+Pnve/5wWQ3dDe3+JJHvorhj7O8bhimG8RNQku+3OK9g12f7hl7/8K/z00wuaZgh2fC2atsf1doNSEuM4gPMJbGIxknKaWKhgj5ATi8hJrZxYJLM1ZuNvzFprkObMWE/QDKURZjrcWh9L2zYMbOSgffnP80MdPB7jjK+e5m3XP59gy1gxTS0d/4GxThwqqvVA1LZaWC2wOI3HtmBfHWajoASD5CMkH6EEg1G80A37xYKAmARmt2CZd2zLG7blLRLk2W6Y3RYHarZ1x769YZk3bMsjHr8Fgl1Xtme7H0i2Wx5wyyMj2s8ItonkWujkIZr7jVKQTqp8pUG1HPlQD1W7qS3mLxwfwzgJ42Qk1rRtnNfHbg+L/c1ie2hsD411U1g3hXmVcLOAcSXodedVY17SIGZdca91k88WaMe2sI2kqq7qp0UdJXUeK5P/dwQ7kZk6zKkmOn7AMLR7HVVoy4XA2WKCujyxe2PUhwT7LPTg/4Zgf4/Lx0cEO/fNziPt1+UtSHpKgkUkqybX+/bA29sXPB7vfwbB1vFzcdYG1uYov/IevNJ/Hk1px3fus5ys/+pQoo86LEkyUA5n5nj2ffQ9s1tOifMZuT5d6NlS8nJGsEmXu8xbvP4Vrj4mZQEoM2c2pHNhW+q7deU+G+YmvB2r15X7buED6/rAtr1h2x/x794DwfZf3/D+5R1zlIfoWKVOJDrTTbtUwBGSQQSiZRyHcTwSbdrWlhVQeszgCZqyAtLKAtopmCBlmFeLefFY1zl2DqmjopUsPpt1WnLdnTqLo8+fm42LVe80+Frq82sfcSJ4hLh4qvbnz1FwDkkqCbXeOn+cV7pzDbavYlfX33A9kIoCanzX1q0z5m2BdhpMMEzCSz64GCDUCKE8uWa8Axd93EdQmsWvHhOUFhByApsGjKzHyHqwaYCQ/jk/O+Bnm+hYes5XsENgnvEuRGeBZQQhJdg0RQMMxvghxTGPTJ9Yaaucz5N5CK9W4FNwOOHgbMTYU3W5DXN5TXzszTCIdI9x+5xAJ9Bz5fNjIPcDprGLc4QRwx3DeMMw3tD1F3T9pZCKtN3r9xHsX/36r/H59RatbMaJY5wmyBAv6lYXI0YnwTCJYCEjeCHF8Dc/X2ElmcY6zwfED1S8qYQqzWzh1gXLNmNZ6KLjV/SkjSUd2bZZbGuq9OVtrvwGT5XwXJphtA4/OxGZusXyLcJNFdRSL5VWmOQWUEsWClgBqzmMmrA4hXU2WGeD2cq4nzBbGWEUVe0FrDZwZsY671kwxwZnloA5RlKv8xa/Eskm5xJKyKOvS0jrygcj1/Ud6/qOOVa4t4NEhAh2bvbvjfodCg9t64N4XCBpZLGWR73XQz/rusY2JekW7aw/hHEKygoYp2CcOnle+pvSPB3h+IFgK8sjtJGx0njWkvsWwX7WxvuIoNcEuyZOBXmoCDZJQ3KCTZZ3Zy3ZejjpQLDD+7fMayRkB51tYY2W7Me09omc9c332bzEmU/yGcGm/89ZxfQjf/UzG72jS1BKQfXuIrmMJ31/nbi3rhv2bY+VyyQhWE6/J68m5+d/PsxkrZdYndl/PSPYNRnNLQJpBoAcjpZ5x7q+RezbO/btvdhHtoLr+obc8zt/zfx7H/uXYntbHk8Jdq7NrkNm6BxcA1n+aKiY/s5cShUtCcmqzSxQeoW2e7Rro23rHtB2h1D+GPp6BqkWSOXDxdzywLK+wS17CO/ylfBl3bFsG5ZtxbJtsPMM42xwXPISuklMGKcRXPJDlDeXHFxNGPmAgXXh2uYLBnbR8XGdGij1BK4YuArETjEIwyGshJoVuBFgegLTE4QRxZzMs0AUKXjhj0wmBGehQWdWuQfJV5ixmo09+HE/uy5Z5U6tEnXwIM+30/d7hySjzgNs6uHGGoesCb0eklZp8DFPhkxdXAUmJu/6w6fwfnhMso+gfTWkZgFTGGqeMAmGkQ8RxNPyfbTfy1OEdyBSLt7Dvb2hglQGA5swsAkTl0V6pVQGE5eYuPSPA7GOg4eZ2wcL4YF1ngmBDcxnqDCGibHgSjegaxq0tzuaW4PbtcHl5YLb6w231xvulyYaYfghRRZRy0SeSUcS+AkRHzL0GIYOw9BFlx6KVCcQwf6Xf/mXSLQPBPvHX/0VPr9eg/m6d4VQRkNogX7qIK1EN7boWY+e9Rj5ADaNmCZfqhdhkFBLDatN8Aj1N8l6BbtYl/xO8yjY2WHZVqz7jm3fwsrZIbdtS5XLoN0NWst93w83yrzFWeuL0o02EezvIdfHijZVG44aqWcE2+ZV0FmBsw6S9zCKYV003h8zvryteGwO+2pgNYfVHLMVWJzCbH0V20tuZLgouVB9TEEJ5zeuoImLFco9RAU/ArHe4lfvM5yGH4mcJfnJM4KdVa5PCDaZ9hPB9kE9DtqE9yfz03bOYQ4kyFiLeVmw7XvUAfphLgOzPId2GtKqD58ThkMYBmEYpOXZ16lqvStIm1K7pCaf4aTBr89Rwrnd4xH5QNzZ88mGLot8rmQKicgmn+fotRy6HJ5gbzDCh2yUoRkl8kGmfNjIKKoMldrk0o6SqurJGUUpT1z9wq+05ysJdjngWFbG/KL6OEioIhk9C4kqCfYcrwPnFfgzzXFOqMsBRgJ1NWqbycdjw+OxhTb7Eir/SbNdk25PsJfiupYPRBprEgEKbX4PEz4/Pu1wdun9SNU8ItJvWOa3+NnOrTzpOXp+375m1wB6zlfzcxec/Ou6vBUou2RbLABQEcBlBFtXQ951l2W25aDwWSJi3uFJGuzgxa0cuHRQeoPSO7R9QNsHlN4h1Bq3cwi1gosFQq0FlN7BxYKRWTDuSTt1+6jTR0m/RLa93GStOoAGTIjgzOSLFbnuW7tE0LjiUFZBO124UxwXXCISMa4msECyuBEQTkE4BaY5RsnANMcUBmfTdS4N8uZdFMGnmH/BGYvzTTTjRJJGmpWiohs9Xy+Y6zRmI3Xhx31m55gCfVRIdpanj8scDXLhKoPZDtZ8GaHOkybpMaVMKnlMSdZ6gbErlHFhIaczb26JSQhMwV5PahULmExMBWg/oQyyUfFcIWkTbfsiqUfPGHrGME68jJNXyW63TrD06d0DxknGNGfq9PiwHgNjl8IGkVUVbBpKzEEDimzgYOOEcWSYpinM93nXuube4H694frq0xTv1wb3SxMtnBPYwTXkmaPI1Pv4dnpu6r0+u7k0aG8dhnYEyxYBrGNgA8PQD+i7LqJt2gL/+I//+CHB/v3vf48ffvzVr/Eff/oZl9sdL9crXq6vGPmIfurQsjua4Y6mb3Btrrg2V1zuF3RDHwYdJ0yMh/CTZOUkhTpd0VqtobjE2Plyva8AesmA11AR6fJEYWI83JC9DpJPOibMeUJR3nS+N+6cqqEkeSFD9xzfIthkn+PbPH2hnaI23LqZ06E76wScFZitgBIjJO+hxIh9NXh/zHh/zFgXHcn1bAWMYuHYIVohrrNvp8nJe0qer/RLYnIk2WWiXmrBpqE4/783mJiKXrdCJBJd6qxzck0XllIq4luy+ZBRMuinqX5f2XkO0pmaxUFXULOJEFZj4AzdNGJ5bAUGzjBKDm4UuFEQVoMpiW4awZSCnlfoeYVyM5Sb0TGOYRI+NUySLVcaGMnDcs7DQcqQiCnIrvxEtzw97nnw0dH9Ik9qS7ZgtiC7ZNk4291HjjNzaoNVW2TlIROFXVawhKTAFkqBPEOZGCmzcJmMYHOZEavyhppb9aUFuq0q/rl9VdIU11Py2lCHrBxmzYfJCKlKng+9qjgkS5Z8tE2g7XUzxfDsupG0yFeYSUZCX51bgvSilI7Qtc45WpSS5EbHUCcf8BQIpplDJ2uNHQur/LYn028p8TWATw5abVjm9zg4Tc+VUfLkOLSWlf1ssZVcHsgqMC20Ttv3gRwrabx3dJZSd5CR2G+795wR75g+qWZwMUPpLRLlkdlIohl3sO4Nbv4C696g7SOSa/rKuIPSe4RQK7icDwTbX/NI773Eynau/ybkOvDjDIsfxPTPq2CHqg82qESuc6Kdk2yuJkyKYzISk5EY5RQxVamEUsviWkT3R8F9iMk0+ByMXCbqZ4sMbMglyGel0lyUPOiw13nBbCw4mzC0XVxok6NQHUxUOw1xNkU5AWVoHBfsnmR7m9uQbpyR5pI8p/RIPrmYLFkeO4MSkn1KMuUOrDBmhVI2+nQn+0CNietAai24nE/BuI04PC8W3BuBrtcYmQPjM0bmMDKHfrToeh1Bz3OxQqgNQm1g3Be8xkmhGzgY17EApswCxjXGSWGcFPpRxMeUZEnBPTkoNXPISPaZxZ6vdnvuOI4Thn4swgy9ZXSL5tYVxDpP/s4JdndnB3u+7s4icoI9NJO36bv2GO4JU8cKsI6GLQcMbXeKf/zHf8S//Mu/fEyw//LHX+KXv/4r/PTpM35++YzPl8+eTLcXXPsrmqHBtbnhcr/g8+UzPl9ecG9bDCPzK5DgM0lxuelxmdQ1GwurTFhd+gAVKRSE9K0K8kzV2qcmCWHBuQ7Jcv5ELzRTeilaz38O/PcZcC4wTdMhapcqkx9Vs8lxhGdaKrLRIeuktZK25PZJzgrsqwlVaR5JtuR9rFxbzeO+aWww9ndMI/mNy/A/tSdxvDaDqaoEM9Z5xea2iIJY6xmz9pVNcp8waoEIBFuEBEohPIGeQvxsHlWbgwlVbMebjXPFUKTI0q/oMZfyKYRWkFZDOQthdcQUiLKcbdweJS/AlAxQYEpj0g7CzpBuAVMGPZdgykLPjwPs8oZ5fce87IHQpnPmTJbwbNCrIHthFoHwPQvFegL8SCjLAJykzfaVbS1LQp3HkJ+hTFRM+7Wci/PEqBQ+UoOe9xX03G1gjsNRtf/1mUTAa8BTJbkm2GeDOuc6bFu4OJyR6zOCTfr/3L2hJtY54aa5izQ4q8PCICfYb/Grr7iW2mZPsKkS763S6njw3Pfa6PB/C4mYs96K91DLQBqYwcRMIAerJxBihjV7Flzln8sJttZrWFhZnFmkne2rLSWfDSkq5Qm2t2w7tyo11fc8I9h5BZs09UrOkNJXnJXeMXGHiTu0ncTIbNyWaoUxjwgZqtUyq3C7+UuEr2SnYC4/DL6GTh9VAde4P9d/E3ynr5TVpQ6gSZXGQMB9ZdtLLP2Aa3JrIpzFeAstY2FhlBwDn8CUxKTSNXacJkzBQaL2+hbcGxvUMFJgcSYiNzuYjQoGBclFKAcRbDlxH8f9JKW5kIplybxy4mDB+k1OPAbaaZ5Lzrz7hVV0XVoO1etaJkJkuibYeXW7lo2kSHi/0JQiT48NiZHSgYsFXKyB/O4FaD/jCxj3x41sDlgwshXafIW1v4M2X9H1Dl3v0A8LtPkKpb9AyDdw8YgQ8g1CvkHpB4SaMU4aTTehHyUYN/HcZdxEUp3ItYmYTkh2Hk1PBPsMtXabDRx9N6JtevTdiL4b0TU9+ix4UIwCIqR9s46BdVNRpR6aCawTYIFE93eG9jqgDwR76mV8jnUCvBeQg4foeYGp9QQ7DVv+PxDsX/zlj/jrv/0NXq5X3LsW1+aOy/2Ke9fg1t3RjQOavo/ohhHdMKIfGMbRx1v6yqYudUgykbyc9NHF0mgfSiCErwbSyeeJtYEQLqwGj2bvZJOThxzQoEkecFBv0z466f0gjMRZpSv32D2zw6HJXTL4z2NOKe2NqmN0cy40o1bi/TFjX01RraZKNYGzzk+19ndMYwPOen8xm6aoVStvPvaw4j8S7AWbW7G7DbvbsJo1IgaIZEmTNhBsPioobkN7LVhhGVdUrM9INhHrdKPxBDsn1bmO+1vkmstwIwg3CCLVOeRsC5LNlAwEWxTEetIzhFmh5wfM+o5JL2ByBtcr3Pa7iHn/e4/1K+b1C+b5Eey2VtTypI8Idk7y6Lh66O57iPUze7eaaB3ty0JF8RB9vFT+1yXy1NH8eBeey/X7Z8jlSF73n7xxD9Xp7yDYzrhIsMvPpnxKsMv/cxrGo8fPItBriQh5GOeJo88GdQ/PR0mKTyD0Fm5rsNLco9tFHqFN8NHw9PjcXo8WVkSwSXNaE2xnNgy9iEmwlP6agwI5fDhRko9Ecp1Vp7/lz/7nEmxyIjDSFJpbk+lrv1W5rm0sS/vKHUIskTwruYIxCyEWCLFA6z1ua73H4+Iiw73FCre/JnyN1W4vO1njvAkNiJdD4hu03Q/ab9J6E6hiWe8TylfDSWZiZxo4d4fK9xmkMRBaYVISA58w8AmTkvHaOwkeMy9yL+QIlXIuchex2Sjs64z3fcM62/i81TLu31fvCEaSEJKH7MsaSXaee7HOC/ZlLQYq1wzkx++UhhUKVqjMo98jHe/vb7NefPKkOdda58W8vJIt+XIqH8kJNklHVLhP5tKplGa6RnkSoZYkWfcO694ziZKvPhMpt+4rHm//H9btHzAvf4+mM+gHBzatcZ91X6H0G4R8QMgHlH6DdV/h5q/QdgfjFveWoekmMG6iDS/jVF1PqAl2HuhTJ2dOTIB/AJGF59E+NvD4lWXVZDkKKKagmIIcBXjPwXuBqU3gvYyYWoGxmdBdBww3dtjvj/fE+oxgi56DZ5rsmljT/u+uYP/0209oux79MKBpWzRti7bvAnr0bAITEkzIrA0gMA4yYmIqBlkoOYcbeClX8PA6TmfWMIRlgsQkXeClcKEtWQ4XlCd+GdVLK8Y8Hjp/nDspkH/lMz9YGl47GzY7I9jPfLRzR4ja13ldPLHeVxNJ9r4aLE5FvXVOto1iXi5ivI+4EhzTMEJOAuQ36hcvpljtJz1cupARwX7MOx7zHon27jZsZsVmVqwmkapZb5DME+xYvVT+RjYvW2hzug9JddkmTe4j0bN3XeDWJYVkzOXzNbSzkFaDh0o2VbNzmMUVX/1xBtJYSOOg3AplN5j5Abu8wy7vkGbFJGdIs2PZ/x7L/veY19/BLl9hl6/Q1leyhLD+xp218mui+8zBgrS1RIzqCuu3PIjPXuv4OxwrfHm7fA7R40esB+QkeZ/fM+Ic9Ppux768fRMkScrJ9dk14pk1V02wU+s67y7VUppn8xi2qHDmMoJcO36mKU8EeC4IeemisRxQDkT6wBOyF8sJdv07ETzBpsc6vt95MEROsPOhrmMF20XZjhQ+WZQGE1Mw1TnIOeFssLC2S8uJ9bPjnxFsKsaQ9jpPtSWCfRbMRO8ruYfk/9c8cMuoFbN9YLaP0IFZC0xMQ3IHazbvGx+057N9wLlHJMTGbnDLG9btK9btK9zyBut2GLt6t5Ew9OgHH2kA8g3G7oFkeRi7n4Keo+N8JX2FsWuQm3jrQBOsBU0lO0nWqHMGCwrY4VKAS1GE7UgtIaSAkCJKkNzsMC+zhzOwWkArDq04lGCFK9ZjW7CtLibqLk7j7bHiy9uGt8eKx7ZiXxIe2xYfkxnCOs/xuff9EavX+7Lisax4zCt2t2B3CzbjsBmHWWnMSmN3Cx6zP2YzLh63h8IS3d/myk2ktug7cxnx2GKHx5PpJRYEc3JdF/do25gti2j3vMcYP1hr3QPz/B5B+6x7xO+x7g3L8jts2//P3LstuY5jSaJmU12301PdNVWZuSMUEsU77uBFisw6VvP/v+XnAVjAAkjF3tXTZnMe3CSRlEIhUYRjwZf7P6D1A0rt6HuDafKQcoNzv0LrB7R+wNpPWPsJ535l+IQ2G6ZJ43prcb21GEaZ3uMwyhgrnzFEacsZuabUTI6jcwjHjHkIgTUyauTnYcbUjZi6EeN9wHDrMNw6zO0I2c+Q/Yy5HeP2AdN9KjC3AnMrMNxGDLcR7aVDe+nS/v7ao710uL+3aC8thlt/Sq7ndsIYnUZ44yMn2EPb/RjB/uMf/oT/9Z9/R3MNQu7r5Yr7rUXX9eiHAcM0JvF8FtB/n2DP07FJJQySS3S6WKKWjyK710LrdzZ7LJZvYoWF/iZvyDsL2DgErPg9EaSzCmAdVVyTbe768Cqkpk4k5GTbGplkIESsSTJCZNs7mZD12eHi5S3N/rPX6LasqVqd7wfPcCLZVA3Y3PIlwV5YE6SVS7qfZALCBsux7QG/7gnkGWuXtdh+xAa/rgl28bCx0fVHMYsQCa10IOLWBYIedKg6bad9bvGwzkVQo6WDNsF2y7oVy0LyD4d1/Q3L8pkucrNwmGcXV1digEVFsP+VqjOvPH5FqM/Pz+xP/KMEuyAhykY5RgZp9Es9fv7uV/tgBJunPAbZ0eqWGBxhD8h6ax4uYcATS8/0tnX1kiBnaowtbTaDjZ0oPtNaQhM+c5mI2LrsBRHjDhscVIkK15Fg0xekHKGqTE2nNciyjx+ndSaavNqa/75Prhda5djvBHbeFf/bJE4r2PUKhRKlXZ8xNtoJPrBtO7ZtLzyda5u98D8txXusCfa/knTKJzblBCF/74UUrvI3PtoQGmzb4xDElEn2gsWtWNyKbdmwLRv29YF9fWBxa/BZnoNLE+3fli2fuyRlSasQDsuyhesh+w6N8bB2TdZ93m+wdo1uTBuUWkoZlVpgTN7HH/Pjw5gXzilqaqVrHtmu1dZrfHtoKM8N1BQDn4pBViV/bONNcPdi8IvBPHcpHdcyH2/u/LUsOoH8vLfNYd88HutSYFt8Qr3vuW94bjue2549te2RZOtJwAqZiDWR63xriwKSPfHD/sofmxNschAJ8eulk0gIOioTTwtbTBWKVEqEYqQSoV/C6iU4fEX7XW/XaC24xMZgcgjLE0I5O0yDTo+9ecCbB6ze4M0Di3ti9Z9Y/ScW98TinvCx0VjOCtMwoW97KKmhpIacJWTM2pgngWkItsBDP1aIRJrF1JP/PK9Qz9X9eRAQwww1BuhJwggF0U+YuwHjvcfQtAlzN0DGfRPtiyR7uA3or10C39Ze2rRtuo/Fcfn4vkCqandjtPIrpSJErn+YYP/pD3/CX//yV1y+vePj/YJvP/2Cbz99Q3O9oeta9EOPpr2HxsahR9v3aPsB93Yompa4RGSedEWwWQdwrJIZxZtryiWZr2aReXt2uaDAlG39xLZ+Hsg0hanQ/gDypd0PFlmhKqVw5vJwtiT8qiGSRycflpC1iNZ7U0Gw6ZaaHR+bxbaYhMfm8NxXPPcN3FuUL69xPVsg1iKR7FQVKAi2T1iUCzBrchWhZL9Atn38/mJjk/HRiip0yXPkgIYldtD71NyjrU2kmleuqZLN9xWI6WrGZjLJU+TOgkXIwtFZx3CMLl+XHfv+iW17QCuXvMXp4qakg4q6OiXpefaUAH+ll65lB2e35WuqA7gDRa3VDciVk7MKbPAhLjWQJCGqCTavXnOC7U0g1DS5o3PwzD3o6IF7nuJHNoCvAkZy0ERp8/k9m76zz/2s2py3H0k2Eez8OJA5GmDqiuqPEs2aYHPd8I8QbJqskUSEvIADOTUHDT39fsOAnz8v5xzWdU0IzeDhloNCU179X7S9njB8j2zzY2zly85XPMhu9JWLyJk0pP78Fheqos9tx+fjiee247fnJ357fuK57clWdnUej3XFtizYliVtt4bLjUz6bNY1R4pb47D4FY/9E8/Hr3g+fsW2PuKELjgyLW6HVqGpnB5bHcKMFpdDwQjkAkQJgtY4KKmgYoMz3VdSRReZgPLax1Mkc+YAud54b7GsPhDpzcFvDsu+JPjNwS2m6CmigBzec2SswLoa7A+PdTWxwTdgXV0i0pxYU6gc3xaOy2E1j3XD7lc8/IKHXxKRdlIniQivapNMJNw3SSLi9PKDBHtNSJxFktyjDDaaYzPjPJU9NnWPDI+af+WWc3YdzM8xmHsVm9Qtxk5AC4e5V6eyPJLw5Uk2ZSCYEFw3TFUvjC607zUCAQ8gD2zqxxMiTICJVJ9BjiIRbILsR8h+xHTvErke2w5j22HuhoSwr0sSEmpU7K5dAdo2ND3G+1g2MRLBZtuC9GTE3GWCXVr3ZXI99sOPEew//Nvv8Z//8y94+/kbPt4v+Hi/RHPv4PtHBub3tsG9baLzBnWBzhj6uWhyzKCmO5m+wHmYii5eajL4SgNFJ3kda3pGsPf9N+z7b4cIcLo4Ebne99+iLysNZrnalK3OjnZfeVk+ezQbo1/4HJMtYIibJf/mQM41vNNYvcHq9SnB9k7i87nguftCq716g8e64POxsyW1TGroR5FN/znBloxgezz8iodfsdklIVUDDDU9uvRjLJfowwV+Fi801tGainfLl1ptmbTXZQLk19tFtPLjZIkP/rWe2VkHZwycMTBKJ2h1rIDVBFsLkyoG9D8TMmE9I8TnJLtsbFSg5D9ut1efi6X1norL5yLpcXlltKyO5nCUM1CTYahec0/q1wSbS4bonPj/I8F+1fhZkmyVnptXpyaQFWIm4aXdIJ+oELmmAeZVJfVMBsHJ+Fklva4OnxFsXhj4HsHOJDvqT1Upb6mr/nyFhH5b2dvbY9v24v+t5Tb8PX/PTu9sQuJtOBco3Y8S/tL9+Dm9em3+vurPz/sVi1vw2/MTn48nPh9PPNYt3f/t+RklC4HsPdYlkT4Xk4WXaL9I6YYZ4TOyxsKZUP1+bp/4fPyKz8eveG6f2PyOxW0hv8CG850eL26D0z4ds/kHNv/Evn5iXz+x+WcqfBgVXKLEJCCmYBxA98UkUoWeUKwgWe4DH34zNE5xuMXBMqJtFxtSCX1276FkW+ozEiLEsWst4BeDbfMp8p1+Z0bnsShNWqK13xkO1xNtCgJNt7kqKpJchMA12TaSbKtzb8GPQB9WEHxazeDyiHGcDuSaViuJYNO1jBsUcBJKlV8uraDglhAHLpJsk/qjhvv8sim9bGrnf4vbDgFlpwAAIABJREFUGGZ56Rmx5gRbjF8T7Hp1slipnOQpuZb9mEh0zzC0XUx+7NA3bQyY6XD/uON2aRJoG4Fb8IXmyICOEWzaVh7TFXprTq7/JQ32H/7t9/jrX/4Db7/8guvlguZ6Rd+10WT7luI3yTEjeGCOmMYJ0zgnm74aIhLs4Is9Yez76JcZLgKBhGvMY3AJUak5gNvjWMyjhRILLJtJlk0ENi2l7ftvWNfPFIpSB6VYu8HaLd5fYwqXSVIBQlo6jUtstKzGl+DyUv+x0k2x1jRgOeuweM8qBxaLd3F27rAtBkbPcEZk95C5w+I1tsVg8UGzbfQMo0Mn9uIdFuexOJ8IpDOMYBsT0vJMGWXtTKhiL9Zicx67X7Aai9WEx6lxREcSw8CX/LUKn5HSx6Ya0vlxbSDXBc5CYZbn5Jn0f1wPWJPrV7KLswr24n1RpSUdn4pR2Hyg54lvdIGog1Z4kpw1Pi7/nXuvf02wdVpO59pIThCyZWUgaLXdUyA1a0H6csU6d7LzXgUKn1HCxgmELb5bsnarCbbTK0xsaiSilp5rYuOsW+AisfgejDoPiqD35HQOSiIiURwrgv76TCJS2m2W9mIBI6Z5SFZ7ygwJwf2DHEMUjM0rIfT7J+JdV7C/Ithch1xP6mmiRGmPZNnHJ0xcakLNtXzVJp9fElqHyuY0zJgGARldY6gvxqhQ1aSiQbhWzQe7SF5MyKE3WYJU/79nkpGXpJqd88m6j21zdoFnWGK4zOJWPLdP7Ovj9eRS2+hiEialZ5/f4hfs64o9VqdNXN3z1mJfVyzewVsNb3WU5MVwM6OweBvShBcTLRc1Q141oyJHkE+tMSCHKvE6FZ8s+/3xRENygVndjs0/sfknHssnW1kMRQAxqkjGFMSoCg/7usciu7CEIlLQ7Ctwhxpa1dE6+K2TVISD+7/X/v15FTd49/MVX9qvpIxBaRpaKmipClu9GiRbkLOEoRW3RJhVghgGiGGAGifoaYae5uQy4qRiriMKRpmYSHvst3i18qeVi44g+bzS2kAIGW3negx9iBUvr/35GiSlhFYmXWtl/K7oeyvlFHOBsRtjDHgm2GM3Y+xmdM2A9hb8pqdBRMwFxMQbC8dD42E4bjrF2A8M4X2MzKaZMI3xb536kDMiH8k1SUOoat1d7+ibunLcp79NMertrUV7a9Fc77hebmiu9/S4uVIYTYuhHdA1XTq+vbEq960rvLqzz3ab0iPpPYz9gD42P7a3+48T7L/951/R3e+Yxh59d0/pNcPQJoIdLKti3HiMM6YPnn4EdJ9+CIFgC0xjj2Ho0Hf3mNozpYt/mE0Z9K1A3wqMnYQYDcRoMA0KcrLQwsPIBXKyaV8g5sHuhoOStIzbME46QZu1OEZIh1mYkGYUHxfb1JE4zkKlNKNZlNWwrNsOcNayEB7BKgeh6hmW8SSUFFBq+i6oMqCittsanUh7nWSpZLiwPfYNizfQeoZSI4QY4msFom6VhJonGClgpIBkPqVaivDepMBLX2clMM0jxnHANI+Y5jFq+8oJSa0NFJEcCTklkA4wRLqOGKceSssDcghLll1Qo+AwDBiGIVQLRHAnmacZdXoYzcB5UxXZitGyFy1xkYvBq8hmrXKzIk2ovM+6/txUV2qA722HObqwcGJBVX9tPZq2R9uNwVc0+ou23Yim7XG/D2VFmskYeLe6mC3GQR18zIPMxaXl6SyDsVCxskOSmCD50smucRpU1B2qpNtTUgfZSSSeNertSuriojxPMg0MdLxlqwNChO+SMI6hyZgajQeKC+4C2rbBefBPSGFVZoR2A7TroWwLswzQvoNZRphlglsF3Cqg3QTtRErz1C4kgloXSOC2PdKqByeXZ41/dGyqUp/Ie2oZEJcDvWqgpAnAMAyYpxnG2KCXtuH7CNaMAeF7yn8vuJocidKZtC389somUarkf9XEeHY+8HOeVr7qiebXmm1TfCZ8JYn7wc/TjNodhtJjlSwnZ+UkLffVKDXDGgVrFJSaI3JoGCHoj3XssYlWdVV8eLKulRJj30HLYFmnpYCWAmKayuOETteaQJqpaTU3IQdpgIwJdmOuZrYTxKjBvetpv5zzihiHlMHdRmuLeRIYxyn+1obU8CjTKmL27a/TRs88/Mttsvj919cSKoDU14y0L5JlqxSMDGOZkQJOq+TJTeMZjW8ceXwrSfDZ+x2GPoFyC6ihmMb/cFyHrmsxDB2EmMADw/jkP52DKjY8ymBfqibzgmCH1f+S4E4pT4A00e29S6EobdvgdrvgcvkFl8vP6PsbhqHBNHaYxh73JoS63K4NWh4C0w0Fhn7ENM5Zjx2Lqn3bx6yTPDniZHwephRjXicmjv2AqRvTpGFoB/RNFyvObXrcVRjaIZHl7t7h3txxb+4xEOaecP244nq5Ymj7wh/957/9hLef3/Dxdi0q3GQNeG86XC9NwMct4fJ+RXvvwv8dfbtv1x8k2L//3e/w1//4D9xuH2juV7TtDbfbBbfbJQ5eHYahS37PITd+TslMFJVOj3OiU/CclGLGOHVxAGziANhi6IeYtqQw9/LgyTt2AnOvEOKc14OOyDCXELKWIe/R0gopgx93hknYhOBLWrpgUFjKOAeifda4lpZRrUuzrbEf0ixOxosJLSF95bd9ZhGYmidN1h6XTW7Ztiwkx1kYK0Bx7lKNkGqEUrkDnHeCE2Rc5jvzA+bNntxVpQ76+KpJr/6/+WsRaTprMuV+x4G0Z+I6zXNC8spmS99hQiMh2VI6J9i8WeN7BJseGxWqF2NM5jrTT/MqEQ360yxSAA9Pygpa9hBEQalZ9XkYgpkcyD6NW6jRMmZw0QmOPEMv0bUCXSuSJRstc/ImYGPWVOWmgKFXVXApj7KAr3S2r4jYK3mBiRXW+veVPld1PAfr381ZDD2FxATiPED7Adr3MMsAswyw6wy7zvC7hF0FzDJDuxnSjpB2DATbBYJNvtWhlyM0t9Ukk1d3iWAHQr4fVlxerX7UPQV15DuBJpplHLwt5EVSquJawYN6SqnN8TH/fVOYUT0xJdC2rwh2Dlo5ugxpdr7UUNqmlaOzBt96MssnufnzVIfrazqf5AQhxwRlREK+Ho7QpgRf/bBGwhmZSDa5YmQYjH0LLUM6rxJjwDxV8ogsJQh9TNlek/S03uzwZofT24l/vY8OMh5zrzDcQxFrGiSE0HFJP9gtklcznyCF75nbQJa+//U5Wx8zRh/tOmsikHdRySqyIwU/l8481QPJlnFiEpy1pJggxYRp7CNPGSDFFJ1M8jHhNoxvZK8r1YR57hMoSC6EyWUbXprMD0OHcRwiiQ7XIJrkk7MY/93kCdvIJszZNtKovDJYEuwJ8zBiHsaCYA/9FAono8A4zhgj8Q1FJuJtLdr2A839DW13wTDcYl5HFycLOeK8/ty5M0i9PXhX95iHMRWtiAtm5Pebw36yxCRImgKochwq0F0i+3USpIwSmjAR6HFvW9zbNtlJNk2Dpmlwb0Mht20aiGnCNAzo7ne8f/uG92/vRcX73rRomg7X6x3X6x1vbx94f78mfHw0aJpgS01plfe2x/VHCfbvfvc/8Je//Dsul2+43S74uL7j4/qOprmhbe+43a5o2zua5oqub2IlusPY5+Sm+pZOeiVGSDFgnFoMQ4OuvyWS3XdtSFuKPs6pIhiXvPjsmxqsCh2ojo4hFTih/mrf2THlPn9AQeSlicuRJjUC0YDpnMPil7QsMXZjImspUj5Za+VKHIF+jK8GACLYdQWLBk2tBVuyVEWSJBFtIXsIMRQoI9+HFJhDoLCc8BpjQayzBSE1gdrTgY8PcDUBovv0uuXSa4bWAkqr4BgSkx2pSZInPZJd36xlETccXEVyE1aOUWakjzWUfFXBtprr9nVaqqZqEJGb0D2eNdYqhU54aLtA26XwyzVug9Q+Rctru5THmy32JjxeNuVIsWCe7CFQhIchcIcdIti0/cyNJyNrWs8I9vc8kLmEwPs1kdQtuTDYNIjXpDFFnZ9YYPLz6Ixgp3PISkgzQ1JV2gkYLyMU7GKi3tRUy+Ma2kaHmko7fFbBrfXVRMj3/XE6Ef2eA81XRJvLpEqCnVM+M8EuXY2OkfNHi9JAJLLfNhFs+n95JZQmrmeV7bQ9Nkbzng15QrzPoHTWh9cTlTOCXX+O4fpxjkyoZygzw3iVkM4VO8PY6QSBZNtot+qMZP0vhkFj7BsoMRTBYsHSTrHjSjceko2E6jUR7OAasdonvHnAqR1O7bByLe5rsUBNHmrykMnxiybrYTXL2bW0NmQ+/6+kb6+auWl18SzILVRE5UuCTQWPV5M0JeP3KEVaVeCrDtPYpwm31vkYIaZ4G8YxCogLY9pwOu7VY19AnszP83Ag11LNURITfjfj2KcJKkmsqIJNBJt6W0o9tkgENRDtKdjZDSKtTFJEe3gsk4Ql/Obnil8M+bcbHVAoaTc3cIfrGddVnxHsQJ5DUufYd2nlICCQ7DosiEs0iWC3974ImiGCXac/8pXOrutxuzdo2hZN26LtWwxTj6Zr0HShX7Btm6CaGDq0bYN7c8Xl/b2IO7/eGlw+Grxdrrh8NPi43Yvby0eDpu2L1eRb0+HjRyUiRLDf3n7B7faBj4/3UM1ubrjdAto2aLLDCRRmP5TkRCbzhGAqH9IJpegxzx3G6R4J9hXDcMc4hudTUErtfRtOrNAdy0Mu6IKiYyIcJ9jGbYmonBJi9piTZnoOB+07S9MSKkhJgp9lWKpclzUux9rUve2tT8saYzcmkhYaPocQNUvkms2QKaxmnvtD9ZhuKbCibLakwfVs4JSpu1uqqbiQvMJ5ot2c7udQjzlVwrx3semHtOa1OwsP/CjfJ7cxpIGdNw+tqwud59sC74MXa7LgY24jiWiz6PTZ6hyjbjSMd3B+SYSOk0S6b4sQlCOxJj0oabZrzWlNKnml1tkl+eNyWP8oQMla5xPDELjk3WdqAKYm4NrichxMSiDLPQ7hws4dd6hqTds5oa6deYL2+yiD+KrBr95Ggyd30MgTnqwDPSecxwrkmZVmWb3O8gelVUy+y5Mz7lZjlwV2WWCch7b2CFNqM88mFqTL5jKSnNi4fUmi6//7ewSbNyHW8pH6tcokS4tSZ60TuBQsQcpI2MsJRj3Zqqv4/PMhgk1OQ9xhiDdGf49gc5eT+n8tLRkFymuPgbYaxpfQTjHIw8TLrirdWi/g/AxjxwTnQ3Kni9aqmWCLBKqkajlhHu9Qok8hY1qOcEYm7XdADloJDcLkMLGkyrSVG6zcoOcVel5h5caI9ZZA25wiL+9sa0u/d+/3dJ6+8vn/EZL96jjejHuUp3zdEFz81jS553yduEwE+1iomlLBKaxGlPeP8h+ZilTBJUUgy87K3wj/XVGfyDB0yOmtJcE2ZgkFQ7nASAfuGEJNhyrKcoOmWUZirDAOOkW5B+gYGkX68eAWlOU+c7xW0yon2SrrWETJv2EysHhFsIe2g5hGiGnA2LdlqucwFBXsMpcjEGyaYLX3Hk0k2E3ToYtR62W0+ljg3nZ4v4YgxHvfoZ8G3Ps7mu6Gprvh3t7Q3K+43S7p9na74OPjgqZpYtG4wfV2w9vlgrfLBZfrFR+3JuF2v+N2b3G7t2jaDm0/oGk73O7tjxPsf/u33+E//vM/cLm84+PjgsvlHbfbFcPQR2IdSvC05JCqrNNQJDll9FBigIiV0GFoMAwNxumOcbpnkqhp+asMpMlNZUdizcMSKHJZEeGw3AYuL7fT/TMcg1CO20kWQhCK+dbaBduyJ+/U4O2rQfHPpJ3SQoXGQKGg5hnzELTu4QIwnpDb8YBsfSQZKTUHIlsPvvWAGfRgc9SDjdE3+EQzd9K4eRxoQ4XWOQ/vl8o/N9t78Qt0rq7ZQ2W6rqA5p+G9xbYt2B8r9sdaEOza3q8Io/EukWoOu3gs+4Z12wvtLHcb8H6FPSHVHItbsa0PPB+/pnhrXrE8Sh5K+zDr1gOhtv5xSH3j0qdy1YUq2CW5rm0tedoYJ9ghDntBGb60FAT7K/ALMSdUXAryo+Cfe3aGsF8P5CdJq19JRPjE1FDyHYuu5hP1MNnZYdx6Cut3OL9VASbHir6UIQY9y0IycVmX7UCmz0j29/a/Chx6JZ3gOuTkaV2B+/bSfe7jS6sxNbmu/3+KJz87L5S2ySufW3vSNZz76Wub48bJiUgqfZhYnPqCsyCn4jOxNaHOkEZAmvlkZSOS61XBLTIS6hrnBJuINY2ZSgyJYFs9wRmBbTHwVhUE+7lv+O35ice6Rdeo4K4SwppWWBkINVWmxeig51C59uZZkGxvnljtJ7x5wuo8qabffphIr2lCyAl2PdmtpSB1eur3Jow8aZZPSGtZ1dmkjSRkwR7RFcUXGh949fhcMiahzVQSZzMdCLZfFPyi0nHG0muQzFGAeh5o7CNZVliFC//rOE7pMaWy5go29cJEz2vFLfl05eBBK+HnLmxi9tBqRQhF2uD9Dq3CSsU4hkq1lA7Obqilf2Gl0scxYQ+V7UquQ6S4b3toKYNygRVXM7J8pJggxEr8NOQVC06muVzl1eoGEezrvcFHcwvpzmJEN7a493fc+zva/o7mfsXH9T3JnsPtB7quQ9ve8fHxHhUbb7jewu375Rua+w1d36Lr20TCm+aOLspSrrcb3i+XH9Rg//73+Mv//Ave3t5w/fjA5f2Ce9Ng6Af0XccQtEcTNT0K1gxHF405aMlC9bqUH1CTXWjQU7BGxwYQir/N3aZWWXizFpZE1NhBQTVWh9mW0j4lZpVJVfbgy+z8+kM4u+DTcqZ1S9Ze+g2P9YHNb9j8lrrE6ZYs4bhNHOnG5mmsdKFHEKkuIQpyXdpnLagbf7i/Ml8q/h7OvJf5c+kCqZWD9xu838JnknxeM8muB8CzJf6zpX0i2LyC7X2wOgwV7CNywIyFYuASEXKCIMcGTiZosnAWmMJDWbz1KZjD+yW9BgV2UDBH+PxNQWiS/u6EvFHoTTifHYSyB5cbbaJcQ29w9pGQNdhRIiLJbeeIeQoJdWRlyQl2XbH+UYLNieX3qlKchNHvqXCh0F9HxodJ4lDIqo4+9EcJUiLYhibaC7TZIfUa469DYlog2iuT71Qk23Hf6nM3C5IM0X7aprVFHXD1f4IzP/RXzX/5OQ4uBqAQKKkxJ88ZcDeF8rt0P0ywaZWCV/jp+syJ9Pcq2dz6M0i8/EuCTSSwDnL6P61g21XBbwbLpuEXcQIJvygsFBQWCXOQffDKtEoEm6xZOcF2RuGxLvjt+cQ/fv0Vn49HQbBXt4WEVBukIU5t0MJDTS6S6wc2/2vct6dt3jxg5RoCSiLB4t7uFMJD31ceP44V7H+FYPMCS7hfrmydVbK/7ukIXuSLd9HVJYwRiw+FG2vOpWIZM7SeYK2AtQJaT9B6glJjsd05mRC2hUZpJamfRkCr8Fva1ifWZYc1PgYhhQZjch6h7YTyuhhIton2sIXunskrqPE1PN8iNLRnGR/15VAYlvc7jFmSHGSeFLTy8G6vCLYBSYZ4nskZwQ5BMlMkzWNSMXCCrea5qFhbpU8IdtCOd7FxcOhHjOOczoF6hYP+dlnBvmMUE7qxSxXs6/2K2/2Ktm3w8fGOrgtkOph33DD0A+5NINv35gOXy8/49u1vuN3ecP14w70JTnrTOODeNElO0nc92nuL2/WGt7f3H6xg/4/f4S///u94++UXfLxfcL18oG87iGkO3Z5RrN53Lbr7Dd39hmnsQ8euzB6VVsWGDhN8l8kWTsuJWcRJGCVhlEpWO6GqK5kQXkZfXofNh3hlshey0sVY5uAZSrY5pb2eORLt+EPlg6L3K5ZlL7DGZEK+jR9bPNetWN0S/X+XuIy3JFhjsS5rQm3Tx320X4E7dvDHmaT6NMA765O1V50sV/sp15Uo/pi6hc+OLZulKGp6hWeBCD5W9rKObyl9VdNgeJSynDel1RfKsMRtjU2uFQSydLMy3lb7Sbs3DaEhZF1WOGchlYjNJ+RZ7rB4B2c0nAle4nRLMNX3wu0ZvXcJ/Pvj3719QYiUNgXICpHf5w0yxwjrhREiW4C208WTPOQ5wa6bHmsJCddgvyLYNGjWFd6zY7n+upRZHCUS3yPYZ0mqR42/QqpgG5NItpCe9V64SOTCMTR5M84nWJc90HNiW0l6zyemeVvd4PiaQJ9VpQ1qm7+zFMlXNna0NH0WpkMDbN3kWjvWnK3W1OCa7LrJsSbTvKhBZJoTax5g5dh1pSbYZySQ64C11qcVbGlEQbB55ZoItt8Mlt1i3Q22XWPbNdZNZqw5sXD1Cqs3iVSv3iZ4q5IshMj16hW8VWkcpbyD575hdTZpsnkVe01e2Q+sbo+rvhuc3ormR45gEuCLSdSZ1InSCM9+f2ck+nsNumcEm6RiPKSlrmSfN8qaWLzS6fMi8IlMvS8jJCkbPcHE74HfEpwRxTEhHj44qYUURIG+nTANMvWLBY9yn1bb+f20Ai/r/ydaBss6wfRYAVbRpS0Xusqxmff/cHlIJrB89cAmgk1Nr3WzaT3xCURbHAg2J9mcYPP3Tw2b0zhGycoUmi3bFsMwfEmwqarddSParse979CNPbqxQz/1iWB/NBdcbx9omgaXyzuGoUfTNBBixr1p0LcdmusV3f2O5vqBt1/+jrdf/o6P91/QNtdoKR2sCPs23HKrw/bW4uP9+q/5YH+8X6LvX4OxH2L5f2YfTCj7ywivNYyQ0TPZwJlwAaETnGvOiHTzREGyTasF8HmmpiPBXoqkIwqlsPpr7eOZMwQnlTQocdLMK1J1vDG/L6WGih6edZU6+AETmS4bjwLOq0xngSVfHUsBGPWFJy3fxiVcPqiWTXcmzbzpx02d5NRN/mpJP+yzMGaBd3uRlun9nqrZ+TNdCryqYHOdbP2YiJOKF22nbQzDcdk3Vlo4DraPEJbcFIZ+iIOzSY0qWouyWh4v0OQfnieNoQudus/JQpHu1w2ZFLBQyGHM94nVK5kAnUevKodnOuhawiFmzb6/nVWlqZK1pduyas3xmmBrZQ+/q5p88eCPddmr9/29z0NBaQGls7ODkNz15qjBpglamOCQhp8a6nRorjMmrXSQ9zo1NhpvE2ycmJFV5TSPwTNYB+9sW2mbc9BU7pmoJRyvJB555Ydez8WVkHxtOqukf49gnwUQKVbFmifNkktdsm+k1UMueTr7XutmT35+5NUYn25fwfkNzm/VCoI/uaY41BV7cu2hwTxNhCxrXv0vEux11wWWTWHZNBaKBF8NtiV6ZjPSt/iwXYoBzgh4p7BvLuUduOhAQsd6q3OhSslIKsMq2uLWIuLd2yXKR8JKr2eJvHlbKFCdEljNXGdmSocMnxm5MBHq32S9nx9j43mekyZ1tAS1mAaJoReYhuhuws43Ap2bKhYKjKLEQZWaSHW06yubSTM4wQ7cZCrAtfKlbp45vcxTJJUz1Bz8x7tmwNBOULNJn3lYdbcp2EkLCzWbtE2dVOg5wZap0XEueFgiqdNc9BeIZJpQ5gDM85TsA8dxiM/hEh1yk8oFSl6prsl1al5OxH9OpJoINv+MiFDXmKK7zDiOyQUkyJH70hWFSUS4ZKTtBtz7Hv00op8G9NMQq9gtmq5B23e43hq8vb3j3nbohxHGWPRdj+7e4Xa5Jl47tC3a2w3N9SPx39RI2k3JZ5w8sq+XBs3HDwbN/PH3f8DPf/t7iEZnxt5ks0IfSCj1Z6N27u3pbaj20SydzPlDDKqrTuo5/hiOSUF8SSE3c5SRuZTm9dg+0wlaE+uacNbesiSn8H4pqsxB0rAU1adXsgnysSYfav4a1ph0cTkOoPZ8wPsBHBMny/87TCYqCUcKQuH/i4KUNsXKk2cyRd6P8YJ3VuHineckSSgIdiRsYck5rxgEyUgO0CAN3dEBRRWkJHhKs3Q+IfI5oi02u8BrCyc1jFCwERRC4KO8g9IDadXEGpPkJqTfJRJMBJv73pIPbt4Wml38orHtDusa/Ma5bp6604OWjypbNuoF10Plp64CnVWGviLYnMzyCc4rYsslAs6ep+J9L3jh7HVp0PieRvkr942aYNfV3uwCIeEWDb8Z+M1Ez+oZyhz115lgG1gXCZYLbiJCjxUmTHKC0HPU48qEcPwEoSfMcoDQU3SYkFBmxiwH2Bg6sq4ez+eO53NP+tCQALjgTDedv9+8wkPOPJQUWFduj42N5WScrnfltW5LqYhnqYK0jVIF9/WJze+5Gd34gly/bEarZEHkqOJ9CP1SVfz8V6CgsIC1mFjwwki9akfpp4QQcqNjk6uMmusM4zX8ZrHsGdvTFwgk28JvOsFFAu43g3W32DaLbXMI/tgqSg4UliUQ58Ub2JiCqHWQHwSQbOFMIpilgjauim3bhsf+iM32Psejayoy5FTeMJ7mCW2tfw6fV/QPnyXkqwKYlDkVl20LlV1xelwABax4aOEhJ4+ptxg7jbHTmHoLMTrIaYEWawEjt4gVRvpoW6gSN+Gpj6UlYo6958he40eUXuQ18so7Ba6EXiudJIRqlvG4DDVTaqJMATccRLBFCug7Bu5wglrYHs5z0hYPQ8f6q8ZkbDBO5HAiIo85auBrQs1XE4pt6f2NZXNjMroQVTBMg/bWpJjxoR9SbsUwDLHPr94WEsOpsZET7H6Y0Q0z+lGgnwT6aUY3jLj3Pe59j26Y8HFr8e3tilvTo+0mjLNC10243/oYRnNLPt3dPXhrk+sb5bRMg8A8aQy9wO3a4dsvH7i8N7jf+h8j2H/6wx/x899+Sn7NYz9kQ/AunzzzMGFoe/RNi/HeQ0QLFjq5tRTFEg2vWtfbcrPHXIB+kOEHUVYeeUyy01ESwCrKhUVUUbXN5Ixme+fVoa8772uNWT0754EvSoYLVA5/YWRBnfvCBvlCnMHGx9b4BGeX4jGd8LxCnwm2SPqwsDTKGxpFIuAk8eDV67w0pF4+sU+oAAAgAElEQVRUs0lyEHyYye6NtLspot7vL8kf2bDVFbxXS+P0XQghIEW4gKfVE4q+rWJxKRqXVlgowjtNDGODDElEqLGTu6EYo8E7w0s5SHZUoQGUCDa3OySCzRtkSD//ulJ9rn8v9bYO/KJYXyx5Sh4dM1XLfbV8qr7Yny3T1WmTHDb2KNSPvwI/J8r/IQcUnUok0hJ/qY8lzawy80sJknMay+qi7lZA2gFC9wmTaiH0iEmOmORQWPlpJyDNhEn1EHqA8QLLw2L/9LCril7ZM6wPzjh+MawJy8MvBmHFY35JsKlCX1sL/ijB/t5yfpJYcZ1nXNkpfd/DtTcUNXKPidMOVrvDpKkm2F87QXDdaOm1niUppT1k2QdwnLi9WsWpVzOlNJCKejKIZEsILSC0gDSy0GCfQZopnCOqj+dCOUGTesS2W6yrSU1yhNA4RxN8XdlMytRwlxF8tqUaGMY0YSylatEphvlon63k2Thu1rK/UIgJ19m68FU/rgO8XhXNyhRdk6wGg1e3w9wbDHeJuTeYe5MaNjnIIUWLbGeX9cmiJNhR2kfhPec4EuBXoP4w4kFknReqt+MpaMW/BvEco6gPYqmKC7qoENfkOt2fjtaHOVdjTrLHIFvMXtxCTHEsLXnDK9/rM8lJJthTIthHHXb27j4n2Dm8hwJ8+OOwrWMku0Q/TOiGOQWwBZePHm3foxsGdEOw03u73PBxa9H2Iazt3vb4+GjQ3kPkeUhmZEE70X87N11O0fpQo72P+Li0uF07DL340Qr2H/HTX39C13RVFGeI4wyRnDPGbkLzccftckN7azF1VOEeMA99anK0Shys+/KsJiwndPcbmuslPYe8E8lD2xmVJCq1Nptml5ZVaOpKc01WvmrG4NZVNPhQd/pXTVaKzdZJp86TG/nsvZ7dh8TLYLdTx0Tn+OrSHs7bpUoQPKv6ldrVnEjWJ7/PvIx+/Bx4nCtFJxNyzCv92FgjRPTjLINLyqVjTrLJhu0rcl1PhJxzxXfIL9xWBbkSEWs9CehZwCqNJRJrsrlyjHCHpeXgmpAnHVT1IyeLUNHhDgv0GZNFFA/h4baGPKgnhRqMfbgAyjLC+dVSPr+orctWVOmEMildlFIh622zUBhnCaEMxlkWx9W9ClwXa9yCYRQJ9Fpn2tkzDe1XeNV4XL4v5ghjDYxzcItncNGnWh3Ij/ESLkZYn5FsYxWsV7CrjqR8LiBtJkqT6iHNVJDsQK4GSDtgeWjsvzpsTwuzzDDLDLtKrIlclV70xga50zgOB1JdTOzVKw/vGDttypRQTqJfXefK5fxckaMeGIrurq+1fAUouSGxJMdaKsJt+V4T7lLfzd0MXhHs0pfdHYj7K53/WTVO6aMUaJIzJjljFBNGMWIUfUKYbAWE1Y0Bo+jQz/dAqOM5QvdVdKIgF4oj2T5ak54T7BHaDNBmgFR9gpDdqb0qhZnMidRN6ftb3ZJW8YzKE/mywV38lwh2nZT78lih2HmW/Z5D1LtMeRE1xCiTq0auXJM7ywSr5gNqCUiJ+UsCbpVKhT9OmnO43hA9zIMjjJh6zGOLsb8nzGNbQEw91Bw4jpIStJpdE2xaIafPsibYahYxLK3kNNntxYT4ciHjGMNDvnI0fE2uOcHOJFvgbAVfCvpcjg2OYirDZoa2e0Gwu1OQX3dd0c5VbSLfwenj3t5wvV3wcX1Dc/9AP7QYp0Da7+0dHx8XtH0bmx9vuFze0TRNNO8IHtxUGZ8GUVgHkm1g+GxmtPcB7X3A0M8/qMH+/R/x099+xv3WFpqXoZ/Rx+jVoRPx8Yj7rUV376LwO550YybYJhJs8kYc+xYzS1QyOkSn8+dkYfxUVbfzyUU/UCJIlpGvuqO5JmpnBPtM88gJtnPuuwQ7X1B4x6w6gB8XfrAT87QUadmIQBcR7lphlSkdLQrttmHQUWohGeEL4TLjdC/SHL/yvD7zyw4JV1OSbIQqeTS2T41RFlyf+8or98wl4tWqAvnd1t8lNY9aYxLJNkJCx4u7UTrtp2MzMuHnk5T6vZLmjE8OssuFiu/7xE846nD94rCsPtgKWg1jTZQnHaUcdSXulaQiVOAMhNIFgn44oN6emvrYPn48gZr57LJgkjKhfq0z8CbAl/7R1fH8fdF7Ix10oXleXHHfLhbL7guCTSTYeJkqyK+81jPB1uz5c3x+8DseRfcFwe4h7QC/hcRHoTtMqoV2I5aHxva02B8eflFVwBMFMyn8KMEmm7HSJ54imLOlJm+KnufxcE4WTbZGgzfx1uSibuqtr2eKTRBrD/MzWcix0pw9eGtCTaT6GG60FgS71nd/pQWvtcZKl78HOs/HWaCfJvTTGEn2CKEEhBJFtTvotQNIQkJyEr8ZOFa19otKjY/OyeSlfN7IPSebuJpgl8iBYWQtF86z2OQrpjSOUoFhdR5Om/j9nXlTi4Jg15KQV6S5iIJ/QbBVLHhk0jgl1ESWPw5jqzisdodExglGzzDM9cPa3JSo1FiANy8qNUHJuQDxE0K9v4CasHhV/D1rBbyTMHqCFH16D1L0UGoM78/I5KJGzZ5Hgh2+HyrO5c8q+0kreZw8U2+GlAbjKOJvY4GzO7jDCNnx1e5AZ64dQVY1FxOwINWcUVs0cz7HfbDPCTZPxWxTejPdn+cxFffqyjYlVY5Th+Z+we32hrf3v+Ht/W+43b4lO2hK3vy4vuFy/YbL7Re8f/yCt7dfcL1d8X654HprcG/7wn+bpzV+fDS4Rn9ujnv7gxKR3//hD/jbTz/hdr+j7Xq03ZASa/phRt8LTJPGLAymOc9052nGNI7ou0CiaSbDo0qHOJOYZWg6ClGzQdNqtDjt9KWmSJds/LLOm1cgjfqx7mU+eJ2dkK9t5NzhNYrX07xr2aQub2cU1Dxh7LvUfMFBg9iZRCZLZc6XvMqmjRwKUbuNhCqXBk9wpGoKv3DzikiO+82pZHlpsmfIzXwhZEYfqr3ZnqysaBVVbHdc4uafP30vdFt/z0pr2FjV1DZOjpROUejzPENpDbd4PJ5PLOuajrVJg581ypxc16B0wTJURkfTfg3vF+z7A8/HJ/b9ET4LpeHXDdvjge3xwP78jPef2B5P7PvzED7CSfYxeKWsAPIKXBj4j9A27DPepka9r46tm/n4tkww1Olr8WPP8OoYTqJL6KR55kl6daqe8TKR3ppgv2qiNbG5jezZSHsr9JRuhZ6K5X96/fx3plSxnlSLUTaYVAuzzFgeGtaLRKi4bIgINq0gvVq9qX2+Q9W7ryKYzyfGoTcg6P2dU6AYaJIyOadYlLfE6g1Wb1hznYr+zWcVwdBDY1k/Sb06VVeVCTzNcl0eLyvWZ8SapCFZUnKcFH+FmvRrQ+moLoWIjbPCOCv0o0Q/iWKi6Ncthg/5CBvPH4Xt6bF/LkmfzQk2XXd59ZqI8HnaaPZbDphSkE1NsGspiYkab7Kpo6AaItc0flIF9LiCyZMWy2jrV9IPGqP5WH1W4VazyOR+JsI8xYpuqAK/Ql19VmKAkmOajCgzQVuRoOI2qcd0nyMcJ1li5xHaKmyPFdtjxbovCcvqIiyW+D1bL+EWhXW3eHwu2B6+2Ef7l81g3cPz/UL8ompE1+WqrlEqcQVeaDQqJzlTAWpdw7iqlYWYNYLfdUj7pWRfsnAlks1/R0SyqaodCmGs6VWoTLIFTZLGJAMm+e889jHZcTz08qX705iubZSEmcn1UDhEceRKd0gHv93ecLu94fLxd1w+/oZbQwQ7XHOb+wXN/YL3y8/4uP6Ct/ef8fFxwe3e4O1yibx3TGmNt6ZLqY30+O1yxbe3jyLt8YeDZn7/hz/gf/30E5q2xb3vcb23aNogEu8ngXFWMcEwzPS1tUx6IWMiY1j2ENMIJQXT+06Y5ZR0bZOMj8UEo+WBmFIXsDMKqyuX81fnsS1rtMULF4tXEoO6+pmb5Y763rqrn1eWXjXhaa1gdE7oohAB/nge+6K5s7YJCttkgdInNYMGwG1xCeviCv0ev0iT9pOWp/2iE0grzLV9RKhDMlm+Hzxdc6ACRQHnJCsR9cprktSQLoys5HjlqFhOZj62Z5rSenu9GjELkQY7bU3wvo7HzPOMaZ4xSZGCZfy6pmMpyTET7KBHrBtJCaV2/NhkSuSBCLNWFtMsk70YBWpwLOteRIN/j2AfK9w2xsIrKCNPEWKfZRH3/dWxxptDNDjtF0oUx5691uvI6ePgpRPJNQn8tXiFMFeVOY4aWb6NAply2po8Idjh73INbrilJsaxINe8gi1tqFSbZYa0A7QbYVcBv0loN2ISbSS3OY55nrsoG4qVZ0awjxKPY4AODT5Z/1+FUTGiRaSOE3xO3KylKG8R7eRUepxDUgJssigro7yds1j8gsWvBbgLU72PCPYSnWsW90DtsR4CNzL4cVYTOXDp2vKqgn1GstN9E8KFKLxpEhbjrDHOGpOwEMoeLAK19bHiHSQl4XwJ5yathqTJX5ECqAqpECXi8nMzn58yPSc8/xjJngg2a3qkMDLS6i/eYnU2jZW1pay3ZcLuAayCXRNnepxWk79DsGklmt4LuX+EYtMEq+d0fvH7PEaeb9dyTE3mxoZ+C5qIU6NxjbpRObjGvC4yaKvjSlkJXgCg16bXdIuBWwz8ZrHurvj7dEy4BsYkWSa3rJu704q6Lgk2TW6ChrssSIUiok6rymREQARbzB5SLAGpd+qcYNfBMhkjhmHANJIefATPQamj0nO8e4lpHBhpbotb0ooT0eaEO1e9A9Hu+iZVsW/NN7TtRyzshgp3295S0Exzv0Z5yB33GLF+7wfc+xHXe4f3a4P3a4PrPZDsez/i3o/4uN3xy/sHfv72nvZf790PSkT+9Gf8/ZdvuPcDxllgkgrdMGGcwyyeiHbYPmCOEox5CtU7JaslxFgpTmQ0aiilURBKQiqJeQ52a9TtSzNbklFQcwb/IXvrsC0rHuuGLS7316TsTFrAcd5Up4oL3KsB+bCPEWwub7FKJCcV3txZe3RSpWhbTMLqdQLfvi0Gj80VCNWpMgGR4L2NBNsUTVY+6VJzmI1zMqSP+awXJARPV50eh4t9Ji+BzNuCBHOCzX+wh+Xif4Fg1+ERP0qwu3GAUDJFqZPeUhoN5/3BNYYaCLndF99G28P7Oy6J84FcyqN/71lg0blN5HEfVbk5wTbGwNgMsonLdnEm3Z7tPzv2q+P53/re6yktD0lqZKtnnU4SGo7i+UYWA2IZCCILApNIY6wWhcfkM81Xd3iTZAbX4IZGt5m5SsyHJkfjJcwiUgVbuxF+k9ieBn6TkHbAMN2jpGpMoN4HkljVVeuvCDYNMJlgz6xqXVYzuSyBE2x+zBnB9jGBkMBJdiA8fUGwF2+xLYG4LW7BEknctqzY43V6WzYsbk3wNiTgLm7H5p/Y109s/pmwuEewkTNbSvL1JhBs2udi4t0rB5vvEWxKUqX0TiLZlJoaEOwbJQssOxBsJVNDJHchISJVXmd1cd85w84Ddn6ypta8ChkSIsP1l8AlRLkiHtxmPNZlwbYskVCH8LPH+sBze+KxBseRL1doq/G3aBCvxmV+y8fymmDz4lh29zDglnjBn3oCt8ej7fw4Q82dVieo6jHHcdXMncrjznAuvZPJnvMMQsyY5jyZpsd9bOjro+czJ7K8QpxSSAVV+8sVBNJg80lRsOkLRDi8ngYF0YQ4dIN5MmnliK8eEdE+a3osY8r7A8Em9cLYt0yjPkXd+IR5mA+YxilLPVjVmleuuYSklpEEObNC1w243d4DgW6usVlyQNu2aJo7mqYtUiJv1ztu1zvubYem7QqCzUHkup8E7v2I92uDt8sVH7f7v0aw//T//Dt+/vZevGg3TJikwr0f0E8zJqlCHOU8Y5aiIFBK6sKGx1Z+zuYkaU9KBR1lH4tb0nOVVMFeKCK9JpOIJLu1GE965oX6yq7q/GKSK8BfhZ3URFYzrVbQg82FTzJJXc4kMBS6451K3qcEPqg9d1+AH+dZwxO3kCMbMkq3omNqkFsGkXFaOq7vc3BinZC0ZKoYMGj5+Mx73FmKZT53QSDkZa9jtUVpDeMcjHOhkltp7qd5RjcEgq2MTseFxwoukXpbvG9a0eDErPYvDpOKsgJeB/vMQhUNfNo61kjoYJ1/WemjbTZ+Xtv6wGN/Ru9YHd1mdLLjIrwaLL+3n475aj9/nVevlz1uw+empCigtUzWYuS88wrBp/q80q1t+C3y896akpiEv1G+V/7YmHxNokFzFhJCqXw+WfLK1gfJTHhPCkJP0E7CrqFy5TcbCZbEvb1DKpkmEHlyb2CdTy4pSmtIJdN9IURwgyCdtZwwzSPGqU+DdkYg2rxaZtlv10aJiJBDeYwVMHpOFWtOqM8IttVTjPWegz+z1Vidwb447IvHvniszmFfFux+wXPb8VjXGPG9FliMx2JW7P6Jx/KZsPsndv/EancsZktY7Z6wME9nm8h1sJv8Sod9TrAXlMmpnsGlht5yguwq8lWu2vDVHX6dtM4U99dtZS45MZnQucOkk6ra1qkCxubJaHI6or6PaMkYJj5rsmMMlowrTAxqOa785rEyuMz89xJsKo6RFpyINpdQ8pXs3BMg46pvPs4oFX/TpnDr4o85jDFpvAggn/X8/ZPHOk/NFcpiFiaBZETTJOGsh1YmyWbp2jdPM4Z+SNvo+hNW/CdM45TI9cTIbOkClgk2mSMU4AQ7fv9BOTAFh5Gp9LsuK9MqVbiPBFsfKtjkS5312CQRCf1kU5SEBFnIkJqjA8GeMQ/igGkgJxQqOsg4GZlO5CBH9P2MvtdRL93g3oaqdNcN6OOk4N72uN8H3O9jsOe7j+j7GdfrHbemS1LobpjTbTdMuDVdkop0w4Sm7fFxuyd5CO3/MYnIH/+Ev//8lgj29R40J+/XG7phQD9NGOcZ/TSiGwe0fRcr2TIRbA4yq+dL7MuyYd0e2PdnsSS+xFsbk9E0Hc98k7clx5BTJPnmt7R/XTZs7LU5vvKRzm4NuiDUFM1NFkpnSBfKRGozKT8b9EsCnI+l17OpqhHAPVKTJ3PySI0wKlUBKOQmxLErGKVSM5+3Nm0L4QSWpUoSyeXpklnXfabxzpDINlG5+p+JNwXsfBWWc7RHrFcgtm3D8/lM2LYtSVLoeCIodZV7HIMtIem1ZVxBUZqqRrogMlpLeG9BwTZnKxnkR7yupY+6cy7dOufiYOlSYiMnUzSA8UkjVQDpcWhwUdBSYRomTMMEOUsYZVIV8Mx+y+kQwqCFhpgEtAg2XTSwfg/8dbz1Cfy1OSjswmlXOuJIhX0NK00mNsaFc9DG/3UtXp9AwRmP/VFUzW1cKaHP05rs73uO8/cf9uWwFGMWCGEwTQpTHHS8f2Bdf4XRO5RaIeZgSanUCmM2GLOF6mfU8FKU+rI94dcHrN9TOIo2PkiClh1l4qZPbilB6qOLqnqYFNoE7qDi1wV+XVglVWCWM9ziCtCkgPYHmY8KSL/fuWgQI5xVskPSYFh5W73Gvhjsiy3hHXbv8blt+Nw2PJcVm11OsGL3O57LE//89Z/437/9b/zz13/in7/+E5/rJ/7x+Ad2v2P3Oza7YbMbVrNiNSu88iktz+olJsmGJFCSoGhl8Xz8mlZ+iFjzlabH4zfs+yeWZYe1a4nKStK6JSX97nvoozDOpx4Iu3jsnw/snw8YbzHJufg+axDJM84XE3G3rGHbssT9XJYQ4JZAEkPBKqe+rtsOt4TXWeLY6OwCERMHg6evhJiDC0wRSlaPlcocjQVOyDUn1vzYGvxaVxP12sNaS4nufk/mATktOh8TxjpdjH01ir9pTLweB64RvucN1u6w9lHAuye8e2KabIFx0BCzg7VR1qQXGHW8JpbOYPoUivzZmfUp9facNZ2+Rm1KMGKe+4SwejaxyjA5g83J/WscFOZJY5501G7z4CEyf6BJQrT+jSR+GkdMY3AFCf14A1T8v4N5g8bcywJi1JAznX88dTVU+kM4Tqj0n9n3DUOPfhjRDQLDOKMbgjVf2w9ouyFZ93EC3Q1znBxJjLPENHP3FJnQ9zOapsPHR4OPjwbv79fU2Fg3O/6YRCQSbC7y/ri1uN1bDNOEcRYYZwGhNIZpQtv3GOdg2/WVKXmteeNVhELzowwmqRLm+BpJr2tzwAwPnKEkR63KwI2vfFhrr+BwAmUCWUeVv+rA/yre/Oz5dP+8IfG8WZH2h1AKf3htW11A+MUreInnaj9ZI1mlk8zG29jYx35AvNJPvsucsPIGUVrCPm/Uof/tvInx+4l1WV/PNWZcisJ1arWOMBPsnNwWXGHKJdnSai//Pzx45mwlg/yI60kBd7Wp38vBi5gNRtRjkJdPHbhNpY5yqnDMguxTzGwcTbZxDN7GBvMgUvrp6lZwL/lX4K/Jt5fxvQHzIE7ttOgCuzoPq3QRVkXL1RR4UYMCMVS0q6rDUoJFoYdRLvrhLocY4oDgtUug92+lh9MrFvfAunzCu0fqsJfSw+gN2/oPPPf/DaM/4cyvMPoz3ffuN3j3G6z9hDY7pN4g9QrjHjDuAes/I54wbodxO/z6iSX+rdB0tIWqWZQc1HZxJGPiCDI7fXosPz4ROO+YPE8fjlNp5W7GWbMcJ9m8qk1YrMTmFDan8Fh0hjfYnMFqNBYtsRqDzfqEh1+wGofVeGx2xcPt+G3/Ff94/Ibf9l/x2/4rfl0/8VweeLgdD7djsytWsyQsysOr6IdcabL5tZ83EHOrsnoMqBuwfyQgSZvQW0EVbbsssZn5CeMcJilfyA3oe3IhkXLZDqDtoaK6oHbnsQuPlHcJ/PVcDJCyMeeAJpA80+BMb5tx3sx4RrDP3ENehcid4cyJJBC113+/rq5/j9QHW1bPVh7JS32Lv8kMClCjawLJKUheYfQGbzeo2UDN+nANnIc5kstXBNtAzjpUi4UOFfGZMieyFV5pn1jjFcEeSoLNto1Tmy3w+hFdO6O9T+jaGV07Y+iDW1yZnDgmi7yCYEeMY97fdR2Gfkx2i8F+UWLuVQEx8syNKSU6Hi35QsLj2b5AsMfk+NNPUwyaGYrbLh03J8mX1BZSmSyFiT7XIWAvEOzL+zXhdg1Skxo/5oP9xz/jp5/fkk0JldT7XsQyvMA4KPS9QNP0aJoefT+fZtXTY578U2t60g+Y+fESue6n4LkrhEoXMvtqoD+JgP5e0ME5wc42d9xMXWsD8j4mkD8yf/zfCXof9CMyhpb7tsPfrqsHvIoQCJlNlTsKkfDWpxUAw2yBeMIZVfrJP3w8SYwK28aCmBI55drsWk9dO7zUFeyzsIx5notjOYE9D+ggsq2ih2ewEytT3hgxVyL9H6QBo8dfEWySjJzZC54RbN5Ya+Ky5VcE2yqdBhnqP3huO7ZlhRYKYhQ/RLDVrH6YYPMJLH89TrY50Z5TlOyUyDxBjGFwpM5xMc3Mi9dDzRpW+gSnl3SrJhqAzr3CXdTwilG/hJoMtHDF3yByHXS9e6pUUYe9FAuM3hPB1vKRiDUn15xga7NB6gXabAx7ItyBdD/h/DP9Pe8eQaJgfUG6XpFr2k4yPcIkxYFo89c4I95EuIO0IDfI1c2SRk+FROQgIzEzVhuwOcmgsFoFK0Y4NUPPI5yUWLTCagxWY7Eog0VZLMoXxJnIM8FJW4Dv82qJWuwVlC5bX/uJFJ+RSe79ywtDZ5DVWJNs/hi0ddE16Am7rGmbti7dlzrLkfLKx/YS2i5pdaQG7ePgz+HSByEdhHSYhYGQDtoEiQyNx/yz4P7HcxEmdyS3BE6kaTJdJxB+RbTr16r38evjmQTlFek+J9gelH/gnEedQcDB+UDJDWxYrWeJjhzzQJZ68kUKpIkV3CDPGGcdnNomncbk7yGT7GzTya07s9HEXDwO1ef4XbMK9hB53jjmpkbSXLdti7Zti/GVcwGOaZgKT3Mi2PX1OchUZHwvR4JNj18T7CEqLIKyohuGlOKY0xyHBFJiBMtZhVkcz/uhn9F1Y6xg3/DxccXHxxW32y3quUv8mAb7j3/GL7+8JyF40/To2jl96F0r0LUS7X1GcxvQ3qcUqR2WnPjyU5iFUSKhmMMHSR7aQz+n/VS95piFjsJ8FsusHIwwMMJATRpyVAFzOM5GDR6Bpx3m1EOXjiWEJLEyAlpKm/ycxWyK1+WRvd7vCEmFeXt9v34O3/5q/zGSOvytdXkcnhuWvin8IZM1uvA4bRNJIkK0+T00uLg1fwcsWr5s0tMHckje4JQO+YpgkwaWLmikpX5FsM+aUXlVmpPTMyeY8+bVvKJCFSpezdLa5Gp9oWELF6UzWUy5qkENj8eJ19nErEYtEakJNlWx6wGGL7FyX/QwmYoe6SoEMszDBDWHcyFUvs2XeKx7QpJiudwoxf8GSS7yUmBIAPTWI0QFB6tJSlpzRmNbfNTkLqmaHLBEMhyqktTE9ip+29kg8XhdvXbpdahhbrW5QU4LBzk5OPOE1TvE7DGPDvPooMSKxX1iW/5fiGmFmFZo+YAzv8LqzwSjH4lg80a5QLb3BGMfcP4J5z7h3Se8e2JdnnB+j1VIi1cygrNq9STFv0ywqaJNVW1OsLkbCfkq1wS7rl6HCrZIBNupAVZ2sLKDUyNWK7FaCacmWDFBjQPk0GPRCovWcFLBSR1JtoWddYKeZAJtc9IUWJTDYlasLriR0LWzlojURZUiyfEL54R6FfYV6eZpqdqE5NJl3eF8lpjoJAXK7yU8dlB6SY2WX4Hi4b/aXx+n9JLAtbb0N5V2KP2Oy2Y7ShKch/Elsa7HnJpEv3peXfnmx9LzXzmI0XXxK5J+RrCdLccZuo6n1UzmJV+vKJ+uUGvFilql0QOXtiTfeLLgFeE6aeL4TtcOnXzfz33bz5ADYM7It0yFsxJZg82bHXPDYxmJzr2vaczlBPuASRQVbDGqWPCwEaHwoZhjyplEhHtgn3lh90OPfhrQTwO6seCC6vYAACAASURBVEc39rj3bQHa3o19cVw39rHJNOjVQxV9SkE2TXPHx8cHbrcrbrcrmqZB297RNE2Bf4lgk67kdm3RtXPKXx96haHToWOTLSVMQ56VGOVhlI/aGgM5hw9RzgZi1Bg7gbETmIagv9HCweoFSnkoFexilAqk18YGlqSxkx5mdtCTgRo01KAhopbHRC1e7kDfWQf6cgp6r1otaSmIloO0WtOykFZrsrhx9lEcS5WoevvZsWf4kePoGP63qPrl3Q5v10hySoLNyRevNBIoEUuxAaZOYwuDUWyykBLOOWzbhn3fcyU6Vn45yea6dR7pTKj1Y5xcEwknGcgZyT63WTxKUGqCzatZGcdKRZkGShcAk0hxQZxtmDDRROhsAkUTMZqMlROkTFqJPNckmw8qvFIU9i3gHuncJ50HiFhFPu0uduyfh4dYpbAtPiE0qK147hue+5Ye52OCYwQlwxGJDwTawRkdbMK8wbZYPDaHz8eK5x5egyrZTjNSHW9rgn0WuR2uE+uXWO0jkfbVPvBYPuHNBjVZaOFh5PYFdhj5gJEPOPV5hPmEtU9Y+yidKKSDUguMIX3nDu/pt/uJdfksCHbwWTYHElyTbF6JfkWqv6pe02vn14+/08Vg221KGiTXEWtDY+NriUgm2CUEFh1ABNuKGXoOt2ocYIWAkzIS7UC6M/HOsEIUIGLupIbXLsiK4m+Q22VSeFQZ9XwkK3Qt4OEata/2Wfy6VjYUanRA7kdYCrcU2q+kKXS5AQZKOCjhYPUKb4PswOq12E6g/V+BnFasXmHUAqMWKOHSfYJlLix0baxdkZTUybv6TIfNGxu/svDjZPdstZXLQjjB5s2T/NpIPt5fBd7UBDv0G9XjkUurkmc+8hzB+YUsFMN978glLFsNk90wb8jMmRc5+EcLFc4Z42HdCusfcD7oujnBPpyvDFQQlNJ+t1BYg0+4uPf8mb98GP/Oi1g1yRZCxIkZl8yYRK5Jukdp1dT/xRscg158jEEz2WWENz523R1tf0c3duinHt3YoRs73Ps7mq7BPe6j/QR+XM+s/AjD0KK5fyRXktvtA7fbB5rmeop/gWC/oWla3GJyTdP0GPoZ4yij+N3GivYc9SoqzUzEmJd61WTSDIUvzx6rS0RyA5R00MoX5NrpBUY4mNnBzg5mzARbDRp6MmlJmXec16gJNr0nIxdYRmjJgP0VwSZCXD/+V4gzf+6PEmwi1mcEO1Soc4RxCXdY5icpweb3KtzkuEwmpYrEd8G2rek2+InXs/7cDEguJWcEuw76McacEuyaXL+yNPuaYJdyn1qKwx1NuJk+XwasvbG564eJqyDhgujTLd2vvX2PyCR7cSVC02P52FtXNfFwd5rSR90ZicWb9Dg421DymUghTzy1jJ5PDbbkt75vHvvm0+Ow32L1R/1/mBDkY7clWEo+94DPp8fnY8FjCxMEajqsJSJOL2ECyT7v8hz9PsHmNm/0mKrY3mzY/Ces3Ao4tTM8YEWAU59Y9K8FwfbmE848YO2eKoaCDVo8HIV0nqF6/Ylt/cSyPI4E21Hz2uuK9iRF1ByOLyvdZ6T8SN5zc3cgEeTPHKrZSo3RPSQ6jVhV4CuCvVoJHwm2UzOMCNDzBKcEvFYR8ks4JeLxfLsKMhMTmljp91u7FIXKrEi/aS4TCyjdRb5OnTyuoFBvUH2Npcd0eyZvDKs3YYKwuh2bf+CxPPFYntj8A6vbD70JZ9vOjlndzsY69xKhgurS58LHgiCBUEUlua7WksVucAFRjOiWDYtf4VVKaP1cb+1/WSJC5PqYrRActkJz/nxKriXz2j4j2N4arN4mW97SMSwENRXhOGKIVr4q+lg7WLfCuLDykFezj+NxaOrmjez/dwg274E6TQBlBJsq2Ll6baFmkvgqVqgLNqZcOx4042XaI6Ftb2j7Bv3UoZ86dGOLbmxxH5oE2kbH8OO6sUU/NhiGG8apwTBeMYxXtN07mnvw077d3mJIzUdCIN4ZP0iw/4TL+wVd1+N2u+Hy/oGPjyvaexSsCxVlHqGMPo0Txn6Mul4dtZRlIxG/iOQLT9nEZFSJ4iKlAsxsYGcDNwUswmGVHqskHV6Akw5OOpjZwEmH1ayp69yz4/ix4f1aqOokfSXpqKuQtbyDSzzO9tUVzFev8dVz1+UBH5tXFrexC3z54/PWp33Z//Qz3T63Tzy2z1ztiU2OpRe0xbp6bNsC721FnqnJz1Y/vroZ9Ey6caxE102M36te/xjBPso7ak9kapw7NnaWt7zRLjuj1HIeX9wn+7BjVXvL36FfY1CHL+CsO2zjsfBKSigZHWusTM4PKaXPCiwx2IKChSgu+Mw1gm+j5yyLxrLoFPFMj3NS3CsnAfJ7V3juHtuisXqJbVV4bBqPzWD1wXYrVL/Lxsp0rbBHG0damdBxifV7FWwuEaEKeSDXT6z2iVU/4dWesOpngpcPePkJJ8Ltqn+Fl58Ji37Cm9AUFQbHFSoOUmdJhEavkWQ/EsHODkruHNHnnchxTbBr0nxGrOvqeH5OINgkEyGfbrqlSderEKwlkuwjZEKQmMjCpnSxOlr72fgaASRHWaJDyep1sT9td6FimJyQrEvXLmpm1loX8c58X90sS+T6Fak+qyQ67eHtkqzvqAH/FbGmc3zze2jQVzZdp1e34Lk9EkieRdKsGrXrDsnD6LVqOVcp67JJDmZUlsjRZ0JWt8YE5ymrJHh6MK/MhjC4EGZTW+jVqcXcaq8MWzt/ztmxx/egTivl6TpENqAn2Qq5clqODzRGcD0z2bR678DNC2hysTqXSDbZ8waMUKKDlj207GH1CKtzWFOwLY16bl1Glmcddm54VLLUciuZi0G8kEQrr2eNkflYEznP8t9GsEk2ImeZGt25RGTuVVQyzBi7CUMfXU2mLgVxjVNIZyTMc3fY1rYfaO4XXJs39HOLfm5xH27oxgb34ZbQjc0BfH/bB1Ld9e/ohjd0wxva7htuzc9o7t/Q3L+h7d7Rtpf0N2+3N3xcv+Fy+RmXy88/RrD//Oc/43K5YBgGzPOMYRhwu93QtneM4wAhROg47Tq0bROTG4OIn5rnzhqmSJ7AXQwIZ64F6QLFCLadDVzEImzCphdsOjTF+NgMoycVCbbFahY8l/+PtTfbbl3HkkVfK5uqrHFvnqzcy7Ykdug7kpLXzrr//11xH4CJjqSXd516iGGJpGVbFoHARMyIPTfOtAQ7NswYQVst59uGZ1WLPxpm8Ct89TpnP7uuOvvOVaVGfJ9XBLsm3fXzgKJHNnnw2bYN27bDOZ+kIXEQqrVQnDP08oyzuPlfN3SqTGLPwlyu/FnrAJirJsn48xX60KDmuVZNNaP3vm49vdsFBP19VxZXdTXtKkymwF/A5fe29gMv7y/ZRZZoZWtjcBA974NH6FzvGFGDXqMPHaLjRLCdjWS6yFpMShubIXlMXlu9htULlBxg1ARnGYLjsHoGX8ZitdXtvsTKpD38P8haUam0xfilTZ9rxh3qRcguRMIiqLXBanbs9onV7AhqhxdbRlDP/DWoJ1bzRDB7ThjUOjSTle7SCOtEwjW80mI5VenPGn2dh/UtyJqNS4lFiBTd7TNplsY0qAl1fZ1Ofsulgtc6AUWrUJOJQ12hKyhEuJGPJBu/FpRIa7B6i+cWYljWScBNcDIFa5kqgEtWiMm23pnm3qVmYyIAZNF5vUiXp5XvOtWVmmxrEhNzH+Lc8Vyf2UK2Jr1Hcm3z53B1a951LCQtSq6iBMs3x2vE4BjX3HN1Jbk+foZ6EaxlO6712mSjq8VUylRod7xkyVroyHCfB1FnRND3nl1/db6HEjyPG2dWn1bZnCFQo9+xJTJay//iYk1lQkpmB1SIoWtL74zNC424mOgJ9gSjZli9wOolpaIuMSo8NeMXiaKsUDTJnLNYVCEdtxCQ1e5u/xmvG+z7RvtIwqmg6BpEgl2aLMnG+DzVWjU/g55LoU4JNpFsNgkMtxHD/YFhvGMYPzAv94xpuuWvjA2JZN8zwR7G9xiN/v4PzHzAyO64DW+JQL/jPr1fkOv3Bo/pDcP4IxHr/4Nh+i8M03/h4/b3TLCH8QeG8S3/zEiw/4EfP/6Ot/d/fI9g/+d//idut1v+B+Q3TYquEzVul1AKlTMmd8V+5UxABLveTqtdC84mRVN1jptUxXbcwHFTdZE7eO3htY/Xp++jxz38yc/6ilj3TS5/hAif4Sz5j85d6Uz7CkpvX0iD9tk2ZSTYMS2NghzaxLTQELkQQibY0bXEpoXVhGGYMc+8qc7GratSfV7XNZPBOOHJZtLqZSj1xHU2yRWf8qtz59Z+fbQ9NSzWBJkqFtHP2lVEoyXipAur5S/lvMTZIuCs4l1XiHrUfu71BEBJl2c69SilsXl78yuiXBPur1Bf35Ps+nl+PcURrEl6bZ901ZGIUfLo6jWc5VByyCSboBXLOw0URLOuAesa4J1FDkFypnvf06InJamepaTWqAliTRhXaxvruKdf8XN7Ynceq3Hw0mRXi9rhIqiA1WxYzZYJtutIttaJUJ9U00kn6+2WG/Jaa7hCBLxfGzTXuQDjI3SCsLaBcq6B9uV7fAjp/fawNlazqUE5BItt9en/ai/eV52gGnJMBJjQB21ZLRPRNg15rl9jX01Gm3QbX9+ZOmjL5PGrHgeoIbue/M9Idr1LVfv2196/9bWSrq/6DsgdpwlCkyoHbtDCka7JfTOVhpd6G+qKcH2+R6337Su99TU96LV15/F/HkhWyLV3BkpxSMky1tVjXT28M4esB5ma3mu70z4Q6up7+iwJOrZvIf08lwpMtEO15d0ka7Z8T7p8b7b2e1rFe/Vsh7HfYaad4zU8Ue8qG21TcI7PshWTq/4qV+Qlm2EkAyU3x/c/LnCIYJemxOIvzVjSIi8zBF8g2NLsCAjOmurxV2gLT/SZrjlGqaCXbJBSxDpLtKbcicPPZ6JpcpSpD69AJolITPqNFoLDoXKt9JKbrmvynQn4csfI7hjmG27DG/759nfchjfchrcDySZSXZ8b53dM8xum+QeG6b/wGP4Ppvk3MP6Bx/DPjGF8wzTdwMWI2/03/Pjxd/z48Xd8fPzzewT73//93/Hjx4/oYZjsUaI2phWex63Duap0pDQlIaGEghIqbjtdgAaZq+M1dNrGCto1sELDKQNXVbqccfl1vnrNslVm8wr3V5XoM4umMxJ+RrB7H9XveKt+tS3Z//xIsGOVupbftP7Ca0Oqg9mzTi8SbFeRN58m3BXWRpcN6jom79RadxyJbvEnJtB2rRDqy7+1/5u+2p7t3794vpWnXK2ya613XQmOVZtCsK09DiR9wEx9zRXB7tFXJmkwNXkyT5riKtgihlv4g4bd1IsIc6xgGydhnGwe/0/hvMqg1wybRdgsfNCRhAWPLcQJtkzg1BRHyaQMWk2wZoGzDN4JOJuSBNMug66Clvr00DpiWhtRTda8InXnUd9t5bPFajV2Z7E7i2fw+FxDxu4sVmuTX3OBT2PSapIELblYeBu9rY3ybdU6NVjW7igkWYka8/h5L25H5/d6P4YEv8GH7UiwjWugnD+gEOw13Q9FAlYHbYVE9s4auOqodO90/n97p7JGvyd1jUwkfV+8vk2ydTZWsLe0QFv9+XX2hGBf+e6X+/RsR+TMIahI4Or8ArJAU0qmCq+Ji8Hqawz+UjncS1eNyHSu7Z+QTc9CXxE+W9zUi5a+4ltXnK++T1/Yj/aoQ9ecMwfHqD54rU45LjHuR7vTs++rr70eg0vEvJIasQ+JmqJLzwPJstqkwoJ4/ujadaZlvpJ8mqr3qbXq41lPHq36WJdGmVxFKvnHue91tN+TlcSmlt2cVbC/R7CLCcAZ16ktbNud0rYAVRPsulIem2PPmxwPGuykvz4l2IplD+9ePjIvD0xLlIcM8w3vjx/47eO/EoH+OJWMEPl+f/zAffrAOH8k7fVblodM8w8M429RGkJ4/MC8PMDYgNv9R5aI3O4/vi8R+cc//oHH45H9CKkjlKxShqHkwFMiEPkF93HIJRa5DF5fnTu7Tqk0MCmV4Y1unttqQDRaZdDg16Ncp1NU8tcE+7uk97vV7JpcB7/FpMmTbvWrinb/s5wJhTh37il5Eu8auyJCp3GNFUIimxRqU1sWEQGPkzGR21JhPqs6E8Guq25XRPpqEdI0FZ0Q7KsEyL6yTeR6XdecBEl/DzVu1smQdC4EX024ZSESJ93S/Ng3QH4F2gI0lmKXbRPHXOBy0xsl+LUNcAranUMZkb/WuLr+DNbrDHqt7bVi3T3C5uCDQ/AetZbR6LgIqRNHrZUIQSEEBWt5hk5671JBl/krwVU68h5nBPqPEOzNm4Zc/9zWjmTH6vaRYNucRFjupQhyRclOKBWxbsh1ug+9LYtiW7lR1C4/9bYxVbwPBDt9ZqRxDehY/9kyPsBWC7h6dycv5iqf9nONq0KfTksJs7FK2fZk1LHVsa/AdJ+TltydHWtRGqTp/u4XpL1krCYKOWSncorYdo9t91hXi3W1CMEgBJMWdqxZ6FGzW+5ZcBqlB0I0r93fD/3fTGm9IdhDdbd5T07SgM8ShKnyfPa+0TXXBPaaYP8q2fj/lmC3Nq+qub4l2HEXq/5s1fKgq6CvNj/BgDTLV7hqkI8SNd0mM2ZCKZLOvTii1E2h5J6ipcbZLm5Buh/z9xRyXktE+r/3TDbSz4nxnDrs0lMFm/Tf9cL0KKFUh/eYCLbiOqsUzgi2ZNEGMn7vkhsaqamRsTH3g3A+H9w+5mXAWDU13oYP3IaP3NxYNzv217w/3nCfbrnJcZo/MIxvucHxMfzAY/iB2/233OQ4jLfsMPL2/k/8+PEP3O5v3yXYf8Y///kbhmHMXoBEsmsDccYWPB43DMM9W6f0Psg9ig0Oayzd6LhUHDI32jBwsRTw5VTDlRsktISx6gB63f6mN/mGVfkG+yMaaK3bJLD/KcF2LqRo91f+cJ9VentZSP2aWrcuCtS8deacQMfKuSTTyVtFZXALoWzLayPxem14vTZ8/nxiXV2aAIrGmm7Gs+p9v/V9Vr2/ktH019Pr0Wta41Fi3sskehVaQ/KXTLBTvHnwa9acB78ih/hU0g2qzCulsW071nVDbJLyeRuRvMprW74awe/5PH2P9ztc2BrUZElbV+lnY7ObC6GCh/G2QR+prIxq0B/rr69Rvx5d77cAv4V4zsbYYYppVsbAWJcWAzGq21iDsPlEym2qhBNB4blCXktZziQqpziJ8v4uwV5TxDcRbCLXz+Arwr1dVLCTtMSe9z/EitqJRagM2dmo7CSF3CTXy72MOl/U071mrM/x2vXOh9Iug573uyM2a/8LwRZC5MUnEeziqX9OsOvxvRApklMVsl7rV3N4VvBpPiBSVaQJVztIJSHWwKSdMx/WjPj82NdgkuY87voQJKRmkLoQ5233eH1ueaeGdlGMrT+3BcZKGCsPuy50vn7t/nuMVXDewqX7pP796mM+uHxOKvlLaKNgrGleo0bzHlwkD1MF/wz1+dgEH5rjfWKxkPzyZ1wlI9PPqr9HKYltW3PTfU34aQfsuADqFwL1eXn6u/RN+rHZPxZiml1RqQ9y2CawKzeZRvkQJSivPuRG1K8lqLGB1+iina/dU+SJ5OmMbP9hgp137XszAnP583qCTY28USJsWoK9xPRLwahyL7IlH4HGhdq2rz4/zyPGKdrt1Tiz66Pj9JiO1zZ9w3jD4/GR3ULi4/ds0Ue89/G44e3tN7y9/YbH45s+2H/+81/x9vaBeY4m4dM4Z19DStEpZHtK2qD4R39FrolUU6W7j6OWuoBLBi4ZmFgyRKX1OtNwGUuVNtNV72SG1Lx5Hq8xsTJYEeyvJBlE8Ihgk7fqr3TZXxFJIotn1Vv6WWcyirrCXUdFU5X6WK0+4oxgH1MK42DkvMK6WaybRQg6kaE0sVZbTfQ3PPdPbNsL67p/m1T3W99HTeo58e4JwrFLvO0cpwo2EWvnVqzhiW37xOv5exPm0xPmWoe3hmc8blsbxehv/Erx288G9XF67P0TLjzhwt4R6yPBrok2EWy/rfDbhnXfM86imXtoG+O5uVQ5dvkMFMtcIp518zrSOCgboGyA8VtGlCLE15XGwK4Bbguwq4NyBkJLSC1hbJSZ9AT7V7rwTL5P8KuKdtNIV0lEiGjXIIlITB3UmVwTwd7c+q0mS6ccgg7J2WjPCGbLwU+v7ROv7TM7/awuSrjqXZz6XqIxwaVeDAL5Lp+hvzZqvcu9Uuv7rbVJY9z6Hn9FsEv6qahIWImm3rZnBi1cqSrWNxDXTj9HhyIbF8IuwIU9I6zP9HiDC2sGLUKsD83nWRkNmT6LtNgMW4B2Bi44uFAWirTApOvpe+pFqj1ZkF4hXu9y86pUGowLDNMMLhWs93h+fmJ7vuLf4H33u6d7MC1uaYFb3+Nn19fH+wpuK2srhQZKPbzqG6H/ZR+sdVUF/lUYV13g2LYdz/0F5zy2ba+w5d6Btsm73RGjXTCX3JDKgj4uitbVY9vXrCVfV48QXFe1r2WBpffmVwQ7NlbbpsG1boL9lcFCseUzjVd4DvSpnLSuyDUVS0uDY32dOvzsVhZbbGvrXqi6B+rMTYQkIiXxVx8JdpXUS3IY4pXEMesGz8I5C6YUHHMb7k2YzLhMuA33DAqc6UNoHuNQRbLHtMo2qfF2CJp5PO54e/uBt7cfeDy+meT4pz/9BR/vd8wzS1hyPDVbGISQTVR2xIm4/Yuu1v4DoJSCVOpgK1X7uCpzdKo46FET6TiGKBTbqoNVFQ0ySSLylSSDCHbwG6zxoDj4K4J9Jns4q2DXRJIer+ueiWlPsPufIYSG5OYQokGNjMHsl2S7EGxaZGgcqkRpy67eGi1bqbKqJNk0GG6ZWNfkut7SpvewJ8pfSUTOZCXluiPBPqtm16Q7hJAmhQ3OrQg+Euxt+4RLiXDFGpH0fPGxs1sG+RoXgv1CcJ8Z1sRQEWue+TE9z4/dM4YL5MARn5L9HChCu/dBJslIhDvGJ1fVy5ggZyEq0GvTY20DjF9PUSKZXUb9s6Tx0H6H2z7h959w2ye03yGMh7AOwjpMQkFYCx08pLMQ1oBrBWUiwQjBJZ31/w7BrqO9rxIIS1CKxGpNg5pwR4Jt4JXOCNogaJMIdplArxGbq4P2uTmSHEtiEmGsYJN1JhHskIJKSJ9tjYdP94V3IYecnMXanzk09f7MVGHzlTVbvI/jzg4R7KO/cGX3pmmrXnRSAFnde2W827ZXM0bE+7D8vLrB8MteBvKwdhv8+gm/fsKFZ/5aSDbtCl19vssikmASCTdVM6jJxLzEnhPq76Pr6mt7UGR6vK7o4el3rSU8xq/V8XB6P7ZR7a67V/3psXz8RAL5nSJRPX7X4/qvZJX1zzh73bNdUALt+MYCzl7lJdR9KEW2U8t5CtHWzWPnSRZZ5DlXUphWyvJrgn3lZJQdjCqCXe+I1zvkUtDr68N9qISAlsfG3a8Idi3niHxOXBLsPnipD1/S2v2SYBPJlkyhj0mnqHQi2GeJkJdJkQnTPGOYJjzGIcehT8uMaZnxGAfcHg/cHo98/jEOFUYMw4RpZDll/HGfcP8YCm4P3G93fLx/4HF/YBonPO4PvL+94/3tHY/745s+2P/2p+yDXUtEIokm8X39DxLVP0Ah+iaeNxP0Pouq8on9VUys6YI5XNcZbMwaDdrd3kDbEikrup+h7QptN2i7wdhfV1evCDZ94P6I9KENdmkHEZp8tu2Vf9bZoEM3QYyy1TkSOpgdz/UnnuvPxi3ky2q2Cai1XkcruljdjivIOe1YkC67LH6CX6tJcysV9pOB+oxcnzVzfWeQrpscr7y1e+JNFTUi2M6tcdIPTzi3Vj/TNo97v+tY6a5J9hNabZlQ9wRbyRWCB3DmwJmDkqWTvQQLxK388rdfNXGW/oEmAlnWDagexqwxKVU5iA7KeCjj0/1wDbru7HqpVxj3hPZPmPAJEz6h/RPSbRDGY1EWi7Jg2oJpA6YNFqUwCwmh4hZ//KypxqmktxE8sxP83yLYQauMnmSv1iBoneK9I4LWCFpjtQab84VsnkXXK5vdRyLBjiQ7qAArbLQjTZUuqmSTXKTWY5N/MlW1CVcOQr+a9Gs5Sk4d7FxMlIo/+8xurjSJk/a+NJ7WBLtUOrdMkFqCvTXuOWdhV+c9DnGM8H7Huv3Euv3siPYrEe0I47aM+njECy680ryxHVDmlPhc6RVKrzm181fX9YjzEc1BhcCv+wvb8xPr/oILG4Qy4NLkezXOc/FvKPdg+B8TbJ2kQ78i2Fdkux/Hr8g5He9J2pld6VmBpX6NMmeYahwsMo7ax5oaBL/KQagdVH6lR/+jBLvWIH9FsFvf67bfQuQqsMqBOr3Pdy/P+BXBJtI6TROmcT4UEnuCTbv1vyLY9c/smxyLVV+LGNkucmL0H8U8zxinKassxvS31scJ4zRlDEMk1+Njzgnj42PBcJvx+BgrDHh8PDDcB8zjjGViGO4D3n984P3HB4b78F2C/Wf8+O0dbOGYZ4bb7YF5ZnmLYBwXPO4DhmFKFW6eEx45MxDcQ/DQgIgEZw5stvlxPO+hZICU4XIgUilmWErfQOsVWkdiY8xxQCTINADSgEZoBk9LIQ9H0KAulYGxHt5vMLYj2MpcDBTnzW2RZMcJhSYTzmIlPPgNa9ixhjjxkKtADyUNpNDgTEIwlVMxyS1k96+q4XGrsFdIxwxVyku1iSpFVFmKq9NoHzTPS1z1No4ZcaCr/+66caNPRjzziu6f97j2mr4OsDGJdOewAVP+phjsUjyo13XLuuq+keUMdZqgNZEo02c6kuw2fVOrDYL7lIaqMU8anDlI7mDUmmOLjYqabnps0jZhDWvSZyFdUy9c6y56Iv+K7h3lU9KgSwvbtVpwVoT6iwXv8boVUq5gIoCrFdJsMO4FGz5hDzKpqwAAIABJREFU/A5pArjy4NqBawuuLSYmsQgFxhWkosqkTtu19pCm1j9vq1ICzvIG3skG/fnm2o5gF6KtM4JW8EocsFqNzTnUvsJ9wp3XNrmNhBM3pEjArbLwOk7AW/JTDjbAa5eJrNdRjvJcn+m6DbvfS6W7sz6tJ/fzreu1ge9gU/R4lKC1aIi8psCJ1l++Jtjebxnb9kJYd4R1h08LXJ12WbR2MCbgK4JH1xCs2xDWT4T1E84/4XzcEaLH9JzQn1+33+H8J5z/hHVPaLND6Q3a7JdQOpJnqcLlfUSpnqKbg4QKECqkeWhP17eNpwQi2FzaTLKN27qFbmiq2H1lu/56RrTlFx7+/djcL3Lq8d5oAyV19D9ODhhSKCipM2TyD6fnZ/Njb8VavKpNM4/QvFNcMGwjMVFKo/awriUw7Vh+npPQ922ZjmBLJSAzyTanEEyCL7zcw41Puj9Ur68JtoISKfVRqpjgm8K9TJJSyaTHjpIR2RybxjHmliQfbbYsWOYJ0zhiHMZMqGluyQSbSXCWCDaTkIlgt25HZf6tf4faBzsSbH6OhSeXMvZLLPN8immcMI3T6fFxGDLounh8xPiYMT4WLAPHMnBMd4bxtuDxPlUY8XgfMN4msJGDjRzTfcb97YH72wPjbfpukuNf8I9/vGMaBeZJ4v19xDAKcBFvTsY1hgdvMI0S86QaIk0EWsm12QoXPGAaFIaHAJttIiOpsmxolW2rrbOCaWYNZsbBuPyy0iGVyXBhhfEhb89xqTKEarfcSafGpYRUdJ0GlzqSgWp7LR7TWZMWPaDLduvVlmdtxyOYiEL/CuQdWadh1jeu4jpfWydllqhccglZK2L9hNOvCs943Kx5gLpyw6DQhbiwYHnAo8o3+XjW3rFEyIdhjOFFSWZUk/M+TIYIfH8dna+T/HIqFecQjOfBJw9AJ9CVfs1qA289gve5SSfq7myuhNQOKj3KAqNUkedJQgiXIu6j5ypnBpyZTIDZovM9xhaNaZCwaoNVa8bpQugUdL7sSBR/ZcITYqnuTeEztNqg9XpYwPYwZj1FrLxHgi3lCmOesPYFa18wiYgUYl8q7cuiwLhOu1htt/yxwnR8/4urTdRuSzmCiwe4eEDKMYOOrZtCCBLWMhizZFi9wGmGYGQDr3iD/riVLB/3lVVan0C3eofNeewuYHeha5Q0sELBSYPf90/8vn/i5/bM2FzAanzlVuKxuVBhxdPv2P1+WrX+imBTAFXtPJSj6fUKn45p6aBFjLAn9E2bRlFEef9/q5rIKwIplSl6aBdg3QrGdYNCUn2GVHEXpj5G0dLO7ac4flajZZtOO6PH61PBJhVwdCrwnB2Pu0I2LQwqmZ3WkEpBUpKeVFiETHOI6aRaPsu0hDJYhMyI85RusHCFmUksPM5JRJJrF5mabHOpm+p2TbiFMpiZgJDnxYkzn/Azy1GjNaxWKfQlhr8IxhrUvs10HeHs530lD6rn1kiwDdiiUCcdk/VeiQQ36G32igXfcbypg8WM1YeertjXJSIqm9ZljsmE99sd4zBimRfI5JkuhYyNisbCpwTRXChLBbtp5KlwGW1xp3HBNM5Y5gVsieS4uO9QyM0x4Ke1wTR43N4xDnfwZU7e2Qv4MmMeB4zDA/M4gS8sz4lWG2ipsEwLxseEZeJYJn7gJVoaKKEgWJyD+cIq0PU8Wxe2569x9nrLNGOZZszjdACd61/n6vqIGfO4YBkY2IODPTimjwXTx4Lhfcp4/BgwvI+YPmbISYGPAuzBMd8XTB8z5vvyXQ323/DP/7rhcWcYHhzv7xMeAwcXNt6owmZCPY0S0xjJBGcWbDEZ86TAFgPObKrmxeoeZxbDg+NxZ+l7U4KQJmJdtKa9k8HMlwaLYOCSPtxfQyoJoSWU0dmFIeq165/RardJs82lwMw4ZiYwM9EMgDR4RYLtDrjyYe31UtHmp0XrHykvz+co+rQF1bsYFL31CitXWLklYv0s5OykYtQ7mtD23rkWy2AYBgghcnOUUipv09QJT/XfT1po51xFpEooDGMLyEqJzlOzQ90QZbRKtkXFd7R4zLZoI3tlTN/y0YaL7LhIo6eNyFXTM+cA0p+XxUTrE14G+/ie1g2t8f1L5FK6hlxHgv0Vqd6Stj7FfCedPWFz/bFn/p9rtZ2glWCdybD684S4aIiL6X5BTXKZeL6O4LVxxyvLx0q3/NXOwVkUMLlQRLeGBUpPUHqCNkuG0hOEHBBWgbAKOM9hHYvPg8AaBIITCIY3cJrByhlWztBiyo+dZvlcJOY8xXvHGHEjOZRYUvCNwB5i+M7TB+zOZ+12rekmLffufAq6Cfkxhd3UzwsCdrtizbaA5wS7D/Qq0pDWG7/3yXd6Pfh311aD2blIpS3lVA3sfedjU92xQmt9IdhxF7H0DhBxlSqFXlTHWneUVMXu4NyKNiikH9+KxIskYlRJ76+vX6eWh9W7ZyUxtrali9v1jHPMjGER4pTw1ugJdY+ZyYyFq0NFmq6j16vnqZpg168pGg3vlTd4H+ZV2y4eP/98GRtIHlNdlVjy/UHQ6qxn6/rn1nMsVbA503+YYGeSXQWq9HNUJNjRPEFZ2cB4Ex+boyMKzVFKSdQpo/XfEHwvkSQpbekJqyWCfZpvDNlxyWO+9TfvPdLj4p+n/w9rHse5sDQwx6TQEKvjUiW7wV76oirI2GzZE+yZpQo1y8mThJgAXtCfP7uOTRPYNGF6PDLmccQyjmDTDDEziJlBMp4fs2nOWIapw4xlOCfY4/uU8fgxYnybMX0skJOGGCTEIMEeAsuNY7nx77qI/Ad+/PaB223Ex/sDb2933G4jlkViSeSBPrBRGiIbzLPIoGNRl23AmQZbJKaRYRgWzLPIH3qTu5w1isuHbqCMhNAig66x3sD6ttO3t3mqV53GG7jVtQj+4NBQE+22AkEDXSTcQpkYZXzhu9zHh5fBuDpvSuPRV0mYX2kqaeI8swqLr12arfoGJ9cR6SuCXYihORDsx+MBznkmzNFyh0EIkf/+YgvU+pA6ZxEdB3S2XoqOBDwffz43xICDOHE5Z3Lnd/A2JWOJBseYZgkjWUa+xorsz1zDOn4J50tcOBFtspHq/YTp2LpGi8DaUzv6m9rTmN8rlKjlDauLhLp2pdgo4rsi2Kv7hK+Ib4s9V/eIUAf/RPDP5nlNuOk8SWOIrPe6cyLw9PoxNa2PE28142fBDzSOEGiyjO4uFtZxaMOgDWv+T9owKD3DOgbneSba266x7TqRbAlvWYMYZZySJsWYH5eY4/g8Xs/L50uxDKs5Vq/xWv1Bu91jdy7pvstXwtP7fLxGJOo2SUwKwa4X4T3x7hfhlPIazN4QbFqYXxHs2gaUCPZZr4BNFo59s6DxxVLQuQBvPbawYlsDtjV0W82xakcVz9pHm/Adm7U+2fXM8/us1+HqddpgGo3WLq5UQqVSWARPu6XmoIE+b2yuUXofqHeCJCOlj+KcYPfP+wo2FYjO/cGLZIL+vrO0R2dV7nWgz74Sc4oInyD5lFI9Vb5P6ut1WozUqH92b9GYA5CSywdlEdCim2QiFJJW5CRXziXHeZr+x9FE4WuCTY459HvRHEa/H2VKED/Jc1dKS46yRFoUeAhRGkBJTkrEOn5PRJQ5uhRs1BLqegFjJM9JrDFenoGSb+P36ZQqqk9dgkriaOkxoXTSjMo2MKM51+5gSBYr6ATJllOwaTxgHocGfJqguYAVCmrh0FxALRxq4ZAzax634JCzgJyIMHMsd3ZCsCeMbwvGtwXsIRssN4Hpg30zyfGvf8OP394xjTMe9wHvbx+4Jx026YGUNFmUPo1LoxVq04fEoepUYkB5o40yOTSjfIgPgRndMeNNIss2k2zrDYxTB9h0bV5xEjKRN9kmyXoPF0K2KKsJNklXqDIwszhomuomrbfRzra06rTD4Mkubj04APwROO2xuhWrW7OvZgt7GpUbrEWw6fwXwS59o8mh2VCVJovaHSYGtcRBgeKK+wYMpVSSZBwDDSh4IRLpkAd4a1VzTMrlSxu22qqtDOxL1fzGc3Vz3VQGHatBBC1WQCk4pfW+pdTBPpEw/i3kIV68WI2WcMYgWHcJSoaj56uPfqqrW6MW1z6x22eO7ibUEiGTSHBtG0g68SY6uJK3EGpyvYZPtNHDO7SKKAT7MxFssjA8vhZpwwk1Cf8OcqXdudgQmfXZpQky6rcnaDPnynX9/7WORfJtWxgzNzg7p9WUjpUmSvps0edr9Rp7sE2DZCTaqiHLz+CbpspzN5OaXKvUeKlzmm1MkqsDL0SaFHWDPtU2jjsFJf01nGiv2/MkEaklEgf/eddKGEpzXZRWRH/glBZ5iFYXv4TRvwqiaX2P464Ub/yRe9/qKw/lsyTR3ta0IGmEU6Em2lu602p+7X9/QNXQSE2USodEsiPx7iUiNeHupSJHvXZpEDxr5vtV2IyzRxvMvrm4t82sx2Gtiv1uH0Rz1nBYu31Ex49SvKmb2vum96sQsroy3O9AOxctGk2yABaaQ2geibXmWJKNMGNT/t2tVc3fQA4l9J7R821b8Xw+sa5kCEAVd9W4k9EigObS5/OZsxxC8JFgWwVnFUy6HygrhHB2XIolnZPwzkFLCbYsmMYxL2jjAlZBK9mgDwzMcp8zKZDi0IrF/3PawRB8ukR9fpkfX2Ie71jGB4LWcEpBc34KxdgRC4daRCLZCnyUmO8McyLZ08eCx48Rjx8THj9mDG8M802APVTGfBOYPr5Zwf7P//gbbu8fEEwk7c2I8TGCLawQ4lNRfv0hvkYfRZuPm0rfdEGwCW61GUSaTShQTh1Qrz5rgk7V67CuCOtevFnXHX4lT+KoAedSQlubvYejH3C0GTO2bcggbXLd0FjsjNYTbBfV5xZ1Naoh2MYlA3ufSHNPqEvloIWKk5onX9OWYPdfrxw9zrqI+8TEsp2n0FcLYiy7PxDrbQ/Y9pA8SYt9EpFu8j+Vcjn1PaYgkTM/5NZhgjfketv1KcGuyXU8LxuSHQJJS6L3au0dTv7h9XVECJ1VOYr6O1i9w+od9hADCza3YrcbdrthNWuDukLpD7KPSHjrCjRJOkpFujRq9qS84AmrX7D6Ba3K4wzTe4F/IvhPOHte4b4i0zWa49blJsgajI0pCWwC4zcINRR5SCUXMY5B2bmBSccJNnDYwPN5meQo1sXI9zPiQJ/BzZuGWPfkug65qQl1j0KsVVMR90an+O24aKbPx+pdiieP8qimAbOWTind7ZCURXpN0GtS3i/ke11ua6PqjuTakD1qtPlzhkh1HJuo4llXPntnmPxe67Kgqv2N63uxXnC1qY3lXnVedQ4158mhZ3i9drxeOz5/PvH581lVVmMBiQo1IvXw1ASayLVP8w4hE263Ne5Y0RFlzwR7f/2ev4de8zv2fbUNaF/BviK3fZXepaj7q6IGRdzT/fDcHH6+AvbVYPX0fcdEyv7n9r8DzQH1+1ySGfuIb908PkMtvTgQbW+bQh+Ra6E5uGrzPuh353zJf0tNsFvS7Q52sSQVoR1ia9ogNZpTI8GOBSaXCosxpZdDGZ6Dk84g1NxCUt4Ib/JHSGOujMSUIskXPoKJCUxMEHKB1AxKM0i5NOB8AucTpFyg1AKl5waxP2bAstzA2B1cDE3vDGFZbr8EZwO0WJrdaYIWC7RYINkEsYwZkk2QbIHmUR/ORt40OrbNjjMe7wyPd4bpLrA8FJaHwnQXGD84xu8S7L/++S+4vX/EHzgtGO5R/E4EW0lTnA2Uh9G1w4HJ8cgkrPeVZMM700Tn0raJtRpSiYMk5Ap1tbqRkPhzCCuhnIapvq8gRk/7ELBvTzz3F5576XC3ribYAlKrHFVdqhIqbbGd2xn1tnxnASq+Itd9ZfpXBLvIPCKxDs4gONNosq4mLGcUVu9+SbB/jXONWD1Q9dvGrV69+I7SwPN8bng+t0YycrZNSAN8uMDqS1WsXlw0FTCTJB9J+uF8kYzQ4/pYfS4e15lEF+9VnkMNenLdE+wYr2yweptR30M9iDxtIeC5bnit+wFPv2H3lAy4YnV7bFzrkiVri8FzfXZLtHtotTVkWqtnRbI/E17pdfas1Sa7QsFDbArtJCI9eo1te94cJmilSvpX/H8ssI4jBIV10/l/Zx2HcRzaR0i7QNoFwswZdKw/J/UM4zi8l/Dpvqq3vum+W60+EGwi2X2wzRmpbqvWR3ij8n0fqs/RHnwzFtD2MT3P32Nt3A2pEHe9yrZxvXVMGs2YRBebrfqqdUNQUgX7KIWw2aLRp/v4Cs7KXIWr4To/46sI87by3DrR9Nd9RaTLbpTJfRvr6qpwktpH2TYEexEi7YQeq9g9wW7TXAN6i0HjtiwPWffX/zrB7sluXcHuI9Tp/0PwTjUgku2dytfEwkYqgARz+jPPCDaRUyKtlCYc5ZfHno3eNeS6ebIE6ERtdDEqiBIR4hpHoq06CY21OqeS1hKRWnpT0iOj80nNC+oCVpyPaxlL2fkmgk1NmNpJKMuhLIfQLIOruXl8xAKuWAYtHsoiYmmuF3ppIPUCIecMLsaMaK06Q6gh9sOoIYMa0An1OcI0v2XMywfm5QOM3zPm5QOMPSD5mGVJNSQfIfkINt8b8GWIvQGM9N0M88CyXd88cAy3OWHBcGMYbpFgz4PMGG4Mj/dvNjn+9c9/xcePj/TDZkyPCdNjShYtGpJbWLVCi5BA24rk1RrdG2J3q0ndrdG9oX/uXdzm9qnBzTkHH/xppKupNHIx4lW3sbA6NjGeQRoNmZomj1Gx6eY0ZYLxNlq31U1XMoXhcM4hUgDOIngeMIVsCfZXvtdn/p7OHMMhrgj2uYyEdLy6I9aqmkzPtl6jNMFXIRDfJdjt3+gPGjGqWp9p0+uKgs0eyEULGYIvOrNOr9xrJl3SoFHlnkAk9FjN101Vz2oVJRqpsbGfQAl0rJWBlEl32z2ezzXLQ3L1IklDYlJhkYrU11ir4Lugg0g4bNbY1c+Dj84nW1jxXLeEtQFVt4P1WF2UknjbxkbHz2IMziHpRi3l+EoyUpPyWs9NUhGt9opkxyq2khsEXzFPFpyF7DQU5SFtk+PZBNhbcJWJ9Eyr2Va9IhGy+f9Z/6+Nk9BOQloBYQWUl+CGgRsGkY4R6Dg3DMIwaBdfh4hg3exF95436kCwf1XR7vXWZwSbjm8Vod6Dx3MLGUSyiWjXJPuKYGfZ2AnBdmmspM/d2gXEnIU6GXv0Yi763+jYFAsdHj44+Co5kdCP3ZSEWOaHY6T2VRT3Vw41FP39VUQ4RYOH4JrIbmtVl2AcU/MoSG1cFowLz+4fV77URLrP/avbQCj63l5iUi9kruz7rjTYpUmz/C29POQqiCWOZfrwPI5puiHRtdyj/rlf3cutLzXp4BXIyYl6xAh9Y2O/UG9BqabFelDraL4QjRD0oYIdCXb83NRzVZGrXOv76yTF2hO8l2gefOm1aXaGpRanv9cZIlluUcte+tc4I+RCd4RbzQ3BPmYXnBNsOqb01BDs+joi1ZFg3zAvdzD2ABcDuBjA2CM+X4ZTEKGex1vGNLynx3ewecQ8jpgeI4bbgOE2HTA9Fkx3juEWv86DyBhuCx7v8/cI9l/+/B94++cH5oFhmQTGxxI9AicJNmtI7qFYgGIBcnEwIsAIDy0ctLSJZMetRC11dMcQKkNX24zeeqx+zYTW2PgBo6/94/pYbcEnhIKQyRJJlaoyl7L5GivNEcZayMoKyGjTiPq1VPmDfNYcU5pWZJ4kev/sXJ1O4StXQTRaOxhlT4Mcei311TGraOFCHcRHQllXQEuncSTmNcH+lRb7fAGxpmaNNYOqAHlrK626a1u+flu51qv3OvXa/rCvMnjnEaxPZHLNX6816fX7F98DsunrJ9EoXwlVo0o5XyZuSgIr0bpUrbBWY9tX1A24dRNnXemo08RK5aOO7C1bhOu6Yt82vPYnntuK1dumihlhG9mQr37nSNxLAIi3EVduIYTe/s+oDVbv8PYFb18wasuoK9vBRaKtxA6+BCixw6j4GpHg++Z+u2oY7reAyXHAWN3AB9c8pv9j/b8z1sAlAqedgbAK0huoYCG9acCtArcKzMgM5QyMjz0gzrf3Vl0p9ubY1OiUPKAE1xwbGins5hRJNvTcVjy3Fa99y9iDz9KiuLA8s/NSuQDSo/b3Jl/v1fu4c7Lv2ENIO2Bts9iRYLephjKT69jX4kKA39YswYt9MLXjk8VVSi8l/dJWf+/g1C/0j7ZwpbJJoThXMeDtsZB1sNRQP88j5nkEY1NykkjFGRnjz4dpAeOysZDtcawwl/dNp2h4Qj7mfY5SJ5SIdJvf6/79l6cEO1ZZ66bDK4J92vR4YjaQDQfSa1MUeX/u7PXqVOEGWkMImXy1LawJ4MxEvrIoSB5dObQqUrOv3ZF6B5ri4kHJ0lzyjCihkNBGpx38gugBHsk/WfP115D7lEwE+yrBmNJPS9iOTTrsHcGH6KSWJLZXxJqIc12privWJJ9t5S8LhGZQ9pxoNyRbzpCpmq0Nh9QLjBPpWCTY8oRgaztD27k5Vl+38DuWVKmelxsWPmDhQ66QL3wAYwM4G7DMdyzzHfN0ax7P0w3j8J4xPN7S4w/M4wPj8MBwj0Eyj48Hbu933N7veHw8MD4mzAPLXHh8LE2Vm4Jpvuci8qe/4f/8/Q0fbxMeN5a/LpOCWBy0iDZvRqzgs8U8KCjuIbmDFBYydfdLYSCFiRGYTOfjBArSiBN6iMlzF0ExBJvSsaK5fwzKIER/1Gjf1FoeqWYg7wcq8ns2mrpjo4/tmTcnkes44IhMsKMFlW3QN0z6sB5unCY0QVt8FUVctI82EUZ7wFlXPXll+qqJkBDlOjGARevWMeQ7aFO/it6cwmVqHXrvrX0VJtOf6zXsFMzTh/lIoZsmrWC3jL4hi5q06GuwW0qw84cJ9Ox52Tos1dQ4MffWUbE61lcw6uOtEwFNJsdmokgKXVXhLzq85/7EfkKwa6nJtjrsq8W2OmzBYws+LbZcXODakMJFtoZAf+2tHfFcf2LzP+FN9FWPft4Jcoc3n1hdOa/FmkHe33E8oPf0XCNZx/vWIAKjrbmESduw9f/OOQ/rPMK6Iew7uNbg1kB4Bxk83HOHe+6QwUN4B+5MxmJ0fGwNhDVphywGUZAMroYzGt6YBnUYDcFXTaz0eHO+OUbX1d9D114R5J4s94E4NO4Rzoj42aKdYHTxpz8jteYkB4CKHbKq8EZ71msSfQVT/cxIeIs0rf+92mJJ9FCuq5yRYLUyquD35is9pgTK+JkyiZTGhrdIsudO+1sS8L4i2Efo/D5la8oEreNObLPb621G2fFVlzjTJ/eWeWeOK+1C6o+5uPTn2nHwvLBVX0NJ0jGgRGKZBJZJQjADwQy08NDCQ3GbiXbdv9EnTJ8XFELuMSpjDoOQAkKK/P8wuqSaUijMMrHcbFySWGOBrA6g4Qs/JdhnMfTEH577J16vn/j8/B3ruqeCYfTlbrThVVX6TDveS0Jqkl0I+YJFzAkTFjli5gMWOWKR44FoE8mWTZV7BJMPcDVA2Tn3s9jA4VYBtwow+QCTD0gzxR4XM0GaGTN/YOYPTOxefR2gnYCyHCyR7GW5Y1numKZbg3F8xzi+4/F4a0DHx/ED43DH4/7A/XbLkegf7x+43+LxMUWpx1CauXn8uE943L8ZNPOnf/srfvzzjmmMH9bxwXH/mDE+OKY7Bxsl5GIgJg0xaSwPkaybHCQ3DQTTEExD8qjbdibAmZAq3bY5Zs0KY/YM656w7tkcI1ASo6wSIClm2lh/WKXnJKoKdUqj0TaHj5A1jODLYRuRUsry1l+aDM48tevKiwsePrRbTj0KwS8hKNF/kh+2Z4urREuwr+wBrwbAuCVK5Nrhj1SwryJu6TXO4tKP3tm91CRWDtbwbOLLY7JlOVZXGQjebgcvaEJNEslW7Cwqvn49+rk1zrYUi59u0cYVZ5hC2rdtx7btqWO8PVeq+RraRJLmvMlfI+L/0lT/Ux8CfAixQde7XD3NVVParaibkEytv9WpsulS9T+UhsiTxUl9PNhoD1jwTF7bO6xcoXjc3VLcJ9/1EppjxJph5ZoJNvnR1pKQ70hElIpBT30wVY3YhNxWh3KHvkuaVechnYfwHnrbYPYdZt+htw3Ce3DrMhZj8mNhHKSJ28emq9IRjD5aX9X3e31/0z1Oj0myQcfa1ymL71/t1NBuTbHbqp1FvmiA7Boke5cAJThk1VzWu4j0W+J9M3SOdq5ISybd6dgZ+up13QTWN6k55w7xyoXwliRWQrSk3DLoOVlTZgtLl6Ld88JQZWkF57FpjH63upmtRy8LOMJ290IbXhYbx8/lc8XCrkWtUS5e3ub0f6WUOvTVeOdAybgH15jqd+uds+pxskZtx2hPCkZ1Mm9J5U0FHmmbEKTj+L6mxdNa2Y8ed+t6G9Fom2eSFE0m1AsPHedvRSFvZH0ZfemL3zxZqm75eS0H1dWcWM+jpMfmXOU5J/gtE+xte6U0xWpHr9p1iJVt1UCmIiETLF+TA3O0gLHFKrneEVzYjIVNWPjYNDrWOJOfkH6byQFMDuBqhLJLhnYcyi75vNQzlI1Vb6mX/NrT8sDMx9xsWWNeHlgSIqn+OCHaHxkt0Y4EexxiJft+u+Hj/R0f7++43254PO4p+XHGOEwZj/vQ4Hs2fX/5d7z99o55nPMKa5kY2MTARwY2zOAjgxgZ1MShJo4gLby0cMocYES0kPLawWsHIzQ0V9BcNedio17I29QEIuA1amKevydFXfuKuDjnc2Wj35opVV8Dq6O8Ik4WDEowSMHQ+3AWcn1GsCtHkxOfbR98MxjWyYQxaEYdJtw/QrDNoTrQE2yP3vuzTC622Yo6q1L3ziFnq20i1s/9E8/9E9v2ytKYM7Lers53OLth2z7xev4Lr+e/sIZXntTW8CoY0/VNAAAgAElEQVSeyzr6JtNg+dx/x8/X//dtgt0PvtFdYzsMvPUES8fOmu+UdJkcOhfy4qKWBa3Joea5v7Btz7T4WPOCi3EiDCpZR5avEVGjqu15VU+b88ppjvnVlW3WmYtM/jx95b3tv0C7S6C4SYg9G3XqpJVb3gXLj9Wa3sfS7FgWUnXFcG+O07VSWWgbLmFsOCwSacGnddG/EsmWzkOFALNukC6Sa1aRanocyXVqEjPHSlv2QU73dO8T2+5Y6eaeJhJ9poluCXab4PpHYISFZDoFVqlTG7+ekLcBE8kOUJQdvyuZxhXBpveHElijZM01Hth1QquW6kC+TDf2nTVZ9wS7HhvrKmG9uO/DaqwJWMMT2/aKce80Xtra97522jB5HK4JNhUf2gX8efXyq4Rdel4XLfriQwldaSGEK2NXlaT6HYJNCYLUT2WqueQK7VzRu2iFKl33mLxbp+9Sn5czFt46xMRBg9f2E6/tJ57rC3t4ZkK7ug3ers3/r0b8f9P43rsXEcEmaNT2snVQXG08QI5gNaGuiTadz31XqsyxPbmO41QM5bJmxRpe+fc22iXPe5XluRRFL5MkV8tWvkLXxPRoAofgDIKzbLdHu175/pLFnk9wBrbMBWzGwuYcAneAWDCMHxjGD8zLA1xMlyBnEnKC4mIGFwvmecI8TxinAeM0YBgfGKcB8zxhmUfM4yPJPW6XqM8P94+MSLDvmMcBw/2Gx+0dj9s7hvsteW2PmMcpu+oN9wceH3c8Pu64vX/g9v7xPYL9//7tb3h83MCmCWJewKYZknE4pcGnCXJeIOcFemEwCZ5LbMbFNLK0pbla1ySW0fPVunzNa93wc9vxWrdoNRb2tFXdgib4+jE99zZgTTcpVfNqck1bkzWpPodpGuR8tT1f2+tQA4axBuu+ZfgtNLaBtZWgWy18cM3AdfDn7OQhvdk7Tax1dasn2vXkc/z7HFxqpiSYdGMb5WBOKtQ9wa5t+agSXRPuunJdk2rSjxHpJtRV7kienplMR3Jd9HFfpQkG/0S4SKIjgk1f64CM5/ozYwufWMNPBP/KNnS1JR197b2itVqrlMK4zRz8jjU8T7eZCXGA3DNJjEmmJpNs7Uz+Wu+KaGdzP0ENqY6d/zUagt1YaVHzq7nc/u+bR89tIAs5rwlZnGxitTvHccsII0J5fJIkSf/3r6pMzsaAHKVD9gk+g7EhazQpjY+SNGtCYt1aSHnVRBabwuyx2cySXtNlTWVPIjnnEJynHTLeoK5ef5dgt+dpUj+p2p0sJHtYFSAXAzaJJlb9ymv/CqbrVflOkm1NVGjMCtZhT427/XtSe8L3jifBh/ye1xKqs0p27W9cHvfNv60UjAJLYnPZlt2m1nWrKrVRd0xOInXPRPk9rpver3Al0esTAPv7og+Cqt17yMFHyUIkazeoM5SqcYpGr3djtEG/M/kr1H9LvYP71U5PvSilz0Z8rvFcn3iuT+xhxx52rG7Nj/ftiVpuWBdByk5r70xUN16nhUxlR9tYAcqyODVSo/T2tLtGdaGC+qfqCvbZ/7UgFh9cktUaHefunOTc+dW33vXtvRwX1gp8lgnRqk5xeR4ic3K8TmxkHfo8FM4Zbrd3DMMdw3DPfQoko2Jszo5PFDJEVfh4nGWCPU0jhuGBaRrB2BKxzJjHB6bhdgki4PV1RLDpPJuHi+8bUiNkTI8c7nc8Pm54fNxwe3/H7f39ewT7//n3v4INAxRbIOcZbBihucDmPMQyQ7EFalnghGihJKyS8EZn2HSsP775GB3887nj988Xfv984fP5hE3NdoS8/XQCuoa2l3xY4RKo8aNu7CApCIEqANY4+GST1zTG+WK3RANmbRHkgzsQbDKir0NwiGz74A6T71cEuyfX/cRaTzh5EBIKmgsYoeCUhlMaXtsEB6/9JcgFRp4Q53Pf8xZkJ1RbDNE55wK27YXPz3/h9frZVLdLBackBZ75HvcTBxHwrKVjpiHMr+33jN2/GpIdzJ6v+bn/N57hX9jXf2Fb/xtr+NfRwznbz+3JZm7LbhgFIRHtkIk5ke/eQ9rZJ9bwE9v6O7b1d6zhJ7x/oqSxmQZR5lA0qbFxNzbckG5VmTbYoO20V9kWq/X+FnDmPO3yDGcWiMXysMgKsi5XxkHZGZfvq9VtjRY+6+XdsyEE15HsHv02rjXrrwm2WSGErSaouBthqt/D6xVerweySlvPitu8BU3XlO+h+0c2IUuZTHJ+INeEM1JRE4v+uiuC3ceX9wS7vj+e689Tgq24Ru9mdEW4ex/+XgN9Ftpx3mAYxz9yJdnD2iwq6H0g8v3z+cqg64MPVSqsy03A27YdyDX9bsfwkeIecgbG5jT5R9eRttG5bu6reyh6O9I/1udytpvYk+x4vL0vjk18xYIzW2P+AYJtumoyVZTpf6NlO2+coU4CrsPpVKq89ru3TWLgya5PfY+YtPNRI+ZCRCelfduzbKX838/diupEyPbYcee5fH7bfoYzWRUdr4sWsS8iarhp3pxnjnnmYItIiY7HVFspdNZ1G2kSkXaXqMdbq6Kkl88qQ7J2R6qOQq9NF2hBIFkk5YSogz8HBRASOSZSTNXtIhU7Vr4ZK5XreR4xTUOGUiKT82l6YBo+MNzfTr8S2PzITiLD/a0537qM9MciyZ4edwz3W6xyf7zj9v6W8b2gmb/8BdPtBjnP4NOE+TGAjwu8MTHScpog5xlWSGjO81fNOYwscZj0WLLlEI9Jx5zRKSzDg3yYr3RcxxCDWse1wvsN1m1wYYd1G5T2UGnrWKo4sX5lz2PyZJE+RFpX+skoD6HEIqNjBbvero+WgLxpIKgbCmS2Eipm+HWVS14MLOeRpSfkW2nYRLCtULAVyaZztpLnNGAaOsUqC1YGvq8I9RXJPiPjvRzkrDqjtce2fcLZsu1fyzS09uBMpwpxK+UQwkJLl6Oee3lILxMJZsfuX9j9C6t7IZhXbMTz/8LqI8H29ieMejYgBww2O7DZgS8BbHaQfIXkAWy2YLMFZw6cOcyTzsdKxShWj6x5Yg2/47n/N9bwO7x/JTIYcOVTWz5rLcGOxFslV5I28CDbXqXY7iacI6UN1qmDZzgL5um/nywfa/s3vkyQjMVt30rSUMd456qpcii+3Of3aNnKLhIS+qq0/wXB3iCEQ59I6W38nKxmR1Arglrhpceq1gwvPbz0cNzBcZcf0/GgVjgZCSlJJfpmMd2RBKpm94ThOwS71WIXiUg/idaSnTMNPZ2rJSKKl+bquiJXy0fOZCK1RKRvcDwj2E31r5N6HHpLKulI8AH7tmVsiVz77ucRuQ4hHH6Pvrp+Lu04+kH3QSKE+lib+EhEvK7kuwNx/i6x7ncWqY+gkNdeWlVLXKLNplYrhHAZRZKVCk5Vk3E931LF+myOMjLKEfo5oEcjyap2RYWIkoXvEOyv5sazHaBaQqmSzS7nHPM8gzF2aJjO/QBVb8BZxfpAsFWJJieZqRIMfJkyJFvyNTROEgmPC/OY3jgkfe8wTJhnXsl4TF6cSNHvNvnUC9cutE1q8jw7p7itYA6V8P55Xf1WXINNHJIpzAPLyd7XiO/5NE1ZolW/12fN65xzMMYwz3Mi50Mk0gmMTcmpZ8EyP7I7SO8YQuidRYbHW3YTmRJqG7/2+Qem4d7ISggkJ/meTd+f/oyPH+9YhhnTY4w2JbchB8+wacEyzGDTAjFz6BTHu4zTyQTCwJclT7L9MVPpfJxpdWXZf7Jymqi9KQvigGLMmquDPm3zO9s2SfaJdHVYhlE+fWDLSlowBpF+X74sWKYJfFkgGIMUsdGGc46FMcxsBlcMM58w8ynGp6YYVa5YQ7D7wetKInI2+dYVnbqi5U3xq9VcxEp2NwixacoQywyxzJBMQC4SYhbgc7khaAVNqCsOVHWgAfWMaPeVFmt8JtutgX6NUE0i7SRRr977ZkSbtPj1tjcNLlaFgxZ7dc9ErqkxL8LKPT/25jM/t3LPbhiKB/DZgs8WYvEQi4fiAYI5sNlinvQBnLmGXCsZUxOD+0RwnweC3QZxJFccrTOhLlXr0gNgvUXvFfu/RbAv0/M6gk32dORiUhPssr2oIJmEZDJPEIrHakzt8nHdM2AOx611UWP9C4JNuwl1iqS38TOwmj0mX6qAIFz+egXPLTy3cNzCCht7Sqiyp4q/O03K/ZZ67S/dy0SuCDYtVM6bnNut6ByB3m1V95HpmSwLcai+tYUR1lTo+iZHkezo+r/9zPf30iVGCjDOG2cQslOVqnzme/cQwlnA1VXwzbG6frSdu5Jb9SSaiPc5IefdeH9NsP+ItIK0ukoacC5B+uk+U6A0PFK12+bmxui9bKv76LxZ8Yxg159TJUQm2GcFl/74/4Rg/4pYnxFsulalHSQibETaiORdkbuaAP5Rgk2FRDaPmVzzZYISrCHY5Noj+FFWwRaGeWZVYaHqgZKm23E67mD9imDTeTKp6EHku6+C0zm5aMhFg88KgqlvEWx6379DsOv/VSTnJA2JKFaYMTXyzEGkB2NDvo6aHKdEyGtC3aMn2PR4Gu4Z3wua+dN/4OPHPSXaMPBZYpk4FNfgs4RgCvO4gM8CfJb5+DzOUEKmBgSTKjayOVYjNij4GHyRyXXrs0wfJik0ZJIanJEymxofo0dv2+lde/v2DZR9M2VIMhFvbGODVVta5YkoVT2UUrERR8mDP6YyMn/V5kium0qKsYf3qG/siVUck5sQtJSHAJ+zZhDyx+bLnCF4ckoRAoqrWLmeY0PrMscbm0BbPWVgPqtWk9F/acKpbfTIfq9eQBH6hVN9/rs6xWIxt1UNjWkbvzte67Sd3mDlCq/3jGCeDTb7ic1+IpgnvN6Tdjg25/naHaOLGqe48Z7UlajwV4b3z0uCTTZdXMqKbJhsARntIF3l012HQBTrv2NlWlY4Vqj760oyW5uuF+UnxcaN3Et0srukZqRIKk22qIoe+CHtGBn0W/hfTfgHAmDd102OpnjgUsOs1gEmTzYOq/EI2iFIg1U5OK7huMaqHFYVj9ewTMEw2gmSydpTVvd52W436T4ttpkROo0purPr68ec3ADWEOzOjq9z/fhVuFIfnR7tSUVpkFUijxNScGglMvpmWgr7+IpA9+ebKrIxySta5s82WZ4WCz+Tcw1qKBNtGKkHh9x1tDYdAS+LNx/aZviSJFnumfrvyzuXWqZAqHiv0fX9tcVBRjba5WOBqB336nyH7DBVOV7Vz0sTZGlOzPd6l7RYbD5to4Hviz1X8pgiESlzj3cOVutYhOKiyaWof1f6m+gYVWoJUhkoqU/nuzP0zY9WnxNsWsRqGedoIQSWitjJ+rNqIqKLjUw9LeX4mXVg7y6mFYdWHEosEHyGMwpa8ThOpsdKLNCK54KEdxpa8fSZKRaFNTc4s7RVlYRDV1XsWr5Gc+CZRKQ+V0h2i0KwW3Jen5OLia5yrMh+zgj2UhHshbHm/0CuQD3Bpuvo++Z5xjiNmJeChcUGSC5mLGzAnBxFxvmWEY/dMS/37KE9L3cM4zuG8T1eN5Yq9xnG4aNpjqy/kq77mwT7P/Hx25As+RT4HNOQppGnZCSVUh0V2KLAmU5f4zZRrXPut4i+0kDTarypbqrYyBi7gE8aPpKkg2LCqVkxRkj7FL4RB8HXvuVkv9PIaeexuYDNBQRtsVqLoItePGpKRZa/EKGIE1WcQOubsk6fDGuAD0X+0hOJ2F0eoha8IpveBRhtINPqLk5QrQUYxc6Tn7Wsupv3lKboLzxKy0RfFjp5YDJlQqo1aEodNdrFp7oNf+njZvvwmPr1KYiGEuH6sJlaElS/Zjm+wtvWAoueR/K95k7yxi3AJAs6syGoDZt9NXj6T7zCT7zCz/y8v2b3n9gIoRDnqBd/Nc8L2qZH7/dckTc22k1mj3Trm8nrbPKt7ftqS8YyIUgYIw6TL6WseadyhPu+O+y7w7oaeKdgjIAxIl1n0mdNJe9j+izZ7jN1DeqhqHsqem/vbdu+JNR9dTKnshqNXgpAE+RlA15yrdi8w+Yc9hDgTSG43mh87hucUk0viZESkjFIxkBpoFqfh2RYG987itP2Lmp6iYxpVSQ2NWpvagqRqUNjCnGWoARJwr5a7KvF6k2jmW+vK/p5kxYIfZWYCEdbOY6uNgRz6lt8rPTVxI602nmBdEEohVDgUh3yDbhUKXY89tuEdUdY92zNmLMOUjCLq/p0qFfH0gLd+cPntF68UOIwYQsBq/cNiPhtIeSCRw0aW+vCUuNmlRYaTAgwIb7MWKjDeGiB3SymvyDYfeMpVQ/jfWFPP7s6LRykoKazFlLJ/LuFdT38jtvzmXtKqEBACyouJUQqWtFuz1f9Smfna2lR3QjrjM1FMEbErrd4tBbaGlhvoIxE2DzWfc1WddppWF/CxAitFSeHMRFKMUg556/0uIYxHNbKfL02Ivd39UE6TaW80oA3zj1Vn0TvFPSVw1AtLfkjBLu/RnJz2OWmnfBpXPAYRtweD9weDwzThJkxMMHBBK8CfCLoOBMcM2MZ5Tg7wQIm5mTjN2CYHxjmB6ZlwJwtBaN/N2Fid0zsjiERcfLR5mIEY0P20J6mGzgfwfl0sPu733/k6vg3kxz/hrd/3jHcYnrjPAksi8SySLBFNnIBlo5xpsG5OmwHca7AuTpsGfXNc2dwxmd9ptPR8aK2kKs103E7iCpoCqvX2FeL1x6weo3Va7z2UE04+oDNW+zOY3ceq3FYrW0iiClmmLZ36HncPi0+sD2BXtcVz+cTr9frFwS7kMNar2ytg0iDQyHYZ3GyZTVOVc7Pn594vV7Yn8+msnPWVU+2Sw2IoDQT57FTPGqsfdO5f9XkVL8v7XvgM9pt2+Pven7en/rLnmm+63M0MHkdsJoNu31mPP2rQX1ut0+sZsNqNgSzZdnJlqqjZ765je3fic/2V+4B9XZqb5V4FtDSExqljo2PLSSsFbBWQKUkLqUXKFU03dEZ4Wu/9av//VWjWZ1KmRNAv1HBPpKFMjHVUfbO6zR5FZSY+/Y9CMHCWZVB8c46ubAYLZpzsYIfHzunY8hMBed1/krYdo9t93Beg4s5WVIlZ6ITm8Ua+xawrRQQZJrfNf5+vEG9Q1F2H1Rz3GSSnZrGdBfe4l1TBa7REuxzt5ArVxWtNbZUAPjaRjQuKhkXWERBJNfxq9Aayhj4bYPftq45OPmgp1TD/pitkmAPziSVa8kZzvS+v+qVufp+Z2ihaLEkYkFEsE+yjNkKoUm7tJ5cS44R5j3Bru+/471pD9/fa9L7JmrnTIyyr34vv63w29oZAaw5qbNP5qyDgr76/Fydq11o+veYFhEiyTrPA43Ul4EsQrIyRjRJvSQdYtCGl3Ez4So6XBuex9sIWb3PopIZcfQBO/W9VNsEfuX201sFFptAf1nJ7gn2V7gi2CQnjTuwIn+2Z8awCJ7C+lqCTcd7fH0dwyIWLGLBxCeMbMRjfmBkIyY+YZExIGfiA6YUkjPxAWMi2I/xHbf7b/j4+GeWjgwpnIYq3USk6Xl97NsE+89/+TPePz5wfzzwGAfcH3fMbIGQMskDerN1iZKGZZL9VUSseOtGpP8VwbbGY133WLVL9jNZr6kcnvtntoDz3YclBi241DgZSfFz84fHe3D5Kz0OTl/EEiv41LBFqJu4fkWwX69XCRY5abY5I9h9clPwax4gzgh2HgB9nPDqgff3//4Xfv7+O56fL4RtRUiDG11nvYP9vyDYbTe7vyTVVxrIdrD3qGUN/ddrFI3hd5uG2gp2HIBWs2I1K3a7HdAfp2uDCgg6wUSHjN5L98xblyJ4/4g9V+/McliUqvPq4XcJtjYiTwiMpehZMULIJetOaaL+3ybYPfrPzZXkoD1HBEDAedWAJj4CHY+TWoRxEuvuYL2CcfG59SofU4ZDagbrVQO/aoTNImz2cM56Be1khrIcbtVwq4ay8fWU5dDp5xmnGlAFjWB9rLL115VrRYP6vPU6oz5eiH3StupjsyFVbftgkH5X4qvFkHPRRaluHGvHRQq+Krsi9JxCMRbBMPMZQsfwjNhYLpOFpc2ZA621pW1Qn4v5BEla5X0m1USw97BmR5OadF/ZJp4HARWCTa955mtutMYzFULqBEvj3SkxrYPM6h6MM0Jc+3HXOzhXxPqKYH953ttm7qnJtQsBymhsr2dzjP4eQwu19Fnpx67e0rEn2NRE/BXBztdXfStnBLs2KqA+Kq5YXgT3+J8Q7P55Pz5ZK8trqVpuJLIUq39fyIf7zPHnjGDXHtx1k2RdoW6bIO0l4bYqhgf2BLvuxzLW5Qb9mlyfEWh6XlevacH5FcGe5YJZLhjFhIGNeCyPjIE9MIoBoxgwsHvGfXrHbXjDRyLXZ6jJdk2+5+WeK93fJth/+su/4f3xA8N8x336wG34wDA/crNG+WDTzUuNFdR8UeyCWluttomjtxoiPPdPOBddPXhqvOOzgFGu8Vc2ymF1W+N5Gb0li+yDJCL14z2EBqt3CNbmivXuHJ7eY7UGVghozvOWbLAmS0PK81L5OSORVKHpJ5wDsagIdpuEuOb3vSUS8nSAo4Ftez2xvZ7YP1/YXs88SNNATV9dqmrHyGxXtLInEhFZSUTq/xsRvO8S7DPiRE1GdYWg7+o/Thoqk+z4er+GNQ4l9rz4qq8mYDXhhFwHBO2bc3Rt0B5BeXgZK+DZ75lkH70MJPcDxL6Br3oC6uuoxyDaM5mMnH6YGmDaKHB6j8mF56tFSqzmMjYctjK1Een/Qtpu17z2mfSnl/Jc+wv/Wltdy5NocU9bped/X0ucvwvjJNanh98s1qeHWw1M0PCbhd8stldonpugIzEOGm41pzBB5+u0kxCaVWRbQFmRXyNaeh5J4NELvT1fX9fDbyH587uM09fX1ITZB8tQU5nJ3r0t2SxBQ/WC/GwXb13XXxPs7t6uSYyQJdbZeAO/+Vxp7HMHjDcQmsNv/hQ5m2Dz8MmKNXh3SbDJl7t+XhPv/njvYEEk++fzhdf+jLaCXTInEex13w7VahrT/bYeK7/fINjkZnK1AKfx1zvb4KjDVjiTh1lr0o6GT9KQFWHdENYNLqzNjoILK9Z9z3AhyklM2rGQSjdNmATORZLH6Wo+0vl6lbynSX6TkeYv+j5lDLRzsGGFdq5CcmJyGiL1TdFXrlJPVUV0j2Rb5LGkHj8zwe7GVTrXjrVtAYCKAC2RjyS7trZjbIFgorHUq3FMc7UdzpskvyLarQVggJYOUphcVK3nKc40lkVgWhbMjINxkSVejIuM/tjMOKZlyaivjRXxIjFiShwINpHs23TH2+MNoxgxihEDe+Cx3PFY7vgY33Eb3nEf3nF/nIMCcobxozk2Tveo957uGKdvNjn+5W//hrf7P3Abf8Nt/A33KRJsqUVDZqJWq6yMS3d08S8mvekZwa5Jdk2w13XPBJqq15LJKBlJHdMieUAGG7CHPSU3Ecnu/KxpYnAryI93Dxv2/5+1N+uSZTmvw15BjJSeSNx7+nR3ZeUQc0RmVvU55wLEQHDAZAwEcAFdyxOXSGnZpOW1KJMmLVkTlyyZBClSlAdS8lr+odsPEV/EF5GZ1X0hPezVVZlZ1d1VmRk7vtjf3i4wUm5gpc6hOCQTUcMI0feVFk+lZqR4I7Zpm6gI9t4SNn/eDj5xqXSveh0r2ERGjyQiWouo+U43W06keUWBPy/6vVg9MFSFYs04vImGa4DJKohXVoXYalv3HFOOl5C3A+tzS5Q8YbPvz7tLiq12rdZtu9x4F4zPxJnIND3Wo8J0GmtiTRAuWrvJEN0ozAqb3CmMnGH1dtsR6BgOI2doEePE5ejyY9pejo2hNTm6uWmcKkEYR4jktHVJKNd8Idd7yWz7Ffi6kfW5Y/aavqg5lg+2m4YfUUg2VUB5NVQ2ZGC3iUtHwmmDw3pdEdY5k1NlNcI6w88+/8wJrYnEttVSeh0ntFRtpcdEno2nlaeoDVbWVpKGVvLQ+qTH5j+ZQcfS+3C0r59EjMlWsgy4RpnK9zaGY2yXmDmsKdIurqMnedy6ruCrYXT/K+dUfd3zibUQAyZmfUr5Am3mACfYYfUZfnEbhNXDBhv1tt7C2bryycnzOi+4LiueLpdMksmzew9E1Ilk03sQiGDz6rc1JhPsowo2VX45wS7Hbu+RtftJ0esSOSPLNJmaMK22qfGYNOKclG2JGodiNoFkt6mSjeY4KgyDhE29Js4vCOGCeb4ihAucX6BNwCQ0+kFimBSGSaEfZAXaTta77fNodOCqAoZKFp7ZtldZjMriPCmM6fGoLCZlklNT6TUwzkKo5N408Sp6LdmITZJTlqDxVUGdJGKUqaG1wDB0GbRCGMfzsXoP0mVz61VypikBLCmcZeirMBgKhKEJ8t7EOe5Ple9RP2PjV1ewIyE3rGHSQwwG41lXoG1DrxDTKOO5sAe+/3ye0HUjum7E42OPx8c+f8+T0Ox9YsNs1/c4DWechi7LQ+67e7w+vcarh1d4fXqNx/MJj+cT7rsH3HcPeP14n3F/gIfTA+4e7vDq9SvcPdzh7uEu7+PPH04vjUr/+U/i7uHzuD+9j1f3v4C7h/fxcHpAP/R5kC1Najxum4hzbXhfktcYGWOm8218MVmyTaPE1IsMmZLXSNs9jVFz5LTPcahO+5sw0qWq95KfZwgNOynYSSU3AQ01TJDDBC1UssFTVUWHV3Fs0hBSxVewmbhIg1hrM1Yb2acqZLKm47pc6vzmZJTCDghRdx1n9K3WUGqTqwu8ylBtayuKFcGOThbDJNFvdPUpEU+UambdFFkI7p5xf60nK6BEJ456qayg7J9uoHj0VpV2GuCkiQ4SCYVMG+hRZdhJx4p1RvRBtiIkB5I1w8gFTq3w5pK2LVVUeEWum9cSrFigpwDZO0xng/GkM+h99BSghYcS2+ssf09if7LDNcxay52JjWqOK9ftc17oezZdfPLndCsAACAASURBVOnwyM6xBfd/zcEUm6RRft7V1x5dc+2KTG3zZ+I1YCzmZYXzIT9X2sD5AOt8Bu3bBb++jK3JbEOMlTbsPV0Fanbl4NuFNBk0AZ6EgkiNse3r2vcU1EQrDZTQObgiRizHpnSr61jrvaRd2xDsI429ECJbbwkh8jXYujK0gS9SxgICn6DsVfL55IYmQzRRoskSPSY47+C9izkMjYaayzr2AnCOQHZ2/L1uabaJYPvUJyOUxEQ6YR1XJrnEr216lDo2+b6UYLduDTHlOI6lgY2jVroM6lNpt3GJAa1YaxWgVYCYLKbBYBpMSmoNGUr4vM2ZFdauGEaD86AwjGaDUdj8k0D7zoPCOBrI5ndoFaI9p/QQ0sfjhUUvLc6Twah8xiBjUusoeMCXhlAK53FMEtmCdkyjFX0ajzj5pYo37ev7LicYlnGuJdERw3BmVnRHKYeJYO+E8TybjDmQ/73ctePbs+srx5TKtxotZG8xnc0uxrPO58LQq4y+kxnn04Tzado8b7f3nSyvPQv05wnn84BTd8a5P+N0fsygWPX7x3ucujNO3RmPpxPuHx4zTl2skN8/xkbMV69f471Xr/D599/Hq9evK9zd3+P+8RH3j4952/3jIx5OpxdWsD/9Sbz3/i/i4fF1xMMDHk8dzucxzhZ6wcIeHKRw0CogSkJM1l/TxVagnxmMddJqJ/P7qXyRRnqYlLwWZ8QaYx89GI+8Go8Qrdn85oRRo66IlEoWXKoX8flY0ox4Ml2ewYsyg4//a1kuGUf6/0pIBk9noplb/t9T2hw1w1E1b2/JrDyf8kyQh+vwxxxUXeCRsK2/OCfYsYqYZozp/4r/G2nukw6fgVccW1DlsRxbE2Ke8NSSZb48Vu/fJ+BCjHmJtCXYU7oheW1yQI8eRZ5sbbFPsJ2ILiTR2o+T6jWT6+jFHaI1oPD5sZGRnHu5buDEApMItugMppPGdNIQnYHoDGRvoYe4lCfHmEz4sxPsUsmmwZoG5vLaQog5ad7T37VobZxeqpl/CcHmPul71x6vrLWBHK1kJ7glW3cSaJucYse8ScfzY2y+ZkNyhYnPlUjfy6TzY4JRLkmIwoa0bppgla2ghMkgciynFNrTHEvvubctbjcgGc6573HqznHZP1naEY4mFUfSLz6JpoCPruswDENDsFUuRNBkiBciFCsWtBX9tkpvnIcNAX6eYUPYbXCs3keqKqp7L2eAyznaoKAjUtN6nXMv89ZSzrLJCVmWSSmzOxBvUKdttXPQsUSkNMttm+OIXFOTNwcFLxHa7Xo00KOB7DVkbyBHtwsx2LT6FqBFyNvEYDGeDcRgMQ0WQ2/QDwbnwWAYLYQMkHrOGEaLUbiMYbQYRovzYDCONluiUsaFFAFKzRAyZAzCoZcRowoZk/IQymIUunKoIfQ8A6KxzYvjc1xB47KNLN8Y92UdfIw7Itk1wW7Hu/Kee0F1e022+wQ7kuxbserH0eucYBuIroxNHLK31XdOGDpV4fwoM9p9Q6fQPUwZj69HPN4P6B4GdI89zqcY037uTjg9PuLcnfLj0+MpWhAnnB67dPyAaYwGHV3X4+7uHu+99wrvvfcK7796jbu7+wx6/vo+hgBxPJ66F2qwf+7n8N577+H+/j7i9QPu7h5weuwrW75xNOjPKoVoWIxjPTMpjY70eD+Q5IhgG+UzIZ7tCmcWULyxmAx6FvM5dALTWYL7P5LP4xHBHjqxIdiyl021MlYvKenQSFuFZJDRuxgkpkHlyUQhnWWyQVV9Dj4B4ZOSOhZ8BjXGRacW3Xx+tHrAKwh1xPjeikK771bSJRGY+HvTzPMsMurvd6ufI2s5Di47iRC17yizOqTH3Ks0DkI98y3d08UVKC2zbaJ1FtZZKK3ie/Q9rFI5oCemYU7Q41SlYTqpM8l20sSfoshEvCoe2pFgLw1KwmQbgGNlgBMzvFo2MFOAmQL04PLjgpQ+mM75SBJ9/u4UVShlbY1nk3MCoa1k8yZSWkGhsIq2aZPOT050t3Iwt7uthAkdy0VaiUg9sGl2/6Brz1T3I6puZcma8JtqF/mhB7PiEt5gcVcEs8KpGVaG/FhPHmq0SRIU9xGcismQVs+xKpcek6xHjRZ68sl3vbwumCUlK9pKG7n4pcItLWUda66r46rmpp1tJPGINnFxSfx07qoqKncMaWGcg85Sj22DLdddtxXsQsjLZLv1xs9+ysx+r7Xg44ga4Lmy46PXtfehicjSVBMPCvjh3uOtpvqIkFOkO4HkIkeR92QvS5NcImHcE/nIXam4L5lMrHkvC0lsOMGuMEkYZaMTUko0JWwJdtluJgc92oxIsP0GkVDXz/k2Mbgc1DX0BuezRj9Eou3cU4Vp8pgmj2F0GEaXj+sHg3F00HKB1Rc4c82Pjb5AmwJlLhB6yRjVXAi2dBDKYpgkzuOErh8zniPYZJWq0gouOXmNLLugxZjsCePzdrwqE6QiC6k9uunxRCvaLBuD52OQ/z49puMoKyNComqMVPZAr72v31Z8otXbXajRQY3usMqt2MRLDHU1nAj26fWIh7seD3c97t8/4/79Dg93Z5zuz+hPfQpD7NA9njCcewznuC1Hup/6qreP0oSNsujPEx7vuwxyyTufBjzed/j8L77C53/xFV69f1/tPz32uH/9wgr2Jz7xiUywHx4eMsGOyX5TJtj9WaI7TejPsiLURKq3kGi7S9sqG9n6iUlDTjrF+yZ5ByN7UppY+WkkILf8Ho10WMMV3oTDWZkcSHbiYKYiDVBj6czNjQOpM9dIl3wga1LdEmYKuQjhihCuMHrGOOqK+HICzP2SKRLc2WXHjaXEinPd+x7a38NJNo8lp4lMOYYq7qb6fuv/lwYseXhDOUKJAY+eowTuQ8rBA33q/VGT2bov8GO0VTDOwAULbVV2EbBGxaCN5HOuphFaTNBCxOAhqeF2QZISn6PaF3/FbC/whqLY5w0Wf93dHsxagUicnjwu4c0Gi7tGeI4LgouWgRSoE9wCb30ma976HPTSLvHX+uQ4gFCDcZQvRdvBZX7KCOGSA1xacHvCcp6GZvteY+a2wXEcJ/DmSk6wQ7jC2RVichhTRWwcLCj0hye3UqXL6gU2TYD04ODVgnfrF/HB9Zfwbv0iVvcmrSBYODHniU07GSL5T5b8KPa+Scajxu0EyYmQJmYhSd2KXnfxMxY/Z6LWain3dJVcc7l1ubDYNCYmGQRJ/ig5kVdP99AmKBpGsI96L0g6QvrstoLN0UrN6DERGP6TpD+0zTRVd76/JTbF5kxsKtF7wSW3rPj23EI4eCJnWx23zH+6tsKrvZf5McsSon48NSBT1do5nbZHkk0Ee29VIVbvI0my0qf7TZyw68nlbfHetCCYpdqvJwc5RK0tpdROg8PUJNfSdjF5KBGgRMjb+k5nEMk+nzWMXmH0CqUWKLVkgk0YR5chxgAjV1h1hTdPWMMH0NMCLVdY85Sh9RXKXKHtE5S5QpkLlFmhzIJ5fYuwXOHnFcYFGBegrIOy5Jde5y9UDdumyLD4RHASKk8ICTSxG6Yk68wTWZXcwKJbEI1lw9QnlAA7Pj4KIuWNrWfrwU+hSLSqS+E2NNEqeSUm5ZUo8L4sRSs9CeV1Mq7OjRZyIJJdg7uO0KptO/bRqm5srDQZFGYznVVjIxj3dQ8DuoeYMj6ce3SPJ3SPJzy8vsfp/jGR6iES7m6oCHbBhKETEIPOxVgq1I69xOP9GXfvPeDuvQfcv3pE9zBg6AQe7894uOvwcPfiCvYncXf3Gl13RtedU4pficsex7j02p1GkBUfr2YSssZmU+HcVq/3IlTJnzhbzDQ+wRRAw51E9qxouEUNHcctakrlpyx7eBNgpcuVa/o7gpthtasq11mvJLYVasI0WUypuqaUh1I+E1MpXd5m7QJrFzi3Yp6f8pJ2bBjxMGZuZB8myT1iFHRbmYupdZeMQrRL5Y6/JlfcVNTzkk6OtHIqHVuq7qZU4WVMH4zLtLWF1LYhZw/RJolIsjS1LylvaOJWSu1rtpiKU4OTUE7AeJmcIKKVmrHR09ilxK0aKYFPquiPzsCJtlfRRSQ6iSwVueWrKnZn/3OgG9Bz+2/Bm7lx3QkVoqtK3aRK/RaVs41b4N0K79Y8WQzhmrftkey9Sd528nebYB/r+QvBdjZOSOkcpUr2XsWaro9ccVYzzBSrdDxYyIm4ShBXCgoh3lT7mPzHyHIttRVseq8CBzPZVDWKLghLCLgsK4LzFYzSm/CSNtWuTburA05MhZZgk90e2fRRAM/twCCT5Q17Lkqt/SLXZbca7FsJkK0145H959Hvbv3V29/BbQlbz+pWQ71HsI+W5PlrOIFvvbHtjk3eLV9raprz3lb7WoJNFewhRdlvVxhizLoSprpP8SRcfl/j9zOu1ZVTmchy8FRbvo3kHFzSQRNjgndXeHcFJeBKlpTbvq8SM5y6wusnzPYNVv8BrvMXsYQP4N0bOPMEo6/Q+gpjn2DsE6x7Ax/ewoc38OEJPlzh5wusnzOxjmNalEbd8u63zkNZl0k5JfFGTXdM5G0TeiM0a1Qm68mhGvvIPWcQfTXmVb7drMmybbakRkvy/i8e22dw679axnn7mtxeP7FIKQa1i70o9q2mO55vXPfNI9m3st543NAJjN2Isesx9QP6U5cxdj3GbsDUj+lxfB6r3RFjN2BMBJvUEPx39Y8jHu463L96xMNdh+5hyH9T/zgmgj+8sMnx05/D/euHHJHddX1e+ifd7zBEYXnd6BTJdKxqi0oeQhrsIx/slmBTPDr3dTSN48hLCHaL2AhZiHfbpMFvKHmWnqUlc/ThdjOmUaY0ywnTKGG1hzEhLjFJB6k9tJmhzQypPSZh0Q8K/aAgpMvPJ2ExCQshHbSJM2YfVizrE9brGxgXoI1PCNBmTr/DMsTfFwl2DaMXeHfFMr/FurzLMd28ipdvdowUUFcwLedpEUpVjr0+vjZWwZV26QazdStpCfc+9IYc7xHs4+0TlBM7mKDcyDDAhBF2nqBcD+snOCciTA2jpkyyycKRwohyIBFBxxUVuwMu1yh63zp5MhLgfQI92/UmmW7tlQj1gLkfNEATz+DCswQ7Xnshk+K9avV+BfslBPtYItJKQrbgTY7FWYSWcY/eN99LGl/9YDxCciSyMi6T0k8+Uaf9VibJRpNOS1BSQyUZBy2t0vtFeYeMEoVUMcqBOw3x5eS3xV7wRh3RvSXLtD3/HtIZM2LeknKCT8dn7BDsW+5B4zhWx3ES3VZaW0K9R7Bv+arvBWC1fxMR3VtBM0e+1y3xfgna3+esyaT542DPxpS7sJAGW0qxIdjVyoDUhwmAZCQwuyUbBHCTADVqyKkUW2hCyye25Z6x5sIOPV+Xt3i6fqGa+NK++h5R7+dFIiNneH2F11cs7i3W8A7vrl/Cdf0ivHuCIbmIvsDYK4y9wvonWP9UEWzrFyjrMgGm5NBJyA2pfo5gE5nmPwmFhOtMsluCTWMdJ9fHBHvceGlzqz/u+1/bBaamyTTZahs5XxLyEwm2So4k+yhyktuabjqfYtOlTlko0eiCFzZpX5bonkeI85DknSLLOvUoIIcJ4jxg6voK/cMJ/cMJ4jxCDvF3dA89Tvcd+tOQqtoTTvcd7l894HTfoXvoMXRT/j+4EcfLmhw/9Rnc3d3j8dRl0XfXnVkTWmmyKxZZRQN8JI+I+2uCXbsR1I4b1HwRlz8lppE0oCl5q1nu5HZ8R9gukTJNo3TVbD1qIosO3NsA76IvtVYmx73TIGqMg9QR2ngYF+D8AuMChDQYJolhkvkYqkILadJrHJyPHqHOezgfiSp5idKSldSFYNN7SR2r4K3FGy2Le3fF7J82+4ko03PHKnFRKxoqzPYJwT7BpqU7reg9YoVdWZ9m/lt7MNVE5+6TcLLfkpslMC7zaGUj8XUyk2qqUNugYbyAciOMnyLCCBMG2Dn99COcH2HtCGcmGD3C6BFaDtBygFExtdNrhcVZLNZhsX5LsrXNQTNE+ForOk72iiWjh/czgquJNBHr2a5Y/AWLv1T7K9KtQxV9WyaLfMC0u9ICathd5gUxbIIsOKOTQ/FoZ97hbGXFmNrrew/82KK7rl9fdNjbJseSFlqabmkiXu4j26ju2mO9lb7UKaHWmExKnbUIyVmCtpNu0RqDOQTMIWRdYyazB+9NFVKZ4qBJE7khvIn0OUv++VuvcC6haLe3pIl7lO8ua7Pf55gjEslMWlkJPd8mHiYHjkaDXQcd1c2Ofd9nYkyf0ZGN5y2f9LYqvoe9EKOPU8FuCTa38uMVbvo8boXNtK/nBNt7+7FABPtFtqZynyCV/3/PL7ncH2YXsmSpHUuNMphGibZ5mF/fceUrom005vto/3P3C35fcXaGMwtme81Ywxss/gnBXXNhydkV2iwwdt3CLTBu2SXY8bGqztF2xUQbuyHXLbGmqjhHOZaadYu9Zyw6SQxiwCjH7Mt9RLDrZMgRzkk4J2HsBGNLUm8ViJNI9jgNpeGSGQjwpkru9NPaFCopYiYIg5qmjHgNlDEn9oHs87FCylVyOBHJ41tCDAJT8vymx1M/QvQD1BBhhYCTErOJidx6nKCGAeLcZ0xdh8f3X6F/eIAaBhgR37t76HD/6nWSlkTZyen+MaN76PLvn/oR/emM7qHD0L2wgv2Jn/s5vPfqFR5Op2RdEi1OuE2alALGmLy8xP2veaWKqlexauWqAXOT5Ch4xSIa2cfleZli0GngigTAGg2nt6BgGY72GHpfWv6PN70yU6fZ+tTHzto4Y3fZH5TfGIuhvclNedZZOB8toKyzuSGBN+61DXzGKrhg4ILJyzkuGDhvYSwRH9I+mmzMTx32Wm2JFQ8tCW5JVdK52h6rm+ThfMnNeUU36jMywVYrbEWwZygVoEyAsr7p1Nfp5hGr23z5jUBV7620ZBuosQci5yVAwjBEkh2JNifZI5Trod0AYwdYO2ZyrcQZSpwrgh2sxmx0rmJzkr1Yj9mGTLAzqWbk5ogcGWOjbzCTbVClKPq7x8etpGNrS+k2A2Q9WMrqpqfT9UXXRNTn1eErxkpQyIz3DiFQZdXD+5B/0uNIwG3eRttrUles8WrCd8tP2+4S7P2oeAEeBHErXKdagrcK/ZhssHhqopaY5Ih+PMcsAKvgZw8/+7xfpCbazXsy3Swdl49N+v+cwGpsnnzRZ7k3MXvON7yt2vOJHL0nXxGgY5z1uC5XeOMhBoHT/enwXIqrgVS0KOfdLSLMyTc1PT5HsOl4Tmj2pCHPVa/bACzupEGe3NaYzcThKDr9VqT6XkrjHmHnr5+djxO6G5XqllhzX+W9+PLngmZanbxRanecpDF1dg5L8FjnUAW0lftHOW/p2g9hzljmNT+me8L2HtBOAM0Ge/ccCmmj8W22SypIxN4TTsitnaFMgHHxpzKxaKWMh/VLHp9aKYfStyVINhXBrJ83+m0uNeGPORHn+20I2f0mVranlFzYY5RjDlriUslJ9qx6PWZSfYtgE8mOYTjFVpBbArYWubHpsrbPzfrvqa+g5ZhR5JYFLSHn22iMiknZPcQ4ZEx9X0GMA+TQQw1n6KmHnno4OeXHajhj6h4h+hOm7jE/Hk/36B9eQw1nGBF/X3864eH1HU739+hPpwrd4wO6xwcM5w7DucvH3r96hYfXL0xy/NRnP4NXr+/Q9T36cUDXnzFMA9qGC+/ppkUDX9gsBVfLwybcdhERMpFHlb8w0sEuId58LINzOsegE6xRh49tijbfolRqvIlNYDy0ph5EdHVjrDWMJi/NcY0cvwly/VxbhXBOwYcIfnE4V+vvYmjGduBSUrFlllp7TsvahZhxmUCq3FcEO3o48+o1eTrTPiNrTZyQHlL7WGFnmrN2aSxW4fdvLHv+ri9BmfmXwImS2qZyVbugEG6dPmtrpiwNoep1JNhERBWCMQjGbrBYn4KLuHf5lnDwJX2+bO+sg7e+fFd2xmxTgJKdkzftTriHtLD5e7ag8CNv7U71TULLEWoaoKahufEJGD1Bqh7aDNBmyI+NFel8NQizRZh9djRY14VhzYNPWz18LtmTS1FeQrD37fyS5EErKLm1bLzV+GMTwW5XRWJYjKpWU2hws8FWqy2qeb/8vgmcYPNmWyLYuiHYMXBrS4afI9hH5DmEBcu8JqKzVISbZDLLvCK4GdMo0J+HXXJdLAQbT+wXJ3OSldkAbpl5dHx0r9lvtHxOd70HTuDpHPTeYw5zFQbTBsNEN5BtmuUtIs6r25UcpAmyKQTbfCzQ5K1titxrlnwRwTY1jBJx9c5qzM5inT3W2edxte1VIUcTn7zFWxTHE/vsd9lOtvJqC1upaJOQSbpF4XOLXzH7tc6UMIX0Wj9nEDnmBJuT7OcItvMBfl4xr08IyzU3S1LDpNQurfD6auWZk/i9SrdQOklHajMASpokxCj3rUTEOQkevR7j1/vq8csJdvHd7vsT+v6U7QSn8Qwl+go0hsbHI7ScUhJ2PGfo+R7UFMdeMfaY+nMet+j51J8xnE8YzidM/RmiP0ENHfR0hp7OsGKAGjpM3QNE/4ipe6jAt6mhgxFxbJz6M/rusQL9nnb76eE17u/ex6v3fhF373/+ZQT7s5/7LF7f32MYhuzHadMFQUsCzlmEEOIJn5aNxaQ3uspaizlvCDavYk9CpqQqkypDIg9Szmk4H1O3MpqZfIvSNSueQdQ9kq4whgrMmwoDdYXzFC6e1MUrEJxkt00ocXJiEWaHZfEMDmE2FcGOM1FZhQZIWQIaPg7BriufjhFtal5ZNwR7D1TVlqPHyDrFp8mlAACddWvtzYN+0v76GL1B61tbiPh2G19e48tnsTFSVlHKJTY6VimdM3Bp0HBGNjNvmao7kVzzwTMYh2Do/HiGYDcNapUHro7LZRRus9g5I5gS197CTCbDSsMItoHTCk4rtpKjNzdAMXYQYwclekjRQcgTpDpnaNPD2Ak+6HRu0oQxTrTXdWZY/pMJduv7TOBE+oiEW0OuGCo1/U0VuHVVK83w1kY5iLPQbAXFOJsiqmMoCW3jqyyUgnrUCOhsJBR8xYqsImmFi382FOLlPSW47ktCjuQedDyPro/JijOWZcGyLKmK6NDG2pPrBrmDxCAcnf2wW/Dte5rr9rtuK9la6youfe8c4amPbSX64xDsvSZHfr7OYcZ1ueJpfcJ1uWas87rp8bklQ/TmNvk+IuPWcMu9fewTUdUQ5iJTOiLT9fM0EbtBsGdnsQSH2VnMzuZ9FW6sFB2uGuVxstgQ7o1tLcEmFxp+nwkuHBJs7+eKYPNiDyfZ1s+MEDdFoGcJ9oywPGFe3yAsTwjLE/x8SU2TK6T2MG5JFXOfIZTN4KS+HiM1s6ckki2TXjtikscNjlKNqEOHSmokNTuSRGQY+oxaIjJWvtxd94iue2QEuy/Fm2nAIiS+JCy+oRZ8Tz/hR/otPnJfwN91X8RH7gv40H2A79s3+Ja54is6YFUapiHZzqiKYBPxFmMPMfaZ+A7nE0R/yuSasEewRf8I0T9CDV31WI7n/L703kSuOaHvu0d0j/foHu9xeniNh9evcPf+53F/9/7LCPYnP/lJvPfeezidTui6DqfTqdJtTeMEJRWcdalBxqeBLxSJiIkgV4z4POQEMb7EW/xIJcI6wy0ebnHws6sq1sZrKKegvY5IJNywn8aq+jVpH2HrjSyyP7LWKg+2ewNwCxrICaSh49ZIe40onHgTyb5cF6yXsEuw4+xzS7BDKE1pLcGu3FdYMxsn1s8RbJ5EWBFsEaJJfB9tmXgFOxJsSsTSTbd0wdF+2n60n6oA7c9a+21yxXGUI9NoEwzTfcfUPeui3tbZaNdntMwVT1rhsGa/2ctqk1weQqxCpwlnS7CV3NNkqvL+LD1ysTNmHaq49j2CzQNvjNBJ31YGRqo+OSMxew0lugwxPkKMj5iGB0zDA5Q6HxDsqOXzQaXlxrozvUxqjweflxNsv4OPS7D1ru71SFebl/UTKIlRp56BtifCOLdJQDXJS3y3JyTdJ7nNlWXEl5oYbSJL1ujY8GZNqsZHudxzRKWtWvLjeNWzPSZr7q2GcRYmTTK0NZBaZXDf693t5rYbyB5pisWa/XOEa6VfSrC5NR9Hq89um0XjPd5j8SvWcC3krJFnkRzrSKblTUj2l7dJdZYVMqtErbaTpuewp73nk6w968PNpE2RzKoUpeJqb1nK53JLWgneVBzlcQZBK13ZEuz6/rE3SeC9DcXm0T5LsIMr5Lol2LV3eoDzc/JPPyLYlt27ygTWWZ8i4C9w/pJ13WR0YOwKqQMzPgiQuiRMRpRkVkpMzm5hqa8rblPQ1sJ539jd7uU+RExi3ICOm3Iq5LbJsW12pNTomCAZSbiYRrxVDt+1b/H3/VfxB/7r+OP5O/jT5Tfwp8v38SfL99Pj38BP1x8UXH5YP19/gH+1fBd/OH8Tv2W/iu/Zt/iCDlDjCDEOWToS/bujVGTs+yzXiCS8lqjIMW4T/QnjOcpCCHI8V88jsS4ylOHc4dw9Yjh3GIczxv6cZCGPWSpyun+d5CSv0T2+MCr9E5/4BH7hF34h+2CfTiecTieISeJ86jGcB5xPPcZ+gqwcQWJj4zTZyk2jwOUKJp3kQhn4eUVYLtDeYVAjhJWQLi7DkldxJEsDBjXgLHqcRQ/lik8keUXG5VcB4zX87G76IrfNc3yJl5aPaZAistXGn3LPSapM84r1nr1SKxHx3uZZ5jh1GMZHdOfX6M6v0fcP6PvHzVJfO/BIKTH2I7QwscN2Uhi6EUbaZCVY7AjFIDO5jrKROeuwo5WYy2SaCLeWSwWVbZaWDKVmGLdASJdItsEw6QzaJpSFMiHN2MsMno4/DzJjb5ZPr9+AkWw+u6fZftFr26wFpyAK0oDnCmajk3+uSlmqlaUa2JKJuqdgzCDrLjkIqF5C9RJ2MrvE2vwW6AAAIABJREFUmsh0u89OBnIQaRm/VJdipWlKy3QdlDhBiUdMwx3683sR3ftQ4gRrR4zTCcP4kCFkF6UiSdNXGmjK8mPByzSxnGhtKpA7VVUuCymE2lbHEElVzMtYjOOuXnbPHaIQbI+KtNsYWMJ/2uYYrm/muuSq2mk9KLRBJicR8iA3yqTAhymdHwLWSHirYPQEo6co7VFRtkMgKU+U8UxZ1nMLQnYQssMwPqDv79H39xjGx1TNKtpKpSWsM5tBmYoYkxhx7jsM4xlSTVFeo267DLRVaU68n5MKvERKoJhkjK75SYrsdZ0bLRsLw7KyUULNePMwt6hr7er4ttLX4nPj+96E0ab+jOgz3DprbSU+rZa+bZree82Rkw69tj6eSayaJuA9xAlfLPjw8a+tkG4rplM1Du4R7XYSuSXpcTvXA1Oa4TQWlwlyHqNMi5xWmj4/KvRRsa9c7wG2sQPOxyq7+7mTg5qYbG6mVGqGUjOmyWGaXH7ebq9hMU0GU8qamKaSDF3nTcjN9y5lXdkmT21CuR6mjM22jU3fNnmZJmZOanxNXvBb7pfxz+bv4KeXH+LPrz/Cn4bv40/miD8O38EfuK/jd8zX8Nv6y/hN9SX8d+6r+G/cV/Cb/qv4bf81/Pf+V/E/hV/HH83fwv++fB//xn0X/4f/Pn66/AB/tvwQP11/iH8WvoPfsr+MXzdXBGWgpMI0CkyjaHy5JaSYKkzjgGkcMA59haPtww76c0rQHHoM53PSYj9mPLx+nR+/rIL9c5/E53/x87h/fY/71/d4fHhEf+4jmR4kxKAw9RJDN2HqZQyfyfHZ0YqukCqLUdj0vEgCtl6QBsLoTK6lU3n5XhoJ4+JyvrAS3XTGoMasfZzkiGEacB7PGOVQCPbCCDbvtt2BNALKiKrarRLplSrqm4p3ZF/dNLi2uiXYLfjNhDertAQ7aqK63OVb32RUNejE5d8Qq29Cs47b0q0bibXA1E+5K9xpl46VGDqRvB0VxrNOEbcpaWv0VTNjRCTVFARgdOzOFtLhPCh0vWDfu96cD6Mo9oL8ZyTYKoNeRxM2ep0y8w5CRbAjyRZo/baPCbavKtt7Dig8tGILs0sia4JdwxlqLIoSESMMjDBZW92C9hPB9srl7WX1QlUNjLSsFmUhXSbaYnqIGB9h9AhrSlWURywfVaK2FajyWbREuSXNR1KHlozs67Lrz7poMPeJ857Ua59ge7Re++T9nT3AE/aOc7aWYNGqEW0rwVTxZ6mShixtoQmYM7LSuGo5QsmPR7CJTBP4tnE6MXQQokfp74j9NcsSwF1luLsMVbB40/k4jnkAbitgrcSlrao+V6V9br9OUhWKSKfrWaUVhipyXe476cRelDr84igQgwKkeIiUZb1G7XlR21xS4uk22Zj3JbWpp3u9B9zuljf8ctI+sARCeo9Ng7CyoNCekkYo8+PKFSb1Yx0R6Sg3OCeP5VqSsBkPUzM/+TOX1MKIvXvP9ndHCYOcRGWDudc70E5QiCzz7+tWD8je5xvzPXRy7FqYu9bWt5u2k6xyrMJ4XJWNcZT8HEm3QZuMKzLJVpseJe6zTY9r7+0YeNOed/z/1NLiq/qK3/K/gn8xfxd/vvwIf778CD9dfoh/sX4Pvxt+HT/UH+DLYoYfFaZhQn+O0eVk77zJOqlyTzT8qPGlccYP1Af4Hfdr+Ofzd/HT5Yf4t5cP8ReXD/Evl+/ht/yv4CvqAjGWc7u40NVuRdwVZQ/UbH0Lfd9HufQwsGTILofZnO4fcP/qDvevXtjk+NlPfw5377/O1erhPGQiFo23bYoLjrGXMlnzdaepJDlOW5wHCaGKXR0R6/M4YZgkJqUQ1hlhnaG9LVVDZxHmgLDE7VSZ1NbkuOuIkuRHcoCWSPOuW27mzgNJjqDMllzsdXh/XIJdZu+lQnirydE5k/VnRDSWZcHbN2+wzktuvuR6cm69tc4LrssF3jqIYUrEmxHsniLfy8VPBDvq6i9wJsK7pwznrhgmja4XOCe/73oFw1dEmcjyS47j26X2G3IdLZaoe9tXwTYtlDWwwVeIxLom26X5JVbGtd0eUx3/TJXWGl3JNkjPuASPxUcLLFrOLI1kRYfMG8qcDQhuziByVyqne1IFmzTZbXNwjHUO7jaJ3FZtt1rptqJbXAX4+5ZY9Lr6ZrFv71dXjDXTQnJ9bUjkefGh6pnYazDbl49sScxz/yc/nvvytx7jXL/LCfbT+gZruOSmam5dxZuotUgVmoNmtr1mNw7uqtI2q2stURrgFJz1rBkyuj6Qa0MJ/olWqjQpMsYiBlNQVU+gjbbfa8oUQm3Ol1vn3B5ByjAexs3JCSLCuBm2sYk0ihq7C6L7kmMN3fMheDM4OS7FfZRSur0+9ptya6LW4iUEm0gyt7Gk31db4EpGROSGXBPBrmVAOq3mta4u04bkyhxyMhyC+zITio0ceTSLimAfjZ17TimxT8Y2K1Xl/mdNvepljG0meC8j2FtySInH84ZgE8nWaqnGTF6YygUqVTICbucJlDRcDqVLb1LtXlL6m7ime4PNakok2F5YfNt8gN+fv4U/Wz/EX15+jD9ZfoDf99/Eh/qLeCsC1FRWS4RQ+bovBFhkgn10fu/loohR4a0I+In9Mv5w/jb+ZPkB/vLyY/zZ8iP8nv8GviGfYDLRvk2mPw7B7vs+o+s69H3/n49g//xn/ha6h3POaKfHWtgUJWmgp5Ct3IwMmAaNadSwOvohTyKS7n6QcblDRN9mpS36YUI/TFlvNI4S/TBFjVMiK9pGzROV/3Xq4tXWpijuOBjYpH2kmOfYka+zHEAokSGNqpZI4jJJ2VfCSuQudLYs27dO2vMnPZKItO8TbcJkJtU+KITZRE22b+2aXEWwqfFjDgHXZcHT5YJ1Dni6rFiCx3VZsn5udi4dE/d5axIhicRAixiHHi/akMk0EewQrgj+CcG/QfBvsMxvM+b5DSZhMYyx4mzssosSlrMl1zych362+6Kmbfuexs1wfkkaunIe0U96bJxPHd9z0teG5DUe0uuX3AUelmvyMp9TENCcQdsJ1tZWda29lDW1rVX5TiIZnMOCEFaEULrevZ/zNk56ad8yX6p9bVMr1yRGhB3MmF1MluQ3cv7T2f30RkpwpCbmoyZF/n9wklrf0O3+gGIaQvsMwd4j19w+jVuoqUlUBHuPBO2R7FsEm9x6jLT5+eLXdH2ZvHztTYhNdOGyY7lYB3loESUFe3paIgi3tLetRne3Csz+fz7JKraTdndg5FX+XfvV9Jo94iImdfPzPdq+9z1FguE3UIyEUHKnkT6HNsWsA7fr+7/X5O3UUTN4saPlnwn/XDhZ3iNx7XFHxLztRyifUT1JaYk2VbRbX/moTd4m8MZ+g9Y3fNvLRASbF4l4oWgPtbxMZkvQl4yXexaGwdtsJUg2gpVVrzUbVxMh4oqwczYR7/0iwhHB5vbEsQC1wplLQ5wL6V6XD7DMb0tRihWpnC33X7rP8nRcnpLbmknQfZL05NaFDJ1kLsS3JqHyYy6VIbkMXbNOOnxLv8UfhW/jLy8/xr+7/Bj/fPke/q7/Kt7KgOnIDW4noXvvmKNKNt1nWjMMoyzeyoD/0n0F/3T+Dv5i+RB/sfwIf+i/iW/IJ6ix2H/uEennCPbIQJX3c9fh3HWxCs9QkiLPmWh3j6cXJjl+6rN4uHvMGe0Pd4+JZEtMZ4Whk5FkC9+kyNlYHVCxqi2nWPaP23z6aaGEyaDnclLQKoavxCUXhWlUGHuJMclRzqcRSrmC5PlM2jclTfSiNDZ7RBMRJ9/oIxhD7gF6F8YbWBeTtqgx0TkNIQYYoxBmV+EWwT4m5zrb9IXZYFkslsUizO1xjjV5lIaf4B2uy4w31xVvrgvevblgnR2ua8g/ny4zrmvIeLrMePfmindPT3hzfRMHhnRxL/MTlrmQ6HV5l7Y9wbtLJtqcYK/r2wrz/IR5foJzKyj+nT+nWHh6bMycI+GPQMdRAy2HcyucX2HtfBMhXCo4v6S/IWKe32SE8ARrVxi95P17KGSwhCNwGHU7EGmPlBL2dchNtVXZ7B7D5QmFXBcfdPKKjVizhnT3xp1Idkusl/lpQ7DbZXECnyTwiQJtD2GFd2Vwad2HbklESpNTTa73tNZt8h6vZiu5vekfkew9kmeUrcg0/w549fqIYHszb/S9PJJaCdPoIbde10e2fnvbttXgPfIQ//eWNO8RNE7oXkqw+TnRkvrnVg7abZxgU2iIcWnync7jdXmLy/IWa3iq9NZreMJ1frch2HtkmxNsby4wckmuSnEZnxNsunbbYKSjZt0j+cat5t76M+FSrFr2QETx6D4SC1xuA9usyPHmQ3IVi1KhpKu24sWkmhqn+UotJ9RHPUtkEFA99waz15i9hrcK3io4Q3KraINL8F5nUIMlkWySiu1Vs9tqK1Ww4/c+71SlSyX7qIJN253dkmlexLhFsOk+Wdlmku6ccSwOzsGsLhNoNWn8irri9/w38FfXn+Avrz/B/zJ/G9/1X8SiQ3WNE3E+qkRX1egbBLudwNCKC6260PFEtoPy+KZ8wj9yX8e/XX+Ev1w/xO/5r+NrcoEcp0Oi3ZLqvu8zeS4x6j2GU4fh1OH8cMKQ4tanfsDU8yp2DJjheBHB/tynfh73rx4wdCP605BjI2OzXAwxocGgTTyMA8rM0ufiT6do8CgVntY+LhLlWGFQwkGOFmq0kIOGTJn0Vs/wboXVidhPDiFVIsSgUgNJqmikL1pJE8l3M0h6N1dwPuRK517yoHUWMXCjaKdbR5C2gn1rFr4l2NEGjSzRCrYEm3TXZLvlvYc1UXYQybPDdXVYgsG6WFxXhzdPM969WbEuFrNXWILB0yXgzXXBm+uK6+WSouDrKqJ3F3h3hXeXanbNK9kRT5j9NZPwdXmbQduu6ztc13fVPg76/jmo+rS3rwX9ze3z+n+5YPbX9Le+weyv+X+km93saXLxJidgVomXZk3Hr+mziYhViEi227jgOMEsmsBtI9xWBrIHLguhG2gBvXch8VWl2i47BDslQSqHKMegZe4S8V6umZK2xokxve5omZUq2C2RosflvdZE3NPEZ5dgR5LNyURLsI9irfcS+XgF+6iicotg03FKmEywuSSk1WFzgr2GCyPkriLX3iyYzhLTWUIMGtMod8n1z0qwd3EQAkT6ZZEKFkcBIfw4Dm4byLX2XH7CA0n23WR8fi1JWCoZS1izLVqxR4srUvF8jefUnFNRy/kfx6orZnupdNWkweZoddhFgx2SXMCmycPCCHbdkFbIb5FQ8WChPWzJdCunaSUQtN2DX9f8mjZsYm+TZp2PezYk95wkp+DNqm0Da9Tnk65a7KIQ63qcI4Ldyi+fI9h1JVvBOwnvBKyZYPSQYc0Eayc4JzaIfxu56Zidz3Xrw1+DR7fP1VjBk5KdWfN40SYqR9Tj1VH1mo9vNerm6pKVEJur1aigRhWb6ceiVY/2rnFselIBv2l/GT9dfoh/f/kJ/tf52/imeQunbG7OpQZdMcVmw8ixdILJvIuwt41vb0HvO40CQz/lx7SdftfQT5j6Eb82rfjD8C381fohfrr8Bn7TfhmXSWMaxw2EmDapu2TB67TZRKmPjx2Gxy4+7npM/cgIdo/u4VzhxRKR+1cPmPoJQzeiezhj6MZUZTYILlQD+dZfecbir1hDrM6s4ZoJNi2bcoJdNIqFYNPyXdBLQaroeJNOMOnh1YzFrvBqhhp1RTaIfGg2e+O61RbexZshN6LnjW/Fr7YQ6yOZyJE133Pw3mTskfH4viUeuPIB9S5qe72GtxLOTDn6ewmmIt203ZkJs9cxyMfSzaRprhAukcT43OgoFVmXt2wGvcIlUhDcisVf0znwhDU8bbY9re8yLk1Vid80qIL3s4KfT96sCPaKYK9Y/Bss/g3W8BZreIvFv0GwV3iz5tRLiicPbsk6TZ6QSUQ1uBXBXnIkr7MXGL1tcDHKNY1VnPxZ8OAYglcOwQQEE3L4DEe1zwUmkShLpEWWUjf9cCIeNb7HzgGtv64xxbeWbCKlrBut9pawb1ffAkJYsczXXTlJGyrTVnAt05+/1J6vJdhHf9uRZKIl2HQ/I9JMiPZvlw3BJjIeY+xN9RpvAqY+9keIQcYm850Y9P0wl5rQtt7YR026vJmRbP28d6DmRkK0VNs2QNJxZOfFcfTehBA8liVgWQJKkMr273DO5OOWJSAEHxNG5yL7okZHmVYoicyHMGMOcxX7vfginWpdYI6SK3eJjCZrzuJnfiTdec7L/Mjz/Khp+CgNtZYweJR4cpLM0IplXMXjybtZy6tpkrZPsGNzK90f6sbFW8hFqqbJ8bnepT0CThJLaydYO0Kpc7YdVeoMrftsOcqhTZ+ag4fUl2Cqz/El8hwi2FoVSVfR9ds8btBKO09SrnoBlIsONA0PeumYaKWFk3oXRijoUUCPAnKYoEcBIxSMiI4gi/H4tnuH/235L/DX17+DP16+hx/YL2BRFlqqDcQYm0rFOEFLle+f1GjPK+W6asA/BplojP0IMU4Vxn7MkJOAnATGRHbHfoSfFL6v3+Jfzt/B/3P5Cf5J+CZ+XS0QQ49xOFf2e3IaU9hNsaGMmRE6V7Brgn1Gf4qEOnLiAUM3oD/1ON13FV5MsO/ee43+NKQqdnrz5IforIWcJox9n+ylZCa10X/ZpRn+DIp9NjJqCqd+ynZxalJNIIrH0IlcsZG9hp1shpn4CevhVcBiV1zcBbNe4FXIusVWw6hGDTXqxie6nNxO+zgDJJseR5rcOelzy1IZma5TNXufYBe/Wa0lq3zfSubapjtyj9DyvvFG11pYWUM+pjKm8qUkJSl6GD3BGgFvJbyN+8fhhKF/gJYjrFEQU2xEEJPON2KRLINil7SpbspxqSpk2MbSittY0U3A6YDZrpl4L7matO7aY72ERPMbWXtTi98tkeEFs71gtpdE9N9gDW9wnd9iDW+w+Gv63b6SVngTssXaHjmlc9em5hOSiNBnSFCy9mduSaCVBo7BTBpOmip4hvtie+WyV/asPWabmiWDR/Amu09IMUQwS8CpHyo7u6kfcO5OIBeJmlxvydI+ajswXqHjFmHHVbmtTGav8sa756M1aERc7jSgWPiXkGsOq/cr1bzS/pwW2OqYyLmmRERvPYKbsc4rLss1VsmZTd/il2zVR9vIvs8yghf14Xrz3bTgHsJ7YSTbYBYeZNJO6uvJPpGgl5CnNuQiNmffLipUPSkHZGzffz0FizmTfbxj/43E4/mEfuyLztbFQCFvk17Xh9SD4kq2AfOnL/r9OgPBaQM1TRkUFNP6OPOJ6VEYTI1tOM+eHKoKctpYTG4r1uRA0UIK6rVZoVNk+CZRUHMbv1rvX2v7FY6CZI7kknvNityCb6+h9xipUdIMlZc/+fn/LAS7tTvct64zUEnCxbnNUSYFb4LOqAof9hB8xTK/N+2T5oBcSxghM8Em0Par9vhvw1fxF9cP8X9ef4LfDb+GL6pQpHOTSAYJstomxjFvzwWKVCjglsDcOvHo84nQ6B46DEmOQb9XTSJLM/h2kmzwbR9Ih//BfQ1/tf4IP52/j4/UBzB9DKrhwTRtEmT00j5XOuuMbsD5FDH2E8ZUeCb5NMeLJSKvPn+XCXb30KWZwpBvDtM4oO+jEXd/7qGSCD2eSESMXHpeHsdmybI83n4J+csYNeQgoUcNPWqoXkKcRfZ5pmO88plkBDNvyFzWL46mAifqxcc03qDIC7OGzzcWbv9yFAnb3miPUrnqaNlaelKT6xI1y6sGdVpeHIDIk3SazhWo41upESolOMXtY/wbq6VFzxCYvthvCFDRGJeJDb9waHLz3ASHBzjwCdLRa9p9+XdNzHqrWmkpeudYZVywzmvG4tf0O2t7NW98U3Uudmpkfk8DcvRopSjaOlnL6P2bFd2gbHKL0CJ2w89N014wfuOLXci2hdcmNa7qZLs2QYg+fc9xJh9vLH1FrvONLC39kwSAo13yp2X/aMmWJmZZPqCzbINX2A4rrrm5zuXJWtshv+8HGyd9BDkdrQ4cNznWaZqFYHNJS0u2j5aPKaqd/neOOVVOa99WBQqgIfCmbWtstS/eT4o/MP95y1GEyMqtyT1J1FqNLHd5KE4PNYwV8EFjvXjUjhDb41qpAH/vW69zTiLMJrtR0PbqsS2BUkJNGMSAQQzoxzr6WYoRTqvs4jM7mz3peVWrVLbaRFRTbSfsJRm+KMJ8J8p8zyf+2Ffe5muI7t3t9UOEOl43BuNgN5gmShN0VVy3rs7zWnbEJUucZB+5frSWfhW5liJrurm++wib/bn6Pd20s+TQhs4nCnJqE0frJmFCHSBG9x29GY84+GoHt+yMY1RqupbFZ1zJ/Wo+jfEc1igE56CFhE1jCcceWbZK450O+J351/DXTx/h31x+gB+4LyAom/+edoxq34eaxMlmNo/DjNdN/ZTVEPR4HyPEMOXiD8804ASbb+PHxsnuCCcEvquu+FfhO/i/lg/xD8xXcJ1iIiRFnFMSY9894tydEs44dz1OXY/Hc4+uH9D1A879mAl2fx4xnMf8//xMBPszn/oM7t57jaEbonj7sYv/zDjGMAcZL5RhOGOaekzjCCU1IzM+VSJDXlIrlaV4HF9u4/t4l70aVQ7W0Ek/xPXbVNm7uBXXcMHqLrkrvGjoUod4gkq6bnrOj7W6DKL7zTU0c9/eBI8ieV8SlFBXk+pKN29qXJYlVdALwabXkj8p+XS34AE55OPNt5dGFYO20SO6QywoXer7TUdtxa18pwV73qQcbQVv7z1vvX/0gJYV6Y3R2LoaIIOzCGSRFzzWOWAJIaes1alrhhFpmSvDFACSH1MHvRmgTb+pohg9bYj1NtUxkb30PVQhNnrri+2Vg9cOPtnwUfXaOZkGGorEnWA0mxSkG+ZeBZcvf/Imt1sNgLzJynuPZVmwrpcqlvtYmsC1ovWkra5Y2812br8Wz5X9ijV9l2IcoYWEt7F6WR2XtbC1DIST7lsuIlTh48v61CNBeE4ScGsy0hLs5yz72gAPWnXbEmv7LMHmxLklwkSwl8W9mGDvW7Rtj21fd/ReLcEmu1bKN+BEzmixscqkNMKtT718MbiP/J6d3K1qLg8Qu1XBPibYBJKDhAqFYJvKfrWCDClhkCfkpqTDHYnE9p5AFfhtYMxxNZsfd1zBPwop4mNxtOqtNeAq2esqM0HtnDflnBNoV33a36u1Lp7I3G85SRbktK3Slmot50eu+lkINk1QxE2rQw7abqyIwXg5NIkXDgqB58FKXzYr/mD+Jv7D9SP8k8t38Gv+TXXsfhHC5GP477Jp/GjlIW3htG20rCchKss/OMQ4YkwEe2xWXum5nEQao0uy6Fd1wB+Fb+Bvrj/B74ev48sm4Nw97iAmlnfdGefTgFM34PFccGIVbCLYVMG+f/WA+1cPH49gf/qTn8Ld+6+qMvnUD5EISCIC8Z8RYw85RT1Ou2Te+vGSL2XRnJZtcbvJSyYtwXaJUFDXfWzYiuSaMNtll2DTz5ZsE8GmY24RbCKXpDc9GgB5Rfko/vc4kazEwF4uF1wuF6zrgmWZsSwLLpcLtNa5E5ZiholgR+nKNjWLPEuJWG8N+0dQZHK9DJmWxt0cG9v8vCHf22recTWuxZ6e8OhY/p5t1a/sIysmW3WJ11AZzonmeVx2tqYsP9PytTUykmc9VIj6vvh4r2u+qp7oKRHcaRdxIpDOheRFq5IXbfSE318yLE2R0apxWUJqjDVlWd8oBG8rj+jZeazzgnVe4vZQGg/39NFHsomom44NskRSl3nFul5TE9qy2zi0D5uvhf3l81JVL0E0NjbJ7biHtEEzRLCdNplg0z7uA35EsF/S/MT14Vwms988td/QViW0sRS1PbnBnj7+9iT+CLVMYw9H0o09KcleqAiXmLykJ2VPp2us3O1VsU7D+AgbLGyw8IuDZ+5O3ls4qyuCTX7wkSiLm4i9Lfv7WoK90Qg/i+340JLp/bFlS64pUdCkRru2H0SKAC3XCkotUGaBSvaoyvgUEb6vQd44QOitPGYv5nzv+j4aI1tpzF4qbH6t1dBWwXgNbWVGnmjdkjexz//WZKa1fSOSHRvnYiU7ZktM0ELl7AnOeVoOVFbVSvW/Xf0k7F1Xeb8UpYGvGhNpbI0rbEpKfEnP+Mfzt/DX17+Df7j8On4pXBGNEszmPeh9rDFY5gVzsgimY2l/bH40u02MWUJn3A3Y/H6KpcFO6fOOgTXFAYS20+cfU0anlMAdP5sPjMPvhl/BX19+jD8K38C7UaHvTw265CZSSHR/LlVrApFqju7h/PE12J/99Kdx9/77OJ9OGXKaWFUwztjVNEBNA7Scsi6Nll+pmsh1bIS4xDAxsh5nXpGkFz2iEbrSpHrl2HL+gjnpUqM21SOYogFuwSUjXLfL5SQkEdkj13HgjbZ424aiMove6OPShXk0M28JOMk+1nXFuq6pAhjy+/GLm/yvy/vv+4e2lRKuf+MJWTzApiLYGQHOx0CVGBndEmx78/977ubV3jD58S9bAYjkellctjiMNoexU31ZDcIsEWYJHwScH2s4kSpqxU6KbBPjc5F0e4U0R31fWX7kVlDOqeombk2RluyBk2tpYtxzFYjjKKBl37orklufLBx9khQZUGNY8CXJkLSnHHM4tko7cv/gJJv2aWWriu8RUd9O0qjRTh0OgK1WlX//1hwnN96y7cv72MSx/Z+OJgStwwg5rFAV/jC1LJOTrZ3jkca8kOzjprmj1MN4XsyNZrdtkntOQrLtITnqK9mrUvLK+tHra5cIn/e3rw2zz6BjrGuI9eJgg4ULjfuEL6SaEIm2qprDOah3hdDucyb2uLSTDj5BaCcoW637rckPlxJGqWBNsOlcKn7MHG2SYNx+gdHXDK0viWAvORlX6mh/WJ+fR81+5W9ogbJfAAAgAElEQVTaqzTfaso9Gjfo/k+2tNw1qyXc1tlsqcvtdemxthrb85Q33Rb7z6NxnP63XclIKgC1MjCVmgCfKzZZU/q2jrC3MhXTL4cqSZXuA9lhKV37xli8MzP+YP4m/ub6EX7bfw0XW8Z83hC9d09Z1wvW9ZIbhvnvivLCbYQ7LzJsbWdrB6O2MTiu1scQGfKm5qhTYlV1n6HPJkiJv+e+gv97/TH+yH8DH0ymWtGPkegxUHHsRkznCeI8YXgcMvpT3EeYmBb7fBrQPZ7RPb7QReRv/fxncX9/h2E4J3bfpSqngEgNczSbNyouqzmtSnWOLT9zzRpp2mJ085g0RjLNOOKsiWZ3mnW4EoKpB83ZeszGYTZJg5o0wK2udy+4YQ8twW5JBBFsKSW6rqt8FulCoxvBXqXhaHa+t5+IEr2PlLIi1/ymVZayXtZMcljZliL/7hrxs7DMUYWSD8nYPsLu/n9HRHrvcSu72bvhHhN3kypVkVivl5poL6vBsmosq94QbB8EfNguiz89zbhcA5bFgmQXpZpGy3QjGzBrZwR+IyeZx7HkRVcEm4c9xCbbUgHd8w8tJDuwG1rIz62Jk2CedkgTYpJIHK1MtGT7iHgf6ZTb99pUcfn5u7H5oopoumkeaFXj57sl2RwxhGnJE30i2ZRkSX8Tr8yTm8le1Zoe11KqBaQbb5uEuYMDNQzv6c55k3GBRmvnJoQCbxjllm/8893a3e2vHjxH8ArRmbGuSwatuPH+kqNqJfWkbIli3ZNS7qWuei/6OzjZdM7GJsemgm2DhWVOTM7pXMF2ptZhk/vSLcy+kHCjR1xXh9krGD1GV6YbEhuuN6fnYTbZri4S8jiZ4InA9JxPKOoCSiQmIazpnCqeyxR6wv2YiWDHoJNrhrUXGLfCOE6w66AeCtJp7z9ZPpjuz0e66ZeS63YcINkZgTIgqvHTFHvdPWhmD7kPBz6e8GITnYt1Aco3NoUW2jg4P6dwlxhfrrRJ4S8+o31ucxLw7etv71qKvCASzr0mck5sv+yu+MP52/ib60f4B/5XMatyv/N+bjT1evNe9LMl0cXis0z+Wx37LfecTKzZ76FEyGGY0J8HdF1f/ezPA4ZhenaFbxxH2HHC3zNfxn+8fIQ/cF/HPEoMQx/52zBg7AdM/YipG6F6CdlNEKcR4jRiOsXtIhHv6Zw044OMkpF+itKSlxLsv/23P4f7+1esSSbKDpxTGKcOzsWbTXGlUJBiYMvdpPGU+UbGb2jORImJaezrrNGloi0kLCPXqw8IxuXBMFfibEEgTXflTFLQ2gnu2Sxxr2zvZsxhxZyXwFc466CkxDAM1fJImSnWBPtWBfdo2Ysubl69JmkIr1pzckoEhVeQjvRv5GrSNkPF19ezd+dKZW+PYPNI1o9LsPcq+B+HYG/f16SBVO8S7PXiEsk2iUwXL1QfqFod/Vm5X2sZGOvPs63URWKw7fIvVUNm/9UEwuRmFxNlIVwaYl10sHFMm85DArJcpCGwrfsFuWuQ/nh2HjzNMLh9bf1t2VSdcvacBOTYrq9Ur3mlr4RP6ObmSTfsUvmIEwh7k2BflxWLDzmGnAg5Eey9yjp9hst8OfhfUzOwjm4M5IOuVdh4obfa2Hp/Y4/JICbbVLaP09COvovnJj7xmI+HI0eLI535rSZYbkNHVTdeeeOD897vs87CeLOBbSvsrBejItjO5MLRnhRkj3AvwWRibk3dvMlDVGgljAeJ0f2J5x0si8eyeKzrnB/T88t1ydu5o0qRWLg0wVvhbPL1T5ahZB9KMHrJ+/Ox7oK9hFwe1BPPa7c530qVMn4fvIJNJPRlBHt7ztD3Tf0cVMHenGfGQWoHbXxq1IyPCXsuRVsJaKliH43RfKzi6ajauOw+FvXr5e9Q1ud9tJ8/Ny6Or3urU0e2nFs3F8nuT7xPJf7fb90F/2j9Fv6/p/8a/zB8HYsqgWj8Xt5+t3uFnP17zS2bya2evZwjZD+q89/LV+9i6IzAMAj05wn9ecrPKXgm/h91c2pbBXejwu/aX8H/e/kI/6P9VYRRxXj11FwpB4GpG2EGBd3L5wl2DsMR6LoBXTe8nGCfTve5Ca7vT1m7K9WYHSlqN4o+k2yjZO7qpMYR3lCSSTYj2N5btoSellQa8GrTOi+4zEsdjfwMwaYGydaC7QjRXuuCy3LF0/oGT5cneOuynMVqg8uyZizzUs10bxFsPjOuvKzZUhiXifBj1nXF5XLZzOjj/rqqc1SFirruOVeCyv7/fAT7aPKw97nsXZDPTVC2S3kOVAGlQawe2FIYQZXiVZK9orTE5wGMo6wEFA/oulJNlbfynZYlzahDnsOyO7ErE7ykP2aNjlxD55OLiFfRL9sIUzU8mlau0Mg9bFod4hVsIthayJsEe49k82r6rYQ6fuyxPKRUUHnlP4Ju3pFMl/Q0C97sSEEL3hwTbC4Z4T95k2MrC3kRwc4pmDWZ4VpYromlx7Uu1m+Idalok+3jbcnJLYLNJS3HBLtUwPeDXtr3K9UtvhR8dAxfMm6r8fQ62hfCUoW1PPe79qK+pVFQjc43SomKVR/BWwNn5GFz41ZWYiqElMTLQ8JaUp3laovF5Rry6liEw7rOmUy/eXMFBarQtqenFZfrgjDHex0VRohgR4lSmeTRhC+mBF4y+Ha+by8d17Lwk5ZgtymdRLJ/NoJt8/fJexHo3NhLtq0Rq+0cdRN0bR/bgpPsIxko/T8c0V+eJtohTk7cAutpNSBk8IRRDutX+LDuSiyOQqJ4Rbm+3mrfc608ZrPg7y9fx39481/hf16/gzfmUq1KtIFet7T2/J7fTlBeUlRrP1chZHKiknlVb38Frwb3dK9NGMo5RD0s5HS1jAa/776B/3j5CL9pvgqZpR5FAqJHBTOoSKwTuZ6IWCdyLQZZCHYv0J8FutP4Qg325z5dEeyue8QwnDPJLjY7I8Yp2vXF/dHAOzo2OATnsISIdfZYZ4+QNHAkRK8r2KmynUk2WSXFoIyoU41uEOT+QEEaxYGhLLnvBQWEBCLYgW1rMbsZby9vcF2uCRcE47LtTTAOl0T0L6lZbA6hagKoXCBuVH72sKeZjEuBc6WDKpWeUCWjcfBBktLSKAWtPvag8npAsLlEJFYR6/+3/QyeQ9uc0X5uz1XQ4kXcLAnnZiPWlZ+05OW5Q5hL0AXpOrn2tMh4tpXquvJWCHZElBvMYd2Nss0wDcFOHdu5Cc+QFMrm8IC4whN7FCgoZU+64WyANRZLiM2Al2XNj3mTH50je00oe4SLp3vlBFUVG6PoZm0/FsEujVxlgleTtecINm+uvlXNLpPzkJM0SUPtbEgrV9e8zWpfVYhs8s63Wd4xw+oVlsUf03MOLZf97WpGa6/WLs3XS/IhfzfUQOSs3yTU3m4sar/juHJ3u9IXNr+fv77dzhucyt9Zfg99nnES6EFadlo9bD97/rv471DabJJ4ZVoNUmxZ2hrLznmf4W0p8sQ8gRrchYg7EWV4gzqB1+QqdkuwYwXbY714LIvDPJtqgr+uM67XBVpHdwi6D71794R1nTEHB8ekL3GiT03pRIYDjpIB2211cuox4rnucpoepfhpxZOSPXS2nNuxpWTyBksSoqRRpnOArmuVqpP8vCjnA78GfQpuqVGl/OoZwayHiCFjc5wsVx7idS8ERX/HCG/NZF8BlibY/gIfrnD+AmtXKBXyasDuBMZf4NzK7j9zgzoXoJ1YkAlBJL92M1H/kfsK/v3TR/inl+/jS+4tjJmbiQjZ8Mb3VCmgSTFdNT2mn5NQsNanrJAioW1X8vlqfuswE/nklKS2oqqa13H0x4UEfj/k9x/vZpYMKTM+EDP+sf82/t3yIX5DfVD5Wk/9FO2ER43pNGE6TRi7KQd+Tb3AmDBRZb2XiWBPLyfY9/evcvWaCDZpdYumV24qeUQuI+Gou9J5iMpRUhM9t8n2KDaeRARPDg+x6hi8hrcqVhi0ynrSIzhtM0EJxm1A+2j/Yj1WP+Maloxgot+wkxpeG8hhhBESKzWLJdJC5IijHeD5zT2kJWohVFU1O56ts2OSywfdJEO4VJHW+xfsvDnGu1ZzXpO04ge+//dYU/wz9/7/nwXrvFQkcP/zCzk6PN4Yt1W6SPxcvukZu0Bqn256Ac7T8mOp7IcQssY0hABuKbdf5TsKgtguTbakJGp95zLLbzq4vfcIzqXJpoJVIkOLCVqIpOF2m++tEFnWTKN0ngRWExZL1oQ2V7zJI5p/7vwnbxLMN8QUVBGWC4wL0MZhEmrzd+1VQDjB5hMYkgrwanYV2Z0m0psIeuPzY76dJtkUIR/cuo8Un211SHIcl1JCA0OMQzZygVUrrFrhzSU/PkKwTwj2KSWLPuUk1OAWBLfsrqxdlisuyzWmQ84XhhWX5VKBvset9WTZHrKbTHy/cGNlz2pX/U76G+hvyqm4zWs2dpzV/vazDFj8pQqjKgl49XsUK09bSLYpq2qUSEia2D1nF+5iEK+HulBQCgZlPweNe8sSUpV5wdPTjPXicgy4D3GVLMw2O/xcrgsu1wVziE2XUgy5Om6Ty4m3Ohelgre5YLUEh+BtKlyFaDM6L9V4QISUE1NKSN3D7Mt5dwT6zCnRL9q1pRVn+l5tSXre2rO2OQJJUiplMkWwsReKmRHwa60kG24r0k7N8GrZhRXH+7xc4eUFTl1hE5x5gjNPsflTrhDjnDEOHuPgIcUCKRYoMUNPM+QYsLi3WMM7XJZ3uK5fwJvLF3FZ3iHYGI/uTMTsr/n+QtucqVcV4irEklbGApsw1c3lIcRJkrUzjAuYhMYwakzCoh8Ufkld8a/XH+JP1w/xNfsOxi55HNTJMYasGeN920AoBak1pNYQSh1CWwuhFPpxxKnrQCvXfOW9rOYrcCtbctkS8oxx6jBOdRG3bu7c9wMvvTmxF6W6H+ykSpJd4C+LC/50/gH+9fwb+OIUMsFWk0qZHQbTWVYQg8Z0lhh7iYGhP4uPR7A/85lP4dWr99B1jzidHnA6PWSCPYkBU/ZaLk1+1OhXNyDs2z4dNd0VCycBYydYO+XmEaPH+Dw5PNBP72Qi4wrOHJPrmJSn4JXJmI2t0O5brMfFB1x8yDrv9lg7SXhlcPEBK7NAu+XFu62g+awBFZOCVnaXYLfEMTs6OF6JuCKEa1Wt4BULWuaLy4dLc9xyk2Dfkg8Y4ypCVjXP/SegXcrf+9xizDEn2K76SY+V8smCKkBIDyE9pA5piW6B8zPzK95rRN36Q9eV2aPOc9sctw/ehc8rAVSZj018uvQwJNAgZZTGUeNhq5Hb7ZTnZLkJZOHnL3ci2Tt/J6HqJDjrksZw2zj8UoLdyqn2lh5Jg11Zg2aCzaxAkw8/xWPH0KE6UXSbMLpGF6JsJep2mqc9jAzZItSbNT9u4VPFjCeLUpKpY5X4Ku1NWsxuxhou2ap08WvG7EL13d26/+xfZ89L5yjOfXbzRn7HsdfvcvSe8f8NG0tVbrVayNY2EY8+J5nunZxgV9BlyXt/CdzkSehxlPz2vlDO1WQD6FQkD3qsHImiFK1uXswSSauTNKX0K3GHkyNUhNv55try1U8uu9nDHJbN97j9XuO1tJdEG6+r8p235+6WZHOHMepFcThK8C3XzoI1POE6v83kOpgFQa9QZ5dhBp9hxwAvFgS57uACL6+w4gKnnv5/3t61WZbkug77LtsAJOgVJjAz9zy6Hvl+VFX3uffOzMVggBnM4EEAM3MHAAlaEkMKKxSSrbBNmeFwhExbD5IAKZLy68cuf8jamTuzqvqcGZD+sOJ0V/fp06e7KnPlzrXXgpFnWH2B1RdotUCMLcH26E4W3cmuxzxE7yB6BzV4qNHl90njR8rgUKBUR/qMqpC00VSysGNpWOuilB4fRoluEOhHhftOoh8NvA747/3H+L/nX+Dn5r3Uz7EiWTGGbMtYE2wBoVV2syL0YkQvxnxfrg35vRhx6rpMsIvN8MR60jQoCCjb2Kq+IthUxD0i2Hv+8kSwW5tnHnqz8SUfJH5Xv8L/M/8c/9p+CNtJ9KeBkXGVK9WEFOOebrea8C+kwf7KV7+Cb37zG7i9vcGzZ2/h2bO3Usfl0EEZmZKxhhOEHDd6pNyAsBLs/Q/kyN2CG8GngcmsRNs0xJq+IGOKUTwP6jgi2FYIWCHglIRTEkHrDCfVhmC3JJw3VbbgZONoYtuSw6cR7H1bNubsYGuyTAS6JdVJQ9dqrwjh8PWfSrD5//0Ugr3dZdj+7rXPrPrMTdmG4j/ptlQKo1S5qsWh1y5uqlxzV5ei9y7//54W90iDxu0Oc8VhlwSbSlvOtfUtgeSfWUkv1Jlg739fjzShfkGCze3vuM1dajYyFck2LsCtbhx7gS1F/7jfCMyJ9aG235gsJzsCl52R9jbZFKZkT05YJ7+sxDVUJH0vPptL1KrEtp2qOq+sE3GJLmZieo1gW2Xz+2tfk5pYecpam8TWNnZW36F2mx6VPbJMt/mExdNPvxzBTosUK0POKBg7hbFTLLfgOsGmKvaXJdikDz/yJieXhFZfXJL95OrKdI+uv0E/3K0hIGvVTpEdqoKQQwn5kkOWoTxGsFsdOH++0UUGcySp442jmwXsTgGDFzZKZoU+JNh7aYXlNi2k7MbpK5gIp8Musd4j2ZxgJ3IdEdQEdW8rmJODOTnY3sMNEUFMGVHOCCvJdmKGkxOsjDAqgjcX971C3XCsc+PdOKgijRtTP0vywBa538UqvUZ7n6qeNKtllYMgRXEkqc+zsbHr69fQmT4HiY1jh2EcM8HuRwOpA34+fQf/1+V38AfTjxB1zOS6Hw2EclkDnkj2PsEmEJnm97W1ud8hZTWk8XueZ1wuF1wuF8QYmdRvPTfZArVcRyS72TZwPx5ytDb9r+Mkj2I/Cv+ZRos/8B/jP0+f4xPxHPe3Jwz9gKHv10yRhNP9PU7396tTyz1Op4K7u1vc3d1mnvwkgv21r30Vb771JoQUGMYB/dCjH3ooozDKAb3o0Yt+bR6pG9NqzU0x2ifNDa1OuBF/TbAL2g5s2m7jBJsPXHsEu5pgxhFmHGDGAVaMsGLMRDvhOsFuCfXiY1XhbgemdiLj/sPXKoB7EpHHCHZNtCO0Lh3Ctb+uyZrVbTJe2XovA/U1W6NWj1sT7Mcq087Y6vvZI9703D3f5hbemco+r4XUY/ZGNd7CBQehJYSW0NbAOrfTNOpWqciUkgnDvLurcLXJIzdtlUCWGGZM05KPkQ0k93nl1dk0ARJxCdVElYgH1ynuE2wisIck+zcg2HT+JjtHz7boTVXBfgrB3msGrjX2+03D3tlD8kEoCX3Foi36dC0WmcSE6EK+nf7XJM9J+tskTQtcoqbF+vqJ6HBHJLrPkTS8NiP1lHg4Q5KnBEo2LQmnJj8nEeoSD08Jpo/BaAVvbZYWTMGv78Nl4p8WHCFX+ek4hxxERao4Of9iBJtIWan+y95kgi17s1YE96vkTyXYanO91ufgXphKhSsEuw76OmEU9xjF/To/9Xme2osNr4pOcmSa7yIPIdlICyJsRtN5dtz3Q0FUwfssuap6R6yD1/X1TQUOq3R28eIEuzIiEKXpmr5Tr/2aT2FhpT/c0UnwMMLBCHuI9BoFwUR4HRBUgBcBQUQEEeGHsAE9RpjkhElOiHJCUBO8SiS/NMvVOxnlfrGeLB7aq4MVk7NGbxC9gXdqTfztYHQPZ0fEIOGdgHcCzo5wawaDsbJC2tEfoE0PbXoYN8K4HsZ1Gdp00KbHIDpo61aSbPHgFvz782f4i8vP8eH0DlyYoW2AtmFtuAwwLu3eahtycqdQtU3stnFYFetYltNgGyOGy+WC8/mcCLYp82AOrlvzAorGXefE0SPXpX33pQS5zoNPJdhykPiOOuPP4qf4I/8j+PtxTeo8VQsakklvA2pucXv7Fm5v38Kzmzfx7ObNJxLsr38Nb928iW7o0A0dTv09RjlAaIleDOjFkLcI9jwsS4Wp9W0UuVlyNzrWiIpc73Vgl8jQeuBSaoQUY7WybiukRooNsQ5aIWiFaA2isRuCrfoRqh9hBpEtA53UmWQTwW4lIpxg0+R9GPCRK7AuD/hEyIiEXSPVnEDxpsbiusCtfgqBpkbHGCaUEB2ZVswMZP/XejtvYMyGoD0mk5lCzNZp/Dk8YZBeT0uVj1VYG14pIpwPSBzKDBB6gPEKfrIwXkHoIaV8GQnrHms+LQSRCPI8X/J3RJ8ht3LSunTA0/dZnh+yx3J63Zpgl2vKFDmQprTSADW4DC3WRh5TmvT2Ktj0/vg1ywn20Q7D0W7MXgWbE2zCKDVGoR/ZBXmazePxAoHI75Zct9vve/ahdB5NwYO7S0RvEZzCFCwojMTZEcGJDKuTjE2pEjbEF3dtABF3r3FOIYS1P8XUvtF75NwaDSnSeDf0XQY5O/G/O46nDP5e6G+mBruUfOqdYf9z+iy4w8Ye0m5A2uKnCvgRwb5mm0o6eE6qW6RwsFKlal/bqJUoXyHY15qAHyXbjGC3RLsEXYx5Htv6YJeGft6EzaUiRqc0OkqkC97mhsZMqtfGR2vVmiVB5Fxuxte2p4Wu590+IG3hNTVQC+hRwCkN1Y9wSlegx3lORWq2NhXI9chJC69CIrEyHMDDCrv+rt4F9UhF4zG5ZFIQtEv3dcCsY4VJhkPQ41Glv+31KhnLHuum0sxz0PEaGmT7Os0G57PHsjhMs0GMlMEgsSwaDw8ODw8OIYwZPgpYn6BsD6G7FScoe4J2HbTrYEMPG05wU/qZ7g8wXiZrSptI8i/De/h/H34H/2r5GCFE+DjBhQAfpwwXAoz30KuBgVDbqvUeWoLtgocLpbGRCPblcsE0zdX1xnfbyTGkkGubUaWOylBhL5lUjiVAsI6p1ziSjJjR4F/Y7+L/jK/xc/EyJTqe7nB3d7NKpN/KBJuDCPazmzfxxpvfwBtvfuPpBPsrf/sruLm/QTd26MYOd90detFDaIlu6NGLEdJoDKtFTZ0epHcnQxqAkpa7Q5u4kwaY1HG9tVcr6PobdP1NrhDQFomQwxMItoTXOiNaU92O1mJaifI5TrhMM7w2FXgFm56bPLpNU9kzeRt5CgFTCGw7+ukE+7w8YJ4vmWQ/TrDbrt1jM39uKejZoMLBJwLuyrELo59MsHlUN/cmbok3fYdyGDH2/W9MsKUVcNHARQPjFaQVFcFuddD1uVzCRfYdMdqADW4/Vdvm1eEw9Fht8Zg1noy8UpXviGCnRpha6lP+ltl5b+X9UlDLUwk2/54rgr3KRPZA/+/2va33myCCPdcY78PBFrhBCbYqchCOtporc0JtLR2J3mGJEUuMmILLlWoi2MEJRC8z0SaCLWSfyXOJN36cYDu3Rn0bCanGjKNoZ3rtolek7eJTkzR6yuiHW4ziDkKeVgJYfOCV7tYAsetV/1a+kLDKZbTN7kvcjemqNaXQGWkCXCfIXu9AVRNleQ2TK9j64Lxrz78vRbDl3njKxwtyHiJHEJt99ZM1XwmKSYmzHj44kFvRNAX4YPN46oNdf4caxK4n8ZJ719H1eW03NVD1uukx4gSa9yiZQVRFpz2C7aRFUB5BeXY7wEl3ALu+hoIVchf096OxiKa8X69NCp1TLqc7U8LzNWTyn3sy3Frldwi+uLoEX5Ns+n5pcZosX0u2AuUtUOaCNinQzMcRcZKYzxrni4XzQ4b1I0wQMEFA2h7CdCtOkPYE7Tto38GEHiacMrRfH3MCykgMYsBFOfz75af40/Nn+JY750wFZTTsSoitT6RaGb02NMonQRkNbQ20NZlYu+DhA3EIi2mKeHj+gIfnDzifz3AuQEm9ypNKE26qYJMlX02wE8neVqrF6DbPGwcLkRfhBrLfEmtquJW9zFCjwrtjxH/0P8Yf2R9iOkmc7u9xf3eL+7tb3N4+q36e7u9wur9b0x9PuL+7xc2zt3Dz7C3c390+lWB/Fc/ubtCLAd3Q474/oRepgj3KYf1wbeo05T6NaktMWoJdVvx1ZZvb9dFqkBNtqgJ8WYJNA01NbG1dqVqPL3HKOE9zdZ/b8s2M7NVba3XFh7Zhub0gR/r7ddDFEcG+NikkC77joJv2e2n1vjH67MOaEhHLAM+bc/46CTZ93q3kgKr+LcG+JhEJ3uUBsI0rV2qAMmmF76eAaZngpwBpFEaZFowuEDEtYQO8iYkI5JEHLFWIHyPYNIFz32gi2HvShxyksTplpCYOs3Y7qywR0SxYYC8o4Ihg59uNZt4Zu3vsKQSbW/MZ41cbp23j5YZgN17Hlb698cLddXJhDY7ForPcriQVo4QcRIYaZa7EBuuxxHmVi3hUWm5dnI1IHqJESqZNaahp23h/GzmBjlFUs9YKykgoI9ddlQRlxgrUo0I7eTVOUDqBFpVC3lcYxS2EvE8Tvh0ylD5Bq77aAeCNtESw23jxGltnptadqQWRM9WP0IOCky7LCjiIhO1VR9sK9mP4MgT7+utxORPZfbp17CzELJHrtLNLbkVESCgZM0ZOwB3mJR3jkhIuK6FmME6wr/Wp8PGS7xLm5zzSc0TkuyXYifjWpJqIdcJKgLWriDqHZT1ShCTnLPdp5zkag2gMAhXMaJHXLMZbG9UWOaBqreZTPwY58pznBed5KZ+VT8Uy2uny61yfdpckeEAWn39oV0PpDtaO8EGu4WaFlBsnYLxihR8aBxLZlraHtD206zPZlvYEaRMRl3qA1qnw+Tv2Xfzn5XP88/DdbFM5jONaFBXMulKzxwdIJSrsxbVLJWCdgXUpPZWDFo7zMuF8nnG5LDifl2wcQJH0PPGVCrRJe62uopDx5vigsr1egoQedIbqJVQvoPoRohsy9CghugH/TH0LfxU+w+fjC3T3He5v73chBlFh7Ed09ylmfezHpxLsr+G33vjmSq473J1O65aBhDRJr2q8y9HNlQvAwYl8ZNpOxHsrFUkTSZust2DCuywAACAASURBVK+vTZ2kcrX6SQ1fCrwZjBrwrtvkJR1k9GXwSReV3z3ePlbgsm7OGZW7vPlt7g0efbGby1KALykRudrEwnTF+wQ7rHG8tD1GXfE8aKVIe64R7KdWUq4RbAKXiOyT61Uvulbh96LqU9KWSU4h04Ll/IA4LVDaYpQphcv71arQFqtJGnxjiHC2tthT0kCusodkcVhXnrnEo53UW3LpXPI2F0JUpL5aKOWegpoYkhZWM0LQNopQBW43npYR7PZ72ztWNz3x79VtzksuqSGt+XWCfV0Hu0eWOGpf3IJkrVeHT3H9rho1xk5g8vNuA6GtGniTVSKBKuNyTSVLqYKu+owpjZOgta582LXWUEZB6LFMqrqHtEOGYv0pRKql7iF1z3Ztugzj9u8b18P6tCUdJrVO9iO8k1k3GmyR2+yBwlXo+dEbTM5VVcU9d6Z9UkXVSbOpQJZKJJE2By47KBXIVY6yGRtdRulTqX3Cj84d6k2h3obqPGPnHo0XzpXqJ/npk6d+kv8YkD3mMs+rrV76ndTjEVNFeyUu1hks5xk+OGgjk2vX0GEY+0x06KdUlBFhKm0/NeHyY3Scz1meikymYHK+uh+NzTa1RSJSf39ep+/PSZt/puMFTkl4reC1glMiw8px81OPPawc8zFCtBqTM4hV0E/aQTBWQxoJ402GXIsrVcKnNznpU6/6dXIzcdqvjc5zNSak2zGPgTQWW7UWQPL1XiLQrWO7m0al72p9n9rIdddKQBmVeoE8VZXXqrGWEFrkBbh2KmOU/SrfFZBKJqtZY/Fvpx/hz+fP8G0zZ57FewaIf9W73LVHtTog2EoJ1PkQiQ8QuaYiHd0+nxdMU6yeW4e4ER+UGEdRgQJiCPyx/PyV6IouIZHrtKOiBwU9qIZg9xl6FBBdj1edw6/9J/hf7Q+g7sds23d/21Xgln9ilZ/0a1iNGvXTCPZ/+dWv4M2bZ7jvO7x58ww393d449lbePPmWdbfmLWZiVdc99BqK1uiXQg2VXMo2bHWPPHtUR6lXNu01EEz1IBj1CqfMFQp3tqTyfXkqwdKj5ak0nGO8ngipMHXUguuo+P3SxRueh3aPuGNcC2haF1G6PMvDXTTmhxYKtlbKUjdLEaaXKUkjmQie57lLa5tUR65i9BzWtLWatn3HEVqgh2TB6+fYE1gFkc2O6d0JwVrz/DughAeMMUX6HsLIVwKApCNV69x+ecUJjycn2efX8MG4WyTRsFADcmubbKm6ntro2aP5ClEgGmHRg5DxnDqkmuEUFV1neOxKpzWtmpSpWtlCvFw0bT9jk1F8ul1uWZ9r1H3sfdFCwYKd+i6Aaf7Hqf7Pv9+CX/xG1BARvLXrR05WtcDuXqlklaPpAhJX2zZOSwZkpOLHNfI3rWBSGm/3m4kM8ZUW7bkN0sFDGlFRawzwbYDtBMV1Ho8oYeyHZTtUpXL9XBRwEWR79swZtAxZXo4LxGjwXn2uJxjRhsTHpzK0eAUEx6cSrctc2SqmsePUVUmpV6rnBazDZhtWCunK7nWjlVBtwQ7OVFcC0pJ2nDP7A2pcThd8y7bvrXuFeTDvduoaTyiSw2yqQiTqpxzjJhCgLdr4FajhVZC5ELPFFKBwwUPbU21DU+Ei47X5w7btjfbnRLCXoPkOPYVDGv89SZVhfltbzSSB7/I4AtNLpO0ykAOI4ygsV4ylBh6bwS8ETBygJEDrB4RvYbVI5TooERXxdXT870RCFYlrOcgSTRSr02HbrzNoGtIu7FCWrgmKZbRar83IDv9pHNmiQuCDSiWn2vjuV6TWtUEpWcoPUObM5SeoHTMoKRHbWMeI5T2kMqudnsKw1jGciFMk0oZYMyUA2xKYEzaAfy+e46/XF7jf47fh1FpLhFCoOu6JoGyTdaUG/BiaJ1mWVw2uFtX6sFLOzLzPON8pgq2Bze12BBsOVR9X/z1+6HLt9v+MP5cUbkntTuV6Tgn18OpK/dPPf7Afg9/Hj7Fd4c5zy8t2nm1Ow0Vnkiwv4o33noL3TDg7nTCs9s7vHlzg7tTh24YIZSB0m7dBi4JS62F2baByTQEu/VzLAS71f62ZK62+UuvY5TZNNnwrUOjqRmLV5IM5PpehnGEda5CW3k6etw62v5TG4La6pmpOswJtmcEm2PPqsYaX5HwLaZNyiOvbF/zeU2V07qRkWvlOfYI9mN2fEcEu71/RND3qqnBpgkuOEokW0BRwYlcp87jvjNQMkKrGVYvcPaMcXC5iSKRMV4NtdDr5z3HBZflIRNsek5YJ2m/Vr65jVwmyo8Q7L0mv1bOUxFsMUIOPeTQY+w7DKfTSrBLxbokjR1HmG8IttoSbL6L0H43W11nuvbo8+Fpe627CSfP5T04tBVHCsdIn1VxvOHP4alr3IKS+71rFdakt2OCTVZxXLdHVmJpPCEJSmsvWXxsFSWjmVhgA5R2KyyUSSQ76R8NQ6q8SSMg7ViBy0ZG1e1LSDLJ7qHdAO3K/dQoVT9GMG5MjeROIqwgQu2MgNVDBj8e2PODk/AmNY0/lVwngs2bzlWuetf5Aw3BVlv9blAeXocSOrJDsL2NFVEiC0byI7aqNBHv+XFzgk3nRLaZs3El2RFLnDOiC9VOKp/0aXcoXWdpfKZ5hc6JOjm3PV9a6M34fDRelxS9PlcmtRIodoD7Ta20Y1N6FgpxTtHzJQdCDmv4lZRMYrU2xjZafvLzp4ZjZ1Syrhu63X6AXawuZIlg9xjEPbrxDoO4h9D9ZlGabxtqEk0yg7ETGE4jZK8qkt3eLr0AaWFm9QStZig1Q6mFYV4J9wSlJ2gzQ5sJ2kwpwTFjYuNjGQcpJZKQwmfm9LdkZM1/KWTtX/oP8ZfL5/jMvZN5FllJUl/Lln9t+Rl/Du+1o9erLSrTa1DK9Pl8xsPDczw8PMc8zyvBrqvdXHZ6mIuyw/t47wGF0vTDCUPfbexJ6f7Y9xnDqcvg938iHvDn4VP8c/3+IcHmKZ5U7OF4IsH+Gn7rm2/i5v6Em/sT3njrBjd3PZ7dnrIGRmu/+kMaUH78NsLT7kyoxVd0j2Bf67LWWm5Mx4lgU6WQBzFMft7ZNnQpjdAmdMOIbhizP7K2Nov/qQGA0A52uetWJTN2qeSGYO9plTnBpq2UVFneeiy3Xo+cqKX0vzqN61CbuoK+B66dLxpXInVts169Qj0CNcm1uvctIdnX++6R6sdeh1dPi89rrP5n2klJnqWpqaL4gyfiZk2AdREhzghxhlmrjma1l6PjFAtr1x0c5yd23xUyXElwfP5+2u+sPTdbezpOsk0lE0mgAYIINp03nFyTTvy6g0ci2NwykctBjpod9wJ/riX5tWPDhmCviWWUWkYxzjz6WSuPGM6I4cy+w+OIcSLZRjFLtx25iOMETXkGVy3YWx/yHHCwEnwp3SYKOVWe6vGxTUVNEd+MZDdQrLlxEB0G0cFYxcDyAdwI41KegFxT0/jxCuvvGV0HexE4wT4i284IePN0Yv0Ywa6DvVwlEUnaXg87uoygYg70IKTKc/lO9yrQLcFuA0044c6Ps5+ERMbpXHIg73RKM0w7I2MGpRtyP3Rvy9jCzxEOPv60cM418sttRZKP6VwmYO2aSvkI6p0bCWrkL+Q6EVD6n4uNI11vFM7Er7t64Uv3x05ADnKzy3QImf430hTT/0daYy7P2kq0TEqoHA2Ge4HubsTYKVjlEdYES3Kw4btdxQN+jWpXpcpc4PP1T/0pe99n2QVvpGNKNWN1PU7S66t1N+ffxR/jT6dP8cLOUFKj70d03YBxlKtjGEkUk/f7Xs/LOEr0/bjhbcQZxlFm8NeYpgXn8wUPDy/w4sVLPDy8wDwva+M+8QpV9Xjt8aRWSvL/B8GeeoU/9j/B/+5+BMXI814Fe2839XTfP1WD/XV8481n6AaBm/tuJdcdbu8GjIOBVgFCWJzux2oC28ZvHzc1tV3ZpYKasKfxKQS7XpUnwbzNBJtXsAOrmuXKpE3bttp63J16dIPAKHUm2IYR7NaaRjZEuxv6jGEcsNfQ1DYzpS2UFMM9L9OadpQ0vNe0p3vkqCVq17TafIeBywjK87fyBvp+jhL0+H0igEfBMdybfM9feU//S1Wex9wtrFoJ/to8QXaD1mp4nwauNOmQJtqtCxrWZOgj5vMDwrzAuJADUowL8HGGjzNcmDKMC9XtPYJN9n5Ersmmj2uSS0V7q5vP9nnUlLNWwWh7Ug4CYzcmLbYoA3Hfi2phdnQ+1BV7U30/fEeB7hP53vv8rdpOektccuogJ9j7fQT+MGWUZD6UdMYTS9vwpDYJjcYoIthHdnEkMaBERU62jwh2Xtwpmwk2D3Bqk1TLZEtuL57BQmW9tt5FTZbasUahdSmhhitfuR1sXUy0GTOZVuIErTpYPUCrLt/eEuyxgjdFI/tUFIItVttUItjcJcI27g/HBLu19qu/y32JRyFuNleueQrfnmSEE3EKx5G9wnAacuLmkda/7I7U4Ty+8QfmuvGi947HcGFTgdxDW8Xkbj37ErD9gKuclpoX2gHBRgQb045OrzKhTp91BKWbUpIpIX3uJQVRjQ7Dvcwe6GVXwWe0PtpG+dRr0WBPQ9/q7q2pF9j19b9dELT+7tFNCC4VdqhHh4MKWM5ZWJPsOG1ujlx981mTZAUtM3dI13lp+q7h8T33Av9peY0/jD8ESXfbnpijHgWSnlqT8ji6btg8v5VItDuk5+UBl8tzvHj+Nl6+fAeXy/PVpq/snJPbTjt+7RUmj+SonGhnJ6Vx2IRr7RHsPaI9nDr0px5/4D7Cn8VP8J6Y0XXDpkrNedOXJthf+zt/H2+8dYdRGtzc9bg7jbi5G3KiERHsvlebydD7GTGc1636OrHOuVA5L2z1mKWjmnea8orq3mp8j2BzeFt3jHOC3Q2iItgtgd5LLuLEmyceKUbcuB912nrRFbmjrRSC9zFXpolUez/hcnmOy+U55vlSXSxce80/320lezuo0AXR9yI/p3WxaAflvajqlnDvVbCvEe1WjtD6KlMj6cat4oBsa0lboim0SKkBzinEaFeCYfJFXbr3/drRHxHilIm0cSGfI0SwKzK9oiXY1FtAfvBkK8fDZTjqHYiw0cwTQXdurXDlidrAKr9uaUrIXqUJheQYLmwWZ9fOCU6wH0vgPH48EQaq7FhlNwSby5zqPo1CsDk5pZ805hDSWLPsPraHI4LNvVHVaCpiVQhWIUtUKWv/b0eEmSWm7iepxgrc2zX5mPOgiy3Iy57GEOc8Ypgwz2ecz+dqIb+HekKzueciaVBHkAWh1X0FrU6bYy2cHmDldTg1VqgfEwhaZ4cIcolIjZKmOFGsEhE7WphBwwx6dR8Ja8z9klHfn/OcsJcG6XQiavV3X1exHyPYYyfA0zZJktLKFttqLJ0/3B+YdmzaxVqaW+d8fZTdntjMp66qPlKVkXb10kKfJGtrv8laUedpoxx7iaRlro2Ibq5Ashsi107Pu7AywsoILcIh6DnHSH7WKawmIflbp7RH+k7pfotgIia/4DxdcJ4uWOI5V9OtspUWm++Sky57jnN2GqnhG6mNgtEiQ6sBWq2heau9Zm0x29p8tgtrs3Inj386f4i/evg5fn/+IBd1KKuB5qA018wb0CKtWtDtcIsWPBPixfO38fbbr/Dq1Xt49eo9vHj+Ns7LQ+Y3NN4LIaumxZLwuC2qHklFOLl+jGBfI9qZcPcjfiHfwa/DJ/ilfndXAsJ7nDjBvr25x+3N/RMr2F/7e3jz2QndoHB3GvHstsN9JzGu1SA++ZVt3KVCGgzKF8ar17W1Ga9obbfFW+z59xKZsaZs5XK9FBFsqvRygt2PciXXZpdg76UYCa1y0A4n38a6zYm4JRHFao9OzCPZwFMJ9h5aMsUvEvq8ueQky0pYUx1vRG0JNieC9J21FeynELRWasDvE8Hm0fPXmif3qgAtwebkwudu/7TYidOMOC3wqxSEzhF7UMG2jGCnpEJXnZ+cYPOQGY6tdn7bkMoJdnQTtLBNhDRth5fvmp8H/CfXgO9Z3rVSnS/iBhNsqdTxyhyRiz2JSL0r46sFexlH6go2J9jeL5lg8900IrT0fCXdLsEeTgODqKQBnGC3Fezqs8kR44kkHyNCiQKjpub+NSlD0hDHsCCGJfe8kEY9hnQ+cfuxPey6PFm6LlTWVjs7wNlhS6LZcbqdoXs4NcCpAVb2u6DH956XCPYa+sWwlY4kuYgVhhFsuyHYLUnmSZB7BNuyJscj1NKhGlrYvLDkpJpXr2nBWVfOE8H2doKzM5yd2SJtyqDHvFvg3QJn5+axWnLW7h7zohaXq1XzxEGFv1zPMWP73G0FmF9PNcGeDhHM0lS3HyPWCU4GBBXhpM8IKmZEMyGaqTpWwcRMlnlhYI9TpAVUzOdSsAFLnKv5qIybBiUBltIeeY9DauA0uuQ3cAtNu6Y8pvA9MoDg/V1lp/QP5x/hLx9+jh/OrzY8o3CNebOzlsbSsqN6tAu+p0TgBZyHh5d4++13C8F+8RLzfN5U0vlOegFlqahH+714DwHhKQT7GsnuTz3eGyf8Kn6C/9F+b0Ouu27IMhmS0HTdgLu7E25v7nB7c/dUDfbfxZvPTri5G/DmsxN+65s3uLkbcOpkNYnRBOj9kjWRdIwkI3sfJq9ctxrUL0qwa79gVw1a3B+1GnRW8kRVypL2Za4SbKpo7yUZpTSjsKlScvLcNrm1euq2qjlNyyHBbleV9ep0S7QJ5Kkdwwxr6mZJz1wwlFJVp7H3PicMcoKdGhjiowT7SAbS+rS2Ptjk03rtNfYkIpxIF7us7e5CuZ+021xrTXo560I+Xi2E2OefGn7NLsEur7/9PuoJ0efPuSba6XfDWhXjBJtPYN7GR88JvtBsHWuCD5sApDaM4uj7IzeXllRzss3/170BOlVvt4v2GM6bSjUdn+fn8H6Bkg59r3YqxkU+wgk2TZhjJzJkr55MsNvmzpZgEKnWwrFFUIAWMcPIqbpvZft3Y/VevJ1wOb/EPD/kKif1v1BBo+212BYy9irjK8k2ZL2nWbPj+HTofeL8RQh2S64pYZen5i5+YhZwtngvm7ipXl8j2C1p4gRyj2hycsmfV+5vo9xpl4RkI1TxrKvaYf1+Zzi7wNkl73BYk45ZM8OaGVN8XoEe9+6S5t5mfNmTaHJCxOcTfxBDT3NqS6Dps6UFRqVXl1uyncjzGcHMCCaukqxQgY4fPX4NXgdEEzcIyufbs50OHw+m7Da032O74EiPpebvsUvE7rgpnzTstfUl2QvSbe8Uy/0YWcBecVVLGSFbZzDv0/j7H+ZP8KvlM1z8vDkP8i5qPLPdjzRGlvFj36jiSCLSNtKflwe8fPkOXr36Ft5++x08PCSJyJ5Mhc4/IfQqx6gtBNt+As3md+oh4G4joiHXRLCPCPeWYHewvcQfx5/g/wi/jbEfcLo/oet6dF2Pvh+gtakaPbuux93dPZ49u8GzZzdPI9j/1Ve+jv/6t97C7V2P21V/LZTLDY3jkDrm5UiVoXpidHZam3sKwZbKQCoDIRSkShXs0ryxCv9t6qAOcWoagEoFRiqdmxZ444JlFexss0YXRLuqZ9VJbqEl1LaZca/J0XoHH2OG9S4dWxvs5vmcMU3LenJPzaBXN+FN04JlPmOZLwh+QvATlvmChx2CTaSP44hQtxXNlmAToa8ItrFQMhFsKQTIu7W1LST/1uA9SB/8FIJ9LQjhuIJtNuSu1QiSZ3WrYy7x4yvJXQcScp4oK2i1fh4xkxT6jryPGxApL8+vCTbXYNNzr8k0iGCHXYIdEXxcG3FS4p1RqepFcDY250Ssmqak0vm6ogYbek6IE+KOrztZjtF9Z0yyHNuBValpawoTpjDBaZcDXJxum23LQKWUTp+RLVvkXG5GkjNrYm6ypsfm+QHez9CqNF3nRmzeCLTa9DlTgzdgJq1lqUgWcpYcRMoWeXMu6lLF5lvOdt2upnQxNTgYETK8mqv7Vu5vXXOCHdbqJU2O3C2FdNzXcFSVoiRMb5OntXcqTfi8ibG538LqIv3QY/elJCK7BHsl2SU5N2CysUqLjIaqivMVTLXN5noOZBcgzXt4tvKIPfkhYQql8rnEZUOiJz/jxeVl9Ryqkk5+weTPCG5BcBc4u0CJtONh9Uqw9Qyra4Id/QOCuyC4C6J/WBeiofH4Ttdb8e5PUhHTLLbc+hnQLhnZGebmZLmGWW3sC+tdGm9riU5LsL1Z0liVG6Ddao9ItxurVEZs2+bp3UWQCRUoqIjuT27aHM+P5/8/ZvCxgu77/Fklgq2EhBIyPydbxtL7NX59DV7RLv7k2afc6U3uR7pdXDcSud4n2G/7BX+2fIY/ij/OnOK8PGQOUhVamLyoNImXcYI3x/NiyOMa7Avefvk2Xr16hVevXuHFixfJOpiBzkslNaRQkEKl1xr3LQG5nSAvtHJf73EcMQ4jlBAVRHNMDGPGhmB3Hbquw7/1P8SfhJ8g9gKn0z1Op3t03Ql932+Ifd/3OJ3ucXt7g9vbJxLsr33t6/jGN97C/f2ArhvRdWMiwMpBjZqZ8fvcpZ0G/3md5AmhJrGrPZVQqnHjcIzwOmgboM0EpcMKD6FIxkHPL2SXoj+9D5sBJqMhnqWb1+cTKhH/xhnjEZs+Di7k32squbZ9K4SEyp6aPg1o0lTuC1kra3wlX8guFgfa2raqSUScLp5SwfDJI3yHLNPgsBfM44xNfps7aIn1daJdExnuZc41f3taQNqpIF0h6VJrXDJZ40Su2mlRqvqO6PsrUo/a8pDIe6o6hw3B5k2KqWp+/B1Z56voWYqz5edY8KSXLM055bxwu/ZdyeVGQiiV77c2cd0woB/6w6YTQuulS1t4aYuuhzMalIy6sfgyendnoWArdZqm8+Y+HSO5BJdV0aIpf65rA1j6/YjgQwW+oExuINzpoNjz1Yu5InPizaCJ7NXpg3WamIY4JdjRw6sJ0czwaoKTYQOvYgIjKWOncqP5Bl+CYPMG29ID43M0dHE+0tX9XXcko2CVgFVrsuXQQYkeVglEb7BED6sEjBzh16qdkSNEf4/hdAclBmzTIfdQxo4qNdKGJJWJ53xuxLAgrIvqNA/UYWiGjc0+78aE6vveW/RTuBVhiTPO0xnn6YLL8pBlIFQhX2LR9haNbyHZ5+mCOV5WUjpBC5pbJ3gz55+E6BYYlZoBRW/gzYyH84vN+JzGZpPBg9cINK4TEZcrYZJCV4FaKTXP5KLaU7CxS9SJ2O351Ru1bRCszlU2n+895neQpZTrfbJVrRbWbAedzgezJjxytOcLDyNL7ycguAUxlIWPs+d1V2Jmn8NegcXB2pL6WTI+kmf0NAXMy4R5nitM05R3lr/nnuPX82f4n8L3QfJRKqDxXQwaF9MxanCsiXS708idM44yFqxxmOOMt1+8xLe/9S28/9638fbLl5hChLfpMd9wADo/tVSrzewxyeZEu/hxj4eQQuyCHh/6PqPrurVa3eFf6+/gj/1v41VvcDrd4XS6yyFPrXf8OPbounvc3d3g7u4LEOxvfuPN7PtH3aRamrzdxbuuS4Ul5goxNYEREeQSjBxWk+UVnj1/Jdh2gtRhRU2wRymzCb/xFsbblZDsez9TM1DbeFhIVInrbAl2G/ixB974d5SYJISotM17zYRGmf2mmOZi5Bpy0yxijibUlrjwrSCugefhLnvVaF5p3guCuUawrzU6lmaxRKC3gUGmepx3tmeSbXjgTi2PcC6kJqDdJrS9QCSZfyqVnGq2+mjSr+5HkLfnESfY1WBHVe0dgs0lSOS7LlWxSyJIlZp0eVOu0AqDFBltw65yNj/nNPYYxIBhjV6WaoRUY04ayzjo5qZGE+9MBb4lyslY7QNPKDsC7YKYjtPiaW83gfc6tNHqRCCPAq+EEJBCHizojs9hclwhgt3GRJs1ptcMGna02fWCtKCLO2O2M2Y7I+pEtOk5FeFmBFsMpq5c/4YEuyxQ0hhGia7UbNS6OvEmpFYrmRdeYoAYOygxQImhWpSRb3F722i5OX/2YLTKNnFVxUqq6jvfovSL7DkhJYJtV9/3VGHkNnT8WDkPilUdkfMklXLZ79oqg2B93tkhj2y6T8fO0yXLHbSw+XZ0M1KjrV8XgD5X5Z0OUGOai1OF9fi98vdbj9HpvZemyCIP4H1TKara7p97BzgK/Wm96tvzt7WqfVKKa7Ozy4tofKfXupB31NNunq8kfkII9H2PcRyrMZya12kuT+cSEW6H0uQcodUErSYUn2qPI4KdxytrKg9osp8jN43sIMI4B6/m/sg8x6/mz/Av/IebOZ+TZeoD29NUt1Xp1nGsJdj8u7HGYYkT3nnxEu+/92188J3v4N23384yT5IaHvVRaal2STXxqD35yDWC3ZJy3lM2jiP6vs/oug53d3fouhP+W/Me/iT8GD9QC/rhtEHVWCkH9MMJp9MtTqfb35xgk0MAbVNTN3Uy9y8uHUXXnCCUgTTmqoa5eEvr9Xc0A5EDiVGOVdyp8QYuOLi8fVJQOuXJX1JlixhKAtpzJtkj2Bv7tAO/4j0XDqVURbBbGYH3ftXAtvq86wS7lbocTapcs902nh4R7D20Uo6nNB/uO37UyYSJqMhc7eRhBinQIAUVlMADBR5e4PIgV2sL+ZYXVWD6XuVmXb06NxDBboN2uDF+ipFPaG0kc5rogUd4sVbyu5+99xNcCLvEur1GqCLNQdfH2KBXIoMfFzYRbP6cQY0Y5bBG744QeszxvDmm9xGC/UV94DnS9VpXGGlHIcaY7Z7qPoCym8B/t92B4NdcWwnhUfH1wq2uXvJm27Z6HazD5ALMoFdNZ8gEW57ESrBNRcAJpA1d3LIh2HZ0q8zErk4V5q+VYNfXickNzVznSAvMPX/8GqLZ3RghRer0l4xkj2OHYZ2opBjQJru158p+smwi9FIM62uQ7/N2x7BuMHkYvgAAIABJREFU6KxRX5+mGn9SeEoJWCG0Y5OWYt25SdX16B2sUjlpVYkx7+xE7yrQsSmsgU6seJBkKT4Tdio2qFHmqnkJsqFxeBsM02IbIGOq8XO7u0Hk7IuR62uE+zGCzbFHsPfOX6Xt7pyotC1SueZ4/dx0/hPhOp1O1bmyJdhlnkjzwFZSwd8zLfC433Up0qTXaO3nhBxAScokSeDhLpxQfqZf4lfzZ/in4buH1zkvuPGk6McINpHsveA7+j+NMrgsZ7z79tv44DvfwUcffIj33/s2Lsu5IthHbmDmoPCxR5q/LMGmx+g77rquEO2hRz90+CfmXfxJ/Ak+0Q8bYt3+HMcOXXePrrtHP5yeRrD/zt/+u3jjjWeVD6A1SdtMHfcpTnhLsElvLXahHyHYZnXqkAcQkEZCO5VIdbTwk8sIfLJejcz3Bmce/U0ncbKC2a88ciLdNvu1zhrtypI3vHnv8wVCXzwn2N6WFEreqLmRiFSDSAnNUWzwaQepI4JdD1g1wT7SPO9VpWn79Bqh3qtu18dYtZOld3HwimjBMcGu/0+fm+SoSZcINv3/6btwm/OFG+Pz86o2x1eHzbkUhPSbEmwi2XwnKPcLOAthDYQ1GLTCoBV6JdErme/T4xz0vHGN6m4XrwTr9yyURO7olkrAWA3rTAb3cObHfXAI0VdIVdMtCaJm2svlskOwt1rERASpG11Wt7mHNH/c2lXCwhZuRECCtVmLfrTojM5j9lMm2LOdEJSvCDYdjybkCjc16C1+xjmcK2JN0ENxi1Gjzb0vX4Zg7yFXqcYyJtH4RWMVjYXXw6ZKEi9dGxQGodSYrxmlxjwhCTnkBSwfm48Idjum14S8NBYfNcofEewU5FTGHS1HyKHLspQ2RfBobIreYgoO3hloNUKrMVfmY3SwRm3gnUHwFsGT5KD0NXjrco8LHdNS5ePeOvb87WvzBY81av07Nv/N9Dydq7D1rlHrRlUT5dax5zch2K0pwrV+AV6BraqwjDDTjngq7NlspbpXmOIEmwg0ka69olrhA7Y5B/UGnEinOcRsQLKQPQmWW88bHyyUkqsOWOX3w4sEv+u/hT9bXuP3w3ceJdik0W7HgVYiwhc4ewYV/PeNsnh+fsCrd17how++hx98/AN88P538eLyIu/URJci5tudaksSph1lAVn5JY12mygpDsF7fOi1qGHx7u4ed3f32SowPUdhHAf80ryDPw4/xmfjA+7ubrNEhEe3d90py0a67pTv/0YEOzU6FHCCbWVYgxbMIcGmCvYxybbQTkMagVH1ayxwn2OBpREIczgGI9bXB2IFXn0rhEFtBuC9yTzGiMvlgvP5vIbE7JPsvYuTVkx84uI2g0cuKPyEVto2zidJT2vs1lCfD1R77hUtwX6MUB9VsIlg7yU2clyWM87zjCVOO+4U+irB3ifXaiVBLjWd7DR5FiQXCu4skZwpyhZX+n79hkTziis9xgmADxbzMj1SISvfT+ugEcOcfLin+GgFm1833O1mkBKD1ocQ1laQzkFYi0Fr9EphUHJHopIkWNoamKaCyauYKTEtSbestxkk5eLHXPDwMcDHwLTmNunMm8+MdO7znOJ3r1+XSdoQo0MbtMKtG5UaNsdz8IqRsFogWWlJnOeA8xwxBY8p+LUKuG9B6ZSBkxaznXAOC2Y75So2P774OZPsaEI+/hAfVpuxIg1pK9icYG/xOJluk2HrSdPkggARDZ729zi2Y2yO4dYyX0NEvMexy2SaX2vXdj7oWttDsSurz6N215CfX0cEmxPmPYJdIsXJEcJk0uqDhfWmStm03sAFi7jOU8YqKCMxiA5Sj+tj6dovUjCVe3+qvgyXeo5CLM9PSH+X/+12B8oFW8F6k37PuSRRawh2be15XfbRhkHthT0dkfIjbfK1pvB2njMNuTYuIMwLwrwUK1UX8tzZPpeCwnjRqx1n6uMtwd4GPVGQk3MKPmj4IDcgp5BEuG0110xTwPk8rddNqZ6Xvh+fixD/aPoO/mx5jX+yEmxuctDyAS6n4xyA3MzOywPOy0M1X9HPowWOUQ6X+Tlevf0ePv7w+/jR938bH33wMd558e7ayJu86Jd4zg4x9FMLu+Y4+Ap9LzOSRIl2UsigwHwh9L1EdxIV+l6uj6ciw+/qd/En4af4mXi5uoeMFaFP9nzpOL89juJvhmATyTaqEMDizFEINjVYpSarrTOH9XYdCASEHqqfCRLa6gw+aacJOlUBApOGUGLSYyjbNccEmy6uaZpwPp+vEmwiBWRjx6vaW23u+tq2tYJa9diuGejySrwhXJnEbbElnrWdF2lUE9ml6FvLGtbqY3S7Pu42pKMl2NwZJFi3kYhQ5bCWgNQVxce2OI8H5LCp/CnpcuWPCLb3brNAi83uyF6VIUa/T6zzuVTeGx/YqBklTvOj1WvyXydUshGtMWi7C2EchHGQzkM6n28L4/JzpLEwPvUyGO8zaIckRQu3VQbazpPJ3edA9sWPuxCyAw+NB9IYqCuyrMf6H+rvrXThHyGFN5Ro8dy1bwWMHuCsQPTJsm6KFvMUME9h1RSPm650OYyQvYAZFIJymG1EUA5WaJhBwQq9kumYHC9MQFAuH1v8jMUvmOyMaKbc4Pg3TbCr7WC1JZ6tnO1I/pZQa7K5Ty1VqamhlUurrNVZdpW2yYvv7XHS27ZamAPHDirUj/bUMIkIST6SjMNspCH8MYJ3Ju1+hVIsKrtBFi44hDnCT2EtJCmMcoQ0Cn4KCPOEMM/5+hulTEUppddrhna50u1pOVfPpyLVHrKEcgrwU8j303ulHo/rBDs1xl1HcQDieRhbcFJefm/be1H3CFyvyHL7Xcon4AS77Qv7ogR7u2t9jWDXzcHJYk/DB7VBsuFT63O2C0eKE087bioTap5B4ZzD703v48/On+P3p+9WC5OjHeu93QL6vNswtLaCXVtArmmQ0mEJD3j35Xv4+MMf4rd/8FN8/OEP8e7L93CenuM8PccSHrCEB0w+NfSq0VXpnPXc7CFGh3EwGAcDMTqI0UFJn0HHvixO9wKne4HuJDPZ/qX+Fv40fopf2G9tiPw4qEzSk+RUVQuAJxHsr3/97+OtN2+qvPU9gk22PTyq1Bq/cejIK5z1BD5y6dBaQyqZoY2CsTr/TC4e/hBu1avF7IhB9jiu6ppOndOpIYW2LuY4I4Yi/Tgi2ESep2nKXbx7FyI9Ts9pL9i930m2PswL18aKYFO0NjWRckkBNXluKuc7OsSj4zZXqG2eQGgSaScePgHVuujjZkfaSj8m2GrXHot0ibVllm9QusavEez95ptaIkIDJ6+oTVNAjA7zEjcEu1TXtpP6EcHmExilYF0j2ERSW4LN+xZGbTFolyGMz5AuQroI7SdoP+X70sX8HGUDjItwYYZxEcZFSO0L1LbRqGwv6nWL1rFm5S2qCY1Vk6RJMeFHJHqP6JXnNNIVsyXU5Cnrg159ZveJt3Ny8zMRdi4tk5WNZSHYI8wgYYXKyYNWqOqYFQpWKETjELTNwSlEunMPxuoDTNaBlT3akQ72S0hE2ialxxY0RwT72s4GRypQRExTzI3CKeiJqnEG25TehLafZovj935EsPl4HLyvigpFN2qrhkFnTJYMTaF4xwfqB1hJcHXerwvXMM/wcYK2LpNnbR3CPGM+P2BaHhCmM3xcVseskH/SNenCDB8XhOmMaXnI12silDOm5ZwR5nkXPk6MsMcEH5vgq22T+B5Jbr3rp/iA8/IC8/w822y24K9RXnOfYD+lgl3PiyWRt61gt2gJ9mML+3p+PZKI1E4jpUckPZ/38njeNxa2O/B1r4usxsD2Pf7cfwu/Xl7jn4UPqur/Uwj2nqSUL7BorGglp5lgZ0e5GS8ur/DRd3+In/zoNX7w0U/w3jvfxfPlHby4vEIwyxokNCOYpQoKMgcpt2L0GTz5tn3sKWh//3QvcbqXuLsVON1LdCeFf6Lfx59Or/G5+3Z+L2J06HuN7qTy88bBYhws+l5nPIlg/72/+w/x7NldFQfZEuwkZbCVsbxRhTjsXxzucKAj7DUAFm/j0hmbksvOFWLg8aWx8jPNhvmrS0BY/S6TtdIZl+WCy1JrPPcINl/dTtOUCXadvLcl6fy16omITVLSVBNpmlyLlVBxm1gHBL91mfA+VLZuVGlsrQb5z3zc2NXv2OXGmyn4ikQ7o+GtqUDHjVYwSmdwaQnZRnGJyMb/WjvshTnsBT/sPceaYsu2PxBHRrBZMppfMskmS766AcVgmiJiDDifl0wE9ib5jTe0MRnOuewBGlZf6xgmLPMZ5+WCeV6KNV+D2tay7PqQzWV22NEOo3YQJkCYAGVjhvZzBj/On2vdDOeXjFHYDMm25rR2VfWCFtZp0opQ1u/C+LjFShysC4cLwXbRSI1s5PzCCbaQPXLq2YpUPUqI0VZesxw+6PzTBw1txpWwF9kD9WoQiUwke4AaBbymYJQaXpsMp3T2dV58wOQCnDTJz7mJYS4JkbWl2Zcl2HtuQmXBFzZj2VFRYFshLkmRe99VaiwaYI3FNCW5j/dh3elbMM8LpmkGb1g9Km4coWp2vVap3ux8JNlfZG4HPOiq7Uvhdn3csi/4WD7buDAr1WRb6/yEuJJn6yKUdvlxHxcs5+eY5gfE6QIfz9A2wroJSvsMbSOcn+H8nJ/n4xlxuiBO54zl/LzCtFwy+POcn+DW91uCtLae/37931qCvVed9n7GFC+Y4mVDwuf5AVO8oLVKJYLNd1SPyfb+zmxK1k2LBVpAFIIdH13smyfsnB0TbL3OCS4XUjhJ5S42e/I2vgPXEuwiZd2Sa/4ef+rfxq+Xz/Av4/fyZ1PnNGzHgzqbgBbdavMYf87WnclXBPsyv42PvvtDfPqTn+FHH/8U3371AV5cXuHlw7cQ7aUCEW4i3eT3btS0SbpVIkKOfnOfQCRayljhiGwPg8MwOPS9xf29QnfS6HuLf26/h19Nr/Ej/W5+bt/b/Dj9pN+n1+h7+8Ur2JS1rrXd2PRZ5XOD4+TPmGPtWbsNPvGHA97elmTRrtrNCet9ivysV8Zk8F8Gvefnh0TqpgVLnCtf5+hCJnhTSAPsNaJ89J73SHjb4dpqG6lLue/7Vd+jIEe9urNoWFWCDSjqnS5QY2nLvazAaWBJsd5TBpfr7FUUaVDycUKIKTSmBRFHpWQmjUWCYypsCSZbyVuH5+cLzvNc6a+pAh1sSbFr0SaGpUjkGZM/ZyQf9uMKS4oVToloOf3MXRDDw5qWFlcP5YDWJ1QIjRRd/wIPDy9xXp6DQmvyuU2+nrpuLiqoFx3RB0QfMIWI87wkjTFb/BDaXZ7t7o9byW0h1MXiMsG4GTYsMG6uYMMCG5Y8UYdwxjQ9bBBCeoyuu73tYWMiNCPuibxTdZxI/lTBhBk2zHBhTiRkZyLlVn10fDtZUKVTrZOTPkS988C3cFPTUdql4I1I2x0Lki8QqZdigBh6BGswB485eETnMAePJQac5wlz8DBSwBuN6Ir0QI0jrFJpHPIzCyCZc1BFuxOzq4HdsTlrJSHzfMHl8hwvX76Dd9/5Fub5svrDz6v94Xb8q9Lidsltsk4s6bVT/knfXWuvSMfO58sGFNDFPe3TLs95E1rBt7ITQU/vvW2KbcftlmTvEeyWaBPZ3j6HxumI8/IC5+XFeh1d8vUyTZcMuo5COMOuhDRdX0v+PkJIJFxKbiOXxiIah8gP3phUeAphyX/X5PPhOqydCtZFbppLUhW+znoIm/l9U0leCxxUAMtjZOVH33CE9biSJKEsi7W93dfDHVqXAuB4pZ73KKVelXR/b5fQ7sz5R8VAItg+WHhPFqN1QXFbZHSb826PsHNQH0PqVdg28dJtpRTeGwN+vXyGP4jfz58hX3geOus0rk17OR3XvhOqiKcAoQlLeMAH73+Ez376M7z+5Bf4wUc/xovLO1jCQxVCtMUZavQbiN5h7CzGzu4+rkYPTaSbSHWDUSRC3fUW3UqOR+EhZETXW5w6jbt7hWc3I/4H9wP8av4c78vnuLtXuLtX6HqLUfj83FOn82vx338iwf4HeOvNW/S9xOl+wOl+gJK2IoDcBzuRnQXBNVtKBxXsvRP3qCElPWbySokmGL5aJoSKXHssccISJ5znOQ+OnGDzCuqXIdj0vvnFwivxez6O1OBIP9NjKWTGsAZHHuF7RLDrgJ5SPUy+4+4Q9Li2HkJZSONyBbGeWIsFGrc8a0NzthfogebxoGHyixJsDp4UZnWoBvO9CnYi2TVqPbbLA36qqBQjfu8nPDy8xOXyIidi8uqEX/XrVqncFFU3R4mNtVvVMNrYiO1XCrdQKqWzSWUxClNhGDVGYSCUWwObXIVSHUuhTnufT8F1/SUn2FQVbyvpvIqu/QyzEnznlw3B5nKa1gFnL8Y3fV5Fz3uEI10vOZvMy1Q5m/jgVolaaVrTRuafcrXVkmJYG+MoDVHDO43oDabg4IxaPZ9FfszoFMpitIAzJsvWuNRtU62zcTP2pYpgiTo+0lw7F/Jnt5EAuG2F+prkqTxWu+G0YVa8ct4WSub5ktPmuCyhnTvod1oJAyfYfIHQVuKPpCJbichxumw7bhUJyTp+uZI+ShVcQvtd7WO7ACHvd1pUjqNcv7upOp5cIc7sXKiT+p6CVFF3m51Rkqgliee2MW5PrtF+l21DYitHSP+bqL6fozn4SJqkVmclDm6qwJ2XjnIG9gj2XngY7ZqV6jVVfLfNl22PA3+9+n/ZNvaSZV+yhRt2C3eEB+1TkuP04/yZUCPkU3d2Hmtk3ns+OdD4df6e/Bnf/faHeP3pz/HLX/w3+OTHn+H9b32AF5e3q4LY5M/Zzz3dXqvYTDZCUIO/Ci0CtFilHypC6QghA4QMGEaLrjcrCZa4u5crQTaJeI8Wd/cSt3cCXW/xv8VP8Kv5NRYxZzLNCXV7+9TpTNif2OT4D/HGN+/QnRTubkfc3vQYBw0x6Bz7ywl264NNJ9bGqHwsJ8cRwd77QvmXWF7f5Qklr45tqAbG1tycN91dI9h0UrYn5rVto2IRtv1f6KKgqjWvaPO0Rx4NSw2OpMHmpMPkCnSrKQswboK28ckQykFqD+PWCgabzGlwpwFQSY2jbSXuQrCXvKSUSlVwFsyxnczK/9zCaQ9K10vaf7su9GyGUaRzTtUArt+sAwH2t70SwTWVJrSViZzPy6qr5+dIaaglJxTuRpCtvZhnN6+AUXOoXD+v1rXhmgsCn3CEUBhGlXsn+l5gGBWE0JCrrENKWyERLwMpHaRMGjXdaOG0ikiV/+skmwh2W8WWupaqEDbV9B2C3TY7XSfYW+nO5hxgfs70XPrpg0ecI6ZlRpxjdnUglxNtNbRT0K64M5BfuNBj1n6HoMEbLem2lB2k7GDMiP1GTIVr2uKy6I3gSZY80bIlM9x6S0mDrhtwe3OPu7sO4yAbwmM259aehG/v3CSSzfWdvILekrEjbehRBb7269++ztEWPEn46L1ebXjcWfS2lqVX5xfjwCVTVMnlVVw+X20rujEXNUhKQzIa7u1OlVxKABZCIu/ystc+lsqxxjSGtMtZuxPx+1+EYG8dSGprUn5ekMZ3HEX+Lq4Vub4IwW6JNZFrP8Xs2FS5s1wh2NvrIRHsYu9rNp9Fdf2pveII/z9IglbnDJDvcj90lX9z13UVl3Da4D/MP8Wvlk+xsGLmXrX8i5DqPT7G3z/nZyTf/Par9/HpTz7DP/q9f4zXn/4MH33wMV5cXjI3Ecr74DLQCKdTFbzwynJfCw81ugxqjCwSZS6XC5DSQ0qPYTCrflri/l7gfm1q7HuNYTDoThJ3twNubga4IeBPp9f49/FTyFVG0spJCN1J4/5e4f5eYRgcpIxPDJr56j/AG9+8w+le4vZmwO1Nj75XFcEmctMSbLp4KEKTBsmuG9B1tT3dsZ7vuAK675DhcwXxqPrAo42vEexa07e/XdqeqFwbuEfGuSyELojdCcwUWQhpMfdcRI6CZoyLcD5t9/Of12BWza2PZ4S4bCpEVIXYG1D5gNkS7L0B0Gh9OFmVSavED/NKXtvcWIWBkM7eECExIGskbpd0TGBSPPQ0BfhgMM0e0+wRo119StUqHQgZ9Bj3MbWrXRe379qzE6wjl8sETUb7e+lTe3Zp22qCSZVsoTKUTHHHziaNKEUN19cQr+7Pa7zvHpZDcu3sBLsSZc3I87XF3d8Ewd6Tax1Vaug6zWNR8JiWGdMyr44OUzURJ0cGA+0UZEOuk394aqIMk0labi9hrMg/pe6hzQBjRQa5mCSMaK29EpI7RdqKJjnDhGmaK7mEZxpg+sxaQnR31+F032fSWpPcmmDvSUSuT85mMzbvLcz5extHiXGU+TlV0ywD/X77nOq+KoSFxuRrBHs7v2zdk1KDoy6Nj01QDA+MIRLM/Xvpf95LFE49RTxxODmsOGchRJIEUBgaBaLVwSZqbSRN+lyaQ/jr8vRiPleW74c5AmlTEetN4vITCTbtZOwR7GtkXCmNo3m2nVd3sRJnunb59cuvY3pOS7Ltzmu2hbT6OK9glwIOl7cVzbJH6XE4CsI7ClWidEeZz+Oj5uI/nH+A/3R+jQ/tpTq/28/1r51gr+c/zcWv3nmFT378U/zyF7+Ln332OT764HsbP2ya12keL8YZNqeT8vuyV6zAWx6j3ey2T4WQ1BfJAWToJYbV8YMfu7054eatE94bzvj19Br/xv8QQ6cxdDo3MxLoeHdSON1JnO5S0+PQPbHJ8Stf+TreeOMGd3c9nj27x+3NCX0vIAa1/pN6o8GmqHReVeCVCJKI8Njwa1VhPgkWtNu7trpv18jXvQoEVQnbwJOK7K3V62madkn2Nb/rVpdIDZBEuve05e0Kkyc58mandiuXJ1JtK9iJrGRN7fSQbzu/IEwPu9gj2Nymp92u3dvu4xPc7mRmLC7LOTc4to1DSe+4D5rorsGalZB4CecFnBewdsxwvvUlTeQ5RrsSZw8fJOKkMc0GcdKIk66OzYvLj9HfIHeK4M1Vgk1Whq22k0i2t3XTVXse8gXb3mRjTUrT4raIrXvOHGfMcS5/24fVZcetRHmGd+esTyc8RrCpgt2SZiLZpAU/IttSByh9vQp2VPXk4wt9LkfyBj4xkFSLCHaIaeKdL+dMtOutZLsh16MaMKphTb1MZJqgncgQuoeyQ75Pjys7QOg+PW6G6ny1dly9cos+PEabUy+JcKdzplS2r2lkWxkH/aTPj1frWnL96FYz08nyxsNCPBWmac4NjTQuUgU2xghelS1BEaVKvnUv4RrR8l3zcflaBbsen+j61QhOZURvqtuEKdj8mDMpyGVeJmZDqPI8Vb6rbdpwIVsG5M0uZA9tBMbxhHE8oR/uodSQF2Blcd9aw6W58Fqa8WbeXGGsyYSaV36JYKudCu3+TsJW5tVKQmheqYs52x6Aa1Z53GDAuSTxeHj5okJLsAntIpqu82s9CNv30ZLiA4047ZAxp5B0HdtczEkFnTpjoXUSISnKtff0+/F9/MX5Nf5x/PZmrvgipPpxl6DtY6mApqClwMvnz/Hx9z7E7/3u7+Dnn7/GRx98gBcPl2pBGqzNFrwkn1SjhBwExm7EcOpzcqkcBOQgoEYJNcocTkNBNQTuEuetX+dDXf0ehxgExn7E2I/oTwN+V73Cn0+v8Y/ttzF2Ev1JZOzdJ3R3A+5v+6cS7K/ijTfezGk3p/u0nSiZ/toqC6drW7mWYPMLqx3AW/L8NI2Qxt4KL8cvu1or1xLsNhiFE50lTphXUrxHsPd8J/caf+j3KRhjnucsHeH/Z0uu9wh2rmJ/AYJNhMWtjWNErgvhviCw7vPqdlxyM9Hl8jw3G1F17KiTu61g732/NAEvccIUYrWwKWTTYwpuF8HqlaRqBKvZJMee483qGrFPsNM2fCHZvDqdBjyTCXUKABD5NpHtaTaYZpMfT39jdaBwGtwXl4MI9t42M932drtgu0Zs2vu0Q5D8xMtPbi/G7ccI6bqgazSu7irLDmZoRdVu8rH1+ZgxyYWEO5FYN0ObmDXeHPw4uZT8xgR704Cz36zTkjSlFKRSu5XrmmDrlWALCC3WWHmxYoR2AsYraCcg7bBBelzCrARb2gGj6iB0D6k7WNfD+THDB8FINlkMFp9darKqSXYh2nvkmmwhSffMCXZb2f1iPSnFTq+VWdHrkk3f+bwgxrBD/NJrbGPY5WaSr8kyl/6UcZWHcewtuLYVbBpfng4i397p7PNNWn/S9tPx1oqtBo1fyfUmLfj1ultWfpZzoZYZkdtNG8bTJmEeJdEaqyuCTdrl5F3vdwl2aWKds43sEcHmHspEsGsEXJtnn0Kwl4dLhW1wlssEuyXdYT1XWmewL0uwy/+hUX8nZvN90sJ5XqZMqkt8evKVJylKOz/wv/k9/4C/OL/G/zL/cLdQuSut2Vmwtsf4eFrvrsr8OyllVECJAc8vCz764Lv45e/8HD97/Sk+/t4HePFwRvQ2hzdRgFORURbL3rHvMfb9SroF5DBi7Pv8+F7ORmv5y59DryGHIb+2HIYKYzfg35iP8J/iZ/iuOkN0Av1dj+F+wHA/QHQjhtOA/q5Df9dBdCNkLyF7ieE04HT7xKj0r3z1v8Bbb30Td/fPcDrdpIa8QULLki5I9lG8Ec3v+FjWF+TWB/s6od7a4vABYjN4HBDstqGMV64vyzljWT2rpx2iTaCTk9v0tUS89ckmH+yjlXjpYt9qj+smx9qmr/XxpKbF5Jvqs9l+MtknD9Vp9QldNghxyhWmy+VhXSCkalNrg7WHdAHqqwS73V3YJ9gWU7BYpnKbJjJnBKsmNROd5/GztUSkrfDwGNtS5Tn6vS0p3z5vjTy29pBkE8E+apgigr23HXlUOahtHksYRkoc3IJ7mRfyXwf17DWDJm1b0m6STR+HNR7GBJAjAQVNWDutjgZhA348acCfTrAIumY+AAAgAElEQVRbnSMfYzhaqYFYZTOt5CDp18XGd5yapBJk00AlMUrBjstU4bbjIbGWdsgEm+63BDuRao5HCHYeB+2mkt1+XnsEO4a5Gp/3dhL3xust2S7NopxQcrJJYTPzMmGawuov7zfwwYGCaDhajSonIuRDTwTkaAfoEIauhXox36LsSNXP85lkpQVGcpbwebFBVp+tHVtLsucl4nyecHmYMS8Rl4cZ5/OUE/1SpZOi6PuciNkS7MiSjfl8ydMyq2KVs9X5TwSbyOk1gv1YBZvLuugcbBeASUZRepn2ZRmFdLdzrwt+s0DeyxIgkn2NYO8V17ZovkfvNs/ZJ+JbZyMKKqNzpoz37UJTVddee13OzuM/Lp/g18tneOGmimDvVaZrpPGRQGNmkjglftLKt8jST2sLo81KYDuc54gPvvNt/OJnn+Nnrz/F9z/6EO+8fL7Z4eXpqFTF5oSY7hPBpvutAoEgh/EKwU7vbTjdYzjdQw495NBDiQFaCjyXHn/if4J/53+MMGiIk4A4CaheQvUSohshugHjfQ/VjxuIbngqwf5beHbzDZxOz9D1N+iHLjUkHBBsXsHeXlwOLcEuWuq22nQcBJBOqLp6zd0CSCJyRLDJh5m2EOiLoi3zOc6YpxnTCr7FSY0mtIVJ9jf8udkKxyWXj7AO8CGmC7de9dqNDV7IFeyI6FLDJqH1/bSu8e9kBLtY8tUE27raJ3QPIdYLinYB0Q52eySbdMK7SWtGwzdSD6OTNtlb0jcmQj3FBErSi17D6BFaDRWMHuGMgGOTy1HSW9GJlq3sNFgHtpVX/349gV93pLDGrOeZzR7h0TvmGW5Xqz6zgbc2LRAPGvOoSrfdquODr8iD1b5NYB03711Kn6M0zLqROFRItl6u0sRykkq/Q+4+wS0IbsluBko6GBUqVPISVYKq8oTbNGwdNW4leUv5nZp8J99uKXT1k37HKJehtYUytQ5VKIVRSoxSrgm0JoMeo2RaaoK0XsNFDbtWsl3U8JOFnyxG1UGZEdYrWK+gzAihBwg9wDiqWrdxysXHO0ZT6f+JbKWJ2uxYbDbb1SaNNTHE/DOGWMbhHeL5dIKtGbFr35uujk+TB09HpRAnTiCr/gayR2SR99yfvCWLRNRJsrGZK9j1TVIOa8zq32/WayWNUbRobSVp3pbnBZ8aKrU2sKvcaF6WFC7D5opcpW3DRhimOWQHG21k9Ri525DTjTZk4ybyWEVpxhw5xn295r0zsGwMoMUB992npGVOsFvSzGWgrUdyu9tJjxNZI3/mWh9eFxWOim585zgT2uBzQmxpTna7OQJtZduF9fcfJdU1wa4XhqUAxR24ShV7K83hXKbsQtXuXSSTau3yqJo8jmN1/f5300f4q/Pn+Dy8e/VzbIs2QqhNA7zWLvm058CZbaN8KrIkgq1Eqj7PU8B33n8Pn7/+DK8/+wQ/+PgjvPv2S0zBV9kZPB01FYharIR7fd0ifSxZGzx7g+yBaU7lr5USeAfIocPYnyCHDnLoVoI94nP3Nv5qfo1/ZT+A6iXkaYTqJazQ6/0BZhA5LMwKVRFsMzwxKv0rX/1buL19A6O4R9ffrPYwewTbg4eA8BUtdUWnE4yO+5VgO3BbItJr0wmyqYw2g3zaJtnZWjQWRie0lSxq8CKC0D7H2eKa0fq1HjlqeB+zhMKa1b943U4jaGvzhUsrWaPlTkgLbeevelmdsEcGyaM0ReTWUbc8RZNItXUhHbPp98O6IKDoa/Jd3iPQJHPhDZzHOwxlMNlr1mqrwVto8FhyPjEHnyou49jtQsoeQgybbeP6vOGNcWkiOJ8vbKAnks0HH1ltQe+dd/z5fCHVLqLSMZcHVyK9RzHQe1W6vQoeR0uora09uZUa8/HN3zTlfNs2q13zQy2k3NtpA6MCtKgJttNx9U2Nu7/D7Re9nbKdU3Tz5vGj1/B2gmDuR2ZNRNxrhNGiRI0b4zKk0uj7EX0/QghVPaa1xTBKDKu9mHUWxiaCHVbCuJynCtbrCmYljcnqr0OMR3HKkkGt+k2Xt5mdTxKFtKgzeVfHO5lvz5PFPFlM0WCKJt+fJ4fzHDFP+9d4e60fNTyWpDpTbX3T7Wl2mBePefFZg8olD3tIumORXysF/5Dcqw4T4p8R/9z459d+rtRcqk2qkLc+/tz/vw2Ossbg4XLB+XxGnGaEOOVkRjdNiMsZds0Y4IUMS7ux1a5nQIiBzRsGyuiV5JrsZNOSQutt0k6v7+88z5hDwOR8hXOM/x9t79otSXJdh/0AWyLEl+xPYmO6+1blI94RmVl1b3djMBDA4XAweMwDAwxAkVpcpEnJkmXTpkmKkigtUbZoAqT4kil6Lcv/c/tDxIk4ERlZ9w4pfTirsrKy6t7KyozYcc4+e8NrDa9LhY1vR6t3VWnv07YxJi8SbnH7e0mzdnHXBZ/8PelaIrWMY4m8fhNuG/z7ZK6wKueef0/6rKO57THAHY+r8ULEECaPobTI4kmTMq+UxUcIa9aEp8xx3VxaJzvK/KXwvrnHn6zfwW+Hr0OJQptqFyWFzrpg265Yt3so7XNoE/IjbXPToxJJ0UxIzBM1GFu8enjA1772Vbz3cz+Hr3zlHbx6eMASAshXg3wzyKwr3mc0T42QYsY8lZBCVNv5/kz7pnHANJ5zDMOprn5NY6ajENCexzPm8Qw1jfgd/z7+bPsuvmVewwoFPUnI8wR5nroZax7T3QnT3VM52D/23+D5i2cYpxNO5xdJ+aMG2BxkHwNsuokKwI4XooXJ3GIC3rICOC0nr83W9YBOLVLfKIykvxNXg6XjvXR0l/+bc8l6jUFc25WXuqRimqEJaOfOZVZSsgccpGg2EYEZ3bQ9q+G84va2GXAfK9MdN/5wjhapWLTNQE8F2Jxq0QPYbRYqRwKSlBEgUMmf8676fdTqG3sObk1t4FJZtRKFQeGiie71xK8pfvzRgEyguzUrER2wyx282mPa91bROadt5q8uJbelyr6kXS9zzu9TDrKP9MujM6mptMv5cRE8L/X7kkIR6exT9HTS+WverNXnZJ10Ujti7rNR/oksyPfqCKSCVNNQ9g2+tYJNKdETDYKix4HNv7UsDbNt1AB7gnMSPij4EHsHqIHXaAFrBaydYO0EowdYO8G5GSFIODdXEYLMIJsaJntl+ccAdl1RGXcZdh6tsc9R8Mw1Zb1bneD6s0QFpNtzFuk1dRMpB9iR43rM0+8ZbUTn3LoXZlYGyi+QzkM6D2FKhTFWE81ufODjOs0hrW6zbJI3NLdwABm8R3AeoWOaE6zJHNheWHMMKKliy7nWXYD9yPzwGKefZ1W51GsPYLcc7Vu86TZJR+/jqmYEQmPmeG8g1wXwFcWIA+xaD56PFxEU93pDytjTUuR6zctcApCf/6ANfm/5Jv5o/QRfUUv+LkdCDNRztW73lcJYq0LGm9XrpnXqCaNETFzEeO/x5Xfewfvvv4/3fv7n8eV33sG2bfncUYW/XL/tvLZvrjxqyIzXStQM51FcMKfkNTBDiTGB7BPm8QQxDfiKcPij8BF+z32AMMmcqZbnEfI8MjB93gWB66cD7L/9Y3j+/AXGccLpdMYwjBlgkxEKDzKfiTrE/MLorFJVmZDjRRuBRy7TsWxeW6bnJ78HSOIPcptnS93dNfeWbqJyYbcAuwe+d6YI2uwGQBviRRQv6lgWDd5iSVEBbDFF4G1KSbC9YIzV0FXcBtg9DjwNmFrr7uDVgvqss9kF073Yd63z8hj9Tvug6gZpwRaJq2KqcOwy1Up4cY4t5xeL2WCedA4lHXqmHZFuYBkQr19vjysLTLMb/Cmz3wPUvTJ3D2D3wHUNOKac1YtNT0P1SM1TddaPhe7TYPi92Jbho4RcXGxY4yp9U9IuL3JKuqp47ezuG2DOgfgRwG6PI4BN+46O74FtOe+bJ2nC601ytZQl0cnKQpr/NlSV6enc1gukKNk3z6dd0GsloyvhXAGWRDvRVkC7OauZSD1AuzkHVzrRLh1viXJ3DJLoOj7kM0tSEhL5HiZqBJW7OUitJer6wTOej/WAHEmdHVK6dhS2Urk5kgPsyRDmoCbzxq10VqUp/RbAVro0F7YAmyduKLLcnHNV5ZRoiTwimHI3uN8q//6PAeze/PhUgH2LW/3YQq6trvaTGP1oATztb2WDudxu7zMfA9g8IcfBcI9K0/eS2MsgEtbgTckkh0zgmpKV9B1/YN7Gn62f4tfsV6vv1v6m9LuuywXLeoVfYrTqYwSwuerTXhUqUlTHWWCYRgil8PrNG3z40Uf43vc/wze++U3cv3rICk3LusIFX6g8KQH1GMA+orjExT0bT3e9GhOUGKDEADGdc8zjCf+Deht/6j/B9+dXmO5OFe1DjTP0JKDGCXI4Yz6dckx3d1U8UQf7J/H8+QnjKHFKmoERYCtwq/RjgF3so+nC7BHse85FNY82bs/zsAMjbZNjCzjaruk2c1Tvoxu2Bthtc1XbcLXrmra226HMATZlttoMNg/ZAVD8/9ZW/Q0AtswTnzF21yVMi6EWvPZKe/XA85QJ8LFIILXJKpOpxhEnt+Xm9kwU4ud6aBUNU+bJYJ4MxBzdC53dsC4PcHaDsxuMXmD0kmTr4ja91r5egjeWxXNdKEeJo98s/Ci4pBc959Hq37b72ybNtmJAcoQkDcWbNVtb8JYby5uleOT9hstMxh4Cq0jjVCVJJZV0zO1xSHcTYJPb1xHA5iC7zVxzvf42aoBdIlJGTHcxFStwZPASEHnqemfZTbr3NMEddfATh5lbI5OLGz1vqxn8t9FaQhkJaSS0U9AuanaTbjdt0/M6Ig1B5uTHHuzcbBbMVACeXInnZ12u8G7N500Ik8/fU6M2ZrlxTJ5zjmMP4PnrZdwkcPOY5nOlYqOTik5yJy0Rmn6Y4wz2aRwqU5TW7KXXqEdNfQS8ebNfBjOXDctlhfE6Xx+7+C8AsB87/220HGxKpoSwZnoE/51uL8ZMdf32QHZLL+lxum95YdzOltfNxG22mQPitgk5K6woC2t89iugsMbnkCL2kpDXiFYWS9iwLhuU1JBC4pX0+HfLh/iD5SN8WS1xbLYe1tgcNDd5H+/TdbnC+Qucv8DaNQepQSkdohTrQRBdZM69LBr3r17hw48+xj/4xV/CJ59+itdvvoRl3eBCgAsB2loIpTHL2LtQ5rY9wG7HpD347uNJAu0RYJ938bYw+Pfum/i39gPcDxLz6Qw5DFDjmLf1PMMKgenu5c14stHMyxcTxkFjOCuMg8I4SogplVJHlaX6FLP3JoBNF3p7Ye8NNOIEMgx3eRLplcvbbuijknqv2eUpANsYutFuqxfQa/wmqtU9TCXtlbPY+UZNmS3WaNaCazENEAeZy7zIMBKyw8d7HGAbUJMJyfG15g9x4VAGuNqG2H3ueKzDvDpWFdMSao7jltA9e+h6ki1Og62cHIHrqOUcoqVqci3Uasl6z85eku7zko/VaoGzF3h3hbOXfEytE71kkK2VzwCNAJgxVFbV4PSknnFSy3vm77mdwedqCjUYJ23crNKQtgnQR5UDexgcbHtvo8rBtuR7yHuL4F3W145qPaWZWM37BuQiV2i6ALtHAWmz2D3AzEEz0T+IatJ+fvUe0SqnOHZ9rGlhZqt9Rkd9cDE7zJPBujzAuwucXUFKKsYs5bqYbVU9mSedFnkRgNJE2zow1tkv073PJVMVispBhZrwlJDZln2fUewBjgxYJK9cRqtwvhh1dkv3UjyvdG/FheraDS4PSed9nixb4O6Pi/e/vRlHi3PqCeLnk4PsnmqGkgbDecqOhFxFhwCJSgZKqqnsdgFaooH0ADY3f+HSeRxkh23Fctmyjjs3XInhoJ2C8bob2u4BZE0nqOkhHCBqbRHCdnBe+4ulo2OdXeDdmoOPoTx6TqZ5rGwoJG3lhQNmfl0fyfT2k0ptE7HO1wtP0HE6B73GTdzodTkrmMbNmIQOtDD5dTmrKqnptEdwC1a/QQub+0p+0fx9/MflM/wT+x5c08fCw5sFq78guA3OrrlB3eqles57W5RwUKn3hbaVdJgmDaXjOCCEwbbd4xvf/BC/9Eu/jF/4hX+IL3/5q7hcXsGm3zQ2U0pMk4KUJs9jT42aSrRnN/CMuBRjBtViPsXt+Yx/bN7Bn/uP8X1xxXx+mWO6e4Hp7gXm80voeYSex/9SAPun8fLFmAC2xDgSwFYZXFNWiofMWrpNSYd1vJZsKWW1I6eaC/K3wQX6CTwcCebfEvLnovv1foNCW+kDbD643gLYve5kbWmgKp3zRd+5lq2hDLbcAexSolep27vl5PUBNgdt5TvwG7z9vj0Xrj2/vj4/R1yxxwC21rRKTxmuBDY4wNZJ9o0eb0ULzmszFA+tVigRIGYPJQKUiM6FfWOVNb8eAfZ9jiMjFv73ywKB/jd3sOjpB8+ctdQFPmBzHfIjPuNTSrPFmezzRcyQC1hTnO6y+U8yEVAzOVmqXWipkgOYOQTYxNN+DFibJtRkoCYD0/k8K311rBbxmjDst5fsOuHXizMXOHOBZdeK1Ru8u8fiH3av0fvoM9uIn+1zEyiB71Z5hauv0LXGrzfKJnGJxFtRSycaSEHVqzpj1APXdQY7jgHerQjhihDuEcI9vLvCu+sODBu9ZqDs3f54Hi0Q7wHsCN6JqnUcvELRgu5bALtX0eTzAl9c0AKLojT09wF2vh91X/GCgpoeW3UP6xyc91jWFWEJlXpVTRNxsE4fhnOm6v+J4DPKDcYFeMiN/pSoiQ3i8Rx4v1bXZBt8fO691gPPtyoW7fEFYO/poW1yod5nwRcUPYDdGz/3ALtQP9o5uG1Q5MdkGhLDVIZV+0yqBMpRRIUxoSFHATmKdKyBlTFBYYSDHDXkqPFKrvj98BH+ePkUP6dfdcdTpwOCWbH6Cxa7IaQqYS96lcOKdiccxGxhTATm86QRwhXvvvt1fPfTH+B73/0FfOWdn8Xl8hrOxmtlnjTGUSWqps3z2B5MS5aYLSZUwzDkiFSfljZZelykGCHmUw4lzviqtPiR/xD/xr6P5TxADHcQwx3m8wuMp+cYXn4R4+k51HSCnkcML19UMd69rOJpAPsLP47nz19iGCacTkPiYLcuOHNlVx3VLyi70g4eTcZF2XwyKZNHWdMsfcdK6z2L2Tbbx8tLnsvtsc84LjW56oJ/DCj2shlHADuqe1BmQO8A9q7RJKuLzIwqwhsOJaSSpfM5m2CUTuj9TV9470dNFK1RQC+DcwtgH5273nnbl10LaKgzeq4ZgJdq4uJZwqP9tSmKy8C6B6p7AFvM/kkAO0b5uy3Qj7GXmPu8APsoq3kEsG/pnvLGVuKwERd4ns+HMU532WFuGF5inO4g5AApBigxQssphxJjDi2nyiGPgmzktVCZj902UHPFovaRwtwIrzwWs8ArDyddDiMMzGxhZgcnF3i1IZgLnN5g5Ao5ecjJw8gV3lyw+gcEew+fjnF6Q7D3VXhzgZErtAhVGLlW+/fH+C6g5sorrQrLTnGFRbuAqBceNj/mmGOWTHYA9q3GNOJTO+fTOL4loH2pHtsMJoEoOoaOo6B9IVw6YKqTEd0lFI6rQj1b93as4jx8amivnQfr8TJ+pwiwKTjALgmNPsAmkC2V2gWN/1MyRCpzSgSFwXtsy4rVh2iaZt0uFucQrD6M6EPg4KzNPUCtDF1Wk0q/eaRDuSpRchtE9xMiND7yebk3//fEC8qxBtRIfmwmprBvqE3qN2ZPFXkqwKY+lB5VsqemQoBxHKeoikE4Ksm/GaHgpM5hkqqFkxp6klUYoaFGCXEWMMJATxp60jDC4DP7Dv7j+j38lv86LtLn8ZCPgV55rHZN4+OCv27lkLLYNO8OZwmtPN68fgfvvvt1fP3r38ab1+8ghGv+7aO/Qgph0AfYVNUr2tsUwzDliAIWhJf2fUttBnuVM37TvYs/Xz7Bx2LF+e6LkNMJ83iHKQHs810E2HI6QYkxa2hTjKeXVTwRYH8Bz58/z1bCtDogp7gjke+SybDsAi2c7DwoJSpA5MZS1rhI5BEloSeX12Zmuf0qpz5wasNT6A09kNg6KLbZx88DsOMNFhtJbMryOUODWgwOtLWcoSStvmoXM7rRbwPsvQpLT6aOvj+dp3bF3ZuAuATREQ3kqQA7K3skR8CymnXdwbkF0vTaHmAX2ki8kU26kUvZn+genPbRZh5lAtgErClzSRlLHjG7FqOfQT++fp4KtjmgPgbYZYDizapRbjNut2o98XhqtBtyQ10v5vmEYXyB0/k5hvEFxukOJJsm0+Cl1ViFFGdoNcLoaRcRjM/JabJwsmOTJJcEtVCz2nG3Obi2s4GTFk5a2Dk+D8pjMSE/OmkRlEdQPh3r4IRHUCsWfUHQFzi1wcoVZg5Qk4dTG67LG1zCKyz2HmryMHNAMBcs9h6LvU/bVwRzgZULrFygJgc1ufy8DTOHEuIYEB9l5KvXZwc9GejJwM4OTnrY2VVB+9SgYdPxatDpfSlTNssko8X51b0Fe4m9tnZJdKzLlscX4n9qZSo+6FHkcYkd33JJ6fN4j0Ov0f248Zqk0nR1P3J+dd3Qum9gG0eB4Tx3xysOsCOP1t7UK28XMpxvSothzgd2yYn4ElbcLxuuYcXFB6zW51iMw2odFmO6EbSG19HCmjSzrWn7MSL4JLBZ6BVPqFI+IXHFE3M9FZCegkjFi7YasVGbyzKK3XaReKT9UbGGtKj3xkCFSkfyivyR76eMP597uSRjUTyb8pg8jWPUbRYxnFTd0LOAnmOznRqnfLwRCmoUEOcZdjbQk4KeFJy0eLAr/nf/dfyn5TP8kv4KzKTyuEjjpJMWq12w6McB9lHlkANsrTzGUeHu5QSlPK7XN3j16st4++2vYttegapreyMynlTifWCqix2I115iSgvQCULGkErkiJK1lAga8A/sG/zl+in+F/c1uGnA6e6t1PR4h2l4ieH0HOe7tzCcnkNMZygx4u7FF3G+e47z3XMMpxcYTi+ynvZwevE0gP23/tbfwrNnz3B3d4eXL1/idDrF9DtzxzkC2HFANhUI46UQGqy0cpgngbu7E06ncxZTb5sMjprp2qjlZ0KzCj3uQm8z2ccqAbcpD8b4pE1tKtArUgaCgE/U6+5bVpPRCmWylay5RvwxZzvS35lk7Nwtf6enyFIE6tuJ81CXlK24uY5pe26pUtEqroSwIYSt4ptxTho1Jc6Ji9UCbL7Sbbmr86QrEFuvhEtzY745Z5ObG8dB72IaNLy5wJsLtAg5e+n0lvdT1pJnN+XkoVOJnwNp+l4Uudmyc/30wHQvOKCmgaUMQGVx1drsxl6HUzaliKYgRa2G6CGkKELKFeN011Wy4GBbyHOSiZvycTKpXWTgLc95n9bxWGtF2k5Ny0plTnYl/zkreBPgTcDqt+xwmp1ORZlUaGJx0uZtDrDVKHeTi51tBJ9iwWrusbkHrOYeXm0wc4AePRZ9wf3yBpt7wKIvWM09VnOPRV+a2KpY7QWrvcDJAK/iBOZkgJk9nAx5O4arsu45w56yUm12qs1EOeny5NkL/roaFIYXA85vnSHPIn2mrsZzycZ4MuqiOHrdGQNneNJAMxMpMmFSyWRiahIMumtENY8DtBQ5IcETE44lK6xRoOZeqra0zqut0yvp79P4yMcxXr1rEy7t/UoAu62gFepDbFCL3Fpbnat8Xg9AttZ65wzMQag1cf6wSuN+2XDxAUEbWCGhJwErJBbjsBgLOYzQk0DQBouxWIxF0AZOEmVLViZUNB95u5dxrAE2mztUv0/qSDHpyAmxx4FuwXU93xVDJgoC0rWl/LlS5Ckx7zL39LwyhEnPixJQcRltj2nfR43MNCbP84hxPBffguS4K6cR83CGmqOymNMawZqIC+Ypv2aSK6+RAnKcm/s9jn3vmgf8X+Fj/Ch8gnfFpTP+mQTMzV66tIm2x6UF2JoAMwuXFEmEdBhGhfMgMYwKs7C5T2EWFjMD2JFyRAnSkO+1doE2smZPY2x01p0njPMEoSSEklBGpSbuQoH8WRXww+VD/EH4Ft5RLgppJAk/cmZVYsRweoHz3XPcvfhiimcYTs8zCKeYxzsoMfz1AfYwFNvK1q6SwDbv3t1395aMM4GMeRaZP0Ml66Nu3qLZGKo4sjV/inTPviu4T5v4PAC7tWWdiDPHVt5kGU4W2TXATpMFCf83fFouM0QAm/7OMI1otXj3zZw9gfvb0b6Hr/I5f41ngHi2mxZZxNvjWfJqEaYchrNINBGzy0LzBkbexFhnuouB0S67zsqX7WfNk4YYDRZ7zUFA26kIsJ3acli5VM+9ucCZLf/9p1BqjrjuPVDNg95PK/g+wK4l/UiRgtQolJp3zYtk/EHSb5TxecwMhB/LQXc7gQl5zkYjFFHL2cT/xZq66TGFtx7bsmFxC1a/wluflUqIo3gbYDssxud9dtZsctEZfDrh4USAEwF29tCThZ3jvkVvuPqHHYCuY8Wil5sRGorKDhQLncPJ+rkVdXm4PbY9vvd++oxonjBmIwU1pgk6jUttM6rTiT7QJAWoqZWCj2MEgLmZSek5EXmbj3t8/KPjyEWRg/E+wJY7KcrWjKa+Xos8JU9AcLm1nkxj7169BbCJvmLTgjBe32X8p22jjuenI26w1joCbBM/57KsWJyvPpf+TrAOMs3bTptCJTEuHaeYDTz9NrVOdjun7ufYNP80EqDceIiHD7qEL5lj712a3+M2zw5zXnjcNtX4xYM04lvpyz24HqHU1FVL6okmtAsHbnV/pPnOPQe4jjvpxRN1NBpFSVgl4K3G4g28jWZQa3D5eTk2LYK0qcY1DqK/p9/GXyzfxe+5b+Ircu0CbJOcuY30O8MuAtGcstaah1EPiDYLpA4QykHqkKX+JmExjArDqDAJC6lDPnZKAJsDaY69CrXYVLQwuu+E0NDGYZxnjGKuJC1wKlUAACAASURBVC6z8k4C2F/SDv/Sfx1/tn4H3zGvwAUlpJjy4lKKCeMQXR9Pdy8iwH75DOPwIldqx+EF5vEOYj5BiidapXOA/fz5c9zd3X1OgN1G0+yYdUXJQCZmZY86mAlMk6vgEcCOVrXHsi7/NQG21jYbzXCAPYrImTsC2D2g7a2NA+RBUxGdK04RmaSAVH1gvVdh2Vu1PlU/llbjzplGZYL9rx2ZP8p+c2t5Y2z6TZfMl2+zvb1VK3GZ+WPk7zlkLmjP6t7Wn9Fyoo3y8GbDYi/wZstRymMeVoYqonxcPC64Dd6v8H6trp1CV6qVCv46AJuXq6kSwAE2b1ZsjWl65ja1LF80LSHzEjIyoee0rzeBcYAdOdkFYNPr7eccA+z23rANiLM1EBRRsUTPEpZxF4mzGJRFULbiNJJTlxUqRQKgcwwC6zRRrXbBNWwIylWxGJ8jqJgNzBlBIassor1R/j0KK0QVep5z0L6j9/XeT6HGsXq/nmdM5/MOQHNwvTi/A9NdgF29X0FLuQtewfPW5ui9n2Jx7vaxRqNnUtOa0uxBT3HS61WWevdqe28+BWCbXHUx1fWbgfaO09uxA39E1cKyZBRvdqT3CSGgKCO+hNwU6azLC5tbALv3N3fgWssd0DRWwnsDMgxyyenUe8OiVi4Ki2cGTSWr3Hvde5vkR48BNl/8c4oIZbhjhWM/X/bm0xZYl/HzaQ6ltLioEg5eY2HhrcLiNdZgqv1rMLhuHtvqsAYDbwlg6zzO6SnyuWk83JTFr7uv4T+vP8A/91/HGxXYeJgW90nFyZuabsmVRChBlQF1A66FjKCaBwFsAt0U/BihXFThOaLfpl4tnlijxNhwFhCzgTYewzRjmKYKZGflHSWwCYnfcO/iL5dP8cvmbahcSRhALsf020oxJUfIO5zPL3F39xbO5+eQ8gyt4zUzDC8wpSqvlE8G2H8bz559ES9f3OH58xe4uzthGEZMrNGRGhtj97+qADaf4Gnwohs8ckCnZARSmqx6ALsdZI4GGx6tOQoXle8NTEcAuwVHnxdgUxDAblVV9AHI5hOZs/tsBQ2SPYA9zdOutEVmIO1v0pM07Ga9U7QlvTjAueqRZN8iNWHCOA7g6i7OGYTFIyyeDZbEdUvNJKkRiQwryEmxdU7k1ZEM4lVPIaZWi7mtyWqghYUWFt4sVVjpshNhdCO0Oax08GZBcGumxHBQfbRI++sA7LYhtZZuM7lEWxsptZzTvZY2TY7czr7OxJSGoVZrW+sZ4xTpJBS3TFF4ZpwcCLWOFZvePcGft5nVTE9LC30jVLaH1rOAVTo/59tGqBz02V4bBGNjWAOvNUwCtV5rbN7n/TwKCJSwaoZVM4ycdkGvUXgt4bVk+8RhGDnnRyNn6HnM21aJ/FnlM0V1fBt6HqvPjf+72gFmijUErCFUSRVOE2wXQ7QI2tEI07xhlU5jXcDiQrV4ou3FBThtoaWC0xarX3YLLR4RoMqKGnVkOkHH1eDa9CtfuvQRUUM8N6GhxqsaYO81uiPApnNTK+l4a2NzIRvnefX2sWqsMUwWttHAJp3saMGusk42ve5SZtyaekGzqyxYl8fcvvhAXwGMj/V106S5MVbv1cOOVEHKnFcyyDSOtePZXvefU4YEHtP9J5lSPi8WIC53CYkW7PMIi8G6WmwXnwC2gncSzogci1dY0n6KxStsq81BGe1gDVbn89gnhjGPb14bvLErfsO9h/9v+wH+1/AerjpVLiRTIaGM9SNRiwdEaubcMZ8hR0gerSskgW2lfZWdbhNpXGWM/m4E2DLSRU3AMIkKYHOgHZTG/2S/hv93/Qz/zHwVdhgwDHdZJnqczuAyf7zyOwx3OJ1fYJxO1TVUGv1PmOenAuz/9u/g2bMXuHs54vnzE+5ejjENn2X6VAM0TDSVeARg02BA2qlHeqB8kKHsLYFlbtzQNj/0GgGPwXQHvFvfzTw+FWATRYRzsG3wcN7X/0c3S7cvu8YBbf8/U6kwJEMbGjhnKarmDE7fiN/VsCx2nyP3WDmMW0CHxeUgugGBLlKioMGNDE72JcKyr/Dwah4xB4ME0HsDb2u0wgdVpWhiLZ+7k3lkAMBbnyNOiGanmlMWmBFYUIMuB9Ztqeuxa6g1tWhBdnstHh3PlXVqilZfQ5uy3z1jm6PgoJ3OfxyE4oq+biSqLb9rLmQEQlLMBzrZOgM6XjlrwRtxWW3itWbHwLSPB3+tcGAVLtuC62XFZQtYFguj59h9riY4p2CNrMLomcUEo8cquC037SMb833MsEZUQZ/dlrOlGPK20cfv4+9vn5f3xqY2UpEoANfnx8V5rCECYfo9qJIZAbDJ1B1uNkQGQ2047eCtx+IWLG5p7jeX9zvt8vHbsuF+u8e2bBVFKFOFVAvEytiX+19Y8GN6/Tq3nCRbK/UoGzaD6zJTNYvMh4IPOcvfUma8NQje5bmL00I+D8AmkE3guQXY3IimBdguL4xMXrRUv4t9TD6vqH4UwYJaFaxV9WrHp70ySNzumdjse7FMNXcIMWcJ4FsgnxJDMSGlK+rcU4y3tJY5g84rgDzW1Vbgmyp4BLJpv9UTtBxh9QTvJNZgEogu4HvxCtfNpyy2xRostsVjDT43GkshMJEwhVSp8djhQXv8bvgA/3n7Af5R+FlcU8Nw1NtOfU/6aTK4PYDdZqe57br1l+wSSVlrAtl0bM/TovXGyH8v9WFFGWmFYZQZYA/TiFHMOZzS+HX/NfzV+j38lnsP10nidH6ZATYFLZho8cSt1rkLOC3+xnHAMJwxDGfM8/RUq/SfxLOfeYm7lxNevhhwOs0YRxVLAZPtOKOljv98E7TAZ99IR0CRwOItoM2DA+weUD7icD8pO34DYN8CRZlmoGkAszmMc3DJNTFHk5Hj2Z+27LrXJS3/r3UOxhVjG9VMBvtG0CK/9HnoIdHsx6CVbeKlOuLB7fiNN/h3Ow5eKJ9JA1mbVW8HuPr/nKuyH4WQ56R68WL3vaoysiygrVcq579VtwLBAPYtXfFb1xF/7GW16bNbQE5qLJVKyRNdLsv79nbWt2I/0avUvHPK9uwtB7bmZA8p+gC7Fz1g3XJYW1pVb4Hds7I3hnigJl6LKWghuK6uu4CjcE7CeQEf4qPzAsZOT4g5hehk1mrOZkt56GXjWu5nUUkor7fNZlndqFnot+MRvxfotygJAgenfaz4JLlFNWuoWefnPLxZsLgVi1tTpSg2sjrNgLcJGUCvfsPqt93+HIkK1uvX4S6UdG201LsWTHOAza9zToGrpC8nkStYIWzZHW9dN6zrim1Z03m0Ow65twbO1n9HCPEk05N2TrMp+UL0DwLoJO1KEn9EHyFwHRc3pYE4/pah/C52SRrn15vNnEc0Sz6v8qbRti+FJyaOjst9T9U+0/2NtNboiR/s99WURz7P7bPluooybsS5rKWL8LmuRxGh90TZ0jGDaw6kF69yZpsy2ZE+YrAkih0JQ7SJRn7tfMVs+BfLN/BX2/fx6+FnsWXzIMsUt+qQjXFbG5oZLBGoJgdIIV3eTxlseqQmR90B8n0vCdpfJP6iEaLCeZgxTAKncYxZ7HnGOEeazK+4r+Kvts/wW+F9XKWpmv6LW27d/E+VsEKpjNcUUU6JMXE6nXA6nTDP8+cH2Hcvp6zsQPqrrTVxAdimlMN22tPlRiCOLB8I6cK4lc02xuwANi+j9TjZR82PjwFsAko0WLZl/R7Arp3UHLR1MM7DOl+t4K0p2RfK6MRMj9pPaKbmYvNJQSpV6aFyScS2ydCYMoiQjNBTGxyL01+dHedhTBx0+MQegfB+0m8n/9YlsM0gPCUIYPPucYoiK/d0gN2rLPT4wZzGYJTpXh+fJ45krOga49ci7e/piRNX7VZpr230jGC7SDO2Mo23dINjUBPtlAEgfzwOajDbuz22v8dRhttS5prdK3vwVO75I3DSNv/ShBoWj21bUbKjvVK4roB5r2LTD2540Y/e4qan5vNY0LFcGSgrMUh5WFlrz3977cd9FtEZbt0ZBnmz5uCGQU4HLG6LRhdurQA2AWoCfd6ELNfoTchAmyK4OP6v6xoB7bblbZobWnBaXyORIlJnW+smbX5f8H3UGFkAdtTvXpd7rMsVIaxYwpoWDgGLcxWnvOVg80XAUxNFnAMfUuUhsEXR0dgVqVEOIaucFHBN53hxRIGLAJvrfJeoK3e3KHFHTd809/LHVnO8N/eW7b6s7C13YZL3jdl2143dXLerKrsCsr1Bne3uL4LptSo7biSsnuGdxLZa3F8CrpuPXOuU4bZ6qoA2cbCJI99LKrTX/TtmzSD7ny0/j9dmzfitTb7IOUbEea7S4Kf+JOJt2yaU8pgmHR0elc/7fbJj55J9TwfYHkoGKBmyg+48aUyzigB7mDDOAuMscBEO/9j+LP5y/Qy/Gz7AOyaO4Vy+trhAxnmIzwXFtCjuj0INf0OA/YUf+yk8e1YA9vksIYTtAuzYYWohZ5JW21taE+guEizNwJBAsNb6UV3UeZoh06q06KK6dHPswfUtgL3LdFu/K+/RgNlrtGuzg1IaKO0gVHzUxsO4BdbVlq62skJ1sTQjTOLodRq6WAZFCpmjZBFJI9bBpv/NmsAiSkTlycO1E81tbjIZCuRmROfAJ2teoitNdPGipAYVki1qM+d72kG931idP6+lteyBNnHe6kw2leiFHKCM2IVkALvlRlZNp6xhqz0mUhT+hgBb2fxbUUTzhjKReLdUz5WM7nt7gG0xjmoHsG87+j3dBKfNkBejjyKbxX/v23STkjE/AtitRFxPOs5yQKprw44642eb8SOVSRO/llcQbmkhF9BAE3ep3BHwrifpfWmaG3iQDv3NKhkDFHv60W2df2McbFrwywQUpdTVOWrPaU+er7cApeu/HdeMSlltu+RoX/eWg2mX6SPBLQiJJmKUhbcB8yDyNr3ubYjP09jEx/42g92vauyboDkVom2GFkIjOz8280B5797F0Rqf/tdIvQku5HCmHuf5tbqvxu4lZ42xcMbmHoMImF3uPWj7DfQcVWPi8RZeEz+cAex0jvP5dfvmtzaDfQtg967j3D+Szie3SV/ChtoOPezGSBofaUwkUMg/j8/Z7W9G+ziVx/uQs/thWarn9mAxm8F5sPDBwjqTo812t0HHOWfgjILRAt4pbKvDZfO4bB7exew1mXMRwI6NjjYD7DZBUAD2Pnn2Fbvht5av4//Zvo/fDd/AV82luyCxxuVrgydWWzdIb9Zsr859Kig5277GmyadXbH4a97fo4cYvUCrCKy5s270togqJOOsMIwC46zwttzw2+4D/Kf1M/xv7n28rbe8+OJukNTn1coX7xMa/B6PC75xFDidRpxOI+ZJPg1g/9gXfgo/8+wl7k4zXt5NuDvNkV8jaqte6iIlLoyYLVo73OhuF6oVLMmJZbk5Eq5XBpzDx4N4YFrq3CxSmkZSecs+DVzzrEA8jjLWK7zbutFrXuESclwmTqVyCV/J7btyQyf87jvTNv/OWuq8bXI5L+TsUQxSwCDr0/g34v/cZrh9nkhahzQaNENYsa4bQlirzE4dFq2UX2+1T5OeMSavHI8y6DQ4RFH+U6WAsefGqQywnd+H9QLGK2gncigzQxGVRRfpMIr7yxa5bcz+m0uMxa57mZp89W4CaUHRrRKnYaXZAlTsLlqHQzmrFHUZj9vO8xIe6ZNW5TkXr9M2c7ArA3YGPu7ERpnsXiXkiAcbjy8T5VFY4w73WwKSqXKktIXSFkJpSNVktPJ9Q+NKSPfHkhIEC8jWXMwe8+Sy+2fwD3D2kl8bB5PGOcqumOQyNkHJqJqzrhuKzXQCdCxL2voFPGlxw8bTAvx7/FaWEdUafllgnIPSGrOUEKkKpm0/09X2jhxVFgpFR6VMrMrb1tQSa/z1qhJm3WFiJS6IXAZYzgZ4t8A7njUtmaVehrrnTknjPx8HY6asWLDHSb2u9gxngeEsam6o0FlNJCr8qAy850lmvd55kmlRrPOjZQuhXeWxMWBrGy3z4iklm5x1oP4Cbhh0ZBBEyRlT3VPlHJNBzjyp2nmvwQKtkRYBaGrE1tri7u5cnYcYCko6WB0QUjUjuC3PZcFtaf+Gy3rF6rcd+DfJHXqedAXutPJ5/haz2c3jNGd7t8H5Fc4vcH7JY8iybvBL3G+c3wVVqWM4GGd30ZrP8aiOtaTlXmhhUoyQYoTWIs1PIkspkm5z1G6WUHIG6WzfUgmjZJexGm/8gn8S3sVfbt/Dv18/wsfuS9g8c9Rm3PzYD2EO3SCdDjmzTb+dFi7L+XHDGsp+e7Ni9Vds4R5buO8mcUvGvIzNFBloy5A9MIxw+LZ+g/8jfIT/e/kM/8i+i4tcICV5ZJjsuxEVywyKd0avamtzFp2SyGL2efyn7XlyT8xg//jfxd979hJ35xkv7ia8uJuyTqHYTeImEc0l5sk0ADtZSJuWc2WqgS8PeCwD0gbn51HYBpBwDt4tHnbhZPkaYLva5rYXfRmm4t7FrXJbUP14LLvvTI/UMCRGiXkQ2eGOyrJ0sUZgfYE3VxYXuCSzY/KqsazeaVIxJr7Ow9m4wCA+ITeN2Zf79hqpPXB9uVxwuVwyyO4189B+mgTjgmzODQctwK5lmib4IHbhgoTxAsYLaDdDuxnSTlDUiKdrJQdnJK5bwBocnJF5QNOyPi6C7r2Gbl26/OsB7J5rYRtqVsmBr8+Ty4Y9SSqpDesvCOs91u1Vs1hsrYyfBrApm9szdupH33znFnWme/0ZD21jEFVLqEjdanntNHbEcSW6l8Xu+T3AFrOHEiGPZ85e8oA6DiaNdaWsGQ2TBIgysG3lvqHS97pcqn3HvPq6ifUxgH2LrxsBdmyMztKeqektT/gHJeVbAJuaHWVaKPPm456iRNuczCsZvf6bMibU33nfULwH2D2qEB9fCsBm46CuJ3AC2pWZVQKXNG5yZ+J5iupH4zjVTcSpR4krJdH+lr5wpGbFDbv26kL176+U2iWaeue2Ty0s/SS5B4n5CBAo9W7LVBhST+r9v72+JsoCkvyaUR6LvWD1V1zXV7jfXsObNe/bwhXbcsG2XDKFiLj6VhUO8brc43J5jXW5h3eXitLSzuE0znl3gfMrbFhgw5LHjrBe4Jct7vdrrEj7NW/XQSC7Dt6T1UZ9HGW7S28Rp9IZTQkdDrCnsi1rGVZuF94TLqDH1Vr80vIO/sPlO/iL7bv4p+Hn8CUTyv0pSxJJCw2T5Ey5lnZQLsv8RfELl8H1dBKYBwktXKaHFXqxq5wjj1wi4/hcg+s2lPR4JTb8E/ce/mz5Hn60fIof6L+PIMsCmRoiqTmSEsO1VXs75ro0J9DnBMyjxzx6jIPN2/Ponwaw/85P/vf4e89e4jRInAaJu/McJ2Npd41UdZOUSwMRTVQhdaTWN1nM5NQgjEp0HEgTqNg1W3QaMGITRh9Y/9cA2BS912mbg/D2+COAzb/jYwC7LDC4HjNZN79icY/VP2DxD/COBps2Sx//r+AfEPJxV0QbcT6IXm6AbIt2cnsMYLda522zKn+ME3MtFVhrcatMCTF2rLLXPgi4RcCvCn5VMGGGCTO0m2KYAUZPuQRHZThvFbwtzSexw3vO+yP/TSajizJZPZbB5gtOmjCnQTwKsI+AtuVd4M3ij66/FmBzIwAOsFsXzacEb3KK34tK7nvOY58beQCan0iveQxgtyCVzllly85+o1Y6kYAMl0ekTFxZVNiUwRZdgM2BIQfYf53v21942EcB9q1s2i2ATfr9vex1AdgS+96bvvJDn45W99W0YzeN0z0aAl9g9Hp49tSLPcAuAHKpFlPOXtLzGpRxakRdvdGpMlcUefhCg6tcUAWnqGbsmwM5KG1BNkU8LuwA9b6pr3eO9r1S7SKGKrxEn2wbObftPsUVl8tDjm27doNeX5dL/lxnFyz2gi3c4+HyBl969Q6u6ytc11ddgM05+E57WB2wLve4T9bcr159GffXN7hcXud92/oK2/oqg26ak9flHst6hQ0LjAt5DLFhgV82hPWCZbtHWGNYv+3k5wrIPg4C8BR+WXM4xgHv9SAVIxqSBG3A9g2AfSTLm5XBrMbX/T3+1foN/NXlM/z+8i184l5j1QZKliSSlolqxPwGsreAtLCJ7lqSPzqpzulmvqqboOP+fva6ZLGPAfaqrvjEfgW/Hz7Ef1q/j38ZvoX3zWsYWc9TBKxFw7wggN1Sl0rYvMAmJ+jhrHbxRID9d/HsrZcYJolhkjgNM2TiFHO5r7qhgLJ1tJIsFANaXVPZIWYquSJFdGUKPlQd4iVDWxou2saWHDaJ5eeSY1+Wp5dRKSB7P5j1BrdeEySfMHuTH73nWCc5brffkRp6OODSwjQLjCWt9K8JXD80APsBi71HcPcRQIf73KxCEZtxHhjAvs8Rs9gXdvyl+d/DboJ7LItN2evSJLKn9uzfW2ST+jKBKjU2DtBmuAmw7SJgFwHtxhgmyqhREwlvJHFGZHCt5Vjpky6egLaGs2XCugWw6XroWcjfAtj8OQfW+Vgddos2vsCzDcgmgN2jiHCA3VZpetUbymq1zUlHwLE/ge+vqbbR8xbA7AFsqe2TAHZcoLRZ00JvmecJ8zyBml+ouWWeJ3a8eRRgt9zpY7rVbT51f5Fid/dOC7B5xtp4l+XbWoDdvr8F2H0nQoMa8O+b2NqFZQ0k+4ZihU+95uukBZjtAqMH0FuAzRMsxhCPOobRK5zdOlEnV0pz3wLnfLoeJIQcu43drfpL3NZpDtzPK+390S7M6nmlnDeenKjpkLcz2nwh1JPZayX0OM2pzKEh/S9r+s3KZxCQJ+oURWwC3bCFK67rPR4ur/H6/g0eLq8jsM7gesuurlxCMHL215xR39YHXC6vcLm8SnPbPS6XV3l/BN7xOe1bt3v4ZcsA27gAG5YIri9XLNs9lu0VwnoPv1y7ALsF0LfCL1sVYUm/XzLQaaUCg7dYvK1ANgfbBLC5W+9jAJtny41VeOMDfm39Gv748h38x8v38C/Xb+Bb4QFLUrvJ/S9MX5uCaCQkocm3W5nOVuSBc7yLBHQLsKm6WMKpFR+Yt/G74dv4i/Uz/NH6KX7VvYsHTa7KAS0liDMvyDWamvx58zI9FjqWztSS4TzjdJp28SSA/RM//dP44osXuRNzmCYIFQdmWnm3jzFEB3QXCawCdGsZmwyYfDQXWP1aSTIdguoMPKkZsP/51NEfFptjXR22S8B2CWmf68a6eqyr34G5FuDRMUdNeK1KRq2WYdICwxfjhfT9ohZsndknSgB12xPAdnpNGewCsL1+gDf3ycr7kkDzdZd5j3GFTyA8AmvK3rTZ9x64pgG0X96lSXqe5+qYnuYrUUX4MeUaKueR/x5hcfDBJF3lE5Q+VVlsHwTCqhAuugq/Klg/Z4BdstQFZJM2Ke1vDQC4TBIHWrQSbsEdlV8JfK3LJb/Wgr4jylRvARobevod2G0Gm5sBZO3Shv7By6gceLeUEU4RacvBvWwjB1ntwrMn53XES27pN4qBagLaPIPNf4teBSAOpJHm4JzBuoZ8L8eJa9w15BYNcMpC7kESLcDXhZqI2ozr0xRAiHITKz5LdkHl0VLkOKiUSmV9fgLXHGCrTpa3B7DbBkfSyQ5uvzjqSbTR4pKfl5jZvGDbtlzh2sd9vl/o84fzxHjIdc9HC7JbF2AC80VpZEVpiiuaz7nxPXF5+5XJDc45DMNLRHOTEdzRj2Qqa1lSkmlzUd8/hPQ7loUEnR86Rxx483NKAJsLBrTZ+ltV3bYZrjVy4dn3noHVkboOfQ7P2gsxgxqA13XJsS1rBtARA6xYXMj7rusF1/WCbVkrc6LiGxGbFWmMieMrUVdK1n3b7vHm9ZfxpS+9gzevv4yHhzfYtnss6yVnsCly9joB7BZcc0m6mMEO1WfQdguqw3opn0uxbtkevs1gR3wUATYPAti9DHbr5tvLanclea3Ge/6C31rfx59fPsWfXT7Fb4f38S3zgCBj8x/3HLDGwDXmUFysgcsQk24+VyVSs2QqRO0853JWXIkiz7eoFd8yb+O3wzfxp+v38GfrZ/hN/wHeM69gdxTY0rjMK8Z7qVqWjGh6FYosZ6R+DcOI02nYxRMB9k/h+cuX2QlnmEYIpVKna/zR2x8tRnFPrJuZyGK7OC2Rs1HRfo1dsMWhq27y4p3Ne8DhUhd2Adhce/mWJjPXpozHTCj6vbWeMjfKaA006DUy0Gg/gzs5tU5PWarLkm1waXRsV3pW2eymaVUyAjALo4kk/rW+L0E8bHMBUT76FJVYEiVwTWXSuFr0OyC1n0D3ALuUTOfssHkEsHm0/ElqnGsz2MXgJrp3ZYCtzmj1hq2fMzWEU0SUGaDUOWa+1ZjD6ClvS3E+3C/FCJOcCCMQ0RnI1U6L+wx2m43bA+y24bef2fYmNskq6XJPxHAWqBpyDygiFErHFT7xSznAfkwDNQJ5plSTmrJ6fGJqJOFNXCUzuW/uokwCf2+dWYiOetMscRomTFLlzBMBbPodbgHsksFW4Pq3BKSFmNDq5LZOgLfpHPF7eb+krN2yAzlHPPUj3eb2HullKDnAFglkUwZ7RxPJf7PTnMoUdLSUqDWzqcGON27umzlvGY8QCOYZ7Or72JIVbxev8Rz35ev4eeCmZNztN4asrlEpTRVKu9zAPqV7jO6tKDlms7kW6b+39titZXY8JhmVeMfOz36hwhdubRWAGiD5d8ziAQcLjj3AJgreXkL1SGr1SHq1J0fXHke26UXWrtYF99ZkOcPFFTfR7HS8M2fzefFljccSNlwvD7hsVyxhg3dLVHLxC9Zlw2W7Yl22fO4sA9YU1PTo/AK/XGD9BcZtu7FUmwXaUua78LJpod8L/ndsWGAdZfi5yVppWFRy34QfwXWkcEjmVNomAeizqs/bKTxxLDfBCIFvmiv+uX8ff7J8gj9ZVXmnqwAAIABJREFUPsHv+W/gF9yX8cYsMI0anDWmctWlbaKQ9RxgxTRjHsYUxSmcYh5mFhLX2eMz9WX8K/dN/IfwKf4kfIrfcR/gA/0aRtSymb3xlx753FHGkSKsQGNePT7MuZLJDWZ4PK3J8Sd+HM+ev5XB9TCNmKTYAewjG1r+Q9bPC3itAKymlVR0HIpdzbUMDz2nm6cOUhEoesz85r5VoiuGJgK645jW/q/tfiHPmOdTjqP3cTDOHZ5qq2i6afYd+txqmC7YYk5DwKsB2eYKpy5wKimKmO12k6NedwCby+C0XKU9iCg8yhY0EMAmm/d9droGGH1nztKcwR23yoJvYhbdw24xpMwEoQcIPWBS5xxzOl6pEVqzBZaeINliqXLSk2dIecY03WGaTiA95zhxi0PO9VHEJsfioLazgVa6Ati9BuAlbKyMFdUM+GJIm9oEoHXaIrF/+p1LltruVvu896JcS0W+MWZSA46cI0vTWq3lTNmDttxfrou+lNI8z5hmcQiwCYgJobpKLNQkXSYMC65/SwNvq//OjbQ4wG4rGJHDLfJ5oezzLkt8I3oAkRatFL0mb/obBLCpuZFCEPBmC9mujCZT0SElHS0F1DzFkIVrfGRzfeQGGo/tLzTKd5Y7ulVv/OHnsj1XwzDkuLu7yxq2p9MJwxCltmahcghlcqjE6RcqyoHNQleSrEqbfO7IBY7mGu9jprpnCBSNShyKmkmdeev1bLTVG6LItACblLo+L8BuFwf0nCer2sTVrW1uOsW3ebJLqSkqYqQel1gZNIkSoRmYlFUFhQPs4IpQAJdy5Mk6LeN8KtlcSipQ9YLKVhHHyg1SLwfRrwzGRIaH1K6irrVgWxuSM5bgicoI6EZM4wgxTVCzAJeMJdAqWWKzVeFqF8s9haeYIJ0a85UBTkp8oC/4zfAefrR8jD9dP8UP14/xO8sH+IF/B2/bFcFFim7rtCumGdN5wHQeuk68tI+Omc5DAt1TBNznEQ+jxnfFK/ym/jn8gf8Qf+w/wQ/9R/gN+3P4eXGBmWQlt8el9VrfAD5v7Oel/SKklh0WCcNOmOcz5vmcLdIpPjfAPo1DBbAJWJOFJLeS5OT6aluOEHKsAJDIoIYc30h6zSXuVs1Be6wJijfZWVfrUPpQtJitM1BJooZH3Cdz2Y5sTa2XsF5CJYAm1QhZ2Tyf8z6pxjwg0fH0HpUANj3S507iBKkmKJMWAXKGmEZoKWGUglEqmxF4ayFngfE8YDwP0XHQRFBGVqck1Rfl+SiWvN/q0F242CRTFmkk1xzTYDANUWanxIEOsooXMJeLoqCLWgpZSW+1joAZME1zjqL5XSZ+myZxayh7nVbgyR2QFjd8oaPMBNnEaXyBYb6rfj++zX9jZaZ8bdDvTFbf1sVrKwIeAZ6xbLO0lDGpM3txX3F6I1dP0uDmiym3a4b1puYs9/SSrSUgHaBNbG50rFmHJCWjLnaULpKSjAfKSn+aJaZZlJV//q42acWmnoolpHvRwlhTBe3nYayB0gkcaJU/h78mlYTSKn8GfZ7SKnGMLaSxUNZBWQdpklSf1BEgCRWvU6lZJO67DUknes8NV9p2J121+53r99aZ95JR7GWYW0m5Izc2UojYL0JlXhj0DDKss9FCeJ4zqOYhs4pHaSauSsxy7qoY5JAleXGU9SxzQXGjLAkP3fyeJaSS6TyVbBTdN4WXrsEzTwRMKIZhYMYS+8UJXcucy78DQYzjnylICTApHd0RpZKQSuA8nNN1HI2KlnVBa2ASFp9cF6Pe8mP9O5waxSXwYqNjyfa3lY/PB7DnbnX2VvW2ztTXNuFUseUV3nk+QchzPr61CicXQ+pxsUpAiRFiGiCmsRobqerrbXEAbVVGeBUwWsHvzcOMMnle7DcRL1B6gdIrlNqHkAGzsBhng1nYHEUW1ccqCPPIMG6J11tFnatpY5SgoqRaNghqsvjkZNsbL3rXQ5voIpOwNklKTs6L9/iKWvGr7qv4t+u38Sfbp/iT7VP80fYd/NvtQ/zPy8/jM/slvGs2PNgAb6Jl+5wWBkYpiGmKakMM32gpIaYJ03nAOiv8fRnwqXqFf2q+hn/tPsAP/Uf44/Ax/ih8jH/tvoFfMV/BO3KBYk6q7XjJK3xHlLd2/IzZ6YhnW3ZGGauigy+NY/N8zttCjk90cvw7X8Cz529hmEacxgGnccAoZiitcHf3And3LzAMd3mF0/4ofGAuAJtskWMJn4JK8zFjKHPTyS0u3xHYVtpAGQ1ldNafNM5CGRU5hkYdbgsloYyEtrLSShZ6hNBjBZhpH3+NayvXOstTN3rHkoUxN+ggILmuIXHVEs/OkjGPKTqxzKqYIma12b4kBVjMA4rJw+qjHNLqrwjuUkVfl7JoX8b9ptIXLkYQpRGl1fOWs2rATtw3D3NVKorHqXxTGpUWF8bk50qSY+C+0qDUCKnHfK45yBZ6xKzOEOn19eKxXjy0E3k//W4uqBzGS/jVwK8WfnFwgcsN1s55bWa3bj5KjUHep/JnsVL2NhrcWMXpUwVgX9dr7lEgNQFOOakBdgTZbYSwYVkjv1Mbj1noXYyzZCEwS9noKBfJKRccjDdwwcIvHsYbGG/gF5/DBQsXbH5NWw1tdboHdT6GXlcm3p9CCSgj8+fz90qjIIyuYtYqZ2mV1nAhVJlyJRW0MnkB4vwFzl9h7CWHNlueQIUMUGqFNlver3SqAmRTEQZwdlw+kUE2H/Sfkr2+BbCpwkPUln646j3ciEc2FaLaIVVmgN0F1imkqGkRLQeZg7AItGghXGzi+XWwC1Yt6FU+eIZ8nkfM85gtkWOcsxOwEILdgz5TBI4ANW94C4mr25b5I2d3hXEes5QYpindFx4uxNf6cm3J9ZepD7VNoRxg88UuqdsIoTCOU3fh1oKMI8qIycmKPYjmFMkjUO2DYtbfqgqiQ7aVYG2m/N5lMRDzqep3IXtwJQbM4yk39nEaCQHs2L+1VUHOmWXspCj9A4XHTXK/PXwRsvOgMWus7jJwTc/F7DBNBtOkKyMvohb1PDKis2HkiZfek6LClKlBLjQZ+5aDXjvU3lIUOmyE7vgUxIbgaLojlIZIyZ737AN+LbyLf7N+Gz/avoM/3r6DH4WP8KP1Y/zR9gn+/foh/sX6DfzG8h7+R/81/Ir+Mv6heRu/aN7GL7t38Gv+q/in4V38xvIe/sXyAf7P5dv44foRfrh8hB+Gj/CjELf/tf8Av2rewXvmgkXbR79bu5g4em0fYpcwpudtRa/0Hdbx9Az2W29hnGfcnc8YpgmTlJBK5kGL+7fzoGYgaggqpHpeHiLO6xnaUCl/jjzsBDisK2GMr563r3GATZMpL4MS75BCW9MvkRoF7dTOjISAGN/mAFveANhtxvTm8Rlg11QW53RqtowgmzJT9WCZHC2bzmpuWsNX96Vx5MriPgu+r/6KxV5yOL1UepVcNL68RgC/35Dayg62cnPUvKlmhXkQEKOEGCXT/DZoG6yqDESeYAlk1yHVBGnmKoSeqjBeYbl6LFcP4xVmPULaGdLOUC4a1RivYBcN4xUcAezVpe7vukmTDwJt5qjt8I8AO3EOU7e4t7oB2EQjiZMBSVZZMqI5MKyImfLbC1TK3AllMEmFcZaYpNptTwlY8/uK83ilkTBewwYL7RQmOWGSU7q39GFopyD0jElOEHqGNLIK/hp9Pr1POwVhFITVVUw6gu4d77gahE0CWAusv8D6K6y/h/X3MPaSgfUkPCbhIXUB2FKvuTysNJ33flb6aLC/BbCPANIxwN43UvNm6qO/yakhHFi3APsogy2moQLYR7bw1PPS5SNbufvNedQAuzfJlv+bJkiap4bhDsNwxul0qhY5pPpD13+rbdzjzLYZ7BIWfrnAuAVCRd+IkrEMKVsZDsMYX2hX2lZJJWoIbXmjXAtbCNkdV46M144ANlFEjmggfYAdf9/7+xXbxWNdXf6d6XePwFt3IywG22qhxDkrNZFd+OIVrJ6yoYozKo+NMSLIJoGES9iqrHUwHqsPyTq+uPIWW3mLYItVvNW+oqTWzpxkoLdV4ewVRl+g1QYlFii5V7yo1C8OFWqWG+GrRQKXzFxcdDKlxWYvwVOPI/t9R+NVmcfqaz5X8LTDK7Pi2/Y1fs1/Fb8T3se/W76FPwwf4YfLx/jhGkH3Hy4f4g/Dh/jD5aO870fbJ/jh+jH+MHyIP3Dfxu+Hb+K33M/jV807+Ka64EEaKDEnbFky1S0NjFeiSla7poC0TYu95EefIlLkNNumxzaeaDTzk3j21vOkIDJjkiqVwChLUDhCRPpug7rx4yqobpwgt70SAi6V2GMGLFSDWS9TQI0HddnONIBZ7wAA7563wTfh0mQtY0bZS9hF7cJ42QXMxsu/IcAW1UKET1a829w19qu525ut5LnVOnX0rp46tUvEzuzPB7CdXvJ+cmxa7AWLWyvlkx1HmAH8I3UYauAjoM2b0HqlPS4bRk5yreYsZbakEhBaYJJzDqFFjlnP0EHDXzzCNUAHDekkhI2vCSsgnYQOOodZDHQCiDZLPu45sI8BbOdcUtGxMRLAXrzNAHtxPn3v0gxJ51olN8c9IOODaN1o2dKsFAMNBUzHiIOqrikF7P6KoTIYIjD9GMAmcKydyiD6VhDA1k5VAFsa+SjApnFAMaDKMzrOh52UFo0vdE6IEtCTA1R6n0k5mrBugW3+vlsAew/G92pFtG0sKUPUWa42g9OT9qKqmtG1LBgH25TBJmWf8n+Yw6DXaV5QRuyuAQ6wtT3OwBLFoc28V5VUUrraVQRsSuIssH5LzWxbpXWsbQTILXc2XgOJaytdptYZs0KpJYcxK6zdYvbzMJZk5GYzwO7pX7fSlSXr3W/w7EVPDrUsUI4bGG81MnpvsF0CLtcV2yVUv21YimoXHcNju4Rk+22weIU1RMD9cL9kqogz8hBgx3HTYbUBqw1YjMsW8Itx2HzA5gNWZ7E6i8UYLMbAaw2vNRZTAHZrF59VuhqATf1K3j0g+NcI/g28fQ3vXsOZBzjzAKPvYfQ9tLxCqwjAtdrgTHyfM/cl7AXcpyJ6Tlyyeg05PbfCB1poeOuxLRs4XY1nwZ8i+dkaALZJIq1NpspxuhzX4af3SCFgJ4kvzQ7v6ys+dm/wqXuD79sv4QfmbfzAvY3v+rfxSfgSvuFe4UuzgzwNkA2ubGkctwG2iCZPU6Ev8ib4XqN9HYWPTvdD+XukDqZTFakfTwbYX3xxh3GWGCaRAba2Fu3ElDMomUxeGwqUk84aX5iaSFbQcImXGQLsAcDuaUjWwNtnCaojYM0BtV8C/BIqgG28yVlsGyg7WYcNBtrJnAXVTubMJkUE6bI6jge9xo9VVcagboqM5TebJ6+dAH2WOfS505qXv2j/tqy5GztHlkUsFBFyz+JAmrLV3F2LXo/vu+TS3BG4bkt4bTmPQHYNrEktwz4BYGu0/LXM/244pzwTK5TCrCVUMLCrR7guUMFAOg1hJSYjIKyEdBoqmCp0ojFEzvDTAHZvwou/XwnqoqfvuriwA9h8QSJn2aUU8EztLU1iymCTQUsbUltIY3LsS90mgWwVwZC3MN7msr8Nbhf0GlE8pFHVoqcNWhTR59HnR3rIHmALqyuALY0+BNhhCbv/j8aI+HdM+m48W6+qfUdNei1A7oHm3uu997bAuLzWOJt2AHbvfytBjU4leDOiZWX5ukQfIzDZtZpj7PN+brzCZeC0VlCsUvF5AXYMg6J6UdNc+PfP91uW66OenwuW5R7LUnwCImXoUsr5boHza6JURQDk/Abni8xpbBK/5qymsyR/+gpGXzpBmdAVZDnOpTxbWb7HepAeA9lHfgNH0nu3JPhaT4ksObt4eO/y62HxuFw3bNuKy3XD/f21ist1w2VbsAaLxRtct4CH65pjWxwWbxLA3l973hoEa7Bah9U6BG0QtMFiLFbrcA0LrmHBxXtcvMc1BFy8j4DbOqzWY3V1ooebvTnN9ZRLBrpI275C8K8jwLav4cyrKowmsH2F0Vc48wDvXjXxkH0qtrXod4dwLdntAwMyyry3tKIjn4F+L5upxhSlVParoATNka9De/3xpuJ5nqvxhgAynx+FiPJ3t7LDvDme08PKPF/8V4pBWNGvpu1eg35rFEV/g5SF4mfTgtbWog8snibT91P/HZ699QLDJDDOEkIZaOuT05CvBicC1/QPkH4o1xEtJz/JNqXBsAzCaaBbFoS1aESG9ZKzQ62mZCVvkyNU9JDKQOEwa12CJlEODmgSj5Nt5I+2E3sLJmjSfSxacKEMNRSRzFMr8ae6EwjtI4DNg3O02tfK6z4PIlVGugOuKfhr+Vi3sqaS2onzCFy3Ge2jY+LnmQpUF2UV6qKWnVVpCal0k5XV+VGoBMScgVkchFVQ3kJYhUlLjEpAWAXpTA7lbQwXrzEC2Dt5sV0z0V5CzCQufaH22PR9C3XmiFaTt+Vx5pPkA3sDY1YyMbUDIs/aRoDtqtA2NPtqAG6ch7a2et4GgXM6RigNaQwmKXNEDf54HO0jbit/76wVphT0GwmroVyhhJFaBp8IlFJwqTmTON/GG9hgc3CueE1bERWF4RbA5r/7UWb6iDLytOx3GQ96PGqt68/kDUHxeX9Si5KKtipR03VKuv2rX7EwcxEuyXdkOtLK9CmtIZRMi6kIsP3qMtVI6XpB0aM48O/dWkJrrbBtG7ZtY9rX0fDkcnnA9fIKl/UVtuUei79iSb0oWcbUbLhub3Dd3uCyvsZlfY0tPGALr5JLbsxEEogy+oo1vKmCv1biUgFsridPGth9Y68WKNnqWjoC2nz+bj0H+g6b/ejptM+zQDQ8Kr8zHcuvCzKYidrnKZY1JxZaEB1VRFQO3tyXecla4+I9FmNghYCeJ+h5gpMSF+9xv664+MDAdsBqHRZjcwa7NXUr4ZJTbjHQK9QNLnH7UGWm+UJKqw1aXqDlpQLaJch7YsuOk2T37uwKo1we/3vuvkb1G2QPVat2lRCWMO2MOTR/HDkTE8BuaRvtOMM/u9ovS2b5SN51nsROgq/M8abyZ2gNZbixDBmj1ZKze3Wi2sPCFlOavwnA/rEv/AR+5tlzvLw74+48YpgEZqGqEigJjKskb0PgmsT3uWtOlPkqfLEoqdIr19ld5jqXIRqKCEkmcXMJqU3MREoB1QDsQ2tgBryNc1VGLoJ0C6FU1cQVjyuTdv6c9P5eh/6uYz+/17LMGk0E80G3ds2PzKVbAtnW7IB0oYrsu457nF4C2N6sWNyGxW0JYIeGgx0qQG5lFIXnDpQcEPaMU/qmQXuhecpoR13MJN+TtTVlDjEJdo2JKuZJYkqLRaFMV4JLGgPpLLR3EEbnx1krjEpiJrqBs/lROguVrhfTqfDwFfvR5EcrZmtc891jZno6T5jOUxdkHwHs7iB2MECWHgZbAew9D1s10lOhCVdluykbPkwCwyTyQr0ur9tdxrwF+CU0Jqkz2KfyPMWs9SHArtUyyphD5ylSRFwFsHkDZVkIt7xwUR6z0oXenf8WYPMs9C2KyC1e9h7MN02JjdFEC7DbEEJWnF6uUGGMTyXqvkQkqdj0GtOPrL5byTmpqH+m5uFPcsIoBkzzlBdE/J7iGfweRSQbf5kamFfzjnGwzfjHI1butuSWe01SqBdYucDKBVqEyL0VaxUVBaAB3z2ATRP/rQz2YwC7t3Ar39OCy0QWLfY95WRn7LRTjeKAM/4PQuj0v68g05fyfpuzgUc+Cv35qe61aSX66NhgDRajo+ugknBKwooZTkmszsaMtfUJWHssxmExjll9m934W8XN3pbC0450jqUKnV0Ii723nMPO8lvJACU9vNsyTcRlh11b9Sm1IWe1a4I9chNugTgB7Hac4Y+PAWzKgHNVD76Yb8F7zFpzJR+RP7vXY8Dn9T4AN9nDgQAvgepxVFVwi/QCsO3uuubZ7gywD+ghT6eIfOEn8OzZc9zdnXF3d8Z5mDDNMZORrTKpJC9V0u+NUm8mddNzPd59TDt5FaUUpNTVZM+lsdrGRpLckpKXsXXuiFcdMEOgmAPcGmD73NEtK7ChE2BI3d6JitKaNtD7W/4qz5L29scM3DHALiC7njhJsYUmFWv2Aw+3M+aPdewdlLxZUkZ6TWokjavSrPOjmjXEqCBG2bXwPm5abG3AHcSoMQ8SYtQQo4aaDaz0ULPBPAhM56kSn1ezgphEBKLDjOE84XQaD4P4Y9xIopJdS/JuKv3OM/vNZlVk4LgcnLYumwRQuYsAAN8+BtgmTvAMYBOIbgF2O/DfAti7aDIDrQW5ZKCagihik1SponULaJdr/whgVxbmHSpKL4OeQ2hMwkBqn//2JEzWmRXGQRgLYUxdaegAbOIY8myoMUU+kBbgQskbFahCERFKHgLsXsaVA2w+BrYTU8sz5A16vKE2HrOXSK151AeZoxsAm7uP2h7o6GTQjgFUHxjeAthCzxjFgGE+4zycK4C9X3Tss/a0rVR0D+S60Jluk3TUZbqX+FhHYyFR47yJngJWhhxaeGjhk2dAHS2A4tSRHkWE5s/W4bRX5t+fy6cA7GJ2FJqKQwRaLmfpjgyljoKbWhHQrE2qLMaxgCi+gCOAxyuTHFBTlbIF2LxCywF20ApBqwy04/PItV6tZxSSSCchgN1S76rx1rjqHPPMfczWp2SWMXVoWzS4hYEW9lCVK4I+A5fUnaKyyFJoD48A7D3P+GCx1Nyjt3Tk2wQNnzN6AJv8LtokU92AKNBmuUnnnjLHdVK2xpD9Rl+1y1ZzgD2cJYazxN3LCafT3AHc/Qw4ydTG65Xm0FLd4/EkgP3TP/l38cWfeQvTOOP08ozxHB12tNQwovjQW6XTdln5kc6yFCrHPAlI0p9VNukgR3tNyoST3FxrIkNazXxA4fu1SqR7ZaLWLRMWJ71litgFWwfPShvnsyYldX9T1o0awGJ2vWSpKVOe38+y7r3ocVuzvCBvMul0cMcmk7p5Zwewjakk7Fopu355rZR8j4Kk9YpQv86SemISGBPwJbfJWne0rLznQRzwq+MAw/W2aeIyMkDOFmLUkHMdWpi8LSaJaRTdaAEDXZuUWdHKVR3/1PVPagBC2fw6D50nlOXw2uW64zzKaw42OTEW3p+rQDRlr8uAXxY7FcBuOqNzqJqDzZ2tqMwWs/oawzRXZhv70BDK5sjnzPq8kFS6cLSVjtd4jyJCr8X3lcUOv+doWyhbmeRwYwepA2QFsG1VYeCVI6EUmxyjdjFl8aIWdi3XVplNHGbgIwWJxp0qG12NR3HcI0ktKZJBBPud+uC3Bt6PA+zWzp07TvadIVsnw7gI1SnxEXXuzSPR1w/eA+0eh1jlCmTd2DrLKUV0UuNNSLVxRm3gwhvzYkhQ831c8Nj8OUIITOOUxzo+7kX3YGp2ixHciuDWqu9kSTJ6PLjMW6EV1HbrsXGOtvfOjTyiI+Gao1WZaOe8Olwec+j9S9jyZ0Y6Z4xaVi48Kbh1fN8Ftp8h5xSFlv7XBiX2aF7L4NolBaYEsL1WVTgl4bXGNSxYXaSFrM7lbScVrNRsPnKdsBmr8Cq+NQbBR3nVYA2c1k3EOTaYIrMaTEDo9CbF3zFgXTZcL/e4Xu6TE+W6k7zNQVWkjglffX0EcHUU7xb2+8fryxoLrQykkDvKJc2TBPZ5ptc2Gey2gtc3jqurcJFjXdM+ODWE4ogiEsGvwTjKHJRZpufDec7bMQEsq+dtBjsvBmeRgzdDtvE0gP3jP4kXz97C6flLDC9PmE4D5DjDCJ3DSZvDKwevPAI1qEm9y3JTpttQs1pzg9Rc4KaLt4nWRv0o2hvEMk1JWsFHY4kUdklalyEPLlHHsnTLLusFy7phWVcs65on6Bi1nKD3S97uG1Qw/e5dmbdnQdvjVbL9RmEYTlBKZP1ssnW2RicAXoJz3RbnsITAuHPFJIYbwxBgINBAN+I8zZCzBJcRqjQ6ddFv5tntDBZlyQIpEctpVm854n4yxClRZVCUy9cIB55c85voJpJUN4TJBj1Wl45/6vpflgdI6cFVAJRaIKXPYTVlti5w+v9n7d22XEeSK8EP6OmRum7KUk23qiqr8kQECcDvNwCMOKlaWvOgJ/3/v9g8mJu7+QWMyBw92AoSvARJONy3m23bO5bysZGxhNrCEPxxfH3IEyVvTkWO66C00tF1sMvdl65xPvFghsVmDXXX6HDPeJTaGBBSluBVIQzMNlIIqcr7ktEMmTxVIycxRFXCqdk1ujas9RDjDj4kcC4i6M3mOOQ62YfQDmZGMy1ANmB9AGN92WBXgO3A6ASaXEzFKMfFg2T6UCnCgRR1rul13uuCaMq854wtaj5KSFBPqCHPqCYVKFew2bu1Ebiecbjpf/RNwMiJFs1Y4BuGMTignAcH2D0lYdtorK2wiQWE3EqghKuCdb3XMcWspCu4rrrbvWQggWyZjcZ4Yx5GNcgiUyyyf9fEQS/GUA68Czl8njsVGLOC0newbgXrVjCWlLI2qHKFrXxnzSzbAoR6eg3dT2GH6LGh3JlYKCzORHAmDPKsPNADwTWvwQ1CKu8XwwO0xuvLuh18OEDpCLe7htc3USQrl9WUQB34CLpIzdUNRJvl7lUrejWj6/4CDmb5fTpf1CTutBzCKAFiucN2v0HyDoKzEJwtt73RYKQEK1WjPEJ/SZnE5WvXGQspRDhSgiMl2EOEYLBJkp47hodoAwTt8+1YYncJPvZ3+Pn9OwQXIDh/GTRfBOvr2qBtAeh8TFgV4IiPJnhvU/QJjnjCEU849wcc8YTodxxHjY9GG5Rt5yHXDEZZAqCdm8aKnrUWjuOA4zjAGLzmZlUYjjn6vgtqfCRev5QVDGPTJAL3ZVnh27cXuN3uJfM86yPgDpi88bdtyOZJztaZ9ksA+4+//T389Jcf4e3v3+Dt799geXkDcVtArxL0okAvqoBrJ2yNnHlDQL3it5FAAAAgAElEQVQxmoIo9qZXahCcqsDBBJdz47JuM75u31g3PCbt5QXOeVR8YuBNJ7zbtl/ojDHQu/V95kRZMzmmG1gjh5A3M/ImJg6wuf5rURZhqiNaiSzSL4rUkVECvNUQnAHvavMLd4Br6Qx9Z3l9TA8bJgN9M2V/7rTQoDcE2Ipx1EgGiSzbkZ9mS1e1c3tp/qBzpuV8XPCxRAC7lQFkJTvhCm/OmgTe7iCFBaMDWJPKY7x0qpvycQbXIoIREfQWQG+huc2PoY19yq/1rHGMN6M66KsJnKOOn78FKzN93FYTt9VSHxvGRkWMfhxwQNc71PVjtXEEZEHyaVSCpGvSuQgx7s01RDrVBLJHsO1KBapWovJ1nrOr2rhSdscNMV27Bq9/tWNMS/mpHDd6B613kCob0WxkvGSbuYruR59gD6kskKTqQ4o/XAXnWVxx+J9xtGfPn3G40Qnz2i+Ab7g46K7g++sAm8rSbcacVHA4EG4buYVYmttEg6nKVK37IJnaCHEbMtt8jJKSVT/vzW7zwPGuszyhgFX8HYT8O0j9d1DmGxj7Asa+gbFLAd1ovMIaMotNfAvi+XpCv9kRzyKnyhvRZ03mow+Bb8BXVX/KylF2h5TewbkdtE3g4wN8fIB1B0gVYd1c0YZvdeBDAdgoMZeGdZQANq2h/QYCr8kAvW73VbP4TBHFWdPJ90lwzE/AWQ0ur3XRW0jRQ/QW9ujxmLVFhaQ2P2pI1kGyDpzSWW/bQPQe9hBhDxGSx6x4tA6S9XD4dBm7C7C7AMn6Jh5xh4/jbFSkvDGD4lcB2GzuCNZjk7GptE5vQgXSbofoUIq3l+nF1/oM2AlU21xhNt066pt1p6+icorirGG7x0xVxWdsuB3nrDm9jdNR+t6KGUWFnt82+3pQSufPKJr36huFr+ZSii8B7H/93R/g5a9/g+Xl7RJgc5BdMtkSQRV2+m6s+3cDua1Aer6/BmBf6SZ/pVHuKwDbWp/LZjhBtCW8Wrajnfb8Qm8zDs9kcUZeYuXQ8QVmyFJPuuRntBEyp3HeNJJdHFyPAJs/F3drXG97/Ew1Sx6CwyzOpJGyb6Yc+JsTgM2DMobW7HDsH5DSewHadL6c28HbNIwdLv/HdbZ7mgpyyUWpsFCG0eXNgRKy3B54dpxq043DfsM3465yM6A+89+GZhJ+ONnTNSXXtsv7OcA2+RyPALufSNrbuhkLfJyO2cBfD7Cl1MVYozXbSNkIBkE23SYZNaM98oRZqDLG8m+tXS2L5qYqmwPPg8u9JFyWa+SWmizbJjVm1sWmcyUE5y+ukFOzRQec+wF7iIOcppE1O/dLAfZMleQqW80B+ZAl+gRgEy+9byBH7wJSmbqWA5txs2fjlHOpexCstCha2zzBgI9Xx0AucVoB9ugq2RrhyGb+Q3lD2cxzfG6ssnQq+xS0ANvYF7D+FazDjLbzYg6wda7mTDa6lLih32sPewZMRwOOSSa1n/96gM0BeQOuNSYTYnhAyMCawoUTXHgHHz+acOG9Ce/PIi1Ha2jlZ1duOW/gDD5BjHuOBClhkNrLZwC7XX/NMF5wbbLQGy+hcZsF702WBzQQrSkyfkXCj5ojST87R3AWoncQWRY8WgPBKDiCm8buLCRrSvT3Y/ZB6KvMjc53B7hHtTBdYgTpFtd5q+Zh8HVGqpwQnau18MQpD54geLah73XYC9j2ruAKuuY47kBfi57W1tLmrkAxUlAq55sDfGtd5ZcL0yTU5htFGs/tcbGZrwHsP/3LD/Dyt59gfbvB208VYCM95BnAxpOKg2PLAG4DLVaQ21KkdloAplmMToQzcxL3JGZAfAaw+4medFD7zCgtsrzhBBtDXJF56vVUKWPNu+lnwHrsrrd5ACF4IaOUZ/qjbUa5gnE+iRDI5rt5b1szkxFgzyWvZuol9BrMIMwB9owCxCWQiKKBIv4BpPAgNgtis8X5yrkdYjwgxoNxBrlcUs30orZ3KI6VuMOvJbXWNpdVVZTMGxAB3qryV6w3CE4XnVYKelzLpWwqe3kpTsehaCSncnMqTW5XAJscHvuwWT2GFuK+/N5SRPhCNM8WXJtS6GHczXRw+6Dnk57yqKtby+TPALaxAazfpwDbOSptdhUSNj/pTWfwi2PDKVsUBLDJCTXGlVB5szuWEDlFQBOXXBmk4rDNVD//INAOTQabghZAZ+2vAthXWelfC7Bbne+JC+aF9CkB7KvKXZ/QmDXp4XgzwDW8qxNlliP1BkKwZY4qz3OqAdjkH4ASpzV6AF5DNAAsRl/mvjLHedN8Hvq/6FK4grFvoAwCaxduENIdQlwhRAEhCnCBPlP1gqhBVvdUBVJA5kA07rAKkkpWMth6O7odtNBD5bcH2CMwrxls53bUAQ9Huda0TWDdCT6+52jBtY8fENN3SOmjAdg917zM0c1aGsu1jtJ9ocgoUlbzmX/AM4A9Gzu12mDK2uisLgZKTgpmRiMzwK4AODhTMuA88LiCYEWObRrRyRLJqxLRSfC2Zt57QyerZQbMtslmE8jGNUINCbQ2m6/AWdFEcIoF4gDCCUYJUMxg6lng88YsdQ94hRAduLXsOXLAFU3DMl0LXwjuZEn3ObW1nddNAdak9kLa9dYcWWIxq7ysPif9UnOcHvsawP7jv8LLt2+wrSu8vrzA8nbLHbxZFuwuOpCtwAmNWaAMro1awWoBWi4gtxtouQDaPtdBU/m/uuzQrrN3lZPqTOUK83BmzF5S9sibUR6KA90ZwEZnLZQfDD7BsT/KTpt0VFuQ3QLsZ1nrKxF44s72WqN0e/a3RgXkM8tkY9oLjttxWz2flK4y5TMd7l7FZLQ0V9PsMdcZjfEA5xKgzKMpTQqVppM1czdZeFbLQh3IolRK6s5/NG6ZmRQEZ8FbDUZt2ar3Dt5u5a9YX8DbDWJQEJwEbzewZi0RnARrNri//gTr/RWsFsUcwVuVN5x4PfSBbngro1GNUlQ0gfKNUWsVXAH2CF56AxzVZc6ugduYzW7H3IzDPfLaqAFTDiVwrmzAAba1fgDYSAFBOgjRQwhgkxEDB7VWWrDCNgCbHEHllpu11w3kfcVYVpDbCmLDjUAxxmJBZhkEgnQ2yJJSFjUlDrDbMa6Qr+kcm89sU7KdgeJnYPszAH712inXW1ZVpT573aglTYIAdq960TczEsju50E81lZY+rmLg10CSAS0sWJnICabrbp1A66dV+UYZpsJFAsWqoAv+r98wR+qgQXg5/9jF8xW+xukY4N0bBD3FeK+QYgbuLCCC8TNrqH0PQdSV6xTYJ1qgLe16PQavc+l/Zo8iD5m4F09Az7LYAe7D469lLUjgM3pWC6cEPf3nM1+gHUnWHc2IDulj1JR7AE2vndoNmD9WMH5oFX2+Sxz3T4uhw1RMVnq1qsZwLZSlCZJAtj8tuvWzjoXY0LGqAW0voPWN1DqtQmt38C5BZxbwPsVYhSQkoQYBcQgwXsBwRPIRtAqt2UKsDnIJoCNFTAJWokSdV3Ox3St5kh5B61X0GwjSu6qPOi1tO7z9+ePYUVypuwz0jQIZHNKR08NGwG2gFpxxTVjRqXqE5Z1XI1rDNfPRrqnhXUxWf0nNtHLb5Ibp5J78/iXAPYPP/wAP/30E6zrCi8vL3C/3WBbVlAMYHOQrdecARIbAw73Egiw78WJqQXZfCckO0pBq39ZGievFhyhBvBGCx5yhOY6kGWin1BEiIPNd9uWGe60UcHNL2n24QvQc6ekkeLSdmRLtkMbgzc50saGl6GMZllHVqKZUQJ4KaeEFMM5axwXV9nwn7nEHDYbVnvgWRMUdSmTfubb2xu8vLzA29sbvL29we3tFZYbxnq/gVjuTSCIXUEsC4hlgfV+y8+j6soGYr3BcvsGYn0Fa1Ywamn+0m0c128g1lcwagGjFhDrG7x++xvcX7+B3JZSweGhxVoqOm2MAHuq/do1qhaKyDbK8FWL2K1TocgVklJ+a5s6rsA2aeVeNSldBT+Po7TTfCzTAsyvEyGrNCApiSgTissebxAriiw5i10pIrXZ0GkDThlGEcmUticVo96psFYB8L0595EDbMxi10Wxd1j9agb7GWD+CsDm5dIeYPMmx9uywG1ZYMlup4VnfaHAZHKptVElMOx8TFRD+l6Uak4zA9htcxGfp+px4lZX2sdIAxEdT5srNW3D/+3dcueJB5JVfQNl3sDYN4j7CukQYOxrjjcw9pbpIgsYW0PpWw4E2QT4K498KxVIb/WQySzZTOLRDv0aFLUh2rMGx+J1wAC2zS6WtJmlhkfrdrDuAGN3UDo1wZsc+2ZHymD3IKjvbfr27Ru8vLzA7XZrmuWeA2uK5wC7Tw7xyq5RAp0gGSXEK5Wl/fAvUl2XCW5B3KMkbZTu7JxiGJtpQmEDFzYIUUBMKlc2JDgvwXtVAHafxcasdOtzUcG1Zj0cY29U5TBvsCxvsCxvcLu/wO3+UkA1/h37rNrXY7TKPfX+lRRff/xaJWkpGMMYBc5bKC6vjfKTYXNHVUlp5xQ2tlgPHd3nCiGoboMA22jMSnOpTQ6s6b6SqRgJEcBeF/c1gP373/8efvzxR7jdbnWwZxWQKcBeFOhFgloXkOIN5PZWQLXcbv8tAJuUSLZO7oXHtmxNhrSS9a+djqjhAoHx2OQ4735umxzLBKA/Bxp9BmcGnK/AyGeAvEgd5ezi6GaIzabUgEqUhPJbD9lLbpwiykXEpa6ai5FpbfPzJpa1AOxeu5MDbhLK5/JWrepALW/zpgWK++0GyxvG/fUV7q+v5T5VYdb7mnWzt8a4BsG/gPW+5OfegfcQjBQP7CtYbq9lLOP/fYPl7Q5iQbDMjXB6bde68aDNR5WJqoYysglydyRaC3+sNRmoTnyzCa9VmSAAJuabKDLo+GR8zzaA/TglbdYrUws6zjNdpbJzAbBLNtv4psFRqcrDxmtfgc9VJ++wZ8BZW8LomhX5CkXEuQCkYY4ZFZ+BS+X9t06mlR7CzZ9owfwKB/tZJvozgM2PzTW4tyLL10v1oSeBBJ4JIvWlprE7Vw576p5ljY0zgN02h3ugJlzedE1yenwML8sdXl5e4OXlpSzQ6A+wfhp90+OM9903WvbPQeBGADsDKvMGLiwQ9y0D6zcGsKu6yBXApuz6DGDzitXcnbdu3qp6kwYSGKDGNKtqhbd4HeT1z7kdrK1JJtrAKuVh2wysq4b7XcHtJpu43xX0etmcq6pUPf/8ei/JgGUtSZMeYF8B7f92gK1N5/BYAxMw90x3bfuYtFhBq0wzcnIaWEUx03Beg2/ohzVDXmkfc4BNGyktK3jk4LOCSVnWgtvtDrfbHeZUidFAiEe/RtP7t2tPK8fHATafk0b5vpqtpmufqCVkalgzzqM2+7oo4CaH5ORIx8m9sRWxqFKSzu0ghYN1MfD2KgpNlWJdTKGt9nTWdfkiB/u3v/st/OUvf4bXNxT3L4Od2TbLuwC1qja2FQG2QFCt5NKENQKUXJuo3CAN7glFxKgKAK/KpVppuGryIA4219TmWsWYbWkB9rrowsHuBdXnfMh5GZTzYilmVJHyPLa7ooHe79TqoJYDSJnFtmYAm8FebTatoVWrGMInsP637i3BLQGUPJm3VuYZYOYMdmv1zYxq7qJ8H+RphvY7y8qjIkoIv3Dvt3sBzPfXtxIEeKtGt20AEHVMexPKpow/R66qjKHoUwOgxCLKGEPzHVT0wMZNjNmx2eNXFrhXyji8q7s66VEWsD0/PTd3zuMVE+kzBrAz33is0PDyG6crMSDYnbf+eNFa/QRgk0Y5Sfbx28r4RqOalwSVQpdVZassXx3fpOCji7kDUZT6Jkc6Zk0A51K5b7RnsmexoYiQigj2AlR5LbruCBTNVEQqzeYCYDOt85Fb2G0OGDexPx/t4lWDOznOKHYzcD0L6p3pm7u5Jm/V5a1ykiiB58Fo/OwvL6/w9vbWfG6qYFUd8a2MY6quresdluUGztsm+ix539zdV+oIpCFNBTNsmP2jBss7SIWNjSFuJZAesk0Bdo0VlF7AecxoKr0UJRRrFTirCsDu+5coq803cGOiikmXdk3g3hAYsyX7TMCDV3OrAYdunPBmZjPtdXMt09cnrmgcz2REr7i2pGlP56kF2OO5bMaBxUqu0zrL7bURrYNoHTitMwVxK42O2OBoaiXYohpXr6pE/ysEDzGGUgnj4fP7Wa1K82T0DqxWILcVqE+t31S1ABuDNkXWRih65tIUczUKLitMMsWfBd94cd30+12U88jnI5LTQ4m8quBBwJmUPTithK9fxhjMfJf5ScOVARLf0PFxSs+bNSzOolqiq8Z4if7ysc7B/JcA9m9+97/gz3/9N3i9vcDr7QVu9zf8sUpGbnQRUivyGnm5jgft7qRcSmi9grUStN5gW++w3u/NxMB1L6+Cc3qcwUmD9B1RGmsvvDTS1aaMCjkr0XES2u9PFgfYOCmQbFPfZOHKrnzMvtadO1+ceJOHc5FNRu0OC8t3sZn8+M5LNrqUpmg9r/cN1vuWwXV1PdRCDyXEHmBfgTFqUuCNKAiw6/vNM7CqaDdzFyuxKBCLgm2pgvA0kK8m6J7TS01m1BhL4/L1p1e4Z6MkIw0c8YSP8zt8nN/hiCeQggjXhyW5Pa+PIq9Ht70+SgRzQjAnO7YzK+UIRoZipUxhZGiiWi1nXesOSI8Au7Wob40uCJiM8lY0RjmwnPHl+gpFlSRjr9f95pHLTAqozoF47fPbmDVS0BuA8GZHa125HjjIJpqIkAZ03nTRX1owSpalW7BloTdgg17VUSUKDW3u6HryT8PoCEbHksFQEq9Loojwc0hz0vvxDkaaUsan64TK+ZziUzYF02pArUqNTdK6vPYq2o0+58ObMkf1VYU+WXCVIJgp+PDm9EKf0aO/QRs9vcE0VtV8Q9Zu7mRTaeuBzleCG9D0QeoWrbxYfq1DHWzrKgUgHRpiUpfgmt8npZEQZQnnBTiPGVBjiOu7DUoTCMaQn33uR9FoJp1m5PjHJkHQnx9u9z0Y4TAuNQ9rEgR/QErvcOzv3QasLdNL0QLqWW8SH4vEs+Vjlz/e93PgNT1KKfJzyec0fr61QkUo1wHYYB0Ei5lip6uSx551sOm3JbM2Z1yzQSz9YS5ACBFiTBBjalw06XiKsbx39L68/5ESRO+HzDXnYFMPTvn9jQdjAxgbwIc9RwLrYxPKOBYe+1lY9JKoyoThMak8iKK85Mo8wrnRLv8mhBewKoX8a95IT3M1YQxcc/B9MKk4bvB6AM1BNj3ePzbbNHKr9DbJIKG1TK+JT8rov70u8O3b2/9/gM25tH3GTYnaaDfn6W4Td8JqAb6ty2XG+kqahS+gWukycaDmY6oNjizTx/mRBWCrCrBrSWsOsLneY5tNqifgqnzeTyoNt9vMJWHos8wmP/45tfTZvpe4dqhr6U1AneScLRaLLGVCyoSiO5nPF4H/NGqDpy+TiJkYBfVyfEb6ziTFl9ByPqnz88D52T11Bkv0oeEVytWU38Ob2HTfY8baAdogc4H+BFbtYNUORiTQWyi3W4D9aO4TsKYw5Xxg8O9avjOzW54B7D5j3ejYmpgjZADjpmChpfpINqm5cv76ZsS5Jq9j55pTnCrAxkaXUY6PwHQtrXPXveoyWBtYrqs/M8DXOpiZHLhwKiFH+lM2qEAnxS0bD8maHVlJwcaBFA6d9mQF1v1xJVGHnetf82pJPx/1z6EKG31XTqWZZfueWSBfceO/RjGbvGdXQeMOcdwN0JlQ5tR5k90oozp7jCpKWphmvlJd+XosY9dxWK2M2+x+u+FsQRBvuOJrDp/jCWCPDe4uZ8EFKI2AGcGxKEDZuq1EBdXbRTabhak88srPrb0zHGBz4EcNtRWIVQUdoizx+85gEocCm/6x8T/4A2J4lOB+BPS4cwn6Tdhs7bvaoM1s4GdVkzkwp9eOTW9XIJ0ALj3HFA+ClmZDx2bKPzWDXOdox5w2eXgXIfi9BF03dL9WuEalkBmo7gG2VuzaNw6M9R2gDkMY61kEMDY2MQfY88e0Hs8fNatzcQiuIHKVOKXrkxI6PcDugfYMXPcJSHoOvW7MaptmXuRj9lmPHMnivr3efz1FhJoIq27vKGTvXYCr8jOVb645cZl7U9wDn3fC9zQG+nz0WUg9hHbpfUbJSFs4wATKfw3AbjlE1Yr7ClT3k0g7UYwZ9JkrVtuZXbu2nUkQ7AnBHhDdCbt/h+hOiO4Er/cCvjno5BlRV7q82901D/4YTU59ButqAUVA76fgGv9/aiZtHvgdA/BsZr2A8wLgz/x9Hw34tWqHYB4Q3QN2/w67f4dgKyA2Ipu+yApe+W9DvxX/zWbPw+/cZd06vetehpJn+p+ZJOG4DdMoAEWThFhX6mYqIZidRj51CBGO44QYd6iNI9XSmVsxIyUCz3/waZh42szqaNXel37nJd55BnXWk8ArQN5VKgJKdTpwqm1g5I2MVqrmMS2qRB85jvYZU56VucoUa2Ua3jUBTS3qxp/mJA6w6flcRpQy2Z8BkNttbWIEHnOwMm8u1VOXNiVss7Hrg6gx0e9lTv3Mp2D+ODrH0fykN1uqW3qzRZ/8WpvcD+enz3I/Ux4whmRS20QOX29IRm4WIbhCF0H3RqR7hKhLcNUSzHaLDKCRHkK36T5G3ZhyvWKuiY+Z1VabmfSZuUoXpyhVgxG870zdRGFDYsjVVdTHPvYPOPYPOI+fIaX3xo8A5+i6HlxRimYAjEAYb2r+yhhuwTWNAdwAc38E5/ZynAc9HvyZ18/I5tW2WRSrUFQJqDQcot7Ucd1eF7PrBK+Vo7grRn9A9EelHjIn354S0utfczoQAextUyCkHlylnQvgvAfncyLN1+RY9fAIYG3IdBEMOva1aJtX+TkmeWMuzdc0O26Cze82v49h7+kG4NwD7L7C3we95nYTsNwlKOWL4k1PYepx3FV1j9//GsD+7e/gL3/5KyozZDI8ZohNM0FShqItUdtuAW2bEK6MUcjRauYe2Jaq50EcbP7Zer5sw1fNCyAH2DZfqOTWV0K5LkOmp/QVnsGm52IGSIMUuvAM++76GqgFXXhUcj5g6DhNIj5rmEZ3FtoCpy/Q35pVbQFuAYtMp/Qqev3SnoM5+617gH2Vxebfl0+QVfLJDWVr3B0fcOwf8Dh+Bq/37JCYQNwd6C2CXAJ4fZYs8+7f4YgfEN1ZqBxI7Ug5S1z5sbVJqG0unB+/Uvmoete9PGB5TFZwx8vjXA1gpgnfKAboVvO1NGUNMny46eM8ZwLX/PfvM1TBkyHE3oI0oXN2QV8G5zNz0D7rLZBCw+22FgOSWXaWj8UKsHNmTjvwyoBXBpxU06DH+HO4kgipicxoAr11Lv2+Wulm00T8a/rbc5L7Cg81YSNFRMGsgjCTOeSSiUNWtqs+jBvk+jzNKEhYbXKlT4AqYVTt4uFNKJWhfk3g35dLp17pNNeNa1/psU2Fq08u8A341Wbk2byG0S7+s2QOB9hkilJijxCjhxBMAdEkDxiChrQ7Bq5RPrCVCWw1u7l8oLUafNFf9kP2EsFXq81M+syeqY9wcNabljgz/kaVwnhADCeLmsmmcC5NE0gzvv5sPfn8/Mwz3DiXJLBmB3L/JQ1jZ08I/gHOnuWxq8e9JfOeNB23e6i0G1ICQi48+S5E4Bbjs+uEKqx7qAAbnTl3NofVDDqXaf0KwFbKwrqK6djH6nOlNfVOiljNrFl/Arn9nDFLsNXnxrJRGhOMttBBeqBNmeo+gUJz/X8nwJ69bpbB5n0oFJ9VDL+oIvIv8ONf/wa32wJvb3dY7itIqRuAPXNcjD42P1xvVHHltEQdvrMmEy4ZZ4yC40hNUIbOGAPRx+bz9ItZX5Ll9BB8bhqyqhi+KBFwpz/u6KcEZtD584jjvbytmR/c8gxLd31ROjBD5ijYHZzBz4VWzP1no91xAqd3lrVNk8Ad9VUGmQD2lULEVTahXMAduB7DDeCac7LFamC5S1jusmm2qQ03Gt5e77Dct3LhIeA7IKUT9vgAI5HPLFcLy6sEuVoQdwPId7agNwPBpjKxWeVBb9jgeMSzZA+ugDJJ/RWDmMZIZq5z3Wpe38GoDaI3cCSfDWrYexbgTtJ89b5YNthDa7nNs1BGU8f8VqhXBLDbCpAaJr/adV6BC6ckIeBOw84dATbvxLbTIO4ydV5zDnO9X5sLZxnWHmD3GztvHETrIVoPQVsI2g5A22wSnFQQtIXDx/IcBNik079m2a0x5HYHrTZwXkNMDsgB0JjcM8L03jkNTSyim2timY9ozlKiNgf1BlPVNRCpP/1xaqIaXQbHRqux0S8/bmkzN5owWVY+5w2adLzqMqeS2NjDPoDsq8x2sXnOmswcZJe5asL/bTOVaQBrwacm+gTBzOikGjKNfQz0OLkNctfBGAOkPUDafdHiJkUQus2Bt/OqOEz2ZjgUaXeQdg9pD7CnAHv0sAdmdd0AZltMUMgQhYLL+/VRQFuuTs0j0xjiATGeA12ENuD0/On68AmIfpbhfrppKvK61RyEwPN5/AOO/Wdw9izHOch29ixBAJtsxWn81upTzWD34Df6AHtILCGim4QMv37oWqlzOZmhcdvy6vDaqw1dhTP4exPArYA3FGrnlc688wR6XTPeiarBKaGzoI06v876TDbSclzZpHKsSD1sszFQQbsv1I6rqv6MJvLsOT0H+zO6XC+D2z/+NYD9ux/gx7/+BLfbCm+vCyx3fCN9CZxsoYj0qgUtxWNm7b0yaaVtCrDbBWMm9J8b70wP+EeKSCuBpkpJE4G3m2Z2rfKdosPMNrQurP3/oPe/ok9U1znTNAA22d0LUNxGvADWqWSwOcDus8hajpy3q+i5oeWC6L5fD7BnTY6l2ZEB7ArqMIPNATbt0HlzqHMRvI2AJWaUo6INFPE56TzwscGlHGvmQA8Au2poo6Z2r7ONj88BNbTN92QAACAASURBVIWWS3GCpGYlfGxhALuVp+T35SbKZEvRqLVsyH/mAJvzmznAnnF1KxUklb88A03AdyyN1a5u7sA5kzbi0TYIZsCtfOHVjioDXwHYueNfmUYJwDPKiFMGkguQXCjP9cqAlbSZWqtuuVxArDcQ662cT63QDCQE0wFsWVRz1tsGpEAjFoGNtvkYgVC6LmiO0qxR9JlVeB+9wyCXJWt58NdmUVJuYPTcErld4PP10bnxInjjYLltontGFyHaHmbIsbdgRs3C+WmscFF4l4YKIVUPpWAbwglHvVex6OmIPFlEGT9uNobh0QEyuZK1nhvazC3dyU2y8K2ztJvz2Vky2KcAGzPUI8CuxlSqyXj2INu7AE83IJlLS5S8krUuzfdfqx5wKkgPnq8SOs8z28QdT8OmK/gTgj87quE8vN2BZDanm0JKvkjVzLtayCGbzGU4e1djzq/mHOtZ8ArFLGvdOCfn5nO+keHO01WQABvNeaDBUptZ5mN+1nPQvqcr//86Ccefj3SsRo9/omLEaRpiQ2rH7SaaBkfCDMtdNhtwDqD7hN2sEXJdVamaLvdtyGSPzea/kiLy+9/9EX786ze43TZ4e11huWN3vWa0ij7IxKHhRA8Nilx7t9VVXtcVUP6tdnH31BBrDazrPcuIcbtuVUu0FwC7p4W0UnEC1ttWAO4IXn0DlpEvWzWfrwA252FScI3uzwC2XA2Iu244iTyjwz8jgm5s0DMilr+t8gXSIGZZZA6wr7iaMy7S0HTGqgTjQuouwTUBbLogSI+VOH4EvGjg83IUn9CtItqEhmo9rjH7vOJ55k1YI91iBBA4oW5ZR/teQixrCdIXJyB+FXsIRYqpZsS3YjLzDGDPXB7r/68Au+jySgJVXwPYVCbnJUAs23FN9Wc7fN6FXekh5Ma5rgquKCSVU+uButGvNnvDIlJUKpCHTlE0rkuGx5bjKUY49wO1sI1F05k8Znh1YrC0VxLIkImMZsoclWW0iJNJDY1yVbDetqrek7PYPS+7OtnVRAQ5C1L0IPnKXZDANc2XZDBBQcc/A9gtF9QA8n+rPjzpwWOI5rpvFCqukgpP+g5oY1xCUpVlThEx2g9Vwi3r62+LgOW+AVdp4cH1e5dlyfTIW9GPn+mM9/cpAeR8z7UebdpRN7sGPlcOG6rG4tvqDJptA9A4wB5dBlvH1yuATRlQDnavQDbPaBO1ixQW+oTLVaaab5Rna86sGfIK/Pf83743iI591kPkXcfBHjaEegDXBLD7jegMAF8BbH4OZqB7Rg25AtizSgGnZmDoC41u11RwOH2j31i2ALsqh9xuawHFI02oTbwKIRp/htn6Quu9lBqWu/gUYFfFtVQANj+OfPzWYbRKM7c9QP0c0a+XMzrJFwH2n+DHv77A7U3C2+sGSxaQV2IOUBVNkNqCzo1LW3beEZ02qzamCer23oQA3s0907201pSMN1coMUaDECJzsE2Wy6ld0o7JYlWaR8t13RZRKBqtZFsAq5EiIjeZI5uqZGrIjCJC76uEBpfpM1bb/PoqDUgUEQqihmxZtk6uBtabLMeNdE3jETVO4GfOwFq2mWynd3AGqSbOxGEhK59DV87mTNJrZjNKx41G9Yb6/W2z0PXf7yqonNPvNnuKCG9cqs1nLhtb2MJxJvqGElueECVYbZHOlMdFNcNg+rGZ+tNSgKq+N513CnoNPY8/tz5fg1FVzslqm8eMArnR4+3/6+/3x+nzOmOhWqC3GewZRYQ3k1S+nZ1SCYiS0Osuj02MpCldAXlVc5Dlbx07qhxTijKNdTKmxaGXmesX0WJoYt2wISeLaW8MeCaplvYEx7HjImHbBQt7LDBawO7wf2icu6x1zVxmtIEUYhlfRzrg3M+BNsbnBD5HGZ2TC7qqrFTr7ppparNOeP8q0817XTjg5lns6lJIY02w8VW1lp3VRYvZqK14GVQ30g143wA3mukbfPlcXENd9DqYwlGnRbj2o2Bm2xrsoXHKNTGA9sLznwXqg2/rBvfbvcTWqZFopWFbN5BSogLNuuFYyTJxXF+7PSdt1lrpFW2r1YJAx44USa7fTEYzLoNt3tBIx/jjbgKwXa5AWI2+EzywSbry93swOmt4J97scl+za6wArkI06wngcwQ/1q85tK5wHjD9b+oFofuVQ2/Aecc2v5VCFYJ/SpHyzhW6Rt+MbrVt5me6TnjQfOyMK1HnZwfB+SYITM+ify4Ff+/Z/+irumVNNwZQ7o4yyCNFBDW6q4xgPS8aSHVlJnZgbTWzIYBNTbLUV4Ogu1JOiFZC2A6pJq2iC8nv1tvqQr63DVLAIVOZdVEMeFcqIvUcxXhC8DugjCRxwVUXo/TprMH/iwD7/4G//PkFvv20wturgLfXrXBfql5gRe5GOyzNWQ/K2BJSG5DalPuGPS6khlVIWFYByypAatP8wEoZEJssJ7pemKONJy6mmJ2iMqtWupgUWNtmtow2kGKCFBOQmQFvUuQNWCkcEHws79HKAqryN4QAKUZ4f7zDsR/FHIEmraqOglx2XsYsv1+W8uGLAEli8WZIbj7jXYQUDkjhyIOn7ZLGiOU7vT++w3Ec5cLy3tRwdcD3Bhd8k0RAa82LDF006ASFY4MbSMwbOnk2iprc6ILQhdNbhN+5BmUx+hld9tCswpdJU+fxUc+VZudBl8WSjnPTHM3k3OgxfttaWxwBPZXW2PPrYx6CjxB8hBR3SOEA72oWiGSccJPSNs9eacHTcc4VJW5dzXopNnmGTl6s5c45R4uPbiImN40QLIRgC8gjmgQ1/dGEnfYIIXhQSuaNMb9+ZQfidZmIifeXEso7kYRalXqqn72Ggdv9tRiMlMXDZhUFNy4sGJwDaEFrW1wKr0JNQhsLe0I9W5p3vPNlnFnrynijMcfnqMqNJOMSkekFstwniVPuGMctwTldhEd/vnoASABb5+ZOHlWZBv+X1itovUL1NMCEBz5fA5/3RoBlmuuPG+ZgFadWC0gZwxsLWkh4e3mF5XYvkopv325we11ArqqW9bUHr1yJoH2N3Gczqv+4kkj5eHzAuZ8QbAAjDcisr1+TK3JIopRkTW64i/GA4BOc5ztQadwYAzEGvCadBGpiJAoIXavWmlLdNUZD2hM83h+Q9gTWatCZTmKdKDQU7yV4L8Ha1mClt3fnFMveYEcretxMgSiZoRCNgOYP7hi7rls2AVpBsfejOaFWrtvH+Qae1hcyQyLwldIOHx8fcJ4POM8HHMfRxOPxDh8f7xCjz2NcY3Nojt41kUJKpNRZp8B7A4/zgOPYIQQ/gPSRpqra30/j5t8PmfGA834OWgv4mrCnA/Z0lGPehU+jfx+k76Sy+Yhxh5ROSOnIcUJKD0jp0TSsBn8UjHDs703Q81N6ZP49cu2rhGNqKEP0nqQ4E8MJKN+IYNu5ADHucBwnnOc7nOc7fHx8h4+P73Cej2Z+pzm+SgNXScNaVdm7z0VGYUQrGc36FMNQLT2MMy/qGlWFAdqkL990Ewb6EsD+wx/+D/z97wvc3hS8vkp4fRWwrhq2wmdpuy0Lr8qik9omNWxSt65qxoF2voiab1LDKhTcNwGrUPi4eSbF46C4NXWmJ9wEg0oPSqmGIzQS91u+EWXgaMdUd3DcRGOUCaQflwDMeZ6Q9gQheJZFq/+/mml0ALvr3h3VAsadE0mtpXRAjHvesfImoFgunLaT2wJlwIgziKCp7ezty6D8OMlY0fcnUN7zsqnR6DOOHS1OV0Y/LU1AD5+HnAapW3rWoMTHS//9KPvU60fzbGhjKkHZUc5H8+3jZYFy1WgAJ4nUTFAcYPcGF9xlcaaqMxpl8KyEycCq6pb3ttr0O+HnHwE2AbM+OG2hcvnqZ+LyZWR13epxV9OH+tldOb/E+6NNAZ1L/p7t5gJBOtEfuF0yZfO8G4FnD7CtRU1Y7XwzX30lEHznOUhKEFKC8658Z+er9W87P/FzpxqKgfMKer5uz9ut9yvA/mq0v4Nq9MlHK/G1uAu2Qbx/+XRs8u/aG4AIsYHYajbcqI3xiS3IbYP1fgctBJbZbSiZRaoCRBsKmOYgm8Ip3zRQFj353FhJChLRHeUv8cGJpsclTvseGKMiKBmLmkXwj3yfGoZtc55r5YE3o1ZuqpQSQghwHAekhACbzoMxKzgvISYDMZns/tgDZwnz8d4+p/YySTZnPLvu7WTsthGCzYoqda7oN3j88+Fj7drD+b/HccDHxwf8/PPP8P37d3g8HvB4POA8zyZw3sXgyQD6va/nrspDrspAYw9Y/xhtHDB5oICkDVtqDQFdDAKDBA5bwPi8GfeKssNB9SyI1oNc9CM3hOI4tWaH4B+Zr35cBm9sbdWliI/fqk6RtGNK70AyjrTu95+bmoz5ejr2OMSCc3o8UZVGEB8RDYyq7ISX5tnnnsLc9al0KlwFYGcXSk4j+xLA/pcf/gzfXgSsm4N1c/B2k7BuBkSRNDEDOFLKglQVXG9SjwsQW7AIiK9CwSoUAvEn4ItKQD1QHq1T24tzBrA5sGgBNu6cyUil7tCfc/Bqd7mHGH2eWByU7lzfA1fNADXfULTUmB7Y10yxBpLkijFBSnv+vKMuZWszXksdlBloX++H37H/Lfnj/WaDAHbPnasXeAu0+XNx0qhNS22zSjvh8HEwG/j8e1wBbL4pqzG3Te4zP1fHMTtVowLVlnZRXC9ZZYYbtZBVOVGhZtE3Ac9K0nXB9HAcB5znCcdxQIxx+B1qBrwG/h5jFrK/DrmONWUJSnaelQkVq1rwDAKVE3G8Oqh0lcod7PWHrwA2USFmjYDXgCOPBeuK6cKvAdjKWHi73+C2LLAKAasQYL2r7pF508XtmuscQQt/2xRHALsPzuOtYPs6gz2L/nm8wY6y4kLcQIgbrNsbrNsrrNsLLOtPINUbiwqyr68NPfm+VfmEDIqoOdioFYxagYxViOdNmW2UTNtLeONAbwqSiZBMHIC2E9jjQgCZA2sMVGCK7h2ie4fdf8CZ/h2CeQCZTHHTKTKa4uH0A5Q8QG47KHmAUScYdYIUEaQIIIXLICd0103tX3LOFYAthChjP4SQNyWtXXuMWCWqCjIjd/sZsObgut2Ut0B0PFbPJXJ3XVn7UEklsGyyKcePI0HaQ6l6EbhGVbC9bKhJoYXmK8xSI6jGTHady2okxrWudAfcoGeVi04Jg1fDjBkTW700Zl815XQXKXTO6LbSheh0WTPH/DhleGmNm8kXzqRxR078c7UcUlvhayuvdFMz6BVgJmCd0ntjNNSD8L75+Dx+zpnsB5AKFfVsoXN1mzjr53tS6SF8w78TZahrI6QpWG5dtwE/9VX4PhBgt43hNVZMAgie9KrOx7fbDd7evujk+MMf/wIvby3Altl7HhvOKvAliojRmIG+AtQzgM2z3ZvU2d64U6Vomhxa+aRZlnKWqeZBu6PWIKAVQOfHZ53kffa6ToIcYPNdf/dZdauCUIF2m+nmrmL8/9B7kVwUTTQ4sWAQqOWalFwtwrmU5e2w9GNNgJ6Ty4M3ifRcujpoa1WDZ+VpMuC71X73SXJ7/QWLF/Ged/6Vd9dvnD7bVF2NibG7+nNgcrmAuVYtgMBSBdmUuWnVdWoT8OiC2O+mewWI/nP0HFwE2RY+Pj7gH//4B/zXf/0X/Od//ic8Hg/WrFLLce0iUgHzjM4zhs8TNu/eP3KmpJXlI+UQzKTQZF/NQmhBpLFPG8HKEZzJRbkh8z+rRIxBmetrJ7PP3M0wPLzdF1iFhE0pkFqD9YFR5CwoJWFdF1jXBThFhgA2lbH5Jg3pIO3mDbPLS1PirjSDzzeJHPBW0FsB/gxsS3UHIV5BqjdQ+s6CXHk34JnZuVJBzS6mPZTsopQrKLmANStYs4JRSwlUb0E1F2ry466FRZdYakgmwu5SAdo8g22FA3HXIO6aZax3CBa9AqL7gOi+Q3TfYfc/QzDvEMw7eP0YbtPzKIJ5B28+QG4HWP0B0f8DnP0ZrP4Aue1g1AnOPuDYv+eMXmp04GsSIQAZ3lASpSY/bDPvGm3L9VCvlf6cj+OdZ2n58zgVpKGE9BQRRuvqaSQoVYiShfw5MQY4jh2OYy+0MXpdjAHOsyYAKu0DATVl8Gmt48C6z3Byp0SeaOLHKavM6QVTX4eGxzzDI/X5RHn0di/GMdEf5f4e32GP75DCoxxP4VGO42MH+IvPMMtu9xlsLo93rbZSg1M86Bj/nei3IZzAgz+PKCKzDDYZEpGMJmED+vwtSK6VyxnA5viGZ7Hr96tJl1mF+yp6WkhVtlu6WBuAzSv5vwhg//FPf4GXtw1WYWGTDu6rBm2rZSoJyvcDwYcELof1sWSBePRZH7Lx7Ckis/fnAPsrmWwOjntQxc0CKCPGwXdKqQBsylDzDG6bVSZ9xxZY044/BN+CPl3pE62UjW0GCAf2HDjOvgfREDiYpV0emXy01rcnxPAOMbxD8CeQRFpvBkLcbX5B8sWBdItJQ5J36c8mJL775JspAti9tipdmO3ufBwHswvnWQa7v4ArRWLOUR35jLMYDSR6gE0l4d4xblkWWJb7JcDm9/nxmWxbH85bOM8Tvn//Dv/xH/8BP//8MxzHwSgYvOQ2B84EiDlAJpm9KrsXwaijhDUIKpx9gDVnCaMOUDKBkgmfq3dQMqLleKYD9dc/lQefuYr244tnzJ+6jxWJr7183vq5UTtX670E19rlYewOykTYpAWpHUjtQFsE3lJjdpy4ftQU0zaOhSG7e6VjzcvTSkmg5i6aw64Mua5K+hVgtZnKdj4jKgLGbDPZqxMQR5zfD8FA2j2cjwiP9x0e7zscR4B9t3DsBvaoIQYJ3m5g1B2MWsBqAd5KCE4xkO3gSNUa/AgJdpcagM0z2U55iO5A6kcG2EgHObIx1wN2//MArr1+DGCaQHgB1/oBTr+DUe8Q3L/Duf+/EP0/IPp/gFEPCO47pPjvcOyoy8w3n9Zg2b7V8q5NfTTukX6QcqndNYBIKQfrKoZrgpoVCYgTGO+ztH0zIzch4o/3layrRkieiMFNAlIZ20bF+pmQI7w3QJoDbJ4EGxMknq0flVfMOcF9VrnPNFtDaiSj+Q2vAM+yxd7FLKqQILkDDv8ocYZ3OMN7uX34B0SzQ9AJ9GbhkT5KoKsjvl+MOxz7owSt588y118x7bkyjOHzUHtOaiD3/cyU1ASc8siBNqeU8Iw3YgbXAGxrPayryN4WCLBpDIwVyzZp1zd09rjgGSa4Atq8OZ835JNDMVG3+gTZLwLYv/ntD/Dj317gtkh4u23wdhOwCgOSHLTsaFkdfAKfgXXrb99GD7DjfkKIO4LzyY6xHSBzisiMgM7T9wSE+Y/ZZy/pcedcOcHEl7wC2FTCqxxWNyyQnCJSAeEVz1oXcN3TM66y53VB5R3XeIFV+SkJSrkOtB4lyxjDexbip2aEVox9ZuzA1T24ygcXYOeyNv3tlrJCn3ukiFBW8ysUERrw/CJoYyzv1bJUzWJzYPOMg9dz9JQWIMQd1u0GQpBM3sJcSun1Lcha1w2WBUH27XZrYlnusCz3KmUktkbuEr9X/TxIP+jpEQa4vNKsJ4AcGYvRS6FwVIB9BayrgUwswBnL4rEAbQLWwX+ANVg2F2sAKSpvFaWVHBsPdbH4mmFIHT80dvsxOzcqIdB8grfvTVj9AKsfpdxv1Ala7tNQMoHSCaQKIJUHqTwoE0GZWCqAM7pM5W2ORg4tmBmP09jlWfxnFZx+Y9qWSVv97b4JEjn5GM/cCD9zJyTjlbQ7OE4Px+kh7Q723cIeFexRZYC9glE30PJWKCMx6KwhL6oknUGjDwTYEQ6/QzIBkglNk6NTvlpVZ6C9hxOC3QeKSDAPZtq1FxoIPd4/z6o9byxxjAT3Hax5B2c/QMm923CeMJosxTwmQxkPfWayjvGqU08NZwiwK9+0lxXrs65XEnp9dvDKbOzZe/T0RwJU5ABLeIGa8Ag8ErhLaW8y2Zzm0Y9nan6jBr7eXXLuODnyh8kJtH5mXJN7lYgZIPWOHGQD7G5vIpk0jaBDE3TMZjWuXlqwrwh/FvNzMmpYV75zrVpwYJv21ARVITAxQ/MNb0Ccc7brxqbdJFjrS2JOSsQ7vCrPe3B6IxpaFyov2zVz2leSbhX7VZW0a+1rbgRWwfUvzmD/j//xT/Bv//YjvLzc4O9/f4VvL3e4LRKWVeFFLEaXNaUshJBA50w0RX/x9iedLjAOsPuLs3cDum4ArBweKWXOCi7lh51RO2aWnZXzVvnaPcCm8sCMB9pyWGdc36/FDDzykyqEKN9DKVUI/fTbcoBNIJVKZDxTzUHtFcCe60b2FqQjwG51ZucatHUCd8AF4Pn7DmPg4vfiv814UVXpHwS29FllQ0vg2ZrPeHjNWDSGAWIsK2G5CSeP+n4txUIKk0XuRdb6XEvQsXWVRUmFK6r03P0CuDVv1uh1sK+iyuzx71fPjeuAd3tMbAY4JYTTQOh4DO/g3FEMaVqjmdr9zalFz5p8PgPYs43iFcB2+iyZSwqnkVtr1VnCiH0aWibQGkOqWGKTPt+udr9cJqpGp13bzW+9fXHNFI4L6FcBNqeicYrSrHKCHOuRC/4ZyO6bMfvXEOD2XoI1Cxh1y8D6DbR8AyneQMt7Adlo0LQ0OtxGKojWQ2IRtGvCKSbXl7W193BAsBH0ZkAsCoJN2WwE/3oTi/lNH/w5erOghCsbTqMTVnR0qoZK7PxPZQIlp2bNKZJX2WJU3ZBPwMFo0jRbj/sk1zNd6qv34BviHqj3GcwZrYEy9jTeeRa/l4ejDOoVwCagNwPYfaWUmvC44RABKp6IIe52oTJ4tDcPxsHuIuwulg3eLPrH+fj0WcufqEF1g+2H3/2KIjKeE3qP60Qg8eg5l/5ZNK8vDYmcojMH2IT36HPz6gDiFwnW2oYuVEF29T+Ybxxdg5WegWveROlcbY68wibtRktApXVWgH273b4GsP/n//XP8Je//I0t9Busm4GNA6j8zzdGWv8svnJB9/zkselgvgDR5NQD7NvtNoAw/gP3mT3OAaL3mQFsY7CLdHQ0stMT+owHTMd6jXAhJWxCZE1xBPokzr4syxRgk414n4XgWQTnYgG9JEtIkwyB55kONVf2mOlPkt4lvS8fnPx4n90uA1hUoxkSkUeh+D4jrqe/af/76e53rhMVjhkqqeIFa5qLlU/8/bidNeLS+3LefL3IdfPeJFt0vVGpMbN65ZKZlbfs2O+iOnDUNmbQxEBjqI7VucFTv8PvNUFbRaG2wZZLJBEXkssojYFAciw3jyXOkSZSM3xc67T+fi2gJZUddHE7IdjHALCJIvCVcPoAo1qALaQvodTzzSvvbZklGGaLSjs2vw6w51Q7VTLYc7dHVBAxZgNuAc4dC585FxqzZR73bQq2Q1Cwbd9AyTcw+lZCyRs4K8CaDZwV4KwqpivOalBiAyUEBOsa987RydMOuth72CH6BFpoWG/bl1wouUkQPUdmEyWlMGFBpXFKWmAj2c7O4ayvwZQyde81UKkclcbILaf7a7TfkNFxfh3NaFa9vnR//fGenPkmz5f36bWy+Wfia3n//rhGhYI1nAtFKYt/Nv4ZUkI1jp4OQjQR/pfmCC5Vx5sMjakUzRnNlHOEQwgQfABnLATr4AgRzpjgCHGI3YVy+4ypxEH0pmybTpJ7vGcJP1utdNHGgqgxXJ2EUzmRzhvY/EBVsjFz3Wevr4IkDCv28RO6yAG9FKBzEY79ASmd5TvxXr513eB2u4EQYkoRQlGHfQDmUuryu8zmP84E4IwD3oNUrxs7/OVrHQfYlMgjiueXAfZvf/sH+PGvf4flvoHYFOic5dQa+TLUzCiyCsiyijLx0wRSd5Vns2t5XtoY9XnHBaItl7ZGF7JreqiZaP6Dk+xPjLGAaGPMpGkiFMoBgZJWraIF1lz1gN+e0VOmzZrWgnE1fAhgvQPjLChjQOkKkAhk88+GvCFsIujL6bQgx7gDZbdvt7VQAwiczErpMyDIQV8Fh7q4pfW7P5osq0nMzBFJXwBL1+0o9fSiMdaC9Q6sd+W347+h81VXk8qLvKyklGkyAzTBzcbqnMbkLsBMW57Fyf3BuGlparBzRW/ArvS6gGNZmf9/1bj59RJ/NIZ6nj+CaTWok1QazEjFooW96oFWni81jhC1RSnVlBmp1MhBQlv6DUN5GMd81V/n8wVOgKqhYFADE7qAiimwQbOmHRvdzAOieUBQRwkv9xJn+BkO/9E8j257vYNVEbQcs+d8Y3r1GJej5GX4ftKfNVnVTNV8bpnNT2NygHoERlt2BNxLcR0kdRPSY6b7PdDmYNuYraiSUHAlFKluIMQLaH0D7wV4L8DYBYxZwXsFj0cE6wR4r2HfQ4mUVZui9wiyc/gMeug2WblzgF1cNJllO3eh7MH1uT/Ka3o3znhRIic6AjZ8PRrAlxJJmT2AFEZI5YCvd3XNcwXczcFPu35xnjPxr5/RkLChcC/Rq0xx9Q2eAew/Jz3Gda35ms6fw1+H63Bq1nbSwSa6CG90Ju1kjNqcd+zvcJ4f0Dfsff/+D/h4/3c4z48CSotsXuEfx0IT7Rvu6Fj/uz/OEz4eD/j5/QN+fv+Aj/MBH+cDjpjgiLlHIN9+7Ae8Hye8Hyc89gMe+wmPdMK5P2BPD9jz3I7rA98wVDk7/AwEwqkJ8R14c3kbVKWuFKRaCZw3NvLoJQX7PpZe6Yu/b32PFovwdZTPX4TPzvMsvzf1mKV0AvXYcB8WzsG+YgH06/IAxnWLSeptBb2xGncgrz1Uy1cz2P8Ef/rT/4Zv317h5eUtZxBNLlNj9lpIDbdlBSE1aNIfNr6IoJODFxdGj0xAvX8MwzPTjokesdZ1oSiGBdWIowdds6wynUCajGZZbR5cN7hXE5lLhc05kyPwGpuMjKsA0cUAPsUSLgbwLIs++zxUQuGbG76x4YCbFu6BW85EJAAAIABJREFUu2XiAK5nx+YgvO4qZ9nJK8tRnsHus7WUoW1fo+cXS/7tZqHo951I0XHgmdIxZEj6rCk1eIzydT1FiLr4+3HRcikrzcI2G4wZjcCa2JU72wwF/iYVKM10PDmwbistqrxmpprS6hnPZC6rqsmVoyBJdvFAia4EMYZyrVN2hWdMrDUNN31d126eaJ09qdzsXCjjjle9ajbNgTMBm97MAdEcEPRewssIXkYIeofDv8Ph32G3Z3lueQ01zU3K0c+44JwiUlUlOJ9yzPjPGzfnoKmXV5zNTyWr1TRY1g0XOgquxXWQGhqdVxCTLcojc4DdGuJUu/AFWm3vBQG1XSBECY4B7BBM+T+ksUzjBqXfIqTYWkyjHbVH4O0cBFut2622GRyHxtK9D+7k57P7Jo897DVSNdg49g84z+/FbIPUFwhMU2aPH6tKSVyabNQFJtk6illTGM9w981iffBrmb8fvScHmi1458ZV7XvOwD6vFPMGff56Xj2mtZfUsjgYos9L3wk/Y5v5Ldxuxvf+eP8ZHo/vcJ7vjTIV/92fbVz689DwlWOEPVwHKd6c+14A9rnvcO7o+Hrm7C5RXSqFZS/guv2c1Ih4ZlOYrwNsDrJnAHsGuLkKy9cA9qh1fc0Pbytws3FMVQxKEHLJvz7B8Axg0/jp6cGtElqlkC7LOgBqnsGm2+u6frHJ8Te/gT//+c/w8vIKb29v8PZ6h22RaCeu0AadnJtUdu4KzkOwHpILEK2HYBzoTYJTpkTIPKVo/TRwUrSN9Wu1fCXbXtNYWXOraMd2Jf1F/SzGruTxRM04jGNGqJbeqpPSkTMBNUtHcnBcJstaDcYZSOcB6Twg7gninsr943HCziZUftFXRRS62Nru456nRQOd7rclmzHDR6V9fpHNL8A5j75vzOibYMoFlnU6x2hl/agZdDhvF+BaOwvKGtDZhrq3IqYgF7MYUXKRNztyq93Z40Xij0mpVZmz0UyitxTH28ivJs51n43lDXGchtHrxJPZAqlBUGPlZw0fXEd3DrBJ0m28dnCS6rnfNYiuMtPU5WCJsub4O7e68s5bWNc7LMsNbvdXWJYbtA2ofONFmb4EvFJBf3sdW6PR2tvrMIRTHox05X5yewlqmvM64O0J9/BZzMY618jlKgd1I+saigvX0eX8VH6bl+B7mgBXMelLxbS5wU3ZBqStTiYdvdzec1Mbbq7C3UZzOAnGrE1g9ls2743jZYfH+wMe72g2EmOEGHxZPyjITjx6B3uI1Yra+gy4XXOb1pOyzki0a7falOdGH4oON4Kjo4AkXrWtwKfe5vf5MTx+lOwd5562c3xqNO357X5duAK4vxRg94pbPbWSZ3f550gpwXmexRCGZyP5JmH2mYmCie6tkdEE2rWXfxZrx8otB3q0Js7ANWWG+efk35v+D0/S8d/I5cSgN3o69kjx5txTifdzr7ePo7hI8nNQNzK1otdrfxe9b19l91qaSJ8s8sCTl3xN4Nd9kWbs6CSOJUBpPZspOfGNDcU1uH4OsLlM34zTP/NP+CzGbLcGcqimoMw00Sl5wpUnXim+6OT4B3h5eYG3tze4325wv93BSFMyzNbaxpKcJqNgkKy/uwDJeuS9CQ1eGfDKFDJ/sh52F4ZIvk6Q3ugmOMCmSc9I3U6QpawcLyeJZyU1Pun0O6AegM9OlnOh2bER3+g8H80OnLtNNZJwGWDHPYGLoQGJPsWSwZ7xjPCiH3fw/S6SD3RqQrnSp+67dftJqQfzjVZ1N8Hxi6ynCtVJsdXR5FnaqwupWSw+AdhyorBBPFNutEAgMO2BgUrTPN6bNJBM30w5AZvDOEitDZmcekQ7aN6odNVcNOvsp0ZLa01n9jAq08z5uGr4HXpXOMpkUxa8VSZRxeSFfhshlmycg8fJbCJG3/y23PWNH+PfIwRbztm63mFd783567V5abM0k7zjyiskdWe0BmfcELihx7knOA/B+QrU8v3gAnjXWvfONqT95nSmJ8vpA5TtxGpHW0lSyjUg/JeoCvAF8CqDxxd5nPNUMzb4OUKA3RqVfOYAOhjiTHTkQ9DoyMc2W2mPBbhxjqZ3FlVFcqCcH7pB7tE3kn50/rSQSCXJGW+rNRgl83qjwChZ7pN1+x5CzkIe8PE44f044P1AkE3VrV7q7DjObA/9aG7zOI6jaEiTVjTXlibbdNSSbpUdEGRXdYer6IESrw5Za4b37hUlZplwBMB746jINwJ0jmKsBlccRM0qwQSwCfTNsvU8i+4czn8zlaEeYFPiqQ+Uoqufv1exaNfaFmBba8HZOt4o+BgMzgwAm8fj3OF8JDgfCdLuIe2+uFHWa+BZdv1Khs9366SFPnlCiRDu4zFz4uRzNDfqIgpHP+8cJSuPWOGrAJtv1uj35yoi83XxmiI3A9QzOsnXxADmjt5fBtg//PADvL29wXJfYL0vIJYVvMEMAJbdYmNV63I5LdoAh99Ll+zhdzj8nnVIbQnqpOWRTChZbG9MCT7xIbhug8p80UdcELsd9SwL8Iyz1lNCOA1jBsDbDHZoLmi6XbNndEKrTXm74NgCCKVWsCkJqxCwKZkzsKNqRqvHfZ0tdi42A50WVwLYuBF4nwK3/j2/En0T66xUNE6CbTaPd3e3F1UHrBnAdjE0mxPtbPk9dW7++8ywhdMYZkBg5oKGz9NDYxcZcLQZ4EqruALYV53/HGBzXi7JCBHAJuCDQNZMJ4U5bem5sY4xaJRCFrE9wCZ6Cd+I0DGatGni5gCbfmMC4hx09xbLLb98Y5ultZizHEeAx/sOqN2sQcoFhLjnc4TVhd6spZ6nNsuqFVqGb+sNrFXgvSlRLeJJ+rPNCs9kvWaas8QhrcYONftJQJwqGDOayOwanKk09I287Qb8eYm8uvfVBXdmrPVLAHa7eBugpkkE1haO08PjfYfz3Fs6SJfJ5QC7yPdlkM0BNpXrCWDjJgk52gSujRLFURJdJbesw60gOA17dHAkD+9ngvczwbkHDPpsF8F7D9BYpY3jSNnam4x4PBxHKGDrOOp7kdoDvm/KwBwrPVTteRb983jViN6L3q+vJNHruCsnvq4mtfrEFhcJ6NfT2gOD8xIdp/WNMusz8NuCYDdUUWe9SPz4DGBTxp1nzXnwJB7fJMTgy1jjIJviSKEB2OeemmOPM8H5iHA+Ahyng+N0EBPKWcZkGci+rk4QNbE1CHJDzNY1vmHuEx4ccI9zN63Hofnt6Xbfy/QMYF/9xrSBuqqQ12bZz3tQrjjaM/pkTzGePfcXZ7D/9Y//CvfbDeQmQCxr2eXvIYKRCqVkpAEtNMhVgpEGrLYQtIfdpaxDGovoP7es9cpBMrGAb24MEG3IzSi2ZsULwMb/0XeB8yYTZ1y5cGf8rq9kr58B7KsT9Qxg42DoM95zgG2cKXzhAVy73MR3QeInkv4zo54xY1UBNoFsDtjmWdJW1WCmtzrLuPLPcXWBId0Bs3McaJN80hXALufEIphWxoB2DrRz2BxqDEitkSLCNaM7JzM+McUYgGc/r8w/OK0kRn9JEWl52aPcHymN9PJ8lMVuKSGt1Xi9XYEyp1hQxvmZus0VwO43EkoLWNdaMmsBtgbeHDm3564LMi3U/UJ/5UJY9cZlBtjVTh5pPttgZIKuiBKkWkCIGxAnmDsU8tB2a4KOC3WHTdwGdQxtN9BGgDacYtR23M/KrTyTWLjmvs4dezpLpLiDZw1BWtnsHJevMeMxOl5kz5nsaV9jI1J1yqTmtrbBzTXnkcBXv3jPAFm/sM8ANm5+qiGN82oAlvietVzOtZK9cyXzTCCb/kaPmWcOqnlglUKi9J9cQMs7i9boJgYNe7RwHgHOI8AeLezRQgxzMNsC07oxac3IMoBKtmwwjiPA+YiQdg/k7skrOj0Qbn/n58D66jkzMDY7r/31SpnMGXWvrzTO6JicF0ugimexiToz40LXRNq49o5r8TXAxjGfhuwp/a++Mj5QaGLIGzn82wcH1bPYE26ojsPDvhvYdwMpadh3CylZSNHlMdM2mdbwuMl0fRVpfj4TGzcp+hJ7N65mdL1mPi/nYr7Jfy4h2AJsvibxZCmC7DB9n/r/RoB9RYmaA+y5R8YzQN67MX9NReR//Qb+/uPf4Pb6BvfXN1jebgVky02A3ASsJbu9gVhWMAr51tyqlv5ygO0EAnFy2uJuW8G4S4DNu8B5GGlLR7dWurkg+yZG3izBL2japfKy/TOx8uvJowXYRLlAMMUBjrrI6tgh80phfaZAsPJZr2pyBbBnmqpVnL3V1+ybEWe6kJzC0Gtb0+OzDOwsE9uC9qqD3apo8KyduwTY2pi8OVHFnpqHNhXUchezmTNZ4bU9aXik5/Pu8xkAp/IW18HmlrXVEdPCcpdwu20llruEdVFD4yNXWCmNkVKzcdn+/6/w0b4KsBHUtvKVBLBHnvfoIEjgkv5yIEqLVd+A2vMFq63tBkUlRVde78yKGzPetaLQc4CNk6DsBspuIM0K0iCwFupe7tPjzfP0BjJn0WeasVegph5nANtGcMZD9AlSlpCjY0ZaUEKXoCQDNZQ703K0e6c6Ll3YSxVeOQi2+sMepBTNOQzBl3PTUwf6ccgBZp9goNtYVVihtVi3zfvRXBdCzFSLd4hxB+88WI3GM1ZLsFoWQxqrZT5uyhpTM9cGtJCghQC5LSC3O8jtVgIBtgRvJVizZaBtGhpA9Ba8s9mNtTWCaj9728/Ary3imWPVRQFm9NvfioA1p3BcUUH64NfYs/PEJdj6TWD/P+v30tBv3mku6sHzs4oyB1TW2rIWU0MjT3D1iTMOsK+MqWYJpyoIUGmcHLwTl5zz3j8D2AU05/t91vpZnEeAY7c1Un1PHHOVopZCbCN/jtRk0WuzLz6OQU2X1HhJt/dJhYBThzitqIL969++7/26qrJb6xpcM1JFYsEtvYgDcejHMR+m461tbqwAu/VVaf0HjBlf86sA9m/+6Z/hz//7/8Df/vojvP70DZY3zGYrIUFuG6z3Oyy3G8gN9UeNkqDEBt5YiDYOwQG2FRa8co3DVrGznfAfieNY+ZBtcIBttIV13fLF16p3oIYiZmXoOJcUQpkv3QBsDqhn1uhjjI1DVLrvQQfP/jSOj520HAUH2Lxk0QKluV54D7I5/7oH2Ffau1dZ6xkAn2W/+/9z/f8qAKDFnzRiy2A39eIeALYxGVB7MNmmmkKbeQPn2BEdgUr1z2kwlFV2DJyMaiLc4hWDuq4TAz64seh1wLnm9TOZRHxclzE9U494DrBpkR0zyFpJ0CzbL6UAzTaxhaOoDYgNG6H7/9sbJ9Btuv56+a8rNQzekNIbQdDmFUuarmTakFaCWe9NrKC0BG0UWKdLOG/BOAXKigZA38UrbBlgc+AtzQrai3x7w8gAm2coeamVl1at1ZVq4iykGDP1LoI3fSMlHjPSgloVqFWBWCSIRYI3rBnToCOgkh6MjsCrQOQWqKQvj6MJUGLPJUWaMVFA45uyOr0UmzGmALer8iw2Bl8D7BAcno/BHt6B8x6c96AUqlZp48pCWwF2wIZ3i/rYRokSCLJVaY6nxI0zJlNDFMhtnQJsJdeSFbcG36sCllBue+eazNcoJVmb2znNoue2E8BG+hJuBun3ISoGyelVINhXG8bgQGOWSZ4d6wHKVePj7PlXYKdwltn/5DxvAvHGaEBlIj1sxJEGlxVE2GtmMoJ8TuEKOrxKw8UI+GueNXz2FJEUA9KQUoR9x0jRw54iPIhjfSR8fBoB9hTgPCLsu28jP4ZZ5tAAZR57brzF54RMW2GAPKYSe9eke6T9EmDj9x3H2ACupzS4Ubu8NwwigE3NhXTdcLlINB9qr3uiu1aAfT32e7lKWkdqmIILqEqoG816XOO00qUHkRsSie2LAPuf/+f/DT/++S/w9vJSstUIsEW+4HFC0ErCtt5BbCts65qbDlsBfgqnHLhOg5SOUVjtcJJkYIQk/KrSRBtGu9xcxHZL7ESWklA+0ST10nfa980Asyafnof1vFubA4Q2g02LDe0GS8Yhg2sfQl5UWlBN6g3POEUtYHK5rNbrTbZUjWcc6pnphdEo+D57fK4PfU0PeQbm+cBuSzYIUCqA4t+ZQHNsQut8zFxHpackQF3ao8n0NeL9/LVMJm+eCe6l0VrOLJmdGB2KeQy5EXJg3Ttc9mYlYtOTSet5tEZOCDYIdBDwQLUe3YQztsmcBOe692qj/7/ceKIdI2F6/dJjNO5ow9UaXbiSTZ1l2LTReeNqmsBNrYe4R4hHAL9bsEGBshts6l4ANv21QUE8HHvOAsoK8NEC8fa5JCEBayGWQR0JDVMsLn4eExK72yGaBLs7IJoEQUcIOoJXAeRdgVoMWOHAq5AfSygnqHewKoFRCYyugc6aeBvt7GNxGaTHnD0B6Vjc0GLkcXOjEfo741DOSrV4TtqqHd2P0UNImFgIKYL1AawP4EMEH+r9/TjB+gDKOLA+QtxP2I8HhDynG23BOyylGyNBiAW23AxrjGqAD5W6+aYMr9eaPT+OzJ3eMXtprQHvHOzpKJFiyvSelnuPUp58jZlnlmsPiYVZBrv+RhXkYib1nAKWmdtjBTtjY2EPjDk47rN/HHByDjw1Ij4eD/j4+LhU43gWmCWNhW/f8+65LCM99ng/4Tz3GrlJkBoDK/XGlcco8NzGTLuZ00f5/WcZ9+MgkIrfIxypSOzGPcHxOLMS2N4EbQ7wfoL9TLCfsVCB+sDHK9c/JLxuQoqQ9h3SfsBxvkOICUJM5foJcS9B9/fjhPeP77AfJ4S4Q4qpUqhYA2n9nkw8oQPQ9dhcg53jon4TyBNQvQpS8945KUi87hm/nhs08bWnB/jt+uRQwczEElaFMbQvvX+8ksjjyxlsAtjL260CbIkAWxtZomYcsAxO5UrKMPf3eZnTSNtko52pPx6f4J91w1/xi3vAyHnGnB7RPm/crffNkp/t1PtjPRAmgE0T0tX7zrIKs8z5FYm/bRZIGfCO2dqer8l5mzxLyznAPMs1Pt6C+J6PdQXg5wCbAH2fsVcMYPc0DA9kmPNLolp1o6kSN4DhlJWZrjE3erkG2Pz8dQDbhgbk16xjGIxJuFb2uqBzXP1cz3luVxucRp0ll9CrTJkCI6scJi+vo1xZLM3PvAnlM74dr3jUDdnYrNdmVOvYxKqGhVaXtVasZkYaxrrCzcdg9KsYwEUPLlrQXoEwK2z6Dou8wabvIHIGe9N3UHYDExS4pMEEBdpj1ltbAURJ4VSV0uwpV/BWlSDqAgJsD8lR38oOydRAAJ3AywBOeHDCg5cBvAz4mEoQ1A5BH1OA3UcLsA8I/pEB9pGvhfH67cfMlGcZaul17E+pAJs3D3OOqA8+NygHcGGfRjrewfoI2oYCsNPxDj4dZVw4F1hGk5rlsOxMqht9qZvTlSiTWhsSH3CeH5gxO0g5qcrrjWowIzWBV7iuKRIh/xbU8Fl/Gw6uOcCeXeOzRlc8R23G9b8DYLefp9Xm7jPB/LH++eWxvdIxSBmlbQ49n8RegHMPsNMeBoBdgXYdE30Gewa2nwHsc8fv0QNs+oz7cTyJDLKPdA2wu8dj8mVs1EbpGj4k8CENY8QHVPbajwfsB8n54jzunWu+O/3lbpqzGAH2TOnEwYhvnmOGHjf04/oZrqCYNXvXwPW9GI7ZfQ6wlQedcasWehpfAti//81v4acf/wb31zd4/ekb3G832NYVluUOy/IGm1hAagFSC7DegPXoOhhjalLrvBFnaMiZZKLpy1OW6iq7OgNtXAKuN1bhPCD6Owfnc0F9PiFc00OeA14OsKmcygH2rPHjWUPlFaCecWtrlqnlZVImljK2KT1gmqGdZHk517M1yvjlGWxOIekBN4KwltvLZQ657B01CvJmyd4VsQcYFFJ4ULJ9rhS2UDRGXng1DXkGsI2hhspnzahcrL8F8AT6+WcigL3cZfe5nmeu+wnmKwC774ngAJtAdlFimMg0zbPmvTMnU8W4qBRcVQ+aY7ZmJvosvbUejPWVj+98AdnUWCytBukkrHqBVd9hUTfY7AqbXUF5ATZpUF40x9xuIeRstswNkbxRj5usGCPA6jFQncJCcmEKsK/AdgHYJXbw+gBnDgTMLKw5wJpjGP/OnhDDB4LsDLBpHPEejVl1ih7/CsDGCtw1NSQEj5W7EMH6CC4cTVifwPoE6fgAbSMoE0DbCD6ekI4PcOEAY2mDmth6sANv8ORa1HzD1ssrco1qBNff4fH4dziPn+HYv0NKHxDDexfk0lgNTvoKDF8rZmBtLq8XCnhpAcuzhrFJEirEYb3hDWXPqCKzxNK8cltfz/uVeopJm70misZZfvtfF0TzoKozp8WkRg6x/VtfO0uY0d9nADtlagWB7D0lSARMQyzujfSXXB3J2RGPH/DYEzz2BHvwkDK/P3kLyVvYgy9B9/ExnxMdCZJrYw87JJcKi4CYA8Q0oOch0yD3ul2c5xmAfwawefDx1s8RvC/q1wDsfr2ZzVtfSehp6eCI77CHB3idCtD2OmGY0ABsuapfB7B/+MMf4P76mps+NgwpCxeTOIwy/9VGg9TUhTlmIXk8oyNcTQz8B+1LA/z4eb43J4BrXmJZuepk9u/dA+w+a8zJ8TSBPAPXV9SNK4DdZ3ueAezrJjU7/B9OneAAjhtdBH9kN7F3GLOzI6Dk1unVbfFzgD3bPX4GwGYAm7qaeYa4dgEbBrIZ19r0jpQtJ1UK4n5X2go1cK6rKJas/WfHvxSce80aBAcnRT1cG/heHmrDoyl8dLGhyyWph6ClvC7Pab/rfEKha+8zgI2TrGPudW4awYYharMdhmEVrP44VbG0tCXwPCXwnfnKrHIwt5J//v21caByEMC23oP1HpQxsCoBq95g1WsG2QsIJ0BHBW63JYQTsOoFNruCjqpQSqReQWSlkZjsoDjirABrtjG0yAsp+QPERoWJN4TTMa7KFHTIgRkYbw8I/izAjzu7WbM3Qc5v+JxKEZktVLM5vb12R67/M4DdUx9iTLmMfYD3bdD5348PMDaB1gGMTRD+P9redNlxHksSfIIx666uysyqmZqxmbLOzC/iSiKJfeEi3YjK7Pd/IJ8fwAEOQFBxv5yaH26SSGrn4jjw4+42hHg0+4vWoTyH7ys8BMjnOOqr0B/ar3gyIyfW9FtqnX5r74/8mmtzXXlHsEcYExQqJLW+z2l2pv39Tz0LfCpcytLkz5u8vkKwR9emERGl1+R9TLxKPq6MV4vKUdR8/59do3rHW5Pcp7hLThooHWXQxG+JoFf5wvl/+TXBDo2emewgo3XYfcQR1nK7Od9g9xG7D9i9x+49ojUIWsEriaBVgVeyoC7XiNaxc4ctiMYjaAcrNPQkGlihy3ZmUSkMMFewR/sihdmM3MiuCDb9fiNe0jcMSkoEf2NtSsVCru3mMjV+XRvxz3e9ZWJWiG5DsBEuh4gZaUuYmFWuEOn5vvzjBPtf/sd/x5//4//B/Lhjun3g/vGBx+2OZZqT/lKlRhIpRIkqTzgT7L7RrQ9AeVfWH8kNrqYGerLej4JGJONM9qvWuvc4HFn19SScn7SuLNFo2chzkTdQ9gT7yoex/1z9jksVU6WIZPoTwX4f3zyKRDfoI80Trv+/MaE77/zkTNI6kfTd6b0vdU5mpCr2wC2ELjCciHMk3VZypUjhIzWBkEJNvn/8Vjyak+PBlD2ek16TR4yTU0ByCOitfc4BMun7p89xu91xu91LwiM1fpC2bFmq1pr06WlbMfxN6X6NgV3Qn3Du9wn3jyk1zXVQiyno15UkQ2mhF4PlvmD+mDB/TKUhjyAeorkvHgIqV1TSrYGWHkaFIenp91VOsFNFf7rct6iCPQuFWaiOaBvMQmISAg+54CFnPOQDk54hnIT0Cjpo6KBhVgvpFSY9FwizYFEzhEq2f1I+Tn7oBCLVcrkXKPFI9m9aNBfTHnRhtVLALDPDAktBX6oG3rSSL6r01wbbFOB0tu7j51J+XPZ2nCOC/X6GrdVdV+RKo0l2q84EGDWGmNvZKTEbiNnAqFD2Cak8Fmmbc1MfXjVK1OyLCH1xgf+GtRn7qnF65Jr0Xu43Iq+8Uq21LWS4vg4f1JCePMnoiq1lsSQVp+e/u6Z9Bf1n/9W1anhtzAExVACqv/c4F+EKV4PKPj48hifW+IkYntA69dlYkyrn77Tyv5KKBB8QXUr0jC4i2KRp9tpicx5HWPFjf+K1bticRzSu3Op5wXy7NQSbSDYn2pxgV5KtEbSGVyqdBxi8UmW5WZYGfBuzLFBZDrhMc/P/cGljz98aMBePrxQbR1ypb1AdabipQZVAphVUXLvin+eZ8W67SZT/jYpGfVGJ+gf7CjYt/2IF+5/x7a9/we37b7h9/w2//fnPmG4PiGku08Sky+T6TD71fYWRvGNEwq5J8JlojyrhVwS7fy++LZ0ARwR4VCl+J+vot7naqfqTzVe2HxH/Hg1xJyG/OjfsjaQfvYXX75GIfKVq/Wt/bdmh9aPsJRg8iYqa3LitW638L6eKcmP/lr2Uk/fxDYu4YV4+ME3fcLv/Bbf7XzBN30AxztP0DYu4QZsF2izJh3loc7d0/+WZqKTvn1xs7vd7JvpL+WxkSUf2RXVGpQbWUOQ3ySJ6myEumSAyX5sNE1ko02G/AGnVCEb4XEU9uwP1Np0czfIlv79qyRAnWESAiGgRwUqa9OVyn6oSEd2ACLbQBovWWIzGYiRmIzAbAeEUhFOQXkMFA+l1gXAKk14wqwWTnLNVX/bFViniW6ipQA6q13K5Q8lEsL0RCANEK+H0DCsnWDnBiHuBnD4gpxvU/ICcUwFECnlxDNYKEZE2vh+MZhiJKF4dsyMCOToXcunUmWRn/bNJgWFp2rqNoueR9HoxBUbUwZ7OlpciuwbNVJnqBg+jcB6SkdBMUZu02boUjAowCQs7ls4VtHcEOxFZjMotAAAgAElEQVSImtxY0xtJVuEb4jcuwLSBUD1a29D2+b+SOl5/5nNjP/1G757bVrTbxu+r8KSrPqEEmqGoBPsKnGBbs5bBUwzbJcHu/e2HlWyX/Otj2LKHfWqA9dYjuoA9rtjjimPdGolIdB5GKmixFIlIY/VXpCCqyEYIfHm/7vesT49Ts7U1I71/zFKaao93xlliS+4m9NjkCnnZ94QsUIrkKVUeVZ+fHtPzuXOK0RpSkLOUyOcy1Vz76FpYZ8XrtbHe57bQtdGfQg5TDossGTActPxrQTN//CPuHx+Ybnd8/PYbbt8+MN9niGk5aTS5NlPL6yn/K0nAlWTkV1KSUSX8HcYnvDPBfkeAl2VpNGxXUpH/Lxrtq+VXBPuKZI80v7xJsT+Z/Vegldu0qY3vJEDn5XWKs560+e83JtjTdOuCE+pJnBPsGkwyl7AGmr5OmtkJUt0KFvGBafoN98dfsYgPaDNBmwmL+IDSD1iXIp2VbgNWuL95+/mvBpC2+X7JL70GPPDgCm74ny6sad+pEifN9qn6O/ZWd3W9g1GVPF8R6RG8johmQzSxBEgRSNZwRbxJ+kBSB3pPp2MBfy8tPdRiIWdzgpjHsyI9wZ6lxkMoPITCrDRmpbFoA2EtpHOQ3mJxGpOVBYvTWJyG8AbCm/L4oQVuYsJDLliUwCIXLGrJ3tgPLGouELKrZucKtzEpvMTbBVZP8HaG1VMDLW/Q8ga5fJT79Fgut1wNf2Q7xXNgwuiYImtSThD7c+3ovH19Dj03MV0RbC4VMfniTnBKwyk7RJ8ATMtT5d5AqeQMI7TEokRyihn4r9Nj3vRHy8kCrnr/8uANBaVnLOKOeflImJO/erKUo6LAaDAylltwEleO95zkmJBDr355TcnnRb10PQAL+83pfdr/6Fea6qtGx5Zkvk8EvXIPqc997+ndrx+/N9fRbyeQVOTYP7GuB8iKNS3fyuBm5GVP9/uETkpWdM7DhxU+brBhhQ0xITt3GFsbaLd9w7Zv5fG6rtj2FdsesW6hgJoaezRNjgUpqMg4mRMhE8JqTzBO5nTI1ARqslQrWf1VhxhKtkzpljVqnmvfi4GE8423dvS+uExdBTydQb7dCRR+Q4/pHMGDcazWkEuqvJNta5XGXqNvhNdKwkgBI1Oiaw2tErWIPIu3+CLB/lNxDklOIh+YblN+kUSyNSPZOjc9ecebB1ufwyvrrl/ZDHHbLn6ST00JkWl/HLhuZ/T+jWm4UM16Cg4hAntFWKk7+mo0z0/W/Sj/XWXgHX4PwR4S9IEV2u/BV5/LyfXVwOfKjP7so9nbJFX/03cVbE5w6aJE/wlNofJ47Rh9uXBSVLM2M5S+FyziOxbxHfPyDdpM8EHCB1mItvPpZFXI9ClMxJR9oSfY54FF1W8vIlm9pRNp6oinE2vrVkE+sfX36glDe0GuiYMp3jgdQ84EmNxJ3RNsekyElxNfryNWu2Oz20kz3Fewq264JdjpsT2R9xHB1tJDzgZqsVgmhWVSJ4LdV121Ts1zQhvMSuMhFR5S4b4IPKTCpDSk81AhQIWA2RlMVmOyGg8tMVmN2RkIb8u6h5b4EDM+xIzZaChnIY3GogRmMWMWMxa1ZMy5ij0NCbZ3CsEJODsjuAXWPBoo+QElPyDFdyj5AaPusOYBo+4w6gGjJmhFMe+jcKzzPsCRrC81RufMlBBqTueC82D57LwwJtjtMWK6qprVEk6pIbwx8MYgWleQmm2zJ7U3ME5BWVlhJMxFZHt7PIkTsSKyS2QkDaTT4HoRH2kQLu/5f80prVINrzdEsDnBb45PSkbUS5kVIzcR6jWhafQz2DXJ8PCyOsDnZJTIEQ2SLnW1gz4nQiVbsUGM69ghZNjgyJAHMtw1gyde9v9L3a6ex2oKKX2OFikOfcPz+cK6bll37dJnD7553xF8sMw60JbBj7UW1vnkarNucAzGByjjIFXq+bDeYz8OPD8/kzlE8DheTxyvA/tzw7pHrHtE3EKx5SPELTTLXbAV0WBRD1ivEDeH9fBYD4+wGliv4KJG3BzCamCcgHEC1iuE1Ra7v+qiE+BDQMiNoNu+Y9uO039fq/WpYh+9L85SIxDRHhPuNlo+OH0CBTsFp3OQTyLecpmxzGn2t/rPv2/a7QeZWkkYJUoCLKXAGlndtBL/FU3zP1/3u2z6ptsdcl4gphnzoxJssSy4fdxw+7hBLOTrfJ4mosdXYRfc25iHToy7UNuKHJnEc41O77vI37uPv+xN5/upv3dVYfqjeIdxTwhJpsEbPfoO5RHh/lWl+0om0k/NtoSbmhxbf+5fmfKPfqP3XeS1gv0rWc+oadW50IycyUuVqkg+ONQQlJowWLDwadBEGhKxrgOP9Ns9cL9/FM10uYDpJTenPaD0Hc4viKuCjzIT7Q9oMzewToBbavUR6rz6QvtFO2PBR9U0cEgx6xTvPS83WJtIfIqOtvDBQJu0nTYikYCu4kIX7HGssWgGAGn6LlsRPVSpCpNFERHs+S4L8TXC120nAzXpIaHmUpARya5I70M67CtwnSyXkxjtMZIjCakhFclArgn2TQh8CIGblJiMwWQMHloV3JQseGiFD9o+P56UwkMuyY1ELAwzZjlB6uyvnGdJKokSMGaBVokwS/ENRn80UPI7pPgGMf8VUnyDkt/LMim+Qy4fEOKW5U2PMuAk/+c+3IT7P5MHdNpfE/j5ua0IXRPskQb7uuraEkxTKtkSVgsYM8OYGToPHIwRMEZAqwVGS7gc77zMD2glUpXLG1ifrBZ1JtnaqUweErhFYLFPzEmKPMa8J1rpsYEPOg+oE87HP51nRAlAoutVjAE8WKw/FqsrEksXzQNoLlM4NX8Zj3c2gdaE0sQeQ27SzM4yMbxw7P+JY/9PePeENVsDcqGhx2v8gW39iTX+wBp/IIZXafBMpJ2CW1orPu4gclndDmf/Z/5/+WCL3/WZ5JpMdLO0INAMhBtY/cWyvFas7eD16qzFiGBXpOtWiKl6HbYdft3g11zJZrbA67rj+fzE8/mJdd1grGUV7VTBpir2VfX6uqJtSoP1tnusm4M2C4R6wDgB51WuaCeCrU263oU1fWed3eB672wX0ndrB1W1gh38iuhWBOtPRHpEqntiTWTVyHr8OysRnCpwVsJZCasXGDU3651JhNvZdG7hfOgfIdhErivBFqyafSbYnGR/sYL9r/jtz38tuuv7x63TWoviK0oxyKOT6KhqO5JDtJXKdmqKV/748941G/RVZCKmPNaSWwj1f8RIX90To55Y0+ehE8qV3c+vtGn/aFW7J9gtKsHuB0FfTdC7Ith9FWUk5yFt57sOZD61eK5sjAh2rtRlqQc1OY4ILL+VUuYoYwpMkiWsRimBGG2uVknE1SCuBj6oXLW6Z432A1JOeSqWxTmb9vcfHRNXzR79FG+agr5hXm6QcsoX8Uqyk+b7XtbTVB+v0PWEupev1G1zpLFIzRvTbYZ4qEyeNeSsC9EWDwUjHQwz4y/bzDWllRNpdUGwe5Kd0ggTwR41OvEmJ76+sZ1klmzcPaTqrE0h10SwiWTfpcKN4aENJmPx0KbcJzy0aba9SYW7lJiUxKwklgYCi1ogS3JkItnaLPDBwDgJoSbM8weUvEGK79D6VmDNnVWwv5X79FiK75DiA6Lsn1M5Johcc/BkSzqOSmIi20/5ID6d875ewX53Pj6fn2SpZBudQla0nQukniD1DG0EZJY7GKthrMYsZkgtYKyGCw7KKhhvYLyBdhouOnhW+XPeNOS2+kwnAnUciehwWUiNu2+r32fZhbm8fqXrQjgR/NHx2Ffara1phcm/u3NYOBHsVqdsTeicUypx9u5ZyDIR7JG9o8rWj78m2K1PNifY3Ff5imBzEssJNs0uPJ87ns8dx7Hl/yoT0ky6+f9J14yeELfyDi77sJcEm1fRU8BNZEQ/+XPHdYOPCS6sBdyHmrubkabfWpstBFesa8S6xhP5P+ny2QCiwiLGhG0PiNGmYyYXYayVrDgj2LL0O0gtUx5Ascr0BRToNLRHtAHeBjgzJtP/FQSbE22rFwSXIuQ5+XalYfosL6JeqyYltpvJ6yvYRglYXZcVSFlQAtl+D8H+93/7d0y3iYm4eXk8JVnxk3WNev11ZXZESkfE9FdaZU6Cf0Vav0qwR1VZfoHg2/cDgndk/1qT+P47vnMj+UcJdi+7ubpoXiXwjeQjPBHpyh1kZJlzns7vmxn76WWJURMjt78byZBqo4Ngv6dIFeU8dUsuI/XEZpoTsjYKbUf+Ug9Moy//q3f771nvP5cLSm1M4vrJfJL3GkkWc8c836HU0pBqqnpdga+noB4pUwTsnGO4xSQhJlm6o8lFhN93OpQIb+qo7hNaR6mtlO7aJ75qOXJuaAk22Xf1y6oTBG/Ezftyrl5PQhX0JPshFW5CYrYeD23xIRRuUmMyDsJHzNY3ED4W0LLFOghrIazFksn8Uponky44pUcmoqiMhIsWykgsasa0JLmBELc8i5JgzFzuC/EBarJN2yZiLYhYM8cImkUZXWyupCOcIPb78a8IthSqkQP0IV10jur7BYqe1luYXH2WVkBaAWGWAmklpFWQVkNknTVBWg3tTAn2IPg1NFBGQ7CLbRsosxZtLCe0VaJWZ1N7DWfvUz30fA5uOPilxM8RqasEuxLCltCf0V57eKKpHp7TqcBBxZArvb0UGtv2PEkEqjwkNP/5SKs9ulby/WA0wKBzlrXqCwTbdPvz9e901nH/mmBzkt0Qdu/hQ6yk2ocKy6WzNbODXKBIosJlLCOp68i2jm9jrW0q89aaMoBuC0ntLCttK6QsialCGyjjCrTNFprvZqD/AYLdku3ahDmSiJAkJDiNNbjmcXBpRqsdECfQtZvP2NGsUfOYkehSvc6gz0Sfj7TabWX7iwT7X//4v+P27Y7HbcL944HHbcLj9kj2LdNcPijvUE4niaq/o+n4enLWp4OKn9DP2tFrJ41TEx/bhleY+9fq13NSSp9ldGLgpJ9fiK5OFCMZyBVR7iUf0zQV9DKQd/gKweZNdZRqOQ78+FpT6ugkTBY4vQ6W7OG4vzW3jUvoteXnZq0rmVHrgT1CckyY5yU3c1nEsKH3kOYhR0mykk54PBp6NEghO736WVoLxffEuoJOdv2JsJL5NLAlIkVkv63oTyeSTReqRUxMOkDHbxpwiCU1aqQBddu8kTqo021qdlZwxmXrIlGaoGkbAn/+lYd2Wk4E2zVV6pFVV2/XNbJaS6j76pKdJaZZ4jGL0tw4K41JUCVbYrEBk7K4LRp3aSBdhAobVNjKull7LDY061TYoHyEdB7SeQjrIKxLBNskdxJpTfbd1lBGnSB1e04lmQDp7UkywLE0xHoBb2pMXrHkQGHrQLIMNtsmSClVlt254XmEE+yxc9NZg902GfeEnZ//Pax30M5AOQNhNYRNA5PFyPJYOgvpbPlNCcIaSGsQtw1+jSe4EOBCwCIlZpG+s5CyvDeXG1Ydb2iCS1K1uFaH+wRHLsF7RyD7gTAR7BH55ttwqcKo2t3LW7iGOe0rc555bs8Zraxuac8n3Tlm29dGelH0z+HcuPiPEGz6/rzCTzIebeRbiQhJnNqZ1/e9Xe1/Pq4Mc+lJ7/RS12VpBSPWVP3tK9g+O404F0DZHIl0pybM1HiZA586W82R7WZBZxAw6nvj/QD0+5TrGCPW3F2J8GvZpysuH4QRuSbnD3ID0UrldQZGKxitigSMELxrsEaPNfp2+cUMRFuw4uYD3SxSX6lmZJt04X2vCJeTKDF/0Qf7n/+EP//Pv2KeEvn59tsHHvcJj/sDt48b5hyZfrt9w/eP33C7fcsjTFOaAHsSzA8m3ii4LEshlEQUr8jIO4JyJeG4qqb3tz1x5sS/b9a5qnZzck2kmRvuXxHpd/gVye4bHscVYKpg1wODqhaV3Faf2ysf4XHVqvWW5CSaE2z+Hnw7/v5EsjnawJnevk92J47xZ67hLQrzlBIQp4fCPGlQ4EwKnbGYJ43poXD7WHD7WDA9FKRIpK+kNuYAA+ciKBQmhb8sIFtB+n/oWJimCbfb7e0Ai4hOnR2ovQP8pJj0neSn3Q9CWruuvnp9v39gmm5Ft04EexEzpFjK1Jdc5gIllnJ7//iO+XGHEgucMbBalfV8ewJfRq/NHSMSNKwyLAmyJdZXvrhXaL2MHZRKEMJCKQepbJKNSI15UZizTnuRBrO0mKXFJAyE9jB+gw07jN8gTcAsLYT2kCZA2QjjtwLtI7QP0D4Uop3Idqpq14uVziE3toFkvSqjKilpo6vbkej2BQXyZtbaFwJIF2IpDKaHAA8wut8X3D4mTA8aFJ9tMXkvBz+2zn7Z4m2RgO/v7XmXyctsgHIhD04sFm0xKYNF2zxoSb/lpJLmndxfhLVQzkEzkuNCLPBxhY9rGlwJmdI85fUMXSpA1GjoRMYinF1zmAwRHppVWTM5ovALpu3U3AHj6wT7LEUZS0hOM1xd9bXRdmdZW0kW1UuJFefLR0jNl4K5myTU9ztLPa9mhIfXTqNOA8iaJTA3v1k7mHB5poEGkvYtOR0NkEp6J6siVyMF6uuqFeOWmOckyhDzfrc28oqekBLB5mmjpJGnICPy7ebXJsI8mYLpoQrmSZViUf/96RpI6H+bhNoIPrIz/RXBTtpt20AbXUDLrHeI24q4rbDeIcSY1xm2rWlmkXzwCNnVJxR3nx7uRLCpv2pErvvjhzdbjyrXTQX7gox/rcnxv/8z/vw//4Lbxx33+4Rv3z5w+3jkkIullNan6YbvH7/hfv/IDg6ykMyeGNeTTEuwp2nC9+/f8f37d0zT1BDZvvr3FdnIVwn2FUYngKvXuCbZ1QKLX6xGn/3spXp2CLkaXHCyfrvdcL/fm6pp/a72dDDQhaOvJl8FSfQVq1EFm4h02ldqmAqR73dV7BEp/7Vfdj2hUAV6PAhIYRM1ZlwN49LlEiBmDzF7THeDx01DLgFW7whZn6hyA563G7zdSsAFkff0GdsKYa8J763y2lCcGlaxLOk1yZtXKYsYdlD8c2+RSE4CiTBPGJFsqmBfeeXSiUIuU4ESM+QyQUwPiOmB+XGDXKZyAqL1fHvCaDk/eZGmjUetp4te1VVXtIT7inRfhYVQSBKR0JSEyfczDalqUAklBTq/w9gIpUNZr3Q4QRoPaR0Uq2A36CpCfAo2uQyMbSx7u9GrMAXypafUQmti892lsLjfRL4Q2xzOM+P79wnzpHKAylmq1e679XP1GQRtmNMvwkUGBQCp0m8ulMeiR3CQxkFa19grSpuWaZcrhnx6nlUTlXENYZADCQT/budAjZCj0GNLrAkughIX+1lVpchVSDUVNU4YrwhzrxPnjZJ82j+9/rm6WreVRXcrZeopoT4A3jRdCXW1+uOuJrR97VfRhWDzWd93BHsspTRldu3dLBwNSGrDYciypDzAMa2cjON9UmSSvJAEpreh442jNAPMe4i8X4tWOVnz+QJ+3e0JtnOxJIXG8IJ3z0yyt+LrXf29x02oWiVCzr9bIux7kdSNUk35zJ91MVXb2fmIoMx7G2StHbSxScPNkGbrEmgZybjSzFKSchnvYLxrtuVSL769X2PZnl7TFTnXWSLSypjfE+yRi4gS8y+J9e8i2H/607/i27dvuN8fuN1u+P79htvHA1KoMo1irSoXa+7i8KuT6u8h2L+HGHMS3BPsd+DbXI2wv06wW21UmgKqFlfcfo5Xuq8vPO8bHIlc3+933G433G63i8943WB4pbXrq1T9iPWqmZFXpUdk/aoqfnXQXhHmYRiOOmtEtXaZONRUNylce2LKMGqDlTus3KGWCDkFWLkjuhe28APRPeF0ItbR7QVkJUcuFq0uXRWd3chustW61+9DQT5EmrT2cHbFtr2wrs98MTjg/QbS9W3bkY8reXmRGlW1y+iekV5OkHuifEWm58ft1IH9bntug9QS7HHTVp/09q6qfZXGV/cBm5NI62+cKtzpNUV+/K5STtvTc5TxiQCaKg/hBFt2hLqH1q4MRq/kWiOCXQenuvwm7YCiDjCXxZRt6sBQQUmfZ2Rqr0JfxOBNzJwsVNegX7skjWdw6PtqCGFTCqO0EJlsC0pmlBZCOUjjS5WNfu+mYpjRV+P4wEYz4qOUKb/1e4JdXTmo6lk9lysZowp2f07nGuO+iv3eiq76J1cpJe+DuZZEkLNLK20gKUaqXsfoUqMba5I+xdnnKjeXn9DzEhLRJYJ9Vbi6tOjzHs7Z0zlqRIjIrjRGnyUj5DxFuvAda3xhjS9s2ye27RPH/gPH/uNt1HpPsLljRn/d5OvpORx9Q2BPxHs3jhh2bNsLx/4Tx/6zfH5CIt9PrPFViPNVdDytS6T9aLbn69b4KuTbmohte5XPamybX6G1g7V+eDxwgt0T3yuCzYmxCx5CKwityrZ9LwUn2JyI89c2g34TamQsZhyDmaB3BJvQXxd7jTYVjL5EsP/whz/h27fvWBaB+/1RCHbSrlLJnyplczNKkHKBWOYceLCcYLJJOD1HLDOm6Y7pcS8ndd7Uxn+ckacv797mQRrcJvAd+Dakx+sTiaqu6xcE27QaPW9jma5JyxxsTkoitG4dlGRkT1qmUQISRdTzavfVb8NJP92mC2OyZyNY4+BdKDAX69N3ccnaTRkoOSbp/MLFCUJfCb+afhoTeXNBoCyUNDDaNUjT4zX9L1Wh1xOs2hDMC8G8YOUOIzboeYVXB6J9wesdXu8I5sDmn9jDJzb/RHQHvF7hdCxTc/1nILwP93HwfodSvhA8ISyMielk6rbmJBnCAec2aJ3JQh7AaaOKFWGrM1sa0EW2NFOqpYzUdX6sxFxu28r0A3J5lJOPEjMe9+95/QQlJ2i1pG3kVLbnoNfSSqQO7tyI1Tbu8GaeJB9pdIfNVOevCXZf0V0Wg4XtFzRDMXr+yC6Qr9M6kTqqsp7wBYItFgWxnKd66T4tp+045kmWqn+RgUyqAZFYksyUKWPlYGyAyNIJkUmhkLLcr1KOKqEIeTrddP71V+fb0QxOkriIPFNjC8mWyhUQwZbKpYEMq6wp40qlUCoDWYi0zQRbFXLt4wpXpvLr5+d5CGRTZvJ+aPL5khPXXkJSPKDDliUGofktUghJW2HjNpp9lboNNGn14FSlbQsRNJPlm2MiaXO55rhqyrXWjdvHSBvdE2PuDLKuZ7/r4FPgSH+d887npMPwBh4huAb0u/jym7UEOzU4xhyIkryat+2JbXvhefzE8/iJ1+s/8ePz7/jx+ffzrAMDSUSK1zOTipwIduevTc/ZCjbEsBYEHxv0y2NYsa0H9u2FfXsWbPHAFg/EsBcEvxV4u8LbtXlM94lgE/bts+DYf2CLrzIL6+2GfXsh+BXeJulMf+26cqqp1zYL6z2s94xgm4JKsNP6RcrSG6GMwWOZT1XuHkTOe4KtjIY2Zzc0ktWlQa5sjrXaBFkJNl33OPg1sV6zltM18ncQ7H/Dt99uuH1M+P79gdvHhPt9wv3+aAhmdXPITgf5DVOq2C17mE5Q8l5gzVyg1YT77S943L9hmW8Qy8zINa+wpfI+Je/xKbI2maqtCP6q633kinHVpVsbCBTaDnj2HNNG+zoTm/vexmJpQ+DNXs6k1KM+Aekq9Sh6nwJ+ctiCFOJ0gk73azMHbyoqj3kDgk3RrrXb1xTwbaIP2OKW19nkCMHI8lW1uq8UXVWs31ays9sEJ0BapwqyVa7AmfRYS1ss5dRSreAouMSqCKtWWLkhqCec3KEeocDMEU7uCOpAUAeifsIuK8wcEdQBu6xYbhaP7wJy1tDSwZmI6LZmH9DM4aKPoCeCSNIEulU6wNhY7pNEwdgI67YkXciEQ0jy+W4bGas05I7b7bdmypdPBxuzwJRwiwRaxqHUXCDldHqcQlSS+4X3orhfTNP34euqEpCSBuXzPHdVuT5QQ4M361ATa98gyYn0iGxrHTBPCmI2p1AbSovk+8woxZIvN0zHSFKFUWWVV4fqPu7T86VrwM8nemCNSBaKVvk8g2IhlS0NndMsS2z499uE233GfVpSjLg0ZVupsg5ca0hWSVr3DXFbYWy9WCYdpYfLQRQhpiZC6zz44KhtJqtaZmoY5k3D1vh0kabBxCAquwefgk+oGlD6rKR3F1o3F3iTiYD1vtGM9svodVwIWPcd+3Fg3ffyvel3SL/Fim174jhemegdTTjHum7FsaR3+ehdLUhXyuUPleyllMJ1fWJdn0wTHqBkgtYRWsf8mOws11LljOHAtn3m6ui40knb8fVUCd62TzyPn/jx+Xe8Xn/D6/U3fL5+IvqI6M/XOQKtHyOU+OuSBMgec6tEItjcH/s4dhzHgeN4pv9h/8Tz+QPP5w+8Xj/xev0s+w6ffahIg5ht23MITRheM6kBth9cbOuGLW44tg3HtuK57zi2Fce2Yg0hf6eA6APWELGGWB7X5SvWEPNrbNjWFVtc8/KE6COiW4dIHCNiDTu2eOBYn9jiE6s/EN1epI2rP7D6A95ucDqyGdkN0SWi7kx8C9qWEGgGxwXEbce6H9DWFfSyLd4jkRBKBZwTbC4J4QSbKt5U/ZaDGRw+izzPc1d4JPCZG3lCCAYmXyuTY9MZdO37mkTkj/+Ob789sCwG00Pifl8wTxL3+wTebCVlvsDJNAonkXiqUN2zKfgEJR8FtIyvM2qGUQu06vyAB53UNIKldSmJj0Yt9iRv+DXBftcV21dQ3xBs4+HMOYWOJ98FGxFsaOCMhzM+P05G7TwNaeQbObK8MTJ33w66yNvmkzR90thJZfzKFJ6bx9NndMbCKpOjiq99sN8R7Hr/fOEdWgnKllgTjPINsabbZAf3BiKRbCfXQqLNHCHvDmaOMHOEF9uJYBPJpm3FI4WzUOJhyCcvSkLUF9pg/j341LgyAdpGaBub6XK+TpkkTUiaUn06fvg0WAqv+ShhBN6/7cMAACAASURBVJRMx1MFKfiEQEScltN92p4/NyUU3iFVSsCkpMsUK/89Jd+xqHBC8he/N44YV76lYwmCLvvFVwk2bTc95IlgOx1PBHsUG9+nTBpFzT7VO3akB74k2IxMl4F5OYf4ofe4nDWMdGk7kwisyRc0quJq9niRCrOQuE9z2/CXmy/rlGtyOyGrO5qW1c40dnjJ/i67dYSIftq4156S7ILOC30iXBoQm1wxYw1Ug9kgn1/Lu5Av7rkyy6pafOqZV8f6C3ZfNaPvSa/j14C4rfBraNZzMuBDKxXptbtXEeIjjXJbMe69h7eTBCBVq8/7Nx0DJAPgBLvKD8Yygl6CkN7z2UkvfhY8989L4kfXu6v1CbFJ/eOR21ZrOCax4QTbOYN1Ddj2Fcdx4Pl8dQObCiqqXeUweO9LNDhJWd//N6yiHyL2uGZSHfHcNzz3DccWsQaP6Ot3WkNgpJsj2c8dW8SxReyrx76Gsn16TkB08QTOK9aw4VifBXt8NrJGQrAbQid55MsJdB7iOHEdEwrB5r0QpbBwIthrh1aTXY9FOyTY/TGeCHbLP9oi35Udc5vkbK1IAVIZFCon5R2LuGERN9wfvxUs4galJ1j3VQ32H/8df/3rDfebKI0w99uC+33B9BCl8arqBaubg1WmJD7yKMn5MWG63YupeOODqAysMtCNPKRtbuhtVci6h+x5kmxC/ZcR7PEfVRsv2wt9JpayJt6N4HQoxG8Md1mtrmbs6bej0B8lZF2nx9ZNfOqRh0/0UyXJFWL8/j3BH0efjivOXD/6roJNU8c8Oa5vrkrPqxcQbtnGCXbrs2xhZK6y5/sjOBkQzY7NHvAywsyuwMsILyOCWhHUCrsEmNlB3g3k3cDMDrb5r9sT0TuC3eh6OxJN6Ak2rU+3VBml6pdjOska2MAjn1MiXbqt8c/3hlBzIs2TB/vlLVIKplS3Ae4dGT8T7GobePYt5SSbLnI0wCWSekWwSXfdz3rMk8IymyL74NHwI0LdR8XTdv0FxoW1CZxoqtlDOVTIA3QHp8MJdaB43m/Lc0yaqbLOlyotr9jSlK3QGouUeCwzvt9u+Hg8sEiZCKVVUFZBOw3tdAlsoeW0znhTQlwKyQ6xEOlef8o1zXyGqyfYfHDsMyFbw5aDLNrzJS0rs4EmkVVjf91kNSbYFi46uOhO39lFh7gF+NXDeNOsqxrQ9+c/HpV+ZfU6tny1zSDF+75xj0tGaHr83FP0ziovHU9V6jKSRtCydd0H1fkda9jK//WOaL+7/nFiTVXeNcQ0U+vaZM3ke61KBZsI9nEcebaAO4BwotzaMFb5jSsEu6QIv0EfA7/GgH0NmRD7BtHbDIfoHdbgm+2IWEdvEL3BsQUcW8C+ukKy62uH5rcpFXAXsYYNa9iwxx3H+sRzf2WCfWD1e6lc/4pQfwXvCHZPoMeE+ppg8+p13/DIj1l+jGtj3/aIUY8IHVeXBNstsG4uoCKR0g8s4gOL+MD98deCRXxA6Qes+6JN3x/+8L/jz//zG779di/4/v2B+23B9JClWYYsyqjZRswKVrkSSGGkLffn+4L5vlQywy4aVjnIWUEs4kSwR+S678KmaeV5Xn5JsH817Uh/0Lj5b0ywSxe80OU7j5C+u2kkDLV6HQrBpoEJJ9Q8mpOW0SBGTHMh2FfWTpVgT6cZgarRldBKNSDtN92n5Z5Vvkul24wbb0YenFyOU59TPZ6n6c48W2XzPCJTJ9ulYnbviucy917ul7c+zClV8AgHNrsi6AAvHaywsMLCSwcvHYIOzbrp2wT5kPDSw5XKY0vIKFZcX1St+UDh9xDsCpuDAGqgRRuEQD6xEuvm4IMuBJuq2FfEmkgwPe4r2z3BphNRT66VfuRKwDJ4r+xWoHpC3YcBUPOywbquOI6dkZFes5+0p6RZ5o4z3HmFlusLzbzLxNflngpvY7NMZ729yxHVpEuO25Y8mbM9nPE+TZNaB23GvSC07wbrc0Wq7s+9dzjtz3QbbNK4EsGkinPfPMQfz2LBfZrw8bjjsczJj9vKAoocp9hxoUVZngi2bQh2OFVaq1vC1YWvaZrM50JnfEPKOGHjM3/n2cBMIPMFuL8Q88aqa4Kd0H9nF20h2ESytVNY1AyhZWrMopnMrjmyXl+uXTVGftGcYNPvlRrw9sYNw5o2CbcOplMD47r50oxIA+++CEPNlCRhaSUq52UUysN12MFXgkfo/0e65vFrf/0P/Ylc73HFHtc0Y+rdiWDT/RQ4kwg2EeRR4NFVBZpvNyLYfbX6VL1eV2zrij1G7DHmSrPLZDiR6OBMIdJEsFuSbbDGhGPzeB4Bx+Yz0WaIsSHYFSv2uDfk+vP4xLEeONYDe9yxhj2R7bAXtAOgeIl+fX1elYh4v8KHFXHbCyjdkt/n4ASbO4sQwW797P318WvbWS9+7FlTe5TGBJtkIolkO5/gg4IPCtYtqYqt0gwtEW0CLf8Swf4f/+OP+MtfvmF6LLjfZ9zvc3aGqBZPtVud6Ui7CGUjHeSsS+zyfJdlOU1/pu0N1MIJ7Hvvz3M63din9SuE+go9uU4X4toF31awc3VC6hKo0Ydt0H0j03clou2aC4trqv5imhFsS7opTZNrsItMRCvwgclogEKVf06y+e9ITU1CSkilCrTRkEo1XpY+pHAIQpMc1llI8RADbinV2kolEuiDKZ6sJBvgIStt02b1JyWzeqtVE2fKvZdTvOlyWueMgTcGQRtszsMrDa80rJCwQpbH/XL5mKAngaAdVhfzRcM3lU6631ewh0EpZkyy+X3jNriww4U9S0hyxTRQo9LZC5QsutbN5fj3SrA5iDwTua7V5YSRdITLSrSZYZ1optNo+iy9/tmOrDZeCjZoPYfsSLl0IRPnIIjR80mXTgmeXHpCyyiRs/VtNZfQRudUxgRjDay3cMFlOUEsSLICl5+nynE39mFVpcoVbNqfe9D+yhFsCnDoJRKLkpjFglksWJTMRDpVXIVWZdmiJJRRhTQT0XTRluhxApHN9YjYnhvWfW0q2NwtoXr9nl0JRgSbzoU9sR6R7B7e+kKw+4svl4CMbMLS8vpdiWAT6Hcpkev5d5nlhEWJQrB72UFzwWcX+F+hl0A11zVpLwh2nb2i4zLNUiVLvXVz2PaAbQ/wwYA0pj6YvDyeosT7xEK6v+0rtn1tXDy2tVZPe6JNeO6vUlUl1PXrkFwn2cWGbY3DmTlqdjyOHdu2NSSbo1/GH/dk+WrZqLGzlYhs2ONW9dKufpfP44lga/W6ykCIZNtLgk3bHlvMJL7+Nu8I9nN/4cfzB/asDa/PSZVwuk8DmyuJzghVtpK+9xb31GC6P3G8PrEdL2zHC+v+LOS6r1oT8U7YTqSa/LJ7kj1yK6Hjb+TeQhKt/vhqDSG4xj97vOeBqrXp+kk+8hzc2vKLBPtfkg/27Y77/VECP7h7Q2+0TxrCUQW31QvStGaq9s13kavblBIp8sV0LmSwDcWYG1KYLk6t3/N/Bc7V6+r0MbIMVLmy20s6uJRDCQW16IZgc5JN1dQq/WirsHy5VSZXuGyR2fAIe96h3i/rK4Ql8l7LUuFalCyY8sWZ1tHFysZ2JGm9PRGoX/mYtjCF6FFVszThNRp8Dd4QROTKsKhVbp3DMYpCJQs5LWZ4JRG0glcSXkk4IRrQclpnlhlmWRC0RdCuEOxaxV7h9Jo1umOLOWtWpGCB0DQy9iAnhXkx3TqXPYTz/mjamNj6HyzlYksetvxCHKPNJxJWVR744HK0RFuUk5CQU4MUUiGhtIDSAkIuBSl9coaQIs9itI491ckiHevG6vIaIV/4nTdw3sBYDdP5BAu5YJofzXsKuZTXUDpXyk1btb2CtBKTnLCoGYuaIVlVt5VO+FL1TARb59+g/pb89zsRbGfgjIYzGn04jzMawZmC6B1CrtKl5rwU7CC1qgRbSixSNrIJWlYbGxWMa5MmU7R7hTIK1hu44GB9GlikgfeZYHKJyMnWq9doM7JMpJrfv6pkEykvBDuTbMcKAFQU4Le1kVGX756+j4EysoH1BoET7GBhvcEsJkgtc8EhXuqvrwj2lRa7lyCeK/7ngJvUeBeKNpmcgqiSnUjoiucrRYyvm8e6JXL6fG14fR5o3UtqxZiWpyrx1iE1F+7bUcjdiGTvcR8S7LotJ4tjgs0H2ESyOcEmiUhyFKmPj+PA6/WJ5/NVQNuRnKSS6a2ALxtt2xLsFXs8ThXiNaw4tj1jS8S2I9iJZP/XEez0Pxx47k8c2563jSfpSi9jac8p9gS+vj43EfVt3UoFu5fIjR5fSUSogTjESrD5sv64ruc7d7JZbI/HdwQ7FWl6T/mrgiGlnCZDgSk54U1frGD/0z/9N/zHf/zf+P79G75//4b7/V5kEBR6waday5SrNIwMquZ+reDqZlq+RilLSFEdQwjkhjBNN0zT7VT5SYSOWdG982n8UiNj56E80PCMPLTJYo/0ybxBkGQdPcHuSXb6XUxb7c63aVtbtuGPy/LSFEgavDMJpSofraMpP175sdEXPOSCh1wwK4nFKCxGQTkLHdJ2Ovw+gk3kmjxMz3G3NEtR7eTOTa7j4AXTGcH35Lr3suwJtllmeCEQpGxuOYKUBXWZQpAaXlo45eBUSK4kGU5vBX04QBMaoKuevHgrZ59lwsfHjPtdZMs1k63WKKWLfHfbSnCt0FZPWx8snNfNccS9cHtLP27r1y9reyMyYZZLwVweiyEqARSF7EitCloCSMRQlOoxkSmOdPJN1WapZbP9CKmqq6GDgY0WOpghpJVYjMBDTgWLEZBWQtr2Myqj88UhTa9zS6hxBTtVpqlCdNUTQb7hafYqVbCpkkS6dG1qIzOvyveDlpKq2FXv6/bnmQR6barkp9+ZNXu/Idi9Hz+/AI4INq9gj7S9owp2TX6L5T79FiaT2nHanGIDNVWQSKpBiB4heqxbyMdP2s45i23fsG1H4218+u52rH/+CsFuNdhcglPJRNVG70V/TBaBPVF8Pl94vT4L6SQSyn8//rvR8kRid2z7hufzidfrhefzmbCPSHNLsPn6M7aGXJOTRiGTG1XMW5JdCfbRuLdsW3IUIbxeP/B8fhYkt5GjWPKdLPc6jTlfN8IWD+wxNRSu/mC3iegmHIkgDwh20lq7L0lExgSbV9Aju+XbBuzrmWhTFZ2T6F8R7AJrs4QnDfRMbvAmQk1Njb03OPfcNjbr4juCTbjaJxsHIOtw7C8c+ytbNT6LTG1EsEeWy32EPE/x7OWvPEWXkqe/RLD/23/73/B//l//B/7625/x/eO3bPclmBa2Ek5udWe0KdPuSojmgsAvCpfLdJ0+HRE07opAumKbT3DViq6NQO39QvsLwDtt4Jmg99UH/ocZGG2aqRUi2krIVGGWuhDsqsk+N+DxdXS/EHEdhk1OhaR3lZI20rVt9rDW4jiOrEEL8CFpKd0aoYODDg7S2YLFqHKf1vcE+yxLOJNsa1VzkuTEun8Or3r3UiH+XtYSwV6KN7MzqqAS7IUR7KUh315JeLEUJBJdb+l+S7KXQrK9tEmLLQOsXGHlCiPS/WB2eHOgT+IieHvUKjarcPduI9R4zANDqu+zHkqYyowLq2zztCsanfMBS0OWGcYNiCTf0bjfH7hPExYpMQsBoTVmIfBYZtynadh8RjMjI60wzab0TWp989o7jV7/XiMPVWU0lDMw0RW4zTePC8n2GsIqLEZg0gsWIyG9gXK1gTA5cphic0dBGk1TsTOgZuM0QEwDdLpY8gZwjn5mi56zZ2LVN4LyxjalVJMEy2PLR+eLEbwPhaiRftxaixjXSwLdn3f7IA/vVwTf6nX3uJ8ev9P4Bs+0tLlw0F+U+YU6dpHL9P+M0uCoKNAWBlyu7Hqs64rX63NIIMp1xrZNhY1+NztXjAi2tQ7ek5sINSCuDbGuBPuJ1+snns/PQjC4Fp62ez4/8fPn3/Dz59/wev3Etj0xignnxDM1OG7lfiKcWyGqqYLdgldy0zJeYR2R7a3g2HY89yNXYDfs24ZtDdhGBHuNyT2k8aLeq590vs/XxbCdth89d9+ep2CZ4XPjgS2+sMUXVn+w2wPP/YXX8crfZ8W2BnhncGyxfKdt9dhWh211OPZEsBPJpnW0XUz2fR2uSHf0vllXyXzCGly5TSRaIzjdEOs1OKzBwRnVbJNgMsFO/uA++8sTSALCBzJjf/Gx/WHhJ40X/BnBxzTIGfiHB5/PD9mP3TBPfqMNkl97Lb6GfD6iPJDezUhJU8BVDl8i2P/2b3/En//8H7jdvpW0RqUEnHMlxEUpjekxYVlEZf1KwkgBI8VwWpNPbxopyn3qqg2+pkzxaidvbBglXXGCXVPgrqNsUzPSOQKVNzdeNT3SiYVGx9xGTktddm5OstewsoYkf7KNs8oj2BXBro0dF9ezc9susumibQhaWjYwOPtA0mCIh85Qd7i1LgVMELGxGtJZCKshrMakJCYlG2JNBFyRZOQXFWxOmvuo4K9g1LjJ389okUJORLKBdFbCWZktIWcYNZf1BKNmOL0gGAmvFjg5wywTnJzh5Ayvlga0jNbX7QS8tDjCJ47wwu6f2P0Tq92x2h3RbPBUxb6sbq+liZi02X1YAJHqUfSvzTZtlCTHR+a8ot2nXNEyKQXeaZnfhTwppSGkwjQLSGYH9/GY8FiWvF9pLFIlMAkSJ8+cgPfEmztA8O1GXeZXneajBLCyjTNpwBg93BbgtgAT/Ql0TNB2JgZI5yC7YBNlTNUQFqLbe7BWf+/UrBiKdjP1ZJimoZFmrzicSeeYLU9fk1a0b5rjA66eYCfSd7Yu40SLV/ZipARH5nfNyHWp+jEC3UdF99sEXyvSVxrenli3y9f8/WNxlSCQnMFaDR9ceUw6YtLy03/UR3jz2b6emNdmuGrTN6xiZ4IdYyxa4VL9zaD37LW/JHmgIhInzvw3Xte9WTf6H2LYSoWPqn3UPJksACnVsF1GhSu+bl2PFOry/IHX8bOp4Ca3itQAlx5fa7PJpo9kDs/9OWjQi+B2dVwDTJrnLe4N+HuQ6wwVpPp9aIs7jq1ql0c4tmcDvm7fErmO4UDwO4wK2TecquYvfL5e+Hw9EaNHCBbbGrDvEZ+fB57PDfvusW0O++4bbJvDtvaDinagUfXQlWBXvXRtqjy2iDXa7FDi8DwiPp8rfrz2gucRi5PJsQWs0ZbnBKcKnE2FrOAMQh40btveVZ+TXz6X14yIMj/XjO6PAn+ac5WNWMPRoPXqXvM+kKxAOVIGSSj7QX+e4S5GvEG3x5cI9j//4Z/w19/+DCHnrFOci9aZqh0UeztNU00SnCeI6QExPSCXeUis+W0P0+liRqbg52m1Kg/hDhPjBLdKQP9Rgk0XCTp58cq30TZ3Qlfj+ORtTdOYEWKSpemTQD67ZPllhIdaXINq/7ZCLS579LbrtHSnlLv7vbVXTLHQNSUuOSikQYmxHin9TENaC+UcpLWQ1mJWCrNS0N4XKOegnIN2rkSVpkrmNbnm3uZfIdi8WjpySOGNclrNzFt9Onmwj2DUBC0eMAUTjJhgB+Taq+W03Mo5Y4EVGnYJsMIny77ZlvsJtbLdI5HstTQR8/4G6nFI+3UbUFNt6Hh8dkrIqxaHOsdRj9GmibZJe1/BskjMs8BjWjALBUrXm4XCfVrwmFMlW1uXY6srwe49inkD3phgV8u5tF2qFNPyfv0oUWyULpbgyr7t1hU2RtgYob0v96W1eEiBhxTNMbJoi1kaLNKUWG5tHVxIM0PXzWymnLeSljiFRES3NrNa76z6nCZJxbgBi/v5UoT3sizl3E0kux9490SbT6HToPyKYNek2LHemlde6Vx8JRHptddXMhGSiFDD9KjPgwbmKZhkK9ukqnQ4XV+4dINXn8fSjrP8sJUittrrcVz4WD7Sgs8Q1Io2SUba+O0n1vUoy3kiYPrdI5vlPTsb1UJVHdCTJ3b1xk6D/zWMLeAIq+8dK846+ndykl6jzbXHlUjvl4hubawvz24Y69vn944b3FUjuhWhS9qtyLMHkY7PSoxbyYtrGlKpKZXur1vdPg0gY/t4jeibGKubSZWDcMLMiXZPqMkykIOTayLYVO0O3pXzTe/a0id/Bu8RWJBQyBITmhng1p28ksy97zmCT78/DezGdoRb2d94gYIrAGgfGP3PvWXqP0yw/+VP/4xvH7+1zS1yznrOCqqETNOU8HhATBPENEHOy0UH/EBLOAwquYqTvoC0Q+JR4pAXIpT6rVSk12Dz5byTeygrGWij6U8kWUhq9jTFVYVAhJkqm0aEBrziqRYPOTmoxTfbaFmTvKRwkMJheihMD4V5MpgeCstsscwWUrhyS6lfySbOJmgLaXzBIg0moWF8hPHJuYKQCFVtsut9zK8INr+tbjDjCmsvDxo1iRHB5ujJNIfVC5R8QAvClIhyBm9oJPTL07YCVkiYRUE+JMRNQt4V9GSgJwMz20y2A4yIbwl2qURfgI4Nbj9HmCeRnX+m0picyLbE9Jhxv09ltkUKVfzrlTKFXNE6PuvRevqq8lyO+33Cx22CUI6F4zg85pQYmMhmLIEmI/LMnS04+a7VbA1lLCgCm8DDVGq4gWtAz+M4J4zV/dqGrYAvl8ZjEhqT0JDGQ9sAoWuUdwL7XKxBrZfX1QRYavKLCHbNF4I6m8Vdlyh0pg+jqTZZsUyzctcDXsEmgj3Pczl3L8sCbhnYRw73/sE1brtN2eyzBOjceZUx0BBvZtN35SbyjmCTTR8n2L0VXT/7SU1yCeFEcvtZoN5HemTXOurl4S4GXP/ZX0/HQRijxsi+8kcBNC0o7bFNZKzrafBer53VP56845X0Dckm9ETcmVgCtkbhJZxg93aLPcHmgysi3Ek6MiLZ1NxXNdA9+or6FUbb0exysOspbIWv83Y9DToSKmEkkp2Oy8CO0dqPRNaK1IA6wnFseD73PAuTlzde2W3z4vmxK5IQur+vvujC1+AKcSaZZS8bIalIkZHk78MH9jQbs64r9q1q7EtSZ06sXkPMKZjPZgZiVEHm3vclIbTYBb7z947DKjR/TP/l1f4xOv9yfIlg//d/+Sd8+/iGRQnMYsYski9x0u6JpjrGK2FiEcXlIjX7+cbpotcUkhtG0hKaFGk9rDxXEFmupLldzy3P+tAJJdtu7Cst9juC3ScT9k4j/fRt1VzroTd2knpkzXWuUCfXiTiE0yvkbCFnmwl5LARbLh5KxgZS+Aa0nDfZabXm5a2DRROAIhzmxcD7PUV0m7UgbUODE5rdqJZ8dPsO3AmGx9RXb1eL3s6PrHMIxghYvZSU0J5MOyveQws4JRNhlum+UxLBqHJ/vFzBLAJmkbDCZN9sDy998c0OOsDr+j+mQVN9HEyKsaXYXvr+vR6SpskaaVImNv0+2ZDvWWCeRdnX+xCMvsr4rvF35LYzzwKPh4AxOcI9H4PzkmZIjPXwYU3PM7WxLFlAmtxsltIohVQQMiVzmewdLZWGVGYI+izn6Owz+GenZTaHI1gXYUwCr0BZl8iEVB4pNS8dE97vCDGl4BkTswOMy9HjbVLpPIvh79i6aMTmok4n7V5G1l/w6YKwBmrEau3HeiJorW1Idg12OhO8c6e9LSTz3Ohdz499A2PfVE6BU8ui6rmYXUA5keZuIu/SAIsGmwUt9eh9lKmKSD7QvW79nevHyK96dHzQ9yNyRTMK3CmHo/+9+9+dV8BJ2pMa8g7w/iOScqzr0Ug8aB2XftQZMjtEdQ0L5RzFlxHB7sNIvkqwe409/79rKuHRaokLthKmcqyfONZP7PF1CV7h7Ncd6yee24/T6/QVUf5ces5z/1HOCxRFn9IuP0tse4ps/5H/r60cr6nZ9MkkTTtrKD1LnZ7PvYBI9t44kpxDbq7cQ0g28txX/Hgd+PE68NzXQrg5Aee67arFTo4i2xpLLwHt5yVGfksa+l5CS9jjmuVA50bZ6NYukKiqAhqZj/9VcE4cvk55rMNpv+33k1GKJcfXbPr+8Af89ft3PJYFj2XBb9++435/lG5Jqlol6740tUjVMKrg9h6lfUW3LdHnJj9G6kZhHD2sicPI6X4aqxLutpoyasTpE7h6X+2kw65NI/y5RrsLYs2dQ2roCQ+SSPBsGqKvUtWpLSLmtJxkJUbFxqGC0JNuItjO1qY7KTzE7CBmh+VhLuHtDm/3ohs2aoVRMaMn2u/BO3JHATJ0Iq8NEJTMdfbbJheR1NwoT+Q6OIXodUE/1RWcgjcD1xE5diPh6wl6EXitO46wYXMR0XhE47G5iCNseK7P5r8lu8oyXckqkFcJZFQ1rFWv68rZ2Gryel2//spHnh87rZl/gDMxDRRMhJYeYjYwqqbuGe2gpe7CjEzZ/3WWLYlZY5kkeKBLghmEwZyrGvwkOgqQSZ/DNOu1tCXR0dsNwe3Nd5EirSd9X3B72cbnRD2lLMTgd74auPcaQh7kQNORNADn09qjwIeRRISTxb4aSySbyPWV/ei7yirfhvZDrrW+kuH1PtiOpnkZ6eqbHftrylcINrdz4+DNin0FexT40oeUtEmiZ4kI6Zxbp4k68OmfS2Tkimz36Y88AIU02uu6lXMkb0KsmnlfzhdUvKDti8xnMLCn9fy5vACS5D6poZFitX9Vwe5nJHpHkb6CnQjXlm3uavX65+cP/Pz8mXTQ22chxlcgQkzgZLoQ5W4Zfw6t78n1j+ff8Dp+Yts+Swx9Jdg/8OPz7/j543/h54//hR+ff8Oxf6bfLGvYty25X1QLwSfD0RDu5/NoKtgjgj0i2leP9zXguW/4fG74fK4NnkfEj9eOz+c61GSTdIQIdk3SrOciauJNDiprdkiyxRBiZDN4JSWiivN4Jus8wPsKwS4kW4ey7/YyEx4Z34fIcXxNIvLHf8VffvuO77cHvt8e+PNffsP373dMj4XFo6scPrOUisTjNkFMIqc4muYL8B+okqGGCgAAIABJREFUaglN+7jowKpE5J1XNV3QuESEdGRtlGwl2JwgjBpR2guhPZ14eEf32aZnHw4gKqo8hpu8E7heexQl2+uHyrJM2owKuHKp6O3hePXaqBVKBmgmX+DNd4RgDkT3RDDHUOZAJFvJa4nPucLDl7e64/IfFpLNq7uDKewSwqFKJZvgrGy0ZNQAWRo1rISzZ9cRfWH3x9drsgaUErsP2H3A6jxW58vjaB28HlssUnObd/XCPnI94NPSNTClEhulqmSEk5dfEe13GFWy+exP012tXE2uzA26aSBYp+HoOCCfeCNVaf4t+zFr8q2hPfkEyI4Her3LE+ZgOnCku+PHEb1XXynmn4mmkvmUsZHp+/dSsquByphg98mEPhNsPTyf9kQz+HMy3buKq5SyVLDnef5yBXtEsJdlgRRqOAD7CjjB7itTe9xPFc/mezMNNhHsXgLyVYI9SgB8l+jXa6N5E+Hz+Vlsw1Iz4TEMP+F2d30YCr3n1WfxPjmYcL9nAr3u6/UqblH9FP7oe/WhKnw/6qOmnXPYtgPP5ydex4/TNH2riW1dYTiJHtv2Ve31SCISvcfPzx/48fzMFnif2OMTx/r6XaDPd0XIrwh2X93cOuzb5wn9cnpMzZB8fykoJPsoZJtXs6m6vW9r45d9dISbP+7XvSPYdMsJNmm2Kcr9uW945qAfXsGmfYsq2L27SWsjSDMVLej4v5rhGhHsMQEOp+tEiyr5GUtNxjKh302w//CHf8Vf//odj6znvN+nMsVM1RiaFqapTyn0kGD3lYd3AvHex/lXqG4HBnV60mSi3TZpEMHuO9kJI7/S8RRhtZIhqyrCvu0nC60WihHs84gyJSidtWn9TtF3QReyoTwotITIKU1zp4HGCh5qQjMFpoSiJBIdzIHVv4a4IthFQ1wCVdwQNK3YN+3RwIiI9SXBtiu4W0ZTTTGUfKcb3Vhv18cfN7hIDTVGXkI1BDs543ijESzF4joEa+ANWVPyqPZquVZSKJktGE9O46EP2pAEhwg2kWxdBsG8SviVCvW7inVPsHkfQ0npkwZyVqUJL82yKMz3BWrRDVHkA00jVRlgXDWSUBMfJ1SlOp1ni3hl4ysEuyfZbRXj3AhlpIWcFdRiyvK+8dCZc6/Gu9+xbXrzJ4JNxzon2O9kEpxgj0jUSF9cG1WXf4hgk9SBZlPeEexR8yQ/H3Obvh7vpoe/0uTIQ0mIXPMmMSLYRBCuUvt6gtz+vkkLTXZ55NLBiVJPqn/8+IEfP34UIkwgVxEiJ1eEl2tce7LOX49ITw1iqYmHI9B78dt1XZuBGt2u64Zjf+F1/EjNgP48tZ5wdJrq/USkuF0fhbNwf2wuKwjW4fN4Miu/c1Mitwzsidtz/8xJkmlbTrbHTXI7Po+fDcEmQkfflRNsTtTJso9eh9bzbfet+jfTvsM9u5Md4pY81wfYtzURXQZOtp/7NqxuR28bmcjnc8NzXwtoeU/e+2XbWveXftbM5UZGTqgbj/NfEGx+DricwfodBPtqJuVKy12bJGNznerxuwg2Vag5uX57sWYXLS4+r9O2yWrK6jGMNsXwv3eMGKGGAVAzHH2mKxcGB7KX4lNg1BFf0V9YWicTsms6VSPWFVrKt0jEIhE670xD8JJvdkVp3GGPudyGN/dYZWGUqxo7GxH8hpB1eN6em+dM1tyZ0kCV/JqD2RHdc4hg9pPVXLWbGycWctAUvBlu50DWivy2RgFHOLfBmABjz7CmJ9ka3hl4Z4pTTapIj+0jjW69oG2XCHiViqkZbJGpqPy+/HH6bLQvKCEglwWaBl62vu9Vmlqbztg2hKaBZivPITN8cgvh2m3epEjH8EhKYY1Pnp8qOeXQrTUuhQtkOzklVNk3lVCQs8TjNkHOEjqHSqVjvW12dsam6mPelz3bx6nCH30s8ExatUwLtNSw2eZuJBHhBJtbM/VV7B5K6PJ6WhoooaGEHr6utzQDZhsC/R5tQ6E19bNwSzEldJGztE09vybYnEwrpU6kkEsRfiUFudIkV7nDuTL/K4LNZXqB/cc9+Hmw/AZlf8jSIPeeYDeWZsx9oSIWskLn9BBDg/6cT8uTXd/5utIGmNTX5dZ8x7GfXnf0/vxxP8tF6/fjwN7Z/+3H0QR2FEJ2HOW7plmygN6HmKcajhrYSAMe44ptJQ31DrJIIznVFpM3MbfTO7YawHJsB47tyM1tG7a1Bs2kFMc020uuE4Tnvpd13K5vZNtH70Gg96Vt93hg8y2oJ4Ief+4/8coSkj28sPkDe3hhD5kkh2fBsb7wt8//hf98/R2fR3peeu6rrOfbHuur+nZvz6LdPvbPTLqPot0mtAW+Dc99b3Bsa4OxzWFyIDkyQX8994KWrLevxZdF7wrBpuOBB1URZ+L/K/13BP7/tef7ynH6Y5+2TdamqdE0uiTrI3i7IkkN63WjP79460+veQXf8TKOr0lE/vlP+MtffmsI9vRYTo1T9JjrCkOuDJM5O1msWJODaHSK9DaZ0PTNbudY3jayliJqU1RvvR/WdIIYyUh4UMzponY57VmjxHngAD2m6iJvQNj3Fb1bRv2eY5s6saQIeGNkCZrgDaH8sTO2VD6H0IYRjbrDbHHrLlAe3npYbRM5Ubbqj8yGYLbSbEmkeRT9zbepSBolLT3UYqGlb9A3BfB1RvsqAxkEBFmXGuisW2FsHCCRbGtsHQzlE3Ha5+oBTxILKQXEskDk8I3W/rFNv+y9pE/7bpdCSv9tdUxpA1p4I2ivuaTPRqEgV59n5Pgw+mz1PfiMD9fDZ9LczSqdO7d9ARFjvn9658uxLoVkTXRLirJng4gymHA2w5UggGT8b1kIgM3/Z9q2/r/1vjX2FAwgFgWRHVbmqRYJKCSADyJ69AED/Dn8fn2OO/0fvYzpLYyDWFTz3ibPFippms9F59XAZ+LieqpU91pq0vsSxjOD78+NHK3vdkRPqN8R7GLPV4JmIoIPJ1AwhM37F4Gvr8c87VcKfUMjl4T0dmfHsWE/NuzPBIpED6sfgtbz7Yhk8/6J1uvXlffmzWrHsWFdA0L0JX6e3iOsHsZpGKfhgivLakw9R0q0o4jpECOMtZBawXpXHtP6/Tiw7htc8CktVelTCiJPMeT711BeEpgvNyvoeBvzcZLOzTFEbOuGPUeZP58v/Pz5n/jbf/4N27plwhWwZxnE87lj31fE6Mv5UywzrNWQcoG1GiGkCmkMsUF6va28H0eKd8/3cwV892Mc4cAzvvC5/bjEM77wXJ94rs+0/frE3z//jp/PnzjCUV6HQNs+1ydWt2LzO7b4xL69ivvLGUcGk6bm/2vPOPZn+c7H/sS+HckjP9AxRv/VWtZta/VlT17dCXwQSLccOzUvbtlTPiNuodwS1i39p/u+lgbNfV+Ln3c6n/vmGtIf9/y8QP/vcdTv53Mv054HKPv2LN+ZzhXpOmMRY0DwDsGn671SEsE7eGcQQkKMFjHa/Nix1zhfp4w2//8T7F5+4f0KHnyREuXGXslSC4gOysoGfLl2CsabCmvQe7P2FaNruUm9UKcp+ESMeLAJj4qmyGmKlu7X91HS/fLWB3opUcl9LHJPsCl2PUWvy5QSqfmUu4QzbaIk2SPSckKxSlQGwQbs8QAPvOEuBtUubCzw76dlkpd39fceoTRnEtS5eY6qgUSwXdhh3Fas4DhSJdtn5wmbY5HTxU0bA20qseTuN9M8F1zFsfZx0zx2ukJCyPktlF4GYBaFpyp5XTYKKWndVagZ6xzIlPZRgzqAVA3x0loXgs0rtHSfRxnzlFK+P/mT/KCmPPZBUX0aZ0JtJrPWlMj3MqAw9Tnj55+14b00o5996zXRVwSxd4Wg12nPe7FUdHsXijFx5f8lnaNal5ORhIcfG60b0rk5r7eDGzU+Xp0PR04aPWFv5Si/n2C3aJMY+bFI+wHvS+ChL+mz1nPxrwg2b36kqO1tj1iPBCIFfvVDFNKQt/crybjOATUV9kSwycHEuUSS6VpG7+GiLdc+F235TC7asq12KsM0Caba2SbMiYcxxW3F9qwE23gHH84JkTyopvo4X6Gm9xl2HTa5b4lX8KmCzqvte26OW7dQLOr2Y8XzlZr4QqzNqzSDTRkdSieiTfsEoZlh7iQVFPm+U6U8bjjCXrD7reAVn/jcPvG5/sDn+gM/9p8FtOwVX3jFJ17xiSPseMUnfuyf+LF/Nq9LoG0JzzVLadZPrPGFNYfWcKzx1RHtFiQvof9tP2qQED/WQqzJn4T9SP/D6/NVwP8buuXgv+e6r+V4GGKPaRB7bHi+djxfezrmtjS45E3G1SGn3vayt3O/QBqwU38cNfd6H8r5lg9ytz22/vg+nSvCauCjhI8SYdUMtlTnKzcwOf8jcYPfTbBvHw/c7xNuH4/S3EjkemTzxQlRJUq26VS/8kn+PQT7RK4Lwe69WXv8imDrfMDOUHoufssnz+UM2o5vz0HP67eTcipQOgepqEqerwg2bw4jks23l8sMZzTTVzkYKaDEUmQTwZkGzhhEH3CsR6dnio3GNBHu2ml7ZccU7HYmzwP0djecYPeuLl8h2LoQbCLZrliw9R7I3OatpAvKVOlxwcN6V2BsTQIk4j5OBpRQdoGyC6SeCxY1NY9pG+NoewFlk9Ug7Ws0ePPBwAeTB3LyBNrO+RrxfI0zoeoJNtcm8/uUrtbvjy3BrgSadOIUENRbo119Rl7ZlnJposT7wW5Neu2TXP2JGI+I9JUm+B3BHhHc+lq+VIjfVX7P58F0biQrQmVcuVWmbVSlz0TFDU7yubztyme5J85XmutW+nFdweZSkXe//7Cp84pgB3ICqRIpGmRSZPlVf8LI55ouoHy/6QOraDvTkVwXbYMRyS5EvPPZ5rHrPdkvhH4N4OnF/L0JPenuyX3cQt7GNgSbp6G64LHuG9Z9g19TBft4PQvJThXv9USsz5XSVqPeylki4rYhxAjrfTlXWu8Rtw3rvpfPwEna8crE7bnn7+axHgHrEbA/YwNaHlaLsFpYr+CigYs1MOgKfLa5sbw7UiT7a2sJ75kMv/CKn3jFT0aqPxnOBPtze+Fzew0J9YhgH+sn9vWzOJAQ0W5x9jaP4UCIO+Jase5PrPuzPA5xK9fDELdmm4Sj/D/9f9T8Twx8+xHB3p4btueG47Xj+XngeO04XnuZKVr3iD2vf30+S6Nv3/dwNag7k+2tAbcplTIpEuj4S8muVBgVME7l/crARTWAKTNHNKukjGrwuwn29+933D4eJ4J95aM7avA5J8PVil0rD5EQb0BfQjsDv6YpCL+GinCuHP3qAtFW1nl1XUDppSE9/H7vw0zVSO7LfLVdIdUElaQCUoiGMI9ITF/hbrezCM40vpd0v2/yo8YGanZI1e6QO7U3RBdBNoJVD+uY7+6oS7y1tfkVyT5Vwg3Z8kWQh2vjterWXxJsbX0DChEhssJB29TH6cJEFR267VMBR7Heyug8CEzkWZipAS1XdoF2/y9vb7blSI4kC37D3N6q7znzcpeqrMoMd5K2YV9sI+nuEdl9Zv7/V3QeAAUUMJiHZ9XteZBD2kLSSBppAoWoSAeTHICrESY5JDAxAK/gnARjBSg9pXWMdQl03/BncZRdfeYzTmd4PiPYqF/LDZrZahIhUvWcHY4DK7W56shBKXmowh+kMFVFv16Xq4aBYNJKb+s/qrbnrJ2Ezgg3tZNrEWwkuJ9pmI/EF2eyglVe1w9w7YaYAhnOy26coOvzfyo2ldJmU6w6Bhu2IcmKanKdmxGHVIFpWdLhIKFuavuMYNca7LMBzs8JtkxOIJlgMzITwkBrRSqU4T6eP0i8a4LO2Ago+aP9EzgIDLI/Bv0YBoShknV0HzmTicgmwa5nWMpqOm2wDBVsFkkyK65rXHLgkoPQEpRRoIwCbTUYb8F4C9rquI8AoXQBLhVwqUBbB35Zwc1zJFJheV43cPMMxnkw1hUVTVoNNYZaxh2JtoqyE0ri6f+o0KoA7utmD36ZYd5WWPY1DhwkGC/BLTrB+LBOO5GA69yiwa8Gls01SHU7qAUJFhLsxXlY3JwIcYtoU4KNcHIGy12A+JxE18+Lr4VoEezgLrKmZUq8y/CgmBipDChjQRlCsOOyMjZdD3E/SrDDICjDeFcAB2QUJcE2SSKC56abHbjZgV88+MWnZdxuvAW/eFj2Ffb7Dtu2RSmKS0S7drVpDe6MscnisNapo0UlSieVkknigoWg2+0KEx9gEiNMYkyDthLHWaO6APw1H+x/+lf48//+BV5eLgXBvt2GdCGqL2Jf8Y/OaPsi98MYU97GIrWtxiQEaOvAOJ/+LLR1oLT5KcH+Y0R7SATgswv+Z8DH0il/1OtmRD1wRbBbFWw+sYJc00YQZzQs3oLVMprATweiTYHdv4GAjyAZi/aBKjUvBOeLIerBOXFXOJqxI7nG7uozKUkLKnoKcxYghAMhHGDKJMNgG27+IYJdby/BiwpQPd2KRBqJNSXfIYHwFitdUyLNlGynynXcRgn2yDuY+JE0CzmCkGOTXIcZEhzIDYREn/3GpnLAMkXf8hgm0XfnFpM0KCnPZhAP7+gxSol7y/ccp+0CGT4S/jOcyb6QWGdf/vK/pzXg/0rT3VnCK33e2g4xHNOYKsW13lkIURUajgQ7RMmP6XztxjjTEt9HfVxKmmgB50EIdQiPqUGr0y2nkZ8R7M8aHmuJSz0bcCTULYJ9BPVh9n4GGtCB2mB0d6LSESohwenheqBXQoCOkIKBFCw1SQs+pXVSsLSf0TI/phFo05KrtCUrEqRSiRBzqQqCjIQ5kKBw7cPrnzIm7mNAaQfazmDcUsD5Ffyyw7zewbgFhLLFfs6v4Px6cD8plh1tzCyJtjGhCn6GrxDsQMAsGK/Arwb8amDebPM+Yrl7WO4e9ucC9+f6KaFukmtvYfYO1nmGzS9J0kGJbybariDWNWZVPqauWteEusZscmCNq9CqZrcq2EKVJLsGXhNrgm1cGGTR76wm2m72CW2SbRMXw/PTzXMCDvDSgK7aZ16W5KyDTjh4jtWhNaXrTnBamect+YtjiBIGLSlpk1zZGBcfM6frUN/h7HUbYeCbyTVVVOD9kX+xgv0ZwcY/+FqT2Fr+TNPYJOYDK1BXHNEtgksd/0g8KO0SZPyj/RrBbjcdlU0p2Bku45/8dCAvdYxw67mobKUYUNQXwKipbslESp113oaV7eApKQvSjBIQasNTk2+8Hyzt2oRcMiT3nJDsY1QsjRhtRY4eK910PwuSu0ywuQfBPaCHN2cxQfKnBLsERrtngn3cJ0PAJBCZWNPpVkqya4Ldj32cOhoaUpEb9GOQg4y8L0bJgYi3Zz6yzv84G5L3jZXdkbqENBCjkIMdYrZrpPHIKVW0P94PYDDcWFMqxBuR7hjrTj3QyzS47Hzzs4j4lnc6PkcdG1+nrR6qzQ2NcIt4n/1ffUawaXX3TJJzJhHpxglu/Zgq2SgRwdejem8hVPIgds6DUhput1sRf15XsGuCXfs+08r2GcGmspD6P7UeANUyg1YyaY76bs8icC7TIMv7JQ3S2mhNI8v0f4zHethPquiokKV1eEtxloanZSDZn6VH1jIpSq6VUuH6JTOkMiCVSffp9D+d9sd9uDQglUtQem6CCwuM67iPT6DNc0iqy2q2O61go0SkJtCfVUSPsFFSoGNV2sK8uQP8asGvgYhTWK+/TKxpGuLsXQis8QssxsNiPHjtjkgykTYWk8n5rN0B+NxHfIVgl42PGHlfE+wgE3Hplt7X1keZpQapyuq1dQtY5yNJPsI6B35ZwC8LLOsKyxrIcpCJWEKufeN5j6i3hQHeEqvQvrCvpME1tR1lIOJ5MIjVfGr1m6PrLXCuCocWvLb0Xfzvir1amC7MuADGUS7KYGIjTMRdDM04JjYCE19scqQEG8n1y8sF+m5M036tRqHP9I6fNQ1lMBgGDl3HoOvC/WHI3smca+Bcp9GJlK6AEBqoTVYLZQpV+4+8tQ8+b98NCZheic9bP76+OIwjKx7fAhLsupJd665bCA2OQyLMU/RnZmOfSDYl1Nkrmuqxh+M2VlXQB5aIF/UqbnkIUx9ShJa20nprkDENj3p3Uw9vzswXCLaCYRIF6vWpIZLrEyiYhDxIQG5Dn/SM5wR7gK7voOtvVVNjlyRQt6GDbuxjQ1IeDXdj2F43On4mmailHxjWQ/3FS4gQKFSkfMqE/sYTgcaQGLpM0Wx2rWwx8XX7LodAoRWjkg609mk9Z5rYMh5x5p1Ob/uuTXxbDY309jNt9pmWuEnciwCkEagGupXMF77T3Hw6MZ4q2NduSJVsSrDxv6b24g8pfhJutxu8vLzAy8vLfwnBLuzhGvKSuueFaiGDHjIXLnIBQ5Wfd5VDwDmGVWRLMiTO1FaOVrQpWv/zxT7J1g1JNg3/ygUMLGJ8RrDrBspWwM0ZwQ4Djny8dYUfyTRFuU++JgY7U3WCMMDFxjj6HEVTYzQpyE2Pbe11mr43OjVRUpKNFVFa8WxLDHSl39Uwbx786sDNBtwcyDdCaA7KCBCah/0Jgf4Kwa4lIrN14LQFp22SSgZv5rDOa0eq0Usk1CusdoXdbbC7LRJsD4txMGtbYDGuwGrneD/KR8wM3i7Bn7tCluu4oiKrpC0g4/8qngd4X2ufSLqUIT3SRuKO961bCheZILUoB8jbdodtu8OybuB9IOV5f5+e7yuwdk3wfgPv1+j73faEr0l2Huy54nwVogwZFMIm7TodkBgzp+vL7TYGkt0HN62J2r7y6JjFOfBpSrd8mqLz2xQ9vr/og/3PkWC/EoL9Ggn20JNp12hVVaOYpj3Zp7VvCIkJlbRwUS7jz5POSBjgTKdRXF6n4lT3MQIaQW250NKLWnv13Zisvejx03XU9ovuV9t90efF1/3s2PpugLEPQNJcLw9dD/3tBrfLNeH6eoHr6wVulwsM3TWhv12gv4V1tT8z1WNrJdK6abgd0XdEKhL0t+NthP46wJjCQ0qIkUfzdnWAZBLEyNM+YhQgRgl8ktG324EUNkGw4G/Juf6JTZ+CYRSfYmIqaLmFIbAJ4fkVmTUJWthbP6amSFzPeG6q7IcJun6I6XgXuHVXuHVXIgHqoR+GYIcVSfrEJximUPm+9T10h/jz8UBYKPL2QK6Dfdxn+DnBRveXFsFuJSx+RrCPQUIoT1GJUNfLZyS7DihqIQzQM/E90wK3tMHoW1175LcG3jjgrlNeh2FMhLPVRFpXf4NmOOiGg+5YJYJ960M1uxsnGCeWBvSZYIsD0WWMfZlgUy3jVwj2WVQ4fVxLfnd8z+Uxh1vRKG6Uj6PHS5Pi6LH+4wQ7pwR+TrCPJFtFuy9araZa8DMXkzOC/TMXlnbFX4FWMwhhIYer5cC1lC/AVfFY/E0oacAoB0a5TNgwAEhaMNqeWuAZHEgZkxodKbDJEbfT6miQDyzgZp/07MHmTaXGOG3VwTaRiQm0ValRzvrgToFOFZRY47oaxqpgHRdllmXwSQ5EccaAjyTbaweLmZOcZPMb7PMOm19h8yusLhBnr02BA8F2PhHs1S6wuAU8CSbCkJkwa3PUxZdheUiyXVM+Umu4nV3Bu62qlC+H16AzGlrbZtJkfsx8eJ26WbM+BoR3gWDnuHh/INlnSaVBNhZmx8LxusQNOQuEW2sP3m2J3GOBR8SskL4LQWItvqJ4/h+QjIPiIgHXGSnBfJVg/+s//wl++fNf4fpyg9dvF3j9doHryw1uly6FLWD4AQ1swDS326VLwMAEGtQwdIGcIa4vN3j57RVev93g8trD7TYVJDsl/PE80maThL6b0lQz5woEU9Bfy+emx3KLKZOY5EPDImgABT3W+rlwHX4e+P7r4Ik6tALXt563vw5hXZenj/suSEbQo7m73dK6ej1qLrtb9lw+w4Rd83xKSYShyWeAcbjB0F3g+vorXF7+lvDy29/g5bdf4fW330CODFg3wnAZYLgMMN1GYN0EfOAEDPgwgWIC5MjSY1g3Ah8m4MOU1suRgZoEyETIdaxwWxBY1Z5kkh/UQTP0+59YKU2gsoSum6DrpnhhUbEiFKbUwgAtVsu5gWnSMI4B02RhHDUMvUqg28L2nBSK6XzotR1ITpfIRm35R+3+ur6cHUFdMYIGw9BwmBz0xKD2sR57RsCBJnj2HYe+y7KRKTalBn11do9poTlz8YmkA6UgLekKm2Txu64ff+5rf544SavNn+1fPDfDuGtZSMOotKAl+6I+159JKg4kU/Imwe7GKekkhTIwoU6w78nxUfs6lu7X1pFn9nu1Brt1nK2o9TNyfabT/uz1y8efS/vOKu71YKDlNoDfYT1gxe9SEE9dmhZ45riU5SKBbNNUQWpTidrvll1cOM6sD6dJkC2b0lbvAJKrkmirRK5Kgo3/nYpAQkphHTHDwoDTMxjlU0BMCXsIcqGQ8fin2Gzc9WHGhXMJwTLOJxs/fJ8yyoSMcTAvSwzSESCViHZ9Gbie2vTJ6AgxLw5m4lKBhByJOhJw6l6RkXMsaNJhglIhLTJWto3UYIQBI0Ly4Byrz7MNjZKzdYGYawNOG5itg9m6VCWnCM2VYb23vklgW2QWZxnC94hFxjzrW9j6qSPxrSUouZEy2/qZmGWCaJHukpCXr+fseqobr2epwzHbVMGmQUmIeZ7TALvWaocZPJR/zEmLjdV+Yzz42GOAszY4C4AJspLJNPgJgykbrBuVhtV52PwMVijQXIDmHDTnoNiU7mv+xaCZf/unP8FfI8G+fLvA5dslxgSPBT5riKodCD6NJ44EdOwDqe6uJcHG1D/B1KHaTCvOXay4UZLdXfoCwXLMgbfLiVxBHkgxPfb6PbZS3WqSXT+uhamfYOx/foGsL6K1v/iZHVXd0Y7WNLfuArfuEv6wpg6m4QJD/wr97SWhu36D7vIK3eUV5DiBGCaYbgOMlx7GSw+smwJBTmB5dpgbAAAgAElEQVQghhHkOMX9xwNwm2IcFOPxvgDFFWhpyjjSCROYsDkvN9O1bP1aTbb1BYr+cdBZkTC1ZGEcDIyDAc48cObTMptcAmc+3rdRK66KKe6SUBxJW4vM5fM7BDPgdBXiM/lTGOyxAvR3OfasqCzjb6zvwno+hUp00Mwfo2Rpamg7yeqoZy5mdE40tpQs0Av+Gb5KmM8IeEvGRn2kz6LFS4/jc/L4GSE9rWBHb+db30M3BgkSlxK4lDDFEAQajoRhR4U39CeE+IywfpVgnzU5Hj+Xzxq+eT7Wht/80dOdATaK50pwdqHJyFXgOvyEVtfpZ1K7ERiT/ZCNVkHuQZockzOTwip2ScjFgWAfI9Zb9nZ0nxCGoYtZTxqGhOtF/P8yRMqB1WdrFrBmKWYBaSWahhPV60JceIj2LiPOA5yeU9T5GVq/Y85lJDhLIoVoB4j7CqGjJAEHH9nOs060xYC3WksdGiRRQhIs/ZTNln8/g7G5hynHfwtwRsPsPcyRDHubEyhLhGbJJe1n0/11nmFblgPWeU6PmX1ZtW7BEUlGlvNg5dofSLM1IY4dzwtEu4KdK9nWlEmSFJg2WSOkdc7p9fD16TG0Xy+/LiXYdQWbEmysYAfXEJsINtpJYrS8KyQsLvVvYM+KcyGIxxkXZUAGFmMTnNKHmQgrBWjOQHMWCTZL+LsJNpJJesFukUpKLClZxce0In61NDHIwh2S/qhXco67zKAV4OE2BQs4EoxSa0cVN6GRwKxglS8a7lrEgpKLFur3dxa7XJP1Fsb+/GJ9VgkrLyiy0P6dda7XvrDD0AHnExgtQIkRlBhB8iGBT1FaMo2g2JRINiJXo6eIEcQwgBgGYH0HYhhAjmMCXVZsIuCghDzYA/IUgX6cQi6bUttNa61eAKo1pBpGnnTgwcVESQ9K+tR8SYH7BGAlvAzMwKlfbOiqp6xRihCORRcpiXxioIQEJY4JimfA9E9M90RbvamPM04janon0hAYA0umMKCh5z1eOPP5fv7afDrXMtd2eGdhFvWF+Wea6Joot3s7puYxHSHSb6vVxNciml8l2LV0JDwHarCDXzIT08H2aWDZMnQYbnC5vMDl8gLX62tKscsk5BjKcOZnXRPolq91i7CfEeyWfzVFnaB46l9Nfd0bQF94QVLWikFKg2DXhJq6EVBYa4pkOSkzwZaSgUwa6kDmTXwueRg4nRPsT6EJUeU6zf6mKPg0w2fAGR/kBMYnBP3uCrPbYHYbrP4Os9tC05yewWkfI8P9Ad5G/W+8NiLRxuWABZz2YJVtkmujyuZIquV2do4uD3OSGszzVpBu9NlGkk0HYDggw5j5bVth33dY1wW8dyGJ0+tIlgUYL8AtCowP97XjCbiuhvUSnFPgvQbnVIL3BpbZw7bMsC0z3Nc1NEUuK6x+yZhnWGcPi7Owkv3z45bD8mPfEvZthW3bY2V2KYAWdEFzHPoQcNm5TIaf+wc8tnfyvcfv0a4F8Byh58rq72n76nfYlgdsywP29QmP7Q0e29vheWrg6+Fr4n2j5mJb65g+I9gtuUj4HFwFm0KEvHcwLz76a4dQHOwJmeclfYZKqZjmGZzYZmsOcEaDVRKskmBOXNmU+DsINgJlFS0yXVelqX4Fq1uZlGN1rXyecAFv27hlkn18rYLsRncL6rVMm7KGGwM+qjgaD6N0tJYL3s3qUzKNEoaafNefQevYakLeGphMY3sq+TOUkbXZ/7PVWNMy3y/SzLQAZwKs5glaxuqNYGA4A8M5qCkgSDziMmMgxwHkOIAY+gJyHBKRxn3ouoDs+d32+8Yq2LHSxTmLn0GpxSy1s5mMU4/MUnOLaWb20FBSo24wyc8TpoSNNbnC2LQfK/W+gofpZ8nYKbC54qtg4wBsHGDqexiHAVAzHGQoIckS7fKCD/ZYDWwyZIPcF0Ez7Jxc40CmJsreL+miSwn2Z+S8Hki1JCS1gwmVoZwh6ICPUhC6riVhaElEjs1/LTvQPOPE2AAT72HkXbJ2vA2vcBteoR8vMazqBrfuApfLt0iwgxwsz1Qdg2TONNFfqcS3qvhnGmz0rm5rjAVguINSApwz6X+n9I3umxaV1KYSl5WeQOkJtOGgjQAqtfk8iOIstAKrphyEDMdSpEKKEZTioBSP/50qQchcuc9e3HWioGoEnTRip5UBLXXKIWhpQq0y4KMcwVsPTrsID07P4M0C23yHbb7D6vdIjLGBbobFLbD6DVa/weKWBG8WWNxWAInX6u+wuDWQ+hOSbZRNdmmUTFNCjcBmuXXZswTC+WaVn1YtUR6wbRts2xbI6OJjBdtEj2wObhEw7xr8qsAtArRjoB0DM3Mwc9juFgF+VQnzqmFeTAMW1nWGbZ1hnR2ss0+V5xI+bndw35YmErmOy499hed9g/fHHR73e3LPqIHEEgeGuYLrIyFdYJk3uK8P2JY96bkR9HumwPMgnw9rwur3QLTJuYTbvFmaCAO5+bD8M3iD+nOfCDaNbF/XNXzfywrrskbnEB8r7XMi5mHAYdPsxrI4WNcZlgXXZw23NaYYJGsVZjC8M+CdgdnbhDCbkS05z/Algv2nf/l3+NtffoXu0sEl6q+xYv1ZZXbohlhxEwdSgBW1AHZ4rppg0+apXM2WUBPYugLeejxCCwdTJ0ALdyDY4XHnBJtW22uC/Ueq3p9Wt8fzCtNZVa0kAGVSXh1qgBc5nFLDJLG0zqkjuVYTaBms+4wUiWAbLsBwkcn1xGP1ejgQ65+R6/CcLGiaRI7hzj7gU9BEppS/AVpJhuH9lhe/M29yGlSCF8hh6EkFSp5WUpSScTSsi33Ceh272POFNDU7CayQItHn6YKsdfgBSz4m8KkvlnEdBRu7BFxH96PbpzGY7IcY8ltoxrxdU2LiFIn40N2iI02LsJ+FHB0J9imJjVPCzTjmCHz8mS91q2J9vfRNCczQ89QUXaNokuYK0PGn1rm3Anrant3HpMRzv/3skRwI4gRcjcDVCAO7wbV/gWv/Av14AfQ7R1kXEmxE6KM4JtX+TI99FhzzKZEmJJYSoBD60nbPQDKtlABMTqzTFkNi6TFsiYsBtOFgrIiEmhfkO1SzabPgkUx/FlIR/itCPLdSDLjoYRhf4dZ9K9J8afUcK+g0ZZVW2LG6jtBGxPjvKEVwKt06p8J2JdIAGwfG+LvDaynmFAT5gQNvbayuqaj7DfKFbdlgWzZY/ZJIeCDlR1KVsX9KsMP2QITC9baC8TDPG6zLDuuypwo1bdpblx32/Qn7/kz7ZCyF3hZ1tkgwqaMEEsywfYF1nWFeLGgnQNlApCl5RmJ9Sq53DcsWCPW62gPBnhf3hwg2JdHbMqf1i7eweJv22ZYZHvsK7487vL89i/faItg4AKEuGqnpzzpyXpgkc/HWFK+Lt+l4HJW2zGnwVlTn/ZLOp8XNp6CSGToALF1Z3AFUZjM7n0A/Xzynt2WD2S1B1hFnX1a/wTovMEdpDr73Ob7XOdoxzlHiY7QGo0NTM95qJcFaBbbySffegrUqzWx9hj9MsLGC/XWCHf8kom4No7iLkJSBFc+BxFUL25BsUK9kXYzkaYMFEmwtHFjlwSpfjJDy84RQE6xitwh2S8KiuC5G7XQ7/ZOpt9ckHQcHLX16kECUsod2xew86j0TxjFd0GhaGOrXwoVuTCTTWA3WKNCKgRJTQpCJxGafJOgPzYtBO80KiQgfhgJyGisMCUiws4bpSLAzhibBzkR7SHHhdOq5tLwb0+eCaW64Lm/PcczUbotGH9cxzUec+eCWU+qclyRDygmUGEDy/gDOOuCsAzbeEugybuesC7Kexv7T1AGGX9QzG0Iy4CxYOw7dFaahg4NlIzvKQuoKNhLeFsE+I8lf8aE+k4aU3tQT5AZOBrfblBqmswtR2wIyWDrJQsOPftrJ4WhgQDX9B4kKOw5+aXW7bIwMDa6lxIMl67GRD3AbrnDtXwu/c5pAiCmEeBs0y+ekvv7/OBuonxNs+Tk+kYhQqQjV1ZYXKF5VsKfD/Xmx4Oc8hR8Iq0pV5c8IdqsqigMDSrCFHGAYX2EYL+n/RSmWyDElyUj4E5nWU1FhLyvtYZCACO9DJoQChyLpuqxwKqGNd0ickEiEdZrofaOEIRIn1A2HKnfAsbK5FuTam/VAsLEiSp+HPh+tYCPBrkk2Vq/pOiTYM6lW7vteVqqr8BH0Q84E2x0kIn7V4BaVQCUhuB0xrwb8rGFdHfhZR2JtwTkd/bItLC4QUtRWL84nl5FAVH1CINZBMuKtSQjPYdP6xdlIthdoNfahFzSt7jcJtguDLW8VeCfBGQ7OcFi8gsUrWGcN66wP9xevYfF4fC6B6sfxnKIa8xbqx3vrTt1ZWk4tzpjT1w9EP8y64CyKVZacywifgvLC55G/s9UvieRLJsBbD1YZWNwM1phYcKSzTKFYRh2AWtK3/18I9tSPB4IdkC/CObCkQbCliZ3KtqoGh6Q4xVXSpGKDSZhSw4YTXfgt0x9/eE6TyLRVMyxuS/KQUOWWB3lHi2hTolweuzkl2GfSkEKHXdl+0UpZsASbTitSSLBLj92cWBaqll3aNgx9ilTGyi2170Nku74uVFWGMUFMrMJUbA/7TAQjiGlIkCyQdnqeYFc+Euzs/93DmKK3OxiGoEktmznzZ0JjumlTGNWc1tuCr3QAnQHAOG763IU3daMyic+D8cy0yStrVnkiTX1/hXG4AmdXkLw7gLMrcHaDabjANFwCYY63lGBTQl1jmqJbzNQfJEOUYCP+TxJsSpqRGCOJpeEwLRu9L6fF9tnaEwn29TLA9TLAOMqCTFOfVGoFSP2mKdG+3drHevDRPkmgPKt005kRqRRoa8F4B0KrlGjLRI4Mp+ccjaFH/fGZJOSz2a+W9KyV8oie1dTtotaw102MNWp3jTpJ8az6LSQDLkbws0mOEfPiwM+h0nRGqFuVdloFLCUJMspYGDAeklJxdkwpXvkpa/BztoJDcl4T6xbBxttErOcoTfAlYf4ZqaZAq8BtWQtig4TFGRMriba4PpVVaJcKT2ca7M9kB9RiDkHlIjg7hYSaJkbW7hEt3S2tXh8ruRasM9FDmzQuegVuNqfhNAj02cbvld6inIc2LbYJdm5mpM2LJXm0xeOs0qCljE2ORyu6Oi3zjGB7Hx9vDDgjwVlWYPES1kXBuqjDfSTZXyXYn6FFuCnBDpztc6JNj4EeR6iItwd4gWi7eC7majqtnqOEKnDDOfbjLYkvGm1Jk20t8Sqdf84ku18k2H+Cv/3lb3C7dHB9vcL19ZocCmpdJhtYtLUbYOzH2E1Nu6957rJmnFSzy+cJDVy5maN+jfDaWYMqeOjadqijESKQb45OIOXzK67ACAty0jB1HMSowAgHctIgJw1iVCBGmbyZM8FW6RbBBnbweQ6+zuIgHTkj2C1XkbHPulFsPEOLs1w9G6GLXsl16lCwgCvXCSlBSAnjNEHX92kbffwwjGFfzmHobjAO3Qn6WE2egI3TgWwFUjydACUFGYHQjySOmKdGPjbGps9+TD7gfYepl9l2sIyuP06N932f/IBvt1tBsOm2YRiiZV4gLRPDinMgIPjZ0tjviXGYCInKlcoqGOa0aTVUxQPRv8Ht+gKc9QmhEh3uB5LcHTzKa3lIIN7XBFwOJDxqfYk9I0Z1o0SEft95mhq/s+P3it+7YMHd4I8Q7IMLyie2e58RbCTEOa2SR4I9wuW1h8trnwJuqN/20XNbpubP8nWmWA3PJLtln4Ya8DqBsrRIo2S0dJORSoN1Mzi/gFQGholDP0wgZLaboy40WA3HIBalVFUlnwiJPp8Ro3Z1ggsQXICMyyWCFeoZ6vfVqnK39c9EM/1J9RtlX8ZqmJdQuaSykLMUxzqM5gwo8cJKOm0AZ2w8VK6O/SwcpGYJVE6C65BoI3Cd9bGpjrhXaMXBaJFACbXVgkAmgr3OMzhj0kxgsBPMxaiaYBeFIWGJY8h5k2OoGGLFO8M3glFQMmKML3pbQkPbWu2fG/jwOzEm6GapfARJJ97iAMo6G8JqKlhvwC8e/OIPdn0FGiE0oZIZyax1MLv5gHVeojwh3MfZg21ZgzOIdWCNDfIHPyfgemtsdBCZf0qwaXNuSbDzc4bzh4HRDJzl4CyH2asmvBPxVp0SbDor8jOCTeUdVI5BpRgoz2iBDgjpsYTn8jC7pQAd8Hk7H7Y7Exp7U/FWuNRwaYhEOFgCY1jV8X8EBzWtmT5aNPtak+O//hv89Ze/wvV6hdeXV3h9eQ0x3sMI0zgVoKEYU/xDR/IrOLVtCoRiGocE3DaNQ5jy7Lrk89x+/rF6/FjcL6QoRPM99UErOvUT3F5uBeQoCWLTHhOgmADNJWgu0zJdR/eTI4v+zqX0hVbDz6rXyQXlhkE7mRxQstB3DLp+gpfLFS7XDoaJwTBlkjcxntZR0G0hJCVvY1ym8JSwH0tkj2o7czUYq+ehalhbyLXs5FJCZXwsJZ/l+TEBm1hhT1c+RyDX3759S1V3rDy3Y6gzwb5er9D3fUFyGWNp2/V6DSSYC7j1Q0I/jofPM3xeDPqBpXRI9OSeWJY3tCqYWXdNCXb4beDnRBuB+2tfOc0MMfAnAAkwajXZ2BdBQ4hAxPuiGt3fLnC7vpKGufA9h99Yru538bOexhGu1yv87a+/wevLBbpbD9dLd0qAqQ6b+vpyLtP2Vspri1SfBTO1yDltbqROKddLD9dLD6UXsKoGASrotVOEu4ghUgyulwG+/XaF6yU837lPdzuJMuu8jw4yNDY8+AiLKq0vE/M6WU1rC9SlhhUDPjzv8uu1QnNyk60sihyCSVBCkWWVQp/aOKtsy/QeKT57H/X+9DNSShOrMlM8toxMz8/VCpo5vj5qtUWSm9UWhHTmq+87KHs1OHDFYOIDTHwArlgCE2O6L6MMSDsVnS8UKCNAagbWSrBWgomyE3prit6YWsqHOm0OWqqiWby/3qC/3kAycZA3ljBJollXspFs56a09QCr5xTrjamB2OuAA1oM+Gj7MGdLtXleYV22ZEeHzeMtmUgh+7Gm6I8x1oB1NlfGlxnmJTyHdbYAPpYCA4yc803bvGVeYYnHmrBusEQY68BYB9Z5sM6D88sp0IYPmz1rco2R4ZlcZyu6LMXxYI0JckMVzid0QqHA8wzhnIZtwZmIsur+VYK9zHNBSp1zqYkwOHWYdFs3GMrY12HJwIHOWoRmx9DIuRCdPy4jsNmT3nd2jjaCLtkIGjUnG0EpbJz1nMh/SmmlmfuneDHI0VqnGT6t9ReDZv7tX+GXX36B6/WSUsHCBXgoiMyhiSYGZ2DF7xiqcfRnRoRo6VuMmu5ICEee6q8fP1V+zxNpCmk1ZfFhAtaVED1LSAQ7Nu21GvnazX0skuzSHeXvI9iiAPUq7vopBVEME4eRiQMwgfCPoBsnGJmIAQE07jvHfJfkeoS64hjIZQ5wqSuXeD5Q5MpwPD9S3HdZvey7HDmNhPizlEMaKnEk2LmS1/c9XF4vcHm9wDiGSuG1GxJoql76rAYG3cChGwQMo4RhlDAyDSML6ZJ1pbIkkW1f4WEYI8GeUlJi22aSSmaGQ7MhG4ciwRNTPIO8pyTYbOxhGvs4iDpGeQ/DALcYYpSTCMvKNPqOYwqcUplAShWID1ayMNa55YFNz5Wjrvo8+fRIsI8Du1qi0SJ+AYFg09TIQLhDVfx6GeF6GZNneFMeMskmuebMkIZKDTToIzvS5M8nfZ6Vr3DrMa396mOjjzv7/JMvcjXjVvaRtF2eECFtVTXRct1Blx7q1nMGOgiiz1kPlMJ5SAl2Plcpmg226XHos922KaTSmrr6Tkk1xcgHmMQEk5hAxKRCZWQk1zJCFDISlJagzMRg07maKjvVsSDYKMVEgo3/F2Em94xcf5VgH+8n72x9TO7DPoc6+OTMB/mzYJVgr3Yk2Bn2UAEP5JhUeRu2d9T6rv0c9pCsiEAJTCJ86w7r9oB53WFed9DWg7YejFvA+bWAX7YCKKUJpLmsXlPCmSvXZTANzgigln2e5zRQQKcaGjteD0qssYlg13KPn1Wu13mGuZLx4IAAm6Jp1b0l/Wlpz2mj57bt6XM+A/1OMAETv7swU5LPzXm+w7Y+YZ7vUIbsHCVk1IkIj39dV3DOFQOKLxLsf4Zf/voXuF5f4eXlN3h5+S020vSpKkjjdynBHqagGUQSNcR1wzRCP/YwTG3chivchhv0Ywf92MEwDQl5XQ8DuyVMvE+3jPUgeJjKRg04AhO5FONguATDJVihwArV9HNGIm2FOhDqzwi2GFvOKKWDSE24qac4b1ygsy9z9FlWBrjUMAl5Sq7pcouEt4h4WM/j9xTiu8P3NRLkCjhGhtNIccYVcGFAKhdhgUsNXCrgUgETArgMYIIfzpNxKgn2ZzIBWqWrSRQlV1jRo4+lVWa6jnGZBhw4iAkQMDIFI1OJXHeDhGHUMIwaRmZgZCEBkrNMoD4j2PVFO8zQMOBjIDI0ITEPyj7zoA4EG8k01VLjOgQNzQjT31OWyRCCjesYY/EP0hW6SSR1NEqXSw0sEmylbbrAhPMgbMP79TL7gt/1Z8mN4XseC2Q/6FJekT2vaVOlgqEXcLtOMeFSwjgquF0Z9J1IiZctgo2Pp79Z/N0isTBmAXQr+ZmNISXQlGCfDU7qmYLyuM7RItjn/2FHZ6YCh/8unW6FyCQrkS3tD2g5vVC3FyrrGUeR7of9MlFuJSPWoUf14IT615cJiz93U1FKgVQShBYJmTjLRLTpdlzGfYyVB1Jd3FcZtY1qaIQsA3Cwko2DcMUV6Ukqe4ZaGuxWlfq/imBjVDaNBqfR3KjRps2OdXw2+iLXYSx1pXee14IknwWSIJybD8StJtmBXN/BzzvM66OAX3ZwfjvAL3sBJNhhIJBdQ9Ca8PF4pIZPtOejA5EgvVlhnnfYtke0QFyKAS1Kc7xf4+stad3sVtiWHbZlg8e+w33dPm1sbFWwa+08ElBsSKVNrPhd4jI2tlL8jGCXLjRb+j5at96vMS49BN5s6xOej+/wuH/Aujxgnvf4WbqTAY0jjbX5PeC2dV2/SrD/JRLsC7y8fIOXl2+JYCO5rkn2OEbtL+MwiUDWxkq20I2BMHdjD93YFyT6NnRwG27QjR10YwcjH2HkIwxsIKELXUGwR97ByDuYeBc6zfkIfBoSgZCxaY9PQyTYLBFkRJkueCTYlGRTUIKNJJsSbNok+VVvbSmOTVjU8UAqC8rYRFhaZPmMUE9CwiRkQc6RTJYEm6Xmqq4hkWhVv4PERMSocop8sQ8EXCZNuFQKpFKFZjx4MfOEWs9KQfej+wqmoO8m6G4DDD0DwUI6Gupr2RRSy4xyKeFMMAVKWrBuhomJJK2RKgwOpLKgtAelPfQDh34Q0BOCPU0mokGwi8ppu+lLKQmhyVQkVxyq+c/nimgik+wp6aUpoa6Bg1CdGjhZU16DhJtzHqfKMhmrQ3pQ2lDMiJDzrR4Q4jrch0sNQuomGfp6miMrjrsVhtKyvcwhRTISNwXjoGHoFXDm4q0lTZESysp1WcHG321NsLWaw++a00qsLD7TP0KwzywMjwmVXyfYdd/IP0awTfF50M+B3qcwFZCY5VTCcJ9NKuomTVqfK96GSENUHPiU/x+B8NMKOQ5wRFPO0gL121dKg1QKlCmhrQbtdEG6kVxPYqpItihcSJJDSVxHyfXidWWpKpKTCIWWMs3maqmSHRrao6EuG320vTk6ifwMKBuhBJuS7CARCdezP1rBpi4j67odbOtK8uMOlW9E/Vwtt5P6sbRRsyZ1TYK93GGeA5blAev2hHV7wrI8wPktbUOCjcsZe3y95fD+tm2D5/OZnFXC51C7tOSkRO+2BIwsx98cEsvn43sklqGS+7i/w/vjHZ73Jzzvj4Jg15rsnxFsSkCRWNcEetu2IqVxXUN40OPxaBLseV5+SrDp90ktIYPnev6svdtgW5+HCjYd4NAKeq39p8eMRPzrBPtf/wS//PI3uF5v8PLyCi8vr8U0fUmscao+Vh+ZhJHJpE8NU+oBI5IXIQogGR95rniPfEoYpkCyRz5EhECGSQ4FweYsTIOfuSAoxprEmIKSayf1HyLZmquicaS27qsdRqyyyZd0cUskfXXlxqaLk9IukZGatFByTclLDXx8XfEO21X6/s5Rvl4i2v0Yda8xersXMPYcpkHAFOUyVNsZYoEVdLc+YYgSibHnwKdwwaYaT8VNuo/bQ/iQSPsqboANOWCITyo9buw5jD0HwTQY5UHLbAep4wV6ilIZIWVosrEW5nlNXe+ByIVK5jTpQKq5icBqojpUSjOZy3G/daOU0brwC7XKJMccbOA9km5ZEPBMsks5CFa1w/1gpyljpS64yhx/39R5IlS1x6IyihKRYZjg8nqDv/7tt58O9ujsAD1XhTIgZFvi8HWifTJ1fxL5XRPsIDWICZ3cwzhoENyDEC6RhnGU0bIvz4QMQ2yM7FlBLvF3S8lltgcsB2IoVfg0BId87mcE+nrtDhr4lkViTeK1tqkZCM8nq2wlF2nnC5wR7FKDbgsijf9v+LmmCqcogS5PuIykmkJxGwm5T0SbVrwD0dcFaErrMY01k28qXaklLbWsRSoDyrSgQWhJIA4VbWVkbIwMoTqUYCPJloRkazWlUDBnBHinYFtccJAgsFokD32rZbSNcxURN+CMjd7Fa9MPu024lxhek0EJNpJsvOXMALr5GLMUBNCYBbR2p4SJ2vjVZIfGZmc5QCbLNVmvyTXFKblf9hSMQwk5fb5l3mF2Gyz+nhIQEUtM1cTtuA9FIIDl+6TE8/l8xkrvnqwOSzwSYfYuEPh1ecC2PlPl1pgF9v0d3t5+h+fjO+z7eyLcv3//T/jx8Tu8P97geX/Aj4/v8P4oyTYuP/a9sIJEjTYS48fjAc/nM1Xd8fjf3t6K9V8l2IHwnn9vnxHsx/0NHk5d94UAACAASURBVPe39Pkg8HPBAaCSNhHs2nu9JdlBqQiVtXyRYP93+OWXX+F66eHl5QovL9eoeRzJBThPw2btrIBhkjAyBcMkYZhknE5HtCugeTqewcgZTIInKQGXAibBkn5tEiNMcijA0DuVHXWmtIItpulTgq0YB8WCz7MVCpzKBFtzcQDuj6DJW5lcl9VICqcdrH5NyUtG0WnTxp+5dmCcB+M8aOsSlLEJdPqdEvGaYFNyPgkV1xuY+BFBY3xOvicWqkJ8ksmzvIQ6dK3j5xMkMgymPhBrDBU6u5DifRpCxEeVLsS4D92Gjxl7kVI98aKN+4ZKGK1iCTIdFJLH5nk7VCpLSUColkuhkhuD4AJC82b0KedtSBktCrkAI1UCLiuOBLu0rsyQpJo9NQh2dgRBK0QpRGw0ZbG5MbtOhDRKk+QVWdte29cFy7rrtYPfvr0eZEM10BmjlBbJpNEOpPko+zlDKROaCl0hDQJC+7i6aS03YPNcVWYGOLMwjgrYpNOfrxAGhp4lFxEkrfj+wwzJkWBTSUQpdZBpduMrBLstO/oawW41lbYItlW2+A8rU3j5HybYU5RxyCgRMcoXsGYGa2J1TTow4nPk33kYGON6K8uKd+l1boEzB5w5YJMBzsIACoHbKOkuBwPHdS0o7UEZ14AFoRUIrUAZk0h2LSOROvtp124jumpytJoXRNq7aLXmZPRAzom8Qac9gNUihYtQX2Yk2d56WP0G25LJYB2vXRJqDBaJ1mmkgpobF5dEoqlUCgnOtj4TKZzn84okEk8kX1gdRWlBWG77b9c+3C3tdF0Rbe3XItj4nMu8wUKSEDEFkSYf4jqakHhfHwn7eo/XmaUI0smkek+VazweJJDP5zs8nx/w9vY94fn8gOfzg5DL/D637QHb9kiPf3v7Dj8+fofvb9/h/fEG748nfH//SGQa8bw/PiXYdZW6rvB+//4dPj4+4O3tDR6PR+F5Tsk5rXLnKvb206p1a2YBvzesYNNzjw48jMEB1VIQ588INt3mvf8awf6Xf/53+Muff4XLaw8v326EYLcdA9Aeq8fmr0iu/wjBDiQ7k2v806F6Na6miLEAEmyBzR4n0JwfCDatSGsuUpOIkQqcNg2iIxKoB3CGiN3aWQenRJ7ex4qki7Y93uaYW2uQWJdNGslGSpvkk9uCti5ptL9CsPM6E2FBKAdCeZi4TcgE+4iJa2A8SCOkCFY4VrnkZ157mrfsofBiGarT5bSvFLZYh/dTZayYIs7A7uD6gj/0Ij2mfm6tg8YYtZjY0EAJNlY6W57KwWXhaDOZUTrsCM4Ly0lZDdhwEBeca1SEBs0MqEkTKFDTZwR7iM1OffIbRRsv2iQpOEbN26RdNMaBEOqgY79eu4N3NWOlC0gt4Ziq7UOUFvEmwW43sNb2czWcc5Fcl8EAGG7CUlgRxQTZWk7F4wiDxlCVFknfXdox4nGy+H5FItdZY3ysdCbJQgqm4UWzXasZ8TPddU2w+278MsFGaG3BGpdmTZSQ6T4bJhi6Pifwkv6AAlMJwVS6Db95Gzv5A7xdgOYUGGHBCpfg5FzAqyViBq89LGaBxYRlJ+dEss2hUu5ByRm0WkHJuQmtVtBqAa0WMGZL97VayD7Lp1B6TlKyAqYsgmBVWxkN2pqE3IxmUvJjToBU4J0u7PlyUp8OiEm8SLDxFhsirRYFsc7Aa1FsCHPZPs8an+BilHUB5+L9QLCxcopYlwfs+zusywO82xK5edw/4Pn4Dtv6hH1/h8f9Ax73958SbKx+Ivl6PB4Z92eTZNVkuK5Mt1C/9mcEe07pmGuRdFinGtapiNuywX3d4b7u8Lw/4XF/wLbtBcGmFet5Xg+a8G27J4L99vYBH+/f4fv37/D777/D77//Dj9+/ICPj/dYOX7A43GPn91akNrn8wGP+yMR6+/vH/D+eMJ93eC+bolc1xVt3H5fN9hJKBCVVtBQoOfz2ZC65Mo1opaSnBHsr3xveb97cR7iwA4lNXmAtzS117UPecuL/IsE+7/DX/78WyTYHby83FKSWbvJKLpcdAxuPboslAiNYjJqtM8kDKFiLbQouqtzYwgDoacCSLKFHGMSHisgSOCNZGWVmsJF4oFEWQkBzpjYOJKB1T/qM4r3s+9o3re+b1VO21qcJ+brBmzDIqaA0SC1TH/OLaBumDYWhuZCFfXE5fawzoBUFqRywIUFpWdg3ALjNmiLo0PGKRLZVQfy3IqWR+QkTpNIOdo50QhrrPjlKd/cPEWtn4yZgTMdRqJx6qduuspTwK54Xq19arLR2gC13gkj2jWSzfax8WhTljyBK7vGQLxFcf5QCByg1ZIlJkBNMhBrrsEKA1bYU4IdzkNWNflOyU0Az1FcHro+OgwwEEyCs3NR3RRCF791eh/JNa2sTiOHoZ9g6KeGTl4c9mFT8M8OGmC0mWuE9zRSCetm0dB0llNLEUIywPRKFr3ASyDJ5oBes4xxUEone8W+7wFDmvDcQJlckAHxVMHG8wkHbMb43FCndKHNR6KevZiz53XLU7r2d6b7CiGTYw4u189Xe1/jrTE22Gcpnc5JDH6QjMPU99DKL2hlDuD61m89p6/leGSnHZh4Xns5N+BhVjOBh80usLsNFjPDaleY1QxeL2AJwaY6YK0WMHoroNV6WGfM1iTYdBn3Oez3BYIdZh1tJtWxOOJmDy5VzFxKj0PMiwcbJR1GSzBEb73OPq4TqZrtnYQ5VrTRfSRUuxV4Z2J0tAXvcgXbxiZBbGY+NvudBaHEAbldCu3vPO+wLg943N9h398O0/OBUO+RhL99gWCvqYqLbiCUzFFN8mfVTRrbniu6d1LpbFdJWxHwaNW3zmv0w56jZtkmrLOH+7omhJTHBbZlSeue9zs87nfYtixNyFrmHdZli9em8B1hs+a6bLDvj4g7PB53eDx2+P79HX78+IDf/+M7fP/+Dm/vD3g+7/B83uHt/QEfH0/4+HjCfl9hv6+wbQts6wzvjwf8+PiAHx8f8P54pOCcx77D++MB748HPO/34v0g9ip9k+qs13VNshAEfY+PxwPePz7g/ngU2O877Pc9DTRqQt2WygQsa3B1mectuLsQgo0DQJxBWYlEp/Yjr60g/48S7G+/XeHbb9fClxlDTw7eswNLsoFuYHDrJ7j1U9Rfy9hENyWEJroJRs6ASxkkIaq0OqJd15Rg11VsqaOZv8zA6XcM1RAx7ruFkDKYQ1Akn4CNQ0FUQmgOL+JrP6uY4/5KcPDWpAhVGp3qjAarVSDiJNHs8yhuDlIJ0EYWkArjt8/Rfj7suFfAuYGhF0lfjA2LwyBgGI4uCvjdDwODsWdNUn0M3AnV3KkfiV958M/G6l7Lios2K9XLeDy0sUVJW2yjoR/182rtYkd5thZCoE43Nysejy03UIX7NbkUXMYAj4zCgUCEgB0x8hRkdAw9OqabhnAkETBxoGFM2bJrSlZd6Il7+faS0F1uMShqSkQZZRBY7ayr0lR/jftMI4+hUyOM/RTDqUrbSrxPt+MgZCoq1yWhpvrw85jvTKoR3ltQSgBjA/T9NZHq2iY0EHH8TkLyKTaAJh36NEaP+GBZSp0ksLqN50PW7NLKdCa7ufod49LFzxGSRTkoxYt0Q7oNK564rt4P/e0RuJ82Arwz0F1eYehuoARPCYIYYsKnnCswdD301w4kE6lfAGfocMaO3pZhJ0Hzi7DKgpMWvHQwizlhkUuAmmEWDhblE1Y9J8zKg5MOnPQFwT40UJq1INXO7hW5Xg8Nep9JRA77aZ9cc9o4zjq62WfQqWhrgKbICSmSdzCFNXk/pQRYq6KvcYC1AozhYAyPnscKjJZxP0Qg7YE42IJg0xnUsM0cyAVa2nEuk0MFulSckdSaxAaLOXTDyPaJpUuGPZD+wyCgIQWpyfVZBbtFouuK95kX9rqskTTPsM4OvFWweAOLN7DOFtbZpmVcty0O7tsM2xL2t0bBti2w3zd4PPZUbUanCmMsbNsO+36P1eE5VbvDAGMJRHlbYL+v8PHxhB8/PuDHjw94Pu/weGzweGyJVK/rnPZf1xm2dYZtmeG+LgmLwwECvjdfLON+j32DO6k4I8F+e3uDj4+PYuahrl5v2wZvb2/w9v4G++MB231PWPctY8tNiwj8vh73N7g/3mCNxHq7P2GPy37Zkn0iNjXmQeA969aTi81cVK1bBJuSbPwtfFmD/U//7d/hz//7b/DyrSMEOzSwBX/mklhRgo1yD9rAlJubRrgNPXTjkBAaGlnUW3OYxESaGWv0yTmEYpIDiEiw6wssRlEPQwecDadkuG6IpBruzx0Zyv2DD/Fr2oYNJojgbpKXi9diA4hoEI/AJDC8QCI5YGw4XIADeehhnDoYpw4Y638KfFyIYQ4ENMxUBC/g4AOcERoZxxgeU0qFppFBnXpZN+RRuUTt5Rw0wH9Ec8sO0oV6PVr23W493G59Ou4ygp5F54Bsgo/65ByYFEJwcphO2YAXiDRaudVR32HmJ1dnM2jVUjB58Eo/s3ys92vZ+FFPXKxW99cbdJcrdJcr9NcO+msXg5hEDAoJISuYJIrLiL4bU4Ubl1E+hqQZCXb7GI8EGx8TrBXbgUG32y0hV455MRAKg8VIKOPv3zmTCHZI/mz78KOEJBPskchLAskOkfdDclNCoo+DsECwY5BJ5bOM5BoDC8ro8jH9Zs9+t4EIT83/Bbzf+t+g/x3ht94f/iOEnEAbAc5pGLorjEOXbByNlqCViLOBLKbxMmBjSFhVQiSyp4Qozr06TZCGV2B1PEiWDCHYGYuaIzzM0kYYcFzDolyCl4GgO2ySPLEBDIR4AWNWcHZPyBXp9dCESZtUa6u5er9sSxpdcZSpoEFoVfQXoTY76LOR4NrDLAX2RNCkuXoZSXaQlATbv6JRUnHIqZOiQFivCIFoVO2qEBYa0CJVcG35Iw2FB/LrZkBrPYpcPT+30iur7CWoFR8+h3MeqF1faGTPaNn4tez+ApZMcJFgOwWzNzATgo3LdN22OtjWsL9zIaE0pJTOsK51hb4EbcILRDVUor23MC8OHo8Nvn9/h+/f3+H5vMO6zmkb3qeYvYWlgXV2cN/ye1tnB9syF8vr7GCZg6QFZSFndna1jzkOEJZ1Bb/MBcoB6Hw6WPMxrAf9x5f9nuCXDeZ1h31/Kwh27baCBJsG/ZxVsP9hgv2//udf4dtvV/j11wv8+usFrpehCD0JZJsX+EcI9iQ4TIIl+6KRZ3s+tO7rxht00wW66VJY9Q3sFpsdx4JYI1oEu0WoeYyRRuDjyljpnHCI++HrcDbA9fVX6K7fUjw1Yugu0N9eDuiu3xJu19+Aiw6EHBK46Ajw4ngDLoZ44R3SunG6AeM/xzhdE8LyLV5wMRkRdaXjAcFNZmg0uobkzdqbubaSSxXrqAmmaYTTeHy9syAZrGbebl1R3bzdOrjduhRIQ5cxVAan0enrYAIpzkwowUkTYo6BDyS1zwFB3QhDN8Lt0kF3HZNX8uG30bHkPkGBdmKMlRXeuupL5Sbonz7cxgJTn/XUpT/2WBDs/npLwRN0Ol+wUk6DCWxDHxqYlQx+11jVUdIkqQjqsevKfUsikgckPMlFekKwWyS7Xl9LRJBg1APsQJJZs2pNESQkPBGJEJttkh8yykPQNxxJPx5P7bssRE4UDJIjCbWTCU30DCFaR2Aj5tkMFJ2dygEpvHgc3n4WQx4qpTJ8DnwCKRmoSLCVEmFWUMQUsyqBDQm2bBBsRLCIyxHM2AuQYcApA15mzMrBrFxaDg3nEgznYIUELxV4qbLTk9C57+MT1w+tPHi3JzibG51a5Ll2g2m5PAlhQw5A1WT+M4I9cpbAYg8EyojqpE9MrKTLdF2QBIVzgOq3cdYjEOlADlAShVahQYKIssxgMSirJkxl5CGCPMBGDXnpk99y5Kj9pEtLvbJiXselnwXC0O0YKPPZMu7fiibHqjAG0Zw9dp6X1HiYmyyXBO8D4aTw3iUssy/2DyEw2f6tRt1wV29Hgv94bDAvDpwzsK4zfHw84T//83d4e38Ebb+W4L1NBBsj4efFwRIbYLER9u8h2PM8J5md1jqRbPTDrkkrDWlx3v8hgk3PI2M8GOth2e+JZM/rDn7ZwM2BeN8f77Dv70l3jX7YqMme550MqM7117VE5L+QYFepgwP/iUREJJ9leove2VjFDpVslpAt+7CKnTGwLi+fXDg/I9hFFZpchFvE+tZd0n36/Ihp6hKhnoZLgaF/TaAEm64fh1fg4gZC9Qlc3Aii37cck1cqRwcVgWQ87Mv49RRc3GCcLgTXkmRPZdT4mUcyJT5jjNhuVVCxiopkL1WsK4I9Dp+/FgUSaERtH9lavl6vcLlcUjohPX7OOUhBCTYrNMx4/NfXC/TXDrpLl0j29eUG/XWA7jpmSU0i2uH2dpvgeulPHSBGJKEnBJumf1JyjSmgiWAPI4iJJeBnPnR9AkpzaEV86icYewbjKJOtmhAWgi1dWI8EG6drlczJjfV7atnotWz2yn1ZkuLUAzxsQEQtcSAhIu2PemYkm5RU0nWIksiitlqm6pQxHpybE2kOsx5TrFSHAWjfDRDCisZ0DJ8R7JJUl82SdF098GtpsWv9dfhMVCE/Ke0Ij4/H40qQ5SwAytCkEsBF+Dytc2CjjEprnfzsJVZVpSpINQJJ+Las4K1LFe9C7qA0OKXBKQVe6wSnVFonpwEUm8BKkSEkIdgGjArnptH2ACVNaLCsfIKtWcCapenDjQ3RrWZquk2I0GBOY+5LhM+LEuyimi0x8dIA7YOgsyHYF1GneNZJlFS/navUihDskGRLE+qUUQWZLuWZJdnWToHxBtxswc1B7mLdObk+S0KsCXZNZmpCdkxvLEE9i1uR2y0N+ZFkH5MF6+2l88Ud9v1OnD42oKmRFEjag6f3VuxfPmYuKtV1xbeVdFgT/HVd4Pl8wPfvH/B8PsB7B0pJ8N7BvHhwzsZzQoFzFmbvogSEkOYTgo0k+74tcN8WeOwr3PctHSv9nM6cX2qHkXXbCnnIdt9h2beElkSE+pQvhFhTuHkBv2yw729Fwy31DKc+5JRgn6eGZj9sWoX/QwQbyTUSbJSJ3G5Tul9EeXccbj2H640l3HoO3RDipCdu4NqNiXTnxkcJUxz9CxWA/thTbNATShMZCSXdU5H4WFedi2lgdpSAICSfEsGuyXWreo3keiwq2D1w1gFn3YFknxFvNt7SY0QkyDWxzuT4VhHqIfmm1gS7RbTr9Uiwh/EVhvGSCDZj02kVET2RW5iq6O522uAINL536vuE8aRa2SL0dTWwDhep96PP1wohCZU51STYkpXHP3RDVTmOkffdlAgqrXDlRstjQMn12sHl9QbXaxc00KRK3QISbCT3/XWA7tIlgs1jYBKPRLusYAcEyzVWVMWnfoK+C79rJNhIrpFgB435uRNF7WpBGyM/SyLMJMEmDTOVKOH94NKRw0Ko/j0ce244RJJOEz1LMl7KjoaBwe02gjELzPMDvHuAd/f0OdyuU5L+DAMDGlxUHhf9XHKlEWcp0DWklijRxFGUNSGBP4t5L5sl83PWUqqzxzPGiwqpVAqkliC1ACYmGKY+JegyMQETrHC90NYUDdYapSJVbwHtN0DdMCXWSfIgJVgVgB7OFEbyQxO7kQJMbB7H0BSrguUgAvtC6H2MBkcXoeQ+Ev22nV4O66gfd20LijafNalGYkwJNkURPCXU4TdRSiU80BTKIuZdZrlIIE0SjFUF0TZWJ6JK+wcScbUatFPJYKAm1UisS3JtwS+hwogEuxXw0iLah23uSGRrUnMWrV1HbFNi/BlZrokrPgd9vvqxlDhSBxO0wwuWePcDgkvFHhs778W+Wbe+Ao06P4sUrwl42CcT9GBZuBSVdu9DwSA0Sc5xgB1+/1ob8NbFpsaSSCPBft63QwUbcd8W2LdjIiP9jNBBBEGJ977HZsaIt48P+P77j0Sut/sO+/2ePK0RGCKDGmysYC/7Hbb7M0lE/LIlDTaVidRBP1jB/syi78ym7w8R7P/5P/4Cv/56gb/99RV+/fUCl9f+QKoPFexeQj+olHA3jLpaVnDrg9NIPwgYRgkTU8C4ichTbHXqW7CfUzmcJk6r0abJcRpj9bVLRPmMYNfhG4FgHy28sMpVkvbhcNv3NxiHWyTZfSEPqaUiFFRKMk3nVWck2Ix1wFh3INoBfSUp6QppCK4TckhSESTXw3hL5Br1pNSWrBWcUlqVtSUiNTKxzg13qAnubl0hC2lJVHBbfSy0OQ4JNhLoOmik1u5iUmGLYKP7DK3Eo10ZJbxTP8E0iIP/8c8I9u02wOX1BrfbANNYSkEo0aavQ8l9f0XCzIEP2X1EDBPwITelZUxFdZwS7LEPv2nUmYZUQ5lsCJFg4kWekmohdHIgoZHdf5hgx9fKcdg5GbSVcorhFWG2gBWfLWrE68/8WGUXMSKdgVYrePcE795g9u8g+AzjoOF25TAOKv3X0dkJxJFgZwu8YJXHCY7V/KmRTnmcIVDQavql51Yr5fIsAROPV8lAAIMeWMIkJhjYAN3YwcAGGPmYNMMFqa5s5uoQnzpSHMlc9ijPYUBSZAJNiXWIAqdx4EckmUm0/UOiXQd9ocsREmzJAqyaD2iR6ToIhyLkGNiC+BYkWJWDj6POWmVP8iqJENdhBRvJK71NFWCrwViVUBPs1nS3cy7oqSNx1k6B0AKMN2C8KYg1ghJsrGCfJSh+VtXGKmSo4p5XDL9GsI/V4ro6XMtAqDwEXTta1Wf62G3bC3L9fL4ntxTU+lLXlNpBBV1TSocVdMXYE6mmA4SWLGQrrPG2wkpwnjfY93Bs+/5MnzW+Dgbr5GbNJbmGtAj0fVsOFWy6bd+y3V7d1FiTbAycOSPYz/c3ePv4KCrY+/2eKtdoTUhJ9hpBmxy3+zM2ON5h3R4pWKf+fub5Dksk2N6HVErE2SyGcw4WUrH/hwn29TKkix+dCs8XHQXTlE39p8kmjKOGruPByu82ATpSTJPKqJICaZR3belXR7GPjMe4bSTFPyfYmPiIBFvwo/VXGUiRMQx9QqiO9jCS9MhWA2Qm9beEYv10i2Q3I2ulu0Suz0l2H7Xbx6YmbIbCW2x0GsZbHDj0seIrYvUxVww5L6ODqda0iAOvPJ9blWwk11SygFZxY4+Evt3ASJsT69fO3slnDhPtCz8SbHqBR4Kd0fI6p64oaMWnErlGPSeSQCTYSJaQfFH9ckjL+8x9pV3dxsdpHu36Rg6iZ8CHMBig5LzVQEkJNtWbIpHF9xKqtqGhsU4JNMbDuuxpXUseUle76+nuYHlYxmu3CDVdrj9fSlhRH45OJzXJpBHnfcfgdmUwDhq02sGZN/DuDQRfYBwMDL1K6Y4hDTAMAMqCA/sJwaY+0aWFI2/IhuhAJJw3GHCULSvzQOT4ebeIdivHgE0ifAcaUwcVTILDMI3QjX1K1m015VGS/VWCTVHsz1C6N0a3pppIZxeS5EaiXXQjMSlPoEbLMhT992uC7fQCLtr91eQaCTYl3/Rx1syNBr1MkKlmuh29nh9zLqPIxPVoPYcXe3sg2MYGGQANMDlofRcPfnXgV3cg0W62aVsN4204F7Q5HGftxFFrsCnBpv7Df5RgYwV3XTZYl+3QtIjA7fV+uBzCWx7Etu+4P+4Xwl1KZML3IBXqY7gLhsJgEEwgjrnaS+PgKbmm9nbzPCeJyuMeHv/jx38kMr1td/h4/wE/fvwHPO5vRTgNkm6adPi4Y0rjBo99TUB5SEsiclbBLon/WgwGaIW72DdKRGjVupaIUHu+Wi5CcX+EijaS7227w/0eEiwf9w/Y9/cCgXDfg595GmisRZjO7PwBKHnz1sG2/B0EG4EEW4oQCIIpXcE5ITgoTIOEoZcwDRqmQQObTMI06Fzp7hhMgwTqUcwmBdMUUgEnJqGPGu4+htMwrgrgfhOTMRFOFiSr1TDEWbbhY+MAU9/B1HfBjo9hCIj4KdjEYIoVWwq0Rwu+w8NhuV53ABtgmm4F2o4CKA+ZTsAOAwSaZIfx2Lg+XAgVZKs+nQZRbEIbu9IRgV74qQcyteFj45TQ0mAfCfh5g1zdLBds70pCFWz+cpU6OD+MBSa88JOpWdxPcJbcE2qCXfpWS1BCgRI5WCbEvwfigw4Gzq4VETpOzVMSKCorPsU1Ca4pCTYlZ8VjJgVylMB76tgRLBSPxDwTvjEmaaIkAn+rlNgigcXKaksWks8jWcgW6qatNjJhrH3PW97oFIlgH6QfeVBWyyfSuknGRlQO18sEgnkw8g7OPEGJFaYh/H8ZtYDkMV6baRCxAXToeWxwZSC4jGmeGcHjWwOfJIixslYc82BNcX14LEIUBPs42KjtMzE5s16uA4C6PrjCSGVAaRuTBsNMYW2lOolMsLmUKZmQRoLX2mz8jeFyTbALH3POUlMxzRCgBNsok+CMiyBBKeYIKhcpg65IImRMlnR6BqfntIzbtURC7Qvg/k7PMSgsk+QjwT6GDtUx7IE8UxIapAMY/JKJa2mF5yxtzrKxiq3BOZNuQyNdljc8n89CarCsCyzbDH7xYGtyvXhYtjlhu2+w3be4b25yrKvvdegLdX+g1neUYNf61ppgtyUTSyTYmYQt85ZQB8bUXslI2Gri1vLHxudAQl2TbPq4/NicxoifPSYaYrX3vt+bDZMH0rqsscq6wH2/w/P5Bu9vH/B8vsP37z/gccf38YC3tw94e/tIBHzfacU93IZwmh/w/vaeUhqf94zHvjVlI5Rg79HqLwyQbDrXwvmF72NNyAQ7r1u3NVrzrQnLuqTbZW0PmPA9Ie77A+5x3T0Olu77A97fvsP3j/+Ax/0d7vsb3Mkswn17g23ZU1jQvqywkyCdfVmLoCDEvqwwWwezdbB/lWD/t//r3+Avf/4tNTl+++0KL986eP12g9ulhzqlKyMn8fFRA71wPAAAIABJREFUJ2D89diLIgobKwQp2noK5I5znTWYQ3AwwPVnmMgFNlRheao0J7I19ITwEqI3TCnmXEudyFOLRNVJfUHLygPBYpK4ZrSS/HhKeAr2dTlaXfHQHCT4+Cmo5RbtDs/+2SiJOHo958qhrdbVhKWsDJYE2xAyVFbJqFOE4LJoLkIfaLS9o24EWa+pDhVaSjDr9ZSEjn2wCez7HiaWtaJMcOjHAfroWDNEks1iYiiXApjgkXiXPuropBDu8wwhQArZQP6M8bPHymX4jI7VdGyYS5XPiqC1BxJ5kBH2M2ngK6cAEaOrcRCMqAe1rNhHJrJGI+CzU4IpGrAowUYXEIxVRxkPDTVpNeaV66nUQUIthziLEc/n+TFQhTb51Q1/eTtP5FUwA4p7cHqH2T7AyBW0mNP/Wo7pDuceDlAwpbBVKcVlMQqQowQ5igJqkiFAKMoZTCVrSI9nqvg+qNOFVjNo7aCP6ZiMh9RW9GBG6R2uR0iVG/NQhoc9LxiOEnpiZJTqhR4ZnD3U1qV9RNQYh8ArVTT0ob671vRiU7vUAmRlHdeC0SrBxnAUa2wkWll6QBMILZEq4G8m/C8FskvTJWmCobMLGJUJMabUWhUq5d4uIQabRIfXsg5KuANBntP/rDFzdDOYi0E5TTzEqWzakOnsChjQgu4HYX1JsiloJZTqYstq4xKJzJL3X+aEhWxHUrSsS95nPnpL17HVlODu+7Nyg8jEGQcB27YBZhM45w7x20nasWwhanzZ021IVwwEG1/77e0jEOD7M0kKUE6AFc9a5xu01ffm8SNykuIP+P7xeyS1b4AJjNu2w37fYNtm2O8L7PcZPj7u8OP3N/h//t//gP0emgS36Ke9zj6FAa3zHFIU395gXzfYY/Lj2+M93Qa8wdvbe5RgvEeJxj0FuYTPMxD8t7f3hKSJvoc0x/u+R0eSO9wjCV7XBZbZw8fHE97fHvB4bMlDe9uW6LG9J09tBLUd3O/bKR6PHe4R4XMKfuAYjhPsBz3UzaPoC/54POD97R1+fHyH5/0Bs5vBWwf7usNjv8eI9ye8PT7gsT1h9Rvs6wPeHh/w8fwOb/sb7PMGm19gn1fY5xUe6wbPbYfntsNj3eCx7HGfFfZ5g8dyB69dgS8R7D/92/8Nv/56gZdvXUGwu2uYxk7VFiZBS5Om4eiUGx9VApJqNsi0TnFb6N0UtyC5TRZJ1P6IEr4zHSadIkaCndPdyg73MsZcFAljP0sfrEE/j3rfWk/LJwHezuTzqiLEhSzCaShktIxD+zHsDi/9S1W4CJlQEfkKwT4jLiGdc0rVylz9GxPBxql9XhFAquuk0c8YQU6njQsfY1ZKIKhkgno/SybBKgvezuDtDFbZVDlnjMHEUJ8/HiwhO0q0I8lGPf/EpiKcQ0SCXQb/oN2ZOCLqKFvNZHXENgKtBLHS2iKvdeMg1c4WA6RigHvUMLfINd2nTrukSZcZLXIbSTHLvzkE+kTT75rq4UupjigqzEepxHn1O5Pro8Tr54hx7ULnaX+5gNMrWLmANytY5UELSq5Lj3f6H1LrftNvfZJRwlOSa8N08HGOj0Nifny+LN9BUIKNPsyZDJtIfrNVXBnZfQQScuPmZHFl3Aza+uK5aiu6cL/UZ6PcJONIsKlLhdT4f3b0acb/unnx4H2o0AopKukANsqdo/ZNPvNbRjcZbHrS2hbfcYi/XmD1KyxugcWVBJu6G2RydofTkAuyTKPEn4/v8Lh/HPx76b7r8sgEu+GC0GqOo5HUren8llXcUfNb73v0k25JMChwW/CenlPVGuUQaPGGMx5Iuun7wSjx+/6Abdnhvt7hvt4Twb5HAowV6H3P+lw8t+d1h2ckxQhalcbvkB47rXjTqPKP9++pikyb5tZ1hm2fYb/PsN89fHzc4ePjDv/5n99hXR3c9zWlO5bSjCXFlT/2HR7bHZ77W8L74x3eI8Gumwjx+6Ia6ECwQwAMVtGpVvpMM/39+0cKrvn4eKZ0SJoMSQNtMNSmdf+zda3EyefzHsg4IfxYFQ/HG5IwA5F+FPKOHOm+w/vjHR7bEx7bE577G3w8P+Dj+QFv+xvc5w12P8N9XuGxBHL9vj/gfX8Ekv3/sfame44ryZXnG8xoND21qKTpltSqulX33swIkiD2jdh3LrFklqb7/d/izAd3c5g7nIzIUn2wH0kAXIJEkH8Yjp1T1GhOa3Vlh7ZoVDWn+vOA/dNPv+L5yVFw/fwkbMgiP1Zf+BywBehknwbsUHawHwG27yXaDwoffjLB+xFg0yknDtYE1yLwQKaKxdsOlA2mP1pGwH2vm0Xv3RbCfU0yotvciVOn5FhCP0Jr1LPwAA9CT8bsxqqLv5GDSIkIv22WCNMQ2mxTUyl02LF2KnSrF9U1peSqYEKW5gvsbof8+PtEw36+G2iAHYcJfDfA8SD018/7HX7+8it+/vIrvjw9KcB+3u9U7Y8O81/3xW3XgemjbAK3uV4vgjW9zCFMrhNfAftohUqzSK+9tb3jSZJbeDYBmy/Xh/ToM9wO0dkOnrRhRWVLt7oUmBBtGzg19wN6r3jn2XZwwjvk6//8o8/n8ecWBpHRpRTfaXlaIJXdaQHWoZZYGHqB1Ac/BuyYQTZV4sUKsPM4V/s3ATaBm3jMbdOBA3YUZwqCOfgSWCfZSQEFFQdmAmyCa+4jawK2vezDj2t9wqXCsJfjt+M4AkVJU9jJZ2zXeJGUwEwhJL/lNbFQ90qmBg3pwIWf9wllXqDITiiyE06Z3sFWMCcT5/Jc707fG4CzAfbq01siz9fH4LZjcZw9BGz6O8jObqOBlbBshpjwegTg9wYDHw0e6sOH9uci6I7jWHud/IChqmrU5QrXHLDrUu+WN22PfpxRNZ3av4u6QSe726SJXrXRq1OFCeA6iPeqa0ydY/NzKMtCdW37vkPb1hjHHqciX5MUpe3dCtmFkipwwG7KBm3VYWgHAYltv/lMSe9MYE2XJmR3XadAvO97JV1Z4XrCPE8quIYAm4puc3C2wTbBM5UJ1zbI5tvTe7YmVorud91UqKtSRrp3mIYR0zCia1r13nVNh7Eb1fs19TOmfsbYia52faoUXBNgE2QTYBNIt0WDoe5Vjc2AsRk+G5X+e/z6yxMOe+HdK2LSPaWxNTuv9COUxSfZxY4NwA5UrYAdK32b2l520HxPSERIu8q1mAQIutm/rsE0O1nqR99f/ZjNQIQVvGMhE1EdqkCTffDbtmV0PwHr6+PoyYarhMRzPFbuA32ypwG2LUzn6OrDjHzIkQYd7y03IZKipR1nD9/3QHGm4pRdrnVX9UE1HbA1IJMARpBlWuq5R10nfM9Ng/ZBgpnIj6XWWIDr/nDAl6cnfN09Y+ccVOf66+4Zz/udWmYC9tenL/9FwL43JLu1NjT/dtPv+F5R2I+pKxYyh8AA4nVY1bS448vXsuiT71i+RVGMLMuxSj2kK4IMruD6dvPgzZwN4Lf190gfLLYdMOrbHDf78kflq3AqMYNB3wdpFKtAlDiM1IHu5sySJ1xmhJNFwgA7Vpf0PRD7ERJvW2mQKMAmVxgCbDrjZQK2mSgoglK2nWaCawJnAutV/pHc3fZe9zqIErX+6AUM4nWg3saBZ8hOwqmCAJuAO84ibTBvHc6LmZ443QDz1nYttRYBDnXACNAI1FdXk3CjE1f7s+8rx5I8TVFkuVZ5Sl3xRA4tJqobTlHicZwhz0tlzUaSFCrSVtts3EibXRaN5kIhutu1AGwmEdna06XwPBdRFKoBOU0DW5L/sm4Tx3W1fP1nbPLuhaaYr898PHoeel2ZTIwUHev19fLPVWiIO7RVyyC7xCnT0xrrukXddqiaVqX9VU0rNcpbsKYutQnWHMT7fkTXrYBruoBQ2uMaTlNLXXSDvh9AzhWme4fQOhdSF90qqUNTNurMSVt1GmCbg4W8I716d9cKnvu+B+9c07KtA0h7F4h5BDtdN+UidVNqUG7CM7+f7TEJuCnmnR5T3a8o0DUtpmHEeZoxjxPGrtfet6EdtO5/V/doq05Ii06iy03VVQ26qkFfd+gqsT91VYemEJd93asamgF93X8OsP/wh3/Gly9fVQrebrdHEKwaWffgKWDmoKxpE48h/OO9SGcf/jFE6EVqu1DquLlswfcjRGGqrnNAEB3U7I4Gcws5juPg6DgbgKXr6wCb/sMpPJDvDyaag4v8fnEYbh6PrtN99bCV1R/aCtmeaw3S4WXa9fHkRm7Xx237/OAAEbG8hkwc3QN2+ycc3QOiKMSyLPj+/Tv6vsfpVIDCN7gLAZcMmG4NYv19uHYc4SJic7swreVsZwhEEqF4bNfztJTQo+8pwCa4dgNfO3199D3sD7v/EmALyNP9tU3AfpRMaHOrMUNSlHONNenP7vFsei3zEBfdteW4edx7r8lMEiTAFcu27w0tN20wt+/hUT7/uv7etubji8/o3uDvJ8p3EMpKYx9x5CKOXETBUZa7qdA/IvRdZiGnnyUjt4s4jJAEERI/VMmDa60SEX7wWGSF5oQRsvkIW6pgGK0yD7OTbYNlXd6hJw/yx+Hbm51xvfudbeDa7GBzwPYjT/dW3gB2pEVzr13ok+rOcZAREJhoA368zGhoWp6ksUUKRomYbF/1jkjjEFkSI08TFFmKPE1UnfJMSlf8dbCehR2JxM/Vh5gnF5pR36atHMlbVqATDhTkWCG6s6vM4t7fKtJK1zQ/fgDD3zOS4pjvYVUVah2tF/HbOWzaW1vZXpftc6LHpOekddS55ADXtjX6rsXQSieMqlHXq6Jcu9x1g7KqcSpLFHWNqmlQNQ2Kut4EmZiyEJs2m1vGccDmcF2WYhCPZCTicdcDqL6fhEwmPykfat21I5cd2BUUi6xAGqXI4hxlXgmZiNRTE2Sb3WtuiWfKSGh7gm5ze/H/VqrPQ3wG5cOySUQ4WJuXXNdNj0GfMe+I88h3gnEC7KHtMHa9qqHt1H4gDr5E0RkOOkMo5F5Cl91Uvb3qTtWqexdF+8PnOtj/z3/Dn/70R3z58it+/vkv+PLlCw6Hg+gQSg9g/xjBPfhiwlr5ha4dW7NDSz68nuPB2TtqOJAuQ0/aVd3RXZrgYDoWPILr4/GI3W6H3dPz3WTBFa496YF8ROgfYVrtmfHq5jK6X+gftcfhZbPuE+U8dNngHex7JTrUjrD1k6VZ/bHyg4O8dIxhyVC9b+QR3XU95nlB27bIc+F3zH2OTbjmlmirRdsK2ByyCUB5B9uMBefgbcpyuMTG8zwc3SN2h4NWz/sdvjw94devX/C83+FwdLRhRzHoKHTuj95f1z1opa//PGDbOtji/sbnqcBT3Ob2k9vtbEOU7ACGdYdtSZwCbNfHe3RAQfp0fsbDXG7e39pB3gC2Ed5k3P/R6xGgfPx0RbGrKkl9JImLODogCveIo4O6vtYBUehoFfgHBL6DOPI1yOZnxagLnoQmWG8Bm58Bo1KSPGMI2QbYvNZBxu0yMfC4jfamgJQoloAdp4hkUMq9bVcHkhRxqpfpMiI8kwmwfQnYMeKMII97N+uuI6aTBJcK2OzpHsEbX2bTfJvzF3EcIk0iZLI4WKvb8rF8f22E+L6rQXsUhfJgIVVdWdtBhNkNFnKWTNndmXrgsqhkIiBFcm8BO0nljE4a4VRkOBXZZj1tQ9Z+5ntJYGPe91RkBmBn2ra0nt+PX7fBtrldkkbadrSOoK+uSl1KIauTg3sNpQlWwvbtVJU4VaVmA8e11Xyw0Rx+5BBOGmyhu640ZxZuo0eOHRyw67rHOMzCGrCopF64RNdUSiIi0hVPzDquUvKXMq9QFbUAx0Y4k5DNH3eL4SBd1/Wmc83LhGvV/W62HeWPpB426YfZweadbFsXnCCahh35vkUw3rYV2qZRQE2lg7betV4hu0RTtmibAV07G/Z9Pbvdq896GGZ51mLV6TftJwH7H//x/8Cffvp3fPn6M/7ylz/i6ekLA9RAhl2Icg8eQi9ScC2kEr7qyvKkPipnv4N7WB09qPMbcD3uXQ3r6lCwdSXQwZrrQB3HgXs8qlPAJmjrgO2qThYFx4S+A++405bZKvQdo8PlbMoMohFgricGmlHjoSeivG1gsoIWnVbfdv9sRevFaX3pdS0n5mkYkmyl6GwBt+n7KPr6I8A2IZs02HyI1nQPeajPPorPeX84iP11t8P+cFC3vz494cuXL3iSUelH96jvL8omzIXtQMo7Cq9zZ/+sbmvb3AFsOlgxAXsjH3GdDThzgOWQbYNwLlHhgP2og24Cvg2GPwLsz4DzozMC5kGFDbA/J/lwVbopAfQ9sOaAHSce4sRFnByRJA6ieIcwekIYPSEIvyIInhBGO1HhXtYBYXhAEOwRyDNAcUTSkUArguw8TnAyKgtjBdpJoHe+syRVspNYWv2tQ626TERBtizTGYicllzm1MSLD7GaKYTk420O4NriwMlNxCzRCb+TAKl8tE3AJi12qLkN8XAUzTfZCFghIDOhzHx8W2313zpgF3mqiiA7TbZdeJvcRQdE3ineyib0AwgxPLm6klBYi6ljXgGEnmft1gtYpq7gPcjm2z6C3h8BbH4/c3sCqSgKNgdC9rMOkeqoKxArCuVZvOpuW/Rth5YBdlGWyE65OsuS5Bny4oSi3A5hmt1rUx6iezI3mr+zHqginC6maVKddALvcRgxDiP6tpOvucHYtxj7Fl1ToSlLDbCL7ISmbJSWWEkcyhrLsih5B8k9pmlSywiaSX9t6q3NjjbvdnfdCsLj2Ck99jQNGjBzmDZB3AbYtrJJRGzSE76OzmBQx3rseqXFFnIR8X7N44J5XDD1swTuAWM3Y5lu6NoFTTOjqkdU9YiyGlDVVD3qdkDdDmg7UXXbq2q7z2qwf/MP+OMf/xVfvv4ZP//yJ3z5+jO+fPmC/W6H569P2D/tVEwzaWLXjqIdsLdyCEdJJUg+oQP2msBHgGxGXdsG5kz7L56YFQbh5scv8HwEnr8B7MB3NuUdd4jCo4o29739ZpsoPGplexyKUqeY9EB2u6PAV68n8MhvmVW07bSsYLUCm03Paw9coSG0SCXpRezH2fdiTecutO6hdBaxD8GR3y734XW9+4DND4bCINS06nFIkO1rw6OmywINjfqugMRV5nDUTvUeDjuVvEnLqaIoQMjOXtjg2ncdOPtnBdjrGQuR+Bj465CeaUW3plOugE169HX/PrADIB2weZfYBqACdnX5DYE1B3lb7P26P5D0w9M6ebyzTM9932FFB2zz9X+2TLA2n8P+vCtg8+60WXHiK8gW2zsIwgOi+IAo3iOKd/DDr6yeEEQ7VnsE0QFBdIAfCKlVFLtCZmXxTY9DYUmZxQlyo7IoVpWyypIEWZLI7rfUcEvIJlvGKMyQJsKzmSeHmh1uc0Ccl27FqAf/8BRCG2CvCZxmJPi2yGObAza/jFUXd+1kE9hS55cqCAPW8U2ZhjrcAvYp2VSWMZBPAsRJsAViuZxXmq6AfcoTVXkWi+VSWmFKJTjUn4pMPYeAzJzB6r3UvnU4UMhA9IAZkpSsWuYtYJvAygHbVibcmo9jbvcRYJv342DNIYneI5IBmPfhHeuqKnQwaxo0ZYUyL9BWDcZuwNSPGNoObd1gIOu6psGpLJEXBfKiwKkspVRkDYehQBgVXNL06LpRFUE2dbgpqMXUOutd4AbTNEpoFbfbtlEOHeMwYOx7DG2Lse8wtI30ol7dMYa2k53uWrmHqGHHfsDlclFd7K7rMM8zLpcL5nnWQHocR0zThGma1PZVVaFpW5GoWFXqkg4WmnYdNJymQTmKCFeRHuPYo++7u9Dc992m7q0TkF2rIca2rVmXm0tJVpu/tmnQVmsJoB4UZNOAIw030oDj2E0YuxlDtyjArlsB2YUG2ANOZYtTuVo7mvVpwP6f//Hf8eXrn/Hrrz/hy9ef8fT0BfvdM55+/aIBtrM7Gp3FVRpCshBn7yh5CB/6MT2j3aPeAXwE2Hw9t/ni0hJKx9ITs7jvcmCULz2PXYThEUHgqArDI5LERxgekaaBKnObMDwiilxVtIyX5+21MJnAP0rAEx7Rnusr/+NQat9DY4iM/9gIUNoOp9kSF+1JcVurPtLBU0ebYPoovZRp4PQog4aOxwCuF8LzRZmg7fkhgnAFbDPKXAG2LHGaXXdqEOAdK+3ZOvwlB9ECn8kEBDhRh1LEw++x2/+Ko/ssdeoHHbyi7ZkH8wxFHHlIY187IxEFQoMbBtQ99rX9LwgirPZfa0oZ78bRlLz4TH0FC9RJI9gkuNUhVA4SMktKHods07zb0i1XVxl/A8smYPMuNr1GDuRm15rLWw6HZ+2xbDMFts417yraYF4M7YqU0yA8aiBtykLoNs0sCNnUM7LcR5wc4flPqvzgGUG0lwB+0AA7iNb0VPG94YnvkUAMxdF3SxLHCrKzONFgOpHykUR2uk3AJolJ5EdI5OAjnR7O4lyGoqxdbBO0gyB9CNeq/DVAikMz72CbEfc8rfKjEkEkUu7Bhgt1iYTeSRWdylhBbhR5iJPQqrEWYOwjSUN1eSpSnIoU+SlWlWWRqiQNkaQhsixCmkeIs1CrKPFVxYmPVG5bFKmqPE+QphHSNEbXtRjHAW3b4HQ6ya50pqQo4v86RH6K1Ws7FamhXT5pMgMB2DJIRWqJOWRzKzjeJb6nP+eQSs9rLjfBeKu5zqwAzwH7Ebzf62BTd50DNh96I52u7lRRY+h79E2DtqxQnyp0VYuxGXAeBETN8xnzfMayXDDNZ/TjhG4Y0Y8TqxlF2aKsOlR1b3QsJ7TdhL6fmbvLgNOpVj7kSZJDBM2ITvY4jpjnGcuySIhtRLdXQiRBKQHmPA0Y2gZj3ynQ7ppGc8YgSCSLOYLEqZ+xzAuu1yuu1yvmeVbPf71ecbvdsCwLlmVR66ZpwrIsuFwu4jVOE7qhl2EvIkmxH0e1vO06cSAwDhjHAdM0ajWOg+xyixJAvw5N8qJt2rbRtqfHpnV936v3kNbz56ODlLqu0auDj7XIho/qPJ2tgD31M8ZhweX8imm+oW4nDay1anoUVYeq6VXRfvK5JMf/9n/ipz//T+z2X7Dbf1FuEkfnIJwuHI8NoHnGQJoH9+ApCQmXkrgHTw01mkOO/jGEywauyJmAvHFpKGu1Mwtg88PlXRd+nVwsTMswrWhAK6Af3rWCUHaoIg+x/LKNEwI6FzxZkbaLIvvQlR84EFHlIqlRhMZQB1KPS9Y6RvL1b2OHE5h6dPr7+Y/gR10o03uZL/fcAM7Bg3MIlOUbpf1R4l8UZyzKfo27pzq6K+DZfLBD2fELPV+zUiRZDwdscg+hsyeiS0g/yBGyjH7EEuSnGEkaIJAHN+tnqkNXrDqQnpDsGFIR6lTbotTTSADU4XCQ++jqVU2fhRhqih8WuWdQV520m6bcRx8mpLM5oQJmM9jFZoFnP6tBg4v64CENH5oDiCvg+7ANOPIzCEfXkYC9syatfvTY9wYo19fogJxxglB2qi3/g/x/U/8fdxAnLsL4yAaARQXRAWF8RBgfdbiODggi2pe2Uh1yTomiUDlQ8NqmFYYPADuE53iI/AhFVqAqaukyIqxOYwnWUZhbouTjTW1zBfj3wpouaHrq821WwNZTCvl915TCTFngUXGLPFHUlf4xwC5OOYoiQ5L4WnEQFjCsA3aahgqabYDNi0A8yyLkeawqy2KkaYw0SeQpf+GFTLrcum6QywHIU5ErL+S2FYEjVb0CZlmuXesVsEs1xEiAzQNa1tjxVW6ywny8kaPQsOEWsPWhQnMg8TP1aLiRPyYHaw7atoASeq1tW6PvOxVAQp3NRsJVU9aoiwr1qZb2dQKehm5C36/VdqO1+1g1vexQtgqm6nZE3Y5oJGATXPf9gr5flI95lgr7RPI+r2XCYt8PGIdRdbUFONaq8yrkFr2wvht62bluN0N6whljUaA49TPO01mrZV4URJP13jiOuFwuCrqF3d6s4JqAe55njNOEYZ7Q9B2qpkbdtuiGHsMsAHuQkhKy9uNdcOqEm/Z+pgSFL+eWgXy9aQ/IH5uek/4GPsDZ1Ks9Y1XUqsvPAXuFav3gZOxGuZ+Iz7XtJvTDGZ28bkK2OAjbwvcnAfsf8Mc//huenn7Fbv8Vh8MOQUhDO7EEYzHk6DkB3IO/KWfnwdl5ODwfcXg+Wrcx63jw4Rw8YdHnS3s+2TkVcOdZ1/MvfhtYr9CoyxNsgK0PC661dtF8rbjdl20bzQ7M8nirTdgaePEZwOY6RPqhIn9q06OaOlC207+8TJs97nUsHEECDbApUvuw93A8itj6oxeoIrDeH13sjy4OzjpsZ/oie0x/bgNssTxQLgskC6EhyNALkSarby11hWloKI7jDdCbFQYRbD7nXPNt+plzn/PAW0NlyGGFXFZsQTu22u12OBz2Us5x0Ips7ASAc0kIWdb58mDUBR8E5kFB5qAwP7shymYpqNvpmZZ65nqbr7pw8jkof3XuSmKz5rv3WNyaz3w9prTmo/9RAWzr/2oYewhjF37kwAsPWvmRgzB21Xq6FHWEH62AvYYRrQdJURQgjgKkcaiVGIzUi5wqqNJoHZT0HFcBdplXBmDnCPwcnpvA91IEfq7K91J4bqLWmRX4OZOJJCpZMI5zJREzI+tpuTlsye/LS/hDbwNeeEosAfa2Ox1Lf/9IdbpPea5KaFRzJHGALImQxIG6rgYTs1hJOmzFpSO80ixGfkpQFCIimstCxPOIA6MojHE61ajrHl07o2tntM2Euu7U95JwlchR1bkMHDmhLDOpNa2kBd5qKScCWmoF2GtVlipAFnj8TAFpu8nWbg2OKTaWfDZLvR+pR4/Fn5MHhfDb5rbc77rrWkzTqLqe1L1spJb5dKpQFA0KaWPYNIMq6jBSZ5p3Het27UpywCa4VpDdjGhl0eCbBtjM41wMzI3o2nGVj8gSHtni7yXZyDgOQuJQC0kPLqs7AAAgAElEQVQI1w+ThngeZ6UfnscF5+mMy3zRAJtgmdxEuq5TXWoCVROMafkwjgqmm75T1Q39WgY488ezATbXdt8DbL4NB256XFsHnIfkkLyF+6BT4BAHbA7X3Ad76mcRQNOsw419v2AYzuj7BV07oZGfedOM6rqtPjnk+H/hX//1f+D5+QnPz0/rUKEfykhwERRzPARwdh6Oh0Bd53U8BNg9OTg8u9o2h2dXFS0/UjfUEQDn+4kc1knh+wkcZ10nBnUStW6tbYoegaXnBgog7gN2AN32bP2hXH8wQ+gSDX25ed20M6Pi29yD688ANgdHXfcbKegW94uYbCFhP3Rb2NYPSnh6YLg5vUyd7MPew/PuuAFsguv90VUdbJsESLiIrO4pfBhVub04nhbEsQK2GLSNwxRJclJxxHRwtto9JjAPyriG3Hcj+McY/jFG6KYI3XRzO/IzxEGONCxUxUGOOMgR+om2v9H7tkK2/QBvnRMI8Pz8jOfnZxwOBxzYsKb5vplDjGvkd6CGSm1nJR4VJXWaeu01YGh9nVy2pb+2UCu6D3l4O84Rh8MBfE7A1lW3Ranfi1tfO/N6h988A8C74rakwDD24UfuptzQQRB7qvzIVZe8RIfcngQaxyGSONSAL0uiO3BtulToXW9KESSLKcogEB3sTABzIK5HYS472qmE7Fito23X7XVnEj5AyZN0ucbb5mbC7yv8uanWIBbz+4af5dn6Wa/2dWmSqQPpPM21El1/4VFNByZ0kJKn6aaKLNMqv+uhnYmAkEo4PFRFgTxN5YFPpOQ74vunQJ41OOUd8qxFnrVKPkAHEVkmtOBlmaEshWyCUup0SUihEhBNSYgZSV4WNcpSD2GhRgNZG5oBMWZojA2Qt17a9xMi76U/mr7M5m0z6MZ8PAqdoSFBMzBFDAv2OJ1qJFmJLK9wKlsUVacDcjdtbnf9gq5fULcjqnpQkE2A3XQTGtnB1N0l1hh7AuzTqUFdD+jaCeNwxjReMA5nAdqdiFEfpfsEwXbX9eqMR9/2IkSmWTvYHLKnYdIG9Mzr5+WsOrsEnl3XqY4vSUPMbrDSYXcd+nG0AnbTd2gtoHwPsG3gbMK52dm2bcu75Wbx56IONk9ppJRLgmn+fpmQLZIwR/TthF6GO/FLvrxtRjTVsKm2GT8H2P/wD/83/vgff8bT1x2enw5wHI/BSADXCeA5IVwnxGHvaVIBszw3QuAlcJ1QLXPlfen+VPu9h4MT4OAE8PwEYZTBD1J4fgLnGKpyvQien6h1VK63DThR8MAA+16JH3nq7q2gykvXc8faunuyFVpHcheu0SWw3loO3tNKB0pjS190JC3Y7XZ3Dwz4MhGmELGKFWibkhHdCUT8uHLIph9e5xDg6fmgSUL2R1e7PLp2za8NsLlPufIGdzyl+d+6jAQIvARxVCBJSgRBBs+NcTxG8NwYUZgjjgpEYa7Agk6VH48RjscIrhMjdHOEbg7/mG2K1kXeCXFQsioQByeEPof49cBklYusMwMrePradXPmgHd3bQeFurbaU8/HUzXv70+m7j6A4zh4enrC09MTDocDKJWRS5KiKFKvUUhiHAXFtv8R+j/h1/nriKL4YYed/+/ZI9JXm07qbNtmFWi5bX0UhQijAH7kfVhB7CNKAiR5LFMJAwSxjzDWB0RNJ4rUgOssibRONl3ngC22WyUjeZptAJvmEZIo0w4kRXc5VcvooJIv49vYAJkA25ST3LMKvAfaArZP1oP5FbAzLWyFlwpiYVXmtarqRMl9hYBtZXGYIIvpPTs9rFN2P2q9LCv5A96gKWvkaS79zeUZrSBFHGaIwpOqOCrl9Rw0QBrHlBCZKRkEBbjojiGi6LuBu4hk6WkL10UtO986GNts/ygd0QbSfy+wtsH1ZyrPcw226eCABgXHcVSDg6vDhQh6KcoGWV4hyysUVacA+56WlgM0B+xCnv7nQF5Z4Jri63mEPSVwjsNZwvXEli2YxjPGYVFyFbo+DgL+2qrVBhpJJkLe3vO4WDuw87hoHWyCaeoEk46ZwzfXN4/jiKZt0Y/jpoZ5Qi8B/CPANhMjbdIQ073kHmzzLjZJWcyuO3XqCbBJm85BmiB7HhfV8Te12aTFHhq9+nrUii/vygFN0aEpOrX+cxKRf/w9/vLnr3h+OuLpq4Pnp6PQ7PnyB9sN4e4D7J9d7HbuXch2nbXjyaGa39buI+H6EWC7XqQAW0B1xCA7ugsWAhTNjp8J2Dqg2CCE/yDY9M22+5ge0Y+A59EyE7BVBHwcw/M8HA77zYDavdK9X6nTGG/+LgqUIcCOwkx1rY/HUOtkeX4ExxWuIY7r4+C4CrbFoKMeYX+vg82lIr7rqeAd3/UtQ7WB1PBH8N14c0r86MTaKfMoPKn1/LS55ybwj6mCZoJpW0VeYQXsOMzl8GeoHZisoL0eXPADDRO2gyCw2uiZgM1TMeksyEeAbduXTcAWMpUDyKmHntcEbOpy866z+f9BFbLnC4NYDvDGannw4ADg0f+cXtGmc85dhKgjfrczHgbwI99aQRyo4tHefDkFlvD/LR2wY60rnSXxRjKSWrrcBNikzRYd25MG1wKwJbSyAxsFsuzAxlymtmeQbdr/fRawOVBTB1vdjjMNrM0ZkShMkUQnpEmxqSwtkacliqxCkVXIk1JWxWp70EFFYRKPihL/yJ1DuXRIoG3qNaSCJ2ymUaYkOgTUcXRCllbI0opJaVKtS88jwLnkj3eedQ9wum+uOttUQjayTVg0Ey85FJNnM7+P2eW+F1/O60cB+9429HrMNETu59x1ndb5FnA2SC/pHlXVoao6pZWm0/ll1aniMpCG6WsJrmmAjeBbgDb5IIvSO9hi0LEsyEt50raj60KCoC+nZW0j/oau7kUgivTvVnAtI9LJMcQcchxa4bFNQ44cpk1IJZgdx1GTjzRti2mZVc3nRdW0zEqD/RmJyCNZx2h5HF4E0HSbDgLowIG04ybUtzKpkeQzBNIcsK/nmzboyGF86iZM7azV2EwYmwlDNaii2/yS6lOA/S///O/48usBu2cfT1+P+PLrAUeHIsx9+G6I5y8H7J8FXD8/OdjthNzDc0JN9uE5ITwn1KLT1wj10CoRcZwApkTElZpfkodQ6bc/B9j36+8D2DaQsYG2CduPtr8H2ORGoWtW+enx+4C9dtvuA3YQxOo9WW381i42/dCKH+MUvh8qez4KoSGbPnPIlGuiPWnTSLZmZHFGkC3iqxMVi66HzshhWU26sh3moh8+vTuXq4qDE9KwRBqWiLwTIu+E0M02JTrYBat1yEyc6dG9wU3A5p1nDq50nT5Pc/jQfO/0QVdxFkLXfD8++LMBts1C0QRs7kzCO+tRGCOJUgF6YaKu021Ts85vB16oBU3d63Ka/3vmMg6P9880bYOsgiBCEIbwwwBBHKryw0At477NfL22Lo7lWSEaMoukdlgMwdFgo2kXym1Ct7rsdTgySxLZnc23gB2vQ4Nm8YMMGijUvaVFB3n7/2EH7Hvd6kTCMJeGcMAmicgjwM7i4m5VpxZl3iBPSqThSRzYBidEfo7IT9WBh1mkWTehmgd2FJuhwRWwyQu5q3sF2PT+50khXk8s/944Q54XKgAmS09qX02S1VKPzj6a/2O8ecIBnD6nLMss0FpogG3rYn8WsG0wbJN0cGnHR/D8WcDm3Wl+mzquBNi0fd+TxGJGU/Wqkzh2i6pegjbBNsE0AbbZxRb67B5NN6IbJjQ0FKmlPK52fnQGoapa6ZU9alZ/PJiGvLNJ4sO3of1LRKFXyj2Ed7DpAM/s1JJEhDuGcLcQU3ttg1UCa+pYT8uM5XLB9eWG8+2K5bxYpRqmnps/3yN5x7119Nr44/DXe7lcVHHZy9APG206H2SkdVzHTsumfsbcz1i6bU3thLZo0ZUdurLD1E4Ym1Gtoxo/KxH5wz/9O37+yx77fYinJw9ffnXgHARQ7XYO3KMYYnSdQFm1HY8BjmzokaLUqQiqQy9mgB1YhhxFkQczDdessoRYK22ZBGzhMqLb0gl9qat1BLeA7TIXE8sP8IcSEfsPN+8UmUNnJmDzoBc7uIviU/hckyrWr6e/70lFtHUEbKHeZaQiUOQdLu69GwaJvJ2q7qRwHXHhHoXloHjcGFEYIQojYcknr0dhhMAXNn3kGUyQTb7gcRghkadkA+mN7bu+ArPAEx3RwBPF7cgCL0aanFCcaqTJCVlaakVewkl0QhIVSKJVVx146aYiP1NabFGZPD2faPvbVvKgv/+rJZ+Q6gThCtimX7g57Ef3NwGbrBrNffDefsn3Yd/XLeUCNlAY+IYXsbEuJL/nIFZFbi9plMplCZJgBWzzduSv+1wSp1rZOuKhBtipBLRMSSV40faBJ6RugRdtyvdD+GGEMIqtRYmEcZrd3UaAaow4CZXbBdnRpUmy8d83k1qjQCZCRnJ4LhKQncTcI1sE0JBMgWQQiWF/x8vmIc2Xi+3SzWCi6YPPBxxtg41JclKny7O01B5ndRLRhxyjMBY2pH6sOtRmkRSkPrUo8xqnpEQWF0iCHAnNRES6Jlt0s9frZV5qcG12tU/ZOlxoWuAJwO7QNcIKTNd/Cx08fbfkeaEBY5atBxRlUaGqVnjUg3K4VeFa5udFA4ufHVIkmQWHWpsmm0fQm/BsA2srZBfrYGZVNnrx1ElZYlmNqhKn+HmiINfXEmD3fb8B7GmaMQ4T6rJFXw8YmrUTOfcLhm5G36/VNGtoCMH1MJ3Rj4u0XetQtx2afkA3jDJQpENdt2pIkQ8s0uun9Tzdr+9HpbFWWmupwa6qBl03qNffNiKCu60b1BKwe+kgQjV0a83jjPNywXm54Ha54fXlBW9vr3h9uSlvagqC6boWTV1hHHqclwWX8xmX85nB7Ih5njDOI7qhQ9O36McB83mRgH3Bcl6sMP33BGwO/xy0+75XBwOXy1nVeoAgwnqoc02ALQZDRdluU83jjLmfVJ2HWdXUjWiLBvWpwtSNqvj2cz9h6j4J2L/97b/hTz89Y7eP8PTk49cvRxwckQKmAPvgwWUa0+PRh3tkiXvSho/s+Wi50M6u9ny03j14OB48OM7aRRYa4FANqunQGanLtXRLMj4sZcpBqAts8wU2TyFT98d2+vne4JXtfjbbtFW3HWs/XFzLa9NiE7RxoLIdENzTgpua8CiKkSbZxiHD7DgSwCRRpnSfvOg+gdRHm4+VKN9qUbzLmcSJgjvTqzyKIrkuUYBORZAu/NXjFZgkSEV+rKx78rTAKStxykrtuvl3pMkJeVaqUI97JQBOHjxEsfx8BUjTsKzuKEFWj8J2TLd11GUYah+TZyXMYBzdf5r0xYF1Hzb3TVuFqovqs0TLo1a0nBfdJ/IDxH6I2A+RBhGyKEGVF2iLGlVeIAtTpEFytzT45vsF64jzjvcK5onQv8pLsyI/UQdegRfDlwdd1mVBgjBMrUUDtElyUtpgDp1hJOBbRITHCONQhahQkIrneSKw6/lZSKI8D6E6o0EHMgKu0zSSvvwewtBnLiSR7IL7atAuS2KkSczcNu6nE/JtdBmL7GIbZR6s8LJtx4eHdds/3aJPuR/Jg+cszlCmJcq0RB7nyMIMeZwjj3MUSYEyLVHlFaq8EtezClVWqxLQnKkqshOyJEWWpOo2dattHe5TZqYinrSOcdu0sgt82lyuw5elhK1aA2w6mMiyTHVlCbDXeZqt77RZNgu71X7P3jkmcKbnJK0z11HbOsi24lDNo7WVNWHToa16tNW0qa4W1VaDUT3aqkdTb2O76bkIsEmDzQF7nmeMw4iqajBIWz4aKKRaliuW5apCY5qmRyO71Fu7vhZ128oBvwFt14kAlrpWzh9rIMrqZiLcTUhvPKjSdciDSm5ch/kGzPOCeV4wDqITO/Q9Btmxp0teYhtxv+v1ipfbFZfLgnnqMU8dlrnDPLWyOgx9w6rF0HcY+g7zOKiaph7j3GMYOzR9g6ZvMMwDluuC8+2M8+WsyTXIJo9/Xly68UgKcq+jTtcJnLU6L1jOMy6XRdVynlXYzTLPOE+LVpf5jMt8xvV8wfV80VxZaN15WjCPE5Y7NfXj5ra5jOqTQTP/L/7jT1+w2wd43vn48vWIvSOCRHa7g7IhOzLf6uPRg3v0pEe2Jy3NIrgHV6s1ZGbtQlJSH50ivtdluzfktN4muNmeXjd1r9yFwwo1d6QM/PT8R7Zv99ZvnSRsgE2DSXZtqhlF/hn9tymZ4YN4UZhIwI4fFu9KPiqCH0paNNcTcGtdzji5+1mYQ3ZmxQTfMgWSJ0DGYax1nNZkvO3fR/sbddk+OmCh/c6EYe5aoWA4CVT4CfmoUwJgnPgScmz7pR6sortUMBs6/75dnlX2YawPpUSB64EpxdKMhiefcO4HHvs+Ik9UGoTIohinOEGRZCiSDFmYIA3ih4Bt2y/4PkSATXaNoXQ1ioMMcZAh8lNEfqpu07LQS0S5iXSFSbTynFBo+KWPtK1ssgfNa9qPkWQF4jRDlCQI4kh2vFNVQRjCcY7YS7903w+ENEW6qVDQTxyHyLJEl3Uxmz96z7XBSGk1x32jzbInFoZq37Pb532ubGf26Pt5dS/SdcaxPKAuMjGEWKaiiiRHkeQ4xZm6XqYn1HmBOi9Qpic0p0pVW9SoTyWKLJcwnWslYqarDWBzjXae6tDJrxNAmHILKtJIn04CsMk6jAN2kuiAbYKuGHz8r1QOm5yDgzB/3tU2sNQAnNulfQawyQlj6CkEZURXL5aaFWTrsG0HbP5cfHCOd8wprXAcZdx4v5atc0xR552Mum6MuOu67VA1DequQdO3zJ6ulYmBosaxwzh2Mu67lstrLTTFDFUhGKcwlbZtUFWl8sc2O/Y2f2hzmQDSSUDm1CvAPhuAPfYNxr7B0NUyhr3D2HeYhl7VOHTohwbd0Krqpw791MnbnYJd0nnzFEgewf63AjaHawrAITmICdcCsCcG2BPO06zV9XzG9XzG7XLB7XJVgH2eZlyWBZdlwXmapQ3ihHkcMY+juj/dtpX5XOdp/iRg//b3+NOff8bucMTX5z1++fqE3cHB0fXw/PysrLbIXovKPboyiMZVvsWU5khFCX3rIFugkvvikLSAunaQOsG8I8w703okeqBpkk3HCnOYxFZJkjzUnz4CbG6jZoMae7BHoACbDw2agM1B2gRsU9Nt6oBtriocsAN5Wt5MTzRrE9/OSwbB8PoIsPW6/x7bbnMNuuh2h9Ir29NeK+1bYupf7H+0j/K/N9icWdh2ebmWdT1Dsso/9PATPZEwirxNbDcFlKxJhY8Bm4KQKFBlDStymKe6PeyFgz8Pc1HbMWgmgHadPVxn/ynAjjxXVeL7SIMAie8j8QMkfiC62mGCLEztdXe/SDaabfIlV4AdpoiDVAG2WStci1ptGBO95DCs6SNtekqb66PwhDDMEUQZoiRDlKQIolhVlKRKWuJ6PhzXg+v58KQsRaSf+lLTvqZWan7MzHVEHdRInTYBNiUT8rArHo5F66nEcupi3//+/dGi8BjzcbbJpeJ/U8FwkuIUxzjFsXadbpdZhjLLUCQp6jxX1ZwKVPkJeZoptxV6zKooFWBXRW0FbOpgm0OBZnf3Y8AuFBDy+1DHnrrhtk4yjzg3kxc/F/SyviabBZ5p4Uf1SGNts/Izhx5FqIr0ea46NGWLpuy0qk4tqlMtD3JKVTx1r65qDdx5p9qEfnpNBHU07Mi3s5VIWRRa6UZ1rDtZrYxMr1E1FequRjd0orpGgnSJrq/Q9RXatjSqgi36my9r21pLcBSR9ZWyaeRl846moT4aBly11gPGYcA09GtHml0f+9WRhCLERYz4pGochKxE/M06YDd9g6ZtFABfr1dNA21z/7BZ6pkOJDZJCO9a89vzPGE568Xj2pd5xFkW78yvNX4A2Ov9+OPce8wzez6qTwH2b37/W/zpzz9h5+zxdfeEX75+wc7Z4+geJWA7ErB1DTO3WSMXCLJYoyJtLdceKs/jT3V7dfcJGhSzdYxtgGt+UXCQ4eBtPi+f6H4E2eQEYTpAmFHV+jrqQkc/DNiaztcYrDOH7O6BNwG2CFrxrcU/Jz6ASEVJi2YwiwlKHwM2/SBvte7cBpE6Ynz7MIikV/YRoRfIjnvC7LTo7EmgzpxEfqS2CbwAh70Dxzkqq0azW50kGUiiw7dbQdtT8hDTT51LRHiaoOhCk8Y5+hCwCayP7g7O8QnO8ckK2Dx2fBsr7mzK95xNx/pvB2wPaRAgPDrwDgeER1d1tbMwRhYmOMWZVpnxOa1nI4LNGQdxdoId+KmDu8RaoRcj9ET32nOiTwE21dGJVW3CWSRcx1GBKD4hinMG2An8MIYfxgiiBHGaI4gSlXR69AIt+dRVPv0CsEnKQWErqXQdEUmivioB2DHSJNoANkmQPg/Ypnb7R8Fa/z41D4JtgB3JuYs0ipCEAZIwQJ5EOKUJ8iRSdUoTrYosNSpTdoarpWH2sIOtV6695iRJ7trV2QE7YdBZKzjlj2cOKG7DWjIp+chU8ds2n26bX3hZVjLxcZW6kAOJWVwWs+qJG01fLDy2Kzmgedrcp21blaRnxlWL971QYUDce7w8UUjQCYX8bTYBmzywOaDx9/ezkpYV2Gu0TYeGwXVRNyjqWlYlAbtRgC3guEI/NKLL21eomwJVnaMsMwHeXb2BawJsHo9OumgC7nX91kOaZCYkKxmHUS2f5wXLcsY0zei6HkM/YupFIM3UT+r6PK6+z5RuScVt/uZRSDSGcVgPLKQeW1xfO88chk29tK1Mz2ruz30fqGejdKBWYE3AbQHhaehY9as8RML1ZRHyEAHe/UN4NkGbL7ssEy7LJyUiv/n9b/DTzz/hef+Mr7uv+OXrL9g5uw1gk1cv+fWagK0CQlgpT2O2zNkfcHjeYff0vAFiCtqgstm78dfBA0zuQTYvE5RtXW8OzuaPCbdYo/vR+0Gvib/+R4DtuaEW4EJ2bxQcYpN76B1x3wrQ97rYpptJ4G0PfAiufdeDsz+oz8o9OJqV3uF5h+cvzzg8O3YrPQbdvEib7zlCw2/TgG4TOxNN/6k8fb0I+68HODtXygZSmXKXye4mwdY6A0DL4iBFGCQQaZVrauhh7+Kwd3E8BmwWINECatZaD3gc54jD3jEAXR8+XYOGVpcQuwabd54dBdgE187xCSIC/ggToI/uAY6zt4K3Wa4Eamf/DGf/rODaBtgmaIe+qwF24By0Co9HpEGANAiQRZG1EhkVTuAYep71Ot32XRfu4QDfdZXTxipRC9TBU+Svn7eydJQBQqvLUYzAiBcnNxqbM81qU5crd5oVru8Dth/GCqpN0OY2ljR4qAAuTdSgo82FJI1iMRSptP1bKdF9mUioAPtv7VjfA20CS94AMbelOYvA9xAGUgqTRKoSGdLDl6VJhDxLjO0iDbAJsteO9taqj7uwpEm2AWxbM4U3dszfDfrMODybziCm37QO7adN0WCoDYyFDjwHOUCRX3hZNKiqFnleKm18loqwH/OSZgqE1VwjnS0MWznpikGWdKs1nRhcrGsC7BpVUWxKgHSG8pSiyBOUpxTlKUUl0zHLU64Am6CZAzZBGfdM5i4oXObCwdrmhiK2a1A3LYNrXrWQibRCg90Ng/SOFqmL0zRgHDt0XY2qOuFUZChLinNvNEkIl4yM4yDvr9c4DqoDzyUuNrkLDUh23bDq3rtBfD5Fq5xTpv5srbGbMXYzpn7B1C+Yh/Na4yKkPuOEbhjQ9EIyIwY+exFEY8g8eEebutqarIO5mdBnRmcdqANPnXCbPR+H9Hme1MGJCdiXy4LzMmkQPA2dAdorYFMHe5WGbDvYF/l4BM8mvJtw/QOA/Vv89POf8bzf4cvTV/z85Rc8759xOB4+3cF+BNomYBNkH1VghV1SYUv/4yDL/YI/C9gfdbz5diZY2wDbfE0fFXcvEUNBfEI/xWF/VHZ3JiSLTup9wP6Mz/ZnAZs+IyqeuOgdjzg877B/2knAdrXBVl4iBXQtPhTru5EGNDZ7PRHaoMONWuYJLa27DxC6iUhcjKSFXiBsvGxgFbqJkBH46QawyPPXfC4OXMdjKLdbhx5tOnjRjdfPepj7Df9hX/cvcnyxS0SO7m7TwbZ2qB/ANQG22cE2wXo74Lh2sJMwQB5HyOMIaRgg9j3Evuhsx76HNAyQhgGyKLRWEgZ6R9yomK0nqCfIJzs7OrOiAajU5K/73arBvvf58zL3x60XtNw/4xxRnKkKo1RVFGeI0xM8P9LK9UJVZJVIUiQasFNSCyl1MqVZJH9KlEVgZHUNonXUGefx49S9/gw835s3+aiDbcrobPMV9LrpdeqBWBG4kw1fnqTCpeUjwDb9sT8CbPN3gNvq8b+Vvw9JkqiQFAqL4WdIucZblyfmyn+b0hp5rZHpevEgHnJvoQCU06lRcwPcOUlP2CzUfcjfmcJRzGhwHrLCq647NHUrvZorNGWplQDtE6pCgHZV5KiKHE11QlWcGGCLrjh1mlfAbqwJjrQNdd1Njbht4FN1vRsTrNcSTiI9umFE14+GvGHtTLdtzapRBwFmVPg97bFy3RhGBdCPahoX7bq4PaFtRJIgadvH7oyxO2PqL5iHK+bhivN0w2W+X+f5inm+YJovGKYF/Tiry36cMYzTBoKpC82t83gtyxnzvGjyHepeL8tZrb9X4vHpNhtoPM+qSI99XmYB2bKWedSu2zTaXdNiHifcLlfcLhcF0hyw+XUO7n8zYP/un/4Ff/nlC3YHF1+edkyD7aouLA+YUPDr2+UFvAtqgjX9CKr1lu6xLVjjXliM7X6frY8A3ARr/oPE7297PY8fe/WhNqGMJByO42oex0kiuhj6wYju323z6/4IsDk48zLPPmjSHikFOjwflOUiWTKado3mqXtPpoIK8E1UKAw/BR9HhSpKSaNT81pymvLDFWXejvxcPHTAOuEAACAASURBVIcTI/JzTSYQuilC9lyBn8NzKRmyQpbWyNIaSVIhSSr1GkhOIGQCArJEV90G2Stk8AMzvs/YAZs7iUipR3DUyozm5vWZ4KFAulWYAL26WIgyH1t1F2XVxQnlKUORpSKpMApV0en/e/UIrKnuLSfALrJchbIoP3UpH4kDGn7MNf9kuh4Hp80+xfc3/nnz0CIuE+EVyvTQJCnVJe3bIUsUpajyOD6B3JFsITFCwkWzDvYhXZJMmemyXFJFHdHVMo8kWXaphykZeTTUbcoh+DCjOUNhQqfYNtPkDLbXakrD1N8Vb+F64ypiCaB5JBExv7O5VJDLRPjfSDKQRx1sXXJCXekVrjlg21IbhYcydY9FsErfzwqqBfQOKItWg24bHJdFi7Jo1X0o7rvvFw2yRYDKYCnR5W6qHl09yOpVbLWKrm46lVLIQ1S6ppWd7214Dln5cQs8ssgTNnmtslAch3GjYb4nHWnbVjiDtK3s0nItdmcB7EEBvHARMYf2BtaJ1mHatkyXPixYlgvm+YxpXDYOKATS83zWii+fxgV9O6r3f2hXOcg8nnFdXnC7vOL1+na3Xq5vuN3ecT6/YD7fMJ9vuN7ecXt9x/XlFefLFdfrDZfzRRtOXCUeZ1yvN1yvN9xur7jdXuX2V+11L8sFl/MVl/MVy3LRiu5P67W6XDSLvuv1oi6pzCHI6/Ws6nYVTiKku+bDja/XG16vV9wuZ1zPi9a1Nrvi/2XA/v0f/gd+/vUZeyfAl6cDvjztsTu4OLqeSnijgAkOi6Ghy910koJgIxFJo3jV9Fo01x/pr831/PqjH4MfBewf+dG5B+i2YT39hydSYGa6gmggLLXAp1NhPO/atSbf1SRZLaLugfYK2KEaUuVDgqEXqOXu4QjPcbXuGQ0NOrujBOtEOTmY4ULm8JnoJEfwnBiuEyOOSsRRiSSukMQCbOk6rTOhh2KJk6hEFlfI4koBU+hmEqAzCdXiMosrpGGpwRUHrKMTwzlE6rGztFbPz18Dj0WOo0J6aWd3fJv1pEETFmwWZtqgb3gfms3lNCDHLdru3edRPdpWhanIypIIRZ6gyBPkaSyjwANWoQWK7fBsAjSlGvqusxnu44BNA20E2aHng8dZp1GuADsNC3WZhtL/3DiQsx3QmQd3HLj5vspvU/leJg8axX7E9+EsrRB44ixIEqdIk1x5fXtuoKwJ+dBnGqXI4hxxmCLwIvn/nrH/cwnsTFJFYS9UymJPwiqH33ua7HuAvYJjql0njbAJmSfZtRTdxVLKFvIPI9Op+N+UJhkD63RTpkSE+2KTw9BHEhHemeZe0gTL9B7wjqltqN4EbDqA4IDNywbVFFDS9xOm8Yx5urKOsuhoiqRBEeUtkgZHlXJIxTvUHKb7flGQTdBN6+9VJ0NeKFJaOIqIiGkhTxDaX4I/AsG26lCX5JO9HkRQYA//e1Uoi/SaXq/3GlTzjimXliiN89Cj6YX8oekHNP2gJBFUHLCFHr3UBitNqObLTQlI17VquW5Bd5Z1UdBM4Mzh83K+qesE4jpgD5v476kXfs+3ywvebm+4XW6q3m5vqt5fv+Ht9Ttu13ecz69YLqJuL9/x+v6feHn7huvtDbfbG67XG5blvO1Yn68KrG+3V7y9fsPb6ze8vLzhen1RJcBbXL+cb6o+Wk+QTXKU2+2mSiy7aECtwfVNWBm+3G64Xa5YphnLNOO8LLhdrnh7ecHbyw0vtwtuVwHZa+d7xDytcD30LeZp0Drk1/OC63n5ZNDMv/wbfvmyF9Z8foKvzw72jg/XC3HYO9J/+bjt0DJZwY90svmQ42c6v/e63PyL/7NawXtgzPXUpL/mwzpmp4dfV8EBbHtbh5svMzvY9+z5Vtsr3ZZQ/A2rVzjBNU9OM8HdhPgwWLtifMjM1i2zdtCCFO4+gLsXXenQS5CyZDYh1cjulICeqhxRFj3yrN3AtQ2yV7hdAZvAmeDaO8QI3UwtS8MSRdqq5MbIz1HmHU5ZC9/LVJnuEeZzm9cTCdhxuNoU6iEqa+ALHfQkSQZua8YtAnXrM76/RR92p8WQnL7dPUDmMG4+5mfus0J2gDT2kcY+siREloTqdhx5iEP/Q6jWNN2GNIQuaR1fHoeB9INeO5dpFCNPMwXYItKa72+5JiNKLAmfZdHhdGpk5LUuT6LtfC+Bcwjge6l2cMhB+96BGVWetSiLTry2UHh/Z0mOLMnVdT4czENSsjiX91v983n4CxX38abiYTIcsk3QNLvSJiSuISirqwUNZ66VWh8vz08qnIRCavKsspYZEsUDxsKAPv8UuXUIMlf7RpkXqIpShPRIr+w0ScG77uaQI9fx8r/dXE++0+YgI8G2ORgpYJ1CbkTXOktP6rs7S084nSoraK6hJiO6dtQgmSQd1NUuixbjcEbfL5jGC5blBdN4wTicN6A8DmdM4wV9v6BtRlRlhywtPwTs6/Iqtb6LgmsdsLc1tBO6ekBTdeoAgkCbUhC7bsA0LgqoxYHFqIW6EGCbFndmBPeyLAJ4yYJP6qybvkPdCieRpu/QjyOGecKg4rgbVFWBuqmUPIQcQMgphIq0wkKv3W8GHed5VD7OVEIGcbZCNoEnSUTGYVaXqjPMQlYu8wXX882oq/J+Jv/n1S/6gvN8xfXyhvP5Dcv5DefrN1xv33F7+Y6Xt+94ff2OWcpIVMd9mjFN62sgmL7dXvHy8obb7VUDaFrG4ft2e1UHEJ8BbILsFax5USdb72yLEoB9vV5xltpwEbpzwcvtJgH8gpebAPXzeWKfobBlHPoW49hhnkeczxPOUv9N9UOA7bghjl6E553LAPv4ELDNutfRtsF3YOlM24D7I8D+kWGce11sU3pidps/cyrV1B0++ps4INvgWofie9126lYl6ouZvqh5yuC9GG1buIwZa22zTVMVpNKpYe1WZ7GIEc5l8tp9wM4QhzlOeYs8a5Ak1eaUu00qQqfmk6RCGpfIkxp5UqvOZOim8JwYoZtu5AD+MdG6mJTiSI9Lt82yAZKC60AMVNrer9ASU84PfsxOowr0iMz9bk3htNnykfc2ATOH5ns2gkLbvZaSjUSBVpRQKFIKI3U9jAKEoYvAd+B7e0ThEXHkGnVfX/0IsG0abLuUJLQCtnCRYQ42SioiSun0ZSQ4TwElvSo5+/BL8sEmTXbMkkCztEaeNcjSGmksDr7SuNwU7T/idoEs/kAnLDvWXN4gbp9UVLdNc2vT3ZKftwbYYWIFbPpeuxd9zW3mTLimYUrhgrFqkFdrOOrMtihOArKLU62u3wPs9baINBdd6GwF7DzVK9v6Y5syEhOw7QcE+V3rOups2wbsKFjGfN/W96JSSZK8q51lOcqiQl23m+JyCQGegxpOJPmHGEZsZQdbdKLHYVElOtPr/WjAkTrcdd0zCUl/t9pmVAN2vHvdVoME7MVa1O0Wr2GNFad4errN0xG3Q4Cz1DCvnWrerea2cMo2btiW6Gh3GOY1OnxU9+k0iK6bEmV5Qlme2PIaXVdjmnrMy4DLZcY09ZimHv3Qoh8koC2DsJlb+MDerFIdx2HCNM2adIJLLghwabt5PuO8XHA9X0Wq4/UVr9dX1qF+x/vrm6Y/pmE/AdlnnOcrLudXK2DfXr/j5UV0uV9e3jfwfDnfJFS/43p5xfXyitvtDS8v77jJzjddp/UU/jPPFwntVwHZcv318vqwg23W+XLBRV6adbnb9Rb18vKCl9cbbhKuTY9tDto0ZMntAn8IsH/3T/8df/n5CbuDJ2UiQiJycLy/G2CbkM012PcA+5HW2tT3/ciAjk3CYQPvR9s/gvV7mvEtJOuDiRx+ScZBThXbmHeyjNMlIlwaoslBGOStHext1/VR2QA7DjIV6hH56Q90sGXyniXAwzbUyCuOTkiSQgIKPU+uDTdGforQTZDFhSZRoW1slciuJi9zmzXYJJehJvffLw7YHLTX2/diqFcdrhmopNcK0PekI7YhSFrmeg5c34EXuAjjAFESIk4jraIkVMVvh3GAIHTheXu47g6et0cYHhFFLitvo+nmFTC4vle8g30PsKk+AmySMdFnGNwZYuT7I/9c+O3Y2E9onzeX5Um1Wb/uT5kG0hymCahN2ObbpMnpU4BN/y88MCcKM/h+9BCwkyT5IcDWnEriUHWwCSp1C7UaddmoxFWy0yvzSqWtUvoqFV9+oiRGBti8ijyVFnF2sC6yHCc2dPi3Aja36tMixNlta8S4ei/XFEnuLEK2edw6j9vpieWNcvuoqvaBdrtV4Mq3N2/z+6zQq6/X7i89r82kRu6FfQ+yx05qiFmHml4jl8dQ157A2owkt9nC2UJa+r7HMI7o79R8XlRNy2oTx10shJOIAG0KnyGf7GnqMC89lvOIaeowTR3GsUU/1OiHWq0XNUiIG9nAoyga8rtcLrjdXnC7veDl5RWXy0Vt2/cDluWMl9uLHNa74vX6gtfrC95eXvH28or31zcrYAt7ukla9Z2xLC9KInK+vuN8fcf19g3X2zteXr7h5eUdb6/f8P7+fSP9EFD8hsv5BZfzC64XoemmEvf/huvlDctywzSeMY1njMMiJE7zVd2PSr/9qjTaZglZyguuLzdcrlft85vPCy7XKy4SsF9eXlQRYL+9veHt7XUD2Gbx5Tat9+dcRH73z/jTn3/B8/6oBh13BwcHx/1QIvIRYJvLzSHHR3IQG5z+SLf6owEdcztTB/4ZTTXp0+8NYd4DbOpgPwLsFa5dK2ALJ5JAg2jepebrTAD3/RDu0bsrCzElI/Yhq9UGz3MCZYMngCbVrltLdmy5LR9Z4HF7PtqGxzUnidA+iy66sGULvWjznPw2SQaoErme3CbMgcwkSDelb/P4gMQG2HqtUKfDXGp8lvccbz4eZLRJSxR0By72xz3cwEVAgJ1Fm1KALa/HWYRAArYfOPC8PYLwaE2sNF8Lfw33AJt3tk3A5nITkohsXCTiTA85ugPY5CISsQM9s8vLgZTgO88qAeFeLDXeGfPeFt7caSS7zFGu7TO0LV0SRPPXaxvKMwFbLC8eSkTuyUVome9H8jshuQuan5WIcMBe5wBo9iDedLLzPEdxKlDmhRp4oxLa6ZMcUhSfJ2mm+ToBzimyJP5hwDY72Dava1MiQnrse9vY7OE4YFMYDZeW8OKPabOg23o8r04jHEo5KNM6kptwCQrXeHPHEgLscZi1xzOfpy5bVKcGZV6jKVuRzli2aNhyPnyn+zEvGLpRDi6KAwa6Th7c5O1tW0dDjjQ4OI56RLk1CGWahARkniRYD6qTPczjWnKAce1g9ljOk+pKi4AZCc5zi3npMI4N+qHCNLeY5hb9UKHrS7Rtga4vMY6NWicAvJcBNOag5KrZ5gN+8zwz6cuIy+WM15cXzd+ZUgx52RIKCbLnccGy3HA+v+B8fd3U9famyVWu1xcl7RD1gsv5VSsB02L57fqO2/VdgvMrluUF83RVRdsRUNO26vbtTT0vl52Q5OT17R231xfcXgVoW0taCRJgUzf7/f0db2+veHm94na7WLvTXNO9GaC8XXC7XT6b5Pg7/MdPP+Hrbofn/R6/fP2K3eGAg3OE4xw1SzweoHJg9m2mTZ+pvTblIiZgPxoY5NPqPwrW93TdJjQ/2tb2+kzwfgTafLnZwX7oV63g2mUWfzY/bR2ybQONBNjUQfXcQIV3iM/Ft5bpR7yGXYiBRwpxcQ9HOHtH+RKvSZ73Y9hD5hmtBehYQl/MIBphY7YeDPiur/yQ0yhBFmeadpyWmT/WkRtoFfvRD9UGqrnvtyHJ2ertI61zqrqpfmR8lsGdAzU7VFPHWoGsBXDVtpGnAJtDdpInVsCm2xyw/cDR4FpBdrQ+p22YkqLAaaCRBhhtEpINXMch0ihCGsVaB1tcJhvA3qQ8eokVsOk6B+q7wO3FQuMtNfjiIE0sExBcIA7NA8AYcZhuOtO2cCZb95qvSy2Di/rZklSTIZmDjiLSm4ZtdWkIh2sOkhyYxWDjtnu9zgKsibt8iFI9Zp4bvsm5CiYhcOa1Di9mcpuErRf7jwbZGQNpy4HYR4Bt6qzN27ZERA7Z5na0ng5k8jxXnVbzOfSglG3nmyQmwgv7tBmKJCA2hydJRkj2gDYoJ8A2wdt0OKFAGTowaspaO1gq80I6iYga2l5LFey7DnVToapKVFWJtm1UnHhVlSjLQl0n7fOpyHEqctRNhb7v1On81UpvW8rNgwG2gOxBBqs0aHoRMtNPPUapoxYwXaIfasxLrzrSXV/JznSFcawxzY1W41ijH0p0faGqH0qMYy23XyGbNNtUJFHgQLecZ227eR5xu11xu56ZC8asuV9cllktp3U88VFEpY+iC3x7wfXlBefrTavL9YZ5PmsDifw6dbAJoC/nV8zTFdN4wTxdNci2wbYJ2By0b1fRASdtNxUfqHx9e8fL25uCbF4E2NTB5lIRAuz39zcF2NSpNuGaQHo7RPkDgP2b3/8O//HTn/C830kv7CfsnAOO7lG5h9i6tzYbPltHOwqC1UJrA9gBeEw1v82/mOmL5xFQfyTb+AicPxq2/Mz9f6SDbUpEbIBtS4N8BNj3NNemRGQFbILorTb2I42sAHDxWdoChbzjEeTle6/uHRCZZwz4QCn/gSabtjgM1VkSkg5QSAcNQlGCGPdrzaIYWRQjDcJN3VtOUeCxH21kMwTXP9rB5gC3amPFGQdxpuNeB9tnQ4ixus712jw63Sw/8uEGLvzIV4AdJaEE7BhxFusyEe12wBIDAyRpcBew+bAkLQsfuIiYHtj3ANuUiGRJojrYlBZKiY/UXaZOc+DFqvtLXd17khBbxeG268xdK/L0tNknCKBJGvEIsE3I3vo4c2De+rHTbe4wpFemWcrdk0c8AmxTd20DbP79zX2Jm7qSXsknGT4iigB5A8ymxjoX0pBUWkZuutjZna417S8P3D5sgH0PnHm6IHWozcfQpTXrsCT5Oq/OKtwX+h5Yr/ISgmXuNsKBmQ8R0jqz7m1rPpYJ2QKkS1XCD3utqijR1rVm1cct+9pGDBGW5UmGtlRo2wp1U6rSfaf1IUMzJVH3oR60VMR5XjDNC6ZlrWEeMc4DxnnAtIyYzzPOlwUXBbX9Rt4xTZ1aJjrSAqrnpdXKhO55abGcO1kDlvNo6LFXr+fr9YyX1xteXm94f3/F5bKo9RwACbAJsrndnHnbllC4zJPUIutQer5dcb5dcbnqw4ovL29qWPH9/Tu+f/9feHv966Z7TQOzHKAfAba5DQfsl5c3fPv2V7y/f8f7+3f1/BywbXV7fcXL6yteXvQi2Q0B9tub0GLbutQcpO/V52z6/vkP+Onnv2DnHBRg748Oju4qC/l7ADbVCti+kkmsPq7kmiG6lNwm6VEH+28FbJv2+0e01fc62veeX1+vS0S29RG4b5Mcbb7YNrgjH2wTsO+dqreW56kDJtM3e4VdHajTKFaVGG4spgUi/3x592sFbOG/TD+ocRioEBL60Y3DQG1TFScUWYqmlCEIeY4iSXCKY5k4GLL0QXs4ilgfIg0iJMEKTPeGQh8BtgDpTIPrJCErslQNrAqfY/t+RQmAcRwjSdcOZBDeGYwNA618VkEcIohDREmMJE8Rp4mqKIkRJbFaL4qSBFfA1kGbWfsZ+tyAabApPMbmgb1xDpGf6ecAW3pj+3rYEVXgiSFhniKqBk2VLOkOXEt7Ri7jKPMKTUnx0UJXTPuG6qbL6wThfPl/FbDFwZjl/5y5DPEOphis20K1zb+ZA/ba3bY5hyR3AZtAtG1l0t3QPwRsG1zz7Qiw7xUfcvxbAfteR5qKPLApeZDLQAikubsIDUWSXWFVNRv/Zx6gYkpP9Fq9s7nTiAnSNss7vt0jwDZBm9xNbIDd1rW1uqbVLqmaWodp0jbTJSUimt7TtqJkRK7P5gOBy3LBcr5gPl8wLWdMyxmj9HWe5xnny1nrcApZxqgGF6/XRQ0pkmREQHK3qctlVNIRurxcRlXLecTlIkJUdPu+RaYkCknD29ur1A2vftDrwN4Ft+sFby9XvL1c8Xq7qOLezvfA+3pecDmfhVTifQVVTV5xe1FQTXBLoPvt21/xn3/93/j+/X/j5eW7JvEgCcj18oaXl+8aXPNutykt0eH6O95exXNywOaQLQD7Ha/v3/Air/N6fXvH26te64HCu9Jh0/u87XRf/z6A/Yd/+Wf85ZefsTvsVZrjQQK2mZq4lYi4Wq3SEFddekcXAfNZpgRB9+iJLh/92MmiH7gkTkWYQJYhCiMkcYIojFQlzL0jZEBG18Mg2ADFBjAUOLvwPFeHkE8PL64deB36ww9qlQLwH0MFx1H88CCBA7bZuSa4tnW21HP5AQIl3bHJQMRyM4xkLU/T1HvHI44SsGm5CdhJHGsVSkAMo1AVvf/mMr5dHMdI4giB7yLPYuRZjDjyEfhHAWSRr1UUeMiSSFuXhP4KzjJ1kNcjyBad70TKTwjmtraGj2QuBNhhkCCJciSR6KAmUSZ9kTOk0u83DEKtAuPMTxCu5fsBXM+D63k4uq667vsBwihCEIYIo0hcj7cVJQniNNUqShJESaLWR0mCNEvheiL4Jow9JGmoKk58hJGvnEjMqG4KujH3t4R5Z/N9kJbx9XEYbvYnAU/C9o7OmgWej8AL5HdQhCiIxG0/RMgCXuI4RRjFrFKEYYaQ2eEFQaKWJVGGLJHDiEmOU1agKsTwXlXUOGWFfB1Ca53I/SSS9phJlKoiuObLuHWfrdLE9LdON///HwG2DTJTw65OG+qLZYLiHbgmwKYodi4NSZJEaYu7TnYwizXZj+rEwPmUp1pxwDbX5VkiSt03wynLcXoI2PrfwW0H8zxVrhEkTeBVFMLzuywLNHWlYrJJ5lCcchSnHGVZoCwLFCcxGFqcTmJZUaEqG1SlHOZrBzR1h7Zp0dQ1GqW/LtVjaFWUKqSlbTp0rQhlaWQYy9qhrhTA6xDd3u1a2wBbgbWC8orBdaNV17ToWbAMLePVd532nvESyzsM/YBBdqFVEuI4YxpX9w3hJkKDkBP6flKhLdyxYlmumM9XTDK9cJxmDL3Qbs/zgrNMGZymST7vaq9HyYHj2GOQ1nvkHGIWuYhQcUi/XLhNn9SPT5Oq5bxgkUN6t9tNwr/ulkHrXqWX8/vriyrh7XzVQJrXjTrfV2Fr9/7+hm/fv+Ht2xte315VJ/tyE88j4PYb3t+/4e31HbfbK97fBfR++/af+Ov3/4Xv7/8fXq7veH35hhcJ0uL2d7y9/hVvr3/F6+07Xq7fFFC/XL/h5fpNQffL9V3dh4oA+/XlHe9vf1VFy15fv+H2+o63979a6/Xtm9bxFjaB76zeJGSvpYP2VXlq325XdVaBln96yPF3v/8N/vyXn+Ac93h6/oqvT1+FPMQ9amBN8oTD4QDHcbDb7RUIhEEEx3Hx/LTH89Me7tFD4IfY7w447B04jgv3KKDakcOTx4MH343EqVpZkb/CRhaTJ2zGfohi9uOUbAAuSxKUp5OE7/W0ND89bauj68DzjuqUujiN/Vj+QRIPE6J8P7RohlOYfsdBEOF0qtQyHo9Lp3Cpe2F27Amw6cfSDDrhEgPbDy8BfBgEWlEssQIWGRqRyh8kc3t+MBNFK0Dz5eY6DtdhHMAPfWuFcaDKD33lXqEcLxKZKpiKEq4V7qaCwEEQONqyKPIQBbJL74lLM2kwlYmENsg+xTHymPS+a9kkMPzAixwDkkQcQJJ+N4kEsJEnchKRxpw6m7GCQwGIIQI/xPHo4Xj04Ho+XM+H43pwXHHb80NVYRTDDyPEaaZVlKSIkhRBFKuK/n/S3rPJkTTLzvwLa0sbNqc5gjSjkTacnu6qzAwArjUcDtcO4RI6VIrKkl3TPcP97Wc/vMJfdwBZObsfjoUrIBQC8fh9zz1XN66uG19PHqNC0djvRIJhadynrWgSZvIUkjIbpJMYlt7L7EHOsW0Yus7/btlrUFUVKLI82O4lQaF/qzr92zYM8prVNZ3m7E+oyA2hrqnQ6QhuRe1vFm6JQ7ZqQFI0rn4kuk5vgHqRokA/OEanN7hEGlRFFW6USIqH+Bj2uHvy58FA4oAOXbf4jTaLhBSzlUUvLomL1Dh02qYFz3H5e6htkhWiK4gdge+XIFs3tKuqsGipIBVapwdODqI2lQXHMb+oMRATXVeih4Ne2NetwTRVmKYK3ZAG0vQZNH0G1zXgugZsR4PtaHzfdQ04jg7XNuC5JhZzB8tgjjhcIFz6CBYu5p49kOea5HrHgufYmLse5q6P5SLkCvwlhU8fywWD0TkWc0eQi8Xcw2I+x9wlWi6CAdAG/gILfzHIiV4sFjyJglgploNYvDFQj4+NI/UYbEdhTG8OFmR8OoX9cBlx+fMFgkXIj/MKM1UYhFzLxZJr4S0QBhHJfE5zZGmONM6Q0DQKEjsYcS2XCT8eRxlPsBCVJAWiiOZPhzHCIEISJUiiRPh6IoTLECnNTi6yDFmaXqmH5RhxHCFJYgrf/Q0BSwVhDXdsXLgI1nGaDFJMojhGEC4RxTGyPOdpGVmeI8lSZHmO9WaNpq5RllvUVYW6qrChFW9x0qFoeWC5z5tNge12jbLcoKpLdF2DrmvQtDWatkbdVKibGnXdoKpqaqkYaVuhLltU24YMrlmVKDcVyk2NatuiXDeoti2qbYdqs0O5blGXe1SbHd8v1w3KdYPtqr4SOVdju6pQrtlzkv3tqiJATzVOLlmvK5TblkI6EdtfrUraoMkmSOYcsMU4P75SICSRsGo3uzn6KsD++7//Pf74xz/g4eEtHh7e4ptv/ohvvvkGDw8PfLl5Opvh7bt3eEvhmsXEMWibTCS8efOAb/70Bm/ePGAykbiXeDKR+D77ZzOZSHj7bT8JUIx6Y5FWYkbseCmV7A+BhsV0cV+uqgyWpW8BtmUZ0A0VsjLjEWasKYsM+PiSxrFr2qBqLErXqD9+fAAAIABJREFUrUGjyRiC2flhY4p9ZY3hFgBZFsDdGsD0+HnF7OUxYH8p5/vmCO/fSGS5d/34uVk1mjXZiZJU0nzHGu9Eb/Ag4YJXRRVuS5CVCWRlwpvvRLFzsjKBolH4liaQZg8jL7AETZFgaDI0RYKpyiMpsDUVltbbXZjuecxvSdfYZL4+9cIyLArrGm3GtLmX96qZktobdN2CqpuQVQNTWcVUViGrBlTdhGZYXKpuQjedwTEmWdUpNOsUsK+vIc/RA7ZmmDBtC6ZtQrf0QWOkrMmYSA+YytPB7439bqfyFJIicWuLZVkwTJPbXEilXeaVdtECw24wJWkGSZ7yKrlCh+0YJrlOkqeYTN9hMn2H6ewBkjyh5zUYpgbN0KCa+kCKrgnSIWsaZE3DTFG5JEWFrGpQVP2qgjy2bIh/k9d/b9rVjfC1T3oIyOPlfGYlYtAsvveIUD1uULMsB4beR9aJNgpT1+kx86bvmcm+AbfjQTP3PM3j2L/bPmMHtmNysWqyKPG8zYH76wDbsgzYjgHb0TlA244Gy1avgNqbm3BdA5atwrQUmJYC29Lg2iY8x8Ji7iIM5v30t2BOQdiF79lcDK5Jc6fHUzdICgcdM+4HiJZLhIuAjhf3+XP18gZ2i/7a+4A9bv7rs7RvW0fGgM0i9caAzWwZ4nXi2G82JGWcY51EKVe8TBAvk8FUwnBBRoCT6YQ5inSFIl0hT1bI4gJpvEIcFQNFYcbFmu1YYgUTb8SLMv55RYlfgzioZaxMmG7IKt9D9T8DlvdMpjMWBO6TDEmWIc1zriTLuEc8yfrz4na2KlCs11htNgPg3Wy3WG+op5pWYPMiQ15kWK1zrNY51psCawrX2+0KZblGVW8HKss11QZVVaGqKpTl9krVtkRTNqi2FaptRbO3S5TrioJ1i6bs0JQ7NNserHt1qDYtqk0P2l8Su44B+GZVY70mKrctym2LqupQ13tUVUeBuuFi1/THmd2E2EXKskRdN6jrhsM2iUvsmyXLsuQV7vV6/XWA/fvf/w7//Id/wmT6Dg8Pb/Htt9/gzZs3eHh4IFVIVYWkyJjJEqazGWZCCoYI0Q8PUzw8TDGZ3LYusH8GpmFDljVSwaZDStjAEnFYyT3AJiBiUxjRBt5e0Y+pqcOmKnHIBoPoMWCLkK1pv5WzrfFlWLFyNAZcEW7ZP8sxhIugzGGdWkTECMEhpN6G+bFFRPwaBh3l1IN5b3iOruuDzz9eybjlWb/VtHgvFlFWpCu4ZlD2VYBtKlQyDIt8VLQpJHWCqfQWU+ktZvIDl6ROuBRtSmBbfsBs9m5Q3dbUGZ9IaGgSTFWCocxgKDPo0hS6NIUhy9BpksrXAPYtDzV5LLE09Csw/bYI2CJY97nkBlxnAcddwLQ8aIYNWTUhqyZUzYJuutBNF5phQzddqJo1uIZA+H2NgfpaOpy5B2fuwpk7sFwC2ixlhIE0SyVRdQUT6YFrJs8gKTJUXYNhmlzM483gWtU1aIZOAJzebLLXj6TMBisdpFquQdFkTKUHfPvuj3jz8A0eZm8wkx+gmQoMS4VhqdAtDap5Lc3S6bYO1TQgGzokTeViVhrRXsL+dgcWjNHKEsub7qu69tX14rCoMWCPgZlNALwH2Oyx4lRA0XPr2A5c277yKDumRY/fBmzugbavB82wggYD7FsRdF9qGGTNgrcA+54IKF8D9q3nHxxzWOX8tgWEPC/56HnO1XnPcXhyBgNcEXTZOVHEUsEiCedwrV6evYBnk7i7cBEhmC+pp38+8DqLqR33AHtBLSbjCrY4UpxE392uXt+rYF9VvBdLzBdLLIIQnh/A8wP4iyWfQChOJ2SwzaYRpnE2gNox3JJIvwTxMkUSZsiTFYp0jTxZIU/WyJI10mSDNNkgiddcUZgjjhh851xiRFwSF18J2PldZWnOfb1knPhw2mFMY/DEnGj2MU1XiOIUq80Wq80WxXqDNC+QZDnSvECaF8iKFVabLdK84L7xNC9QrDf0cRtstluu68i6AvkqQ7HOUdwB7O22wHqTY7VOr0SuXXGRx6z7yne5RVPWaMoa1bbkasoGbdWhq/doqz3a6sABu1x3KNcdB2wC4D1of0nideV6CM1tc8Bud8J+f8Zud0LbHFDX+4Ha5jBQXe+4v3u7KVGWFeq6Rdt0qKoG6/XmaoIks5Fst1tUVfWVKSK/+xv80//+J7x5+y3evnuDt+/ekir1dEK8m4qMqSxhIs0wkWaQFdZQ2I/qvpW//Fs5zPJM5YDNpMkmLN2FY3qwdOfuZDMRsK/AmkKPrvUNVeNBG9cWkXdXgC0r0hVcjpsMr8eaazeBmf0shukQGr85YT+nyUTCu7cTvHtLc65HTaaskkeqeTq3mzDLifhRtKb0lhSXi1gV7o9J1nX9Tv72fxywx02okiRhJl9XryfSZJBqIakS1zVwy1ANCZqpQLdUmI4G1ZAgqVNMpHdcU+UBU+UBkjrlkrUZZHVys7qtaxJMXYapk1HgpibBUKYwlCl0aQJdmkKdTaFxSL6uZItNnLcAW6M2GXbtrUmnokVEjABkDZS6akLXHRimC1Uj4DyVdEwlHZJiQNVsqh6sVc2CpOhcskp0q0otbrPrrivYNizHhu05sBwLumVA1VVoBqkQS4oEzdBg2iZUXRUaKVWhWVKDaVuwHBumbUG3zEFzJdsWmzg1TaPPoQyAXlJnQla3hG/f/QlvHr7B28kbTOUJVEPmrxfVVKGY2kCabfSyTCgmkWzoXAqzkQirRewmdhyLNr6JHg4Yca+uvxWnNpZ4HQPt3vYxTA7RNOMqjo09hgG2a9sDwHZtG57jUk+0eQXWnmPD9xx4tIJ8D7Aty/wiUH8plYMAsPX/G7DvpW/ck2XZA4nWP103acJHPyhn4S2x8JYI5iHPfGbHxOr0bQVX8uwFH94SLmIO37cf72Ph+TyV40uAPc7U/hrAvjeqnW37FK6ZnLkP251fXc8Ae7kkuddiE6IIs/Ey5mKAzeA6iwsK1uMK9pdU8MEmom2EiVTOx58z+mrAzrMVqqrFdlMNqtNJktPR5xkHbPaReY65ZSUnYr7wOMmRZMVVJnWSEf94mq9IRvWagHmfmnEdUVesCwLWm4JonQ8gmcB1hvUmGzRh5nlEITvjQE6gfCVoTQG7Gqita7R1g67psGv3OHQnHLoTds0JXX1EWx0E7dFWu4GasuW6t19tG14hZxXrrj0OALtrjxyyGVB37XEg0qS5o6Ddotw2w/2yuRrxLvq5q6r5OsD+v/7v/4T/8T//F759+xbvJhN88+23eKBw/W7ygHeTB7x5eIe3kwe8nTxgJveDUsaVUhEmxUr2LUlTZVDBZoMgGGCTQQ3GTTHAHuebssYmVsFWVRksF5hBtCRNMY4MG58nuj0I51aKx3hKH/uZiD8PsdmI3WR886c3+OZPb/Du7YR60yf49tu3ePPmgQK8JNgreqsLkQhwwwbK3rKhX50fZ9PeGpHMxJpcvxQ9eC9BZZh2cV3NnckSplQTaTrQVJYGyRZj8RQLk1QiTVuHaescsliVdCpPMJUngu1E6qVMuZ1EViZ95JwA2KYuc8AmcD2BOptAnU2hzvomz1sNnZry5UFHvMoty4Pc+H4wk3xVuR7GAAoZ2grRVNIxmamYSvqoUj38SPRlwB76rXVIijayjJjQTWsg0cMserd106Iebp1fS5onNciaSgDaMm9CNoNr3RjdABraYEVjnOWt6gokRcJUnkFSJMiaAt0yuESAZtIsC5pl0X0Lsm4OpJg2FN0kqwL0/Y6t3KmKPsgMtm3vZl+EaVp3wXoM2Leq2GPIFn3V4xUtWdYG9rQBnJv2ALBZPrRD/dj3AJtBNqtg3xqTzgD7yykY1xnTwwr/18G1ZRmC/Y+8L96yh4jpG6Txbw7X8blse85lWS4sywUbgKUqBnTdBhlDTq51LB++s8TCixDMYyy8iMt3ljfl2QGX7yx7mBZGiwfzCL4bwDHnCOYxgnl8/VxubycZAzaras+/MNSG5WiPK9X34PpWCsktwLYcD47bW5hEwI7CeBCjFy7DQS62qDgkwN1X8he0uhwji3PEy4SOd08QLBIsg5Srt4n0FXNRrBEyXLKhK1H/Oek205UtJE6RxSmKbFiZFqFZnFZIQDvlY8GZkiRHFGdYRulAcVIgTgqk+RppvkZWbAfbWbFFsSqJBMi+PXCluFm97pVjvclotTrj230FO6PX5NhuC0EroYLdg3XXtFy7tsNxd8Rxd8Jpf8b5+Ijz8RGn/QXH3QmH7ohdu0fXdOiaDm3V3FRT1jeONai2Deqy4wA9hmcG3EwMvAfqzujaE9rmiLo+oK4P6NrT8Fh1RFXusd10WK9alNsdV10dvw6w/9N//h0F7HeYzCT86c0bTKQZprKEh+kEbycPeJhO8DCdck2mU4gpGOwNfTaV8e7tBG/ekMZGSVLw8DDFmzcPtCorcU0fJArXpLmRTT4zNZtaRKxBg+Owu96EqRsDuNY1kntMYEeBoWtX46J7+8c1YI9HSbMK9v3YvXH2tMqrxmIFWWyC1HUy4IEMeTBo1XrGGyPZ0BXyfAqHYNM0BznHrEv/FriOQY7dGIwtG8xmousGrYb3Ys/58DDBZDIFyye/pVsJKeNzN6MVFQVTWR5oMpP4Nmm4uw1sRPoAmCzHumqUHEK5KohUwBVtNhiYYjsGaXzSFegagW1DqGBr8gSaUMEWV08GAyxoU+i9348I2Cy6ksVX8qFMN3K2h5MidcymKqZTFTNJhyQbmEkaZpIGSdahahatXlswTBuqZsAwbb6vGSZPzBg3Miq02VFM1ZAUFablCHJhmA6XZli8AVDVev83O6dqJj+naiZpqhykl2jQLRO6aQ6iAcW/AeajZYA9aJq0dNpMybK61UEMoaKq3GpC0lFMqIY1kGY50CyH7ttQDQeq4UDR+23NcKDpDnSdWt1oo+l4hci2XYwboNmK0gCaTZu/JzCRa75GQ492H+3YpweNE0R4z4dxPemQvYZvWUTuAfa4gt37m60BYN8b3jL2SPf795oY73m/jcHzjO1uum6AjSInNxnuTZmGw6XrNizL5RDOzuu6DctwOfAORoXfgOlb8t0AwXxJq94BPHsOz57TuEda4abPzUCeKEQwDxHMaRPgYnmV0OG7HuZ3JkAOxtXPFzwa8N5Y9vG0RSYRsD0/4BVsl8P5AkEQ8qi8OE6GA2CCoa0mCpZc4rTBLM4QLkJeOV7la+QJ8VCHQcoVLOKBQgrRIfV8i2LHGVSPlUQxkijmQJ3F6U3AFr3dosebeMCzgUWGTyPM16TKneQcqOOkQJKt6cjyLR9ZzsaXs1Hmq3WN9bbpx5lvSUTdarPhGgI2s3mI1pA1t4gwyL4Wg+r8hgoO2MQS0gP2ru0E7XDoDjh0BwrbRIfuQMG6Rdc0XxR53vExAtl12aJt9lys+tw2+5uQzarWPZCf0LVnVOUe5XaHqtyja8/YdRfU1RHbzQ7b9Q7l9oD1aodV0aHcHrja+vK1kxx/h//1T/+Eb9++xcN0ijfv3nGoJkv2DLaneJjO8G4yxZt3D5jOZP4mzjzYIlyPbQ/sWF/Blvl0M2L/6MdYk5xXk0fz6ZrOZeiGIAIyhqHxJAGWKjBOEGFAPW54vOfPFjOGx817155iNhhHRz8drQdXBprsHFuCZHFZfda3CLvjhkMVQ2vLNbje8lIzyL6G7/4mYJx6cj3GvQeEL0l8TjE55SqijjaJiXYFpqmkYjJTMJkp0Az7rnTThmnbvDrKKqR9GsY1nJP9PsdZ0SRe3Z7JE1iOSZrgDJUAti5BU6fQlSkMTYKuTKErLHnkPmAziwhbFWC/m8Hv6kZG+PCYdrVyM7CMCBVsEh1ncMDVdQK2DBps24Nh2txOQCqsLo/s0w0DBoUP3TBI34Uk8/PsNWk7xNrguMxqMIdhuGAjuFmEHRvPrWkWLMuDZXlX5xWVppdoGl2tUKFbJv06CCjxBkchTk6sYLOmRlY5JQ2PKoly1Mk+i30UexdYQggbH85uRpjIcQe67nEZxnywTzLLDbDMek3Tr+wI4xtPZuu61vX7Btu+r2vAZpAtNjuPPdx82+jhmoE2s9mR1/G193rc5CjG242ryswiIgL2l+D6qtLqWF+M0Bt7rV3XGTyvuCrXA7YF0xR+VndubNi+ZdlwXY/Dp2074BMwNQMLb3GlPgvdG8i13ME+81CHC1J17qda9t5uYgMJuA2l1xKBH2Dh9TaRq0r2bzQ5DhoehYg8NszlS8eCIMAiWMIPQi4G2osg5M2MrFrNPj/z19vUhnQLrhlgJ1GCLM6QJ6RivSk2WOVrbIoNAdykQBLliJcZlwjc8TJFTJsp0zjjypIcmeiljjOeIsKUxdmV2LVZnA0Ae9xEyUGb2kjY5EM2hZDYSdbIsg2vRq82BJyJWqzWDYpVzT9mRYWsqFCsan6cwHbNIZuANhuysha0ugHXDLD7SnZZrVBWK1T1hjY8blDVa368rFYcsJlF5B5gi9Xs+2rQNTXXrh3uj9Wfp5Bdt2ibHdpmh67b823xmHi8rjvUdcchu21IdZqpro5omxPa5oS6OqLc7rDddCi3ew7ZVXlEXZ1RV2d07ePXAfbv/vZ3+Od/+QPeTd7hYTrBm3dvMZOJd/LNw7d02X6Gt5MJ3rx7wLdv3+HNuwd88+1b/kY+m8r49tu3HKRFX/KtUeDEg02WulmVWswR1lUC0Pea78g/WCaNDzdgcDxsthnns16niciKhMn04apCrAveT/2GD5QdM01D+Hp0noww9iaLA1N03eAV69lsNoIwZdQcqPTT94TpfCzSjGn8s2Ixe30Cg0Kfiz63otEoMQ0qHV/OJEsK32bXifot2GaVNMtyegAXlq5lWbQxEIk2B2Z1YPaH8bWyasC0XOi0KnudcmFBN+2BiCVCg6QoFOquGyn7vGY6MEWdDRofNUXikyx/yyLypZsyco1y1UPQ9xUYfLw7G/HegzZpchxOIWSjsUmCBBtgIX5kgy0si3hJ2WtsDLCqqvJVD/a67MdmO7RCSwCbgTSbhMi22XHXWcAyPQKy4tersdg/kq8tKTIM06TNZwRQxZ/f+O9fTIMwDBUKXYlSZPJ3QSL5euuAwR9j0oxxBqh9fKYipIOQhBYG2g4Mwx2IVDJZf4MMXb8F2Nfee7F3oofr4fd2y751PRBlCNVi9ZpJTCUSrSvMIsIAm/mu2Y0em37qmL3IGPN+XwRslvLheQ5tCDSvPNjjFBHbdmA7Dv2dO3Bcl8t2HNiO/ZuAzSL92M/79r5D5cKxPTg8UcUTIgGJxNhIFh/oeS71M/s8s9l1CQyTASp+b8tw3REs9zYcdoxdQ5JASCrIMvARLhcIlySWb+66sC0Lgc/gObgSyZzuP+/cdRGHJL85XC6xpBnT44EtZOLhYiQfQeDTAS/99jIk58RBMPwxYYhlFA8UhBGimGVUk6i6KIoQRRGSJEEcx3wgz8L3ES4WiJZLrjgMEYchkiii1WICv+EiRJEVVxXsJBwCdhYXgvIrQC6yFVb5mouAes7TTG5BdT6CcQbYRbZClq6QxAUyoZmRKUuL4ZCT1Qbr1QZFTsaM53lv91ita2y2DdGmpQDdIC8qut2iWNVI0i2SdIPVukFZ7bApW2zKZgDYG57rTAeojBoU7wH2epOhbbdo2xJ1U6JutqjqNYHscoWyXHGLyHa7xnazRrXdotpu0dY1dm07UNc0HLZvVbgPu45D865tburWua6p0dY1mrpB23Touh3XbndA1+1Q1y26jjQx1nVLc7sbut/RSjexhbTNEbvujP3+wu0hom2E2EQOqMoD2ubMteu+ErD/9vf/BX/4l3/GZPqAyfQBb9+9wcPkLWRlhunsAd++/RZvHt5BUhT6j5Au7dOYPlalHqeGiHA99iqrig5F1qjEbFgilhfLltbH1dkesLUBQPMKtqHCdW3MfReua/NlRHGU72w24dA5rHAxeP6yhtWbvvOcndMNnf/jZf9YxH+eJG5P4V7mHrAJ4FuWSf4xK7IA1/0gHFUdVuRFC4l449DD+PCYQqFQzBNng4DEwUB8SIyqUwkDMr4CtMfxgLKsQ5pRK8MNcJYUg8O1KBG0WfMeScpwOFyLzXgMukml24FpO5jKCpcI2eI4cAbZGptUqJLIPlNXYeoqDE3hkyy5nYOKWT1UmWQ1i82d1zF9Kp84aeoaTF3j+4am9JCtG8ISviEkjZCYPlahtiyXAxZJj3DpUnlfDWXRj5ZlCzd6vZVF3BePM8jrq40EsmdThcPoeBKieKyPr+urroZpQdZUevNOejt0Q+eAbVkW/1sUvw5xkicbMKJrCjRVhixNIU0nNwfXmLqGxdzDMlhgMfd4zJthaVB1CYo2oyKZ6731xBiknDDpBqs2D1eLxJ/r7RuEvgrd/26u+yDuwXVvlbGuwHocG3ircs0q2gywid/a5okiom1E3B/LtswBYDO49jyHvt8OY/rGTYeO68G0HFiOy+W4niCXFwdYoYA9p23bcCnAigkbItD250jFeO76fAiQa3mwTRuLOcmQZtaAwF9g7nocnMNlgCQKkSYRsjRBmkSIwyXJqQ78q1He/twb/BzGsYKeR4bS9Ne7A5Fx4XM6uKZ//vGwmSBYIIqWg8/NwJgNQhFHcLOx4lG0xHIZIAh8LPnAlBBpFvOR3Ox5kiQaADYbZc4eG0YhwiTmWkYRgjAkuc5UURTRLOiEA3YURRywo2WAaBkgDpcDJZEI2SmSKBYsHDFtUEwHcJ2EObK44B/zpLgCZFYBFwGbQfem2KDcVNgUm5tNjQzGexXIBLHn6lVglRcoshxFlmNdrLHKC6xyci7PVsiyDRfLct5sGh4/l+cl1usGm02HVVEjzyt6rEZZddiUDTZlhU1FJjKyRBE2CryqSlTVlid/MLjuwZrA9Xabo6rXqJsNul2F/aHFbl+j21XouhptW41Uo217+GWwPKxCE8AmjY81gepux0Ug/LpKPYbpW+e6psaua9F1Hbquw263x2635zF77FjXdWjblud5s5Hpdd2QKnd7QNcecDo+4nR8xPFw4SkkvXrgJlXvHapyh/3+Ky0iv//97/Av//K/yehiZYa3b76BosxgmjoBNtrxb9oWrzB4/hyO60FViQeRxPPNoOsmX3pjVRpJUrivWPQP9tYBlU9VFCcqTqYT7neezqaY0uNc8hSSPIGmyzBMDZatw7J1nnNr2UNv4NgWItMc3vv2in763D1Zti5UO8XKOYFsVVV4NZv9s2BAL06SZMBMcseFKvUAsEcea0Wi30evYVV+uD/83mek0kchewyJtyqzvYVBSLcQgEoUGwU+HAtu9JVram2QVetKBLC1LwC2BVWzoRnOALBZ1rPY0NdDtgPddHhO9FSmecYaSbZQ9F5siA3LVlZVGRq1HZm6Ck2Vb1aw7wH2vdzwIWD38N4D9nX8pJiUoym9HYctb4spMuRvcDgNVGxuFW8u2d/eeMWGD30RVmpEcGLWCAaLYnOtrhuD/bFYDB+LAJ1JEofJW7DJ/lbZ96PIEnRNgWXqMHVSrWZTRtnvS9dk6Bq5SdI1mecWu7YJy9JhmCo0U4ZqzKAaM8jaFKohQTVkqLpMG2L7YUii598YAG8/GlscqDJu8BtaXIYrY6LEfHDRAsHEmvXGjZFilr64z6L5WAWbjbq+5cG+ZXlisC1ui4DNouwYVI4Bm/0eRQ+w43owbWewwsRuhHXThjEa5S7eXDCLwZcB24FrOXAtF67lDeQ5xILBbBWsuc1353AtB57jwndd+K6DwJ8jXPh04IvH5c+H473nvjuA61uAzYo+DJ7nvicc967EnocB9BjoxxqDc5JEA7BmcN0/l8cr1Uw9SM+v9tmxZbhAEAZYRhFXEC75cBRWtSYjziMO2mQACzkeLgNEywWi5YLnhzMl0RJZEmG7XmO7XmOV52TYS5xQpUgpZIc+SRxJwwxZnCMNM6RhhjwpsEqHkL3OV9gUm4EYEDOIFqF7DM1i9ZucL76gnH/dRZZhlQ/386zgkyaJnWTNP+bZmg9OIVF0HbabFis6/XC9rsikwpKKAnbbtkI29vaqan2ryXFoD1lz0CaiVpFqi6raoiw3XFW5QbXdoK1LDsBtXaKptmiqLdqaNEAyGwkDbFbRbuuKVqPL3wTsm1XspkHbthSmdwOdTiecTqfB+a7reK53VVVo2xZVVaNtOuz3B+z3B7RNh7puUdcddrsjdrvjldVkvS6xWm1R193XAfbf/de/xZ/++AfIEploN3l4C02VybQux4S/8LFcLvldaJql/G6UVML6pAqNjjb3vDmtQvXnNU3HMAbJ4su8rCosVmAV9XrK30yeckkqqTipOolqM20NjmfC8UyYtgbdUIShMde+668B7HuTH4kkmKZKB5xMIdMJgbqhwLI1Dtnse2PVY9HvLTZUsq+zB2Yx4u7aby0rEk8/ueUhv2+H+XrAvu0RZoBNLArqaJS0NNMgzTS+Lcv66Do6IlyxIKv2QKrmQNUcSLJ1JfEaTfegGe4g61kzei9tXw1nvm4NU0mjlXGyPVM0SJpG49c0LoV7tFWSr6zKUNhob2FbkaXBz05sVmSALd4Q/kcAm+xrNwGbpeWwnO0x4LJ+AAa4rMmVAXbfNKsPXpOz2WTwdyj+Pd5atTFNnd9YmiazaUlQVQmaLsOy9asbwP5GkIA7g2zlC8k2ImwPvxcC1GSaZ28HYb8nw1Bgmiqf8qnrEixLg2VRW4lJqtOaoUEzNTooh2yzBkm2YifRATNiYopxlQZi/yZgD5s0hytwfTGgXyW7DVwub1ITc61dZz5IgxBtIQyu2UfP8zF351c52PcAm2Vji8BtmdcebLHpkE1yZN/v0N5iwbR6oGZQ/f8VsMeVa3LjYMMxHTimw8GabRPA9qnHeYFwEWLhLeBarvAY5+o5iW2GZGB7N+D5S4Nw2D4i/WMQAAAgAElEQVSD7Lnv0eg8dyDxRoodY/YUZu8gXmbnasT4nFpZxnYQ8Vw/ilyA56WHZThHsPTguiZc10Sw9DD3HSwWLoJlf80y9DlgM6gOwiX8ZfBFwGaAz24AoihAHC64kjjgH7NkiTyNkacJiixFnibIkogojpHFMdIoRhyEWM4DxEGIPE6xSgsUSYYiybBKc74tHttkBTZZgXU+hGhmAbkN0n2Ve1NssF1tsSnWvDp9WxlWeXZ3bHmeZUhTojwrUBRksuBqtcZ6vUFZ1qiqlouMCa/5qO/NtkRV1XQQTD9wpqoqOiil4DB8D7C32xxltULdEL81a2QkoL3pB9DcAexys0ZblwMYbuuSgnbJAZvZQxhgE8iuvli9Puzam8f48a5FVVXoug77/R7H4/FK+/2ei0E2q2q3bcO123XouhZ1U6GqStR1Ta9v0XXk2rqu0bYNypJkYX91DvY//N3v8fabP0GRppCmD5hN3kFTZHiOTZeaEqxXazR1g7qq+ceiKLBcLnm+5nBa1vUb6/gNlnWJDxtj+jdoQ5gOJy7f977ZGSxXh2bKkLUpZG0K3VJgOhpMhwC2mBoierJJfN/sBlR/HWCTyr7Mo900XYJKh5eo2hSmqcB2DLBBNl+jsV/cNA1+AzCudDN7iKzMIMmTgQjASBx+xlJVaQTYyhcAW+EigK0IkC0CttFHxs10SDOScCHNeqAWr7sF2KrmQtVcaLp3Bd7j85ruQTc9AbBJugPLfr7n5xa3Z4oOWTdozvE1YLM0CkXrG2HFlQJNVfhNx/hGRZlJkEcRj/cAm8H1lwB7DNm3JkWKFd6bTZVCfJk40W5srRJfjz1gD1+jlmXAsnVI8gNUbQo2SZP9DWi6BNNUYJpkyiaTpksgkzdVsBQc0Z889oGPv7cBhI9uyMWvlRyT4LomLFsHG4ntusTKMPc9uJ4HmSaomLY9EEtT6SMNifr8cJqWIlhhNM28WlEgNz1spaEvMLDGZvIeOBRZ6SKATaLqrAFseZ5HUx0WPA5tAM7zAGwIzTjeT2yI9BzvClBFC4gY28euu2cRufX+TX4/wwSYQWKIZcNyvIFsd87luN5gBePrAduhcH0N2J4z5xYRx3Rh6Q7PmfZsnx9zTJdXuVlVmwx+suBapAlx7nn898V+d+IgGjIoZ7hPogsdCsckvcN1Pd5IyfK4XdeDbTt0nHkwSPUQxZoHxwNlxOPsWtd1+fOQ5kbmvZ4L8DzHYuEOJJ6LogWiKEAUBQij5U3ADqMQURQOIJ/s99XzOA6RxEskcTBQHPrC/rKfjLnweaU7SyLkaYwiSZAulwjnPsK5jyyMsC0KbIsC6zRDHicoknSgdZpzrdLiJkyPrSP3taKWj3saVqzHyrOcA3aaZiiKFVarNcqyElTTQSgki5llMBP4brglgowzJ4/ph6awkee9iGWkpNMYNxSiSaWaV6vpvmgFuScRjhn8Hvcd3SZAfdzvcToccToccdzve5vIDQ82ew7xeW6dO+xa7HekMr3f73nF+nQ6DeBa3BYr3OT4Abtdi92uxf7QoesatG2Nuimx27U4Hvf8xoJ40slIeba/27VfB9j//R//Hg9vvyW+UuphNHUdge8jS1OUmy26psP5eMbpcOLq2h222y2KokAcx1gsFvA8b+A/vNegMx4kIN71syWrOI3gLVzMAw/+0kcQLuAvfThzB6ZtQLdU+EsPtmdAtxQO15arc8BmQKQbKizL4FUETVMwm02vqsJDz6dyp/rGQHs2AOwxZDOQYP+AmAePLSeypcIg8IXGoGETj2maQhWyr3abps4BR9Rs9g6S/NBnOhvK9deokmg6hdocmEdVU2Rqe5D4a4FpeB2BbEUmGbGzqcJhmoG1uM/g+kqaw6F5DM+q5t6Ea/EaTXe5TUQEbBGuRagW4XoM2Iqp9xoBtqr3N2oiZCs0RYRBtbh9q4I9hmxduwZrBteWQZrMxhVFEbBvWVDEzzNuDBT/BpkVSWwKFnsU7t38sdcm+bs1BjAtQrZuyLAdnY+aZiJjqRmE9RV2Bti2bcOj+b2mafJzpkka5sSBGSxlQgTrcZrF1fQ9j0wLDAIyfY40yZLIQcuZw3LmMC2Xrob0KyrcviSbXPIN9TeUBLwf3s0wmciQJBWyrPOcZRIDNxxqMoRvojFQkdUKlnRxPxObJYmIMX1io7GuWzwH+1YFW7yhE5sg2bUkhlK7+broLXnDmzq2zT3kFLBFqP5awCYefOtG1XpYuWaTUMegbekumbdg+HAMH54dwLUWsHQPpubSY2Sqomf7dOiZzeHbteawTTYNd5g6wnRvkI2um3BdD0EQIlhEWPghPG8xkOv4mM+XXxQb5CKKROotBnF6bDWDZH97/DxJ+KDWEcEiwqwgY4nXMMC2HBvO3IPnz+H5c/jUmz32evNt+vg0i5Gl0RVgi8qSEHEYIPA9hAsfSRQiT+MesNMYeRwiDnxEiznyOMS2yLAtcqzTFOs0RZEkWKcZh2oRtldpcResmVjFWqxeD+0hX6pg57Qxs8/RFi0kWZrzzOzlMkaS5EjTFU8ZIYNsyKTB9XrLAbuqGsG2sOeDUcaV7u2mQtt0g0ZA4ksm22IVd7freBV3t+twPB64xCpwVRFw77oWu66H366pcdi1OB32OB8POB8POO53eDpf8Pz4iOfHRzydLzgfTxy2T4fDFwG6B/XhMabDfsch+nQ64Xw+43w+43Q6DeBahO6hDjge91z7Q4fdriXe8l2L0+mAstygbsrec07P102J/eErLSL//R//HtOHN/0/e1XFwvMRh8QDte/2uJye8Hh+xuX0hNPhjPPxguOBfOFd12G73SJNUwRBAM/z+NIo6+Rmndn+fI6Fv4DPl8Z6vxqJAZojipZIswRZniLJEiRZwjMd81WGKAkxD+ZwPAtREmAZL7BYelgsPcwDF/PApTYRncOw2IxoWQbI9MbJV1WwbzUKMouIqs64RIglwDuhNhSFf+7xEiLxxwWY+y6Hgr4b3+WgwYCIVepIY5ExmEDIxABnWDWUr49p8gCu70mEPlZZtQySwkD+YRvQVBua2icuiBVtBtTsmv46EZaHUjUHimJzcVvIQD1Yi2KQLU42vOXnllUDsm5CNU2opsHFJvWRLGbixR6/BnRDI/GQqs6bQU3dgKGSY+NBM32cY79v6PrN5kZT12hSg3l36X5oEbmfVMIaa8cVYebhv1W5vhVvKd4o9uBqUpuURl67tjhoRIPrWoObSeJRtalH1+QrNCJEEfgllTfW6Mige7FYcC/ncrnEYsFuTC0+7now9pr7lHvgYVU8NjzDcuYcsEXIZjdtukleZz1o9zd9imJDU11oqgtVsaEqNmTJgqpY/DU+mZCbT/a34DoL2LYPk6aQjKcyilnWpNrsDCQ2ibJqNJvSyCrZ4uCZcbMjg2yxyfEeYPdpIgSwfdcbjlU3xRQR66qCTSq7Ns9V7m8g6I3eyCJyVcl23LurnzZL/hg1Xo4911dgbdjCWPIAnr2E70TwnQievYRjLGDpczjGgkK3T2cyOFcy9OsVgltTNh1BluXwFJNgEcF1FnCdBRzbh2P7sEwPju3z454bwHMD+F54pYUfIgiiK40HwnjeYuDD97wFPTeC7Jse7fngmGjxCKMQ/jLgleveIhIRwBZgnP2fY8fiOESWRsgFFVk8Um8PYWL7RZaiSCPk8ZKrSEKsswjrLMY6TbHJM2zyDNuiQLlaY1usuD1kkxVY37GCiJaRsV972OSY/UYF+9rHPfx8G+RZr1VR8Y+rosJ2U/NpgswWQgC7Rdftsd+f+bTCququRHKhSZTdbne4oT23ldR172cmlosDrfwSbzJrIiRQTn3NXSvYQirs2gbH/Q6nwx7H/Q5d0+C4P+ByuuD58Wmgy+mCy+mE455Uso/73ZUYpLNrDruOP/fpsMfxcBgAM4Psy+XCt8WqNgPw8/mM4/FIbyganE4HXC5nnE4H7HYdBenupvaHnQDbXwnY//Vv/wZvv/0XGJoEx9LgmCbCRYgkSlBtSxz2R5xPz3h6fMX59Mw7Lk/HC//mdrsdqqri1Wzi/aIZm3S6VOAvEIcR0jhBEsWIwpB7weI4QpqmyPOMznrfoCy3qBtyt3Q8HXE+n9B1LTbbDbI8QxgtSfdzkXJfUZYniOIl734m/5xdDqtXDUV3mqruSYwFvK7y9Y2Wmt43JuqGPvDVseXeue/xTu9luOBNMn1U0oJX61zXFQDCpA00JvV6KwONYVo3ZH7OsjX+GMNQBmB3T31FVaeQzXJyWVXM5GBtmR4s07uqVovwresOBQwXhuENxM5rmj0QiUkbXmuY14A9toyIthFR/Jxh06EiZi+dxgwaPQCyplRm0dENksduaiZUSYUqqTxKzzIsmJrJYyZvJuBwf6txI55P58vyIgDdHGhzx4bF9B8F7FtwfQ3YffwaAyhxGdq2HXjefDC1jUV2sUzcvqLXWwZc10UQBIPUAfKekF/tr1YrrFYrRFE48JgyTytpBBRhx+VxhbzZz3GvrCFEBPYYdF9bkPqVF13zoGseB20i8vq2TG+wiqOpNgcnyySpL7d80iIcj6MNxQhEBnee5wsw5fPveT4PrmCPPbcI2KK3+lZcJEsaWczng8mPNk8GcSB6zHuRqEg2zMR1yOfnkG85vwnYt3KymbddbG70HJc2J/Y2EGYFuWpwtH06CZGAdTBPEMwTLLwYnr2EawX0eAzH9OCYHlyLVLRdy6dThh1YxrCBVJQ4CdGfB4PPTyYwLml1nDyn+Pxs27MXmLsB5nTa45X8CMEixnKZXA1ZCRYxnXQYYz5fwnODAbCLFfDlMrzp2R77ukVvdxTRtJA0QZwmPEVkGUU0RSTqfdZCsyVrmgwCH1kaU581EQFqolWeYpWTxsBys0G52WBTrAYWi3WeUaCOUCShoIgD9rbI0Wy2aDYl6vWWQ/a2WGFT3KpKfxmwv2QR2RSrgbarzcCzvV1tUW4qlJsK1bYmo77FHOb6wAeekP09ym0rjO/uUG5bbDc1qqrjcH1PJO+Z5EEzqN7vjwPIZrYS0tjXDiret6GcxOCR64aDYlg0X7/doms6HLoDTocTzsczns5PeHl6weX0iMvpgtPhQC0khytdTiecj0d+DbvufDxSXdtCzuczHh8fOWhfLhcO1Wz/crlgv9/z5sfz+YTHp0c8Pj3ifD7xaj2r4J9OR5xOR77PfNm73e7rAPu//Oe/wR//8AfI0gyubcFzPMTLFNtVibpssO+O2O/POB2feJTJ8XDB+fyI4+HIv8nD/oC2IV2sm/UGRVEgXIZ8MhKbhkS6a1dYr9aIwghJkmJNvUd1VaOmnZ1sSeN8vuDl5QXv33/A8/Mz6Q5tWmzWaxRFjrLcciN6WW6xXhXI8wx5lmHhLxDSsayeN+eDa0zThOu4g6E14jCb20NtiHr/qsF9koMO/4HnzuawsVyGA+hIkpgHwK9WOZIkGtztk2U2UQG/cSDRSQ4cz+TQbDsGLFuDYalcImQblgLDUmA7OgyLTSokCQtMJHVBIY1jQkV1CNisgkqzsVUTumpBVy0Yug2DQoEo8Zyh2xywOWgL5wzd5s8nPu/VY4y+uZHJMF0K3jY03SFVbt3twVp3bkt8HhYtdycfvN/XYGo2NNmAJht8CdkyHD4oqW/wvZFrPIreEyP5XNvhsk376jrLMGEKgH1P4sANEbxlamFhgM0GNX1JBm3II6tRDl1uDuD7IZbLGEEQwfdDzOdLBEGEKM6QpivkxQbrdYX1ukJORwovlwl57KJXECwRxQlp+ilWWK+32GxJM09ZEg8iG9ZQlhWPXUrTDFFIhlpEYYQojCjE90N2RPhhkYYE8MhodibDJH5sx/Xgej4dUEQyuw3ToVMoaYqNZkPXXS5NdXj12jJJRjhr9NU0C6bhgoza7gFbzKa+BmxyYymu/AxEq9k8FcTzuffashwOeaJHe5AuYtnUJkJeY+x1Nnyt6bAphPeA7dAVLGMwgEVcLWAZ3cQXvsB8HvCvgVffLTKw6J7ITVFvrxhnjN8G7PkIsF061MUXhraQKYqevYDvLPk4cjbifOFFiAIS+0b82QGCeYhwESOYhxyMPaefhNivIBAbhuf58JkVww8wt0k13Xd9LOdL2lS5xNxewHcCLOcRVw/Ryyv5Dhk6s5xHCOYEsG9NMSSAHfGPDKx7wO7/Tom9JBj8j2I+btGe5Louv1mOQgLS45g+BthRHJMYv2iJKA6RpBGimOwvwwDLMECWJjSOL+RRiOwjUYIiy1Futig3W6zyAlma9bF3eYZqU2CTJ6SCnYZUEVZZwgG7Wq9RrTcoV2ts8hybPL8B2CsenydqDNgMlIk2Q6CmiSdM5aYcgDWB6hpN2aKtOjTVHnW5R10eUG77jw0fctKibQ7YdyccD4/Ydyc0FLqZmnp3JTbZsGsP3Eqy3x8FnbDfn0hCRksgfC9sd+0eXbvHfncc6LA/4bA/Yb87oqk71CUZZd41ZGrjrt2BjT4n+3s6Jv2C0/7M9USdEMfdUbCLEGAmle3L1fbpcMRhf8D5eOK63IBoBtJjwGbbj4+PeHx84hV6Uum+4PHxCc/Pz7hcHgd+bnZe3GYV/dPp9HWA/d/+4X9i+qDCNDy4ToCFH6PISzJvvdyja/t57qfjBccD+Xg6XrBrd8SPLfyQ9/SO5bA/4rA/otpWfectncCUxSTcfZWvEIcJimyNattg1x5wPj7i+fKC56dXvLy84vnpBR8/fMKnj9/h44dPeH56ufqFkh8+8Yjv2h3KTYlVvkKW5lxJlCDwA+Kdo8NtxFHsbMCNKHmmwNT7yqQo8kY65w0prHJn285grOxyGQ3GxUZhjDTNaaWe5FMyM/1qlSPPU8RxiDgOsd6sUDcVX85g1xRFhjSLEachlnEAz3dhOcQWY1gaTFuHaZMGUM2UoWhTqLoEVZdguRSwDXlgcWFJC9eQrV7FxDFx0FZN6KoJTTG4VEnj2zqdzslkGT2Iiho/D3ucZTiwTZc/zhKWzBloGKZY+bOg6y4Mw4dh+NBUh0tRbEgzA7JsQVOdASTpuksgSbagyabwvejCRxO6asNQbZiaC0NxYCgOLN2jcmFqNnSVNb3dGxhiwTR6keVjl4sMwnApFLHJpuKgn+FwmPGoadd1B70Q7DyrYCujJlZdI9MnxWPjc7rGsrlNmIYDzw2wCBIk6QbFquIDEpiq+oC2O6PbPeJweEbTnLDZdChWDeJkjSguEMU5ojhDFGdIKJCvNhW2ZYuq3qNpD9jtL9gfHrHbX7j2+xO6boeyrFAUK6RpjiTJkCQZojCmy+UEJFjlmGlo0SArWwqNC9U0DbZD/pbFWEFyHRkvT2JJpcFIbTFJh8GzJJE+BebJFjPLTcPmMwPY1EW2LQI2X9W5A9hj68c9X/Z46Iz4WmO6l4oySEahACmK+crZZEzyfRK/OYM6Yo+Z81Uu2yY+ZPYc83mAMCQ3Xo47h+vOrz6PCLGO7Qzj+SxnWKl2PBq3x+L4CNiSEeMBHUfei1S2yXa4iBAuIvjugo8zj5cJH0gSzJfwHI+DKLPBkJ+Pi7k7p4Ng6KRFz0fkB1jOF4j8JSI/RORHiPyYQLUTYG4vkARZr2WKeBEj8iMEboDADbBwFgjcJeJFiiwqsFzEA7EphstFjCjMaIW7B/AerkNaxQ45ZBPLSEgnMPaebtHXzc4tlxHCKEYYJ1fDZvpjEZZRiCiJEKcJoqTfj5IIaZYiXC4RhSGSJEGWkmSNLE1JBTyM6MCaGHGUII4SZGmOPMtRFLSJMEuwymKssgh5GiJLljSBJMI6T0mVm2pTFIP9dZ5TyF7zKjQrBPZV6fVA2/UG5YZMMByLJWb0qnjFuq1adA2BzkN3xHF3xr47o62OqDZ7lOsdqs0B9faIentAtdlR+N6jq4/YtUe01R512aGt9lQ7tFWHtupQly0ZHV51/PN0bQ/Wx8OZq3cgPOK0v+C0v+CwO2PfndA1e+y7E9euJZ97351wPj7icnrGYXdGXXaotg3KdY2uJt/Trj1wHbojns4vOHQnHHfngdjnJF/PCafjGefzIx4vT3h6fMbT4zMeL08DvTwTDjyfH4mj4vyI19f3eP/+PZ6fn/H8/DyoXI/tIQyu2bXn8yPX5fKEx8dnPD+94PHxGZfLExe75nQ643Q64/HxGafTGfv9EafT+Ssr2L/7b/jmj1OoigPbWsJzI0RhjlVRo66PaJojneO+48sM5/MjzscLuUs5nOkyAPl4Pl7wdH7C5USuOR3ORLsj2m2Dal2jKTvs2wOdTU9+Gc+X9/jw8gnfffgBH1+/w4fX7/Dxw3f47tP3+PGHn/HTj7/g8+cf8f7lIy6nJ7rMQPT6/B4fXz/iw8sHPF+eQebd71Bt60HeZRKliIII4SKE7/owNQuaosNQCRCKY6k9Zw5DNXiTDGuYEcX+obnOnL8puc6cH2dLt0EQIgoTRGGC5TJCkmTI8wxFkdFuXhKHUzcltttVf7zaYn/o8Ph0xsvLEy6PJ97xWjcl1uUaxTpHnEbwlz4s14Ru6TBtYwDYkjqBakiQtSksV4duKVBoQ6bo3SYecuLz5oCt/jZgMzG7hCh2TvzZsumE16PAh8+jzBQoM4U/XpxsaAgT+MRx7v2IaAem4cM0fO6TlSUL0syESv2zuurC0LyBNNmGJttQJZOCtgVVMoSPNgzFhaG4MDWPy9LnVGQJWVdN+rXcGxgyHGF9a7l57Mtl35s2AmyxAVBMEhAnh3IvP/WBs0FDYgzj9bj26zHupm7AtVz48wBxlCHLNtiUHZ0s1g1U1Qc03Rm7/RP2h2ccTi+omxPWm46OAC6RFVtkxQZZscFqU2JTNqiaDnW7R9Md0XRHAtTHMWCTG/3d7oCqarBabZBnImjniKOcAwar5DHIJlMo2YCWvlFNbFiTZZW/rliF1jQtqKoGlvnPfj/ilFpWqWWvTTZwi1Wc7400H2oI2FeQrZnCa8EYPIdYqbYsB6qiQ5KUK8vIrep+D+I9YI9ft+S8S+XBtn0Bon0O0aItof+5+7BtH64zBGf2PrnwlwOrxTVgk3OO7QwaHF3L4Z5rFrNHANuD73oEdDlc3x5nzmL7xLHnruXyKL8oiBAFERbeAnPvegAMm/BIMrSJrSbw5jzpIvIXiPwAkR8inC+xcAL41gJz04dreAi9qNecXMPgmgC2j3AeIl4kiBcJQj8eKApSREGK0CfAzV73DKqHFWxiM1n4If8/Jb4GxNfHfB5g4S+xXMaIwgRxlCKKUyyj5EohP95XtUUrCdtmUb9xHJNVqzxHnpNkjTgmYD2fE+iPo5T/XfNrs4xUvWkaSZaGSJMl0mSJLA2xKtJBTB6xnIjKr2wdLPnj1rnra3t7CKuqN2UlgHYP2NcV7D2acoftqsUqq1GkNVZZg22xw7bosF212OQ1tqsW21WDct1gu6pRrhtUm5Zo26CtWrRVi6Zs0JTNAOT3XV/BJqPCW57xzMaFd/UBu+Y40HF3xqE74dCd+LFDd8Ll9Iyn8wtO+8eb58V98dgtyD50pBp+Ol44xBLIfcXz0+tN0GXHejAmwPz6+orX11e8vLxwf/UtwO6vfc9hWhT73Ozzi18D+5wvL+9xuTzhdLzgcnn6ykEzf/sP+OZP76AqJq8wBIsEabrGal1hWzb0l9Ib4E+nE2ly3B25ToczB+7T4YzL6RHH3REvT694fX6Pl8szTrsjdvUOh2aPy+GCy+kRH14+4vOnH/HDdz/h5x9+xc8//IofP/+M77/7CT98/hm//vJX/Ntf/g/++uu/45effsX33/1EAPzlI16f3+P1+T0+f/oeP37+ET989wM+vf8Oz5dnnI8XHLoDqm2N7WqLVb6m+ZUbJFGKcBGSpfwR5BGQs/hyYjBf0jfavlHG1CwofIiKDtv2+N29bXt8XDXp3p4P/oEEwRLLZYg4Jv7r7ZaMISUB71uUJals7w8djsc9Lo8nvP/wgk+fPuDjx/d4/+EFLy9POD+esDt0qLsa63KNtEgHSSvO3CZpKpYC1ZB4nKFuKSTWUJ3Q5JG3kOQHAbJ7wGapISJUXwN2L9bwN5Yyk6EI0yFFjR/HrhXFrhMbCMkocgKwkiTz/Ocesi1etWZNaNLM5ICtqy50hUgEZUNxoUoWVMnisE2g2oGpDa8VH9Pvk4QCi1ZIWSTbdVSZ/R8CbAZjXKrGK4uLxeJqYhpL9hHzlwdxd8rwxmncQDkGb+YPd20HcRghSzMyBrisUDUt6rZD0+3QdHs03QHd7ohud8T+eMHh9IjD6RHnywsOp0fU7R7rbcWnkG2qLcq6QllXqLsGddeg2bHn22F3OGJ/PGF3OHKxG/3j4UwHAGwHVWwG2HGU82oeg2wGgabh8oqr6/SVWFUxIEkqJhOZp4Bomkmr3qw66w0Am8E0ez+4d2M0nqw4/v0zOFcVg4Mq+1rJ18uA2x4A+T3AZu9HDPxv6R5gM+/z8AbREiL/XO43HwO0TZv1RLgWgZskZvhXMD32Mg8r5cNR7/dyr8c51n0DJPFok2tsrh7GSSwfs5wQaLevrCiu5dDmfUOwBNJpja4N33UGWlAFnofAmyPwfATuAgtnwSHbNTwEbojADbFwSLXat+dYOD4Wjo/ADRDO++p36EccrANqGWHbC9oIKdpChh7sHrBFz7ZlenwVgv1ebXvOq93LZYIoTBGFKcIwQRBGNyH7FmAnWco/kvcpAs1pmiPPCq40zRHHCeI4vQLsKEwQx6QXI0sTZFmMOF4ijgPkeYQsC7l+G7B7bVYFNqsC2/VqIHaO7YvXbYoerpkHm1hDtrTK3cO16L8uaYGxKXfIojWyaIMsKpHHFVZZg03eYJPXXKusxCrbcsBmkN2UPUzfEgNsBtcs8q+qCGQ31Q5ttb8Ly+Njpz2pYIt6efyAy+l5CM7dCW21R7luBtDOwHzXkGp8U+94BZlVkW+BLXNNiJTx2UIAACAASURBVNeKgP3y8oKXlxdq8SB2DtFvLcL1x48f8enTJ7x//wGvr+/x+voBLy/vr0TcE9fHP338jNfXD3h+esXr64evA+y//7t/xMPDVFgadBEsIoRhgiwnwed1xTKwa2Ju7zocD0eUm5LeNXX8Loq8sMjxtm65uf1yJFXs0+6I8/6E58szPr5+xI+ff8LPP/wZv/z0K/71l7/iX3/5K/7667/jX3/5C378/BP++uu/49//+v/g3/7yf/DrL3/Fzz/+Gd9/9xM+f/oB3338jO8+fsYPn3/Ezz/+gp9++Anff/cDPrx+xMvTK06HM69ks7vI7WqLIlshCqIBYDNwNlQDjukgmC95xSJchAj8AAtvAcd0YIxGhbNqFmumsm0XnudD102hucojS240o5Q1aW62/RSlpiN5lIfjHufLEU/Pj3j/4QUfPr7Hh4/v8enTB7z/8ILn50c8vz7h8nzG4XzA/rRH1ZZYbQukRYo4jRCnIbyFA9szoVsqdEuFrM2gWyokdYoZjfabTN/wmD8Su9YDtjix8F618xZwj3O12XFpOoM0nQ0Gsty6Xjw//twDoBf8zcz+0OcOmzThhCQ7iJJmOhRalSZWj97iYWoOVMngVevxNY4xp6Ddi9lENJlYRxyTpAYQIHBGYN0D9rii+B8F7Pl8zodApWmKoijI8ulqhaIokOc5T/YRJwlq1O4xntA3BuzxDZVlmFjM58jTFOvVisQ2NTXqrkG332F/PGB/POJwOuN0ueD8+Ijz4yMuT0+4PD3h8fkF58dHHE5n1G2LZtei2TVodvUNNfR8i92BPPfusMPusMf+eMDheCQ3+YcTum7Pq9jsn3aarpCmayRxwSE7CrMblWx/UHXVdQeqQiL3JhMFk4nCGxVZg67YpCiCtCQpfEXrVnQebzCkv+8xXDOvsgjY/PMJkM1uDK6r3kPAHgDpndeX6OEeHu+bF4di73P918QaL5nPnDXSjavXDPJI1FwfIcc842IzqgjWzOs8WGHgo9xNOKZJQdrmUEwaOMl5ktaj83PE5keajC3DgGtbvOrsuy48x4FrW7QnyeHH+ufSYNEkJ29uw5vbJGN9bsNzTfieDd+z4Tkm5o4Jn2rh2hS2XVrZJtDs2z6FbSJWvXYNG3PLwcIhUE6uDxD5S4R+yK0swTwcaOEtMRdWFOxRMokI18tlyld5xN+VCOOk0j26fhkjCCOuLwF2FMdIshRZniPjTcs9YBfFmivPVsROGaV81Vdc/Y3CmA68S1AUGfI8Rp5HKFYJ8jwSFI8gOv8iZK/yjE8irLZkSiF73GaVY7su+HEyrfDaJjK0jNSothWqbYWmrNGUNdqKVpnrPbr6QOG5wiZvsC06NNsD2uqItjqgrQ5oyp1Qrd5h1x7Q1XtuwxgXONn2oTsMKtiimAvhsD/huCMSLR7s2HF34p/v0B1x2l/wdH7G0/kZz5cXvn3aX3DcnXDaX6iz4Alnaj9hx8/HR+69Ph8fyefcnwZV4y9VkBmAi9Xs19f3+PjxI15fXwegzfZFSwg7zgD748eP+PjhI96//yDANtHLyysX22fnPn/+ntiUn0lP4NcNmvmHf8RkMuWTF13X4415SRyRjl3qP2J3aOxFlCcZtusN9yjlSYYkinljY1OTefSnwxHH3QGHbo/H0wXvn1/w6f0n/PT9T/j5x1/wr7/8BX/581+5/vrrv+HPP/+KHz//gJ9//Bk///Rnrh9/+Bk/fP8TPn/+geuH73/k+vz5B3z6+BmfPn7G+fSIrt2jrhqU2xrltsZmvUWerRAGkTB0YFjd8Jw54mXCu4WzOOXjdAN/Ace0YYuRU6YJNlGPVRSDIICqqhAzUfuQf9LosdoUKOst2l2Nbt/gcGqxO7R4ennE64cXfPzuAz7/8B2+//F7fP7+E3748fthJfv9M55en/D48ojD+YDdoUPVlthUG6zLFfdoO3MblmtC1WXolkbGQCtTzGZvMZm+4ZCtamwapTqwiDAIZuDLIPm3K9q3wfy3gHw8qn18vWvbmNN0FVHDHHONiy3z8yxgdWhbGfvrRVsKs6b0522aiytEdqk2h3FNNmEZfRyXCNhjUBlXML+8ZD8EsSAgU9KSJOHJGsTXv+XxS9vtFkmSIAgCOv2tnyzo3MgQtgzz6nc0nugX+Aus8gJ1VZIM0dMBp8sRl6cLXj+84sN3H/Dhu494/fDK9fT6jMvTBZenC86PZ5wfzzhdjjhdDjhd9jicO+xPDfanBt2hQrMrUXdbVC1RQ/8+dscWu2OH/WmPw5HGNB1OtLv9/2XtzZocx7Ls3L8h2VWrq7pNLbv35aq7KiMj3DlgnkES4EwQnOd5drpHZqX++dLDGXAA0qOirPWwjCAI+uzAh332XotAdqPeosOQDYRBoqBSR8kPOXA7ThmG4abgWqwS53PJsG7WJeczwH55yT+ALXuN2+PRQBjWSiYOJGYr2OzrYSFN6UHfdBX8M8s4TTVSLQDZm7dn8C0CNh8qpDdpyeAhaxFJS1F0IVHSeuKwYfHqtZj4m/WQZpaKoktNyrKvWKSD13loShGaInGgZq+R/UXIxRx1QypSGJehqwqkwitUuQBdJVBsGSpMXeHvY/ttU4NlqNCUIlS5AFUuQJHzcFwdlqVANyTohgRNL8DQJZhUulaAoRZgqgUYSh6mWoCpFilsJxVtSzVgyCpMRecwbesGLE3jIscSuYYJx7Bg0yFKJtdyqEMJdS9RDWjqo+1fFrDZo+dWUjej4sqPWO22LR+W7cG0XS4Rtglw+zR4hpyjGFyLgE1aPgIElSrCsMbbvNgqVHKzTI4JKlWadFhDrV6lJgEhavUKqrVyCrBZBVsE7KyygM1ivkXAFt8rPm/W64jabSH6u53qw+40WyTNsNVEs15Ho1ZFHJFEQzI7FqPTjNBpdkmfdWeIfpdUgkeDSQKi3T7iKMYg7qdySIhGXCJcsyo2cxFJ+q/HfLvfI0zGuIyJzbKJ+4d9MnQ4n84xn84xm0wxHU0wGoxSmo4m3IpPPG46mmAxW2AxWyQfYzr/FLBFzeek0swqx+PxFIvFCtvtDtvtFsvlkgP0ZrPBdrvFer3GfD5/APDFYoHlkoD5er3iWi4XWC4XWCzmWCzmmM9n/DGr8XiE2WyKxWL+kxXsf/pv+PLly0M0q+sQk3cy2UuGEMolYrFX8nxUymRIoeyXCHw6DlzLpgMlNkqej1q1hnqtjkatjk6zjUGvj/l0hs1qje16i8vpgvv1jo/7d3zcP3C/3nG/3nE9X3HcHXA5nXE6nnA4nHA6nj/V8XBKicH2bDrHcDBCL+6j044oaLdQrzWI2btfSbV/WLoNh1auq+UqnwJuN5poN5poVOuo+GW4lg1dJRcGXTegUc9W8TnrYSwWitBUMvxCPHiJs4njOAhrIaI4wnA8xGgyxGQ+xng2wnKzxOF8wPF0wPl6wvl6wul8xOl0wP6ww263xXa/xXq3xnq3xnKzxHQxxWiSVLS7vQi1Zg2VagW2a0E1VOSlHA3pIcOQX379D3z9+le8vP5KA0OI3aAkFaDIxQc/5meezD8SAzQR1j5rN/lR/29WzDos65n8zFqRJV+S4ItEJOglT32nJX7h1RSZBuuIKZbJscyikAxmKpDyCoo5GcUcgetiTiJ9+7Qax5ban1Ww/x5gZ22/xH5+nzluBAFqtXoKrEXAFl022EDWMxcGpmeOJeIyume7qIc1RJ0OsS4aDjCajDCdTbFcr7DZbbDZbbBcr7jmyzlmixmmsynXeDrCeDbEeDbEaNrHaNrHcBxjMOoiHnTQ7XXQ7UXo9iLE/S56wxiDUQ+DUR+D0QD9QeLRypZCo07MITsMiHtJtdqkgF2jVe0qSqUQnlvmIR8EQkw6fEjaL/gKCG0NIRVa0ZeagaAOFiDy8pKjvfEy79dmYqmO4s1eto0s7bTx6BwiWlz+PcAW/66yPcwiXGcBO2kdSSrYacAWK9n6w8d69vGy2wyuSeR7cqOcBfqsRDtARZagyEUocgGaUuCQrchFyFIBspSDocswdBm6VhQgnKlI31eAZSiwLRW2pcIyFHo8eU3XirAMhYt9TNOUYdkKDFOCbhSg6nmoeh66UYShE+laAQaFbF3JwVALMNQiDFrNtnUdjmHC0nQYigZD0WBpOoFnXYetaxTENdi6BsfU4Zg6PMuEa1kP8hwHnu3CtVw4Fuutdh8kQrMIz74X8FUf8UaUHc+q12IFO9t/7fqkP9vzS4Jtn88tNkmfdZkmGAYpwGYQnYVqVt2uVuuoUYeyMAw4ZFdrFYRhOaVqmLR+PFeQqk4367VMhbqRai95BPKAg/UjYDcoXDe4WIQ48Y7uIGp3eEVbHA5ktnZMg17apo5okAJsEay7nZjAO/XAZi4iDKzjuE/PlUnSoij2OZIUxj6mYxIYM59OMZ9OMR2PuWXeeDjEdDxOSTx2NplgOh5jMZthMZvR12ZYLVccnJ+1Y7DXFosVlss1Nusd1qstf41Un5cppSrUVMvlEpPJhA86Eke6JZbLBdbrJS9WilosZlgsZpjPp5jPp6RjgGo0GmA8GWI+/8ke7H/6p/8Hv/zyF0hSIekj01WYpgbTVGHbBlzH5iIBDzpMw4BpGHAdB7quw9B1WIYBz3ZgmxY8m/yTl/0KghKx5hsNRtiutzhsDzjuDnh/u+P97R0f9+94f3vH9XzF+XjCcXfAYbvD/XbD7XrF+XzmOhyO2O8POJ/OOB9PKV0y+5bzJTc2Z/Yu/V4fvW4PUStCtVyFb3lwDAeWSiyUPNNFWArQrDbQqbfRqjURt7votiI0qw00gjqq5RBlrwTHcuHaHhzLhaGZ0BRiC6VIKgq5IhSJROwawvCMQz3GS6UyqtUaWp0O+sMRRhNSAVyuV9gd9jidTziejrjeLri9XXC9XnA6HXE4Hrj2VNv9joLMApP5FOPpBKPJiFezSxUfjm9D1iTImgRJKaIo53l8eqGY4x7eLChCkSVkgxxEPYNtsdKZrYyy40VYz+oZoD8T8+Fl6aFij7EYFJTEfL/S7/MVheIrJCkHhVaiVLnAq1WsYpV//Yr861fkXn5F/vUrivkXSIVXqhytkAkDl7m0mE3fZ0EZPwvYDKzJ0igZLiqVKsJFp0ovOg0ekSuqUW/yvkYmz/WTpDdhoIsNdemqDrko08FemVudsSEw3/HRqDbQi3sYDkfc5mg+X2C92WK325OltM2WS1yKS7bFigE5kU1nE4wnI4xGAwyGA/SFsINer4/BcIjBcIQBnepm3q2Jj2vSb1it1hEGpJLNLtTk4h3yi7jvl4g3N42jVhQ1BcNMsqwkTiLUfvHbt28QY7JJMBW5mRNtPCWpCE1TIUlFfPv2FV++fMGXL7/i5SX3qesHAeYfwXU6qCYL1mJYDWsZyfZdZ/c9wLH2uEKU1jMoT1ftn1kG8lYULQFnNpzLBnWzEiE7+fwqVFWCSu1JSXEgSZbUNAmaVoRuyDBNBZalQaWpweT6psI0FfqaCtvWYds6LIvs1w2ZJ5Cy1z3PhOsa/H2GKcOwZGhmGrB5RVsrQteKMNQiNCXP4dpQZZiaCsc04Vo2HNOCpRuwdAMOLVARaDY5VLuWyUViwx2UPBeVksdFLO88WgQj5wtRSauFT1Mk05VpVsFmgF3yQ3huhVe3S36IcrlGqtx+BaVKwFUOqigHVVSCKiqVKipBiHKlzOdB2IwIB+3MeSkZYnwE7qR6LQI2a4ULUqpWCXxXw+DBRi9tqVflYM3EALtRC7k+q3bXw/DBUYQMOTZTkE6guom426Jq8/RD4hsdpVzRSFW8g343Rhx1Sbw4jRUnYS4sbrzHq9bdToyoFfFByqgVodOOeEuI6CLS6w3I/igWvKX7qRAXMZFxOh5hNhnzx/l0gul4xI8fDweYjkf89dlkjMVsitVijvVygfl0wveR7QkWM+IM9xlUL5drrFdbLJdrLgbYCXgv+YCjCNMMtLfbLbbbLe25Xqaq15vNBpvNmncDZMVAOwvYzGjiHwTs/4q//vV/IV944alsBLQlqHoRqiZBFVLZWJVbdC/QNA2GrsOxbN4eYptkCct3fYSVELWwjmF/iN1mRyrXtzd83Em1+uP+gfe3O+63Gy6nE06HA477PU6HA07HI4fr0+nEH08ZsL6eL7ieLynI3qzWWC4WPK5zuVhgvVxiMZtjMhwjanTQrrXQCOooOyWUnRJCP0C71kS71kS/E2M6mGAYD9Brx+jU2/z4Em0hCUohfLcE23R4m4kiaSlLOl01YJsOV4me7KrVOpqtDrq9PobjMSazGRarFdabDfaHPS6XC87nEy6XMy4X8jMg+844nc84nE7YHw84nE7YHfZYbTZYrJZYrJaYL+e0j7WDequOcliGYRvQTZ1WsAsoSkSykkRMk1Q+Cg6feDUzFXIFLlbtlIsSlMxgkOixK4r572Z9eP/e55WYL7kkoShJPDgoHQjEwPorV0H6hqL8AkXNQ1Xz0LUCFDlHKk1sSVeXkM99Qe71F+Ref0E+9wWF/FdIxW+QpRfI0itkKYkzJ1/no4qF4qP39ScuIs/AWqxaM7AWQTsMa2jUWw8igyydVLtErdbg+6vVOlmC9crwnRJ8p5TMGVCXBdY6xfyERR9h3ymhWW+h3xvwaWq2lLdZ73jb1na7x3a75ydGUWTfhsO2CODz+QKz2Rzj8ZR7tooSLxatVoeHI4iRwFGni2azzX8mzD+beWmT/U2Uy2UhGdJK9aqzqHaWiClJEq+yktWSHA/pYemw+fzrQzImiw5XVIlHiJM0z7wAxMzuT+aDlLKs4+UlSUnN+sD/CLCzw4/Zm7hnATSyrKIoJS0sKeu5TwD7mcsH6y0Xhzp13eQOIYZhk7932ooots2JHsyinoE2SwJW1CJfeStQr3Zy/ZJpX7QM3ZB5kJdh6lQaLEuD7eiwHR2Oa/Bty1JhUMg2KIA7rgHPM+G4Rup13ZKhmhKXYZH38PfzCjqphpMbeQW6SoaF2apvIpNWo214jgXXNrg8x6JwbaPkOTw2PA3YBLLLtAWD9TNne5pdJxludO0SF/HWLqHkh6iUqzzOmwF3pVwl2yUC1kFYRSWsolQJENL/M2KbSRw/SqUsZCeAzcBZ/BpFyH6mMKyiVqujWq0hCENUggBBGCKgwM1Uq1aF1ta0yCBinUB1s45Ws452q8m3GXBnhx6ZyOv1lFqNBlGzQT9eA20K2L24wxV324i7DLDbAmh3aCW8xff3ez0SCR5HiLsd9OII/V6cqWITa+KoHaHVaKHd7CCihQcWDiNaKzORto4h/VgJVI9HA4xHA0zHQ0zHQ8wmI0zHQ75/Pp1gPp08HMeOXcymFLBn2G3WHKwTwB5jMZtjs96mqtQMsNn1Ybvdp64j2WvJdrtLtX0wiGbAvd1ucTgcsN/vsdvtsN/vcTgc+L79fk+7ATbYbtf8cbtdP4Xt5WqO9XrJoXu9Xv5kD/Y//xf88uX/pxDyjbcIqLoEWStAM2SyrRZRlEl8dFEuQKUJXqwCwYIeKuUyWg0SNmOZpBe5Vq2h0+5gOplit9vjfD7j/vaGv/32He9vb/j+/oGP+x0f9zdcL2ecjwecDntcL2dcLxSoqRhgvt1uOB1PuF2veLvduO5vd7zdbqTaTX+47G5mt9thv9thu95gvVihF/XQbUXo1NuolauolasUrLvod7qYjSaYDSfcASVqdNAMSRW7HjRQrTRQpcvPJT+Ea5d4v5tluqmAFJWGTLA+OMfx4TgearUGOt0eRpMppvMFFitS3dvtdvRm4ojz+YTT6ci//91uh+VqySvY692Wi0H2fLnAaDJG3O+h3e2gUg1guw4M24Rhmwlkc1s/JglFqcirwsyDWfRhZgEsTKI/cyFf5MeaNIRB9HNmns9MP/LjFT8v2+b7ikXkCvknyiFXeCW+38UvVL8gV/wFkvoNkvoNsvYKVc9B03OQ5K/I5f+KQuEXyMo3qOorCoVf8PLy73h5+Xe8vv4FhcIvkOSvKEq/QlZeICs5yHKBR0I/Cytiw5fZKHNmmyfLScz1Z64OImizSjZrEXEcT6heJ3DNQJptM7gkMbtkf43OIYi2laIYZIvhHLbhwDYcDti9bp8PnLCTozgXkT0xbjcHbNb7lNarHZbLzSfaYjJZYdCfotcbI+6OEHUGiDp9HqbQbLbRbkc8ypdF/UYRSyWLOWjXag3Uag0hPriHIAhSgC22G7H0y0KhwM9zDMDJ7/Ux+TIL1WybJbAmke6a0IOfrUwnzhyia0h2yJI5mWTdTLJx62IFOzU4K6s81IUkV5J9sqrz/c88r9PDh3aqMs3+lhnYM09v5gZh2y7vNZdlFY7jPSQJiinAn1W0DcMQIFmHZVFoNkTrPAbZMnSdVK1ZcSj9fg2eZ8LzTPi+Dd+3Ua64CKsl2I7OYVnTihzCLUuFqhehGTI0Q4ZuqdAt4txkmGrqPbpWhKnLghSYuprY+AlwzSrXtmlAVxXeymLqMlxbh+cY8BwDvksgO6uS58J3HVrdFirZLpFre4J8OJYHx/Loaz4X218phTzhsOwHXCWvDJ+uwrLAmVKlAtfz4HrEw5rAdZL94Lk+z4PIVq4Z/DPIzr7OgJs5jrBzWhBWU73dooKwilq1jlq1jjpd4avXGoLqaDSI2q0W2q0Wms0Gms0G31+v1VCnydLsmE67jSjqoNNuod1qoknhvN1qotNuodNu0X0EsDudJqKohW63TUVAuRdH6HY79HmXb0dRm76nzeGa7WfvI8cL0eY0+GQ4HKLb7aLT7vA0RgbUzBObW+MNRrw6zuBaBOXVYsZBmYnBM4NsAswj/h4G0qIe3zfFar7Aarni1emk7YM8Z3DNriNspo7BNdm/40AtVq6ZNpsNdrsdDocDLpcLrtcrrrQbYs+5cIPtdoP9Ycu13a5Tc24iXDNtNivsD9ufA+x//vN/xZev/wtF+ZX6IH+DrJAJaVkrQNYKkJQ8DSp5Qa7wCkkpwnIsyLIM0zJ53HkYBmi3WujFMTrtNsIwQKNRx3A4wGQ6wWazxul0xPV6xdvtive3Gz7ud/z+8R2/f//Ax/0N7283XC8nHPdbHPZbHPY7fudxOBySCvbpxPedTid+h8K22fKAuHSw2WywWW+wXW+wWa25Z3bU7BBorlTRqjUQNVtoVmsYxj0Muj0M4wG6rYgAdrWBarmKsluBk+lNs0yPAzazQioUVLy8FHlcMrO0MgxSmQzCGhrNNnqDEcbTGV0eWWO32/OKPWuLEW80jqcT9scjdocDVpsNVptNCrKX6zXG0wn6oyFanTbCWhVuyYfp2DAsC7KqoCAXuBhgF2QCroVikYOgeMHmg4Kio8UnyvZ7/qjK9o8qly88wPVLPoeX/CsB7OJX5Iq/4KXwV7wU/oJc8Rfk5S8ZwM6jIP2Kby//gVz+F+QLXyArL8gXvuDrt3/Ht5f/wEvur8gXvqAgfUVB+op84VduZ0gqZhIKhSJXEk5CPKe/ffuGr1+/crGqaD6fWDl+5k2c7W9lkMIAmwQWNVJwna1os6VWNq3PLk5iNHDFr6Qq2WI1WwRv3ykhrFTRarSfArZYoSYnySN2uyPf3m4SMcAWlQXs+WyD4WCGuDt6AtgxGvUm2u0Oj7eN41hQj3tks8o1a6VptyN0uzGq1eqnVexsz3y6zeezvnrx+CJfTWEeycmgaeLY9BlgZ235xDaRZ4AttmU8cxV5atGnGVAoYMuqnoosJ4D9uWUekfUgUsFOQqCkogpdt+j8gMcBmw3rEocQ84dKqul6EuylKjAtg4pVpcUqtwZVUwSpDxVwsiqbALFYedYNGapehKIWICt5FIovMEwFpq3CtAlgk6q1DM1SYdga2TZk3iKi6qTFRJHzggq0b1yGoWmwTROWYXAZugrL0GDoCgxdgW1pvD88JVODTVtHWGU7LRue7cC1EjcsUeL/tbhfDNSp+JXUNlvx8p0SBWafJzeWSiV4nsfFhhizbSrPADr7+mcDjmJPdhDWUA5I5dwvl7lcv4RShbyftYjVas0nq31kRoXNrrRa7dTsyjOl51vqqNWrqFZDVKsh7QcnajRq/JGFyZFci6agBle70+SKojaiqI12p4XBoIdeP0YUETCP4y56/ZgMlw/6mcRB4v2cnAcT15Ck7zqJQO/FPdqGEvHWkPFwQKrYwwFvB2FtH1nNpxOsFvNMZZq0hjCtlwu+nQXs9WrD3UE+67v+sVYP7SCsUn06nXC73XC5XDgPsv2MH5Pq9hb7ww6H457PtzGxijapcG9T26fT4SdbRP70X/Drt78QwKbBJKouQVEL/OTCkv8KxVcoahGOa8ErubAcE67noFTyUK6U0GjUEMddjEYDxHEXw2Efk+kY6/WSf2Hn8xGXyxnX6xlvbxe83a4crO+3C66XE87HA/a7DY5H+gOgPyBWvRbL/Lvd7qFKzZ4zuH7sv9lgvVpjvVhhNpki7kSoBSGCUgW1IESjWkOr3kCr3kC70UKrRrwsa0ENFb+Cil+BayfpWCxogdkcJWllJvI5BV9/zeHrrzm8vJAAFF2zucF/uRyg3mghjvv8j430HG2xWW9TVUHumnI44XA8YXc4Yrs/YLXZYrneYLXZYr3dEe126I+G6PZi1FtNlIMAjudBNXQougZZTcdES4rMIfXb6wu+fnuBJMm82iS6IXwG2GLYxgv1CRf9ebOALabXZfWPADYB61wGsL8hV/yKlwKBbFbNzktfIak5SEoOspJHLvcNX379K75+/QX5/CvvQX95/YqvX3/By+vXVFUyqVjmeUBJoSBxiUEwPwvY2Z7Yz25M2JAjqfx5vM0oC9hirLhofVUqVRCGNVLlptaVzKe1Sv+2sxdh8XlQCtCst9Bpdh4AO3uCXCzW2O/P2O/PvHq9XiVaLrcUpNdPLZJIy8keo9EUcTxAHA8yEcAx2u0O4jjmMbmDwYDDNgsZiKIIjUYD1WqNOhDUku3HKQAAIABJREFU0Wq1+f4wDFEul+F5Hm9HyPb8pgFb4ZVdVsHN9iEz2BTjzFlkODnehCzrPwXWosTqdhawP7Ps++xvTNUMqIYJ1TBToM0fBXDP3ghm3SlEES9xZiNIVvBYQeF5siYLnUmDuni8OIhKftYaFFWFYZkwLAOGrUM3deimAc3QoRk6VF2FqiuQVYlKhqppiXSV7NeSQhITuw4W5dfUPlkrQLcUWI4OxShCMYtQrAIUqwDZyEOxCtAsCTqVqheg6qRHPCU5D1WVYBo6LMuAaeiJ+OwT6Qm3HQ22o8KyFJimBNMkPeWmocI2dQ7ZWdAmlXCxMm7Ds11Bj5DN4Jpd41gbmXgsO47Z5ZVKJT7IKAK275dSwCzqM8DOvp6FalGVoAa/FML1K1x+KYBfClCqkGHmMGigWm2iVmvxePFWq0sV8Va67OzKZ2rUm1w1WgGv1WpJWwqtdouPoliFPFE9BdkMpBlgj0ZDDAZ9xHGMbjfixQMG19lIcDFcpdfr09W9BLDZ6h2x6es/DDeOBoPU8OJ4OMRoMOBiA43z6ZQPLTJxcF4uSYVaENsnHrdcLLkl32dWfVkXkfRQJGG67XbL4ZkVXK/XK97f33G73XA6nTjzsePYsYwTGZizx/1+j8PxwFkyYUrSu73dbnA4/iRg//c//zd8ffmCopyjUds5WI4B2zFgWRodBlGhaRIsS4PjWihXSuTurR6i3Wny5Y3BsI/5fMrL6rv9hrhfnI+4UCeMy+WE8/mI6+2M29sFb7cL3t9uuF3PuJyPOB8POB8POOwJjO8PO9oeceQ9yWzIT2yfYD+g1BAg3Uca2td8SWCzWWOzXmOzWmM1X2A0GKLVaKaM4tlEcKNaR8l7PMm4NhkK0TUbxP818dNlS7rPlM8pUBQTlkkqkeVyiGq1gagTYzKZYz5b8mWQ0/GC0/HCl9r3+xMONNXyeLpgTyF7tdlhud5iud5itdlhvd1jvd2hNxig2+uh1ekgrNVQqlRgOjYUTYOsqlB0DYquPQD2ry/f8OvXb9x2TFzyzb0WODwzgGaviYAtgvZngP339Dzhjqoo/RCw81IOeekVL/mveMn/SivaxAdcUgpQVJn20hZo9PVX0jMqyVAUDblcHl+/fiPDaIIbRALTIsQk7hLJfolWtH+uReQzj2IRip4BdjL803gqEbRZBbvVIoDc7/b5cEyz3kI9rKcgW+zR9mwPjWqDD9GwyFoC2AkYzwQLJgbWrCq9WKy52EmShARMMZtNMZmOE00m2G53mEym6PX6qR5roi56vR5GoxGfEh8MBsJFiCR4dbtdtFotNBqNlI1hq9VCq9VCrVZDGIbwPI+3JTwO1D0b7ksAU2znSAA47a/NbsLZylYS2f73IVv06E7ONc8BO/s/88x3W9dNaLoJ3bShmzZUw+SPqmGmADvbepL8PRpPAVv8eYghNMwajn3v4iqfZfqwTB+2VXqQZfrQNQeayn52DvfRNiyyGmfYJnTTgG6aUA0DqmHQc5sKWZWpFMiqJkhFQS7y1TtFV6AaKhRdgaQUkZdyUA0VpmPCdEwoOrE6VXSFAL2tQTFlKJaEgvYCxSpCtSVoFunLNmyVPJoK98pOSVdhWWZKhknaXWzbgG0bcFyT9nvLMExSGbcsFZZFWmN+BNieY0NTyCwMg2zPdgS5qdUqlvvAADsoBQ+QLZ4TyKB+OtjqGWD/yHIvC9g/qliLq28BBWjXD+B4Fbh+AL8UohzUUQ7qJB22UieAHTbRqHc4XLfbvVSbWbsdo9WK0Gx0uAh8Rz/c/xmYt1pttNsdtNsdtFptrmazxfcTEYhud1rodiName5ToCatH6PRGKPRGIP+kDsmxXGPhv2NMB5PMJlM+bmPpRgS2B7xFhEWyMX6scdjEkE+HU2oAcQI4+GYb7Pn4v7xcMzt95jlnqj5dI7VfJnSerHCZrXBdr3FZkXacplWyzWH5az/NYNrEbJFkWOmWC6Xqf5qDse004EVY1nxlXU4sH1p276k+JqG6m1K7Lj9fv+TLSJ/+u/49euvkGXSe6uoSduH69ipnq5yySdtIO024riLwbCP2WKK+XKG+XKW8m0+X0+4vl3w/v2Ot/sN17cLrm8XYjl3OuByOeF6SyrZDLxPp0NK5/ORAPn1gsvlzK3q9ocdbm9X3N6uuF4v/L1kGPDIn7PSP9OBVsV3W9Iqsl4uMR6O0O/GiNptPg3MJoSDcoUPbDKfbFMz4VgeB2x2EWQXVOahy2CaXRzFC6RleiiVQgSVGqrVJqJOD8PBBIvFBvv9GefTjVSqD6QKeDpeUxIBe7neYrFaY7Fa8+35coXpfEHDPaboDYbodGPUGk24fgmm43DAJhcfhbaNEHB9zeUfqsvZSGaxov3MJuxHFmLPLMWe9Y/+44CdQ75YoL3YOeSlPPJSHrnCK22HKUJSFNJzWlRpSEayDC9LBoUhclHXVBuyZECWDEhFXdAzIEq+dklSuF2b2MObOCYkzgrZ0I9nbg+J/7XLB5XYBUys7IgVbbYcmm0jiWgCWL/bT/mnthptVIMafKcE23AeKljVoIZmvYVuJ6aAzayP0olaTNvtDpvN9pOBRuYiMsN8PnmiKZbLBUajIb3gRA9iFxQRsMUK9mg0Qq9HerPb7TZarRZfAmZLva1WC9VqFaVSibeJsGE7Nsit6zrv0SZuI8QHO/v/zlrBxPMBO0ZMNhRXurJ916IntwjYimIiG3QjgnO21UqsXmdBmbt6mGmlKtqZ9iQRrpmf9Y8AW5QYcJKEmdgwdA+G7sEyS7DMEmyrDNsqw7ErcOwKbKsMyyxB11xoqgNNdaBrLgyDgLpuOvRrZzcLDhf5Xgwomk5lQFYNKJoJ3XRgWC4KEmmJ0U0bhuXAsJyHn4lhOdzbWTdtKJoB3bThlEpQLQOKqUF3dCimCtXSoNsGDNuA6Zjk0TJg29YT2YmbjyjLgkWvv6yNhTiiSPA8C45rwnEtuI71KWCTnmyHZjckUM0q2UROCq5tgzwXAZu1kIntZOx5NahSu70yh+zPAPtZP3XWHYSB82dVa7FIEIY1hNUGqvU2ao0OVyVsIKw2UQkbCMLEA7/ZiChUp9VuEzUbXTTqEZqNLlerGaPVjBF1BuhGQ96mFndH6PXG6PVGKfBmoN5uxxzemeJ4gF5vSFbfmOgqXLcbY9AfckemBKgHwmD3mD8O+mMMBxMhZnzMW0NYUYGcD0m8NwPUyWTG0xDnc5KATdKwV5hPlvxxNp5jPlny7dl4jsVshdV8jfVig81y96D1YpN6jT1fLzbYbQ44bI8kGHC1x3a1x25zwG6T7q1eUuAWW0RERxFRpB1xw6vXYgtxVnygMTPk+Ayes8pWsEmxdvOPAfaf//wv+Pbthfu5KooKy7LgUTeQil9CUC6jGoRo1GrodiIM+gNutr1aL7HcLLHdE7DeH/c4XY64f7zh47cPfPz2gdv7DZfbBcfLkfs5n2k1m1Wy7/cbrrczB20RkkVoJhXtg9BqckkB9vl8xOG4p2BNGtd3O9LIfjjuKaBvsd9tOWBPR8TGb9DrI466iNodWsVuc99r13I4YEt5GYqkwTDcVNqaCNPsoqkoZupiKVZzyuUqX8Jqt2PE8RCTyQKb9R6n4wXn8xWHA4Ht2+0Dt9sHLuc7Luc7TucbjqcLtjsK2MsN5os1FssN3V5x6F6s1pjNlxiNp4i6PdQbLZQqFVr1SYu3j/ydpMHPlpA/sw37e3D9s8vdImDniwXki4UngF1ErlBArlDASz6Pl1yePy9IMq3QsaVsDYWCjkJBRz6nQioakCWTXMgpAGiqA1kyIUsmpKJB9Sy+mvWeCjccUhIyk/b4TUM1CwNhFe0s1IiuIlnbvmxYgwjTbKgxPeBHkr7EJLB+t49Os4NGtZHquxSXi9OA3SdwOx3TyWpixD+bTfljdgZCFIPrxXKK+XyM2WyU0Riz2QSDQY8CdielOI65fZ+4NDoYDDhcs2VTssSaVLJZ0mWz2UQURajVarxNhA3ZWZbFf2/sxohUt9M3QAy2RReQ55aLSfuDCKGfAbb4GgP11HEy81lX+cqKmCzL2peS/+FkeJilI2ZBkm0rdMjx2Y1e0hrzmNTIbiLEx89i03XNgaH7KYmgLT5qqgNFtlP/m5ruQDdc6Ab9ug323E3v5/DswrJ9WLYP2ynDdspQdRuG5cF2yjBtH4blwbC8zMdxoWgWbKfMXzMsD44fQLdd6LYLwyHSbQem41I5MCwLJr1he5TDZyrY/z6RnbrJS6raJmybwDUD7OdgzQYePVT80oNYjoXv+vCdUgqyxRaRoBRwEaCuoR7WUQ/rHLCZp/XfA+zPHEGY2DBirVpHGNSeKvtatdpAtdZCvdHmCqtNVGsthPSaWq02Uz74YdBArdailew+2q0BWs0eWs0emo34Qey1dmuAdmuAbjRC3B2jF0/Q641TbSftdi9VIe9GA/7YjQaI4yHfJuqnbPQILCfR4ASuR+j1Rhj0J1zJPuoIMhylAJsVHCaTdH8zS0LkMzOzFVbzTUqb5R6r+QbrxRbb1YFvb5Z7bFcH7DbHT7VdHVJaL7b84xy2Jxy2J+w2R/642zy2vmaHGkU3kewxu10yc8eq1WyQ8XK5JG5rQr/1Z8D9M3DOjher4T8J2P8DLy8F3vNGKmRk+jgol3nbRKfZInDd62M2mdFBvB33Yz5eTrjcrri/33F/v+Pj4x3fv3/H999/w/v3d1zfbrjd33B7u3KIFgH7/f2NA/blciLez7cz9oedMAF6SrWJnM8n/gMl+xKAZtOgDLAPxz2H8N1ug816ze375tMZZpMpXRKZYBAPeMxpWAnh2R4PpFEllXoEqw8XRqmocUutZ+lwrP+a+IqWYZkOSqWA3sU30GpFiOMBWV7fEsg+HM64XG5c59MNp+MNu90J2+0Bq9UOi8XmidJ3hNPZglqfDdBuRwjCKo+ytV2Hy7As6KYBw0yHm4itCUzPvHV/BrCzx2QB+2cq30VJ5oCdrmLnkS9KyBcl5ApFvOQKeMkV8ZIrIpeXkC/KKEgKipKa+t2IfsOyZEBTbeiaw/VYxX7eL8sAO6n0k3jyrE0fi0oXq9PZ+Gg2oJYNm3kG2J85iojicN0b0CSvBK6Zl6rYjx1WqrySxS60DLAH/WEGsBPP0Pl8SgF68RSuU4BNK9gEqEVNaPU6flq97nYTGyo2Mc8qQYmSyfp2u83hmoFBq9VCFEVoNpsIaMKc2CoiBq08tIhoeiqci4A4C0tR6UqFyauRicNFAuXMji8L1lmJgJ0MPMp0WFLhg7ZswLZQKGb+zpIERv596EYKsE3bTVeytccbCfZ3ygJMWIsHA23WBpOF6Wdx3eT/ilSvn0G2oftw7IADtixZHLDJ53SElhEC/CZtQWH7TYvI88vEVq4UwvMCuG4FrluB41Vg2j5/zEK2qtscsB2vwl8jx5Zh2BWYbpCS5VYIwLs+TMeFZaedUZLt5LzKIJtsp491HJtDtefZiT5xERGt+ojfcyIG18xdhN1IM4lQLUq82ebng0r4U4At3vyHIQXkTFW8FtZRC+s82I2J7WdioF+lwF2rNVGvt7hqtSaX+LxcDrnCoE6guJkG6M9Am70edYZccXeMqDNAq9VFsxGh3e5xMah+BOpBBrb7/FycVKMnQtri+AGu2cfs9UaI40EKsMVhx/F4jNlsnmqvEAF7MplhOpljNl5iNl5iMV1jNd9wqN4s91wMlLNi0P1MDNQX0zXWiy0H68P2hOPujOPujMPuhP3+SFfp09rvj0+VPu6YgmvmFHK73XC73fD9+3c+5CiaYYjPRetn0Twje5z4flbJPp1OPwnYf/o3fP01x5fyLNMlSzl+GWEl4J6RnWYLcRRhPBxhtVxhv9vx4JP98YDTmQD27e2Gt/vbU52vF5woCF8u5PF4OpA2j9sF1xtpAznS1g7WznE4HrA/7HHM/EDZIwPspCVky30NWeWaVbxPpwO22zVWywUWszkWszkH7OloivFwwiG72+miWW+i4ldgmzaFbA1yUUaxID+tOBVy8lPALhYUFAvERcQ0hGqFacP3SwgqIcKwika9iUF/mLI9O52vwh/fiducrRZb6rawxmK+SWk+owMBsyWmkxmmkxlGwwn6FLBr9Tr8cgluyYdfLsEvlzhwm44N23VT1krPlvqYnRe3+xL8dIsUYouSimeRymLU9GegnnycZ5K5D3a+WMRrLker1EXkizIB6SKpdufyiQoFGUWJ2KPJRQ1yUUMxr6CQk1HIySjmFchFDapsQFctqLIBRdK52Hv+s4AtSTKpIuomGdoSKoz8RkVigK3zqqNlsuAZP/V7+Sxshg3yMM9oEbCH/SH6dJsFHTRq5MJWKQck7ZQ+hpUQ1aCKRq2BqBVRwJ7QkJl5qkWE2SeJwTJZsTjaxWKeSspimkwntKc6sd9LK0avN0Qc0+AEugyb+GQnFe047qHZbPJBRwbTjUaD92IzRxGxVURMLkzSBlk1WIYsF4mUAreDI3Z8ZJvBkG0b/DXy8Z7/vj9T9uYz90qCcMRkQxJsU+BizyWpyKGfPWqaSgHb4jIsm29ruvngIiLe5Nm2C9vyHgBbbIER930G2KbuwTJ9mLrHn4tiPdiqbEGWTH7TaxpUuku32dC4R/al9jvw3BJKfsDTCV2bJhK6FVgUqll1WwRsjQK2Zftw3ASwNd2GZvgw7ACWE8JyQtheFYYdwLQrMO0yqZS7iQ1hGpodOI4rADW5FiRwTdpIRMD2fTcN2B6Fat/5RC7CCkkcZBJTHxlkM3CuBtVPAVtcyWL7wkqASrmMCv2fIZDtcTEXkaASIgyqXNWgys8n4nmFVcdFwGb7ksp5lasW1rnlHhs8FG34svuSAcUWbe2IHtpAarUOGvWIK+6OU4o6A77djQa0LaSLdjtObXc6PXS7/ZQe9yUJiwyuWQsHq2DHcVoMznu9Efq9IbXgG1GwHnNNxhM+BzOfkR7n6WSGCeu95oC94FrON4Qn5puH7cVshfl0yY+dT0kFnLWEbNf7lBazFWbjOZbzNTbLHfbbIwFq+njan3E8nH+Y0H0+X3A+X1L7UsefTjifExGYJrN6t9sNHx8fuFwuSTDh+Yzr9YbrlVg4b7dbwfr5isvlisPhiPP5gv3+QFzbjmcenLbb7bHfH7ChYWr7/c9WsP/0b/j2tZCcFHULtu3CdTz4jo+wEqBRqyJqtzDs9zCndnuH/Y5bnBxpG8fxROK9L7cL7h9vuH+8kf5rCs6Xy5n0Xd9Ia8ftRmD8+nbD9e2Gy+2K4+mI3WGfilvebLfYUcBmkH0SAmYupzOF/T1vB2FV8v1hK/R0H1N92JvNBqvlErPpDNPJlKc+xlGXq1lvoBqEcC0blm5Ck1WokgJFUnnEuiJpUCQNclHlEvexRxY8Y2gWTMPiS4GOY1MXljq63S6GwyFm8zkWqxU22x022z022z22uwPWG7J0st8esZitMZ+tMZksMZ+tsVkfsN0csVxuMZsusVqsMZ8uMBlNMZvMMOyT2Ph2O0K90SQnxXIi4mdahu06QsRthaZm1VKOFJ5fhuOVYFgOvyAzL90ErjVIsg5ZMSDJOt+WFQOqZnJLMNF7V9zHPp6oR8gm4svlsoqCRCt8UvJ7UBXyeyoWyM2RlJehFjWoRQ1yXob0KkF6lSDnZch5GUpBhVrU+H61qEEpqFxSXkn1bnP9ALCzoTOsokgSAhOrPwbhCdCpPJCDxZ7bts2DHMIwfLCcYrZTbOgmiiI6GNgn4NlP1O/1iX90J0KjTjxig0qAUqmMSrmCoBIgqAQIwxC1ag3tVgdxPMBoOMdkssJsusZ8tuFazJnVXmKrtF5taC82G24hFW4C2gu+TYYdCbgPhwSUWYWaDTqSyvWAL5dmL0REA/5e9r6o003CZihcB0EAx3HgeR6vyPm+n4Ih27Z5D33iKJLAtazkubWbopIUQcMk4SS+b8MwVeiGDEkioTSKosJzPVpdljiosyRdFurF9vMAKGGbHcu8tcnQbpG74BDXG5JpQAbqjNTnIZV346kdHrfEy8C1uJrFKthZoH4G2GJFm+03dQe26cI2XVi6A0OzYGgWdNXk22y/JhvQZAO6SnzZbdOBbbgwNFvY58I2PBiaDUOz4VgeP9bQ2Me0YekufKcCz63wBEOTphmapvdUjlOG61b4DYVt+bCdCky7AssJ4LghHDeEZvjQDY+3qHh+Ga7rPwC2R72iE/hO+q6JaDuIUL1+qGB7NjzP4t7dTJ5nwfMsuK5JU5hNBGUPQdnj8F0puaj4Pip++VMFpcrDc6awEiCsVFApl1Ji0eJEFVSDkKsW1lALa6gGIcJKkPr41SBEPaylxI4j7SykXZV9/opfRsnzeZAMMyZ4DJMhitodrlajhSYFbbZiPBxM0OsN0Wx0EFTqCIMmWs0YcXeE4WCK4WBKbUL7qQp1J4rRiWK0Ol00WxEazQ4azQ6arQidqMsVdWNE3RjdXo8/70RdDtRMSfWaBMMkUedJyBbbHg7GvBg4Hk74NX4ymmIyIsOI8+mCi702m8wwY4AtuHYwEGePi8UaU2q6MJ3MBc0wm85Jci89p69XG+56tlmTEJjtdkf7pHc47A84ny447A84Ho4Ukk+p6jEplhLQ/dF2onQrMWsjZjbQzEWEgfrtdsf7+wc+Pr7jdrtTkD7ifLrier3jdnvH/e07brd3nE+kU+ByecP1euf72WuHwxkf77//HGD/6Z//FX/9y69QFQOqYkCWNHJCVQ34TglBqUJ7rzvEpmUywXa7weVyxmG/xfG4S7V6nK8nnK8nXG5nXN8ueLvfeLVa7IMm/dOk4n25XTlgX25XHC9n7A57bPc7bPc77A4H7A4ksZAB9uV0TgH28XDAZrPibSGidrsNBeo1FgtiGk6y6FdYr1cYj8eYTiaYjMc03WiAXkw8IqN2G41aDb7rwjYtWIYBU9NhagZPumNtI6R1RIFcVFL7mKQ8iaDWVYNEq9M4YsMw4DgOwjBAs9lEt9tFfzDAeDrFdDbn/dQMtne7A/EOXmyxmK0xGc0xGc2xoHeeq8UW8+kS6wXx+mYaxAP0un102hGazRaxKKuUefWaVbMdzyP+pp4npHCVUnI9UqExLIcPRhUkRZCKAgNs1eRSNIsqsQf7TJKiIlcoIlcoQlJUSIrKq9PSJ1U+RdFpC4iCQq5IlC9ysOaAXZCE34uEYq6IwksexVwRUl6CQuPCRSlFGUpBgVJQSNX7PwHYrLooVh7FJEr2GqtSshYDEupELsRBUEG5XKZ/NyQggVVkWb9xq9VCu93mgM0cNsSeZTYIyKzrarWkyssGmYIgQBAEfJWl2ehgOJhSwN5gPttiMd9RwN5isVhnAHubGWZZUqiep6JuF4sFH9JJ+hEHiX8rDUwgAz+TB8BmvY9Rp8eDdcShz8RdpcZ7scXvj33fYi82cxQRB1VZkiBxhZA5RDPAThIEVchKHpomoVB8pYCtJC0oqgRFLZLcAWrjxj4G258VG3pjlXIWqMLgm4SF5am9ZJ7eBFClAFvsLc86p+gcrD/1wM5UrsW+7GeAzY4x6Aqebdp8ZVBXdeiqDk3WoKs6Tw9lq4ZMpmbCNm24lgfX8umjC9fyYBsudMWCqdk8ICkJSXLhWj5sw4VNZ2BYTDjbfibb8nlUuDioaRgeTLsMmwK261eh6h5U3YGq29B0iwao+PzvKAXYnssr1LZtpvqss/3WzwDb9Sx4JftBLk2bZKmUrmug5NspVUokBfJZj/ZnCsrllCq+j6CcKKyUM3Hi6ahypmpA4dwvwbMdVPwSBewqh2oG5QTkA/46k7iPtLCSNMVsSwxLWCQR5i3qDEZW5Ou1Oj+XtdvEFSQMq7TtLkSt1kqdU7LDi50oRjvqcjXbHdQaTdQaTdSbLbQ6HbQ6bbSjCN1ejE7c5Y+duItunFSws2Ew2XOeKPb6oD9KATa7xk9HZCVehOv5dJHigPk0cXtKW6OmlThCJcey8zZx3yD8lHVpSwYCkzbiy+XCnd+Y0sCc7qF+ti12LJCC7YmLFW5ZNfv9/R33+x232xuB6/t3fP/+O3777W94v3/H9frG224ZPN/fPnB/++DPs7pe7zifrjgdL/j+/W8/B9j/8qd/wZe/foGmqJCLMgq5IqSCDLmoUOsenw84Ra0uRoMxVssVTgfiVX3Yb3G5HnG9nXB7O+NyO+F4OWK73+BwPuB0Ib3WYvvG/rCldyBnnC8XnK8XXG5X/ni8nHlK4e5wwP544jqezvwOSATs/Y6B9OZhuJH1Y282KywWc6FSNsZg0MNkOsZ0OsZ0QkCbDEcN0KGxpc16DfUwuaP2bIdeDPRUX7YI2J9BNnuPTq2+mD+u4/g8ArtWa6ATddGjTg3T2QzLJYlQ325JHPVitsJ6scV8ssJ4OMN4OOM9VfPJii7rJP9crP2lR63Zmg26LE4B2y35cDwPfrkE23Vg0T5UMbI4FWlsO6nJe2b1lQwWuQ/DQmJfI5v0/78N2Jpu8up3gR77Wihy5XgPNgsMUVAokv7VV+pPnc8XUCiSKHZ2DIlkL9KKuUIdQx69ikUnkR8Bdj6fw8vrN3z79iteXr8hl3vhIqmApPqoqDIsy4BlGTSNToVtm/B9F0FQRrlSQhhWSHoYtX1qNuuo1QlAipZ0URQhiiI6INhLBbREUYR2u819XRlssraJcrnMh5/ZisagP/yhX6k4ES4CtmjRl427nc1m3GZKrOiIlR2ynDpNDf6w/kbiDsDstzopqBa3a7X6w/dKbiCS3lLmjc2g07IsDkiOY9MEwSRNUGwREVtGZKUAXVdogJcESSo8VKdZlDoDYnF/ViwGnIF8AtxEDNRJhDgR20e+LpUDdhask5aYR8B+ZiX5bPuZ0h7XNlnB001aqNCgySqXrmowNYNLVzV+DNtn6VbK+aLklWFqFnTFgKlZqZAkdpxLq9omrWaL1oGGAN30gDYLAAAgAElEQVSfAbZosajpTgqwHTdMATbrDScrAsnPmf0NOY7NK9QMsLMV6s8A2/ddeCXnOWD7BLCZPgdsN9WznbiFJc/TPd2PYhHtQdnPwDVRvRo+qBpUEJTTwC4CNXvOYJq5ebUazVRVmsAzEYs2F1WvhojaLXRazYdjWo06Ws0GyuUKqtUadxSqVms8oIZVt9vtLppN4hTCwlrabVqdjrukKh130Wy30ep0OEA32y104i7ifg9xv4feYMC3434PvX4alpnEnmyxwPDQTjIYYzqaYjQYY9gfcagWQVoEalGL2ZJY683nPIPgmbKtf8xBgyhhKjGQheWdsE6BbHtu4gx3Sg0jZtt+GVQzseAY3mf9dsXt7cINMt7f3/D+/ob7/Q33+x3v7+8Est/ecb0SyL6/feD9/p1C9J22jCQf/35/4z3cbPt+f8P7+51+3Df+Nf/2228/B9j/48//ity3V97+IOWlFAzqiglTs1FyK6iHTcRRH6v5Ctv1Btv1GsfDHpfLket8PeF4OmK732LH7PFoOwmrGi+XC+z3JDL9dD7jfL1yHU8n7A4H3g5yPJ1TgH04nnA8kd6cM41Kv5wSgGe58mLGPPtDYBGY6/UKy9UC8/kU48kQkylxLWD2YLPZFKPRAMNhD/1eF/04QrfTRqvRQDUI4Lsu/XmRqkoasGWuR7hOKjGqMOhkmTTVkQ+DkDtrNrhF+lqXJBxntcF2s8dqSXqjJqM5RoMJhr0xhr0xRoMJJiNirzOfzjGbzDCfzrm/JRloI3GqAY2VLVXKKFHQ9sslWI4NLXNR4GBNwzgM00xBNbOzcv2yoAocr5yS7fqwXR+OV+K2YNnAC4WGYDDIlhSVbz8DbHEISxXgvCApyMsKXiUZr5KMb/kCXiUZeVlBUUmCdgqyxIclmcQBSvF5QZIhKSofknwMAsm6oEh0CC1bwc7zOG2mbOQ2qzYmAEcA23EtlEoeBWyfAzZLAWs0aqhWQwrCVd4+wiBb7GVmYM1AXIROVt1lw39stcX3fQRBBXEck3aO6TjVU836r0nFIwHspeh9OpvTafdELDCBJZGxC8vTC8yILN2y4R8G1mKQxI/Cd0joTC1VrWc3EmEYctD2fT91g5lUtk2aHqhTpwcTmqZCliUoqgxd1zL+xiaNSVdpe4nEj01aPJJ9mqamXhPFosB1Gs2d9VgWYTtb+WbtJZZlPgC2mGCpKGoKsNkArmgtqak6l6JoqW3xeTZy3TAsGLoBU9Ogqyp0VYWmKFAlmXo3J1HiZMVQ48eybUs3YekWLN1KsgksF6Zmpvax/axazt5j0sFIFmbDtrMigF2C55bhOCXYlg/DcGGa/lPA1g0C2Swgh8xYJG1ez3qtWYuI5znwfQ+e58DzBAh3bP4ak1dy4ZdduCUnLdoiQuz8THie9dCfXSm5qJRc+K79SQrkoyvJZwOVImDXqwHq1UAA7OBBBLB9DtlhpfIgVv1OKtGNlFqNJo0nb/xQUbuJqN1Eq5kGbPJ6k58b2+02t/FkFW1WQWYBLcRWr4d2OyJuTN0YvcEAw/EIvcEgqUz3YsT9PuJ+H91eD3G/j95giNFkgv5wxB8Hw8figVhEGI9nD73ZvJ1jvsRyvsJsTNo+B/EA4+GEgvPyacWa2PKtsJqvsF6saVT5ZwPoiwfN5/MntnXbp9rvk/k8AtJnbrOc6MKBOalKp+fqsoCdhu5L0m58O+N+v+H793d8fLwncE0r2NfrG4dsAtZvtO2EfE0ioL+/vz2A+2+/f+C33z/w/fs7d7v744+fbBH5n//ybyi+5GHrFgxFh5yXoMs6dFqZ1WQdpmbBd0qoBjV0OzFm4xkWswWxStnvUz/E6/WK05k0lx8OR+6Fu9lsefM4EZkKPZ7OOJ0vuFxu/PFyufH9pzPxfGa+zwe6TSrZJ7rccODVapYhz+6sxDss8Y5rvV5ymzCm5Yo4GkymQ4zGfQyHMQaDGINeF4NejKjdQjWowHNsWIbBKy6qpHDJRYlL3P8gOnCk6xps20KpVEIQVIQKWgW1Wh1Rh1SyiU/mBNPJjN+BzqZzrJZrzKYLDPojdNpdRJ2Y3wEvFkuMh2NMRxPeU97tROh3e4g60QNgM8hgPaesqsWWkdlSsqIoULXEP9bxSvDLFVTCGio0wrYchChVKihVKqkYW9cvwaHtJaL37jNlPWlTiXMZn14xoY71cGcBW9zOSRIKciIG01nQfsnnHgA760KSVsZFRUpSABlok1aQHK9e6brKK5vPqptkSV/lj7Zt8kpWqeShWg1SMbsMsBkkZyGbXVBERVHEh/2yFWyxJ9nmKxsmms06ev0uRqM+xpMBJtOh4Cgy4xUS1iaSChYQAJulMLKgGNIP3uUXNaZ0xWfMK9ciXDfqHdRqbWrTlU6zTCu5AWGQzZwQgiDgP68wDB8cEkh7h8qjuzVN533LbMVD1w06kJoMsjHQkmUl9V7xPaLY8c9E/jcTFxMmPsQoiAE+gXeF3gjITyvYJHwpj1wuz6vPzOHGcTwO2OT7TYfwPDiVCBK/L8MwYegadFWBrirQFBmaIkOVitAUGbqqwDL0lExN5ccTidVsk8/IsKq4bVrwbBe+68G1bNimxY+1TTIDQywTk++PiVnm2bYH2/bgOD4cx4fnljhkW3YJpl1OQbbtBNANH6ruQlWTlhjLdOE4PgV2j7t1OQ4ZJCe92C58nyQkihKPYUPnvk/SE92SB7/sc7klD54A6J7nwKMZFiXP41XqRJ8D9M+q5LkIK+UHiH6sZj8CNnst3btNWk3qYcgr2Kx9JGkJIRVsFkHe6TTR6STA3e120IujJBWx1UC9HnI1m3V02q3Uyh4LqIrjHg9jIQ5FybmHQXe3SyrQw/EIo8kY/dEQcb8nwPWAqzcYYTiaYjJbYjSZYTpfYTxdYDJZ8IHFbJvboD/GaDRNha6Iabnr1Rab9Q7z6SJVwWYAzSBbrFgzsN4st9gsSTaB2Jr3I7E48jRc7z+VOCR4Pl9wuVxxvd5wu73RXmrCh1lbvWcV7KSifOfbBLYfAfvj406rzXd+/P0taf1gIozJ2k/SMH2/31L6+Ljj9799xx9//E6h+o7b2wW//+37zwH2v/3p35D7NQdTMaDkZBRfCjAkAtislcHUTHi2h0o5QKvRJr/QyYz7FO73Rz7lycJRdrsj9zQkvoVHbDd7bDdke7dLIPt8vnJxO7rMtgjaHLBPJz64uNmseJV8Pp9huVpguVpgRavVq/VK2F7y17fbFRbLCeaLMRbLCRbLCSbTAYXrCP1+hH6vi7jbQbvVQK0aoOS7sE0TlmHA0HQO1FKhwLc1ReFJWrqqwdD0lExD5312DJZ830W5QkC7VCohDAMKRB2e4jToDzCfzjGdTDEYDKiLwwKj0ZgPcxE7HuLuMJvOMB1NELU7iKMYUbuDbidCp91BGIaoBAH8con3XGetyp71ZyqKCk03SdXa8VGqhKgEVQRhHUFYo6qiQgFeHKT0fJ9aAya2YBpNlssqC9iiNMHOLuW8kRmILEgKckUZOaFV5CVPPLGZCwlp/yjw/mf2mO2LJpK4C8l/FrANk/TxioNpDKwZUJMhtmSozTA17ioQBGVevY7j6IeAzVIMRcBm1WsmskyaBmzWj8z6dRPQtlCthoiiFobDHkajfgqwWRWbSIy4TQB7NptRwCaRwKxlhdnwRZ20SDADBe5IDIzoccusRr2DathEGNRT9mDZUIswrNJKfIBarS64i5RRLlf4frbP9314LhlOIwOBjy0TiT+8xrdFcGPhMJpqwLY9/h62kpV10/lMvHqsPW/zENs92DEiQLM2EPG9YhWb/I0WHuwhxWh4Nj/yI2VvzMWvS6UgrSlSSrqqwNBJDLhlaCkZuiooqXBbhgHbNOFaFq94q5IMz3HgOQ4/V6eq4gatpAvKhr5kXyfuSSF8j9j8WXYZll1OKtiqA033oBs+LKsM2yrBsUl7ie+FcOwyd0axLZ/2+wap4Ci2nRaxdfW9Cpfnk4IFK16wAob3BNKJW0hmYLFcplXkR7HWj0rJ+6k2kWpQQaNWRaNW5W0gn7WLJC0iJQ7TjVqIejVAUPb55w0rZPZLbB0JK6yvu4a6ED0uVqDF8xsJliKzKaKaTXoebLXRbrXQabcRddjKHg3Roo5b3aiHbtQjrku0ZaPfI1HkYstHFrB7gxGF6xlG4wUmsxXG0yVG4wWGoznRIFmF6/XGNMhmiOFgitFwSpKdhQRDMnxI2+4oSLPWz/l08SlgP4NsEbA/k9gSIsI1K5AyZX2qGdexLA+xReN6faNslwbrnwVsBs93avnMxID49pYc//7+jo+P7xSyE73fv+P9/YNXut/f71wfH+/cYppt//HH3/C///cf+OOPv+H79++43W7444+f7MH+f//1/0PhawFaUUfxG3FMsFQzaRFRddimBd/1UClX0Kg3uZ/ufL7EZr3HdnPEdnPEbnsmj7sT8WneHLDdHLDfn7HfnrBd75MEIMFEnP0y2C8kC9tJVZvANfNBzCbz7PcHLBZLTCZTzOYLzJdL/rhYrbBYrTCbzzFbzDCjwRikJWSE8aSP+WKM+WLMnzPAjqI2Op0mGo0agqCMUsmD5zqwTCvlLFDMWLFZpvWpbDsBa8e1eBsAW/73PAfVaohqNUCjUUWr3UC700QcRxiNhhiPxzSxbkCtzqYYjyfo9foYjcbJEv1sQW0Hh4haMTrNCM16E512hKASUieKJO6WATazKuMtIZkLkmk6cN0yPK+CcrmKSqWGIGggCOuoVKqoBCGCsIogJH3erDru+WyqnnjUJhUx4kQibotKLzGn/aLTQKtQACZ98KlEyTwZeMy9FlDIFaAUpZSkfAHFXB7FXB5SvpDal7xWQDFXRDEnQcrTgUkhKv3Bs1sA7KT/mgB2uuc6xwGbgTRrC2GVa1a9ZoAttof8I4DNerGfpRuKgM2q12zQTxzyIy4mZTQadfT6MUajIQ+ZIZWPVapqLV4kWNTtYrHAeDzCaDTAYNBDrx+j1495cmPydYoRwxEdSoo4VDM16p2/C9hihHy5TIY2xah5kigXplQqVeD7Je7/zn2LLf/BJYNEmBvUv9rg0jWbW6FqqpV67+f+18YPxFox1CdWgol9nyzLKej9EWCz3zN5r5LyZn+4ofi/ANiqKkHNOKIQxxNyLjQNLSW2n8SEG7yybWr/h7T36nIjPbN0f8uZWdM9rWnN9Kx1plVkGtjw3hsEAt4jHW0mM5OexSKLpZJa0793n4vP4IsAkqLWudgLQABMlpQg8MQb+927A1UmxzRFhtLtoNNswNQ1GKpy8HWqolT2S+oSLXFkusxSlUi1t2EQWFYUC4bhw6CALXVNKLVWStPwYBpepZ1SU21YpkuyuSlAMxuKrtsCTHuwTH9PpuVBN4kNj0mn/10iiNumC9fy4Nk+PNuH77CYPI9bMuoLjLtFRptPv7+3/MgWCuMwpEuID9s+As+rLElGgccB23cdwddtVxYed0uSu5i+JMm5PzrLil29eZLzPgCy4Jzz4+JzaZwiDiOEgej1TpElOe8FKGjrbVkMquqT3RUG1kyD0RiD0QSD0ZTD9WyxxWS6xmyxxXS+wXiywniywmRMNB4tMRrOUZZkp2Q8mmM6XWIyWWA6XexNskXAZlAt6qHj9Ql21VO9r3qrIbm9qID0Q3nVjOfIEuE1Xyzc6cUeXItLjSJYM1jewfXOE8180kwMzG9ubvDmzRsKyq9w/fIa1y+v8erVLe7uXuPtm3d48/ot7u/f4P7+Le7uyO2b1+/w5vU7vH3zHm9ev6scu79/i9tbsiT5/v3HHwPsf/2nP6J93IHcVNA+7qB13IbW1WBqFgzVgK7qpNGRbtr7fgDfD1AUJaaTGZaLLTbrS2zWl9hurrBZX2C7ucT52RMK3U9IfNzmkgeXrxdbrJdbOs2+5JAtnvWI02v2S7m8fMp1dfmEx76cn19gu6lWaa5WGyyWa8wXq71Ww9l8jvF0Qpa9BgVGoz7GkxKT6RCT6RDjSUkn2AX6ZY4sT5CmMeI4hO+78H0Xtm1VcnLZlxkpd2jtfenVv8x2KQREHQpVCoNsx4TnO/ACB15gI4w8JCkB7V4vQzkoMRgOMRwNMZ1NMJ1NMB6PMBgOaKPTBOMRWYIY9kcYlRPkSYE8KRD5MbIkh+OwiV1V4gRboTBl0EuUhm5CUw16ydThde+slpaBzW5aGHLLC5sEssvm4lSMNRiyL/NDS1M/UmzDvM/1ZVN2v3lCIvpaJ010Tqtqn5yi8fgYzaMTtE9O0W200Dltonl0wm+bR6doHjXQPG6Q5JHjBoXsNk0oaaLZaBE1W98FbBKltvNgk6XGagyb+JhNtsUrHsQi4iPL04OA7XneA4Cd73yHcUQXImPBMuEK0+t9G4IkSdB1nRe2iC1izBoibqOL9xlgE8/1iO47DChkF+j3d2Uy9Sk7iSAkX5hxRKwgcZRVRNrbqtXK9ZpmseBJ/OIVyyqCIOavNQ27YhkgE0UfqmIJedA6uh2NFxKR7GdWwKLz21ZTpq+tArbYfPj3VYfsjgCwHW47EeMeWSQkK56pJ6OwpWb2epbTLnqpd35qFuf3fciu2kSqKSy7qzO7pVB2YqlpcgWoD4pOtavWESJWI84m4WzyrcpdaIoEXdtvWDw0CFFkGaqiwtB1KgOayqweJMebVbvrmlupdpe6JhTJgirbMDSPQ7eheTA0FwadbpsGuS/KMn3YVgBT92CZwZ5M04duuAS0DRc6LbjRdYdC+U626cGxfCoPru3DsVwegVcXK6NxLJuLZV7X5bsewiBAGicIgwBhEPD0D1GB5yMMiNWD/dnAdxH4LkIK2SGFbLJkacA2LR67x5YcWeFM6CeIo5zXmrPa8zTp8+rzOOrxnGumJC4QhhmiIKWlWkFtsTJEHMQkyi8gmf9iEReD7rJPrrYNhgNhel1iNJlgNJ5iMltgOJpiNF5gNttgMl1jsTznms+3mE7XmIxXGA3nGA5mNGN7Fw04mSwwHs+4/5oNKVarDdarzZ6verPcVACbHWNicH22OSeRegdA+hBUHwLsOlCLRTDisPT585e4fvkKr17dcY4jS4YvUV9krC8cisuKr16JE+ebqg3kumoLubm5wd3dHW5uaNmhoLs7kiRyf/+GgvQHvHv7kd+KevvmA968fo83r9/j7u4t7u7ekni+m3t8+PDzjwH2H//5f0FuKjAVC1rXgNxWYWo2HMOFoRpwLAJFLAeXfWmHQUjyFucrbNbn2G4usFrtYuIuaCWm2Aq0nG14u8/F2RUuzi4rkH3IMvLk6hmvzby4eLrT2RXOt+fYrrc4357jbHNW6bdfr8+wXp9hsz0nvqXtOfeCTiYz9IoC/UEfeS+jkE2+3IdD4rsuigxh5COOA+71iuMQYUQmfLZt86gtljDQbrcrMLVrU9tNkpjH8YT7ek9w0jjGSeMYx6dH6EhtyJoESemgK7cga136uAvT1hGEPpIk5mfP5XCA4WiI0WSE0WSIwXCAJEkQBhGypEASZsiTAkmYIwlzBG4M3yETPcchMW+OayMIfKRpgjRNuCeV5bXu6nVNWIYFXTVIeYNNLpl6bkCAhsI1Axl2OZ5Myj1ejMKmgPUJWbstkRKNo9MKbB8CbNEWIlapNxttnNBYPpI7Xk10aZ60cPzoBI///RG6jVZFj//Pv+P00WM0Hh+jfXLKwbt5dILjPz2igH2C4z89xuN/f4Sf/s8j/Pv/+yc8+tNjHD86oQk8TTRPG2jUcq2rcH3CU0JarUZlet1snuLk5AiPj37C46OfcHz8mIM3s4eQNAGdR32RmDmXiy3vsWU9MSebX0LNM2R5ijRN+IljkkT0qolPTyJJWgZb5KtmL5P3uiRJME0TYRii1+uRDPf5/KDYNvp0OsN4PMJoNKhoOCwFyC4qDYxsGanf7yPLcgRBBNsmG//iVEoE47rI9NHlPlrPDXl1MpuGh2FK29n68L0YjhPAtn3Ytr+7PG+wy/4EdkjzoMnBqtVU0GoqaLdUdDs6f65NC1OIZA7WDLTrCRassKoO16wqXaxB/95SIXuu8rruvsWkbjOpQ/QOyulx4efUrSni0IF99rGpOXmuSXcQZB5pyGINVbXLJSudg5Kk3V4Cm4QzSVKH3ypyl1/96Xbbu0m4okBXNegq2afhSSXtNtrNFpfclbgVkEje5WrTEyvyOxFbXiU0GzI02d6TrjhUNnTVgq5aFbDWVRuG5kKVTGiyDUv3YRsBbCOApfuwdH8H6IZHRZspKWCz5BOW883kOiFsi03MiZXEMndXL0WxK451HYRs36eWRp9n5tfl+zuwZj/f9z2EgY84DhFF5JZ8FpESmygMEYURiZWNU1qXHnG4TiPWtjioKI76SOIScdRHHPURBgXCoEDg5wiDHsIwJz+DAnY9GjDwfMRBjDTOkCc58iRHL+3xxwywJ5MJBsMBiiInvu9BH8PREMPRiJR5DcYYj+eYzdaYTldYLs+wXJ5hNltjMJhykC5LVlxD2iBZW+NkMheu+M25RYTbRagV5NDE+pA9hMH1+faCMBOFZwbZ0+mUF4Ud8l3vHl9UJtlsQMr4rT7hFqF7N0AVlhWfMy+0aPl4WQFnEa5fvXr1IHCz529vb3F9fY1Xr17h7u4O9/f3uL+/p4B9TyfU7ylYf8DHj5/x8eNnfPjwM969JcfevnmPt2/e88n13d0b3N6+xu3t638MsNWODs8M4JkBdNmEY3gI3QiO4ZBGR5+cfYr/SMIgxGgwIr88mhKwXK6xXm6xXZ3j8uwJtqtzLOdrIVJuRas4z3G2vsDl2RUuzq4EX/YVri6fkl8CzRu8on7u87MrPhG/vCBVm5dnl7g8u8T59oK/cc4257vOeur5JmHnVzwUfT5bYDgaYTgekEvSZcFviyJH3ss4VPu+izgOkSQR0jShvi9SrczKAsSihna7w6uLxfrik5NTHAsxcMcnp2i22zg+PcGjo0d4fHKExydHaHVa0AwNbakNSemgI7XQ6rTQkdrQDA2uR5Yf814PRVmiKEuUw1Hlf09R9FD2B+ilfUR+whUHKeIgpYDNTpZcBAFZ/CiKHIOSLEAmSULsBZXLc/6u8cv1KxPCOshU6nFrk0TLdATIVvmkjMByE6enTbRaHZByC63yGrEB76Ea9tN65jU9zsQsIp1mC51mi1tEjn56hKOfHlUsIu1GE6dHx3vHmicNHD86xtFPRzh+dExtIw00jk/RPD3dswvtIJuB977HW6zbZu18ZBmNJFKQhjTWmLb7MhQj5hhMHwLsMAyF2L6EX5khsX4+BWwPQeDB9104rgXLMqBpCveL7yCbTLE1TeOtiL1eD8PhkFb17sM120afz+eYziYUqvvUw01Se9gJLoFt4svu9XL0ejnKsuQLkVmWw/dDWhiRV5JC2PvMNOwDNpGQX3EJ+BSsajNJ4p4A3Bl/re/F8NwIpuFSP60jVHsTiBbFALvdUiuqAzZrOdzVfO/AjQE18/jvgPvwlZ2H2lH3PNwcsOU9kP7+FFrmaRjk7/7+cuMhYG+3O2h3qO1JbqMjVXPDZaUD5TtwvYPsH5doQZGVLlSFLEZahglT04VFSInvz7AdGtHrzdJLFEnjjZLdjsp7JDptmfwuuzqUjgFVMqFKJgzFqcmGqTkwNYcU39D7hmLDUBxoMrk1VY+Dtal6XIbmwtSJ9YTBOQNpcvLn8ek4e1yVSz3g/5jIUMblewq7Zejq43r0JWtRDcOosnhN/NAJ/Y6NuWWNXSlnllQWj8dOhrOkjzzpI0tKZMmgoiQuCWCHBeKwQBT0BOVUKSI/2svaDjwfcRgijVM+rWbTawbbxDZCo04HfT4YIIMC1i0woG23M0ynS277WMzXWMzXmEwWmM9WmE7JwqN4X5xcM0sIg2oeh0oTQx6aVotTa8ZGl2eXuDq/wtX5FS4vLisTanHhkcG1CNjMhisuOdYrzKt7eLvWxadCeMUu0YPZO14I/ulnQoLHywpMM6sHA2ty7A53d/f8/u3tHX/t3d0dv71/fS9MsO/w5s0bahEhAE0A+2d8+vQZHz58wvv3HyuA/fbNez71vr9/g9vb+x+3iPzxn/8NWtdEaMfwzBCW6sC3QviWD8904ZgOrUx2K5d6kijGiC7cLecr7glazlfYLLc4315gs9wKb4INNsstzjbn9Bd+ifPtJZ10X3Jdnj/F06vneHr1HE8unuHJxbO9x0RP8eTiCRd741ycXeLy/ArPnjzHJX0jPbm8wsXZBdarNdarNZZz4lkeT4YoygKjCdkC7vV7iNMYQRTCDwPEaYwwCuE4DoUTAtdhGMJzd5XhpmHtQSCzB5yekuKRx4+P8dNPj3B8fEIgstHEabOFk0YTj45IzXer04WsalB0Ha1OG50u+SLqdDuQFVIwYlkWfD/gUUIDXqtaYjgaohz0MRoNMBlPkCc9+E7A/XeRHyMJU0R+DMdyeP4nmwyORkNMxmOMhyOeONLLsopIWD+pna36VoNKjXodtHfT7EDwtBqCz3t3gtJud/gXOVmqM/iJjHgJXARrESDYkmO7TdJEWPoIK8VptDto1iZsrRapXheBt74E2aCg3G610G13KikyYnoMV+3ns4p08r5o4fiogcePT3B8REpp6nnB7LGmmdzSwCwL5P9bn34R+RU9NMGuLDrmKbI84ekjDLTrgG3bZmVHYCeFLzyS96SPNE3R7/cxHo8r+ali1vUOsklEJksfIck9JYZDYtnaQfeAe7NHowGmM5I6UpYDpGmOoijRy/tIkqySGMJO5KqLjSG3hRBryWG4Fh+HYYbAT/YAW1VMXt0tdXWao2xVLCOiXaTZkPjru51qhTiDaDbJZvr/A9jfg+yd7ao66a5bQQ6Jxeypii5YVPYn6A/9Wfb52O500Ol26PCgBUnpQlJ2V+vY7SHJmgSFebFr5SwsU5pllLMTQyaeW04B29T0ilxBGEAAACAASURBVC3C1HQO2QqdXhuqxgFcU1SaREIbJRWdF9rINH+bSIcmW1wMqAlA2/yxpbtwLR+24cE2PFi6S4HbPQjW7JhtEDlWwO0fzAri2iE8N4LjhHDo1JrVxLP7jhPwz5CHJH6e7z7XfeFzZ6fv/Rxxx4F9X4RhxE/22YJ1luUoChKLFwQRLNOF70XIsj5vT2ST3jzto3dAWVIgjXtI4x6SMNtXlCGNcyRRshf9x77b8iRFkRcYFAOufq/kfmyiPrWY9jEeD+ln2QijESnuYqlIJGJvTpO96OLifIXFfIXlckMLubbYrM94KMRyueHea5YasivoWnOLyEMWkPPtBa7OrzgbPb16tqery6s9aBYfX1xcVMR23dj9y8srXjUuti2KYskhL1685B7o3RT6Bq9eXdNovWuaAPKSJ3nc3FwLU+c7DswMtAlcE+i9u3st6L4ysb5/fY+3b18LeoN3797h3bsdPL9//xEfPnzCx48/4+PHnyuQXZ9mv3n99h8D7P/5L/8bumQichO4hg9LtSlce3ANB7Zuw9RMWlFq0+r0EEXeQ5H3MB6OK5coGFCvFmua1bjAbEyyGGfjGQXwDc7WFzjfXuGSWkmYrs6f4unlCzy9fIGr86eVx8+uXu7uP3mBZ0+e74mAN9HTq2d49oTo6vwSF9tzXGzPsV6ssJzPeZzYeDrBZDZDfzBA3ushyTL4YQjX8+C47l50F8vLFMHSNGwe78TsDmzKSgD7BMdHp7zl7+SkgWOqk0aLl6Ow2nBSaELgjk1+FFWFbTu8NKPsD1AWQwz6pAJ9PCTLYkWRochzpFFMamcdH4HjI3QDxEGEOIgQ+iGpzu73MRwQ/+xsOsVsOsVkNMawLNHLMv57ZtpBdjVbuA43D4nZREjclMUXKsXWPLZwxTyhrNyD+cIZZItTa2Yp6UoKz85WNAOKbkAWJGk6WpKMZqeLVqeNVmeXhy1mYvNYvlaz8lyj2SST5k6XNnpKPMNXVFvw4Vcvmbfp+2LXAlnN0e7uTTV13RG+GMmXpu9F9H2wW0wUFxrrJSoMrnd16gkHbKY6YLOcbbaIW4WXnW9X0zRYloUgCLhNhMH1IcAmx2eYzsYUroeYzna7DyweU/RlExvXgC5FjlCWpDq93y/RywskSUr8/nsAEFbeo7sveNJGmaY9JHG+5+Nm/m5iewq5HCeAaTi1rGSTi+UqdzsEgsnvmaTOEChWeO4yW4x8aKlx916oHt+3iByC5/2dhe8VwfyoWFHMDrD3f/73YJ99Nna6EjqyBEmRoOgKNEOFZqhQdIXAtdr9rtiuyn59+E4MsEXQZvcVWeJTaQbarEhMU1R0221oisqfY5BdlQ5D1Wmz5O6WyICpWQdFWiVNWLoD23Dh2QF8J4Sp2VwEtD1YugdTcyuydA+O4cG19uXZPgIvQujH3LbHpOsWPTkPuLXvH5V4NVL8d8U+/8WrmexxveSJ5dDvPovIbkWWkTKXNM2pzStEEMRI0x6K3gCjIcu/n2I4GKPf66PIC65emqOX5siTDHmSIY3TitjxXsqq06vDI3Gg1O+JMF3VQFhy5AMtCtgsEYlpMplQS9wE4/EEk8n0YGuiWMy1WOxsIQyoD5V2MaAWvdXn2ws8uXiC509f7OnZk+cVwGYhEUwMmOvH2XP1x+JyYjVCj9g/2MRZnEDv/NAkW/r+9S3PmWagTXSDt2/f4u3bt3jz5g3evHlTAe27u3vqo37LJ8vsMXs90Wu8e/cG79+/pXqH9+/fcch+9+493r//gA8fPuLjx0/48OEj3r//UNGHDx8JkL99h/v717i5eYX7+x9MEfnjH/4IQzUQBzFCevk/cHx4tgfXcvmtazn8LN93PSRRjEHRx2gw2gsz367OiAl/Sewhs/EOslmczHZ1XgHss/Ulf8ym1CJgP7t6WdWTl3j+tKpnT17g+dOXeHr5HE8vd2drz5++xLPL57jaXuFic4Gz1Rar+QLL+Rzr1Qqz+RzT2QzD0RhF0UeSpPBouoBL83Edx+HNeKSso88/LJjlQdfNPcgWF+9Er/DpaQuPHh3h5KSBVqtDClLaEm0JbKHd6eLo+ATNFonE63QlyKoGVTP4ZC6JUvTSAkVaoOwVKHs5Bv0esjREHHqIPAeR6yKwbQS2jdBxEfs+8jhGL8tQ9vsYDYaYTiaYT6dYzOaY0br4QdHn2dlihjb7EMrSbA+w6x+yh/OHdznEbKmSJZeI1eyi7+/Q8iXJD+5UAJtHoqk6gWvNgGbaMBwXpudB1g10VA1tWUFHljlgi2q2WxW4rqtJwbkjXEY+pM6BCTkBbQYbVYtAqynh5LiNx48bODluo9nocrg2qb+STaB8L0YQsP/vdzDNJAJ23YPNQJtcjo05XNeXeBlcsyk2a5ZjdhFZkfhyGJtiex6JlawD9iGLyHw+w3w+xXxOUnvm8zEHbRGwR6MBn2Sz+yx1ZJc2kpPdgYj9fxDSpsaIXprewTWrTU/TnMf/pWmGJElrfybkkzl+SZxP9sjCbj0OjeUVE1uTQhpBqeWJFA61wApH2A6CJKm8nIhF/ImPGbiKVzUeEnutqujQdfPgczspexPzuh6qO5e62sH/lkNpIyKAsxg6TTOgajokRYakSByuRcD+e5Ct0OZDtuwrigF2fZItqg7Y4hS7DtUMtJlMjcT/GapaEUktIbfEemJUZBkWDFWnWd0Kh2LWRGmbDizd5rJpCkgd0EkyiAvfdhE4Pnzb5fJsF3EQIY1T4i/2qlPmnc3j4SGI+Nl96DM8CCIkSVaZSIuf/YeSe3Y7EnEFvJnYv0kRxNM04/8m0zTDaDTGfE4WpmfTKfq9Hvq9Hoo852LtjaTBMa6IHe9lKYo8x6Docw3LEsOyFL7v+hWgHvaHGA3GXMPBiE6pB9weQkrrJpXPq+lsQj/rSHP0ZDLmj9ln43Q642KlcmRJfKd6YddmLfqpiTX28uyST6yfPXnOoZqJ8dCTiyd8gn1IImyLU+r6sfqCobhoyJYNHxKJwrvhcM2KXJju7m5xf39fgeXqRPuewHRNb98SeH7//j3ev3+Pd+/e4t27NxyyP3x4h48fP+Djxw/49PPHitjxDx/e48OH93j//h1/HTv+9u0bHt33Q4D9v//X/4Rl6EiTCGHgI/A8BJ6H0A8Rh3HlDDCJYr4xnKUp+r0C08mU2kSWONuccV/02eaMb7rufNiCL2hNbCKX1CJytr7gU+2r86cVwH529RLPn17/kK6fv+Kw/fTqGZ5ePiP2k/UFNvMtZsMZFpM5ltMF5tMZZtMZ1qsV5jPSnDQcjJClOaIwRp71kKUZX9SIwghZyjIz+wjpAp9tu5WEDVUhi3unJw00TptonLb4JKfuDW422vzLiWTiEmhsNNs4Pmmg0Wzz4pRWh1SBq4oOXTXgWi6SIEYWpuglKYo0RRYTuA5cC56lw7cMeIaB0LLgmyZCx0EvidHPc/R7BUaDISajMSajMWbjCZ9e93vF351gR2GMMIi4fC+E74WVx2EQIRI/YIOIAzaDPwbZh9r0RFUzupUKYLdanV1RhGZA1Yy9ZkndtKHoBimy6Upod9p7arVaQub1Tswm0mw20akBdn16zSbYdQ+2OMFmIEWmeirabQmnpy2cnDQ5XInZuLpOcnMdxxeSLmIKhMGeHgJsNjVigC3qe4DNwEUEbFL5TK4+sBMk3/eRZRmGwyEWi4WQKlJtBRMBm1lEGGiTSfbO17iL8Ssqi5C9XsZPDnb//R73d4ZhiDhKDn6xJwm5NF0UBc/PrXvX2ftSPOljJ3sWj5tkV1gMLtbMx6xGzWaDv4/YYii5QkMsZcxKxncLmi00m+0aYD+cvX0IsCuZ1X8HsJkV5RBgi57w6hKmwYcJdWmawSU+ZnsXmmZAUTXIqgpZU+gEW4NmaFB0hYsdY5I1GbJGoFxR5b8L2IcsI9zipCjc8iFaRZgn2zIMnqN9SJah87bDw82H5Gcc+jka/bsDL0TghfDdAL5Ld1v4QMutQLcI37bpwDFsuIYFzyS3rmHB0U3YusmvNPPFPaGZ1KFpYA9ZQA4Bdl31iXS1IXV/ks0AmrWqsteIti524st+XhzHKMuSl1/FccTtZ+PxGIOyrIA1g2tRDKhFsN4pw2gw5GDN7tcBW4TryWjKNR6SXRASK9rDcFjyVmgyyR5SwB5jPp/yfoD5fEqv3E32WmzJtHuK1WqF7fasEmvKrCJ812214XDNmEv0WD8k9prLi0vB7nF4ks3AWqwxFx/Xlw/rjw8tJope6Lu7W9y/vquIHeNeaWGCLQL327fvKh5p5qUmE+cP+PjxIz5+/Ehh+R0+fnqPTz9/wOfPn/DLLz9X9PnzJ66Pn8jrmdifY3/2w4d3ePv2NT5+ev9jgP1v//YHWJaKJPERxx6i0EMaR8jpl89wMMRwMMRoNMKgLFH2+1y9vIfpZILFYoH1ao3LswtcnV/i8uwCZ5sttusNzjY0FmZ1hvVijfP1Oa627A1xhcuzK34GRsB7B9kMtBlgv3x2w/X86TWePnmJJ1cv8OLZDV6+eIXrl7e4fnmLmxevcHtzx8/aLs+usF2dYT5ZYD6eYzVdYjqa0sn7TvPpDJPRBKPBkCwxFAMMyiGJ7AlJRFAaE39Wv1fCdwO4jgeHTvctwyQxTooKuSvj9PgUzdMmWo022jQqrnnawimNd2OLfPVpD7OVsOk2m9CyKbckKVBkDYZqwLc9JH6MJIiQhRFCz4VrG3BMDb5tIHQsJL6HwLYQuS7SwEeRJhj1dxNqdgbPzubr02rx8hnzqSVRIkQmRXv34yDm95OIZItmSY40zpBEKaIwqkAgg2pxAstgkEGPCDYMsEWpig5FIfnaiqrDpR/wLrWmWKYDQzchdRW0m210W/vqNFuVPGwxF7t5csrrnLsPALbowa7Xo3MPNs3HZvBVn3R3ux3elsgAjkyJTQHy2BTKreRdH5pisysvdcAmi7s/BtjsVgRsVVX5CQ8DbcuyEIbEfsR82Ic82IvFXPiyGdMvogmms3FlAiQCNtvW5w1tAlwzi4sI2HFMLDTsi33nwY4QRzv/JwNstpMgvt8YYNfh2rJMCm9ypc5a1zWoqgzSztmiKTEnNOv8BM1mA7sCGGL9YkvRuxMxFqX344AteqmrvuqHJsx/H7BFm5KqmLVUCpNftRPBmYH0oeNMsqxBVhQougZF1yBrCiRFhqwpkDUFmqFDNw0YtsmlmwY0Q4eiEyhXdfXvAja74lIHbdGDLXqr2SSbTLNJ82G9WKXehGibOmxLg21pcG1dUPXPmLrGZRk6heDghwDbNp29xwywGVg7ugmrZmXxaCCBGMHKlw9/ALAP2UDIv520ojpo16fZbBGZTajFnyP+PbtFZfLZT3YtSrovkqIocvT7JLqTeKWzqu1DkGgZEY8xse899t3HAJt9/w2Kkvuvh/0hxsMJJqMpZmMafVubYIuAzSBbfEzKt+YPArZ4lW+z2WCz3lZ6BFh7I5tgbw8tLgqBDw8tN7IJ95Or/Yl0HarrteX1zOqHgHofpKtik+g3b17v6f717jiziNStImRC/QEfPnyqiCwq/oxffvkFnz9/xqdPn8hU+tN7fP78CV++fMaXL5/3ALsO2wyoRShnYM4g+8uXzz9oEfnjP8M0ZUSRgzh2kecx+kWOQUkqi4fDIYqi4FWi9Ypldua1WCxwttni4vwcZ5st1qsVzjZbXF1c4nx7jvPtORazBdaLNc5WZzhbbSvT7u16SyfcW54wcnX+BE8vn3Prx4tnN3jx7Bovnl1zmBZ1c32Hm+tb3N7c4eblK7x49pIvO64Wa0zHM0yGEywmc0zpmeh0NMFqvsB8MsOSth4O+wMMihIl81v1SqRhisAJEHokJzOLM/phyAL5rVotL/HmthotNE+aaBw3KvdPj0npSavVQactodOW0Dht4fjolE+2xcl3h37RdtoSBcQOpI7EITtwqFxS5W4bGjzLgGvq8G0bvm0j8lxkYYgyy1Ck6YEJwMMTa9GrxjJJPdtD4AWI/AiRH/Hs0IgCNjseBwniIEESpkjCFGmcI896lUuA4mX9HQQmHAwJ8Lg8R1tVtD3AFr/gVUUnH/T0C8yxXDiWC0MzIXVktBstSK12RXK7C6nVRuvkFM3jkz21KoC9W3JsNZqVRUcW08cWJpnEJcdms4lG4wSnJ0dcLKqv024JpRsyDF2DQQGO3SdZ4qyGm1g1PN+viDVpup6HMIoq/59GccTTccQYyipg23BcG7ZtUsi2KWBLgvfa5GCp6+RxGAXo9wssFnMslwt+u1otsVwyq8gcs/mUZ7hPpmOu8Zhlu4+xXM2xXM0xnY0xGJZc/bKHNIu5CGCHNGYwEJrbYr6QS2CbfdlnPLWALH3uQDuKCaiL2vncPZriYvCpKCv/YRDH/L4sw/zk5KhWJtSCWHPearXQoMkz7CSr0+6g0+6iQ5cH95cQ5YMA/j0QrwN2p6OiIwA2e8x0ctJGo9FFu61AkjQoiinI4CeyiqofBGkyqdb3JMsaupIsNLoSy5asqpBVFYquQTdNLs0woBnGDshVFaquQjc0mJYB0zJgmBoMkzzWDXUPrjVNgaJKXJqmQleJWB27rqowdI0DtLE3lT5QFW5pcGwNtqXCsTVBOmyLyDI0GLrKRcDc4p9JO3C2YRkWF3vesVw6yGGvt+GYNhzTgmNasOnk2tJ0Ym3Rd9P4ypVB14HrefSzoQrYtr2zjbhuwBt5g0Bs5yWK6P5NdGAPR3wsvj5JMkRxiihO+XPkNuB2zChO+PKjmHaUZgmyPEXeI/GiuxjaHlcvLSrq90oUWR9F1uf3xWNFXqAsSpRFiUE5wGgwwqAcoCzK3XCtP+IiE+wZJqMZOVYOefMsGwJMJmNMJmP+mcY/2yYMsBcUsCd8l2Q8HmE6m2KxmGOzWWOzWWO1WlHYZraQLUlFOzvn4H1Gmep8e46Ls0tcnO04i/EUiS4mz19eXOHJ5RM8vXqKZ0+e4emT6kT6kESY3s+qfrk3na56ru94ysf9/Wt+e3//mk6jX9e80m8qxxlUE680ETv28eMnfPr0M19KZAkgnz59xuefP+PLly/4+vUrPn/+jM+fGTR/xJcvn/H16xcuBtx18BYf14GcAPb7HwfsP/z3/4Z26xSB7yAOPaRJiLLfw6Ds823YsiyFPFqSlRvHEdI0RVEUGI/HmFM/MwsvX69WODs7w2q5xGI2w3w6xWQ04ZC9Xqwwn864lvMF1RKb5ZraTS7w9Oopnl49xfOnL/Di+TVePH9Jt1Rf4Pnza9ISdPOKVGDevMKrV7e4vb3Hq5s7PHv2Ak+unuH8/BLr1QbTyQzr5QbzyRyjckwbDgcY9UuMyyFG/SGKtIci7WHUH2KQlxiXY/SzPvIoQ+AEsHUblmrC1Kr50My7Ryp5JQGwCXA1Txs7+KJtgCdHpzg5OsXxoxOuxz8d4fjRCU6OTtE8baHd7FTE6uvJBLYDVVLgmBYC10Po+fAcB7ZpwtQ0mJoGz7IQOi5820HkesijGGWWo08vqRV5Ri6nJQkH5zgMEYchn2SzqTWDbp4kQksAIj8kAf1hFawDL0Tkxzx7m0UF5kmBPGPV18TzLopNO9I0p97YXfOe2KhnmY5goTC5pUL8svDcACGdjiRxhiiMYRo25K7MY/eUrgRVkqFKMrqt9sEJ9unRMZonpzj66RGap6fkd3rS5CdNLLLv6KcjnByd4OToBI8fP6bRjCc4pfDELSONJpqnp3j86BEe/elPOH78GK1GgyxHtlr8PokK60CmNc+aohAoUIi9oNOVISkq9+fLKq2R73S5b9+0bOimBd20YFo2bJdANwNHcrUgguM4fGJuWWbFI29ZJlRV4ZJlmZz0uDYc14TvO/B9B3Hso1/mmM8nWCymWK3nWCymWK5mWK3nWK0XBLJXC8zmM0xmU4wmI5ofO0Q5HKAcDtAf9NEfFOgPCpTDEsPxgIvkvfeRZiGSJECvlyDLYyRJgDgOeJ4uUUStHxHfn+j3S/SKHuI0QpqnSLIEaZ4ipV/iURzC811YlgEW0xlGAY8sNE2dJ6swwCbHd97fQ9FwDMRVVeZV4VKnjXargVbjFO1WA912C6os0d+5jG67wzOaSU5zB10K32yRUMyMZwDdbkt8sfpUOFFnQN7pKuh01QfVbEloNLs4Oe3g5LSDRrOLRrOLZktCq62g1ZHRpUvFXUmBrOpc7BjbH2GSFA2SQt6f7a6MZruD02aLi72PJUVFq9Ply8rtroR2VyLWLg7iCmRVQUdq8+4AWZPQlTs8aYRJFZYo2bFOtw1VldFqNdBqnUKS2tA0GYahwDAUaJr0oExT5bIsFZregWUrsB1VkAbL0mCaKgxD3klXKGhrtMhGhaGbMA0LmqaRZXZZgaEbO2sHtSi61Ptv2w4c2+bfPzwBxTBpS7AG0zC5rY6dqNg1wLZdD6blQFZ16KYNy3bh+SFs14NmmNAME7pJPi8s24Vlu/SzI4Dr7SCc3feDCEEUI4hi+AJgx0mGJM2RpDl/3vV8+GHIhwF+GCKIIkQxSfEKohBRHCOKIyRZiiRLkeYZkixDnKSIohShnyCJe+jlJDs6z/rIsz56eYmyGGE8nGI8nGLYH2PYH2NQjNDvDVFkJfq9AQblCMPBpHJbFkMSHFCOURYjlAV5bjSc0uXKCQbluALYooZDknRElrlnNPVoRIeQc36MQTaD79V6ie12jdWaDCFY1OlqtcbZ2RkuLi5JnN56Q1ty17VSmIsDRTHkGCvku7q8wpOrJxXLh7ikyOCZPSfaRfaKYF5ec94Sa8gZf4liSR98CVHwS39P4hLibuGQpX0QyP706WcK0kS//PILvnz5gl9//RVfvnwRYPtnahn5gE+fPuHz55/xyy+fK/ry5ZeKvn79iq9fv/L77Pbz55/x7du3HwPsf/qv/w86zVMEro0ocJHEAcpBgfF4SNre8gx5L+eXUMMooJeLLURxhCzPMKDbssvlEuvVCpv1GsvlAtvtBqvlHIvZBIvZlIL2jHq2yZIhg+/FbIblfI75dIrlnEzDz7dnON+e4cnlJZ4/Y42OL+ib4gWPgWGB4mRT9ZZHtpD2xyc4OzvHYrHEZDLDdDIjgE09Vf2swCDvY5CX6MU9xF6MPMoxKkaYDiYYFSMM8hJFUiDxE/iWD9cgl+jIlMDg0hQFSrdbkwSp0+X2geZpvXJ7X4cKUpi6LYmqw5MsDFXjvjvXsmFqOr/k6Vo2AsejgO0jjxP0EgLUWRojTSIkUYgw2DVt+a7H261YhBGrwWXw/aCCaA+wfSfiivwEeVKQyQOvvc75kkua5nybnEWwscuKLOKPAbUoQ4BrZgNgly6Zv49ZBTw3ICULQnOZa9nQFBVSpyv8jnY6OTqmYH1KJtitDm+IZCdL4onS0ePjPetHZeGxVbWTdNttCtBqdZlKkNi2ZugGnQRW4aYjKySRhsKJpGhQNAO6aXMfumE5cNyqtYTZSZgVYpdv6/C0l3qdtOd5cFwbnmcjCF0EoYs0izEc9ull0Sm/Xa0XVEusVkssVktMaaPqYDxCORyiPyi5irLggN0fFChHZUUcsNMASRogjj0qvwLYYbSzy7BIyqIoUJQFwiREmISI0ghpL0HaS5AVGcIkhB+SJJUw8hFGPjzP4VCtGypf/DzUPCgrXd5OyBoKRXW7LUjdFqQOUbfdRLfd5I+JxCzmDtduiXaXBX8IsMX9hEPT7E5XQbur/kNqdRRBMt8LYRGYTCwWUxSB46rqzzEArz/Hfi5JBdL5NJt5uCW1i47cQUfuoC21+X1JJaDN7rPHsiZBoVF/stKBonWg6RI0XYJuyNB0CYrWeVCGqXCZtgLTlmHacg2wVZi2CsNUoBuSIJlO11mTpA7DsMlJsK5DVmTIigxd1/lVE/FqlOOK+yoEtk3L4reGacK2HQ6uluPwKwC268LxPCoC2IblcJC2HJd/RoiAzY6z5yyHgDa7tV0PjhfAD3eAHUQx/DCC64dc7PkwThHGCfwwJGldfsABO4wTRGmKJMsQpSlXkmVI8xxJliPr9ZH3SmRZH1nW5xXpvZwcI4A95A3GDLQHxRCDYohROcFwMEFJwZqpLEdc7BjJo57T2LwFJpM5xmOSCkJAmWgynWAynWA2n2FGIZrdXyzmFa3WK6zWS+7LXq0X2GxWdPiwSzcTC18uLi54KcxqtcJ8Pq8UxYiZ1ocyrEV/tTihFpNDGGSLfmuWFsLgemcLIe2Mr17d4fb2njNXHa4ZYNfh+s3rt3v+6UN6//4jj9ETo/QIYH+qgDWD6y9fvvD7X79+xbdv3/Dt2zcOzF+/fsWvv/66J/b6+mt2oP0Fnz9/xocPH/Dly5cfnGD/03+F1G4g8mxEno3At1EUKW0zzPmlmbyXI80zPskxLQO2ayNOI/RpVM18OsFyMcN2vcDZ2Rrb7Qqr9RzL5QyLBTH6z6YTzCZjAtzU9D+bTjCfT+kllBmxm9CzNfZGYVmLYiTM8+fPcHNzzS9LEH/P7kzp9vYOz549x+XlFc7Ozshy1WyB2XiGyWiK0WCMQTHEsDdEkfSR+CkiN0bipyizck+9uEDsxfAtD5ZmwLVsCtc699kp3Q6/5KgpMl9oUboS8fcKgF2HaAbPUkeG0lUqkjpy7XW7yZYqyxwSRZuKqRGvX0DBO3A9pFGMLCYb1gxCoshHGJBJCV/qouAZ+QHPCmXwHYdhJUNUVB2wAy+qAHbgxmSSHVWBmkE1A+uyHKIshxgOxjznmC2qsUuapuVwsam1CNf1S5diEQlr8BLFToaap6f8ZIj9vogNpMWzcZWujG5L4pDNKtjZyVG72a60eFazsHdgzSwn7ERJTDNwLbui6sTK5rGEDEhEsG62OxxO6sueluPCsh3eAin6txlUV/yansdr01lkommY9P9zAurEuxzxshkWSVXfjGeaLxZ0ej3mcF2Ufa6830NR7ivv50RFijQLLnXwhQAAIABJREFUEccewsjlimMCxAyOg2CXC848171eD1meIkoj+KGHKI0QpRGyIkOURghiH37o0SbXEEHgwfOcSlyhpskwTZU3D2q6tCtAkVtodxrodptotU/QbB6j2TxGq32CdqeBdqeBTqcBqdOEIrWgyh1oSheq3IEitdBtN9BtN9FqnKIrTLpF6Ja7cmUqzRpR2WIjm1SzSD1NMyqLjnXA7kja3uO6qrBdBWwGx5Ki/V2wPiTxz38XsDUDumlB0UkKSVvaQbUI07Im8WVJSe2iLbUrr9MMBbqlwrQ16JYC3VKgmTKXqneh6p2KZK0NWWtDt2TolgzTVqBbEkxb5re7+wp9fvdaIhWWo8NyyETZdl06AQ5guw500yTA7Dp8kuuHAfww2LN+MbglU+XdVNoPIsQ0Cct2PX71ynY9uH4A1w84YDM4ZsDMTsDZcSb2vOW4cLwArh9yCLccF64fVuCaATYTA+wwThElGaIkRxClCKIUfhAjiFKEMTkeJTnSvI/+YISiP0TWK5GkPSRpD1mvRH8wxmA4ocUzObd+sdjOougjz3KMBiMM+wOuQVGSK9aDEYaDES+DGQqPmUajMUajMSaTKU8uWSyWmM8XJPFjNsVsPsV8OcNitaiIHZ8vZ1htVticrbHarLBYLTBfzrBcL7E922CzWXExuOaDiBWBa9ayeH5+zt0B9TKYapX5fo61OIkWrR/ipPr8/HzPDlJPA2H3mQWEcZaYES3mUjPArk+vxT93CJ4ZVB8Ga2YH+XkPsBlcM8D+9OkTvnz5gt9++w2///47fv/9d/z222/49u3bQcCugzcDc/H5fxiw//Vf/hmK1EbgOYgCF2HgIs0i9MseaQUsC3r5NEPW68EPyWVh27VhOSbcwEWapxiPh1gtF9islzjbrrDZLLDdrnB+vsH5+QbbLX0zrVdYzAhUs0UAcRmAxNyMK2+i8/PzSu7i9fU1Xl6/xPMXz3B7K2Yr3uL+9Wu8efsOr9+8wd39HV5ev8SzZ89w9eQKZ2db8uU+nWM+nWM6nmE6mmHYG6EXF0jDDGmYoRcXGORD5FEPedRDLy5QJH36OEfsRTA1g9pDdLrIosFQFUidNhSpA1XuUtCWK55sEbAZUDNoVroKVEmDJpMc1brqgM2+bBmc1fNaTU2H5zg839VzHA7HccSq332ae7ybWNq2Dce24Qi552ySzW6zJEVOlcYJVxIl3wVsBtmBR6Ke2JS63x+gKEr0+wOU5RCj4YSG80/R7w+QZb0KZLvCFwT/knEDvthY34IXc7ptm3gZTc2AazmwDAKsHWq7aZ40IXUktBottBot+rsifmtN0Xibm9TZQTYDbXafAfZDEqfXnWaLnyiJiQbfm2DrqpC3TsFaBB4GPQpNU9FNm0+ydXM3MfM80V/sc5hmkC0malTrlG1afhMijjIUvQHStMcnQP3+EMPBBNMpaSxjDWZEK8zmC4ynUwzGI2Fq3UfeL6h6e8qKfCfquQ4jj4tMrwOwqncij/v7WeZulpErc2meIogCRGmEJEuQ93MEUQA/9OGHFM6jAGEUcH+6bZuQFQntThOq2qXtg20+AVVVBtinkJU22p1TNJtHaDaPKGCfot05hdRtULhuQ1M70NQOVLlNAfsUndYpOi0C2qrchSJ1KGSzE2tS8sIAm0WDqopeSSVigF2fcIuAfQimO5IGSTYqqkK2Unm/iZB8CKxFeD40xRYhnR3fWUSqsE6AW6PebZKlLSkSXZaUaDKJCkVXafqIwl/Dnpc1CYatww9d+KEL3VKhmQo0U6H3d7Ct6BIUXYKsdSBrHQ7kBoVzQ4B08TlRlqsTOQZsz4Lt2nADn05vI/hhCMfzYDkOnzSzCW8QRfz+ThH8MK7I9SMKvwRkgyiB4wXkpNpmU+bda23Xh+36cP2I/1nb9eF4AYIoQRAl/PWOF8CyPf76IEr4z7VdH34Y87+T/bkgSihQ50iyHtK8QJL1kGQ9REkPUVLsKUn7SLMSeTFEXgxR9MfIegMkaX/3fE6BO8lISlAc87K0sixRFAXyLOPLi+PhCKPBUFhgJN0PrAyGqWr1YEUxY57uwdI+xuMxhqMh+oMC4+kIy/UCq+0Ki9Uck/kY08UUq+0Kq+0K67M1VtsVlusFFqs5Fqs5VtsVNts1tlQMrjebFbbbNQHu1ZKmiWz32hYZaNcn1WJZjAjYhxYXRYCu20DE+L1DHmvCWnccgkXAFqfTImzvasfJsTev3/IJ9YcPn7iHWgRpVvpS91nvRC0iP/+CL1++4tdfv+HXX7/h69df8eXLV3z9+iu+fv21cqx+XNS3b799V+znfP75F3z79tuPAfZ//x9/gKQo/B+u47lIsgRFWRA/5KBEUfSo/ylFEIX0zNuBYZOz8CRLMZqMMKeXPzbrNc7Otlgs5ri8OMflxTm26zXWqxVWyyXm033AnkxHWC7nNf8R8XGzyxtiPMz1zTWePn+Gm9tXuL2/w6u7W9y9vsfd69e4e/0at/d3uL2/xcvrF3h5/QLPXz7HxdUFNttNZZK2Xm0wGUwwKIYoe2SxcTKYYNgfoeyVxH+d9JDFOdIwRRqSilXPdumkWIGhEqlylwP2bnpNJtjMm72bYp8Kdg8CaaqkwdRMLjET1dJtDnD1CTbzfLNteHEj3nMceI4DyyDxTawKNgoDvsxG5Fanl9T357nERhBHMbKULCey+ML8AGQnUcLjp0TA9uyQy3dIEUKSkHKBoig5XPf7AwwHYw7XDLSHg3EFsD0/EC53kkuefBHngXIEVoJDANuD1FZg6Q7Pl22etNE67aB50obSVdFtyei2ZLROO1C6KqS2Ak02ILUVSG0Zj/70GMePTtBqtNFtSfyKBNF+TJ8Y19dutSqJJCJgi/YQMeWAN8nJxKfJotgeghk29WNQzSaAimbApEU/9RKaOI4RBMHeZJvBt+d6vKjFtkkmd5YNkGUD9PIhynKC4WCGspxgNJxjOl1jOl1jPttQrWkt8AKjyRSD0XgPrrNej6p4WDlZUiRXYQIkSUiBe7eMyOC6utxI0wySBEXZ5/7OJEuR93sIkwhBFCKMwkoaC/m7yPKjqipoNolvt91pQJJbUNWdzUBW2pDkFrrdBq8A73YbaHdO0Wqf7F4viMG11G2g2z7lU2yp04Yqd6EpEoXs3b97kqne5XF4lulUYJrBtSj2nKqZaLYkDtgMoB+C6/rzHUn97qT6oen1oUm3GENaf40I3Ow5dtK4E7GOMOhmS5OSovBmXM0gk29xYVIzNFiOBcuxoFs6bDo40i2dp5aI8sMAbuDDsC0YtgXLIf5mdsuk6Bp/zUOyXbdiqXD9kE+VHc+H4/l82nxYEfwgqcjxQli2D9sN4AcJwjjjxx0vhB8kdGKcwPXjynEm14/5/fprLduHZftw/bgi9noyge5V/pwfJEjSAmne59Cc5gSi02ywp6w3rCjNBkjSEklaIkr6COMeAloCxWJKxTZiroKA9Hg44jG0DLBZ98MhD/UPa9BHUfYwmgw5YE8X0z3AFuF6tpxhuV7g7GKLqyeXODvbVCbXZ2cbnJ9vsd2u6dX8eWVSzQCbMRGD6kOQLdpC6lPr+sIiA+k6XIuALQ4xb29vcX//mls76jYPBt7v3n6oTKpFGN/F6lUB+xBkH4brX7h++fwrvn79Db/99heu3//8V37/yy/f8PnnL/j4kfy5b99+x2+//QXfvv3+XYk/j+nr19/43/VjHux//VdIhgE/SeBGEWzfQ5QmyIoe+cLr9VAU5AstThPEaUIuVwU+LMfmgF0OhxhNxpjOZlit1tisN1gsFtisN9iuN1jOF1gvlqSmfDrDYjarpQwIGbmzOY/3Ojs7x9XlFe2zf74z1N/c4ObVK9y8esWh+u71azK5fv2aAvcdbm6v8eruFW5ur/H0+VM6ySZvyOfPn+Pq8grrxRrzyRyT0ZRXv8/GM8zGM4zKEXppD1mcIQ5iBE4Ax3Dg2S71RLY4VCtSh38pakIMVKVml4K21KlOr5mUrkJbwMw9ia9jE+zvATYrBWITbGY78F0PURhW0iJs26pMKFnpC7MK+P4uzzRNc2RpVplcfw+wPTvkdcCu5RPQdkNeWMCsIaI9hEH2cDDm020x5snzA1iOTb+sHDgeufzp13JYWWU2b5CkS5Gm4UCTTf7f41o+pLaKbktB67TL73dbCjpNqXLbOu2iedLmS6rNkxafYIuAXY/pE+P62ORahGz2O6wDNtPuvUMmmN0ObcSrqbp8plGwIDDCM8Jp2gBbhorCEHG0S28JhQxtXsEeBIhCEnGXxDmdXufIUwLXRW+EQZ8A9nAww3i0wGwiwjUB7Nl0iclkjuFognI4QlGWXL2ioOoj7z0sckUjocvWpJmSJYfUS2ZITFiPK0lyxEmKouwjzTOurNdDlCYI45gDdj320Pd96LpOohSp15pMsXdWEVXtcsgW1e020O02ICttqGoXhibB0KSKPUTqNKlatathXX5VTOl2IUsSzWPvQFMNaKoBy7ShqQakrgKpq+zBtSJrkLok4pP494kkWYck6/xx9wHAFp/vSio6Xbki8X1XVx2a2bJjly7qMpsLe3+qmgFNNyuP2THDtGEIPmHNMCGrOj+pZGKP2RUck3qI2QRc1asi8YAmtWnY/MSUybK9ii2tLlUz+c9nfx/7O9mtplt8odD1AroMGPBFwrrlw/V8nrRRVQjPjypyvRCW7cH1QvhBjDjJ4QcxXI+8llkx/CDmr2fP1X+GZXuwnYCL/G93YVpu5Rh7HftZ4t/BFCc5t3jESY44yRHFOaKoV1GcFBy083yIIMz58STtc8VJD1GUIQjEZKCMF0eV5QCDcmcLYRoNRpiMJiTD+oAtpN8v0e+XFYuI2MBY0XSCyYx4ron1Y76nxWqB5XqJ1WZNrSPEk73ZbnB5dYHNZsU915vNCufnW1xcnmGzWZFlSJqJLXqtt9stLi4u8PTp0wpU1wFbzLX+UcBmE+2/B9is6IVbPehCIltEZMuJ1abET9T+8eHB5+oQfTgl5BeqL/j881d8/vkrvvzyDd++/QW///k/8Ntvf8W3b3/Z06+//hm//vpnfPv2F/zl97/hL7//7cHXMv32218r+utf/m/l/g8B9n/71z9ANg14aQwnCmH5HuI8RZLniJIUcZLSWC8y2QqjkG7Zk0vJLm1vy3s9lIOStC3NFlgt19iut1gtVjxnmgD2khfTrBarXU72+gyrxQbr5YZHzLAw9YuzKzx98gIvXtzg1c09bq7vqMH+lpvoX795izdv3+HN23f0MsT93lnXi5cv+GWSFy9e4O3bt7h+eY3nT5/j6vwS51uSXHK+vcDZ6gyr2Qqr2RLjcog8ShG5IVzDgakY0CQF3XYLnVaDX8rd+Sbbe8Bbh19VUrjFgPmu2a3UkaHJOpcqaVC6yncBm1lRRFmGyQsHPIfECbKJtue6dGrt8qUZBtYs9k2WZd7SRywBrlA0kHDfdR2wWa6r75IKYAbXhmLBUCxYOmkoYyUEzH/NvNjiNLsoysoiJC8qCELopskBm11W9fzd1JpNq1keL0kecWEaDgxaR8zg2rNDqJKBTlNC47iN5kkHzZMOWqdddJoSWqddtE67aBy3cfK4iZPHjQpgP+TBfgiyG6enOH78uOLxZr9P5p+vQ7YI2J12B+12h2cmkyKcBhpCjnKr1YYkyZBlBYqq8t8rb2AUPN9soTVLydUIVlLhUouR73pI4wS9LKdpMgVCPyZNojnZyi+LIY20mmA0mGAympHs+Zqm4znGoykGgzHKcsh/1+T33acqCUzn5UFlWVFJniFRfDuvvbjgypahenmJNC2QpgVJNaCT6yhNuNI8I5Ad7Qpn6jYax3FoJKHBo/n2lxyb3BIiQraqdqi6MDQZhiZDUyRoikStIG0oUpvbQpg1hFwVk+iVMklYeOxAVzUYOrGsGZoJuatwqZK2J40Bt6JD00x+JYS0RWpcYsmMopj8Pnle3YsG5E2qgh+8fp9JESTTHRO5q0BXDS5DI3GbhmZCVw2y3Eyfq0cAyrIGRSUNlg/FBrLXESmQJAmSJEFWZCiqKkgT/pwJTbOgaRYUxYCmWdB1G7puwzAcmKYL03RhGA5kWYeu25AkDZpmwTAcGIbDX6vrNv8ZpkV2RkhcngvTsmBaFm8NZW2h4uO62JIjex1ZdLThOC63RXl+AMdxK6DO/k52PAjCvedMy+Y/lx0T/676Y/Z3m5YNzw8QxcmDYv9OAwr6TGGYIooyRFGGNO3BpVXpUZQhSXJkWR9JkpMEkTClezwFP3Fm/84L+lnU7w2QJz0kYYZe2seoJJ9Jw/4IWULq15n6/WFlybEsR3yxkS03Vu/PMZsvsFyuMJ3OMKM+bdLAuOSPWeLHcklsceLxzWZNB4yHAZtdxRd92A+1L36vifEhbzVbamQgLUL1oVzrao51NU6vHqnHmhTfv3/PK8iZxNewinIxFYQlg9QfE6/1F3z58mtFX79+q0yef/31z/j69Rt++fwV3779jv/4j/+Lv/3tP/G3v/0n/uM//rMC2ASyD0+uf//zXyuT8L/+5W+V+z8E2P/lX/4ZbU2GHfowAw+aY8GPQ6R5TmJ3gpB/ybBLxuzyK7uMnKYper0eer0eynKA8XiK5XyJ7XqLtQjYqzVWixVWizW26zOcby/w5IKUyZxvL7FdndMK9Qs8vXqG8+0FzcJ+gedPr3H76g1e3bzGzfUdrl/eVjZY7+/f4HXFZH+P29s73Nzc4Pb2FtfX13jy5Al/kz5//py8qV5e4+blNV5d3+CGwvaTyye4PLvEdrnBdrnGbDTGsCiRBDFMxYDcltBtkXitNoXrdquBVvMUzdMTtFstSJ0Or+JVZbkSs2boOgzdQKvRojFcEo/k+p6kjoR2s83FgEymMK/X7AQMsOMw5AuKjkW81Y7QUFevJ2ePSducQmOfLJiGvYvAs52qJztNkaXpPmC7IRzLh216kLsaNNmErlowNAu27dIpNllQYaDEaqwZWIs5xnGUkAbJMKrku7KMV9fZZcdGYUyaNk0HhkZi/BzLg2sHcC0fjuHB1l04hgdLdaDLJtqnXTSP2nj878doHrXROulAairoNCS0Tjo4+tMpjh81cPxolwLDCoSYWo022i3aCvkdwD45OsbJ0TEaxyfchy366XliSA2wGWST6nWi/UKbJtq0rp2UmpDsanbSZNKf7dF65cgPOUCncYLIJ+8Zz3Y5bPeynCwKlQP0e30kUYJeSmCbtJ2NuMbDMRazRUXzyRzzyZwvGbOrE0wMtplliPjzS/TywZ7Yl+2unCLi1pVdAQaZtGdZiSwjPydNCyRxD3GSIYxjBBG1hMQxwjjmVjgG2Mw25ft+rfCI5IKbpl5pDpSVLi2XOcLx8U9oNo9rU+wmnXZLHJjFW3Faza6IddtNKFKnZkXb7WCw94ttWjA1Q1iMlvaWpdmeh9iwKDY/yvKuHp00Oeq0tZE0OO6gW98DazYpr8N0HaxVRYem6NAUje40qFAllf/31Y8ziccVWT34d4r/e9ituPTJfOqapkOWZf5vZffvo26tqf5vl7oaNNWCrjswDReW6cEyPZiGC1k2oKkWL+YxKVQzaaoFVSGvMQ2bDi125VmmuYvGFCMy68fE51iEJrs1TQO2bfMITjZAIVciyUCF5LiTP+N5bqWQSvxu3+1h7I6xn3EoH158fZLElQhQMXOeKKucHDPVI1pJ42qvojTNkcQ5krhALx/uKcsG6GVDFFT9fIRBMcawP8GgGKOfj9DvjVD0hugXYxS9IYoesbcRi9sUo+EMoyG5CjceLTCZ/H+8vVmXG8mWnfljWkulqlJLS/3QUt0kIwCfZ3fM8zzPY8wTySAz82aSmXlL/dIt/dfdD2bH3NyByMtSr9UPewFwdyAiSAD++bFz9p6mNMFoyDQeTROajGdC8rY5jzifzxYYjyZiYJEAe7mcY7VaiBYRmkOT20JIq9UKm+0G291WiB7v9ruz1WqqThNMyxXrv5e+KMN1nKYYQzUlLX748IGDczpR8ZXDdnxfPubLly88GOZzwnZPdghhg4y/CP3667ez+uWXr7xP+jf88fu/4m9/+++x/vjv+Nsf/xf++P2/84r3H/j27feEfv/tD/z+2x/44/d/Ffdp3y+/fMUvv3zFt2+/fx9g/2//+A/IGBq8XAjdtaHbFrwwgB+y6rTr+vBcH2GYE5BTKBQTsavlclkANhs06KDb6WI8HGE+mWE+mWM6nmI6nQutFmusFmvs1jsc91fYbw6scjzfYLc+4LC9YjHpe5bieH28w9XVHR4enlmYzMMzq2bfP+H+4QnPLx/w+PyC+4dH3D8+4ub2jvtj34pJWfkKj6Zmb29u8XT/gMeHB9ze3GK/22O72TLvyPUWm+UKo/4A7UYTpXwRrmXDUDW2xK8wn1uVuwJkMhe4vHyPTOYiERZiGjpMQ4dlGcJH1/dd6LoGTVOFVCWLbDZzIlXJCmWzGZH+p2kaNE2DaRiwTAsuT9OTH+eiHMqlMkrFIoqFAiJpWI3irdNJdfTF7TgOsllFJEqS9zQ7idmIwhBFnhJY4zaO5VIlkZ4Y+DlxEmInmDhqmUV/53iFsChCZuLl/aJwsaDHJeG9XRDuGrkgFPaEjsFWCELPRzGXRyHMsxQ0J0A+yKEYFVEIC8h5OYR2BN/wkXNy8A0fvuFDv9CR/YuCzL9kkPmXDJR3KoyMCf1Ch36hQ32vQb3QoGe504tui2Cgi/eXuLxgSY3MRi0bV8kMQ9zXdR2GrkP2N6YebLliLVew49YQyRNZiyUDNEuBtMTPIgjXNC0B2OVCGfkoj3yUR6VUESml9Uod5UJZqJQvoV6pC5DuNBlgkzd6q9FEt91Br9MVQ0X9bg+j/hDj4Qij/lDSSAB2unrN1BUnvGajy2G6nVAM2qySnUyEK6NcqglVyg1Uq03xOtVqk1XBylUxXBYV8gKyqYKdLyaHPnO5nGiZkj8jQeALuFbUDDKZCxEYlFUuhE0fWfYpagaaloVpaGIwWhbBtfxYhmzar6uqaC+Sk0TVTDYxnyFDtqXbYoVMbh1JV57jYBorBlfLS0F2/Dw5Il1+zbPALSrr8WqebVqwdBOmZvAB4vP3TY2597CiQvJvSPSX88dkUSh7g2uqAdt2EQSh+KzIn0u24iP/XcmYeDnN0nMjBH4egZ+H50ZwnBCOE/LjWfXbcfzErcVXDTw3Lmp4nietFMZteTJgy24+lCRKyZVB4PEES0ecW8IoQKGQF0FRNGsTRgFzw3FssZ3NLTArSua+U0C1WhHPoYFhCqSiZMVqtYJWq4lqtSKeR69VqZTQ7bYxHg/R7bI0xnK5KJ7DgurqqNXqgh0aDRY+Jot865tNluBIK5zdzgCt5gCNeg+Neh+t5hDt1gjdzgTNxgCNWh/NWh+t+gCdxhCdxhC99gT9zhSD7gyD3hTt9hCt5gD93hT93lS0tnU7I/S6YyHaP+jPhIb9KYb9CYb9CcaDaUKT0QzT8RyT0RST0RTj4RiT0RSzyVxoPptjsVhgNptxkGZza6vVEsvlQrSE0FDjer1ORprvttjsNkK7/VZof9zhcDwkAPscTBNkvwXWacCOExhfTirWVJGOK9MxXH/+/FlUswmq5f0E1ySC6nP2e2SlR0OJ3779jq9ff8PXr78J+P369bckVHP98fu/JhRXqE8BWz6OfsYfv/+rAPivX3/7zh7sf/oPyOoanMCHblvIqgo0Q4eiKvB9H6bBlu0obaqQY9Gn+VxBfNgZZJVFFbPRqKPb6QiP61GfeVvT8sl8tsCSpw2tlxtWMV7vsFltcdgdcX28w2a1x2a1x3Z9wPXxDo/3L3h8/ICnpw+4vXvA9fUdnp4+4vbuAfePT0J3Dw+4ubvD4XiFw+GI7XaH9XqdmMAlC8DRcIjNeo39dovjnvtC7liVm/y318sV5pMpOs0W6pUq8lEOrmVDVVRe7TBEqASzYWPwy4CGpbUR1DDvUxbkEQSBCOyg8I6kndv5CO1M5hKZDEsJZFHLLLLatm3R3sEqzwY8z5Ms1IoieIC+yF3Pg0u2UHLilwQQlhkv8VKbRVx9CcQFFiUuFgrFk15nOvnIgE1Ry3SikauEcr+rbBUnhuyofYHDdSlfQClfQC4IEfI+cwrdyUcsfjj0QjEsGrohAieAq7uwNQehHcLVXXimDyNjQLvUobxToLxToF5oMDIGjIwBS7Vhaw4cw4VtuLB5Xyt5Dr9/f4kLDthsAE05C9iGYcBMtfRQi4/shZ1uEZE9si0zDn2h95j8XqL3lnwRJ78XwyBkMwU86bKQK6JSqqJRbaBeqaNRbYj7BNq0v9Voo1lvpgC7nQDsQa+PUX+AQa8vgJupz6OG+wympWo1g+tOAq7PAbZo8yg3UOa9mPlcCflcCYVCBeVSXahSbiSgXCwzc8CO8gUB2NQmQrZocgWbQIguSAmOKBpd0xQRjZ7NXkJRM+KWAmdk6ZoCU1NhaqwyTTaflqFDU7JnK9fxoKOS9MROAzZf2WK3upBcJTa0ZAsHQWgSsOVhSZfDpiPgmu2zYJnxdwNdfNN2ui8/ZpVoi8+psFu2OqMlVv3SSuQLGObZeHb6+ZR4ST+XfgfDsHjBKDr5nMQVbDP2ezeTg6Lyz/TcQARaUciV5wbSMaxS7jguHMflq4B+Aq7jICf/BKbDMBTw7XluSo6UsOpLw+oMiAuFnLCXDCM/kdBKYE52lqRiKY9qtSxSXek1SJT8Wq2WxXHNZh2NRg21egWtVkPc73bbuL454ueff8TnL5+w32/Fsc1mHc1mDNW1Wi1R3SYrTXk/+dezPml2Id5q9tFqDtBqDtFsDFCrdlGrdtGo99BuDtGqD9CqD9Brj9FrjzHoztDvTNBrj9Ftj/kw9lCAtAzY5yCb7g/6M0zGC0xGswRkz6crLGdrTMdzzCYLCaZZ2+t8xrZNx1PMprOEUxr5N27SAAAgAElEQVT1V8sOIQTYtOpO7R4CsPcbbA9bod1xJ24PV4cTsE63gPw9wD4H1nL1+sOHF3z69DGhjx8/JKrWacnQnRYBNoW+yAEwsjc12ed9/foV3779duLy8e3bb6Ly/Ptvf+CPP/6WeJzWt2+/iefQ/T/++Jt4nryf3Eh+/fU7g2b+9//8n2BaFvwwgO06vIeTRfeS36+t2/BtD4EToBgVUcqXUBQ+whEK+QiVUhG1akWkA3bbLXTbLfS7HYwGPcymYyznU8xnUyznC2zWG+y2O2w3TMfjNa6vbnDYX+Hm+g6H/TV22yOOBxaL/nD/gqenj3h8fMHd/SOubu7w+PwB949PuLm7w93DvdD17S2O11fY7/ciAWk2m4lByvF4zKaIWy2MBgPRwjIdTzCbTkWq5HwyxWLGWlxG/QH63R6a9QYqpQqLrOX9vVSlYclqGrJZTcQYi+Ed0xFVDFK6ApTNashcqshcqri4yCZE2zKXKj9O4SeUOCrb4RVs2a+YWnjK5XKiAuL5bAqeJAN2ctAxOBkS9L2QbecnBXkILBflRRCMbbuwrbjqI/d0shO2w0/OtlgeJb/iarWaONGkfzff9xFGIYql+HgKZWDJYLF3bJTLwfOD1Mk4/r9gv68Px/FFL6ocRU3/n1TRM1NVM0XRBWBTuIeiqKJiTBVlucJscmiQAZtgKT30SMv/rAWAhQhZJo8s59J1lScGspUSyzLe2GfyCraPyI8Q+RF8J0DghcgFOZTyJVTLtRPAZpH3ZV7JbvFKd/VNwCZrrG67Lab3mVhkcavR4e0f7UTFOl29prYOWZVyQ6hcqqNQqCAXFZHPlZHPlRNwTdXruBre4j3YDebHW2U92LKbSLFcFoBNkE2gw+LhffGYAI0uYuQLa4JpikyXAVtVyP9cg+c4CDwWWuVaFv//zyJz8Q6mriLwXASeC8+xBGBrSvYEsOlxErClFRJRBWaAnY5Vl32yTwE7rkaz/VTtNfl3jgvP9eA4rrjITyvR/29bsE2DXzgYfHgzzhCgHAG5us+cmZgc2xLgmn59am1jnz/z5PdxHAapjmOLCyT5s0SfIds2pB77OHKdoth93xVQy6rGvgggomryOVGLhn+msPHngM2e7zjs9QmsCYAJoGXAluGZgDr9PPobCLCr1bLwgJdFFWw6hlSrV9Bo1NDuNAVg93od/PTTF/zP//n/4H/8j/8bX358xWQyEiF2vV5XWOrJgC3b7XW7XTSbzcR2ZqfXERfk7XafVbNbrOWD+rBbja5IcOy1BydqN3vo9ybodUfodoaiPaTV7Is2kW5nKFpE6Nhed4TBYIrJeI7pdIHRcIJed4DRcIL5bInFfIXpdIF+f4jFfJEQKzAyE4fRcITpdJqAaioCUt81iarXFAizXq+x2a4TUE33GVzvcbw+nnhZp1tB0oD9Z5XrJFgzuP7w4Vno5eUJHz484+PHlxN9+vQRr6+f8Pnza0Kvr58S+vz5FV9+/JyIK6d4819//eVNffvtK75+/RW//vpLKomRPe/r11/x7bevQl+//oqvX3/F77//ht9//w3ffvsq7tNjOoZEz/3rX3/GTz/9iL/+9efv9MH+5/8Iy7SQi3KwbRuZDGt9yF5moKsaHMOGpZrwTFcssxfCPAohTw10bESBh3Ixj3Ixj0atKiC71aij12lhPOxhMRtjMRtjtZhju1pjx6dbr66ucXf7gNube1xd3eBwuGLx57esSn13+4jHxxc8PX3Ay/NHPD19wPPLBzw8PuP55QPuHx6Zk8jTI+4fHnB7d4frmziRaL1e8zc3h+vRGL1eD+1WS8BBs95Ao1ZDo1ZDu9VinpntDvrdHsbDEYYcwmcT5qHdbnZQKdd4Jb+EwM8LgKT+RUUxhTTVSiwzyr2MdLymWshmdGQuNVxcqHj/Tkno4kLFxYWKzKXGX9fgFRP/BK6pyiYDdqVSSQIqgTW3XAykhDDXi0+UjuOxYRzJkYMAm36O3J8fhpFUSYqXWG3Lh67ZvK9TXmI2BYCmITsN2FR1dxxmm+VHIXLFAkrVCgqVMnLFAoJ8DrligT0uF9m2KIQbBHB9SiULYDosVtz2fHhhBCcI4ARsu+m40G0bum1DMy1opiVsxjQe52zw4So5OY9aaRRFh6bp0DQtcWKXAdvQddFPTe0fMiDJ1n1y+IxnOzA1HYauwTCZCKApkpuG7dKybZOfnF3eg+0nFPnMHScf5VEulFDIFVDKs3ROaiFpVFmrSKNWQ71aQbNeR6vRQLfdQq/TQa/TwaDXw6DXQ7Nel74P2HHs89bkrjEE2J2zov3C/aPMei9Z+weD6GKxhkK+glxUEiLQJiAnwGYnYN4mUiVP3rpIiSOVqlUxjJWL2ICXbTv8s+aw976bXC3Sdfb/Ta04uq6JlS2Ca/n/SVWyJ+FC5H3OLrh0MeRIgOk5lujTlivY5yS/n+QWpL8H2DJkpwGbqtb0/qbVGPl7h76HzsE1Xfg7jgPXseHYJhwOsJalwzQ0IdrmuTY814brWOJ4xzalJET7DEA7/OIn+Tj5HZnsnafhVJJlaTx10UikPMryfRu5nIdczhP3w8iF79vwfUdUis/LexOsZRGEs75nBtBx5TrgoJwX3u8xYMfb5PYN2ZpVrl7LxxFMy1CdVrVaEdXoarUittFzWq0mDoedALCrqyMGgz6azTq63baAa1ahrouWkFqtLirV5OxBj2O/6ngYmo6Lj2XbyEWk3+2fdRPpdwc8kXHEAb0rraAx0X7SYDAWSY6DwQjj8UQEz4xTQ47kgkZpjFTgS2+Xq9UyZMv2e+mhxc1mg9VmheP1AYerfQKyD1d7HK72uL5JWu7d398nqtjnnELeAmwC62RryAd8/Pgi4Prl5YnD9Aeh19eP+PzlE778+IqffvqCn3/+ET///CN++ukLfvrpC15fPyZEx/7884/45ZefOVz/nNCvv/5V6Ou3X/D12y/4/fdv+P33b/j67Rf8+utfE8+Vj5Mhm0H1N6E//vhN6NtvX/Hrr38Vr0HP/frtF7Ei89NPX74zyfEf/gmGZiIf5eFYLh+gyyaqHlpWFx7NvuOLZXgKWokCD4VchFIhh3KRxWmXCnl0Wg0M+l1MRgMs51Ms51OsFnPsNmscDzTheoX7+0cO1Le4vbnH9fWtiEW/u6PUIGZO/vz8Aa+vX/Dh5SOen57x9PiEp8dHPD484OGe9Vzf3tzi6njEcX/AdrPBarEU/tuddhutRlMEpdSqVWFRxipWBTFw0ag30ev2MRoOMZ3OsJgvMZ3OMRqO+RJ3D9VqE4V8BYGfh+OEqUEguWKb7N8zDFeAeDajC7hOA/a7HzICsN+/UxKAresmr+I4CdFStud5oo2jWCwmbfj8U29WmmS3XQeWza2sbDe2m3I80ePouUkrP7GM7vqwbVdaembDUtmMLi4kmOgEH1d46WRI0H46zOPDcR0YlgXNNGD7HrxcyAZ0cyG8XAi/kGNgXS4iKjHgJrcRPwzhh6HwqjUcG34+B7+QgxOFsHwPhueyWQTXhuG5sHwPlu9Bd21kDA0ZXUNW16DourAmY1VuVYA2AYh8kj+BDl61lnXidc0BjFw+8jyR07VsGLomKmm2BClype0sYLsWHMeG69jwuCLfR+T7CDwPgeeJx7kwQD6KUCmVUBerU3WuGhq1MlrNGjqtOrrtBnqdFvrdNnqdFnqdFrrtBjqtOjqtOpr1KleNgXazKWy1SHTSlLfVavWTYahisYJisYpCviJEUC2DNlWw5RaReMixIZLkSpKNGCXMFYtVFAplhGEBQZCDbdHQmi9k267odZf7eRWFtYtYFls9IMA2TE0MQqpKVvTcnwsVYq0TyaFHz7HiVhHt/AXZnynZx68nADterVETgE2tYXJ/Na08pSvHb30HkZIuNhYsx4TlmDAtii3XEgojH17gwgtcRLzVwQ89WE4SsOWfkf75BKinw9w+wsgXVecw8nkfM3OHyedDeJ4pAJug2vNMeJ4J37cRhA7CyEWxFKFSLYhk0VzOQxC6AoRJBPTsZ3iiMCFsMItJ73Xyow/DEIVCQdhQysOI8qBh+vmszS55TAzzEQq8tbNSKYtjaRsrypSF/7ssGlys8nbQarWa+Nk01CgPW1Yq5USlmtmBVk+UTvdtNlsi1Zdchui7odfrodvt8HaTOlqtJtqdFrrdDrr8Yr/bbqHTaooL/E6riX6Xh89wKz4Z2OXvnhNrvsFQ2PZ1u11MpxMhOQo9PaCYhue3AmPSFWuKSE8HxRwOB+wPe1GtjqvWDLiv765xc3tz0nf98PCA+/v7RAX7nBUf7Wd+109vDDYyiCbI/vDhWUA1wbIMzFSNJsD+8uMrXl8/JmD89fVjAsaTVexT0Cbw/eOP3/C3v/2egGwCbRnI5eecg226T8+VLxZIVJV/ff34nUEz/+4fYaoWIj8H1/SgXCh8SIY5WygZBe9+uMDlRRaaasAyY3svCi8Rw2bcCi70fISeh0qpyKtbbYwGAyxmMyxmM6yXS1zxXiIG2dd8IPGOg/VNIhb99vZGXE09Pz3jw8tHfHz5gJenJ3x4fsHL0xMe7u6FE8jt9TXrqd4fcNjtsV2tsZjNhNl8vVJFKV9AvVJDiQ/UUbWAWiIo/a9SqaJWr6Hb62MwGGE4ZBY97Gp2glari2q1wSyHInYy9j12Iv6zqXpdtxItCHJ7yPv3GaF3P1zi3Q+X4nHmUk1UmnTdOAHsxFJsqqItTnauwyDTssR9FqjAQhhYcEMcT2xajgBINigUn8gE/DoOmP2VKS01m+IiQq7qZ7MaLi6yeP/+Ig5fkQbx0kvKolJlM89aAmw3CuDlQtihDyvw4PDHXi6CF4ZwA1/ED1Nl3nFcOJ4Hy3Xhhuy5duhDd22YngvVMpE1DaiWCc22oLs2VMvED5lL/Nd3P+Bf3r/D+8sMMlmVeQBLYKIqOlSF9X+m/y8IsskiLx0iI/das+V8Vt2mFhH6fPmuxwCZLxeTZLiWAZuq3FTdtnkVkKqigeciCjwxdGebOjzHQi70USrkUC2XUK+WUa+W0ahV0KzXGCw3yui26+i26+h1Ghj02wk1G+UTMSBvoNWM+yvlfst07yWdjOMQHDbMmM+VEjAdhsVEBbuQr6BYZJVuguy4b7uOUqmOQrGGQrHGgjBqbVSqTQbexRoKBQbtgZ+H7+Xg2myWgG4dh7ng2Da7iGLVa1VI1xlM67qKbPaSA7Yutqm0QqGb8Gw3IQqw0lVFtE3YpgHPsaV2itTA6/8iYKer1xS/TqI0yLg1hIuv0NCA7bkh2z9rEbFsC4ZtJBQnLbLHfujBDz24gcvCX3wHtmvDdExYvEWE2lPoVm4ZeevilgD/3OeFwb3OIdjhFW5DKL6oNfjnShHbY3h2TuCaAXayTYQAOx7kLiTCnYrFokhQpSKJ7PghSy5IpKvhsftX/mQ7vR5BfhrQz3nBi3ZAPn9TLpcTzyfJFzryrA4DcnL9KSegmm4pb6HZbIs8BEr9ZXkJLbYS3W6j2ZThuo1ut40OB+tWo45Wo45Oq8lX2droddrodjqJFMdWq4Vmsymq6o1GA4PB4ET9fl+A/XQ6xng8TKRRj8dDTCYjke1BYM3cQiaJCnY84Bi3hlD1ervdilYR2XovPeRI1evNbiPaRI7Xx0QPdto55JyriOxxTRCeHmp8q0Xk5eUJT8+PJ20i1Jctt4HEvdov4nG6TYRaRUhU8U6DN1XEf/31F3z9Ri0iyX1y1Zyee64aLkP5zz//KC4A5IuAT58+iGr9p08fvg+w//nf/yc4uo9SVEHOK8BQLDiGy7yXDQuZrIr/9sN7/OX9BS4yChRV45DNwlBCN2SODC4bgvRsDwGvcufCEJVSBc1aC51mF6P+GPPJHOvlGtsNXaFtRSX76uoax+MVtltmM7Pfb3E8HnB9c4Xb22vc3d3g/v4OD3f3eLx/wPPjo4BrAuz72zvcHK9wc7zC1YFVsXebDRazGcbDIbrtNpr1Brclq6KYZ8vAuSgP3w/EsAzJ9Vg7RaFUQrlSQ73RQqvTRafbx2Q8Q6/XR6NRT1QL8twj3PNc0aNJgzS6rgn7NLqVBxtpgJH07t0PePfuB3H/4vKCD0Aq/KSoQtf1BGCn2xHkZVIZsA3LgmroArRZpZe1Urg8GMG0XREKIZaHVbn3MoZI9jfGJ2x2ktZEhV4Wu5C4xLt38d9KFnPxMruekGEYsZ+z68DxPeZ4kwvhhQEDblGJD3gohS+ccDzbEyE+oR/B9wK4Lgth8fyAtYy4HjTdRFbVkFU1EdyimxYuM1m8e3+Jd+8vcXGRQTarMpjO6lAyqvDz1XmP6p9d+LiOK34fWfG2OMUxHaHuux48Nx54ins6mU2XbVu8D1tPtJBomiKg27FN4b8sV0rpvmuZYmWqWi6hUaugUaug1aij226i12mh1ayi12mg32th0G9jNOgkVK8WUa8W0aiVOFxXBWC3W83EABMpvY3gOj7hU4hQUcCvDNgyaOeiEgr5iujHlltKCgUG4KUSs/Gr82HKEu/pzufKiAJmMek7EUI/D9cO4TsRfCeCa/uJWQPLZMOuFxcZKIrGB+VMZqF4eYFsNiuGUHWduxBlVGhZTdjP2aYt/v8t3eTWjaqw95SHAc+5ynwPYJMMzUhdCMefWXLFYcO6caVbniuhGYO0k805JVqjSKYB3TR4bLnJ48zjbXHUeZyqqOiq2Gfx9jW2WhZ7csf3DfF7se/WVJKqGrs80S0bTGXfP5ZlivAtGdppCFLXDWSzCn89RZq5MHmPt4dkRT/9eT0f7JUM98qL16FZF1ly9ZtAnAodMmjLgH1uu+xWQrCeBvE0+BNgpy8S5NeVjyUQjwG9JOw0CaoJnuX7lIkgwzVTU2oRafP+7A663Q7r4W61eEtaQxT5ZHXOxKLTY0qD/B7AHo76CcBmCYwsJEYG6vF4nJAM2Uk3kXiokQD9XHjMarPGervBdr/Ddr/DZrcVt4erI3b7nYBouWJNrbPyvvv7e2HDJwP26VDjBwHaLy/PeHp+wtPzk3ie6Nl+fsLLy7MYeqTjXl6eOZi/4OPHD9yu72NiAJK2ffr08azLCD1mziTsuOT+V1EFl/Xlx9cTndv3+vpRVOWfnh/w9PyAx6d7PD7d4/7+Ftc3R1zfHHF/f/t9gP2f/8P/Ac8IUc7VUAqriJw8cl4Bnh1A11ha1w8Xl3ifVfA+qyDLKx+e68M2bYRuiLyfR+Tl4FoeXNODb3kIPZYYWC6Uhcn7ZDjDarHGfrMXgL3dbLDfsSWQ/Y5Nye62W2w3a+y2G+x2GxwOO1xfHXB3d4PbmxsB0lSxvrm+wc31De5ubnF9dZ0QaxPZYrVYYjqeiEHFcrGEYr7EbQdZ+h+rPMfT6I7DwMt2XQRRhChfQKFURrXeQKfbw3Q6R7fbRaNRF7HNslUR9ctRpdGyDP5FnhWDT1nlUugyc4HLzAXeX/yQ0A/v/iJ0cfkOl5kLDug6FEUTX+zpEwCJ9jE/aw+e68GybXFCoxQz1pPNEsaiXAGOF8DigG3xZeK49cOIq1FmbAmnqTpURYOqaAywM+cBO5vR+Mk8K534WDiKqqjC5i6bzcLkQ4FkP0jVKtfz4AchwigS8n2f/40+Aj/HnUx43LzlwzM9+JYvLgp9JxCwxEIt2MqDoVlCyVAMiwO0IeCaJXJqMDULhmIwaSY812Mgzf/NXV5pcx0XruPBtX343JubXHoCL0To57h9HvP19l0PjpVcOfJc2c2ChT3Q356u0Mm9v5ZliBYReWhMHizzXQdhwKrkhXyEaqUk5irarQavArXQ6zYFXA8HHYxHXYxHXQwHHQwHHdSqRdTOAHabALveQKPeiN2H+ON6rYZ6rY56jSWGloollIolFAtsiDafY4AdhQUEfh65qChE2wI/jygsIJ8ro8Qr2aViDcV8FflcBflcBcV8lSdRtlGvthmA56scrAuIvAJClwO2m4dnhUKuHcB1fLjSSpWuWdIqBvtMKoqKd+/eIZtVxOdQ0zRkLrMiWMrQLBEA41geC4LRLe59zyzpDM2AZZjivsHt6v4tsgxTyJSgNA3YSZDWIfdixzqtUL8l+j6i7ybxHcWjzJNi8CzLdl1YNtsX76cQGCZaMZR/PwJjgm2CYPa9qJ0MNrJ+eXZxb9s296iOVyNl28K024o8sE7uSG+1zMRgnbwwJvimnusgCEQRg+BXrkTLQ7gyYKf7us9VsGUIlj2s5fYT8rxOg326wk2vRb9HsVhMxJezHuoWarUaisWS6LeuVGpxMrAE1SSqWssgTvuq1TqaDdZz3Wl30Oa92s1mE+1WG+1WWxqsbiZ6sDvNtjimwy2Fe70eup2uUK/XQ6/XEy0hw8EQQ94iwo7tYD6bJrRczrGYzzE/028tazFPtoecizzfbjaCj6gtZLfdCm13O2x2O+z2e+wPBxyurnC8vsbh6gqHqyvsDwccj1e4vr5hWR8E2byFlnR3ywCbtdoyPTw84u72Di/PL3h5juFaeF7z7W9JDppJ2/i9vn7GFx4s8/r6WWyjwBnadi6Ehu6nj5O3MyhPVsC//Ph60p5CLSxyhfrjx2d8+PAkoPp43Ce03a2xWs2xWs2x3a2/E7D/8b8gtCM0K200K22Uc1WUcjXkwxIsnZ00DMNGJqsiw5cNqQeXhqJK+SIqpYpQrVxDq9FGt9MTqY2L6UIEyBz3Vzjuj9hvt8Ii7+pwxM31Na6OBxwPOxz3e+y3W2zWKyznU6xXS3Hs7fU1f4PcJXRzfYub61tcX90IHfZHbDc7rNdbjIZj9Lp9tFsd1KrM9ocqZPl8AUEQiaqUZbN2CT8M4foBHM/nqYEsMbBYKoura+oVTU9DJ431q/A8VzgOqJqCrJpBVs1AM1TopgZVV3CZvUBGucT7y3d4d/GD0L/88N/ww/u/4DJ7gayagaIqArAVReNT/aa4L0tOW4u3sX5RSi/zfJ8FteTyyOWLiKICXG45Rc4ZdAKxbReO5YhwG8s4PdlnL1ngCvXvO5Yn4IGBa+yHK1uJaYoGTdGgZBTRm0xwyRLrHBHU47k+Ai9AFOaEAi9A4Pjcki8UCpwQoR3Ct4KERLokv5++dU0fjuGeyDZcZC81XP6QReaHLLRLHZZqw7cCeKYPS7cRhTkUcgXmOOMFiYHCwAvhuSF8L0IUFhKQmM+VUSyUkc8VEspFeeHmck5s+I6swDyxikIrJ2RLRpaRVE21LDO+gLFMcZKPeOJnpVJGnQ8A0xJst9tCr9dGr9fGcNjBaNTFaNTFeNzHcNjBcNhBo1EWajaraLdraLfqArDbvNJEriOs6tTkA8d1NGoNNGoNtBottLn3dq1SF9aCUZBHFOSRjwoo5pnlYBTkxUVKuVBBuVBFpVhHpVhHtdxApRgrH5YR+sWEoqDEbr0icl4RkVNAYOfgWxE8MxRyzQCO5cOxfNiGC0t3YGg2DM2GrlrCaUP+PFKFlT02xDyCrtkwDQemCHVxWaw5/7zqehqI9ROpZz73aVGkum25iaHFtF1f8vsiCZBkT8cAMq7ep635SI7jiaryxUUGmUuFz19YIMs/05RhOWm7J9yIbBemZccy438rFvwSB7rEHtSe+DzQ/Eh8sUB93LGSK06e+HxS+qvnhiIsxjBsMfBNF/HJ1U830Rd+2pPuCs/qdKsXcyQJRftdHOCSrETLgC33maft/tKtG0x5ISoKUWGIRO4h8n4S67OunJzjqKVLttsjwGawHfc5p/ut04AtW3gmw6fYfuZG1E58P7SbHSHmWNRCp9kRgVjk5d9tddFpM1Ewlqxepyf2DfsjTMfMXng6nqLX6aHVaGI+m2G1WGC/3eKw2+Gw22G1WDDA5k5ks+kU89kMy/lCaL3k4LzbC/Y57PbYbjbYrNfYcMCm+3K7q9DhiD3X8Xgtbll77bUQm2tjmSD39w8i/frx4QkPdw9CTw/PQs9PL/j04RM+vnzE68dXfP70BV8+/yj0+vEVrx9f8enDp4S+fP5R3MrH0fM/f/qCz5++sG2vX/Ca0ufPP55so+0keTvFrCf1GUlLwLjVQ4bpl5dHfPnxEz58eMT9/TWurve4ut7jcNhgvVlgsZhgNh9jNh9jOhthMhlgPO6z89uoh+Go932A/V/+4/8B3wpQK9ZQyVeR94vIh2WU8lXYhgvH8pLT47wnz3N9kRJYr1T5VSJ7QzfrLXTaXfT7Q8ymM8wnzJpvtVhht97h+nCNm+O1aOG4OhxxyyvQdzc3uL2+En3U29UaqwV7U+7WW1wdrlif9c2dNAx5g+vrWyHaRq4k2+0em80O0+kc49EU/f5QTCfTFwL1hLG+SheGaSGIIgRRDq7PINt2XbiBLwD7dMmqedLHJS93B0HAAVuDqqlQdAVZLYOL7EVC7y5+wPvMu4QuOHhntQyyahaKmqw0nXMBSNtupXsoyflA9tGmxEYSAXb69Q0taTF3uhzN3ApcyxU2cAH3onYt9yQGnhRXhJWTwa+kXOFpnQtyQqEbInQCBE68nO87EUtstGP5VgjfCuGZfkKhHSHn5RG5OXEc7XN1T8jWXBiKBT1jQrvUoV3qMLMWLNVmftm6g3xUQC7IsaAbqULNxFLgAj9/0j+cz7EYYQpPyUUFoTRUkw+v7D0ee/BS2068XE9VRbqwsm0bpmXBMA0RGU09n7LPOYVIdbsd9HpM/UEX/UEHg2EHw1EXw1EXo3Efg2EH/UEb9WZZqNmqotWuodWuo8UBu9NsCdHSLQF2vVITloCtRhudZgfNegt1Adj5hJindyFhOxj5EfJhEYWojFK+wsUKCMWoipxfRuQVhUK3IERwHTkF+FYOnhHCM0K4egBXD+AYPmzDg214sHQXlu7C1GzoisWkmiefRwJVts0UcB0768hyzgJvuq3juz7rXOno8HNBMemwmHT1OgZsuT3mNFwmHT4Tnz9McWGRHgBnQS2xZaacvJgWg/PYiUn+d+8wa78AACAASURBVEz67Mf+1HKFm+xB021cMmDLQ+myCOCZn3UgRCBPF7jnZl9iOWKg0vNsMaxMvdxhFPAqenDSp51uETkH2OkByvOAnRP2feeUtulL7nsbsNN+1m8Bdjqh8c/gOp3wGsN1W3w/yKJArPS2c+p1mDf/oDcUokCs8WCMxXSB1YIlTK8Wa0xGUwx6bKZstVhit9lgv91it9lgvVxhwQF7PpkK9lkvV29qt9lgt9lgu2L5G9vVWjw+7Pa4OhwFKxEvXR2ucDxe43C4wtXVDW5v7nF3+4C72wcB2TIX3d7c4/7+MU69fnrBy+MLnu6f8HT/hOeHZzw/POPlkW3/8PxB6OPLJ3z68CrEtn9MbHv9+Pm7RMd//PCK19cfv1ufP/+Ez59/Eo8/ffr8hl4TMe2sjYRB9dPzA+uCuL3G8bjD9c0e+/0aq/UMs/kIw1EXg2EH3W4D7U4drXYN7U5diJ2/Yn0nYP8X2JqNSr6CYlhAPiggH5aQCwrwnUB8Ocpfdp4bIPACVMsV4YXb63Qx6g8wHrKUtslogtlkxsF6idViGUPy7grXh6vEm+bmeI27mzvc3dzh9uoGt1cstny72mC1WGG1WGG72vLkR1YF3++O2O+OOByuxBstHpJkb7797ojNZofNZofVaoPZbIHxaIper5/q8SwJmPG9EJbtwg8jIYJsUpTLn7kCb6Ld7qLX66Pb6UpfKgy6i8Wi6JFW1CxUQ0VWy+DdxQ/4y/u/JPRf//Jf8T7zDlktA0VXhLJqFu8vL3CZyZ4s5woHizdst5L2W+kEM9YrSVUn+eQZe3yrCcCOAyD0RE8oe2zA0u0/BWxLtxOALVLmdNaPei5gJU45dOFbzJs950VCkQTYgR0lFLm5hAiebc0V8q0QOS8vQFwGa/k4Amkza8GQIJtA2zU97roTJMCavKf/rYBNIC0rFxUS+8XqC3d5kK3j0mmOJi238/570f9qsp59uRe0WCxKQQ9NtFoNdLpt9AZd9AYd9AZt9IcdoW6/hWa7JuC62iih2iihUiuiWmM+uvVaVVq+fRuwq+VaIvimWq5JgJ0Tolh33/UT/+aRn0MuKApFfgGBm0fo5hHYSflWTiiw8wi5ZLC2NZ+LgbWuWDA1OwnXCmstStvdyb3MmmoKGEzDta6xIei3AmDSn++03gLsNCzT43TVmAA6WfH9twO2XCE/dSI5dViKATtIAPY5FxPDcJC2QyVL1Dji/RTy4wsd8+8CNvs/sBKtIZTEyP6dzvRSu8kgorSDiQzYlMIYJzHaArpZ4qKfaL9IDyHSfbm3WoZrGcRPW0Ry/78BNkF2svCUjD6Xz6PnerDTYtXlPnqdPk+WbSdAmqCZJMNzGqJlmKb0RZHCOBhjOp5hMV1gMV1gPpnz4+KcDALl1WKJ5XyBxWwm9tF+GaJXi6U4hgBd3keALa/uJ1npCjfXN9hsdjgcrnB3+5BwYiOwllmIrI/v7x9ZBZtDtQzYBNcE27JoXwzlz3h++CD08vgxoQ9Pn4Q+vrzi04fP+PjyKra9PL+tp6ePQixc8OOZYz7g6enljJ4T/eQPD/d4eLjDw8MdB+s9NtsVNtulgOlGo4xavYR8IUAu5yFfCFAohiiWIpTLOVSqBeESJOv7gmb+w3+ErVuoFMrc37qAfFhE6OfguwEcK16+cxxfpFcVcgU06w3uK9nFoMfgmt6Eyzl7s21Xa/aGWbM30HF7wNX2iOP2kLgiI6i+vbrFzfEGx/0VDrsjdusdlrOVEF1JrpcbrFZJyW8sgmuqXhNgLxdrzGYLDIcjYXLP2jmYr3WxyMAmyuXhB8wzOczlEebyiPIFBFEOQZRDLs8SLamHjPrDWq0Oup0+up2e8OxstdpoNBool8sIwxCO40BRszBsHbqlQdEVZJRLUcGWq9YyYFP1+v3lBS4uMwngTd++5Wsb9yjGw5fyMCTz+2VVn3PLxvFJNHbAkIenYhkCnG3DEUN8tuFI0c0WT5ejCGT2PFt67bSNHQG2zwE7PAPYsaKEcl4uodAO4ZkeLNWCqZiwVAu25sC3fLiGC9/yYWuOkKVaCbDWLnl0OpeRMWFmLQbqtg/bcNjQr3RxEcNfHLP8bwVsqlyT0w1VtpMXRWYCsKmfXVGUBGATXKuGDkXXoKiKqHTLfZlx21MFtXoV7U4L/WEP/WEXvUEbvUEbnX4L7V4TrW4DzXYd9VYVtWYF1UYZlXoJlXoJ5SrzyWWhVDXhRR+DdRXVMvPcrpZrZwG7lGce3QTXuTAUPtKu5YjVEbaqkUfkM/lOBNf0YekuHMOHZwRvyrci+FaE0M7BMwK4ug9XZ2Btax5M1YGWNaFmdGhZE1rWPAHsc4AaQ551FrCpEhvbWJ4HbIMniJ7rmY4dht6ueJ8D7reix5Nw6SZWt07t+5KATb+r43ipFRZPtHiwNg8vYYEot1yc/znJXIEkpJOdYnJgPZnE6EitGmfkJttf5LRKqlBT/3Q6/Va2wsvlosRj4fQRBSLwRfamjlMZo0QFWoZm2VWHQJuq2DJgp51Akq+VO2kPOdcGkrDnS+wrc1u92puq1epvWnD+rwI22fW1Gm2MB2P0u4MEYHdb3QRYy3D9ZxBN26fjGeaTOabjWUIyYLPnJSvU29VatIUQWFOFe7ta8zYS1vZKBUcqOlLbx367jXmJQ7f8PLml5IqvzBM8X1/fiqJiulVErmATiN/dPuDu5j4B11SxJuiWJcP2w90jHu6e8HT/IvQWaL8F3TJIPz5+OKuH+xfc3z3j/u4ZD/cvicd3t48n7TBMV7GV4X6P/X6HzXaF9XqJ1WqB2XyCyWSE8XiAaq2ISrWAYikSfvZh5Ar7TRm2C8UwUc1ud+rfGTTzj/8ESzdRLpSQCyJEfojIDxF4fDjMi0RVwfcihGEexWIZ5VIFnWYHvU5PVKznkzm2qy22qy1Wi5WoXm9Xaxx3exy3e1zvjjhs9titt4k3zc3xGjfHG1wdrll1erPHbr3DdrXFfDJPaDFd8Lj1dUIyVMtgvV5vsV5vBYjPZgvMZnOMx2M+EdxFq9UWH2z6sLOe5ByK5TIqtRoqtRoKpRLyxSLyhaKwGZIHNdrtLnrdAXq9AbqdHtrtLvtiaTQSkeVRLoIbuDAdE7ZrwXRMAdtZLYOMcpmAbnqcUTK4yGZwmclKqYHnK9hvVbHTFeykE4Bxdnk4bTloGuYbYE3VbF0CaVuANQ12uZbDqtxSBLKuqjA1TYpQjv2gqTIu+rINWwB25IYnFezQ8YUiNzhR6PjwLRee6cDIqkKmosPIqrB1E0ZWhaUaQqaiw1QMmAqLTlffa8j8oEB5p0J5p8LImLBUG67u8T5tR1xc+E4Az/aEXDuGAc+Nq9lxEiEPMkoBtpyoWSyWxQUhVbDjal0yQVKGbdF779jCQUY3DSi6BpW7QVDbEAGDXD2rVMpoNBto99ro9Dvo9Nvo9Nto91podZuot2qot2qoNauoNauo1MooVYsoVYsoV3lQRaWMeqUqIDsJ1xXUKzUB2ATZ9UodlVI1AdjCtlBYHtpidUS04pDzB4drXbFg8th7z/SEXMOFa7iJbfJ2+WLLVG0B2ATZcjXb1E/tOZPA/PfCp94GY7LLTAN2+vP/Pa0l55xE0oD+FoTTe+0t0Ka/2bbdxPs2Bl4C1/OR4m/1OFNCLH1+0hepYVgUdqmykhV6cu7wzgbBsIHDZHXakQaW2f64As2AOSk5vjwtSluUK8Vy5bhSKSfcPag9hMBaFgG03B7y92z9CgXmyFMsloRoGymfL4hjyIO+XCL/6hoq5boIgTonSlWkwKhGvS22sWPqCclDj/LgI51TYy/sNtpSpZraRKbjmYDutwD7nNIATpBNUC0X+EiL6VwA9nwyTaRBE3TL/JMGbLmCTftovyy5dYQq4YfdHvvdIVFA3G73Aq6Px2vsd0es11scDle4vbnHw8MTHh6ecHtzz47ZX+H26hb3tw94uHvE/e0D7jl0M4B+FPueUtVutv0JD3fPJ4Atg3Z6m6xHDsznFEP0E+5un3B9fY+rqzvc3z3j+voe2+0RqyXjucV8hdlsgel0LriObA8HgwGGowEmkxGm07FIEi2Xi8jlfAHQBNEyYBNk5wsBiqUIzVYVg2Enoe+rYP/TP8O1bJTyBXGyCjwfURjxwbG8GO7wvQi5qIhKpYZ6rYFWo41+d4DxcIzxcIzlfIX1coPdes8Be4n5ZMbbOzY4bHbYrTbYzNeYT2biTcQg+4irwzUOuyNzGRGgznqe5KvP+WSO+WzB/0EXWMxXWMxXCdherTYCrM8DdhxdOhgM0e30xBVyu93lV9k1lCsVVGo11BsNNJpN1BsNlCsVFApFESGeiwooFkooFcuo8Uo2G6Sso93qoNloo15roFwqo1QssSW9KITjObAcU/i+aoaKrJpFRrnEZfYCl9kLvL98j/eX78Xjy+wlLjMcsHmbSCaThaJo4jENV8lKDz1qmn5iXxVbTiVP0nQSlXuxVeV8kpzss0uDjAaHbEMCbMdyOCzrMHQVBo+A1lWFP479feXXNThk27oJx7B5wqh/Rh4Cx31Tvu3AsyzYugFDUaFnFRiKKu5bmpbYRtv1rAo9q0G71KBeaFDeKVDeKVAvtFQPNrNco4sLgmwCbQZgp0vkzBWjxH2eCyf91mnAlivYcouIpsWQnE4c1HWd9VxzyCa7xqyqIMMr3bGTQpAYnKLKWK1eQ71VR7PdTKjeqqPWrKHWrKFar6JSq6BULcWiJedSCZVSOSGC60qpjHKRRbMX89zth99ng4w5hH6IkIddOZKdIfMQj8WcOZLDiJbuwNZt8R46J890hFyDHWvrJr/YMmEoBrSsweHaEJVrAdjcyULW/1fATofCyFZ6acA+df04P8SYBv/vqXQLFxGpshtDdjzwSEPXhmElWlCogvxnQTWO4wowpvd88ufHnx/PjQRkB35e+JTLQJ1sZ7FFBfstwGbOHkklgduT4NoX1WcKrpFbP+TjzukcfBdLhRPApuKM3IudtuiTW7vSVe5TwC6Ji3T6LpFFK2Tp45irR03YX74l8p+Xg57osQzY5wJnSFS0EpVrHjbT5AONNIhIkEwDiueUHmRMa9AbYtgfCWOG2WSe0HQ8FcOO89kcs+lUaDIaYTIaYToeYz6bCS3nc6yXS+aWtt3y4LtFQsRB8mAjab1cYrVYiNehAcjtZisKiDFg84HH3UEUFve7Q2JlnwD86nDFC5pXJ/epk+Du5k4MQZ4DbILrdDVb3v5w94T7m8cT3d0+4vbm4U9FYH3Y3whtNgfMZitMxnMMBqPEhRdTm6vFV1nKqNWraDTY6muhkOefb4cnrsaBUWm4JsCuVAtotWvo9VoJfWeLyD/B0nTkgxCB4wmv3dAPUcgVUSpWEtWAXFQQ7RD1WgPdTh+97gD93hDDwQizyQKL6QrL2RqL6RLzyQKL6RLL2QrrxQrr+QrLyQLT4SS1BLITcE2V6/Vyg8V0Ia5MR/2RWMaZTeaYTpkmkxnGoykmkxmm07kA7LckX/WwwccJ+v0h+v0h+1v6Q5HW1Gq1xRdBs9lCvdFEvdFErVpHFOS4Y0HEnQxKqJZrfGK5hUa1ISaaG7UGKqUKysUy997OwfM9OK4DnS/Nk7LZLC4zlyeSPbNlOL64uEyIfFllpavUuq7j4uJCiL3OBS4uMjwA5vLkRE0n4cylgkzmHJxnofI+39gpgZ+kNfZclQOAZdrcuYKl3ZEfraYpULkfbSaTgaooLJSDwFCKGLd0E5Zuip7spBx4tn1WrmXCkazpTE1NyOABH5qSTUjNXELNZKFlVWgZFcq7LJR3WWiXGoyMzivbOpNiCJgmf2sawPNs5qhybmnb93Ksmn2mAicDB7WIUPU6Ddi6ngz7kD24qUWEwoVkwGbuNOw9aNu2OGkTAIkqWqWCSq2KSq2KeqshVGvWUa3XUK3XUKlVUaqWk5KXnUtlnuhWOblfLlW4HV9ywNNzA+aEYTvCUYZsIsnC0bZtMD929j4ki0XLdLgFns3fOzoc0zwr17LgmUy2rgtZqs5WM3hLk64a0BUDpmYlZcSWmWnbTAJsXbNP2hzkFpF0hTldXZZXsKiqTceca/lIh16lt52D6nQFXPwOmg7Z/vNcZLlsi5f+/jn33DRgpyvXycp43H+d/gyxYcSkI0ncOmWJ7z952DAt5uhxGtoVe9rHNpjysGLiNaSkVVm0XZa8j3qwyaNaDqGRPbOp3STtpS27jshDjslhx2ICms8BNkE2raIlYbvKV9pOJQM2icD6FLBr4nMvPv9Sdb7K3b6o1bKVsuPrtDvCao+s+mhbWrINX9qKbzgYYjQcCY1HzKt6PBpjPBoLe75er4fRcITplFnzUZLjeDwUITNywuN0OsFiMcNyOcdqtcByOReix+v1Cuv1CsvlHPPZFKvVQmyj7XT8drPhVn07bDZbbDbbZMKjFKnOgmnYcev1BpvNFtvtDofDAVdHBtOMu6j1hGCbmVDcXjNL5Ie7ezw/POHp/hFP93Jl+xnPDy/JCvj1PW6v7nB7dYeb4y1ujre4Olyf0U0CnM9pv7vGdnvEer3Her3HdLLEcDhDtzNEq9UVgUTJ92meKyc+s9TGxYpFnvTZNWDbukhoJdiWK9vFUoRqrYhWu4Zmq5rQdwH2P/67fw89qyDnB6yqZ7u8es0q2MXUB42uamkJh6q+3Q5LOpyM55hPV1ikxIB7gfV8jfV8jdUs7kHarjbYb3fYb/fYbxlgE2RTJZyuHmVNJkn1+0OMRxMs5ktsNjssFyuh1WqN1WqN5WKFxXyZAGwCdEppJMDu91mbR7VaF8tjFN9aLVdRKVXEcnWJV9mq5SoaVWYt1qg2xOBFs94UNoblQhm5iPXJBUEAx3HEEr68nC8PqKXhOgnYFydhLdRvKw+3yYEQcm+ufBzzok4muaX7OVm1TEkAOin+eeeHrhQJsFngRAzYBNnZ7CXzCpeG8oR0HYami0o2hXC4lpUSSyp0bSOhdPy0LFNXYOoKdDULXc1CUzIJqdkLqNlLaEoWelbBD//nv0C9yELPajAUHYaiQ7tUoV2qMDVTQHXgBYj8CLkgB9/xRYsIi96O7cXICoyswdJL5J4bSM4heQGeYZhHGOYTbgmaqnOYjuEuAdvcEccPA5HkSUOO9G9NzjK+74uwIqpgl8pl3jpVRa3RQK3RQL3VRK3REODNALuSUDl1MiXF8ckVlMpllHiPZ7FYFl+aZEVINmgEOxTiRBaENEgcX0yaoopsGhb3kdYSQTtpuZYBj8vWNSFLU2HxliaDB7bE1XI7rp6bybAnskpkw8RxIIppOQmJzxlPSpThNE6JZICaDjlJJkkaouUiXsGIYf8c4NL7RFHUk4sCClZRFFV878i+9LInPm3TNA2WacHkzkn0vaSJNqSkVZ5swSm84h0PrsOAWbSmWMwlxNRdmLoL1w5ZCBC/OGWKEPg5Id8LJc9yGZptka4oW+Uxu7zTMBjZZs9xbAHEVK2WdS4iPQHWqTRW2zbhODardnOwDoLYy5rShh3HRRCEvI0jLzzw4wp2hDCMUiExRXEbt4cQXJ9vEaE2kVzEfkZyX4lXsWMVi9WE3moZSbaI1M6CNVXeK5UKB+x2wjSA7qeNBMjtKK10qEy32+Vw3WetBMOhCIGh+7KP9Xg8FsexAJgFFosZZvMJT3QcYDweYDIZYjod85aEISaTIWbzCRaLKZbLWULrzVL4Kq83SyyX7PVo32a7wna3FvfZ4w32+x12+x22O5bouD8cEtrt98wfe7/HZrMRQTUUVrMmK0Cp31t2K7k6HHFzZE5uArAfH/F0/4Cn+0de1Y5bRwiw727ucXdzzw0qrrkdM1P68XF/jf3u6k+13R6x2RxYO8hyi35vjG5ngGaji1qthXKpikKhjDDMIwhYUYqdC1k7JYU+nQt7Y+cK+jyavKLtIIw85PMhiqUciqUcqrUSavUyms0aGo1qQt8H2P/+H6BcZhB6PhzTgmM58L0gAdnyElG5VBFXlmnI7veHMWDP17xfaY3lbIPlbI3tassq2fM1NssNS3TkziC79VZou9pgu9qIydzFdC4GCKbjCRbTOQb9AQaDIQaDIYbDUSohaYbZbC7M3MnQne4v5osEZBNgkyaTmQDtXq8vJT11xER0t9Plg1l1saRNy9yNWj1hcN9td9BqNMXyd0VuFeHLgOSXSmAgg+8pBJ8Ctiw5dvx7ktZkFxF2Io17O8+FUTDgNgTU04kzm81Kv0cmUVF7uwdcg5ymRlVsTVNP4VoKnDF5bzYDbOMEqD3Hkh7rQrapwTLUhGxTS2w39SxMPQtNuYSafY9s5h2ymXfiNUxdgaEq0JQslMsMDFWDwa0JtawKLauKyrpr2cgFESqlMvJRDr7rsX2SWwOz/KKZh7hKfQ6wY8jOIwwLQkGQF369rJrniyX7ZEsAW9q3XRYXH0QhokIeQRTC8bw4KZPL8zwx6EgnvXK5jGKpiFK1gmq9JgBbVrVeE1Bd5DBOKpXLKFcrKFcrCRgvV2O4LgvrzKKUVhchCELRA0twQkDDqhLsQoBAKB1uYnIfekNXGUjbhvj/p/cA3XdMDa6tw3MMIddi8O3Y5B1uwjRMAZbxxYzJ0zSNkxUa8sFX9dgLP6uyuQtVV6CbGiyHVVgojpuCqRQ1A11XoOsKDFODomagaVlxjKaxEKtM5j0MUwNFfFuWLp5Hz7UsXeyT9zuuxSPDNfHzSfSzTEMXPvjnRPvkQWUKSnIsG4auwXVs+K6DwHMRBh6TzxyqAi9gkG17iRYfx/JZyI8dJJI182EJ5UINxXwFhVwZhVwZ+bCIKCgg9POIggJcO4BtuFAyGi4vMuKi0fNcUeiQlR4ylAcZyWNetttLg/U5ycfl8zn4vid+B9/3JDeQEPl84U+VrjaTXaBs35mL8lI1mq0C5fMF1lddLp8dZIx9sOPH+XwudWw50Zd9Tumhx2QPd+yXLftny0onK8r3ZWiW4Zrup2G8LSU3tttt9Ho9kbbIEqU3WC6XAqTTaYtycAxLXJxjNp8wwOY+yW9pOhthsZgILZdTLJdTbLZLrFYzLJdTcTubj7FYTLDeLLDfr3E4bHC82mG7W+Fw2PDbLYtCv7nG/nDAZrfFbr/H8foKN7e3uLq5FomN+/1e9CRTbPtms8GSO56QiwlVsWUxoH4QgX4E2yw1+z4B1mROQQYV+81eiLJPaP/t1S2uj9zpbX+F7faAzWaPq6tbbLcHTKcLDAZjTMaMywaDMfr9ESqVOhv+z5W4yshFxdR5MDYByEV5eK538rmW01V930uEKrGVI/bebzYbaDTqqFYr4rMgfwa+C7D/4d/9A7KXWbiWAzWjQFU0uI7PeotzOVE5omoZfTjZBDEbTGi1Ouh1BxgOx1jMV1iv99isdtjwNo/1kvVSUzV6OV+KfZvVlov1FW037P5KegMs5wvMJjOMhyM+RDDDbDrDlGs2m3NoTiYk/bnWWK+3ol1kMpklKtmDwYhrKMWjxle/3U4XvU5XwDMb1KqjXqmKYS3Z57fTbKFZb4h95ZIc/xwv/7FKUrKCTTB9WsG+5LHpWRHHnM1moetaqmp2CqrJ6pouQb0q4pLTQ1Py9myWRUDTzyVIVzXe7qJoAq5VzYCqpZedebXU5HHehpo4qbPtsTezfGuYDLANTROg5Ls2k2fBdXT4ngnHNuDYOhxbhWOrcB123zKzCdmWAsdWYVtKQun9dIxlZGHoWVbRzlyK4UxT00RF3Xdd4dmdC0OUi0UUcnlEvG+Y/MZliE63gZwD7PiY2IWE+k+pB5Utk8fL6ul2AMt0YDsedNPkYUoB/DAQgE2ASsvN5FyQqDbXqqjW62clQ3WhVDqrYqWMYqWMcq2KMq9007Z8qShAu1gqIpfPI8fnFsIohOf78HwPrufAcW0hAmzm8W3CtEz+vklWSnWDp1oaGgw9C8tQTmRbqpC8nS6+DF09ceBhqYHkN25K4CrDNW+D0hQoehaKnmXuQFoGGeUCip6FbmmwHCMB2JqWFfBMkJsGbDqOJcReJABbBmX5+fQ7EmAbpgbHtWBZ+ncBdto+U7bWJLEWLoe5//CBVNaexVaOXMuML4gtC67lSK/lwrW8RP+8a3kJeTYLbmKOMTmhtHsPa89ioG5op+m2VO0nBUEoJNvweYkk1bcr1+egmqrltGxNlXF5xoEA+5w1Z9qiM93GEa9qJY+h42g/Fcr+HmDL2+hxpULtXEkXERa2Fuucq8if6S33ERaH3hHqdnrodHuJbdRCkt5GouM73V5Cg8EQ0+kM88USk8kUw+EIfV68I76YL5Z8XmsqeGM2n2E2n8aAPR2+qelsJEJLZvMx5osJ5osJtrs1FssZ5lKoCe1fLGdYrefYbJe8ir3AZrsUj3f7LXbHPdbbDearBearBVabNTa7LYtN322x2WywWi1ZdPtoKG4XC5Y4ueSKq9i7hFgmCeWV7HleyTXub29ZFgm3Uj7sDonuA9beuxbarXc47A4J7XcHMaApt+/OZgv0+0PRd89MIpj3ObUx5fNFPqNUEuc9OvelK9nsojP5uZX96+mCU74ILRbL0pBtk7Ur5k+NBr6zgv3PyF6ocC0Plu5AyehwLJ/FNfMfnM8XE39cLsojny/ydok2b82YpvqfWfTnYs4GAuazuZisXUzn2HDLvNWSDSPutntsNztxu1ysMJ+xSvN8tsBkNEG/28dkNMFyvsRivky0f9Ago9z0/z3abHYJyGZXTKx5nvVjDwRg9/t9/jjpp0mDFczcvo1mvSHsx2TAJiuyNGATZJOFn3yyTreHiEq2ylopSJnMBQxTh2UZYqlR9PU5Nq+2eALi6eRiGEYK3Nng1MVF9gSyaZAqm1WRySrcjzsDVdNgWBZs1xE9vbppQjdtaLoppJu2JJPbxJkwbP1Ulhl7M0uWciTTMmEaOkxTg2Vp8DyLy4TnGfA8A7ajwXYUzgLwSAAAIABJREFU2E4WtpOF66rivmVnYJqXsOyM2GfZGSE6xrIz8AMdQWjCD3R4ng7bYeCVzbyDpmSgq4ro5dZ5/7ZrWSLWPPID5MJQ2MpFPlshopUhigJ+a6AxXcEmwE4uiecSQ14yYJ/rwTUtB6bDqtgyYFtSW0garqnS1Gg00Gi2UK03UK03UKnVhYrlCgqlMvLFEqJ8AVG+IGwuZeWKRRQqZZTrVVQaNRSrFeTLRUSlAvLlIooVBtiFUhH5YgH5YkG4+vhhwCA78OB4LizHksSGNjWDJaMatgHbteEFrhgq1gwVuqHANFXoehamqcA0FViWKpQGaxmuTV2Bkbpo/XuAnaxiq+xCVNOgGgYyioKLLHMHyqoqdNNkEeFSa4fo35baRaidQ24bMQxTHENez+lWobdEbSNyW0m6tYRkGuafArbsX09zPWnA1lUFJr/Qidtz2AUqa/ui13K4dafNV4Yc/vrmieQLXN91EXgev6j1uHx4tstXkPyE0rZ+6f3ySZmBd2zJl65uU79nOgZdtgJMDyYmg2NOL6zl74Y0PJ/rm063dcqDi5VK7WzVWW4VSVeck04itZO2j7Rk95BGvY3/l7H3XHLcWpNFX+HGPWdczJm4oa2WutXypiW1dpuqIgnvLQHQwxEAXZn23XJbGm0zE3HeOO+PZQiQbI1+ZBQcWY7FSuTKL3OUTDs4dU07aYRhPJ5hMpljNk0xn2UEixzzRY5FWvDt+SLHbJ5hMks7mM2zkxhP5likBcplg6KskeZLLNICab5EXlTIiwpFWR+dK8oa5bLGsq5RVksUy+IPoaxKlFWJZb1E1dRoVg2aVYOyKvn5qqlRNTWWNXneZtVgvV3j8uqSk+ft5Q6b3Qab3Qbr7Rr1uka1qlCtKtTrGvW6RkN9201TdfzgZZmjqol/vKmWWNUVNqsGu80al9sNx9Vuy7c3qwbrpsZus8b15Q5Pbkibdif7e1m/FW0rMMN2syfVLJhiuayRZQVm0wXG4ymPQWbJMixG2XX9txJsbg+jSraum53/qwR2R5RynSHCYITAj+F5EVxnCMcOyaxAOIbnRbAtH7JkdPCHCPZ7797Bwz+fYdCTMOhJuDgbQBqo1Atq0rvdvVo9HMY8ms4PhoiTMbeH5MWSx6WwhA42LJBnOcq8aIWvEz80I9dX9K6G3dm0kz9YQgiLzdlR1fswJWS3u+LFMywL8lTTY3ui9urypjP4WBYVsjTnA4/z+V69JoMOZKgzzwqeodkNsE8xp/aRNsFuF2kMgxBeqzCgXRZAPHZ7rxAj2RetQT/yD7THl4wZySZLvvuhm66SovPP0x6IIcNIextKvz84UqsPPdRtgn12cY6eMICoyFA0jft5RUXBQJQhSMpbIPMhO1GRICoSBFmErMqQVRmCLHYJNY2UY5AUiRKYPiFEygCyMuDkWjdESq4voGh7yMo535bkx5Dkxy3STfYF6REGwkMMhIcQpEdQtAsYpgDDFKDpfShqH4rcthTsvbuMLDCCbWg6ByPalk6Wv9k/y7a6dJh3fUiw2wo2I9aHcX+aalF/936466hRbyBCVjWoukEbSy3oJlGHWWqI4zgdYs22kyQhg77JmBNsP4zgBUNOrh3Ph25aPDeegRU3GY4Dy3fhhgGHHXgwXQem68D2XFiuw2HaNgzLhGGZUA29A/K6Uzn22d49iIoI1VChGipkVeI3cCK1RxyCvJ4IyArIIUQoskT9xu2MZFbu0/a7k2p6shrD7FADQpQHInoDCQNRxqOzHsd5bwBBUiDTPGhSyEKKVVi9eL8n4uKCDEpeXAh8m107GEi0yGbvV2aPextYoYokqsReRB9HvM9q57kHAwmiwMqglJPQZJWU/qh657iuEoJLrCNkyFiVJGiKfADldwk7uUbqQJVEyOIAmiLBMjTYpg7b1Pm2ZWjQVbKqpCos07p789pOHjlcUWqTW9tycNiWyOLxDkl3u3imTarbudnHmdcu/1rY52fkmN2QHw4mnhpYZASb3cizj8Nhwp+nDc8L4bokh9/zQn7t8fVRJxXkFFhyyGGCSHu/fX6UzDoI/BhRNMF4tMBkknLMphnmixKLdImsqJHmFRbpEpNZhuk8x3SeY74oORbpEot0iTSvkOYVsqJGVtRYpEuUyzWqZotyuebHs6JGXjad/UW65M+Vlw2qZoNlvUJZ1ciXZQdlVXHkyxJZUSArCn5uWdcc7JqyqlA1Daqm6TyuXq2wu7rCk2fPcHlzjcuba9SrFVWtazSbhoMR7WVdoqwKbmFhQ5abzQqbzYoQ77pCvSzQVCUl2CtcbtfYbVZYNzUn1at6iXpZYFnkqJcFJdorXF9e8ojCZVHymMIyLzrxhQ2tiWclOgxEHN1w7tUWOZnA2c5EZwr2/vUd8FhOtoq7/9+3n2Hq/s26sC0W5xnANALYVojAH2EYThAGYwT+CK4TwbGHGIYTvm9bIRTZhiyZkCUTkvgHCfb/9x/v4Ksvv8H5WZ+SKBHiQOUKGCPZ7YgezwvIBOcwRpyMkYwmGE9nmC8yZFnRyiRsUC1rlHmJghJs9gtYNStsNsQWQgYcCS6pqnx1ecOJ9XpNrCQsuu9yc4ldK6KGEWzW6NjOg+SxNC2y3W563O2u+F1UU69RlTWKjJBmVhhDhjjnnaSRNsFmWZqLWdqpaB0npDr+lIodUcLCckwPfX6apnEVifmju5P6Il/ClaQBNE3uTKEbht7xt7VLdRhc14VhGJ0YNzJ8uE8MOUwUYCSbEeyLQR8DUeDqdZtgMzItyuoRwRZlFbKqQVY1eq0MQZKPSNIpcs0INpsEFsQLCFSBlJU+NE2Eog4gyeeQ5HNOtNvbbL99DdseCI86EMTHHLLSg6IOoMiD/fBkZ4mbbDPlzDZNrtqpkswLUZg3ul3C8bbc30MicEiwiWKt8yQFoma7nGC3o8p4ox1dUVA0nRNh03ZgWvuCC5Z7zYaOGMGOoghRHHcU7FMEm7Sfmp1GVPa5dMuC4dgwHJuTasOxodkmDMfmpLoNwzKhmwYl1gYUTe9AVNT9TZks8hs3RZc5ZFWiYINsWmewrW0lYTd7TB2XVRmSLEOS2Q1LF20Cysp+yN9TN02ExGgOIMo6BqKCgaigN5Dx6KyP854AQVIhKyZXSiRRhyBoHP2ejIsLCf2ejPMzEednIvo9mV/Hzg/6Cn+OQV/pQBA0SKLOzyuydQRJ1I8+N3uMIuncnnEKumLybWbxUCWNH5cFhRN0XdW579rQDErMtQ6pPiLZigxDUztgf4Ntgm0ZGgxNha7K9Bwh6O14wVN/Z+xvsW3JYKoxgXtErA/J9SEBPyTciqJ0cqu7DYxehyC0STJbvn6bit0m2e1r2gSbDSW6bshByMceh0OLZDhxhMCPEAYjhMEYUTTlGIYTjvbxKJoiiWcc7WvaxxkOn3OULDAepZhMMkwmGWbTHNNpjkVaISsaZEWDRVphMssxmeWYzgvMF0uORVohzWp+bVY0yMsVFmmFcrnBstry53gbpvMC03nBH1Mu1yiXK5TLBnm5RFaUyMvlSWRF2Tlfr9aoGkLO2fF6tUaz3qBqVvy6sqqx3u6wu7rGk2fPsb28wmZ3Sc9VWNYVqqY6ItZZmaFY5ijLnGdAM4K93a3JcOayQL0ssKqXnGDvNitOrJuqRFOVnFyXeYYiW7SQosiyTvb3IRi5ZvXv7XKdzWrT5V10Ho4FTaRp3iHXpwg28WD7Rwo2EZv2tsv2ig/zbjt2CNsK4ToRwmDMX5OBP4JjD+HYQwT+iO+bRgBNdaDINiTR+OME+//8x3/g088+w6PHjzEYCOj1BxC54kXUmfbUMht0jOIEUTJGPJogHk0wmS0Iwc6LTkJHU69RL4mHuswLTrSbukFVVdhu9lOsu/WG5zve3DzFZrPjyweb1ZYMSNIWR6Zgtz08zBpyWKF+CqxCfb3e0q9zRb7mgpDmbJHzCMIsLTgW8xxZWiDPyg7BXsxSzKcLTrDHyQSjeExJ9l7N5q11MamMHQ6HXMVuk202dNNeqmWxM7JMIu56F+fo9y8gSQJUaglRFZkT7Gg4RDQcIqY110mcdBANhzSb24NtkSYwXTOgHtSknyqjODu/wNnFRcseslcQJVnm5FmiRFqSVb5NoHMQwq1x4k0IuXykXh9aRMgQGVGxBbEHQdwr2ZLUgyCeYyCc8WX/NhEXxAsMhHP0+4/R7z/GQDjn5/v9x7joPcL5xUN+jkGSiK9VVSQa38csIky53hNs2zR5yyAjB8yLejx8eLqQpN2E1yUBe8X6kGRrKlkGa6vXjGzzSLaBiIu+QFVsQoJN24Vp2UcpBK7rdQj2cDhEOIz+RwW7Ta4PibZmmtDsPVTLgGLoUAwdqmVwkt1WsAnJJkq7qhtHry9iPSL2JEmRISmEICuacgS1ZZliA8ZtSDJZkVE0jb/+yM0jeY1Kcjde7zDLmpDu08Ur/Z6A/kDi5Jrh7HyAi74EUdaPCDYjupKov5VgC4LGCXS/J/8uwT5FuA+J9CmCza/vK9Bk83ehijpUUYcsaJAFDaqo70t/pH1GPGs8JZGWDGrLw31KJWcq9z45iFlEiCKucDC7CNnWiIqu6kc3sadvZI8VbAILp6whh8kjbZW67blmYEScgYstltNZxTpF8ruE/9gOckiwu7F84RHBbg+LmaZ7IhVk1Mq5HnWIySHB/j2SfXhNez8MxkfPO0oWSOJZh2hPpznmiyXSrEaa1ZjNCkwp8Z7NugS7TbLTrEaeN8jyhhPmNGswXywxnmQYjVOMJxkm06Lz2PZ2Ua5R1TvkBbGP5MUSebFEUVYncXi+XNYoygpZsURWECLdrLdo1lvkZYU0L1BWNapmjfV2h/V2h+3lFZr1Fsu6QZoXhJgvS+TLAotsjnk641hkc2T54ghFkfHClWWZo6lKrkhfbtcdBbumBJwR6zydH2CBIss4yT5FsJly3S7QYQ2V282241Bg3ut2rjUj2EzJbs8Y2JbHCXanYIpaJP9nBduHY4c0VnLE0baIMMuIY4cwTY/k68smfU9U/xjB/td//2d88vnHeHj2AH3hgk6xC1BpDNF+Ul/jk8RhuCfYUTLGaDLFeDrjJJslcbBcah6Hx6P1yCRuVVXYrPd3N5sV8VRvt5e4vn7ChxAbWmCzb1FqCNE+INiH+deHTY+HYM9dLxsa/Ve2bgJKWpNao8wrpPMCZV6hzMkxgqpDsNvkmhHsUTw66cme0AlnUj895B+DIIBt2/wN+JBg7+OwRFycn9O4MRGqokCRSNSVoWkwDQPRkDTljZMRJuMxppPJSUzGZABzGIRwLAemvm9cI5Fv+/zbdoQfS6VQFA3qgYdRVXWoqsFBju33ZUWHIKkYiApV7AyIsg5R1k6S7HatdydOThzwNAQWf8UGtJjfdZ+Q8vvxh+0Vg/Y13aQVkSqTEs4ePcLZo4c4e0S82OKgd1LBbrcNMjCC/Xttfcz7LghdtY01rLKlMUauu3nAOid17aY9NuQoCDJfRSDqtQuLZmrvfaZMPWODzccEezSZIkrGJ0m2abvcFnJIsBVjT6gZJF2DqCmQdA26bXJLSBuMXKsaSUk5jLkTJXZDsY9nUjUVmq5xKKpC81GP49d4nJOqcILdXZ05JtiypOOwNEYS9+Urhz//fo8O/bZmEgRpb6mSVR0yj6Y7VsqZBeTiQsDZ4x7OHvdwcSF0rB5MTWc2D3b8bWA2FIZ2hfnhOUFQIA4USAOVk+dTkAZq55rfI9hkmFGFKumQBTKIyFo5D4ca2yCZ5vvr2tfvn3s/CKkrBkkXOYi1FASZk+pDz/NJ0q0bb339tN+nWRIPE0wOi2vaRTIdNdxyuGWM/R0eEn5GnrvEY4+2ReSUhaRtB2FxZ23s0xoIiCeWtTeOMAzHHDzfunXs8ByzgrDjbWLTxqnHsO22XWQ2y7GYl1jMS8xmOabTDNNpxo8dIk2XHPNFicksw3iScfI8nmSI4jmieI7ROEWaNcjzFfJ8hSxrkC4qpIsKWdYQkp5VyPM9gWach/Eedqx9jtlo82KJNC+Q5gWWdYOqWaOsakqel6iaNerVBlWzRtWssawb1KsN8rIitpRyiappkJU55ukM08WUk+u0WCCnudwsm3uxmGE2m2CxmKEoMtRVydXry+0aV7st9V2vOcFmyvUhlkWOuiw7TZWMOLcr3ttN3QyssZLkeF92giayrMB8lvK2ziQed3CKYLfRJtnEh929OSU3xi5VvB26qtOdQTi1EsQGHFlELCvS+kME+3/9y/+Djz67i4dnf8bF4Azn/ccYSH2oNLfTMDTeLhUEHo0tGSKKY0TJCFEywmg8RZyMMRpPMZunPO4uywq+zeLwmDebJX6s12ueGsK8OYw4bzaXVGm+wnq1xbrZYFWvUS9XnQHJfb41JcxVwwck2wT/EBW9riorGgFYoFouUVcVPbaktakNx7KoUZcNb3YqMqJ2z6dzTCczTFrWkDa5ZgR7Mh5zsBiY0ShBTG0jQeDDMk2oigJNVSHLxA4iCkInK1YWJSiiBE1WYWo6TDq8w/Yt3SBV1MMIk2SE2XiKOU0+SWdz/jGbL1CkGfGNxwmGXshb8zTVgCjIOD/r4+xxD48fneP8rM8x6JOlcE01oCo6z6tl24f/mNr7qmri/EJEfyBDkDRIsg5FtQhxocRPkBRqH2mTa5FDELopESxNgqVH9PoDml6yJxK9/v5mgaWbMGi6Sch/i7gdNuCxAcHBQKDtkizyjflzySqCoZHIMcs0YVEVmw096nSaWZZVDAYi/Tr3YBnJLHmFkUZZVqGqBjTdhKZbXHVSVROiqEIUVciyDlU1eUyfKMkQJZlvC4K0/94kBZKswrJd2I4H+y2pBGx5mhDsfSoA+5tPRhMkowkCOpfh+gFcP4DteNx7rekmFM2AohnQDaJgy7rWgaSqxP5DIwRJWkgXiqZDVveNgO2q7rYVhiiUJBmCJT6wNIhuCsR+HqFNllRKrtsEmyjiKl2N0SDL+kmQ34VyRLDZqiDL5O4JYmdOgd3wiGy158QNBHvN8JWkVptjuxiqkxhDH9N+LbfPHdokuo2Lx0o8gUpINiXiiqQfbQt9GUJf7hxnWe+kaEmGLJFqdFlSKXS6BKvxz9MeLFIoZEHn26pswlAdmLoLQ3U618iCDoEq7opkQFcs2AaJ72N58+xG5jB/3vdI2ZFFyW33Hzwps7AtuxVpa51MHDEMk587TiHZF8MwiwlRstulGQ6PHfufovtYbjWL52tH+h0T7K5fu/35Tn0u3gUxjBENE0ThHnE05jjcZ2BDjO3rTj3+cCCyfW6UTDGdzDGdzDGfZVjMcyzmOeazDLNpitk05cfYinN7P0tLZIsSi0WBySzDhCrhbZI9GqeYL5YoyjXyfIWCIltUHeRZhTxbIs9K5FlJhEUaLbcsGxR5hbKoUeQVirzCerXDqtliWTYoS6JiL6sVltWKEOxlg6KsiHK92VGCveKWknrFiPYaVdOg2axR1hWyMiO2kKpEWS/JR+rBblYkY3tZFVikM2Q5Id+bzQqbdYPtZoWr3RbXlztcX+5wtdtis25QVyWqZcFRVyUn5eumxmbNKt4v8eTmBk+fPDnCs6dPO+ieJ9Zd1ldC/NdLOuQ45yp2O03k0CLiumFnhcV1Qzh2AMMgaSJtBbudPuLY5DV/mLvOHAQsGpblw7MceEKw2Xu4+McI9r/9x7/i7sd3cP/Bt3jw6Dt89/A+LgYXkBTi52VDcqS+1YHnuy0PJvFhxskYcTLGeDzFdLroeJXbyRxM2a4o+W0XwLSLYKqqwXq14y0+LGicvUCbmqjPhHCzOD+yv+FEfMWTSwiBX9MGSOILWjVrSvpLFEW3fYnUnNaoy+rtqGo+vDmfz7kFI47iVhtdwBvqkjjhqjW5NsZ4FGMUR0iiIZJoiGgYYhj6sEyDZ8SqigxZFNC/OIcii3QyXodr2dBEFZqoQhFk6LIGXdZgKDpszYKlGggcF+MowWw0xmIyQz7LUCxyigxl2sU0GSH2hwhsH67pwjJsqLIOoS/jglZCM1ycDfDowTkuzgbEXykbMHUHhmbxzFpZUKErJkzd6WTS6twnTLxTmmZDVS2uvMqUYIiyepJg9wSxlU4i0ESStn+bqIK9vojzCwHnFwJ6fQm9vsT3z3sDWLYLi6msBvEGM1LIyKCsakdJKPJRpJfUKc1gN0Hkn695EqZlkYFC0+yAJXkIkgxFM46sNZpuQjcs6IaFIIxhOz4UzeAkTdEM+n05NHHDPFgBkMjzKdr+H+uJSmQS4t89xtIEmAc0Tog/jv39R1HCh6D3j4lgOx403eQEkdzk9CErGmSF3FCJksy/V4Y20WvfHByS1vbSPlMcdZ2ojIcJEO0UCEEQOkoim31g+5quE6KtKFDpahL5vastS4oMWdEJ4VZ0vi3JxA9OPNsEneIXeW+HklUNimZwzzqbWZAOZhfar4P2DQYj24w8yzJpQWwT7TYOCfWpnyUjmewappiapt2xGgmCTL/fY3R/HofY30y1ISoaRNkgK1mKCkHSIMomhySbkCQTimxBlkxoig1NsaFrLnTNhabYUGULKj1/CF2xYaiEiDPois3JuaHZsAwXjukRWC5c24Nre/Acn4Mcc+HaLhzLgWXaMGmpFBvulEUZuqrDsZz9yiA9xwg2U7fZLAzzZmuqduDftvjNout6SJLkoDTGPyqM6TY5dq85hcOSmUPywdOEghDDYIjA8xGFEZIo5hjFpEmxKzL9Pti142TcaV6cjCYYxSP+OUbxCJPR5ETFedqpSE/nKbJFhmyRochypPOUHyNBBIRwE9U7x3RecsxmJabTArNZiWW5QVmsUWYrlNkKRdogW1RIZ0uk8yWyRYUirVCkSxTpEtmi5CveVblCmTVYFitsVlcc6/oS9XKDpt6iqtZomi3qeoO63qCq1qiqFZrVBitqGalXazLUuFqh2azRbNZYb7dYbTcc9WbFUa0bLFd7TzbzZZdVgZx6s5k/e7dd4+pqh6urHW5urnB9fYmrqx0uL7cc7NzTJ9ccz57d4Pnzp3j58jlevXrJ8eb1q7fi+zev8f2b13z/1atXePHiBZ4+fYbr62tstzueOleWJTLKq9oNmrPZDKPRqNXBMkIUjTAcJgjD+ADREbpDuiHvdXA7gRM+j6ZmUbks+s8wbF4EZ1veHyPY//Sv/wu3776He99+ha/v38NXX3+Bx+csQ1WErqtcwfZ8h3S7RxGSUYKYqtntGB+WjckaD2fTOSlroUOCjGhXVXOUgdi2eWw2l1ivumCVmatmx4tsWAnNulmjLmueNFKXJK2kLpe8rKZZMiK+wqpZoapqFEWOtOVZquolmqbGdrPGqq7RVBWWRYEiy3gCSl0SlXu5XCLLM8znM8xm01bwPVGmkyThYG1UPCx/lGAUR5Rgh0iiEPEwwDDw4bs2bFOHrsqd4TlVErn1wNJNOLoNR3c4PNNFYPvwLQ+e6SD2Q0zjEbLpHNl0gWKeo5jnqLISdb5EUy6xWlYc2XSOaTxG7EfwHR+O5cI2HGiyCbEvQ+zLGFxI6J+L6J+L6J0NIPZl6IoFS3fgWgEc04eh2tAVC4ZqwzY8uFYA3wnhOyFcKyCwA3heRD1OAZ8G1lST/LNXtN8l2D2awsCSGPjSOvV0s8Gx856I856Ii76Ei77U2he5dUHVTRiWDcvxYFGCrVLFVaREqieIXHFUNGZRkGnmstQpaGHLxCxWjoHlOfNc59YAXzspg/h+9wSsTcTaVgsvCOF4PhRN50OiJJ2F/NwOfet7Tzv5+b7Nt3ns19yTZZYkNBzGR0t4jGC3h6nCMILnBdA1k6jxAlEtFYmViKgQBRlCXyS14xS9iwEkUYFCr2V156zyXJH2TX+HftlTWeLtY5ZJVMe2en3ooW37ZZmdROYkmdwYtG/CVN3k5FfVDTqEufdvS/R1wS0CunE0/MntM2xokxJsRuTbrwVJVjsKM1On2zXohyp1m2y3vfmn0jRODdmyn6EsqdS6RJT4tse/DWITI9B0owNF0yCpyglQkq2oBDIj3AQShUiHLfnQpWzyBAFFNqHIJg5jtRTZhEYtKuT9yTkBG4ZmwdAsmqdtwdJNWLoJ27BasDlxtg37JCzdgmu7CNwAvuPDNmxCwBU61PkWbzZL8HEcG45jd+IAbdvqpE/t53f2WdasDt1xbOyr0d3ffUwQ+EfnD4fikyRGEscYUbDOhySKkEQRRnGMcZJgNpm0hvoTjJOEP4btt3GYtLXHGNPxCLPJGLPJGPPpFIvZDHm6QJ4usJjNsJjNkM7nfHs+nSKdM49wiiJL+fV5ukA6X1DCTeL+ZnQokmE2K7CYL6kVpEaRNSgpirRGzgj2bImcE2yCdF5gmTcosxrNcoMyW2GZr7GqdljXV1jXV1hVO6yqHZpqh6beHmHVUC602RFf9mbTItYbbHZbgqsdVpfkI8PqcovV5RbNboNms+oMP7aJNsPucovr60tcX192CPbucovtbs2HIhkJZ9c+eXqNp89u8OLFM7x8+Zzj1asXHK/fvMTrNy/xww9v8NNPP+DHH7/Hjz9+jx9+eIM337/C6w7JfspLcUh29xpN0yBNU6RpSuOR24V/E5p7vreSMJ/276E7q+Ae3ICSvxHbsrkwQ25odSrcMIJNiuEURf+jBPv/xe27t/DFvc/w5Tef4943X+LR4wcYDHpQVAmOY8FxLLiuDc93MBwGSJII4/EI48kIcRJhOAwRhgE834XnuxgOQ/pHGWMymXZi7rKsQFlWaOp1h2C34/YI0d5i1eywanYdcr3ZXKGqqE2kIsU1TVWREpuWR7vMS06ud2sSeE4UblIPulmv0DQ1Nf2TtiXWuLRaVairAvUyx7LIaURNiaaVHdnUFa1KXaIsc2R5ijRdYLGYYT6fYjabtl4M+4pW3i5FCTYj14xgx8MASRRiGPhwLLMzJU8m44mv1zUd+JaHwA65TIuMAAAgAElEQVQQeRHFEJE3ROxHiP0hYj/EbDRGNp0jny3oxxRlmqPKCtR5iaZccpRphmy6wDSeIPIjqtL4sA2PDy1JA5UTbVnQoCsWXCtA4EaIwxGGfsKJtGP6nFAzgh24EUIvpsMFZGCGDRPYlg9dsziBafuwmfd6T7Al9AYyegMZgqRS/zYB83az872BjIGgYiCo6A1kXPQJMW8vzeumxX3DhOQYRwSHEWxCcBQcesPZNstiPiTXLM/Z9b0O2HHHc3lKhqyqRwS7q3aSeD3TtnnqShs9YYCLQR89YXCUJS4qxDbSXvL+I2Sb3f23VQGmZjNy/TaCbZr2nhjLGkzNhC5rUAQFYk+EcCFgcD7A4HwA4UKAcCFAHshQRRWKoPDrxJ4IhQ7FGZoJU7eocmhCVw1eLmLqFizD5mDX8WOtIbU2yTk1iMaW8dl5RVGhanpHcRYVha+gGJYFy3U6qTeyqvDH2/z14JHSHVrIw26yuM+8dZPX/v3z4c6TFpSuYn045MoU7/PzHn/M4Q3KKYLN7TeSCllUIPYFSAORN5ZqsnoUq9e2rOmKBks3uZ1NV1WoiszBBrRVnuQidyrT2UrEvj6dfT97Rf73cq07edatxBIGQqQJmSbHdCpk6Bzkvdfg78G+48E2LHqtCdd2EHg+h+94CDyfN/g6ls2tYoamHw04tq0ipD3Rgm2bMC0Dtm3SshePIwx9jvZxVhRD/m+Tbfa/2fPdk48JAq9zjee7iOJhB6NRzDEexRgnBGwFlglGjBBPxyNMxyN+3e+BXbsn1CNMxzHm0zEWswnSxZR/ZNvsXBvt6/N0hjyd8ceQx00pGV9gNl1gOk2JVYRiNssxb3m7s8US+WKJIq2QL5ZI5yUW0xyLaY6cnssXJfJFeUSwl/kay3yNutigWW45ThFsxnMOCfZ6u8V6u+mS690W612XXG+vrzr7m6sdNrs1Nrs11tsV1ttVJ9KPEec2wWYku02wN5sVJ+I3N1d48vSaE+vXb17izfevOH744Q0HI9Q//fQDfv75R46ffvqB4kf8+CPBmzdv8PLlS7x48QJPnjzhRHu5XHYaNLMsQ5ZllHiTWT9WSsOSRg69228j2MT20c2yZ+/9bH5H0xRIkojBoL+PXG0V+P3BFJF/wyeffoivv/kS977+At9+ew+93hn6fVKZa1o6bNuA61kIAhdRHGIyHWEyHWE2m3BMpmNE8RBB4GE4DGlV6QSLRXpQYd60SPUlx253jd3uGpvNJR1C3HKsV7sOwd5bRNa86nNVr7CmWdk19UcTFXtfcLOqiZJ9ud3icrfDalVjucyxrDI0TYH1psJmW2O9IbWlq6bAdkMibDbrGpv1Pr6mqZdYrxus1w2fzM3yBR8mmEyP61k7d2Dj0UmCnUQhpuME4yTGMPDh2hYcy4RjmXBtC65tw3dchK6PJIgxCkeYxlPMEoIkiDEaJphECZJwSAn2DOlkimKxQJXlqIuiQ6zrvESdl6iyAmWaI5ummMQThP4QvkMIsm14sHSHDCjRZADmZwy9GEM/wSiaYhRNEYejrlp9QLCHfoIoHJFBGTqZvifZJJ7q9wg2IbwKV6XJMrIOQdI4kWZkmm0LksbPE9ItdYbMZFVrKYh75bqtHDKyfd4b4KI/aH1Npwtx2uq05TqUXPu85TCMIoRRBH84pAUtpJyFJGVYnGAxX27bp6to+xxoUZFp7vOeTLP9njA4mSUuqypvqTNNq+O7PFwqPrWc7Hs+X7GK3lKJzM6zJizDIORFk1XosgpNVDhUQYY8ECEPRKiCDF1Sj85JPQHixQDyQIQuq5QYEWVxT4zo6o7lwHc8+E53Kd+xHLrvUIWPfGQ1uaZl8MFuNuStaQoMQ6fbKh2CVLnK2h7GZeklXUhQNbWjQlq2xW+2WFW863swbRuKpnGC3c4PZ68FsoJiHFk7/iel+jCq8W0q9klizfYlFbKgQBFkyAMB8kCAJsrQZQWaKHfAjumyAl1WYCoah6EovH21Ha+3B7HIkSp1rQNdVaCpCv/dsGZEUuSinAQ7TxoUdZi/A8s0+HuuY5lwHQuuY8Fz7RYcBJ7HSbOpG5Rge7y1lSHwPHiuS0qmOjYxE5ZtwztoLnU8F7Zjw/EcON6eHLN9P/ARhAHCKOQIwgB+4MMPfH7d4eM93+XXnMLhdey5D4l2FA+JyDaKMRknSJIIcRQiSSIkSYTphHCD6WSE6WSEyTjhGFNy3t5m+wzkcQni2Md4NMR0GmM2Szim05gfW8zHHbBj6WKCLJ0iS6dIFxOOxXyCxZyIfqTNcYHpPOOYUWV7PsuwWORI5wT5okC+KIi9ZJZhMcv4sTbqskGZVZRgr7DMV6iLDQcj2cwmwsg1I9jr1Y4T7PV2h81uh81u2ymZ2V52ifUpXN5c4fLmsoPd9Y7j6mZPqhlxZsr0k6fXnGwfKtavXr3gZPqQPP/lLz+9Fb/8+jN+/c+/tPALfv31V/zyyy/4y1/+gp9//hk//PADXr16hefPn+PJkye84v0k6gar1RrLZYWiKGkBYLrvKqGuCeLnJm2e3UIlD45jw7QMGIbeeX9g7ayKKkIQe+j3zzAQLtDvn+Gi9xgXvcfo98/+YA72//l3fPHpJ/j23j18e+8e7n/zNUlEEPrQdRWmpcEwFdi2Ds+3MRoNMZ+PMZ9PMJ9PUZYFt0mMx2NaRBFjNBrR6vQVz8RmTY9Xl09wdfkE11dPcXX5BLvdDfdb7wn1JbbbK2IVOSDj6/WWKtIsU5Eo2XVZoy5rlPmSKth1J3+bYVU32G7ItOx6XWO1WmK7a7C7XOPqaoP1psJ6XaGuc2w3NXabBrtNg/VqybFaEQWbNCUVKIqsRa5HmEzHXK1mFpHxeNyxiLRV60O0iTezjQwDH4HnYhj4mCSERE+iBLNkgvl4ikmUYDSMMRrGSEKiYE+iGPPxGOlkjGIxw2pZYF2VqIu8Q7IZ0S5TYiOZj2dIhglCL+Lk2DF9TrJlQYOh2nBMH0M/wdBPMBsvMB3NkQwnGPoJHNPvqNiMaIdejGGQcILN4DpkaE9TDe7BJn5q4STBbqvTTJkm6rTMCXWbWLeJNlG598r0RV/ARSvZoX2M2E8Iye0JIh4+Psd3Dx5yhZgR20OirWgaJ9iMTHlBAD8cIowShMMuvCCC4wawHB+G5RwR/m5+uMqH73rCAGcX53h0fsaLf9pEm6GtpsrqnjiyNxVGNhnxPKV+8WOug9D3Efo+hkFA5gfoStbh0jNZtibPY1sWVEmC2O/DUjU4hgHPtOAYBkxFgS7L0GWZb2uiBKnfh3jRg3jRgzwYQBMlch0lX8fqIsEwCBD65G/Gd5wuPAeeb3M4jgnb1mHbOgyTvLlqmgRdVyDLAjRNIuUzKslfl2SJrqYI/IaFFy21bEOKKkM7UaNtWiZ/bXi0sdJyHeimQRNMdBiWDcfz4foBTNvlrwPmsz+lYL9tSFGW1Y5tRqPDvIdk/BQhP2wEZQRbFSSogsQJNMMh0VYFqfORXCd3CmLaYMd1VYKhKzB0BZahwjJUvm/oCkxL42C/O/b703Wl1e5Kfo+6rsAwVQKjC8vSDqBza6TvOxwdgu0HvLjLMAzYlk0KxGjUnmWafBDycB7DpKk4pm3D9kjhkj8M4YYBaTR1HViuC8f34YYhbM+DbpHhYMNx4IZhB/5wCDcM4fg+h+15fLt97vCxb0MQRR2EcYwwjjEcjRAlCZJRQq2iEaI4RBSHiJMIk+kIU/5/cITRJMFokiAZxxxxEnX22TWjSUIflyAZDzuYTOMOpvMEs8UYs8UY03mC6Tzhx0+dI+fJ84+nE0xmM0xmM4ynU47JdF/HznDo924jX2QdMP6xqtY0GGGFZd6gLtf8Y7PcoF4yz/W6o2Azgs082OvttkOw2xaRNqHe3Vx3cIpgt3F1c9lRr9sE+/nzp3j16gW3fbz5/tWRGt0mzgxs/7fffsVf//qf+O23X4/w17/+J8Vv+L//9//iv//7v/H3v/8dv/32G3755Rf89NNPeP36NV6+fIndbncSV1dXuLq6xNXVJXaXO6xWDZqmRlUtsVyWtBI+5a4ChuEwbLksApiWxt/f2Xu8ritQVLET8zsQziCI5+gPHuHs/Ds8enwfZ+ff/TGC/e///K/45O6H+OaLrwi++gqPH/4ZvYszMuRoqjBM8mbm+TaSJMR8PsZiMaORLzmX7YlqPaZ3DDM6zLhP96iqBqtmywn19dUzXF89w9XlU1xdPuX+6lWzw3Z7ddRV37aQMILNsFeuK5T5EvmiQJEW/I8iX6QoUpLbmC9SLIuC2D5qRpZLbLYNVqsKyypHWWZomhLrdY3tpsFmXRPbCAepHWVROGm6oNaQrno9bg02tlXs6WSMYej/LqIW0Y6GAULfQ+A5CDwHSTTkHrhxHGMcx4R0JwlGwwhJOKQIMU1iLKZjFOkUqyrHplli09TYNWvsmjW29QrrqkFTLlFlJYp5jsVkjuloimQ4wjBIKMH2YKgWNNmALKgwVAuO6WEYJIjDEUbRBONkhlE0wSia7AeFWmAk23O6E8CeN6TqtXVEsN+mYDPSfNGXcHY+wNn5AOc9kRNppmoLktayk+wJNrOI9AQRZxc9PDq7oOo0GYJkYNYQRrrPLno4u7jgVdcM7YQTVgXfJdkeHM+DFwzhhzHC4QjDeMIRDkfwghiuH8G0vY5y+TYFWzcNiIqMi0Gf1223CX9PGOC8d8ELgZgvW1b3bZ+mpcOyTVi2CduxYDsWXM/mIMPNBK5nE7uYa8N3bQSeg2FAXq+HS8+Hy9Ce78CiswWS0IehynAtE75jw7MtmJoKXZZgqDIsXYMuS5AHfQi9CwzOz2gFvQhdpsSMWgoMTeWqI1MbD3FKjfR9G0HgIAxd+L4NxzFg2zonWYahwLI0+sYrQ1UFStRI7B9rkDxMPOkmkxBCresqVVLJz9yyLbgt5dLlymV7pWOfyEKq5z0ep2g7XodIt4kxI9LMl80SRiRR4efb8XSHKTltss7UbgbS4EhKYhSeZKR0sLeIdNsYlVYTIxkE3ltC2BLsvuhHhEpvctoEWdMkqAo5p6gifreJk15zkmAfoE3WTUuntgwLtm1xL/P+5pOt8vh0ZaYdB+Z02lgPm1nZoC3xotMmUkOHaprQ7X35kuE4MF2fQ7ccKIYJWTegGCZ0y4HhuPy844dHcMNhB793/tRxbxjDG8YIogRBlCCMRy0kiJIE0SjGMB52MJqMMJqMEI9jjmgU/S7a18aUcMfjIcdoEmM8SzCeJZjMRxzTxbiDU+fax8azEcbTEcbTMUYTgmQ04ojbYhgFS99azOZYzObUx02QL9IO6rI6Ith1ueZolhusqi2aitlDNhxkxX7TUbCZRaRtD9le7rA7INWXT29w9ewJx/XTG9xQXD+55uAE+3pPsPeDjteUXL+kHmny8fXrV3jz/Wv88stf8MsvVH2maJPmv/3tN/z973/DP/7xd/zXf/+D4x//+Dv+8Y+/429/+w1/+9tvlHz/J3755VeuXL9+/QbX19e4urrCZrNFU5M28DaqqkZTMxW75hbdLF8gzeb8/43nO3Bd+wiKKvFyPkWVcH7xCI8e/xmPHv8ZZ2cP0O+fod8/w9nZAzx4+A2+vf8Fvr3/Be5/9yXuf/clvv7mc3zx5Uf46t4n+Pqbz/9gisg//TM++uAuvvjkM3z52ef46vMv8O3XX+PP392nJSYDKKoETZNhWjqGUYDZbIzZbIL5fMYN6PP5nBLKCcbjKRaLjNg4aAHMvrVnwz3V2+01tttrTrCvr57xY9vtVaelsQ1iISEWEWL7aLAsKuSLHEVKvFBkaSfDfDrHbDxDOlsgp38QJBw9R5nnyLMMRZF3kKYLZHmK5bLEatVgvV5hs1ljuSyRZynKskBZFvROKUOWZ1gs5pjNpq2bDDbwSBRsMiSScLI9GiUnVBGbe97ZfhB4iIYB4jiEbZs8NtH3XErCSfJIHA35El1ME0niMEQSDTGOI0zHMYpshnqZoSpT1GWBbb3iWFcNVssKdb5EmRbIFxmmdIqbkOwYru3B0m3oigFVIh5Yx3QRhwmS4Wif/x2NMYrG8J0AtuFwkKEhm2ybzlFuq2k6e2WNJygcDuoxy4bGSfTeVy0fqNQa3z+yioj73GGmTD86u8DDx+c47w0wEGWuYO9JNQEh3n2c9/q46BO7CBuCJGScpHWwgUNF02HaDidJjufDC6Ijgh2PZoiSKbwghuV0c6Q79gCdJI60Gw4VTeM3IkypZgT77OIcFwNWCKRwYm6ahFRbjgnbtfhH27XgeDaH6zt822YzGY4Fv0WyQ9/jN4ahv/eHDocBRxB4/DWsKhJURYJJX8+2bcIydZiGBtPQYJk6NFWGJA0w6F9g0L+AKPRpDCIj1wqPs2Q5/R4lQrZl8Y/tIhB23HWICunRr598Dy4814LrmHAsA5apwzJ1oqDSGwP29ZHnoznJlDDxz0E9tW2CbVp7rx8jaW1bgN8q8olpFf0wTuD6AX/NOJ4PP4zI68h2eWJKW61ut4KyeD6WW88y1RlpPkwXaavYjIyz52DYnycDvoIo8MHet4EN/3aGgTvJIQoEWYYgy63tfRunpMpQdAWKrkBSSMmUSAl5u4qeZN73aTa++LtWEcPQiVWE2oI4TJMXLZkmI84kF9ow7FZONMvT9WDoLnTN4TB0F4a+P9+9zoauWbQPQKfvc2Q4WVI1qIYBzbSgWw50y4Vpexy65UIzHWjm/pzlBLCcAI4/hO2FsL0Qjj+E4w/hBVEH7DgDu779GPY4P0w4gmiEIBphGI9bGNEm1xjDOOJgdqcwGsIfBhxhNMQwjhCN4iOw4+3zhGhHiMcRV7bHsxEm8zEm8zGmiwn/+D9hPBtx7NX0PZEmf28JJ9ejUStOtzV8eYpknyLYy6KiBJuS65Y1ZF1fYtOQRBEiJm47IuQpgn1oEdldXeHy5rpDqG+eP+3gyYtnePr87Xj2/BmePn2Kp0+f4vnzZ3j+/BlevnyB169f4833b/DDD9/jzfdv8Pr1a7x6RQYSf/75pw7+67/+6wj/+Mc/8Pe///0kuo//GTc3T3F1eY3NZscdDiyqL01zbvVgIOl0+8FHFigRhj4834Eg9jEY9HDRO8PZ2SM8evwAjx4/wIMH3+HBg+9w//43+Pqbr3Dv3pe4d+9LfPHF5/j880/xxZef4t69L/D1N1/h62++whdffopPPv0Qn3z6IT7++AN8+NEdjrt338eHH93BJ59++AeLZv7pX/DRB3fx1edf4qvPv8Tnn36Gb766h2++/hpnZ494U6AkCdB1Fb7nYjRKMJtOkcQJpnSIkftfZqT9ME1zLJc1J9jt4cVDgr3ZXHFVe69uP+WFMKyhkT3PqtlgWVS43FyS2vT1jqvXy6KmQwcFFrOUI50tUCwyFGmOIst5s2Se5chygrwokBcFsjxHVdX8rmm9XmO1WvH4mCzbX9+edGVqdRRHiJME8/mckuu441EdDiO6lO51lt0Z0WgPtpD0FhdB4HEVzDA0uK6NIHARBC6GUYDRKMIwCuD5DlmqiwjxTqKQe+HmM+Jty9IZqiLHumqwqVcdNGWFZVYim6eYT2eYjiYYJ2NiF/FDuLZLp+HJMJljuUiGCUbxGNPRFDNqLSHXD2kSid0aIiJgZTbtQgeirOl8cOmkt1VW9jnEiglZMSHJOiTWfkf3B4KKXl86ItwS92rvhxdJHJ6G894ADx6e4ey8z/3W/YGE894AZ+d9PHx8zvH4rIez8z5RuPukmY+hXR7C4spIvJ5NM6d9uP4QQZggHI4I0Y7GHEGYwPWHsB1KpCwHumFDVnTohk33ScwfG6DUTbPVokk+DkQRvX4f570eBqIITdfJAF4n1cSG5VpHaHs43Zb/03bbBNuB7zoIPJeQaophQG78QnoDGEdDxPEQYUisIswmwdB+3TMCzl7rsixCFAYckiTwITgWe6coaudnYdNYMtf1OqktnfgxP0AcDuHaNhzLhO86iIchn3uwTeNowJhYUlRiZVAUPjzHYv8YgSYZyCon/pZJ1FBG/v1WgkM7tYEkMgW0zCdCEA7hByH8ICQqtuvDcYllxA/CjiqqqfqBn1qHbbk8ru8wXYTF+h0mjbRzrw2DDBy3E0r21ymcYJPXnHIElVpmWExhxzqj6ZBUAlHRMJCUPWQFA1nGQJZolJ/SykoneeSMqEui1IEsy92M81budPs4uxk6jtAkKTO25dL3pG5bKtsmZNo9gqaQ44buwTKCDgzdo3BpGYbJ8+E1lmTE/94JTNuH60VwvQiOO4TlhDBMjx/3ghheEMMPR/y6Q7BrDo87bsjh+hEHeb49webvUS0xYBiTcqk9yY5bMyUhBxvgdX0fwzgmqvcB2gSdgRDtiKvZRHUeYTKfYLqYvhWsdIVhMp/wxxJVnJL3JMJolHS6KEajhAtjU0qqDxNOWJJJOp8jnc/JiniaIk+JcEdifOsOwW4PN26aK1xunmC3uaGxw/vSu3a3x2azoyR7T7Cvrq9x/eSG4OkT3Dx/hicvnuPpyxd4+vIFnr16ybefv3qJFxQvX7/Cy9ev8OrNa7z+/g1ef/+Gkugf8MMPP/Bhw59++qkDNoDICPbr169Pgp1nCjRLAmHxegws+IIg4eJAu3DtVLNxFxIveyOFcD2cnT1qEeh7+OqrL/DFl58f4bPPPsGHH97Fhx/exWeffYo7d+7g7t0P8OFHH+Djjz/k+PCjD3D37h3cvXsHdz64jdu338Pdu3f48Tsf3MadD27/MYL9L//7X/Dx3Y9x78t7LXyF+998gwfffYeHf/4zHj18iIvzc8iiCMey4TkeRnGCKb2rI9mSGbIFUY2LrEBTr3mZC7s7KfJlR8Fuk+zt9pqTa1J1Tjza11dPsdvt7SIkmHzDK9NZ7jWL6CMku6JDB3mHZBOFmxxP5xlyeqeU5gXyokRR7tuV2sdYbvdyWdMUlCXSNCMEO8+Q5hkWWcqXmMJoCNtxyQBYK12hjTAMeQYjW3pkS5KHFbyaptIBHhWSJMIwDLpkT5a4ozhAEDh0m3rhYkZwAjI4Mh0hzxfI0jnKMkO1LLFpVkdoliT/m+SHkrv0PdEeIQ4jDIMQcRjRKvgJ/zifLjCfLlDmpKCHVcezawI3gGO5nGCz5AdpIKN/PsDFWQ+D3gCSIOLxo8e0SEZEtxmNLYWTxkJVtaBpNgfL0x4MZPR6EgYDGaKoQWy1HIqixs+LogpVNRGGCTTNgiiqePy4D0FQIMs6FMXAxYWA8/MBHj487+Dx4z7Ozwe4uBAwGMgcgqDw4hdW/mIYDjTNgmV5sG0SlO95YSe7kzSkkUxP3494hbFleTBNF7Yd8G3TdKDpBizbaeVZu3w5WtMN/malqjos2+nG7vk+Ty6xXBuO58K0LQ7Ltflxy7X5cZstkzs2XNveD91SLzbxPJNBr70/e8hLlFg8mO95lNxaHbg2UaHZOcs0YRoGHW5TSSMmG+qjVhlF0/nPok1C26SUHdsnogQI/QCu7cA2zc7ndyyL12sz7D+/ClXakzlWYMNSIHg1tqHD0FToqgLTMOBYFkLf4ytOHk15YDhMdIjiiCvcROX24fndrGKmlLMCE0VReeMrScswjxTut2Vetz3Z7FybYB/maEuiDFEQIAoClAOiy1YWGBRZPriGKuX0xlgUVb4tyVqrWIcQ6TaBZy2cpLlW7qBd5MSSOg4LntrH2+dVWqNuaAYsw4ZjuTSVhuT6K5IOVTahyiaN+WN52i4U0YQ00CH0NEgDHbriwDxBsAl8mLpHcrcNporbsHhrow1Ns2CYLlTdhuWECIcThMMJHDeC5Qw5HDeC68XwwzH8cIxhNEU4nMALEjhuxOF6MbwggevFLRwTbLbNVfHWOUbS94Q+Rhh1MYyTo2MevTn0gpCS8YQW1L2dYDPrCSPDjCAzgn0KjFy3wUj2uOUDZ8+ZjGkaynjU8ekym+f0LUkoozjiSSf1skSRpVjMpkjnJD6wLkkjNIkLXqFZ7m0h63qH3foaV9snuNre4Gp3TXHFsdvusF1vsdlssd3usN3usLvc4fLqClfX17i6vsbNzQ1unj7F0+cv8OzFS47nr17hxes3eP39D3jzww/4/scf8ePPP+HnX/6Cv/z6C375z1/x62+/ke1fyZDhr7/+ir/+9a/429/+hr/+9a8dMPL84sULvHjxouODbsfpkS6RAsPhEIZhYDAY4Pz8HPfv38cXX3yBu3fv4tatW3j33Xfx7p9u4d0/3cI777yLd965dRLv/uk9vP/eHbz/3h3cvv0B7tz5EHc/+Ah3P/gId+7cxfvv3catW++R53v3T3j33T/h1q13Od5//z28//57uH37/RO4jdu371Dc5teyx7Hr2LFbt97lRPzOnTv83O3b7/9RBfvf8PHdT3Dvy6/x1ef38NXnX+H+N9/i26+/wbf3vsX9b+7j8YNH6J1dQBqIcCwHyXCE2Zi2As4JcWWklRHZZVG1LCJXrWWQDTf1t5NBDgk2IdfP6CDkDW90ZEOOq4bE7rXJdTdFhNSYp/OMf33tWvPFLMV8lmI6W2A2TzGezjGbp5gvcizSAouswGS2QJYXneZHVnOaFyXyZYk0z5HmORZZhtFkgtFkgmEcw/ODDrlu5wcTRPvaaRrgb1pmB5xgt/ydqqbBsm34gYcwdBEEDoaRhyj2EcU+RqMI43GC8SShynaM6WyCKa1JTbMFyjJHXS2xbhpsViuOddNgVddY1TXqcsltNGWeI09TzKdTjJMESRQh9AOMkzF9HcxbIf8ZyrxEmZfcojOl7ZbJMOF5sBYtZTA0A9JAQv+8j/55n0R/CQLOH5+RKnRBeCvBZoqS0iquYXnasqRj0Jd5hbUs6Vx9UhQTg76Mfk+CLJHnceyA5+iyx7Frzs8G6PckXFyI6Pckvn1+JuD8TKDHZfR7MgZ9hX5OnWf0aqrFl4jZ0rFtefC88GT0HQ0gVv0AACAASURBVAnFjxD4MU9XcZ0QrhPyOljT7FYiMzWTEaW2KiDLaqda2TRtQkapJ5z5ww9zuRkMy6LJJqQgh1Q523AoXNuB77jwHZcnJ7SPh5TM+p4HnyYqeK4Lz3ZOgj0XiUnbw7VsApMknpCCGkLGJFmFSlsiyffnwqElOgwOix10fXiOh8D1yNds2bANk3uITU2HbZj8+OHXYekGTFqVfWqIjSmjRAXXaIybzpOAWMZ9uyW3bQ3zfQe+5/JyD/YewYoQSInIvrGPEGy9q+jTmDpGoA9TQdoV3O3Xzqma8MMBSklUIPQFSAIB81XrqgZNJi2zYn9w5MGWRYmCquaSfgJax4ZC/t6PLSiqorzV+93+ek6BRfC5lg3PdmAbZgsWTJpVrSsGhQldMaHJBkyVZP5bmgtL8zhM1YWu2NAVG7buw9Z9uGZwErbuw6R2EU01YehEMWeV5Lzy2fRgOyF8f4QgHMP1CHG2rBC2zQh2giAcIwjH8P0RHDfi59j504i7BNsjlrUgTOAHMfwgPlhhm3QRjzlhbuOQYPthdETCo2TMSfZJ9TpJqI876ZDrw/3fU7KZen2oYB8PU46QZnOk2bwVsUuS0ebT01jMpkgXMxTZgiNP5yiyBco8pwS7JiV41RqraoN1vcVmtcNufYWr7Q0uN1d0jmxNy/JWrdI80tOx3W65Knx9fY1rSq6fPHmCp8+e4dmLV3jx8jWevXjF8fT5Szx59pziWQc3T5/i+skT7K6usLu8xGZDSDIDW6VfLFJe6hKx4rwg4KlT7UZcdlMvSRIePHiAb7/9FvfufY2vv/4Gn336Ge7evYv333ufE+Jbt97HrVu3cevWbbz7p/c7YMdv3bqN99/7gOP27bu4c+dD3L59F7dv36XXvE8J9h63br3Xwfvvvc9x+/Ydun37rY8/fr5bHO+++y7eeecdvPPOO3j33Xfx/vt/lGD/y7/jow8/wTdf38dnn36Bzz79At/d/zP+/N1DPLj/CGcPL9A760PsSzA0C67tIxmOMZ8sOJliqjFJ71jy/VWzofF7N52IvcNc62MF+wkfgNyT7CfcTsLbHJdskKDmJJttL4slyrzgpLpNstN5himt4mTZiXE8wWSywGRCsjFJfE+K2XyBRZZhnqaUTBdYUNU7K0qORZZjOl9gMptjNJkiipMj0sQyg5N4TD2WXe9aMAz5wFM7H9l2HL6sb1gmHM/FMAoRhh6GkY8kCTAaDxHFPibTBIvFDNMZeWOZzCaYp3PM5jPM0zlS6iFv6hqbVYPNqsFus+bYrBqsmxqruiJ539USyyLnof3z6QRJNETo+xgnoxMDICn5uWc5b9GaT2eYTaYYxQmGQcijrdhHsS90cnUlQYAwGGBAwVS5NsGWJY2TaV2zYehOh2AriglJ1DjB1lQLtkX+eWmqBUFQIQgqJ+kaVb7ZYwVBxfnZgGPQlzHoy5ysS6IOYaCh31Nwfiai31Mw6KsQBhqEgUbrng0osgVD92BbAUzDh2n4dJ9Utnpe2MmY5mQ7iHmEISPY7UIe09xnV5u0ypmplYIg83a/i4sBBEHmxIpbcXST+3otx6UZ4A5M24Fh2fwj84CrusGVYpMWtTAF0DZNjkMiaptmh3SzqDLXsuFbDgLH7cC3HA5L1Tls3YBrsseQ+D1WTiP0iTdYUw2YusWb906BNfH5jofQ3cO3HBiKBk0iKRfdz+fy69jX6LVi2Nj3ZOqEWJPvkyjilm5QUqfBNnVOrpmf2zJ1PnTJvOyhzywkxC4SReRmnDSPkVxyx/Z4sxgDq/om2yb/fbMGRmbJYtXB+9kHu1PKw8h1O3HksIxGkQiRbpNZ9r1KgoD+xcVRLnZn4FFSIcsaB1mR0nmT655Ys0xarYsTajT7Wn6PXLPH2IbJf7e+5cA1bbimDcew6GvOgKWaHLZmw9ZsOIYD13Thmh5c04dr+nB0D7bmcjg6OedbIXwrRGAPO/CtEK7pw9BoIZdmwTJceDRhyXNC2FYAywpg20N4XgLfH8H3R/C8BLY9hG0P4ToRPC9BGIwRBmNiS7FCftzzErhOxMGOkedK4Psxh+dFGI/nGCUzRNEEUTRBHE85RsmsgziZvJVUH5LrKBkjHk04RpMp4vG4Q7DbinY8JkOSabHAPJ117B3cj33CLnKoarfJ+CEhn82nmLfAyDUj2Is5ycxuE+vZZIT5dIJ0MUOezpGnc5R5Rv8/MrJN/v+xeOB1s+Yr7bv1JS43V7i+vMHN1Q0PaFjVDV85rssl2a8bTqgZuW7j6voGl9dPcH3zFNc3T3Hz9BnH7uoG6+0OzXrDa9aXdYOyqjlXmS8yGlcX8BXQfm+A8/MeHjx4iO++e4Bvv72Pr7/+Fl99eQ+ff/4lPvv0c3zyyWf4+KNP8PFHn+CTTz47wscffYIPP/wYH374Me7cuYs7d+7i9u0PqBJ99/8n7T3700b7puGvcZ0bAypIFJeU3exuum2aem8gmikucZLNntf9/ed+cRQdAmc39/O8mB8ggcE2iNEc85+hOEW3e4Z+76KGbvcc3e45dK3P0Va7tevV7R50rUMJs/6PYPfrdHrQtS4l9xpX08X7Vuq6wgk1Q7PZ5JAk6ecIduOkhVevXuPDh0/4/fc3eP36T7x/9wmfPl6Tpr6BBXPswjF9hF6CNCqQJzMsyjVut3f4fPeILw/f8O3Ld64oc3z5C9//qqL3vn75jr8pgf788BXf//rfGr59/S++ff0vv/339/9Tw7ev5Gd9fvhKq0iJFeRuf8+JtUiw72/vcLvbHyjspFJ1US5QzuYc0+kc83KNcrbEYnGD5fIGixWL8VnWYn02u33NSnKz2eFms8PqZovlekMI9rTkZEkk1gyzco7Zoo7DM3pxYCSfFvDDkMe9ZTkdHpsS5bosM5RlhsVyRoZQ6QGGLJfdYLleYX2zxna3xf39PR4/P+Dr4wO+f3vE33994fh+kPv99fEBn+9veeHOfnuD1aJEnqbcm3Y4/MHiEFliy2Z9w/1sTP0OXE8g2CMOYzyGY1r/SrAty60Ra99PakT5KYIdhRniKIfrhJxcs8czos0ItqhUDwcGjImD4cDgP4+o0z6MiYfxyOVgxNqYeKTK2Y7gexmisEAY5AiDHJ6bwPdTRGGVpEIUawJGrhmydMbVa1HBZuqjWA7CFEcxQYIRbFHFZopuklQ2ijBKEITVz+U/3wvguISUuy4hYL7rP7nk/tRSPCPajHR7tGxEJK0/Itih49XAtgWuD8e0YYwmMCcmbMOC53gIveDJ/Gt2PQ5jTq5naYZZmmGapMjj+CguMHRdpEGIWZqhzHOUeY5ZmiGlyufhiUNIyTWzzIjZzYHrIgkDJGGAOPAR+i4Cz4Hn2IgCn6exsKSgQwVbJNhxTJRO0nwa1N677P1LVni8+v9cKBVKkuyoYIjtF8n2oaLN1HDbsmtklv3vmYItQlSVGSyDfJZF1f0YlWJ9WPxz+L4KfZ9vE8tcDsHuG3k+Ej9E4oeIPL92Mhd5PiIvQOQFCB0foVPdTvwIWZggC1NkYYY0SJH4CSI3QuiECOyAtuomSIP0oAiMIAtzJLSIK/JJkVfkpzzCNA4y+G6MMMjoMWKGLC2RpSWSZMa3x1GBJJkhz+Yo8gWiMK9tz9IScVTUtrH759mcr44xlLMVptMlLwATj0GMdFdY/JBYHxLsYlZivlxhsVoTcj1fcoItkmoGku4xx+5uh+3tBsubZc3ewQj2vynWT1lLalYSgVDfHBBupmCvFiVWixLr5ZxDJNmf72857vY7KkTt8OXzZxojzMrtvuP71+/4+9vf+N+//xf/+/d/8d/v30knB8X3ryQZ7fHhgTdFi0Urt7e3uL29JYUr+/2TKwhpPkUQJbUOBRYxK/YpDOl3w+Wna3z48Anv333Eq1ev8eoVIdOEUL/C+dlzas045baNQ/vG6ekFB7NyMDKra11KqCuQ+5xzQn2Ijn6Gjn5GSXUPbbUHVelAVTpoqz2BYHePIKrglRpevY5OpwdV0dBsSgJBJ4p3ZV9RIMsKJEni5FqSpP9vBFuW23j/7iOfLL+6GpIlclqNbU882BMfrhUiDgrMsiXKYoXVfIPb7Wfc77/g8f4bvn/9L759+U6INl0O+fblL+4z+v7tv/j+7b/46+vf1RmdsE3czsC2i/f7+vgNXz5/xcPdI00M2XFLChksYMOO91xJ3W92NSV1Uc4xmzIfdEq/uCpPbDlbYLlc88nioigwnU2xWCywoo2UN5stJ9Xz5YofQESCneesMn6J5XKN9WqDJVPOF8ujg4p4+RTpzqcFz8wlw5EhLQAKMV/kKKYRimmM5arEaj3HrMyxWJYkNpCCRCvucH+3w+PDLb5+ucP3bw/4+6/P+O/3L/j7r0ee+/392+MRwd5u1pjPpiiyjA+AiIMgjGQzcr292WCzvqE+bkKw4zAiS7RhBMe0OLkeDYaYDEcYXl9jPBphOBxyks3sImTAwYQxsbmnmpEMRq5Fok3IsAPXCaliPIXvJ7Asn9o2KoLOyCtTuBnJHg1NbithpH04MOHYZKDJsSNOtg9hmSE8N0EUFpxk+16lZvt+WvvCrL4cq7ZLUb3miQReyD2yYiOfGNsmZhyLBLuySdTBVF5SJU7aD9nl4XXf9Z8kMk+pheIlI2G+4/6jep0GERKqILPrjGBzEhQEvHhEJLIsF1ts4TvMyo58F8tZgVmWIIsCpKGPJHCRBC5C10bgWAgcC0ngYppGKPMUZZ5ilqVIfB9xEHALzCHRZuUihw2saRhwhD7xaDuWAc+xkcYh8jRBGtOhS0qwybGpGoQk9hBiMWLvX3EVh1mgmBLM7CCMVLOWTVG5qnnzKfH2/fAo9q9uJTn+X7P/rWgJeUpVZjF9rMxHLPRhJT+OYx+RahG+V62QMERByAn2UxDtIYHrUSLtw7ecWiEOQxqESPwAoesidF2e2Z4GIXnPhgnyOEUWJkiDGIkfcRKeBjEl4uQ+FTJCzMOqiIt1BYgE23MCskoVpvykO0kKxHHGrSRkjqNAns2QZzN+WzxhJ5aThO9jPytLpzVynSRTRGGGKMz4seeQVIuEOy/+WblmSLKCerELvo1ZRA7Va/b9RwStBba3G2x2N1is6pF/ojf7RxaQpwi2qHqvBSL9FDY3K8yKjHquyyeJ9nazxma9otaQnUCwST37l8+PeHz4jMf7z7jb33LryN/fvuO/3//mxPrbl69cyb6/vcP2ZoPVcomyLJHnOeI45i2DHJ6Pj5fXePPuA17/8Qav/3iD3/98i5e/vka3fwat2+Po9E7R7Z+h2z9D/+wCp+fPcU4VZ+ZaYKT65ctfqRL9nIORZ0ayVUWDLLdxenqB87PnePH8FX/M6ekFV6xFYstIOtvX0U/R0c84of43ci1Leo1kt9vH5PpHBJuRbPb6m00ZzaZEbCO6BlmWIElNDlmWqLdb5cp1o9HgxJrZR36KYOtaD9eXQ4RBAs8JYExsOBYZ7LANolw7ZgDPjpAnJRazG6zmG2xWt9isbnG3e8Tj/V/49vg3vn35ji8P3yi+4uvjN2Lc//Y3/vr6Hd+/VQS57jv6QpsYvx6A1ZtXw4ysCv3x/hEPd5/xIKjWjGAzBZuQ6y23MazmC8xnxEM8m06RJIlQUUsUGvZFxNIG2NRrnuc0y5oE0a/WN1iuN5jNl/zAwpa/puUCueC3ns9JdOFSsKWU8yoeqJyzs/bjbE52Hx59xIeeYurb9EmWbxEhTlzEiYe8iJEXMbKM5JaLIAr3Ere3W3y+3+HL421FsP9+5AT729cHfPv6gMeHW06wb3cbrJdzms1doJxOa5jPypqqTU5oiHK9KOdYlHMUWc7VJlY4MhkOMby+rmE0GGA4HPDorQpjYcrY4gSakW3L8mueTmYFsSyf2zIYiWaqt+dFRN2OCZH1vAiuE3BbCCHYHoyJzS+NiQvLDODYISwzOCLYpuHDNHx+H99LuU3EcxNKzENYZgjHiuC5KSXeGcIgo2o1I1Jx7ZJcj3iWsVgQwpRrMb+YxbMxwuV5hCynUVoDI9ihF3KfvJgAw7bHPlGFD8nMvy3LHxLsQ0J9iCyKMU0yTJOM2zgY6U7CkCd9sMa/qvnPptvNGsRUEN+xUKQR8iREFvnIIh9x4CLyHQSOicAxEboW0tBDHoeYphHyOEQeRzWCLfrPmYodUv81I9GB5yBwHUSei8hzEbrkNrOLBJ6DOAyQJRHikMQfFnkmkOqYgynYhATH9EQr5PYQ1wm41YKpz0ypZoSaIU0ypKzSPpsiz6ZIkwwJ/fm24OE+BKsTF//HjFSzk+XRYMhXpMT72oYJyzQIubYNHgNL8DTBPsRT9iSmZh8S6idP/GijpNgwKarYge0gdCskvs//fwRe7QSQvTeZMs5uHyNC4sdIgrTWD1A13RaIgwyBH9ETo7jWiMqyt0njKjk5yvMCeV7QE6hcGOTNeTsru1012eWUsOccFcFmK2llTc0Wb2f5DFk+/UekWYE0K/j1LJ+S78Un4v2OSfaCk2FRwa4lgRzlZs9qNpJDwl2zltRaqOdCQRwFbVNmBFsk1gzMQrJZr7hlpAIZeLzd7bC9uaH17GuePHK33/PvRsZJ2PHDtR1YponxeIzr62t8/PgRb9++xZs3b/DmzRu8ffsW795/wIuXv+LFy19xfvEC5xcvcHr+HP2zC+idHtp6twa90+Po9E7rZPcAlUdaOyKqqqJBailoNuWagn1IoBnZPVSwDwm2CNEaUtlC6gp2BZ2/PlFR/xHZFvczewjxV6uQpCaazRM0Gs8gSU2oqswJNlOumZot+rN/imB3231YYxtpWCByU9gTD55FykQc04U5tuFaPjwnQBYXKIsFrQm9w81yh/3mHo/3xCLyeP+F+68f7shgIIufYakiDPtdvV3xGHe43d7WPN2iBYT9/AehXEb0gLPHb9YbTvCYBzhPSYpAlmWI4xi+79Mlyaq9jMRvebUDWVHMUM7mmM8XmC+Ias2yaqMkRTErMZsTb1ouDDc+PchWDTcyLFdLLFdLnqXNMjlnZYnpbIrpbMoHntIsheOwQSkPSRrC8024noE48REnPpI0QF6ESFIPWe4jLwJMZykWixL7/Q3u77Z4fNjjy+dbfPt6T/HALSJfv9zj8/2eE+xKvWaJEcdgRJsR6nI65YU481mJLEmoV5PEnRnjESbDAQaXn3D16SOG11cYXl9hNLzG9eAKw+H1AQa4vh7g+npIiaNVI9WMcDPSzcAINfsSqZDC80IkSU7V3Qy+HyEKU0pKiUeULI27nNQy8m6ZPkzDg2l4fKjRNDy+3TJ9WKYP14mof5pk5jp2QO/jwzIjuE4Kz82qGC8vosohyd4Vh6AIkmrg7CCCjZWKMHItRrIxRTLwQ2Rx9iTJZkQ6dAJEXoiIXme30yBBEsZPEpp/Itji/XzHPSIfhwRb9Egzos1QpCkciyjXjmXBsSye9sHrtIXq7UOiTVRlF2lMiG0aB0jjAElI7BuR5yLxPaShjzyOME1iZFGALIqOLCIiwa78525NwQ4oUQscG4Fjw3ds8jzULsKINSPa0yLn6nVMmwEZwU6SDFEUw/eF4hLbrYGpzfWc+bCyiMQpimyKLM74CkYWZxxxmCDwQgQeWbVwbQ+26cA2HRrRWbdi/AzBFu9nmYxEWwK5Zkq2zQk2s4cc+bB/kAYiWlQOhx7F24xYOxOT247q78eA/68Cx0ZIT5ACx4ZjTGCPJ8Sr73j/QqjDA+LuIfFjcpJKEYcJ0ihDGmXI4px8BoMIYRgiiiK+ysosQlEU0fcDGXpl3x/ifZIkRVFM6YpHxPdlWUYfT451ItixRRy+rr67ZrXb6ROD2QyMWDOIM0gcPyDYbMWWxfTNl2XNVz1flijKvIbDspqnCLZI0BcikRawWJQcjGCvFmXNg/0jHHq1V/TxsyKntq8YaRwhCnxqDXP452RweYWrT5d4/etveP3rb/jt5Sv8+uoVXrx4gfPzc5p2oUPXSQpGv9/H6ekZTk+JD5oRV42SSEZ8j0gtvQ+DLLchtRRILaWW4kEU3gpsP7sv23ZIoMXn+VmC/RSZrmwgx9tFgi2+hn86URBJeEW+NTq8qECSWpREtyDLEk8U4ckndKiRJJB0OPH+KYLdUXowBiZiL0PsZXAmHjzLh2/7cC2XJz1EQYQszpCnOcqixHpxg9Vig7s9yZ6+29/jdneL3WZPBh+F5I2vX7/h4eERu90tbvd3uLu9x2ZNbATkDG9TtxIsl1gtV1gtSUIFaWMkMYAc2z02mx1u1lvcrDZHaSHstayoJYQQ7BmmBVFep2wyP44R+D5Mk5YnjA2avjDC4HpQU3ECP0JCD0R5PkM5X6KYzRHFGcIoRV6UKOdLlPMlZuWCRK5lM6RJjjTJkcRMLZphWswwLaaYFlPMpjPMpjOUsxLLxZKjKqWZo5yVKGcln+wtioKoPVQBYo2brHWTEOwQWRYgST1EsY0otlFME8znM+y2hGAzfL7f4/Hhlvquiff6y+c7fH64w/0dUa9XyznmsymmRYYiz5AJiRA/imYTUU6nyJIEvueRsg5aeWyMhxgNrzC8vqwwvHoS14MrXF9f4/p6gI8fLylpJOkDFdza8BcbACNLpTlXaIi3cM5VIqb0sEvLcgSiEvGWtirqzKFL8YSEk0i+w4EtcttxAzhupTKy10UsLqFQUBFx+web2GbPLSZHhEHE49JEjMcGv872j8cGqcp2PYRBVClZAsFmxCqNUkRBzEl14seIXIFgu5RgB/G/LsmLHmQWtcfi7nzH4Uv0sR8g9gOkYSgg4qo1GzYskowjjWL4rg/f9WsDlxXZsnlTIMOhyh34Hh0wjDiyJEYS0zp1aufIoghFmmCWpZRgR5xQx2GEJEqQRDEfdKx+d1Ext48Itkj0WbpIHAaIQ/qaataQSsHO0hxpkpLoTtuGY5NWRFaiQkp3IriOV3u/kIznAGmSYppPURYzFEnOPetZnHKkUYLYj0hiixcgcH2arOHCdzz4Byrxz1pE2H7LMGk2tY1aGYxt88xq27KPwPOsn1CnD/3fLOHEpG2TbDt7PZ5lI7AdqlZ7B+9Hv0awHWPCCbY5GsIYDuFZNn9cGob8fVyBDE6GLrE2eZaD0PX531WcDahbtWJEYcRbJFm0JUMUhXBdh74fEuR5RnsV6tnqRVHw945IwKOIJM8k1CrGVi2iMEEUJrWVjRqpPtjOVj3ybEq/zwjE/eL92P7ZtCQJW7MZh1j2MitLlIs5siLDfDkn80ObNZbrFRarBWblDLNyhnyaI5/m/Ha5oAUytEnyEOK+xXJes04uVwssFnOOJcVqueDEebVcYLVc0H0lFvMZFvMZ5rMC81lRa12eFllVSuXa8FwbtmXAGA9xdfkRlx8/4MO7d3j/9i3e/PEH3vzxB16cX3A8vyA4Pz/nKRwsGaPb7aHfO8PLF7/h/OwFOnofmkqSNzS1g54Qa9fvnaHX7aNH4+0YNFX/IRRJhSJVkXqq0oamkgFARVIht2QokgqNDhCenZ5zdPQeOno1gNjRe/z5e90+39/R64OLIg6HGkXUCbYMVWnzAcZDiK+fDTFW+7vUAqKgJUmQZAWKqkKSFWi6Dr3ThabrUFQViqpCbWtQ2xrfJsnKzyvYw6sJfDtE4MTw7QCxHyMJYwQu8bXlaYYsSZElKc0/LjGfzXG7v8ft/h53tw90oPFvfP/rb3x5/IKHh0fsb+9xf/+AL1++4PHzI758+YLPD59xf3uH/W6Px8+P2O923NDPzPz73Q773Z4X2Ox3e9ysN9jc7HB3S+63FQn2essJ9t3+DvvNDrvtjrRLUiW4LGek8IJjygfu6gkHISzDxmgwxvB6iPHQgDm2YZskrsl3I7KklxSYTheYzUgCSZ6XtSSS5XJDB9SmyOKCVIPTJcA8maLIZpjmdZTTEotygeV8xbEoFzXMywXm8wWSJCUxfr4L13fgeBZc30YQeQhjH3ESIEkjno9dTEmsX56nmM9LbDdr6sO+w+PDHT7f32K/vaGZnjdYr5YoywLr9QLLRYn5fMZRloRkpwmzqQRIGTFJ4lplNrvOCkfY9ijya5XUjmNgNLrCcHiJ0egKk8mAXB9fYTQm268HnyjRvqb2EWIZYYSSxZMxtXc6naMoSuo7zalVZ32AFS8CYmoQu2SlQFU0WsQb+lh7n+N6tNjF4nB9n++zHBembXPYjstVR5dGvbFWuQpe7fZR2xxtnBMjkg7BhkItSkpc10UYhsiyDGVZopzNkadFjWDnacHVy9iPEdg+Wc4WSHbixzWC/aPkEBJZ59XgujaH59jUJuHRuvSIDwEShFwZZsjihCOJEriOR0tBGIEkn1/HdmFbNq/dFhsfbcuCaRpwbJu3OrKTxDRJMKP2sSLLkIQh4iDgzz3NMh7r57vViU/CK7M9Hl/FGyYpfMfhUXC+48AYj7j/msX3MWRJxD87SVon2HmeE9taUdCTgZA2T7oIfAeB78D3bPrl7grZ4hHyNK1OgLMMq7JEmefkpCEMkUUR8jjmYNsZeQxdF4HjIHAc+M7xqgS7ZCo2I7nskhFbRnRHgyHNr6Z/I88j3mrqp/Ycj6SNTEjqiG06cG0i+hwSe/a8onJ9SLDFxBPfceDT96BPT3h8vrJAfPpsP7PzMJAhVa92/zjw+Xb2fmaxkizq0TGtKm4yjEjUZRQhiRMk9PjCLtMkIYVOcYQkrR9TxVKmJI052HuGNPpW8WolnSOqdS9QUs9OrPO0QJFN/59w+P3F8KP7sQKysig5yZ6V8ycxny+wWCy5JXN9s+HXSVv0EmFETjhn5RyLxZKsLNPHLRZL7HZ7bLc7/jhx33K5wnq9ws3Nuob1ekUbqauqdFZCM5+XmE2rkjjSwhwgDF3+PeZ5FlzXhOta+PTpPf788zV+ffUCzy/OOF68OMfL5+f49cVz/PriOV4+v8CL8zOc9bo46/Vw3j/FhNYxMQAAIABJREFUy+cv8Pz8gid2sNSOF89fUrzCy4vfcHH6kl929VP0O2c47Z3h4uwCF2fnOD89Q7/bQ1fvQlM1Dl3V0BHQbes47fRw0T/DWbeP004Pfb2LjqqhLSnQZBXdto6+3oUmq9BkFW1FhaZq6Hd7OO31+XN0NB0dTefP2+/2OLp6l4JE8LXbHTx71sQv/2lAlts8lk/XelxNZ9ullgqppdKs7HYtnk+M5GOoDyuS681mi0NqyWhKMhqyjKaioiGT6780W3jWkiBrOpqKyvGsJeFZS+K3f4pgSw0Fb/54h9FgDHNiwZxY9CBGYtSYMimqkOyNR2ord7i7u8eXL1/x+OUrPj8+4v7+npaw7LHZbbG/3WN/u68qxvd77LYkLo60IN7U3uSbzU2tgn29XuPmZoP16oZcrteYz0kKyHp1g81mh912T/OXSXrFZn2D9WpF1fAlbWya8rPLaZFzgs0GlYgi58McWxhejSjGmAxNmGMHDi0ZCFyy3J9nJUoaYUSSRzZYr3a4We+xXu14AgTz14nDLGRJsK4e5mmBsiixKJdYzVc0P3pZw3y2QJ5Naf6tB5cSbAbWwicedEWim+cZ5vM5tpsb7Gh2J1Oot5s17vZ73O52WK9W3Je2oAS7LAvM51OUZYHpLEcxzZDnCbIsRpJGiBPiCY+TQCD4MY0TzPhjyP1DRLGLMHTg+SYcZ4Lx5Aqj8SXGkysYxgCGMeDbhsNPuB58wHB4WSPZbADSMAxYlsUVXzbQJS5NigOnDIvFkltv0izlahBr1UuzlJObMAoRRiH8wIfre3ADH47vwbAtTCzjCGNzguFkjOFkTBrobAuWY8NxHTisrllYeSCw4fk2/MDllyLYfse1YdkWJ5GHsGgpB3keWuEdhSiKgrSLFtMjgl1kZBsj2JxMCwQ7DUiCQholRwS75ocNAqGVlLx2kWC7rs1j6qLAp0QxqPAUwabHIrJyUiVfMH8xs0EQm5dNmv7o+0K0GpimyfPkD9sf04zMX3hepY6ToUWSnc2OE4RcizF3JBuWPed4POZWBlZiUk9WcblFRCTY7HYY+ojjkH6GsxrBLsuSnKymCbIkRBx5iCMPUeAK8Go/OxUq4dM4RBqFKPMMeRwhi0Kq1BOPuQhxMJP5x0P3mGCL9o/j3Os68WW3J0NCgCsF2hbgwDZs2IaNyXAC2yDbWIPsUx5wUckW8XTBjMNXEA49+2xVIfAcDpFgM1sPUygD360hokRbTJc5HMaMI6JQi/56plhHUchFCDLEXh1D8zyhJWPHYPcjDb8JV7WrvoWMK+BJnAjfOzlmBwT4ZzDLZxzidkasD/fNZwuOcrY4StZiYDNLbG5puVzjZr2tHbeXyzU/tpezBZ9tYo8TH8tQ319fIeYrxWXJYzEPwU+gHQeWbeJ6cImr64/4+Okt3n34A2/f/Y63737Hm7ev8ebta1653TvtcPT7BKf9Ds5Pezg/7eGs10G/q6Ona+jpOs56fZz3T3Fxdo6z07MnEjjOcNo7x8XpS1ycvsR5/wX6nXN02n3oaheddhc9vUuJrgZdVdFWFOiqyqEpCpRmC5qsQFMIum2No6fr/Lr4uA6FpihoC2D72fWOpqHf7aKn6+h3u0fo6pVPWmopaJy0IMttbm/RqYXl0N7BbtcJNvFTMxsNw2HqB/NTNxoNNE6aaDZlNJoymkobTaWNhqygISuUYMv8triP3W4qP+nBbjWb+PXVK3z6+JEPktmWSWt+SZFCEsek+SzPMZtO+VLJZnODW0qcb+/uaNX4Htv9FuvtDVa7G9zsN9je7bC722F/W8duv8V2u6FEbnEQl7MmCvRyifV6fQTuT57OsCjnWC9XtPhmQwn2GrvtBps1ybOsL+kQhWqWF1SdT7ifMvQC2FTBHg3GGF1PMLo2YIxs2BOX5JbaIQIvQZ6VmE6XmJdrLJcb3Kz3TyjYxwQ7DjLEYd37KpKcw4ORSK7nswWSKIXv+ZRg1+GHAaIkRpLWlxUZ2Bf0ZnPD/967Lbm+32/IWfyKnOiw8P31eonFcsYxnxeYzwtMZxnKMqfKOCm9Yf7vyqISIc9jWoaToZgmyLIISRogih2EkQ3PN+A4YxjmNQzzGqY1gOOMYdlDmNYAo/EnjMafMBx9xHD4CYYxhGGMMJ6MMBoNSXMdJU9MqSX+REKyp1QtqR+8SSlQuSgxK6d8uTErUqRZgjRLeDV4EPoIQr923Q092IELO3BhuhYMx8TYnmBsTzA0RrieDHA9GWBojDAyx3zf2J7AdC3YngXHs+B45hFc34LrW/y6Fzp8W7XPguPZcDwblmMdge1zPJuffMUpyU+fTok16dCDHYcJooB4QhNKpPMoQ+LH3CJC4slSJEH8Y3JN1Wt+UkAr0Q8Jtuc5CAKXrICkUR1JfOTvL7JcQHEUM1cv27Fqar5IsC3LguN6POeb5317AVwvgGk7xFZj2DANm1stojDmSnkUJvUoQ9eDSQeTRjQBx7KsmqWBkUkynFcRYEaCo8BH4Fd/Lz9wjwg2swWkScw924RM18F+HiPXImK6SpBF4REY4Wak+3i4jw1purwFk5HWQzL7Iz8+UZMtGCMDtmFz64lN1WoCixNsBtfy4Dk+Hbr1jwj+4UrKU9vEIVSRQIskm/vm/4Fgi/+nQ0RRgMD3+BDmoU+fnKAFvGQojiPEcVQrHcqymB9H2TF0Oss42IokW6FkyHMiXhDCTYSV6azAdFagKHIutBT54eeJtPPO8inK6ezfcUCwRSItkut/Itg/wlMEmyVwsesi2P3Fy/l8iXK24MIKw1NFbyKY6p8kyVG50eXlJT5+/IgPHz7g3ft3ePX6JV7++hwXL09xetFF/7xTQ+9UR6ffRrsjQ9UkjrYmQdcVSqgr9Ls6+t3OERE99DTrWhdd/RQ97Qw97Qyddh9tuQO5qUFuqpCbCuSWDLklQW61ILeaUKUW2oqMtiJDlVpQZLJdkpqQlRZaUpNDVlpQVBmKKkPT2+h0NWh6G7LSgiQ1ocgtaG0FuqrUfqbcavLn0lUFHa1Nfx/yO531+ujpHfR0ZlU5jv1jw5LsdxV93OLfoWpyrBfCiESbkWoRIsGWWgpakgJJbkNRNUhyGy1JQYMSbwZJbtfQksjjfjKmr4XXr1/h8vIDXZ6/hmUb9EvQ4bXdla8rx2JR4uZmxVsBt7sN9rd73D7cY3e3x/Z2g/VujfX+Buv9DXYPe+zv94Rk35Prt/d73N7usNtvaMPgTa2ydL1eYbvdkqUaSrKXyyXHer3GYrHAtCDDcywibr/ZYr8hWZT3d3vc3+050RYHFcppUVPEGOIwhmuR+m5zbMEYWTBGdo1gB25ECTbJHy1nKyzmRL1eLrdYLrdYLbeYFUvkyQxpVCCNCkqwc3qbqdh1ZHGOIpuhLOYcjGCXxRx5UiD0IlI1zlqVPNKw5wcBgjBEFCcIo4hbH9jgC8vVZQSbBezXm6zWdIlsXjv5Wa7mnFjP58URsWYHdnYpEuximtQINrkPIdh+YHKCbVoDTrAZuTbMa4wnlxhPLinRvsR4MsB4MsR4MqJNjxa3hzCfcRynXME+PGgvFiuU86roYL6c02reEvk0R5KniJKIVIRHAbzAgxd4teuOT8i15Tschmth4pgY2wZG5gQjcwLDtWD5DiaOiYExwvVkiIljwg1dWK4ByzVgOpOj67Zn1eD69gEc2B6B5Vo1sO1kdaNCWmRUrZ+iyIqa55olhQRugCiIyQlfmCINEoROAN/yuGWEEWyRtBwqdYHvHRGPIwU7cLlSe1gVnqXpEQE4JNgsm1lsI/wngs3Ua9M0awTbdv0aLMeDQX32bHiUxd09Bc8jw4aWZdMYyTFfVWEnf47t1Cq9RY92cKCEsr8LI1/isCNDFIXkJMZzuQXnqdr5OAyRJTGyJOYWkTxNUaQpCpr/zewgDKKfOPI8jpq/OAgRBcRHTCIbPY7AD/g+5vtmYPe1TQfGyIJlOLwp0TZdWIYD23T5NhGeE8B3QwReRIcv/ZoP/9/AXhN5XZWFyfdcWm0vzgy4NYhWpygIEAY+t2t5ngPLNkhsKkUSR/yzIbacPkWwo4is9rHPAvk8RALBDpFlIT+OMoShgyj2kKQkqlVMjyKEmxDsoiCrhwwFXcE9JthkGP0wHYoNrte2FbOakn2obIu3RWItEmxizyuPlOx/I9gMt/t7bLf7GqkWwQg184Sz9BxyQh7zCFgRw+EQ19fXuLq6wu+//47ff/8dr1+/5njFhg+fn+P04hT98x46fQ1aV0W7o9Sg6BIUXUJLbeBE+gUn0i9otH5Bs/ULZKmBtiJT1VdGW1HQ0TRCPlUNbaWNtsJ80FptyFBVNGhqF512nxNsXemhLXegSoxky5AaLYFgSxxyqwmFDvNpehuKpkJuy1A0Fe1OG+0O2aZoKrSuDq2ro91pQ27LhIDLElRFhq4Skq3KLY62IkFvK9DbCjqaSk8ayInDWa8PXW0TaPV86n7vjKeRPDWgKCaEkDSTYwVbbF0UmxdZAohIsIlFRIEitenfkySkKFL1d2Zg92H7Wk0ZjZPWTxJspYE///wNl5fvOHmxbIN/IfqBxw8EzN/F6rfXN2zwgBSxrLYb3Ow3uKHEerldYXO7wfZ+hy0l13cPd7h7uMf+dof7+1vs9huiou632O132O132G63WK9XuLu7OyLWTLnmJHs+x3q5xPZmw4k1i8G5u7vF7e2eWE7WJLOSTfcuypIrCyLBTiOSouBaHhzTgTm2OcEWSTYrAsjSEkW+RDlbo5ytMS83HGWxQuRncK0Qnh0j8jPEQYE0nAok+xhZXKDIShRZiTyZ8u1xkCH0YvplU32psYxi5keNwxipEN+U58VBTTsh3mU549nYXKleECvNYsH+xiv6d58dWUOSNDqyhIi32fIms4eIj83zGK5nwPNN+IENzzdh2SOY1pBbQ0RUdhE28Dg4yMR2aPkMyY+N44znkDNriIhZOaeZrQVmiwWK2QzTco60KJBkeVUjHsXwgoC3HJKGwwBuEMAJCbwoghdFcMIAduBj4tgYWxYmjg3DdWF5HsaWhavRCFejESaODTf0Ydomt5IMxkMMxkOMzQkmllEjyocghNnj7Yq26z0J1/fh+j68IECcpsinU0xn5Etnms+QxRmiIIbn+Hz5XYziY/7rwPbhGg5cw+FE27crlfCQYAcuIS0isRaJtuOYTxLsysZEFLZ/U7Cfahysqr0twYdeXWek23ZcTqYtx4Pt+jU12/dD3oopRhyKxSsslaNSzt0asb++vsZoNOLk3pgYmFBfMEk/IUNPtjGBbRn870L+Xi4fWIvjeiZ2FBH/ruf51IceHCjshFCyYdY8L/hA9bSgCUZpzocZ2YBjGpF0GHG4kQ04hl6AJIw54jARqr0TBH7EIySjMEUSZQepNxUCn+R122YAz40ReCkCLyXpOpY48HsMdt/AJ8/JID43u872eW74xH3jGvnmYoXjHYHtOzpZ8H14nlt7f/t0RSaOqs9DLCTOMMXf99wjgs0uDwl2nPiIYg9R7NVuh6EDP7A5yT4k2HX7yPHn60cE+0ck+ymCzVRqplqL235kLZkfkOkfgZFsUZFm1pLptMRud4vNZsftH/P5sqZqJ0nGT7hZfOnlp2u8f/cRb968xevXr/Hy5Utc0GFChtPTU5yenqLf7z+J09NT9M9O8fzVC5xenKHT63BieghFU9FSJJy0GjhpNdBoNdBsNiC3JLTlNtpyG6qkoC1r0NUOdLWDtqxDbiloNaWjBI8qOaOHTrvPybUIQrTbUCUVqqTy52HPJbdktBot0qrY60PrdqF1u2jrHX4pgm1TNDLo125r0NptwRYiHRHrjqYeKPQ6V697eodbRBhxFtXpulJdTwkRFWyxuvwpHDYxMpLdaDTQarYgNWTIlEC3KYEWIbcUvl+8j9xSIDXknyPYqtrE23d/YDj8hPGEDJOZ5gSOY9EDhldTsYmni03ukmlfXoyyWqBcL1Cu59jcbrG4WWK5WWFzu8Xuboe7hzvs7vbYUSsJI7/L1QI3NzfYbnfY0uHE9XqN3W5f82Evlysevj6dTlGWJVY0c5kR7P2GVJXutltsNhtuKVkuSH4za0vL0/TI45mnGbKYTHF7jgfbsGGMTIyuDQyvxhQTTIYmjLEL14kRBjmydI4iXyJL55gVa5SzGyxmG8ynN8jiEqFHiDXDUwS78mYzkj3l21nbV+BGcK0A5tiBbThwLU9YNg0RuCFCLyIQ4rnEYoIKKabTGRaLBVep2QDjfD7DYlH50tgqQllO+TJjliXc582WOOM4qi15sgGdoshrYAd5xzGoz9iBHzhwHAOmNcJ4MuCDjaPxFcaTAQxjSLaPrmmSyADX1yMMBxNeBmNMHF53Tn5fomIzn169SXNRVf0WM57TGqcZ4jTjEVNxetx0GIQxsRQEIRw/gE1huh4M28FwYmI4MTEyLYxMC9fjCa5GY1yNxhhOTBi0XcswTRimiYlhYDyZYDyZYGIYmBgGHYh0OBzX5XDpqgWzNLCWRRFsn+sFCKOkyqClk/zMax16IV92Z/YQnoFNbSGHBNu3PHjWcTueuBQvEuynlGwSL1lXr/+NYItIk5R7sMWGwapkx/xXgs1q4L0gRBAltC4+huuTvylTsA8JNos6ZARbrCInr4E8FyPYonVkPCJtpa5twbYMmJMRjPEQljmBYYxoJrRF00CqYokgDLl67ftBTbEXfejsb+L74VEKBCuX4d71J2Li4jDh2wOXCQ0uXMtD6EWI/BihFyHwYl56xBpSxUKkQ7BYTBZV6dikgCkMcl7AxPLhD3G4nURZJjzu0nWin0ZF1iMagXmcJ36YQCSiSgii1h/XqVme/MCrCDY9QRGLiEIvoATbo+//iFpCEn68JLagmB8X/cDh6VBRdEyyD5Xupwh2kka1z1eWpk9+rg6Jtki469uqIcY8LfiANBuWFC0i4sAjv69QePQjZAf3qynQYcK/y1gngHgCbFkurq9HeP/uE968eY83b97j99/f4Ldf/8DLF7/RcpTnuLh4jvPz8xqB7nZ76HZJ0gSDrun1250u2roORdMgqyqakkQho6UokNU2FE1DW9dr+1vUqiC3ZMhNlRLhNlRJI8S4pUNuamg1lCfi8siQn6roUKklRDppQ25qUFsdtOUuJdhdrmYfQm6qkBoKms8kqIoOXeuh2z1Dp3MKRdEhyxoURYem9Tja7W4FtQNNJSkkuqqho2noaOoPiXVHa1MQdZ5ZX0iqSVX+cqhY/yiLm2RYa7RxkZBmUbX+J4LNtkuSBKkl14izpnbQVjQOlpYiNej/qiXTVYU2T1n5KYLd1iRcXn6A45icwIxGAziORc/QfX7wIW1QJLCeeJhovM5ijtmiRLleYLYqUa7nmK9JI9Nqs8Z2v8N2v8f+7h6721tsdltsdjtsNls+uLjZbPnZKNvGtq/XxBdMzmYXtdzPxWKB2XRKfdhVbTe5f5UlTWLlSB1xlkR0CTWqKW/iQbDKdTUxGRoYXA4pRrj6OMTgagJj4tJ8Y0Ky42iKLJmjLNaYTwnJLos1bb8k28pijTyZI4tnnECLbV4iWJVu4Ebw7BCO6cMY2RhdG3Tw0oZD000CN+Lw7ADeQRycWETheeTLhUxdz6upabpKwK4f5nGXJSHkbAhEjIYS46HqsWJVjJQ4QFgUOV8dCUMPYejBdUnsILF/DDEaXR9djkYDHtN3fT3C9fWY15mPxzbPvCZKdlizivwILOc8FMo40qwiJEEQc4SC19emVoKJVWFsWBiMJxiMJ7Xrg/EEw4mJsWFhYlicBBo0IUHE4XbbcmhcpHu0YvEzSJMMsymd3Bcm/VliCCPWzDIShwkiL+RDjlmYciU7sP3/XwSbqdbVEF+lrolEm8VAsi/+QytXmqQ1ssiUqqrZsiLVh+SaWUQYmWYEO4gSeEFIFG3HqxX5WEJcp/hFLoLlkpOCH1ISQSxM1eDjcDiEMWHpJkS1nozJTIFpTmizIVW86YCm4zjwAx9BGJJVCUG5P7SrHOZd/8ij7jkBIj+pndiTY06C0IsRejE8O4BtkC4E23DJcYXCNj3emurRoW8GsWGSodqf8fZTx444yfY9kgHP2lEZifbchO9j21kTKrk/KXoS4dgh386uMxwS9EOFnJB2Vh5Fsu1FmIYHy/JoJr5LU4DIELHv+wjDgCAI+WoQs6Ww257jwfd8RFF10pTRYWp2HI2iAGHo1QabyWfHo4Q55Kq2qG4naUARcjW8sp3ULVhVtGr9M8aI9uGqUZ2M57Voz6fmiQ73MUHItaoT1X+CeEIrNtayvP/r6zEuPw3x/t0l3r79iD//eI8//3iP339/izd/fsCL57/h/OwlTk+f/wMu0O+fETWX4jDujdRp6/yy3dahtnUomg5ZbaMpyThpSRQyTloKTloyOr0+VX7J/WS1DUlWIbVkyC0VcrMNudlGW+5wMIKtSMwWokKWNDQbCqRWG7KkETQ1NP6j4Nn/yGg+UyGdaNCVU+jKKdpyrwa11YHc1CGdtCGdtNF8pqL1i4p2q4OO0sepfoGedg5d6UOTe9CVPrrqGYeu9IVtp+i2++i2e+jpPfT0Ds56BIRQqwK5ruNQwWaDm4w4sxzuQzItZnSz/SLB/ifF+ocqN7XeMHvIIVSlDUVWILUktJottJotKLLCof5sikin08Z4MkIUBXBdm/haJyO4roM0SWhOJomZIy1OM5qJScPoc9IwmJdT5GWBbJYjLwtM5zOkRY5pWWK5XmOxWuFms8N2f4vNbkeqxteEVIuRe2ximN3e7W6Jgr26oUtBhOAxgj2dTnmkDlOzV8ulEM9XUq92TpXrBEkcIQ5D7lVkBRXicEyV50qGcUaDEQaXA1x9usbgcoirT0MMBwYl2TFv6UuiKfKkRFmsMJ+usSq3WJVbrBc7rBc7rMotZtkSRTo/INjJEdgXHVGufUxofT1T08nwpQVzbMOzA06wGem2TQ+26R2RbKbeEHWXrASwv9VyucJms6WxRpWKzRotGYqi+h8wb7dYZsCi7UTvN9vHHkuIeKV8E/uABcMYwzQnMIwxDGNMhxkHFEMMh0MMhyNKsBnJHnMlezy2YBqkGpyR50M1T8x2ZVmwUZjwbNgoZMvIIbcEBMxvK5Asw7R/CKJS29yGwG4bEwuTsclTe1gEGYNFV044wTYduLYH1yarFb4bIPBCklcdxLwQhIFtZ8T5qUitIpsiS+gXZULKRsTLNCL+6yIpMEunyOMMMS3ICGyfZCG7FVgGNMcTBFu0m0VRgDgJa+oaGy5laTeHX/5i5noS0+SQKEHA0kOoem9zov00ubYsG34QwHbJ/8S0HdjUk+36AVw/gB+QFj1i+7B5gQurp38KbBmavCeHNEZyxFX0eoRi1V44nlQEm2x3eFoBV6/TBF7gU9sPWZngA5YHpP8pgi0Sb88LEHgRJ9dstUxcKWMn9a4V1NKT2Am/awX0RDaEbfr8Oqtrd50Qjl3dJ/CTGsF2nRiTkQvT8GmTKSG9jhXx21FYEHXbzxF4Gb9P6OcIfaJ8B17GURHnGI4VwTbDIzhWReAPiTz7GeyxrI1VhG2y3yngf2vfDxCGIS+GCUNi1XvqM+q7AVkx8kMkaUpbeVl6DRlOJ8k2If9MhFFQSxIKowBh7COMPY4gdBFykh1ygk2IOvPzV6SbZL4nNdJMLJLxk7NJbF+F5ImSqphfxmF8dGIxGU44xsMJPnz49I/4+PESHz9e8tvv33/A+3cf8fbtB/z5xzv89uufePniNc7PXqLfu8DF+Sv0exf8OikzIdC1Pjr6Kbrdc/R7zwVcoN87R793flCI0udgcXKE2OlQFR2KqkM+QEtpoyVraEoaTpoKuv1ztPUe2nqfQ213yeMlDWpLh9rSoSvdCmoXmkqGGPlzqz3Iks4htTRIjTZav6ho/EdB6xcVSkNHVz3Dqf4cPe2Ck21dOYUm9aBJPSgNHUpDh9rqot3qot2soEs9dORT6FLvCB35tILSR0fpoaN00Jbb6Gg6jRfsoqdrfLixq+vQVLJfY75rGg9IlG+S193rnvK/aash/8DzLFG7jEyUZ5lE8zWbLciyIhBsRcA/E2ySfy2jJcmQZRWK2q5BprnYsiyjRVceGNjP/EmCrcE0DR5eb5pENfE9j3yhRQmmeYlpPkeRkUuS6ZwRv6Nlw/U9BHGEMIkRpQmSPEVGq72L2ZTUny5IPNohoV6vNjzLmhHrzWbHt+92t9jtbjnBXiyWKMtSIGsFJ4er5RLrFVG7V8slz/8kU/fE3kLyRQm5fqpq2XOqCXixNGEyHGNweY2rT1cYXg0wGZu4/DTE1eUYo6EFy/ThuTHCIEUWTzHLFyiLJWb5AvPpCvPpit8u0jmKtEQWTxGHKV+S5fYOYSk29CLqkXUxGRoYXY9rmAwNamMh1ydDA7bhwDFd2ALqBI0c6FnMEfO0Ma82yxNlNhxxGIUMpMxpS2VR83myxz+93JejXtWbHqndvu/zooxqKM3gl2JCw3A4ooVApKnw6mqI6+sRb19kZCOO05oXm6OY8RY7dhmHCRI29OeRpsPAC2vElnmW2eCbzT2/BJblcKInKi/s9oSqL7zenCrUjCDZlkOTK3yuXIv7RbLPwNRMcVtlDyInDWIpRJ4RH26apJgWU15klFHrBSsimR74KjNKsn2b+v+pchf4PsIgpINjPt/uChGBhyofS2VhCCIfURIiSkIEkY8gDBBFEf+ZJCM45gijyqrDEkAcwVPNLB5XVwP+ZU3aLGkRj2lhYpmYWCax43gubM+FFwTEcx9UvlzHdmjTq01VZftIYTt8D1iWA9f14PtBTZFmSSZ+4MGyDXoiOeL2EFIT7nBl1A98hFEEPwzhBT5sz4XlOLAdt/b8xsQiZUKCP/xQ4WbviSTJkCZFzY7GVszqK2GEYDOEXsIJuO9G8JyQg93Hc0jCEl998xJ4lIQTRu9lAAAgAElEQVQzeHYEz47gWhHMsQfbDOG7CXw3gWtF8OwYgZchiabcVhf5OXxKguOg4PuyuOTXIz/n9/PsGK5Asl0rqkHc5tkxf37xsdbEr8E2Q+G+kfB3rYqgxDIosUnzqc9rmuWI0xRe4MNxyf/VcV0SGxmHiNMIcRohzROEcQAvIJGsYRwgK1IEkUe32bwHwQtcREnl5WYpPuLKURiSGE1GllnL7qFfnA1mMtItJqGEfnAUrVg1eY4xGY7x6f1HfHr/ER/eved4//Yd3r99h3dv3+HPP//Eb7/9hpcvX+LF8xd4+fIlx6tXv1J/9POaP5rlQZ+fPT8ixf3eOU5PL+iw3PkRSe50+uh2z9DtntcgEnGRjB8WnohV3YrSgaweoyXraEoahY62dgat87yCdoa22oem9rhqrasddNo9dNo9XhhDiHUX3e45dK2Pfu85ZEmHwtDUIJ+0IZ+0oTY0tFsd9NRT9NRTSoAr6FIXutTl91MbGjSpC4VaSxhazxQOpalxT7cmd6G2OtDkLjS5SxXsLiXKOvVXV5GAuqqiq3egtdvQ2m0osgxFUrgnnAxgypAaSk3BlxoK2dZS0FY06nWWIDVakBotnPxywtFqtiDLKmS5KsRh18l2hSeHPGkTkWU0JQmNVgtNSYKkKJBVFbKqQlIUNCUJqtbm9p5Gq4lfTp6h0WpCUmRIyk8S7G5Hw2Q8RhLHtG2NxC+V0ymKNEMaURUrLzFlpNBP4Vo+HygSDwxpliErchSzKTLq1Z4vF1iuVlSd3uBmvcF2u8dud4u7uwfc33/mhTX394/Ybm+x3ZJ9IgEnAww3WCyITSSOYx6tM51Oqd1hBTHTkimlzFbCa4ejkEdksZgmFtHE2uZc2+YVzLZhYDQYYHB5hcHlFa4vrwXldILJ2IJtufDdkKaBVIUys7zELC9RFguUxYLfzhNW7BHTM/2AX4oDRq7tUqvK+ACTGoyRAXNi8sxYMeLKMR06yOYhcAP4bnCk5jIyWhSMbE9pOH99SpsNmrAaeFEl/pGXTqyMZ+T80EpCGsa8KnlBIBo8f5QTb4srhsPBGFdXA3z8eIXLT9e8Fpwp2Ec1vdyHTIblmHLLlJfAD7kNg7WtRUFUGyoVyYtIsCyLKOeO68Gm6ifbbpo2JoaJiWEek/KD5VBmORCXS0U7AmuXFFMsGMTmSfbFL57osJMh9rlg2a/ss5IkCYqsQBTEyOKM+yhZ4kjohXQwrCLNVX1zTK1lHv+/MYhE2/VdeEEdfuRzBGGlCorqIEMYxZiYNsfYsDCamBhRGw5LARmNJri6GuDqasBPyMZj8j9gBHtimbAcB6ZtcQLruC6PfWTvPVEJZ02Z4rI1sYZMuGfbdXyeLuLYzkFkILFDjUYDrl47jgXLMmvk2vU9qlx7/LWZNik0Eps6h4MRRqMJb+wUa9MJ0a8TwThM+OpZFhc1e4hIssUUj5oFzQ6IF9sNiR1NSPrwnIDPhBAfNxEIHJoO4jkk6tSzIzhmAMcMEDgxAiemA+ERQi9FGhWIg5wj8rMaxLmWOCgQeikCJ0HgMJIccnh2zLc5ZgBj5MIxQk6wPTuuPZaR7EN4dozQy6gV5ulZl8qXH/Ftvh9xeB45IUzpzEcQkxMoPwwRxBHiNEWcJkhygrRIkeQJ4jSugZ2QRkmIIA5oBwK5HcZklegwR58h8D1uiXwqRvBwaPmp1d2rT5c1XH78iE/vP+D927d49+cb/Pn77/jz99/xx2+v8cdvr3kV+Otff8Ovr149OWDIIG4Xhw5JRfg5+v2zo0G4w6i3w/pusu0M/d4FJdZnP6ziFuu6xe1cRZZ1tGSNoyLYGlexm5IGpd2H1rlAp/sCne4L6Po52moPmsqGFHt8uLHTZr8DIfhttYdu9wLd7gUl2B0oFGqLkGylqUGTO+jSRJGz7gVOO+fotvtcFddkHZqsQ2mqUJoq1BZJIdHULifzTFVnHm9N7XKPdq97Vqn8OlGcWcqJCEWSoUgyTT85ILktmcQHNhWoUpt4wU8qkIhBTUhBUalfnPqgmzKHKqlk2FA+BqtyJ2UyVQb2oaLdklpotJp41jhBU2pBUiRIioSmsF1SZE6uRbDtP0Ww+7oGczTiUUy+42Ca5ViWc5R5gTKfokgKFMkUWZgj9lNEblLZECz3gFz4SFLyxU0G5OZYrZc0Fu4G280Wu+0Ot/s7QqrvHvDl8RseP3/FwwPBbneP3e4ODw+P2Gx2uLt7IFaRdWVdEJupyPBlVpVoTEtuDVksFjzjkpFrRrDFcofDPNTDEgLHMjEZDjC4/ISrTx9xfUUG7YbDEYbDEcajMSzDogTW58QsjRIa5D+tckaLGR8WKbIMWRIjDkOajRvwJrHAdSnZtzAZDjEaDDgmwxEmw/FRmYNY6vDUNpZR67v1IS22pJwkxArESHY5mx9NdD9FsMWfwXzMTw2siASblCuEPCUhSRL4vl9X8HwfYRhSddvlxJst3TNic309okrlFSdRzIP9FEjlb8ZV2yROqmQGlzQBuq5LW9VShEEIxyYky7FJSUmUkOVcy6kGFk3b5skdYzqsaNo2xoaB4XiMsWHQ+1r/6Df8GY8i+bsEPGv5EJyMCuSU2XbEFQTSWlllwMYxPdFwA8RhwgeTmD87DhOEQVSzMbiuy0+Y2P/ruFXS4v8/27Fge3YNYmGS69cJ+SFZtx0Xpu1wcj0YT3A1GOHyeoDrIfn/i55ottJxfU2I6MQwMTYMTCyT/p8sfklUbfJa2fMycs1+l/F4wt9nbBiSPQ97bjFdhHmwq1QRk1pCJtx77boOHMfmthDiufb4axJhCGSfpOlMKn+5oLhblg3fD/j/Pooi+D45eWQrZWzQkQ8wCuTYc/zaMDW77ZgOFwMC1+dCgAjHtI+2VXF+FRk/jOJjw9qRn9C+gCrGNA5TurIXc5WcEXAWhcqUdqK2x5SwV9uIeh7CMcIayT4k2Oy2CD6wHrKBTpJY4vsxvy4ijnPEcY4wSOB5ER+q9P0IfhjX0omCKEaUpEiyHEmWIckJ0Y7TBGmRESvmtKDbY8RZ9CQCmtcvljyJefQebfl8ikCLGA2GGA2GGF5fc4hEWiTMr3/9Db+9fIVfX7zEy+cv8OKcNAmKOKwCZwT6R2kdZOCwi06ng06nQ/KNeVPfcY7yYabyMbkWLCCUwIqkudlQ0WyoaJwoaJwoR/u5PaOloSW10ZRUjpbS5iCWEQ0tRYWsamjrXXR6p+j0TqF3emi3dWhcte6iLWtUue4KFeI9qEoPbfUU3c5z6NoZVKUHqakTtDTIsg5Z1tFu99DRiTLf611wiwsZUNShqG1qhSBNhu22xtNBuqenPEVEpdv0Xh/d01O0FAWKpkHv9Tnaeof+PAmqokJqSdSn3CRKtSxDa7fRbmtonLTw7FkDjZMWWg0JcpOkpchNolQ3/iPh2f+08Ox/Wmj8R6JEm/jSCfFmnnGFD3OygU5F0oknXa482mwYtHHSokUyx0UzDC2phf/88j84aTzj2d/N1gnHSeMEJ41GDc1ms3b9pwj2WacLezxBQjNPA9vFLC2wLldYlysspwuUWYlZWiILc+QRIdqBQw5aju3TLzEDxsSC6/qI4wR5XnAlmWVa73Z77LY73O1vcX9LyPXd3QMeHh7x8PAFd7efsdvdY7u9w253h/v7z5xg3+7v6RDkqubB9jyPN2Ixos1UuoIuf2e0nS2Ok0oRE4nsQanAU+UD5mSE0eAagytGsC+pVYGApQOwWl5x+EtUCKpWuhhFlmJWZHzwUmwTI6TeIBFexgSjwXUNk+EQk+GoVgvMIJLqw+2sDIJMwFeqJ/cSBiTijpFhZq+oamhXfNiUEeUoqqLKuEJ2QLCTJONLqGR4MEEYBtwycNhmJmb+stxfz/PgODYlKJV6SAZeRri6GnACZUws+rvUkxWqk4qo5pkUCbxIBEXltUbwXZeX+zBV8ZAEDcYjmLYF07YwmoxxNbjG9WhISbZVI9Y/wiGprlRTi7/uw0IEPhhHT07+SQkWI+AYOfa8igQFbkAHtWJOriMacSaW+zxFhlm2rNi0yV6b7ViwXBOWa8L2bFiuycm15ZqwnXrz4qGX2jAt7p8eGxauh2NcXg9wNRhhMJ5gYlhHxFdUsA3TOiLYjFgzBZv9XqJ/mv0OLCJyYlgH6SXV/1UcvhyNxoSUD4fkBMix6UCjyQm2+Psy251IsNnrZa9vNBpjQi0rYtKM7VQEmzVWxnGCJE0RRpEQO1cfhiX+YA+u7dZmAhjqJNnl1eYMnkNaKy2DHHdYRT2bcRFBSmcq4s1+vk9X19hrYkIFW2EiudsBtbkRq0rgxZSMZ0eXvqDC+27E51t8N4ZtBrDNgCvcok1EtIswEItKSuwoYX402PlUYkqWzpCls6PBT9er/P4sf90LQvhhjDjNkGQ5gjiCF/jwwxBREiMtcqRFjiiJ4QVeTbkWV3+YlUQcLGbxmBy2VSsIYt8Vk+GIE+t3f77Buz/f4M0ff+LNH39yNZoR6Yuzc5z3TznOen3a3teh1oFqqE0sTznr9Um1drf7JGqEWtd5SkQ941h5EqrSptXZpMyk0+mi2+2j3z9Fv39Khxi76PfOuPdXloly22wqaDYVNE4kNE4kvo+BpXhILRUtSUFTko9QJYi00VIktBSJ50l3eh3oXR2aTqq9NbWDtqxRzzFRixnxJ0Reh9TSoWtnkKUOpJaOX/4joXGiotFU6TClQhV0nfq9u1A0jUNukzzrptyE3JarS1WC1u9A7elQezqUbptf1/odvk/WVTRVCSdKE01VQkNuQW4rUFSlFnv37NkJGo0GryWXWoTo/vKfEzx71iT+6kalYjefSWg+U3Dyi8TRaqgC2mg1dLQaOprP2hxsW6vRpicZFcH+5T8n+OU/J5xgNygRfopgN5sNtJonaDVPeHmOJDXRaDxDq3mCk2e/oHHSQOOkwYccW80WpJbEt/8Uwf6/pL1Ze+LIujR6e/Za+wzfs3d3lQ2aZzF7NmYGCUnM2K5yVXVX9xq+//8T4lxkvqlMgatrn3MRDyBkG2MMkZHxRkROhGye4WV3xHG7x2F9wNfX3/Dnt3/i+9sf+OPrP/D97U/89vk7vjx/xdfXb/jy/BXPu1e8Hj9jtzmiKLZI0wLJIsd6tcPx8MoLPn4TNoM///gH81P/63/jn3/+E//6x7+FReTf/2aWkH/8+S/8/vufHH+IVBF56PHb19L68fz8jM1mzYc4DoJQEMFnCRKfBdlj2+KM7B32B6Xs4Rw2qxyrbIksXQhyTZhNJ1jMZuLNiLBcJCfKsdxwVqIQZJqwlmK7lslcXM6nYyxmE+XnzycTJPOFsKwwRbuETLTpjVMm2UXGVLgkSTl5KAes1quNKGt5fn5RBheZ2vlFgBYvpKYSgaMFDalmYvjncOAqpBpvRYM45BGkQTjC4bDDZrNSCDYRG5lAyVv05DeVo9zIXrHd7k4IoWpByYWaTuorEa51hVAX67XYvl8WOWbJApPZFJPZFMkyFeR6NJ1gMptiniZYZvlJtJRMqs9Nz6tQSZ9MQuk27Q5QzGb5t3k+C1pk5HmOVVHaitY5i4Tc8wGt7XrH7Af8+ZKLVbIsk3zyKpTCl1UuCDaRbBnrjfq3kJM4kiTBIkmFJYTU6+k8Yep1VrCEF0m9ptcFEeC8YLsKBFoIkRd7s9uKvzX9zDzPxeuEKeCFGGY9l4BAA5F5vsJstuCPJeHWDUay6fXMrvOdkCIXj4NeV7SIYzsibFg2zXIkywz5ao31Zst96OXgZrHeiEKd/eGI/eGI7f6A9WbLzt9sBNkWOdB890Z+Pa2KFXs9iIU5LajUIdb1ukCeL5EkcywWM6HOs9jBsmBovS6wXq2wTJfi+9IlZVLT46hCPK6MZd+vio1in9puDgJsjmHDZx2qi1k2mFkOaKoxfj8T9SeT6yroPhr6pEsa/FxmpbWJ7E1LPhDNiPZRWbyvththIdnud7zwilmraIGarzLkqwzFJmcNrspzngu/f7pcYJkmgkxPxxOMB0Puke4LMk0kOg5Z7bYoCalAJtN0rms7cExLwDJM5bZjO/B9X5DpKqGuloaIeDUBRogIlmUKOI4F13Xg+y6CwEcQ+AijAGEUIAh8+D4lUNiCDDJCqEPXOTmr6zANshqcQjN0kW1N0C0duqXDsE3olgbdqsNwNNi+KRXQOHA8m/1uNksLsU0Pjh0IS4pl+tDqFmo1A7puw3VDQewvLzS2ANAt1A1DkHpSm22PFcJYrgXDNmG5pii9CWIPhsMe16VxASswYYe2gBWYsAITbuTAa3hwIwdWYEJ3NVwYF7gwLlAzazBsbqkwTeg6U6llcqvrJoeFWk3H5UUdet0Q5NrULOg1E1rdhq45MAwPmu4I1Os26nUHl5cOLi4sgQ8fTHz4YOLiwkLt0oKuUWyhmjbCVGy9bG08R7QNA6auC1j8du3iAr/+93/j4sMF9LoBvW7A1ExxnW6b2k9aRFwjQDbPcVgfsF/tcFgf8fXld/zx5Z/47fMfnFz/ge9vf+Dr6zdBsF/2n/Dp+Qs26wMj10mOJMmR5xvsdi94ff2Cz5+/4suX3/H773/ijz/+hT/++Bf+8ee/8U/JUy0POFJbE1kRvn//E29vX0WQPBu2+6oQbBaLxAL/iSwxwvBSsT58UqLZXl9e+fbYRlGsadhxXWSC8BLJnY5HguwuZlNl66wKmXRXVWWGJfJloiBLF4JUJ/OZuJyOR/xnypgKgn2O6CfzhTR0UhJvsoqsigKz2axU4NNUpBikaco/cFnclGwzkEmarHzKJFr2Vcv37SoDcPTGT+UM5Bmkwg15OIdUmDIfeHtCsKskSlawKW1BJdg7xXYg2yvkY+ShlYfe8tXqRLFOswzJMsU8TTBLFpjOZ0iWzBZCt2fJAskyZcPB/PGcI9g/JtdlDN059ZrAdncOQuk+p2DLfzdaTOR5jiIrFHJdBRHsqsosFGZOhuVGQ1XBXknNk6pFZLvfnniwy50G9rcjIrnMVwrRJqKy3uzOEmzhhy/WJx7sYr0W5Ty7/V5YgmghKgj2qiTY5AHPz/zNyKJCOyxkU6G/n1zfTs8lsxkV2O53YuFG5J891kIQ7GSZY5EsFd95mWCzQb7aiBKdalPlar0RKre8WyMvNKu2HtVLrxYJbTYrFKsMWZYoBJvleufif5quF0WOJElOdjZosSsvruTXkryQU2cYSr85zSGQF50GTgl5vsJinp6NMC1RkuGi2KEoduK2nI4ik2z5OCnWu93LyffKsw2yfK2Qa3rtplnBB3U3wrZEi3TawVgWOdJ8iTRPkGQLzJIZpouJwDyd81jTufhbzOYTTCYjjMZDDIdPGA6eMOj3Fb802TzI4tGKG0KR9p1Tzy2hTIbwORH3BJE2NV1Ar2sKTrKluf3DdT1ReS0TbZV427C46mhZBhzHUuC6NlzX5iTbkwi2B9e1+deX5SOynUAmZdX7xDmGBs2ocyJdXjdtg0OH6WgwHQ2Wq8MNLA4bjmfDcamh0RP+bpVgM4JqWS58LxQkUhTOWOVQnuO5ElgrIz0OyzXh85bJIPbgeCY08xIfa7/A9AxYvgnLN2F6hoDlm3ACG05gK/frjgbD4YsI0+D2EEs8JkMvU0DkY8wiYikE29CYDccwSr96TbNR0ywOG7W6g8uahY8XhsBlzcJlzUKdk3PTcBT/NXmw3yPYuq4zNZoPThIc04Ze01H7WMPlhwt8/OWC+78t4QXXa6aiwv9c0YwRYjnP8bx7YWUC6wM+Hd7w9fU3fH/7g6vYf+L7l+/4/uV3/Pb5d3w+fsFnHu20Xu2wSDJM5wkWSYYkLbDdveD101c8v3zF57ff8fXrn/jt93/it9//ia9f/8Af3//JiDZPC6HkELotD9O9vHzCb799l8pCmIL97ds3QfQOh73wLtIHANkWZFsA+YNfXj4xz63kP6PrNOC4LnKFYJ8juFVSTWpyFaRsq2BE+j3IBHsxmwhriPzz5e28cyBiL5PrzYrHEe52IpdX3sqXvaaMVG4VElZVQmUPfDWyTx5irCqnx2M54X447ERcGynV1Wa0cgJ+L2KwiJRWB8yIYG+3+5OYsmq9tfwhfA70YV3FZrtTVGv5Q1AmRPShSNYDwmq9OclR/lmCze5bKQTtr2wiRLblv0P176oMJK5Lzy01PZJdhIYcSRmXrTPy95CPy0RNEOz1Smqn3IqBvt1hj8ORdlBKPz9bLD2L4U7aXi/WW0FUZotUWETKVsfSSiQSXKT8clJ7i/WGf0+m8DKCzIYI05QROiJxebEWZD5fMcIu20To59DPpDkBsi/JBFuO5ZMJtqxg02uKFOy8WIvvOV+UCwjmLy+QFxvkxVaQbIqJFNelvHD59ULk9pxvXj5WFDlLPalA9pVXCfZ6LX1NoS4Oq5nl52xBKrmmx7ISC2B5YSwvmLfbHS/n2YsdmsU8QVkuc+7/cCeIdZ5tTkCEWybZaboSZVcUVbhZH5TvkS3XSNMVFkmGebrEbJFitkjFDkyJchdsMptiNJ1gMBpiMBpiOB5hOB5iMHpCf9jH4+AB9/17PA4e8Dh4QH/Yx9Owj8Ggj8fHe9zd3+D29gY3N9e86ruDTrutWDzIJ02kmoi1DCLQgecjcH0EbiAQ+ZG4To2BimLNVWyCbdnCxlEFy5z2haJNUNVuj5NkE45jw3UduK4Dx7GV267rMAU7DIWaLZPrH5Hoqq1AVs4NUzuBZRuwHROWbcCyddiOKeB6FocNz/f4IkKO/iuHK5n/2hfkmnzjju1JHvMQYcRAz4nnM/uJzZ8Xgu1Y4ncPQg+GqaGuXcLxWFW657uwHQumzc51PEdAvk3nEEmlwhXbdBG4oWg5tE1XFLfQMcd04VqeKNaxDEd43nWdqdi6TjYdS9h16tzHTahrBkPd5F9rnyXYNOR4jlwzBdriNhVTpJeYmo3aRw2Xv9ZR+6iLsh66T69ZfPiS/T4/RbDNuovJcIbtmk+Frw/Ca/3nt3/gz2//wPcv3/Hb59/w7dNXfPv0Dd8+/Yavn3/D55cvOB5eUay30ofNBvvjJzy/fMHr6zd8+vw7Pn3+HZ/fvuPz23d8+vQb3t5+wx9//BO///4H/hBFM/+Wcq7LATuWAsGsHVTxTUOLNLwjv5nStid9CJ8rYdhu99htd2zQrwKK6GP+wRz5MkWWMv91Kggvkeu5gtlkhtlkdjJdfZ4Az5Emi3dB98uDjVWkiwTpIuHXT88lgp1yIk6+SPJPLtOlgmyZYcUrnen6iiuhFMVGpJtIskqy2eAci/f7yuIQj6qiLc57fVYyWqvtkNQQKZ9XJdjb7YHPAKyERSlNC1BM33Z7YFP8laINURTDY/aKYoM8XyPPKcs4w2xWfgDL0//i9p6VfpDvlXyxdJ2RopUYfpTJtSDYktJWVdx+hmDLFoPzBHslovLo8ng8iDIMui7H6VFM4mbNvLFFVrBkmnyFHR/ePe6Zj/dwPOJwPArfL/mA9weWMLLerAVW64JjxbFWnjNSjmm473Ash2/lVAYiRKvVVrJKMCVwOmdkc5GUBJv+ZkWxUZTkJf+alJNRRjo3ZdQff03IJDnP1yi4JaEoNkI1ZueXBJvOl5EtC6GklwRbJYa0W5KvVuJ1st6U0YHbPVvY0ePLlgWSBZt9IatEnq35AnOLvNjx323DFdFyIVH6/5mSLZNVeReCFtqk5AssUywzFYxQc//8ZoXVOlcgk/BilYvXGtnTZJWakemlgHw8SRbKzsiPiDklEp2kwSxzsZt1jmCvig1W+VYh1dlyrSDPNljlO0Gyk0WOZbIS98nvS4t5hsU8w3SSYDJeYDyZYzieYDieYDAaCzwNhnh8GuDx6Qn3Dw94fOrjaTDA41Mft/d3uLm7xe39Hb9+javbK9zcXePm7hq39zcC9w93uLu/xe3tNXq9Dnq9LrqdLtrtDhqNJuIoRshJc4N7ohvcQx36gbiPUL0deKyQI/RjBR6v+rbN95Vu3/FYEyBPsKiCpYIE0kDjKVzXU+wjzHddHnddT4D5sCOhkruuJ7KOKQtZBtlAyEJCA4LC5+04sCyzYlFRVXTbMuA4poDn2vBcm1tXfF437pfFNZxkU3pJGDYFwWbxgiXBdmwfYcgSVeK4ISrEGQJup7EUT3r5+3uwLROe6yL0qVGRPd8Ud+fYLjzHg+ewxkRbqlcXXmROUk3N5IspG6ZmwKjpMDUDtm7Bs1x4fLFF1wm26cDQmIWkVtNFUyVF7JV2nNOFD4MJrc6IuGnYcGzvZMixVK9La4+h0+NmQ5bahSkGK7ULEx9/qeHyVw3ahQnXCtjApUSwWbTg/6Aq3bU8LKYJnxpnMUxfXr/h9y9/4PvXP/H9Kxt0/O3tG768fMKX1zd8+fQVXz5/w9cvv+Ht7ZsofDi+vPJGtFc8v7zh5eULXl+/4u3td4GvX7/j8+ev+PT5C7799h1//FnWoP/++3e8vX1RCk2Ox6MoK1EtCaWSRZP6pC5V81/l24f9s/hg2ay3AnKsFcseXjGymS2x5G/qyzTFYjFnmC8wn6mgOLDxaKKget5inpwgSdKzOHdueX6CJCm3AlWwx7uUsqOTJJGIMysxyUVjYOkTL7i1pMhyNqy524noJhqMYbnpq7N+aVb1W1ZfU0W6aOnjt798+aKAWh7l1sdPn14lf/2eD2IywrtZs7a1NNkgTTbIljukKftwY+rRkStRjPzQhyeL0dszha/YIs1WCrJ8gzRbYbt7xmZ7xHb3fILd7iii+KooirW4JMj3r8U2NrOcyP707XYnyAwRnqqSV5Jr5m2lYbn3QPFv63Wh+GGrW/zy91qv2QKTXu95nvHXVII8Z02E5F8mhbVYr7HerpU0kPW2OIMVI+XS87GW/m8PR96aydMZaNueNehx0sMXQzRouMwKzBepouauVztst0fxtckix3TCionI1pamhfi+4vvnGyyXK0GQCNlyxZ2S8/4AACAASURBVNXLrSizYX/bMg9dVrDlmvXqnEA5DKlaG8j6NF8wnz6lkYj3OV6ks16xEqki24jLPF0hS4ryWMEqo2nxI0PemSkTecrIvxl/nyLlPlsy1ZfFYU4wHI6wSJnKOhgNMZlNkRUZ1lv2GsiKDFmxRLHOUayZPzjNEyzSOebJDIt0LkrNFouZ8t61WMwEkqQ8L10monyKEe/sRNGuWpHO7agU/P2PugEI7P2wQJbkyJIc6SJDusiRp2v+/K6RJSsspkvMJgkmwzlGg5nAsD8RGDyN0e8P0e8PRVX3w/0THu6fcHf3iNvbe1zf3ODq6hpXV9fo9npotlpoNJpo8pg6QhTHilIZxTGiOEaz1USz1US73Uan20an20Kn20K700Sn20a32xFgWdM9tNtdhGGMKIwURTjiw4W+54v8YsJ5khsIpTLwG4h4nrRjB9xT7DOixhsQWbW2z8pJXMp6jn8ANQUk4OkbjIyWRJDaF8uhxrJ50XV9niBSNjQKMukGsBxfSQKhwhjddKDpNhw3hOX40HQbHy81aLoN2w7heywGkKnZBifbBhzHhuc6cG0btmXCtgzYlgHXNkVduMftLrbF4uxsyxZqNsvfbvL4wIjbQnzxfDi2B61uwjRYm2EQRPx5DuE6MXyXZWY7tgutbsCyPJGoQs+R5/jwHA++EyB0I8ReA6EbCVCkX1CJ97PqNocFq27CqptwdBuObsI1TTi6DkvTFLimCd+y4FsWAscR133Lgmfb4nnStDp0XUetdgld18SiRdNqym0Gg9ej+3wY1RBeb9Owxa6AadiKH5x89rpuwtAt6HWDqdUfajA1C67lwzFdmJqFyw81Sd0urSE+H0r9HxFsvWZg+DTGOt/ybNIDL0r5Db9/+Y7fv3zHl5c3fPv0BZ8OL3h7+YyvvA3u0+tnUcFMVdPsA/IFxyObpn45fhZNkHT99eUzXl/f8OnzF3z5+g1fvnzlWdZfxfAci+B7xeFwEIN1nz9/xmF/4FXDhaTmrRUv688R7K2iWJzaA5gyKPv/ZM+y2iSYiBQLSrL4GcjJBmRxqEI+R8Ei+SHBTpeJGM6Sh86E7zErlIxslg7AQN5tuqRUlINEtA97WVUuQZ5pmXDLldhvb5/w5etnfPn6Jqw+hLe3N1HDLucyk3+bKdeU50sE7BWb9YtAkTMyRQSbxWexhZgc7bfMVkizNZb5Bmm2RpqtkaTlsWK9R7HeY7U5YLt/UbA7vGK/fzmjsEr2k8rrqjrQyAiOXL5S+oyrA5eKKq1sg6ulPOdAZPgcfnSufFtWEkltZFaG9Yk6ymwNpeWDeasZVlvyW3OSJ/3Pymoiuyx9sOe36lV1n0ht6bculG38PNsgWeSYzZai8ZNURdryl39Gmq4UyKolEVd5IFW2o1RtIudmBeS0kepzILdC5vmqtCVJNqL1aidaFtf5DqvlRkW+Q5HT4zwFayFkC1XZZkXvY8PhGIOnEYbDMSbjGSbjGYbDMR4fn/Bw38fd/QPu+4+4vrtF7/oK13e3eHzqYzAaoj8c4L7/gOFkgNF0hOligslsjNF0hOFkwI6PB5hMRphOx5hOx5hMRiegc97HWGA6nQrMZjP+Xj2X1G719VtkudIPsMpWWC6WSOYJFtOFaO2djueYjhYCk+GcEejHMZ4eRnh6GOHh9gkPt0+4vXrA7dUDbnr3uO7dode7Rq93jW7nCt3OFdrtroSOINAUVUcpGo1GQ8mAlu8jUIwdZUQ3mjEazQjNVox2p8nJd0nUm622KGGJ4iaCIOSWghKu68J2HAHyO1fP83wfnhfANBxodQuW6Z/E2THiR8QxZDF0St7zzxNsUmerw2xa3YRlsQQOl5N2uU7b9yI0Gm1hsZBVcs+LYDmB8P8alg/bjQRYhnWkwAua8P02Ar8D34thGiZsiw1sisUKHwZ1TBO2ocExDfiOjdBzEbqs1dCxGQkngsmsLL4ouAn8sj7csX2uakdcpbW5cmvBsV1+24Zp+HCdJnyvoXi7WXtl2Qrp2D5cTpx9M0BghwK+GZzANTw4misRbEay7boFR2ME29F1OLoOu64J0DEi1KGtEmzXNGEZBhsu5AsVtigxxW1D15Xjhq6LVA/LcrhSXYKUcCLcRL6Fb13YRyyRaiIPL+p1A/VLHRecdNumy/zk/Fyyu1gG+7qfIti1jwZurx6w5Cv11XKD/ebIilKeP+PLyxs+HV7x+fmTuPzt7RveXj7zkPpnXpbyImpgqfWORSkxUIPgdr3HfvuM7YaRkb2kQh/2RxGxR+kfpFRTbNNmtUG6WGKZZuJDqrrVRx9I1Wi2KsGWPxjpQ7FErjQHTqdTTCYT8eY9m80VQk3XzxHs90j3e+S5StjPf985/0CZYDafKKrPYjFTCPZisZA+dBjJTqWimlW2wqbY8JSIrUKw5QSSdV6UbV/Hg2Ld2O03J1PrdJ1I9/PzoaJiv1UU7DKP+e3tTRmgPI2Ze5ZKHJ4lpXIjLCKUhkJfXxQrJEnKfatLQaiTdIUkXWGe5OIY217foVjvsdkeFWz3L9jvX4Sn/xzRpni2akqI2IreqAkm5+IA3yfYaulMUWwUm0sVVVU1STIkSXbyuqPjSZKpfmWJvNJ5y+UKy3wrnqfy+dqJwbrN9oDVZsuGBg8HkQ/OrA4qYTznga1uzauEV21NrD7Gxbwk0kSQiVBXkaarEyvAjwg2Efz3IhSpVZGINP2O9Bhlgl39Wno/ot9FPk+JAszYezWR6zxdi/dvprhukS23yJYb5NlWASPeO74bsBbWmcl4hsHTCI+PT7i9vcfV1S1uru9we3uP29t73FzfCcLYanfQ7LTRaLdOEDcbiJsxmp0mOlcd9G666N100bnqoN1rod1roXvVwe3tNe7ub/D4eC+8wnf3N3h4uBXHHh5u38GdAjr/8fEe/adH9J8eMRj0MRw+YTQeKmR+Oh1jNp0qNr7xYISnB56gcXuPh9sH3N/c4/7mgeNREOgqbnr3uOndo9e+Qa99g27zGp3WFVrNDlrNjtQu2BQlKHHcEES60WiIeDoi2LKCLaNavBLFMaJGjKgRIWoEiJsRGu0YcZOOxwiiEFHcULOY/QCu78P1fanBzhKgY9UhOtf34bg+HDdA7dJE7dIsvbQcMsEmkk0E27WYevojgi0TSplQq7c9mIbLspClFA7L9ETzImtApFKZBlwnFF/DimJ8hWBX2xhtl9Wce0ETQdRCGHcQRR1W/uI3YGombNOG57iIw5BFD7o+Atvl6q2JwLH5pYPAZqkrrIzFhmMasAwdul6HrhvKwJ76e3ri+SxTMgz4ns/tFCb7WtMTxNyyPFimXynMCbnCzXcZDBe27sCsWwJGzYRZt3ghjXt6Dg3+EcHWLDg6g103FIS2B99y4VsuPMMW5zm6BZv7mB1OYm3ThWv53F7Eimj0monaRw16zRTHyTPt2P4JaSaSLdtO3iPYpZWEkWoC3ZYr2w3dQv1SZ8q3zurSNeMnCfbFf2u46d5jPk6QzjJkyQqbYo/9+oDn3TP2qx32qx22xRaH9R7HLTt+2O6x3+24L5Nl5MrFBFmSI0/ZdtsqW/Nygg3W+RarJd/SzNeKCrRZ71i02vMrjocX7HcHUH001VWvshXytGC2Bj7IRmkRqgK2UwhPlWDLH1rnsnKTJBWq72QywWg0wmQykZSSmSC+pPCMRtN3MRnP/pJgy9+PmglHoymGwzGGw3GFtM/Y45I+POQPEaZsJycEm0j2fDYXKk1Jsre8IKJQ8rWpbGC5SISavd2sTwh1ddCJGupo0ElNBtkrvmx5IFJOIDlHsClNYicivbbcSkH5xIQydYB2IGYz1ug3XywxT3LMkxyzRSYwT3IkywLLfINlvkG+2qJY77Da7Fl27faA7Z7VdFeV6ypJfI9AVmMCfzSoKIMaBNn/y05k6srpBOdA5DBZ5EK5nc2Wwg86GS8wnSQCs9kSs9lSkNM0XYmvKY+vkaYbpOkGy+UWWbZDlu2QF3usVnusNwe+IGGtdYfjC/aHZ4Hd7iDsEFWbBLvNyB8jgMyiwUjzkrenpiJbmlI+2KJzhslkyv8fZ5iM5+Lr6GupfZUuWYb/Svy8qjWE7CEEpp6vcbooL0FJFTLBlgct31u8yAORIrObn0fvEZPxDPNpimSWYbnIsZguMZ8kQmWdTxLMpxlm0xyzaY7FvDjBbJZhMl5gOJyg3x/i4b4vSDVVUTcabUESZbIYR02EESNuQRQibMQIOZHzwoAfDxA2GOJWhLgVIWwECGIfbuDADz3EcYBWK0a73VTQ7bbQ7bbQ63XE9W63pZzTasUK3vv6q+subm56uL29VnBzfXVSkKLmOjfRiptoRg00oyaaUQtxwJryWnEHrbh7gmbYEWhINd5VJZa8stXBPYqqC4JAKVo5D+6pDUL4YQg/9OGHngRfEGg/DDmhjiSoBJvqoTXDUGqjVaLtwfFYiYptl6UrHz9oInKNjrlOqKjL5M12LR++E8BzQskOESv2CNeJeDRdSYxOW/s8WGYJIthynTkRSoJjl4sCTbdR59BNF7rpits1zeLHWEMjKdiuH8PjKR+WwciepTOrB4sqDBE4HjzDhmcwZdczDQ4TnmHCFUOfJhzThF6voVa7ZDnSXHFVYSuFKuz5YMknvu/BssoBTbJBMDhi8UGLCl2zBQzuJS5j8wzoNQPapY7axzpqH+vlQCI/R0ZJsEvYXNkmRE6I0A5O7nc0m5N2B6amgspkTM2Bdmni4oOG2kdDVMRrlya0S5PbkNQFmGnYIi5QJtOnLY+WpHzrwm9P+emmoXrutbqOWo0tggzTRN3QoVs/GdNX+0XHVesG4/4E89ECyWSJIl0jTwpev52LyyItxLbabsPiypi1YCcaubarPVbZBtPRAsksw2KaYpWxitw8XWE5L7Ccr5AuaCiNfaAU2QqrfC3Ub1LCV/kaRaZm8q4y5h+mfGMiOjLBZsUmLwoO+2dRQS1P95NqrCrGM4VcE0qSfUqwHx+fFPT7QwyeRoJgVyubB08jsQ0rb8XSdixt09LXK5hM2WMaDzEaDxRMJiMMhwPh202SBLPZTNlCnc9oC3SGxTRBMk+593CpND9maSoSUohk58sM2ZIRaMpVTZcLQajlY/JxmWjv9lsl7k8m2edi5E5j5fbYbkubBMvgZT5h8g3T7zwajTAcDjEcDjEaTdjfbLrAaLLAcDyvYIbheIrheCrismSsNlvsDke8vH46GaI9N9j23g7LZlMSa9lLWo20qyY6UP43ixc7TSl4j2ATUZatET8Cnffe182nGZJZgXSxxjLZoMh2HFusiz226wMH+18u+P8sFbC8PL+I4bmiyJFlS+ERX/OSmZN5hEUiSDTbUSotAix+bIDhcID+0yMeHx/x+NjH42Mfw+EIo9EEkwn93zLMZnPMZnOFqKfpkvmNF4lynO1olWT+nH2rau+aTufC5iFbRKoLbFpMV+0Y8v/+aDQVRPjhvo+n/gjD/gTjwUyxKTzcPuHxboCnxwn6j1P0H6cYPM3OYIpe9xbt9pVCqAWBrtRMyyTRdQM4LsvcdX1fIdd0LIgYmQ5iXxBtmWB7vgOfg8Wo+Wg0IzSaEcLIP4sg8ATofJlk09cT4jg4AX2fMPBPClBogK88HvA0jRJxEKMZttAM2wqhlhEHLURB+RyK58wukyOIYMskm2LpSMkmgu26roiTcxw2JBeGEUzDgm27sB1m7ZCTIxg5YNYDzwv4zw3huiE8r2z5k5v+yK9qWQ4fAnQE2M9wYXNCY/AUiNqliV9/rQuC7XCPMiPKIbeOePDdGJHXQOQ1WH13pYq8Wk3OlFtbKJCk6pbJG6TqlnDdQMlCZiqnIxXKuLi80Fg2c01HTTNR00zhwb6ol8cY2XaEuk0wLR9a3cbFBw2O6XHvrgPHdOBaLlzDgWc4XLE1uFVC49Bh64ZIUvEdDxYnxJZV5jmX/mFL8RWz+11eQc6GKk2TFHBNeJQ1TePk0eRk0hQ52lWLhAwi2RRFJxNsmYz/LMFWCHXlmFW3YdYdpVyGGjQJhuagfmlyC4wHQ3Nw8UHDxQcNpuEo/1fV14acKlKtUqdFCg1RWpYJ33cRRgEajZgvWjTF/63rGiyLNUDqlgnLdX6OYH/4XxdoRx0M7gcYPowwfBhhMU4wG80xHU8xHU8xm8yxmC2QzBkRW2UrbNesnYwR4w2KjA2CbIo9smSF2STBYrpElqzEh22erjGbpJiOUswmKeazJaaTBVNqFktkSYZ8mSNf5tgUG+TLHIvpQlgZ8rTM5pX91kp8Gj9G2dfVum45TYKUbNnDWX4IMoL2I4JdVa6JMA+eRoJcU323bPGgD1n5a08ItESy6Xso506YZYURjPP+xKovUfYnzmdzLKbJGbCUk5TbQtJFcpLvnfHhSZavOhXDSFmWQq6ApoEkGpqTC2VYwshfE+n3UaZhELbbDf/5mUgKYO15iSBMjPxkmM+XmC8yzBcZprNliXkqYrK2+wO3NOyw3ZcJF8+vL3h7+yIi5KrWENUre069VhXsH1lCTkEEe6tYRP5KUT03fPf/9dw8WyNfssVyMsuRJSusllvk6YYvpuVa7dLTT4u3zWqN3XaLVLyGJgrI5kSLIsJg8IT+Ux+Pj4/cGnArbAW3t1e4vb3C3f0Nbm56uLruodfr4urqCldXV7i5ucbtLYsru7u7w93dHQaDASaTiTKfIC/IRqMRZrOZ2AlS7x9hMBhiMBii3x+cxcPDIwYDtqgbjSbo9wcni/DHRzb0dnN9h5vrOzEAd3V1i17vWrFo0LGrq1tc925x07vDdecW3dYV2o0e2o0euq0rXHducd27x831I656D7jq3Z/i6p5vncdKlTTZGOKoiShsIAobCPxIAftg82DaFifTjFy7vi8R7BC2Z8P2bLiBCzdw4YUevNBj131XZBVTXjFlFfv8vmq2cTXnmIj2j4i4TODl+8PAr6RiMHi8OIUIduj7CuIwQiNqohG10IjaaIRtNMKOhDYj2KFMsAMxnEeDeCz7ORDxcRQxR7FycRyJ+3zfk+5nvmjfCziJ9DixdERiBGUTs0G40nsrq7tESOlx0QAYDYTJ5FoG3UepD1SGYlkeXJdU6ZZQph07ZC2EugdTc2GbATwnUgj2qUUk5INqTGksCagrFgUM3glo+FG+zp5/Tyw62Da/BdN2YNrO2UZG2wtES6LrR/CCBlw/YoOPpgdDs+FagSDYlm4xkm24iJwIoe3Dtxx4hgXPMAWYgm3zKENXtDiW8E4WFTJhtCybe5Hr3JfMGgktQ4djW3BsG7bFEj+YX9gW0XmWYcPQSnJt6zZsiTQbNQMGJ9h0XxUlwTYVe8g5i0gVZk2HWdOFRcTkj4VIf71uol43Uavp4pJQr5u4uNDw66+X+PixjnrdPCHYqrXmrwm2aZiixdFxTLiujTDyldp0SoGxbHaOYerQDB2m/ZMK9n/9X/8F3/HQbXVw1e7hpneD/t0TBo8DDPpPrN3paYDRcMRUn8kMyTzFMs0wmUyRJJlQyiimiOKI5CGiVb5DtlxjPl1iMk4wHS84GNGbTWZYLrgdYTpHliyxXKSYjMZYTBnZn0/mgmgX2fkCDtqe3ax3Jzm6Mp6fXwUhksk5+TnJIkLea4JsETlnDZFJsUyu/yfDj7IyLn9PhYhPOHGeTxVv4XRKpFt9zGQTEcUyi1RMy7PhnlRYRuaTORv2WZRJJDKyZSaSVeRhovV6pcS9UYwcoRzoI1JclqD8qAil2jjI1O5XnnW+562TrDWybKXbS7F6zyLST6RQvIe8zAcmQk3YcZL98g7BPuf5lwm3TLIpYpLqyek5kMt43ifYajTfuSizc4OJVfzo+Hvfr8gzXoedI0syZEkmhmXZApmVKK2yDKss4xGX05Mc+dmUqc6DQR/9pwcB2Ut7dd1TwCwDbW4RaHDlMkKjGaDRDNDuxOh2G/xYiDhmIOIWRgHiOGQKZyNGr9dTiPbj4yPu7u5wc3ODm5sbPDw8iPtmsxn6/T4eHh5wd3eH29tb3PAUiF6vx1MaugLtdgfdThdXV9fivG6ni1azLQbdqraLRqO8j4azZJsGnddqdnDVvUa70UUrbiPyYwRuhMCNEPkxWnEbzbiDRqODOGohjpsnKIe+KFc3EgS7ETXRittoNztoxW2EfqTAcwJ4vAyEbAYE23OFTYQ12hnQqV7Zc+AGnqhappxi3/cU+wMRymrGsXy+77uCPL9HtEkhJxLfasVCxY5C1ZpBCRqs/ERO1igJexQGiOOI2TeiJntuozaioFUibLJFix9L5NoT8XG+x9RnYf+IQrGooMUDLTZMU1dus/M80UJIil052BfCstggnGV6fMCtxZVk/4TIMXKitiUyddQUldcyqsflaDfaXg/DRjmo50Si4tsyQ9gcjsWqwGmYUY7no+FE9tz54ufKcXzsuTxdgMmvEbnNkZ479ppiOwE2/15BEArybUt2GPZ6DhBEMeJmE41WG40WGxANwwZC8T8XiBhCx7ThGi5ir4HYixE5ASInQGh7AoHN8sN9h2UsO1agKP2kMldV+9Kb7ZZZ4jxr3DVZkkfgOAhdD4HjIrA9eJYH13DFpQyWAMLAkkEsmDUDZs0Qt2VUz7XrJh9wNM4OOZq1GsxaDcbFpQAdsw1dDDcapgHdZM2YNa2Oy/qlQE2ro6bV8fHyAh8uPuC/fv1v/Nevv+DDxQXqmnFSvlP1W79HsNl5FvfCWzD1OjTtEqapwfcdOI4J09SgaZeCWJcEW4Nu1GGY+s8R7L//x99Qu7gUPqLQD9GKW2g327i7ucX11RVubpjq0+/38dR/wmgwxlN/iMHTGJPxXPJupsLnKXs7aXKffJyT8QKDpwmGTxNMx3OMBmNMRmORES1nR48HQ4yGQ0xGY4wGYyxmCwapna3qZyTf47kcbFaf/iZI9uH4LIjS/nCUpviXwm4gb0crBHsy/SnMZouzeC+Cj+6fTufcCjIRoO85nc4wm88wX5RgCuBUUa6n0ynmiwXSZaoocct0KQg2QVayU77ASNNU9QBzC8Myy5AuU/4Y2PdfbzbY7XfY7XdKNrIMyj1eS0N9dJ0I7OEcqX594XjF66dPeP30Gc/Pn7DbPbNEj8MnPD9/xnZ7ZNg847D/hOPhDc/HLzjsP2G9OkgoUyooBo5a3dYrikwrH2OZEb3B4XDAy8vryetLxn7PouZ2u4OIdKM4t/WGLQJ2e5YlLdJE+HO3P+yxP+z/QsnOxW5BxjOIywizEqLwoxLdVy0EIWuPDLL3VMGaR1PeRqqSaWojZc2kcyyTKRazIaaTJ0xGjxgPHzAc3OPp6V4o0KQ+39z0uPrMvLPntvxLhdJlCB0EoY0gtBE3PEG249gX5xPZIiIWx2wrsMVTFohok9rd7XbR7XZxc3OD29tbQbSJeNN5vV4X3W6HD581leEzAv2McpAtVGLDZMRxE61mG61mG41Gi2fdtpTbYRgjjptoxi20Gx3EQYN/WLuizCFwA4SkOEtNeVV4Dh8+4yQ7Chtoxm204ja6LUbeW3EbcdAQiPwIrsVyjFnZRYQgirgPOITjeQiiCFEcc+9v6QMO+Lmu78MPAoRRyOPmWjyiroEojhEEgbBKBPw8AkXURXH5umi2Gmi2Gmh3mgLNVoO/ZsJyUSWjISVwcNCgoVxMwsiZhzDyuM0k5OfzxUrUQhi2xCAdEesyEk6t/pbtH4ysh+I1zVR7U1L12Ws2jgPpf4Cr2p7PF0khT9QgSwBLmTANVzwuUqyJsNHfm1TgUklnNhW5NVG2sDBybYnM6WpBDHtdRQiCWGQ6m4YPXWMwjQCOHcN1GpIlpHz9E5mkWDl6HVApjNru6Ijs6WprI9u5cMUxZjsqFzEUrcee/0jZQbAdG67vwfU9BFGIRruJZqfNB3qbiJuMYDcbbOEZBzHiIOYLT5bOETkxIifm6RwBfNMXCGyWohK4EXw7gufEcDnYYqT0lNPOAPvbUWRfCM/x4NouQj9i0YemDde0ETgeQtfng5Yey5vWLbiGUwEj2Z7h/pTFw5bsIOUxg6nxkgXG0uqwtLq4btYuoV9eCJi1Sxj1S1iGBsvUYFJJj23AsA3U9Etc1C9Q0y9RN+rK8Y+1D/j14hf8evEBdUPn2eTnCmbKwcbqQkXxsBumiFK0DA2GXoPrWfwzw4PrWdC0C5i8QKgk2jpMU4Pr/WRM39//42+4/PBRrIoMXYdjO/BcF91OF71eT3wIifigZgutZgft1hW6nRtcXd3j6optbw6exhgOZuj3RyL78/FhxI+N8fjIckHv7x5xf/eIh/tH3N7e4f7uHoPBAKPhEOPBUFS4Dp8GGAwGGI/GXI0tPZTvxdtVSbda0MG211frDZ5fX/H8+orjywv2hwPWmw3y1Yq172XLk9i7JJlLinHp5yyV4pmiHFcfL3k+yy1p5vE811qWZVk5yDgaYzRSVenJdCryZOfJTGA6n2I6n2E6n2EyY9cXaYJkmSIrcoFllmOZ5kgWS0zGM4xHU4y5Qp4syIe6EA2PWZYprXwFr/GdL1gWbrJMUazX2B8OouaZkPFGwyqo/bCsqd4Kgn18eRZ4fn3B8eWZE2tOrl/ecDh+xn7/GdvdJxyfv+L4/BXPL9/Y5fEbDruvOO7Z5W77hnXxinXxgnXxjM36GdvNEYf9i1IgIw8hMuvGShDQ2XyKNE15Q+L+hFTLuyG73YFbTA6seU8CebtZKc0Ka6kmnGVHr7B+J986z5ciE5iKfHa73dlYvR9F9DGcJ9ZVkk1EO10usCRPfZYgXy6wylOs8hT5ciER6jEmoz6GgzsMB3d4erzG40MPjw89PNx38XDfxd1tF1fXbfSuWgLdbkNCU1Ecq2ADchFarRBh5CKMXEGw2WUoSLmschJZafH8YEpmkGPR6LhMvuj+drvNCThT02VFvdGkD+uSnLRaLXS7XbTbbSlarckJWknEwzASyibdA4yRlwAAIABJREFU32g0+c/sCFCkWxTGgmCTT9IxXfgOq6pmrXohAi88UaBDP0LglQTb49FpcdBAI2ryoT4GmVzLBFuvGwiCCJ4nE6JIWQh4XqBA8XIHIfwwgM/V7rjZQKPVQhCx447nKscbrZZIxPgZhFEoCFQcR5W/ZZMR7ArhZn/3lvhbMoRotSKEEVvMhZHH7hcLKbKCxNyOUTbtlaUoZdU380+HglzHcagMacoLyap/nB4T+/lNQbCZwslLTDxSgGNO/hvicakLuvCE/NPvRI9TJtfycCX7+zYQhk2EYVPslIQh812zwUMfjUYXjbjH8pndFiwzhGWGglyTYk07J6RI0vPXaDQQBIFQneXHyo4Z3D/rieeUFkpsl8MDNRjKOyNVUn5y3WN15kEcIG430Og20eg24UYenICGPD2+IO2g1bxCFLThuw14ToTQjeHbEXw7hmP4/HaI0I0RuhGLKbQjtBvXaMbXCIMewqDH4v/cNhwrhmkE0OoOLDOAZQZw7AiOzZR/2/REHbltOrAMC5ZhoX6pQa8bMHi6idya6dgO5Pxyx2TkWibZRJ7NS+MviTazebBBTVOrK7ANTUQU2oZ2ch8RbN9nsxiWa8JyTdT0SwHdKok31dEzsAFDw7ROiHV1SLSqYFe918xfrcEwLmGaNVi2BsfRYdkaTLMGTfsI3ahBN+qCZJtmHZatwfV+0iLyH//H3/Dh1w8wdAN6XWM5gyaLIgmjEI1mQ6gHruvwmk/yQoVw3Qhh2EKj0UGz1cHV1S1ubx5wc32H66sbdFo99Lo3uL6645e3uL29x8N9HzfXd7i6Yluxj49s+/Wp/4TRcMiIdb+PwdNA+CFHoxH6/T6GwyEmk6kg2HK83XuxdtVhpGWWC1K33e94Zi/L8WUZvhtReiDntMpWDFklVu0j7x9Tc1oXQiUuW8rKzGr5+5xgNsEsmWGezjFLZgJErGXM0wTzNMEsWQjMF8nZ5008X3ygjHKzqUadsOQEmb73PE2wLNTGwnxViHOI9M+ShfQ1C8zTBdJ8iWWRYbVdY3fYY/98UAi2TLTFouj5E/bHz9gdPmHHSbaM3e4zdts3bDefkWcHFPkz0mSHIj/yzOyjUK6rVeVUNERWmMVihvmMLayYHYbtAJyrUJcJ9ma3x2a3FzXVolZ7tZba+lY8G7ok2StOsKkgRlan6TWZJAvRWioaAM8s0s4VcbBzzivesupdPS4XfixTRqjzjF1m6RxpMkOymGA6GWA4uMfDfQ93tx3c3rRwc93EVS/GVS9Grxuh243R7qhghFlG/AOS7QliLRNsQhCWQ3QlqZaG4QShOiXY8vX3SHa7raZb0PclhZFARL5UtyPhr1VzjaOz98nkUFbcQj9Eu9lGHMTKkFXgUpU124aO/OgvwRQ1RrCJWAduKO6XyXXghjwFIhAEibKOydJC9okyRSMW1wWiWCjacbPJByUjeFz1tj2Pe7nZ/fI57LxAQLanEByvJInVtA5Rmx16CEKP10V7Qi0vjzvwfBuuZ8KyNdiuDs+34fkuV7dLsknE1fNCvpgI+c8u/dNkdyGLC+3CkDoeRh58n6vYvFrb923lPPH6D0vCzGwopN6WJSuM/MfcykFDYOw+qiInxV4moTQoSY9Ztel4/HsESvoHpXTIQ2pseDGGZYaCIDJPtl+xhIRCiZcJNqnqlmUpqrpsZSGPNSnoZCFRVfUS7G/iwvddeHzHQG5dJLJt2jocz4ITOGj1Wog7MSfYHo8pZGS11eyi27lFGLbh2CGzfHA4BmsCdEwPlu7AMXlEoePDd0IEbgO+24RjxXCsGJYZiUut7kDXXFhmANsOxSCobQfc+66fKLUysXRdT1TAU124ZVFbJfNiW3XmuybbB3mwz1lE5HP0Cx1GTYdlcIKt1xU4lgHHMmDqdej1S2i1CwG9fsnALRm2Y8INHEWtJtSNugAdu6hfoqZr0HTjxApSTWA5ZxfRdVN6PlilvW5c4vLyF2jaR1i2BsvWoBuX0LSP0LQLxSpCBNv3f1bB/vv/jcuaBtNyoOkm6poO3TRF/mUQhXADV8T/sO0TH47nw/Uj+EEDcaOLKG4hbrbR6fbQbndw1b1CI4p5FWsD7WZboNPq4Oa6zFh9eHiUhn76GAyYav3UZwNNRLAHg4HYrh2NJsrAIA0Nyr7o6tCgQiLnC0H20ixDvipEOcZmx2qemWI94akcTyKh45wV42cI9rmBSTVbe3aWkJ8l6PNpSaoXE6FcV8m1DOV+noJybgHCjnEbyyJRCJpYBCSMJJMKTdeXRY5lkSNfFVgWOZJlqhJ7iVzT45+ncyTLBMWmwP55j+1+i91xd4L9MyPf++cDdgemDssEVlaI15u9iK+Tc4zXK2YFWa92fDh3JbDK1yK1psiKd4Y852xOYJ78YIDx5wh2vipOilkUcB87paNQaQa7XGK92ihxd+UcQv7XyLKzHmu5gKbq45arqt/DfDbBaNhH//EO9/fXuL3t4fq6hV6viW43RqcTodOJOKluKKhGr8mE+DQRwlcItWIPabAtfVKuG81IiX1j37epEOuSOJ/PHj69v3U2Qq51xpogK6KtVkP4wunxyRYGRtA9qIkZgQIa0ouDCHEQSekXITsWUuJFQyHNVTVaJs5EpOXzZHItE2xWFKJCJtmyP5lsCjLiqI0obiGMmwhj5m+Nmy0EUczj41R4YYQgihHGTQRRDC8sibhMrC3XEZCLUmRFluC4LhzPgeXYwgOqmybPgTZh2kxVM20duqVBM2rQLQ2OZ/OvMeG4vpItLedL+0EgEWwb8nAmU0tt+L4F37e4zcmB71uCzJtmDbpxKWCaNa6y6UxNs1RfMhFl9vuWFeHk/WaJInyo0WFe5LDiMSdrhWUZwv9tWUYFZUIJtQpSyYxpeNClNAiK7WMKbFhG8PEYvmrqg2phCSQybQmSzVI05MFLF5SOQh50slO4otCmBPs5TNGlAhNqXCSwIbcaDKsG3apDszQYjgHbt+F47Pm2ybfOHw950S3DFlYtGn7Uazp0XiFuGRZ8bvFgaqrFimM0WzyXDifRpmHBdlxB6B3Xh2k5XIE1T9RZip4jj7FpMjJ5eXmJi8tLXNZrqGk6NCKhvFyFBh9lyAOSBDq3fqlDr///I9j12gVq9Qtc1i+EWi1bQT7WPuBj7YNCuNl9H/DrxUdc1uonPuvzMXxGRdmm9kdq4TRgmhpXqhksW+fEmpFrTbsUPmzdqME0NTjOTyrYf/8//x9c1jUxUVvT1Dcax3PgBo7ILnV9F5Zjw/E8WI4Ly/EQRE3+JhNyD50P3/PgObw21LS4vztA6AdoRDE67Q56vWvc3t7j7u5RxE+xeLsnPDw8cGWbRW71++Xxfv8Jw+FYRN6dGxD8y6HC+UJRVYkcFus1I4ncIkIKtigoECkH858mxOcUaJlgV4+PRqN3VW+B+RTTxeSHBHs0nQjQ7yp+5/lCIdZVol1ablTvtsjWThLF6lG1fRDhlhVuVUmfs8e9mDCCnS2QrzJs9xtFzZWx3W8kbAVW2zWKTYF8laPYFNjs2C7EerVBUaxE7Xi2zPkxlr0se86TeaqABm4pA5wSVKh0p8yjPp8UstnuBcFebXYniwAi2ZvdToBKWLb7PXZ7Ngi52WxA1elpupRi/NaVrPejsLrIj+VdbLZYr9ZnQYOUVRVcjalLz84PTCYTDAZPPOnjXqR9PDzcKoSUkVIVjPTy7XsOOiaDnd/kpDySPLI+t4aQPYTsAbH0dYT3iHNbeLCrUL+mzFkm0l5dCDSakchlpvvl82S7y3mf+fsIA1/Ey1GsXDOKJZTEmrzUBCLRpEaTWi2Tcdl/XSrXZd0182Cr0X2yIsn8yM13EYbsM4MR7A7iZpsT6AZcP4TtBQpcPxRk1gsZkZUV678i2FU40tfUdE2AMm4Nm8FyLViuJa6zn+XBsB3opg3bC5TH5YUhvJDnU3u+YktQh/GIZDOUJNuG47CtaAKpao5DSmtJNkmtFWRaOkZE27JsnsThipg3ivs7R7DPE2uZYFuCHOo6y1Vm7YK2EotH3mHyErM0k4A3FVIChC8i5OhryZddHaosCW1JKqlKvBysDJWimSooT9qxXT6caMO12bCbZbBECZl0aUYduqWjbmjsNWEaMPkOP6nCpPgbpgFDN2CbjvjetlU2FtoWI6S+48Djuxr0+5UJM2xGw/N9GKYOy7H4cDBL4jFtRppNw4LnsmFVz2GLFFukklCqClug6DpLvmCLSAsmf/5EU+EZpZfuq0IQWoOloTgme95kUMa3Y5qwDB2mpgnI511efsQl91yT/1om2GQPITWbXfL/U01/xwJiKwSbGh1Lkm3y43VYliUlFpmwLAO6XpeiD+u8rr0uFsmmqQvv/08R7L/97T/x64cPqGsa6pqGWq0Gw+RZmrYB2zFhc/Zu2QYMU+Mrj0sYtg3Lcfk/t8u3zjy26tZr0LQaGxywLNiWBc91xZQ2a7JiU/NUJUuE+/b2Hr3eFXq9Ho/YusHdHVO6CdWs6Wp6x19hMBxhOGYgAkpEe54mmC/mwhoiNySWcWJ/Tax/lnifJdA/wGKxwHwx/6GCLS8eZslC8WVPZlPM5gvhV69aROQM52yZK2U1ZGlZSl5qUq3TLBMEWibUMukuH8NEIdhpniDNEyyL5YllQrZOlCgE8vUSyyJFvl6i2GTY7JivubRYZFivmSJbFKyMZplmgkzL8Y9UZMRSbBIlA3wxmyFLU+RLVjVfjct7z4NdJdjLfIVlvsLucBQknM7d7g/YHY7YH45CnWYFJRnSNBOLBPbzjjgePuHIBzzPgXnMjwpYmspGag/cSAUvm0pzYI7FXF64LnhZyxKPDyM8PozQ74/R74/xcD/E1dUd2u0eGo02Hu6f8PDwiLu7eyVtg+FK+IrZ/zpDt9OT/MZt7kNu81SOXoluF+12C41GzFVdX+SYNhrka6ZhwlD58JL9zafeagb5sZ4n2U3hnZVtItU85ioJ/1Fu87n8ZplsyxaZKAwqhDqWSlJYUUq70UG70UG31RXXqyS7qlLLBLvd6AjPtWu58B2Pq2/OCcGuKtmUYFGFKBcJiJBGXKEuSartBbAcD5bjwbBdGDYTclw/FPfbnqcQ6irOEWw5LcN22HmGbaGma7io1wTBrnM1m8W1eXD9gItJMjwBevz0u7h+AM8PuBVDShHhKmeZ3KGmYPjcelKSXFNJw2CgeDpGTskHHYZNbrsIFfVWJbOlOkwWEfIqk1/Z91lCB1lE5Gzt0jLi8Gg/W0ojoXhAFUSOy+fgtImRyk+0uiVAZMiUcqJl1ZrIFPudIskDH4GSSM6BFoGe48F3XFFZTvC4FYZ835puKPF9dY0RtstaHTVNg2YwX7BpG4yIa3UxQOc4Fmy+G0DquGtbCDwXoRjEdMTfPYwCRHGEqBEhiHyYtgbHM+EGNrzQgRvYMG2DE2yTk3hXzFB4TgCXE272flfuApBvnbLMHduDK5Hysga8jPWzTRcuP8+tnC9yvy2XE+0S545Xb9uWhctLxiOrNpC6UYduabA9G5ZrwrAN6dKCYVswLVW9locYq/XpJwSb81xW1uPypCGWWqRpdWhaHaZpcHtNHbquC5sX1bib5k82Of7n3/8Tv/zyC7S6hnqtBkPXYVtl5A39Y7uuIwK3TVOH7djM58Y9bWxFbiEILejGR+FfodW2PJzA/GLq0AUNYVBcFSPg5Ydgr3d1Ut1LkBXwn8X9wyMe+gxPgwGG45FCTOeLOfpPjxiNh9x7WxLscznT55Tqn7J6VIgzYT6bCcyk63OJYMuDjfPFHPPFQnr8C5buwUkw3RYEdzpTKpnJRkMEu2ydU/271Ig4mTKFnIYUcxp65KRaJt5kFSHyzYj/XFhDlsUSxaZQCPQ5Yl1scnHJkAnk6xTFJsNqm2N7WGOzY62R1DS53a55gclKNCLmaYE8LbAptthv9rwqfseJdsGym6UmSyLbyXyBZbo8UbCJWB940+OOo2pjKQn2c4VYl19DbYc73mZajaMsig22G4lgHz+LS8Lx8AmH/atofFSbHzfIsxVyXv4il+FsN0wJz/M1kiTjUZETvjidYDSaYziYo/8wwf3tELc3A9zfDnFz3Ueve49W8wqNuIub6wdc8dkLuSqaLARUbMKi6LrKbTpGaLd7YiHOIBPxljIQyAYIy1znIIhEpnMcNdFstNFs8GFtItdSxJ7AGQWb+amb3AvNiG+1eVAmz1fXXdzeXqPX65w0Fpa2kfhdgl31n5Pa3WzEPyTY7WZbkGqZWBO5rkK2isikmxJKLIM11vkOq3v2HE/xYVeH6Njft4s46igoyXYTrh/C9UM4biAItHxbhuMG4j52v3u2zptu/0jB9iQV23Ic3mAo79xaMG0bNc2AYbuwvQCG7aJuWNBNW8CwXZi2C8cNuD0kFPB8VdVXy0IY2Sb1ki4pnaO0ddgi2o8tDmk4kVTaiNV2h23EUYd7ocuEDrZTQIuahvIZSznc1RbJMqVDXZSc2G28krAzX30s1NJarSYITJk4woc9bU6GTE/YRRw7FKChPoqs+1GbozwUWdpKfMh53Wputq8scqjoxTGZIutaLlx+H2WJa7r6N9e4t9cwLf6aMfjgHSPZpm1KqjZX/W2miJumJki2JzztDmy+iAoCH67PlGpmT9KgW3UFhqnDslg9u62bsHn+tmcx0ku3XduBY9uKvYbsQ+I54GSXhiRNzRCg54XIckmaHWnmw/tpUMqRKK8xLOg6W5DU9Bpqeg2XwjLCnkvLteDwgVPLtaBbOjRDY2q8biiLL7LqUJ77qUXE5DAEwWavUdqxMISlhnm0DXGdUKvV8PHjR3z8+BG1Wu0nLSJ/+zt+/e9foNc11C9r0OsabNOCYzvKtpO6CmXNUbbjwOP/kJZdh+NewHEvoJu/QNN/gW585IMDZbyOmKb2AlR9fMxPxd6I5OgqFl/FsmBJ8S4/hDuKCv6z6HSYOn53f8csKE99RrSHQ4wFSS6b4kpiPDk75PgzBPtHhFqA2xKEPWFeHiebQjJfiOzpJOFkmxPs2XwmovOSJMEyy7CUCDaR7PkiUdosZYtIkiyRLQtQE91ms+W15FvkeY7ZbIbReITBaIh5miBfFQrBTpapOJavCjH0uCzyE2U7zZfC/7477LE7lMUu5fDpWiHW+SpDscmxPWywO27P4vC8V3Kld7sdNps1/z322HFCvd/s8Xx4wfPhBcf9M/abPTbFVhDsfJlhuUiQzBeYT6YCyTw5Idhy7vrx+RXHl1fsjy9CxT5HsBVSfXzB/vgiCPa5GnYqRyqyNXabI54Pn/DMSfZh/yog3z5HsGX/+Wa1FQ2qu80Bu80Ru80R2ZJl2g+eJjwV6An9PlesH8Z4vBvh4XaI26s+rnuPuOo9otu+Q6t5jVbzCldX9+h2btFu3fCkgaZYQDcanRPEkXq81eyh1eyh3boSiUW97i3HDXq9awHKj766uuHkuyTs4udK1odOq4tepyeINKnn9LUsy1odgCwJPB+A5ISYyHWVYLdasVCwZYJ9TsH+sd9ctZ20WjHazSZaceOEZBPRbjfb71pDqmr1eyRb8VwLxc/hnu9AKFqUBKEukDp/SbDlwUCZhNJtT8rnpkFCNkRIw2zuD4l01XfNiCEvlHHLzzCb+3zpe9mOw5oNOakigi0TLUGw+WeW/NjKx6gO8VWJdrW8pVS8fVGqQp+Bclwja9psIfDbYK2JbXGdRb5FSjsi87231CHUWI4lDJTr9FlNkX3nBkVlgYylmbBhREFI6rr4PSi1RCbYbAHQRhh0BOj3YGhyhVsl2TLRrsb6URIPLVIoP5sWLHTJFHgPvhOKAcSyxj2Ex3PDtboBQ/p5tu1JBN/mrxOmdBo80cR2bJFwwpRQXeQqO44Jx7a4Uu5yHuUy2wZ3A1iOC8O2mQXF0FDXaqhrNXGd1aKb0Os6HN2EbzkKXMNm+dTcnnF5cSEWOwRdN1hanGTjOGflcExT2GcIjknWkB8TbLKeBW54lmDbps3/52z+nJmCcNPzSaAdFKqEF9Xw/Pep5rgzj7qh/M7l764rpJl9H4NfNyvqN3sd03lEsC8vL3F5efmzKSL/gY+/foBe11C7uOQE24bnltWjhmnDMO3Km4evvGB14xKW8xGm9RGa/is0/QMch3lZZHJOL37yicVxU0xC05uLer1cdZMaVUW1gYy9gfwYrSZTra6vrnF7eydwf3ePp/4TxqOxQprHosVxwqP7FqxuXIrh+1FE33g0xnw2Zw2KRJznC7UKukKuGVjtdzKfYzGdIZ0vkNJ95Ic+o3yfI+/z2UwQ8NlscTbikLDkyvZiniLPmCd3vV4LFXuRJILYp9kSabZkKvVijkXKSH9WZMgKNkCaFRnSbCnuY+eV8YHrzQbqkOlGXFKcXb7KBYp1cT7ejoOR6j0n1DvhZ6Y4vR0n2bvNHsf9M54PL2LIkbWJZtwKkgslO+VEmzVdpjxtpLSJHA8vOB5e8MrLjI7Przhwgr2WCHaWr1CsN8IOQjgcn3E4vmBfIdiH/TOOxxfht95u99iu99hvjnjevTAcPuGwf8F+94z97llcP+xfpLQUnv1d7LHON6IgZlNssVvtsCm22BQ7bIo9NsUe00mCyXiB0WCGp/4I/ccn9B8GeLwf4PFuiPvrJ9xfD3DTfUSvfYde954R7AYj2L3uLbqdG7RbN+xSKVjpot26Rrt1jWbcraCHVvNKoN26Eeh2bjmucX11i173Gq1mB512Fx2+0O7wn8GU6rYg16X1oYte+wrX3Wtc926YFaR7jW7nCu12j6MrlHHKs2YEmxH3VqslcrtJwZaJNYsRZIOc3W5LGeKsqtVVFftnCHar1UCr0UAjitCI2GAjXW9EEVqNJloxQyNqoBE1EIcxQr+M7SOSTQr3OXtIK27xVBFGTEnBZoQ7QOCFCPzo9P03ap2Q62ohi7yrEEfNk1xuao6US3boPd91fXiuxyNl2eeK53oKIk62SAEOghChH/Kc8FB4WAmeEyDwyzxmxw1Zc5/DrntBA0HUguvHMC0Pps0qxMtkjjKlw3X9k9/Hl6IRiRiWDX2uIONysUipEDdEhT1ZcHy3Cc9hl77b5EUuAWzTh82HDsnzzP4e7Hn2vQBRGEFOu6G5Kd/zFHVVaY/kJFuO62OLzRaCICxtFZoG0yxtHWUZjSt5xwPhm2avhXIwthl30Gx0JFJtwZDsIv8vZW+23kaSJQlfzUx19fT0dFelBCAW391jwcZNoiTu+yqSkjIra/55/9ew/+L48fAAqZzsi/MxEAAJEEBEmNuxY5YzlyIOAiY/77ZB7p+dL6Jstqiiz5sSJY0K8LaDt92wTwfo6B2utR8VfTb0vaPXRmyqjlpqrXS2n/S6LjLUjQ9offSyjjH1dZYqqeJQo4ydDWZSE6NaRsnDrISpBayU8ErDKx0DZxRMTcEzStQQdXSGq2tQciGxtaQNr5IPNA8o8hAi36dVDa1qWC1hdRwKlWpg/EfAeiwdmbdztL5Nw56cdmmkgRISZTGLigkZUynrVPw6q7JEVZbpNXMpNfwvLF3KgXgu5ciLZR9VVSbVBlVJC6oIst+SOUkpURRlZLPLPwew/+1//jt++ft7lEWF2bREWVTQysC5Bt18CR/a1KLjVlhoezjfbNDy7CuY/0ODgH+zVZMDbmbKm6ZNrd7BJ3Y4ATM70jQ9OAqWAfjrXPrxc+SrGyljHKxQpCV0AX07x3I+mMdz0M6nj/s4+PwZ+x8+4NPHfRx+OcDF2RlOjo5xenyKk6MTHH45jGE5Jzg7GSLm+b7P+19w8Pkg3X9xdoGzk3OcHJ3g6ID+zuX5Jc5OznF8cITDLwc4PznF8cEhzk4o9e7q/BwXJ6epWBfM0eWbA3l5nZ2c4iw+/uz0FGfRwzsfaMyDenj/ydEpaZSv73B9dZ102GcJqJ9uBN2cjvblHuLsI86POz09weHhIU5PT3F1PVgAcoDN3d3dKKAm93m+u78b1e0t/c71zTXu7u8SuH55/jYA6syn+unpBc9PLyn18Tne/vbyAw/3j9Ge7xo31ySPebh/wP3dHe7v7mIEO0lMGJAzA/z89QXfnr/jt++/4bdff8evv/2eEkMfHp9SyAzVVxpmfCFHFE6LfPn2PYXUMKD+9u1HSiD99cdv+PHtV/z67Vf84/s/8P3pO14eXvDjmRh4YqBfKKb8fogs53q6f8b99SNuL+5wc36Nq7MrXJ1d4fHmAXdXdzg9OMPh/jE+fzjAp6w+7O5jb+cDdrc+YG/9EduLXeyuPmBvvY95s4Vlv4MuLNGFJZb9NlaLbawWW1ivdrBckryLu1AMsBND3W9ha7mL7fUedrf2sZsx4X23g67dxqLfw3LxAcvFHhbzHawW29habmO1WGM5X40qTyF8td2vsey3sLPexdZyG+vFGqsFAXN+PYs5acit9ZBCwbtAzGFHXr19v4xBNBSKwzaD6/XghtK0HtZqdF1IFoR/BJxzKcim5jr3Rc4B9rwn15G2CTFlsEm3abtN91FyIc+/dOjb1wz2mPFeJIA+bzt0oaWfcbCyC90AxuerGB8+DE8G26Lxc3RhkWLEu7BI1fiBSc+1o/xzlBppBpu5Aaj6UQUXEFyAMx5W2+QPTBrV4f702lwPWVlY1cLpHlZ1sKqDLD20aODMHM4t4NwCSrZQuoN1C4RmC86vYWybATdy7KiqKsk66HW4pI/dLGfCSEucd2+NdsmGbSyBGMC3Mw2caWFVk0rVDlp6qNpB1Q51oVEXKsZbD+l/zhCQZu9n7y28s8Ri1mWUMOg40CVHTh5D2IzNpB8Om5KSPHUxH7hLeu74HF3j0QSDJhgEp2G1hLMaTXDklyzIPphkC+TpnEtrhJSQWkNq9UomlEt+hvu4PLQOqYxtR6V0oEWUcmmhlUqTl3QxLVEXAqo20ZvawSoPLV3UMqs48GhTOEwCm0IloMaMa10kFl47AAAgAElEQVSLZJGsjcVkMsO7dxNMJjPMpmViVNMApahhpEilRQ0tBElH4mClEgKyqiGrOr5/wzBfVc0wmfyCyeQXlMUMk8l7VFWBqppB1GUC2FIWEGIGY0hLLmNeCslJJKpZjWpGn5GRevSTPzfeNtGfW1Y13v39b5i8+zuK6QRlMU0gPzHqdYliOkFdFuk7qUSNuiwg4jAiu93wYC7vy4sHFotimrZFTYqNYjrD9P0kqTeYYDZ6YMSLotr4DAiA/zkG+1/+Fb/8fYLZtMRkUmA2LWnlHDoYG1BLg6KSKCoJZTyU8ailgZBj/8FNzctgFzOI0MdlU6CNswbeObQjP9gObdPQStu3kW2w0MqQIH/jb+Z2PymtJ00hD9tS0peDVmDsS0nVhx6ta9GHHvM2DgrNF1gvVlgvVtjf+5jVPvb3PuHj7kd83P2Ive0P2Nv+gI+7H7G/9wlf9r/gy/4XfPr4ORXv27zvy/4XHH45wuGXIxwfHOHL/iccfPqMs+MTHB8c4vDLF5weHuH86AQnXw6pDg5xcnSEk6MjnB6fJLCdA+vzk1OcHp/g9PgkSRvS7TNyYKFY+OtXTiKX51cjh42rC3ITyV1MeOCTHVbYK5z38f25fv00RmQfHh5uRFEPATy5WwY5ZtyPdOCbXs+5fzgHwRBr/fImwOYgmZSgGFluilr/SoA9Wtfd3d3FwJmHZF93e3uLu5thMPLxLgLsKDl5+fryKjr969fnJCd5enrB0zNJYZ5iMM9zjIl/ef42il7n9FFOHmU5y/en7/j2+IIfT9/xdPc1Aex0/8uPEUNNAJuY6ofrB9xf3eHp7ivur+5wf3mHrzcPuDm/xvnROY72j/Fhex/7e1+wt72P3a2P2FrukJ63XWHdbWHdbWG738Hu6gPmzRrzZoV5s8Ky38ay38Z6QeCVtdKrKL0gBnsZWWIC4l2YY9GtsF5sY2u5i2W/gzaQtpRax6sEsBfzXfTdNjHdkSHpQj/SGg+s7IJSafsVVqnWWPVb2FntjlIKKVqcQH/XrpKlF5+/Bu1qSwB7tcb2zlYMxGmyamPgjIV1KoaTDB7Gry34/CtgvXk/h+XkADsH3nkKoDEy/V7+N8ghgmdqYicxMk3sDkLhNFStH9xJuAZ992Kk8c7Z7+RG0izgdYvWzTHPwDXfnjeLDZ23gTceLp6TWaKS2LEYiZxcEvRw7mYXFHZF4eCdIXwnf0wLr5voVdzAqhZe97CqhVUtjGhgREOg2/QU+lE3qCoPoVoYu4AxSwJixqRrmNEmWr/RQL/VNjF8fwZg59cwjn/m22/pt7W0ULWJ/spR1xq9llVtICudpA/0Pg1DfUZKOGugtKABL6fgrIK3ClZLGFXDWRWdFYbW/GtG8HX7/a0Wfn4dZm2yMRJGVQhOog0K3tbwtobVFbyVsFrAahHBlswAohoBfiElajVUGlKNt4WmoTjtbLQXJrJQKjcC2DnI5ttS+Vfg2zK7LS1kJRPAJms+kpkYyVrlOOCXRamnIb846MdgteIMkpoB7CBX4O+IqFknXScZRy7fIJkHAV8Gi3U5WATKSkBLlq/MUJTvMZn+HZPpL5jN3qMoZtGWbopaFMn3uRazLIQlMsFlGWcyWP6ho3xERWeRMbinRdIA9EVZoJpNUU7fQ5SU8MhBNEYKOC2TtZ9RAq138FZTrHkxTUmQlLRYp4TFvNhSrxZF+p+4RF2iLqmK6TRVFYG2MzZ+PoRty1n9qv4UwP7LXwhgF0VNIPt9CSUdmmYB9pSsa42yVChLhaKQKAoJEbVRda1QFPUb05pq9AXZHFDQiuz76B+cQMYVk7MazurUiqCJdZpc15KSi9LU64Y9y9hwXLw64OvYJuEVVbANGtugtRRpGnRAaxt0rsWyW8QLTYtgQ2K1d9Y72N3aRRe61ErlKX1mf9aLdXzcXgLde9sfsLPeSaxZXrtbewmYf/7wCcefD3BycIjzoxN82f+Mg08HODk4wvHng1RHXw5wfECplwyg32Kvc93wHwFsdhJhgH11cZ1A9unxGc5OzlKy48XFBU5OjkegmcH14BM+AOtNcH1w8IWip3f28OHDPj5/PsDBwWGKg2ftNztnXF0NYSmb/s0MrnO5zM3NTXLaYICbg92H+wc8PT3h5YXrK15evuL7j2e8vDzh7u42has8PNz/FGAzgM0ZYpJZvB58ZB31MAT5LbHXX2NEOmnGn0ev+du3H0nX/SOy1y9fX/DtK4HrHxFof/v6gpevL0lL/vXhKx7vH/B4/5jA9eP9A57uv+Ll4QlPd494vHnA/eUd7i9ucXt+jbODUxx8PMD+zmfsrT9if+8LPu58xs5qD+sFSSq25ltYtUts99vYne9iZ7GL7cUe9tYfsbXcxdZyD+v5bgLYq+Uy2uZ16ObzGInNLh7ki0+ezV1yvlh0K7QhWrlF662mWURGewt9t4XlfI3Wt/AmwCo30hkzAxucTxKHZbfEul9ha76FrfkW1v0Ky3aJ1tHfaMMcXUsgu2kWyXEgZxC5TU+dtHkkAsIo5Ib9t9nn2JgaxtQxMIRB7tuVR2Tn0e4c9Z6z2Ay6+fd4kKoWJYyRo7/LQDu3o6IWsYxetvpVsRRk8NgOIztAYrfH2u6cCZ83C1gVEGyXgDXXst/C7taHUdS7laQhdWoMiPMYeHY3sNqNyJEcuOaP58ofx9vc0qbBthz8kLaUry8cPT4rJIpKJdClNbGyztoEoJyxdGGWr7WqOZHDPuL5Ao7B82A/55LufKzhJsbYRUcXJSTqsoQSImpqh6E9WYkE8tn9xWoNb+gaS6mF9B11VsLHsrrOLAFlsivLi8wO/msAm5jt6ESiFYyqYVSdwDQB6jLuk1HzKyNgi/+bNokNlzycmoHpTWAttCJXGQbYmQOLUSEVy2pU7V7t544A1eCiMRw/cuREQq9ZpP/PqDrKMAooUUUnEQdnbFo8FNMCdSkivjEoZ9WbLh+6VqgmM4gi/8xZSy0Sq8zgX1bq1YLLKg8pa1T1OxTlOxTl+5HnOhtUDOEqBGLZC1opAVFX9H1SfJxpCiqcFbFmKKaTCFxnKKazBLBlVUNV1auIdY5Z90pCiyp5aDPAbr1Lchat6lHq4qZvPP8fYw/5KpVWNWRVwkhaxFWzKYrpBNVslhYD9PlyB4h8w8tZjWJSopj8SYnIv/71f2HyvkA5qzGbVpi+LyEqE83ObSqa6rXJEJ2HDxhEz6blBsBVbzLZrMvSSsdVTg1ZF+nLZ1QNbzWCs/CGptZVAsVxdVbQP8rtspw1H1puwwRtfsATu2Aiw+DglIMVFqbWUKWCqTWssLQ/ivNlFSd1jU8Skp8xE5yIxhccBtzLfpUYns1gB37MerHGzmobB/ufcfjpCw4/HVB9OcbZ0RmuTs9xcXyG86NTnB2dJinK2ckZLs7Of1pnJ2epknzl+DQB6jfj5i+ucX1xjfOT8zcB9tn52Yi5Pjo+xNHxYQTYpzFtcIiaHxIxj3F4eIjDQ7JWPDo6fTNpkwcwh9j73MmE/Zjf8Oe+uIiyjjHA/vbtR9yOw4/PX/Ht2zO+/3jG9x9PeHl5wPcfT/j27QmPj/e4u7/Bzc0lHh5IcvJHAJvdRzYB9lvuIklP/e37CGCz1pyY9efR7yRwHSUi356/4/vTd/z6/AO/Pv/At8eXzAXlKx7vHnF7fYvnxyc8Pz7h5esLnh+f8Hj3gJfHJ/x4esHT3SPOj05xeXyO84MTHH78gv2dj/i4/QG7q13srPYie/0h1h52t3axNV9j7jsswxzrZomtbo11t8bOahfLfo31Yjuy2OsYLDXHPPpSt32X4pipO0WVs6S8cO3bOfKEPO9adO0yVd8u4rGzSMfTolugCx1a36ZhP/q5QB86bM3X2F3tYGu+xqKZY9HME5PabwSjBN+NZjvGIHsRU/JiMEyM0CZwbVNKH3scWyczwJxHtw+yjnz/W8Xt/Pxv5BHP7NFKMy8i+bsO9m427WOAzQTGZjFQZHDNxfelfSPGu02yEQbGqjbwJsThyQ7BEoO86JbYWm6jC12q1gdYKaFrkQYp522H1jdR++2icwmDS58B1nYEsDeHqnJwO5SLwFpGKQIVgxUdrx1VWWMymeH9ZIaiEpARDEuhEEKAMwPA5kUJ/d0BZA9dAkrxayzJVYw2yeGBu6zsbpBHq7McY3AXIcvb4HzMmmAPZwJ6zjjoCHgY4POiKTiLeRvQpAWXgNIltCphYilRQMkSUlawTsdESyoR2UHSZ/9x/ZFNotHU7qdrPFUOFgm0Dt9Jfj+5Q9A2bbLRm5Ulainhm5CKpSJSKyhjUiiRsdwF8LAqxEjzFkYQkJalgRE+7bcqQJZmqEpnemMVX+frMqqC1TWsrqFEAVlPUZcTyHoGb3X8f1Ui+4hlHrrqQ1gNdWNkpVAXglxCatJaMybixa83Q9eEi7ocwwLBqkDyImugbQmhZimlVKgYriNmKKtpYoI54ZLBtTEKRutIepq48NUoZ0UC0NVshmo2jSxxlWQ+RqoEsBlQc1kp4JWElQLB6BRWo0SF4AzmbUDrHQXZGJHICwLX01dFC4VJBNdlerwxtKgbpDUVqtkk1hSiLFFOpxGf0mKFAoNEXLTQvj+nwf7rf6CcSchKQ1ak2VK1S5O0Py+XVt4/i6XcdAlJ0hBjouk6r/KGL6O3CkYJeEMr7db70YmLh2tYl8cAmxn0ITZUpEEHBth80DsbNVERYBtpU0wogWmb9nOrUUuT2G+rDWQlRyf0fHKWL/hGWgTbJIYnP3A2H8ugfNEtsL3cioDmA/b3PuP44BRnR+e4PrtOdXV2jeuLG1xd3ODy4gbXV3e4vLjBxfk1Ls6vcX52NdrmOj25wOnJBU6Oz5M1HwNa1mAzwL7MpCLnZ+ev0iZzl5Wj48G68OKCdNc3N1RX1xe4ur6IIJvCdA4Pj3ByTDpwsp1j3+W7V+A69+Vmb24C2QODzdsMhB8fv74CtlTfInv9jO/fXxLA/sfv3/Hj12f8+PUlWvrdRpu/hzgc+TSql+dvSYqRW/y9BbA3wTW5jPzA8/dveP7+DV+fn3D/9TGC7K+vAPaPH7/hH//4J37//f/g99/+iV+//Yofzz8Sg/3j6Tt+/fYDv377gW/PBKbvb+7w8vUFT/dPeL5/wte7R9xd3eLu4gb3Fze4PrvEwcfP+PJhH592PuDj9i52V1tYdnO0vhkxkevFFg0Erun+zjVYNh2WTYtV22NnucL+7i7mbRuB0RzrxSpKCeYEsjlufL7Aou9Tcdpr60Pyb563cyznqzTUxaCWY7e7doF5v3jlntGFNr521goHzNuWmPFujnW/SOC6Dz3mDUlTFt0K826Frl2kv5+7jzRNn/S/dN8qvp4uguw2+Rezp3DTNhFAtzGBcRyHPoTgDFHsnKyXR6dzZDoHlrxVPKSW+xfn9+cex3lsN2touVw8N3JWweb9o8dlwJLPywy8qW1MF1KrNYJzqbwxaH0MyYlJlPSZN2i9QeM02mDRNQ7zNmDeBnSNQ9s4tNwdcDY+TwTLuhmB7J+5GuTFzLXVKiXPGSUIHEkRh9LIGaMoSkynBabTEiKyyyTTUCPwtwmwR++N8bFL6tG5Bq33sJpa8AwANkFALaYEBpyICzWVJBsMsmmQM4zt5+JtrUxi+/n/ZYDdNj52PUrUYgpRTxPAlvUUoqYoa+cNQuvR9gG+cTBOQ8oqLurGgPqPbP42AbezxKoHGxc7Sa7k4vdHb3y/LAaLSNZ/Bxp0lApt14+OJR50ZJcz533Sy5O23aN1cwTbIdhu1GHh/Qyy+TFU7WiBRvIMSaDZ6giuBYyqRguWupzEmtLjDf9vrMvWkbRr0boewbajhWIOsJ0yqbvU+jBeCNv8O+5gpEuLhwFgkxOMsgLKChinUmKp1DUqUVDFOHNmsilWnhZxbdPGwU5SFPDAMcteWH5RzVinrpL2PJeLiLJITHJeTksEZ2DiEKa3OrHY3mpoxZKVMgFsYqwJXEtZYDL9G2azv6f9icmWBbQYg3tVFZDlBLKYop5NUbx/h7osRguEzW7fnwTY/4lqJiErA1mZuK0TgM2B9GuboT8G2G9ppDlpylkDbzSCo+GGoehLO6xsbWJJfGQugm1HHqyb+m620WEGO8WsZge5s26Y6NYDmGYAnJ+sCWCT8H04oep08s6ZktzeStU6Y3CGdjbvywd6gqXp/r5dYN4s6KLfLBPIPvh4iONPJzj5cobTg3Ncnl7j/voRdzePuL15xN3dE27j9tXVPS4vbnFxfoOL8xucnV2nOj25pDq9GGmuGVgnFvn8CteRxb65vMXl+eVPUykpgfI4OaewFpqHG7kuLgigkyvLCY5iGufN9V3yZL65vsP11S0uL65TXV/d4vbmHvd3D9ljrjGO+o4DiQ8PSYOdg9TBheMbDUC+POPbt5cMZD8niQhFlFNIzcPDffqbo7p/xI9vpIl+/vqCp4zF/hrt9Ji93tRS//br7/jx62/49oNANjPZj09PePz6jKensQ77x49/4Pff/z/885//F//nn/8X//j1d/z2/R/4NQ47/v7jd/z+4x/47ccPfH/5hpcnkoTc39Lg4tXZJS6Oz3F6eIqj/QMc7x/gy4dP2N/dw+5qC1uLJbaXK2wtlugDMYZG6njM+cg4bmFrtSZW0Xp03qMPHsuuxe56hZ31El3j0DUei35ws2CA3bct5n0fby9GoJhjvvMEwj76VQ/uER3yMIm+5YUAzUsw08m16PoEsOdth2U3x6LpMPcdVu0Si4aOs/V8B6t+B4tujcb3NHzXkq1Z2/QInp6PE+baZp5s5rR20Z+4SQA3d1vY9Bd+C4CM4rvNwGh67xO4ZsCw+bv8+wMI96NzXP63f/ZaNh/D2zkw4e0QQtr27u2o9qF8CtXomvBm0WdD1TUe885j0Qeslh1Wyw7LRYtFH9A1Fm1r0c8DmpaYV2czZloPiZS5DIQZY9aX50mUA8DWIxaV9azBubSYqMoKRVFtzP3YBKIZYG8yrjk4DMYhaI+gHToX0DgLb2UC0FLNYEwF6wSsE2ham7a9VyRD6nzsQCiwpzH7UedDkrkloIkAm7yOOUlQw2iJISJ6BlHPoFUFrSpi9zgx0mnYYBHagNAGuNgtocWc/oOhRvcKgOf3OeOzBZDPbPJC3B4Hk+QhRxx0xIEyIXTRypCNEbpk18fPO5gp+Pg5ejjTJveQt4odRcZF+nlvfKY7HktESCYySERkXaAup6iKCepyFr9jJuGZXLttVYgAv03SEGdCJhOhhWvCIJsdKGUzHbiFkQ5WNTAiwAiSvBjtIbWCMDWUlanYz1vEQEEpqzQQWdcVqqqI82tROjHCeyp95lJKOmamM8hKopzVGQtfE+hmVruu0mCj1Sq6mtRJMsyDjzqx2XXs1tRJ7pFY93qS5CG8X6giMfTa1oMcyihUk/eJRVfVDEYQyFZVgXL6DmUxQTGdYPr+PYrIaGslIaPzyZ+UiPw7ZlMBKRyqUqOcCVSlfDXh/JZGjDXQmwCbJSJvmcKzwwetYM0bZeliGUE1r8KGgzDAqpBY9FwjOR50HCaec4CdH+xsA5WA9oZ/IzPLrW/J1ilbRXszNlHnFehb7chNbSBpPvs0sMOvo216tCGunk0DIy1aTy3zrfk2dha7+LC9j487n3Hw6RgXp9c4P73GxfkNLi9ucXlxi6ure9xcPySQzUD79OTypwB7U6LBGuzrrBhgD37e5zg7u/jDurhgC8HzLFr+DEdHJ8RexwHK2+s73N3c4/b6bqT9HgYsCeTfXt/h5vIWN5e3uI4SkU2AfXd3NwLYmyz2MOxIceHEdLP2edhPceF3r4Yrh7ojLXXmUZ0PUW5KQ3hIMQfYz98oaIbi1L/Sz4eveHx4TqmLT9Fqj9Mav738Fq34vuE5Z8afv+H58Ssebsm/+/L8EkeHxzj8coj9vY/YWW9je7mN7eUW9iKoXs0X6AMNs63mCyy6nlr12qTVOtstkdxjgdYHNNajawL6LmDRtwSou4C2tQiNRtsadJ1PjhbzvsU8Po79mxddnxicfMCOF6h9Oyc5VhwspItpFwMzCPTy8clsz7AQJ7A3sKQdGhvQuRataTH3CwTdYhHWWLbbWDY7WIRt9H6N1i3RuAWC7RFsN7RUTUPHZdRmS0UeyM5TApv3FkqJyBoP7N3gnqCSTjWXBeSPYY9W7raxN3HXda8A+lsgfpQz8BMA3XUk01ksFm+C9fTa7TjIRRkD32wC7C7z0O7eGJL0oxoDamr3DgDcY94GLBcd1usFVktyY5nPG7QtsdeDvj2Gl7wp/Rifd4MNI2Y9HzhTtRq+K/H150wqsfQ0zMZDh3yNEbHdndcfAezB2tDGlr4nGaTjqOYhyXHTl5oXUF3Xxg4JdRKMtsm7l6/BfD3k66BOQEtnwExC1KTXzwfCyDGiIpYy64BwDHie6jjErw8Ji6OkSm0xTl/cvN+lazsNZtq0TWUH1jMrbs9raWNYTQzdsZxeONg4ssMZs/pN06X3pq41pPJ/WJtDkGkYMg450mvSadg0Hzj1xr8CvwQs60TOEa6JeCa+B6omkK1qk4Z68yFHUQtUcXgx11qzdIFehx3eTxHS4K6qPVTtIYVHVQuUcpaKospnKOoSpagxnU3id6NOHtBVWaOcVahmFUQlE85j9YBSBnUtUURHusn7GcroulHO6sTCVzN6/WQdSEOTuUUfW/PllVv2VWVJ311dJ+a9EgWKeopKFKhVlRYNUo8XEdpIOEtDvdVsClmVcchyCllzzVAW71GW7zGbvaNI99kEoi5TSfknhxz/+tf/hXfvCijpYlxpfsCa0YCiFCa9qW9lwP95gE12SqMozXQy8iOQa6RL8hVZ6fSlzAF2Pnk9vDYd/TjlK3Cde3Hm1k/BNmmwwGoX9dSkEWx8M9In0uDlEB/KAzhK6PS7eXxpHkWqpUXju9F7xBduLR1kZVDORFr5kWTFwwqH1vVYdCtsLXfx6eMB9rP6tH+Iw8PTGGV9lTHYVzg9vUw/qS6y+OvXWuzrq9sMXF9Fz+/Twe3j/BKXlzejyp1ITk9JgrLpE350RImAx0enCUCn5zg5x8nhKY4PjlOdn5zj8vxyBPavL65xdUGviYD2VbLUu7+7x8P9Ax4fBqlFDkSfI8DOQ1vu77+OwPH9/Vfc3v4cXF/f3OD2dpCssLzlYePv5AOOLxvDir/945+4f3x6FaN+//CUOhI31w94uCfv6seHl1GX4vbmIUlrbq5vcXZKA62fPu5j/wP5uW9v72K1XEXGuE9doMYS+0gtY4eGW/ZNg+BcancH59FE8NE1HbqmjbpPAgakK7Zoot6Y2DaJptUIjSYnDasjOGjQNR5922DR9wjOxRb7OCmMwHaTZGDcqTLaQ0kHJT2MDvC2Res7dNmClBbgLAlwo7apUxatCWhNi0Y3aE2PuV9j7rbQ6hUatUSrV+j9Flq3jI4SHkaMtZpa0nmmLEUC2M6TI4PSArWoos0WyTUYsHKYCbOPzAyHENB23ci7l9li9vRt2mbovMXf08ag7/u0nXv+5n+bt/PnWi6XWK3X6fWwR3DOVuuoX6XIcDlYnfHrSDroodiCjCzhVNJt84DaAC4DgrMgX12RbNma4NA2IUbdtyOtOevHeQHjDC+oNhnrfOgxJP/uxpLU0CkDp8iLt5rVScaXB2JQ59GnBaaJOtPcMpAlInltAio/ImSGan0TCRsHUYtE+LC3dE5e8fVSx84vW81y2iADbLYRq2uZXQ8VRCXj5+NG4F8rmb6zPPjKNrv8Hcyt+YqiTB7AUkp4F14B7P9XMbDmIlaW7ARlNdYKk1SVQGtdSBSTCsWkSkBNCgMlHapSoZhJVKUcddhzLPCWE4uQBrW0oxLKvbq9WVK5CLBdBLYyVY5RBinJUNWsRl2IxCzP3lWopjLaKeq4rahKmbAYG1BQFWTtlwFsHsKjilipNFESMoDrujCoCwNROZSliOmJM8zKGd5Pp/jl/RSTWYnJrMR0VmA2myUPbvquqeSgISqViA+jfcJ+PI83mRSoa4XJpMBkUiQGXsRhQSmIXKCwHokyS1csqyrVu/fvMJ3NEjHBYL+sihShXqsqRa1zzHoer85R7KUoUYkSQlYQ2dyfrAtUxXtUxTsoUcCoEqKepgHQopygKCeYTH9BUU6SO8mfdBH5K375+wRVKSGFyfTMElWpopOIjfcpVKVCXWlaAUaQvQms85VNXvnQo8hWXqpW2UV2zAIP+iM5WiHmLiKbRc9dpsHGcdKPGnywNxYAUuiRDUs6kSqdIuTZjik/WWhpIWqVhkW5rcO3aeWpopE5bdeVTpUPj9aVQTmTKGf0WJdkJx28Dmhsmw1ljYvjpderbWytd7G78xH7H7/EeOtTHByepOJ9R0evhx0vzq9wfnaZWGQGtBcXFxEsn0cN90UqYsivRm4kJ8dnCVCfnJzi5OR0BLBPDk9xenz2qk4OT3FyeIKTo2OcHB1TNPkFeX2fHp/g8MsBDr8cJi/xy/NL3Fze4Pb6Fnc397i/fRh8n2OYzPPXl1RPjwSwb2/vcX1zh9v7Bzw8kjyDfapvbu8T6L29f8DdwyPuHh5xc3uPy2t2N3mtFee6uLzG5fUtrm7u8Pj1mYJjvv3Ay7cf+Pb9V3x9fsHdw1dc397j/OoaJ2fnODo5w+HxGQ4Oz3B4eBYTFI/xaf9oWER9OsTnz1SfPn3B/v4nfPr0GdvrLawXyzgYNuhnG7Zai+18DhqhoIkQgyUGBq0Jg8zCOx8fRzHEbJXpLLWJrdVwXsMFRW1uWcR29uCioZSMHTGVvFWlrOGsSZKr3MXBRhcJmy2Yh+OThq+tadH4Hq3rk0OF122cIaHzCi0maFDaSAmnNKWdSQsvPTo7R2eXCWB3do1Vs4d52MZ6Tn7cPOTE4Jpu+zgQXkJISnNLUb5SoJYClahhnIGyCtY7GEeANWetjbWjoazQNtlAR90AACAASURBVPBNSMNYvN96nwDuZiS4ic4IDIRzv1+yJHv9WOt9Gv6qRI2iql79bX69fEErI6vOINx7kk7wgBYPJbJ2tpqVqKLHLLsKsIZxAKBqZCuYs7fERDYxcMwPzhNZ6AlJRIZhR75uDF3IMArGCcYiaAuvLKwwsFH3mncYx3ptP7Da2qCYsMsDkS90XVBv1iabvcliU9BNm9jVPE+CwTWbBCSzgFqiqATKigHMFLPpLItxLjGbzlAUVdQYW0wm0/S+02dSxQhsRS4e8f2fzd7DGJVADAOdv/3tb5hMphloGvsxv5WUN7bl06NiYouHDMuZhJYeojIQlUFVakjhICqD2bSGFBaiIhcXuiYSJmHTBaVsBJ/VK0IvxxqbFohGO2jjku0wpXQaCG3TNhfv4/0ywwvMxpLOeLDDU0IlB4+8BlcPYr1laVAXGsVEYPauQjERaWGhJQF5crEZnNkIc5nkEsPDkfx32a6RWOxBHlJNVQTxNGMnKhPd4TSKmcJ0SlXMTKxh4SIzOQibXVQlM9g6dRDYdGKMCw3qSsPoQIuhQqCqFThjgBJTB7/yWkoUVTWqWVmkcxU/thIEohlIczGgrlWVgPbmY4jJFhCCZFE8hCrr6TCYGjXck+nfUJTvkyNJ7krypwD2f/9v/wP/+3//LXlg88/ptMLkfYXplAGyiG+4jiV/ylznLiKbIJurnNWZQblM7IeRZqSX4+QfTggykgYMRSVfMeg5sJ9MpqnVmleKyyxrKGVHkbY5QB+A92AJlEtN6lqMDmhevRVF/eZ7kZ8w6wiw+cQiBTFzzM4p6VHX9CVtmz7ps612tPqrhi+8EDolbQpJv6P1ECG7XK7x4cMnfPpyiL2Pn1J9+PAJ+x8/Y//jZ3z+fIiDL+TqkerLEY4PjjMQfDpy/zg8PMHhwRkOD85wdHSOoyMG3Oc4Pb0YyU1yCUpuA5gz5BenF7g4vYiuJRzUM/b45iLLwQGQX5xekoTkipw9cm9q9qd+iTZ2PJDIIPvh8SkmKn5PMeXMLBOw/pp+5nX/MITG3N9/xT1HmDOjfUe/c//4hMen5/QcTy/foyTkCafnlzg6Ocfng2N82P+CvY+fsL27j+3dT9jZGWpr/QHLBaUjUgT1EvP5KvpKrzBfLGiIsG2HYTI32Ih1TYPGB6rQoGk6hNBEttIksGytJj96H9CEkAb2SF7AbWeOuFVk8eUkTCOhbAVtK7ig4LxO9klk6UXeq+xVSqxZZMcE28VxMIKM8w42MSfceqQTPYHsxs/JUksEtG4BrztY1RAQNk0CSdyW70MbGewGrWnR2wXmbo1GLeDqHo1aoLdr9H6NebOFxsxje9XDqYDGdmhsB6c8VK0hKhkvEBJSC1jvUEuJSghIrSOw1vANe+8O+tMQGvjQwDdUDHwZ/BrnYJxLvr0UpKFjnPIg2eDH/WwfP37z97j4gpYDbQbbKoJFyd7DKbPApiFHZoOdMmgsscTEDg+yCV2T04EoqiRRoEE1A2dNzECw2VAldyc9sV4ReFJrvAYn5ulclxvJGb5G5J970uzGKGknNJwwyW+bXUjY6SQfPu9Cn7TashoGtYyMLlgjyUS8NrzhyjIuen3OjDuwufRyc19dK5QVAZOyYuDINrTVqIh9pmO2iEl5jQ/JbozCd0wc4iTJDR+Pxug0CMuLK446b5oOKaEySjx/tsD46cIjElMkexhAtdEhXQu5ypmMTDEB8en7CrOpSA5nDOr4upsD0BzgkXTBjgC2dw3abp7C81jupQ0Bb76W8n4uvr5SCqQngrAcezyzvVs+o7U5q8UMNnfIeAiRmHwNqzxJ0vwcRvsRduDviIuDxExKDJbC3IkZJCgsdePnoZ8eSjYwqoes21EpSd7vUgRI4aKSwRDWiV1EJl6tbdC2KzTNHG03h3NNwh+UfEmSGnKlcxBieK+LokZZ1SiFSOC5ljLdJnBdYjKbYVaWmJUlKiEIhNdlAs+sHa9VjaIuMC2nmJZTKKsiuFavSsfFJQ1u1qmUKKFVlfy/GVxX1QSz2S+YTP+WwPafAtj/47//Bf/5H39PVD6tUGvMCoHJTOCXdwVmhSQf0Aiw68ok+cgf1WYATQ6w61LEFZdJEhH+yQMz3NZSQiKfLFZCopyNh07yVT89RznSO+YTzSoaiFsb0Hb0xfCZ3+hYdkKMN2sUWSu5CbA3T4pjucoYiPOQBeuveIBCSQ9ryMyevogOTTOP7gXz0eApP5eQGvXGyUAZl8qHFt18ia2dPcxXa8xXayzX21itt7G1tYOtrR1sb+9hd+fDqHaihzf7eH/Y/YC9vT3s7X3A/sfP+PTpAJ/2j1KRROUInz8f4/DwFEdHZ7i6uksyFdKH3+Hy4hY31/dUl7cJYF+eX+Li9DwCZ/LqZoD9psf36TnOT84Tw87a7NuruwSw3wyAiWmLSTLykuugn0bF4Pr69j7V7f0DHp+e8fiVQPPX5xc8fn0esd/Mhj8+Pae/y8D8+vYeVzd3uLq5x8dPh9j7+Bnbu/tYbe1htbWH+XIH8+UulqsPWK4+YL3+iOWCwlWasELTLBF8j6aZo5sv0S+W6OY92iy1LwQH5wmgOT+4Q7Cms+s6+EDsqM7YQXKWIGDirEHTBiglozaXv28qgjMBZWtoL6BChdrOoEIF1yrYICCjKwIB7eGERUNVZdL2UfxvBVGT3k8rmSznhpa1HjpRehhQmr0TUHVAMEt4PUewVG3UUHvdwgqP1nRoTY/OzrEMKyzcEp1eoNNLdHqFRszhqw6+atGoOYLqIWcWpvKwIiDoFq3pEHQLFweIeGhMp/AMDW1sVgZCigiqxym23gW4nxT/Pscoc7FbgsgiqMfPN6Tl5o/PW/T8+7RfJ0kJt2NFJBF0BIo6WoFpqZJrCEvkfGSEuVrr0bmA1vq0zbetVLBSwSuTHr9pu0eAkwNUqMi7l38OaXlaMlgZh3cwsNmUQ5j4/E5wadhoX2eVpyHJGD5DXsH5LE4YMfTDNUmkRSlLVxhg5/UzoM1Mbg6iN2eectJHxP0usvsEgofAEPYyto4WvuQQUsNGNxR+PnZ7UEqi60LySifv9MHGUUoR9d8U+kbDvC26lqRijQ+vJDK5VGbT4pHlQlbbJA1hYwWb+U3zPna8sCqgmkkUE4FqJqPDWRtdzob3jzvk+fu2+X7yPmsD2hg5n8fXm2g6MMhXxjXyYdf21Wc6lgINC7i3XG3oeze4lOTdsi4saNDSdUl+kS8gaLFg03NuDhiTRaZOM2vsRc9Am7y+W3i7gLcLWDMf1bC/h3eUQ0DA2iWwbGwLH3q03RI+zBFawlHWNxGPOChDmnVr2uQzbnQAZ6tUpcCsqFBUAkUlUEuFWiqUQqKqJepaoqwEpjPqmhRFhTJ2ccqqSnrxWgnUSmQhQwJCSyiroayG0HJUyurkKEOzBDEhVEiURQFRx+HOLJimFgVms3dJJlKUkz8PsP/j3/+G9++mIwZ7VogErKfxJ7PXSvqUdPYzHfbPAHd+IiFTdZ28VYdgmbEH66B7pi+VlioyCAOw3TyoUiT6xqDjMNTjsJgvaWXuA5wfBiTY5oj/xmB9NQwsKTUGzm+nSb5O6GK23KXp91iuhbXDT619bEk5+NCh7RZouwVF1MeVt9YEooUmUG19MyrtQtpuunmqbr5EFx0axvHVqxRHP0/R0jFIZ77EYrHAcrkiYL7exdZ6D1vrPaxXuxR5vdjBerWL7e2P2Nv9jA8fviTgffBlYLwPD85wdHASpSCnSRJyfHCUiuUhP6vT47GGexNgs2XeJoPNAPtbNvR4//AVN7f3uLq6JclIZKBvbu9HxftT3f+8crabZSBnF1c4Pb/Eydk5Tk4vsLX9Ecv1Lpbr3Qisd9AvdtDPd9HPd9H12+j6bfTdNrp2K9YafbeFrl/R5zhfoJvPo17Xp8Ek48j71b/hHtF1HZq2gXaWZAXZYJxhEGXpwltVRWLFGKQVVRUHSQaAzeVaCd9KuCDhoiabrZSG5K1hYGpg38oUZsCWZFU1jb7OElIKAn1KE4NmGkrgkx2CWaJ1K3jdx1S+Lm03ZoFG9WjNAm3cbkSLRnRoRI9eL9HKORrRwZUereoQZAtdWHjZwssGrenQuR6taRE0Xbw4GpiZ1dm0TDI79vsnrSy1w3lRnRbX0QFhs35mi8oyvc0an4OGxw0zNCbtq0qZ5H91zYsCigMWMaKZSwo1tKHLOqbA6QgsLAXCZNXagNYGBO0QtINXNm3n+7icYp9fE4fWDFky+n4EBFhLmgMuiggfL3SG0A+VmGsjFbSQ0NE3mAE2B9oMDhYhY/g4EZGkSvO2TwAmZM4pWsloy8iBPnbQh8d6G2BHlwlt0sKRZR7MGueyxkQMaRsXZ34YPKxLiJpS6ijKWsBZCWNEDOJQUQIWbfGi5Ib01TIBa46aZoBNC1xaHLL7Bvtw+ziX4bJFzGsf9WH+ofEN+rZD33YJYJN1YPa+Z8ONowG9WF43MfJ9mMEiiegwOKmUGS1g+Rqe68SpA0byGXbuems49m3GeTO8yI0A9asFhf353910ThkPd7oRHmCSr46Ak/+HIeCGHNcG5zXq5rBUhSS2GsG26b2TlY5gtx2VNV382cO7eSom/ZSk7roUlIKpzFDWt6OOQFFJSOVQ1QbedZDxGNaSWXEiREWU3eTFUhw+fw1ylOGcJqRCKcSoailHnufKGAitXxV18AZigkkHeo8prr6OQ8B5smVRTjCbvUNVTVFV0z8Zlf6Xv+I///1vePf3CSa/TPH+3RTv3k1RFALTqYgJVprA9lSgji0aPpn/UeUryNxGiEAo+UqLmK6Yt5HYi5VtknLtM7ctcw31pn1g7redD2rkQIJX503UmPJJhLeN0ZCyBg0q6dQqzwH6WzaBOcjm15bbJuVDldzG5uhUPjF4F2Csg3YO0jj4doHQL+HbBWzTwYQBRBsXEmgObY+mm8M1LVzTIrQ9QttHpnOVGOymm8P5ZuQznCeGhUCOJnk6W9t0ickMoUXwPYKfI/h5io+1poV3HZpmkVLxOH56vdpNYHy92sXO1gfs7316M0b+4BNprLnyoUeSrZwkacimneDt1V0C1gyk2aOameznXJf99IL72weyBjy/wtnJOY6PTnF0QDrx0+MznJ/R87AV3x1bBd7c4fL6NlUOovMibfXpSKKz9/FzBNRbqbp+ja7fQmjWcGEJF5bwfokQqwlrYrEjk910SzTdAqHt0LTd6PvjvIdraEAud5hIfrUhQNkYxKDUYNMWPZDpIlvFxeUwu8AaTalJy2aDgmlIJuJaDc8Djo1G8ArO1bCuih6+sa0eAwuUEhFUC9RiNoQAOLIvq6oJlK7hvYWoq/EwmfLgqGsjqKzqUtFgT0DQA7h2dQNfN2hEg1AFNKJFr3v0ukMjAlxp4GsHXzu42sEJh0bTYGRrGjSarNZYT6lqGtgpCoHZVKAqTbwAcUAXnyuHsqaBd93gfpAVycPcK7Yovy8P/8pDwPLf5f0815GHhPEMjVQWxnpYH0ZlrKeLjx6yEEgP6pObiosDpU55GOHgIgvslIeuDWSp008jXLrPCAddG3p8xhB746ClSYFCrZuPWtpcUrjEhA0sto5JeLMYrLJhncclXgNsZvoIMDXpOQegEzBv59FppE267C50BJ6T08bAZDs7AM0h0TEvOdKfG0M2fJz6WYsplC5hnYjHkYH3cUYigmvq9AhoJRCcjc+pokcxWyNuDhMT8HXJ4YZYbkpmpEUsL9Dp2ifB7hsMVhnQuigTYXCr33AQGZ2LrMfg1R2vkxFkM2BNC6Y42DjY9XmMbefosVoaVFWF3PovD+PJbQLf0oJ7Nwa+fwS03wLcPHvws4HWTT/q13/LJA016ePLBIqVUEkmx0QfF0XU0+dvoqWiEmUqoyjdkWLTY1x6UcMqtviTqGY1FAPXykDJeJ6xTbyWNwlUW9PBmh5KNqgrh7qyKGakZhARaFsbRlJbIWkInKS2LoFzLZv0d0gWG4G6osRwISyEsCO3ljzwMD83SmUhtEmsdy0VhDajfflt3ubKZXeVEEl6wlWJCkU5RVFO4nWoSmmR/yWJyL/85a/45T9/wfT9DEWaVC1R1zSAJ4RFFaPSZ9OaBh+le8Vg/1cBttH2jaGIMZuWR6LmntY8QPFWS20AsXFAJrJemzpCBhI8vT9YVXEoA6/mGWDnNlZudLLY9Avf9AJPfqTZT++a2C6LsfBxcjv52VqLWkoYH6BcA9v00KGF63ro0MD4Jl0UQ9uh6eYJUP+s+sUKoe1hfQPnm1cxvPkigV1VUmSxC4m5Hz7HofIvP4HvHn2/Ssl4XbuMAR1LLOZbWC22sF6ssbXcTrUZL88AnIH34ZcjHH45Srrwi9MLXJ5fprq+uMbt9W1ksL+mVMOH24dXdX9zj5vLm5RWSQz6MQ4+HeDTx0/Y39vHp4+fEuA/+HQQZSykEz87IfeVk9NzYqTTkOIpDo6O8fngCJ++HOLjZ9JW73z4iK2dPWzt7GG1tYPV1i7aboXQLBCaRba9hA9LWDeHsT2cmydGIfglrOlhTQ/nergwhws9tAvwYbCQszZE8ERAmi2/BhcLB8cr/HhssXMFB54M7WL56nhUSkHIYTqbB0qUlXAciCErWC1jGMCMwIS2UYoiRwDDOgGOvVWaAgSG6NsCSg/JgwlkpxCFAFV7WNXCqhZedwh2Dq87GBHgZAMvG3R2DlcH2MpBTiRcadGIgLnt0KqAUFu4UsOVGqG2CJLBdYNGBzTawQkFK3UKnyItNoNWG9uuPdhlQAoLo4lxZYtBXpR6x3aDQ/FCdQDW7ah4PoOLW65c+o19/Px8P7FH0Q3BUoeLFuMdQtvBNS20C3CujTrXBs51CKFH0yzg4uLAmSHpjpPvOPWOXRG49c26T68JPHeBPMjJ77xH1zSRYY2uS5HZ1ImtHBYQw4KCWEL24WYAm4dvcJz4wKCbVAyweaCWGVUtua0+uEBspkGSOxQzwwbO6qzMK5A/tvFT8bjIwbWM7juD93VoNLreousdrCOXD6N1AsY6huJwYEnO2jOjSq5APjH7PLhMnSwHpQSKYoaiKCPozI9xOs8zAbNJEDVN/9Pr/ua17md5FRwLnlt15paduW95PqPlDGnA8/C4/ByXz17lxEDeFdBKv5KGbNbm62XpCLmBqaS5fsumkSStvCB4DdD59+uywuz9JEWJsySLUz5fZ3moqBuu0AQNa+ohfVMUoMh5mQJalKjTwjNPwlZJwqsSwDbaZ0x1iPtbGNXBqC5psos4bFpXGkqNyUUm6KwNUa4rIkHQQAofQbpL5yGVnZPqbB6Nz39K+gToWZ5cVwZVrUfDqLU0KIVCKdSbA6qvy6AUAkIrlKJGUVcoRQ1lDUQcomSArY2IpA8HM83+PIP9r3/9V7x/9x5lUaIsymwKeXxwaO1HrclcH/aWFd/PDrocYG+yy4OB/uskqNzblU8AmzrnHCy6OEhitYUzY6mJZX1cpqseXosYDX0NUaGDvd8muObnzQcrqrSCG/Rf/DNfAHjnYiqWTn6nI2svYyCthbQW2jkYHyJD3aSilkiAdj8vlozwtvPNm+Cay236eDteiLjsRPu6xc3G/yF0KXmPt/l20/Tk+b2RYslsOUtTWJ7yNvD+hIPPX3D45SBJSk6PT3Bxeo6L03Ncnl8kTffJ0XF0HjnAwecvOPj8BV/2P+Pj7gfs7exid2sHu1uUVLi1WscEQqpFN6ckwHh7a7Wmx+/sYW/vI3b3PmLnA9X27ocEoJfrbcxXa/QLknK8WgClwJJFAl3Bz+FcPwJVzvURjPUJmBndwNgWLswR2gVc6AkE+T5+Bg2ca5Jek4IXGjpJx+9vCE0EygPA9t6nBEJaVPIApM28eKmTYZzFpJhiUswwLcvUomPJQWrbywrGVBFQmIHB1sxWi8jeiagdrbNhyBpVNUuSEupcxcWoHoaFeNjRiBA1jTzo2FAia6VosE0YqJmEmEjYyqIRHq0KaIR7E2D7rEyMKB6kBRxAxcdzhy4sY1hNB6t89OdmDeQcfbtA36zQRK/tLizQhkX6HjTNInWB6LPu3iyjA8zG/AaDQy1Jn96FRdJdhiw0w6iQhpSspQV6fi6hatOCzVhavIW2TzK1EDp4OwDstyKnrQpY9lsItoMsSWe76NbYWu5iPd9BFyjdtm26SHQ06QLtXZsYUr7NUhnqChAjOm+7eIz2CWC20TWn8Q3lC7iAxlLlw49OMdCh8zVlEvi4YCLtt9dNkivw7RSGkjS4BJiHGoNqBrevALZWoJRNjrF3I1/zEHxMAKVuktEquv3IRPyYGMqxmSKZb7OTCv90GZHEMxBFUSGXoAzhLGMShoE1/8zteDdnjd7CAONi4osq9ylnrftmuAx1BTScpQHuHGDn13GW2/BtnsXK/d61sUnSwOXidZGLhx7zSv9rBrDzz3io8UKcg1aGEiNpkxIyzqLUMJoWO2zIYIzJ/PBtHEoVcE4kgD0kYQ8JiMxms/49H/odgmIslGwiU02lItOsZAOjCVwzi03njtfmDnWtEi7g7ALGZ9aGqOMOwwI/Auo6Drpy5QCbByNzgM1VluqVzWJZa5S1TpaKyoTX29olgF1LhWlZJnBdK5kAdy0FpJaQWsK4KLmMhgBS1qiqP+ki8m//9m949+5dCjigVoQctXu4NcTT/HWtXrlX8ITtz0prl6ZLk4RDj1eYmwA7d//IzfeZlWbzdTZkz4cUrHajZEZq7bXpgDXapAu2jLpDZuaUFtElQUOb6JiQAiTc6D0ZTkwBrPNigP0zn1A+kdGCgf2EX0chh+BH1lmsLermczR9BxscbHDQjlZdebvkrTLWwzifNOej1K2NFp9hraVxCEm7N7wHudaNi6KjuySzGaQ3YXTbWpfs4hrfZl7jQ8BIvr9n0D1fYTlfxe0ltlYr7KzXqT7u7uLL/id82f+Eg8+f8WV/H/sf9rC3s42d9RpbqyW2VkusF4tXxfuX8x6LvntV7BW96HtsrVZYr9ZYr7awWm9hGWuxXMehw8Wo2m6O0HbwYWAKm4ZY/rZZZOEp3agNz/vaZjF6XPA9rG2wXO+iX2zBR3aRhx/55EZSnw5tHFRqmza2a+kzyReWfMw1bUhDUtblkdt0f9/3sDGEhE5MAsrYkczA+Wi15iiARdsaoXERfA8A2zoJ6+QAsCNwYH9ebSgYIB94pHMUXYR4YCoPg6EJ/GFh7ZSFqSVUKVBPS6hSwVQWtjJopEOrPBpp4WsDV6mhhEl6YStMAtg290auCeg769CGfgCNviHfbd/CKZJQtK6jBaXr0bo5GtuhTQuisQabZzHeXLz6HizXYHCbB1WwZpXjlvPFho/vkdE+noujS4k10M5COwsTPHzbkQQtc1jgGY9hYd6mGRICncM2uXLM0XoOAaL7uzCPCbULNL5DcAHOOtBgpU2Dnl03T+cbClVhicLQ5nfWoWsGfS8TJ2RLSbI/FxnxwRe7icQLDamJSkVCSabrk9Y+Y+kbaOngbYe6UDFsKKYIxyRHI+Uoat1ImYqdcfg26a9VLAKWDKboejKwgERosOzBkubb6CgvocQ7LWro6LyzyZ5y5faJDOqcddl7GQNNEgHm0gCYtX40eOviOd5l1zq+xr0VOvNHntjsgsIWkFqp9H+MZq0yZtgZG4eK1SvgvMn25gB7Ux5KHWIH7fyoNuVSythXJTM99wBWx901Kp3kHizNGFf8LCLppyO5RwSfhvNu9L/ouM9ag1qU8dxJnT+tSmhVwpoawWk4S4s4WRfRZ54Wdl0T0MSEVSkY4w1hPSxdy6VpfDvJNBRhA5b9aGWS04+zHsG3yGVCydrVcJfNQUQHtVddNTHIwFhq6l2XOuN1pTOJiEctHeq4/VYpE97YJnmJjEz2tKwwqytUSkJojVIIzOoKtVJQxqKW9NO8MXT+5yQi//IvmEwmcSU7mItzsfYnDWSUdXQZqVFHB4u3isTqrx0utIlBM5YOfr2RcJaDa/5ycUvLewsfNWX0xR1WhRziwpVaMXH1SDortkeyieHmk4RUOtlUSS2hjCYvW6Np+9WAo05Meq712vQBzffz0OR42JIGTZImVUWg4TSkplWUjZ65rgkQeog0VVahqItkVVOKCkIraEf6baE15os5QvBouy5KA0gC08+7BJ54yGWzchutcdBDPFk5TpWjatqArmujn63P2Bk72jf43ZLmvW3aVPN+nrYZnHOXgFM36bO0WM57zNsG87bBct5HcNwiOAujaDVPK3oNqwWC0/BWxkjvoRZ9g0XfYN76V/fx/U2wKZVwsejhvUPfz5OG31oHISWadtD0a2PQtG3a56LdXdMS8G08lcv0hjpqDLvQp/sa3yWwxBd4DmBxWcegayO7GBkmBtjL+TItYEKU/nBHYjPllAYRi/TdUzEumY4HO7J3c02Aazxc41OUcmgD2r5F27UpzILStMh9hH2iK1HCOAXfWDStQ9P6EcCWWsRjgM4Ns9kEFNlbRlbdwFkXT+AeHGVutIWoBcqiTCCcbT51raBr0gebWsMJiyBttG7TsJUcSgzuFEZq6FqmoTlZCchKgKOSteIBOx1BgkIwFqoUsEKjcw0WTR/j2nsaBoxs6lsLW6UG/WWKIM70mEqRTSCFpNB3Ik+S8yagCx04kTC3sstnPBhcS2ugvIVtA2wboLyjrpkarMmYRNE5CBxZIWagzobkaMAaa94/sJJEsNR1nawBfUP2hXT8kDRicOggt5ZhLsaA53R8BOoMVjnRT8ZuoTNhOH9YD1HLRBBJRc/bdj2UcSNGUxsPbfxoH/89q21kHuvYis+rfrOMFAlomwjAtDSRAZQjSWEOsqlzqtPvahVBfC2gMvtASvIbMiVYbjFaEKrh2sdDgYMvtItAMrdy1MkuLbeTNCOQ/rr4upfjh/xaKKLfcVlVCXOIlORXpdwJ7lixrDOXTuTE3KaMNJeISEIrCwAAIABJREFUjGZP2Mc9+1/4epn/f+w/z7ZxXGzDqeJr2rSy5Dkx3i9qASlkuibk+wjkGrCrC1//KaLejG0zjU72ctbqBLAZZEtZQKdh8iLerqB1BWPEq5KywuYMQX69Hq7nTfKp5xkDdv5JHYW4zcOtbw3A0ncujK5j3F3LiQLuwjGYz4fCuftPrjoWQjgI4WBtC2vbV4mbSvlU+W0a0PSopUalNAopU01rgWktUAoFbRvU0mIyE6hqi1o6VLWFVAHGdn8WYP81mdZPJtNURVFkrHY9TDuXQ2DMJoOdez6/xW7zTwIIY4DNbZ1NcM2rOmKwKkhRxxObGrVdVK2zyFCanjXCQtcGohjSjkZ2PNKijpP1s6J6dWJhX1kV7azyllQua3mtD399kPP/OEyI63TBkLJCWc1Qi5IOIKeSIbqNgNQ3HjY4uMZFQ/UawtQpyWjQwSpoZ9H0HUpRQ8T3bwzo8yGbn9dw4NGk/KYtFXum5vcxG08H5XDfMG3P9w/xzSw/WCwWWCwWowQ6kjIMGn5mt4lRdmiCRXB6BIitFpD1FFoVsKZEExSaoNC1Ots26JqhmqAQvEz3NUGhDQpdY7DoPeZ9QNdRERg0yJP68k5L7trBXRfvPZRSw/8bwUfu4ZvrDFl7mN8/umDq19q3XPLD+3hYlSLFByaP2UNm0dimSErSQmtD/si1JB9RapPZCJLjMIhi6yPxqlTUispk9K+hrEGtJIqaLJZqVUMZBedt6hYJWVPFRaRg1lpUELLeYNbHHSVi0fT4+NNjm61hAW5gI0vNg3CmlqmsHNwp3o7D1pGZJK2jrErUZYm6LFCXU6iqhC4rOCnhpIBXCo02aLRBay2CMYnlHM5xUQoTf+a+xMP5gpL2tNLZd2ZoQw95ATram9qo0yX3Cu9c7IwZKKtRGwXhNITTUN5A8D5N5IiI3UEO05LptskA/MaAV9RBc70lX2AXDRG/SyJ5dsd5gMZB25qCjGKJGOldiwLaDPaIm8yrczQAXkkDZTx0vECH0KVjQ2vyO65qEe0KiZmSykC+YYFo7OBl7uxg1SerCrIu3wDZr4sZ7iGqXUNUKvlClzNyeKHFIrHvOkopvHEQRUWAuhJQpYAuBVQp03Uwv/blVoN5QiXv5wU6d5QZYJPTgkpVK5nsz0YA29k3r3+b7PGmTS5fC4UUNMdRlaiqAlIKkOMJkTpsGzo4eNH1Ztj/GlS/BbBzMmsMsF3qAHMxWZDv0/E4yUtoSR3lDeacbS85pEm8QRzyPpERcNQtMKlbro2CMjp1lWgRYKAdEW/OmzjrQgBb2xra1lC6TNt8myvfr20NIcsI1NWok8hFw7XD8C3PyNBwrRydCzedVHIpSu7/PuSZjF1kNssID5U5JL3t0DbotVlWl8+qbM6rbJZUJBWptUWpDEplUEiFaS0xrSUqaSFNQFlbvJ8pTAuNsnaYFhpFZVBUf5LB/rf/+e+YTGaYTGZ4926CX355H29P05eYvyRSRtePSkQrGPVfLlUqWBFtnlJrRP70QGQLr7qm/Pm6jivdSrzSOOVlhYOXAaayMBWlt9HzknzEx2EaFafr61q98qDlFT61tTIv3gw4v3VA5wuFUXpkLNai1jXZwEhZoYpRnzZoGCdRqwLaS9igYYONwFqhqGcEYkyNWhWYVu9RyhmKmszVmcV2DblElFUdhxnqNNDJCxbySs2s0zZqE2j/DIBv1luA/C2Anct+NodNnfdo+w5t1yf7RLIQXGDezzHvW7StRWg0nKvhvUBoFEKj4L2A1jNoPYEPFUJTo+0kQlOnalsC3F2rEeLjjSnRthrzuUMb91tTwtsqDSE1rSP/2Ph5aKPTACAvGLquw1hPGdJjeDHRxEGszZZu3ubNveFf7ddj95wcYL81rEouCPmUPLFYOtqk1aWIujzSQltrojcygT0dbSr5AiLTcEj5qtiXlDVsBMJfX7DL/5+0L2tvXDmyfJtu2+P2ckskkPsOgFRdd///H3fmISIyEyClW+55iE8kyFJRJIE8GXEW72C961OimBOHntDv0M4wF05SvsbvFHvBER7lMWw1h61gjLkDxFl8nNhDeQ5GSS6MuvAjBWjPALvlhBwdglNwZoVVK6xe4MwCbxYkq5C9Rvb0swaLFj1a9KiJwHnirpXQYObbwsGV7hF5hzO/lL8bgRNxB7CizqpV+mTllYNHYR5va4UW8RIRW0LaC2JL8DXC5QAbA41GI/kVi3WdMx5GOQ67et18zJuQedF9D7CpO29dOPvfes+JlBmZg4xicYjFwQaFkC1c1IglwHpDzy0bB/LIOJe0JqFsSHXnsTBVYverWawmfuYzJzinhJziSwnFI0f6/ERMdqKJTPUOYAtHVzQE8h5LWuHw+y4wHMQWTUDmKjai2IhsaSIzc3xnWuQMsAVkzwB73ozLexZzQSy5i718iohMISKgx1SiWk6WgnOjYcYMc9PhTPtM/H6GLsyrJWGrBVstfWo6d0/FQlBCca7r7jtQ/T3ALqeqOzWwrsfm+yOsJGEObLqmqM4bEbGOy2yL6kI4edSX0lh0nvr1jTrWub//8lq2R8Px3LA9KtqeyMWpUSZByKbXu/tSIRuEZMc6zt7pUpTCO0qeFxNdnwRk/yrAnvUINGmJ7G0v+pnW9RvdOejFgvTsGW9N6KB6Duk7Gy8M+skMrrN0uPOGkDf4QkYSLlWsLkH7Apc2aJ+hfcbH6nBXHtomaBuxKItV+18VOf5f8r++ayx3zX7YtqdF9Sx67sBS/K2B1w7JxF+uoDyC8kgmItuE0ser512uiBXmzvUJ+LF/LqV55ZeSi0mNDS1saGFD9Q17IjeA4ksfrba0dw6QqGFnt5MZsEh37AykzyOx2RpIxCLDBeUSGZvlYsFpQpk60T47pBZ6zQA71QTjTY/+9NlitXe4SE4OxltoZ+FTQqoV2/FAaRJck5kffTCHKHEYxuCfX2vekb/WTBc515m3TlVbudSwROyjUBmT54xcKrbjwPF49s+AulDS6X7g588d+5HQNoe2OeyPiMczY39EtM2iNIW2GbTNYDvGfQLZHq1R1WoRk0JMCqkYlGqRs+mVkkKpDnWLSNlj22sH2ELhmR1ohCYzOvySjhbQWsW+Ey2mC3u44yi3W6442n6iKPSgpWnUfwXWsmDOguOZg3qOgmalfKg9yCMHsbeULvAr5Yk6hpVcbmI4AWa5LcfnTpiAaxGRmCn6dp4cCQ+OOqijuznXagwMT4NkDD1TsGZ+6VxCB3MuTOBTOtFzmuSvlFADTAfYzsjPBcGtiG5F8iu2YrFXj0dL2GvElgNqInqBl+YB1wy0h9A0IARWtWtF4IXBbU/o49jvlsk1wrDtl3cTRUH4uzkiMK0sMMiOLcFlDxvpvacGw8Y8ZKIvCSXv6qIwi72EjzrzZuu04PZMAw4umqmELiT4RN+DxFHzcp0zQcEExdc6g1QjT0Ayi7cbfz/IPSDkhlgP5PZAbg8EXkypoz0LuV878NL1byWhlXQRMf5xfQW2vwLYEnJz9kOmjp/QPpIJaC5jDwWVAXbxTH3iEsqJOHMIFWQW/M/H6RrCFBvJV6htnI8MtNMEGoVOkUuFJK3SZn9oeegcG4/N2huhPz32Hc9tw9EqHi3jaAV7LdhrxlYzWqVGzH401ifNjl5nXciv1h8DbOlgj2Pjexg5GTD0dTZVodRQEc1k6zobcuUZbl/yfJ8Sc7knK99tR94a8tY6bWu+Zu7PA9ujYXs03ghklC2ibJGyCIqDz6aXi/p0fwbY/gqwv2iQ7UfD47H1afRXdpRXD/B3AHsA7TnOndIrRST9HcCeRZVXgO1shubkz38XYMe89etEyBsWE6F9Rcg7lI1YTMDHavHbx4rbYqFt4FCc9OsA2yjKszfKQS8WhjPozymMFstCVn5WWbjVdsD8K5VtOt2Ps4r2hQc6OtfDxWN0UUXwJPyledRdUqFo8cKWUPUTe6Qktj3tKJ4V4XnH0UhUJqr6K8CWzqlY7321YIvQcXS7aVf6ldBDQGThtDy5kKSaoJ2CCbrTP2jkHvrJ7yKN21OlXa1wsWMR/0dS0aayo7QD2/4Tbfu984ZyeaDUJ0p9ImZKZBIBwHeigdlUflQj3iJfWPLlgiMl8c0jApou6KWMEnGXpFTlQsKT2ogiMmJiJZGw4vm5Ydsj+yxbbHvoAHvbHdpmUJpCLuv4WTVKZRBdfa9YLO/sDXKm2O9cPeoW+nPKRh21suU+Yo85cWJi7d0WWRBmTt0s1Ms5c9TtGJdRgtzw4J2FY1JyPLr8MkLLqfb3aHbWmS2oxFu2pZ2cLY7fOfHw0VMQa57tN8/fc7kvPtsCpL+qdwC7F3csCVCdvy8+ZaTaushk9i+9Jn3NoLnrKfrrTS+bBCnxDBbhmHR5ifLxHYfW985zCLYHfTijkKNHSR6tkLrfuxUpabTmcBwJx1Gwb1O4RzqnaJ5rOBnF5OG8OQFsclIRmsaI997qPsWLB4oitg4+kM7EB45G5xQ0nyJCIVqAjZ4/t0w2j2V4cEtyngjLvfOdM3uta7z6S8y6UHvKhpgrXEgwPnZ1v1ho0UbMdlAjAEfS2Oh24s5rnb4rBTZk5P0T2/Nf2J7/Qtk/eSElbnYSXUfdXjpxM8C+AuYTkJ6neb8Ktl8AduFxufDk5dwfgCV6oi2JVmALZDUo+QkzzUtuV6ayUJbESHCUYwJ6H48HPaeSl7Fcd1OtHVxTnUWBuQz/Ylo7JRCpnqqUvbsbiQtMzTs+90/89/N3/L4/8KwNz9pwlIq9FtrYVAJ5QssT2qFQ9IRieDVDuGZdCJ2TPLMnA4XyCo7nEkB8BdGjKm3Wyt6rtIMcnbYntoMsVEs7EHODj/XFVk50ablsCKUgNiqXI0wM0MH1a+d2bL3JRvRRj9T8CVy7qF+A9XxfgsEEYH81qR6bmK/v1/Laub4C7HmqJZtwpx1P3NIpPGorj+F3b2h9myeO5xBBCpwROsjV3u87asgMsI1JHd8Ib9u6DOsKctlhXYR1EcYGLMpiUXayAvxFgP3Xv/wVejWInkITnPYwysPb2N1CnItsHB7YooZGUunFeuZciZ+TXCK7rFMaUu4Xh3ed4RA8lFo4SW7E0lI8rIZS69uTqtWNFhoG2M/2E4/yiRZ2VLchWfoQW9rx2J5ohXZAzp39ukU0VcqGOU1oWBW+el3P1oXf2RgKZ3DbNhYSbKgto2y5c6mpS00LCnVpqItAJ9wYT9HtwgtMhguFk5Ue7JP8iW0nX+VSP5HKs9+O+YCPG1xob8vH7ZuqDLDPF6e5GzkfG4/xBS2/fvElQEJU7ZEFsWNRJ9BAC0lALZQWmJJmIEM0keNIaM2hVo2Ull65qBO4pinBfJGy8JEU2taracdvEYpDKI4/H8djvDH6SxMgai0jRt87kvPYn0anJAwh0VHrHax3JTHO1y4XeQOfSy5EooPozjqFu1dRFvQhKImu4qi/46i/D4AdKigB8BwgMU8ZiCZC40wR3X5X/XnBc8XetYyd/0nqbll0rqJp6XbKhY+aAOGU9DXO0fgWWA+AHTGnoBHAlk72e4AdrO3lefNPSV8K3hmUFFjFL2l6toeGEJ9RrmHCpU6YnXzmCRhNETxE9Enx8hQnnzMD1lzIhm6yuqyZrjuJmwXWxf4e1/1gd4TcxVM01ubNb6nIpaFtBx6PT9arNEgapDQMrPEnfc61Zg75PMUioTpVbY1cjcrYSIWUEXgTZb2HMgaLUl1kJ9oY4Qm7GPr1T1wgZING/MoKEzNCaYh1R6w7Qq4wnjZ4gad43U1qsoHMOVGYBzt2zOEu+RQUM6pyx5uK7fiiO1cQkJ16p1lK3CdSkC4z6ZSC9SSyZTecaPg+08cEOF9j2t8B7SEMbRca284b543dpuoErgfAlnOVrt/1y5qDx0YS4LBwfNQn/nX8jt/3Jz7LhmfdsKeCvRDArnwtleaTAOtZA/PObWzGAkLVE670ibK37Wgb21FyiYVq23jyy0UbwYaY2+SqQ02mVA6U9nipun3227kcvYElgI7W6tR9mV1K8CXD5YjVW6zeQgcHHVzfaAouIIrolKT7BmDLsfnnHwHs7+if/xuAfQp8ko72tImUZElxPZIUz+jK2w72ORk8vwRrvcvkeA2pGSDcmgSjIqzOCK5R+Qpvc3c7EapWjBU+ZBgTKRNGh1/lYP8VRhvuSPje/fGBuG0+JBY0xg6Q5Et2FTZeaxY5ygV/7o6dI04rnwipd3iVoo6NWNdQwpSHtabzv670EgHYR2M7rPxECweq2xFURvE7omvsl/tA4jd6HjHMVjUxVFgToVU4f1BxBMrMHKHZG/T9F0NK+GkNrWWkHLqwMZYwxBU5o+4HLxwiPqIunowqUtn7CX8F2Nvxky8UD/i4Ieada+u7auPT25p32+InObpMIvqIp9f9Xfnsekc+xHzywQxeolQridDYNiun2kfTRjkYZWEUJVTJmD44hRgMagnYt4x9y6iF+NMxkNgxhhUlU3eaOtSuj591XGGTgc8OgQV62im4aGGjhcsOLjvooKGchnaGuckRtbWT/Zzw2WkC42Ct6YBDRFkU1bvTeK1s3cpMqs3d5kl5PSeaCXg+p6NeuGoTV7aXiyeQvZUnh3/8jqN+opUHd6Nm/uKr20zKoQfDSPlgvqzxuGUhY+iLi3QgfRpuFdfriJxL4zEKeJFyNvUKvgyQ/UWJSO8sJB3uDu9K3EOEeiHUDWsVnDMMyJivGOj7SYA48vUrTyN0iSu/TMWCbAyG6PFKkRMHnxGBTQ4Zsxe/iNZkES9tZ0/2nzyZ27uQuEriXiZx3ew202kF0wZgTpSb3Y9mmotMbs6L9HAoIMuxUUJXc87DWItVaWhtYazvFWOGdaFff3x3WMinpoNsfH1KsDF2alEopVOPQkkIhbr3NoaXuk5fpMsfEukREot4r8Ak9W41+RLnaDlxT2475sO/dppbbUx9JBu0xNMioy0o9jpzEp9FNAHFc+Q70z4GUM8v4P1KFyEniOGLPexXuTol5AyypZkjntBfVqjds/3USGHObY0NP/dPfLYHjtxwlIY9FdQYOx/7nX7n8SCP/hDctwBbgrNmWoiUbCjoPKAQJQlS2vef/X6tD5Sy97TBU+pgKPCxnQB23T6ReCLca3K0kOTDGBuBNe6GmpjgS4FJAau3uBnVwbUODotWWPSC1azQTvGUW50A9LsO9kwLEXA9A+x3+iu5/w5wn46lAZq/A9gzACfR896bAbKWDTvRra9xBGrfA+xrbPr3fuvl/BwG2Sk0rHcLvUTYtcCuBXpJdF8FWBURTOFcgR1beaLmB1LY4XSFWX9R5PiPv/8NhkGs5w6ED4Ft6yjzfVUGShu215Lu0yjrw7d1fZ7jRfSa9DhG0gmSC6+16dzKWcw08y5nG6Ca2/jA0oFkK7JtFJMcDhS/c4wyUUX8ZbwgoFrA39WjcdT7D1I6atfjUgM4hL6QxujZFo15kckjZl4IuEPjQoS2Fto6KGOhrcfHfYG2ASFWuFB4vJH7TjnmDdvxREiZO4K5i32oMxj59/pvP7e5u0TxomJlOMA1CZK+B9shjQ6wdaFHN1tDvphh2jEKUPQ2Irp8moysd92BozOGvr/OsogrMz+MRrTRW6ToEJzmsS7ZFKXCQtFsYZKGTQahBIRCo/LVKiinYJOFSRYqGNzdCh3IlF4ZDRGwphjhne1dau9IGU8paerU2ev2jXLxKeQWMttsiRPEfFvuS7kejlG7iI+cHgIVi99oYSZ7ORLwiUvJ1rvie/vkgJQndy1pozsnmsoF2PmhPpf38gq031XmFCzpwobI36mYIfZo0p3W2iH4BK3JEpQ85c/XClGRvzsvB8A+T5rm7kc6jebPccgiFBvOHOWlUowU+hAlblp3cOkcfSejWHFloYyNSYNzEcui3268xcbMh4CYQvcDl82J6COkITEr7SX4wfN7qbSDth4xVzw+f8fx+GSuPjU15HobfepUk63soDho2VSw7ziHe1D3+lUYLQ4wkiMgWQJS4hYjt6WbLRaeMQZoraDUCqUoYVCcl+Rab52/CCHzSWzbRWHMF54pAN2CrhDHO20FaTtbFcZWEEqGywTI5afc7h1z3lTPm07qcgeuM51kdLNJbJpT6kCwMuiTDU+ZPXfZ7UTO75Imkb4vXVP0OiEu7MH+Wi1LPD1Zyb1z3Tjb2A2QPftBv0s6HBv8zOP7semVgKQcSCO1p4adEzarTxzkRJStnXm/Aui2rSLncKJKCd3otWvPx74A3uLxTY2E96mpc7LqTC2Q294TnTJx4JcAbGpy1V7+Df83hgbDXF7tI1wu8KVgdRY/1Iq7NdDBU0ebbRLp+62xGjYzCJrFvjx5ZfEvAWx7Oia3CWRTU+kMsEe4V5iceub3/z3AphJhaheo5txLnjOOlcm+c2OAzdaxc7Q8Z6WIz3aK54ZJX+dcQOJm7fzcr47ReUTYz64Bdk2wa4ZTFXbN0EuA04lZDo/eiN3KkxOCn4wft18D2P/8+3/B6LWPQZ2zrHINHWjLfRG/yWMCbv30/LkLMf8czx/jXDkRRwwmLY7W+O5sorUILkPvekv351r0eOsRvdk3FN+QbUW2laKS/YYSZSQ/vvA5iThMEisLgq+9u3pNIDqPHcY44txFe63eaXNxGmNTZ8qzdZF0R4cAMWE25fchQGvD72mA9zK6SDAmsT+kdPwijLVd2Cgditoabvc7lmWFYT9SrQ20Nv0zm+v6GXtWQpMa+tUH9WxZ9Pq4ZwClVoflbqGVh6S0pf5+pv6+iiZgpoqMoulL4u7w7AYQOCHLGst0JPbTTXRhsklDx5VBtkaoASY5rF5hsSsMA2ydHG5OU1fBWVj+LlvjpphbEsAJ6FdqgdYrtF4ZcK/c2bYcHFF4k2BhlRlCRw4vkG6pM7aXXhX0quCM65ZzM8CWTqsztocZ5MmGLrnRyW556+4F3iZ+/+l7crLGDJYcfLhCsL1DeQUYo1P/fY3vdoYPCetqoLXDuhoormXRUKuZgpvmzfhYuF4Bdp7O4SvI5nPXl85pF+HnFWTPQHuOPG5sMyqA8Ha/4Xa/YVnufVOlFFmf0uZ/hIgIwJ47MXNZQwBWaY1FKVhveeNNI2LryU60shjcGtffozlRr/D0cZ4CzJQ/rW33mKcJUYK6WSwfCnox0CJ8X1ZYM+xFpWMoFo7D1SV0+s/JCYHzBN7V2Sefortlg0KbOVroBQSIkwFtNCyM1fDR9RyA2Q6SOthMFTlN4IZ4j4DzcMuQznUoGbmRA0mqO0JuoAS4waOlqUrC7PVMIWOuV37j/tOpWinDWovMGQdt31Ba602s0Y0vNKmcKF/igJJDQXIJ2aUOtr+qFmv/2Zjv3UHpBYjKWlPfAmym/+Vzc+nVRi11quXsZ5wTdyhdRDIefjXwq4VfLbKNFOSUEnbmXM8UKZkYhUDXTxHTzgEv3fFn8suWTeFsM0zrb3lz/Tg3295xegP7L88AO5UDxmUE7lQ7l6mmJt38761L+O1jwY9lxU0buJyxOo+bNrhbCx0CXM5wKcN48uLWzmDRK/7x4zf84+MfMEFDu/Vk0zvXx/IbbuoDq12w2gXardBuxaJvUOYOaxc4rxCChvPqVNIM+dbKl6czkjUhuRPkCnMueayVxHS7Yal8vf5KZkliCpR8ptf0y73t+Pn8xM/nJ/a2c7hP6P9uTv8cv4cnki4j+wa7BujFQd0s7Bp66izplK6T5f20XvwSwP7tb/8FbzQJd7yDd5YXPxoD+uDJNqt34EYJTeNaMx/vlavnL4vKiL+cAbaaFtq5kyUnx7uSXTNxVRtxeUxCNAlBRUSTkFzp4LqkypxfWrDnhZgAXWJqyOhoi2LV2Xzakb7rpr0HALWLKkfXflys33Xpr0VxsEQ9UKuaxKgBxCWv/Dc4aK1xu99gren/Rj47aw20Vp1yMz4z00sAw2sZaG17EtosMvsuwSuyenoGO/SeiFBmRDl7n2mjEDaKS9Vu4tsyD2sS2cxim/nCfubBE0AgSo6D8nes/g5XDNIekPaIUD100ASs+afNHjp5KGegLQHs4BM8d/jmyFwJoLgKdGfOboojwnb+98JbC9adgPXrfX+2v+xWXeP1BEsxyjUl1JjQYkLpghOhj+QOrmksN2y2yJ/W9fH+HBOrtbrYmp2jj/+oBueVxXja9p/324L7bZkCOF4pHvLdeC0CP+Px/HK9cS4xz442c5T+eA77macm0Q2rP3mufI+uC/grJ9n3zl7N28kuULovKeaeeEbvDyXKWk8CZhLVirgporSK/di5ozyaD7Ow+trludawKywdYOvFQy8Wlq346JrixhSxd4/YYcq/L5m8hQttY648UY8EZM9i4O4acbEQExuxnAOvVY7SPpODj3Q/pIjSiNtNATF7n/LR5C5MUzm6b9kyUpxtZOr3jn9L9do4uLrtECXoCrCZm5oSxNHlbMOqsegFPgWUjWzflDF0vZnXAAEa1p/827uPu09vq0USSLY83n/xWR/Ws6FTMmurfUM0e0JT4+R9yRpw1hxtw9ubATalq1q41SFoT+FPkXi9teQToCZQ7TvXXTjAr37L8v6+WumKMxK9rldbt8qd6619YmufneIi6YIjBIUBdCgo7YG2kWGAthHWSfx45etqYb3MSJuVZp62HquxMDEhlArtI4WcxATHHs20QUwMsO1UGoatfa/AWnjaxptJzxVOxy0Da6nZMzsmA/G9nieQ8/0UDXLUyJw18VW9PCc5cl6yFuq+wmnXA5Ak5ZImt6lztwfAdhPAlhj4iq1WXJNTxfdfXKKGWxRbBrqE6Apf9wzUXcNpjxwqd6wPbkClPkmmoLKR1PpLAPtvf/4L1McNQRs4RZ04GXk7Q6PPVcSGIvZxhh7/A4A9Fup58fFjobNpAq6JF7+I2b1k7mQJ2BYwOXMvz53iym9ehFUOdqUKJvKOqWEGazERAAAgAElEQVRvD6RQJmA6nBcE/M00kRlgSwl4vp6oX+18z4+zSr+06YJUTiBi9t+W91PSNgnkrlBq7TtztWqIqwmNVmkisSw3zNzIqyWYcCWvHUnpvr4vAdnm7Wbg65Qv4UOd37d5LEdG8BJruqHkJ2LYTlODnHbkdCCnAyU/UPKDnzNENjSWbNi2Y/J8Ja5/rol4a0nBhDt8VqhHQHsmhCoq7CFuTC0ilAgXfe/eU2hSxTsxR07xJNKZraZkxHa0rQNsuXDM8bvfBZ3MLgSzD67s8lNfbD0KB50cpWBLGYU9n4nHTucDxUhLFyrzd402XxJ4IkEP72wyZ+7nbBc235fuQRKBM3ed+msOCc7YbjGXAjsDMfd33nySf3J+U3OibO60EzkmAknnUl8wh0vGiPMNvnCk73mRlOcSxaKcnAzkPJXUOOFclwuNR4Ja5G+c09D6exJ8D9WhYIncqSK1FezH3v9PmUxRsipZoXk3+OLXSQi91/n0eijoJGC9mw6wpSvpXCDRuw4wynO5LyeJs8fvNbBlBmKtbng8nt3RYk6xlL/lq6qlIoWErVYce2PQ7ZBTQC2l82zJmvRxEZ3n05RNNkk+BPZ+F551erEjHcdfgf/bKpFBoXg+iwPJoKqRHWtELBYuKmh/h8+GrdhS/9xllB+TQzoJJ98Xea2/Hmt5+KELBSyzzz39TBNXPqNUogCSg0Xs9qRfufSMJNLXECyxXBX//ZYbdqYH0M/KwJnerzR5iZ8pN/EFVJ94wGyTO9vzzdzrVkeSoNTePvHc/4Wfj//G78//wVYeqPl4SRqMblBEt+2BfX/SxMhneJ9BgWgPOB2QmGO8t0dP590KJYqWQsL/UMg1SVmP26pxVwbGRyjrGYQ7aEuT05EhYAcf25sOpmeAHQs5Xg1/79yBNokcCUi/L4uYNGLSCHHtt6VSUshp6RXD/aXk+Py8HBViWNnaVMMZM61n6WXN+w5gR+/QMuURvHN7urpDkUOU7xNcsgpMHSc67VFiZYox2doSdZNExcUnBG2QnUN27hdt+v7zz7j/4wfsouBWA68tkguwSkGvC4xe4d8mVb0H1+/qCrAJQAqgljHmuVPVF1IetxnrsDIvz1gHM3Vsr93M3o2200iAhXLCYdsa+UE7F06dWFkcpAtGqV+tBxTMnOprlOfsJDJ3UqXGTv7owiSpEfdLXVYSvmzMJ0ud20dceQul7rB25aAamjykCydQVO/WKrSWURngdTX8rH6fhCSVVdzyvLmLMMrhqr6nGNhh03VV5vcwhzDEBtStJpsciTwVQUjMG1r7ia39zoB6iFCJK/c8VQx7pwkItUTsFsVCMYTYO9ghszVfVojFoGweZfPIzSI3h7JF7M+K7VHY2L+ittJH871jyCd/sA4tZ+Qgn5U9va89Bjw4BO87oJqB1lYb9raf4mbnaNo5GatM42L5fs8BIEQLccjOogSPo1CKYIsJyXlYpUGR35mLfhdxg2PfQJ26cqlAa9M954fVWH0B/PP91+NjjCcdeunSXy+wEkksEcrBMxXtogX5d4p4reLG0np3iYC2uNnk03Pm55XSOpAe3v0jYEMW9FY34hO++ftlwkChNRlnT27X6Thynsq5123+slB5PMSxYw4Ek01LYuGmUQbOOHrvo2gdeNoTaLpmlIdeTG829A2Xz4iuwOkIuwZOHfSXrvgkIr040Mx8SAFfMwCbKQZz6uK766hsCigS/sBz27DXjJpkwS0U5LQNf/25s0rd/pEKKJtGKQGZpDMI5P7yAp7D5A4j6XcJ255OxyRtr1aPki1KtqiF77P9JzlBWKRG5bNC2TzakdD2hP3IOI6M1sg1SX5XK2QJWZNFTRY5ml7zMbmdvEJN9O9qCd36TpJ5x0RhpPFKol/dEoegkdYm5TPla/i3B27YFI6sJ3eSa9U8xNyimTragw0KdhytMZ932GiewdI1+Cnj83j0eh6Pzrk+iRxr49dwtkAdr+GJz/0nPvefeGyf3Mnc+3RLXJyImkcb473t099VeVPN17hY8Nge+Dye+Dye/LfRep9zZq1bQt13+FS6BZzc1tbzsYg5oOt/A7DnDraPBK4LR63PFRl8h7giRIUQ1aW7TTkRJWuUrJHjegLWwd9OleM61QDY0TuUlHC0DZ/H4/RZztOJa+CXZBjk6LtrT44ewRkEZ14sNc/BT4673NIlT3wt9nB6hCgKT5zAf0BNEVvOSN72+iWA/V9//ivUXcFrzy1wWpi9NlhuNwRnCZhNLzpzks+VDjJ3roXK8Aqw5fEI4RYTRcHyiZn7qJBSywJ3DgKs1/yl0lBad/A9m9qfaxY+tO4HXDPbEdUKFwKUMafQCxHykcdxRdsbtmNH2yli+F2M6zxqe8c5lcf6Raw2PPYDz+OB3z9/4nk8sLeGvTXUkrtg4LFv2GohVXWKSNGhJLIAS9H2mPCtpu6gQVZho2NSC3HaUvQdPEttbOw/l/yb+fF9q6fa6giQuPLfrt1YeWy2oUoMsGeP7dmTOzPYplHdk4D1tIkZIFviUXfEsHWLOeH4i5hL3A+spSS8xE4YFB1rUapHTAZ1C0jF8oLnsT0q6l7Q9tLjvIdzDVljBetgleo76pIi4jTWpM2MZ67boN94587OPZNgg/ixb0QaXexBo86zhWHsQCdxSmHyDslbZG85sjugxYjkzh1NGs0RULeGaA2DkhX4/aTNq3OpcylnYD2DyK+q0y58PF1IhVoj1k/S3ZfvjYBvozQB8jBEdSSsC718oGh1qflxEd/lvkmZnRYqd+LPTiLE4St9o1Mzx2XPvrrTOPrqatR5s6dI88TnSMLsxy0Awrsz531W+w/R0eC+D+eOERLkXeggOoVKDQkdEF0+deznzW7wGZ6niKITkclT8BnOBOjFskPNqPm8F1D/1fhekkivFIK5yyygf7Z9i1PqYbCJOoyxoviE7Oi7veWMY0pJDf495a6D6MnhRCZ5rRWmolBktERJX4GIgOd3wHq+T891qNX2KtUhN4/cBsAuW0A9ElLzyM2hbh77I+H3f+34/KzYt9Dr2AK2Yk/VkjnVViyO6lGiGhU0WnJoOfTruliwSTe7g+sZYHPJe5G4Ay/UgcBOQTFZjt0mhyxJI6W8h9FFblUEtaOTfFRyl/g8PvHYDgbZtW8+X+v8nZp9zOuU4jgDbBE51ik9V4ocnbbTbbnfk3a721BEjVR7Kb3kWGVh31YLPo8Dn8fBazlZLwoQlylP246Tm1LM9QK2/Qlg+xReAPY7oJ1q6iA71XQC2NcONgHoWfQ4idKnojTH4ZATve5Fnenl9DN6PT3XcFmM0K7XRNiXBMipg03HCdvMXvXXJvBXqaqyQTtv3JjWacksYas0RaHfTzzyWgJCMPBRI6ZfBNh//ctfsd5V578E5nR5LVxP29vu8wtK8T24fge0vzouiY3C9ZypCl3swh7YtSXE4pjYr6CMgta6A/d3Suizerhi2w7s+xP7/mT/1XxKn/MpkpCjCNeMxmISUdr2SiNb7gSL8OZa8yhP6tUzNXfrmsdOO/ajVRyt9p17y6kD3rMSnb6swSmU5PDYyyQwcP0LLV/AxkBZvmjDqzWdHp93g/L/zY/PJYrglsvLiSC36e/a+sWPThwS+UgXO8TK4HpHnuwGc9lR8o5WH1xH55nSYry/qLypCGBbEyCiPekuzpQW8Rmmz8f2RYIWUo9cKUmz7hWlFQqWibRplHH8tm3UWVUaVqnTexs9gSJ6DyN7I4to0L/RJfi+WZQN44nfeZnuyAb1qxEt+TzT6MwZBW8UkjXIzmLLCXspJ063iCali7htx8QVFkuk0qkT0eeTKPCVqhK/BNnSwb1eVJMLqMwP3UujDYKjC6vX9lTCcQ+XjcwIgDG9zhsdCQaJqDGjxkQcdanICbPewxsDbwyCdb3LLFUv4FoA9rvrTndYYP//6ORckWtqePFNjpOwVP7G2bZsjpAWoC2dyNaEiy0WVUOjkELlLvzR+aUzTUumf0OILn8LTfCc8TxOnce17zpM6TSlOAMhms7t+xOPxyeP7DfMQV302kd1sO0Lh1QUFrFXCjJzAXvKDGYeONpG3xteG65Wk3O2wpyY2Y9V6UCHE8CeOak5e5QasO2ZgeiIl57v0/POReFVoV9nJLW37hmpUbhVqR77I+P5WfH5WfE4Eh5Hwr5FPPeEo/oOpufbc53AdVRoyaIlhy3HU6DLV7Xt5dKRD717/wrOZsA2kkjH91UaUbyZjSIyHl7I0sUe3cN4+jkD6T8C2N+lOuZvNn+/Ev1dQkANHntOPBWMqMEjaI0aPB6t9vVzrOvirCEbTJls79P613hNbN3xK8SKRRluBDq4QLHs2ulTGW/ZL9ux6Dcwhsk9ldJzaJMP77nVM6AmKukrFZicswLeZwWYXkQB0V88Z0wtr0mw7+qqcxKAPXepvwLY8zHpcgenUUsksB8MbwTMSbgZnOobhMQdfx80rFfwUf8awP7zn/6M++0OayzUqrDeF1il4XlsK3/MNU7Y/wG4vgLqq/BRkpXmju/cGRYQIl1f4swSwDbewFjdf89V4S52UudUJ/G9PDgufEpomiJhJdCFgDaBbAJZxIOsvGNKcQZms1jAXr6w+m2l6CdvyK0D7ce+d5rBHMk8xh+8AHsLZ1ZYvcCZFcFpBKdh9R1q+Q16vSFH3wH6DJznCOBrFPBpp/dFgtmVAzeDpHk3egXY4+JFHLxZgS4ldJxTt7rI4nvmcM8i0pkbP/sjC+dy9h4W95bxnYunMadzljiGhcRSwmudUztrIR/ZHCIDVI3AYSPyHpI7Dwk7cjRI0SCEs1ew/L/O2cmBYpms3+ypZku42WVhLuc1ddCt6d8bbxSCVojWIHmLljOs0jBas1DWIXO6nfwUEVziTrUI/4xysMq9uG68C5t6BdZMKQkkuJSiEA3Xb5cQsaWCEiKicf2xFolDThODceGcAfb1Yir8zXmC0zKLvWJCixEtRpTgUQK9jmgtgtaI1vTmgmx6W04swjrXDLDPfNTKIkpK7wzW04YsyHnl+ua4d3rCa+f67Ak8+5Onfp0U71/Sc9D5MkdZf2VPNm9kpZMs/57itAeNg9T/w1JSrCPlmBwnO0hKJZz9xrey4dgfeD5/x8/P37HvR+dhD+71Wah8oomEQmm86RgA20YcZcPn/jgB7OgDh47sTPUgyodsWGYwOacFnzyAmRYyN0+EpkPvuSQLzq4o47487xzekcm2sJ0juj0nVZatoHFj53hS1RJ67VtCKx7JKySvTlSRuXI0/Tl0bPCwJdBlpoRcAfZMizm/L/4EqK8iOel+zn9zznLN5e9knEH2oIwQbWR7WU/eAen/H4B9FZG/grhX7UuvEFF9QPUBLSZUH5CMg7nd4VfV/byv66msmynkaXK0wfsG78ftGDakdCCGDc4WctrSHs4RdTXmSrzsqajLPUrocLNNpU8kmLTe9bXkdZ1xL02gK8CO3vNU0bzU/F46Y6ZOtb88Zk9FjapR18fnz0YaEzMF5Aqkr7cHuDbwjnFYMvB+gfcLglvg7A05amzNI0cNZ+/ciV8Rg0YMBimSBuKXAPZ//ulP+PFx6/xm71z/Y4P1/QslOwn5Y2W8/V0RZ9IzN3cck5LR/TxivSp/5fGQAqw3UGaF9RT0IR/+tWst1BRRchfmM8/R5x1gl3KyIQolo+5b90YNJSFvJIpLOZ58TmOyLzY37wD2sL6ZQbY9USl2Btgy2uzUi0h0DdkNXikeAipKirQ7dBrOLghOM6AQ436hl9DtmUIix/vGYd4JBtu/UFIEaEIvOXnkthyfx3lyXEZ75JZwTgsUEDxbmo0EzDJ1e8/uM+T2EqFWj+XusNwd1tVDq9jtCoVDT5aGxLufk/Nabb0bbFnoFFKiScdkVj8cIRqcsRCRIl1cNPR6hzMKRi9Ybr9hXX7w57HC2QXWLhjeo7OHsIWxCqu6Y1V38nqdyrD7iJTzCtYu8H6Fn75b1i7Q5t7juwV85ui5q0CpgykGGKURfJgAdukAu4/vU+1ASWyVBDCLnmE4UbwB2JL8ymBdaCU1FthFsWjEIzvfFyu5/7nt2FNBdgEtZhyFAimqj4hWgoZeY8yvcefz9K1NAJvOs/TyXfbawip1GvNK9ZFiOqfPSgLtmCiQZZtYh4pLiYg99arYZiz185cmg7JRCC/XwdOUjukP7yKy6ZjYE8au6RBaBlGoEiQyuJQdtT6w7z9xPH6i1r1PMK4UDhGozfSZ2VJyFqwKR/WqH6jcwZ4Dxma+bM6ZLUCHLWPi4KmaidMeXUZLO6KJCNojaI8WafKx1UZTiEC6D3rPYp9SCfirJaPV0ks89K/Wk/P1NvMakNPYuJz5xZKSuPe/7ezBfJ581Na6TV+ulcBPDCitoe476r6hPTaUVpj6RFMNoQrGQB24mTYoI+2tJmx1jLipeHozryMtY9srtr2yqDGdSmhVEq5D5V7WOhmdO684XMoj5TD9HqFopYmiVXsRfZOCcCjl+f16UnN+qevxnN4LVPumNKVueapXBaM0zAXYvaU2MfWu8ka/lxdXFAO7KHhN64FVK/S6QK8Lrd9J6GHplCSoVYJWCc5WOFsRXIO3Fd5Wfjyy01qGs5J5kWAdhcJpG74Mi5PU5TlYzl7MJM5CZZqQfudmJjjxCpBnIDxraq6d6Ou/FQva9b7y52G64H12zho2fAP7RO9Ot8WIg4C1ezk2A2znV7gJYBv9gRgUthZQCzXGhOpCrAHdJ9W/CLD/jH/++KAwmdVgva/U2VLkrTp7CJ53GgZGWeiVPFNHwp6HURbrXfX7Qj9xxvca3tbpZQGZFxWplBMrvT3v/uvb582L3VXdLm4Sre6oEhnMQNrlCBMDXI7QwZ0AdmxsUcT8xtRfM41lZ5N26UrOHcbZy7UbuTvZpIySjYd4NxutYc2w1puLLvLcSUupCyEp7ECKlerJflnG3N8eF7DmvEJIFj5oeK8mYaWdRvAOpyhhFliKQDbnOD3PD8FjYGDQ/Vd9B9hzKAc5yJB7yrKs7CbjybpPxX5xkrImw5gM6yqsK7AucRAPXZCUDlhXy1zjgqu9WfARpTRa5H0+ByVwd71bodnrTl5DqTuUukGpD36/ziB48NxGepYPdqRH8kbynz/+gfv6QTy7DqxpgVXqBqNvPMbSPFFxcF73z0jef/GxNpZ/j6fRnzXkfS52bNayVZ5yMMpBLwZWWe4ONTy2J452wGkPvZrOLZ6pJFJyv8e1s/aBwFEalkfOIzuHZA2C1kxjcag+4FE3POqGFjN5eBuH6iOq5673NFm72jRdrZqE4tFBVCnshZwRW0XZd9THA3Xf4dywpksxdeBItIgp3XGyJZOarUQL05ykZpcSqgZxu3lXMwXqGniREyX3zW4tKWQGJ3K/dMtBqeGG0vrEKJcNpR3dgi6XjX6+CRChv3cSNgcH7/SpwrQpl808iasHVY6ukefI9dMiHtPFFo8jqoVe5hO5miwGZlGwytCatCheqJdOD7naTkYGyCdOPfPvR50B3FYrA7nM7jYVpewsWD+48y+b09KvK/Mm/l2VQo4wBMjJu1uHAOMpsTKUgrLv2J8PFLbMiznBcZNjXHvHJvHqBpVz7BsH+f6LDV7KJIRr7DKRa6KgsxKQa+r/39Xv3HoD6/WXHswu2lPImNhM0u/kqfSFi1/zRlqpUnk9G+vJ+W8ZNFLpwMp0qv/MsYe3hUSvV27nylNyH2C0xv12g3cORusO9AbWMf066Fin1mLBlmuntdFPqmADvJbNJgnq9LrCskNbjRlbasi+ItgMvXj89vcFP/65Yrk7qNVz8FqBVRFOJ1gVYfUErk3Guobe7TauQNsMF8ZtKR83+LjBhdbLxw0hbrx2RrZHrtysirCGLHFn7HQF4aR/s/j4+MCP337D7ccHlo9bB9h6VVD3BfcfHyetj9Eay7Kwv/4A+N6FkX9wVzDawmjbj4mN62wVSpiJmsIheOREom+jVS/vxrkhzyVMJWulwuyoNr5TijesrrMDiCGwwBn17wDsv+Cfv91xXwzUarHeNda7YtDsEGzoKkurDLx2XP5tx8pp4uhJuel5Tvv+uFGuX7DHxaZO4Njj1eIt9W7jtm3fXrjmE1fqZBVUau9YC8Cea073SlvrgQQhysW1Ta839J1xpxLkMbqVtDKhvkii33clnbC5C3+uVw6ovJZzwpp9Gd+NMd7XPpjUjZiiWKOGNjcs6w+s6k6AkLurPginy/euRcrhdF+6tM5zWI4b47jZgUTCYkToN+gdMrEg/+lWDwYKB3J8IMcHYtgRw44cH0jpgVSeSOWB0p6ctvVEaU/ETPG3NHKuk4XfBvFI3bZH5x2LJaMAHuKDE7VFIooTnyN0sruJ3+1ZfBY6X5O43rRYyMlN/r0BuWa46KCdxsfyA7f1Bu00rKeNioyyaZKgezrcvBBF7/rmRxacPH0GiSkx5PRCIJgElCTum8/XYH1P3yKF/4HoyGrvGiwx/OhT737mdNY+7E0iccvLqJU62BF7IurGngqqjyNGmcF14w7SV2NcuT+PjE+cykoBGrEW+JJhc0JoFfnYkWpFSBTOFPhcpjTMBKddV5pHH0/n6WvSbHihOZ3dMDbEsIHccd6XiHel5PklH6h5JJ/JVGAesQt1RziuwnOtXdfAzYbtQGl7r1Q3pEr+z2dgfba4G3+7600Ea9dTMyEmN/GQL9qUqUM/U1ykKORke6naRreYEk2H3/s8bR3ca7pGCtAWUJtCOr1f74IuWq7MwR0/WyaKSk7tohF5YGtPbO3R15hvAXbKSDGiloJjF3rMjlw3xLohbzty21H2A/XxRNl3pFpGdHsaQWTXmkO+pK7dcxF5h+S7CK5sGammk3cy8XZHZLyLAYtWWM2rwO47kJ0YYKeakBi402sbFo7nicawpfyqSk2DPnXpuks4kwj9/HQ/FhZCT5RV2YR5N/IISJwf+/RNpnTRRBxtx2wrR7SoOUkzdYqLfD+dsaix4LM98NyeKJGCvtTNYr3bbgkqVqBOx1NZExF8JfBtMkp+IqUDPu7wcWfwvE9Aeu9lXIVxlUF4hXX11DUXiornEJ1rfsAcWmWMh9YUTne733tgnWxMPAvojTb9GK0txGSQDA1jPMybXBP6/a4Hj0kImQRl0VpDm3PR4WmtT9Q8zUBeGA6voUOG6ZgKatUdt4lOi56jEbw7AfZ1uUOvC1L8RR/sP/3pb7jdLJa7w+3D4uOHxv3DsCeqhdcU0OJWD30zsHcLt3p4HRBsPImbBEBfS8bK88JtlOvc2nnHL53EdwETQicQ+58/AthX/80rwB6JXvklyStMx+e0L/E/vtr1yW3y5i4diAmnURIiR1DK4ARfg1rkb53/Zrr4zHWm18wA+8qVmxXvX9WLD2b1iMX1clFDuwUfy2+nTqt0Bly0vfNxLeleSAch8gj8Ko6krlEZIIi5z9fJhHSPrgB7rgGwR8V0IPIFKUTmoLJN2MnRIO/Y95+nrmMXgQVaWJ1NvMAe3dpNUgO7D2zXANSuqJeN1qw1CJzcmUQTkAtcDOS5nWiRS32zVtBa7rSeOX65d2ljwl4qSiBXhS1n7LWg8ng4MbgWuz8ZzZK1VD5thqOPk1Zg74EZsoH9CmDPoOwdwBZebo0FLRZUn7CniqNs0/3Su9cCrKW+A9iDp/cFPzPzxrSWU9JgKZnH0qFPhIhiEiZdBCnNPU+o3llYEoD0mG3gXmv4Qb+6H5V+HfzqsZzOEe/k30qboDlxsk0BOsJz3QrbhG5Hdy94B7BfQ5qkWTFen2x+Lae/Xn3wpSHQz90XznrGnOYotR87tuPAdhxMleDqVmsNs9Vhy6VrWLbaIEEj1yZEjyfP9VuAXTjtUDjkLTd2laCNTc2z5Sr7Km/kuU1rzOS5/wXAlu/m3ja2ehufQd52pI0Adt4PpI1oizYGuBi+DPD5Mtinlkvl0U3ecq8ZjArAJtcKWv+0s1iNhOH4U11t4q5d7DnshJI+r6+xvrw+6apLfbW+SBf++tw0/X2xhFMi6tUcQb67EsFOFrmlT+FkWicUwVljIBuvce7VkwFA9+rOBY+641GPHmYiuCgFuhaLX7ZjjOV0YA96h2ATC5VJO5HSzh3qCuMKxbPHjZpI5YFUHv1xecy4AusKltVD6QjL/24uEldOk6M87lsXYT1Fvd8XRQJMbWHdSHemBGkPHyKsCwiTJ36MGSFmaOt7LkHMtf8fLiQo7frjrxkGhJGWZekTMPkpGyWlCDw75/oGmwC2HxPxVeN2W6G1B4m7M7T2WO4E6GeDAc8mBGrVMNogp/KLIsf//DvWW8B6C7h/ONx+s1hvAerG8ZF3D3v3MB8W5oPu+yV0gD0vxr8CsDsQN/5kPP/aKSkvOxtZvOnC9scd7Pnid61cGnxKDGRCdxMRR5HrMSl74gDHU8iNs8IJpnCaeTwcQ4WziWPhJVHuGpMcTiXJhSP6OU+g/r1bCnUxZzX82a9VALXcP47SraRydsNntXqkQkA7FYeQDKxfcV9/QDvVL25XUC0diq+KxoPnJC5xHZgDA+ao287PrLK5uHphf57AdcmfdIwrJQLcIRy9YpDOIG1+ZGxf84GaH9jbT7TyiZofyPHoFV1DChtypH9Pzz8YfMu4P/dOpWwGRcAlAQjiAtLq1jdS9L3cenqXTwm5VpTWkDtQSdzBPvOME4e/CEew5YoaM54b+cpuOaNGsSOaVdlDkCZCNassxWUvFPgiAHsWFb0D2HNdgdk8IZCOUEkcO84xztFEeO0RDUUmb7m8cB3FWSSevNWpTlZxfGzYdPKiyQBb7oueopaEvWaMtK/Q+dwtJ9QUUFMYKnmnmEK1vp0C0cb265jhuYP79RRraFCuQJE+69xLwCCJw/IJHIrwUMSHZQLLabIF85wc59OgY5yB9StlRCwxR1jXOSPgar83SuwEJzHhJIgjAeA5qjuWTL6xFSEAACAASURBVPapl8/7Oq3IzL2W93DmQYtV23cAW6YCV9tJoUg13pBevZ3nZhE1Rb6uWs5TFQHYlBxZEXLtnex2PNknWVInKezqPXD+1cpjY8liy+6WlGOng9D9USHFnno500beVczxVC7O/yYOkwEuAthS5fS6rq9PAm9kXZnDVMSSTqpshV00Ugf41tuebCybXml2lELuZuRj3958rkTDymznKX7XdM6J3iB1XRT5PZP129EqX4v5PAy5Y6LoElpu/B1r/XGnHawyPD0LLBQ+kEKF90R9NCZC6QBjKE3S+4K2PVHrAyHS82p99FTTECvW1UHp0J8vFErrEnwgHYQA41xaB8iij7COfLqVdh0ICwh30+PyHG09Pc7NGGM9g/AEP/1bH9LpscTAW7roI2F2GF3MIFuOzaC708SM67knt9uK5W5gTYTYgKrV4XbTWO4GYvU7N48k7DDGXwXY//E3LP+0MPcI/RFg7hHmHmHvoQNr9cPAfFj4JSCohGQyxY9P4LqnJl5KQPV8wQo2whn/zUX7dcGeR87ynK+7O2OE944DmdOGlFs/sVejsRp9iiJdtMKi1enYajRU56z6DoTnDYGE38hCI0BLutdzSQql1Ox+IeVsOvnBdtuqKCd7vSy+YnUYWAn+RfBBGWLHWfy41YStRQpDKATE9y2hFg/vmE8c7KCAcFfiCq7nrohc9EgRv+PxIP/vbtl16hCRLVLihXEOCJBOqCQ+ju71J0r+eaqaqEr8RImfSP7RK7oD0e1InitsvVp6Youf2OInanj2n8/2P9jiJ6LekOyO7A+UOKpegm5ogvHgpC8q8baenVCI6tL689v2RGK7wtJofF+7IKx16lEpmThlwcMH38etYUrKS7lMzjk7Wq3clSHQabQIe0znG1pluvDHKnNSbosOQ4D5mOSkEzXkCrSvHe6Zpx1YAOn5mmA4RZD4+fGlMm/IQhjx1lLG2p7ERyJVGqXLmDzXAW5qkc0diXZbTjgKdfsL23BlZ5GdxVEySvDYckJ2FkEreDNEqwKyrwB7pmq9guxrhPPX9a6BIACTgoLGqFrEQF/V2ITw4hHnOObYy7rx+V43SYPuck2urS/1mnDbehd8BtizXV5rGW1vHWDPlWvpANsZewLX8/QiTe9b6cmO2x8CbLn92J6XkX/B5/HZAXYKQlUcG2fZSFNtfwiwr8LPbTtQxa2lbEQRaTv2/dmtDDPz7uckyncUEKKBjMdpQjY//+uUTCmibdS3v5eoKNeUzsSv6/3x0+OpslvU3kscpIaLFL0OeU9r2/pUM+bc7efmDrUUxc83lK32mqPePXNttV7hnOnOTLFT7RKuDayZyppiRLCcdq0olZAsjcUcwMB7BWNusPaOEBRSIiep5A280ZD8gUHHi9wVr8gcOlZSOv0/NLFJDMwzoh/lbUT0uXvf7+3Ro+kjYxGauG6IPkOvFkY5eBvflDQqEuY8EaF6BB87MJ6FyHJbwPA7mkfX6/A1X0r+7+hTPyZdfXrN47gA7GVZoJQ60XzeOdeRrkZP1s7E+R6BWsPMwJrQgbTgTlnHtHZQq/k3APb/+QuWf2roDwf1w0L9sNAfDslkBBURVEQyCX4N/XYyCV6HS5d63JcO2NjVzWMUikj1dnAU33Wyr10w6YbMne53KV8zx3Frn19W2548jqNONp2wFF3qU3o5lmpFqpVPcurISHf5FI4QRwdzfu0CuEeXp7xEr4sjxhzRfo0R78WCmleO38UXt6eOUYnim4C1x2xxNhxGAlrx2GrEsSUcW8JWI4Jb4Z06jcN9GHy7uZt9HenlmtB2Cu3Z9x37tk28xm0aydbJZmlc7HNisNgevFmSYJkdMbzSREp8oKVPZH8g2R3BtFMl25D9huw3JFdR444adxz5E0f6ic0/sMdPNP75Wf8bR/6J6g5kuyOaihIPZL+hcGfb6gxvc0/7I17mo3+356nM8Ccm4NHFbZP3acytc2EDB8AMlTd3Onl0m2rtY34Zt8VckXncn3jT0qqIiAYP1Cg9qekHwBaBszhCiGPE1n/H2QJx+HRfU1nPYhn5O87BOSMkp5ZG4sLJfejlQn/qqqVeLgQ4doCZS56bLiN62iw4bDnj0cilpMUypWA6Bt0BJQS27iMLRKOXzju+0kXE+vGaEPiOIvJdfd1AeE04uyr5ZzX/q9ds7KNan6jOSZfx5TWcKWpneoRsFOc0XfHfPhdTTHKe3pf/HcAmf/LcvYozBxJFdleRNM193/F4PLDvewfZrbbuWCFFdKmGrW7Y24G9Hdjqdrq/t4OEpHFoa1qr/fZcM6d81HsfZnG5ejw+8Xh84nh8Yuefz4PqsT2wl43oBUKD+aZmqsO8sa6lYuQJbC+bJ6FuSudWfP9lcyIT4usa/Efr8vnxs02k6FtOGzZ+rnzXhIJDG5DG57SsM0PU6KJ7+f5IZzykCBcCjDUweoXRJAifNSvkpU/uZ3MiMW3wafpK9DwKTnFmGcWOUSkZOL9Cmw9o8wPW3WDdDd7T8/R672YRVtkuopRNsDcWe2lMTSMHKM8gns7lEQx4LZlqSSd8nnS13FBjQbAkELbKIthwEWiKK5Dr2QRXSl701CSRtWmm0Qhf/do0EcCcQul4Uf72WUg6Y8no4tTpj31DEqzv1tJqVT3hV4wiZtMIeUyOkXmEZZenxN/ldKLmahZYiumCrN1qNZx0/Isixz//x19w/23F+qF6mcUi6IBkInuMZgQV4FeHoOj4EDkOi6bZbkXd1w6gTmKAnvaV+4ktXbZ3kblzzY+/66Cca8fWfj9Vq5+9an0g1a0vLDEXlLaxZ2TrP+VYaRvqfqBtJGh5p/6fOzlzR+edQ8AVXL+rXwHYoxM019njee6cCRiYO2nDgcTCO3psa+kFYEdPPtti9SaOFu9EjmebpyFKqY27IJF5k9sDLW988vjekZrBhLgzuH5Cz3SZcxCFJL1JpG1yhTUEoVdQJFTJjiqa0GsLDY/0QFojdr9hjzv2NKr6imwLiufIXJcRLDsaKA+jPEokx42tULdg3jRa47EsGuKgYyeRhwg7JODDh8jPK33nTPcHqLWOEr4IGBFXTeJ1fSK+nA+J7DKtm0BE61QJy4IUUWuLqltSJecobNFAyMZuFvd9dVs4unN550/AXSzdJOXsmqYor7vXNLKcAam/gMO5mz8/N73QKyrTaioqc5VrJLESLVosYmWRtzOORDzsNvJiZ+Vf6RKnTXeovEF8LZqC1C9EkNIFLidx32yLNVtjvUtC6xUTQhzNhLlSHraDc+duritFQhaqF2H6dXPQpzDXNMXhv1zb2T61F3/nZp69JDeevPZrw/P57KB633fs+94nYsd+kJf9VLKJm7vR0p1+qVbfcsfnmlMipeagFTIQoO/f3g48jk+edh3YjwP784HH44HnduC5UYDO749P/GwHHnV7ayM3J+t2OpToDvpmOfdm1tyhOzey5s8yj88tFd5A55cJxbsJxrvpK12vWxeOXwE2ZRsM2qWsrTPd0vsMrS13xFOf5Hm2792P4ySelHPfh4hVKdxvNxhFwjWxMw1OwlHG5E7OKWk6kG2gpyA3jgufo8BTIm9lsYDT5galf8C6O5xfyEvZU0da3RcsH3eo+zpNEWmDHO3w/qdpmqdjfJyKQgGlik+cakr3H3XHlmo/VnyiHAGfELSFXRTcal5+TzS+/x9B255LMD8nuTMLoaSK5FKn+UmZxSCaCLc6uNUhu4RiE6IJ/X2VyenZ8s/0x+apnNeObDl5A2AmW8U57VdKroWSJi3PsYactF5TKkf6uNYGY9pM6/e/DbD/9B9/wsc/b1g+Vtx/W7B8rFg+VpjFdH9RezewdwO3OkQTEPjNCzaw68C5U2K5IyaKfjkmJV6GsojX0l4u1DkVbO14qVbJyudXADbxc0cF33p5zzwhH7AoDWUMXIjcBYuw3sNOZu2B+bBkE1U7p5qoHKkDYgk+IZutHTG0/pgEopAlTuzUkCv4/jWKCL+WaQQno/EYY/9JYJuEhWJBI6MwWRwig2ttyF6OOtweKWqUbFCLQ8kWMahuCyd2XHNoiiSkSff88dh74tyo2kfcOSRILC1x2aaY1N4hob9TFMcClpwLDEgtK5qJs2XN+F7Sd5O+r261cKuFXQzcapGM53jl1N0rWmSXCpeQtcceSGwnJeK7oB13AeJJ4Cu7cfn/jSKwehWvLosC+YwOTtjVk3QIVjMkNCSFwjZWdL44F2As0SPoOxs6501bD+sDCUz87LYg3N2Eyl1t5xyMdVgVqbtFrT1vCuauNC2yAiap2yPhBHMNlb451azWn4HgOUyi9g6GdDFGdLEEqXzdHZ/f77kLOwNs6aZIx4VuV5S4YW9PlNj6JmorB4sEd+RQ4W06bYhkOjUmFGUCysNebySOvgfXBLDpGpXT8aYEZA9vafHOv8YJX11VJD0yB+rGEW0gnYWeraK0itpe3S/eOxe9CjivnXtxWTq7hUhaYnpbtZ3FbVKJ7dnEI/lqxbjVir017NuGx+PRqRrXuOyZLjI7jeRMne993/GOpjP8usuUUlje1jXFcFwLOSqbKZMlkkUdUUS2TsMorSGnxPHvDY99x8/9wM+2Y3uTZHgF2Nd6B7BnnulZP5H6Zng45ZAYmxJn48uE4jq9uNZJQ8QhK991sNXqoFV4WSetiRy6MpJGxXlMqpQG7zOFssTSqSfeRyzLituPG1kRK4Vz+iABu2AdAlu8BecIjCuF4AYFJAaFkg1iWBD8HcHfYe2908ZiMjBuwao/oM0dxi1s+yYe2QpmXTlzxHXbP6/tANNTBW0QtIFdVrhlRWHr0sIi8Oojtpj78WfdsMVMtqYu9OfJ41FZ+FX33yGVjOuPS/XnWKrsYje52NsDR32ghYZkIgNqi6A91I+lY8agPZIJKDYiaHcCxnMTQI6LzV//PKxD4oaY6wBcf+vB/dVxoxXb6d7hHU0z6LZly0aFZbnDO4c5a0CcUbzz/x7AVnfda/lYoe6686jVTUPdNLz2yCFPccWvI8o5kUcu7teoy9du9vDaltvSxfq6vqZYSKnVn4pCSCyWO+1CiCfkoY2CsRqe7dKct9CG3mBtFJy3MFZDG0XjIju8btXqYE3q4HmAbaGFjIV2XnBL3i+d2FEyEpsFQtcF3LrIooAx2rWeBDDKaCjmGxHnyHRBx1wCvil4QfcxVkwauWjkopCLQq18P5vpAqKxLB8M2N3L751tt+S2jFJz5rCNZXB+R+eN0+E6N4oWAsOgMSSiBGjroLSDMpYjZC20cHCnsCOxl1T3Feq+wiyqX8Ao1tahBoujJGRnkKyBXxW2GFGcQzIWyVj4VcHc7jC3O+yyoIQhTJGEPvKGN70jbCbLn6u7wqx2/u23H33UpVY1iTMcK915Mxqki0vdtlnEJZsqrQ1WpbAq1RedwIDq6trimatmrcV9WfBxv2NRuotRLNslEVdNFNiKF13xFx6bLNlozT8pbtdA6xVar2OD5/0LsJ6vEyPFLZ1EsCIiSnG2ajK95vfxWtJtHh3m4d9tlIN3kR1hNvKoDhXZN0TXEExBSw+09CBqUNxPm95ZRzE2y7VPoQawlvoeiFAQzHXELs+h82Ir5OwyUySko/vY95OrygDe5CQjQTkpJw4YKTRd6sEir0E6V5B5paTNMeRzyfEzzzVwqmJ8KRFmp2JfKztQGqq+2FAS5U2OEWVj6+fGbNF37WbL3yKuEkIteWeDOirCeeLatxaxHwU/fx54fm7Yj0KpkS/R9rkD7FZJSCkgpYdrlXrWDeSEPAnk9lrwaBVblUChV52ClIzFjdZ9LB6YVzvi6F/1E9TZjtBaQ6kFy/qBZfnoCbPU+RvXsq/q6gI2A2D6P68JvBIaFqCVXHsslkX3ut0UbjeFZdHcvKC/RRotssH2Iff8g5g3hFg5jnzrTQ5r/NT5JHAtDcBaMjxzs0NwMHrF/f4Dy3KDtQLOlhPNxFoFrfn9Wn9gWX+DMncos/RaGdBJF9tr07vE0jEO2sJrg/X2A1at8EbDrAusWhG07jkB9mNBUhbVBjQf8cgNzUdk43o1H1FteKlsHMKi4e+ql/1Yes3Hk7Ljd2qPaiOKTQjao/iKaBKyLUgmIZrE3Wt30n54zUEx1iO5AXRn4HvV+iwfNywft44PgnWcMO7hJ/A8Jz+KG9nc2JXnyP9Dx/QpeMYZhcBA2xkNoxfo9Qa93mD0ghwdSqAUVLPe4NTyiz7Y//En3H4sHAgTe8CEhE0446EXMzrbaiTqSOv9691yPLXmzwB7pP9dS7oR7x7rFTK+6/xaE/lEvZQeHotEaHcvAFQ8EueSx8dGwnWh4+DTtr44jpji97v8wcd+dV54cV2YRhQdFITUFf9CDSCBUuAo1LPX9tWvt3e7k4cPxBfzkcr5BT4uiHkueVxxMqXErJoX5e67RM65nHMc0EId5llgRx3LRN89poSUsnXVMnFqIwFsBtfKKGhroK2B4dcjXVKjFdT9juV262UVRYY7tSB7g+w1SpCfFtFq1BSQvCUxm1pg1hv0/QPq4wfscodTuneryXnD9OhxrTVutxtut9skqvAdoArIEzFGP8ZG/N45VrU7eEeLIr1fA3AaRQumeOkKx1IW1nmRzZP9YfSeFhJD33HpNK9qxaIUtHVwrNyeOeMyIZk/RwHYM7ieawbYIigSkJVi6C4Ks0jtar03A3B5nriEXL9XVxeO2ef2qir3TF+RDYmAbwkXImcZ6mh7WxBd7ULYHIljfxIs9/dp8Eals33WYwyQfNZojGuA/K73QS8jbKXljf3Jh32ieDbLMaHoSZGV4xz1HnGNs/5KhPnayZbI9vO/Pfvw+86xPgs+/QvAnrUipXrkYpCLQUx6Khm/0/VnBvDz5q6UfLoGzS4irTXUqaRjLABbOtzvxIJDNBj4b/GQtN757yDgnd/UANhb2YdTiYj4i7gGCZ0kI2dK821cJf0/2t5sx5VsyRJ7EKryZlZ13XvzRJDue57dyTgnbzVQLXUDAiRA0oP+/4OWHmzbHtydcSJL6AcDSSdjpHP72mZrcIjhNcf/yPcfp0ljDgNPfa4maBw8RWs8A0jZPuvcNf4MUL8C2H1zm/CSUuLzdL0bRdJnZ7Gub2KjAaU8lImwviCkB3zcYH0hRw0XEEJubhQjrYCpIM5SaiafU1KuEGJpjYK///73yXec7yutsIoFq7jhdv8d9/UNq1ohjcCqVgi10vd1NYlW6wawgzKwq4ReVqzv7xD39wN9RcAqgWg0Nu/hVoEgFLK2KNZhcwHFuglgZ23/dI1fH4SeAHbWvgJsplgGBEOmF2x8YTVpZxjj2UOgHtfo9sS4sLs7+Sn8h18fQ6i0HtoQ2UOipDWmieH5ufF79GMUxGa0OJVcFyi5QMk7rJEweoVRK4y4w2sSuHstvg6wf//7G8SqpiS2sXQlqo+JOiy04T8mVxs1ElGl6R81JX+1f6prgoJQT2JeKMfjr4o+1MeL1NwJfvWBZJs9owPYLm/8uqNVHtvlGUMKV6ddG/8zl3YU441dyk6eD22szel5R8/gV3ZYY3T4aK/FQrbRXouAtrvkoY6pc9b5wYGBPa0FjKdbFxWMX+GihPErjBfQboF2AtpS8EnfkOja7RCQUrZu0Wg1xhe7BvitHyyw/EAFIKssXxdU/ttZoUzqdroYkmuEgtKy8cGNJUBn685UyxXifsNye8P97Rvub99glESwGjkYWLVArW+wakEOBjkYOCPgnQRHDwev4R1F0Gu5QK13WKUmruu4i559OX07T0a/cw7Oca6+HwOtpfuB55ogl9rPIcAU4bTFel+a0KtzLPvXj1xMtgPz1mJMrGKAYuv41/vQYqn5f09uE6G5crjg4QYbtHki0mukivCmlTdkzMEfubPjxIuDGbgjseXSPI5ZBPszgD0eH0E2AWwSQwm1YpG31mG6rzdoa+Ajcztd83dlGpLStk4m+t/Ef9c4vWFAw6CHgqj4vXeYQcIZYF89N23CayDKSJ3hMCAuPs6Cc7YQK5mTcF1LE528vA9R7cf/Mf091J0dbfaOANtVbcYZwLsqwPaNKsL3GYD7oNutc4pSZWvMOafCjhOzK69xBtUjD3vbNgKwLJoc7OeMc4g51ehyes3Rpo446l3bYqyEVEsL0ekOTrEFQ/XqHGz2LHfVOYFF6wT6CYzzz8gpIFZROlEUODX4PCkY73PxRreXwVEfcaWXoNfp9nq+ls2bxTMF5Gwrez2p4ev2KI48Wjy+qlduNSnu0CZW32cC2NaX6vEc4XxC2R71c+VPScpK0kbC2J4+PFLcHHO9B6ciPjeMs9TsMRJCLdBWNoAtTU3RtRzhTbzqoEznNisNu67wundXYzUg8JbE1cFqbDEgGXOqoNRUV69JxiBbi8177CGcavMemw+NdsK0kv64cr3rpp31MsGNVFVKz7TOTiFIHJA0Xku0NSfXp6vnQp24cUqndYRd+uamu0jFnKafZ6vrFN9qq6Hq+6GrjozuM6ZQsM4gxABt6dp4v73T1MFo5BS/CLD/8hv+9rffcbstTUTVa17kuz3eqASfOwRXPL15YWbA5dtizFHO4wLtBtHcZfkzgPzZDnqucLEIzP7bDVQPAN7Wrqtv/E/bAOW4qzfGtsfH8SJ1zvTp516prrkbdkyDCwdgPXayDftKvrA7dDZAG+p09zI1jcuQV2ikcBku5QSUE5BmhbJ08jGQGnm2DDKu+Jf8WsO70cGonwEAg4XgYuPnP/Zn4+A/9kfbxMU25Zht0HIKKDkip9Dic4O3WG5vWJd3eKuR6mjXO1l3qqJaF9LFnW/H8oGiU3lxZGEeuVFYKKFo5z6Ju8aLCU0ztKINKidaGVMjxV1q/OgGKrcHHmVrwJNtDb31WG43qDr6YoDKo7dxejSKPEJ1bRgT0VqH0fNnlD9THdBZ5wc/+BogUFXYY2dq/NvHz0JLyFKmUVa6X2zAGHnOEcNGqcYZ3nLGoxQ8Sqkc4jPP909xwJ2pkfR3CH2DNAu0W2G8gnJjBLSB9vT5EEZhVZRiJ5RoY2FjVbuvdXfZoQu0budlKdT51JoU7GOs+rjG/jmAvQ1gej+A673Zyo1OPam6SVATwLYpxBgl7r0feOtXFAC22DvHcs/vCX2/UYcxuRwNQkAGoFffZ7Tb4t+PN6p8vnGTg8858jCePbDHDjY7Q7FzlLIEmkLOyPtenXlKe80sAh27/vPfz3/n/timDv8RYLPDgze0sSZRcV8ruetP0fO2+bJ7a+BbqNFnVpBUfC5y86FvTkYh8sEveNiMMrge9Q1dqPtKxPgzwWO/bs+uQzM1cJwAzwD7GAJGrk3Pxx/4+PgHdaqHMi7BVmcmGxJyYReu0s4bFvLS+cN6JTOd98zRz6Ug7xvyvk1WgGnL1QrQQxrZrqns2x2r8D/G0BoKgUWEjqz/tFipY13dTfiaxteyGB0eJSM528prBV+dRvh+sOZl8ddl708VrEEwROXgSjVfgXIJCFgbZabmYQypiaYpR6RmiozuRNWhbXR34o0tO7wY59rGlvzW+yYm5tjyN2xwNQCJdHNSG0hN16fRX51/Jpdxvv1+NvRb/n7j7+pjrudNqna4oX72vwqwf/kLvn17w+12b/xK9gn8PDDiyr3iPE58/ZrzKPFPlf85B4w/MNxZn46Vcup+XF2kRyN6zylvLlQeWx+LHZXyznqkVNoikgYhJ4nEPI4UlysP2XF3PgbWrEK/oIh0H9sr+slk8m5dc1FhkE0nnK0LQvcVPUbghjZGti+LpxJ8ERppA97aNt7uPNIeSeytQ44Ze9nx8Xjix8d3fDye+Hg88dx35NQB9LG2HLFXJf/jUfB8bng+twmIp+xR9oSQHLSVcMEgJIdcHQx4PDuCiJRitWgKTYjJotvR6WTs2HDaJDlCkEiNfcz7xSW0kX/yeQoFacmJDWCT44WpFkX3261RRWKIYN5lt5Waj9F7QgsUWSemOtb27cI7bw7onFHaQBoNZXtwgFauGvXP3u9XfGKaBtkm+qSgFA6+oU0LA4guOJJwmro9JQZsORF/2PEUq59nr2rkfzNFxTmKsFdaDPQooh+kzcNGDWlWGukaAekUVDCQTkEYSRfOCqypg6kg1Yrb/a3qEkQD11cAm7QRagLYn22GrwA2b8gYYG9pr+dOaLkDx/j0KXF3EN+OU7Z+wTxb7PF7yxQ4BrVz+uQ1VYAA79ZfPwgkR31GyWX6XnwOxlBeBm/xxpXj3/lzVfIG78M0XWMaiPNhuACTTaGybnKU2h5P5P2BkEtzlmqhKCnPv3fJ7W+5uh2LfbDZw7yLEwOc7TSXERyzqJM49DVl9IKKM4UZDVOEvuE7fsZ7RPmxYTZTwUzrcrOzyGcBQ8ep8vE4XRf7Bvx2u7cN+Chu9/66S800q7H7XTLlJDwfPxDTBuPi1IDysRDArjaofTo8pySP9qMspGYfcnKY2RBixP7xxPbYa8BNwv6xY3tu7TGF1ln4FCbw7QJvEF2nR1QNDU1maSqrjCDOtiML3BC7/W1KkXQUIZxoGEydYIrGz+pIv2V9jB8mqyQKp/IXDUpe762LMC62oDQfM5QN9F74XPEKfcbY1UVKCVWnJccsg/E+ibI9QqwTSOfhY0ZIO1J5QNkAqR2UDW0zlcoDPpb2O5jh9xsBPwPxkLfp9TT5KHAhQhpJDZfa9f5iVPqvuN1vNZd9hRBrHYPwTrWr8LftgTHV6BW/dsx/H29n0N3dLf5zdZ18dgX0uXsxP06n8eW4GB0XJ17AOOI7tL+tX/yO3Gm2QWqipMGO0Ps56ZF34GTHdw7GGa2QjA4Q0k4d6yuAfWVxyCN/6yJC2pG3j3bC8e5PWQtpdNt1++SHHR5VzLGCm/6/uRoRjwv/+P88cnAZRB65uMeY6/686+PSq7qYgIzvd8wBoVDZaKG9gUseIUdkHg9X/uV4PrH/rlGm+bezmb9WWR/I8QAAIABJREFUFlYH2ME1JvodwfWiBMgNxM3NIDeUQdxZg5i42F2lW0fRRdbWzxmb7I9CLe5G+YGLplmArGTvaHlT7RPdNHYnHmqnJRnjISSJSMmZxEMpB60CVE0mncV9xF3m+/Q/IQGg1SQq7K4x1LUO1iAHjxx867KQwl/DKonoHHIYXl+7oz8rY/RBS9G7tKbGnRtLqYzOSYREk5tVL7itN9zl0gC2Cgba06RHW103K9QFllLgdr9BiHXqto4bdEqIc1P3moVaPwPWVwD7GIl+TB4co5tH8M2cX/7+HAE93rJL09E+jV2SvD9T147BQp8FhXEXnK8JPVCq27DyBnV0Vuk1C8eDKzVVdW9/x/ePP1DyBmsslFRN5FdyQa4XUh/LkD4Xayx0qSFPZMvK92MNgEnlgVy2k3UfN2+ubq+i0pkCxfQuClDixsS8ZpLuyLfJVk7xywB7nBLTtIK617PV4uBxHeeAFaaB8aSDGg6zR/txanXFy75qgPGatSwL6VUuAXZ34Rmvg13vRACPA2tiIK61NqGJG+l9pk6284USDgfwf9wE8HnN5+3YWEwpQVuD7bEj5AgbDUKeG1LcqDomQ3OXVrcwFHovbO3c9vRojVWtuK03SCNamBtVFyGPE8SZ2jNrsH5W4/tyTWGb/z8s4o5+Q44PBFdgZIBYDfHfNcemByjtWjqkq9NQY2y1OpWVUy1bKUk8aOJCk5WiNcRZD95CawGlFbR1MC7W93eD1L5Vz5LYYFyC1H5KqqTYdQtddTfOhymhsidMRijlIbXGIm9Y9R3SrJBm/SLA/u0vuN3fJhI/j0bYomf8QIwjwiNoHt+wK2B97mqfx7xfLz9dyLgz8RnI/grAfrVYNf5g6E4MMbIfcRc4nXhiQ/efkwhpo3LmlHFgw5EOcuwIsIvIEWCzPdtPAbbLsDbDxwdS+Q7jOj/NuAipHYwL04jlOOZxwfcxmlUduNaFnY9dlbHUnRypDQyoS0zN13a0GjtbjpmfAmwei47je+4uGm/gUoBLAcpbmOjhUmh+u8zDLIPNVxM9eY/1viKFjC3t2NLekqa8iTAyQC4WTkd4k5E8RaonvyO4guS32hEM0MpgWdYqCnEYo3PH4AG2k9JipU5voM8gi0r59+PPbfscVl42jyJD/b+R6FCgixRHqz1ecFO7yChF3GPvI0IgmzpvyHPcm3hZZGNI94NL7RgJqrv3ql7k4Mfqq2+rn46RX7lt5fRsf/iZsIqsELtnNV3sGTSoKpijlFIXDJSTWOSC23rHbb3jLlcIo1pHynjiFdLkii707HjA4ukYSrswjZ9j1naMIudXYsfj9PCKInIFoI9Am58f03Q5GCLHjTxsB6vCFDJy3C/9iRlgc2jMVwH2+LvTesnnWbfGmwE2Aevon/CulzM7jN5gdW6fLxKg0ueKK7iMf/z4d/x4/sCWtylE5rk98Xz8QAgbQu2GhtYVze0xA7Zt+8C+/8C2fQz1HBomPSr9GKv9qtiHPTjy3u5COWoelZJOwDhPiZTpT3ewR1tV/tzzlG6kVLHQk6/XtJaQe4tz5JzS6S69XlGEugiaxZi+dfK58cWOV9QhT+3aGUN5AbBp02V0grOlTQiNTtAqQqkI7zak+ETO3xHqFNFaem9z/qiTxTJZ7rId4Hj9Hs9zZ6sjTU4VNGtIs1T65NIolEwNWZXA+/2G27pAGk10iMZ/79ai2nQqBa8zTEeTRtTvp2GDq0mUsy3pKFhl0erP18auCRqbqQ1cDynTx0l7cIWclmxB0BlWBKi7hVxMTYgkJy1riDppFBkbkHsVOaiYajZg1dqEg8EqeC0g729Y3v6O9fYNRtxhxB1WrQhWQ653AuGScyFoXVHKQVXdHNszGuOx1nWZn6fJi2l8agbv3ppq08hOIlUEqagJ8+3+b1jUN6z6HSZ8EWD/5ddfcLu/YRVLG3VKuYKUs6KJn+Y2/VFRPXJO57SxOVmKrYW6CPArdj/+9Pq5W/4aYPcFKzR/Vlo8csltFNcA9qBCPwpHmOYQKk3EVYBNnqCundRMB+HiE59PYKaI/OwidHVRHSkeBLDjVLoe57ril3PIjVIRxm4I6QPGbjCuQJkEZRKs36rqmvlrBLq5aMSWwBz0cfTKHV9b1dX8XtjD+6Zk90Mf0wLZopGPjVZjvlokkmJYTbveY7FbBTtYjGWMhnEWLkWYGCCdhfIeJoYpXIi4l6lFC/OFdNt2WO0aYHnkxzCCp+AZvToY6eFUBwFk+VZvbX8/dVt8fBWtPeBNrFaZ1N1mFx6jFHVxK8Dmz8MIsPn9YICdQsQWE7aQkH1ACr75ffLrTyKn6nU7drF5E0lgOdXNw5wU1tO2HEy1aoouIPlU/w4LU8NayJLKQLwtkDfRvFM5/MdJC68cogmINcSAy+nOT/6MYmGqSPtIx/A+ttG3Mbpd+Fk4I5TEIgQWIZoNpLYsbKJuB4FnCoZhezG27Bz973taZ25WZES1+M8DbOpglxYjnDy7ntBxFs91wEyuFY2PHeh8zrHUcB0KioguInuOJ96rbWFpt2Rh2AE2Byk18bW7XttGz3Fr+CLfaUy9E9wBNk19Hgju2cqZHVZvMDIimDxVtHTBz35DtBkf2wf29ED2BdEmZF9a0SaXwntCDfRhl5hQw35i2FHSBx7bH3g+/nFIA/7AVjip9dEiqOn/Uab/ydU6HlzClnaESpUIMcIy19R75JJhLFEFRrcmng7/DGCH6KD0OhWHjFmnoQ4NB7YEpU23aaC7C/wEjF3hHFGpSI8yF2tV+DEDci46bhA8Uwc7wB47r68A9lwbnDmXlglaRigREP0Dwe2wOtWU3dSmHdE/UNIPlPQdwW2wg00g51jQudyjx52NNYirak+cq5QBOZSqpgFUUivc17WtJbrZFLKRAgNsumZLbdo6syoJZTWkoQ0/cbo1lDXQpk8OeWMgVjPVOdyuA2Yyd5irm0NwmnRqNU+L6DOiVw8nAuzi4eutvhuoRcOsBlqolg6phYaV3aJPLUtNxZUNQDu1IFqJEgy8FnBqgV7fWxlxh1pvEPd3yHXpnXrWlV2s81rZFns+u+SwNZ+EM7I6tUgYtUJJSuRcl28wmu4bu+Am/gZp37Hqb5D2/asA+y/469//ivt6xyJWCEVUkdv9HVKuTS1rnKsk81RJ56GCD+YrhaFbRQstx8oeiyz2xtER75rc6dhp5+V6p9wYAyElhJKNDN/V3q5Gd/sWo2q8gQu0+4wp4aozfgzNOHK0mTs124FRN4Z9eNn7mPh/CsuyQkrVNhNSKry/39ubfmVFdORNj+CaXVCsTZfFHxg26h8/YByMo1SEVAlSJShTIFWCDw/48ID1e62tdrcJfEsdoUwiTpLf4PwG4zKcL63Ic7Tf50r5iZSfiOkB5ykEIFwIU/kYx2jHkJrYceoAVYEW8874/Wo8shcCOK01/awaEe0qR0zZABsyQnogpCesr1y9kOBCRIg0giz5UUFlDZqpgC8MHUOnPbQwMLKD7OQ3OBUb4A6OR/Dkh251gNMB3iSUsKOEnUBADTrptwTqgztTsHjzIoRo1JHRF5Q62HayzHR25gQzl5w9sNkHm/jTtJgr4RrApt8nTFMGjrvXQkxFMb+6cqvNYG+omj85e6ZaSdaNlJxo6yJt2q0SZgp6eUW14OfOn6tZYDWKNI2xWIWsbiE9yGh25mHNxNjV7SmMo8cvd9/EaqFVAKcxfpV3fQnUDpzUUFNMg6Puc8mP9j+JIaPknYTCeW/uIyy0Kz7jmR+1dnxsD0QXaxJpwV72FhlOa/jWOt98yzUCae6K+wPApmM0BRxT8tj+1CgLI327kHvTvciNjPCmIJgMryKiznAiIOqMqDOSLShuQ9QJTviW3Bp1alXchhIeSJ4q2L3dcuXwgeQf2NL3Vjl8tEp+nzrmx+75CLKPmyc+L23bIDo4H9rkzDhHWQaqjsLZInbgQ6cLishkhZg9pFlwX7/hffkdi3zHff0GoRYYryuPNzSeN3e3x7pV32eaaq8wtpe1C5xZ4N0KZ5ZWRt9g9K09dy5RheXrNFker6X8/yp5fwmw6bzYkPxzet+cyjAywMgALTyM9HUdpnI6wOkIIyOMTDAywakMpxO0cAQa6/dwei4l6nquawx4dRfixgQ1IX0rYyxpV8YwtAYCCSCzbbBqa1TtRleapjSqlbKm3tdQykPLDCkitMztvjM7nNnbfe8eSPE7SvoBo0srrdIEoLWK0316nMGULO92ut8+ixlmCbBLgLtT2ZuHWwKiTAiS0r+dIBDO5VWgVHBpYBVpbaIzUzkt4bSEFguclq3DrdYbbPWrtoOzTTelOIvGR9DdbBkN0Z2sUbBGwlrRSusFWi+wdTPpnITWC5S5YdXfpvoSwP7nX37Bt/db2zkpbSiYQRBlZPQY5vucHOdjbn653kbo1dXOXUB0NJYcuyYTV/Cic3t1ITkr6mcqim7OBgY2ePgU4VOsXGHbRHnKKkgjmmKUOwWf+edyV/Yo+ODXsM8xdxF5PM8Ah8deo8CGO4a3233aUY0jm67U7u4oYzw2j3BeWSIdd6WkwN6n49rE1rFm0PyqXr3O+u1l+fg4FT8X0pN4U5/wNUdwcXV+HDUAV+/dWBM3rQJsHzNi2iZulo8bYnpWvl5sKZ7OdzEN0UCIwsFdV042pc6tnUoLe1jgA4xynS84AexYO5CldiXzizpTro4OACPAPnLZm7DKs7WSn4AA7/zJWciDxUbRb/Amt40C/V39b+cave65GNgTuPcVlHX+6Wgn2ANSXKOajJQTq6+dNq4A9iu/+Vcd4ynQqW40aDqVhvXp7IzQuaFzx2g8xv78RBP5OsA+euKTgLQHVzFfmmv0EeavZ80AOYnQebDFjOISvpcnHnHDHjL2QMd7hHx/X9jF5khPGSkoX6twSnBz2sBIU2kueQj6ydM55w0B6WwLnAjQd4uoM4rb8IjPCrAzgoqXlW1BcQ9k90R2T0S7TxX0hqC303F+PX1N/xyMxROqK4B9PK/43FKKBFtMT1uVwqok7lI0SgFfS1gQdgWwG/3OKrhA1IW1OuTYqKCqS44NlppPk0j4TKnjpDupGGBTBoIQ71iX30/gOXox1SuATTao+oIyys21cb1/0cE2Bd4QyHaqtNKrh1ws5GIJjwhbmx28HrsKuiOcGr82w6lU79NxcTOQC4FuAuSxfl2C1Z3/fRT6Ha/Do+1vs/+t0y4G2EcgyKJyLgLXdH9VEkLaCWBLEV8CbK4ZYM8daik8jkF9Y+fa16kOnfMJXiWECqTjoYrZkE1B1LFuggu8Soi6INmCZHO9Xho40yPqe+iLbIEvzqhK3ejPe2sQQ2gbsolqc7DEvQbYbD3ZNThsAcr3jZVt46n1CqHuWPX7VF8C2P/0T3/B3/9+g5S2clR614ZCGFZStGoJqdbqD0hj0pC3moxEQqYRYBOQ8E3p/tw+GrhmgD12lI58Pl6Qjm3/RrmoUdO2CgNsoAXKp1itlWJzv+icqG69ZZvv7xmcXQkmrwD4+/s7hBCNc86LBYMbHr13P9Fj9WSrcUTf+YmdGvNnkrKO1jmjPze/1rqjqrYXd3THx1evG22QjsVqbb7vY2lfE2qi1lEQ+ln9WYA9bcKG96L/LyOJGGyYuFmjwt06W70w3cQ55M45p0SOSVVMYWFqhLceRhqI+9qORReghDq9by19snXzw8si7/V0AthHF4BYgfUY6FIi2YTFUCdQMfWN8iDy4fS0LlCrcd91kY12rxedUC9OVNTZHjm/86ah1A5ojl1glVPCY9/xfD7xfD7x4/sfyKlUykPvDj7yB57bj9olPHvFHznBnwHwI8C++rpx7Ulpa/qJq7H/USdxDMLg42LVuN3Wi6/7HGBTR4+BcxfScvd85EwbE9r7OGowciyTniH7iDJUZt9b51uo0THOns7hOAHmSUBZeeBfBdj8fQlk2ybO5MkNv/dMAWHeJ3evnQgobsPuH9j9A8VtyLYg6lzBNAFuuzjYxSHUi34yO5LZEfX2svg1xwq6NPDvVGxd0z6hOjeLrs4r1XQzpAMxMWA1FotWWCuw0ta0pFrqbFPq8M8ANoNqGxVCsQjFwidqOiktpyktTfn0CWhLtTagLcSt1bp8q93oXtGrqY7PO7PAWxrHk13oNcCez/3OvT52sKPdXwJscdN1MxZP5yYd2+D1B7x+wusHon3W+kByP5Dcd+g1Qa+pAu65rO78797lnQW5547w+JiBbAeBPJGT0kBINQFsBtarkgS4dZ8ojsUbeZ5cj/xyppIQRWRu6HXqxAxSj/xs1g4kGxGUQ1CW1osWs26RtEeyZF0bTEC0eapgIlFHjIGuoWe6Op9YQ+Fw42OeTDdXt0qPHJ1txgnI2GC6wlVU43k/i+LZ933ED0JRUNBYX7Tp+w1/++s73t9WohTU3VT7x+u+o6VkI4dSck3BImGHswFGErjmxYYBttN+Uro3MU4D2LFdCEY7qC4CehUYQxYuelDpcgebOgGxqnntBLC5q330cb5W/nfRxvzPp2JnglHAMb52FJKNiXdH4cfx+x5fexSHEF3lOsBlFA59ZqPofWjqeS5W0HLZ6qc93j/W8XtcVaidYr51B27pZ+E6x+oXLd7BzoB6/BtLKU2kM04jUg1FuorYphAUDkEylVtoqkc2BWs4TuGqI+4ZfPjpMScPclQrA1z2q+ZF5FjNv9q/jkLOF37zo2As1XTHsSvcwFW1GYwpI+bcqF4sGkmpULCUImpEqHQwckwhHh6NZx8I9oHkn4d61BF/OQnQtvQcxLwZl17FeWsj4hIe2NIHtvSBR/6OR/6Okpj7uvfO7AAmS96/ALCZ7jH7KI812nDu+xMfH9+xbfvlhnfc+E6L+mCBd3RTODovXLku8O/GQjp6Pk6cSu6gl/ysSXj0fpIWpAu2gg8TRSg5jy0kPFLBM2/YQkI0DmoRJ2HxLDomz/Y2sajWkqPF5Oc1/h62ugJRV4soR6nagpEjzTjN8SYimASzOngVkGxG1AmP+MQWdmxhn+4XtyHZDLM66LuBE7511KIu8DLDy9zu8/GxOhinx0FTp3oE/ty91quDEvYl/7qfg5VKUIXjJnpo7yGMhTCmgWttu31ZFwPqyaqStURNO5R9BdMKylGAWChsuUoNptmQgFy9YmS7Tt0A9rK84/3991ZSrbBGVLD89XJmpe71JwCbXbn69KUgxUc9r2eAXQKtM9FurQh/eOjV1c1ZmaYrbdpi9wakk/tACXSb3HeU8Ae2+A+UQM97/TgDbFUahYKB9RFgM8g+doupeuIzf955YihWRe/1QA8hsSPdtvNCsT95v8/fS0rV1o9R6N1e59wFqLzGIZPffXVySs4hGkux7c6ieIdoNKLpoTm8GQ/mXN76KdzHVhtZdr062s1yUrE1FFI2Tms/CxUb03uP+OBqAjzRfgdut5CqbXC4vgSwf/nnX/Ff/vVveH9bsCyy7qRU4xFrrdoOlr1dUyL/xeCZS0eAehznGemga+y6kbap2Zm7yrZdrFAdx6s8RuXHs4qV+N5kG0aR4OoAsqmbHavCt+88WI0rq7/k6M08A1pbVdi6pYh9pY6vJ/uv9fT8scbv0dPKzq8nEUnvpn7m4DJath0pBMaQQTw7CTA30ijyx7XaT3XkUP6srsByFwDl9v0+A9ifgetXAHv80IyBR7zb5dcQkMv1YsJdG1nHQgopWKRo4R1dFJJTiL5e0KpLiTMzv3kEHyPA5s7xCLjZIcVr82lxAMFV8ffOhy72sYPNmoGRKkLUkIGjzr6sjjsWDD4DWRlZ24Q3ZNlJlmjRP5Hjd+TwAzn8QPTfEf0Hon/WelSbwnIqBoE8iTguiuzQMQLsR/4DJXyghA9EvzerrpEKcRzJH+kiI7hmL+ajG0IpCdtWSEg2hCU9nw/8+PEd+2PDGCxy5ZpwtVG+umgdf/YrNwZ+LdkCsoNJdycZGxH8f6XPQRkcEEKdjFSbUecR6qZvTwV7onOVhUidFtKtM2dHn9BuRxEyO9/M3e8wFdGGTPM85wAVtmGkCyldY1hzEeoGRFeetpUOTvkmYIw2IZg4PS5hQwkbok2w0kGvpn5dOIkkZ8Hk1m6P5VRCML2zTufnEyU8eofd9fPwetrRzQFCjIjVEpQAtW2fW2t6FDRvSGhaZuBqM4CbRNN5WO1UpZEVnMmqRwrwKTSbN96QkztJQc+DMK2Lzdf/2/2t4YDg9QE4z8XHx1tvJaLXiN5OAHsGOmHaNDPAHt1sUrVjLHHHllgTw93qXo/yHAKWepVIkzBaS56tHvkHHvlH5dz/QLSPqeQ9QC4ecnGQiwPTs3rmQb/PfvFMCRnpJNy15skyTVg75jLGVuorNQbHrimH12h7DYjH9YLfx5PA3/CUQkw1UiSOuGYKXfMayRGw5tpjwCNF7IGmYMl6eGUQjUfxGcVnRBOqcN3XdcJAcfpxPb9DnWSFQ5IvpxSP2qExDOkVwL4C168yWiaqsJ3pXEzZ+dMA+y+//Iq3b+9Y7gJKaohVUuBM3VloraCqhd+y3CHEUt002BHAtlEeLzS08BTIRUHcZeWe+rqDLAPADk1pzxwf2vEFSOFBoRw0Al3uBmK1kIL4S0o7rMpgVfqQSFiBQAow1bOWT0ouijFdB4B99kzm5L4Obk2rlN1UpXiU4rHtEaV4xGjgg0JXXKvp67n4ubGYWD9+7fw9LEUKD5SFq4vxeJE+Pu99Ve9Xd4d+0fMv63iB/KxaLPNQxN0kXicnl82podf88zEM4ei7evxgXO1Ojx+mDr5rhHHm96u/x1vx2IpHiqYuJhrRmwqwTRVH0Dg7DOCCnVAYYLBvLXe6eXFor/mkxgStq4ouVIDNARFnKhHvxLlDz7/fGGgx2oARpYQBAduGUeJnc9DwEezyEAMJaAhUUxHfbweF6lCwzlXiG4PAnDJypd3QREg2P1xj3EQR2dJHtTqkzvi44b4C2K/42GwTx1y8MZSmb7BpbWAXGufMlM53jKY+btRZKDZ+3/HY+Ph4fNzoj78PidL6+8wb0a3GPjNvfgTY9FmZu6YxxhpwMYdNeGvhTAVuA5geE0H5vM4xgdNCj8+Pr3tV3prKtxRQcoW3Gik4pEDTI1v9mq+CwKQkQeSrjjkfc5psL2mNi4dOe+w871pHseKr57xJrXvNAJvrM4A9A+2IV9MP73vzijcsVppmV5lsQDAUTZ2HJsIEFgKl1Y0cXtYn+UTuX8eJ55jAzB3tY1CTlCukWmF0B80j0DZqgVHLCXh/BWDz+UqhbHubah9zIVLcW8OGMwhGQS0Xi3L7NCQ2u8bx68cqccOWCMd07n+nv/Fk3mqevg8uanF+T8cEWw7oueqwsk5rBITWmQGviNYo5CbhFcDmjft4e9Wh7uv+1wD22OyL0cI72hQ7KasTCHWuHymh+IhoPIKytTw2V5BNhhcOdjHwwsKsClpIqGWFvN8h73cYIWDr9/Naw0qJYAyCMfBaV1u/YaPZKCLnFNKZkXAFsNm04tpSkswuOn1XaVU3q3+SIvLrX37FcrvDKA0lFJSQUEJiFCQpIepxRdxRzV1OCpDgse/3/R/48fx3PPL3BqRZ1DUuUt6kwRYnTiOVk2rV0iiGX+fdDqMLhHRYhILUtnpHulYkwIzds3YISOk+tp2DwxZHR8sjH0yrnsYWsG2pVSkB+yPj+dzw8X3H81kayHZOIkbTADgfY7B8DaB/DsL5RGeAf94MWJQSpjpuCnIiuzYuSgjzp2M9Zc/96Rq/V0/ho4uGHUboI1WDF6ORL3U9ij/TXs7m+eeOdl/MPWbPWHqfU/LYtoTHI2PbEvb6HlO3m84bF1zzQT66nvTHAa7utMeRF/Gs3WVC1p+trVDw0zF1bOTOsYWkWDvnmy3SKLZbEv3LUCeAqRm2Jl3p+plyjU4xAuwdKT4bmG5CGMfuFnO88chRdpY68M99x77xNMFMdmQ88mTHDXuIVB7B9VGoeOXaMNJFeOHkYC0hVizLHctyb1ZlWqsppGbk7b1yIBpj2l9Ft58t0FT7eewYwT9rBJljB5vdFkre8Xx8R0pb+zv7ZKg7PHW9S6g0nNyST3mjECqgp8TT0Drd/dw9j2y52G7veGws/loC9x1gay0qJasXBx9dWaXS7+ga7Yk3tGMSLEU5dy1EdKFt8rtQc66jGP/Vc8l3asgJlDNt5JBfMAtku1CVu56jMI4FtMHlJo620iHa3GwGgyN3JaZYvQLYbAAwgmsG2K+0G32tDNN5S+cnabHW5b1O89RPKCFfB9jjGk0NldfTTJ7KjLaQdphQ0TrM668dqAi2HefPGZ/bMQSkEFAiOSFNom3emNkx6IqtfM/XER8MtF6xrO9Y1vcqEiW/fakWMpAQogfsDECR7G79BKg70JaNInLUXR2paEeK2kxf653tV9SQV5RVazSUkBD3FfdvN4j7CisNsk+IJiCooWQkV5E1IqwR9mZg7wrmLiHebzDLAvn+O/TtDWa5tfJyRTIKxWoko+DWez1O3tmuAm0G2Uet25VZxRlg8zozswVooyFbab1CmQXS3v+8yPFffv0V4r7AaQNd2/XEg/NgdTcdN4NbQI1I1RFaBgRH3aUfz3/Hc/tRLZBY0JjbY6q9daHYn1LLBKtL87LkEXNwe/O25OdT/A7vPiBEqIEocUreSuWBvD2xPZ6QmrrbYw49d7lZnd3Hr/1Cw+DrSkTSKRpUpUSUErEPkdwMprVeqCO6B5TiYewKqW4wdkWMuoJq/WldA+zz11099/xI2B8RpbhWKVukbCun2CMFug3eICffjvVuEvmWvjrG98fXHI8Fb7DlgBRco1fYF24fVzvPK9EpUz14tOoCeW1ra6ZbFzzZMuaEXEp7rQsOIfoWPRuir3G0HrkkPJ479sfW6AAhBqxCNM4/W7YxNzklSodj/3PiNIfWBe6e8Vexwec6hgxdXbBZcDeCySOfzAXGAAAgAElEQVTn+PVzTBkaE966AJTFVxxcZN3YDfbtdzqKCvvPsS0Ug2vaCFlXQVLCllPjto/0CQa6rdtsaydBCizLetgwzJucowWkNa5Vt/zsizB3zlchpnOQj7ELkB3ORX5vj+flz46Pz7+6PxafO2OyKJ9/KRU8nt+xbQ+ESN701vmmjZnBNXW2t23Hvvfzm7vyfU3jCQ+BnePGNdXAkz5BC9P9q+7QuFlo3SIjJ+DRQr2yRykR25bBNnI+WJQSMQZ+bTlPG3oCRlSpgiX2jnfatGMMoEosU+1pe1mP8qj39+obPnpul1OxVe1ImxtpcuyOYS2FfhkTYUyEUoFCwAb7R9I0RURbWpfcat5MdcHXBLB9TQy0BsaRNS1b2PpKSRkTKH8WINc/E7ra9hGX2jsF7+RlTQDbSQRP1JIUZj3RmHRaSgZP0vpm/gyyecrmD5/zKzvf0WxgdPM65iMwx5iaQmFoMpJwnSY6oW0CrdNwQSMk08oF1UqZBat8a6XMAqFukOqOVdxxu9+wLPfTpptyOzyEWiHU2qK5u8e2gR44wq+ckY4pjKxva8LKCxHg2Ny6EgryYyU0lvcV929LzWswxFCw5PDjRMDuH8hmQ1YFxez1tiAIC7cq2FUiGQ27vNe6wd5v0Ld3BLli8w7FGjyCR7EGQa5IlecdjJ0A9vgeM164chbrf4+uIUzMNNBtku2cnDr7ZNN3h7Q3rPoN0t4g7e1rAPv3v/6tcV20kNC1ez3aJ/Eti09iyFWdSupYZwpyfJ54aAyuG+C2pfKdyGM0hw+EqgRm79Et/cCWfjSxFHmUPofXPRH9d+T8HdYmOJ+RyhOpPGsmPd0n1woWkMRWxnlITT63XRh2fVEYE7DGRCwG2aXEafe6bbkB7f2RYWx/47h73coL+HCumBRS1q18EHB+bXV8bUzq5fd5fkTsj4CyWZTNwvm1fQ2BcPq9rBVwTiJnh5zd1EEPQZ/q+Drn5OXrxuKf4ZyCtSSY1YOI51j2ohs93fe+usUkuBShvcNdCixaQjoDEz2kM9DewaUIX19H4TK+JTf6EuHLfCxuGTHH1k2MMSAmAukMsH0kt5qy74iZhILTBayG1LgQ4UKEtg4ukDVgKjtyJuHOWDwKTfFMqxht4Ebu8dGh4HNaxJkiwVxLBthK6xquohvANlXMOo+2B9rRRWIcdQWu6E+KOjzeYlluEGKpqVxi+lruKmi9knOBWqCtQIgUcW4rRWemJISJssPj9bHac3wh5sAI55pDgwse22PH9tjhgm8hEZJF1fX1Y7kaEsJ1fM7Xjd14jnCuAGcLdA9/f6rx9ePPiDkjlYJUCmLO7WeGmNqYnfjunaaQUmkg+48//sAff/yBj48PPJ+Pyj3PtUorBtq8sd0f+9Ro4BopM1f6ll60LowUvFTXlFI89kdu5xQ3O/i2lIgYXJ2s2XabgkeJNJnjyRtzvJ1WwzTOIvuALeSX9Ujl9PiRCopPSLYDibHYhzvZgmhzoyq0AKDBLzyGguWuoU2sKboZUgdITRaqDLKdzbC62/+NAJttx5hicHTAOm7o5s1dd5k6CmtfaXuOnWxrmEIgp7J2hbXr5CccgmpF142ZysjFft9d8Hj2N2aTg5EGd665UXOkDnCY1pjy2jjxje/f14m+rlQ6VXDQVsFGDZcNdJCnEnbBu/iGu3rDu/gGYZcWtS1qoB91shcYo6bPDIf+reLeuuDL+g6pRN3oU5PjtYh7FkEbzUFY7DhyZWH3ujhIr70XyjYTC85+kIuC04GowuEBJ6iDTXZ+CZvbkU1GUB52VQjKICgNuy7wUsCuAuq2wAuNoCzsquCFRtIOSTtkG1Bcos+g483zWdB4bM4dwXUXeHbt1chS4ONSLa24gz3WlwD2f/mXf4G43yHXFeJ+x3K7Ecnc2moEPtMDvHXVws/UNy7B6IzoezBGp4J0pTWHazDAfuQ/Josdb8h2Z3QiYEFT8s/hdTu8Y64neRaHQ6XygZB22JBgQyLLuHrfhlQ7coNKvy0oMwXh6ORxUtS2RcGcnmMO2wgYZj6Tgg/yslI2rXyQE8Cewfb113Ntu0cpFqXYCsTp+AiwfdCVcyVPxbs5vn/FRx83Dmfx5vw9pl2hVW18eVX2MF4/d8Q8yrYh5gQbfAPYwmho76AHwasNHi7F6fFVjXaPj+ezjjFp4xVzRCq50kPqBKTSRYyzMPUYBR45lH2jsIAKWBchoK2FC4HAUCqnLvXXu9oZ1sbZ0eXCJeOrHGROcmNfeWk0pDYNXNuQatDO1vjv7LLTOopDYIUPnQp1RW+i55mCQXxrWvg6L5wXOY4wV2aFchIuVF6yvRLSeRzdXGbv7f66UDvy1nloayGUajWCY7JGUy1oy8c4Pc/v6VhH8M0bruPrjmC7A+z5+4yvH7/eXhR/D5qgsPd2p9P0c4mdSQhsb9veuplHetXVGJ8AeJo632Ma7qsiZ6XRV5mCS3xQSNmiU+N0E9mxbRyL7FunOzhEb1vxBM1bTdQTuda0NjVVCg5bnO0Jj7WHdHpMxxKi9og6TuE1XLk6moSDPdzoYJH8DLAp1KrAuAxVAbfzBd73LjYnEPK1VCs3ib0ZSBwFX6+KOfzj5KlPp2YdB0+cmEpB2iz2Ce4Aewzs4NAObqyE03WjUyvGCTGvQ6/EZiPAPm4aViGmGp8zhpxYRvrZEbjP620XExPlJDRxHXGkLfGgvYawK97FO4RdT/Uu3rHopT2/yHvVgAkYo6q2jcN8KH2YqVHcWWcQLsTSpnr8e/HfcAmwx9wL9t+WdvDe/noxdZMe08/8eHzH//of/x3//b/9D3w8fjS9zHP7gT094VWAVxHJFmwVdCebKZyt6oyScwhWI1hiTeypWzmPriO2ZU34WjRV0OraBvmqg30E2KOtJQc18XXsuO4os0KaZaovAezf/vIL7m/fcH/7BrkuEPc7UUKEgF4WiPc3yPsNRqzQYoVcV9xud7y/3+tJ72F0grdsg1MqT22brIuS35DjAzlyR/sBeffQ65ioRCA62p2cAirgJr9det6qDUaTmbqzBaGmD3KF9FHrCR+31tUOaUdIe0sWDHEWzfFIaqwry6zPrLkmuxxHIx+262OuU7PdC/YESLlGrvRnLiavvv7KfeTsRmIr0NHNVJ3BzAyU+v0jH505Z3On35y4aFffwzrdRKjHIhup68j6XqFxPZ11k93PyBF9zQHtExp25Bgt9racsW8ZJacGJLedQEWoi5/SEsYqWEe/L0cb+2CRS4SxEkqvWMWtdh+WFlVs3Zmj+xm/d9xYGGMpKvdgqXjlofy6QgPYtLgQeHLBvwTY7MM8ClBTyqeLsa8pm+P716vTUCiFMYBDGkbREAM9BnbcaaaI8mtR3RFgH2t0fAmO/j/WhlNio9LdppQfMwUoxDSltR3XDBKHcpKba5SNz1732fNHAfD4NeNEjrUoIRf4mKA0icHFarDcdb3Q9k4Xe95yZ2rk699uCygOer5IjTaQ1MmeaSHM2T1yyUc+uTGmh5iJG4R4h1S3Rqfj5LT329/bxU2qtYadEF+7xYIPrj7e6ga0nVHQcp0A9vF1yTlk67ul2KHG57L1k084ibccgvIIisE2VbYJoaa7djDgT97goaaAcuItJcg+GtCeEnKHMCFK7SwwOvxPAtizVeRUHAak9BD8MUdNXxXZ8pnpPZinXWNdZUWcJ3DauDah5lqEGkqeNrrTlPTwfY/TwCPAZt0K//9s7Zw7H6C0xn1Zm5Ui1yoEbvd7u0+3EqQ7ku2zwLoPKUXTYxy1G/yZotLt/zKGgR3fw6NV6MTTdm7CJld1xC6TP7T1+PH9H/g//4//C//P//3/4r/9x/9AjuQYtZXveG7fEaqdJjvzlPBArNQpqy1dv6NHiESJISrhjnDhuqOqT7hp17r5/fhMk3Wmh/Tr3v90gP2vv/2K+9s3iPsNy+0N97c3aCFglYSTgoD1coe4v0PJFVoRV3FZVqxCtYskRfT2CF2yzelJV5Zjg6sy15uM5c1ALh56DdBraElJfojjpNhSTlDK1X9yqwB7g3Mc673Dh2evSAtW3r432shYMe0Dn+u6k3gFVMYF6Tie77HSnPzWPShH8M1pQlcqVvIZT+3idVa3nv2xX4uu6ol08Rx97zqO+sTF4ArgHsfBZ4vD2V3hWLHynXvwz7ncBe+dQT2Js3oyIduKuWptl31/LvsBVJkOwpLzyNYhW4fNB2w+IBmLoAwdixElBpTcO3TbRqD7uW/tIjFuNlicRSIxi965p3Gp1gu4s8uc0wYWuCvX/re9K3zs8BhDFwhlfatjJ3s8X48BTlOHxtnhXBrpDfR9jx3sY0d9tKXq1S9S52IO+kx/YZcAor+EJmAaOZg+5kZV4ZHtzwD1mGI52igGFxovlq0j2aZy/LlW++nYkVfLFAB+PbsZHG0ur+PCP7e/5O/Dv5cSZnAvoAAnbQIWobEIDeszUnnA+gylPDiuXauAkSJyDPIaEyu5tDJtk3MVwGWMuexwM+eVE26vBMdaa6xiqePvN6zyHat8x7J+w7J+g1R3KL22ixwD65bFECy80ycg3S00z8ePYDwY8uulMXWvEWSPx2aAbQaXBItoPLINtSiAw6sukGOAPZWNdK773Jo+Pm5wPk9lqz1tcLkB7Bi2Gh7CmyQFscoGpE7d50uAHS+ve1eTLzoX+6a2WwbqVkTHOT8+iuT5sbevphwz5YPOz25x15OIwyncjAPSqPwJgI9OY9q4y41FX5/4/3fmdDPAtMZ/skkJWO4S99vaOs22AmJrfKWlyCZyPOo+hBC40j+M4SrsGsTAc9bc+Ol7Hj+H3rsJQH6lukbGtw3af/33/8B//9/+d/z4/l/BYUDkW/4gLOgLOGbeG+aBh0rJIW2TTx7G2UZ18zX8jOmVTLHkJoIL1HC5dgf5ecLxVwE2b+ylWieArdwK5b7oIvKvv/1Wu9YC97c3vH/7HeJ+Q7Aaaq3Aer1DybXZ9XFcq7a2/jMKwsHHOLg54cpI4gAp4frjGmnK1dOwUrvlZKbkd5TwQI7ks6tl+inA7tzsx7SIhfRA2T6mBWss5iweu4GvPkx8gRKrwrJIiFWBopD7onCMMpfSXHbGj4EXYxDFVzrp42tHY/ljiAUJA8TwAbSnmq3/ZjHKaJt1DOn5mdgpRhIV2hcgm6N8r4BnTgFbjthzqjzJ1C6IXhkkR92mLSQ4qdvjePSUNhZZG0SlsDmPZ0zYnG/HiiehS8nER00pYtsKHvuO748HSozYcpzEn+zKQMLOTo05Wi82q8cK2scNxDhu17rzkhvI9iyIIwDMIkTNYNjN4Poq4ZAdJnryqOr2eIY+0yEXGBcmgD1//VbdQh6YHYCqDd/A+x3tFufPD0cMj+4iM+hMA9BOaWvdjeDCTzvWR6DNmy5KMEzY095Ea8n2kSSJ2PI0mhyPb4HEbnycOLm9pkCF2s0cjx1f/+rr+WvH7+F0gDcUYRzCA9okrNJjlR7KJBhXYFyBkL51Pem2HN6/vhHiGkfmzs5BTUeOo5RyurCNfvMMEK7ANb825ohF3iHUgkXesMgb7us77us7FnmDqp3qHlcsThQRLVfI9X6igjA9RMu1da8ZYLe4Za0bgLarhJN6qiPozta36s9pBEWiK96sc4fbt0TXVwC7U7bsIUwtVPFwqAC4fRZ8v291gFhNLQ2x6uka81knuoHIUdfhM0aQbbXHlsgOz9tQebZ902Akxdpf6xxeW7yy9aDVF8I6yw4/I7UhTAEtvM5YW9q5zmX9NlQ5AfAphdjFyW+75K01ACisavt0g0JTtIBcU6q3tLd6bh/YywN7ebT/H08ygqOwrpxy+7xoraeNKwPvIzCeBXv8Oe3n0dGO8xUvmfUzY2rnNZi+oGlVrU7PS8hI8dHWGvYr9weR77jWjxRFW525WEAeTlTdbnlojG36geOE5qsd7FGsO/79x0ZXjG5IML3XqPQbVn37cx3sX3/5Be+/fxt42Le2cKlh4bKG41MpYtU6S8mJsXKbXQei3BWmwBmKULe6drEriPYmt1j1UcBxrLHjHS2JKaN/Qqv6YfP7TygiBK7H0ZuPG8ILcD1ekD73MZ13/T3+lk3lU1WCs1/wsxXZmm2nzh93FFLap9vrLuHnNe72W8drsoPyQzS3u6yRXjHSLWKIlyfwKIKaLfFmU/cYI0IMfwpgM/jMKaCkgC3GBrCT6+NcBtTFxwamx/sdYBOQduuKYi0255C1hltXBCFRfLX2qhxVTtIrecP3x0ftiPrapbHNxWDLGSXG2qGZqTMjhSZG38RkV24MKcVpXNhV5rS4aeMaNYBpIq8A9hFUtQ7NYCPYytH34e/HAsfjBpp9sEeATUlmpXemh4v2+LXjxf80vhwuytMFum48ecMZ/NcB9jFhs8SELWbsoaC4hKAcnLCI2iPbiGwjimOuLVVxqb2eX5NtQtQBUQdkm1rxsahDpRCcX5NtQnH5dOz4fU7fz0R4k2g6WIGG1HGqVXooRWtQW9OmycL5PRnXMT4/yCmkA+ejmOgIsMcO9giwry6ALjiihLleq15xl3cop9oEyx68xXlKFioVxCjRisGzlivE8t7ANbs+jADbaQ2vzAlYX9W4OeeNfNAaQauaXqdb4AYn2fFUzdszuCaKyEwHYsoO2VKm5kaUB5eTyef7QsQ2iaL9dVe1vf+OON1MORldTxhgM51l/N0ZKBpph3IHOsyZfz5+L/aRPtI+ZnFebCYKlISYW9F5v0GbAmO3F9Wv90y3mR8fr+kBroG3iE6h6yLJ6Xyu4UlbKniUvdk/bpke72VvNpKj+Dq4gBwzcsrTxvXYoR672kfaz8jBfjV1IEqZvXQJ6fRVBsyvNRNMEzlSRNj+k3DLdhLo8yZv5Lbz7yalwbKsJ+qmNd3OlimfYhVQUkJJ2Y6N1JDXE5rXFBF2ERk3EmMTa9zUc/2nKSK//vLP+P2v/wZxv+H+9g3v3/4OXY3/Q/V4ZCu6bcvYNuKhUlJUjXitF+SJTmGJGsLdaRY5Ok3Hu4l7nOJmR29RDq0Zj5f0HdE/e7fMb/BxnyqVD6TycQLWLCKxvnwKsNnDdxpPXwCWbhfUO2zkCPEdJX/UBKoPlPQHSvoDKX5Hit+xlX+gpB9g72AGKkcQPgPy7jX8Z4u/zxzjWpOv7DEAwk23r8Ikwk8ANkd1jzHYY5w3AWz2J7enChPPewbbJbHV1kwD4YsaA6rx+AlwGYNkNLK1rcxyh3y7Qd1WJBvpwpZ3lPygnXqi+8/tO7wJMNJAC90uKqw/iHWkeuQ89gWcFkD+rLzyeaXNmj9NP5hPq5SFGkQ6TBEZz8fxHJ03hR7rfWme9y08xIfGd7MDYI+DA0KnSBSw9dO4iZvdRuLps+Msj/d60Asv4jxOHp0gUvDIh4RD8qyNmJMFvw6w91RQfERQFnoR0ItAULaN+okOEFo9UsEeMoqPBLyEmYDvK8B8fM0RYI91BbLH4wSwA0WFM4iqVBFyTYpQluxLraP3hN+j4zlwNd2Yp3XzJvnol3zcMPPn3XvfOnCvOknGGGirO8AOupV0CiZa2OiacPhs31mtzCpwHgWOLHK0RiF4W32+3XTBtEaRVag8FztpcVmpp/WjAWddu9aOIqKDVhVwG2RbN/Eh1qCt3FKMZ4DdRfbjOjGKT0v19R4TM6kD7E6f6f5el5e0BX5/g+uiSQ6GG6lJR/74EWB3kO1gpO+TlXpLAT0dWB//B2MH/+iEQY9Dozedu9iZOtiaSqk0ldG08WQLRGszvJ8fH6cG3Rv6Omb7DLAtnCbLQbagjdWWdssBOflTg4jpg7k2UEZ70GsQ+HWAfQTaxywEvu3VJ89Hndn4uFNaGaC7NgXpa0XBtj1R8qM1V6+Eo/OkrIvPx1ArTnccizJaeuLjKG4c7fmunGNeAWzOfxipZ1f1/xtg//M//S/49vd/w3L7BrneGmeNLHgI5R+5oa6KtKRmxb2vnCb+x9MO2+kAuRgY6cGJWEZ6iJuGXl37IDYg7TK8STUda5+OszvJXr5TBHPYyW7GBBiXYFxqfLZYxYzO5/accQm6crf4tV8F2McT5Ai0eWHKccNWPrCVH9jK93b/sf07cvxoVdIPPLY/mtcpBXY8hkjYvQLjx+k4p1t6tyF8oVhYupXvYDU6getURQh+uniMdQQo0/OuiwyO46cxpvwKYLPNHvtRu9qxHusIsEeQTRdSP3nelhib3y3z/dgnlzvMVHXzYOxhtOsQlIZeJJxwSDajxB050kaHNyY5PuFNgV4dnA50cVHUUWSPd9o80hiXwWeou3ruFI0dJ55WcPFjVn6P4JonJH1iYpu38+gBTSmJBbkmYI7e0NwZHt/n7GPdkIQWZDMG4SSfkGvFeoxpH2xrRcW/Q6hTj9B+n/56Bmy9i8C3DJoYKOUUsG8UiuIDdV28tyeAfdwUHikiHETCISTBOJpSGAsnFZxUiIbEb8nRc3w/OeLkk/MEfU00bupwc5c723g6TkUAO9nYqvjUagtlem58TbKxp/i5WAEabcxy2VG2B8r2QBx46m4A0rTx3xF8HM6J3MfVsYd2WEPc0uBjm27195EmOjnlyde8u4uQ6E5rjWVZ+wW7AeyBW1ujoBe9YrUCJtqplKsJhFUwdnYJoGtSGLjVDKi5ti1fCpd8sCg5wSiF4B1yjK3I59i1SiGQ4LkUbDkjVy5/9hHJBiTnKV2uptrROVQ3+DEhxzwlCbbPlO9BPkcxdgwROSWqg3aAhdlW25PnO7+3XNcUkQqyTTw0tMqpy/wzgK2EgRK2+XR7k6mBpmtcue06g3FzzsdHb/pTabaTo+JQO1pTK8jWVJSl0cvqPF3r2IHF2TR8n+6NT+uohlbssU8e1eMEcdzcGUNpvkatCF4jJ1s9vqlysijFwXqBkDRC0sgbPfZBN1EfixdZ3DgGTp03lW76HNF7OTZe/OmWGy4jlaRvYPjz6A8TR7pO2YHOoWqjZ6wR2B91KURhquvIRBMJ7ZhRnV7UEqBraJRRGuK+tuc5MGoE2Ebptjlp9Eat2//OOjvdkouMgqoWkwywRwH1Z/zzEWALfYfQX7Tp++23X/D29tdBhEU7/9HUf/Y57aCH3BNsV9ROOzzq6pW44VGeeG4feJTnVFfJWbMTSU/S6jvh0sAKv/ljsUjn6qQYOW98AvEO7Ch2PALrq+4PCzp50egnE3HQk6dIVuayzT6oqZ4Yqo0GeSzYTfap08hqf07k08rSaw5ct3ER58fe+hoNW3oqlfUErM1rFf1IuRgpGE0AZNhPuL/no2/ukSJypIl0n1Y7FZnsE0f7ysaJk7MYZHONvrfR2ZfF9m7BuAZaGORkS7zXaJmy9EQOH/DuCWf2Jq4Njn3Zy1RxOEYC3VTBd0FwW70t7fwY+clMP5nTtminL1YSFTOnnmtcfHj0yCPJ420bUTKorqNuPwi7SgXZyYV2y/e32r0tFVhE5wcQQu9B8ARwueMwAuAc81QxhMvx3FE0ysJRtrw0LUK7AxEeLx6LAIlH8glG2jZi39JGk4/gp3MjVx/lHPxPn8s+NG5/d5ugbjcJ3xyCsgPNwDeAzReU7CN+PL/jHx8/8Ch72+CUmLGn0l7DGwIS8CZsaUdwCfv+gZy76p7XN6Vsm2Sw84tW9P9IIWLnEXba23o0rk+d+95TQ1NIU1FgzTZ8rgPGVNHuMkPHpNQYaRDOByhrsGiBu15hokX+KIgb2W5Ko7BI8h5nu0Q5gG3Scsz2kLZSGS17Ch9CwsbzzRjVNEVcY6JlP/eOY3PadBB1ic4nKw2sNAimT838If2SEwVpHF7Bdd0MHjeKY43TlzGX4lijzzt/3vkYPw518+wrwGbaJWdWXIHrV8WiW7HqagOZwZ7d1HV2QwPAN3DVAH7lYh+LwZMSGnLRUMK0NMuZglJ1WjpRAyl9IMcHnE6NdjpXql/vYJRpqdRKqPoziTrE4nzSmq1tQ89GAN0QgGwHc7bNCjdnjRAEnFuhzA3Gr/BJTbfGC7ioKaSm0p7YupItf5m6cZ1OyA5Hvm40qFj4auoGRCmiEJIjUu9208SR1gopNRlPuAdieE50P2vz1JTkUsrTz6lNHhZxsxCb3xunA45C7vHcGSlG/DmKLlZ+v223L0vNHekZYJOzl/FUZItI3uNKC0h1h1RL605LtWJZ3qeOthB3SLW2W3YEUzWJU6qvUkR++wXf3v6KZX3DGAJxHG+MYGdeqHTb1U0COdsFEd74zh1r1blZvDtOPrcRO78ZPF4aP/x9xDSbpTMIPZmiH6yuxvHK504L124irXt94JZdLU7e9AU0VmEWG9b3EbkbukCj+EyfTiJRU+U6gDjblI2PqXNHVIoxpXMEzUcl/ZW456iqZ4DtD1Y5k5BpoISM/rrj2PjqQ0L/Dz9dQMcL5dzJ7mNh5lgeY5fHIiBuG8icHQJCBUA9gTRH8lwngF3IvcbsFVBviHYbNAJbpT2lSagbLSWY0uvpYhZcp1GMm5Bj54LivClSl997rXUNWjHtgsTUB6ZKXFEm+saC3ksnNewqW7Ed2fdtx4/9+dIXOFvq2rEtWqm8+Og7F3107RgFhiUmbLkgpzitJVcikytg1ECOsyilTLzFceSqpIRRqoFsLVQTYFEnexaopuBQkkdpSaa2xjr3KomOl+SxxTB0s6mydUjWN97uzOP1SJYnANxZD9hLwffHA899RwqhTVx4I8jvY/f0rhekCl5jSDha7o1j3D5R9BN9ykjTxvbUBHlgS3ulPtlprR3X4G4zdwgksf7UlDjan/HUxVlf/ccN7nLBoldorxG3CBso8Of3t2+4rQsWKbAq1UpVTiltyM1UU8dJi58WB3lwUWdx3tBbpw9VQ7Bs787NXdqE4GjDx6mbqnbVlFbN33+cqnHC5PH9JzBtp3p1jBKXBbQQGL3fjzkW0QV442FknyD3+nMAW0qNZZGHKZsf3Gh020OwmUgAACAASURBVFgxt7yfj+70exqloIWgPI73O8RdQAvdQNUYWR5dqtPDiC0927SbjRWCSXAqVJu4BKd8FSybgQIkJu0ZOaUtWNZ3vL//3mxVfTCTJz/VUj3clykAzvkVxt5h7B3Wr4hFQ7s7QlKwfoX1AtZLWNf5vwzyeM1jMeEIsPm62G0LO0+d3YLGxyFs8LHA+TRR/YjuShQZyjJhgP1o03FnM6xLMC5Caje5VemBosgAez43WIjdefjjeXUFlsd15UxBui5rZiOGMXvEWAnrFYynICAbNYxXUE5SYIy6NZeio5hzrGNnezwuxBc72L/+9iu+vf0OIZbaNq8tdtPBijP9m5/a59Ourlu+WWPqh2Q9tfhpt+raP1EuClqY6R8rFwW5KHgTGujWwkDcJYy0yLFcAFDV6sylOiuWj13pV8D6JBCpY5EjuB5PgOMJwpuNWBOIrDHVZePMbWQwKoQ4AVAG2X8GYDPI6fZKxCFksPxK3EOWdUfl/J8H2Fe+rCM/6isAe6yrjR/TC8bbY1fLNj9cg2B1EygV71C8Q3YGydl2IUp1x0+ijdS6A86SxmASHQ2byK60t/U9J4pF36lXAd8Qczy6M7CA7DOAzaCaQfYInl5xklOIyHW8nX2cwDUD7Gx9A9j8+BjCQe+/OQFs4sYHPEqu9Jz+c0eAXWJCDP4Eno+bqGuATd1sogikaSMybkKFoOCG4B2Mkg18NMswb5DCdRGgVoheInoJ71Z4tyJFhegVvc4Ziuyt3NuRIjByert9JIECBtgpEI2B6DA0AeBUQs4bGN9TBiSUtGsRBmW9WAXEKtq6d4w1NmZIsGQwI01bp7iRMa6x4i7bunx5gdM9cY9dDY6uStcA26C7AXgIJbCKO5QRUEZAKPILFkpikQK3dcVtFVhrsqi2rnp/ayxipcCOytWWWkEoMRQFe1C4h4A0onWyhFrbMW1Vswb9mX2o8ab5sY/2jDwaZ39epTV8jCh7gQsW2ioscsFar7O0FnXLuuM5cKzj8TGZkpMqdc2quEqu7FXXbUOd4BHc/BmAbfXYHLmiUnRO+TzFDHX96gmbY9FndYUWAnIVA16ww3UttN/f6dBoLtGWZqIQTIITrpVZddNayNtCOR9irdkft6pB+x1v3/6G99vfml3kGJCm9QIh3od6gxBvkOod2txh7FIBt0AICt4J5GRh9B0hKFi7wDvRIuOP6xs/fgWwR/cQMi/oFJgjwI7pUXM/uhuU8wkxbQ10N8cWPdNGXJ0sK2uwKoFFrpBGQRra4NJnmGwOw+H8uRLG8mMjLbQwrXgt+Zzjfyy63lnTG8EpO5QSUEoAZ364oODzUImAtnYrhL5BqDu0FuBEbh9sA84MvKlzPfOx+TVfBti//PLPeH9/q4lC93phorFFV2hLyHVpaUOcODTyJ4/36YNCxQCgA2zm38wfWrmotrhrYbC8r22Hw88v7yu0MAguXHZ4Zz7OecwyE/vDnwbYnXcUm7KbAda4w2Zg1TcQtBOn0aKnDkYLZjgDzCPoOv5dY1jKK4DdI6T9CWA3kG0cfL1/FPzw82ngX/NrYx1hvqKIcBjFK4D9mfqXADo7a/jTmHZO03SnUTAvWldcKu9ImJKDRbQS0UqUYFCCQXYKyWlEz9HLxCO+cryg//fZ23X0f+VbFu3NiagdoBzP3SuAzXUE2LMvrZkA9mfFnHp+j/l95sqD8woDci7aXJk2FcgpoOSIkuMwLehi2IlTWivGnwNsPnY9wfBNKNQ/J2Iq5wz9nPq+KLkOPF2PFM1lBa/rRVAgeAFn7/BurY8lUjTIwcKIFV4rWCWgljvUssAqBSUk5CoaKKD/ee9w0nnl8XgUBG9g1NpCObRcoOVCQR5D95E7ldSVp/8v8zdHu82R1ynE2p9v3fyRUtA5ttyhZoDNDY9XfFyrbZu4jFQ37mDy/eN62lM76fNOnNf3oZvEfEmNVUm83xfcVolVmeaasyqDVSnc1gXSaBjviG4iRet6EyCQnxaHWnGRq5H5SVlKfHU0ISh5w7Y92iSBwKWpJgD/H3Hvtt24kiQLPp1zqrr6UrUlgkDcbwBIZe6qnp75/1+zefDwCI8gqJ3Vq9fMgy9RICVRBBBh7m5uFhBLQCy+VtAULLvZ2g3OUHCHZO6aRG9euih8XEZwqoX8GX5+/HkG6pXGWVV6qADwnroxh2/X26spB92jEVf0QN7buIDH0buLHDO1ZQx6n7FVsWdJ4GBGmUuqXls4peGUBul1G0hlGWcU7vcPKHWD8wrsWhyThbVrpRbcG52Wj/FjBuIhaMSgEb3GUQKcWRG9rudH03nI4171SmW6Hrjsg4YZOZ3Y86MavFARyFYKR0pnG4DmmQwG2SRKEYYOf0+U6L2kHKDMhtv6iY/lt5aoKqNqwWfrg9Kim3+lHMPBSTtHB9hxwE2yQDUHXX/1+ogeKZIr6F5CC0peiJITsoYNK2zYGn/6vn1gq1KgZU/Yj9IAtjZbM4szwkyOH1PXixLlf5oism6fxDnRG7QmpG60QvSe2jfCTYhlTt5NXjpDwNqK6U8JtokbSe3JszxQ4t5ANS/wXK2WXvf8XJyE1N9N4F4NCUgdx5lf/R2wHkC278NTvInOGxiT9q0yLRtvVs0VJIbgoZTC7XbDx8cHlmVpQGoG2AyymCLwnYvdlXuhnziBkifoXU+AZMi/wa/h35HEQCODanJjOhvA/g5My9fKOM8Tj8cT81QzB2s4s123VBp5B7AZxPEA3Z489mCQvcYeDPZgCGQnh+jJfSyHChQnsx9WMHi3+X2/4fXfO1f95SbEX+cKdrs2BMC+sgL/I1WNJK6RK05nFNcNg2SO6MkFbD/yENabVq2z3jab4pQz8l6QchaPI+bk/ApoywHImUpyHAVSwm12ImNDJeaKe+eQE5kUsf5453u7MZLF/f5XbNtv8H6F9ytCUDU0QjDY1lvzB9jWBcvnZ5OUWtetXa805FmNuGpykVPA1+NASR7OrLD6Dqvv0NsNVt9bp4USvZEPfmQa/ORCRyt41Bjd2LijaIfrhKqAfTNkgC2rSnxcbphMKyEnTCHfZzqonoehuIDBAFtK/Nm6acVq9MA679Y7bEZjVQSuXUhDq1pbet54BxcDtLNYthXLtmIzGi5SBY6jVeDq9/w8Aeb3IX9HP07Xdc4Zj8cT5/kAG+hQYmcQkkU5E3w20H6BzxpxN0jFwLoFxtzg7NI6I88zIkdduyT6JeTxGLbhOe6wcFz9bIvWoZEUlTgUAGbTmKvwTd5t1Epu92+8LpyM61ynlHrnYI2BNabuR77Npchh7TYoHUqVqywDsJac6+j7PFQ3y4l17xQ0nbon5OjhrILzGmWPLdiZmB2P2Y2YaSPO64FC4rxGDERZLCnAmQ3S6TJ6S8//AcCesU3/ngo9NN/1xFme9fPIxImOnOx56rSIGY2uOtWHjtl5l3GfFRSq5f6Jz+W3RqOixH0E2I0qNWu9T0B7rEpz5/U9D58wo8HIfBAFwkaTcghVgaqv9aYlPOymzI7Kn8tvuG+32rXqakXKqCrc4aGteemIcceM45cBNrdElvtvWLdPQvK1Wh2CR6oL6WgFaoYFnoNPktGqgWoG1hJgcwVFngxuIUiaxczh6RzsONy0V1rLs7nBGFfawN+D68FW1UsqRmoAm6WUEvNdBahhh8GSeNP39cI2DUSt6zq0hWS1R9IrfgVg/2EF2Y8hwTYteEJ3sj7PAEJukhwMmDl+rVL9qjZy7Ecd+GT5sNFAQRqlzABbzglcAezmBJkCkrdI3qIEavnvKWAXfG6+Wf8IYM8VJapIdoA9Brub+fY5fFfh5+o2Xxcc8vzPAFvSg76LX+koyPcoufQ+uFqdCy+tdQbY1lM7PVZQHXNuEVKAdPeUzqH8eHYInR1Gz3OvnDuZ3DOwdGDJM5abUptqLVCSlAuXwcChV6y2tlhThap26+oAFD9mqcHOEw8IgahA8/XaZwg8YqDqlrMrtLpBqxtdQ9Y0Go6Moyqr5Eyf4TvO4LBxe8nJjTSo2ChLvfrE626JXf2CB6PlIHUKpCrina9rRIQ1pP7AxhIs5bjnsx1jDXTWM2fQkHPCcey1Ku6htIEyBspYWBcR8w4XUqtia+ugra3W175SRhTu2wZtLUJKL1bZvxLS7W8O+Tpf7415bobWGU0t6uLgs4ZLG0y4wwTi5Tp/RwgbclQN+Oaovg35GgmYc1QXAPv1Z3twMaBTRyQ9hakoV/QNGV7oJ/uqlczHUuxDndZQt3Wv6zp1BOl5KRX3WiDzL/vvIDrg+5Amy/2SkhPJDqaq0NV0+av0ZDMpaetg78QxtfBqBoTvJ5lIzIOPMqllSmKKHs5oQVFkF0v7Er9Wwa4Jqo8vwNUqB29D67au60rDzWImgt2muZPEaySbwnV79K5kIi3bR1m/zqn3Ay3yVX3mhTpSZ0KuYgTYGiPzQcYIzHnOJlgPUzuYXHzRYqB5XRcosxE1LPS1gweqXQhtTVHG4L5tLValsCoFZcyvA+zl/gFtViz3Dyz3Tzhv6hStgq/oniMkqi4YUc3mdqRSG9aVshyjRz3RGWCTC9TItZEnhY/LY8P3/78D7NTaG5KL2ygj1g+ugmyKIq27qc1Bm28IkssY6zFaxK/UOFK8poP0CvnrZyA/n6vK5XyRSx1KPqY34sZZYy8/79cN59eBXNeBla5zB+S0NLXGvgfYV/QQOSRHwLn//yxBxhVa2gAikqieD/SQqgIwU0SCtQPfl7o4urb7ZQXIVUWBCGnB+11HRkYIF2DZvgLuq44En0vfFs//PsD+3lqXNgRfK9iv0Z1B2d2zA1xprOOH518dR904gKJVU1mRWrBqM02BhzTIrx3DWsck0GYjjRb6BkrHc054PE+xIVty6NwDcu6bNQ/f0OuIIxgTbeyygk4zAxpGr9DbWgfWKNmTZioMspnDLbmBtjogysoYK7IQOOpdNBq6zkOlmgsc3nZ5vm48JeQYhREQdSMPRFewZ5JX5dY1B4GeKg9apSlj3GGr8pNUcHIuYNsMtLYw1qMPZxVo7bAsGzalGzVFDrfLwTofYgtp6pKqFfNspU122uEPw9Xf6Vxoltfcxcs5wtoNxq1wUcNn4n+asGKzN2h3h4sKOVuce8BRPHIkvi7x/ivPP9uX74/ih+DXxKCGkD/3GhJcd8rakfNARZKDhxzyGH117fyz7Fq/JlJV/ugUxT0XRB+gN4XlcxH3IN1vIxWO1bXGfbfx+02oVJDuqcFmdSXWYXO/ow/kjWssdV1sBWK9uykHDdf11u4ppr5IR8PX9bpjIlOrnz54GGuqHK1Uzeog+3L9dK/rvvxbXlC8JO3CqqrCwpRS49pnx8OnUhSCH/O5oESZX0MysYSLulQsex3ISjgX4+g6eOXsvxgOTYOu3+GQa4Dta1JhK7NBtcd6pao37xEzZY7PDw0d0zqhNfHLvbi3nQswlj6nTZkWvMb8IsD+Ez5vH1i3pQVxTDY6QUOLLNR2Gw2hcDVb8ke32sI2Wl9I4Vj0YYX4WpWu31vlBp6OBNxt8Ma4iwv8f4YiMkvzzQBbTs/SNHau2Rnpf1rlEE3AI+2DQUV2AXFYhEJVA+BKbWzyWiRvlYQ1aOot9pwbwH7Huea2/lwhlpqr3wFsCajluWOA7Z3HYOme88v3UgP3qgo/K88QmEpDK1AOGX4HsL+jh8wAmwBjr4rPTpqjfXc/9zMHX9r/MneRzGfMEFe2wt6Ogv/vAPZre9C9dDDma6CrCuiXkADbvwHYc0V9ANj1+qG2rmkdq7ma05LFiwSRf89eyNFs1NHugI6DEx9OeLyQMORKjNYGalNYV4X1bqC1r2YStCFo7Qc5Tzo+3vM8bU8T97Tx+xCaNJzUZPb1cykl0zXVKEruRYnC+ZEK014bfZM/lZV7azXuyw2mJWkKs2Mh6z7HWlUztbXrnaRDuWZ4sZfY+LfOGEEvGq2tnfHQtcLF1yWf+6FwIbSdSyL5VAbWrOrAwFryRNmFMoUD3maozUNtHt7mJmHJLn9qM7VjxYo7GdZ4qI03OQO16QE49AqdbwDtSmY11Yr4VUgqyhzWd8dUBntq02BZQtJ5jwSQvGm0KVOHKX1kibauwsMdM/5+Vrd5VbuhgeJZQend7xk6IA1UR0gLc9aH7/z813b9qEscBiqRHJal/bp6BNjO8+Y10ioDo2zVofZtLbovC+7LgnVdYSrA9kLvf1AM2wz0amGVbzJ+bPYVXYar4LD/TO/K+ka7rPMalXvr673pvMG63YgSUQfdUg4oe2oKNOd5vKzJEoMwwObCpAu+0RHcNwC7q1h8P0fmXRdO4HvXKAa4lQYaGPwy11rSt8Ig+yuLEVRQ6mowUltbKsbw58rD1Swj+w5gz8OKV+D6CpO8AmxfsaCFumusN4X1php9mCr5PNsmqc29O8JiGGyG1vdhLqL12StORrhI808C7D/jdl9w3+5Y1Yb7doe2Bqvaailck+D/wGeztXyumz6pMnoIYx2MyJBY0J1NMUiL8zVku0NOsfNXrrYwB/CPqqSSw8wX6TuAPbejZmBNFyIpSURfcP/YBhcr1n/MYUdyBUc4qhMbmU8kExBNFJqeAdFnsHB+Tg8YExFiQTkeCCkP1ZWYC1Lu4FNKeA0Xpe8V2uA7wOHKNeurtmr01Ibpi2x4CR5G8DYMmt1yg3l1jZpvXtke7K02bq3LyXMGwq865B1g/+qAY5d5C3SOw97s7GM48fX8Tzwev+PYvwZA/9K9aCoyJG/FiRVtKgFW+WHh7zquqQUBbPoMZivq7yraEmBfca+vKtgMrs/9wJHL8DPc6Zhd+9459vH1E71HcA7BT+3DWjGgClGvFo9JE1+/BdKE40rDPYXcdNxLYj1VMouIkc6fs/tgqRz8gRBPWFdgXcG6BaxbwH117fG6+WY4xUNAQ6SEvJemwexCqMZINRqHuC/eOWeEmMehopRhvR8qsdQ165V7Huh9PB54PB44jh0xhsE05Thyq1jL9vOx52bEs5eEc881Es4jtsGfc0/4ehz4+Xzg63GipNRoXyNNzDe95rlAwSZSPdFKLQEinnl3A5zdPrvjJ611zJm1KmC72yH4/NKGpod7gq6dHc6FQaKQ782cRk3wWcmE13V/Aahfed5+CJIp67+XQH2A1h4pHNArfXWa3r8znpKF+v6kK6p0S3zXRr9yQpSOiIMz4jfc19fnWUJtHC6Tj7+TSLPK1orh6yAsq34d+WxrHq+NvD46XZWVxNB19AFGaWz3tcaG9bbB1L/BOstGWRhFCSLJ+ulWxJDJolUaettglG5rnUwWjFadLsD8YqEoI1Vl8p4aFY6P70f5dn12rqtQGKvfykleg+tXgP0C4o1t9ypTcVTtLAffZ3ikmIPEMT1BVb0rWgtiXY2JBC+4czjPW8gquB6wXsTsBiqvcwLBZsAbs5zs+26sAyvQqcXi/rHh/rFBLbZhMTJBMgJga7EnuQaWZ6qalELkz0OCcSrgbM2T4tcA9l/+MnBL7ttWuW+ahky0wiZAtna2hx1D6pUqbYUepoPMPmf9RJkFy6z4apE4ywM/nz/x4/njl9rb7wA2bXD//HAjbxLekg08D1bMk8zJ7sh2R7YZyUT4zcFvDm7zsFsHXdGXZgnrLAm7x7yjHI+2AVhXF/aQyK0tVh3aekHKqjNvmDL742Oych2qaohlq2zh6kePI9J0HpJLPYRE1Tu5w3fnn6pMWlSwR37zXCm7MvlhgE1KI6Oc33twPVawGWCzuD5Z0RMlhV0T25T1pC88Auw+cCNB9HfhbRiuy7Gq/z1lRALs73jXs0TfVey5DLx55knO7nKtIyKGJ6VU4+swrGsAQ7p8tcnzuDcTKU5QZLCpFJtOsfGUrICSA+oP5PgTMXzVeCLHL+T8AzF9wfkT2hQonaFNaWFdgQv7NwA7I+/7wLu13veQroTWgjmJPmS4UGBcgnFkW74qg/uqoVVoznTGeJJyi7F1pvbjwH4cpJ+cQq2oOVEVHweruK3NSgiyeslSg0fxOPeIo3Sd76OQikm/xvzlujlv8LNtOl+r3K2S9+ixP3CeZJ0sE9QYq6QYA+wtQK8eevVQi4VaLPTqYRQZmVCRxjbQT1XPOAD4a7m8BKNc44XLOQ6ukNs3oW14G8Z2A7P1rqvjYEAKB+wWkdyOVOkKqQJLtrYnPvoDZ3lijweCSS3IVZfCrBZqMdXw6o9D/uwc/Pz8N2gdjy2C9e3rzGvlYEOdPwLYYeLjEsCewVYcQBR3S9V9pYKPpkokK9yUuNfuNgGtVAcUSdmo4MhHc5ql960rTc8MxSN+7B1JuBKY3aDMCmVWaLdh1Ut73OdKNLTr0o7GdjxxrWTWZyIG3rYUgrgA1lxNJyrDNU2EwS8N1Pp6TFV6Lu2rpRlwecgiJxc6ybxsbaIJr53GCFb2GfdXKcc4roHye6qw97iuUHct91GrvccV75oSPUrejArNLZzoZ7VgwxK4XurXc+eTumA5cQc1Dt0NLjxw0sJhtG5fvXO/BrD/8pd/w7qqxjVZV2qzWu+b5JEE2R1cu5cMfzO2xT8DsGftaGk6Qxtrn2RnUwRyvbuutM2SQFL+7B3A/lYxJHYzGuYCRl8aqL6SCWKAvfsd2SYkEylaBSG3C2S9W6jNNb6TbFc716eAZVuS5f5mgC1B11yVTiJDlEYrkit+sDybTyi+4Ig7jrij+ILiC7JLFNVY4Qpg8+e0rnqInj3PAFuKxtdqaat0vv5++ht75T0WHEduzqPSbfRqkGQA2LGArWGZKuJcgtrYrIi5vH0B4WsnhQ4CrySJJGXoKlhHVgLsdzSafwZg/0rMutSP42xx7kcD3rPD3ADMhYwfh5RypM3YIxoyWEkutWtojzv2SIY7xJcsQ/DxEk8ciWgGnMgw5zKFEzlVMF0jhidK/omSfyCGB2J4wPsTzh4XUeBchvflJZhjyJ0ZH2J1RHvflWn8UBexGQfjI1ZlsSpDWs73FeuqoTYLtVlsSrcOoBwGpQHQWIdEDbTbYIOCixo2qGqUcK9uYhucVdDbHXq7N5DtjILeFgS3IXpdlSNI3YYGcE0dTLO1TZpbNadXhV0brpWbsLwWtdYDwCaVEKJl8BrA6yWriDiXoFWAUaGdS+bScsHCbqGC0jJ0L6gFTpXMYBOi6ZFcRqmVYeb/Oh1hVBCVLaItOE1JjmumGRTGRGgd2lcOY+IQlCSF9l6coes9mlANhdjqnkAsUyTIWZXk8JKLiMYPwc6ydtXQy1bX4PfBr5/j6ne+vj4gO9Jyj9b+UpDWu6la0mqgcHaQ3Skmfe/pEpMzn3umJHLBJ4c0FNtktd5pD6cszrTjTCe+9p945h84wgPFH/WaiK2qfTUsR+6/NPNAShNru7fW7QPr9oFN37DpWxOAoPhoahpXFBEJsCVwvlRau6xcv6eI9Moy27l/NjEKpuoR7UVTR8o6GKWxLnds1Y+EZqu4GrsO93cTGTgOFGEEJvW5O8i2TT2Fk/1e4KJj3lF06pJDSdRNO/c86L6/Oi6/6r3zoDb9H34YnuYkOsXcKvguhCqt2TXsabg+IcUsZFPzkOjxftq7KSv0ppr8qqnX6K9VsP/8FyzL1oAwteWI1H1fN9zXdeBXK800EFOF/19baWzROQNs+b2ZDAxkJnzVHptbX5Ii8s8A7MYpTB2szTxb2VpkgF3KicfjR9swknDA6nJBsUag6oHN2H3BESgeibJsyT9PoYhWesKxHwiBh2cMXOU6H/tRq4sFXYe5A+yrgTf++tZ4ROgcn7kMj6kasLdgcNQBUrdY5gSFP0+uXsnzrfU4zdyrwX247IVC0Nrpr1XsUvYq6XfgPPchGHBfqik0tYjYqChtuI05a0NrqQ+19Qp7lSiMpQXzGI+8D8eYezjztVnFgykikppxtXBfAexfqVJfUYjm64EB99XPvvv9+2Q+ww6Pu4/VJdIhKI9kyCI824Tdl3o/VIDtjzaQJIOPE8B+DkoBEmDH8ICzO5zdG6Dm4K6EjJFKMhoHyWDVgRgzSjkaD08OyjEfWNISmHrAgzLWBRjrcN9WrOtWK6rcxTENYPN8i09xANhULdtggojqRKarUYIXWsIsC0YVbQXW3yUN3q0GgWxnulIA34fcLmWeex9cso1OxPz7EGhSn6UQ6br1bc1q65S4vwm0k702DalRFcpuobV4qaJNldEjHyixILo4DDOpu0I0EepTw9wsgooVUHVN3aaRPHWO+hodiWbkC3ylpDAgZ1DOj/l5GZ3i1zuCJUR4bUXSGZAquPTinm0SqNVTgIMT1Ctd+jmJ/e51V7/39eddU1GK1rzE1XFvFLzWMOtGBnLV5vrIRz1XncfdoxtSSd1rHvZ+t3fRGtplfB/HkwARYwETcYQDZ3ri78//wu/n/4Ufx3/iTF/IliiahBXyZRWVhjp9HS7WkIYybCrD2tbjc7oNIV4VQSRFZAbN3w+Fvw45Xs2WdbnetRmesHW3UgsB7ip1yM6YetteEhu9bVgq3533FCm3y53hETjLTrCpn5tCiAoxmRZkuLPB+Q3eb4hBN4Ouc4/4+bXj9x+PNkcwzw7IuQQ+3pyam0iAw/PxhWM/kVPBXvb6tZC5mCPeu3a60X5iCUisz15VlGg/S0MSyCIF7PTJbp/S+dOqX5XpqwCbK8tEYi+wJsAoW1tDFsmNhHNrXG1zvoJrBtizJuqoIz3yxWS1Wlr4yuOSi9Y5uL8e49BWB4TvhhtfaQndUj2Fgq/zB87ybNVKXnSdrs5tLmL3qVpN73ikHXtMkOYRtNGp1o6JibLDpqeZXLvQY3LVeaggp3khez8cwEDsHeCSZiDNFCSPGpfyMcezJhycpPDnc55PPB4/3p77PnCRIIcM5bChtK6/ihlgP54daH99nfj6kuoOgqPN0nDJt/Y7f+Yy+w7BDAsuy7ORAoStMmux2oJnPI8D515w7gVfjxNfk6t9LwAAIABJREFUj/Nt2yuHgJxSW8zeXaeX3DvbZfp+tYI9b16/WuWW/Ej589H3roe0UOeOCDl+egTVI9vUYvcFxXeJrauYAbbsFPFruotZgTUJOT3Adr8EoCnk99akGnxddurA+H1sCRefC+5iMBiVKgd8/adY25Oii6Q3Bb1quI2q+q4NB9VB8QqwY6kyhjHCBwfjyZyE1Shc1LB146L1ofKwxcBbH2qrChNew5m1AWw2vPCONbJZc1cq7JB9N3e82HSqhIg9pVZNIuMeh7IHoX1M5j7HUc2EYldj6d2jPvBGLqdHWz9p9oaG6DhpjT40zibRCDZEE2AWDb85StxiaYN6bJwy04+YrhBdxh6PFzoFGZKEFo/yxJnOwbAkmlhfH9t7O6o6RvQBRhPn17vqKOvrEJ/g8HvehwSlimNOZqR/QXOwm35Gvl4+J1//Gu7F5XaOGEivmSXstvWGbV0o7new18O5H3gej7pPl2kdie36fB227OsMJ/j9ZxP+/uMf+PH8ifN44jyepCNfAfeRT+zxxKP8wD++/h/8fBDAPtIXsj+wxxM0D9WLIGQMl8QaSOo68x4gH/P3fS9xg873+xmwV671HwHugd54oVIyGs7p+jO0J3ES4J2uyXZ3/3x1ySSnWFZs4S4UiyHQ/+Ra1XqW/hwAdlSDVXxMCmQVTyA7BI2UDFKlq/WY16sRVEsDoPl1XNXeS8a5F5QUu6Ruk0F0lf+uqnmMgg+2AWy+V6QOPA2AV1PF6vDJj63ahues2n4dYDPhmys1TcM0VFqATXikE8/8QHapbRLcEr2ctnbxAhT1tuEuwDTTPp7HswHqszxwlgeex7MZ0TAQP8uDROiPYxjOmqNnY/LC4RsjDe/r2B/D+2tUkHdAO+040okjndjj0R4/ygOPclKkHUcsVU2Evn+UAyWldlIpgzYVtFWbz2BazMdyDlSlrVbU3wFsuoBSXcD2uoCJzb/euJfShqm8PX/H/hiCk5T5HM8JlgxrQrN1jeGEtH0t+Ymczjoc9Q5kl0oTyZUmUl4q2VTNrsYeNWL0BCy8rmCZM3Hdsm5eGEZwTa9hd68OsFMLBtj8/dz24nNeUkRO6e11+9+hiLC+sQTV7wZG3k1vz889K2XkdfOrnQ8fXyrXEmBLUH0JsAUVREYW3aEc9pfKY6iVxxh25HSCbeyP/QslP9ox5js7S3bA1kToSsnSqg/kzMFazS+yXvWzHylGnJjner32lqMcqvLaIygCbk4HogiZqkpSwVeqZjwxRlIciBYhOcTiqqayhY8abHTDG/+55xcQQ5xr36rX5CBHVaTgNnjX5cloQ6+dHs9OpxGPsuNR9npePbLzKGFUrcjZo+y+ShO+JrRkCETGPuzw1zj9gbopz+OBUrmzeqWhNeq0pBYzzSA5otwdYcfX/sTX/miUJ7pm+zDgVZQ6eL773CLb2BLCZAIe6cARSntdtrFFCWn4e9GT+ovaNvBcCTuapsqz348Dx3k206Ur/wFZ7Dj2Y1DZmdV15iLJDLAlAL/iv/4qwJbHnFUUzWk0tv1Fyq/1pD/gyKkBGGnZLmlq/Dm2xL5WsB8HFWt4n8lpr7jgqyZLNJPx3H/i6/w7JeTT+jEOekaxJxbspVMLZ839WRlp1Or3f1jB/u8A7B7MZx7VpJprqmXHTL7/CCeQchCZaQ2A09Fgp9EKelvrkCfF3EElc7P1hRdureqfh+f9cQPbw8uvdFwUpoJBSR4lSXA96q9Lash7iogBO3CW1AfBJSBnbXOmztAg6wr2dQkhkCeCsSgpYq9rJ2mWK2zrDevyiXX5xLbeoLd7U29yhhSbgvvFIcc//enP+Pj4FERu0wYeskso/kC2J3b3wBG+UNwD2XIFiYd6XqWOfgVgHxfBVWoJtPl4DqWBbgbYEkDPMT/P4EVrXTnAsdE/eCBnrpxeVbVpSOuAXiz0YuG2gGgSzvTA1/4DP46f+Np/4JmfOMKBR3q0ONNZebtUyd5LngBgrwJxkOi8hlIrQvAopVabBYCawVWwXaObs3eqLlSdbh8H0HClRz0nFd+dT/nZ8YT9CKhnqaVQK4m5te/pa2kGAd+B7N6q7/rJWWgrU4ur6yxz0EJF9A9qrd1ry32pLcGtAelXI4Be8U7x/WDGu5BDHd69cnpZleVXdLGvtK1ngDyD6D/6mfn5q41vBti7j1Pl2v0iwGb61/ESksPOUpijGktsnDu6Ro+a+D1x7P0+Zo1lmdQxRcEoV7m8Yhakfh8vALbc6BhgPx6/o+RHo5WU/KiFA7rPrLKNtpBcRqp8YUoYqt6wJ9OSmHMD2CFQK7PsCWWP2I+EciakPcJHg5wdyu4RgkbO/rLVepSAc48oyTUOtnwcw1gxY3DNP19Cj2QNsnNIlSbAWtw5+loAMEixVp2CbZrc63qD86bNR+QcEDxXaWkzLSm2KpTUkWcr62DNUF3iCly0DtkmHGHHI504096u9yMXPI/HQDec53lS7S7KyC4gaIugLbILrfvYKVD9dSXEWrk9UVJGcAZGExfe6A1dTrFXmI/9wOM827BwukiAu2b0jnM/sedjlEOsscfSKB/f0UxkeG1FmBcqyRiWKCE1ZvpIqnzYvufwLNW8DvnL9Y+Ox5d1pa0vse71jx84zydYBcNXKcAjH03+9MgHznLiLHzvjXTSUeK3d0dy4EIHhZwF4kE+3jNkdErUXFWWw4i/DrCvhhytZanJUZ2kKXhY/r2q7lkV9DrTEiuje+GU9a2lCgbTZhlgy+Fm0o1mCso2DV8yfZKHOEfnWO6IDZ2rCpC7e2gavr67Rmbufg8Npe7gQe8QLAybyWxbO4dS/5p58yEE3JeFvFqsbspM1iqs620Ilj9lDOCdacd+CWD/67/9K9b1DlPFuMmBkW6+oC2CCggqIaiEpEtVxqBBpFnuyIUI6wPFBB7moSBaMPY2mEJWpqltcHws1WE6+ZhaRcegufwrIW+KZbljXRW0tgOvcrblltHl6Ahg27uDvTsElRBNxhFOnOmJMz1whBPF7y2OcOII1NaiKh21FVmvsrVOKxdYakkzt3FdN1jjULiq8cJ344W6dhiEPiiDGQYtPGQnh/eGgQrjLhMNeT47V7rrX8eY2nt1DUQS53pdldCoDdCKQrbzqaotaSMFM/eVpQFJI3Wyf5+kG8kuNrQwdbBrUxs2tWLdbs2xT5s7pFOfVDd5cRr0r5PRcmpaasxeRfSxDb0xACSjDTZyeXU6k06q9p8E2CnE+loxaOSosiENcQZznGo/u5c8tOFSrIvhdxu08Qi6RzShRa7KBSTDl1rw9/IrXctO6OnT4BJVgD2MZj1dWl8SO4u5roErp+etIXUKvZoOrg199dpTpZmHtXx3o/POV23eylkOO479B0p+IoYTpGjyxJ6fKJH0nJn3S5SEE8WfSI0GQ/cuGzalnFGOA3kvVWM7IOeIUlKjQJUzw7ep/t7ZIk1sB7ZjJitmAr0pWpxHJABcHSNzpNfL+YKXFqvtHFynNgStYdcVhtun6w0pOnin4L1CDOxS2tUZeABrcLszetD3Hni5lUdu9QZbLehDlSPk6hGH1wZB9yE+UrcgOUru3LH0HPOEGYBFHysvmaMnEzzQx88dMb1Edh7JdUMW4rmSzb1aP1vFi0I37iuDyheKntCfbhSRkNuex0lmGpR1DhQelrS+RXJUXeeQSiH8GlYDGXT5K/BufGXr4I3+JmohTty7lKTy7/1jjWMuDEkVka4kYkAqRKHpDrP6g1H82q1K8am2pvG67IzDdtdN5i9WVZntrrHeNuhNdwqNmH2R+wbP49xui9jPfBsOlhJurAUtATaBzg6mBxBd7w2pYd8ArSYPEprZcHXdsa0oYw3NdpBfCTnNEq1UV2yz4uPjBq1dKw6y0QzpOEvtauJ0L8vSwPW6rljut+aPQhQLjU2t0EZhUwqb4vc//99++PyaQtF0vY/r/ndUV9/WfhowNJWibHC7fdSiY+82KLW1/yXl/JIEMS1vU6oV29jpcV0X3G5ktriuSztvMw+dz9UvG818LB9QZoN2VCXV24pgDdT9BqdWJKuRnUWyGrHxeVRdTKlCZGyXbWEQwBqLTYR8AnC8gLxv016Hr4Dtj0AxZ4B84/AFxK2RVwmc6aIQN5s0qCEVkQS7OdjNI5jcpJmy3+HrkGMwtHlnX3q0Ic3S32v9G7O4+Sxw7lyoAJV0nNPF6422MNpCrxZ6dW14yOkIvboqERhpyGhKgK4E/aVhA3FNmUrClWEPa7c2ZGHtBqUW0ZaxreLMdtWURWuozVdTkK6Z3DWyR6fD2W0vxYzlc8W6rIMZjheZvnMBIeYh8VPG1uFcj3LsCCk019JSMs7zqB0Dg3W9w1qDrnDSq+DeXevDzu6eHFzV5McplEZb4GE7Hq4Lvg7JeZaGcy/BNBHvuryQTDRGbeMuPcTyVD2oEuG9qhWJHkbT4p0iUQEYsHG10teKorovCNYMG3CwDtvtXrthoUpCGmy3O5bfPrEuC9hemePFblnYMHN7s/9MBwjvFmppjtFfl+GMh1lNpb9lBBURVIDbXE0GWA2hyo01/V1bK88Jwe3I6UkygenZHpf8hRyfSOFECieCO5DCiRKf2MMTeyRVlLM8kYSTXaocyP04qhU3VdOkU2lM5ALHXRvaWA1S5WCmZOE9Ad4QDJ3XOsnPTpEpchu2VsHavUIJhGHzlk3BrFsb9vF1+Ge7Lbh/1vbp9gGj7yBlEj0AZd58uXLEeuHO2QYoeEgzRz/QXBhcS/OcBlQYYBvTQKFVBmbt4Iyjg7hUATdXxWi4j3nq126HFHuly8h47AWPvQzcVmcUrF5rbGM03utK3Neq82w0yTtyocK39d3XDg3RnLaqMuVtQgo7UthhFLso9sHL6DOiz+01HHw8+txey3sLF5lMm5vqazAX24wovDnDFdKeuNI+JPdnSkyvKDAyrjprg/Mzh9ijef+4LwSGPj/+hs+Pv+F2+8C6LrRmG9uMaiQNbNzTaN18lUUdO4tS33kuFPKeKV8jK8690tsBNleC1bbCKKJrELedKqZ8r+RUqBBQEwrqrgWQwUvEfdX4j7/9DR+fH22fpcKWxrIorKtu+7YE1wywqZq9YlkW/PWvf8W//du/YVkW3G43/PWvf8W//8e/47fPD3wsn80nRRmFVW19H7KUZHRdbVv/ZsRcUL0KmlcZ8ZsslswYhLEND4mTksqC5U7nnYJUUbbq4XIVmotUVcyAq9zSNbgU0XWbADaD7l8C2P/r//wv/PXj33FbP7DZFZtasK03BKcQ3IbkFUqkiO6O6Hgy3QwAm4HsO/ch6QgXY5e2mh0Sr4bi5Pfzc+9+vtMSXt+Tqm6Tc1vn3fseKRS1mu1ZpD/VCjEriqQm1i8rKEzNYH1Qb7uKRhN597E6OI4mN3wBB0/UC2MCvM9D+1trh20z2Da6yba7wXa3sCq0YCMHp0nj+TuO9Ezr6OclNlAg5XpkG8VadvejSWvi0J2tSk6i7Qbr3dbFQA0L2Ai2w5BMNbvjUHD/WKHuCuvt3l0TDSd0lhz7QoYNeTCTSPuJ8/mFtO/wIbTroRTShJ6vjRngW2vhbWhtyFGm6lUFZzaKODJRX2j4LjcuevC9ap/yjph3xFxo+K1kUpmojzk7f3edjlV8ef26abFgHl0PnqDnIMqMGSIEM3DSXt0GLbb7HdH7WhklcKO3Ddv9TkmNWQdAz99LOk67nkx/PUlA9Yn479qLr9bPpEZhVgN7N7B3Wzt0oWnVB8Ugu8uIskNYN88g5RIpEzhKBrKaCamdpPBAiV8EtPMTbAtO91Off0g5V81tNj7ofFCW7qKNn9uxVtyDW/v8QqAqmq5JSevE1AqfF2t1BwzdIZOSEztM1Pcp+hVGrzDmDme3Dqr1Jqq3+uX6pPCt2uRrxfqoBjlcvdbbHTHYmvh2GTKl1nqtabDl+zw7IGVJZ/occ48pwaiW4S8gm4+7JismZyeGOYoXCliv/nMw5cVWMEUAe8N2V82pcqbWsYGNNQlq82IwN6HPqjCoJbdSHhjn7h9b0c/Brzc2YDOuhTTToRmqkf8r15V5RkfSKPu+PK4/c3wHsNv3FxQ5KYPHFV8ZLFMnzVCu97R33OnxZ/q56PulNB97LUaNnOkZYDeQva01IbxjXT5JbtPQnumcq+oYB7xNMIqs4TnBCn6H9wUu5KpYFJAyy/gm2lOqjwOfc2sC1jspxLG/g9p01cOWtJFqqqJNNRo0wkzQtO9Nw0m9MMdqcePn9H1IG3YeNH/3s5LqZ8zYPZDd3eYwbkdvlsGnxfRqNlmkd3xK3W4nihq2fZXxSwD7//z5f+Pff/sLPu5/xaI+cN8+agWkT3/maJC8gjd3eLNStcKy7TlL2wmnn0n9QIqYNz50kpJt/98A7HegWrYPuLo9a2fPPFjvuuX7KKg+D3lIWgABbqep7S2TDv7dM8CWC5ZzZHBhvYcLlMWuykBph1UZrMpgU6ZJLRoV2sLsbW6yU2Rq871N/Oxg+fpepjaQZ859aZs0t9P5uExQgs8NXMrNg5UeRtpIaW6LLRwPv4WBWxdr5qu0g7YRPu1wIkI+sD+e+Pr5O2IuMNa1881OdXTNjrSgmUaUQm5geXZUk25rlwNWdQOkAc+jhQTYIRaczx/YH48/BNjzkMp5jgPA42xCbhXRdwB7HvZkzm9Mpg54OuTs21BbzjQgsteMn2USQ3BtCIWq0QSqOsjXQ8zDpBz8HMtm8TBP5/V9PyDDlcZgWYLJwKz6BWCzVj0DbCkhOmr2B3ibG3h+F8GfLRhkU2X7EFKAo9woDzmaBmy6UyYP6PTEz7dEqstL9oSQrcR582RbYz+t0/MMCMlQekTftbNlEM3ENToKD1dSFXer3U03ALI+SM1cV9coJSWFBtB5uMiZbmXNVaZ1vWNb70127DsKgvQHGAe/OQH7jrbQ12yygS+NWjLHTPua9wMyxnDVOIXWKct63kJ9ZgbYWvu6Dua2NvDjnM4KnPq+0GmMafgqj8tj1oWh6OBCgk+lRcpFnLN8sY70GRx+7/MeMQPsYcZn4p5fUdzeFQzmQsGrDKugCfp32OJdAjADbI95WNpZ1k5/xSszrW/mYjPANpodlKn74bhDU4tS+/5ALg+EeEDpCGMyrCvwfB1ESqBSPhBzdX6OBd7ndq1YE2syRrNN693h9qmgVUAMO6SR2kzlbYWsXFDKgZRJH3/udLAqGH9m3fMkjJ3ZOpDOj6/kUXlY/Uo+lX+Og2b/4rcxe7MMPi01UbDeNafebijmmg8Bu3myi6eMXwbYXMFe1CdU5aLyxubrAqu3pfHLiEJSN56WhYwKHZJPfBkXF/54wb6Tz8rf/lyP3up6C7BrC8po3WJ27pHtd1/b8UbrxpW7Mnqhaolvcld7Jq1FquSFusCOiUfbOCso5Yu8W5FTWzikgFgSfKKLyKdEVc4afEPQwtfj9WLOLxxrWY2YExdr/CDJx5kk0VVyvYEedfEvYNOcDuJz1fPmYbSvymH9gRieLYJ7wOodVu/NFCS4x/CaGJ5I4YHsWXGi88vZpc2YCG0SbNjh0gntC7QvMD7BhYyYD8R8wLquOc465Kw3fh7P9pnMkS6A8+xA+M6EpsSjnpO9gWxafDrwYoBdjrPZdRvvW5D9tmvULB9i48Dz9zGm5hIYY2rmPClHkMOVgw/2RY7QeQUfDHxVt0mZVCL4634k7EdXbzmO0uQjmTN8njtCcE3dhYd1+wBvaGBdAukug+iG5yXwLnvAcaQGoH8FYPevBK6Si3XoslNEeAgzmTgAbO5CcQeKKtkRpK/dAbT8ehUEvOt5FgBp7u5JDf+rDiBR1mQCWNq62O9JaguzyVNvD9sGvK3h5KwPAzOgJwWMDoKZ3x2EcYQcXOpDiFS99hM4kkCbnN4cSkqCx6zr2qirzbVqPFc5oKU23TiZc5B7qBM84LHwIa20ad7nNVjGj+gVZeA9yyHbq5BygD0hC5chq6K8Po5t8TCADWdTAyk8/N3A9fQZX+23L9dXHAF1bB2zHWk/ketaIWOcZ3rdI94B7KvrgFRkRhnRF/7tXDUf/n5oXTgG2DmH2trv75ff52wc17uwkgraAfbrMP4YDLClDv6MgyTAlvQCXXXoWWWFJRN5SNE5i1wO+HjChQPGUTj/gPcHrEnQisCzMREhFsR8UEXbdylS6n7kJiCgVcLtk6iZDcyKROG1Aj0KHbzDWtLroptpOWgVwKpgNKvSC0klPyGVw2SwtOr8mbMMa04PpHROHZj37qvydf21HsrRnroZg7tWVNl2vM862EgRSkQoETY6+Ozb8V8E2H/C326/YTMKm1FQhrOoqglsVdUEvFf9P43oI8jF70TJD5LHKmcDg9IshBeOOUtyLl5mKu+yljn7cS7h9rkOcVXx/U7mbF0WbPcVRralLuJKYUFqCs+VkhxoIIyrQlzFIzkYqmQbrceK/rQwysWE5ehKSch7QiwRLjr4FBBLRCwRac9Ie0beSwWJ76QGj6a6wJJ7VyB7Btqv1e7x3LBtNUvslfygEFWOYz9xnl94PH7H4/F3nMffcR7/wHn8J87jPxHcE8E94ezZgo+xFXaOP5HjT+zpJ470A0d64ixf+Dp/R66cQ7pWTnh/IMQHQn7CxweM27HpCOMSrEs4TzYOomu0lINkoY4nzv3RdFfb/1Il4CJzGyf3QY53cnMyUl1o5io2W7WzOo+2vnUnVmVqGzfU5wLuq8HtrqC0hwsZLuS2gLgQW+IVUkYuB/J+1GMZLniK6Kqxia6ZOwW5YFX3qxwRc0TeM8pRsB87jmPHeR44Dr4+iZt/1OfYhKSU3IAb89yOo6DsEaPFvR7oIV13ttNFYnKkrFFSNYt4Tw9hUwB5jJUL9liaAsURDjK/qZKkDLB52JFlvXhwziqH7W7qRvAKst+D6xFg0wbF1ekRUF9RfLg1T5Sp0hJbWRFiUBbjPvAuO/cyQGsPrT2cS+iDxB2kE+jLVS5uR070mOXivKMOnFWmueVJW22n61ooQLWU/wwV4EaXYZVv+uZHejZDIadje39Md6CuV2rglOzUe/Bxa17NYYLgH4da5fO2wOrcwtsCb0vrMsgCxV7v/ZzOS+MZf7GXvXudr+dIq1DPA33eTT42My+1F5cYiPP63UyBLgDsDBqvQPYMsCXITvuJ/biWwf1ViudrJXfsaGThyTAriLCRyFVy1iM0wMrgmiJO7/UKXDM2mQfimYMtC0vc8e0dV0nReS2+zEXFsdLOVWzvrPjfA2LonTqlFnKPdTt8fMLHLzj/hPNPeP+ANRlaJbBhFruNel4DNAHS26fCercInopfMZwVnId6b9EeL+kd3wHssasdwLKnHGpzUJvDsmgsixZKYLTm8WdX8hOPx99xZQYmTcE4gj+IjldnXXJ6IsQTLhQYl1poG4eYj206YNMBq3K4KwsdAkxMcClDh4DNeREWJnrEIyMeGSZ66OCgg4PLEaGkX5Tp+5d/wd8+b9iMgbYOqhH2Hazp4v56U2BjgLM88Th+4Dx+Vu3ZJ0rpQE0aslyZuUiAJhexOSSwOfYvnMcPnMePBuhnCb1ZJ3luAcnKNWnT8uQ0yRvxDT7LGs0Vanp+bBNK974UEnKiLDvGgP3YWxw76VEHL8XdRxAiifZcXeLqYN4jYiGNXBM0uRPtCbEExFIr3JHti3swj5mr44/qgsROSFdUiJmqcp7PFr0K/VVB9aPeBI+WsXIrUyqQBJ/az5b8RUNilbca3GOwsw7u0WKsYH+hxC+c5See++84yxee+0+c5QuP4yf2OmiWI/3+4/w7jvPviOkL1hVYl+Fcxtfz7ziPr7Z4pFDwaHrsR+NKlzz/ryfyH2g3zy6fVyGz9igAt7MZ1iUYH1sGvirbsm9q62ZoG7GsFre7xrJaKB2gdMB9tViVhbahtX+pyrEjlxO5nIi5wKcEnxJcCDDetyo5f5VtM34NW3pnoRzDlXPeXKQ75lUXi6pu3fRn1pqVii0y+HgpCce+48hdqnJ2apOqLtIsp7X+Q8YR9iF2X6o0aUFpA6qpSYmlQFVQUwE2Aal92BT4cU7PYcOYAXavONO69M6JVq5hDBhokxsBHQ/MUluYgBirLvTKtW2VUa4uSR362YiHZQ+P/dmAHculmcpJDzbgLORjwC6KOeSqLvQa5/nA7z//gX/8/l9VTeXEkX7izH/Hc/8HjvQTJdb7N/X15Dx+4seP/xwqYbIidl0JG0GRnHXo/2+GdPekc9WToA5o+f9ncJVFgrIPxznkz1BClS6idyolFYPW5FfaXt/nuuvmHJK6NwyMSxpJfJXXlWvEfpxkOFbNx3qSVd08/xsAe0wUR9Oz2RDLi0STDMW6LK90GhzBdQAbwLwDzLIANzvncgd5nAcKjR4iaSJsRvW6Z6bp74+DcX1YVw+Ywjvq0Fm7IiVL93ktEHn/gLUnvH/AexqcDo7XnJFS6W1BMD2Z1MpDcvT5cRumr8VPrS18GAuh7EjL3zM9hOfAeK0Jfm8JKVeeu8fFOGtEOO4njv3HW8fdXwHd1hUYl4fQNkHb9HLchR0u7O35TQesxkOHSAA7F+gQJ4DtsHkLkwJMCti8xeYt7lZj8xY6/GIF+3//6V/wr//xgVVZGJ+gdIRa2SaWB3t8s0U9yxPP/QceDHQnIMUL8HXV87qa+i6kvvKxP3GeXzjPr7rovxrDjDrWI8DuFIwOrlnzNFaDDLaTZV3fML2GwleZsd5OLPHAz8fveB4/kELB3njUGSGWBmp44bKGpqF7e5ba51JHUgIKlusqhXRxY7KwnhzeYvENYPvkyRbUkfJFzrktsNxu5SSDKQOtjTZUQhJYjvDKYOY8nzXZoQSLs1OWK+tGH0Fkxzz84cXinAeQwADhhe82VIdqRut2ooh4stw+0hNHeuKx/x17+onkn0j+gT3/wL7/jn3/vVprFxiTWguYJSGjTyhpx+Nujzq5AAAgAElEQVR44OskgB1dahVxThp4g0+CmvKOCsK0kcvwZQAIkouuFQHlTQRn4D0zD1iVxbJprMoS51w7bJvF523Fuppa2aCBEOcifOj3Y4gZPlEYH2B8wFYVVjiYr3ZVQbcTV4+tw3lz4mSOVXD4eJu6F3MaXWGic47fBVfFuw58HxxmgMchj5Flch86Lj6DrdtlsD43Sbvt2HMZwIWvLeT1rsEVVekWyeCNHSXfRwfYPOshuaYzyJbc6rGK1IPbtAzaiAoiqBaBeZN1o7UdVLaNq4JN2hz3wbhHGvaQ1XndE6qTX+ct0+c1UwtKKTj2E4/HDzwfv2PPP1DiD5TwO76O/xvP8l84899R4hf2ps7yaAlu22smYC2BdGvhi2MzwGYqFg+CyejuskLl6UWdqitmDYnkBedZhpxNkQNadH7cxHWmdfeq+io7DhLsc8j/5QpczfxhGT4kpLp/7pkihdiigeALiufVsN8VNZM52LIzfNUlttaCDeOuAHZMpH88A2w5ECmHHd8NI74H2IKuI+63TqUY1cbmhHjWw2ZwrdQd27pA3ZdKFXEwWgyVO43gA1KqSaQ7WnfFWzLW8Q1Qk7NtcAe0KnA6w26BKJM+VjWX2GYwiBZGe/8408WKVb4NNc5BQ462zX1ZE2hvrEWmPT+RYwfZ1iTEcDRQLQuynDzLuap3dBHpwtseXwDrvle+B9rtZ3xqANvEdAmwJbA2KUAHN4DsX1QR+Rf89bcVm45YlceyOKz3CKcznE6VM0YSMWRYcuJID+TIlI2jfqChZbPzxTzfgO95W9ftnHfUhfcREULEnDkzNYSzRnVboJc7nFII2lyEvQiS8vI6DK1NqqD+IOoAt1ttQog7fA0XiFurNhqkpAw9tDY5W9JKGSupzsG2rs4r+Khhw4aQbKteu2hhxLAEgxe1bVBbHaww/ftejRhl3eh4wl6OIZj2s5cDJVOXIaWTJppFRY2nmImLzVU0PQyP9o2FbaOFnqjYwF6j8hZ9bpxn5j2WeOAspNTAdtqpgv4YTmgV640fEH1qxgjc5ibqE9EOgqXjznhc2bmnwR3sVTWkA+z0EiTTSFl/Cgd8BQY8hKo2j21zWBXF3PqyLtUKtod1sRk7SZ1TtdnWgu68ONtoAqaCaKXdMCwrAbbSbhigva8a91XT4tq4ozS9vu8PbPVvOxeR0l4nvV1TtmEAaIyv3PFXfW9fwaUP4TJ4EDWnLDZl4t1K/ezo48DJ7bxc0hjOISO7NETxGaVyrXNI+Ho8yBhk0NGvAHtVAmSMlUyp6MDAZpyc73KMpHOrBye/UClkPBOyriuM1vW+pDkDawKWRUFtdvgbHWR1MDdWMMXrLIPpo3E1JcCmSvhZB6J6dZyTZzLruTYqYgMdLzqInikQiX7vefxOnStz1qT4C8k/ECqQcLbAuYxUCzgy4ab3IxLSzVfZT9viqqIt5TAp4XND8GfVVZJ6SPMM1jnuesd9KLMPZ0oDDjt8T0ObJJPWEyyWZuQOwAE5RDYWsDo3W3YvvitSzEN6lHy/qkl5T/Jpe96x5/1Ss/ifAdizcAAbZbFiiN5U591vCkbRtT8boYzdHddA60wRGbWPDST9ofOFzbWKmOngeQbc/XdYSBWSEVz3oWQp0ycl+tb1hvv9E8vtNxi9whlyVrV2hdH3OudA16G3sc0HOB1gla8KYQbLorB8blhvqko5RtxvBnq1VVaUZyH6exoTCkP+J45i1Ru0M3DRw6cA7Qw2o9pXohCbulf0vaTPLxTEWihTm4NRRNWSc2BMpcrpbPsfxxXA9ja3YLEGb6kDbWtcAWwJtDm4km1chvEJ2guA7V8BdjwKTAwwMSAeBaFkuBwbVeQXdbD/hr99aGw6UWwBWsXGhSMeomi/ugjWcb59rljvpoEWXgyWZcNvf/vEx8fSLmq5wcqQoFuC6j9SCLkC8vQ7bbt55uxUSgQ503V7Wad0DDU5X3G4akhBADu6HSU+caQfyP5BvD4TW9ZrKtHeJ5LVUdphWdYGOElflI0KKJbbb9iqi5B0BQtVt3i0Kd3go8amb3BewditOakpteK+fFZJoBXbumBbF+htraL87yfpWT7JKIPtvmG7b01vmhfY4DN85fzadk5o4+NNvp/n8Rx0+TE7bE6sSS03o3GDMu0cRu/hjGk8W7LfraYoYgiMJaW4ariu9P9YZapZwQo2VyGVia7/e1+WBoSGCpWPl+BZgujvnqdFiZJYvfqXMMoP9wlvhvOG+KhOZ74Otcl7ivm2ri5ykq/rBd/WGN/A8LtgCchtMzCGgD3xvNPAFWeQHmKBdbEFg3ZOCEib3LUpbp7oDikiJHpupqiwpXjeSS/aO6KxsU72rJ9t6vU0XEuGtJ6NstOQWsB2u8OsioYgQ7WeFpv7THOR3SGWvCKH2HfJYW/Xs1EUAwyu4hml21e9KWx3kvNq7yl0NaDOf4yYaQ45na2KOVIYCCCX/Gy28ctiWvKpVaxg1bW1mMH87XMdEyXFwLQPgvOAuHOuna8+me+6/my9PtdV4/a54L6sBCiqFvTnba2dGd8SO04UJf+TgfUMruVx/pyY+sKdNdbBVWpt1wk7z4U3w78cJB15x7p9tlBqGUIaWL2E3rCu6wB2+t/v15k1DsuyDQB7HMALl3urHKKU4gB8XGnfKGWctPfkndYH/jusTSyjG4hdSdVx0WRU5hqAdtUsv3/e2uNmNLPJQswY/DtI87g77mmzVaAdG3ecdLM1lmXDsmxt4Jeuoyv3xa4k8qIs8gdyvh1od8obSUuO75NDqXsF3uRB4N2G4DYYvUCpG7S6d6UR7WpCQp8P6YCvTSHovqyDzJ7RBveFNKHlXjoYPtVjymzYaqx6hXYa2mls1RdlE88vG+lhk6yfasUcoxzWu24OudtdY/lccfvtjttvdyyfK3lW3BTWm6rmP6kWcHvEZsJVncJtbnukjDCB7Eb7UB6r8kPnl4+tymNZLZbV0nPGQwlZSvmYwsPG8DaM/9Uhxz/9Gz5uGtpm2HDAmF6JjK6A9JylHBK1WFPIuN3uzfiEbmTi66jNYFlWUeUZTUzeVbC/k4r7NYA9GtpcVbA7yLYv2r1jjByp8f+vQ23+qDSFB6I74HSGXklvWiuStpMVwt5a8a1ypbetmXVw3D7+BnVfICXGhmn+QMYfLFvWF/216gVvQg5oxbp8QK23Zghh9dr+v6sBsdGmdBT/758FnW9fJXEkN4urI1J8Xi5abDjB0krSHYkXntlBaZBiSl3hIDhdddtZMsxX5zp/MexCX8mGlkwTrN7az446zqTxTBrCnaLQ3AwDuaM1ExMXh8iTi5qMPRbs8Wjc7aECwFHb1HMXZ46fP/6O33/+AzntdTOM1cQoVXOFgBSOqr3MVQOpozu6c0odcj5/Mhr9I3aZJKaaSFoJ007eyygFuOjhIk1sa2dgPA3u+kQL2FW46BFLQt4zJWZma2AnVNUTcuI00ObezI96UCJntG4VbQrfNnm2MJcDVTGS+QuHvJbZqICDk8CrihEnl5wQBmvr8LhqCR4fV/d7Gy4n3WdX36dum5pWo05yo0FEuh6kDJy8jo79AdbHZcWfUY3Et3uGFTyWi43cVlc1tW01eVEI9TNqpkgiOQpCRzn4SJ9fXa+cp3VBaw2lTTOF0pX7OXNj5WCVDALTYxVXqid1d9jUOLhMU+rnyNVCxmtI3XYOAtTrELNx0/B8rWB3kG2HziNXbrkCK6vX14WlObkeC1fzXkqFn17dm9vp1iVc7de/vh93gM3mHxJgG90r1hxWVK4bxeOtjO5oNd6HHV+HHN9xsGdlkpHSlIZ1f6avjdhC0tg4OTNvY9zXNEJQiEGhJIfjiE0GtaRQbbyrMlJzF+Y5rQjpGNm74AHrSprgm1phhC27GezYNYzVsN60UBVoM9i23pABIRsRmq4zLouibc2oneH1tkGvlvwDth5swrfHA8mVIYJJL+F1fIlgRpDNiSIDaf5eTQB7fM63eSaedRoB9mtxZ45fo4j87z/hb5/3WjJP9cbiSewIozrAko55ZuCPkWzUsR+DVBhzfSW3V7fWgsf/BMDu37Pc2mvb5x3AlqD1NUZVkOgDDTsxTSY/Gu/3SE+U+EAwpWVdTBXxPsEY39rkpm561lCVij5bsn1dl6WZOfBGyxsxyWAp5NgltDhYbWFUYqBhsBgMnCFzoKMEHCWgJDJQuJI269EB9tWkN8so+Tr05kLsCYRjwE3XB537gHlYjWSVUuPSzZJL0sFuHmbJ2SMl24Jl3HL22EusQ6EUj8cD53niPB/E3avvg1wBNS1sJaKk0IB2qu+PX5tzbBSeFOmcZOeatfJVZOdalPr67DyOWFUs8kmDlFf0kgkQXQUPZT6OJ/Z8ItjYpMUat9zlxpFjcB1dFveWcM6cqrOzyynzJ6UhiguhDUpKYX8eiORBytcITaXE1EXceAOfPHzyMN5cBqnnePjIBjQLrFugzQ0hbohJI8QNzq/Q5galP2Dd0kIbqiyyYYmrg9yS4uBFUu6rysocPOtgrW4VUDZGkZWieYCzm6yQWVeOlBQ6s8FWV8SSPM49IXrTdKdL8s0EJXoLdV+w3e/Y1hVa64G3TaDRtk2Xtcl5juM4WObMN1DJ3HYp2cdGNdxVGugPteMTvUNwpnXGmrV5BSFevC/W+CYu9oHff/+d1oV6/7M5jq10IeY4S6nJtp/4Vx76VfW2Ayum6MhhQR5ALMPv4ftidveVcelOPN0vszPw/PNKKSz3W6suxuTb/9/PZ2pD2LM3wUy7vKokvwPYVLEeW+sylPYDaL8C0d8D7u6LMVex9SRzK7umXogRvPOsoN+ztr1D8pu5A9DUR1IR57vPE5Wyt0r3tRxhwtWg9Tx0PVKI6r1+CaTHQhHt3RYlW5RsULLFUTyOI+I4Ip7PgpxJRtVWYGwcF55oz//xdeD53MEuu3sJ+HoUnHuqhYStAmPVALR2CspsFSjXRKUldGEoHtBeGaaI6AWrEbNZQw6k0aVmyFX8juJ3HOFsj3vQzEs0EdllxKrexBFUuIxoRpCtdYDWoXWvaPYoteNzGJNghNIIq41IRRIC3f7b+MUhxz/j3//2G/72ecPHutIgUx1M8i4073dpQ6urRrRh16S6IHTtyQiZhcuW19xe4Jt1Btm/ArA7QKDFa24nSYDN77GBfe+Qo38f4RVUUqSqLlBw5EcbbqRBt70Nve35bCCp85D7sFeKaUhc5gTm1fwgNL3f4X3KAY+6UTG4Jv3hgJJ8i6MEnHvCUSJy9C2hkL+T3ctsbVfzQnjk0hQVSCUlVbknCuNJHo5k4VLj1TaZwT2h7Km5JKUcUfaElONYna7H+bmrIOk20mgeIyCmgJT7xnyeJ/a2mNJwDGXya12YqOpNhhcaelvgncb5yHjUBew4EnK0iN6gJI89eWRnkKxqEfSGoLfhGEd2pobF7mmgVlo49yAaVhQDhDIJ5es++jQY3bCT5KC1HaqEYB0Ezf6o1fJYebzsaPYKAK4GeLrmLp13UhxxTUuUlYhMNUJyIQ7a3fK4i2EArMZbGG9FBdtW0E3H+TUjwCYQTcD5swJsVQH2HUr/BqV/mwD2rQLs9Q3A7vbeVIl1LwYDLtqqHz52XpS6k8bttxUrdl1cEYNCzhb77uD9CmcXeL8iZ4OcDZxdoNUHnF0Qw4aUNJy9w2h22tWVMtYT0w5WzWDcIzXFc2aHzO6QqPU2gAWqjlGbWyYN7KwYQzeJydEPNulEZetGOQzm+9fYEl/WRO+fzyu3debgvvNR+K6yO1d3icMsVHumLgAPC47g/NVRjn0A+Ot3Mf4u3hd7wYEitCRCGni1+17sj3NV9h0Ivlo/SKUow/iM1QSsJuCufItN9xkMVo/gwglTyubP/1Umt9MzZxM3ZyzO/cC5H00NiMH2Fa1z/l2ygq3Nhq3ee8bqltjRfEef+3BODnqnlvT1BG508vPVsU/uTVcx22j/UYRgEYNB9BoxKMSw0VevEeu9+ngWhKBhHFWUl23Bsi1QdX2hQlJAigZ9OHJDyQ4lOXinsNw/sOkF2m0wQcMEDe0UNvE59Y7NOJzJhZRZplHqoM8qZdZ4mlmqvHGnI6LJyHbH7g9ku7dIJjVjLzb3kt/zsasgGdVU1VIyeA6DAba8l0d6WL+/rXtVIBm6OD79zwBskun7xMeyYNk2rIqmzq2xVdtUD+B6vS1YbwtyCHBG08CcUgOAlUYJEmw75yp/aqt8xT4UJW9QzjTfgepRn/lV0H6W5bsC+myXewUwCWS+gusR9EYcecfX+YUj7zQgFwsKtz6Nb5UH5iBztZ9liqR8mKyWz5JFwTpES9XPNL3vOG2sfANz1SqnCGkI0cO/BdicYPDfv6pgp3qDdTWKhJgz0r4j7WTxzW5KMRfkfUfeM/KeEXMagnSW+9fvXncVrM8cM/N3aRqa+bx5L8h7qd8HrPqOTS/VFdBg3y32nSrivlJtYjIou0Mu9PU4PEo2yFEjR40SNfagkf2GYBZ4dYNXNwSzINkV2W9Idh0i+w3ZawLm3rZzceTcoiQC3UkoE1yBCG9jA9gMrkk1Iw/ygDyIy1xvuwXYLVTd4N52Z766NLt41a7vTl8+pLoIBWyaNmRqs6Vm5nMVPPBLMwkjCGfjJHlMWzdSSyIBcB8crN2Ir2gonF8RooLzK6y71wr2J6y7tyAOLFtumwawezAXlipFPryC63cAm6kOfP9J6sMMro27Q9lPhLwhHxohr7DhBp/u8OkO4z9hww3K/gbjPxHyilQUXFhgzCe8r3Jeyb3d8N9pihOgHSku1pqhFc4tclndksNbZKIVcJTUgh0Z9VY7BM607k+v+hHAPo4d3XBIaKG76+7jDABmdYirfYKHfufnZ6fEdyokkmZyJYeoVXerO/YvQUMZPRyuhgyJqtINxFialeVVmVopW/BXRah3FWpZ5Zav93VmgjrWGcpn3G3ATXvcbehhPFbjsBoH5Ty0j/R1ouy8//zHCjYDbC58edf3FfnVT2B67kDz75PUBqI13GusYGc+bS1WpV+GuK3jPeJ1zoNpTezkx3F1/78mziOQlkIFczi7wZkVzt7h7B1W32F1HXIMGmWne8IHNwwbWm9rZ5X1tTvApiHJBWr9QAwKt+Xfcd9+g3YrXNQwQWGzKzazISQPnmm6vL/E534lHTp2Faq9+qagNw29mrYneR2rU25CMhnJZPiVq9GvoHoG1n5zLxEUzcA5nRrAZidoKRP4kjTL+1wMR840Kfo+VMqjexu/CLD/jI/lhs1orFo1j3bvxqnwwWFrqzxBZ+og0dZaDTNHaeYrzdO68uaUrRwp9/ddpiythmWbZwb2MwgnnvGr3TIHA53RNpdA8ZFJg/fIpWXgvEh4R9zqdd0auDbKwTup0EFDePR79l4Vrn+Dj2UxtZ2qdGByBP6Zn92tp3uLSuoF0xAg2UOPYP47eghbCguAPyUCKZDOa8oHyvEkF8l9RzkOxJyrznIRdrwRuT5/Pr/IAjxnxNzB+VVwdVweIwBPz7kYkPaCtJdqJ57qjWEGzm4sqfJ9LZbthlUvMG6FjwqpGKRikYpDTKaGrtXQFTEp/PiRcRSLkjVK1tiTRokKR/0a3R1Of8DpD0R3R/YrSlRDZN9BdvKmAZRzz3geO84949zputrrNUzAt7xsrmlSKumugxnZV363P4RxhxgSqTqpVy3meUjyVcasDrf6AusKtMnQ1caXQ+nYQps0RH/dCMJZ21t+b3wk2+b9bGYYzN/2wVcO9toGx6hia4YhtJmDTfzXrQ4Xj8CaQnc+cN1cjTcwQY8bbKOojJxbpmg1o66XoOFk4+7QfoHPG9KhkQ4Nn1e4dIf2n9D+EybcoP0nfF6RDo3ysLCBKvHOryBnSzfSqabWtZT4ZOOrUhjUxVapko6yXcv8VTKwAe6a6OfocZSE57GjpNDszrf11nix9Le7jFopBU9Rvc45CPoVrZPSZVcOUfLxXwHYEmDOLrWjlJ38uVHujtRWRoDNIJsBdgz7LwHsEazntn8NhSk/7nHSDOTqf31HEfkOYFsXYXzC5igWG17ibjvAluoKDLJngP1KI3mV6eNCXB9S/zWKyFWFlQE2W1gP1Ic6ME0D1K5V4hu4rgCbXzfPeWhn6fe4HhJst7D6vx3ObtDbDXq7weo7OWXfF2zrDTRbRUm+D35SUQpdsrckHEfCcVTp3qpCYvUdOVto8wllbzBBwWcLExQWdcOyLbVA8TpUOydFV+eA6E1bLZhuWNd7w4B6U3Dat66q1wFBRdi7g9v8C9UjmvA2gvZvI5qI6EiNa3Y8lUo6vYI9KuwYE98C7P/RCvaf//Iv+FhuWLVqAJszTB5syyG2NioD7egdrN5I9eL+2dqI3Qq5aztzpjScqAuh+nkh/GcA9lUb46qiLZVECDj2gSMZBHDHYDMZrlTHau3Lm7Qc2OAKvdoMaWPnA3s+UFKpr9U48lHNaV7/Bn/POr5k7Rz/X9rebbtxJckS7IeZyqyZ6cyIEAn4/e4AqThZtfr3urv+sTrrg/Y8mJtfQCrOyZqeB1sSQYZCIgHHdrN9aYE4BJAtu5BchFQ8jnXOkaL4tsMqOwm6QnOG+Vrc+FV6ZbDNW9hnCgA6fyLmE6meSPVAqkcXvbFziguUTFjKgVoflKB4PBoIp9fOce9c4+esr0ktjdCn3LqeVC6yOM43wVxsO38NoQWMN4glNM6vwi7v0E4gZIOQLazXMI67ATucF3B+R0wKz2dEyRo5ql41a9R2LAUBJb7BqB+w+gPB7ctruZKXSA1g87Rg7QLyhOA1Me0KsMmHuKBE8uTmuOYZXDudYGVYHEqCyU3omJZO30vi3+RUce3meX/A2RPG1FaleylrlSBl/LK0SjCmuRU0+0rT3AvmMi7Bx4pUHpPVZfvM+3W9WqaxM81Xdml8zGh9Obdt37DO0cYrwB7lo24UlR0sNmY6BieyvTpPiO78Y72EiwouKcRqkA6HdDi4JCHtfSkTBMrpUU6PkHU7LxWOI/U0zEERcwuP+hpYxY9LKYuv8HmevTExg+5rw4LXVKMV7ORwRIJjEgar/Q4t9zbKbpO0CWAfx4HHeVJUurP936c2OeS1hxN22VllDeZ45SD/YwB7cKFXoRrfm4Zo/7rJZJrH8BwvOOpz4aNyKM/cKJo3qOM+tnYFv7KV+0rQ+Ctx4zuAPVNElB0gW4Xcv6cK3V1hLs1uC/b1/1rL4UrZnMEaA+x5UvsOYM8U1Pl9Yn9pntqweE8q0iQMmsh7Souxwx5Uu9cSSkCqvRcLA3tdNAmvGgUzbdpJVL8IaY2GEncocYfVohkckD82NwHo51hEdh1qzTle93hCxRMgSt4m0X7ODtbtME7ABA2fHbSTjWqyL1zrdxo15xy2bes2kvNnwO47ITgoJSDE1qljRquOEUqs3XHNCAMjNHxPfg3dvYlMAsI/WMPNjq/HqxaDrWlni9r+nPa/FPn+CmAzP/sPA+zvt48FYOvWNTCTc0QXN7YudvS+28jN4p4QXO+WcFeVb37zIs0cnjlGvTSv5Xlx+2pEPRbKV67W+wjU+XWeDNgn7utL0lv8dWgIRSaP7jB1+U0/JncFsWvIXePIlHRWYkWJBLDJWzwuP/NX4STJZWSXKeCm2cTR/0s3G67ZTo7syBzEXcEq34UHVF/b8/F78gqwpwujdTG7z3eqL8lg5M88qhRO53wixIoQyRecYnqPXvzYhgw7dTOvxaEnLKibhXVMN2CHCh6xkbiOOtnSqNaRNPCJuMA+Dnuubf8B50k4572A1Xdo9QEpvsPqO4ITiEF2rqwU3yHF986b5QpO9NfGoBv/znZrQJ4aBNdSRRtFJDWKiHej+k3NeMi7QA4kmHyUs7mU5K6+tjIgmAQjHPYP2ekhoQXt8DVkFAFssl1j54njLYdthHZUOHvC6gNKZCiRYHWBtweCO+HtAW8PWF2WmpO4yBeeAPZ8njDAZuswfl3oADvTqPsXVnizt/rsczzGmbS2cUfUN+GzcxQT7wOPiS1MsDDBdB6jbefMLm9QZof1Cj4ahGQRWgjUV+WjgQ8GPhq4aGC9QiweuQbkGhCShXYS1iuIxp907WfH4hESn5+6dbGGEIluuq9i1atwlcSDY+w7NyRm/uU1IvsKsGcLUaNlFziSyHEAoFWMRq48OdF0jiZsov97EnMbiG1bKDwvANv65Xog+ziy+Zs/byXZ8cCDUw7Z/YTuBWaZOtD0b30/bRP1m3Yu8fo6u+oc9ezH2et7plzN7jxzXsQsMrbWYttEB8xC6G4vN0+YOkhUrtcV4M5rRupAJME3/YVrIkdliSqi/QqwlWV7zfBSzMX+/wtgX7uoq73r2Fh7t3aRCezt3T8++NDOB/qd5veKw67IrYZqDVVRHdcIsQ0hsxTt3NcwbR2Zv/ZSBk47WGXgNfnFL37rxnbrXKarGWWark02FxADo8lOlD3+rbHk6LNvuN1v0IambVIJbPsN9/sHtBTwTsNYCeNUF48bb7DJHdJo+BAuuRRXO0Q5dacFhn3lSNoNwS7TOzZaCM4iet9tSAcDQrVGBl/PjDVeJ+S/X/GiJfITsDa4No3m5hEDbNW8stlPe/bVpnvPsJa9Ws3+Axzsf8a3jx/YpCCQrRR2SbtA1cSM/JUDD+jk9bCTIIh3ZiH43jEZqUrD/mgVr6SXxf8r5fZC7+jgnBOyxs88jmMZZyqlFpAd2B/Z8+5p1Jz6ViYbtc5nXazUqNvstIcWpo/ogw3QwuD+Y4O4S6hdt0jh4ZtMrw0d8Dgde7075tiaxiQkVyaQTy4RFFpSu0MElxa2dS8DrIxwOiOYguiOFtX9PqmMvU7XBXt4oAaf4H3qADnmA+V4INWz8ftiA0DssUyj1tmj1vtC1bqYMZ+9fKywoWDTrtdd2uWxNPOOcrWEi7ngfP5sVIPUbwzGR8R8EEBLjWpSchfWDSqJm8ikye0AACAASURBVKgAptMOfCu2gbNWwugdUtwgxfDBNXpH9zdtdAUu3wRg3o0b9QjwqT3IJzUrzNgA8BCPkMAxuYjiE4pPOGJG8aklkJIiey4nHZx0XZ3NaYV84y2poqSKmk+c5YGaT9T86Hw2BthzIh4B5QNWVyiRILeA7cNCbgElfuJR/wXRnQjmgBYRVmZYmeFtCxBoXtxzh489vufj/H0PtWkbu/ex02uxD/jqNOFbOVgXYNu5Y3yAjfFt6eCXMjHARg/lNIRV0MHC5YBQIlwO0MG+lMsBLtN5FhqH3DUgHxMJc0lYRceN1f2rNgrasOUWd+p95+wycCQgGd6AnXec+pnGF5Y19Mq7nNfTwb3USyDWNRzLTZMA7jLe7z9wv3+0unU6nZJ0I6fu5QBLfK30m/S8GbJ0PTjD3W4LLRqwMRrWaMwTDP7qHQEA2kzxpEI1+g5d00ptEPIGbfbm9kI6FaMbuFIGwQcoObRHBAR120CMWPsrX5UAeVlANn82ww7z66wI7nyTw5eDFobuP4bfD9+PR5/6MWd8e0zlbSanBTvEjqoB7l15clUwrzVfe++pIa8A+0tO/SXgzLu1g3qlKmit+7nonUNwDkYpGKUQnGuZBhIcPkWNqNTXTXGXkDtxhAlsDftRYz1kM3jwbUKmtYJ3DiUlPI4DNVO8u5PUjdXStHPOQ+4acle4/7hD7gpWOWhhOy3C69B9oLWw8DY2UE7e/NQga+mRfdofIAT5zytp+r3CGo/bfYdQmhgHnTfuYJoFrbHE12b7U7ZEpSKu+Qttd5kcENDXhqdzZIE61zypI7oaccLJ15s2rd7pbg9MwuxW1nZw/UcA9utrIu430Yu9znlDunSrZ2DdgbYnNxGT4FxeypgEKW13fWNxbCknUhMcG/MHAfaf/vnP+Mv3b7jvW+9i3/cNclL8Xnc6cyf4aj3E1kqsNHXO97heFvmRXRqPI1fO9jsP63ccaroImg+zcz0FrjaA7SdQPX+/jNyXoInYO8oplMXabDY+5+/JMYSKBWZaGCi+gHe9AGzuWI/X2i5AY1D9LnCEi7mzHG7Tfw9/vtT8vJUJVmY4XeB0QTAHgqH0wNm26l19RdHhEy6kjJAyrCeg0nluPiBl6uDwCe1chLdTElOLabauwMcTPp6I+dG/t6HCxK/LxrJ0s20gSkrIB1I9EfL4OTZU+Hgi5AdS+UQ+fiIfn53W4lNCKCzQLI1yQi4X/o2AJTR1OddV3HJVns/HCUQFsP3WHEN/nk+c5xNHfXSOdXQJWpjlHIouoYSE6iOqj2T75+MA2Dai+twr27jUEQpqO3eZWsI/l6co1OGuSwebATZ1szOCO5DCAzk+kcIDwVQEU5H9A2f5DSU+W6rm0b3ifYv3JarJ6qHK3bn5+HXETeds7efPr4qDU1ZVeYRRjT/bOua/J8zk59fXJWjrugiTdAKlTU1enVP4+ZhLuzZSmzi9rnW83s3d4zEaXxsUOa3eyO+7ie9oFP7t//l7NdZo3UWc7LnPgs/F13q6ZpZEO/16T7HWQogdcyiGb1Mdf51A9hFz7FSp6HKb6pnuBjOP5a1lwN6A9hIoo5sjhYBS915S3KDl1stqOaiFU6eb3FgmL2wt+3NrYJbrDSIWYM41gz4h1FJLJ04a2LapoPuN6sV0wJk+xmvJDLBZ7HVNxNOWgMdVHLYKyebI8HdOLn8AYL85t165vmtIDT/v3TrRuNYcBMbniVWu1+hkj00MrzHsMmInK0EGeE4a+Naw0MJCbRZWRoi7nu71AUY4GOFhd4+gErxKsDL2ezhrYHizO3BJ7OD6VxSo0VF1uMaZ92TcZQ16FXN+BbCZAkK6OtPF0dd6Z0F41Zx4p3vORGjfU01TKTeoul/SVi+v8e71evnVtTQXXUMWSjp8LWJez+8YC0o5u3GF/c8AbO5iM8CeDeJfge/aEeljF+P7aIwW/7DsFvs4Law2RfNo8/cqRgos4BNFGdrJuUCezHN6WD82+TfGSCIU7vr6CzE++LJEeM5xnaPo4p2dHKxyHWA77V+A9VoDMLMIjYH2O8D9HmATcLkWdaiPFn5TOsBmcB0dgfBZbPMr26cr8J6DGpjnprVtuz0SY6SccdSj8wpTyKj5bF32iuAqgj+IyxsOGFfhwgEfH/DxgZAfiPX5ywrlhEsV2idIF+FShUu1HT/h0gM2HLDhgEsPhPxEyE/E+hOxfiKUE6EccCkjlNJrcLqbTdsbmyV2l2CRDcfVxxKQa0KuCeXMKGdGrgmxBITkm/NJRMrlBVg/Hj/x+fwNR30Q+G5CERIvpn7DLLFSWE0D2Fy5CWG5autuP1LFI9XleI2l05YYpMxTFm9HBDVPHRhsK+mx3VSPoj/LT5zl5+oHP1XfoJrShZZ8g1k5qr6fX7P37/w9JRJW5PTo0d5apV5Kxl7zcX7OqNQ2nXTDm8vp3Gu+hrj476HXkNer06E7t7BV56BhcYDQeL62yqEg+kg3ijeCrhgjPj8/cZ5n9+vlbjI3Mtj55T8LsH8P+FwB+PDYdujBKFPQx9U5YXZXmAE21Wqjyn9XCB5skegcgbQ5fITFjRwhzU2GIz2RQ+1UOPdGoMvx6EaPwB8GElKRQE6qERyj1AYtKezn/vED++0GqxSJ4lPs4k2aTg2xLReJXlcefggWw5HlffH7v207to2T82RPydR6UBPJ4UsupaWCFrr77B9tMjXSZXO7560dvPl73zexXwNsSkQ0L+cd3TPiyz37ej7NG6z5+NXqdwaB3as65Re3rXcUgt+t6Z7GAKqUE7Ww0UDsP98qTTxiSYI9otuN9cDKQcGMpiDqimwPZHsgWV5H+N5dpvvv1UpxJGXOzQXeDDgXkXL9pVfzPJnj6S5/TyLVrwH23DwNgTHTa73LTnjn/T7oq/a17KD50MTqj9X733tlQvyyjO+psKyLWK00XzEP50/8bwfYswJYa41t21okcOz/Gf3Cpt8kr6ISBmycIsbjMw4aeDUyHwr269iSgi5SH+kzrzaW3DuQ80iknGQRR+Ke2sAhWSuxynsG2POO5iubJd9t0WIXJtJF7amL0sj8lPyY+nOjrvzrld7BFyrfxK83bKKpcJrk+2JgzjGk47nWmQ+U+PbO9mkGPrO4bgSdtEUuZaQY+4grxQTTXGi4QvAoqeAsD5zliewPpHAihQdieMDaA8YUWHvA+xMpfSKVT4R8LrWA60zg2obSvmZonyCMb9ztOoHrs3/VvkD7AhsIiPtywOUCXyp8qReAHd4CbPLqDi1OVuGdjZuLFo+fJ87PowNvClFpNIHGry7l6ACbutcniUHzgSMfi9D1aMeOfODMFdWHpbLzSyVD1o7X56uPS9DNHOHOAD6n4yVumjtaDLB5yjNTqV7BJVGqnI4U7y0oJncWgc3rw1dC5+GokFv0+3uA/a4W0C0ISHuVEVRGVBlRUiVdlyr26FXdo39PzxdEFRFVRLEF1VWc4UR1FUmnXvNzZzhxtKIkT1ozZp/gGexexdq8FhJ9Ty8iut8H1K8+xV8B7Jk2Mr9mjYx3L5vOa9rq1b7sCrDnzUROGewewpSBtx32BkZSS9I90ieO9BNH+kSJZxf20iauEB3JFqRwouZnA5a+uzr5RlMx1sCFtgHurkwWwdN6zUB2BtikM7J9PM41j825+LkerhWZ6jiKpxJfAYUZuHjnFgtdzlIYOQpxaQAxwO4gexKFzbQqsg+k+wI/nilXs6BszXZ4D7C/ohpdJ+BrB/s1LXHYGLZKCaXVnEY8C/RZR7RqrVrGQFtTOZE4RUoX5a811+7ixT/HKhLpOelghEUwCTVSU+tIn9SZ1glGeERTUN0DR3jiEX/iCE/U8KR77wvAfj8xvjrJLBShbre4guzh2jV0UPx4eZ1dr63XGs2OeU2ei3+XP/p7r9QnM6goRuLFxvB3vMSvrixXMfs8OWIh/BoM9H5T0BkYqYzrctJV9ATaP2rT909//jP+n7/+BR/bHZsUvZR5H3EqhGjKUvN2gee2+le0g5xqBxJ083DdXoqN9q/q9WsxwD4/T6SakGpCfRyoj7MDbAqoMIgl0muaswkvbMyF4xSvr1LA5mPzcT8R9GcvYxLpjMhjLrLVo/EkxR6HfrHPwsp3xeCcX8/g/fe4S7zYsJ3gWQ+c5cDZOqdHfaKUc/kMv+5YD3A97/Afx4mzHqi59IXIKN2EDq4Ln6gbwPzx2nbz55dF3e36ZZEgLsK6QReyjhYO6zxSrvAhw4cMYymZTEoLKS2MDfTvQ0YoFS6XDrL/CMCeO9gu2pYwaLul00gdtEt3m1MKfetk8wWdW7d/GPiTwHFe4KMP/TOkGHaPGqg4LTJZ87bmREkC2UOFPbpaE7ieKCJcMRzI6UROJ1yb4HCgTXQZzoQmlrQIniwcaz5x1CdyOvpNmUaz4e35xech8Q0T3qVX9oU+MFVlpX9wzY+XjYLwsDLCN2/WqBKSpMq69Kqm9jrcicOd/TG9JiHriKwjqs14hKNXtXl57nClP3eGA0c4UPyw4Zz5pr/yfl5ESFK/2Jm+A9VfAeyRRqi/BNl8bO4yj+f02+vijwBtjkSfO5YppubMFGnaVWoH9UvKXqJ1qLYk3bP81gH2bEkZTEHyD9T0c638bBqD4eqUQsRRK85HRT1aGFWfdjaOu2k2mBz6ldiphf6+UmOv2YN8TZ8NzSaRrvN5U82VU0EpRxf8zzUHe0QfO+hj56o5EI7uEbFTJGa6hNOeEppn0d0MdrvJwPj++poxmX4X4vPrfIrrBJwBDJ2Lqw/9tdh+tjbHJXJd8mDbWrr3SlgtYbXoxTxgTmkeoXEJabLDXQF5mLRVdG/z7X312sNJh2wLij/xzD8RTUY0udNCki6o7kR1J4qnyrYimtySCFeR3vz+zfdc7qwv3H13FfvH3wXZ/Lw0FMDzjoo7b2RnyswMsGf3qRlkr5//K9X0HcCe15H3lBOzgO5BM3udGM2To/fTI9NrrEErhWucZ6FrOBicczw91z8MsLmL/UcB9vUNvALs+QNZ+U0ssKNuwaw8p8fxpWoZHdPaEvnm0TuFk1CgSMy5EfxVN4nnaGN2M6EF4504Y+3+fGWB5LvzyJoIGb1tF/erhRXbGtoW0/wuwGWu8kUYjTN2sbf6qmb7q9RDZWabq0HvGeR/2xe9dQGkhX1e8NkLnGsODSCrQ1oAj0z+3ldxJ43m0xdFHc+vq6nC9Rg3raKZoZ6nRYzAXd8wucHdNnGUbdQjtvyz/rUD9w5gs/XfO4DNoHp0t+nn+sv4nQOIvOMODHWp1C6WaGEKHrLIbq2vAfb0vLHILiAu0xQqTillG0aa1uTOvY7hQDfyN6HzGZ0mEZWSBmLX/frnr/1zaNcafQ6DN8fOCvxvrty3dWrCYKP0rtqrgPHVw3s+5nRo/qwBcSoGxVlHFJt7Ha7gcKU/zjoim4BsPLLxKDbgDLlXsetzh0/9uSNS5UBe+Cl+DURWWyy7BHWsQOi929J796UBnn7ldfvOfWkF2K9dpNmH/1fFgTOLpsZ5lFgQbECJFKX+lhrYReo0xeOJHE/7+vTEZJT4xLP+DWf5rQPxEpk2cXS71Rwiask4z9otDImDO9Z8o20TEJKrSfepD4OLGhMl684biWGhNm7q1lpwQuOI7iYBVZqAjA+pi8VfNDDd5cnAKgUtJdS+Y7/dcfv+A7dvHx1MD5A4Pe4+1asBwUrLML2b/Pqary0EmYP9/me+y8Ggc3zbt+bYMWzx3qYgJo/HWZd77nzPo/vvDiU+oMQHtLzB6g1Wb3Cm3ZetfbF+C9bDawsjFIzQC2d7CPI8aiwI2sHuuoWlJBzhQDIJXnqYu4Fv4sZsc69iM6KK8DIQxWRygZmdYLyLfd3MTXw+UxOsIdvB2d1idrlY/L6nunawvwLYi14txMua4NFDZZqmjo+/m7RcNXrDipK6zuTOsi+f+buO9rUITG9va7ZDnevVRpV44u/yC+ZjvFF+POtS/zBF5PcA9gy0yf5q3a1cQfbVB3R+3mhOUBsqbWdUB54UZhL71zrFdNdcqBudPHywMFbBeYuZIygE+Vdu++3iW6n77/+Vh+gMsOfF47rAUQfZvVzgVzDN/rDE5yOPWOpwrymRV+/pXwFs32yK3u36rsUqf7ZUZC6fkpSqeb9vuN83bNveL5zf4zA5Y3vADv/eDAApLKfgeRx4HgeOnHHWg7oAzE1vC5CTAU5GOBl74pOTzU1FfV0MsFkhTyp5coahbhMBcafjRLch0K6kaxY98UXARrt/svzTjl0c5OvFPwFoBtTXeg+wm6K7gWgzeYzGtplkYO2M7empWqpVxGNt617/5wB2ctz1scvXwWvkc514l87mDrB1e/9ZYMU3IS0M5K5hmmsOq/b5MTugEBinMCZepOdI+GsCH23Mcx+jz1Z87yz4rp057pDNADP6AG8MvB4VW2JqtA7JeQp1CgElBNSY+rHkKFE1eYvkLUpwqCmgpoAS6Hi0uj/Hz/P3OTRbxta9/iolbX78K5H5r3iQ74To79wZfgWwZyrHCrBH6RY4xoETV0A2fKZHZDr/LOZZL3apKb8VyfEN2ijb3ZnYMrWncmrWviSUeODIj+YNfzbKUmrrhJ26vwbsesW/E7uEMG2DxWPKDM4wUxzfddx4M26tghD3VnvjHPtl1H+tEMsLMOqBKdrBKNOtz6ySsEpCSwG17xD3jbjYwiz6ilkT5C1TMEYHj72M5w0Tb4rmPIs/CrB/df/QLYxNCNk2jxLbfsO23/p7NYOumTZAUePjXss1N5WiN9jv37Dfv0Fs3zvYtnqHMwreaETjEM0aYOKkhd4U5F3290ztRA2h1ztaP41DMhZeanhpYPf1a9AOyXhkF5GMRzIeQRgEYbtIchZc8j0s2NEYSqEg+gR2QtHCQNwl1a5XPDJtxNj3e3by4q+vFI1rNfeQTrlQHWzOYV0s6F1xhuyvXa0vXwWQ1tL/w+D6CrDf1SKSbgBbqRuUuv3DAPuaVXA9TmnOROsqNeA4Is5HxuNZev1/BtjvwLVq3Gz6gEYHijskWpOX56yQnhWe/AGTV2QzJm8XCPkCm059mEc3qY1yeuphSs2ZgUf45CJi2o3CWNM/GGOJY+fDSEQy1i2WLu9A9VcAmxcQApYazqiXTrEzClLcu78rg2zTgHdwFiUlpBh6seUQF3PM+PlFVTt1Tt7VrPSdL44hMDKd97ltG+73+2IqT10GKtNugEsp3SLiB0ct+oCjcdecsXgeD5z16ICbNgt0Q/S8qKmAoOJL+WZP+FUHu4uZdOh8dlZwc5dc3A3U5jonk7rizUVi8sCczea1ZTcU1/xReZctlhuP/QJUE7B25EAyUUIIYDdw3QCMlgoppD6ZySkjhbTQf+agDd5sJp4QBE+AbQLZ0epe1w73KEf/NlHcNXeBcgv6oOur9DEhU0NyOsFKa28nHmMr2jzZrk2YrSu5M85fZ3EfcXAHv42V3rxu8LQrNWBmObjhd8o3DcB8jYXg23GDsFhIjeLNcoquV0nhcswuVUtAyXScvM51f65k15/joljwNRhqCPuoGTB3D7VWa2LaJAz7FSi+HptpH6/CptefdeXRvutuX2/SHFDx1f/ZjzfLPbZ/pXwFbiAQ+Bve3qNc+1z59eQyMBo0oT1Hmz/bhX202Y4dXFuloPat+xErJTpI5u4pAztjVdNbNFF9e/+JE8yd7BmIzvxQ2YDjBqXkBNrHqP8KsDm5lDIBKmKuuO8S2y6xbQJyl41zPAJ++O+3SrUJ2Go9y9dmsKFNMIdYdQCXAWTmsf2VO++cf+m8rn7cvwbY3enCGkgleyODQl0ETANq2ghs+we+//gLbtuPZhunm/2b6jVPc/n6vH/8FfePv0CKD0jxAbF/hxI3WC0XgG2FgRUGelNw0vaaReZOGXq9dThiQgkB2VkErWGFgPy4wUuFoE0D30THO2LqepikDLw08O3nUwjLOmHIoXTO/JHP5XdgdzK1k0Wgf9GnpKXLfaVurBjMXBqmF4Ddga2AcUTHoKRj0hgYJ1oSMukLfAvfmosB6rvn2LWHry0znX+E2V4fr6+j30nqO6ReAbZxK8Aev495qQGqVwAek+nHYjLI2b3UP+yDzTSRdzZ9V8GjUqrv8OcOCY8PeHfKXar7fcfHxzZ5Fcrur/3uxvjOl3kEqFAXg70fXfD9+5AiQorItUA0Zfh937rLCD9vrFtU0L/HX5xPYB5X802fgfUc++udgVI7rFW908yLFCthmcszKDKDLkM/b31+fl0Itu38tm4pZS1ZTN23b/i4/fVlp0YJhaIBbf1yw5u7Z96t3XQGelxWUfeSgRQv4jlQCE8f9S5R8LPqO3Qum+eRvYkIJsIzSG4jfV7IlbSdwzuPg4c3eRkda1Mgbg5q87AydQs5KxPk5gloGwLYnN7kQoWxxMc3LQ7YzIBg8nr3YYhovyoWNLLHtm8OIt0j19N7dibi5BZPG5DzeOJxPFCagDRFBpixU6RqyagpIAeHHC1ytC0h8vfKtBRJ19MjedRaEmkJSgP7pdTGBz3B6XQscop+UJhoA1UXDmOeNsdziBNPZJwZoGt2KeL1ZIwSTT8fmdPPAT1f1drVon9HG9/pZzTnB2tF9yu/VgiUiHYcEbV1MWoNbYH1HWzzdW+06P6vIdj+HH/l497RJo06RRJDVGf6cSG2/niEdZkl6vxX4Pqr8fz18ZWD/Q6gM33pHwHZ8wZgfr7fS+SIqn9ns+adwRjTDu7tcRQcR+kOHrwm8ppKXWOHx3m0c460H8PNiRsCGlpuENt3iO0blPgBZ3d4v8P5HdbdlzLuDhd2AheWmjnv3rO5o8/HOFZ6PG9hrHvLmaX021WcxiUNebfnnFEL6X1KCksDJziDYE2fKnL42RwW1jcl7T5ytVq88mF5w8GTYCEI4M/0hnmS6IzvG+h3pZSC0uzfbLvjUkgeyggouyMWBxsUtKPH2gm4qGGDgg0KpjWL2H+dP3/i2GqEYOCdhveqdzmVusG0DvZMEWFqyFzMv+bpiO1pohY1RdRIANsrASs2eCUQtEbQeuhdgseRE55HRQkeyRhEbRC0RdAOYQLYDK5LrDjLA8/jic/zJ0qsfTrIdpQMvJnDPWtYZlBN+rLXify1g71ugNs0ynD0vGhhV4MSGZJDSA7W6/59SO5F5D8/9+411+j5OZr+V8WvFXqD0HcIfYOyWy/tBGyQvTh9lxKbDWJxbbNAwPkKtq/Am4F2T+Ft943//t//O/793//9jwPsdx3sK8CewTUXd4q4OIyGgDYtpvu2Y98ExM5+nvqXizuP0N4JeKwhDpF2FhSNTcXiNAoPiZ1HK43uz/UKsRuUz13sr4D2O4BNN5zQxTxrZLF9u1hdX8uv538zi4OuApn5Od99mM3LrnHeXdJuUS27TtrhmRdl9txFmxXZQ5k9J6tNnsxNqf48njjLownlcgfYJM6rOHKeFN8MskdxtyXYAG/DZUGYgxcCiez8iRIfSw1LuEqWhPaBaB8o4RMlfCL7Jx1zB5wtZEcVRhkTm30PU5zSC7AIbQri4q9rPt/4nJwBNkeepyY+opTO1EQtBTUTF5X//y70yplswlJAjg7R618WA/CSCIzzsZICjjJ+TkkBZy1tasJ0AN/5f/z1qA/UXPtUYq4Bpl+pTzTS1r1DOfM/iZc6NhHs8MATFJ4Usb6BNQ7v6jo25u78QkWbrNWuG9BreELODqUDa65V8JJzxJxmy6CQhNW+8Y5XIM0b8JlbOjbO47krp5cjxxmwvQN4v+RWtmt8Br7v1mEG0QywX7nig3Yy08p4Y3Qta22/L8xR9VoqGClb0hvTlFwDS7ZPH2rJLcQs4ioc5PeX3/MUedpDlCS5K2hJybdj8khcXebnWk3Jq94T0L6CbALfGu+oNq/0B9HfQ3aDWT4n916M9g5gL37/DWBTEqZ7oUnk6JvmJS0NjdcaE9DVnYHOuXe0l9m/nCgqkwbjYkfrrV/OqXkS4lxrjLUmRH1U1EdFLAHayQ6mXdTQTkDaHSYouKjhs4XPFsbJl00B1cyvpU0aCd+mwJSmRfq1OYBvQlE3nZckcD1rxqNmRKvh1A4rb7DyvkwNU1trSmoNN6PgjYIVYgBs5TvI9u39Sy6hxtqr5xK41Iufi+1+MQvCg09LgifrXvj40MCYl89n3hAba6Cdhnamh9XM9a6J9FWD6asGFBlRjKL/7/dLGgVpFIQWEHqH0BukFb20kz111wQ9qJrZ9QrJ9WCcdyLI+fi4PwzxZAgG/+N//I9fAuz/9b/+12uSozQasqUDvXQdpnEC0wSM0v2kfMcj5tfMSufIQrTwvga/8JUH3akbzr986LFkxJIXcMNgh5/zKSJVCnuYAfY7YH11Ovg9gH0Vu8xge76JfgWcv1Lfv1XmL6I528Se73eL1mtYr9viRWWsmjpB8QUIEB/Xd4V27/5Zi9nIPwey3/s8f+K352/47flbA9onjlzxPE48jxOfjweeR20ALrbFau1ysqq7+5i+sQByLiGGihwfKPHZhEtPZP/ooSbkD/5EtFTZf+JIf0P2n72iI5s3YzK8P5DSE94flG6mhm/urwD266LzNcDu52LgilDaIZcTzI/zYUrHjARy2V3kGjpy5f7/qnJ0rWMdcZTYaBCmA+8BuJkKwbHhdB3yuc9K8u58cBG2XkH27HLTfWSbhSO5+TAFwlJnPtOm4qzHRA0jSsyR8yIiztF/CbCvI2MG2PzvCWArMJ9w5hbOPELuOjPVaglaiMNadADWAW6Z9jHXCnRtpyFQZzbjOHL/P61VPaRIG7mAnTnWexYXXusK6Ofj7OJxjaL+Fb1kpYsMTvssVuNEQiVND0eZn2PKICXt0XljlYZTCtGaNlanjTiB5CGSZfePIXQdVq+LhVtOKIU2pyyOt8Z2YO+n6dxs62a7+9GomXrhjGm0uRFioeRqr3jt1s7c9XkNIRH/OAAAIABJREFU8SG+0ED4+68Atmuixxhzcxlih6pxjpPepbaGRumTw2vNAPudneJ8nq0iw3Ye+OFCdHUjIuAXXwDcfP6ERK5KsQSUM3eAbYKGtGIBSAyafHZINdLr3Ovmc9BYriK5wQt2PWHQjs/8sk6N84KA+Dwdi962yV982ZxxSqE35FrC/78Qd0gxtFdW6R5Yw3zsmQc+V3YJR6w4YqUEXpdQfOlpvLnxtJewvElYzsdKankHbcLAFJ55E7g458QMn9LLBu9aHMZF5+37oK53ryE/boc5DIeDu67Hr89LY16Kg3b4+3chOz6lXtToCtNa+Ps12/6F4DrAvnatF4D9z//3/4Xvt4+e4jgD7HmkQ7xrvQDsuSM1L1hXasH8HC+q6Y393hpk4PuCfBUfkjgk9jfNxgAbQ0viqz2ZL5Q83tD2mBP7Yi4QQpNt2xTR/FXNY5iUDqTUOok5TTfaYfFSWreF07y+snoZ1oFrvVffj+d9cJ3ra7zt3/+q5t2iDwwS3gP6NNEG5q/B8ufpWtc5LQD7eTwbh+zs7iIEsE+cNfefQzeGK4UgYhbZvffYzMiJPG3JA/ezAexzCQOJ7lwBdetkrwD7gDUFwZ/I8RMxPHoC4IgCfgUdfxRgX2t+rfUeLiSU49Hi5muvXA7kUpGaHWXKCcZS/C3/Lr67yIzNz9AAvNIiond4nBUlxdbtIpA9FwFu2lj59veWcjTf+tX7NIW8bIhmWghz8udNNTuV+J70OiYmDLBLyqiRKofU+fv0/8S26Qt9g9YpIdb0mo/x352D73ZeOfj+uquw6yry4s3me+A6PFPnr0xx+SqYYYAwDRbBlRpxHAnnWXAcadFOOK+X1LRriMtXIOn3xc/vQfS7c312EZkB9jt/XuaAEsDW3XLxKoT3ljbUnVqkaLxefcQj1XYOMH+YknOP/GjWj2e3sXv3PrPdZU5lsb+bI+WNsl2/QUJAop3x1I3PbT6XWTjpLvcjJfVClbyKUq9i1U7BC7FvpkMsSLn279k9xDbxGleIBZ47lDa0967xsFvxdPAdqK4xozbA3XU9b+45V8uy2UN4uB2VxdbzBWT7+PZc6iJZP+5LsUTEEuGig9ACm9yhne73KqEFpFHLvcxPwOhXfshXL2RK3VQt8p6af84YBOeWmqcDPDlT+warZG9ukGBS9K9cWt6h1da1O1zUuPIvAJucSGKvoPxS83O9LiF38xRh/lzmKTPbNFrl4Mz4bNYGTrPlK2fb+B002W0UymXae6FXulDh4/HymvfPFWgbfgncf/VY2/DLmsH/DPD5b0q5LH/zuG7HtO1daM48vfpDAHvuYHMXW2jimc2AegbY1toOsNl3k90OBlfJLaD6etHP9lQzxy/njOM4cNTjBWQvC3nMFDtcKYnPxASXMmI9EOuBUApcyj2lbz5GXscFLhRYl+BCeVsh1l/U7Es6DMnZsaCUitmU3BrXn7v6m84dmfnnvCQjTbx06uCvu7v5K0c0v/veeOIWU7ft/U05htH1m7t/A2AzaAr9Qp9FGQyKho1fxmqp9DqiW86P8N5/m9IPn+ThHY+enpdDXXjZbN/F4JuL47tTeMCa0gF2DA8Efy4AmwM53vJZL+D6Xf0ewPa9IzXbckWknJFLabaTud94hBaNG9dEuxdq1lUMdq319Xa5MXO3ZghpA8iWsTbP9Mey0fFvaD0zb3GIctQifIzNVm4+l3WzQAs2INqAoD1KyD1oh8WTHOAU/Uw9MS80JhKv7f1vIVA+QilG9ParE8bsgPEu8GKmsGlNdmtHPUGJimERZvL6sNrpreKyEMyiUj+OuISVjNE2cQKp0y77GP/dpOs68fo9gP2urmFf8/rMftS/ovCxEwwD7GugkJ/OnRILogkI2qH6jCMUPMrRLCl9B72k56AJx/PxbLSL0T2f32+6pipKYb//BygFlIJTfHMVcjp229DoGCS+CngZnHj7+jcOUdn4nOcR/JzAydz0FEeX8eoa4dv/Mxe7SXjuQrbrjDnlTGlw2rWodKL4lRB7namgxtw3rSms96zZ85rvV6/3oWbb6tPasb7WF+smcdIVpFK9I0md0ggXYu9Q8j1LKA2hdOtMjnuc0qZvnvhey3/D1V1odhkaf1fo6yDzt33bPA/LYHqOHMEEtOSgIdqoi+0DYvuAMxJK3DslhCYfBPb3bYNR5FJT23SBI9ffAegruA7Kw0sHu5teQfkOsOck3pnLzZsd3kAy2GYXL6NGs2bVWKRxL+od5/q2ZnDt47EA6Cv49vFAzCd8PCB1wMddQdsIbWPHW8alpa547HqcH2sb337/1c/xE36b8dc1Uv1q4DFP4azxbwH2tRaA/e3jB77fPvD99oFt3xZA/cLVu4hTtFTYb/cOsL/qXHPoCQu3uOYQmdkP2DvfuUPMLWJ7o5grQq6QzsOl0kB26d/z4/mr9hHakz2bdRnW5f8EuKa6JhtdgzNmRe+s9n1NRVxDNH6V7NRvYm9q3sG9s36ay3Z7L+6WreM2PynTZw5rsLZFxioYoRCs77ywOciA+WtMGyAXFKaZmA7U53OlW9AtNnGv7xtzl6+dE6dDdxIJhrxwsz+QXF0qe4qstTrD6gxvK1J4ILgD3hb4FqTCAPsKZP0EsofQNiyP7RuAPWsGrBtdMP7MSQtAC59vgtyYE6w3EFpglxs+thuUMV18SaEA4e3vSMc5qnYc49eP69fjOiYlG6/hQ33Ux3L+eR5HujzCZppYlYs/j658F3aIoqaJBP+86AfP8NFU9HxjYNA+nBDe11XUFX1YOOLclRwuJoMjPFtUrrzEdaPrG9DQ2oESYUeYzq+CtuhvnukkBJhTsqg1oNaAlCy8VzCNN2rMDqXuXXRpLVlbzSBgnjrNx6+PXwD24hu/1pxBMLvcjCq9Uz3T995pJq5r13z+8CathIxoIqIJyI6SRvleMm/SmQLxfDyQuld16EB0vN+5hyNd03rJBYcAthYOWrgec01BWGtHsI/eJ87ru+mqb37u3sULwKbGCZ9v3nnUfCyAdO7+jq766//Px/303MzPzSG3EKmEGjPOVHGGjOoT+bO7iOT437TkYE/l2/vC9dVx35Na41Kzb7SbXETmLnafimsLaVyvTWoIZbFJjfuu+uOPu8DHXfRj0jgIZaHenFfX8+6djeDscmKmJEG2ibvaK7KQUksBuVNxDgVb7jqjILbbJfvCQ0mF7XZvtoliWWOTew+mZ1DNX710MJuGukmom0RQnkTxsXRTgdnvfN18UdHrvgbYfUPtB76iTU/6Q9SPmI+J4vTafZ6fkzrgvuvu3vUOvDM2s1MHfD5mZ2MCV5oLWOk/c35sXOnVu+khL+vRtSlwdZa7NhGCT18C7L///e/4+9///gqw//L9G759/MC3jx+43e+dd/1OCeyd67xLHuuPcbBb6CMzEOd/c00hnEF2bOCbx83MHeJdfJxuWCMwJME2vpCyHmpSZ/OxXZl+QWsbYFqncqaAXOkg/0hdQTKLJ2eg8kcA9nX0+u4DNv37EXPrfRkV8ot4Zq7QucWhA+wlqtSqZcEYXeym8tcWTmpkF3GmE48ubiwdADG4IdeL0oQ5Qzz57lxhUBQnbucVqNh2LrDqmm24wtSV8joimtyTs67FiW9OJwRbujhyVG7nWrx0SNv57IflIwPia4f7yseeu9g+BGzbTt3b9tkSWCHbMqkUUusq+OAhlYRU5MhjpqjbMIHilT84fMG5yzW/bgXX4/nRGV5FvzMPm+qg0I70WKLSi6/ItiCaNTJ9/mycjgie0hi5XNvQMNf28/zZ6UbUqRmj++gDdbKn7jl1uO1iRdbBW0tE5XCR2DqoM5f2ag04Os2ji+Fc6J17byOUdIih4qifKPmB4Aso6Mb9LsD2zkFLDpyaffTZ3eIDWm7QcoNpSXQckvF74s7557Ft6Bo29WuR13vR1zi/yL/dLGB6TvW7Apv3QSmcLhjbxsjCNFu9Eeoxb/pse69cC6+i1EeidkQMN6HcaByhA2xOEZ3XYt9oIVpYqF2PjfkFNF6BLoNs36YR1lgYZUYX2ZCjBnOzldS9+8U3b2f8tG69B9ivgGkFsn7i557pxJlOPMsDz3LiWQ6cqeKIBcVGZB2QlIffTeP8ejgZkO2BbA+kVtEURFOQ7IHiz5fjXuVRmh2c8u8C7GtQkHMBpjmoEKCWuO8KQjlswuLjLnHf9Utxd1JqSuZ9t6GbAdK8wZsBOK+zRmkoOYJOrv7b7NXM9oQs0LXGoqTYwTVTSLTcyYtcys7z58n+frs360hN65IJ76kfl7oC7f5YX5uY7xsMPSLejXP5jwFsouDS/eu9eDGW9LZIwDibT0xCyBCbFa6HMQnGpJ7OnNIJ72s/7lyGcxneV8RIyc58zBgG0hnaZkidvizj6lTlBWBf17H/vQD7n/+Mv37/hl0KfPvxAz9uH/jROtjbti0Ae3SxzdIBmwWNV9A0g2we1zpjXnZ00c8X4by4j5HzfEONbbQslYH1AdYHSjDy9CEShaTCugihDJS2UGaUsYG6GY5OqhQzUhsvpjY6uB7rr7uM9YLPLXXpQE5HP3a/iZfoaH7NFVC/64a/A9jcseGbFHUUMnxL2+Pynsc7A2QPni+JPAfAJp7p7PPsJ5uzkuKwcwu8Aw9t7HjgmZ941k88j8/edWSaSM0VRz1xng8clSLW2c/8evNeb+yDQjDbNfYpgU/dGpB28mWAvHii+ANHOHGEE9XX5ftHeqDGcwF/bPPHdBPqZEUwB/N6rvOmMMX40hnmDjeLK0JKvVyIsJ5ETkQxSEsUbinHl9zYkaTlGjD3l+vEj0VX+/Y38A1wfd0A477/nXx9hjY5EkK1jRz9vs4FpHbuPI5PfJ5/w2+Pf+kgu8QTj/KJI5zwbfOS/dEirX+ixEd3fknhQAy1A22m5DgXkFPB43jicTxx1hMlUeLeGmzkMIcwXC3DZrFPzSdKqr2ibz7ck8c7i+DIm/lKp/Fgz2bv6Dz1jjZEKRXUeqLWs3+mUpmFO7sm8jEwo5ucliR64s+Rueti2yg0ZLtDS9GcDGznnwc7Aq04aOTKP7/y0HPggByH5NcN1XXNvk4irxs43oD5SyfXaALfZso+uFIoiGIQ2wbQN5qhbOBj0JRGQmwgcVjb8EdPXW2eWvWNsqFNtlUO+12RGDodfVPOGx8C2I3SZIafM/sMW+X65n3mrtKonSwqaynjPtjKGQOxUSjUvu10/+SpSKMoUMDa0K/8CmC/unQEsG0cBZ8ElEapqT7jkQhYlxCRXWwhJyOhNCmPqAK8CEi6dIBdWiVdkXRFsQeqe6C6Rzt2IOkDURZEWRAUge1gKE1z2Xy08t1r208Am6PniV8eYoHSDkIZaBtgXYLSAUI5CDXCwKxLNDHOJ3J5IESyU+Um09jA8kY4LhMGf7H5pePEV39nVcgAmz2aOQGaaWREt7N9M8s8bcq9UH0DPYsm5/saTxm6NWub2uR27IgFZzoQTYCT9kXsGLSH3iW0lPCNIseC1xxagNalGEf5DrBt/3yGWJhpQgSwrWf7Y0uJxo3/HlJoRWYLsYSlrhZ8YTZlCITTjAl9osSYJU1JwUp6wjEN1/Bz3mbYBsC1TVA6Qun0UkJGKJ2hdIY2BdYdrYgW7P0INuNicL02Wl4pInwO/c//+T/f8q4XgP2nP/8Z3759w7ZvuN3vve73O378+PECsCnoQOJ+v+EaRMI3IT6WQ3xR5DJgY7u3HBK0MNhu2zJOMlpD3DeI+w5x3+GMxe37D6hd9m6bksTlmj24nfOt85eRGm+Xbm7cbWyJXH3BjTDK9CAbrporxLbDKIPoA2quYPP+GVw7Tdy9FCpqfuBx/EQKFSnUDjq4a8fH+HnmJ867IiVNt9s5z2fvGo6dN52YKVQYFdoCl3tp4el7XyClgxCmL0QxEjgqTUDHIs050IKFZ3GyxvrXf/kX/Px8NOcGjbMe+O35iRozHuWBf/353/CvP/8bPs+/4Vl/9r+bREkPfD7/hvP4iZ8//xX/8i//jXhzaVW4z2E0v46KZ6V042fy+D8WElo+/oYjn3iUJ575E5/1Jz7rJx7pxBGO/nVWYZ/l2cEo87o5jGLtCo+ERf59OGGRU0eHj68np4AwuLgxkmDWudLcSiK08gsNgz576vRYa3G/37su4fF4YLjr0MWeJu9xplAwUOAOs5WhnacEtNWucP9x638L0SYc1L5BbDcYLSnURCooTarsXUpY7xFzhguNn93oG1pQql50GTWeqHEAbKczzvIbPs9/7T7kZ/mNAHakjSj7tfLfRTHVtLbc71vjq8bFtYRFsDySnwE208jErnvUMFtWHfVEigneGRi9wVnRQmAMHmdCDAYpknMATeQofMZZgeAkYuNCk3+qRa4B5Yw4HhkhWygjcd933HeB+y5hXcSP29aT+Y7ziRgzSqHOqtwtxN0gOlob1GZpU5IfOMsTn+cnznL2jdGRa4sUH7aKR874fDyw327Yb7c+JXLGdLBKTY0dehdw0sApgxziMnXkc1lLhdv3Hx1ozymi/FpqkNCUZHYriJ7WjJprd/3gjd+yxsbU3T3Iss+0JMKtORf5lv5qcdYCTsItKeK357OvAzPAdjrBKg9xJ49mvq6uVL0BwGzj5I7pSZp8hq88Vv772GWHhYDM3WXhqmoCN5oAzyJa5viTzV0OBVqYvg5xMurcESZqFXX2ORpdbHf8+Os3eG0RrUd2AdUnHDHjzAXJhebl7BG0Q1S+V9YRz3ii2IJsK4qtqIbqcOdSQURkXVHNiawOZHV0gB0NTf2Iblf6Rp59mnPISK3m9W9uKl0j4n2ji0lpIaVdXkfGAsOT31gPoQxC+4xLOZr26cB5PnGej9bUGY5ENVfUUkGCYzcJm1XXLDDYVkY2gMgOO0Srmt22mH7F/O0UPYZvvUGKY8J/palx8efEj1ngzf7cPNkZVKAIqwhUi+0GpySC1jhzwhEjsnNwSkJ8fMApOZVC0BZWaNjdwAiD7baTFqI1D93UwOIpA01KV4pcjGlMbP3QeqQckJor2kw3na2F6b1s1oG2TTMn/BJdhVUB24eC3G0/lgLROp3OcDpDiQAp/Utx91vsHt+/K0gZYUyBswecPSClb8YVr7RTWidGIjBPLPgxbxaZ8sUA+wqqV4D9p3/Ct29/xbZvuN9vuN9vUG0cLZsYgVOXpKI0MU5H5NdyLR6szTOZPSTnUSiHRVilG1eXAJO1tvutphh7UhcD9RmwR//eQopFOKVQ5/Tx+OxCCPYRpm4jd1JC79zNdeTcb1DcVdFSThcIARtagGlh58XlyI/WCS2TEK9MNwQaMQuhwFxOpkLMfpalUPdl7rwMgH1Mns+lf+VK4YCzub2ebi7n+cTn508c9Rh+ypO/LW+iZmXxcRw4jgPe8ZiZQGTNhQB4HgCGubiP4xM1n/1rKScej58o5WybhuZ13Djac+z6DLCJf5kxhHeNdhILOLTkeZxt4So4C3lxP48najxQfUW2GdlGHKHgmU/8dnzit+MTP89PGrOG3Hb1RC848oEjHzBCY7/dwXSYGWB7bZHaeTlTnxaAbQe1Zb2IC5wdRaNrEstRV5oWvFpPmMbfNNaiHgd8c/XgGxO7eTBwngF2DrV1jj8nCkdqN3DqgjFFYXYWMZpicDmxTSrZfVC1M20E6ODDoJzIXRDPvolTtTAEaG2E3A32u4EWHr4tlrRgDioV30RHF4q7yxw6RSLF53FM/r5z52qMf+2lq8XiWKYJkI/3Ce8MotdwRiB6jZIcnBHdSYW6wRZaCgSn4IxAcAIlG4Qg4bxAPQPy4WGTwvGZ4bOBtBTYRUKtgJgLtPWQxsL4ANuoAvz7yt0Q/3eiLUVHU5TUIr35pks3YDr3H7XiKOSFzGvjkcsCikfS4biuovXINqI0EfJ1A8kAmzvp8zm+drBtO+8Tnsezd3q10G3N9I17L/t1M1MKOWjIOddyEjbIfcfH9+8t1VY3YD6maM5oPI4DNdeJUxqnpFaifDjtSTDYhEwMHuaOVHcDmKhQwUekkPvEg0WHK2XEI0zOFbN14moTpzsPm2PkOXwmBA+2uZtFaS987wnc0+vJQSd629Ind+pQaoPkPGpMSG0zxRss30NNXIvsDkQZ0RHZFhRbUA3V4epS1RRknVHNgawLsi6IMiOo3AF2iWc/X+cNSfdvDmPt43sbTXvrIqBm4Mz3OyVNv44ZlI9rOUEq0wE26VhSu/eT4JHv97WMTXlv4CRy9xLijm2/vYiGfXDw0cF4Ax98owIOH/vZfWtMfgd323kKiyKdAzs6sQaJ7qGMM+b7R+rNgyHgJlaAaxtZajQEZ6HljvvHNzglUIPFb2fFET2yM/BK9AAcLi9lS5mkcyCaALVrRD/yDa7TgDmBe6bJ0fplOpthtgqdp+Bcs/0vXfNMtSNq10wfpIZhghYOarNjPfQHsj+mROYAJR3Ezm5FFpyRYU1omgvqhGsV+/02+JUdwLHyfA+Rahh6zCFzvuFLH0Jz98pvAfa1/suf//xP+PHjG4TYeiklyGjcWghFrgXaWnxsd3xsdyijkHLEtt/aTn3ryWP85qZIdlikvhULT5DGmjwajbTjTRXOMYBoXqeXoAoG2zOlZA5DKIVoD+xCcp4P/Pz5Gx6PJ45KHUDe0TIYIL/QhNnvmW29aBSZmnF/xJFTX+y5+0M8wPXGE33EWY/FvYCLea+u7ZSU1Ng22RcUeh+o6zn4n7F3oIeo6uyL2+wDfaSfOMtvyPHR4q2PfjOnRSxPFlerU4BzbrHsKaXgPM/mKVuRU0LwND5Ps91gSsgpkfWRVjjPg7pYJU++tHnqlGukGLrgle3YmJs/6EQe7EOqpQDzv3mCwTfqWQdw5INu+L7AS4dkRncnGY/qE5LxOFOFkwbPcjTjfwsrFLILiMa3GN21grb9+9LAwuyAsop73bJgMZBk3rw1vm2w/LJjds7jqAeO84HP3/6G8/mJ43wil6NRe+r6M1snf1BZQksB+w2f59+Q/dEBNlNFrDJ4Hgc4bCM46s6WNIJU2OuZ7SC104glItWIcib4aHCepQn0PFIyqNU3MR7ZQFpPAJ1pZ8ZaEne6gJRqH9vzjfOojzHWbeN74rTafj6UlKiTnV6Ty66CYlo0PZwlb3OOeie61vGymWNBHb+X4r5BSwmOo87R4igBKVpoI+j9OBJc9r1M9BBWY9cKpnX8fUq982+9hxCyAy0OXOH/nx2Z5P0Op2QPrjhiwM+z4swJz1LgW2IlA2zmetK6E7Hf7v1vO+vRQXgJEUfMRCNoHtQzRYt/h/lnMHUl+tBfP08SPs+fOPLZucI0CaoQdwmn6efxv2fvYQbYpdQ+lrYmYN9Uj9w22tL0IhL1qpaMox54Pmjj3vn8bXNCTiD5AuzyANOL9dakl5jErjQVWsEg2eKlRfhszXBh4u4ngazW6eouMqVv7miDR8dSp9FRjsBZHp2Wwl/nTnq3qWQvdyth9A6jBYxmLj9Zy3H8uzMa0VokQxW0RjIO1SdUn1vzIaO0qr68qdqfTzoht853bAJyBkDcRBruQUS1mYWnPVirFQNspsjN1/LMnb4CdOcoQ0Aa16lXwQ8nDP58mWp6bX6QhkB1KgiHOoVgYayGC4NrzCnRfnIUyjkRzvGmNyKs1ZeoeYkQDNhXnz6rvfG9BXW7jQaL/VlQ7B2bAyTCYW3iQW4nzdnEK/pZ4gPJK9Sg8aweNWgEs8OKO6y4I2gBK+7wakfQEqn5zGdHIsvoUv8c3nVyV9H3uIa2bcfHx62vYeSnPxyYrmFXc7JptzH1s2h3Mifouofh7sNmBdTBpomplrYBa903r/z/0CSeGinBx4atqHHFYn1jPZR22IWG0g62nVNCaewtaFFborTEnHtxGnjMGf/2b//20rX++9//jv/4j/+YAPY//wkft+8LuV+pHcpIaKexyb37UI6vFEGu1A6O9v24fYdSYuxawmrYr8SG4ExX5NICQGPKs5yN0+e63U6KsXU+uANulk5z9CulgUB26CBxdGjXAILcQK43BjkEJO9gpEAOHt5oeKM7XzFYgxw8agPXR04Uk5oikh+WYFry37S3hc53IM5APfCmw9lGIaBSUnceI/MWfeOhzjaFFBU+QHgKtY9MjErwtiK6AyU+UfNPlPyJUsieSmsHKW1frIiXyJ6wfBNLqKU29xbfjzG3mCK6az/OQSExjl08f/6cphaCA8dBjyQ7WiRqyZ2C8jgOpBim92qcNyzwMlogegspts53ZHCduCNmLHV0fYIRBnrT8Np1b2UjFJzS0LtA0AbROpQQELSBFRJ625Gd789F6xC0QdCmv+6ICUFTzO7zeCCH1K3jxF1AC91EJq7v/Kk7bRr1odlGXUTDvEnkzU49zi5ILccDLiRoS9Z+7DziHFNlxsSIpytneSLY1DrZD1hF3Lvbtw/6nVtn0Ogdzu7Q6g6jd3BSVUzEyyeOXYR2GrvcYL3GLm+wPUrcwnmBECVKdVD6BmsFrFc94EiZvQccCS1o065HFzfG2q3UtPIwykPuhrqRhjYPFGjl+9SDrJVq4+Z7zHZcPOp0jlI5tQrQKjSAVFDzE9ETNSiFimDTROs62rg7NMszfk/jEpKktabFt2TYGHB8Phev/ZvYoAzdrEMKOB5Hc4Shm9JxlNHtaWBZS0FuBEpCbje4dmOswSI7gxosPo+CoCkVLjiD/faB6F0HVK6ta/N0gvnbVqkOuKK1mH3Dx/kTFkrJPIlkD99ZL+G0Q4l14gz7BnxpoqJ22SdUj+PoUyglFUIIEELi8/kbjvqEswlit9g26kiVcuDz8yeUopuzEAJswfc4fvbO9SxO5k7qAA3p5TobU89hX2m0gjXNA3eyWRyc3dD4onxs+JnPAJs7dKNLltrUilxM+Ktvm13WkLD4lnUluU2m+Gv0fvFldlZi37/jGqoyezYTwDaI1iBoBackorVAD3bTAAAgAElEQVQdZGUbl6o+9zpC6bW+LiHbjOQKnvUnWLNCk9rhid3BU3N4IeAc4EwYAvJJ+N+fv2yWZ3A+65bYOSvE0sB4oO51zst4f1DgWACoJ4BNAsf7/UfHP1KRVbHxDqmW7v40i9j5cycwzUFNdMxoSeC5RbRrs2Hbv4PsNiWMHSDcaEmcbWMRPE1VfNd4WGgtG8iWvZFpNKXN+jZV82ZHMBui25G9RLQCTu1wake0qnewmUoSLTWJkhs6p6uPPN2vdPfvvvqMC7ETk6GBagbPZMEoF8A7A+z5tYtuqNtLmv6V4uFtm0gN+11aUxTkrnC/77jf730C4byZUnD1y4R+BGSRJob8tMkMgwOetHUQWnXHL+0sUi1LOjgXA+wrqP6P//iP/vi//OlP/yd+/Pgrtv3WVbTbfsO2f+Bj/47v97/iY/+OTd2o5B13cSOOkqWTlOkl/MbbvnCPrrV3FkoSt/N+v3W+Hd8YpNgbQKORmm6glzuYwRqI7YYcaOfHJ908gqAQiGt3wnSuHPPleOHZf3yHUwpOKVghO5hySqGE0MAU7foYcDEAS95hv31MfwepkI2WDbgo6vKmhNmD2BoaezNFgkexM884BQa7BfsmoYWBuEvIXfdFRysPJT3EbhcOktKxfQ0o9RO5PLvfpLYRvonKOI7bKNvGosQ7ZvFR9BFyVyD3ltiAa4RR1CUNPuA4KkLw/XP/+Pjo37/zD+adv7UKx5HhnUEtETn7XrUEsHWZtQIpWRxHHI+jg9FERxKCeI7MpVTSQOyUHsdiN99i11NMXSuw3e5Q+47nUVFThJECVklsP77jyAnBGjxqQbDUDfJG9w3Wz/PRaCNDqMQe3FZ57B+iuVTwjp8WlxgD1sCD1Yd4nsCUQlz5j7uATwWijUM5yY2FkdZ4bLd7Dz8gURuLGEc3wDYB11keoNCBQh64TazDCz0vqPwZKiWXjavWiigjhlMGdY8m3vYPcCzx+Ugo1SMVB+clpP6AcRuM26CNaBqPjW6sNiGGE8FTdL0SAcEUaBFwv2nsd4PQrMJG1+vE8/GJ6CmMhkamNDI3mqKshVAQQiO2G3AKBUY5kKCVOH05nTjqTwR3QIkAbwuCJy1FzQ9El2GV6+4jTE2KTXCrNQWG5HIgxIx6nMilkkd6o9TFGFBqQj0K2V/2EXNYAN4M9GjEb5FDgBViqewckjUoweNvP59gdxGrd3w+Ko4SofYNStyhxA1abrB676md3kgkq5C8Ro5EkwlOwWrRJ3jDStP0a8C1xgM3PDoNRVCnkrj4pnew1U4WnszfdqY1GIJH8AFCiCYC1H3sb03Ax8eOj4+duk/tuuDXaq37DfK3z3/tWo8Orv2xAGzegF0TFjmoidfqkmJrfhgoKfskaQmWML6D6x6W0ugfc7Q4dbSpW8ZBOzy+JuoDdd7krmCbvmd09of7w9UNgrzd7xDbDWq/w+odpqcHDktV5qrPvs3e0P1q/kyjJcpIdqEXdbZHHTFTqub0mi6ebN13/ry56z4Emr5RdsgGUUkHayKiJzG5a64uWvu2cSlkqRjrwpWfaWQDiPuuoRpOXYPCMDsDRR+x3/ZOjXPGNfoUAcFtv7dJPDUXt/3eATaDKp9i2xjPYUEDYOuWDkpiV9uaaXS/slZg279DyA8odYPUG4SmBqZxCsY27VogsMcgm+8bSpKYUe47xLZhu320VMgNt+9/wX77hv3+V8jtG6xu54XcILdbZwnwxoLpRMG6JmSfA4RG2BD/baQl2CDkrX8/au/3C61lb6xyQ403BxzeNR/npgI1J0nAzRt9bgZoqSDuooPuAbxNozfSBoqoyYOaw24wFOwzqK5zgCH7fLP5Q6on6uOJVM/mw05hi9rZJcNCO9ufk0a/AGwG1QvA/qd/+j/w7dt/7QB722/48eOv+P7xFwh9w/f7X/D9/l9xF9+wqR8QmgD2LmnncL/fYK3taVY8VqCbBS1gUmwNXMu+WG73G5H024573+j/J9C+dx9mtZOBuzMKOXpouY90pbZ79444cDmzMK+07jDtorhz6psYQcsdJfg+MgvaduqAFao/9tIgu9DpA7wgqdsOIyRy8DhygjMaKfomnJId6PjelRzet+wlnlOGVXqhGRy59AV130QHiloY3H9s+PHXD3z/68dEM0gErHWcKkAoD6E8yvEJ43I3edc2IZcnjGHbItt4hwkllUWExLyvkgqccS3g4YSWROtJU4T4x8cN274vfH0WBUhF54OxFkLIxmlznb9GcfG+h2vMIRs5e1grEZMlQVn2OI7cLlIDIWTj6VLXf29UG+70MyeXaAilX2TWWjwf5xpXHyz27QPeaeLntrAd7wz27dY/35JSSwAzbRRqsH9IWBmgNtu7n76PKYluwRHY4/8c9BznHI6D3EP+3/a+/Veyo86v53G7+3Tfe+fOvbe7z6PeVadOd987g8GgXYMCFuyGgAKbRAIB2SwgNmFj7DF+v8APtAFrYbMrQiTwa4EVJstaRiEILY+1xzOe8YyNzfiFzcJfkayUX5L95Id69DndfWfGBikbZa70Vd8+XV2nTnWdOt/61uf7+QQMvNKzKE2aUzChkebUZd57DC/JHZcrLbJoLvo4o6ujOcPmoS1o4ZweVnCn/uUdhXq0Zzgcxe2/8CAJvMfufnYsCMLDs4ajIYJM9Wy7kCDPh1FSPDxkKE3heJwL71x7NgEiIxc5LTSMnIAVGpJZZCPms8plLXqoIlZWMukhHSTCiIosQ2DpCA9ZUhOyYQWHkRaUCGhlwZhCECQJdJdSGhhdIRsVIDmFVsbhfmv3SIhiFgWBMSVmYhZFLXLjHLDSKD/eZJyDnHM96/+Qyc8Zr8HhFIxQoCkBy6h/JWBZ4SEeyj9A87izlw6HmNixcyBGo/gQC2JCLM9RjIYwgkGwDIymYDRFoO6LW9c+EEF8sGO4ve3mOQ+tC/ODW3DPONFDYl46SCOWm/nkd/dAziIbjotg5xgOMwiusHl4G0XBsL6+iTR184bWOuaGbG1tYTAYghKOUo99voluYDQDPKUewa47xOGV+0VZ3cFmpHAOdj6LyNVNNqhNZ3N6XZY+/K516EkdmhKekaQoQPxihfjFSjZyfUZqGPqZZchSl4TsEpHTOYjIzMEOu8RusVYgKA+6hVjqqB/TETRjDSu58CZRcrmHgy0aEIN5m0UeGYqUx3kxG1G/ixRyDRx8azgskI4YGDWQwnOWhyQ4jw+u8+XPM2oto1QLlIwBkpMOCpBc+AioAMldfgdjPJI2BGhrlmeR/alOrxqwt7NXD59jM4pWJWXEWLvFJAHjRYSJ5PkQo2wYkQBcOe0Eh+0NehYzxpXh0CWah0gvyQlInkdI0GDrsKPz9LuP9fFAipCYzOPcV6e/5D5xk3nfKczX9aAJ4ykoG6EgAxRkAMpGYDyDE72aBTbrZoyKz7rgcNcZWurR+0BtWH9+Bd/OOd6LSuEzFi+JuspyuBdn0fPZPRcj80L47ziF1MA+J5SOEEzKeXSkQxS77lSnRR5FGe+8884Fp3reWp3OCtYPrWIw2GzY9vAwtkYb2BodQko2McwPo9VqNcw5483jgksMhy6qOF/ePfBI41ggaSdF1gj1B4hJq9XyK3LnWIfvFJljAFDSPRSMEiiN8rCMkHAlYZSKUIR6kmXY8i+5gqYSE12h5BqtVgtWGOzaKcbKxm0yRQSsMKAjUmu7c7jCgyxgrAP2emwrx/0c4RHMs3aIOFACntFqg+l4DJo3+yc4jKNhhtEw88cYGNXIMw7KDLgcQ6oJuByDy6ohTdpqtaKCEmEaUleN+rVWqCoLrWXETdvSNDDW9fKUOAdLyubxnFDPcckhlI7HqE/0olw0x4mayckHOEnYvQjnDH2W56kfP/nCmGq1WlBCo8gW+y1Nixqej6OqKjDGUFUVSmua/VBKCEUxyrab18spuODIyezcVeXoBtNRsbQ9+ShbelyIAlLN7gutNcbjMcbjMYRo9o/Loi+jEeL6JOAVQxa2oA6XKRiBUQ4a0Gi/jy6ygqHVamFfa5+/p0hM9K1Hf2ZKdNTDlghKbTzXr1jo5wDDCCal9tfqeL4ZY43yDpdaIs+a84OgBoIaGDlulq/RDNYZfqwuI1Y6wBgYcYutAH/Ks9xtvdYc1hAtbrVaoJRAaRnlmpu/O/MPUQ5dapTWRHqq0hqU1mBrezPuuoWtVHeNPC46Wq0WJOeYjsdufmCO/5p7JUh3T82UCAMVqFHGJ+AKxzlMDEo5Rrbd7P9Wq4XRVgFWaBSpG0OajyGZhWQW+bDZ/wGrnA0ynyAsvUS7mYkR1dQ/HTsU8+10joxW1s/1bmchz1ikuZTMgBX+/qWixozhKcqUideaprnPRSiwebh53wWnaTgcIc9zbGxsoNVqefy6XOiDVqsVxWKsT7oODvZ8FCsmZxESJcOF4KAkPKCL2payqM3dMpqL+LngSYj+hWMOoqijo1F3YIKzFYSA3HmbTFx1us/AppOmKUbDYdwBDPU6yMDsPWfEB52cE1Q3QkaeDSeHpDkUzaEZiVYKilLwi3KwJV3k5g4Bh3w4c7DregOUzBLWJCvdjlUmUOQKlGhIMa452SruGgRoTR1mExbbdby2i3Q76s+ZqJABLUpwar05GjhXF49BuLBTxwWHlNIFiWowgToW11gH95LaUa8G2tXggDumkvpCrLYbwnhUqgwOXYisZplj/ArzQQiA1dUGXXCD+52WDKTIwFkRxxpnJO6SO3MLlUAzHFQsozK0cGxIphQxuCVEAVNy2IrDlBRS5RAyA+MjCJm7z6xuYK3r90DYyQnsK3VF2aC3sczBnon0BHXhWU5TXGimBfJR7rH92o+TsBsSGEqaGgd15eAIuaUsBgODE660hqjpVRSMLkStlznYL774Il566SW89NJLC/+3ukkHm5sbGAy2MBxtx9dRto1BehiDdANbozW0Wi3M/4WJbf5Y4R/mF1u+rjgWfggleSzbarVAiqzxvjTS4UdJhiBRqiRHaZrUbuF/Rmb4b7fdKcCywpHxc4NKVY36DTeQRMLK0lG6MQXpnZx62webWz6KxmLSXTjvdDz2imPct83hwAV3NIR1Fg3JBYh3ruf7x5gKaVo02ieF9STtFtrswJRHIOQYQlagTEN45zqU12YMJszS+q11DwOp3Aq0qsp4wy4rH5zr+eM5FRjltHHeoNK1vB4V6QJD1CdN08b38zxvvF/2t9e4YkxGGigpNUpr4zn2H9i/UF5Xy6+LcLbwuxtTnrc9F9NO5+S5SPGy81Z2B4IbvPGytzT6IE0d/ZxkEtPxGFVpIDnFaHtzaT3pIF16PGzNzycKpqMiZvILLlHqMkJOlt6/osQbL3szKHEO3v/473/v7o3BcM/zLjtOM7H0+MROIg7aKI2qtH4x6iIcQSnNRf/ILL+AOscl3GNKuAdKY3zRAXI+WHrejA6R8xRUFqCyANcUwnBwTaFLiYKkSLNBhAjU650/j9U6LrxDO+ufh/FqyzGqauKFWLTHhldxAbLXvFrpo2i1Wviff/+/XNuHEjTTy/s5dxjpUjtFxCNHdmBtGXdRpFS1xNu5eUeWjffM89Jy6hypImUL1xW4nCVTKHUF7rf+3/jGy7GxsdWY2+rtzDPmIpD+83/4h+X3evhbOdBBOshjkqODiZiYrO2k1efhIjOuZkfhymoP3BmlqWOl8MwU1sb3oZzTFXD/l9aitMZTljFwQUBowN+OQGgGxgs/z6oGVCwwNwXGqwAbm8msUxijnJUKXNBowZFxQaoCXJBoDq6VoiwdDE9xAs3JHg62gOEOImmlaiR61yPY+aiIznU6yDDaSiM0hOYOHiKohhLWjQ//f2WmEKyE4BaUaDBaghINwS2MnsLxIgfGLIF0NMujCFCTsNNUZ4QIAliBX9/VY6HlFEbvwuhdaDWFFBWUqlCnBQ0MEcHpopyhoLRhTr5dxMTlIPHucLxB80B7Sk4BbUooXYIyFa2gIorfceUCT2F3d2trELUHhDQQ0kR6wiCCF5zFwPDmIHuZo8DjHlaS50jT1I/jmXCe9s9BwSU4D8mjCkpLGKOhtPS7y8KPTR53j100PgfjRYS41ZOFZ4QTISruFur1Rakbt7WAmt91rO+UCc9WFoKVjr4zi9A0QR1chFPnSJOcx9dglDimkzoXf+BBV3I+h2ImhmSMgfBwoLoVlKCgZOH9XXfdteBU1+3FF19EK0kSv/XmKPq2tjc9dc0IabaFNDu8MGHWbf54eP9ayzPmHlIzDM3ovOVJkTaO53kaMc7z5yyNwWQ8XjiumEApzdL6ac4WyjtaN9MoJyiLVHH1ssGxb7VaELUoXoOKx9MFjoYplNTnvd55x0ypCtpMoM20eU1qAsb0kvL2vPVR2owOay3O25696pl/vzW3MJivxz3EZg+SEPWbjYvFB/ZreU+ZhNQlhNQ+os4v+rrOd51Sqz3HuZKLEba96qk76svKC24WvsOoE1jRwjFq7E4mMEqe9zx7Ha8714IrZP6hKbjCdLLreGWt42M/XztLXS7U/Xr6eeH4//aL9lEaYVSSC+T+fZE1x23YFuUB9680BptbLrdBLi6Qidw6b3u28jWkbAuFHIKZDNURjYwPoSzH1nADaTFEwXKfFL64GHRzgUuSrtdfeEjdsj4L29ulHsOWEyipwdny+9HNKZPF68oXy9c/t6WFLY13sHcxHo9jElBgc9raGsSdoGXXNRwSFHlz58XxUOfLryslsLqC8LLmthw3gjHL+r/IF8f/Xv2QDkjEYM9HsAOcrQ4dCg/fuoonoRxCltBmDFvtoBofga2OwpS73nZgyimq8RFMpkdQTXYhtYXU1n9nisl0F5Ppjo92ltClhh1b6FIjLVIUrADx29nOHCRFa42qqmIehmNZMRFKNqOiVbCVhVBO2MNxsSuYSsOOS5hKo5pUMNZA+h0aoSgKNgTjuadcdQn+8/AQKyWslCil9AJGOXhBI1XpjLJ0Tt3Sy8sHcRxOJbSyPpKs0BBB8zoNLgptfCSbx/HEvDMenOyAW69HKOehInUtiUCHKoWFFNafa2ZSOgG6wnNpF5SjoCyypqV5jmGWeS57Z2lOkBHqyzqHOlj9PVcawpSQZYXtUY6cKgg9ARUWOdXIqULBFYg07pULpHmOglLkhGCU5RiMMgwzAlmOIXUFqSvvnDvRHcYU8sK1dZSl2BpuYzAaOFy3x4QPh6Pa+HbR3VmyqHPanRNfQirnR0g1AeMWjFtQphs7qG5nwEWM8yxEiwWEkMjzPOZIzKLaztF25AdunDs2MROj6HmWOTKL4PCSsGNDYrKngzwWEeo0w2oXHjJDUGRFNOIJBpgX8gpiXiGoEVRXHQsQjZDdsLNFKKmJDBWOstFbndub0AJ33313dKZffvnlpU52K0l6GA5HSFOX3JH6ZENKMwxHm8iLbRRkuzHJLZvowpbvsgl9WXmlm47qjCdxxp84X8eyuurH6s7Yhcq/3uNhizy8D/LNF7re+nHH4uBXT6TJDrLsYciFWogc5YVAQZafN0xijf6eWxjMvy6rh9BiaXvOVw83zZ0AWU4gy8ny+rlT3AwR7PDaHBfqAu+b12X0JD70mc8yZ0KDMumVLZ0E7LLrEiVbelxaBVKDdnDlmCH2GiMuUkYjtCUcT9MhKJ0tACml3tGplp7XmOaiKLwyqsAIj99x/K5yadkLvTqMcYkiI57ZwJmpUWKFsfnGy968vN8oW1p3VZml5a1dHLfhs2Xli2EKxZoUcSFivXQe8FvuYZIWlKE0xk2mvHn/mnEOYRcj7fE3Y5vI+TaoGoGqEURZIOdDEJGhYCnSYgjKCdJiBMoJctLcaTNKwJrl92me59BqeR9lGXXSwUL53JVszzaWegpOm/dB2E3Y83enBDLCtEzNkQtb0mUjl2HeyQ6O09L5xye6Lb2XfHLc2E6gVYnpZHfPeU/wamnb9+oHh8fWYAWP9HAhOhmcU+dgs8h9G3D3hAgwpiCkhVRjH7yYQJsdaH0EUu1CiCmEnEDIMbRxCeTBAdJmAlNOYewE2lR+UW+gS+shBRpCqVk01Bv3kXMnjqb8AofH4yGCHt4HoTTKmd/KJmCyANeOTpMrDq44VKmjzLXb7s6Qki3kJAXlbuGpGgmOARaiooPtWLVIw8FWzNHeldLEPI9gDeXJ6PiqGFEOfe0scFzbyLISnGJHL1tFWs0QyQ6YasF1zdluSqXPHMnSn1fHMRxgRw4iwJERR/UX2CQyQqKDXfjP05wizSnygvvnh0ZeMBRUxO8yoWt1KQhtwZRFwQ1yqlEwi5yWoGIMZXZAmIHQFbgqwYRjFspJgZwUSPMi1l9wDa4smChBmPYS8QKEKJ+bk2OUOWErRy3nKJXzLEeWFQ5y4uno8oKBUO4ddA0u3HPRwUqn4HIKxifROB97yE7TXDJ66RdAaiGJODiqDgedR5aVECHWykSoMGM8zjV1LnqXI8Ei/C8o1UrO4v8uMXKGya5z/9e1UkICcXgfqEvnIVgBpuXy5LKlVmdTod7BDo71yy+/vPT/Vr+/5jHTgXN5lpy1ubmOPB94Gq5mpGh+0qOk+YBnTJ23PJ+LiNU5FQOubX5Sna9nfsJdNtnv5TzOf2+vds4fF7zZriIlF9We+eMkpxgOU0ipPdYwWxolHIxSh2uec7DTEQMhGnnajJYGkRk6F8Eyqlx6feFVl80IPOUMzGNV6+3R5fnrGe9e1nhvd95w3v6kc9jf4HCEz6tq0qyvbD506xHeVqsFrar44M8z5h+eEkUhkGWBW3VxbOlKgesl29uSQhiBnM3Gf1qMkOYp+BxuOnw3sIc0r8N6JpGmgx2ihq3WLJq913heNpbidc8tTC72lWUUlaqQDTIUQ8cIUZkxxnYS+WodLWC50NetVgumdt692jmeqIXrWtZvy/4fbQ9gtUHuxWxC1DofpdidTKNzH3+bwRDpYNjgvQ1S5EIIVFVz0cJlhrJa3K2afV5AKIqcjCAU9fSDjoIwQETSbABCc3BBUcw52AEbP7Flo35Hw9WERoTPpHQRKvdAd/SMOVkMYDTGl2neJ7s7R8/7u+eF283hQsQIathBClHseZGr+vedDHkFKWyjPUFwZtl11ZkmSu226KtqEjHV84uNC42r+X5weF/PqRsp3mbOtYhOqqxt22sUxBllBkKOodQEUlTgvATnFpyPwagFISUIMSDE+OMlGNPRXPm6I+mSqbiY5Tk4dTyOvHDRULfgn1maE+SENvJXpDYQSsfj7n/iE7EKT4FZQBoVRaGCZSRHRjIMswEODw5hOx0g9U5PHfIxM77E3GeBQ9162tN6EmYQuApO9miYYTjM4m6Mc6BCIjBBoBoN7DEhKi1FCaMnkF4ozYlx6ZqpiMdmNGCuA56azOGxmxCSerQ7RISzQoAw5ZPISS1S7Y6TGDnWTnm3EC4xM2PIvJR7sDRnDfnuLJPIMoUs08hzA0orKDUFLRxUxl13oOVzCeujYYqiYF5tsIz5VIQpZIQhLzgKqryj7MaT23lhfmHmccZMYJQWKCgHlSqam1NKUGZAmEFBDLJCIys0CLNgfAzGx+DcSZNLUUGrcTSHkXc4eRcNbwrWzSAjLuLr4CAiwkiKokCaZrXAooiLpJluxIx+dsZdPsuzcc41aXD41x3tem5bXRSr7mDX9VXqFnY+ZwnMs9c6tacQHPfccw9+/vOf4+WXX46vdXvppZfQ6vVWMdhOa5m4LrNdCB55ItNssOcDaK8J/7WWD5jJGZan6dzVt1OXTcCtVgtMLkZNlp2vfnyv9ux1PM/nHqCU79me85ULPMlhqzLPFjGZwVwEtul8C+5YF4pUQtEKgljw3EBRi2ybgBfN8pqffwtfagMmZMyqlXrRmVrWjwvXORd1leX4/P1ZMChlfQTJyeSef5w0F3L1KNpSB6n2wAtMERczTutmx7Nriuflbkt32ffrjlOr1WpgKOfrkfL8C8llx0KicL0esQfc4ELjkmUFJqaK9FuSBpo/jiIrMBNwWA5harVayAdbe7Z9r+u62OPu2maJwHWnOUSy6wqBYVIN2Oytw5tghEIrh/+bn0fmsdKL93sKKXl8DRnxAcrmKL4cdRXjy6EUeRqYkBylXjrcQpEtQuAChaMQzOUmlGV0vC4EbToy3d1zvln2exhjwYTDnQaKQO0Twt2rjDz4eZZDyfn5x8E8ggCL5Cqqoc63Mx8VUUgl8COPrXOs95r3zjf+OVu+IAosIpKpyLM8Y/7wrD1e1IZ7R4MJC8Yr71w4B0iriXcoKhjt3ksx9pE7Z87xqPwio2xEXWdJemLBgsMZhFKYUJGDV+oSGWEoKMcwK8CEgi5dNDxAGgL3M+XcRTyLFAXLPQxEovDR7cC5TrkTT8nyFNvDLadhwZwjsdzBnjnTdYd63hyLjUBdYVdQHlVlSU6Rpo4ylRJeY3AJzsqMa7zp/LqId0jidwp8rs8DlSclTjiKEtWIUudRfIQiMI/Urc5CwoUBYRqEuXFQUFGLWhNk3pENZShzjn7AgRcxmiyjPDchLpHTaVNIFKkAyTQUn0LxKYzcQal2wQrjNSzcPKu8vgcngafbQWykh2QQWl+YMRAqkKZFI4Jfh8mEBcQoJSioAFMGsqyg7QTKjP3OiyNEIMwgzQWyQoIJC6kn4LLyi0e10IfBmvfWjN6vyZudeyy2iM/A4XDo4SSkseDKsyJGtSlxyZl16uJlFgTpgtUFs+oOdJ2NZP7zugUYYR2S1eQ+n0XpL7vssuhg123e2W512l1sbQ0x2E6dDUY+u5v5VcZiAkqY6NLR8qS8vcprtTy5SUq9kO0puFx4ICx7eM/XtezYXsfnHZ6L+U4QT2k4UHxvaEp4pXPJeow44ZFAb1iHPlxMe1qtFoZbBchIYMdehkruYKKPwIopNLVLy1uxHKrBmAFjBoQ4TuLMy4u+1vZs1xIU68e5Wr6VzISCkCWELG/5UuwAABpHSURBVGGrHRg7RUHl0mTM2I9LFhqCLk/mcgmONsJEqskOhFxed/jOxVxvq9VCVY33bON8YmZIrKwfj+0Xjn5wefsV0nSInd3JXH1NJ8Y5m3tDERhZDqWgeRb5loOAkuMgTaNymMPRZQ1HdNk1T61GKZrtCixA82Xr+P69+njhO16RcHcyxcRWTs1RSAw2t5CPUgQVxhClCMqG3Pf9PGSn0T9sefLm1tYgMkUEEYWtbceyFHUDsm2k2RaGo83GtfM5PHY63ESeboGRFEYxSEFQkJEfL0MvT59FekqXsCYwnlQxAcmYPcb5kl2EvealVqsFkntqSyFgyzIqQtYFsSSnKI0EIxmKbIgsHTSupyoN0uGwJmnOkI+yGMl0Tr5LgAv0bXXp77AtPNhOsbGxtbSddYXZi5n7XXIdjxAF54DMHo6F50gPDkjdweZyDMIsKCt95M7WrILgZU1uOUAeZHQ2tLIe7hAcOYXBduZp6GhM1AvsFoS4qCfhysMMnIPNvABGcLC5cLsIQbEwcEMbU2I4GoLQAoTmKEjekHZmjEbNhyLLMBoOnRx9mtYEWOSeppiIZrXB2FhMbFUzi6B67GwmAOdyIBycJSTLCsEjvWqdLjHg3+sWRH2cM+ueRS5ybcCojs41o9ovgsYwegzBTUyGnLGIqKVGveNcUOVNRHx1QTmygke62zTnntp25nCG3T3JDUguUKQcRepEliRRMLz0rxalmKBSU1Rq6hl+Kr8YVB6mw2AEhxEcpZQwQkB6rQVWzLDEnPGIOR4N0xjxbUbohR9fyu9yK3BuUJZT/6y1UKryzGKlg7cUHAUV4LKEMmNI7Z6Z8wI0wQLlrYi4ZEerW5BRbR4L8vFutyTPZ8mXeR5UH4sYUAhCPU4gRjbIKuYDKHXlXacZ4HQD5h3peQXPQD5Rr2ve2eY+0l53rEPb60JV73nPe/Anf/IneOWVV/Dzn/8cr7zySvy/7my3up0Eg+0UaeokuwfbqWcPUD7BJY90UnVzYHe+mOTi9d/ny4etBa2ayYZ1ruKZlPQs6SqUCZyY7txOvnThHGYxuaxgBbhabA+hBLa0SxPSiswlgswfHw23ITnDuCojy4mWPHJ0z5cPxyJvt3fMHd8j9byZIlI0haTIhbbmAmQu6ZIXEqOtHCLXqPgUhlSYqCOYqN1o9fKVmEAVJjrZwQQpocQYtNAQzNEYKTEGpyW0nCxtDyUzTHgcD14GuqDNftNlienuLoxtbiWX1QRSl5DaggkDLktkhYj/kzmIUavVckI5wsQotJSlT/hzE129rDFjlKXDQ3JlILWFsROU1RSqrJZeV6Afm7cgLR/eK6njynthDPpJKCzeAiZtJj8/i3o79bcMjGegtJm0qzXHeGJRVWVUiXPHBQrPg+qcKA6rNdKhExURrEkdGCj8GGlCvAJlJfVKmVoyVKWClgy0yMC9o2WtghAFrFVxzM9bKSh2K+NYCJQbp/loAEFJxIYHs9Zg98gOqknzN9g5uoPdN+wurf/o7pE4MQY6y8uOHIXVJka169uFs4mV+20/R9FoSwM9l4zMuYGUFpVtnttl3zuWm9IajCcVqspCaRG5Yh3rEYXWDIQMwbm7v8uSQ0knre7u91F0rKtSRrl1a1XM1Kc0i/9r7dh8ylrGPWcUuzvT6DTH+y7PQNMU07J5Pxrv8Ki58hM7hmKOGcaptxrvGDFYrbwcvURVKkhewBoBawQEy+P1aOnGjlO7ZR6yk3nVSxOV15wAiVPKdFLaZRRlklzHxCkpyxisifNS2Cr2dH6Zp750i6rFHVVWKC88Y2F1hVJXXoa7bCQ5Oiian0dE6TGoE4+tnoBzC+WfU6WeRHN44JlAkVa2Ifld6ipKqysREvjKyLDCPYNGxBb7wIKQJbgyUGWFarKDarITlVuFNFDayYkHq+zEK19WHjvvGKCCjLzwPMwusTYsmp1yMSck0sha7Viuzmd1xp7dyRRHpjvRdicT7E4qTMcW07HFxJZejMvdp6VnWQnzXlXZyCIxU1nWCHz4wVGsi8qERYsxY1R2B+PxLsbj3ehMB6Go6eQNGI+Pwmi38xCgDXWfY97K0gV0HM5+HOFYYUeBcBWhH4S5HY8Z65KE5AqVGaOUFoJob86xnugxKlFC5hyKSEz0FDtmBztmB2O9g0l5FNPqCCozxrSsYDmDYTS+OmNQfoch4N7rcAgn/ubGnjFVpG9142vsdmHkFFpOYctdVPaotyOo7BHYagfleAJjx5DaQJUW5XiCajJFOZ7AVmPPLLSXGc88xqC1M1MKmFLAWoWqMp49RC1RUxQzVpFSwlr3qrWAKSXGE4vJuPIMWeXcwq5CVVqfd6TdOPf0zGGRZ5Qbh8GMUnHMV2U59/2m4648zWZQAw8WjgX7xCc+gYceegivvvoqXnnllfg672i3fve3K2xtDWO2eNjSCXjsIEJBPZXMTDGPQAqLwXaBIlfR8kxCcIsiV0hHHOmII88k0hH3VDwl8oxjsJ37lf38eWfbHnUu45BoFThUKQvJGw5zxpWIr4HEPXyekRwFIxhmI6+y5rJU3cRDo4Q2ywuQNAdJcxSjFMVohGI0AstzVFpHNUfF3IpdMAJrVORv1JLDGtWQtDVKRO5tySm05KhKR9mlmAAvKFheYGysw7WNUkjKHZE/91udTKMq3cBSTIJlDJoa0BEHGwro3ELnFmM+xZHyDZiqHVhWYdfsYswr7JodjIWFZSV2zA6OjI/AigqallCsRDZkXt2uilbqCYwcQ4kqfhaOSVYiGxFkGXH0d2XlHRINLmT83zGE2Ig/DP9LabxzXUY5cFVWUGUFJjQIl97xdskjwUGuJ524iIMAoQKUSShtUdoJuNDQxmVdGzuF1FV8LasdKDPGdPcNUD7yMUukkS4SYqo4wYfJ1JgSMcGoIKhKizwrwJgTygg4+rDzQgmHEE6BLqh/WU8RGESPrNUYT6xf/WfQmsFa2ZisgigN4wTGKIwnFkePHgGlBFuHNxCksHcnYxzdnWI6NmDEkfVPbAmjRFz8CUawO6lwZGeC6dhCsAJaUjCSIh1uQrAcRTaA5E6IKYxpowTGlUFVaudwG4WJLaE4xU5loWgBzSgULfCG6RiVlqi0xE5VxS28IsuQDodIh0NUlQUTHDtHd2GqEsIoCKMgrQbTEroqUVCCUZpibW0NWTqDgAS6vSDQJChDVdqGGEE6GEb1MsfLm2O4PUJQJyV5YIxwwQEhXcY89dEst7VaICcEg9EABcujzDuTBMpwONnjHHk+wGh0OAq2CJZhONgAoynydLsBC3GKiqmfA1hUoh2OBnFbdSZW4iIpJCfIRhlKXUJ6ukTJJWjuEs9EQTAxJTTjsFJBEYbdauxp1hzkRxQMOs4ZGpIoSKKgmPI4xyAJXzRosZzYTBEXYHk6aLyneQarPSY+JT7RTXjpcutFYAwks9C8Ais0aCbBCh2VOoPAiFYT2HIXW5s5hgOKPBPRUWLUYH1tgMOHBl6Gu8S02kWQTpbMeN5lfsEIdkgqdxFsjaxQHn9qkOcGRe44k1mhXTvpzBwFIa9FKoU7B+FRDCwbFchGhRf2cOXTAcFwK0c6IK6NxCXcZRlFltEaiwWP9G3DrECaEwyHGTIf7NKqRGXGMN6ZD0JfwosDKSmc9oN0iyXFKTR392ZQAZ3JZTslUKcZMW+q4XgYpTGxztlpOjnGOzYCWnK/AxKgIo7zPOBr3fObR4aJ8DsEaGSwwBTiLJRhce4N8B4HB2G1qHaAj5QLvkiRqwa0J5QjxN3vae4SeEdpgcEow2CUYzAqMEyJ/x3c84ZQF/AjBQXJiYdDMZCUgo446IiBjihkzmGZgcoZ6CADHxGoXKCkGpYZaFqCZtqNhZyBDEfggy3wwRbo9iaKzcPgoxHI9gBke4hsa4BimIKmOYphimwwxGBzC+kgjXkGDaw51f5aLRitQIuZCTaFFDvQcgdKjSF1CVVaqLJsmEvIFZF4Yl6JMRoJIjIZCpK6wIOn6As82PH3pkG9mM/qI5nnhU999HvgoXZOB0XQgLemjcVFE9pBo78VBMec0B/zbCNZQzGc+UVmHXddry9EsOct7IAVRYEPfOAD+NznPocf/vCHePXVVxs272S3/pVcgXnLb4GvbUDZXaRp4c2pLg4GgxjaT9MUTkgmc47xiGI4oBgOGLY2CwwHDOlIRAvvGbWgxIASg3QUbgy31TMc5mBMxpsrONPBwQ7R9Pp2iJQGxEtaMimiVnwghudKNojC6zKXQrlIhvaTSFkj0leEgaZ5Q71xrAx4VsQyMwyaiI5L3ZkOEe26Q10XAtFeFIcXRczcHisDKzUmxoKmOXhWwAgVE4IEdc7BxFYwQsGKEppqiFxBpBIqMxjzKXbUEVS08k71Lo6WR3C03MVl46M4Wu5gIitM9RhjVcEKi5Jb8HxG/h9kh62axFerJqjMFJWZxv+n1RGHu/TcmkG6OyyCwk6ELccxOjHj4TQuGlNNUI6duRu9grFjVJPZyrouZRqc8DpeMXxH6hIF5fEzZwFjWUL5bP+QjU2YdpELn6QVkmoEL2HLCYwJ0a8Ks6RflwzGPTOF8pLl4dpsOY67Ls6Bm22FBtotSmmMOAXOWsczSsC4i2SbkkMqgmqsI79ymg6gteMmpbSAlBKHNw5htL3pVEmVwJGdMazhECzHZUd343ic2LIxFi87uouq1DCKgxZDpMPDKLLtaM4ZHM0mrdr4FoxgOraubsH9w3uEqS0xtSUUJaDpyDnczHG8bx/exMbaOvpJgs1DG+j1eji8vYVuL0F/fQ2rG+tI1vroH15H79AaOkkX3V6CQ4c3cODAAezftw/9JMFav4+1fh+bhzaQdLrotjtIOl2s9ftIOl10VtrotjvorLTRTxL/v7N+0sdqbxXtg22s9texcrCNtdXD6PedJf1D6PbWkPQPod3tYaXTxUq7jZX2QST9Ljq9FfQPJej0VpD02uivdtFNVtBNVtDrtZF0DmK118HmRh9r/S667QPorBzAai9BZ+Ug+kkXSaeNftJFr9tx77tddJdYv99Ht9vF+up6bPdqbxW9bg/ddhervVWs9dfR6yRY7SboHFxB+8BBrHYTrCc9bK9v4HB/DSv7D6LXTmrWw3pyCIf7m+h3VrHRP4xet4det+fP08dqrxf7Nel0kHTaWO0l6LZX0Ot20Fk5iG57Be2DB9Btt7Ha6yHpdNFP+kg6PXRXelg50EW/u4GkvYa13hbaBxL0OoeQtNewmmyi1zmE9oEEnXYfSbKBtdUB1lYHOHigi41DKXq9TXS7h3Bgfxf9/hY67T7aKz10O310V3pYTQ6hs5Kg11nFanII3ZVe/N/ZOtb661jtr2NtdQP9/ip6vR56vR6SJEGS9JAkfSTJGjrdQ+h0N9DubKDbPYwk2UI/2UK/u4F+9xD63bVYb7+7hqTt2pC0++h1++i23bX3kz563R6SToJuu4ukk6DX7SNp99FZSdBZSWI7+711JEkf3W4P3W4Pvd4qeqvr6K2uo9vro9vrY6XTRTeZfd7t9tDvreJQfwNrfXd9vaSHbreLTtuNq9Vez98jPT/eVrDe62C910XSXonW73awniTYWO1jY311ia1hY20dh1bXGvfc9uFNbB7aiLaxvoZDq+58a/0eVnvB+rH/Q9vddfR9/ydzv0O/0R9J0nd9slA+Qa/X87/nKnq9dX//bqLXa1qSbKDbPYRuZ81Z99CSMv6eT1bR7SToJj20uwlWOglWOj20uz10EmfdnmvT2uoGeknPz0er7rdu99Br95GsuPus3+lho7uKfruL3koHvZUOVts9HE7WcThZx2p3DYf6AyRtd2+vdROstQ+id3C/twNY7XTQW2ljtdPFWjdBr91Fv+Os13VznZvvuuj5/gr912n3/DVvIEm2kHS30G1vIulso9/LsLaaodfbRq+34cfdKvrra9F6q30k/R76q87W1vro9RMkvS66SWfRum10Ois4eHA/Op0VdLudhTkt/HZra2vo93vxO53OCrpJG0mvjW73IDqdA+gmbfT6Cfq9xM+XXfSTpGG9bnfOOtGSTjvOsWG+TTrtOP/2kwSrvR563a6f52bW67p5eX7MJUkCSine9ra34cMf/jA+97nP4dFHH42R61dffRW/+MUvljrardY+hTu/ej/+8Le7GL7nk7j77rtx52euweWtfXjnx2/AHXfcgdtvvx233XYbbr31Vtxyyy24+eabce0fvBOtfRT/5tiNuOGGG3D99dfj+uuvx3XXfQq/Qw9g+598CJ+++iPQ+zTe+Y4x9pF34t9fey2OHTuGP/rQ29Hafxl+97c1yNs+FI/t274Mbyb7sfueP8A111yDa665Bv/izVvYX+1ie5/CB//omnj8kv3m7JOf/CSOHTuGa6+9Ftdeey0++MEPntdCuY9+9KO47rrr/tHYfNLh+vr6xX//2NUQyVV478eO1Y5fi/fqq7A/uQqfrJW96gOfwv7kKrx7SdkD4lM4Vq/3qqt92Wv9sWN479TV+fvHXsv1Lav/tbTv9Vz/a/j8PG2+qPa9nvqPXY1B4upfZitXXn3h3+fX6v/m58eOfRrXHbsab0xey3muhk6ugnj3rK0fe69r/8eOzc65+L1Pxz5413R2ze/6/dB/x/CBK2fHxbuu3rMNH3vvVdg/CO29Fu8VzfZcd93VmNba+Pu+fdN3fQofeL/7/wOfvPYirvWSXbJLdslenwUfc5ndcMMNDbvxxhtx44034qabbsJNN92Em2++GTfffDNuueUW3HrrrdFuu+023H777bjjjjvwmc98Bp/5zGfw2c9+FnfeeSfuuusu3H333bjnnntwzz334Itf/CK+/vWv48c//nF0quet7my/8soraHV+90/xi1/8As8/eiP2dT6Kn7z8Ml56+q/xltY+3PJXZ/DCCy/g+eefx89+9jM899xzeO655/Dss8/ixH+5EfvaH8b3Tj+Np592dvbsWZw9ewL3vGMN5vpv4KnjX8ebDrwdX/9vD+Dt+/bjPzx6EqdOncQfv3sdl9/xTfzlHW+H/tRf4NSpU/jRN6/FwTfdjm9++Q+xr/MJfP/JJ/HkYw/hTa19+OOHvox/euBNuO9HT+LUqVOX7DdsP/rRj3D69Gk89dRTOHPmDO67774Fu//++3H//ffjvvvuw5kzZ3DmzBl85zvfwU9/+tN/NPbwww9jdXU1Oth33XXXRX73SVydPYbbHj7dOHbXbSfw8OcfQzt9DF97/Gz87BF/7OHT9Tqewuff8Ri6VxzH6Vrdpx85jnb6GD7/yFOzsv7Yl7535jVc3/L6H7no9r2+6z99UZ/vbRfXvtdb/1k8/sMn8cNgjz+JL3/U1f3lR57E44/X+3d5//26/T/fnq/583/+kdMXWe8JvCN7DO/4/MmF/nnk9Bl86Z8/tjh+Hj+BK+xxPP7wcdz1sDv+w784Dps9hrUPP4Gfnj6Bq2874cbfD0/gw/YxtLPH8b1aO+d/o44N1/UUPn/FY7jirhON87XTx/DRrz3p3n/vCTd+v/YEvvTlE3j8dd6vl+ySXbJL9lrt2WefXWrBP33uuefws5/9bMHOnTuHc+fO4fnnn8cLL7yAF154Iaowhtd6wuJ8hDrY3/3d313w/+hgt/btw+996EN4/2+1sa/Vwt3/9Vm89Pzf4A/2H8T1D5/Giy++GJ3sc+fORUf75LduRGv/m/H1E7MLf+aZZ/D008dx6+U9mGsewpknvoHL91+Ob506g698aBNr//YbeOr4A2i19uErP3oKD9/8JphPfR1PPfUUfvKXn8YBcwseP/UdvHvfftzxnZP4wX/8PRwwt+AnJ/8Sb9r/JjzwE+cEXrLfrP34xz/GmTNncPbsWTz99NN44IEHFuzBBx/Egw8+iAceeCAuqB555JHGoP7HYE888QTuu+8+fP/737/I75zBF648jnZ2HNfcfgLXXPMErrnmCVyZHcdHvnIaz515Eldmx2GvOenLP4n3Zcdxxd1PztXztK/nCTxRP37mSVyRHYe98WQ89u27Xbkfv6Zr27v+i2vf67z+C35+gfov2L5fs/45e/QLrq5HL7b/ft3+r/XjfTf66/jKqddQ7ylcmR3H2kdC/zyDr3xkdg1nvn0C7cy9v/1PT+Ib952AzY7jxm+fwZlHT6BjT+CM/94XrjiOjWtO4rnn3Jj79hl3ju9/4Tja2Qnf7rP40/c1++jRLxyv1XMWX7jyODr2CXw//D7vq4/X0/hYfhxXfOwE7rvvJL7xjZP4xrefxPefOPtr3beX7JJdskv2Wux8TnRwpOu2l1MdKPWCc12HegTHuW6//OUvl/6/1MG+9c/vx31f+Qq++tWv4ubfWcXaJ7+BV159Hl983wa67/sznHvxxehknzv71/jEW96JL33/NH72xEN4c2sfPv6f/qaxinjmB19Gq7UPx/7ih3j65Ddx+f7L8dCJszj9nc9i38F/hhv+3TvQfsfncOrMGXzrusthrv4mzp49i8e+dR32967HibNn8eDVBt1/eTU+atr48J//Dc6cco76g4+d8VHyS/abtL/927/F008/jWeeeQY//elPozNdt4ceeggPPfQQHnzwwbigevTRRxsD+v9F++69J9DOTsBa91q375715X5yCldmzpmx2Qm89dgpnK3Xc/IUPn7l7Hv2rSfxwE9+Gj8/+V33/XZ2Am/15/nP33364tt5gfov2L5f4/ovqn8uZOdp32+k/pr94M9OLn73Qv336/T/yadw703unMlbT+KB1/K7njuDz71/Vu+/vvcUHrj35Ow8Hz+Fc+eexXdrx9rZCdz0wFM4d+4czn73SX/eE3j/W0+gY0/ir04+i3PnTuP9uSv7fl//vX8V2vUM7r2y2b/fvfcEOvZJ/5vMPp9ZqNd/vuS3amcncO8Pnvm/fj9fskt2yf7/sXknuu5IB2c6vM471HWnuu5c153qX/7ylw371a9+hV/96leN9+H/4GCH11dffRX/B6KimO/T+qmUAAAAAElFTkSuQmCC" style="cursor: move; margin-left: auto; margin-right: auto;" width="640" /></span></span></td></tr>
<tr><td class="tr-caption" style="text-align: center;"><span style="font-size: large;"><span style="font-family: "arial" , "helvetica" , sans-serif;">Sprite, Hessdalen, Norvegia, 21 ottobre 2018 [PH/CIPH]</span></span></td></tr>
</tbody></table>
<span style="font-size: large;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><b>In questo caso specifico SOSO il 21 ottobre 2018, ha catturato un TLE, Transient Luminous Event, in particolare un Sprite</b> [2].</span></span></div>
<div style="text-align: justify;">
<span style="font-size: large;"><span style="font-family: "arial" , "helvetica" , sans-serif;"></span></span><br /><span style="font-size: large;"><span style="font-family: "arial" , "helvetica" , sans-serif;"></span></span></div>
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<span style="font-size: large;"><span style="font-family: "arial" , "helvetica" , sans-serif;">Alla
latitudine della stazione norvegese (oltre al 62mo parallelo) un
simile evento riveste particolare interesse, come sottolineato in
letteratura [3].</span></span></div>
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<span style="font-size: large;"><span style="font-family: "arial" , "helvetica" , sans-serif;"></span></span><br /><span style="font-size: large;"><span style="font-family: "arial" , "helvetica" , sans-serif;"></span></span>
<span style="font-size: large;"><span style="font-family: "arial" , "helvetica" , sans-serif;"></span></span><br /><span style="font-size: large;"><span style="font-family: "arial" , "helvetica" , sans-serif;"></span></span>
<span style="font-size: large;"><span style="font-family: "arial" , "helvetica" , sans-serif;">Successivamente alla cattura dello sprite norvegese, lo studioso<b> Diego Valeri </b>ha operato diversi calcoli che hanno permesso di localizzare al meglio l'evento.</span></span><br /><span style="font-size: large;"><span style="font-family: "arial" , "helvetica" , sans-serif;"></span></span><br />
<span style="font-size: large;"><span style="font-family: "arial" , "helvetica" , sans-serif;"></span></span><br /><span style="font-size: large;"><span style="font-family: "arial" , "helvetica" , sans-serif;"></span></span></div>
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<span style="font-size: large;"><span style="font-family: "arial" , "helvetica" , sans-serif;">
</span></span></div>
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<span style="font-size: large;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><br /></span></span></div>
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<span style="font-size: large;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><b>NOTE</b></span></span></div>
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</div>
<div style="text-align: justify;">
<span style="font-size: large;"><span style="font-family: "arial" , "helvetica" , sans-serif;">[1]<b><span style="font-size: small;"> SOSO è composto da una
telecamera Mintron MTV-12V1C-EX, installato presso la BlueBox della
stazione AMS (Automatic Measurement Station) del Project Hessdalen,
situata in Norvegia, ad Alen (<span style="color: #274fad;"><span style="color: black;">62.8419°N
11.3013°E</span>)</span>,
contea <span style="color: #092f9d;"><span style="color: black;">Sør-Trøndelag</span>
</span>nella municipalità
di Holtalen, struttura sotto gli auspici dell’Østofold University
College.</span></b></span></span></div>
<div style="text-align: justify;">
<span style="font-size: large;"><br /></span></div>
<div style="text-align: justify;">
<span style="font-size: large;"><span style="font-family: "arial" , "helvetica" , sans-serif;">[2]</span></span></div>
<div style="text-align: justify;">
<br />
<div class="western" style="line-height: 100%; margin-bottom: 0cm;">
<span style="color: #0563c1;"><u><a href="http://www.ciph-soso.net/SOSO/TLE_Transient_Luminous_Events_del_2007.html" target="_blank"><span style="font-family: "helvetica" , serif;">http://www.ciph-soso.net/SOSO/TLE_Transient_Luminous_Events_del_2007.html</span></a></u></span></div>
</div>
<div style="text-align: justify;">
<span style="font-size: large;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="color: #0563c1;"><u> </u></span> </span></span></div>
<div class="western" style="line-height: 100%; margin-bottom: 0cm; text-align: justify;">
<span style="font-size: large;"><span style="font-family: "arial" , "helvetica" , sans-serif;">[3]</span></span></div>
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<span style="font-size: large;"><br /></span></div>
<div class="western" style="line-height: 100%; margin-bottom: 0cm; text-align: justify;">
<span style="font-size: large;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="color: #0563c1;"><u><a href="https://www.adv-geosci.net/13/37/2008/" target="_blank">https://www.adv-geosci.net/13/37/2008/</a></u></span></span></span></div>
<span style="font-size: large;"><span style="font-family: "arial" , "helvetica" , sans-serif;">
</span></span>
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<span style="font-size: large;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><br /></span></span></div>
<div class="western" style="line-height: 100%; margin-bottom: 0cm; text-align: justify;">
<b><span style="font-size: small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="text-decoration: none;">Makela,
Antti et al. Geophysica (2010), 46(1-2), 7990</span></span></span></b></div>
<div class="western" style="line-height: 100%; margin-bottom: 0cm; text-align: justify;">
<b><span style="font-size: small;"><br /></span></b></div>
<div class="western" style="line-height: 100%; margin-bottom: 0cm; text-align: justify;">
<b><span style="font-size: small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-size: x-small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="text-decoration: none;">Chen,
Alfred B. et al., Global distributions and accurrence rates of
transients luminous events </span>JOURNAL
OF GEOPHYSICAL RESEARCH, VOL. 113, A08306, doi:10.1029/2008JA013101,
2008</span></span></span></span></b></div>
<div class="western" style="line-height: 100%; margin-bottom: 0cm; text-align: justify;">
<span style="font-size: large;"><br /></span></div>
<div class="western" style="line-height: 100%; margin-bottom: 0cm; text-align: justify;">
<span style="font-size: large;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><b>SITI informazioni generali</b></span></span></div>
<div class="western" style="line-height: 100%; margin-bottom: 0cm; text-align: justify;">
<span style="font-size: large;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><b> </b><b> </b></span></span></div>
<div class="western" style="line-height: 100%; margin-bottom: 0cm; margin-right: -2.35cm; text-align: justify;">
<b><span style="font-size: small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="text-decoration: none;">SOSO_PH,
ora collocato a Medicina, Bologna, riprese i primi TLE dal territorio</span></span><span style="font-family: "arial" , "helvetica" , sans-serif;"> <span style="text-decoration: none;"> </span></span></span></b><br />
<b><span style="font-size: small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="text-decoration: none;">italiano nel 2007 aprendo e offrendo un significativo interesse in Italia al </span></span></span></b><br />
<b><span style="font-size: small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="text-decoration: none;">monitoraggio dei TLE come dimostrato dalla costituzione, nel 2009, </span></span></span></b><br />
<b><span style="font-size: small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="text-decoration: none;">dell’Italian Meteor and TLE Network</span></span></span></b></div>
<div class="western" style="line-height: 100%; margin-bottom: 0cm; margin-right: -2.35cm; text-align: justify;">
<br />
<b><span style="font-size: small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="text-decoration: none;">http://www.ciph-soso.net/SOSO/Italian_Meteor_%26TLE_Network.html</span></span></span></b><br />
<br />
<b><span style="font-size: small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="text-decoration: none;">Vedi anche: </span></span></span></b></div>
<div style="text-align: justify;">
<b><span style="font-size: large;"><span style="font-family: "arial" , "helvetica" , sans-serif;">
</span></span></b></div>
<div class="western" style="line-height: 100%; margin-bottom: 0cm; text-align: justify;">
<b><span style="font-size: large;"><br /></span></b></div>
<div class="western" style="line-height: 100%; margin-bottom: 0cm; text-align: justify;">
<b><span style="font-size: small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="text-decoration: none;">http://www.ciph-soso.net/SOSO/SOSO.html</span></span></span></b></div>
<div style="text-align: justify;">
<b><span style="font-size: small;"><span style="font-family: "arial" , "helvetica" , sans-serif;">
</span></span></b></div>
<div class="western" style="line-height: 100%; margin-bottom: 0cm; text-align: justify;">
<b><span style="font-size: small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="text-decoration: none;">http://hessdalen.hiof.no/map/</span></span></span></b></div>
<div style="text-align: justify;">
<b><span style="font-size: small;"><span style="font-family: "arial" , "helvetica" , sans-serif;">
</span></span></b></div>
<div class="western" style="line-height: 100%; margin-bottom: 0cm; text-align: justify;">
<b><span style="font-size: small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="text-decoration: none;">https://www.hiof.no/english/</span></span></span></b></div>
nicontihttp://www.blogger.com/profile/09482080601829482481noreply@blogger.com0tag:blogger.com,1999:blog-7763019336864321222.post-21667548782348566152019-01-09T19:12:00.000+01:002019-01-10T09:42:37.768+01:00NOCCIOLINA DALLO SPAZIO PROFONDO [racconto breve di Nico Conti]<div style="line-height: 100%; margin-bottom: 0cm;">
<br /></div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<br /></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgxH8-duwSdvQ43Un3sYqMpLYHfFc6Jv8g6FmJjaRCYcIZTC0iyHxk1jqGrjeHXp68cad_t-ZyeNLBzg9Ry2_HyC06A5NTzLq4HntynqheYSUNjGQz-HCwbUBJleux7oifSw0n9OaxYbYTP/s1600/2019-01-03-NASA-Ultima-Thule-Solar-System-New-Horizons_web-4-1024x571.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="571" data-original-width="1024" height="222" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgxH8-duwSdvQ43Un3sYqMpLYHfFc6Jv8g6FmJjaRCYcIZTC0iyHxk1jqGrjeHXp68cad_t-ZyeNLBzg9Ry2_HyC06A5NTzLq4HntynqheYSUNjGQz-HCwbUBJleux7oifSw0n9OaxYbYTP/s400/2019-01-03-NASA-Ultima-Thule-Solar-System-New-Horizons_web-4-1024x571.jpg" width="400" /></a></div>
<div style="line-height: 100%; margin-bottom: 0cm; text-align: justify;">
<br /></div>
<div style="line-height: 100%; margin-bottom: 0cm; text-align: justify;">
<br /></div>
<div style="line-height: 100%; margin-bottom: 0cm; text-align: justify;">
</div>
<div style="line-height: 100%; margin-bottom: 0cm; text-align: justify;">
<span style="font-size: medium;"><b><span style="font-size: x-large;">E</span></b>rano
passarti pochi anni dalla scoperta di quello strano corpo celeste ai
confini del nostro sistema solare, sulla cintura di Kuiper, che fu
tecnicamente denominato 2014 MU69, un nome subito abbandonato perché
ben poco evocativo della realtà dell'oggetto.</span></div>
<div style="line-height: 100%; margin-bottom: 0cm; text-align: justify;">
<span style="font-size: medium;">Si,
era stato trovato nel 2014 pochi anni prima di essere sorvolato dalla
sonda New Horizons.</span></div>
<div style="line-height: 100%; margin-bottom: 0cm; text-align: justify;">
<br /></div>
<div style="line-height: 100%; margin-bottom: 0cm; text-align: justify;">
<span style="font-size: medium;">Nei
primi giorni di gennaio del 2019 la Nasa era già giunta nelle
vicinanze per una analisi di questo curioso oggetto che subito, fin
dalle prime immagini sfuocate era stato denominato dalla gente “la
nocciolina”, per via della forma.</span></div>
<div style="line-height: 100%; margin-bottom: 0cm; text-align: justify;">
<span style="font-size: medium;">Inizialmente
gli scienziati avevano sorriso di questa stentata epistemologia
popolare e avevano ridenominato questo oggetto, di poche decine di
chilometri, con il nuovo, nomignolo ben più inquietante di Ultima
Thule.</span></div>
<div style="line-height: 100%; margin-bottom: 0cm; text-align: justify;">
<span style="font-size: medium;">Alcuni
gruppi nazisti avevano subito acclamato l'Ultima Thule come una loro
proprietà ideologica con tanto di copyright, ma la Nasa si era
rifiutata di chiamarlo in altro modo.</span></div>
<div style="line-height: 100%; margin-bottom: 0cm; text-align: justify;">
<span style="font-size: medium;">Ben
presto la scaramuccia mediatica si era dissolta anche sui giornali
più scandalistici e la sonda aveva continuato il suo lavoro, senza
che gli scienziati dovessero più occuparsi di simili sciocchezze.</span></div>
<div style="line-height: 100%; margin-bottom: 0cm; text-align: justify;">
<br /></div>
<div style="line-height: 100%; margin-bottom: 0cm; text-align: justify;">
<span style="font-size: medium;">Si
trattava di un sorvolo storico che probabilmente avrebbe contribuito
a sollevare molti misteri sulla nascita del nostro sistema solare.</span></div>
<div style="line-height: 100%; margin-bottom: 0cm; text-align: justify;">
<span style="font-size: medium;">Mai
prima d’ora una sonda spaziale aveva raggiunto un corpo celeste
così piccolo, così lontano, e in così rapido movimento.</span></div>
<div style="line-height: 100%; margin-bottom: 0cm; text-align: justify;">
“<span style="font-size: medium;">La
nocciolina” così preferisco ancora chiamarla, era appunto composta
da due forme sferiche in contatto tra loro, una leggermente più
grande dell’altra.</span></div>
<div style="line-height: 100%; margin-bottom: 0cm; text-align: justify;">
<span style="font-size: medium;">Già
dai primi dati gli scienziati si erano convinti che lo studio di
quella bizzarra formazione ci avrebbe spiegato le modalità di
formazione dei pianeti interni e esterni al nostro sistema solare.</span></div>
<div style="line-height: 100%; margin-bottom: 0cm; text-align: justify;">
<span style="font-size: medium;">Mai
tanto ottimismo scientifico era stato mal riposto.</span></div>
<div style="line-height: 100%; margin-bottom: 0cm; text-align: justify;">
<br /></div>
<div style="line-height: 100%; margin-bottom: 0cm; text-align: justify;">
<span style="font-size: medium;">Ultima
Thule: mai nome era stato più indicato per qualcosa ai confini del
mondo conosciuto: <i>hic sunt leones</i>, delle vecchie mappe delle
terre fino a quel momento. esplorate. </span>
</div>
<div style="line-height: 100%; margin-bottom: 0cm; text-align: justify;">
<span style="font-size: medium;">Il
mito voleva quel territorio dell'Ultima Thule come all’origine
della saggezza della razza ariana, e tante altre cose oscure prima
del monopolio nazista del termine.</span></div>
<div style="line-height: 100%; margin-bottom: 0cm; text-align: justify;">
<span style="font-size: medium;">Stavolta
poteva rappresentare piuttosto bene la fine delle ambizioni della
specie terrestre di conoscere sempre più pianeti, pianetoidi,
eccetera…</span></div>
<div style="line-height: 100%; margin-bottom: 0cm; text-align: justify;">
<br /></div>
<div style="line-height: 100%; margin-bottom: 0cm; text-align: justify;">
<span style="font-size: medium;">Quando
finalmente la sonda New Horizons giunse il 1 gennaio 2019, nelle
vicinanze dell’Ultima Thule , inviando le prime foto di questo
oggetto ai confini del sistema solare, si ebbero alcune conferme, ma
anche nuove domande senza soluzione immediata.</span></div>
<div style="line-height: 100%; margin-bottom: 0cm; text-align: justify;">
<span style="font-size: medium;">La
forma di nocciolina era perfettamente confermata, anche nella
somiglianza della rugosità ben nota del guscio, e curiosamente non
furono trovati gli impatti da meteoriti che c’era da aspettarsi,
come ad esempio quelli che si ritrovano sulla Luna.</span></div>
<div style="line-height: 100%; margin-bottom: 0cm; text-align: justify;">
<span style="font-size: medium;">Una
volta messa a fuoco la forma della nocciolina si era rivelata un
reticolo assai simile alle rugosità regolari di un arachide vero.</span></div>
<div style="line-height: 100%; margin-bottom: 0cm; text-align: justify;">
<span style="font-size: medium;">Questo
significava che l’Ultima Thule era qualcosa di abbastanza giovane,
o di un materia un po’ diversa da quella che avrebbe dovuto essere
sulla base delle conoscenze scientifiche: forse qualcosa fatto di un
materiale difficile da scalfire.</span></div>
<div style="line-height: 100%; margin-bottom: 0cm; text-align: justify;">
<br /></div>
<div style="line-height: 100%; margin-bottom: 0cm; text-align: justify;">
<span style="font-size: medium;">Pochi
giorni dopo, le foto della sonda erano molto migliorate in
definizione e le prime impressioni su questo corpo bilobato furono
confermate.</span></div>
<div style="line-height: 100%; margin-bottom: 0cm; text-align: justify;">
<span style="font-size: medium;">L’oggetto
era in tutto e per tutto somigliante a una nocciolina, anzi di più:
la forma, il reticolo sulla sua superficie, e perfino la colorazione
giallognola.</span></div>
<div style="line-height: 100%; margin-bottom: 0cm; text-align: justify;">
<span style="font-size: medium;">Anche
gli scienziati avevano definitivamente abbandonato il nomignolo
Ultima Thule (sbagliando) per adottare più simpaticamente quello di
“nocciolina”, che si adattava perfettamente a ciò che potevano
osservare.</span></div>
<div style="line-height: 100%; margin-bottom: 0cm; text-align: justify;">
<span style="font-size: medium;">Ma
la scienza segue logiche diverse da quelle popolari: non è perché
una persona veste come un ragioniere, si atteggia come un ragioniere
e parla come un ragioniere che è per davvero un ragioniere.</span></div>
<div style="line-height: 100%; margin-bottom: 0cm; text-align: justify;">
<span style="font-size: medium;">Purtroppo
le indagini strumentali successive aumentarono il numero delle
domande senza risposta.</span></div>
<div style="line-height: 100%; margin-bottom: 0cm; text-align: justify;">
<br /></div>
<div style="line-height: 100%; margin-bottom: 0cm; text-align: justify;">
<span style="font-size: medium;">Quel
corpo ai confini del nostro sistema, non sembrava appartenere al
nostro sistema, e di certo non si era creato insieme al nostro
sistema. Dunque, da dove veniva? Come era giunto lì? Quando
esattamente?</span></div>
<div style="line-height: 100%; margin-bottom: 0cm; text-align: justify;">
<span style="font-size: medium;">Furono
fatti complessi calcoli astronomici per verificarne con più
precisione l’orbita e il movimento.</span></div>
<div style="line-height: 100%; margin-bottom: 0cm; text-align: justify;">
<span style="font-size: medium;">Quando
le analisi sulla risonanza della superficie furono complete, le
perplessità della Nasa furono all’apice. </span>
</div>
<div style="line-height: 100%; margin-bottom: 0cm; text-align: justify;">
<span style="font-size: medium;">Strane
eco provenivano dall’interno della “nocciolina”, che presto
dimostrarono attraverso una modellizzazione precisa che la nocciolina
possedeva un nucleo ovale per ogni sfera che la componeva.</span></div>
<div style="line-height: 100%; margin-bottom: 0cm; text-align: justify;">
<span style="font-size: medium;">Inoltre
una sottile intercapedine di vuoto circondava quei nuclei separandoli
dalla superficie della “nocciolina”.</span></div>
<div style="line-height: 100%; margin-bottom: 0cm; text-align: justify;">
<br /></div>
<div style="line-height: 100%; margin-bottom: 0cm; text-align: justify;">
<span style="font-size: medium;">Quando
poi identificarono la sostanza di cui erano composti i due nuclei
della nocciolina lo sbalordimento fu totale: Vitamina E, grassi,
proteine e un 10% di acqua.</span></div>
<div style="line-height: 100%; margin-bottom: 0cm; text-align: justify;">
<span style="font-size: medium;">Evidentemente
non era quel 10% di acqua che più impressionava gli scienziati.</span></div>
<div style="line-height: 100%; margin-bottom: 0cm; text-align: justify;">
<span style="font-size: medium;">Era
in tutto e per tutto simile a una gigantesca nocciolina proveniente
dalla spazio profondo.</span></div>
<div style="line-height: 100%; margin-bottom: 0cm; text-align: justify;">
<br /></div>
<div style="line-height: 100%; margin-bottom: 0cm; text-align: justify;">
<span style="font-size: medium;">Dapprima
gli scienziati sorrisero increduli, poi, quando puntarono la rete di
radiotelescopi in direzione della nocciolina, e controllarono i
successivi dati strumentali della sonda, fu il momento in cui
cominciarono a inquietarsi.</span></div>
<div style="line-height: 100%; margin-bottom: 0cm; text-align: justify;">
<span style="font-size: medium;">Non
solo la nocciolina era una nocciolina a tutti gli effetti, seppur di
dimensioni chilometriche e con quei componenti tipici ma
cristallizzati in modo anomalo, ma altre noccioline stavano
raggiungimento la prima, a centinaia.</span></div>
<div style="line-height: 100%; margin-bottom: 0cm; text-align: justify;">
<br /></div>
<div style="line-height: 100%; margin-bottom: 0cm; text-align: justify;">
<span style="font-size: medium;">Chissà
da quanto tempo la nocciolina se ne stava al confine del nostro
sistema solare in silenziosa attesa.</span></div>
<div style="line-height: 100%; margin-bottom: 0cm; text-align: justify;">
<span style="font-size: medium;">I
tecnici della Nasa ben presto si convinsero che fosse stata la visita
della loro sonda a “risvegliare” la nocciolina che aveva così
richiamato l’arrivo delle altre noccioline.</span></div>
<div style="line-height: 100%; margin-bottom: 0cm; text-align: justify;">
<span style="font-size: medium;">Cominciarono
a preoccuparsi: cosa stava succedendo?</span></div>
<div style="line-height: 100%; margin-bottom: 0cm; text-align: justify;">
<br /></div>
<div style="line-height: 100%; margin-bottom: 0cm; text-align: justify;">
<span style="font-size: medium;">Applicando
il rasoio di Ockham furono fatte diverse ipotesi (cercando di stare
sulla soluzione più semplice) che dovevano spiegare razionalmente
questi arrivi di centinaia di noccioline giganti da chissà quale
area sconosciuta dell’universo.</span></div>
<div style="line-height: 100%; margin-bottom: 0cm; text-align: justify;">
<span style="font-size: medium;">Erano
a centinaia e giungevano velocemente da un luogo dove si suppose la
presenza di un buco nero.</span></div>
<div style="line-height: 100%; margin-bottom: 0cm; text-align: justify;">
<span style="font-size: medium;">Se
ne stavano in orbita sulla cintura di Kuiper, come in attesa di
qualcosa.</span></div>
<div style="line-height: 100%; margin-bottom: 0cm; text-align: justify;">
<br /></div>
<div style="line-height: 100%; margin-bottom: 0cm; text-align: justify;">
<span style="font-size: medium;">Pochi
giorni dopo la strumentazione intercettò l’arrivo di un nuovo
corpo dell’esterno del sistema, ma molto più grande delle
noccioline: 20 volte più grande.</span></div>
<div style="line-height: 100%; margin-bottom: 0cm; text-align: justify;">
<span style="font-size: medium;">A
questo punto non c'era più rasoio di Ockham che potesse
semplicemente mantenere affilata la lama della razionalità.</span></div>
<div style="line-height: 100%; margin-bottom: 0cm; text-align: justify;">
<span style="font-size: medium;">A
esseri sinceri ho sempre ritenuto che il famoso rasoio potesse
fornire soluzioni semplici solo in condizioni semplici come la
scienza medioevale.</span></div>
<div style="line-height: 100%; margin-bottom: 0cm; text-align: justify;">
<span style="font-size: medium;">Problemi
scientifici complessi richiedevano soluzioni via via più complesse,
e questo era il caso.</span></div>
<div style="line-height: 100%; margin-bottom: 0cm; text-align: justify;">
<br /></div>
<div style="line-height: 100%; margin-bottom: 0cm; text-align: justify;">
<span style="font-size: medium;">Dato
che la forma dell'oggetto era molto simile a quella di un criceto, fu
abbastanza facile trovargli un nomignolo: “il criceto”.</span></div>
<div style="line-height: 100%; margin-bottom: 0cm; text-align: justify;">
<span style="font-size: medium;">Lo
stress degli scienziati aumentò di lì a poco quando le noccioline
che si erano disposte in orbita ai confini del sistema solare
cominciarono a puntare verso la Terra.</span></div>
<div style="line-height: 100%; margin-bottom: 0cm; text-align: justify;">
<span style="font-size: medium;">Qui
saltò ogni residua ipotesi razionale.</span></div>
<div style="line-height: 100%; margin-bottom: 0cm; text-align: justify;">
<br /></div>
<div style="line-height: 100%; margin-bottom: 0cm; text-align: justify;">
<span style="font-size: medium;">Dopo
poche settimane l’oggetto a forma di criceto, era osservabile dai
più potenti telescopi con una buona definizione.</span></div>
<div style="line-height: 100%; margin-bottom: 0cm; text-align: justify;">
“<span style="font-size: medium;">Il
criceto” presentava chiaramente quarto appendici sotto il suo corpo
ovale principale, e qualcosa che assomigliava a una testa e a una
piccola coda sul lato opposto. </span>
</div>
<div style="line-height: 100%; margin-bottom: 0cm; text-align: justify;">
<span style="font-size: medium;">Una
forma tutto sommato complessa per ciò che fino allora si era
osservato muoversi nello spazio profondo.</span></div>
<div style="line-height: 100%; margin-bottom: 0cm; text-align: justify;">
<span style="font-size: medium;">Ma
dopo poco, a seguito di osservazioni più dettagliate lo stress si
trasformò in evidente paura.</span></div>
<div style="line-height: 100%; margin-bottom: 0cm; text-align: justify;">
“<span style="font-size: medium;">Il
criceto” visto da più vicino o, per meglio dire con una migliore
risoluzione, presentava, su quella specie di corpo dotato di una
testa, anche due occhietti neri, assai vispi.</span></div>
<div style="line-height: 100%; margin-bottom: 0cm; text-align: justify;">
<span style="font-size: medium;">E,
inoltre e muoveva le sue zampette anteriori e posteriori, con un
ritmo sincronizzato e opposto, avanti e indietro.</span></div>
<div style="line-height: 100%; margin-bottom: 0cm; text-align: justify;">
<span style="font-size: medium;">Non
si trattava di un movimento meccanico: era come se “il criceto”
corresse nel vuoto in direzione del nostro pianeta.</span></div>
<div style="line-height: 100%; margin-bottom: 0cm; text-align: justify;">
<span style="font-size: medium;">Non
era un oggetto tecnologico, un'astronave o qualcosa di simile: era
vivente.</span></div>
<div style="line-height: 100%; margin-bottom: 0cm; text-align: justify;">
<br /></div>
<div style="line-height: 100%; margin-bottom: 0cm; text-align: justify;">
<span style="font-size: medium;">Ora,
il grande criceto si stava muovendo nello spazio a velocità
sub-luminale… avvicinandosi a grandi balzi.</span></div>
<div style="line-height: 100%; margin-bottom: 0cm; text-align: justify;">
<span style="font-size: medium;">In
breve fu nelle vicinanze di Marte e sfruttando l'orbita si catapultò
di gran carriera verso la Terra. </span>
</div>
<div style="line-height: 100%; margin-bottom: 0cm; text-align: justify;">
<span style="font-size: medium;">Sembrava
divertito, come se l'intero sistema solare fosse la sua ruota
girevole e vi stesse correndo allegramente all’interno, presagendo
che la Terra che avrebbe raggiunto di lì a poco gli sarebbe molto
piaciuta.</span></div>
<div style="line-height: 100%; margin-bottom: 0cm; text-align: justify;">
<br /></div>
<div style="line-height: 100%; margin-bottom: 0cm; text-align: justify;">
<span style="font-size: medium;">Gli
scienziati fecero rapidi calcoli e determinarono che sarebbe giunto
in poche ore nelle vicinanze della Luna, per l'ultima corsa nella
sua ruota virtuale.</span></div>
<div style="line-height: 100%; margin-bottom: 0cm; text-align: justify;">
<span style="font-size: medium;">Nel
frattempo avevano capito che il grosso animale extraterrestre, il
criceto, inviava in avanscoperta le noccioline, alla ricerca di
pianeti abitati da esseri intelligenti dotati di tecnologie che
potessero avvistarle e interagire con loro.</span></div>
<div style="line-height: 100%; margin-bottom: 0cm; text-align: justify;">
<span style="font-size: medium;">Le
noccioline erano il suo cibo e allo stesso tempo le sue sonde in
esplorazione dell'universo. </span>
</div>
<div style="line-height: 100%; margin-bottom: 0cm; text-align: justify;">
<br /></div>
<div style="line-height: 100%; margin-bottom: 0cm; text-align: justify;">
<span style="font-size: medium;">Si
auspicò che il criceto fosse vegetariano, ma in realtà non fu così.</span></div>
<div style="line-height: 100%; margin-bottom: 0cm; text-align: justify;">
<span style="font-size: medium;">Adorava
nutrirsi di piccoli animaletti.</span></div>
<div style="line-height: 100%; margin-bottom: 0cm; text-align: justify;">
<span style="font-size: medium;">E,
quei piccoli animaletti eravamo noi.</span></div>
<div style="line-height: 100%; margin-bottom: 0cm; text-align: justify;">
<br /></div>
<div style="line-height: 100%; margin-bottom: 0cm; text-align: justify;">
<br /></div>
<div style="line-height: 100%; margin-bottom: 0cm; text-align: justify;">
<br /></div>
<div style="line-height: 100%; margin-bottom: 0cm; text-align: justify;">
<br /></div>
<div style="line-height: 100%; margin-bottom: 0cm; text-align: justify;">
<br /></div>
<div style="line-height: 100%; margin-bottom: 0cm; text-align: justify;">
<br /></div>
<div style="line-height: 100%; margin-bottom: 0cm; text-align: justify;">
<br /></div>
<div style="line-height: 100%; margin-bottom: 0cm; text-align: justify;">
<br /></div>
<div style="line-height: 100%; margin-bottom: 0cm; text-align: justify;">
<br /></div>
<div style="line-height: 100%; margin-bottom: 0cm; text-align: justify;">
<span style="font-size: medium;">[photo courtesy NASA] </span></div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<br /></div>
nicontihttp://www.blogger.com/profile/09482080601829482481noreply@blogger.com0tag:blogger.com,1999:blog-7763019336864321222.post-11860362603007925492018-05-24T14:33:00.003+02:002018-05-24T14:33:39.614+02:00UN PICCOLO COMMENTO SUL MONDO DEL PARANORMALE (tanto per rifarsi vivi)<div class="separator" style="clear: both; text-align: left;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi121dukMTKshyphenhyphenIHF3lV4Bo7sFedJ2jrvm7HsvlqsEnl4NCFchL5o_qFsZz-gehyphenhyphen6Eirp2GROBj4yXzmEkyDRiqV8sHZMA0bcJxJnT-KXe5ZrdtQ-IQneGN_zt7SFKruI1bbo2B2QAGhiJf/s1600/index1.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="275" data-original-width="184" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi121dukMTKshyphenhyphenIHF3lV4Bo7sFedJ2jrvm7HsvlqsEnl4NCFchL5o_qFsZz-gehyphenhyphen6Eirp2GROBj4yXzmEkyDRiqV8sHZMA0bcJxJnT-KXe5ZrdtQ-IQneGN_zt7SFKruI1bbo2B2QAGhiJf/s1600/index1.jpg" /></a><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjPAZfPh12qU2Es16V93ZItQYA5qfeFKXpw_7oJFYqbHwd9-OeLA5qvdm2fByZl9Snb8T2pBR7nt5x4zslgl8n_YN4qWYVE3oI_aC4ZFLEBX3BcySNSuTLgJBvDSGi9nTbXSMGqMOBUBo7b/s1600/index.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="276" data-original-width="183" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjPAZfPh12qU2Es16V93ZItQYA5qfeFKXpw_7oJFYqbHwd9-OeLA5qvdm2fByZl9Snb8T2pBR7nt5x4zslgl8n_YN4qWYVE3oI_aC4ZFLEBX3BcySNSuTLgJBvDSGi9nTbXSMGqMOBUBo7b/s1600/index.jpg" /></a></div>
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<div style="text-align: justify;">
<span style="font-size: large;">Nel
1978 uscì "Viaggio nel mondo del paranormale" di Angela, e con questo
iniziò la mia fase scettica tra gli anni 80 e 90. Angela mi convinse che
non ci fosse nulla da studiare e che la scienza ci poteva spiegare
tutto, mentre quello che non riusciva ancora a spiegarci era solo per
questione di tempo. Il mondo del paranormale, era semplicemente
un'illusione: nessun mistero, la scienza ha metodo e tutte le risposte.
Oggi, in ritardo sulla pubblicazione mi sono letto "Sette e<span class="text_exposed_show">sperimenti
per cambiare il mondo" di Sheldrake, dove l'Autore si pone domande
semplici la cui risposta potrebbe modificare il nostro modo di
comprendere la realtà. Non vi sono certezze, solo domande e dubbi, e una
fiducia nella scienza del fare, piuttosto che in quella dell'affermare.
Questo è il mondo vero, e dentro ci sono faccende che non tornano,
anomalie ignorate e noi testimoni fallaci, ma pur sempre unici strumenti
finali per tentare di rilegare il tutto. Grazie Sheldrake.</span></span></div>
nicontihttp://www.blogger.com/profile/09482080601829482481noreply@blogger.com2tag:blogger.com,1999:blog-7763019336864321222.post-88417529710703969922016-12-12T11:51:00.000+01:002016-12-12T11:51:13.217+01:00Novembre 2016. Prime immagini catturate da SOSO a Hessdalen<h4 style="text-align: justify;">
<span style="font-size: x-large;">C</span>ome sappiamo durante il Science Camp del mese di settembre Erling Strand (Project Hessdalen) ha istallato il sistema SOSO, concepito da Massimo Silvestri (CIPH).</h4>
<h4 style="text-align: justify;">
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh4IwLERjTqLyDeeTbaH33SgxIeRSZb_odx-cJGd48UeIPk5tINBLknuBvIZ1LPl-1h7HDcdev8cAQh3NOQ4YkT8CjwPiZ8pjDsj-CRj9Ur_RNFTpqjnxyCLzLfZIzZS5AxjxGqULLJJFi7/s1600/SKYLINE.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="259" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh4IwLERjTqLyDeeTbaH33SgxIeRSZb_odx-cJGd48UeIPk5tINBLknuBvIZ1LPl-1h7HDcdev8cAQh3NOQ4YkT8CjwPiZ8pjDsj-CRj9Ur_RNFTpqjnxyCLzLfZIzZS5AxjxGqULLJJFi7/s320/SKYLINE.jpg" width="320" /></a></div>
</h4>
<div style="text-align: center;">
FOV della telecamera di SOSO a Hessdalen</div>
<h4 style="text-align: justify;">
</h4>
<div style="text-align: justify;">
In questo primo mese di funzionamento SOSO Hessdalen riesce con gli "allarmi" iniziali a catturare un primo bolide (3 novembre).</div>
<div style="text-align: justify;">
Si tratta di un dato interessante che conferma, se ne n'era bisogno, che il sistema SOSO è ben parametrato per catturare immagini di Fenomeni Luminosi Transitori:<br />
<a href="http://www.hessdalen.org/files/2016_11_03/soso/2016_11_02_21_07_45_hess.avi" target="_blank"> http://www.hessdalen.org/files/2016_11_03/soso/2016_11_02_21_07_45_hess.avi</a></div>
<div style="text-align: justify;">
Infatti, la caratteristica dei bolidi, oltre la luminosità, è la rapidità e la casualità dell'evento.<br />
<br />
<br />
<b>Blink (?) </b></div>
<div style="text-align: justify;">
Durante la sua operatività ha catturato anche <i>altro</i>, come ad esempio il 3 novembre 16 questo spot luminoso che non siamo riusciti a identificare con certezza:</div>
<div style="text-align: justify;">
<a href="http://www.hessdalen.org/files/2016_11_04/soso/2016_11_03_21_24_57_hess.avi" id="yui_3_16_0_ym19_1_1478280054325_10281" shape="rect" target="_blank">http://www.hessdalen.org/files/2016_11_04/soso/2016_11_03_21_24_57_hess.avi</a></div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
Al fermo immagine risulta così:</div>
<div style="text-align: justify;">
<br /></div>
<div class="separator" style="clear: both; text-align: justify;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi6huAeEGLD_8RjF-17hpULjOLii38lXVRJySB1tVe9UqNk70tKEziFdSOKKmwU0fX0dioDJ86AF09zPeQnkjtJO3RRaWxBbP1glbIOHC3S_UOrrrkw0t9XTb5upFvMzr39q4Aay-IRXfBy/s1600/20161103_212457_1.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="513" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi6huAeEGLD_8RjF-17hpULjOLii38lXVRJySB1tVe9UqNk70tKEziFdSOKKmwU0fX0dioDJ86AF09zPeQnkjtJO3RRaWxBbP1glbIOHC3S_UOrrrkw0t9XTb5upFvMzr39q4Aay-IRXfBy/s640/20161103_212457_1.jpg" width="640" /></a></div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
E questo è un ingrandimento: </div>
<div style="text-align: justify;">
<br /></div>
<div class="separator" style="clear: both; text-align: justify;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiRmXO8Gu5-RH2-d1W8CYM8yDiL0ZOV8Euh4pHyVYGAjNMuRD0wT4ssZyE0gFXMw7pTs5RlMlxXWias6M3_qTqKrivo5BqViMnjaqYu3gQKNPCPqM8Y0EzJ3mSOyRI2ImSHsO9Egh2HLYf0/s1600/20161103_212457_2.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="512" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiRmXO8Gu5-RH2-d1W8CYM8yDiL0ZOV8Euh4pHyVYGAjNMuRD0wT4ssZyE0gFXMw7pTs5RlMlxXWias6M3_qTqKrivo5BqViMnjaqYu3gQKNPCPqM8Y0EzJ3mSOyRI2ImSHsO9Egh2HLYf0/s640/20161103_212457_2.jpg" width="640" /></a></div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
Il giorno 3 novembre, sono stati registrati due blink simmetrici e contemporanei:</div>
<div style="text-align: justify;">
<a href="http://www.hessdalen.org/files/2016_11_03/soso/2016_11_02_14_18_03_hess.avi">http://www.hessdalen.org/files/2016_11_03/soso/2016_11_02_14_18_03_hess.avi</a></div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
Si sono fatte varie ipotesi tra cui cristalli di ghiaccio sulla telecamera (Renzo Cabassi). </div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
La telecamera di SOSO è stata inoltre riparametrata (il 4 novembre, Massimo Silvestri) per avere filmati continui,<br />
vedi ad esempio durante il passaggio di due aerei come in questo fimato, (che mostra tra l'altro una luce fissa a sinistra: faro artificiale):</div>
<div style="text-align: justify;">
<a href="http://www.hessdalen.org/files/2016_11_08/soso/2016_11_07_20_49_04_hess.avi">http://www.hessdalen.org/files/2016_11_08/soso/2016_11_07_20_49_04_hess.avi</a></div>
<div style="text-align: justify;">
<b></b><br />
<b><br /></b>
<b>Altri Bolidi</b><br />
Successivamente al primo bolide, è stato catturata una serie di bolidi tra cui:</div>
<a href="http://www.hessdalen.org/files/2016_11_08/soso/2016_11_07_17_15_00_hess.avi">http://www.hessdalen.org/files/2016_11_08/soso/2016_11_07_17_15_00_hess.avi</a><br />
<br />
E, ancora, un altro bolide:<br />
<a href="http://www.hessdalen.org/files/2016_11_08/soso/2016_11_07_23_31_48_hess.avi">http://www.hessdalen.org/files/2016_11_08/soso/2016_11_07_23_31_48_hess.avi</a><br />
<br />
Oppure, bolide lento il 14 novembre:<br />
<a href="http://www.hessdalen.org/files/2016_11_14/soso/2016_11_13_20_40_29_hess.avi" id="yui_3_16_0_ym19_1_1479117041289_5074" target="_blank">http://www.hessdalen.org/files/2016_11_14/soso/2016_11_13_20_40_29_hess.avi</a><br />
<br />
Il bolide appena sopra la collina del 16 novembre<br />
<a href="http://www.hessdalen.org/files/2016_11_16/soso/2016_11_16_05_19_36_hess.avi">http://www.hessdalen.org/files/2016_11_16/soso/2016_11_16_05_19_36_hess.avi</a><br />
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh7ye4M97LzyLUj3K9Lbu5ouUJAq2njwOT2Gc3jpKbhk_eUT_nUt9wSPkm7IWArCmpL2DOthuYFNwPc6B4C8N-hOesrvC5y7XgEKS6BR-nCNf2RFQOcqFawCqa9cjwuWHg3UP_olgGQtcnk/s1600/ora-2.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="252" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh7ye4M97LzyLUj3K9Lbu5ouUJAq2njwOT2Gc3jpKbhk_eUT_nUt9wSPkm7IWArCmpL2DOthuYFNwPc6B4C8N-hOesrvC5y7XgEKS6BR-nCNf2RFQOcqFawCqa9cjwuWHg3UP_olgGQtcnk/s320/ora-2.jpg" width="320" /></a></div>
<br />
<br />
Un altro bolide, non molto luminoso, dello stesso 16 novembre<br />
<span id="yui_3_16_0_ym19_1_1479287101888_35361" style="font-family: "verdana" , "helvetica" , "arial";"><span id="yui_3_16_0_ym19_1_1479287101888_35365" style="font-size: 12.0px;"><a href="http://www.hessdalen.org/files/2016_11_16/soso/2016_11_15_17_30_14_hess.avi" id="yui_3_16_0_ym19_1_1479287101888_35367" rel="noreferrer" target="_blank">http://www.hessdalen.org/files/2016_11_16/soso/2016_11_15_17_30_14_hess.avi</a></span></span><br />
<br />
Un bolide luminoso, veloce del 18 novembre:<br />
<a href="http://www.hessdalen.org/files/2016_11_18/soso/2016_11_18_04_09_34_hess.avi" target="_blank"> http://www.hessdalen.org/files/2016_11_18/soso/2016_11_18_04_09_34_hess.avi</a><br />
<br />
Un bolide luminoso del 21 novembre: <br />
<a href="http://www.hessdalen.org/files/2016_11_21/soso/2016_11_20_15_58_47_hess.avi" target="_blank"> http://www.hessdalen.org/files/2016_11_21/soso/2016_11_20_15_58_47_hess.avi</a><br />
<br />
Bolide del 29 novembre:<br />
<a href="http://www.hessdalen.org/files/2016_11_30/soso/2016_11_29_21_20_52_hess.avi">http://www.hessdalen.org/files/2016_11_30/soso/2016_11_29_21_20_52_hess.avi</a><br />
<br />
<br />
<span id="yui_3_16_0_ym19_1_1479287101888_35361" style="font-family: "verdana" , "helvetica" , "arial";"><span id="yui_3_16_0_ym19_1_1479287101888_35365" style="font-size: 12.0px;"><b>Cosmic Ray </b></span></span><br />
Durante questi giorni di novembre sono stati catturati dal CCD della telecamera di SOSO anche alcuni cosmic-ray, vedi ad esempio:<br />
<a href="http://www.hessdalen.org/files/2016_11_15/soso/2016_11_15_03_41_48_hess.avi" target="_blank"> http://www.hessdalen.org/files/2016_11_15/soso/2016_11_15_03_41_48_hess.av</a>i<br />
<br />
<br />
<b>Satellite</b><br />
Si noti la scomparsa graduale quasi si spegnesse, propria del satellite in avvicinamento al cono d'ombra:<br />
<span id="yui_3_16_0_ym19_1_1479461372574_25385" style="font-family: "verdana" , "helvetica" , "arial";"><span id="yui_3_16_0_ym19_1_1479461372574_25384" style="font-size: 12.0px;"><a href="http://www.hessdalen.org/files/2016_11_18/soso/2016_11_17_18_14_57_hess.avi" id="yui_3_16_0_ym19_1_1479461372574_25386" rel="nofollow" shape="rect" target="_blank">http://www.hessdalen.org/files/2016_11_18/soso/2016_11_17_18_14_57_hess.avi</a></span></span><span id="yui_3_16_0_ym19_1_1479461372574_25385" style="font-family: "verdana" , "helvetica" , "arial";"></span><br />
Ovviamente in questi casi è opportuno raccogliere dati di conferma della presenza di un satellite, in quella posizione.<br />
Il satellite nel caso specifico potrebbe essere questo:<br />
<span id="yui_3_16_0_ym19_1_1479461372574_67171" style="font-size: 12.0px;"><span id="yui_3_16_0_ym19_1_1479461372574_67170" style="font-family: "verdana" , "helvetica" , "arial";"><a href="http://www.heavens-above.com/passdetails.aspx?lat=62.7933&lng=11.1883&loc=Hessdalen&alt=620&tz=CET&satid=22208&mjd=57709.7603542485" id="yui_3_16_0_ym19_1_1479461372574_67169" rel="nofollow" target="_blank">http://www.heavens-above.com/passdetails.aspx?lat=62.7933&lng=11.1883&loc=Hessdalen&alt=620&tz=CET&satid=22208&mjd=57709.7603542485</a></span></span><br />
<br />
<br />
<b>Aerei</b><br />
Numerosi sono gli allarmi che scattano con aerei.<br />
Nel filmato qui sotto, che portiamo ad esempio, l'aereo è di difficile identificazione poichè il tipico blink è quasi impercettibile:<br />
<a class="yiv6857570040" href="http://www.hessdalen.org/files/2016_11_22/soso/2016_11_21_15_37_53_hess.avi" id="yui_3_16_0_ym19_1_1479823092062_43738" rel="nofollow" target="_blank">http://www.hessdalen.org/files/2016_11_22/soso/2016_11_21_15_37_53_hess.avi</a><br />
<br />
<br />
<b>Artefatti umani: fari d'auto </b><br />
Ovviamente, dato che la
telecamera di SOSO inquadra anche 1/4 di paesaggio terrestre, gli
"allarmi" possono prevedere anche la registrazione di banali fari
d'auto:<br />
<span id="yui_3_16_0_ym19_1_1479370590350_40935" style="font-family: "verdana" , "helvetica" , "arial";"><span id="yui_3_16_0_ym19_1_1479370590350_40934" style="font-size: 12.0px;"><a href="http://www.hessdalen.org/files/2016_11_17/soso/2016_11_16_15_55_21_hess.avi" id="yui_3_16_0_ym19_1_1479370590350_40933" rel="nofollow" target="_blank">http://www.hessdalen.org/files/2016_11_17/soso/2016_11_16_15_55_21_hess.avi</a></span></span><br />
<br />
<span id="yui_3_16_0_ym19_1_1479370590350_40935" style="font-family: "verdana" , "helvetica" , "arial";"><span id="yui_3_16_0_ym19_1_1479370590350_40934" style="font-size: 12.0px;">oppure i fari di un veicolo nella sottostante strada Fv576:</span></span><br />
<span id="yui_3_16_0_ym19_1_1479370590350_40935" style="font-family: "verdana" , "helvetica" , "arial";"><span id="yui_3_16_0_ym19_1_1479370590350_40934" style="font-size: 12.0px;"><a href="http://www.hessdalen.org/files/2016_11_30/soso/2016_11_29_15_26_00_hess.avi" target="_blank"> http://www.hessdalen.org/files/2016_11_30/soso/2016_11_29_15_26_00_hess.avi</a></span></span><br />
Questo,
lungi da essere un problema, facilita la raccolta di "eventi" per una
"griglia interpretativa" dei vari fenomeni sottoposti a analisi.<br />
<br />
<b>E, luci con breve movimento, puntiformi, non facilmente identificabili</b><br />
Durante la notte del 22 novembre assistiamo a diversi allarmi che mostrano luci fisse puntiformi, accendersi e spegnersi lentamente, a diversi metri dal profilo delle colline: <br />
<a class="yiv1545354118moz-txt-link-freetext" href="http://www.hessdalen.org/files/2016_11_22/soso/2016_11_21_17_22_31_hess.avi" id="yui_3_16_0_ym19_1_1479818579627_18611" rel="nofollow" shape="rect" target="_blank">http://www.hessdalen.org/files/2016_11_22/soso/2016_11_21_17_22_31_hess.avi</a><br />
<br class="yiv1545354118" clear="none" />
<a class="yiv1545354118moz-txt-link-freetext" href="http://www.hessdalen.org/files/2016_11_22/soso/2016_11_21_17_32_14_hess.avi" id="yui_3_16_0_ym19_1_1479818579627_18610" rel="nofollow" shape="rect" target="_blank">http://www.hessdalen.org/files/2016_11_22/soso/2016_11_21_17_32_14_hess.avi</a><br />
<span class="yiv1545354118" style="color: #5856d6;"><br class="yiv1545354118" clear="none" />
</span><a class="yiv1545354118moz-txt-link-freetext" href="http://www.hessdalen.org/files/2016_11_22/soso/2016_11_21_17_45_46_hess.avi" id="yui_3_16_0_ym19_1_1479818579627_18609" rel="nofollow" shape="rect" target="_blank">http://www.hessdalen.org/files/2016_11_22/soso/2016_11_21_17_45_46_hess.avi</a><br />
<br class="yiv1545354118" clear="none" />
<a class="yiv1545354118moz-txt-link-freetext" href="http://www.hessdalen.org/files/2016_11_22/soso/2016_11_21_17_56_01_hess.avi" id="yui_3_16_0_ym19_1_1479818579627_18608" rel="nofollow" shape="rect" target="_blank">http://www.hessdalen.org/files/2016_11_22/soso/2016_11_21_17_56_01_hess.avi</a><br />
<br />
Sembra che possano essere identificate, anch'esse, con fari di automobili. Per alcune di queste luci posizionate sui profili delle prime montagne, di fronte alla telecamera, l'identificazione è abbastanza certa, per altre tre si sta cercando di ricostuire il paesaggio retrostante (qui sotto una sovrapposizione delle luci sul paesaggio):<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgbpfqU3ahQIsYAJBk8B8qlxDrdT2jvX9EaBLvA0BYVdNCEBjToQxMOkIGgT_7JkIEZTNhGvvYbi8vlEKthwqfjCnbx7UiFOnqsfa9fcnUmK-DDCEivZJe2OxblitVZ3VhV5UfFR-vqAlie/s1600/fovSANDWICH.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="257" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgbpfqU3ahQIsYAJBk8B8qlxDrdT2jvX9EaBLvA0BYVdNCEBjToQxMOkIGgT_7JkIEZTNhGvvYbi8vlEKthwqfjCnbx7UiFOnqsfa9fcnUmK-DDCEivZJe2OxblitVZ3VhV5UfFR-vqAlie/s320/fovSANDWICH.png" width="320" /></a></div>
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<br />nicontihttp://www.blogger.com/profile/09482080601829482481noreply@blogger.com0tag:blogger.com,1999:blog-7763019336864321222.post-55490669405061879972016-11-21T10:47:00.000+01:002016-11-21T10:50:53.699+01:00NON E' PIU' CON NOI PEDER SKOOGAS<br />
<div style="text-align: justify;">
<b>Peder Skoogas</b>, da tempo pensionato della sua valle di Hessdalen, è sempre stato un grande amico del Project Hessdalen, e delle missioni norvegesi e italiane.<br />
Il suo B&B era sempre disponibile per gli studiosi che raggiungevano la valle. </div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhRDyyleQWC4PLGVRyPD0ipcJKi3_NPy596VMoygWRa9fmIJMWynmk4Hxkgl3xsbatqEKutC3pV2nJzQLI_gsBJAobWyVqF2hfsgPx8ye_pcvm7PuKU4roXi5H7kkU-Xlb-LdxHl68kZW1p/s1600/247410_231609756854740_5812723_n.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="200" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhRDyyleQWC4PLGVRyPD0ipcJKi3_NPy596VMoygWRa9fmIJMWynmk4Hxkgl3xsbatqEKutC3pV2nJzQLI_gsBJAobWyVqF2hfsgPx8ye_pcvm7PuKU4roXi5H7kkU-Xlb-LdxHl68kZW1p/s200/247410_231609756854740_5812723_n.jpg" width="132" /></a></div>
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Peder era venuto anche a visitarci in Italia, durante il convegno del CIPH, organizzato presso il Visitor Center dei Radiotelescopi di Medicina nell'ormai lontano 2006.<br />
Ricordiamo la sua postfazione ai proceeding del convegno IPHW2006: <i>A Dream Come Through</i>.<br />
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Ora che è venuto a mancare, lascia un vuoto e il rimpianto di non poterlo reincontrare nella sua valle.</div>
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Avevamo avuto uno scambio email pochi giorni fa, circa l'avvistamento di un bolide molto luminoso, catturato dal sistema SOSO, e sembrava che Peder avesse raccolto una testimonianza visuale in loco, che poteva esserci utile.</div>
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Soprattutto ci aveva fatto piacere sentirlo in una delle sue rare ma ricorrenti email: per noi, così lontani, era l'impressione che stesse bene. Invece stavolta, non è stato così.<br />
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<b>R.I.P. amico lontano, e grazie.</b></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhzsYluFN2iVB4uZzU5-UIXB9DPlE1L4l58zIcY5guzxjUQ6sOPyFd7Tz2DY9jSqPnK1JHrBCj6TeBKALUseoESTwcRIe56bXHwGIapqWXLx5ysV01gzcji4rA2sF65NU3RwCfbonUYhVDh/s1600/60829_1543247468553_765033_n.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="213" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhzsYluFN2iVB4uZzU5-UIXB9DPlE1L4l58zIcY5guzxjUQ6sOPyFd7Tz2DY9jSqPnK1JHrBCj6TeBKALUseoESTwcRIe56bXHwGIapqWXLx5ysV01gzcji4rA2sF65NU3RwCfbonUYhVDh/s320/60829_1543247468553_765033_n.jpg" width="320" /></a></div>
<div style="text-align: center;">
<span style="font-size: x-small;"><span style="font-weight: normal;">Accanto a Peder sulla sinistra Jader Monari e Stelio Montebugnoli </span></span></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgLuYZT7s3lcc7tC0IDGz2eCkrKVYIF_mPkRSnuV5RhjyillUDZGXy8APug438g4IItw6VEuVqyomeiN2mZ_46xXadl1bYIE54XjClC8LmmY0YDygWGa-brQf35ed7ELPHrNW9P0LI6hm-C/s1600/1929064_56799107862_2710302_n.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="214" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgLuYZT7s3lcc7tC0IDGz2eCkrKVYIF_mPkRSnuV5RhjyillUDZGXy8APug438g4IItw6VEuVqyomeiN2mZ_46xXadl1bYIE54XjClC8LmmY0YDygWGa-brQf35ed7ELPHrNW9P0LI6hm-C/s320/1929064_56799107862_2710302_n.jpg" width="320" /></a></div>
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<span style="font-size: x-small;">Un'altra foto con Peder in occasione di una missione a Hessdalen</span></div>
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[Nico Conti, CIPH, Comitato Italiano per il Project Hessdalen]</div>
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<br />nicontihttp://www.blogger.com/profile/09482080601829482481noreply@blogger.com0tag:blogger.com,1999:blog-7763019336864321222.post-83050545244510258902016-11-01T11:20:00.000+01:002016-11-01T18:43:33.645+01:00NOVEMBRE 2016- SOSO NELLA VALLE DI HESSDALEN<h3 style="text-align: justify;">
<span style="font-size: large;">G</span>razie al lavoro di Erling Strand (Project Hessdalen), durante l'ultimo Science-Camp di settembre a Hessdalen, il Progetto SOSO del CIPH (Comitato Italiano per il Project Hessdalen) diretto dal nostro Massimo Silvestri, è operativo a Hessdalen (Norvegia).</h3>
<h4 style="text-align: justify;">
Il <a href="http://www.ciph-soso.net/SOSO/SOSO.html" target="_blank">Progetto SOSO</a>, sviluppato da Silvestri a partire dal 2007, e testato sia a Idice (San Lazzzaro di Savena, Bologna) e successivamente a Medicina (Bologna), comincia in questi giorni a essere funzionante e a catturare le prime immagini dalla valle.</h4>
<h4 style="text-align: justify;">
Il <a href="http://www.ciph-soso.net/SOSO/SOSO_LIVE_CAMERA.html" target="_blank">Sistema SOSO</a> è composto di una telecamera Mintron "intelligente", che filma gli eventi che si verificano nel proprio campo visivo: ogni variazione di immagine fa scattare un allarme che permette di filmare in automatico.</h4>
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E' grazie a questo sistema che primi in Italia, il Sistema SOSO ha catturato immagini di Sprite e succesivamente di altri <a href="http://www.ciph-soso.net/SOSO/TLE_Transient_Luminous_Events.html" target="_blank">TLE </a>(Transient Luminous Events), fenomeni luminosi che conosciamo solo dal 1989.</h4>
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La messa in opera di SOSO-Hessdalen ha comportato una serie di operazioni, sviluppate da Massimo Silvestri, JaderMonari e Erling Strand.</h4>
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I primi filmati ci mostrano ad esempio una fulminazione:</h4>
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<span id="yui_3_16_0_ym19_1_1477992892224_11516" style="font-size: 12.0px;"><span id="yui_3_16_0_ym19_1_1477992892224_11515" style="font-family: "verdana" , "helvetica" , "arial";"><a href="http://www.hessdalen.org/files/2016_10_28/soso/2016_10_28_03_24_39_hess.avi" id="yui_3_16_0_ym19_1_1477992892224_11514" rel="nofollow" shape="rect" target="_blank">http://www.hessdalen.org/files/2016_10_28/soso/2016_10_28_03_24_39_hess.avi</a></span></span></h4>
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<span id="yui_3_16_0_ym19_1_1477992892224_11516" style="font-size: 12.0px;"><span id="yui_3_16_0_ym19_1_1477992892224_11515" style="font-family: "verdana" , "helvetica" , "arial";"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjtH-f7q8lpUk8FKMgIcxE1mAJpPu6nrCFXkPOHEkD3Z0SVfSRlUD2Ne5JlLY5o9DjQbN9t52-2y311SUTV8fsyYfih-tHTQLGUsGjyj7GQ7ROkkGfJiuAAh6K1YL-i0Ql00ZACKrxH34W1/s1600/sosoHessadlen.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="256" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjtH-f7q8lpUk8FKMgIcxE1mAJpPu6nrCFXkPOHEkD3Z0SVfSRlUD2Ne5JlLY5o9DjQbN9t52-2y311SUTV8fsyYfih-tHTQLGUsGjyj7GQ7ROkkGfJiuAAh6K1YL-i0Ql00ZACKrxH34W1/s320/sosoHessadlen.jpg" width="320" /></a></span></span></div>
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<span id="yui_3_16_0_ym19_1_1477992892224_11516" style="font-size: 12.0px;"><span id="yui_3_16_0_ym19_1_1477992892224_11515" style="font-family: "verdana" , "helvetica" , "arial";"> <span style="font-family: "verdana" , "helvetica" , "arial";">Inquadratura fissa di SOSO a Hessdalen [01-11-2016]</span></span></span></div>
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<span id="yui_3_16_0_ym19_1_1477992892224_11516" style="font-size: 12.0px;"><span id="yui_3_16_0_ym19_1_1477992892224_11515" style="font-family: "verdana" , "helvetica" , "arial";">La speranza è di poter presto catturare fenomeni luminosi interessanti.</span></span></h4>
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<span id="yui_3_16_0_ym19_1_1477992892224_11516" style="font-size: 12.0px;"><span id="yui_3_16_0_ym19_1_1477992892224_11515" style="font-family: "verdana" , "helvetica" , "arial";">Auguriamo a Erling Strand e al suo gruppo di studio un buon lavoro.</span></span></h4>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiml7vBOtYocJEUwoc1EOVORWiCAeHBO_5YgHLmeHrkPyJr74AV1WrepUoByDe6bo5JURQC-z09_Blnl7jHXRlGG9yfQC69AuFJOyMdpcpNO_HpHy7eAIXUp09BQl0MC53Uto1gxrzmPKNl/s1600/_2+copia.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="212" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiml7vBOtYocJEUwoc1EOVORWiCAeHBO_5YgHLmeHrkPyJr74AV1WrepUoByDe6bo5JURQC-z09_Blnl7jHXRlGG9yfQC69AuFJOyMdpcpNO_HpHy7eAIXUp09BQl0MC53Uto1gxrzmPKNl/s320/_2+copia.JPG" width="320" /></a></div>
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Accanto a SOSO: Massimo Silvestri e Jader Monari</div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiuiOMSagqyCNwSahmHzjbaJfW_aq2AKzYQ3CUu7_kpJ6CyWP7G20Qq9TAMJDeetR7UOq4jMS0eg6Tm828gNCaio8OtqM_pTOFUC_xD03An3MYaauH23aUyyA5c2d7SmMK8Jx6ohSxWDLXb/s1600/images.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="219" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiuiOMSagqyCNwSahmHzjbaJfW_aq2AKzYQ3CUu7_kpJ6CyWP7G20Qq9TAMJDeetR7UOq4jMS0eg6Tm828gNCaio8OtqM_pTOFUC_xD03An3MYaauH23aUyyA5c2d7SmMK8Jx6ohSxWDLXb/s320/images.jpg" width="320" /></a></div>
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<span id="yui_3_16_0_ym19_1_1477992892224_11516" style="font-size: 12.0px;"><span id="yui_3_16_0_ym19_1_1477992892224_11515" style="font-family: "verdana" , "helvetica" , "arial";"> I primi anni della ricerca strumentale in Hessdalen: Erling Strand con Allen Hynek (1985)</span></span></div>
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<br />nicontihttp://www.blogger.com/profile/09482080601829482481noreply@blogger.com0tag:blogger.com,1999:blog-7763019336864321222.post-26015378265332529492016-04-07T10:40:00.000+02:002016-04-27T10:54:14.682+02:00Marzo 2016. RILANCIO COLLABORAZIONE ITALO-NORVEGESE PER IL PROJECT HESSDALEN<h4 style="text-align: justify;">
<span style="font-size: x-large;"><span style="font-family: "helvetica neue" , "arial" , "helvetica" , sans-serif;">In questi giorni di fine marzo 2016, durante una visita del tecnologo <span id="yui_3_16_0_ym19_1_1460011242070_5243"><span id="yui_3_16_0_ym19_1_1460011242070_5242">Bj<span id="yui_3_16_0_ym19_1_1460011242070_5480">ø</span>rn <span id="yui_3_16_0_ym19_1_1460011242070_5485">Gitle</span> Hauge</span></span> e della sua collega<span style="font-weight: normal;"> <b>chimica Anna-Lena Kjøniksen</b> </span>in Italia, sono stati ridiscussi i programmi di collaborazione per la ricerca strumentale, ai fini dello studio delle cosidette Luci di Hessdalen (in Norvegia).</span><span style="font-family: "helvetica neue" , "arial" , "helvetica" , sans-serif;"> </span></span></h4>
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<span style="font-size: large;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhoEAdBTwJPJo7IpBDfceSipXQK73bHx90kDrw0gl4TBWjoLJ5lHBm0Onz_cDo_Z1qvDBszo6TRoKjs5awjS50ZBt9m97AY3dEa2Ult8uEku1P29sL09FxmopIBe71HVGerropTRKYBReVa/s1600/CIPH-6.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="200" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhoEAdBTwJPJo7IpBDfceSipXQK73bHx90kDrw0gl4TBWjoLJ5lHBm0Onz_cDo_Z1qvDBszo6TRoKjs5awjS50ZBt9m97AY3dEa2Ult8uEku1P29sL09FxmopIBe71HVGerropTRKYBReVa/s400/CIPH-6.jpg" width="400" /></a><span style="font-family: "helvetica neue" , "arial" , "helvetica" , sans-serif;">Alla presenza di alcuni componenti del CIPH (Renzo Cabassi e Nico Conti, Comitato Italiano per il Proje<span style="font-family: "helvetica neue" , "arial" , "helvetica" , sans-serif;">c</span>t Hessdalen) di Jader Monari e di Stelio Montebugnoli, Hauge ha presentato gli ultimi studi sul campo sviluppati con diversi gruppi scientifici stranieri (Francia e Grecia in particolar modo), nell'ultimo anno circa.</span></span></h4>
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<span style="font-size: large;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhQDfTIhP5Ym_nkHn4OO4xI2TogW2WJkKh8RDxLIPhpK_RXrGRx0LDQ5RGKiDienP4ebWtgMkVs0YQ8RHCZf3NUxZn9Dz2LZvshDAznfdtcB4TpG_G4ACWZdzl6o1WIfqgDRf3jzTBn5c8-/s1600/CIPH-3.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="156" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhQDfTIhP5Ym_nkHn4OO4xI2TogW2WJkKh8RDxLIPhpK_RXrGRx0LDQ5RGKiDienP4ebWtgMkVs0YQ8RHCZf3NUxZn9Dz2LZvshDAznfdtcB4TpG_G4ACWZdzl6o1WIfqgDRf3jzTBn5c8-/s400/CIPH-3.jpg" width="400" /></a></span></div>
<span style="font-size: large;"><span style="font-family: "helvetica neue" , "arial" , "helvetica" , sans-serif;">Accanto a queste missioni (in particolare una di rilevamento di anomalie elettromagnetiche, su parte del territorio della valle) si sono affiancati gli ormai abitudinali Science Camp di settembre, con gli studenti dell'</span><span style="font-family: "helvetica neue" , "arial" , "helvetica" , sans-serif;"><span id="yui_3_16_0_ym19_1_1460011242070_5243"><span id="yui_3_16_0_ym19_1_1460011242070_5242"><span id="yui_3_16_0_ym19_1_1460011242070_5529">Øst</span></span></span>old University College (durante i quali sono state fatte alcune osservazioni ottiche di un certo interesse testimoniale).</span></span></div>
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<span style="font-size: large;"><span style="font-family: "helvetica neue" , "arial" , "helvetica" , sans-serif;">Hauge ha illustrato il possibile programma per le future missioni, dove sembra di poter rilevare alcune direttive principali.</span></span></div>
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<span style="font-size: large;"><span style="font-family: "helvetica neue" , "arial" , "helvetica" , sans-serif;">In particolare:</span></span></div>
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<span style="font-size: large;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg4tO937u9KN4_vkcvpczn7eXwdhP0mdDI85YSSHlE1olY6HFZGOaWjhMAqOw9zIqB8OXGT0ZiNcVY_WFMg2Q8uPJgiOOTlpyNGZM5loU8_MjFp9PFyz45AyITf4BNp2YST7j3iSwrR6fcQ/s1600/CIPH5.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg4tO937u9KN4_vkcvpczn7eXwdhP0mdDI85YSSHlE1olY6HFZGOaWjhMAqOw9zIqB8OXGT0ZiNcVY_WFMg2Q8uPJgiOOTlpyNGZM5loU8_MjFp9PFyz45AyITf4BNp2YST7j3iSwrR6fcQ/s320/CIPH5.jpg" width="241" /></a></span></div>
<span style="font-size: large;"><span style="font-family: "helvetica neue" , "arial" , "helvetica" , sans-serif;">1) La necessità di migliorare (finalmente) le riprese in campo ottico permanenti con un sistema "intelligente" tipo SOSO.</span></span></div>
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<span style="font-size: large;"><span style="font-family: "helvetica neue" , "arial" , "helvetica" , sans-serif;">2) L'esigenza di avere al più presto un supporto scientifico, precisando il curriculum dello scienziato più adatto ad affiancare le missioni italo-norvegesi ai fini della valutazione dei dati raccolti secondo protocolli più definiti, della formulazione di ipotesi di lavoro, e della redazione di relazioni scientifiche sui vari step raggiunti dalle future ricerche.</span></span></div>
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<span style="font-size: large;"><span style="font-family: "helvetica neue" , "arial" , "helvetica" , sans-serif;">3) L'implementazione della strumentazione nel campo radio (a tale proposito si sono valutate varie soluzioni tecniche per ottimizzarne l'uso in valle in relazione all'oggetto del rilevamento; vedi oltre indicazioni Stelio Montebugnoli).</span></span></div>
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<span style="font-size: large;"><span style="font-family: "helvetica neue" , "arial" , "helvetica" , sans-serif;">4) La continuazione dell'analisi geofisica della zona in funzione dell'idea della "batteria naturale", come innesco di un fenomeno più complesso da comprendere.</span></span></div>
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<span style="font-size: large;"><span style="font-family: "helvetica neue" , "arial" , "helvetica" , sans-serif;">Il gruppo CIPH, nella sintesi svolta da Jader Monari, ha dato la massima disponibilità a affiancare le missioni del Project Hessdalen, e a identificare gli strumenti in campo radio, più idonei alla detenzione del fenomeno, nonchè la disponibilità a replicare un sistema Soso, in valle.</span></span></div>
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<span style="font-size: large;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgj_n3Mvy1R10ezMvfvHEoHXk9v32uXXhBYN22GN1Oncz6NOEuiVhw9loA5YGG05aK6OqgotisoN6yTTtDhK47_48O6WugsbOVUsdqVPQcggaiClNbX3s9UKtmZsYihp6bML97pgwiFWRPu/s1600/CIPH-4.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="231" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgj_n3Mvy1R10ezMvfvHEoHXk9v32uXXhBYN22GN1Oncz6NOEuiVhw9loA5YGG05aK6OqgotisoN6yTTtDhK47_48O6WugsbOVUsdqVPQcggaiClNbX3s9UKtmZsYihp6bML97pgwiFWRPu/s320/CIPH-4.jpg" width="320" /></a><span style="font-family: "helvetica neue" , "arial" , "helvetica" , sans-serif;">Monari ha sottolineato l'importanza che i dati raccolti dai tecnologi, che hanno operato e opereranno a Hessdalen, siano analizzati da una figura di scienziato, possibilmente con conoscenze di fisica e chimica di Fenomeni Luminosi in Atmosfera.</span></span></div>
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<span style="font-size: large;"><span style="font-family: "helvetica neue" , "arial" , "helvetica" , sans-serif;">La presenza in quest'incontro della chimica <span style="font-weight: normal;">Anna-Lena Kjøniksen (che è già stata in visita a Hessdalen) e il suggerimento di un fisico dell'atmosfera da parte del CIPH, sono in primo passo concreto in questa direzione, da tutti considerata un punto basilare.</span></span></span><br />
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<span style="font-size: large;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgl2OuaIz8-hl-Wsg-1CwLaEGlgawGNERz-eniyPMPbT0ReFy0T9YAoZHzD8oveZp2nLeBWLgsUkpnzCCs3Hh34IhdOoGr3yzoF4vUi1PW8G74HeBOi-L5-1gWM4XGBEKZhKrXPuOwnfzZh/s1600/CIPH-1.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="166" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgl2OuaIz8-hl-Wsg-1CwLaEGlgawGNERz-eniyPMPbT0ReFy0T9YAoZHzD8oveZp2nLeBWLgsUkpnzCCs3Hh34IhdOoGr3yzoF4vUi1PW8G74HeBOi-L5-1gWM4XGBEKZhKrXPuOwnfzZh/s200/CIPH-1.jpg" width="200" /></a><span style="font-family: "helvetica neue" , "arial" , "helvetica" , sans-serif;"><span style="font-weight: normal;"> </span></span></span> </div>
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<span style="font-size: large;"><span style="font-family: "helvetica neue" , "arial" , "helvetica" , sans-serif;">Stelio Montebugnoli, decano delle diverse missioni italo-norvegesi, ha illustrato un progetto di fattibilità di radar (diverso dal precedente), e un prototipo di strumentazione portatile.</span></span><br />
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<span style="font-size: large;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhL85o-Aes4hAQ8_RndkhW7KTnm87rUycVhFum_4hKhrVg1DD3AI2m-fv3hA7gPUSI_KYiqqQOcTF3Izaa_GI8vP4A_kmR40IgZaQvXNP4-fs4dlcWeMLJCqZesoflsOAbV8v3DAa4Nfh4A/s1600/CIPH2.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="188" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhL85o-Aes4hAQ8_RndkhW7KTnm87rUycVhFum_4hKhrVg1DD3AI2m-fv3hA7gPUSI_KYiqqQOcTF3Izaa_GI8vP4A_kmR40IgZaQvXNP4-fs4dlcWeMLJCqZesoflsOAbV8v3DAa4Nfh4A/s200/CIPH2.jpg" width="200" /></a><span style="font-family: "helvetica neue" , "arial" , "helvetica" , sans-serif;">In particolare, rispetto al radar, l'idea che svilupperà Montebugnoli è di un progetto di radar bistatico per monitorare h24 la zona ipoteticamente "calda" della valle. </span></span><br />
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<span style="font-size: large;"><span style="font-family: "helvetica neue" , "arial" , "helvetica" , sans-serif;">Durante queste giornate, vi è stato anche un momento di incontro con il fisico Romano Serra, che ha illustrato le proprie esperienze precedenti di raccolta dati fatte a Hessdalen, in due diversi momenti, e anche un suo sopralluogo in una zona considerata Hessdalen-like, in Finlandia (</span><span style="font-family: "helvetica neue" , "arial" , "helvetica" , sans-serif;"><span id="yui_3_16_0_ym19_1_1460011242070_5698"><span id="yui_3_16_0_ym19_1_1460011242070_5697"><span id="yui_3_16_0_ym19_1_1460011242070_5699">Paasselkä</span></span></span></span><span style="font-family: "helvetica neue" , "arial" , "helvetica" , sans-serif;">).</span></span></div>
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<span style="font-size: large;"><span style="font-family: "helvetica neue" , "arial" , "helvetica" , sans-serif;">In questo lago di origine da impatto meteorico, sembrano presentarsi oltre ai racconti di luci ricorrenti simili a Hessdalen (</span><span style="font-family: "helvetica neue" , "arial" , "helvetica" , sans-serif;"><i><span id="yui_3_16_0_ym19_1_1460011242070_5698"><span id="yui_3_16_0_ym19_1_1460011242070_5697"><span id="yui_3_16_0_ym19_1_1460011242070_5699">Paasselkä</span></span></span></i> <i>devils</i>) anche alcune condizioni che richiamano la geologia naturale e "artificiale" (presenza miniere) della valle norvegese. </span></span></div>
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<span style="font-size: large;"><span style="font-family: "helvetica neue" , "arial" , "helvetica" , sans-serif;">Romano Serra ha sviluppato alcune considerazioni a ruota libera per migliorare le future campagne osservative, corredando le sue affermazioni con documenti fotografici e filmici.</span></span></div>
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<span style="font-size: large;"><span style="font-family: "helvetica neue" , "arial" , "helvetica" , sans-serif;">La sua è stata una rivisitazione del materiale fotografico, troppo spesso considerato in sé una prova del fenomeno, a partire dai propri dati ottici registrati nelle sue due permanenze a Hessdalen.</span></span></div>
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<span style="font-size: large;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiwdqrZOvC5_8FwmyXeTm3HNxE4L_fL_6tz7Hdbv9pBdhRymSw9f12likvjsReLQO4kPRcqIFbVoM-CGUF3lPnYYwkvienS4eXeE-LdnEKe4-Sv2SEkGuXPKqsitDRJV0Oaak-MF4tHyIKz/s1600/CIPH7.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="159" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiwdqrZOvC5_8FwmyXeTm3HNxE4L_fL_6tz7Hdbv9pBdhRymSw9f12likvjsReLQO4kPRcqIFbVoM-CGUF3lPnYYwkvienS4eXeE-LdnEKe4-Sv2SEkGuXPKqsitDRJV0Oaak-MF4tHyIKz/s320/CIPH7.jpg" width="320" /></a><span style="font-family: "helvetica neue" , "arial" , "helvetica" , sans-serif;">Nell'ottica di una critica di metodo migliorativa, suggerisce la previsione sul campo di duplice strumentazione abbinata, onde poter verificare eventuali artefatti tipo lens-flares e/o cosmic-ray sul sensore.</span></span><br />
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<tr><td class="tr-caption" style="text-align: center;">Un Fuoco di Sant'Elmo...</td><td class="tr-caption" style="text-align: center;"><br /></td><td class="tr-caption" style="text-align: center;"><br /></td><td class="tr-caption" style="text-align: center;"><br /></td></tr>
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<span style="font-size: large;"><span style="font-family: "helvetica neue" , "arial" , "helvetica" , sans-serif;">Un progetto tecnico-scientifico completo verrà presentato al Project Hessdalen, da parte del comitato e vi saranno ulteriori occasioni di incontro, in Norvegia (forse già a Maggio, in Hessdalen) e anche tra ricercatori italiani, sempre nell'ottica di migliorare la raccolta dei dati e la loro analisi.</span></span></div>
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nicontihttp://www.blogger.com/profile/09482080601829482481noreply@blogger.com0tag:blogger.com,1999:blog-7763019336864321222.post-51867012334649888042016-01-14T16:25:00.000+01:002016-04-27T10:49:59.215+02:0013 GENNAIO 2016. CATTURATO ELVE EVENTO PIUTTOSTO RAROIl 13 gennaio dalle postazioni di Ferrara (Ferruccio Zanotti) e Abruzzo<br />
(Diego Valeri) sono state catturate immagini di "elve"<br />
Nella statistica italiana eventi piuttosto rari, specialmente per sequenze<br />
ripetute.<br />
<a href="http://meteore.forumattivo.com/t4398-elves-20160112-13" id="yui_3_16_0_1_1452782188691_18758" target="_blank">http://meteore.forumattivo.com/t4398-elves-20160112-13</a><br />
<br />
Nota<br />
<i>"Elve doublets and compact intracloud discharges"</i><br />
R. A. Marshall, C. L. da Silva and V. P. Pasko<br />
<a href="http://onlinelibrary.wiley.com/doi10.1002/2015GL064862/abstract" id="yui_3_16_0_1_1452782188691_18759" target="_blank">http://onlinelibrary.wiley.com/doi10.1002/2015GL064862/abstract</a><br />
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[Info Renzo Cabassi, CIPH] nicontihttp://www.blogger.com/profile/09482080601829482481noreply@blogger.com0tag:blogger.com,1999:blog-7763019336864321222.post-70424138268009972532015-11-19T10:37:00.002+01:002015-11-19T10:37:51.218+01:00I PROGETTI DEL CIPH: alcuni link<br />
Il Comitato Italiano per il Projet Hessdalen (CIPH), diretto da Renzo Cabassi, attraverso il Progetto SOSO progettato da Massimo Silvestri, si occupa di diversi argomenti nell'ambito delle anomalie luminose, definite genericamente come Fenomeni Luminosi in Atmosfera (FLA).<br />
<br />
Il campo è molto vasto e le risorse umane (e finanziarie) sempre scarse e quindi sin dalla nostra costituzione siamo sempre stati disponibili a collaborazioni e scambi di risorse, idee, tempo.<br />
<br />
Qui di seguito elenco alcuni link che ci hanno visto e che ci vedono direttamente impegnati sul campo dei FLA:<br />
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<span id="yui_3_16_0_1_1447920791023_36679" style="font-family: Verdana, Helvetica, Arial;"><span id="yui_3_16_0_1_1447920791023_36678" style="font-size: 12.0px;"><span id="yui_3_16_0_1_1447920791023_36734" style="color: maroon;"><a href="http://www.ciph-soso.net/" id="yui_3_16_0_1_1447920791023_36735" rel="nofollow" target="_blank">http://www.ciph-soso.net</a><br />
<a href="http://www.itacomm.net/" id="yui_3_16_0_1_1447920791023_38021" rel="nofollow" target="_blank">http://www.itacomm.net</a><br />
<a href="http://ciph-soso.blogspot.it/" id="yui_3_16_0_1_1447920791023_38022" rel="nofollow" target="_blank">http://ciph-soso.blogspot.it/</a><br />
<a href="http://win.ciph-soso.net/bibliography" id="yui_3_16_0_1_1447920791023_36736" rel="nofollow" target="_blank">http://win.ciph-soso.net/bibliography</a></span></span></span><br />
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<br />
E link a Progetti che ci vedono indirettamente impegnati attraverso collaborazioni:<br />
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<span id="yui_3_16_0_1_1447920791023_36679" style="font-family: Verdana, Helvetica, Arial;"><span id="yui_3_16_0_1_1447920791023_36678" style="font-size: 12.0px;"><span id="yui_3_16_0_1_1447920791023_38083" style="color: blue;"><a href="http://meteore.forumattivo.com/" id="yui_3_16_0_1_1447920791023_38081" rel="nofollow" target="_blank">http://meteore.forumattivo.com/</a><br />
<a href="http://www.opera2015.xyz/" id="yui_3_16_0_1_1447920791023_38088" rel="nofollow" target="_blank">http://www.opera2015.xyz/</a></span></span></span><br />
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nicontihttp://www.blogger.com/profile/09482080601829482481noreply@blogger.com0tag:blogger.com,1999:blog-7763019336864321222.post-51469663047215706222015-04-15T11:12:00.000+02:002015-04-15T11:12:03.984+02:00PRIMO INTERNATIONAL SYMPOSIUM ON LIGHTNING AND STORM RELATED PHENOMENA 2-3 LUGLIO 15<h1 class="title entry-title" itemprop="name">
<a data-id="7479537496267965532" data-item-type="post" href="http://ciph-soso.blogspot.com/2015/04/international-symposium-on-lightning.html" itemprop="url" rel="bookmark">
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Dal 2 al 3 luglio a Aurillac, Francia, si terrà il <span style="color: #0b5394;"><b><a href="http://www.labofoudre.com/index.php/actualites/international-symposium/29-expositions" target="_blank"><span style="color: #0b5394;">I°</span> <span style="color: #0b5394;">International Symposium</span> <span style="color: #0b5394;">on Linghtning and Storm-related Phenomena.</span></a></b></span></div>
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<span style="color: #0b5394;"><span style="color: black;">Organizzato dal gruppo di ricerca francese<a href="http://www.labofoudre.com/index.php/english-version" target="_blank"> Laboratoire de Recherche sur la Foudr<span style="color: black;">e</span></a></span></span>, di Raymond Piccoli, avrà come principale argomento l'analisi e la ricerca sui cosiddetti <a href="http://www.itacomm.net/ph/CIPH/BL.html" target="_blank">Fulmini Globulari</a>, uno dei fenomeni di maggior interesse teorico e probabilmente pratico nella vasta categoria degli <a href="http://www.itacomm.net/ph/CIPH/LTPA.html" target="_blank">LTPA</a> (Luminous Transient Phenomena in Atmosphere). </div>
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Come è già possibile constatare il programma del simposio si incrocia con diversi argomenti tra cui le testimonianze Ufo, nei casi riconducibili a possibili Fulmini Globulari, in una relazione tenuta da Xavier Passot, responsabile del GEIPAN francese (CNES).</div>
<div style="text-align: justify;">
Infatti Piccoli era uno dei partecipanti al convegno CAIPAN 14 organizzato dal GEIPAN, e in questa occasione lo studioso aveva potuto riscontrare notevoli similitudini tra certi UAP (termine tecnico per gli Ufo) e lo sfuggente fenomeno dei Fulmini Globulari.</div>
<div style="text-align: justify;">
Anche le Luci Sismiche, come fenomenologia luminosa "simile" ai Fulmini Globulari, vi fanno capolino, attraverso la relazione di Valentino Straser</div>
<div style="text-align: justify;">
Esperti scienziati di diverse parti del mondo (con particolare riferimento ai ricercatori russi) saranno presenti con le loro relazioni al simposio (tra questi alcuni che hanno sempre guardato con interesse alla ricerca sulle luci di Hessdalen, Norvegia).</div>
<div style="text-align: justify;">
Ci piace anche rilevare la presenza di Alexander Keul, un ricercatore austriaco da sempre interessato ai collegamenti tra fenomenologia dei Fumini Globulari e testimonianze Ufo, circa luci dai comportamenti bizzarri nella bassa atmosfera.</div>
<div style="text-align: justify;">
Personalmente ritengo anche importante la presenza della sociologia delle scienze, e quindi la relazione di Pierre Lagrange, che affronta il caso storico dell'anomalia meteoriti (nella fase in cui non era evidente alla scienza la possibilità che "pietre cadessero dal cielo") confrontandola con l'anomalia del Fulmine Globulare, e la sua lenta costruzione scientifica.</div>
<div style="text-align: justify;">
Un simposio che si preannuncia dunque di notevole interesse:</div>
<div style="text-align: justify;">
<a href="http://www.labofoudre.com/index.php/actualites/international-symposium" target="_blank"> http://www.labofoudre.com/index.php/actualites/international-symposium</a></div>
<div style="text-align: justify;">
</div>
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nicontihttp://www.blogger.com/profile/09482080601829482481noreply@blogger.com0tag:blogger.com,1999:blog-7763019336864321222.post-23774585845104483402014-10-14T17:36:00.001+02:002016-11-20T18:08:19.414+01:008-9 luglio. INTERVENTO DEL CIPH AL CAIPAN 14, CNES, Parigi<a href="https://www.blogger.com/blogger.g?blogID=7763019336864321222" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"></a><br />
<div align="justify" style="font-style: normal; font-weight: normal; line-height: 100%; margin-bottom: 0cm; text-decoration: none;">
<span style="font-size: medium;">Qui di seguito trovate
<i>abstract </i>e<i> </i> testo tradotto in italiano dell'articolo di presentazione del CIPH, svolta da Nico Conti, al
CNES-Geipan (Parigi) il luglio scorso, al workshop CAIPAN14.</span><br />
<br />
<div class="separator" style="clear: both; text-align: center;">
<span style="font-size: medium;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhQQsa1ZHzlZOTUVdGoqsAmlEuLg5Vex__Jlde-Bqa4s6SX-ZLd8e4HI012StU86GEdUOe9f0v22ZVRPg2zb8KzJruZG1iv8nC3wFB8zff0PIJd6U06K9wXJxomB_Tdp8yNrgyS1Si3QBA6/s1600/download.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="128" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhQQsa1ZHzlZOTUVdGoqsAmlEuLg5Vex__Jlde-Bqa4s6SX-ZLd8e4HI012StU86GEdUOe9f0v22ZVRPg2zb8KzJruZG1iv8nC3wFB8zff0PIJd6U06K9wXJxomB_Tdp8yNrgyS1Si3QBA6/s1600/download.jpg" width="640" /></a></span></div>
</div>
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</div>
<div align="center" style="line-height: 0.53cm; margin-bottom: 0cm;">
</div>
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</div>
<div align="center" style="line-height: 0.53cm; margin-bottom: 0cm;">
<span style="font-size: medium;"><b>LE
IMPLICAZIONI DELLA RICERCA STRUMENTALE DEL NON-IDENTIFICATO</b></span></div>
<div align="center" style="line-height: 0.49cm; margin-bottom: 0cm;">
<br /></div>
<div align="center" style="line-height: 0.46cm; margin-bottom: 0cm; text-indent: 0.25cm;">
<span style="font-size: medium;">Renzo CABASSI<sup>1</sup>,
<u>Nico CONTI</u><sup>2</sup>, Jader MONARI<sup>3</sup>, Stelio
MONTEBUGNOLI<sup>4</sup>, <u>Massimo SILVESTRI</u><sup>5</sup></span></div>
<div align="center" style="line-height: 100%; margin-bottom: 0cm;">
<br /></div>
<div align="center" style="font-style: normal; line-height: 0.46cm; margin-bottom: 0cm;">
<span style="font-size: medium;"><sup>1 </sup>CIPH, Bologna,
Italia</span></div>
<div align="center" style="font-style: normal; line-height: 0.46cm; margin-bottom: 0cm;">
<span style="font-size: medium;"><sup>2 </sup>CIPH, Bologna,
Italia</span></div>
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<span style="font-size: medium;"><sup>3 </sup>Radiotelescopi di
Medicina,Medicina (BO), Italia</span></div>
<div align="center" style="font-style: normal; line-height: 0.46cm; margin-bottom: 0cm;">
<span style="font-size: medium;"><sup>4 </sup>SETI Italy,
Bologna, Italia</span></div>
<div align="center" style="font-style: normal; line-height: 0.46cm; margin-bottom: 0cm;">
<span style="font-size: medium;"><sup>5 </sup>CIPH, Bologna
Italia</span></div>
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<span style="font-size: x-small;"><a class="western" href="http://www.itacomm.net/PH/CIPH/HOME_PAGE.html"><span style="font-size: medium;">http://www.itacomm.net/PH/CIPH/HOME_PAGE.html</span></a></span></div>
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<br /></div>
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<br /></div>
<div align="center" style="line-height: 100%; margin-bottom: 0cm;">
<span style="color: black;"><span style="font-size: small;"><b>ABSTRACT</b></span></span></div>
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<br /></div>
<div align="justify" style="line-height: 100%; margin-bottom: 0cm;">
<span style="font-size: medium;">Nonostante
le ricerche strumentali circa gli Ufo siano rare, esse sono una parte
importante della ricerca ufologica perché permettono di uscire dal
dibattito senza fine tra “credenti” e “scettici”.</span></div>
<div align="justify" style="line-height: 100%; margin-bottom: 0cm;">
<span style="font-size: medium;">Questo
genere di ricerche mostra soprattutto un punto importante: sin
dall'inizio della controversia sugli Ufo alla fine degli anni 40, gli
ufologi hanno domandato alla scienza di studiare gli Ufo, mentre ci
si poteva aspettare che fossero anche gli stessi ufologia a occuparsi
di ciò che la scienza poteva fare circa tale argomento e a sostenere
i rari programmi di ricerca esistenti.</span></div>
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<br /></div>
<div align="justify" style="line-height: 100%; margin-bottom: 0cm;">
<span style="font-size: medium;">Se
si escludono i progetti immaginati da scienziati non appartenenti a
specifiche istituzioni, all'inizio della storia degli ufo, uno dei
primi progetti di ricerca sugli Ufo fu quello attuato da Claude Poher
poco prima della creazione del Gepan nel 1977, che intendeva
calcolare i costi di installazione di una rete di stazioni di
rilevamento magnetico. Purtroppo fu stabilita la non fattibilità del
progetto, perché all'epoca troppo costoso.</span></div>
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<br /></div>
<div align="justify" style="line-height: 100%; margin-bottom: 0cm;">
<span style="font-size: medium;">All'inizio
degli anni 80 a seguito di un'ondata Ufo sopravvenuta in Norvegia, e
in particolare a Hessdalen, Erling Strand, ingegnere ed ufologo,
lancia un progetto per lo studio delle “luci di Hessdalen”
(Project Hessdalen, 1984), progetto che continua a proseguire ai
giorni nostri, in collaborazione con Bjiorn Hauge.</span></div>
<div align="justify" style="line-height: 100%; margin-bottom: 0cm;">
<span style="font-size: medium;">A
seguito di questo primo progetto di studio delle “luci di
Hessdalen, l'ufologo Renzo Cabassi, riunisce negli anni 90 un gruppo
di ufologi con i quali crea il CIPH (Comitato Italiano per il Project
Hessdalen), nel 2000, un comitato che ha per scopo la promozione
delle ricerche sui fenomeni constatati a Hessdalen.</span></div>
<div align="justify" style="line-height: 100%; margin-bottom: 0cm;">
<span style="font-size: medium;">Oltre
alla ricerca di finanziamenti, l'obiettivo del CIPH è quello di
mettere in relazione differenti tipologie di ricercatori –
scienziati, tecnologi, sociologi, astrofili – tra coloro che
potrebbero essere interessati allo studio dei fenomeni luminosi
aerospaziali non-identificati.</span></div>
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<br /></div>
<div align="justify" style="line-height: 100%; margin-bottom: 0cm;">
<span style="font-size: medium;">Dato
che nessuna ipotesi riesce a fare l'unanimità sull'origine degli
Ufo, al CIPH sembra interessante rivolgere l'attenzione verso lo
studio dei fenomeni che possono rinviare a fenomeni naturali poco
conosciuti (vedi i fuochi fatui, il fulmine globulare, le luci
sismiche, etc...) e che sollevano problematiche vicine a quelle che
pongono gli Ufo (rarità, difficoltà di rilevamento, di
registrazione, etc.).</span></div>
<div align="justify" style="line-height: 100%; margin-bottom: 0cm;">
<span style="font-size: medium;">Il
CIPH entra allora in contatto con i ricercatori dei Radiotelescopi di
Medicina, Stelio Montebugnoli, Jader Monari, e con scienziati tra cui
Albino Carbognani (specialista del fulmine globulare), Cristiano
Fidani (luci sismiche), Enrico Arnone (TLE, <i>Transient Lum</i><i>i</i><i>nous
Events</i>, Sprite), Massimo Teodorani (astrofisico), Matteo Leone
(storico della fisica) e di astrofili quali Ferruccio Zanotti e
Romano Serra (meteore, TLE).</span></div>
<div align="justify" style="line-height: 100%; margin-bottom: 0cm;">
<br /></div>
<div align="justify" style="line-height: 100%; margin-bottom: 0cm;">
<span style="font-size: medium;">Durante
diverse missioni denominate EMBLA (il nome di una divinità nordica)
i ricercatori italiani e norvegesi cercano di ottenere delle
registrazioni dei fenomeni osservati ad Hessdalen, e ottengono come è
noto degli spettrogrammi delle luci, ma senza che i dati raccolti
permettano di definire in modo conclusivo sulla natura di questi
fenomeni.</span></div>
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<br /></div>
<div align="justify" style="line-height: 100%; margin-bottom: 0cm;">
<span style="font-size: medium;">Nel
2003 un gruppo di astrofili guidati da Ferruccio Zanotti ottiene una
serie di immagini di <i>mini-flashes </i>sopra il lago Oyungen
(Hessdalen), avendo fatto ricorso a una tecnica simile a quella
utilizzata per i rientri atmosferici di bolidi.</span></div>
<div align="justify" style="line-height: 100%; margin-bottom: 0cm;">
<span style="font-size: medium;">Differenti
altri strumenti sono testati nel corso di diverse missioni realizzate
grazie al CIPH, dirette da Stelio Montebugnoli e Jader Monari.</span></div>
<div align="justify" style="line-height: 100%; margin-bottom: 0cm;">
<br /></div>
<div align="justify" style="line-height: 100%; margin-bottom: 0cm;">
<span style="font-size: medium;">Nel
2007 grazie al tecnico Massimo Silvestri, il CIPH prova diverse
apparecchiature in Italia nel quadro del progetto denominato SOSO
(<i>Smart Optical Sensors Observatory</i>). La videocamera di SOSO
sarà la prima a filmare uno Sprite a partire dal territorio italiano
nella notte tra il 4 e il 5 settembre 2007.</span></div>
<div align="justify" style="line-height: 100%; margin-bottom: 0cm;">
<span style="font-size: medium;">In
seguito viene sviluppata una rete di telecamere attraverso il paese
grazie a un gruppo di astrofili: IMTN (<i>Italian Meteors and TLE
Network</i>).</span></div>
<div align="justify" style="line-height: 100%; margin-bottom: 0cm;">
<span style="font-size: medium;">Nel
2009 Ferruccio Zanotti, con una videocamera a colori, filma il primo
Gigantic Jet (della famiglia dei TLE) in Europa.</span></div>
<div align="justify" style="line-height: 100%; margin-bottom: 0cm;">
<span style="font-size: medium;">I
test realizzati con le videocamere nell'ambito del Progetto SOSO,
sono destinate a acquisire un <i>know-how</i> da portare in Norvegia,
se i mezzi economici lo permetteranno, assieme ad altri strumenti
realizzati da Montebugnoli e Monari dei Radiotelescopi di Medicina,
nel quadro delle ricerche radio-astronomiche.</span></div>
<div align="justify" style="line-height: 100%; margin-bottom: 0cm;">
<span style="font-size: medium;">Dopo
aver riportato al meglio l'informazione sulle ricerche strumentali
realizzate nell'ambito CIPH, noi vorremmo inoltre riflettere sulle
ragioni per cui la maggior parte degli Ufologi trascurano questo tipo
di ricerche in favore della sola analisi delle testimonianze.</span></div>
<div align="justify" style="line-height: 100%; margin-bottom: 0cm;">
<span style="font-size: medium;">Vogliamo
inoltre interrogarci sui limiti di questo genere di ricerche
strumentali applicate all'ufologia e ricercare una risposta alle domande come ad esempio: cosa
è un “sito ricorrente”? Le nostre ricerche cosa ci permettono di
dire su questo genere di siti? Perché malgrado lunghi anni di
sorveglianza del cielo, il progetto SOSO non ha registrato alcun
fenomeno di tipo Ufo, vale a dire alcun fenomeno realmente
non-identificato?</span></div>
<div align="justify" style="line-height: 100%; margin-bottom: 0cm;">
<span style="font-size: medium;">Noi
proponiamo di affacciarci alle problematiche reali di questo genere
di ricerche, alle condizioni da realizzare per registrare eventuali
fenomeni, e alle problematiche che il dibattito tra “scettici” e
“credenti” sembrano ignorare.</span></div>
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<span style="font-size: small;"><br /></span>
</div>
<span style="font-size: small;">
</span>
<br />
<div align="justify" style="line-height: 100%; margin-bottom: 0cm;">
<span style="font-size: small;"><sub>CIPH:
<a class="western" href="http://www.itacomm.net/PH/CIPH/HOME_PAGE.html">http://www.itacomm.net/PH/CIPH/HOME_PAGE.html</a></sub><sup>
</sup></span>
</div>
<div align="justify" style="line-height: 0.49cm; margin-bottom: 0cm;">
<span style="font-size: x-small;"><span style="font-size: small;"><sub>SOSO:
</sub></span><sub><span style="font-size: medium;"><span style="font-size: small;"><a class="western" href="http://www.ciph-soso.net/SOSO/HomePage.html">http://www.ciph-soso.net/SOSO/HomePage.html</a></span>
</span></sub><sub><span style="font-size: medium;"> </span></sub></span>
</div>
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<br /></div>
<div align="center" style="line-height: 0.49cm; margin-bottom: 0cm;">
<span style="font-size: small;"><b><sub>ARTICOLO</sub></b></span></div>
<div align="center" style="line-height: 0.49cm; margin-bottom: 0cm;">
<br /></div>
<div align="justify">
<span style="font-family: "arial" , sans-serif;"><span style="font-size: medium;">Precisamente
all'inizio del 2000, un gruppo di ufologi italiani, per la maggior
parte originari del CISU <span style="font-style: normal;">(Centro
Italiano Studi Ufologici), </span><span style="font-style: normal;">si
è raggruppato sotto il nome CIPH /Comitato Italiano per il Project
Hessdalen) allo scopo di partecipare al Project Hessdalen, che era
stato attivato da Erling Strand </span><span style="font-style: normal;">già
nei primi</span><span style="font-style: normal;"> anni 80 in
Norvegia.</span></span></span></div>
<div align="justify">
<br /></div>
<div align="justify">
<span style="font-family: "arial" , sans-serif;"><span style="font-size: medium;"><span style="font-style: normal;">Contrariamente
ad altri progetti </span><span style="font-style: normal;">il Project
Hessdalen si presentava come il più realista perché insisteva </span><span style="font-style: normal;">su
di</span><span style="font-style: normal;"> una zona geografica
ridotta all'interno della quale numerosi fenomeni erano stati
segnalati, ciò che permetteva di prevedere dei costi più limitati e
dei risultati potenzialmente più interessanti.</span></span></span></div>
<div align="justify">
<br /></div>
<div align="justify">
<span style="font-family: "arial" , sans-serif;"><span style="font-size: medium;"><span style="font-style: normal;">Nel
testo che segue, descriveremo gli sforzi realizzati ed i risultati
ottenuti, e cercheremo di comprendere ciò che questa iniziativa ci
ha insegnato su interesse, limiti e possibilità future per questo
genere di attività di rilevamento strumentale d</span><span style="font-style: normal;">e</span><span style="font-style: normal;">i
Fenomeni Aerospaziali Non-Identificati.</span></span></span></div>
<div align="justify">
<span style="font-family: "arial" , sans-serif;"><span style="font-size: medium;">Vogliamo
sottolineare che pur se è possibile uscire da un dibattito sterile
(pro o contro gli Ufo) non per questo si entra in un mondo
scientifico dove tutto diventa «<i>fruitful</i>» (fruttuoso) solo
per il semplice fatto di aver collocato degli strumenti.</span></span></div>
<div align="justify">
<br /></div>
<div align="justify">
<span style="font-family: "arial" , sans-serif;"><span style="font-size: medium;">Diverse
esigenze legate a questa ricerca si sono presentate nel corso del
tempo e lo sviluppo della nostra azione continua a modificarsi di
conseguenza.</span></span></div>
<div align="justify">
<span style="font-family: "arial" , sans-serif;"><span style="font-size: medium;">In
particolare nel corso delle diverse tappe, che descriveremo, è stato
necessario :</span></span></div>
<div align="justify">
<span style="font-family: "arial" , sans-serif;"><span style="font-size: medium;">a)
comprendere sin dall'inizio ciò che poteva essere fatto per essere
operazionali nell'ambito della ricerca tecnico-scientifica ;</span></span></div>
<div align="justify" lang="fr-FR">
<span style="font-family: "arial" , sans-serif;"><span style="font-size: medium;"><span lang="it-IT">b</span><span lang="it-IT">)
una volta dotati di un minimo di strumentazione e di risorse umane,</span>
<span lang="it-IT">necessarie allo sviluppo di un progetto di
ricerca, mettere in atto delle strategie per dare continuità alla
ricerca stessa;</span></span></span></div>
<div align="justify">
<span style="font-family: "arial" , sans-serif;"><span style="font-size: medium;">c)
definire il nostro campo di azione per non limitarci semplicemente ad
una ricerca sugli Ufo, ciò che avrebbe voluto dire restare legati ad
un concetto <i>flou</i> di «non identificato» che, in quanto
autoreferenziale, avrebbe potuto rendere difficile qualsiasi tipo di
ricerca; in effetti noi abbiamo delle testimonianze che sembrerebbero
evocare l'esistenza di uno o più fenomeni nuovi (all'interno della
categoria approssimativa di Ufo), ma dato che ci troviamo di fronte a
testimonianze circa qualcosa di «non-compreso» (non-identificato) è
difficile stabilire ciò che dovrebbe essere misurato attraverso gli
strumenti;</span></span></div>
<div align="justify">
<span style="font-family: "arial" , sans-serif;"><span style="font-size: medium;">d)
allargare il campo degli «oggetti luminosi» da mettere sotto
osservazione, integrando quelli attualmente conosciuti (sprites e
TLEs) o ancora in fase di dimostrazione (fulmine globulare, luci
sismiche, et.) e, infine, quelli più banali come i bolidi, che
assomigliano in qualche modo agli Ufo (almeno per quelli decritti dai
testimoni Ufo in termini di: casualità, fugacità dell'osservazione,
rapidità del movimento, et.);</span></span></div>
<div align="justify">
<span style="font-family: "arial" , sans-serif;"><span style="font-size: medium;">e)
fare il punto circa il nostro «<i>know how</i>» e stabilire un
progetto più ampio (Progetto SOSO) capace di allargare il nostro
campo di azione senza limitarci solamente alle «luci di Hessdalen».</span></span></div>
<div align="justify">
<br /></div>
<div align="justify">
<span style="font-family: "arial" , sans-serif;"><span style="font-size: medium;"><b>I
primi approcci strumentali agli Ufo: la mancanza di continuità della
ricerca</b></span></span></div>
<div align="justify" style="font-weight: normal;">
<span style="font-family: "arial" , sans-serif;"><span style="font-size: medium;">L'ufologia,
che vede la luce grazie alla prima testimonianza di « dischi
volanti » di Kenneth Arnold, e grazie alle sue prime inchieste
fatte su altri testimoni come lui, è una disciplina che in una prima
fase si è basata sull'ipotesi che si trattasse di visitatori
extraterrestri.</span></span></div>
<div align="justify">
<span style="font-family: "arial" , sans-serif;"><span style="font-size: medium;">La
quantità dei racconti era lì a dimostrarlo, senza bisogno di
nessun'altra prova che non fosse qualche foto presa accidentalmente.</span></span></div>
<div align="justify">
<span style="font-family: "arial" , sans-serif;"><span style="font-size: medium;"><span style="background: #ffffff;">Si
trattava di immagini che costituivano delle prove per qualche
ufologo, anche se, nella migliore delle ipotesi, esse non potevano
rappresentare che un semplice indizio su un aspetto del fenomeno.</span></span></span></div>
<div align="justify">
<span style="font-family: "arial" , sans-serif;"><span style="font-size: medium;"><span style="background: #ffffff;"> </span></span></span>
</div>
<div align="justify">
<span style="font-family: "arial" , sans-serif;"><span style="font-size: medium;">In
seguito a questo primo periodo di entusiasmo neofita, accanto a
questa convinzione che le semplici inchieste potessero essere la
prova dell'esistenza degli Ufo vi era, già a partire dagli anni 50,
qualche raro ricercatore privato e qualche organismo pubblico che
iniziava a collocare degli strumenti sul posto.</span></span></div>
<div align="justify">
<br /></div>
<div align="justify">
<span style="font-family: "arial" , sans-serif;"><span style="font-size: medium;">Vi
rinviamo agli articoli dello studioso Philippe Ailleris, che si è
spesso occupato dell'attenzione tecno-scientifica (non programmata)
prestata al fenomeno Ufo<a class="sdfootnoteanc" href="https://www.blogger.com/blogger.g?blogID=7763019336864321222#sdfootnote1sym" name="sdfootnote1anc"><sup>1</sup></a>,
vale a dire a tutte quelle ricerche improvvisate, non-continuative,
che rappresentavano una urgenza del momento e obbedivano all'idea di
poter dare delle risposte rapide.</span></span></div>
<div align="justify">
<br /></div>
<div align="justify">
<span style="font-family: "arial" , sans-serif;"><span style="font-size: medium;">Per
alcuni studi militari, vedi quelli della Air Force americana, si
trattava di comprendere se dietro gli Ufo si nascondesse la minaccia
di un'arma segreta russa, si era nel pieno della Guerra Fredda. C'era
anche una piccola parte di militari che contemplava la possibilità
di una origine extraterrestre degli Ufo e che mostrava un bisogno
urgente di capire se si trattasse di una potenziale minaccia
dall'esterno.</span></span></div>
<div align="justify">
<br /></div>
<div align="justify">
<span style="font-family: "arial" , sans-serif;"><span style="font-size: medium;">La
discussione si è spesso concentrata unicamente sui rilevamenti radar
(per esempio nel caso di Washington del 1952) ad un'epoca in cui i
dati forniti da questo genere di apparecchiatura erano difficili da
interpretare. </span></span></div>
<div align="justify">
<br /></div>
<div align="justify">
<span style="font-family: "arial" , sans-serif;"><span style="font-size: medium;">Nel quadro del Project Blue Book, il capitano Ruppelt
aveva intravisto la possibilità di utilizzare delle fotocamere
simili a quelle usate per la localizzazione dei meteoriti. La
discussione è però restata a lungo “bloccata” sull'ipotesi
extraterrestre.</span></span></div>
<div align="justify">
<br /></div>
<div align="justify">
<span style="font-family: "arial" , sans-serif;"><span style="font-size: medium;">Nel
1973, le ricerche realizzate dal fisico Hadley D. Rudlege nell'ambito
del suo Project Identification sono state motivate dal solo desiderio
di testare l'ipotesi extraterrestre <a class="sdfootnoteanc" href="https://www.blogger.com/blogger.g?blogID=7763019336864321222#sdfootnote2sym" name="sdfootnote2anc"><sup>2</sup></a>.</span></span></div>
<div align="justify">
<br /></div>
<div align="justify">
<span style="font-family: "arial" , sans-serif;"><span style="font-size: medium;">In
seguito, la riflessione si è evoluta e altri ricercatori come Claude
Poher, creatore e primo responsabile del Gepan, piuttosto che Michel
Monnerie, un membro influente del gruppo<i> Lumières dans la Nuit
</i><span style="font-style: normal;">(e futuro capofila degli ufologi
scettici) hanno proposto di mettere in campo delle reti di
rilevamento senza insistere particolarmente su una ipotesi o su
un'altra. Ma, nel caso di Poher, il costo di </span><span style="font-style: normal;">una</span><span style="font-style: normal;">
tale rete si era rivelato proibitivo, mentre nel caso di Résufo
proposto da Monnerie, era stata la motivazione degli inquirenti
privati, incaricati al</span><span style="font-style: normal;">la</span><span style="font-style: normal;">
sua realizzazione, che aveva fatto difetto.</span></span></span></div>
<div align="justify">
<br /></div>
<div align="justify">
<span style="font-family: "arial" , sans-serif;"><span style="font-size: medium;">Discussioni
senza fine continuano fino ai nostri giorni e si constata anche una
tendenza trasversale che va da un'opposizione corrispondente ad un
pregiudizio a una semplice incomprensione di ciò chiamiamo
« ufologia strumentale » <a class="sdfootnoteanc" href="https://www.blogger.com/blogger.g?blogID=7763019336864321222#sdfootnote3sym" name="sdfootnote3anc"><sup>3</sup></a>.</span></span></div>
<div align="justify">
<br /></div>
<div align="justify">
<span style="font-family: "arial" , sans-serif;"><span style="font-size: medium;">Molti
sono gli ufologi che pensano che occuparsi di “luci di Hessdalen”
sia qualcosa di diverso rispetto a fare dell'ufologia. Tra quelli che
comunque credono che si tratti di ufologia, la maggior parte ha dato
carta bianca a Strand e al Project Hessdalen; in altri termini hanno
dimostrato un malcelato disinteresse verso ciò che accade nella
valle norvegese.</span></span></div>
<div align="justify">
<span style="font-family: "arial" , sans-serif;"><span style="font-size: medium;">Altri
ufologi, al contrario, non si interessano ad Hessdalen che per
mettere in discussione l'esistenza stessa di queste « luci ».
Si tratta di una critica ad uno spettrogramma o di una analisi
fotografica, ma in ogni caso l'interesse dimostrato è sporadico e
senza impegno o sostegno a questa ricerca.</span></span></div>
<div align="justify">
<br /></div>
<div align="justify">
<span style="font-family: "arial" , sans-serif;"><span style="font-size: medium;">E'
vero che, a partire dagli anni 80, l'entusiasmo per l'ufologia
diminuisce progressivamente, e si dubita della sua capacità di
costruire una realtà che possa dare un senso a questi misteriosi
Ufo.</span></span></div>
<div align="justify">
<span style="font-family: "arial" , sans-serif;"><span style="font-size: medium;"><span style="background: transparent;">Ma,
giustamente, è proprio nel corso di questi anni che il Project
Hessdalen (attivo nel 1984) comincia a prendere forma. </span></span></span></div>
<div align="justify">
<span style="font-family: "arial" , sans-serif;"><span style="font-size: medium;"><span style="background: transparent;"> </span></span></span>
</div>
<div align="justify">
<span style="font-family: "arial" , sans-serif;"><span style="font-size: medium;">Per
quanto concerne i limiti dei precedenti tentativi di ricerca
strumentale, questi sono evidenti: tutti questi studi hanno in comune
la mancanza di continuità nel tempo ciò che ha fatto sì che una
collettività scientifica non si sia mai formata attorno al problema
posto.</span></span></div>
<div align="justify">
<span style="font-family: "arial" , sans-serif;"><span style="font-size: medium;">Questo
tipo di problematica (scienziati isolati e studi di breve termine) è
esistito in modo simile per altri « fenomeni orfani » di
scienza (secondo la definizione del sociologo Pierre Lagrange), come
ad esempio : fuochi fatui, fulmine globulare, luci sismiche, et.</span></span></div>
<div align="justify">
<br /></div>
<div align="justify">
<span style="font-family: "arial" , sans-serif;"><span style="font-size: medium;">Più
tardi, nel 2000, noi intravvediamo nel tentativo di Strand questa
perseveranza nel far fronte al problema scientifico posto dagli Ufo. </span></span></div>
<div align="justify">
<span style="font-family: "arial" , sans-serif;"><span style="font-size: medium;"> </span></span>
</div>
<div align="justify">
<span style="font-family: "arial" , sans-serif;"><span style="font-size: medium;"><b>La
nascita nel 2000 del comitato CIPH e le ragioni del sostegno al
Project Hessdalen</b></span></span></div>
<div align="justify" style="font-weight: normal;">
<span style="font-family: "arial" , sans-serif;"><span style="font-size: medium;">E'
giustamente Lagrange che nel 2000 apre un dibattito sociologico sul
quale, ufologi credenti e ufologi scettici, saranno in disaccordo; nell'articolo <i>« Reprendre à Zéro »</i> ci spiega le
ragioni che rendono scientificamente più interessante uscire da
questo tipo di discussioni senza fine « pro e contro » <a class="sdfootnoteanc" href="https://www.blogger.com/blogger.g?blogID=7763019336864321222#sdfootnote4sym" name="sdfootnote4anc"><sup>4</sup></a>.</span></span></div>
<div align="justify">
<br /></div>
<div align="justify">
<span style="font-family: "arial" , sans-serif;"><span style="font-size: medium;"><span style="font-weight: normal;">Occupandosi
di una sociologia </span><span style="font-weight: normal;">non-</span><span style="font-weight: normal;">riduzionista
degli Ufo, Lagrange ci </span><span style="font-weight: normal;">chiarisce</span><span style="font-weight: normal;">
perché </span><span style="font-weight: normal;">le spiegazioni
psicologiche non siano di alcuna utilità per rendere conto delle
osservazioni Ufo, e che sarebbe invece utile inventarsi nuovi
comportamenti che permettano di passare dagli strumenti culturali
agli strumenti scientifici.</span></span></span></div>
<div align="justify">
<br /></div>
<div align="justify">
<span style="font-family: "arial" , sans-serif;"><span style="font-size: medium;"><span style="font-weight: normal;">Per
</span><span style="font-weight: normal;">pura </span><span style="font-weight: normal;">coincidenza
</span><span style="font-weight: normal;">in quell'anno nasce </span><span style="font-weight: normal;">il
nostro CIPH</span><sub><span style="font-size: medium;"><span style="text-decoration: none;"><span style="font-weight: normal;">
</span></span></span></sub><span style="font-weight: normal;"><a class="sdfootnoteanc" href="https://www.blogger.com/blogger.g?blogID=7763019336864321222#sdfootnote5sym" name="sdfootnote5anc"><sup>5</sup></a>
diretto da Renzo Cabassi, con una decina di ufologi appartenenti alla
associazione CISU, gruppo caratterizzato da una attitudine
“scettica”. </span></span></span>
</div>
<div align="justify" style="font-weight: normal;">
<span style="font-family: "arial" , sans-serif;"><span style="font-size: medium;">La
maggior parte dei fondatori del CIPH si conoscono dal 1990.</span></span></div>
<div align="justify">
<span style="font-family: "arial" , sans-serif;"><span style="font-size: medium;">L'idea
di formare un comitato (e non un'altra associazione Ufo) si basa
sulla volontà di essere un organismo informale e aperto a ogni
contributo, intellettuale e scientifico, per lo studio più ampio
possibile dei Fenomeni Luminosi in Atmosfera, compresi gli Ufo.</span></span></div>
<div align="justify">
<br /></div>
<div align="justify">
<span style="font-family: "arial" , sans-serif;"><span style="font-size: medium;">Quando
più tardi leggeremo <i>«Reprendre à zero»</i><span style="font-style: normal;">,
avremo l'impressione di seguire le </span><span style="font-style: normal;">tracce</span><span style="font-style: normal;">
del percorso evocato da Lagrange affinché lo studio del
non-identificato prenda una connotazione scientifica.</span></span></span></div>
<div align="justify">
<br /></div>
<div align="justify">
<span style="font-family: "arial" , sans-serif;"><span style="font-size: medium;">Perché
Hessdalen ed il supporto al progetto di Erling Strand ?</span></span></div>
<div align="justify">
<br /></div>
<div align="justify">
<span style="font-family: "arial" , sans-serif;"><span style="font-size: medium;">Prima
ragione : è a partire dal 1984 che Strand e Al. sono con
continuità nella valle di Hessdalen (Norvegia) per studiare le
cosiddette « luci di Hessdalen ». Si tratta dunque del
solo studio al mondo che possa vantare una così lunga durata su un
determinato sito.</span></span></div>
<div align="justify">
<br /></div>
<div align="justify">
<span style="font-family: "arial" , sans-serif;"><span style="font-size: medium;">Seconda
ragione: è a partire dal 2000 che sono iniziate le missioni
tecnologiche denominate EMBLA e la collaborazione a livello della
strumentazione tra l'<span style="font-style: normal;">Os</span><span style="font-style: normal;">t</span><span style="font-style: normal;">fold
College di Strand e i Radiotelescopi di Medicina (Italia), diretti da
Stelio Montebugnoli.</span></span></span></div>
<div align="justify" style="font-style: normal;">
<br /></div>
<div align="justify" style="font-style: normal;">
<span style="font-family: "arial" , sans-serif;"><span style="font-size: medium;">Terza
ragione : sentivamo il bisogno di fare qualcosa di concreto per
aiutare la ricerca (all'inizio il nostro gruppo si è autofinanziato
per mandare in missione l'astrofisico Massimo Teodorani).</span></span></div>
<div align="justify" style="font-style: normal;">
<span style="font-family: "arial" , sans-serif;"><span style="font-size: medium;">Da
sempre gli ufologi domandano alla scienza di occuparsi di Ufo e
accusano gli scienziati di disinteressarsi del “fenomeno” (o
addirittura di complottare contro la sua esistenza).</span></span>
</div>
<div align="justify" style="font-style: normal;">
<span style="font-family: "arial" , sans-serif;"><span style="font-size: medium;">Alla
base di questo pensiero condiviso dall'insieme dell'ufologia si può
ritenere che ci sia una cattiva comprensione su come la scienza
funzioni realmente nel suo modo di prodursi.</span></span></div>
<div align="justify" style="font-style: normal;">
<span style="font-family: "arial" , sans-serif;"><span style="font-size: medium;">Diversamente
il nostro gruppo vede all'interno degli studi scientifici molte
tematiche che sembrano avere punti di contatto con il problema Ufo:
in qualche modo la scienza si occupa già di non-identificato (ne
parleremo più avanti). </span></span></div>
<div align="justify">
<span style="font-family: "arial" , sans-serif;"><span style="font-size: medium;"><span style="font-style: normal;"><span style="background: transparent;">C</span></span><span style="font-style: normal;"><span style="background: transparent;">ontrariamente
all'opinione generale, il CIPH pensa che stia agli ufologi entrare
nella logica di produzione della scienza, e non il contrario.</span></span></span></span></div>
<div align="justify">
<br /></div>
<div align="justify">
<span style="font-family: "arial" , sans-serif;"><span style="font-size: medium;"><span style="font-style: normal;">Quarta
ragione : anche se attualmente si parla di « luci di
Hessdalen » come di un fenomeno naturale ancora inspiegato
sappiamo che , in realtà, quando tutto ha cominciato nel 1980 </span><span style="font-style: normal;">nelle</span><span style="font-style: normal;">
vicinanze di Hessdalen, le testimonianze </span><span style="font-style: normal;">assomigliavano</span><span style="font-style: normal;">
fin dall'inizio alle più comuni descrizioni delle ondate Ufo, ivi
compresa la panoplia dei dischi volanti.</span></span></span></div>
<div align="justify">
<span style="font-family: "arial" , sans-serif;"><span style="font-size: medium;"><span style="font-style: normal;">Anche
se in maggior parte si trattava di luci erratiche, se si analizza
qualche testimonianza in dettaglio, come ad esempio quella di August
Holen, del settembre 1980, è evidente che siamo di fronte al tipico
incontro ravvicinato con tre “dischi” descritti come di un
materiale che assomiglia a del </span><span lang="fr-FR"><i>« rocks
of candy »</i></span><span lang="fr-FR"><span style="font-style: normal;">
</span></span><span style="font-size: small;"><span lang="fr-FR"><span style="font-style: normal;">[</span></span></span><span style="font-size: small;"><span style="font-style: normal;">dolcetto
da leccare di zucchero cristallizzato,</span></span><span style="font-size: small;"><span lang="fr-FR"><span style="font-style: normal;">
NdA]</span></span></span><span lang="fr-FR"><span style="font-style: normal;">
<a class="sdfootnoteanc" href="https://www.blogger.com/blogger.g?blogID=7763019336864321222#sdfootnote6sym" name="sdfootnote6anc"><sup>6</sup></a>.</span></span></span></span></div>
<div align="justify">
<span style="font-family: "arial" , sans-serif;"><span style="font-size: medium;">Noi
ci chiediamo di rimpiazzare questo tipo di descrizione soggettiva con
una descrizione oggettiva dello strumento, come Strand stava
iniziando a fare.</span></span></div>
<div align="justify">
<br /></div>
<div align="justify">
<span style="font-family: "arial" , sans-serif;"><span style="font-size: medium;">Quinta
ragione : non abbiamo una sola ed unica ipotesi da difendere,
vogliamo quindi piazzare degli strumenti vicino al testimone, come
succede con altri fenomeni incompresi.</span></span></div>
<div align="justify">
<br /></div>
<div align="justify">
<span style="font-family: "arial" , sans-serif;"><span style="font-size: medium;"><span style="color: black;"><span style="font-style: normal;"><span style="background: transparent;">I</span></span></span><span style="color: black;"><span style="font-style: normal;"><span style="background: transparent;">nfine :
anche se è evidente che le ricerche strumentali sugli Ufo sono rare,
esse sono comunque una parte importante della storia della ricerca
ufologica, perché permettono di uscire dal dibattito senza fine tra
« credenti » e « scettici ».</span></span></span></span></span></div>
<div align="justify">
<br /></div>
<div align="justify">
<span style="font-family: "arial" , sans-serif;"><span style="font-size: medium;"><b>Cosa
abbiamo cercato di fare nei primi sei anni del CIPH</b></span></span></div>
<div align="justify" style="font-weight: normal;">
<span style="font-family: "arial" , sans-serif;"><span style="font-size: medium;">In
effetti, a parte il lavoro di ricerca di finanziamenti, il primo
scopo del CIPH è stato di mettere in relazione i diversi tipi di
ricercatori - scienziati, ingegneri, sociologi, astrofili –
suscettibili di un interesse verso lo studio dei fenomeni luminosi
aerospaziali non identificati.</span></span></div>
<div align="justify">
<span style="font-family: "arial" , sans-serif;"><span style="font-size: medium;"><span style="font-weight: normal;">Dato
che nessuna ipotesi fa l'unanimità sull'origine degli Ufo, al CIPH
sembra interessante affrontare lo studio di tutti quei fenomeni che
vanno in direzione dei fenomeni naturali poco-conosciuti (come i
fuochi fatui, il fulmine globulare, le luci sismiche e altri
ancora...) e che inoltre sollevano dei problemi simili a quelli posti
dalle testimonianze Ufo: rarità, difficoltà di rilevamento e
registrazione, et.</span></span></span></div>
<div align="justify">
<br /></div>
<div align="justify">
<span style="font-family: "arial" , sans-serif;"><span style="font-size: medium;"><span style="font-style: normal;">Il
CIPH </span><span style="font-style: normal;">opera</span><span style="font-style: normal;">
</span><span style="font-style: normal;">dunque</span><span style="font-style: normal;">
in modo d</span><span style="font-style: normal;">a</span><span style="font-style: normal;">
entrare in contatto con i ricercatori del radiotelescopio di
Medicina, Stelio Montebugnoli, Jader Monari, e con scienziati quali
Albino Carbognani (fisico specialista del fulmine globulare),
Cristiano Fidani (geologo esperto di luci sismiche), Enrico Arnone
(TLE, Transient Luminous Events, Sprite), Massimo </span><span style="font-style: normal;">T</span><span style="font-style: normal;">eodorani
(astrofisico), Matteo Leone (storico della fisica), e anche astrofili
quali Ferruccio Zanotti e Romano Serra (meteore, TLE), o </span><span style="font-style: normal;">infine</span><span style="font-style: normal;">
altri </span><span style="font-style: normal;">esperti </span><span style="font-style: normal;">di
« Radio-Natura » </span><span style="font-style: normal;">quali</span><span style="font-style: normal;">
Renato Romero e Flavio Gori (onde radio VLF)...</span></span></span></div>
<div align="justify">
<br /></div>
<div align="justify">
<span style="font-family: "arial" , sans-serif;"><span style="font-size: medium;"><span style="font-style: normal;">L</span><span style="font-style: normal;">'idea
è semplice : i fenomeni luminosi della bassa atmosfera, sono
testimoniati a livello del visibile, da testimoni occasionali e
perciò, se ci si impone di provarli e comprenderli in modo
scientifico, si deve necessariamente misurare il loro modo di
influenzare tutto il campo elettromagnetico (nel visibile e
nell'invisibile).</span></span></span></div>
<div align="justify">
<span style="font-family: "arial" , sans-serif;"><span style="font-size: medium;"><span style="background: transparent;">Dunque
per ogni fascia del campo elettromagnetico si devono costruire
strumenti adatti a registrare dati specifici e metterli in relazione
tra loro, per poter infine stabilire una teoria che possa spiegare le
diverse condizioni del fenomeno: modalità di innesco,
durata-forma del fenomeno e la modalità di esaurimento dello stesso.</span></span></span></div>
<div align="justify">
<br /></div>
<div align="justify">
<span style="font-family: "arial" , sans-serif;"><span style="font-size: medium;">Durante
le missioni EMBLA, anche se molte misure sono state prese con
strumenti diversi, non vi sono state delle correlazioni strette tra
le immagini catturate e le altre misure (VLF, VHF radar, analizzatore
di campo magnetico, et.).</span></span></div>
<div align="justify">
<br /></div>
<div align="justify">
<span style="font-family: "arial" , sans-serif;"><span style="font-size: medium;">Sono
stati presi spettrogrammi durante le missioni di osservazione del
cielo (i <i>Camp-Science</i> dell'Ostfold College ), ma non sono mai
stati risolutivi circa la natura del fenomeno rilevato.</span></span></div>
<div align="justify">
<br /></div>
<div align="justify">
<span style="font-family: "arial" , sans-serif;"><span style="font-size: medium;"><span style="background: transparent;">I</span><span style="background: transparent;">mmagini
(film, foto) prese durante le missioni EMBLA sono state argomento di
lunghe discussioni tra ricercatori (Teodorani, Leone e Al.).</span></span></span></div>
<div align="justify">
<span style="font-family: "arial" , sans-serif;"><span style="font-size: medium;">Si
deve sottolineare, di passaggio, che questo dibattito ha interessato
gli ufologi razionalisti solo per ridurre tutti i fenomeni di
Hessdalen a delle misinterpretazioni di fari di automobile.</span></span></div>
<div align="justify">
<br /></div>
<div align="justify">
<span style="font-family: "arial" , sans-serif;"><span style="font-size: medium;">Al
contrario, tutto il lavoro effettuato durante la missione del 2003
dal gruppo di astrofili denominato Columbia, diretto da Ferruccio
Zanotti, non ha portato ad alcuna reazione presso gli ufologi,
positiva o negativa, malgrado i loro risultati siano interessanti.</span></span></div>
<div align="justify">
<span style="font-family: "arial" , sans-serif;"><span style="font-size: medium;"><span style="font-style: normal;">I</span><span style="font-style: normal;">l
loro studio sul terreno, attraverso delle videoregistrazioni e delle
osservazioni attuate con il metodo utilizzato per i rientri di
bolidi in atmosfera, sembra dimostrare l'esistenza di micro-fenomeni
luminosi frequenti, vedi dei </span><i>micro-flashes </i><span style="font-style: normal;">
di diversi colori (sul lago di Oyungen, vicino a Hessdalen).</span></span></span></div>
<div align="justify">
<span style="font-family: "arial" , sans-serif;"><span style="font-size: medium;"><span style="font-style: normal;">Per
coloro che hanno lavorato sul terreno del laboratorio all'aria aperta
di Hessdalen, questi dati specifici sono ancora argomento di analisi
nella speranza di tornare in valle con strumenti e procedure più </span><span style="font-style: normal;">
</span><span style="font-style: normal;">performanti.</span></span></span></div>
<div align="justify">
<br /></div>
<div align="justify">
<span style="font-family: "arial" , sans-serif;"><span style="font-size: medium;"><b>Il
<i>workshop</i> del 2006. Il bisogno di fare il punto sul <i>know-how</i>
acquisito : limiti e possibilità</b></span></span><br />
<a href="https://www.blogger.com/blogger.g?blogID=7763019336864321222" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"></a><span style="font-family: "arial" , sans-serif;"><span style="font-size: medium;"><b> </b></span></span><span style="font-family: "arial" , sans-serif;"><span style="font-size: medium;"><span style="font-style: normal;">E'
di fronte a questi risultati parziali che nel 2006 si decide di
organizzare un </span><i>workshop</i><span style="font-style: normal;">
(al centro-visite dei Radiotelescopi di Medicina, Italia) per fare il
punto sul nostro </span><i>savoir faire</i><span style="font-style: normal;">,
invitando a parteciparvi tutti quei ricercatori che in qualche modo
avevano collaborato al Project Hessdalen.</span></span></span></div>
<div align="justify">
<span style="font-family: "arial" , sans-serif;"><span style="font-size: medium;"><span style="font-style: normal;">Questo
</span><i>workshop </i><span style="font-style: normal;"> (</span><i>IPHW
</i><i>2006</i><span style="font-style: normal;">,</span><i>
</i><i>International Project Hesdalen Workshop</i><span style="font-style: normal;">)
fornirà alla fine dei lavori dei Proceedings (in inglese) sotto
forma di libro, le cui entrate finanziarie sono state utilizzate per
coprire qualche spesa legata alla strumentazione per la ricerca.</span></span></span></div>
<div align="justify">
<br /></div>
<div align="justify">
<span style="font-size: large;"><b><span style="font-family: "arial" , sans-serif;"><sup><span style="font-style: normal;"><span style="font-weight: normal;">E</span></span></sup><sup><span style="font-style: normal;"><span style="font-weight: normal;">'
in questo momento preciso che il nostro gruppo cambia la sua
filosofia ed il suo modo di agire: </span></span></sup><sup><span style="font-style: normal;"><span style="font-weight: normal;">fino
ad allora il CIPH aveva supportato i ricercatori dall'esterno, con un
sostegno in termini di organizzazione e di sostegno pratico (ad es.
nessun membro del comitato è mai andato in missione ad Hessdalen).</span></span></sup></span></b></span></div>
<div align="justify">
<span style="font-family: "arial" , sans-serif;"><span style="font-size: medium;">Le
considerazioni che, attraverso il <i>workshop IPHW 2006,</i><span style="font-style: normal;">
emanavano dall'analisi collettiva del lavoro sviluppato ad Hessdalen
sembravano indicare abbastanza chiaramente dei limiti che dovevano e
potevano essere superati :</span></span></span></div>
<div align="justify" lang="fr-FR">
<span style="font-family: "arial" , sans-serif; font-size: large;"><sup><span style="font-style: normal;"><span style="font-weight: normal;">a</span></span></sup><sup><span style="font-style: normal;"><span style="font-weight: normal;">)</span></span></sup><sup><span lang="it-IT"><span style="font-style: normal;"><span style="font-weight: normal;">
</span></span></span></sup><sup><span lang="it-IT"><span style="font-style: normal;"><span style="font-weight: normal;">ogni
esperto tecnico aveva portato in valle degli strumenti sulla base
delle proprie esperienze e del proprio </span></span></span></sup><sup><span lang="it-IT"><i><span style="font-weight: normal;">know-how
</span></i></span></sup><sup><span lang="it-IT"><span style="font-style: normal;"><span style="font-weight: normal;">ma
ci sembrava evidente che era il lato ottico a dover essere
fortemente messo a punto. Eravamo </span></span></span></sup><sup><span lang="it-IT"><span style="font-style: normal;"><span style="font-weight: normal;">primariamente</span></span></span></sup><sup><span lang="it-IT"><span style="font-style: normal;"><span style="font-weight: normal;">
confrontati ad un problema osservato, visuale;</span></span></span></sup></span></div>
<div align="justify" style="font-style: normal; font-weight: normal;">
<sup><span style="font-family: "arial" , sans-serif;"><span style="font-size: medium;">b)
nelle missioni di Hessdalen, mancava la coordinazione continuativa di
un gruppo scientifico (fisici) sopra i lavori effettuati dai
tecnologi;</span></span></sup></div>
<div align="justify">
<span style="font-family: "arial" , sans-serif; font-size: large;"><sup><span style="font-style: normal;"><span style="font-weight: normal;">c)
la </span></span></sup><sup><i><span style="font-weight: normal;">Blue
Box</span></i></sup><sup><span style="font-style: normal;"><span style="font-weight: normal;">,
a Hessdalen, disponeva di videocamere fisse del tipo meteo, che
funzionavano bene durante la giornata, ma che mettevano in evidenza
</span></span></sup><sup><span style="font-style: normal;"><span style="font-weight: normal;">molt</span></span></sup><sup><span style="font-style: normal;"><span style="font-weight: normal;">i
“brusii” durante le registrazioni notturne; necessitava dunque
</span></span></sup><sup><span style="font-style: normal;"><span style="font-weight: normal;">una</span></span></sup><sup><span style="font-style: normal;"><span style="font-weight: normal;">
videocamera più performante per poter ottenere dei dati quantitativi
e qualitativi, 24 ore su 24, e inoltre dotata di </span></span></sup><sup><span lang="fr-FR"><i><span style="font-weight: normal;">motion-d</span></i></span></sup><sup><span lang="fr-FR"><i><span style="font-weight: normal;">é</span></i></span></sup><sup><span lang="fr-FR"><i><span style="font-weight: normal;">tection</span></i></span></sup><sup><span lang="fr-FR"><span style="font-style: normal;"><span style="font-weight: normal;">;</span></span></span></sup></span></div>
<span style="font-size: large;">
</span>
<br />
<div align="justify" lang="fr-FR">
<span style="font-family: "arial" , sans-serif; font-size: large;"><sup><span style="font-style: normal;"><span style="font-weight: normal;">d</span></span></sup><sup><span lang="it-IT"><span style="font-style: normal;"><span style="font-weight: normal;">)
di conseguenza non avevamo alcuna possibilità di disporre di una
statistica che potesse eliminare o integrare delle possibili
relazioni tra il nostro fenomeno e altre tipologie: aurore, fenomeni
solari, cambiamenti di stagione, et..</span></span></span></sup></span></div>
<div align="justify">
<span style="font-family: "arial" , sans-serif;"><span style="font-size: medium;">e)
visto e considerato il numero limitato di ricercatori, la distanza di
Hessdalen (al centro della Norvegia) e le condizioni climatiche
generalmente difficili, una stazione la più automaticizzata
possibile era necessaria e possibile.</span></span></div>
<div align="justify">
<br /></div>
<div align="justify">
<span style="font-family: "arial" , sans-serif;"><span style="font-size: medium;"><b>2007 :
il Progetto SOSO a Idice, Bologna (Italia)</b></span></span></div>
<div align="justify" style="font-weight: normal;">
<span style="font-family: "arial" , sans-serif;"><span style="font-size: medium;">Dopo
aver sviluppato tutte queste considerazioni, e aggiungendo che a
livello di risorse umane all'interno del CIPH (Renzo Cabassi e
Massimo Silvestri) disponevamo di tutte le tecnicità per rispondere
a questi ostacoli, si pensò di poter agire diversamente e di fare
della ricerca direttamente.</span></span></div>
<div align="justify" style="font-weight: normal;">
<br /></div>
<div align="justify" style="font-weight: normal;">
<span style="font-family: "arial" , sans-serif;"><span style="font-size: medium;">Dunque
nel 2006, il nostro comitato diventa operativo dal punto di vista
della costruzione di un sistema che chiameremo SOSO (Smart Optical Sensors Observatory) <sup><span lang="fr-FR"><span style="font-style: normal;"></span></span></sup><sup><span lang="fr-FR"></span></sup><sup><span lang="fr-FR"><span style="font-style: normal;"></span></span></sup>
<a class="sdfootnoteanc" href="https://www.blogger.com/blogger.g?blogID=7763019336864321222#sdfootnote7sym" name="sdfootnote7anc"><sup>7</sup></a>
il quale sarà testato a Idice (Bologna, Italia) nell'intenzione di
trasferirlo in seguito in Norvegia.</span></span></div>
<div align="justify" style="font-weight: normal;">
<br /></div>
<div align="justify" style="font-weight: normal;">
<span style="font-family: "arial" , sans-serif;"><span style="font-size: medium;">Il
Progetto SOSO di Massimo Silvestri, è un'idea di stazione di
monitoraggio permanente, di una parte del cielo, dotato di un sistema
il più possibile automatizzato (che abbia bisogno del minor numero
di interventi possibili sul posto, durante l'anno), che può gestire
a distanza da “remoto” e dotato di un software di cattura di
immagini/video che permette all'operatore di prendere visione delle
sole sequenze video dove si verifica una variazione/movimento sulla
scena, detta “allarme”.</span></span></div>
<div align="justify" style="font-style: normal; font-weight: normal;">
<sup><span style="font-family: "arial" , sans-serif;"><span style="font-size: medium;">Il
sistema SOSO (attivo a partire dal 2007) è dotato di una videocamera
Mintron con un disturbo dell'immagine estremamente basso, grazie ad
un sensore CCD Sony super HAD, per uso astronomico, che permette un
buon rapporto segnale-rumore.</span></span></sup></div>
<div align="justify">
<span style="font-family: "arial" , sans-serif;"><span style="font-size: medium;">L'immagine
video è gestita da un computer dotato di un sistema operativo Linux
(Debian) che registra le sequenze video solo nel caso di tale
variazione/movimento: una volta rilevata la variazione, questa è
archiviata su un <i>hard-disk</i> per essere analizzata
dall'operatore in un secondo momento; il <i>software</i> utilizzato è
Motion (supportato da Linux).</span></span></div>
<div align="justify">
<br /></div>
<div align="justify">
<span style="font-family: "arial" , sans-serif;"><span style="font-size: medium;"><b>Fenomeni
orfani (o quasi) di scienza: allargare il campo della ricerca
strumentale</b></span></span></div>
<div style="font-weight: normal; text-align: justify;">
<span style="font-family: "arial" , sans-serif; font-size: large;"><span style="font-size: medium;">Prima
di entrare nel dettaglio dei risultati del Progetto SOSO vorremmo
ritornare su questi “fenomeni orfani” di scienza che abbiamo solo
brevemente menzionato in precedenza. Quando parliamo di fuochi fatui (Biagio Pelicani," Quaestiones metheororum" 1384?) di fulmine globulare (Francois Arago, "Sur la tonnere" 1838) di luci sismiche (Ignazio Galli, " Raccolta e classificazione</span></span></div>
<div style="font-weight: normal; text-align: justify;">
<span style="font-family: "arial" , sans-serif; font-size: large;"><span style="font-size: medium;">dei fenomeni luminosi osservati nei terremoti", 1910) e infine di sprites </span><sup><span style="font-style: normal;"> </span></sup><sup><span style="font-style: normal;"> </span></sup><sup><span style="font-style: normal;">(</span></sup><sup><span style="font-style: normal;">Franz,R.C., R.J.
Nemzek, et J.R. Winckler,</span></sup><sup><span style="font-style: normal;">1989),
</span></sup><sup><span style="font-style: normal;">parliamo di
oggetti scientifici che hanno in comune diversi aspetti:</span></sup></span></div>
<div align="justify" style="font-weight: normal;">
<span style="font-family: "arial" , sans-serif; font-size: large;"><sup><span style="font-style: normal;"> </span></sup></span>
</div>
<div align="justify" style="font-style: normal; font-weight: normal;">
<sup><span style="font-family: "arial" , sans-serif;"><span style="font-size: medium;">1)
ognuno di questi fenomeni è stato a lungo considerato un
non-identificato proprio come gli Ufo, nel senso che testimoni
occasionali avevano osservato e descritto fenomeni luminosi
transitori senza comprenderli.</span></span></sup></div>
<div align="justify" style="font-style: normal; font-weight: normal;">
<sup><span style="font-family: "arial" , sans-serif;"><span style="font-size: medium;">Questi
fenomeni sono spesso stati circondati da un folklore molto forte che
potremmo considerare come una forma di epistemologia popolare, un
tentativo di identificazione semplificata fatta a partire da un
proprio bagaglio culturale: qualcosa che assomiglia a ciò che
succede nelle testimonianze Ufo.</span></span></sup></div>
<div align="justify" style="font-weight: normal;">
<span style="font-family: "arial" , sans-serif;"><span style="font-size: medium;">Le
descrizioni e le interpretazioni in causa non sono necessariamente
false e non sono giocoforza riferibili a degli errori di percezione
(i casi di descrizione dei primi sprites sembrano dimostrarlo).</span></span></div>
<div align="justify" style="font-weight: normal;">
<span style="font-family: "arial" , sans-serif;"><span style="font-size: medium;">Come
per gli Ufo la caratteristica effimera di questi fenomeni è tale che
la scienza fatica a considerarli come reali.</span></span></div>
<div align="justify" style="font-weight: normal;">
<span style="font-family: "arial" , sans-serif;"><span style="font-size: medium;">In
altre parole essi riescono ad esistere nelle testimonianze popolari
(senza bisogno di prove) ma non esistono, o con grandi difficoltà,
all'interno della collettività scientifica (in effetti le leggi
esistenti non possono comprenderli).</span></span></div>
<div align="justify" style="font-weight: normal;">
<span style="font-family: "arial" , sans-serif;"><span style="font-size: medium;">Si
tratta dunque di “eventi nascosti” secondo il termine del
sociologo Ron Westrum<a class="sdfootnoteanc" href="https://www.blogger.com/blogger.g?blogID=7763019336864321222#sdfootnote8sym" name="sdfootnote8anc"><sup>8</sup></a>.</span></span></div>
<div align="justify" style="font-weight: normal;">
<span style="font-family: "arial" , sans-serif;"><span style="font-size: medium;">Anche
nel caso degli sprites odierni, possiamo sottolineare che, anche se
la loro vita scientifica inizia nel 1989, grazie ad uno strumento
che era in fase di test, ci sono state, prima di quella data, alcune
testimonianze visuali sporadiche che li descrivono correttamente ma
che non hanno tuttavia permesso di riconoscerli come fatti.</span></span></div>
<div align="justify" style="font-weight: normal;">
<span style="font-family: "arial" , sans-serif;"><span style="font-size: medium;">Una
volta che questi fenomeni nascosti sono compresi e accettati
attraverso la pratica scientifica diventano molto meno rari di quanto
si potesse immaginare prima.</span></span></div>
<div align="justify" style="font-weight: normal;">
<br /></div>
<div align="justify" style="font-weight: normal;">
<span style="font-family: "arial" , sans-serif;"><span style="font-size: medium;">2)
Vi sono date abbastanza precise (fuochi fatui, 1384; fulmine
globulare 1838; luci sismiche, 1910) in cui, grazie alle affermazioni
di uno scienziato, questi fenomeni diventano reali, anche se non sono
completamente accettati da tutta la totalità del mondo scientifico.</span></span></div>
<div align="justify" style="font-weight: normal;">
<span style="font-family: "arial" , sans-serif;"><span style="font-size: medium;">Prima
di queste date tali fenomeni semplicemente non esistevano: vale a
dire che, “col senno di poi”, è impossibile rigettare in modo
assoluto l'esistenza di un fenomeno sulla semplice affermazione
della possibilità dell'errore di percezione.</span></span></div>
<div align="justify" style="font-weight: normal;">
<br /></div>
<div align="justify" style="font-weight: normal;">
<span style="font-family: "arial" , sans-serif;"><span style="font-size: medium;">E'
per questo motivo che noi consideriamo che un campo d'azione di
ricerca strumentale il più ampio possibile possa essere utile allo
studio degli Ufo, in quanto manifestazioni luminose in atmosfera.</span></span></div>
<div align="justify" style="font-weight: normal;">
<br /></div>
<div align="justify">
<span style="font-family: "arial" , sans-serif;"><span style="font-size: medium;"><b>Brevi
considerazioni sui fenomeni luminosi in atmosfera “conosciuti”</b></span></span></div>
<div align="justify" style="font-weight: normal;">
<span style="font-family: "arial" , sans-serif;"><span style="font-size: medium;">Oggi
nessuno dubita dell'esistenza ( e dell'inspiegabile estinzione) dei
fuochi fatui, e tutti conosciamo la spiegazione stereotipata di
Alessandro Volta (gas di palude).</span></span></div>
<div align="justify" style="font-weight: normal;">
<span style="font-family: "arial" , sans-serif;"><span style="font-size: medium;">A
ben vedere la “scientificazione” dei fuochi fatui non giunge
attraverso la prova abituale dello strumento, ma attraverso una serie
di passaggi dialettici fatti da scienziati che hanno prestato
attenzione a certe testimonianze.</span></span></div>
<div align="justify" style="font-weight: normal;">
<br /></div>
<div align="justify" style="font-weight: normal;">
<span style="font-family: "arial" , sans-serif;"><span style="font-size: medium;">Questi
passaggi possono essere sintetizzati in questo modo:</span></span></div>
<div align="justify" style="font-weight: normal;">
<br /></div>
<div align="justify" style="font-weight: normal;">
<span style="font-family: "arial" , sans-serif;"><span style="font-size: medium;">a)
eliminazione di una parte del folklore, e integrazione nel discorso
scientifico di alcuni elementi non sospetti di irrazionalità.</span></span></div>
<div align="justify" style="font-weight: normal;">
<span style="font-family: "arial" , sans-serif;"><span style="font-size: medium;">Attraverso
la loro razionalizzazione e la loro integrazione nel mondo
scientifico i fuochi fatui non saranno mai più considerati spiriti
dei morti, ma per esistere saranno relegati nelle paludi e nei
cimiteri.</span></span></div>
<div align="justify" style="font-weight: normal;">
<span style="font-family: "arial" , sans-serif;"><span style="font-size: medium;">Al
fine di far esistere i fuochi fatui come realtà riconosciuta dalla
scienza, gli scienziati hanno dovuto “spolverare” le
testimonianze delle caratteristiche più folkloriche ma hanno dovuto
comunque conservarne certi aspetti; sono nelle paludi, nei cimiteri e
in altri luoghi simili, ma come prodotto della decomposizione
biologica.</span></span></div>
<div align="justify" style="font-weight: normal;">
<br /></div>
<div align="justify" style="font-weight: normal;">
<span style="font-family: "arial" , sans-serif;"><span style="font-size: medium;">b)
Una scoperta scientifica (il gas, e in questo caso il gas di palude)
è il <i>passepartout</i> dello scienziato Volta per far entrare
nella realtà del fatto scientifico questi fenomeni luminosi più
volte testimoniati nel corso dei secoli.</span></span></div>
<div align="justify" style="font-weight: normal;">
<span style="font-family: "arial" , sans-serif;"><span style="font-size: medium;">Ma,
se si rileggono attentamente le testimonianze, si vedrà che questi
fenomeni non sono sempre localizzati in una palude o in un cimitero,
e non si manifestano che raramente sotto forma di semplice fiamma.</span></span></div>
<div align="justify" style="font-weight: normal;">
<span style="font-family: "arial" , sans-serif;"><span style="font-size: medium;">Così
l'idea dei fuochi fatui come gas di palude si cristallizza <a class="sdfootnoteanc" href="https://www.blogger.com/blogger.g?blogID=7763019336864321222#sdfootnote9sym" name="sdfootnote9anc"><sup>9</sup></a>.</span></span></div>
<div align="justify" style="font-weight: normal;">
<br /></div>
<div align="justify" style="font-weight: normal;">
<span style="font-family: "arial" , sans-serif;"><span style="font-size: medium;">c)
Volta (ma già almeno Priestley prima di lui) aveva pensato a un
fenomeno con un innesco di natura elettrica, ma non vedeva quale
fosse disponibile in natura per far funzionare il fuoco fatuo <a class="sdfootnoteanc" href="https://www.blogger.com/blogger.g?blogID=7763019336864321222#sdfootnote10sym" name="sdfootnote10anc"><sup>10</sup></a>.</span></span></div>
<div align="justify" style="font-weight: normal;">
<span style="font-family: "arial" , sans-serif;"><span style="font-size: medium;">In
seguito molti chimici proveranno in varie occasioni a riprodurre un
fuoco fatuo in laboratorio ma senza riuscirvi, fatto sta che il fuoco
fatuo esiste comunque come ossidazione della fosfina e del metano,
senza bisogno di ulteriore scienza.</span></span></div>
<div align="justify" style="font-weight: normal;">
<br /></div>
<div align="justify" style="font-weight: normal;">
<span style="font-family: "arial" , sans-serif;"><span style="font-size: medium;">Una
situazione simile si presenta con il fulmine globulare.</span></span></div>
<div align="justify" style="font-weight: normal;">
<span style="font-family: "arial" , sans-serif;"><span style="font-size: medium;">Lo
scienziato Arago, attraverso la classificazione di diverse forme di
fulmine, permette al fulmine globulare di esistere oltre la
testimonianza (vedi un fenomeno luminoso erratico di forma sferoide
molto “simile” a quello dei racconti dei fuochi fatui).</span></span></div>
<div align="justify" style="font-weight: normal;">
<span style="font-family: "arial" , sans-serif;"><span style="font-size: medium;">A
cominciare da quel momento, e senza bisogno di prove, il fulmine
globulare entra nel mondo reale: nonostante che non sia accettato
dalla totalità degli scienziati (ancora ai giorni nostri) esso
inizia a esistere in diverse repliche di laboratorio grazie alla
scoperta dei plasma.</span></span></div>
<div align="justify" style="font-weight: normal;">
<br /></div>
<div align="justify" style="font-weight: normal;">
<span style="font-family: "arial" , sans-serif;"><span style="font-size: medium;">d)
questi “fenomeni orfani” di scienza non hanno avuto bisogno di
una collettività scientifica interamente dedicata al loro studio
per poter assumere una esistenza.</span></span></div>
<div align="justify">
<span style="font-family: "arial" , sans-serif;"><span style="font-size: medium;">Sono,
ad esempio, uno strumento ottico e una registrazione occasionale
risultato del test di una videocamera fatto durante un temporale, a
permettere agli sprite di esistere in quanto scoperta scientifica nel
1989.</span></span></div>
<div align="justify">
<span style="font-family: "arial" , sans-serif;"><span style="font-size: medium;">Dopo
questa data il numero esponenziale di articoli scritti sugli sprites
è impressionante, così come l'aumento del numero di altri fenomeni
riconosciuti nell'alta atmosfera, appartenenti alla famiglia dei TLEs (Transient Luminous Events): dunque non si può più parlare di fenomeni rari. <sup><span style="font-style: normal;"><span style="font-weight: normal;"></span></span></sup></span></span></div>
<div align="justify" style="font-style: normal; font-weight: normal;">
<sup><span style="font-family: "arial" , sans-serif;"><span style="font-size: medium;">Perciò,
a partire dal momento in cui uno strumento, anche se per serendipità,
è in grado di dimostrare un nuovo fenomeno, tutto ciò che era
dapprima considerato raro o addirittura inesistente può con estrema
facilità divenire un fenomeno ordinario e molto diffuso.</span></span></sup></div>
<div align="justify" style="font-style: normal; font-weight: normal;">
<br /></div>
<div align="justify">
<span style="font-family: "arial" , sans-serif; font-size: large;"><sup><span style="font-style: normal;"><span style="font-weight: normal;">Questa
serie di punti ci portano ad una serie di considerazioni che sono
alla base della ragione stessa dell'esistenza del CIPH e della nostra
filosofia </span></span></sup><sup><i><span style="font-weight: normal;">non-scettica
</span></i></sup><sup><span style="font-style: normal;"><span style="font-weight: normal;">(e comunque neanche </span></span></sup><sup><i><span style="font-weight: normal;">credente</span></i></sup><sup><span style="font-style: normal;"><span style="font-weight: normal;">)
di ricerca strumentale del non-identificato, in particolare:</span></span></sup></span></div>
<div align="justify">
<br /></div>
<div align="justify" style="font-style: normal; font-weight: normal;">
<sup><span style="font-family: "arial" , sans-serif;"><span style="font-size: medium;">1)
anche se basati solo su delle testimonianze, possono esistere dei
fenomeni degni di studio scientifico: non possiamo quindi affermare
in modo assoluto che un fenomeno non esiste.</span></span></sup></div>
<div align="justify">
<span style="font-family: "arial" , sans-serif; font-size: large;"><sup><span style="font-style: normal;"><span style="font-weight: normal;">Se
si adottasse la stessa attitudine che gli scettici adottano verso il
fenomeno Ufo, fenomeni oggigiorno divenuti </span></span></sup><sup><span style="font-style: normal;"><span style="font-weight: normal;">ordinari</span></span></sup><sup><span style="font-style: normal;"><span style="font-weight: normal;">
come gli sprites, </span></span></sup><sup><span style="font-style: normal;"><span style="font-weight: normal;">assumerebbero
una esistenza bizzarra.</span></span></sup></span></div>
<div align="justify" style="font-style: normal; font-weight: normal;">
<sup><span style="font-family: "arial" , sans-serif;"><span style="font-size: medium;">In
effetti sappiamo che uno sprite ( di così breve durata e così
difficile da percepire) può essere osservato ad occhio nudo in
determinate condizioni di osservazione guardando in direzione del
temporale, da una certa distanza...</span></span></sup></div>
<div align="justify">
<span style="font-family: "arial" , sans-serif; font-size: large;"><sup><span style="font-style: normal;"><span style="font-weight: normal;">Il
divulgatore scientifico </span></span></sup><sup><span style="font-style: normal;"><span style="font-weight: normal;">William
R. </span></span></sup><sup><span style="font-style: normal;"><span style="font-weight: normal;">Corliss,
</span></span></sup><sup><span style="font-style: normal;"><span style="font-weight: normal;">nei
suoi cataloghi di anomalie atmosferiche, aveva diligentemente
raccolto, prima della scoperta degli sprites, qualche racconto
testimoniale che assomiglia parecchio agli sprites riconosciuti in
un secondo momento <a class="sdfootnoteanc" href="https://www.blogger.com/blogger.g?blogID=7763019336864321222#sdfootnote11sym" name="sdfootnote11anc"><sup>11</sup></a>.</span></span></sup></span></div>
<span style="font-size: large;">
</span>
<br />
<div align="justify">
<span style="font-family: "arial" , sans-serif; font-size: large;"><sup><span style="font-style: normal;"><span style="font-weight: normal;">Se
nel periodo precedente si adotta una visione scettica circa queste
testimonianze stravaganti, gli sprites sarebbero esistiti solo come
errori percettivi di </span></span></sup><sup><i><span style="font-weight: normal;">misinterpretazione</span></i></sup><sup><span style="font-style: normal;"><span style="font-weight: normal;">
del testimone e esiterebbero solo per lo strumento a partire dal
1989.</span></span></sup></span></div>
<div align="justify">
<br /></div>
<div align="justify" style="font-style: normal; font-weight: normal;">
<sup><span style="font-family: "arial" , sans-serif;"><span style="font-size: medium;">2)
Di conseguenza, gli investigatori che danno importanza alle
testimonianze sono quelli che provano a porre degli strumenti accanto
al testimone.</span></span></sup></div>
<div align="justify" style="font-style: normal; font-weight: normal;">
<br /></div>
<div align="justify" style="font-style: normal; font-weight: normal;">
<sup><span style="font-family: "arial" , sans-serif;"><span style="font-size: medium;">3)
Dunque, la storia della scienza dei Fenomeni Luminosi in Atmosfera,
qui brevemente riassunta, dimostra che anche cominciando da dei
fenomeni a carattere “folklorico” si può fare avanzare la
conoscenza scientifica.</span></span></sup></div>
<div align="justify" style="font-style: normal; font-weight: normal;">
<br /></div>
<div align="justify" style="font-style: normal;">
<sup><span style="font-family: "arial" , sans-serif;"><span style="font-size: medium;"><b>I
primi risultati di SOSO sui TLEs e la configurazione di una rete di
astrofili</b></span></span></sup></div>
<div align="justify" style="font-style: normal; font-weight: normal;">
<sup><span style="font-family: "arial" , sans-serif;"><span style="font-size: medium;">Ritorniamo
ora al nostro progetto SOSO, nel 2007 quando viene installato a
Idice (località nei pressi di Bologna, Italia) il sistema per
testarlo: l'insediamento non è l'ideale a causa dell'inquinamento
luminoso, ma non è neanche molto diverso dalla posizione casuale
dei testimoni Ufo.</span></span></sup></div>
<div align="justify" style="font-style: normal; font-weight: normal;">
<br /></div>
<div align="justify" style="font-style: normal; font-weight: normal;">
<sup><span style="font-family: "arial" , sans-serif;"><span style="font-size: medium;">L'idea
è quella di testare il sistema SOSO prima di inviarlo ad Hessdalen,
ma oltre a ciò cosa speravamo poter filmare come fenomeno:</span></span></sup></div>
<div align="justify" style="font-style: normal; font-weight: normal;">
<br /></div>
<div align="justify" style="font-weight: normal;">
<span style="font-family: "arial" , sans-serif; font-size: large;"><sup><span style="font-style: normal;">a)
qualche luce non-identificata (dobbiamo dire che siamo riusciti a
mettere in relazione delle testimonianze con degli identificati quali
bolidi, satelliti tipo NOSS, ISS </span></sup><sup><span lang="fr-FR"><span style="font-style: normal;">(</span></span></sup><sup><span lang="fr-FR"><i>International
Space Station</i></span></sup><sup><span lang="fr-FR"><span style="font-style: normal;">),
</span></span></sup><sup><span style="font-style: normal;">ma non
ancora dei Fenomeni Aerei Non-identificati;</span></sup></span></div>
<span style="font-size: large;">
</span>
<br />
<div align="justify" style="font-weight: normal;">
<span style="font-family: "arial" , sans-serif; font-size: large;"><sup><span style="font-style: normal;">b)
un fulmine globulare (fino ad ora non ci sono state immagini
scientifiche a riprova di questo fenomeno) <a class="sdfootnoteanc" href="https://www.blogger.com/blogger.g?blogID=7763019336864321222#sdfootnote12sym" name="sdfootnote12anc"><sup>12</sup></a>.</span></sup></span></div>
<span style="font-size: large;">
</span>
<br />
<div align="justify">
<span style="font-family: "arial" , sans-serif; font-size: large;"><sup><span style="font-style: normal;"><span style="font-weight: normal;">Dunque</span></span></sup><sup><span style="font-style: normal;"><span style="font-weight: normal;">
il 4-5 settembre 2007, catturiamo con SOSO il primo sprite a partire
dal territorio italiano <a class="sdfootnoteanc" href="https://www.blogger.com/blogger.g?blogID=7763019336864321222#sdfootnote13sym" name="sdfootnote13anc"><sup>13</sup></a>.</span></span></sup></span></div>
<div align="justify">
<br /></div>
<div align="justify">
<span style="font-family: "arial" , sans-serif;"><span style="font-size: medium;">Fino
a quella data nessun scienziato italiano aveva collocato uno
strumento ottico di fronte al fenomeno sprite.</span></span></div>
<div align="justify">
<br /></div>
<div align="justify">
<span style="font-family: "arial" , sans-serif;"><span style="font-size: medium;">Pertanto,
a partire da questa esperienza siamo in contatto con un esperto di
sprites e di chimica dell'atmosfera, Enrico Arnone, che all'epoca
lavorava all'estero, partecipando tra l'altro alla rete degli
scienziati di Eurosprite.</span></span></div>
<div align="justify">
<span style="font-family: "arial" , sans-serif;"><span style="font-size: medium;">Da
quel momento abbiamo avuto a disposizione: l'intera <i>famiglia</i>
di questi fenomeni TLEs (<i>Transient Luminous Events</i>) dotata di caratteristiche simili a quelle degli Ufo, il sistema SOSO per rilevarle, e le relazioni scientifiche pe avere suggerimenti sulle procedure da seguire. </span></span></div>
<div align="justify">
<br /></div>
<div align="justify">
<span style="font-family: "arial" , sans-serif;"><span style="font-size: medium;"><span style="font-size: large;"><sup><span style="font-style: normal;"></span></sup></span></span></span></div>
<div align="justify">
<span style="font-family: "arial" , sans-serif;"><span style="font-size: medium;"><span style="font-size: large;"><sup><span style="font-style: normal;"><span style="font-weight: normal;"></span></span></sup></span></span></span></div>
<div align="justify" style="font-style: normal; font-weight: normal;">
<sup><span style="font-family: "arial" , sans-serif;"><span style="font-size: medium;">Ma
come era stato possibile captare, semplicemente in base a qualche
fotogramma, questo allarme che si è presentato sotto forma di lampi
di qualche decimo di secondo e riconoscerlo come uno sprite?</span></span></sup></div>
<div align="justify">
<span style="font-family: "arial" , sans-serif; font-size: large;"><sup><span style="font-style: normal;"><span style="font-weight: normal;">Ciò
è s</span></span></sup><sup><span style="font-style: normal;"><span style="font-weight: normal;">t</span></span></sup><sup><span style="font-style: normal;"><span style="font-weight: normal;">ato
possibile per la semplice ragione che Cabassi conosceva già
l'esistenza e la forma di questo fenomeno</span></span></sup><sup><span style="font-style: normal;"><span style="font-weight: normal;">,
</span></span></sup><sup><span style="font-style: normal;"><span style="font-weight: normal;">e
perché ci eravamo posti il problema di dare una spiegazione ad ogni
forma di “allarme”.</span></span></sup></span></div>
<div align="justify">
<br /></div>
<div align="justify" style="font-style: normal; font-weight: normal;">
<sup><span style="font-family: "arial" , sans-serif;"><span style="font-size: medium;">A
partire da questo momento abbiamo catturato una grande quantità di
sprites, e questo argomento ci ha permesso di rilanciare gli
astrofili (primo tra tutti Zanotti) su un progetto più ampio che le
luci di Hessdalen: la creazione di una rete di rilevamento di Bolidi
e TLEs.</span></span></sup></div>
<div align="justify">
<span style="font-family: "arial" , sans-serif; font-size: large;"><sup><span style="font-style: normal;"><span style="font-weight: normal;">Nel
2009 il IMTN</span></span></sup><sup><span style="font-style: normal;"><span style="font-weight: normal;">
(</span></span></sup><sup><i><span style="font-weight: normal;">Italian
Meteors and TLE Network</span></i></sup><sup><span style="font-style: normal;"><span style="font-weight: normal;">)
è già operativo g</span></span></sup><sup><span style="font-style: normal;"><span style="font-weight: normal;">ra</span></span></sup><sup><span style="font-style: normal;"><span style="font-weight: normal;">zie
a qualche stazione nel nord Italia.</span></span></sup></span></div>
<div align="justify">
<br /></div>
<span style="font-size: large;">
</span>
<br />
<div align="justify">
<span style="font-family: "arial" , sans-serif; font-size: large;"><sup><span style="font-style: normal;"><span style="font-weight: normal;">Il
12 dicembre 2009 Zanotti filma, con l'aiuto di una videocamera a
colori</span></span></sup><sup><span style="font-style: normal;"><span style="font-weight: normal;">,
</span></span></sup><sup><span style="font-style: normal;"><span style="font-weight: normal;">il</span></span></sup><sup><span style="font-style: normal;"><span style="font-weight: normal;">
pr</span></span></sup><sup><span style="font-style: normal;"><span style="font-weight: normal;">imo</span></span></sup><sup><span style="font-style: normal;"><span style="font-weight: normal;">
Gigantic Jet (della famiglia dei TLEs) in Europa.</span></span></sup></span></div>
<div align="justify" style="font-style: normal; font-weight: normal;">
<sup><span style="font-family: "arial" , sans-serif;"><span style="font-size: medium;">In
quel periodo saranno pubblicati un certo numero di articoli
scientifici su questo Gigantic Jet, che presenta delle
caratteristiche particolari.</span></span></sup></div>
<div align="justify">
<span style="font-family: "arial" , sans-serif;"><span style="font-size: medium;">Grazie
al lavoro sviluppato sui TLEs dalla rete IMTN siamo a tutti gli
effetti un collettivo composto da astrofili, tecnologi, scienziati e
perché no... ufologi.</span></span></div>
<div align="justify">
<br /></div>
<div align="justify">
<span style="font-family: "arial" , sans-serif;"><span style="font-size: medium;">La
rete italiana IMTN attualmente è costituita da 20 stazioni dotate di
videocamere, tra le quali due realizzate da ufologi.</span></span></div>
<div align="justify">
<br /></div>
<div align="justify">
<span style="font-family: "arial" , sans-serif;"><span style="font-size: medium;">Si
deve tuttavia evidenziare che questa rete ottica sul territorio
nazionale non è ancora pronta a prestare attenzione ad eventuali
fenomeni Ufo.</span></span></div>
<div align="justify">
<span style="font-family: "arial" , sans-serif;"><span style="font-size: medium;">In
effetti gli astrofili sono in generale molto scettici vero il tema
degli Ufo, probabilmente in ragione del fatto che, troppo facilmente,
l'Ufo è associato senza spirito critico alle visite extraterrestri e
ai dischi volanti.</span></span></div>
<div align="justify">
<span style="font-family: "arial" , sans-serif;"><span style="font-size: medium;">Al
contrario, all'interno del gruppo IMTN ci sono stati alcuni rari casi
di non-identificato che hanno aperto delle piccole discussioni
all'interno della mailing-list ( ma a nostro avviso tutti questi
casi, assai limitati in numero hanno una spiegazione banale)<a class="sdfootnoteanc" href="https://www.blogger.com/blogger.g?blogID=7763019336864321222#sdfootnote14sym" name="sdfootnote14anc"><sup>14</sup></a>.</span></span></div>
<div align="justify">
<br /></div>
<div align="justify">
<span style="font-family: "arial" , sans-serif;"><span style="font-size: medium;"><b>Strumenti,
possibilità, analisi e miglioramenti nel prossimo futuro</b></span></span></div>
<div align="justify" style="font-weight: normal;">
<span style="font-family: "arial" , sans-serif;"><span style="font-size: medium;">Il
progetto SOSO, dopo questa prima fase iniziale, ha avuto una seconda
tappa nel suo sviluppo: l'istallazione accanto alla videocamera di
una strumentazione VLF/ULF per la registrazione 24 ore su 24, di
segnali nella banda al di sotto dei 22 Khz. </span></span>
</div>
<div align="justify" style="font-weight: normal;">
<span style="font-family: "arial" , sans-serif;"><span style="font-size: medium;">Questi
ricevitori, in particolare grazie al lavoro di Massimo Silvestri e di
Jader Monari, e al supporto esterno di Renato Romero, sono collegati
al sistema di rilevamento ottico di SOSO.</span></span></div>
<div align="justify" style="font-weight: normal;">
<span style="font-family: "arial" , sans-serif;"><span style="font-size: medium;">Questo
ci ha permesso, nel caso di un allarme (bolide o sprite), di
verificare se esistesse una traccia nel campo radio.</span></span></div>
<div align="justify" style="font-weight: normal;">
<br /></div>
<div align="justify" style="font-weight: normal;">
<span style="font-family: "arial" , sans-serif;"><span style="font-size: medium;">Da
più di un anno, il sistema SOSO è stato trasferito presso i
Radiotelescopi di Medicina.</span></span></div>
<div align="justify" style="font-weight: normal;">
<br /></div>
<div align="justify" style="font-weight: normal;">
<span style="font-family: "arial" , sans-serif;"><span style="font-size: medium;">Disponiamo
attualmente di due videocamere Mintron, la prima che opera con
Motion-Linux e la seconda con Windows-Ufocapture (quest'ultima dotata
di un sistema mobile<i> track </i><span style="font-style: normal;">che
si orienta automaticamente in direzione delle celle temporalesche).</span></span></span></div>
<div align="justify" style="font-style: normal; font-weight: normal;">
<span style="font-family: "arial" , sans-serif;"><span style="font-size: medium;">Queste
videocamere funzionano assieme ad un sistema composto da: un
ricevitore ULFO (da 0 a 25 hz), un ricevitore VLF (da 0 a 20 Khz), e
infine un analizzatore di spettro (da 0 a 3 Ghz). Quest'ultimo è in
fase di attivazione. </span></span></div>
<div align="justify" style="font-style: normal; font-weight: normal;">
<br /></div>
<div align="justify" style="font-style: normal; font-weight: normal;">
<span style="font-family: "arial" , sans-serif;"><span style="font-size: medium;">Pure una piccola centrale meteo è attualmente
attiva.</span></span></div>
<div align="justify" style="font-weight: normal;">
<br /></div>
<div align="justify" style="font-weight: normal;">
<span style="font-family: "arial" , sans-serif;"><span style="font-size: medium;"><span style="font-style: normal;">Da
circa un anno, la stazione Blue Box a Hessdalen è collegata a un
computer dotato della stessa gestione di SOSO, </span><span style="font-style: normal;">che
permette di catturare una sequenza video in caso di allarme.</span></span></span></div>
<div align="justify" style="font-style: normal; font-weight: normal;">
<span style="font-family: "arial" , sans-serif;"><span style="font-size: medium;">L'analisi
delle variazioni intervenute sull'immagine è svolta da Strand in
collaborazione con l'Italia.</span></span></div>
<div align="justify" style="font-style: normal; font-weight: normal;">
<br /></div>
<div align="justify" style="font-style: normal; font-weight: normal;">
<span style="font-family: "arial" , sans-serif;"><span style="font-size: medium;">Sfortunatamente,
la videocamera installata sulla Blue Box non è una Mintron e non ha
le qualità di una videocamera di tipo astronomico. Mostra dunque
diversi inconvenienti, in particolare nelle riprese di sequenze video
notturne.</span></span></div>
<div align="justify" style="font-style: normal; font-weight: normal;">
<br /></div>
<div align="justify" style="font-weight: normal;">
<span style="font-family: "arial" , sans-serif;"><span style="font-size: medium;"><span style="font-style: normal;">Ultimamente,
il gruppo di astrofili denominato Gapers (di San Giovanni in
Persiceto, Bologna, Italia) diretto dal fisico Romano Serra (che ha
partecipato a diverse missioni ad Hessdalen) ha cominciato
un</span><span style="font-style: normal;">'</span><span style="font-style: normal;">ulteriore
ricerca per comprendere i </span><i><span style="background: #ffffff;">mini-flashes
</span></i><span style="font-style: normal;"><span style="background: #ffffff;">osservati
e registrati ad Hessdalen nel 2003.</span></span></span></span></div>
<div align="justify" style="font-style: normal; font-weight: normal;">
<span style="background-color: white;"><span style="font-family: "arial" , sans-serif;"><span style="font-size: medium;"><span style="background-attachment: scroll; background-clip: border-box; background-image: none; background-origin: padding-box; background-position: 0% 0%; background-repeat: repeat; background-size: auto auto;">Serra
ha otturato la videocamera del loro sistema Mintron/Ufocapture e sta
ora studiando le tracce delle scintille luminose lasciate sul CCD
della videocamera per via dell'iterazione tra raggi gamma e muoni
(che spesso catturiamo durante le sessioni notturne).</span></span></span></span></div>
<div align="justify" style="font-style: normal; font-weight: normal;">
<span style="background-color: white;"><br /></span></div>
<div align="justify" style="font-weight: normal;">
<span style="background-color: white;"><span style="font-family: "arial" , sans-serif;"><span style="font-size: medium;"><span style="font-style: normal;"><span style="background-attachment: scroll; background-clip: border-box; background-image: none; background-origin: padding-box; background-position: 0% 0%; background-repeat: repeat; background-size: auto auto;">Nonostante
que</span></span><span style="font-style: normal;"><span style="background-attachment: scroll; background-clip: border-box; background-image: none; background-origin: padding-box; background-position: 0% 0%; background-repeat: repeat; background-size: auto auto;">i</span></span><span style="font-style: normal;"><span style="background-attachment: scroll; background-clip: border-box; background-image: none; background-origin: padding-box; background-position: 0% 0%; background-repeat: repeat; background-size: auto auto;">
</span></span><i><span style="background-attachment: scroll; background-clip: border-box; background-image: none; background-origin: padding-box; background-position: 0% 0%; background-repeat: repeat; background-size: auto auto;">mini-flashes </span></i><span style="font-style: normal;"><span style="background-attachment: scroll; background-clip: border-box; background-image: none; background-origin: padding-box; background-position: 0% 0%; background-repeat: repeat; background-size: auto auto;">siano
stati osservati anche ad occhio nudo dagli astrofili del gruppo di
Zanotti ( e Serra), a Hessdalen nel 2003, lo studio di Serra potrebbe
avere un certo peso sulla nostra ricerca poiché potrebbe confermare
l'esistenza di un fenomeno esterno ed il suo funzionamento. </span></span></span></span></span></div>
<div align="justify" style="font-weight: normal;">
<span style="background-color: white;"><br /></span></div>
<div align="justify" style="font-weight: normal;">
<span style="background-color: white;"><span style="font-family: "arial" , sans-serif;"><span style="font-size: medium;"><span style="font-style: normal;"><span style="background-attachment: scroll; background-clip: border-box; background-image: none; background-origin: padding-box; background-position: 0% 0%; background-repeat: repeat; background-size: auto auto;">A tale
proposito, Serra e Monari hanno sviluppato un'ipotesi elettrochimica
direttamente legata alle caratteristiche geo-fisiche di Hessdalen
</span></span><span style="font-style: normal;"><span style="background-attachment: scroll; background-clip: border-box; background-image: none; background-origin: padding-box; background-position: 0% 0%; background-repeat: repeat; background-size: auto auto;">riguardo</span></span><span style="font-style: normal;"><span style="background-attachment: scroll; background-clip: border-box; background-image: none; background-origin: padding-box; background-position: 0% 0%; background-repeat: repeat; background-size: auto auto;">
la quale si stanno attuando </span></span><span style="font-style: normal;"><span style="background-attachment: scroll; background-clip: border-box; background-image: none; background-origin: padding-box; background-position: 0% 0%; background-repeat: repeat; background-size: auto auto;">ulteriori</span></span><span style="font-style: normal;"><span style="background-attachment: scroll; background-clip: border-box; background-image: none; background-origin: padding-box; background-position: 0% 0%; background-repeat: repeat; background-size: auto auto;">
verifiche in laboratorio.</span></span></span></span></span></div>
<div align="justify" style="font-weight: normal;">
<span style="background-color: white;"><br /></span></div>
<div align="justify" style="font-style: normal; font-weight: normal;">
<span style="background-color: white;"><span style="font-family: "arial" , sans-serif;"><span style="font-size: medium;"><span style="background-attachment: scroll; background-clip: border-box; background-image: none; background-origin: padding-box; background-position: 0% 0%; background-repeat: repeat; background-size: auto auto;">Ancora:
una volta sviluppate tutte le analisi nella gamma del visibile e le
loro possibili correlazioni (VLF, ULF, et.), si considera possibile e
utile un'analisi degli infrasuoni e dell'infrarosso (con una
telecamera Flir), nella fase che precede e quella che segue i
fenomeni luminosi per comprendere la persistenza dell'evento ed il
suo funzionamento.</span></span></span></span></div>
<div align="justify" style="font-style: normal; font-weight: normal;">
<span style="background-color: white;"><br /></span></div>
<div align="justify" style="font-style: normal; font-weight: normal;">
<span style="background-color: white;"><span style="font-family: "arial" , sans-serif;"><span style="font-size: medium;"><span style="background-attachment: scroll; background-clip: border-box; background-image: none; background-origin: padding-box; background-position: 0% 0%; background-repeat: repeat; background-size: auto auto;">Infine,
tutti i tests realizzati con le videocamere e gli strumenti radio del
progetto SOSO attuale sono destinati a acquisire una conoscenza da
trasferire in Norvegia (o in altri luoghi), allorquando i mezzi
finanziarii lo permetteranno, insieme ad altri strumenti che sono in
fase di sviluppo da parte di Montebugnoli e Monari dei radiotelescopi
di Medicina (nel quadro delle loro conoscenze in campo
radioastronomico).</span></span></span></span></div>
<div align="justify" style="font-style: normal; font-weight: normal;">
<span style="background-color: white;"><br /></span></div>
<div align="justify" style="font-style: normal;">
<span style="background-color: white;"><span style="font-family: "arial" , sans-serif;"><span style="font-size: medium;"><b><span style="background-attachment: scroll; background-clip: border-box; background-image: none; background-origin: padding-box; background-position: 0% 0%; background-repeat: repeat; background-size: auto auto;">SOSO
e gli Ufo</span></b></span></span></span></div>
<div align="justify" style="font-weight: normal;">
<span style="background-color: white;"><span style="font-family: "arial" , sans-serif;"><span style="font-size: medium;"><span style="font-style: normal;"><span style="background-attachment: scroll; background-clip: border-box; background-image: none; background-origin: padding-box; background-position: 0% 0%; background-repeat: repeat; background-size: auto auto;">I
nostri strumenti </span></span><span style="font-style: normal;"><span style="background-attachment: scroll; background-clip: border-box; background-image: none; background-origin: padding-box; background-position: 0% 0%; background-repeat: repeat; background-size: auto auto;">riescono
dunque a catturare agevolmente degli eventi rapidi e </span></span><i><span style="background-attachment: scroll; background-clip: border-box; background-image: none; background-origin: padding-box; background-position: 0% 0%; background-repeat: repeat; background-size: auto auto;">random
</span></i><span style="font-style: normal;"><span style="background-attachment: scroll; background-clip: border-box; background-image: none; background-origin: padding-box; background-position: 0% 0%; background-repeat: repeat; background-size: auto auto;">come
i bolidi e i TLEs, ma apparentemente non catturano dei fenomeni
non-identificati. </span></span></span></span></span>
</div>
<div align="justify" style="font-style: normal; font-weight: normal;">
<span style="background-color: white;"><span style="font-family: "arial" , sans-serif;"><span style="font-size: medium;"><span style="background-attachment: scroll; background-clip: border-box; background-image: none; background-origin: padding-box; background-position: 0% 0%; background-repeat: repeat; background-size: auto auto;">In
altre parole, perché non filmiamo degli Ufo?</span></span></span></span></div>
<div align="justify" style="font-style: normal; font-weight: normal;">
<span style="background-color: white;"><br /></span></div>
<div align="justify" style="font-style: normal; font-weight: normal;">
<span style="background-color: white;"><span style="font-family: "arial" , sans-serif;"><span style="font-size: medium;"><span style="background-attachment: scroll; background-clip: border-box; background-image: none; background-origin: padding-box; background-position: 0% 0%; background-repeat: repeat; background-size: auto auto;">Piuttosto
che affermare semplicisticamente che i testimoni sono dei cattivi
osservatori, dei non-esperti, o delle vittime di errori percettivi,
tendiamo a pensare che commettiamo errori nel nostro monitoraggio
strumentale del cielo; in tal senso :</span></span></span></span></div>
<div align="justify" style="font-style: normal; font-weight: normal;">
<span style="background-color: white;"><br /></span></div>
<div align="justify" style="font-style: normal; font-weight: normal;">
<span style="background-color: white;"><span style="font-family: "arial" , sans-serif;"><span style="font-size: medium;"><span style="background-attachment: scroll; background-clip: border-box; background-image: none; background-origin: padding-box; background-position: 0% 0%; background-repeat: repeat; background-size: auto auto;">a)
i nostri strumenti puntano nelle direzione sbagliata del cielo, in
particolare nella direzione dei temporali al fine di rilevare dei
TLEs: i fenomeni non-identificati come quelli che cerchiamo di
rintracciare non sono per forza visibili all'altezza dei temporali;</span></span></span></span></div>
<div align="justify" style="font-style: normal; font-weight: normal;">
<span style="background-color: white;"><br /></span></div>
<div align="justify" style="font-weight: normal;">
<span style="background-color: white;"><span style="font-family: "arial" , sans-serif;"><span style="font-size: medium;"><span style="font-style: normal;"><span style="background-attachment: scroll; background-clip: border-box; background-image: none; background-origin: padding-box; background-position: 0% 0%; background-repeat: repeat; background-size: auto auto;">b)
i nostri strumenti o i nostri programmi </span></span><i><span style="background-attachment: scroll; background-clip: border-box; background-image: none; background-origin: padding-box; background-position: 0% 0%; background-repeat: repeat; background-size: auto auto;">software</span></i><span style="font-style: normal;"><span style="background-attachment: scroll; background-clip: border-box; background-image: none; background-origin: padding-box; background-position: 0% 0%; background-repeat: repeat; background-size: auto auto;">
sono più adatti a certi tipi di fenomeni che non ad altri;</span></span></span></span></span></div>
<div align="justify" style="font-weight: normal;">
<span style="background-color: white;"><br /></span></div>
<div align="justify" style="font-style: normal; font-weight: normal;">
<span style="background-color: white;"><span style="font-family: "arial" , sans-serif;"><span style="font-size: medium;"><span style="background-attachment: scroll; background-clip: border-box; background-image: none; background-origin: padding-box; background-position: 0% 0%; background-repeat: repeat; background-size: auto auto;">c)
le nostre telecamere puntano verso l'alta atmosfera, mentre i
non-identificati potrebbero essere un fenomeno che si sviluppa più
facilmente nella bassa atmosfera, o anche a livello del suolo;</span></span></span></span></div>
<div align="justify" style="font-style: normal; font-weight: normal;">
<span style="background-color: white;"><br /></span></div>
<div align="justify" style="font-weight: normal;">
<span style="background-color: white;"><span style="font-family: "arial" , sans-serif;"><span style="font-size: medium;"><span style="font-style: normal;"><span style="background-attachment: scroll; background-clip: border-box; background-image: none; background-origin: padding-box; background-position: 0% 0%; background-repeat: repeat; background-size: auto auto;">d)
forse esistono dei “siti ricorrenti” vale a dire dei luoghi dove
certi fenomeni non-identificati sono favoriti da condizioni
specifiche (come potrebbe essere il caso </span></span><span style="font-style: normal;"><span style="background-attachment: scroll; background-clip: border-box; background-image: none; background-origin: padding-box; background-position: 0% 0%; background-repeat: repeat; background-size: auto auto;">ne</span></span><span style="font-style: normal;"><span style="background-attachment: scroll; background-clip: border-box; background-image: none; background-origin: padding-box; background-position: 0% 0%; background-repeat: repeat; background-size: auto auto;">l
sito di Hessdalen); a favore di questa ipotesi c'è questo primo
studio di Serra e Monari che identifica nella configurazione del
terreno di Hessdalen una </span></span><span style="font-style: normal;"><span style="background-attachment: scroll; background-clip: border-box; background-image: none; background-origin: padding-box; background-position: 0% 0%; background-repeat: repeat; background-size: auto auto;">sorta</span></span><span style="font-style: normal;"><span style="background-attachment: scroll; background-clip: border-box; background-image: none; background-origin: padding-box; background-position: 0% 0%; background-repeat: repeat; background-size: auto auto;">
di batteria naturale <a class="sdfootnoteanc" href="https://www.blogger.com/blogger.g?blogID=7763019336864321222#sdfootnote15sym" name="sdfootnote15anc"><sup>15</sup></a>.</span></span></span></span></span></div>
<div align="justify" style="font-weight: normal;">
<span style="background-color: white;"><br /></span></div>
<div align="justify" style="font-weight: normal;">
<span style="background-color: white;"><span style="font-family: "arial" , sans-serif;"><span style="font-size: medium;"><span style="font-style: normal;"><span style="background-attachment: scroll; background-clip: border-box; background-image: none; background-origin: padding-box; background-position: 0% 0%; background-repeat: repeat; background-size: auto auto;">e)
esistono degli altri impedimenti che non riusciamo a discernere a
causa dei quali i nostri strumenti </span></span><span style="font-style: normal;"><span style="background-attachment: scroll; background-clip: border-box; background-image: none; background-origin: padding-box; background-position: 0% 0%; background-repeat: repeat; background-size: auto auto;">s</span></span><span style="font-style: normal;"><span style="background-attachment: scroll; background-clip: border-box; background-image: none; background-origin: padding-box; background-position: 0% 0%; background-repeat: repeat; background-size: auto auto;">ono
ciechi di fronte agli Ufo.</span></span></span></span></span></div>
<div align="justify" style="font-weight: normal;">
<span style="background-color: white;"><br /></span></div>
<div align="justify" style="font-style: normal;">
<span style="background-color: white;"><span style="font-family: "arial" , sans-serif;"><span style="font-size: medium;"><b><span style="background-attachment: scroll; background-clip: border-box; background-image: none; background-origin: padding-box; background-position: 0% 0%; background-repeat: repeat; background-size: auto auto;">Conclusione</span></b></span></span></span></div>
<div align="justify" style="font-style: normal; font-weight: normal;">
<span style="background-color: white;"><span style="font-family: "arial" , sans-serif;"><span style="font-size: medium;"><span style="background-attachment: scroll; background-clip: border-box; background-image: none; background-origin: padding-box; background-position: 0% 0%; background-repeat: repeat; background-size: auto auto;">La
ricerca strumentale del non-identificato non ci condurrà, forse,
alla soluzione dell'enigma Ufo o a comprendere le “luci di
Hessdalen”, ma è certo che c'é ancora un enorme lavoro da
svolgere.</span></span></span></span></div>
<div align="justify" style="font-style: normal; font-weight: normal;">
<span style="background-color: white;"><br /></span></div>
<div align="justify" style="font-style: normal; font-weight: normal;">
<span style="background-color: white;"><span style="font-family: "arial" , sans-serif;"><span style="font-size: medium;"><span style="background-attachment: scroll; background-clip: border-box; background-image: none; background-origin: padding-box; background-position: 0% 0%; background-repeat: repeat; background-size: auto auto;">Attraverso
la ricerca strumentale del non-identificato, che si incrocia
facilmente con la ricerca più generale sui Fenomeni Luminosi in
Atmosfera, si potranno fare delle scoperte su fenomeni ancora alla
frontiera della scienza come quelli “quasi-identificati”, vedi il
fulmine globulare, e può darsi anche riguardo fenomeni
“identificati” come i TLEs.</span></span></span></span></div>
<div align="justify" style="font-style: normal; font-weight: normal;">
<span style="background-color: white;"><br /></span></div>
<div align="justify" style="font-style: normal; font-weight: normal;">
<span style="background-color: white;"><span style="font-family: "arial" , sans-serif;"><span style="font-size: medium;"><span style="background-attachment: scroll; background-clip: border-box; background-image: none; background-origin: padding-box; background-position: 0% 0%; background-repeat: repeat; background-size: auto auto;">Ma
tutto ciò, ancor che il rinforzarsi di una collaborazione tra
ufologi, astrofili e scienziati sia auspicabile, supera quel po' di
energie organizzative e finanziarie di un piccolo gruppo come il
CIPH.</span></span></span></span></div>
<div align="justify" style="font-style: normal; font-weight: normal;">
<span style="background-color: white;"><br /></span></div>
<div align="justify" style="font-style: normal; font-weight: normal;">
<span style="background-color: white;"><span style="font-family: "arial" , sans-serif;"><span style="font-size: medium;"><span style="background-attachment: scroll; background-clip: border-box; background-image: none; background-origin: padding-box; background-position: 0% 0%; background-repeat: repeat; background-size: auto auto;">Un
tale sforzo necessita di una collaborazione più ampia (a livello
europeo) e di nuove risorse umane che si integrino e che rafforzino
la situazione esistente.</span></span></span></span></div>
<div align="justify" style="font-style: normal; font-weight: normal;">
<span style="background-color: white;"><span style="font-family: "arial" , sans-serif;"><span style="font-size: medium;"><span style="background-attachment: scroll; background-clip: border-box; background-image: none; background-origin: padding-box; background-position: 0% 0%; background-repeat: repeat; background-size: auto auto;">Dopo
la lunga storia degli Ufo (e più in particolare quella delle “luci
di Hessdalen” e del lavoro svolto dal Project Hessdalen) è
difficile poter pensare che esista una sola soluzione ai problemi
posti dai testimoni Ufo, capace di dare rapidamente una risposta
strumentale.<span></span></span></span></span></span></div>
<div align="justify" style="font-style: normal; font-weight: normal;">
<span style="background-color: white;"><br /></span></div>
<div align="justify" style="font-style: normal; font-weight: normal;">
<span style="background-color: white;"><span style="font-family: "arial" , sans-serif;"><span style="font-size: medium;"><span style="background-attachment: scroll; background-clip: border-box; background-image: none; background-origin: padding-box; background-position: 0% 0%; background-repeat: repeat; background-size: auto auto;">In
ogni caso noi ci aspettiamo che le prossime tappe della ricerca
scientifica in questo campo siano estremamente interessanti.</span></span></span></span></div>
<div align="justify" lang="fr-FR" style="font-style: normal; line-height: 100%; margin-bottom: 0cm;">
<br /></div>
<div align="justify" lang="fr-FR" style="font-style: normal; line-height: 100%; margin-bottom: 0cm;">
<br /></div>
<div align="justify" lang="fr-FR" style="font-style: normal; line-height: 100%; margin-bottom: 0cm;">
<span style="font-family: "arial" , sans-serif;"><span style="font-size: x-small;"><b><span style="background: #ffffff;">R</span><span style="background: #ffffff;">ingraziamenti</span></b></span></span></div>
<div align="justify" lang="fr-FR" style="font-style: normal; line-height: 100%; margin-bottom: 0cm;">
<span style="font-family: "arial" , sans-serif;"><span style="font-size: x-small;"><span lang="it-IT"><span style="background: #ffffff;">Si
</span></span><span lang="it-IT"><span style="background: #ffffff;">ringrazia</span></span><span lang="it-IT"><span style="background: #ffffff;">
il </span></span><span lang="it-IT"><span style="background: #ffffff;">Project
Hessdalen </span></span><span lang="it-IT"><span style="background: #ffffff;">
</span></span><span lang="it-IT"><span style="background: #ffffff;">(<a class="western" href="http://www.hessdalen.org/">http://www.hessdalen.org/</a>)</span></span><span lang="it-IT"><span style="background: #ffffff;">,
</span></span><span lang="it-IT"><span style="background: #ffffff;">e</span></span><span lang="it-IT"><span style="background: #ffffff;">d
in particolar modo</span></span><span lang="it-IT"><span style="background: #ffffff;">
Erling Strand e Bjorn </span></span><span lang="it-IT"><span style="background: #ffffff;">G</span></span><span lang="it-IT"><span style="background: #ffffff;">.
Hauge.</span></span></span></span>
</div>
<div align="justify" lang="fr-FR" style="font-style: normal; font-weight: normal; line-height: 100%; margin-bottom: 0cm;">
<span style="font-family: "arial" , sans-serif;"><span style="font-size: x-small;"><span lang="it-IT"><span style="background: #ffffff;">U</span></span><span lang="it-IT"><span style="background: #ffffff;">n
</span></span><span lang="it-IT"><span style="background: #ffffff;">ringraziamento</span></span><span lang="it-IT"><span style="background: #ffffff;">
particolare a </span></span><span lang="it-IT"><span style="background: #ffffff;">Renato
Romero [</span></span><a class="western" href="http://www.vlf.it/"><span lang="it-IT"><span style="background: #ffffff;">http://</span></span></a><span lang="it-IT"><span style="background: #ffffff;"><a class="western" href="http://www.vlf.it/">www.vlf.it</a>]
</span></span><span lang="it-IT"><span style="background: #ffffff;">que
a partire dal 2005 collabora per la parte radio con il nostro
comitato: </span></span><span lang="it-IT"><span style="background: #ffffff;">[</span></span><a class="western" href="http://www.itacomm.net/PH/27_Romero&Monari_it.pdf"><span lang="it-IT"><span style="background: #ffffff;">http://www.itacomm.net/PH/27_Romero&Monari_it.pdf</span></span></a><span lang="it-IT"><span style="background: #ffffff;">].
</span></span></span></span>
</div>
<div align="justify" style="font-style: normal; font-weight: normal; line-height: 100%; margin-bottom: 0cm;">
<span style="font-family: "arial" , sans-serif;"><span style="font-size: x-small;"><span style="background: #ffffff;">E
</span><span style="background: #ffffff;">ancora allo scienziato
Enrico Arnone che fin dai primi passi del Progetto SOSO, ci ha
sostenuto anche se portavamo il marchio di ufologi.</span></span></span></div>
<div align="justify" style="font-style: normal; font-weight: normal; line-height: 100%; margin-bottom: 0cm;">
<span style="font-family: "arial" , sans-serif;"><span style="font-size: x-small;"><span style="background: #ffffff;">Infine
il sociologo Pierre Lagrange per tutta la sua attenzione al nostro
lavoro.</span></span></span></div>
<div align="justify" style="font-style: normal;">
<br />
<b>Note</b></div>
<div id="sdfootnote1">
<div class="sdfootnote" style="text-align: justify;">
<a class="sdfootnotesym" href="https://www.blogger.com/blogger.g?blogID=7763019336864321222#sdfootnote1anc" name="sdfootnote1sym">1</a><span style="font-family: "arial" , sans-serif; font-size: small;"> Ailleris
Philippe, </span><span style="font-family: "arial" , sans-serif; font-size: small;"><i>“The</i></span><span style="font-size: small;"><sup><span style="font-family: "arial" , sans-serif;"><i>
</i></span></sup><span style="font-family: "arial" , sans-serif;"><i>lure
of local SETI: Fifty years of field experiments”</i></span><span style="font-family: "arial" , sans-serif;">,
</span><span style="font-family: "arial" , sans-serif;">riv.
Acta Astronautica, 2010.</span></span></div>
</div>
<div id="sdfootnote2" style="text-align: justify;">
<div class="sdfootnote" style="margin-left: 0cm; text-indent: 0cm;">
<span style="font-family: "arial" , sans-serif;"><a class="sdfootnotesym" href="https://www.blogger.com/blogger.g?blogID=7763019336864321222#sdfootnote2anc" name="sdfootnote2sym">2</a>
Rutledge D. Harley, <i>“The first Scientific Study of UFO
Phenomena”</i>, Prentice-Hall, 1981.</span></div>
</div>
<div id="sdfootnote3" style="text-align: justify;">
<div class="sdfootnote" style="margin-left: 0cm; text-indent: 0cm;">
<span style="font-family: "arial" , sans-serif;"><a class="sdfootnotesym" href="https://www.blogger.com/blogger.g?blogID=7763019336864321222#sdfootnote3anc" name="sdfootnote3sym">3</a>
Grassino Gian Paolo e Al., <i>“</i><span style="font-style: normal;">UFO
e ufologia. La guida del Centro Italiano Studi Ufologici”</span>,
Edizioni UPIAR, 2007.</span></div>
</div>
<div id="sdfootnote4" style="text-align: justify;">
<div class="sdfootnote" style="margin-left: 0cm; text-indent: 0cm;">
<span style="font-family: "arial" , sans-serif;"><a class="sdfootnotesym" href="https://www.blogger.com/blogger.g?blogID=7763019336864321222#sdfootnote4anc" name="sdfootnote4sym">4</a><span lang="fr-FR">
Lagrange Pierre,</span><span lang="fr-FR"><i> “Reprendre </i></span><span lang="fr-FR"><i>à</i></span><span lang="fr-FR"><i>
</i></span><span lang="fr-FR"><i>Zéro</i></span><span lang="fr-FR"><i>”</i></span><span lang="fr-FR">,
riv. Inforspace, n.100, 2000.</span></span></div>
</div>
<div id="sdfootnote5" style="text-align: justify;">
<div class="sdfootnote" style="margin-left: 0cm; text-indent: 0cm;">
<a class="sdfootnotesym" href="https://www.blogger.com/blogger.g?blogID=7763019336864321222#sdfootnote5anc" name="sdfootnote5sym">5</a><sub><span style="font-family: "arial" , sans-serif;"><span style="font-size: medium;">
<span style="font-size: small;">Sit</span></span></span></sub><span style="font-size: small;"><sub><span style="font-family: "arial" , sans-serif;">o</span></sub><sub><span style="font-family: "arial" , sans-serif;">
inte</span></sub><sub><span style="font-family: "arial" , sans-serif;">rn</span></sub><sub><span style="font-family: "arial" , sans-serif;">et
</span></sub></span><sub><span style="font-family: "arial" , sans-serif;"><span style="font-size: medium;"><span style="font-size: small;">CIPH:</span>
</span></span></sub><a class="western" href="http://www.itacomm.net/PH/CIPH/HOME_PAGE.html">http://www.itacomm.net/PH/CIPH/HOME_PAGE.html</a><sub><span style="font-family: "arial" , sans-serif;"><span style="font-size: medium;"><span style="text-decoration: none;">
</span></span></span></sub>
</div>
</div>
<div id="sdfootnote6" style="text-align: justify;">
<div class="sdfootnote" lang="fr-FR">
<span style="font-family: "arial" , sans-serif;"><a class="sdfootnotesym" href="https://www.blogger.com/blogger.g?blogID=7763019336864321222#sdfootnote6anc" name="sdfootnote6sym">6</a> Vedi
inchiesta dell'associazione UFO-Norge del 18 maggio 1982 (fonte
Erling Strand).</span></div>
</div>
<div id="sdfootnote7" style="text-align: justify;">
<div class="sdfootnote">
<a class="sdfootnotesym" href="https://www.blogger.com/blogger.g?blogID=7763019336864321222#sdfootnote7anc" name="sdfootnote7sym">7</a> Il
sito internet del Progetto SOSO: <sub><span style="font-family: "arial" , sans-serif;"><span style="font-size: medium;">
</span></span></sub><a class="western" href="http://www.ciph-soso.net/SOSO/HomePage.html"><span style="font-family: "arial" , sans-serif;">http://www.ciph-soso.net/SOSO/HomePage.html</span></a><sub><span style="font-family: "arial" , sans-serif;"><span style="font-size: medium;">
</span></span></sub><sub><span style="font-family: "arial" , sans-serif;"><span style="font-size: medium;">
</span></span></sub>
</div>
</div>
<div id="sdfootnote8" style="text-align: justify;">
<div class="sdfootnote">
<span style="font-family: "arial" , sans-serif;"><a class="sdfootnotesym" href="https://www.blogger.com/blogger.g?blogID=7763019336864321222#sdfootnote8anc" name="sdfootnote8sym">8</a> Westrum
Ron, <i>“Hidden </i><i>E</i><i>vents and Closed Minds: The Case of
Battered Children”</i>, EDGESCIENCE n. 8, 2011</span></div>
</div>
<div id="sdfootnote9" style="text-align: justify;">
<div class="sdfootnote" style="margin-left: 0cm; text-indent: 0cm;">
<a class="sdfootnotesym" href="https://www.blogger.com/blogger.g?blogID=7763019336864321222#sdfootnote9anc" name="sdfootnote9sym">9</a><sup><span style="font-family: "arial" , sans-serif;"><span lang="fr-FR"><span style="font-style: normal;"><span style="font-weight: normal;">
<span style="font-size: small;">Volta Alessandro,</span></span></span></span></span></sup><span style="font-size: small;"><sup><span style="font-family: "arial" , sans-serif;"><span lang="fr-FR"><i><span style="font-weight: normal;">
</span></i></span></span></sup><sup><span style="font-family: "arial" , sans-serif;"><span lang="fr-FR"><span style="font-style: normal;"><span style="font-weight: normal;">"Lettere
del signor don Alessandro Volta sull'aria infiammabile nativa delle
paludi", 1777. </span></span></span></span></sup></span>
</div>
</div>
<div id="sdfootnote10" style="text-align: justify;">
<div class="sdfootnote" style="margin-left: 0cm; text-indent: 0cm;">
<span style="font-family: "arial" , sans-serif;"><a class="sdfootnotesym" href="https://www.blogger.com/blogger.g?blogID=7763019336864321222#sdfootnote10anc" name="sdfootnote10sym">10</a><span lang="en-GB">
Priestley Joseph, </span><span lang="en-GB"><i>“Experiments and
</i></span><span lang="en-GB"><i>O</i></span><span lang="en-GB"><i>bservations
on </i></span><span lang="en-GB"><i>Di</i></span><span lang="en-GB"><i>fferent
</i></span><span lang="en-GB"><i>Ki</i></span><span lang="en-GB"><i>nds
of Air”</i></span><span lang="en-GB">, 1775.</span></span></div>
</div>
<div id="sdfootnote11" style="text-align: justify;">
<div class="sdfootnote">
<a class="sdfootnotesym" href="https://www.blogger.com/blogger.g?blogID=7763019336864321222#sdfootnote11anc" name="sdfootnote11sym">11</a> Corliss
R.William,<span style="font-style: normal;"> </span><i>“Lightning,
Auroras, Nocturnal Lights, and Related Luminous Phenomena”</i>,
1982.</div>
</div>
<div id="sdfootnote12" style="text-align: justify;">
<div class="sdfootnote">
<span style="font-family: "arial" , sans-serif;"><a class="sdfootnotesym" href="https://www.blogger.com/blogger.g?blogID=7763019336864321222#sdfootnote12anc" name="sdfootnote12sym">12</a> Esiste
di recente il caso di <i>“serendipity” </i><span style="font-style: normal;">de</span><span style="font-style: normal;">l
« fulmine globulare » </span><span style="font-style: normal;">
</span><span style="font-style: normal;">catturato accidentalmente
durante un temporale , quest'anno in Cina</span><span style="font-style: normal;"> :
Y. Chen, P Yuan, S. Xue,</span><i> « </i><i>Observation of the
Optical and Spectral Characteristics of Ball Lightning »</i><span style="font-style: normal;">,
</span><span style="font-style: normal;"> Phys</span><span style="font-style: normal;">ical</span><span style="font-style: normal;">
Rev</span><span style="font-style: normal;">iew </span><span style="font-style: normal;">L</span><span style="font-style: normal;">etter</span><span style="font-style: normal;">,
2014. </span></span>
</div>
<div class="sdfootnote" lang="fr-FR">
<span style="font-family: "arial" , sans-serif;"><span style="font-style: normal;">Fonte</span><span style="font-style: normal;"> :
<a class="western" href="http://physics.aps.org/articles/v7/5">http://physics.aps.org/</a></span><span style="font-style: normal;"><a class="western" href="http://physics.aps.org/articles/v7/5">articles/v7/5</a>.</span><span lang="it-IT"><span style="font-style: normal;">
</span></span><span lang="it-IT"><span style="font-style: normal;">[</span></span><span lang="it-IT"><span style="font-style: normal;">L'</span></span><span lang="it-IT"><span style="font-style: normal;">affermazione
della mancanza di immagine scientifica è vera fino alla data del
</span></span><span lang="it-IT"><i>workshop</i></span><span lang="it-IT"><span style="font-style: normal;">
Caipan 14, poiché in quell'occasione a porte chiuse l'astronomo
Piccoli, de </span></span><span lang="it-IT"><i>« Le
Laboratoire de la Foudre »</i></span><span lang="it-IT"><span style="font-style: normal;">
ha anticipato la </span></span><span lang="it-IT"><span style="font-style: normal;">registrazione</span></span><span lang="it-IT"><span style="font-style: normal;">
de</span></span><span lang="it-IT"><span style="font-style: normal;">l</span></span><span lang="it-IT"><span style="font-style: normal;">
fulmine globulare da parte della loro equipe, NdA].</span></span><span lang="it-IT"><span style="font-style: normal;">
</span></span></span>
</div>
</div>
<div id="sdfootnote13" style="text-align: justify;">
<div class="sdfootnote" lang="fr-FR">
<span style="font-family: "arial" , sans-serif;"><a class="sdfootnotesym" href="https://www.blogger.com/blogger.g?blogID=7763019336864321222#sdfootnote13anc" name="sdfootnote13sym">13</a> Questo
primo sprite è visibile sul nostro sito web alla URL: </span>
</div>
<div class="sdfootnote" lang="fr-FR">
<span style="font-family: "arial" , sans-serif;"><a class="western" href="http://www.ciph-soso.net/SOSO/TLE_Transient_Luminous_Events_del_2007.html">http://www.ciph-soso.net/SOSO/TLE_Transient_Luminous_Events_del_2007.html</a></span></div>
<div class="sdfootnote">
<span style="font-family: "arial" , sans-serif;">Dopo
questo evento siamo in contatto con la rete di scienziati europei
che studiano i TLEs:</span></div>
<div class="sdfootnote" lang="fr-FR">
<span style="font-family: "arial" , sans-serif;"><a class="western" href="http://eurosprite.blogspot.it/2007/09/sprites-observed-from-italy.html">http://eurosprite.blogspot.it/2007/09/sprites-observed-from-italy.html</a></span></div>
</div>
<div id="sdfootnote14" style="text-align: justify;">
<div class="sdfootnote" lang="fr-FR">
<span style="font-family: "arial" , sans-serif;"><i><a class="sdfootnotesym" href="https://www.blogger.com/blogger.g?blogID=7763019336864321222#sdfootnote14anc" name="sdfootnote14sym">14</a></i><span style="font-style: normal;">Si
possono trovare questi casi insoliti sul</span><span style="font-style: normal;">la</span><i>
mailing-list </i><span style="font-style: normal;">del IMTN</span><i>:
<a class="western" href="http://meteore.forumattivo.com/f50-eventi.insoliti-riprese-video">http://meteore.forumattivo.com/f50-eventi.insoliti-riprese-video</a>
</i></span>
</div>
</div>
<div id="sdfootnote15">
<div class="sdfootnote" lang="fr-FR" style="text-align: justify;">
<span style="font-family: "arial" , sans-serif;"><a class="sdfootnotesym" href="https://www.blogger.com/blogger.g?blogID=7763019336864321222#sdfootnote15anc" name="sdfootnote15sym">15</a>Vedi
il loro articolo alla URL:
<a class="western" href="http://www.itacomm.net/PH/2013_Monari_et-al.pdf">http://www.itacomm.net/PH/2013_Monari_et-al.pdf</a></span></div>
<div class="sdfootnote" lang="fr-FR" style="text-align: justify;">
<br /></div>
<div class="sdfootnote" lang="fr-FR" style="text-align: justify;">
<span style="font-family: "arial" , sans-serif;">
</span>
</div>
</div>
nicontihttp://www.blogger.com/profile/09482080601829482481noreply@blogger.com0tag:blogger.com,1999:blog-7763019336864321222.post-61201532566589328232014-07-24T11:49:00.000+02:002014-07-24T11:49:31.919+02:00
<div align="justify" lang="it-IT" style="margin-bottom: 0cm;">
<span style="font-size: medium;"><b>Parigi,
8 e 9 luglio 14. COSA HO IMPARATO AL CAIPAN 14</b></span></div>
<div align="justify" lang="it-IT" style="font-style: normal; margin-bottom: 0cm;">
<br />
</div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiv1cp4ZTAQnXPVH0rKPe81fzW7iA_aGzhQOSWGw8AYcKi38gua1-0tqzo8S_j9Lhq_-oyIx2FNxu0_dw0DOomLlS7GmXniiZDFjiUqfNBkW7qbgpTPVN5eszRyb8ySxFfU4tRRC4ZI7Wbe/s1600/download.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiv1cp4ZTAQnXPVH0rKPe81fzW7iA_aGzhQOSWGw8AYcKi38gua1-0tqzo8S_j9Lhq_-oyIx2FNxu0_dw0DOomLlS7GmXniiZDFjiUqfNBkW7qbgpTPVN5eszRyb8ySxFfU4tRRC4ZI7Wbe/s1600/download.jpg" height="128" width="640" /></a></div>
<div align="justify" lang="it-IT" style="margin-bottom: 0cm;">
<span style="font-size: medium;"><b><span style="font-style: normal;">Due
giorni intensi </span><span style="font-style: normal;">e
interessanti, per fare </span><span style="font-style: normal;">lo
stato dell'arte</span></b></span></div>
<div align="justify" lang="it-IT" style="margin-bottom: 0cm;">
<span style="font-size: medium;">l'8
e il 9 luglio 2014, presso il CNES di Parigi, si è tenuto il primo
<i>workshop</i> organizzato dal Geipan francese, l'unico ente
governativo mondiale ad occuparsi di testimonianze Ufo: il <a href="http://www.cnes-geipan.fr/index.php?id=181&no_cache=1&tx_ttnews[tt_news]=172&tx_ttnews[backPid]=211" target="_blank">Caipan-14</a> .</span></div>
<div align="justify" lang="it-IT" style="margin-bottom: 0cm;">
<span style="font-size: medium;">Si
è trattato di un convegno a porte chiuse, con più di cento
partecipanti da tutto il mondo e una trentina di relatori.</span></div>
<div align="justify" lang="it-IT" style="margin-bottom: 0cm;">
<span style="font-size: medium;">La
prima giornata era dedicata alle "metodologie di inchiesta sul
terreno" e alla "elaborazione di standard descrittivi dei
casi di osservazione".</span></div>
<div align="justify" lang="it-IT" style="margin-bottom: 0cm;">
<span style="font-size: medium;">La
seconda era divisa tra "osservazione sistematica del cielo"
e "aspetti psicologici delle testimonianze".</span></div>
<div align="justify" lang="it-IT" style="margin-bottom: 0cm;">
<span style="font-size: medium;">A
queste due intense giornate che il famoso ufologo Jacques Vallée ha
definito "un sogno che si realizza", ho avuto l'onore di
partecipare a nome del comitato CIPH con una presentazione intitolata
"Le implicazioni della ricerca strumentale del non-identificato"
dove ho parlato della nostra esperienza dal 2000 fino al Progetto
SOSO, e della filosofia seguita nella ricerca sui Fenomeni Luminosi
in Atmosfera.</span></div>
<div align="justify" lang="it-IT" style="margin-bottom: 0cm;">
<br /></div>
<div align="justify" lang="it-IT" style="margin-bottom: 0cm;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi9MB96469Ph8ko6GKn6LnqhEvyH1qp2_633LmO_QNsK2EfmHUhmT3wkrC_6EX9_xsV3HVNtH2WGPfGymJkGRAqbiBuoCNU1Q1_qXWPyJcXJRUfG4sHRPN4I6mT_g0eWEqhLh4tGzIiC4Cn/s1600/CaipanPhoto.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi9MB96469Ph8ko6GKn6LnqhEvyH1qp2_633LmO_QNsK2EfmHUhmT3wkrC_6EX9_xsV3HVNtH2WGPfGymJkGRAqbiBuoCNU1Q1_qXWPyJcXJRUfG4sHRPN4I6mT_g0eWEqhLh4tGzIiC4Cn/s1600/CaipanPhoto.jpg" height="245" width="400" /></a><span style="font-size: medium;">Ma
non è su questo nostro intervento che voglio soffermarmi (magari
prima o poi lo tradurrò in italiano e sarà l'occasione).</span></div>
<div align="justify" lang="it-IT" style="margin-bottom: 0cm;">
<br />
</div>
<div align="justify" lang="it-IT" style="margin-bottom: 0cm;">
<span style="font-size: medium;"><b>Lo
strumentale come modalità ragionevole di vivere i dubbi in campo
ufologico</b></span></div>
<div align="justify" lang="it-IT" style="margin-bottom: 0cm;">
<span style="font-size: medium;">Vorrei
piuttosto raccontare in breve l'impressione forte durante questa
due-giorni di aver imparato cose interessanti, e la sensazione che
potrebbero avere ricadute positive nel nostro lavoro nell'ambito dei
fenomeni Luminosi in Atmosfera.</span></div>
<div align="justify" lang="it-IT" style="margin-bottom: 0cm;">
<span style="font-size: medium;">Credo
che in questa fase dell'ufologia sia soprattutto importante affermare
che credenza e scetticismo possono convivere, invece che restare nel
dibattito sterile di questi anni. </span>
</div>
<div align="justify" lang="it-IT" style="margin-bottom: 0cm;">
<span style="font-size: medium;">E,
forse il Caipan14 indica anche una via anche in tal senso.</span></div>
<div align="justify" lang="it-IT" style="margin-bottom: 0cm;">
<span style="font-size: medium;">Quanto
alla strada che il nostro comitato ha scelto, lo strumentale, non
deve sembrare come un semplice percorso razionale dopodiché tutto
diventa più chiaro e scientifico; lo strumentale a nostro parere è
la sola via che ci permette di fare qualcosa nell'ambito della
ricerca Ufo, senza dover restare alla semplice accettazione (o
negazione) della testimonianza.</span></div>
<div align="justify" lang="it-IT" style="margin-bottom: 0cm;">
<span style="font-size: medium;">Intanto,
al di là delle scelte personali, degli orientamenti, delle idee da
mettere in pratica, che fare del testimone? Forse c'è un punto di
incontro tra l'interesse focalizzato sulla sola testimonianza e
quello investito sulla ricerca strumentale. </span>
</div>
<div align="justify" lang="it-IT" style="margin-bottom: 0cm;">
<span style="font-size: medium;">Sembra
di poter dire, dopo questo Caipan14 che anche la testimonianza è
sempre più costruita con strumenti, poiché l'ambito tecnologico è
sempre più intersecato a quello semplicemente umano e percettivo. </span>
</div>
<div align="justify" lang="it-IT" style="margin-bottom: 0cm;">
<span style="font-size: medium;">Spero
nelle prossime righe di riuscire a precisare questa impressione che
la testimonianza Ufo non è più solo e semplicemente un racconto
orale, di fronte al quale fermarsi inermi.</span></div>
<div align="justify" lang="it-IT" style="margin-bottom: 0cm;">
<br />
</div>
<div align="justify" lang="it-IT" style="margin-bottom: 0cm;">
<span style="font-size: medium;"><b>Che
testimone è il pilota</b></span></div>
<div align="justify" lang="it-IT" style="margin-bottom: 0cm;">
<span style="font-size: medium;">Ogni
volta che mi è capitato di ascoltare Richard F. Haines mi ha sempre
sorpreso la sua calma e precisione nell'esporre le sue complesse
indagini sui piloti (vedi: <a href="http://narcap.org/Technical_Reports.html">http://narcap.org/Technical_Reports.html</a>
).</span></div>
<div align="justify" lang="it-IT" style="margin-bottom: 0cm;">
<span style="font-size: medium;">Haines
ritiene che il pilota, data la sua esperienza specifica e la sua
capacità di riconoscere altri oggetti e velivoli in cielo (ivi
compresi in certi casi i droni militari), sia un testimone ottimale,
decisamente superiore in esperienza alla media dei testimoni
occasionali Ufo.</span></div>
<div align="justify" lang="it-IT" style="margin-bottom: 0cm;">
<span style="font-size: medium;">Alla
base del suo ragionamento c'è un certo ottimismo sulle capacità del
testimone-pilota di riconoscere qualsiasi cosa nel cielo, ma è
abbastanza assodato che le loro testimonianze, così difficili da
raccogliere per il timore degli stessi di essere ridicolizzati o
allontanati dal proprio lavoro, sembrano disporre di qualcosa in più
a livello di certi dettagli.</span></div>
<div align="justify" lang="it-IT" style="margin-bottom: 0cm;">
<span style="font-size: medium;">C'è
questa situazione di spazio limitato di visibilità del pilota al di
fuori della sua cabina che sembra quasi delimitare come in un quadro
ciò che sta osservando, in aggiunta alla sua capacità tecnica di
collocare l'oggetto nel cielo e descriverne forma e comportamento, e
fare di questo tipo di avvistamenti una posizione privilegiata.</span></div>
<div align="justify" lang="it-IT" style="margin-bottom: 0cm;">
<span style="font-size: medium;">Le
ricostruzioni in 3d se non addirittura quelle messe in atto con il
simulatore di volo, presenti nel lavoro pluriennale di Haines, danno
l'impressione di poter estrarre una mole superiore di dati rispetto
alle indagini ufologiche più ordinarie.</span></div>
<div align="justify" lang="it-IT" style="margin-bottom: 0cm;">
<br />
</div>
<div align="justify" lang="it-IT" style="margin-bottom: 0cm;">
<span style="font-size: medium;"><b>La
fragilità della testimonianza è un dato di fatto insormontabile?</b></span></div>
<div align="justify" lang="it-IT" style="font-weight: normal; margin-bottom: 0cm;">
<span style="font-size: medium;">Come accennavo l'impressione è
che la raccolta dalla testimonianza si stia trasformando e passando
da una analisi di tipo semplicemente psicologico e “sociologico”
a qualcosa di più complesso in cui è difficile separare il
testimone dalla tecnoscienza che sempre più lo circonda in forma di
“oggetti-sensori” che possono interagire con lui (penso ad
esempio all'iPhone e a certe applicazioni che possono stabilire la
rotta e il tipo di aereo semplicemente puntandolo).</span></div>
<div align="justify" lang="it-IT" style="font-weight: normal; margin-bottom: 0cm;">
<span style="font-size: medium;">Questa sensazione è stata
rafforzata dalle argomentazioni svolte da un inquirente del Geipan,
Gilles Munsch (ve ne sono una ventina di addestrati che collaborano
con l'ente francese).</span></div>
<div align="justify" lang="it-IT" style="font-weight: normal; margin-bottom: 0cm;">
<span style="font-size: medium;">Munsch parla di tre modelli di
indagine Ufo che vedono interagire in diverso modo
inquirenti-testimoni-esperti. Il modello tradizionale dove inquirente
ed esperto sono figure abbastanza separate tra loro, mentre nel
modello attuale, moderno, le due figure sono strettamente fuse e in
sinergia.</span></div>
<div align="justify" lang="it-IT" style="font-weight: normal; margin-bottom: 0cm;">
<span style="font-size: medium;">Munsch profila anche un
imminente modello “futurista” dove dei “sensori” sempre più
tecnologici e a basso costo interagiscono con il testimone.</span></div>
<div align="justify" lang="it-IT" style="font-weight: normal; margin-bottom: 0cm;">
<span style="font-size: medium;">Mi pare che nelel sue parole
sia presente la fine di una discrasia che voleva l'attenzione verso
il testimone come “vera ufologia” opposta alla “ufologia
strumentale” che sembrava invece trascurare il testimone.</span></div>
<div align="justify" lang="it-IT" style="font-weight: normal; margin-bottom: 0cm;">
<br />
</div>
<div align="justify" lang="it-IT" style="font-style: normal; margin-bottom: 0cm;">
<span style="font-size: medium;"><b>Le analisi fotografiche:
grandi passi in avanti</b></span></div>
<div align="justify" lang="it-IT" style="font-style: normal; font-weight: normal; margin-bottom: 0cm;">
<span style="font-size: medium;">Credo si debba porre un certo
rilievo ad interventi che hanno sottolineato come l'era digitale
permetta commenti tecnici e risultati anche su materiale fotografico
datato, sul quale non si era riusciti a stabilire una conclusione in
modo irrefutabile.</span></div>
<div align="justify" lang="it-IT" style="font-style: normal; font-weight: normal; margin-bottom: 0cm;">
<span style="font-size: medium;">E' l'esempio del gruppo
tecnico-informatico IPACO diretto da Francois Louange, da tempo
esperto del Geipan.</span></div>
<div align="justify" lang="it-IT" style="font-weight: normal; margin-bottom: 0cm;">
<span style="font-size: medium;"><span style="font-style: normal;">Riuscire
a trovare la traccia di un filo di sospensione in una vecchia foto
di “disco volante” senza neanche avere a disposizione la
pellicola </span><span style="font-style: normal;">originale</span><span style="font-style: normal;">,
sembra un'impresa “ a prima vista” impossibile, </span><span style="font-style: normal;">c</span><span style="font-style: normal;">osì
come stabilire </span><span style="font-style: normal;">se i punti
rossi di una foto possono con </span><span style="font-style: normal;">forte
</span><span style="font-style: normal;">probabilità essere
considerati lanterne cinesi, oppure se delle luci di una fotografia
del cielo sono riflessi di luci nel paesaggio </span><span style="font-style: normal;">all'interno
delle lenti</span><span style="font-style: normal;">... </span></span>
</div>
<div align="justify" lang="it-IT" style="font-weight: normal; margin-bottom: 0cm;">
<span style="font-size: medium;"><span style="font-style: normal;">La
sofisticazione di questo tipo di analisi digitali, ci fa considerare
che, se prima una foto occasionale di </span><span style="font-style: normal;">U</span><span style="font-style: normal;">fo
non ha mai potuto a</span><span style="font-style: normal;">ssurgere a</span><span style="font-style: normal;">
</span><i>status</i><span style="font-style: normal;"> di prova
scientifica, ora siamo in presenza di un dato, </span><span style="font-style: normal;">certo
</span><span style="font-style: normal;">isolato, </span><span style="font-style: normal;">ma
</span><span style="font-style: normal;">che ha la possibilità di
parlarci in modo scientifico.</span></span></div>
<div align="justify" lang="it-IT" style="margin-bottom: 0cm;">
<br />
</div>
<div align="justify" lang="it-IT" style="margin-bottom: 0cm;">
<span style="font-size: medium;"><b>Quello
che ho capito della catalogazione della casistica</b></span></div>
<div align="justify" lang="it-IT" style="font-weight: normal; margin-bottom: 0cm;">
<span style="font-size: medium;">Un problema permanente
dell'ufologia sembra essere la raccolta e la catalogazione delle
testimonianze. Come raccogliere? </span>
</div>
<div align="justify" lang="it-IT" style="font-weight: normal; margin-bottom: 0cm;">
<span style="font-size: medium;">Qui mi pare che il Geipan
agisca nel senso responsabile di rendere disponibile nel modo più
semplice possibile tutta la casistica (francese).</span></div>
<div align="justify" lang="it-IT" style="font-weight: normal; margin-bottom: 0cm;">
<span style="font-size: medium;">Più in generale siamo
comunque lontani da un modo di condivisione standard dei dati da
parte di tutta la collettività ufologica.</span></div>
<div align="justify" lang="it-IT" style="font-weight: normal; margin-bottom: 0cm;">
<span style="font-size: medium;">La domanda successiva comunque
è : fare cosa di questi dati?</span></div>
<div align="justify" lang="it-IT" style="font-weight: normal; margin-bottom: 0cm;">
<span style="font-size: medium;">Jean-Pierre Rospars ha
presentato una serie di dati statistici (su una casistica un po'
datata) che sembrano confermare alcune “leggi” dei grandi numeri
del passato degli studi sugli Ufo: maggiore casistica nei luoghi
scarsamente popolati e nelle ore notturne, etc. in apparente
contro-logica con quelle che sarebbero le aspettative. Anche se non
credo che questo tipo di statistiche ci possano portare molto
lontano, è preferibile che con questa mole di dati testimoniali si
provi a fare qualcosa, piuttosto che lasciarli dormire in un
cassetto/schedario.</span></div>
<div align="justify" lang="it-IT" style="font-weight: normal; margin-bottom: 0cm;">
<span style="font-size: medium;">Mi sembra poi che vi siano due
tendenze diverse sulla casistica: la tendenza degli ufologi e quella
di scienziati e tecnologi.</span></div>
<div align="justify" lang="it-IT" style="font-weight: normal; margin-bottom: 0cm;">
<span style="font-size: medium;">Gli ufologi mettono in campo
analisi costi-benefici per dimostrare come sia utile trattenere tutto
all'interno della loro catalogazione onnicomprensiva (Edoardo Russo,
Cisu), mentre i tecno-scienziati hanno tendenza a separare
rumore-segnale (Strand, Project Hessdalen, Massimo Teodorani,
astrofisico, etc.). </span>
</div>
<div align="justify" lang="it-IT" style="font-weight: normal; margin-bottom: 0cm;">
<span style="font-size: medium;">Mi domando se non sia
possibile trovare soluzioni tecnico-informatiche per tenere insieme
queste due esigenze apparentemente contrapposte, come sembra di
capire dalla relazione di Jean-Marc Wattecamps (Cobeps) e da un
intervento di Jerome Beau, durante il dibattito.</span></div>
<div align="justify" lang="it-IT" style="font-weight: normal; margin-bottom: 0cm;">
<span style="font-size: medium;"><i>A latere</i> di questo
discorso mi sembrerebbe importante non trascurare l'indagine sul
testimone anche in quei luoghi dove vengono collocati degli
strumenti.</span></div>
<div align="justify" lang="it-IT" style="margin-bottom: 0cm;">
<br />
</div>
<div align="justify" lang="it-IT" style="margin-bottom: 0cm;">
<span style="font-size: medium;"><b>Un
ampio spazio del workshop dedicato all'osservazione strumentale</b></span></div>
<div align="justify" lang="it-IT" style="font-weight: normal; margin-bottom: 0cm;">
<span style="font-size: medium;">Sinceramente non mi aspettavo
che un così ampio spazio venisse dedicato alla pressoché ignorata
branca minoritaria dell'ufologia: gli strumentalisti (come sono stati
definiti talvolta). </span>
</div>
<div align="justify" lang="it-IT" style="font-weight: normal; margin-bottom: 0cm;">
<span style="font-size: medium;">Questo mostra una sensibilità
controtendenza del Geipan, anche rispetto alla sua attività storica
che lo ha sempre visto impegnato sulla sola testimonianza.</span></div>
<div align="justify" lang="it-IT" style="font-weight: normal; margin-bottom: 0cm;">
<span style="font-size: medium;">Benché la missione del Geipan
di Passot non sia e non possa essere quella di mettere in campo
strumentazione e ricerca sul terreno, è evidente che questo ente
stia facendo di tutto per facilitare il colloquio tra scienziati e
studiosi interessati all'argomento.</span></div>
<div align="justify" lang="it-IT" style="font-weight: normal; margin-bottom: 0cm;">
<span style="font-size: medium;">Interessante in tal senso il
progetto FRIPON per l'installazione futura di cento telecamere sul
territorio francese.</span></div>
<div align="justify" lang="it-IT" style="font-weight: normal; margin-bottom: 0cm;">
<span style="font-size: medium;">Quanto alla relazione sul
Fulmine Globulare fatta da Raymond Piccoli e da un suo collaboratore
Philippe Ollier, entrambi del <a href="http://www.labofoudre.fr/" target="_blank">“<i>Le laboratoire de la Foudre”</i></a><span style="font-style: normal;">,
</span><span style="font-style: normal;">ne sono rimasto decisamente
impressionato.</span></span></div>
<div align="justify" lang="it-IT" style="font-weight: normal; margin-bottom: 0cm;">
<span style="font-size: medium;"><span style="font-style: normal;">Sembra
di poter dire che finalmente, dopo centinaia di anni, il fulmine
globulare è un “identificato” con prove fotografiche
scientifiche, </span><span style="font-style: normal;">vale a dire con
un lavoro di ricerca continuativo.</span></span></div>
<div align="justify" lang="it-IT" style="font-weight: normal; margin-bottom: 0cm;">
<span style="font-size: medium;"><span style="font-style: normal;">O</span><span style="font-style: normal;">ra
è evidente che non sappiamo ancora </span><span style="font-style: normal;">molto</span><span style="font-style: normal;">
del fulmine globulare (o dei tre tipi di fulmini globulari secondo la
classificazione delle testimonianze messa in atto da </span><span style="font-style: normal;">“</span><i>Le
laboratoire de la Foudre”</i><i>)</i><span style="font-style: normal;">
</span><span style="font-style: normal;">e </span><span style="font-style: normal;">quindi</span><span style="font-style: normal;">
un fenomeno</span><i> identificato</i><span style="font-style: normal;">
ma</span><span style="font-style: normal;"> </span><i> </i><i>in</i><i>compreso</i><span style="font-style: normal;">.</span></span></div>
<div align="justify" lang="it-IT" style="font-weight: normal; margin-bottom: 0cm;">
<span style="font-size: medium;"><span style="font-style: normal;">Il
fatto è che, come ci ha illustrato Piccoli, questa “incomprensione”
riguarda anche aspetti per così dire “banali” del </span><span style="font-style: normal;">più
</span><span style="font-style: normal;">noto fulmine ordinario.</span></span></div>
<div align="justify" lang="it-IT" style="font-style: normal; font-weight: normal; margin-bottom: 0cm;">
<span style="font-size: medium;">E' evidente che tutte queste
riflessioni, hanno una incidenza anche su eventuali fenomeni
non-identificati che restano sotto l'etichetta generale di Ufo o, se
preferite, di PAN.</span></div>
<div align="justify" lang="it-IT" style="font-weight: normal; margin-bottom: 0cm;">
<span style="font-size: medium;"><span style="font-style: normal;">La
ricerca trentennale del Project Hessdalen ci dice che al di là della
scarsità di dati raccolti c'è ancora molto da fare per tentare di
grattare la superficie della non-identificabilità delle cosiddette
Luci di Hessdalen e di altre</span><i> Earthlights.</i></span></div>
<div align="justify" lang="it-IT" style="font-style: normal; font-weight: normal; margin-bottom: 0cm;">
<span style="font-size: medium;">Le relazioni di Strand e di
Teodorani, pongono più domande che risposte, più dubbi che
soluzioni, e non credo che sia una critica affermare che siamo ancora
in una fase pionieristica della ricerca strumentale nelle cosiddette
zone di ricorrenza.</span></div>
<div align="justify" lang="it-IT" style="font-style: normal; font-weight: normal; margin-bottom: 0cm;">
<span style="font-size: medium;">Quanto ai progetti di
monitoraggio del cielo in essere e in particolare all'esposizione di
Philippe Ailleris, mi riserverei di ritornare su questi punti
importanti con più attenzione in futuro.</span></div>
<div align="justify" lang="it-IT" style="margin-bottom: 0cm;">
<br />
</div>
<div align="justify" lang="it-IT" style="margin-bottom: 0cm;">
<span style="font-size: medium;"><b>Meno
psicologia e più fenomenologia</b></span></div>
<div align="justify" lang="it-IT" style="margin-bottom: 0cm;">
<span style="font-size: medium;"><span style="font-weight: normal;">La
parte conclusiva delle due giornate si è chiusa sugli aspetti
psicologici del testimone, e devo dire che pur riconoscendo
importanza a quest</span><span style="font-weight: normal;">o punto
</span><span style="font-weight: normal;">sono sempre meno
appassionato </span><span style="font-weight: normal;">agli </span><span style="font-weight: normal;">error</span><span style="font-weight: normal;">i</span><span style="font-weight: normal;">
percettiv</span><span style="font-weight: normal;">i</span><span style="font-weight: normal;">
e delle possibili allucinazioni... fantascientifizzate </span><span style="font-weight: normal;">del
testimone.</span></span></div>
<div align="justify" lang="it-IT" style="margin-bottom: 0cm;">
<span style="font-size: medium;"><span style="font-weight: normal;">L'esposizione
di Thomas Rabeyron, non mi sembra aver portato particolari novità
sull'argomento, mentre sono sempre più d'accordo con Pierre Lagrange
sul fatto che non si debba considerare il testimone Ufo come una
persona diversa dalle altre solo perché posto di fronte a qualcosa
che non comprende. </span></span>
</div>
<div align="justify" lang="it-IT" style="margin-bottom: 0cm;">
<span style="font-size: medium;"><span style="font-weight: normal;">Quindi
</span><span style="font-weight: normal;">l'obiettivo è </span><span style="font-weight: normal;">mettere
in atto meno psicologia e più strumenti nuovi con i quali far
interagire il testimone, </span><span style="font-weight: normal;">come
</span><span style="font-weight: normal;">ad esempio il sistema
informatico Ufo@home ideato da Jerome
Beau, che è un sistema che funziona come un identikit al fine di
meglio descrivere l'Ufo/Pan senza bisogno di ricorso alle parole, ma
scegliendo tra una serie di immagini in un contesto ricostruito della
zona dell'avvistamento.</span></span></div>
<div align="justify" lang="it-IT" style="margin-bottom: 0cm;">
<span style="font-size: medium;"><span style="font-weight: normal;">Durante
il dibattito Jacques Py, che aveva trattato nella prima giornata dei
metodi di inchiesta per la raccolta delle testimonianze, a mostrato
seri dubbi su un sistema che in quanto identikit non si è dimostrato
molto performante nei casi di polizia investigativa.</span></span></div>
<div align="justify" lang="it-IT" style="margin-bottom: 0cm;">
<span style="font-size: medium;"><span style="font-weight: normal;">Io
credo che finalizzare progetti </span><span style="font-weight: normal;">quali</span><span style="font-weight: normal;">
</span><span style="font-weight: normal;">l'Ufo@home</span><span style="font-weight: normal;">
di Beau, e </span><span style="font-weight: normal;">soprattutto
</span><span style="font-weight: normal;">testarli sul terreno,
potrebbe darci qualche informazione in un senso o nell'altro, e
comunque sarebbe </span><span style="font-weight: normal;">un passo
in avanti sullo studio della percezione </span><span style="font-weight: normal;">dei
testimoni Ufo.</span></span></div>
<div align="justify" lang="it-IT" style="margin-bottom: 0cm;">
<span style="font-size: medium;"><span style="font-weight: normal;">Quanto
alla relazione di Jean Michel Abrassart sull'influenza della
cultura nelle osservazioni di Ufo, devo dire che raramente ho
ascoltato cose più banali, che mi hanno fatto rimpiangere le
riflessioni </span><span style="font-weight: normal;">passate </span><span style="font-weight: normal;">di
Bertrand Meheust sull'argomento.</span></span></div>
<div align="justify" lang="it-IT" style="margin-bottom: 0cm;">
<span style="font-size: medium;"><span style="font-weight: normal;">Dubito
sempre quando in una relazione dove presenti una ipotesi non viene
espresso nessun dubbio o problema da risolver</span><span style="font-weight: normal;">e</span><span style="font-weight: normal;">,
anzi è </span><span style="font-weight: normal;">proprio </span><span style="font-weight: normal;">in
quel caso che ho la prova certa di essere di fronte ad un tipo di
credenza cieca </span><span style="font-weight: normal;">(che si vuole
razionale)</span><span style="font-weight: normal;">.</span></span></div>
<div align="justify" lang="it-IT" style="font-weight: normal; margin-bottom: 0cm;">
<span style="font-size: medium;">Come dicevo nelle prime righe
di questa breve sintesi , forse è l'ora di ritrovare un modo per
tenere insieme credenza e scetticismo in questa difficile ricerca.</span></div>
<div align="justify" lang="it-IT" style="font-weight: normal; margin-bottom: 0cm;">
<br />
</div>
<div align="justify" lang="it-IT" style="margin-bottom: 0cm;">
<span style="font-size: medium;"><b>La
conclusione del convegno</b></span></div>
<div align="justify" lang="it-IT" style="font-weight: normal; margin-bottom: 0cm;">
<span style="font-size: medium;">Infine dovremo riflettere con
più calma anche sui temi evocati dalla sintesi conclusiva svolta da
Jacques Vallée (il suo intervento è da rileggere e studiare con
grande attenzione), da B. Meheust (che in sintesi ci spinge a fare
delle scelte nuove, come avvenuto in altri campi di confine), dal
responsabile etico del CNES, Jacques Arnould (che ha parlato di
responsabilità pubblica , ma anche di noi privati sul tema Ufo) e
infine da Ron Westrum (che ha spiegato le caratteristiche sociali
degli “eventi nascosti”).</span></div>
<div align="justify" lang="it-IT" style="font-weight: normal; margin-bottom: 0cm;">
<span style="font-size: medium;">Presto saranno pubblici i
Proceedings di questo Caipan14, e mi auguro che possano essere utili
alle future ricerche sui fenomeni non-identificati.</span></div>
<div align="justify" lang="it-IT" style="font-weight: normal; margin-bottom: 0cm;">
<i><span style="font-size: medium;">A suivre.</span></i></div>
<div align="justify" lang="it-IT" style="font-weight: normal; margin-bottom: 0cm;">
<br />
</div>
<br />
<div align="justify" lang="it-IT" style="font-weight: normal; margin-bottom: 0cm;">
<br />
</div>
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</div>
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<br />
</div>
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<br />
</div>
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<br />
</div>
<div align="justify" lang="it-IT" style="margin-bottom: 0cm;">
<br />
</div>
<div align="justify" lang="it-IT" style="margin-bottom: 0cm;">
<br />
</div>
nicontihttp://www.blogger.com/profile/09482080601829482481noreply@blogger.com0tag:blogger.com,1999:blog-7763019336864321222.post-4167204018119560212014-05-06T09:34:00.002+02:002016-04-01T19:52:07.387+02:00Maggio 2014- IN PASSATO LA TERRA POTREBBE AVER ASSUNTO VITAMINA B3 DALLO SPAZIO<br />
<span style="font-family: "verdana" , sans-serif;"><span style="font-size: small;"><span style="line-height: 1.71429;">Il questi giorni è passata pressoché indiscussa al grande pubblico una notizia che mi sembra essere anche più importante della possibile esistenza in passato di acqua su Marte, piuttosto che il possibile ritrovamento su qualche satellite all'interno del nostro sistema solare.</span></span></span><br />
<span style="font-family: "verdana" , sans-serif;"><span style="font-size: small;"><span style="line-height: 1.71429;">Molto interesse ad es. era stato dato dal pubblico alla avvenuta scoperta dell'ennesimo pianeta "abitabile", di una lunga lista, stavolta il più simile alla Terra fino ad ora identificato, ma poco clamore ha fatto la notizia che la vitamina B3 è stata ritrovata all'interno di meteoriti.</span></span></span><br />
<span style="font-family: "verdana" , sans-serif;"><span style="font-size: small;"><span style="line-height: 1.71429;">Questo ritrovamento da parte di uno studio della NASA sembra essere molto più un fatto scientifico</span></span></span><span style="font-family: "verdana" , sans-serif;"><span style="font-size: small;"><span style="line-height: 1.71429;"><span style="font-family: "verdana" , sans-serif;"><span style="font-size: small;"><span style="line-height: 1.71429;"> (a proposito di possibile vita nell'universo) rispetto alle due ipotesi qui citate.</span></span></span></span></span></span><br />
<span style="font-family: "verdana" , sans-serif;"><span style="font-size: small;"><span style="line-height: 1.71429;"><span style="font-family: "verdana" , sans-serif;"><span style="font-size: small;"><span style="line-height: 1.71429;">Un passo indietro: nel 1911, il chimico polacco Casimir Funk definisce il termine di "vitamina", che in poco tempo diviene un termine popolare che va ben oltre il campo scientifico; la vitamina o "ammina vitale" è il composto organico che "porta la vita".</span></span></span></span></span></span><br />
<span style="font-family: "verdana" , sans-serif;"><span style="font-size: small;"><span style="line-height: 1.71429;"><span style="font-family: "verdana" , sans-serif;"><span style="font-size: small;"><span style="line-height: 1.71429;">Funk affermò il ruolo determinate della vitamina nello sviluppo degli organismi viventi.</span></span></span></span></span></span><br />
<span style="font-family: "verdana" , sans-serif;"><span style="font-size: small;"><span style="line-height: 1.71429;"><span style="font-family: "verdana" , sans-serif;"><span style="font-size: small;"><span style="line-height: 1.71429;">Lo studio della NASA fa supporre che la vita possa essere arrivata dallo spazio attraverso le vitamine contenute in meteoriti, in particolare la vitamina B3 è quella che i ricercatori hanno ricercato in questo caso.</span></span></span></span></span></span><br />
<span style="font-family: "verdana" , sans-serif;"><span style="font-size: small;"><span style="line-height: 1.71429;"><span style="font-family: "verdana" , sans-serif;"><span style="font-size: small;"><span style="line-height: 1.71429;">Karen Smith parla di questa ricerca in un articolo </span></span></span></span></span></span><span style="font-family: "verdana" , sans-serif;"><span style="font-size: small;">pubblicato in questi giorni sulla rivista <i>Geochimica et Cosmochimica Acta.</i></span></span><br />
<span style="font-family: "verdana" , sans-serif;"><span style="font-size: small;">Già nel 2001 un altro studio aveva individuato la vitamina B3 in meteoriti, ma in questa ultima ricerca sembra che siano stati fatti importanti passi in avanti per poter provare che la vita può essere giunta dallo spazio.<i><br /></i></span></span><br />
<span style="font-family: "verdana" , sans-serif;"><span style="font-size: small;"><span style="line-height: 1.71429;"><br /></span></span></span>
<span style="font-family: "verdana" , sans-serif;"><span style="font-size: small;"><span style="line-height: 1.71429;">[Fonte: <a href="http://www.media.inaf.it/2014/04/18/vitamine-spaziali/">http://www.media.inaf.it/2014/04/18/vitamine-spaziali/</a> </span></span></span><br />
<span style="font-family: "verdana" , sans-serif;"><span style="font-size: small;"><span style="line-height: 1.71429;">L'articolo di Karen Smith et Al. è disponibile alla URL: <a href="http://www.sciencedirect.com/science/article/pii/S0016703714002233">http://www.sciencedirect.com/science/article/pii/S0016703714002233</a> ]</span></span></span><br />
<br />nicontihttp://www.blogger.com/profile/09482080601829482481noreply@blogger.com0tag:blogger.com,1999:blog-7763019336864321222.post-36171760978903615012014-05-05T09:18:00.001+02:002014-05-13T21:33:05.057+02:001-3- maggio 2014- IL “LABORATORIO DEL VUOTO”: LO “STUPOR” OLTRE E AL DI LA’ DELLA “CAPACITA’ NEGATIVA” <div align="right" class="western" style="line-height: 100%; margin-bottom: 0cm;">
<b>[di Paolo Fiorino]</b></div>
<div class="western" style="line-height: 100%; margin-bottom: 0cm; text-align: center;">
<br /></div>
<div class="western" style="line-height: 100%; margin-bottom: 0cm; text-align: left;">
<b>
</b></div>
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<br /></div>
<center>
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<td style="border: 1px solid #000000; padding: 0cm 0.19cm;" valign="top" width="521"><div class="western" style="margin-bottom: 0cm; text-align: justify;">
<br /></div>
<div class="western" style="margin-bottom: 0cm; text-align: justify;">
<span style="font-family: Aparajita, sans-serif; font-size: small;">Un
carabiniere sta per tornare in caserma, attraversa con l’auto
l’ultimo semaforo verde, è contento della giornata. Ad un
certo punto sente un botto: bum! Inchioda, apre la portiera,
scende e vede che c’è un cinese a terra con la bocca aperta e
gli occhi chiusi. C’è un cinese in coma. Improvvisamente
incomincia ad urlare: “Aiuto! Aiuto! Chiamate l’ambulanza per
piacere… Avete visto tutti quanti che è passato con il rosso,
vero?”. </span>
</div>
<div class="western" style="margin-bottom: 0cm; text-align: justify;">
<span style="font-family: Aparajita, sans-serif; font-size: small;">Intanto
giunge l’ambulanza, carica il cinese, lo porta al Pronto
Soccorso e da lì va a finire in rianimazione. Per sette giorni il
</span><span style="font-family: Aparajita, sans-serif; font-size: small;"><i>povero carabiniere</i></span><span style="font-family: Aparajita, sans-serif; font-size: small;">
rimane fuori dalla rianimazione aspettando che il cinese riapra
gli occhi e racconti la </span><span style="font-family: Aparajita, sans-serif; font-size: small;"><i>verità</i></span><span style="font-family: Aparajita, sans-serif; font-size: small;">.
La sera del settimo giorno finalmente il cinese si sveglia e apre
gli occhi. Il carabiniere se ne frega della mascherina e tutto, si
accosta al cinese e gli dice: “Ciné, ciné, dì la verità.
Di a tutti quanti che sei passato con il rosso. Ti prego. Ti
scongiuro. Altrimenti sono rovinato!”.</span></div>
<div class="western" style="margin-bottom: 0cm; text-align: justify;">
<span style="font-family: Aparajita, sans-serif; font-size: small;">Il
cinese con un po’ di voce gli fa: “In cu uai i ciò”. Ma che
significa in cu uai i ciò? Qualcuno conosce il cinese? Nessuno
conosce il cinese.</span></div>
<div class="western" style="margin-bottom: 0cm; text-align: justify;">
<span style="font-size: small;">“<span style="font-family: Aparajita, sans-serif;">No,
ridillo bene. Dillo con calma perché non si è capito bene. Dillo
con calma”. Il cinese con voce più flebile fa: “In cu uai i
ciò”. “In cu uai i ciò? Non ti ho capito! Dillo un pochino
più lento, per favore. Dai, famme capì”. E il cinese con un
filino di voce fa: “In cu uai i ciò”. Pum! Flette la testa e
muore. </span></span>
</div>
<div class="western" style="margin-bottom: 0cm; text-align: justify;">
<span style="font-family: Aparajita, sans-serif; font-size: small;">Il
carabiniere si mette le mani nei capelli: “Oddio, son rovinato!
Oddio, son rovinato! Che vorrà dire in cu uai i ciò?”</span></div>
<div class="western" style="margin-bottom: 0cm; text-align: justify;">
<span style="font-family: Aparajita, sans-serif; font-size: small;">Esce
fuori dall’ospedale. Disperato si vorrebbe gettare nel fiume.
Poi a un certo punto, da lontano, vede un ristorante cinese. E
allora che fa? Imbuca dentro, si infila nelle cucine, prende il
cuoco e gli dice: “Senti un po’, che vuol dire in cu uai i
ciò?”. Allora il cuoco cinese fa: “Strana frase!”. “Strana
perché? Che vuol dire, che sono passato con il rosso?”. “Strana
frase perché significa: leva il tuo piede da tubo di mio
ossigeno”.</span></div>
<div class="western" style="text-align: justify;">
</div>
</td></tr>
</tbody></table>
</center>
<br />
<div class="western" style="line-height: 100%; margin-bottom: 0cm; text-align: justify;">
<div align="justify" class="western" style="line-height: 100%; margin-bottom: 0cm;">
<span style="font-size: small;">Questa barzelletta – che raccontata ha ovviamente tutt’altra resa
- funge da finale a un film del 2000, “C’era una volta un
cinese”, che vede come attori Carlo Verdone e Beppe Fiorello.</span></div>
<span style="font-size: small;">
</span>
<br />
<div align="justify" class="western" style="line-height: 100%; margin-bottom: 0cm;">
<span style="font-size: small;">
Protagonista il solito <i>povero carabiniere</i> e una parafrasi
sulla <i>verità</i>, sulle risposte <i>vere</i> che continuamente
ricerchiamo (la “pistola fumante”). Senza accorgerci che le
abbiamo, forse, a portata di mano. Come il tubo dell’ossigeno sotto
i piedi. Calpestato e reso non funzionale. Tutti presi come siamo ad
inseguire le nostre convinzioni, i nostri desideri, le nostre ansie e
paure. Quella “realtà” che vorremmo a nostra immagine e
somiglianza. Ciò che vorremmo che fosse ma tale non è. La risposta
ci sfugge o non ci soddisfa. Perché rivolgiamo lo sguardo <i>altrove</i>.
Verso <i>altro</i>. Proiettandone i nostri assoluti, i nostri
desideri e i nostri pregiudizi. Al punto da non<i> vedere</i> né
<i>capire</i>. Limitando la nostra capacità riflessiva e di
osservazione, biasimando nel contempo l’apparente incomunicabilità,
da cui deriva l’incomprensibilità, che ci attanaglia. Tutti
proiettati verso le nostre personali attese e convinzioni. Nebbia che
ci avvolge. Anche noi spesso siamo dei <i>poveri </i>ufologi.</span></div>
<span style="font-size: small;">
</span>
<br />
<div align="justify" class="western" style="line-height: 100%; margin-bottom: 0cm;">
<span style="font-size: small;">
Quando ho girato su Facebook le mie riflessioni relative
all’accettazione del “vuoto/insaturo” (la “capacità
negativa”) alcuni ex ufologi compagni di cordata che si sono
fermati al campo base, in riferimento a quanto scritto hanno
commentato che pur tollerando la mancanza di senso, sono giunti a
conclusioni opposte ed hanno rinunciato a proseguire nella ricerca e
nella raccolta dei dati, ritenendoli privi di qualsivoglia
oggettività. Di fatto una rassegnazione all’inefficacia e
all’insondabilità del fenomeno UFO. Mi sovviene alla mente quanto
mi disse Igino Gatti il quale, oltre che militare della nostra
Aeronautica e uomo dei Servizi, è stato un apprezzato “ufologo”
(il “collegio invisibile” italiano dai più non conosciuto).
Rivedendo il suo passato con nostalgia e nel contempo rivivendo con
amarezza l’impotenza del suo percorso, mi invitava caldamente a
“lasciare tutto” e a “non perdere inutilmente il mio prezioso
tempo”. Così non è stato e non è.</span></div>
<span style="font-size: small;">
</span>
<br />
<div align="justify" class="western" style="line-height: 100%; margin-bottom: 0cm;">
<span style="font-size: small;"><br /></span>
</div>
<span style="font-size: small;">
</span>
<br />
<div align="justify" class="western" style="line-height: 100%; margin-bottom: 0cm;">
<span style="font-size: small;">
Scrive Aldo Nove nel suo recente romanzo dedicato a San Francesco di
Assisi, “Tutta la luce del mondo” (Bompiani, 2014): “Nel
Medioevo tutto era stupendo. Nel senso che era <u>pieno di stupore</u>.
E c’erano i miracoli, e le cose non erano semplici cose, e l’acqua
non era acqua solamente, e il cielo era un po’ più del cielo”
(pag. 11).</span></div>
<span style="font-size: small;">
</span>
<br />
<div align="justify" class="western" style="line-height: 100%; margin-bottom: 0cm;">
<span style="font-size: small;">
Ed ancora: “Non era tutto quello che si vedeva reale, e tutto
quello che era invece invisibile a volte era più forte di qualunque
evidenza. Il Medioevo era spirituale. In ogni cosa c’era
qualcos’altro, e rimandava dritto all’universo” (pag. 13).</span></div>
<span style="font-size: small;">
</span>
<br />
<div align="justify" class="western" style="line-height: 100%; margin-bottom: 0cm;">
<span style="font-size: small;"><br /></span>
</div>
<span style="font-size: small;">
</span>
<br />
<div align="justify" class="western" style="line-height: 100%; margin-bottom: 0cm;">
<span style="font-size: small;">
Stupendo… senso… miracoli… cose che non erano semplici cose…
il di più… reale… non reale… visibile e invisibile… lo
spirituale… l’evidenza… il qualcos’altro… Ognuna di queste
parole rimanda ad un’infinità di possibilità. E, nel contempo,
può farci percepire il niente. Inteso come nulla. Un nulla
inconsistente. O, meglio, il “vuoto”. O il “tutto”. Dipende
dai punti di vista. Dal nostro punto di osservazione. Faro o torre
che sia. Con il rischio di diventare dei demolitori. Degli
sfasciacarrozze. Dei credenti all’inverso ma pur sempre tali. O
degli affabulatori. Degli ingenui o superbi ignoranti pronti a dare
tutto per<i> vero</i>. Autentico. Reale. Perché viene meno lo
stupore (lo “stupor”) inteso come senso di grande meraviglia che
colpisce e lascia attoniti. Da non confondere con lo stupore quale
condizione in cui l’individuo appare insensibile agli stimoli e
dimostra perdita dell’orientamento con attività molto limitata. Un
po’ come il perdersi nella nebbia in montagna: solo a chi gli è
capitato può comprendere lo stato in cui ci si viene a trovare. Dove
la calma, se è il caso l’attesa, deve prevalere sull’affanno.
Unitamente all’orientamento. Che non viene da sé ma si modella e
costruisce. In questo deve consistere il progredire e il perseverare
nella conoscenza in qualsiasi ambito di ricerca. Le domande sono tali
perché abbiano una risposta. O più risposte. Tutta l’esistenza, a
mio modesto avviso, non può quindi fare a meno della “capacità
negativa”.
</span></div>
<span style="font-size: small;">
</span>
<br />
<div align="justify" class="western" style="line-height: 100%; margin-bottom: 0cm;">
<span style="font-size: small;">
Mi ha fatto molto riflettere, a questo proposito, quanto Paolo
Berizzi ha scritto sul cosiddetto “giallo di Brembate” (ovvero
l’assassinio della tredicenne Yara Gamirasio) su <i>La Repubblica</i>
dell’11 aprile 2014. Il corpo fu ritrovato a Chignolo d’Adda (BG)
proprio nei pressi della località (Chignolo d’Isola) dove nel
1973 vi fu un (di fatto non) atterraggio UFO che tanto clamore fece
all’epoca (io ero proprio all’inizio del mio interesse per
l’argomento). Non ritenetemi blasfemo: non voglio affatto porre in
atto delle correlazioni fra i due eventi e me ne guarderei bene. Lo
spunto è un altro e mi viene dato da quanto dichiarato dall’”uomo”
(rimasto nell’anonimato) che “dà la caccia all’assassino di
Yara”. Anche lui, al momento, “ignoto”. Come l’assassino che
ormai, paradossalmente, si sa chi è ma non lo si conosce: il
probabile figlio illegittimo di tale Giuseppe Guerinoni, un autista
morto nel 1999 a 61 anni dopo avere “contribuito” con uno spruzzo
contenente qualche spermatozoo giunto all’obiettivo alla sua
nascita, come si è stabilito tramite analisi comparate del DNA
(nell’insieme i test effettuati sono stati ben 18 mila!).</span></div>
<span style="font-size: small;">
</span>
<br />
<div align="justify" class="western" style="line-height: 100%; margin-bottom: 0cm;">
<span style="font-size: small;"><i>Per ora il figlio è soltanto un topo di laboratorio. La scienza
ci ha portati a un punto fermo, e va bene. Ma adesso la palla torna
in mano all’uomo. E all’uomo è come se gli avessero detto:
“Guarda, cerca, trova, però devi arrangiarti senza le lenti…”.</i></span></div>
<span style="font-size: small;">
</span>
<br />
<div align="justify" class="western" style="line-height: 100%; margin-bottom: 0cm;">
<span style="font-size: small;">
E ora se qualcuno, anzi qualcuna, sa questa è solo la madre che oggi
dovrebbe avere teoricamente una settantina d’anni. Sempre che sia
ancora via.</span></div>
<span style="font-size: small;">
</span>
<br />
<div align="justify" class="western" style="line-height: 100%; margin-bottom: 0cm;">
<span style="font-size: small;"><i>Abbiamo setacciato interi paesi. Tra gli oltre 15 mila incroci
generici ne abbiamo monitorati centinaia appartenenti a donne
compatibili con la “cornice”. In tre anni e mezzo abbiamo
ricostruito vite, alberi genealogici, deviazioni cercando di non
lasciare niente al caso.</i></span></div>
<span style="font-size: small;">
</span>
<br />
<div align="justify" class="western" style="line-height: 100%; margin-bottom: 0cm;">
<span style="font-size: small;">
In altre parole i segugi sulle tracce di “Ignoto 1” (che a tutti
gli effetti si paventa come personaggio <i>reale</i>) hanno imparato
a lavorare al buio, infilato strade nel vuoto (“ogni indagine se ne
porta dietro”) e ceduto a “incastri” troppo facili. Poi un
bagliore sorge. Traccia di DNA maschile sugli slip di Yara: Gorno,
Guerinoni. La svolta è il profilo di un cliente della discoteca
“Sabbie-Mobili” di Chignolo d’Isola, 50 metri dal campo dove
viene trovato il cadavere della ragazzina. E’ la “pista di
Gorno”. La scienza dice che il nucleo famigliare di Guerinoni
(sposato e padre di due figli) non c’entra niente. Balla un figlio
illegittimo. Ora la conferma dalle provette: sì. Un figlio fuori dal
matrimonio. Fuori anche, forse, dalla consapevolezza del padre. Chi è
la mamma? Un amante? Una prostituta? E lui, il Killer, sapeva di
essere figlio di Guerinoni, o lo scopre solo adesso?
</span></div>
<span style="font-size: small;">
</span>
<br />
<div align="justify" class="western" style="line-height: 100%; margin-bottom: 0cm;">
<span style="font-size: small;">
Ragiona l’uomo che partecipa alle indagini coordinate dal pm
Letizia Ruggeri: <i>Se prima della “svolta” lavoravamo al buio
con lenti capaci di illuminare anche il più piccolo particolare,
adesso abbiamo davanti uno spiraglio di luce ma, sembra un paradosso,
è come se la cronologia ci privasse di quelle lenti. Faremo di tutto
per arrivare al Killer, ma sappiamo che l’evidenza scientifica,
visto lo scenario, rischia di non spostare un granché. Serve davvero
un colpo di fortuna.</i></span></div>
<span style="font-size: small;">
</span>
<br />
<div align="justify" class="western" style="line-height: 100%; margin-bottom: 0cm;">
<span style="font-size: small;">
Commenta il giornalista: “Così il mistero di Brembate torna nelle
mani dell’uomo” perché, paradossalmente, del killer si sa tutto
tranne il nome. “Prova giudiziaria” e “definitiva conferma
scientifica” inutilizzabili. Non a caso si parla di “illusione
della speranza”. E la decisione di riaprire le indagini (il cui
costo sfiora i tre milioni di euro) era stata vista come
“l’ammissione di un fallimento e un primo segno di resa” al
punto che “avevano consegnato la vicenda della ragazza di Brembate
a una dimensione quasi metafisica”. Un “lavoro perfetto”,
apparentemente “inutile”. Ovvero “un caso risolto” e
simultaneamente “irrisolto”. Sappiamo com’è l’assassino, ma
non sappiamo chi è (<i>Il Giornale</i>, 11 aprile 2014). I risultati
raggiunti diventano una sorta di “aggravante” che “fa sembrare
vicina la soluzione di un delitto angosciante per il<i> vuoto</i> che
lo circonda ma si rivela invece una illusione ottica”. E con essi
aumenta “la frustrazione di chi si sente così vicino e al tempo
stesso così lontano dalla verità”.</span></div>
<span style="font-size: small;">
</span>
<br />
<div align="justify" class="western" style="line-height: 100%; margin-bottom: 0cm;">
<span style="font-size: small;">
“Un lavoro senza precedenti e senza risultati concreti”, dice il
genetista Giorgio Portera, consulente della famiglia di Yara. Le
indagini, si sono dimostrate simili a uno sbrogliare un’enorme
matassa aggrovigliata tenendo in mano solo uno sfilacciato estremo
del filo e proseguono perché l’apparente fallimento “è uno
stimolo a riprovare, magari per fallire ancora, e poi riprovare
nuovamente. Perché è giusto così” (<i>Corriere della Sera</i>,
11 aprile 2014).</span></div>
<span style="font-size: small;">
</span>
<br />
<div align="justify" class="western" style="line-height: 100%; margin-bottom: 0cm;">
<span style="font-size: small;">
Tale è, a mio avviso, lo <i>scenario</i> della ricerca (e non
ricerca, che è tanta, anzi troppa) ufologica. E io ritengo che ogni
arresa e resa debba essere evitata. Proprio perché <i>è giusto
così</i>. Al di là dei mitomani, dei ciarlatani, dei
creduloni-credenti, dei cospirazionismi, dei documenti anonimi, delle
esilaranti (non) prove, della congiura del silenzio, dei patti
scellerati, della (non) realtà aliena, dell’”oltre”, delle
gole profonde, delle false piste, dell’apparente nulla di fatto,
del vacuo, delle tante speranze subito evaporate. Nonostante studi,
ricerche ed indagini inappropriate, impappinate, ingolfate, svagate e
scalcagnate. Inesorabilmente tutte queste operazioni ricordano molto
il grottesco modo di dire medico: l’intervento è perfettamente
riuscito, il paziente è morto. Lavori validi ed intriganti. Nel
contempo inconcludenti. Di qui l’inesorabile accettazione del
<i>vuoto insaturo</i> inteso come <i>capacità negativa</i>.</span></div>
<span style="font-size: small;">
</span>
<br />
<div align="justify" class="western" style="line-height: 100%; margin-bottom: 0cm;">
<span style="font-size: small;"><br /></span>
</div>
<span style="font-size: small;">
</span>
<br />
<div align="justify" class="western" style="line-height: 100%; margin-bottom: 0cm;">
<span style="font-size: small;"><br /></span>
</div>
<span style="font-size: small;">
</span>
<br />
<div align="justify" class="western" style="line-height: 100%; margin-bottom: 0cm;">
<span style="font-size: small;"><b>LO SPAZIO DEL “NON ANCORA” E LA “CAPACITA’ NEGATIVA”</b></span></div>
<span style="font-size: small;">
</span>
<br />
<div align="justify" class="western" style="line-height: 100%; margin-bottom: 0cm;">
<span style="font-size: small;">
Ho “scoperto” Bion casualmente leggende l’avvincente romanzo
“XY” di Sandro Veronesi (Fandango Libri, 2010).</span></div>
<span style="font-size: small;">
</span>
<br />
<div align="justify" class="western" style="line-height: 100%; margin-bottom: 0cm;">
<span style="font-size: small;">
Da quanto finora esposto ne consegue che serve ascolto (che non è
solo l’udire), tempo per comprendere, accoglienza discreta e vigile
per gli errori, in altre parole un atteggiamento di fondo connotato
da un’autentica apertura alle possibilità del non-ancora.</span></div>
<span style="font-size: small;">
</span>
<br />
<div align="justify" class="western" style="line-height: 100%; margin-bottom: 0cm;">
<span style="font-size: small;">
E’ il poeta John Keats (1795-1821), al secolo William Hilton uno
dei principali esponenti del romanticismo, che in una lettera datata
21 dicembre 1817 ai fratelli George e Thomas scrive: “Non ebbi una
disputa, ma una disquisizione su vari soggetti; parecchie cose si
sono biforcate nella mia mente e all’improvviso compresi quali
qualità vadano a formare un uomo di successo. Intendo la <i>capacità
negativa</i>, cioè quando un uomo sia capace di rimanere in
incertezze, misteri, dubbi, senza lasciarsi andare a un’agitata
ricerca di fatti e ragioni”.</span></div>
<span style="font-size: small;">
</span>
<br />
<div align="justify" class="western" style="line-height: 100%; margin-bottom: 0cm;">
<span style="font-size: small;">
Ora, nel nostro mondo occidentale razionale e concreto, per l’appunto
frutto del positivismo, l’idea di qualcosa di negativo, fosse
anche una capacità, è connotata subito con un’alzata di spalle
lasciando l’interlocutore esterrefatto e perplesso. A mio avviso
non si tratta tanto di un atteggiamento eccentrico e un po’
strambo, quanto di una proposta piuttosto radicale che vale la pena
di focalizzare anche nel poliedrico fenomeno qual è quello ufologico
per capire quanto il lavoro di ricerca ed analisi possa (ma forse
sarebbe meglio dire, debba) essere profondamente trasformativo. Lo
psicanalista Bion quando parla di “capacità negativa” rievoca
quanto scritto da John Keats e, riferendosi all’ascolto dei
pazienti in analisi (non a caso lavorò a lungo con psicotici gravi)
arriva addirittura a parlare di “assenza di pensiero” in modo che
le “non risposte” limitino la fuga in una relazione, nel nostro
caso con il fenomeno UFO, che nel tempo può risultare estremamente
faticosa e frustrante.</span></div>
<span style="font-size: small;">
</span>
<br />
<div align="justify" class="western" style="line-height: 100%; margin-bottom: 0cm;">
<span style="font-size: small;">
In modo analogo, seppure con sfumature differenti, in filosofia
Edmund Husserl (1859-1938) parlava di “epochè”, una forma di
sospensione del giudizio ovvero di ciò che già sappiamo, quindi il
“pre-giudizio”. Questa posizione non è volta all’affermazione
del dubbio ontologico degli scettici, bensì alla “messa in
parentesi”. In contesto fenomenologico si tratta di un
atteggiamento che mira a sospendere il giudizio sulle cose, in modo
da permettere ai fenomeni che giungono a nostra conoscenza di essere
considerati senza alcuna visione preconcetta come se li si
considerasse per la prima volta. In altre parole si tratta di
imparare a reggere una sorta di “assenza” (di conoscenza, di
chiarezza, di risposte).</span></div>
<span style="font-size: small;">
</span>
<br />
<div align="justify" class="western" style="line-height: 100%; margin-bottom: 0cm;">
<span style="font-size: small;">
Questa capacità tollera la decostruzione del già-saputo per
trovarsi di fronte al non-sapere (o non-sapere ancora nel nostro
caso) e sostarvi fino a quando spontaneamente si manifestino nuove
possibilità di senso, fino allora insospettabili. E questo apre
spazi nuovi in quanto “l’incapacità di tollerare uno spazio
vuoto limita la quantità di spazio disponibile”. La capacità
negativa dunque consente di prestare attenzione ad aspetti e a
situazioni che altrimenti resterebbero trascurati. Spesso c’è più
da indagare su ciò che viene taciuto o liquidato troppo in fretta
come già fin troppo ovvio, sulla zona che tende a restare in ombra,
nell’oscurità, su ciò che resta in forma di enigma, ancora senza
risposta.
</span></div>
<span style="font-size: small;">
</span>
<br />
<div align="justify" class="western" style="line-height: 100%; margin-bottom: 0cm;">
<span style="font-size: small;">
Ed ancora: questa capacità negativa potenzia quell’agire
particolare che nasce dal “vuoto”, dalla perdita di senso e di
ordine, e proprio per questo ha la potenzialità di generare nuovi
mondi possibili. Una sorta di creatività che nasce dalla capacità
di stare produttivamente nel disordine, nella mancanza,
nell’”insaturo”.</span></div>
<span style="font-size: small;">
</span>
<br />
<div align="justify" class="western" style="line-height: 100%; margin-bottom: 0cm;">
<span style="font-size: small;">
Tra i “seven servants” del nostro cercare, individuiamo sei
servitori onesti (chi, come, quando, dove, cosa e perché) e un servo
che sospende il loro agire. Il settimo servo è appunto la “capacità
negativa”, la capacità di mantenersi nell’incertezza nonostante
le, a mio avviso supposte, certezze raggiunte. Il permanere il più a
lungo possibile in uno stato mentale insaturo e polisenso (<i>dreamlike</i>,
come in sogno) prima di riemergerne verso la realtà e la ragione
(Agnese Galotti, “Senza memoria e senza desiderio”,
“Individuazione”, Anno 17°, n. 61, luglio 2008).</span></div>
<span style="font-size: small;">
</span>
<br />
<div align="justify" class="western" style="line-height: 100%; margin-bottom: 0cm;">
<span style="font-size: small;">
Lo stesso cammino esplorativo sulla “capacità negativa”, da
un’altra via, stavolta sociologica e politica, lo ha compiuto
Roberto Unger, professore brasiliano che ha insegnato ad Harvard.
L’angolatura che egli sviluppa è nella direzione del costruire
schemi di un pensiero non ancorati a visioni preordinate. Il che,
praticamente, a suo avviso consiste nell’aspettare con pazienza
(non in maniera apatica o passiva) che si pervenga alla risposta
giusta, senza andare nella direzione apparentemente più ovvia o più
frequentata (qual è, in ufologia, l’ipotesi extraterrestre). Il
che vuole anche significare sottrarsi alla pressione del risultato a
tutti i costi (quale vorrebbe essere, da sempre, la cosiddetta
“ufologia strumentale”) e nel contempo schivando la paura di
sbagliare (solo chi non fa non sbaglia ma, paradossalmente, potrebbe
sbagliare nel non fare), entrambe trappole che ci spingono a
perseguire un risultato purchessia (quale per molti è la
pubblicazione di uno o più “libri”) dimenticando che la crescita
e l’apprendimento vero abitano nel processo. Nel continuo esplorare
“mondi possibili” anche se all’apparenza “non reali”.</span></div>
<span style="font-size: small;">
</span>
<br />
<div align="justify" class="western" style="line-height: 100%; margin-bottom: 0cm;">
<span style="font-size: small;">
“Si tratta di imparare a restare aperti a quello che si presenta,
mantenere una presenza mentale capace di tollerare l’assenza, il
vuoto, il non compiuto, coltivare la fiducia che l’informe contenga
la forma, sospendere il giudizio e soprattutto il pre-giudizio,
sostare nel non-sapere, fino a quando si manifestano nuove
possibilità di senso, dare attenzione a cose trascurate, alle zone
d’ombra, restare produttivamente attenti anche nel disordine,
pronti a sostenere il balzo creativo che ne nascerà” (Rosella de
Leonibus, “Adulti e ragazzi, lo spazio del ‘non ancora’”,
“Rocca”, n.22, 15 novembre 2013).</span></div>
<span style="font-size: small;">
</span>
<br />
<div align="justify" class="western" style="line-height: 100%; margin-bottom: 0cm;">
<span style="font-size: small;">
Anche nel “caos” c’è un “quid” in attesa di “essere
ordinato”.</span></div>
<span style="font-size: small;">
</span>
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<span style="font-size: small;"><b>LO “STUPOR” COME ARTE DELL’APPRENDERE</b></span></div>
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<span style="font-size: small;">
E’ stata per me una gradita sorpresa il ritrovare nel libro di
Mariano Tomatis e Ferdinando Buscema, “L’arte di stupire”
(Sperling & Kupfer, 2014, pag. 33) il riferimento alla “capacità
negativa”. Conosco ed apprezzo Mariano da diversi anni e la sua
militanza nel CICAP non ha mai obnubilato in lui la sospensione del
giudizio nonostante i risultati perseguiti e le “risposte” cui è
giunto in diverse roccaforti del cosiddetto mistero. Rifacendosi
proprio al poeta John Keats gli autori scrivono che l’uomo, per
essere pienamente autentico, deve sviluppare la “capacità
negativa”.</span></div>
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</span>
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<span style="font-size: small;">
Ed ancora: “Esortando a un simile atteggiamento, lo scrittore
inglese non incoraggiava l’ignoranza, ma esaltava i risultati
creativi del mistero: resistere alla tentazione di trovare la scatola
giusta e di approdare subito ad una risposta, consente di esplorare
con più attenzione l’immensa rosa di soluzioni possibili,
probabili, assurde o inconcepibili, che possono rivelarsi mattoni
preziosi per creare qualcosa di novo ed originale”. E, a questo
proposito, più volte viene rimarcata l’insostituibile necessità
per l’uomo di stupirsi (lo “stupor”) e meravigliarsi (il
“meraviglioso”). Da cui nasce il “fascinoso” che da sempre
trae a se l’uomo. Tanto più se curioso ed aperto. Che ci deve
portare a evitare di fuggire al non comprensibile, a ciò che ci
sorprende, al “mistero”. Non a caso Flegonte di Tralle, un
liberto greco alla corte di Roma, nel raccontare di spettri, mostri,
cadaveri rianimati, oscure profezie scrisse un libro – purtroppo
solo in parte giunto a noi e di recente riproposto (Einaudi, 2013) –
dal titolo: “Il libro delle meraviglie”.</span></div>
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</span>
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<span style="font-size: small;">
Jostein Gaarder, nel suo romanzo “Cosa c’è dietro le stelle?”
( Mondolibri, 1999,) narra la storia di due fratelli gemelli, Lik e
Lak, abitanti in un paese “altro” di nome Sukhavati (nel grande
Universo sulla pianura di Advaita). Questi (non) bimbi vivono la
loro storia <i>dentro</i> una favola (che diventa reale allo stesso
modo dei “compagni invisibili” dell’infanzia) e il loro
“viaggio” avviene in una sorta di “sfera di cristallo”.
Quando irrompono sulla Terra in un paese di nome Bergen diversi
testimoni, fra cui alcuni agenti di polizia, li vedono rientrare
nella “sfera” e scomparire con la stessa velocità con cui erano
arrivati. Le indagini portano ad escludere, non viene specificato né
il perché né il come, che si tratti di “una visita dallo spazio”
e ritengono che l’episodio abbia qualcosa a che fare con un circo
ungherese. Nel tentativo di afferrare l’inesplicabile si dice così
che la gente aveva assistito a uno spettacolo di magia di cui nessuno
era riuscito a scoprire il trucco e che forse erano stati utilizzati
raggi laser. Sebbene qualcosa di simile era successo
contemporaneamente anche a New York!</span></div>
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<span style="font-size: small;">
Ecco cosa scrive, nel merito, l’autore: “Qualcuno affermava che
la sfera di cristallo era un disco volante giunto a Bergen da un
altro sistema solare. Nessuno, comunque, era in grado di fornire una
spiegazione convincente di quegli strani avvenimenti.</span></div>
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</span>
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<span style="font-size: small;">
All’inizio, la faccenda occupò tutte le prime pagine dei giornali
norvegesi e stranieri. Nei giorni immediatamente successivi
arrivarono a Bergen giornalisti e inviati televisivi da tutto il
mondo. Ma dato che non succedeva più nulla, la questione cadde
presto nel dimenticatoio. Alla fine non ne rimase più traccia,
proprio come era accaduto quando Lik e Lak erano scomparsi
improvvisamente. Una notizia è infatti qualcosa di<i> nuovo</i>. Non
appena comincia a diventare vecchia, perde ogni interesse e diventa
una ‘vecchizia’. E’ davvero un peccato.</span></div>
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</span>
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<span style="font-size: small;">
Era stato uno spettacolo davvero strano (lo stupore e la meraviglia,
NdS) vedere Lik e Lak sospesi nell’aria in una sfera di cristallo a
pochi metri da terra, nel bel mezzo del corso. Ma più una cosa è
incomprensibile, più in fretta viene cancellata dalla memoria. Non
ci piace continuare a rimuginare a lungo su qualcosa che non capiamo.
Piuttosto è meglio dimenticare. Quando non si riesce a dare una
risposta a una domanda difficile, le alternative sono due: o si
rimane lì con aria ebete, oppure si gira la testa dall’altra parte
e si fa finta di non aver sentito la domanda” (pp. 138.149).</span></div>
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<span style="font-size: small;">
Non può essere e quindi non è. Non è mai stato.</span></div>
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</span>
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<span style="font-size: small;">
Come più volte ho scritto in questi ultimi anni il fenomeno UFO è
degno di attenzione e rispetto anche se si hanno in mano
prevalentemente “narrazioni”.</span></div>
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</span>
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<span style="font-size: small;">
E, con esse, nonostante il continuo e per noi deludente evolversi
delle stesse (i cari vecchi dischi volanti), lo stupore e la
meraviglia.
</span></div>
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</span>
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Domande senza risposta.</span></div>
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<span style="font-size: small;">
Di recente Giancarlo D’Alessandro si è occupato di un’interessante
osservazione di entità isolata (una di quelle su cui noi,
vetero-ufologi, storciamo solitamente il naso).
</span></div>
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In breve ecco il suo “report”:</span></div>
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</span>
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<span style="font-size: small;">
Mi sono incontrato con X., testimone dell'IR3 (?) avvenuto in una cittadina del centro Italia. </span><br />
<span style="font-size: small;">Ieri X. ha incontrato Angelo Ferlicca e Andrea Bovo, che hanno
svolto sia l'intervista (con registrazione audio), sia il sopralluogo
(con foto). Non ho potuto partecipare, ma X., saputi i miei trascorsi professionali, ci teneva ad incontrarmi. Ci siamo sentiti per telefono e
ci siamo incontrati in un bar di Viterbo questa mattina. M. ha 52
anni ed <i> [cut]</i> abita in una città Adel centro Italia , è
un</span><span style="font-size: small;"><span style="font-size: small;"><i> [cut]</i></span>. E' sposato ed ha due figli.</span></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi7vy-j6PRwg1AwGOXZqPV87vAimAKJQfG6GU5vf97nq22xydGeaxddiQQ3vR8na8LHf9IKxrvcMR4Tiv_vi4vw3QiVIQK0t3yK_-OGg5tcrdHhVtW7p4NcyJZXyW6wjtC1hUykc_oZ08ad/s1600/disegno1+001-1.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi7vy-j6PRwg1AwGOXZqPV87vAimAKJQfG6GU5vf97nq22xydGeaxddiQQ3vR8na8LHf9IKxrvcMR4Tiv_vi4vw3QiVIQK0t3yK_-OGg5tcrdHhVtW7p4NcyJZXyW6wjtC1hUykc_oZ08ad/s1600/disegno1+001-1.jpg" height="320" width="307" /></a><span style="font-size: small;">
Questo il suo racconto. Il 12.03.14, alle ore 21.30, percorreva con
la sua vettura, una Smart con cambio automatico, la strada che dalla località B (dove aveva accompagnato la moglie) porta alla località C. </span><br />
<span style="font-size: small;">Aveva da poco superato il paese A e stava percorrendo un
tratto di via buio e con poche abitazioni. Ad un certo punto “sente”
o meglio, “crede di sentire” una voce che gli ripete più volte
la frase “vai piano”. La voce ha un timbro “femminile” e gli
sembra “non naturale” (altre volte la definisce “artificiale,
quasi metallica”). Istintivamente spegne l'autoradio pensando ad
una trasmissione radiofonica o ad una interferenza (è solo in auto
ed ha i finestrini chiusi). Dopo circa 500 metri vede una “figura”
al centro della carreggiata. Rallenta e frena. Ha così modo di
osservare, dal finestrino lato guida, un “essere” dalle fattezze
“umanoidi”: è alto circa 140 cm, stima fatta avendo come
riferimento l'altezza della sua autovettura. </span><br />
<span style="font-size: small;">Ha una testa enorme,
sproporzionata rispetto al resto del corpo, con due occhi grandi,
“senza pupille” e di colore “azzurro-acqua”. Non nota un
“naso vero e proprio” bensì due “fori” al suo posto. E non
ha una “bocca”, o meglio, non riesce a distinguerla. Lo colpisce
il fatto che il corpo sembra da “invertebrato”, cioè ha le
spalle “molto strette” con assoluta mancanza di articolazioni tra
spalla e braccio e tra braccio e gomito. La porzione di arti
superiori che riesce a vedere è comunque sottile. Non riesce a
distinguere le mani e gli arti inferiori. Il corpo ha un colore
chiaro, che comunque definisce “sul grigio” e non sa distinguere
se si tratti di “pelle” o di un indumento attillato tipo una
“tuta sportiva come quella degli sciatori”. L'essere lo guarda ed
emette un suono acuto tipo “uno strillo come quello delle donne
quando hanno paura”. Poi, come se fosse spaventato dalle luci di
alcune auto che scendevano in senso opposto (la strada in quel tratto
è in salita) scappa velocemente imboccando una stradina, anch'essa
in salita, sulla destra della carreggiata, che termina in un bosco.</span></div>
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<span style="font-size: small;">
X. ha paura, ed il primo istinto è quello di allontanarsi
velocemente dal luogo. Ma l'auto si spegne o è spenta. Questo
particolare lo allarma molto: le auto con il cambio automatico
rallentano e scalano le marce automaticamente adattando la velocità
al percorso (la strada in quel tratto era in salita) e quando si
frena il motore resta acceso. Riavvia l'auto e “scappa”. Dopo
qualche chilometro e dopo aver riacquistato serenità e il controllo
della situazione, ripensando all'accaduto decide di voltarsi indietro
e tornare sul luogo. Lo riconosce, accosta, identifica la stradina
imboccata dall' “essere”, non nota niente di strano ma non se la
sente di scendere dall'auto, per cui riprende la via verso Viterbo.
Rientrato a casa, adesso più incuriosito dall'esperienza che
spaventato, decide di contattare qualcuno per cercare di avere un
parere su quanto gli è accaduto. Fa una ricerca in rete e decide di
contattare il CISU di Viterbo perché vuole incontrare di persona chi
è disposto ad ascoltare la sua esperienza.</span></div>
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</span>
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<span style="font-size: small;">
X. appare una persona equilibrata, il suo eloquio è sicuro, fluido e
ricostruisce i fatti con accuratezza e senza particolare
partecipazione emotiva. Mi ha colpito il modo, oserei dire
“impeccabile” con il quale ha affrontato le spiegazioni
“razionali” possibili. Per prima cosa si è chiesto se poteva
aver avuto una allucinazione, sia uditiva che visiva. Mi ha fatto
molte domande in merito (e credo di avergli risposto in modo
esaustivo). Poi ha ipotizzato che il volto visto potesse essere il
riflesso del suo viso sul vetro del finestrino. Ha anche pensato ad
uno scherzo, anche se il presunto autore “doveva essere per forza
un ragazzino”, viste le dimensioni dell' “essere”. E' arrivato
pure a pensare che qualcuno, sempre per scherzo, gli abbia
“proiettato” l'immagine dell'entità con qualche strumento
ottico. Ha pure preso in considerazione il suo stato psico-fisico.
Non è un bevitore abituale (poco vino ai pasti e niente
superalcolici). Non usa sostanze stupefacenti (tra l'altro i militari
con obbligo di volo svolgono periodicamente test anti-droga). Non
assume farmaci (gli unici che ha preso, quaranta giorni fa, degli
antidolorifici prima di un intervento in artroscopia a un ginocchio.
In quell'occasione ha subito un'anestesia locale). Al momento
dell'avvistamento della creatura non era né stanco né assonnato.
Non era stressato e guidava con attenzione. C'è poi la percezione
uditiva della voce “femminile”. A questo proposito ha anche
valutato un'ipotesi “paranormale”. Ricorda di aver letto di
persone che sono state avvisate di un pericolo imminente da “voci”
di familiari defunti o di entità angeliche. Ma nel suo caso ammette
che la voce da lui udita, pur avendo un timbro femminile, non gli era
assolutamente familiare (sua madre è deceduta quando lui era molto
piccolo), e aveva poi quella componente “metallica” o
“artificiale” come l'ha lui stesso definita. Più ci pensa e più
è convinto che non l'abbia udita “con le orecchie”, ma che sia
“manifestata” nel suo cervello quasi come se fosse stata una
“comunicazione telepatica”.</span></div>
<span style="font-size: small;">
</span>
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<span style="font-size: small;">
Per altro nella sua vita non ha mai avuto esperienze particolari, ed
è sempre stato molto scettico sia riguardo ai fenomeni paranormali
che a quelli ufologici. A questo proposito mi ha riferito di non aver
mai letto libri sull'argomento, solo articoli da riviste e giornali.
Mi ha anche detto che durante voli notturni, e sempre in presenza di
colleghi, ha avuto modo di avvistare luci anomale, ma è sempre
riuscito a dare una spiegazione logica, plausibile e non esotica. Non
è stato mai incline al soprannaturale, anche se riferisce una certa
empatia con un familiare (si telefonano nello stesso momento, altri
tipi di episodi sincronici). E' anche un astrofilo, possiede un
telescopio, fa delle osservazioni notturne del cielo e mai gli è
capitato di osservare “stranezze”.</span></div>
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</span>
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<span style="font-size: small;">
Solo ad una mia domanda ha un po' titubato, quando gli ho chiesto
perché si è rivolto a degli ufologi: in fondo non è stato
avvistato alcun oggetto volante non identificato. Perché ha messo in
relazione l'avvistamento della creatura con i fenomeni ufologici? Mi
ha risposto che gli sembrava la cosa più logica e forse gli ufologi
gli sono parsi gli unici in grado di dargli ascolto e forse una
spiegazione.</span></div>
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</span>
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<span style="font-size: small;"><br /></span>
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</span>
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<span style="font-size: small;"><br /></span>
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<span style="font-size: small;"></span></div>
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</span>
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</span>
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<span style="font-size: small;">
Di fronte a questa “narrazione” si possono fare tante ipotesi ed
illazioni. Domande se le è poste lo stesso testimone ma di fatto è
difficile risalire a quel “quid” che ha generato
quest’esperienza, questo vissuto raccolto “a caldo”.</span></div>
<span style="font-size: small;">
</span>
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<span style="font-size: small;"><br /></span>
</div>
<span style="font-size: small;">
</span>
<br />
<div align="justify" class="western" style="line-height: 100%; margin-bottom: 0cm;">
<span style="font-size: small;"><br /></span>
</div>
<span style="font-size: small;">
</span>
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<span style="font-size: small;"><b>L’ALIBI DELLA “QUIDDITAS”</b></span></div>
<a href="https://www.blogger.com/blogger.g?blogID=7763019336864321222" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"></a><span style="font-size: small;"></span><span style="font-size: small;">Marco Mucci, anche lui (ex) ufologo compagno di viaggio, nel leggere
le mie precedenti considerazioni sulla necessità della “capacità
negativa” e della conseguente “accettazione del vuoto”, mi
faceva notare che nell’insieme si tratta di riflessioni
interessanti ma nel contempo “pelose” poiché indigeste al nostro
usuale modo di pensare. E’ vero che nella storia della filosofia
occidentale, e quindi in tutta la nostra storia, non si sono mai
messe in discussione (se non a partire dal pensiero Kantiano) la
necessità e la fiducia di scoprire le cause prime dei fenomeni, la
<i>quidditas</i> che soggiace a tutto ciò che ci circonda. Ovvero la
sostanza ultima di aristotelica memoria (“quod quid erat esse”,
ciò che è l’essere). Come è altrettanto un dato evidente a noi
uomini (post) moderni e secolarizzati che l’agognata <i>quidditas</i>
(in italiano quiddità) o non esiste (ma qui si tratta di superbia
intellettuale) o non è raggiungibile per definizione. Il
raggiungerla sarebbe una contraddizione “in termini” per il
pensiero umano. La verità assoluta non è raggiungibile, esistono
solo verità relative prospettiche di ciascuno per cui si scorgono
dettagli diversi dell’”oggetto” osservato: il che non vuole
dire che esista l’oggetto e che questo abbia sue proprie
caratteristiche morfologiche.</span><br />
<span style="font-size: small;">
</span>
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<span style="font-size: small;">
Marco mi fa di conseguenza rilevare che partendo da ciò ha da tempo
lasciato (di qui il suo abbandono dalla ricerca attiva) ogni speranza
che si possa un giorno conoscere la<i> quidditas</i> (se mai ce n’è
una, diversa dalla cronaca raccontata dai testimoni e dagli ufologi)
che genera il fenomeno UFO e che tantomeno possa farci progredire
l’accumulo e lo studio dei dati statistici. La non accettazione del
“vuoto” e dell’”insaturo”.</span></div>
<span style="font-size: small;">
</span>
<br />
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<span style="font-size: small;">
Nel contempo, però, Marco è comunque tutt’ora interessato da
quella che definisce componente irrazionale – a suo parere tutta
umana, ci tiene a specificarlo – del fenomeno, la “fringe
ufology” della prima ora (quella “genuina” non la paccottiglia
di oggi che ha lo scopo di raggiare alcuni sprovveduti). E dove trova
rileva parallelismi (stando attento a non scadere nei paralogismi)
con tutta la storia religiosa ed esoterica dell’occidente. Il suo
è, in questo, un approccio “fenomenologico” (Van Gennep) nel
senso che il perimetro del suo interesse è limitato a ciò che è in
superficie, al<i> fainomenon</i> (ciò che appare) e quindi al
racconto dei testimoni e degli ufologi in se stessi. E’ un po’ la
posizione che si ritrova in David Halperin, professore di storia
ebraica all’Università del North Carolina nel suo romanzo in
parte autobiografico “La voce smarrita del cielo” (Salani, 2011).</span></div>
<span style="font-size: small;">
</span>
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<span style="font-size: small;">
David Brin nel racconto “Cosa dire a un UFO” (in “Urania”,
“Altrove: contatti nel cosmo”, n. 1269, Mondadori, 29 ottobre
1995, pp. 100-103) asserisce che il “culto degli UFO” è un
esempio lampante di “pensiero magico”, “in cui ciò che è vero
è molto meno importante di ciò che <i>dovrebbe</i> <i>essere</i>”.</span></div>
<span style="font-size: small;">
</span>
<br />
<div align="justify" class="western" style="line-height: 100%; margin-bottom: 0cm;">
<span style="font-size: small;">
A suo avviso “non si può provare un’affermazione negativa. In
altre parole , mentre i sostenitori degli UFO non sono mai riusciti
a dimostrare un singolo caso di presunti incontri con alieni,
basterebbe una sola eccezione per rendere dubbi tutti i casi non
provati. I critici non riusciranno mai a eliminare la speranza
dell’entusiasmo che la <i>prossima</i> volta tutto diventerà
chiaro. Nessuna serie di esperimenti può dimostrare in maniera
conclusiva che visitatori extraterrestri non hanno mai visitato o non
visiteranno la Terra”. Lo stesso si potrebbe dire per gli “altrove”
delle cosiddette teorie parafisiche. Il problema è un altro: che
questi sono spesso punti di partenza e non di arrivo, con tutto
quello che e consegue. <i>In primis</i> il ritenere tali posizioni
non ipotesi ma credenze. Un atto di fede. Un limite alla sospensione
del giudizio. La morte della “capacità negativa” e della
conseguente accettazione del “vuoto” e dell’”insaturo”.</span></div>
<span style="font-size: small;">
</span>
<br />
<div align="justify" class="western" style="line-height: 100%; margin-bottom: 0cm;">
<span style="font-size: small;">
Ecco perché occorre essere intellettualmente audaci pur
nell’accettazione dei limiti del comprensibile e spiegabile in modo
da essere nel contempo pronti ad accogliere qualsiasi “novità”.
Il che è capacità ancora di stupirsi e amore per il meraviglioso
nelle sue innumerevoli possibilità. Senza con questo possedere la
passione “magica” che i misteri rimangano misteri. Convinti come
siamo che siano piuttosto degli enigmi da risolvere pur nella
sospensione del giudizio e del pre-giudizio.
</span></div>
<span style="font-size: small;">
</span>
<br />
<div align="justify" class="western" style="line-height: 100%; margin-bottom: 0cm;">
<span style="font-size: small;">
Mi sovviene alla mente la mistica ebraica medievale, la Kabbala, che
riesce a riunire in sé gli opposti: “Nel palazzo del nulla risiede
il tutto”.</span></div>
<span style="font-size: small;">
</span>
<br />
<div align="justify" class="western" style="line-height: 100%; margin-bottom: 0cm;">
<span style="font-size: small;"><br /></span>
</div>
<span style="font-size: small;">
</span>
<br />
<div align="justify" class="western" style="line-height: 100%; margin-bottom: 0cm;">
<span style="font-size: small;"><br /></span>
</div>
<span style="font-size: small;">
</span>
<br />
<div align="justify" class="western" style="line-height: 100%; margin-bottom: 0cm;">
<span style="font-size: small;">
Paolo Fiorino- Torino, 1-3 maggio 2014</span><br />
<span style="font-size: small;"> </span></div>
<span style="font-size: small;">
</span>
<br />
<div align="justify" class="western" style="line-height: 100%; margin-bottom: 0cm;">
<span style="font-size: small;"><br /></span>
</div>
<span style="font-size: small;">
</span></div>
<div class="western" style="line-height: 100%; margin-bottom: 0cm; text-align: left;">
<br /></div>
nicontihttp://www.blogger.com/profile/09482080601829482481noreply@blogger.com0tag:blogger.com,1999:blog-7763019336864321222.post-49853715693694851562014-03-03T12:36:00.000+01:002014-03-03T12:36:44.203+01:00VERSO UN UNIVERSO SOVRAFFOLLATO DI PIANETI SIMILI AL NOSTRO
<div style="margin-bottom: 0cm; text-align: justify;">
<span style="font-size: large;">E'</span> la NASA a darcene ulteriori
informazioni:
</div>
<div style="margin-bottom: 0cm; text-align: justify;">
<br />
</div>
<div style="margin-bottom: 0cm; text-align: justify;">
<a href="http://www.nasa.gov/kepler/">http://www.nasa.gov/kepler/</a></div>
<div style="margin-bottom: 0cm; text-align: justify;">
<br />
</div>
<div style="margin-bottom: 0cm; text-align: justify;">
Per molto tempo il nostro pianeta,
dotato non solo di acqua allo stato liquido ma anche di vita. è
stato una sorta di anomalia pressoché unica dell'universo.</div>
<div style="margin-bottom: 0cm; text-align: justify;">
Penso alla famosa formula di Drake che
nel suo sviluppo più pessimista faceva ritenere che potessimo essere
gli unici esseri intelligenti dell'universo.</div>
<div style="margin-bottom: 0cm; text-align: justify;">
Se già ai tempi dei filosofi greci
c'era chi aveva speculato un universo fatto di altri pianeti abitati
simili al nostro, in realtà per secoli abbiamo solo avuto una vaga
idea del cielo sopra la nostra testa, delle sue possibili dimensioni.</div>
<div style="margin-bottom: 0cm; text-align: justify;">
Ora la prova di mondi lontani abitati
da esseri inteligenti può darsi che sia ancora lontana, ma possiamo
dare per certo che esistono sistemi simili al nostro e cioè
canditati pianeti nella “zona abitabile del sole”.</div>
<div style="margin-bottom: 0cm; text-align: justify;">
<br />
</div>
<div style="margin-bottom: 0cm; text-align: justify;">
Pochi giorni fa la missione Keplero
della NASA, ha annunciato la scoperta di ben 715 esopianeti che
similmente alla Terra ruotano intorno ad una stella; questo indica
una moltitudine di sistemi planetari simili al nostro.</div>
<div style="margin-bottom: 0cm; text-align: justify;">
Il 95% di questi pianeti ha una
dimensione analoga a quella di Nettuno che è circa quattro volte la
Terra.
</div>
<div style="margin-bottom: 0cm; text-align: justify;">
Questa scoperta aumenta in modo
significativo il numero di pianeti comparabili alla Terra, fuori dal
nostro sistema solare.</div>
<div style="margin-bottom: 0cm; text-align: justify;">
La scoperta dei primi pianeti al di
fuori del sistema solare risale a pochi decenni fa, e da allora si è
sviluppato un sistema di analisi statistica che ha permesso nuove
scoperte; Keplero osserva 150.000 stelle ed ha ritrovato che migliaia
di queste hanno possibili pianeti. Questi 715 sono quelli che sono
stati verificati finora.</div>
<div style="margin-bottom: 0cm; text-align: justify;">
Solo 4 anni fa Keplero annunciava la
scoperta dei primi cento pianeti che di lì a poco erano diventati
duecento pianeti “candidati”.</div>
<div style="margin-bottom: 0cm; text-align: justify;">
Quattro di questi nuovi pianeti sono
meno di 2.5 volte la taglia della Terra, ed orbitano nella loro “zona
abitabile del sole”, che definisce la distanza entro la quale quel
pianeta può essere disponibile ad accogliere vita a base di acqua,
allo stato liquido.</div>
<div style="margin-bottom: 0cm; text-align: justify;">
Tra questi all'interno della “zona
abitabile” il pianeta denominato Keplero-226f orbita attorno ad una
stella di dimensioni della metà del sole e con il 5% della sua
luminosità.</div>
<div style="margin-bottom: 0cm; text-align: justify;">
Ma gli scienziati non sanno se
Keplero-226f, che è due volte la Terra è un mondo alla stato
gassoso, oppure un mondo circondato da un oceano.</div>
<div style="margin-bottom: 0cm; text-align: justify;">
Gli ultimi calcoli portano i pianeti al
di fuori del nostro sistema ad un numero di circa 1.700.</div>
<div style="margin-bottom: 0cm; text-align: justify;">
Keplero lanciato nel marzo del 2009, ha
scoperto finora più di 3.600 pianeti candidati di dimensioni simili
alla Terra, di cui 961 verificati.</div>
<div style="margin-bottom: 0cm; text-align: justify;">
<br />
</div>
<div style="margin-bottom: 0cm; text-align: justify;">
Questi dati verranno resi noti
nell'articolo in pubblicazione a Marzo sulla rivista <i>“The
Astrophysical Journal”</i>:</div>
<div style="margin-bottom: 0cm; text-align: justify;">
<br />
</div>
<div style="margin-bottom: 0cm; text-align: justify;">
<a href="http://www.nasa.gov/ames/kepler/digital-press-kit-kepler-planet-bonanza/">http://www.nasa.gov/ames/kepler/digital-press-kit-kepler-planet-bonanza/</a></div>
<div style="margin-bottom: 0cm; text-align: justify;">
<br />
</div>
<div style="margin-bottom: 0cm; text-align: justify;">
Può darsi che la Terra continui ad
essere la sola anomalia, come pianeta dotato di vita, ma è chiaro
che più scopriamo pianeti simili per dimensione, posizione, etc., e
più aumentano le possibilità che la vita da “anomalia terrestre”
si trasformi in fenomeno raro e, come spesso succede ai fenomeni
rari, una volta definito un nuovo approccio strumentale si trovi ad
essere un fenomeno ricorrente, ed in fondo banale.</div>
<div style="margin-bottom: 0cm; text-align: justify;">
<br /></div>
<div style="margin-bottom: 0cm; text-align: justify;">
[Fonte: www.nasa.gov] </div>
<div style="margin-bottom: 0cm;">
<br /></div>
nicontihttp://www.blogger.com/profile/09482080601829482481noreply@blogger.com0tag:blogger.com,1999:blog-7763019336864321222.post-37969092876682595842014-02-01T15:48:00.000+01:002014-02-01T15:50:08.462+01:00Gennaio 2014. UN FULMINE GLOBULARE OSSERVATO ACCIDENTAMENTE DA STRUMENTI OTTICI, IN CINA.<div align="JUSTIFY" style="margin-bottom: 0cm;">
<span style="font-size: large;">I</span>n data 24 gennaio 2014,
la rivista “Physical Review Letters” presenta un articolo
dal titolo <b><i>“Observation of the Optical and Spectral
Characteristics of a Ball Lightning”</i></b>, di Jianyong Cen, Ping
Yuan e Simin Xue del <i>Key Laboratory of Atomic and Molecular
Physics and Functional Materials </i><span style="font-style: normal;">presso
il</span><i> College of Physics and Electronics Engineering </i><span style="font-style: normal;">della
</span><i>Northwest Normal University</i><span style="font-style: normal;">
di Lanzhou, della provincia cinese di Gansu.</span>
</div>
<div align="JUSTIFY" style="margin-bottom: 0cm;">
<span style="font-style: normal;">L'articolo
parla di un Fulmine Globulare rilevato accidentalmente dalla
strumentazione durante una sessione dedicata all'osservazione
</span><span style="font-style: normal;">spettrografica </span><span style="font-style: normal;">di
fulmini CG (</span><i>cloud-to-ground</i><span style="font-style: normal;">).</span></div>
<div align="JUSTIFY" style="margin-bottom: 0cm;">
<span style="font-style: normal;">Come
sappiamo esistono pochi documenti fotografici di fenomeni riferibili
a Fulmini Globulari, e da circa 170 anni la scienza dibatte </span><span style="font-style: normal;">circa
</span><span style="font-style: normal;">un fenomeno perlopiù
testimoniato da osservatori </span><span style="font-style: normal;">occasion</span><span style="font-style: normal;">ali,
ed è quindi ril</span><span style="font-style: normal;">evante</span><span style="font-style: normal;">
che siano degli strumenti </span><span style="font-style: normal;">ad
offrire </span><span style="font-style: normal;">una </span><span style="font-style: normal;">serie
</span><span style="font-style: normal;">immagin</span><span style="font-style: normal;">i
e dati</span><span style="font-style: normal;"> </span><span style="font-style: normal;">ottici
</span><span style="font-style: normal;">di un fenomeno cosiddetto
“raro e misterioso”.</span></div>
<div align="JUSTIFY" style="margin-bottom: 0cm;">
<span style="font-style: normal;">Spesso
il fenomeno </span><span style="font-style: normal;">è</span><span style="font-style: normal;">
stato osservato in concomitanza dei temporali, ed in questo caso
sembra addirittura provocato </span><span style="font-style: normal;">come
</span><span style="font-style: normal;"> conseguenza </span><span style="font-style: normal;">della
scarica </span><span style="font-style: normal;">del fulmine sul
terreno a poca distanza.</span></div>
<div align="JUSTIFY" style="margin-bottom: 0cm;">
<span style="font-style: normal;">L'articolo
riporta dati ottici e spettrografici che suggeriscono l'origine ed i
componenti del Fulmine Globulare, permettendo di avviare qualche
ipotesi </span><span style="font-style: normal;">iniziale</span><span style="font-style: normal;">.</span></div>
<div align="JUSTIFY" style="margin-bottom: 0cm;">
<span style="font-style: normal;">Il
rilevamento è avvenuto dell'estate del 2012 a Qinghai Plateau,
durante un temporale alle ore 21,54 del 23 aprile 2012 (ora di
Pechino).</span></div>
<div align="JUSTIFY" style="margin-bottom: 0cm;">
<span style="font-style: normal;">La
telecamera digitale ha registrato l'intero fenomeno in 82 fermo
immagine. </span>
</div>
<div align="JUSTIFY" style="margin-bottom: 0cm;">
<span style="font-style: normal;">Il
Fulmine Globulare si </span><span style="font-style: normal;">è
</span><span style="font-style: normal;">forma</span><span style="font-style: normal;">to</span><span style="font-style: normal;">
alla base del canale del fulmine CG, ad una distanza valutata di
circa 0,9 km dalla strumentazione.</span></div>
<div align="JUSTIFY" style="margin-bottom: 0cm;">
<span style="font-style: normal;">Il
colore del Fulmine Globulare presenta una </span><span style="font-style: normal;">leggera
</span><span style="font-style: normal;">variazione durante l'arco di
tempo di esistenza del fenomeno: all'inizio </span><span style="font-style: normal;">è
di</span><span style="font-style: normal;"> un intenso bianco
purpureo, per poi cambiare in arancio a 80 ms., quindi tra i 160 ed
i 1100 ms mantiene un colore bianco per </span><span style="font-style: normal;">infine
</span><span style="font-style: normal;">modificarsi in rosso al
momento della scomparsa, dopo 1120 ms.</span></div>
<div align="JUSTIFY" style="margin-bottom: 0cm;">
<span style="font-style: normal;">L'intera
durata del Fulmine Globulare </span><span style="font-style: normal;">è</span><span style="font-style: normal;">
stata di 1,64 s. mantenendo </span><span style="font-style: normal;">in
quel periodo </span><span style="font-style: normal;">una forma
apparente pressapoco sferica, </span><span style="font-style: normal;">in
movimento orizzontale alla velocità di 8,6 m/s</span><span style="font-style: normal;">.</span></div>
<div align="JUSTIFY" style="margin-bottom: 0cm;">
<span style="font-style: normal;">Il
fenomeno mostra un spettrogramma continuo forte e l'emissione di
linee di silicio, ferro, e calcio, che esistono durante la quasi
totalità del tempo di vita del Fulmine Globulare.</span></div>
<div align="JUSTIFY" style="margin-bottom: 0cm;">
<span style="font-style: normal;">Per
una mancanza di calibrazione, </span><span style="font-style: normal;">agli
Autori</span><span style="font-style: normal;"> non è stato possibile
attuare una analisi quantitativa della temperatura del Fulmine
Globulare.</span></div>
<div align="JUSTIFY" style="margin-bottom: 0cm;">
<span style="font-style: normal;">Dai
dati traggono alcune conclusioni parziali osservando </span><span style="font-style: normal;">preventivamente
</span><span style="font-style: normal;">che possono esistere vari
tipi di Fulmini Globulari e più di un meccanismo di produzione, date
le diverse caratteristiche riscontrabili.</span></div>
<div align="JUSTIFY" style="margin-bottom: 0cm;">
<span style="font-style: normal;">Nella
loro specifica osservazione il Fulmine Globulare ed il fulmine CG
appaiono contemporaneamente in un frame del filmato, e dato che
silicio, ferro, e calcio sono componenti del suolo, gli </span><span style="font-style: normal;">A</span><span style="font-style: normal;">utori
hanno </span><span style="font-style: normal;">diverse </span><span style="font-style: normal;">ragioni
per ritenere che il “loro” Fulmine Globulare sia stato generato
dal fulmine CG quando ha colpito la superficie del terreno.</span></div>
<div align="JUSTIFY" style="margin-bottom: 0cm;">
<span style="font-style: normal;">Infine
gli Autori considerano che questo specifico Fulmine Globulare può
essere associato alla teoria di Abrahamson-Dinniss, che suggeris</span><span style="font-style: normal;">ce
proprio</span><span style="font-style: normal;"> questo tipo di
meccanismo (riv. </span><i>Nature</i><span style="font-style: normal;">,
Londra, 403, 2000).</span></div>
<div align="JUSTIFY" style="margin-bottom: 0cm;">
<br /></div>
<div align="JUSTIFY" style="margin-bottom: 0cm;">
<span style="font-style: normal;">[Vedi
immagine del BL al sito:
<a href="http://www.grindtv.com/outdoor/outposts/post/ball-lightning-captured-on-video-for-first-time/">http://www.grindtv.com/outdoor/outposts/post/ball-lightning-captured-on-video-for-first-time/</a>]</span></div>
nicontihttp://www.blogger.com/profile/09482080601829482481noreply@blogger.com0tag:blogger.com,1999:blog-7763019336864321222.post-52033097053459185942014-01-30T12:45:00.002+01:002014-01-30T12:45:39.846+01:0024 gennaio 2014. SPRITE CON HALO AL LARGO DELLA SICILIA
<div style="margin-bottom: 0cm;">
La rete italiana di monitoraggio del
cielo dei Fenomeni Luminosi in Atmosfera, IMTN (Italian Meteor and
TLE Network), comunica il rilevamento della stazione Sky Sentinel di
Caserta al largo della Sicilia, di un fenomeno Sprite insieme ad un
fenomeno più raro, un Halo (che si presenta come un breve ed intenso
fenomeno luminoso circolare)</div>
<div style="margin-bottom: 0cm;">
L'informazione è anche presente nel
forum dell'IMTN alla URL:</div>
<div style="margin-bottom: 0cm;">
<a href="http://meteore.forumattivo.com/t3497-sprites-20140126-27#12502" target="_blank"><br /></a>
</div>
<a href="http://meteore.forumattivo.com/t3497-sprites-20140126-27#12502" target="_blank">
</a><div style="margin-bottom: 0cm;">
<a href="http://meteore.forumattivo.com/t3497-sprites-20140126-27#12502" name="yui_3_13_0_ym1_1_1391080443690_2845" target="_blank"></a><a href="http://meteore.forumattivo.com/t3497-sprites-20140126-27#12502" target="_blank">http://meteore.forumattivo.com/t3497-sprites-20140126-27#12502</a>
</div>
<div style="margin-bottom: 0cm;">
<br />
</div>
<div style="margin-bottom: 0cm;">
Complimenti a questa stazione del sud
Italia, operativa da pochi mesi, che ha già ottenuto i suoi primi
successi, nel rilevamento di fenomeni luminosi dell'alta atmosfera.</div>
<div style="margin-bottom: 0cm;">
<br />
</div>
<div style="margin-bottom: 0cm;">
[Info: Ferruccio Zanotti, IMTN]</div>
<div style="margin-bottom: 0cm;">
<br />
</div>
nicontihttp://www.blogger.com/profile/09482080601829482481noreply@blogger.com0tag:blogger.com,1999:blog-7763019336864321222.post-10475832964745208582014-01-15T18:05:00.002+01:002014-01-15T18:06:52.839+01:00Gennaio 2014. QUELLE LUCI SISMICHE CHE OGNI TANTO TORNANO IN SUPERFICIE SOTTO UNA LUCE DI NOVITA' <div align="JUSTIFY" style="margin-bottom: 0cm;">
<span style="font-size: large;">I</span>n questi giorni di
inizio 2014 le “Luci sismiche” (<i>Earthquake Lights</i>) hanno
avuto nuovamente risalto nell'ambito della divulgazione scientifica
grazie a un articolo di “Robert Thériault (et Al.) del <i>“Ministry
of Natural Resources”</i> di Quebec City, in Canada.
</div>
<div align="JUSTIFY" style="margin-bottom: 0cm;">
<br /></div>
<div align="JUSTIFY" style="margin-bottom: 0cm;">
L'articolo di Thériault,
R., St-Laurent, F., Freund, F. T. & Derr, J. S., è uscito sulla
rivista <i>Seismological Research Letters</i> nel numero di
gennaio/febbraio 2014 </div>
<div align="JUSTIFY" style="margin-bottom: 0cm;">
ed è disponibile alla URL:
<a href="http://dx.doi.org/10.1785/0220130059">http://dx.doi.org/10.1785/0220130059</a>.</div>
<div align="JUSTIFY" style="margin-bottom: 0cm;">
<br /></div>
<div align="JUSTIFY" style="margin-bottom: 0cm;">
Oltre a riprendere una
catalogazione dei supposti fenomeni luminosi legati al sisma tratta
di una teoria, non nuova che continua a farsi strada grazie a un
gruppo di studiosi di tutto il mondo, ovvero la possibilità che le
luci sismiche abbiano origine da uno stress sotterraneo delle rocce ,
che genera cariche elettriche, che risalgono lungo le faglie
verticali. L'iterazione con l'atmosfera genererebbe diversi tipi di
luminosità, concomitanti con il terremoto.</div>
<div align="JUSTIFY" style="margin-bottom: 0cm;">
Tra questi ricercatori
impegnati nello studio dei precursori sismici c'è anche l'italiano
Cristiano Fidani, citato nell'articolo, che a partire dal terremoto
dell'Aquila, e in particolare dal 2010, ha trattato in diversi articoli la serie di
testimonianze che ha personalmente raccolto in seguito ai disastrosi
fatti (vedi ad es. in nota all'articolo (alla URL sopra indicata).</div>
<div align="JUSTIFY" style="margin-bottom: 0cm;">
<br /></div>
<div align="JUSTIFY" style="margin-bottom: 0cm;">
Un breve articolo
giornalistico su <i>Nature</i> (vedi URL:
<a href="http://www.nature.com/news/earthquake-lights-linked-to-rift-zones-1.14455"><span style="font-size: small;">http://www.nature.com/news/earthquake-lights-linked-to-rift-zones-1.14455</span></a><span style="font-size: small;">)
mette in moto un </span><span style="font-size: small;">piccolo</span><span style="font-size: small;">
dibattito </span><span style="font-size: small;">a distanza</span><span style="font-size: small;">, interno
all'articolo stesso, circa il fenomeno dei precursori luminosi.</span></div>
<div align="JUSTIFY" style="margin-bottom: 0cm;">
John Ebel, geofisico in
Massachusetts, intervistato dalla giornalista scientifica Alexandra
Witze di <i>Nature</i> afferma, per quanto riguarda le luci sismiche,
che: “Non è propriamente un'area regolare di inchiesta
scientifica, perché non c'è modo di mettere in atto un esperimento
su di loro”.</div>
<div align="JUSTIFY" style="margin-bottom: 0cm;">
<br /></div>
<div align="JUSTIFY" style="margin-bottom: 0cm;">
Ora, questa affermazione
è molto curiosa perché spesso è la stessa argomentazione messa in
atto per gli Ufo. Quegli “stessi” Ufo che per Thériault (et
Al.) sono spesso erroneamente richiamati dai testimoni che
casualmente osservano “luci sismiche”.</div>
<div align="JUSTIFY" style="margin-bottom: 0cm;">
Vero che basarsi sulla
semplice testimonianza è solo la fase prescientifica e non
sufficiente dello studio di un possibile fenomeno sconosciuto, ma non
si capisce perché le “luci sismiche” non sarebbero
sperimentabili, dato che esistono ormai molti articoli su esperimenti
di laboratorio, e nulla esclude (salvo le difficoltà implicite di
ogni ricerca) che si possano usare strumenti di misurazione, per
catturare il fenomeno e dimostrarne l'esistenza.</div>
<div align="JUSTIFY" style="margin-bottom: 0cm;">
Evidentemente lo studio
delle “luci sismiche” varca una zona non scritta tra ciò che
consideriamo scienza e ciò che invece gli studiosi rimuovono
nell'ambito della parascienza.</div>
<div align="JUSTIFY" style="margin-bottom: 0cm;">
Eppure se la critica alle
luci sismiche sembra nuova la catalogazione di Thériault et Al.,
non è una concezione per nulla nuova, studiosi del passato per
quanto minoritari prima di loro avevano operato catalogazioni del
genere, basti pensare ad Ignazio Galli, già più di 100 anni fa.</div>
<div align="JUSTIFY" style="margin-bottom: 0cm;">
<br /></div>
<div align="JUSTIFY" style="margin-bottom: 0cm;">
Dei 65 terremoti studiati
(nelle Americhe e in Europa) l'articolo di Thériault (et Al.) rileva
che ben 63, la quasi totalità, hanno presentato testimonianze di
fenomeni luminosi che sembrano associati alla presenza di faglie
verticali (o ad elevato angolo, nel testo richiamate come una <i>steep
geometry</i>).</div>
<div align="JUSTIFY" style="margin-bottom: 0cm;">
<br /></div>
<div align="JUSTIFY">
Uno degli autori, Friedemann Freund, fisico dei
minerali alla <i>NASA Ames Research Center</i> in Moffett Field,
California, sospetta che tutto il fenomeno abbia inizio in alcuni
difetti della roccia, dove atomi di ossigeno in una struttura chimica
minerale liberano elettroni. Quando aumenta lo stress nella roccia
durante la fase preparatoria del terremoto, questo rompe i legami di
perossido e <br />
libera le <i>P-hole</i><span style="font-style: normal;">
</span><span style="font-style: normal;">(</span>lacune positive), che
fluiscono verso l'alto attraverso la faglia fino alla superficie.
Quando ci sono delle asperità sulla superficie, li si concentrano le
cariche generando dei campi elettrici locali intensi, e questo genera
le luci.</div>
<div align="JUSTIFY">
<br /></div>
<div align="JUSTIFY">
In tal senso il catalogo realizzato dal team
americano è una strada per suggerire vie di studio per monitorare le
faglie attive e considerarne le modificazioni in atto.</div>
<div align="JUSTIFY">
<br /></div>
<div align="JUSTIFY">
Ebel ribatte alla giornalista, circa quanto afferma
Freund che: “Ciò è sensato, ma non significa che sia corretto”.</div>
<div align="JUSTIFY">
Mi pare solamente l'ennesima affermazione
e-semplificativa del termine di “ipotesi” (in scienza sono
“sensate”anche se non ancora provate in modo robusto).</div>
<div align="JUSTIFY">
Nuovamente ci ritroviamo di fronte a uno dei tanti
geofisici per niente interessato a volersi confondere con la ricerca
di confine.</div>
<div align="JUSTIFY">
<br /></div>
<div align="JUSTIFY">
[Nico Conti, CIPH] </div>
<br />
<br />
<br />
<br />
<br />
<br />nicontihttp://www.blogger.com/profile/09482080601829482481noreply@blogger.com0tag:blogger.com,1999:blog-7763019336864321222.post-26079142475277635972014-01-14T14:28:00.000+01:002014-01-14T14:28:19.645+01:00Gennaio 2014. NON C'E' ANTROPOLOGI A CHILOMETRO ZERO. A proposito di un articolo di Pierre Lagrange
<div style="text-align: justify;">
<span style="font-size: x-large;">I</span>l sociologo Pierre
Lagrange, nel suo ultimo articolo per la rivista Politix, solleva un
problema di metodo per l'antropologia di oggi che solo a parole
sembra sostenere una parità tra le diverse culture e credenze, e che
almeno nelle intenzioni di metodo aveva deciso di superare i concetti
della prima nascente antropologia “occidentale” quando guardava
ancora alle culture altre con la stimma di culture selvagge e
primitive.
</div>
<div style="margin-bottom: 0cm; text-align: justify;">
Nelle università il buon
professore di scienze sociali spiega ai suoi studenti che non sono lì
per giudicare, ma solo per comprendere e descrivere.
</div>
<div style="margin-bottom: 0cm; text-align: justify;">
Ma nel concreto delle
pratiche degli antropologi esiste veramente questo modo asettico di
procedere nella ricerca?</div>
<div style="margin-bottom: 0cm; text-align: justify;">
<br /></div>
<div style="margin-bottom: 0cm; text-align: justify;">
Pierre Lagrange in
<b><i>“Pourquoi les croyances n'interessent-elles les anthropologues
qu'au delà de deux cents kilomètres?”</i></b><span style="font-style: normal;">,
afferma che questo non è vero quando l'antropologo si trova faccia a
faccia con una credenza vicina al proprio contesto sociale.</span></div>
<div style="margin-bottom: 0cm; text-align: justify;">
<span style="font-style: normal;">Gli
antropologi sembrano privilegiare gli studi di credenze lontane nello
spazio e nel tempo (che si tratti degli amerindi o dei fantasmi dei
morti nel medioevo.</span></div>
<div style="margin-bottom: 0cm; text-align: justify;">
<span style="font-style: normal;">Al
contempo, gli stessi studiosi saranno portati ad evitare di studiare
i discorsi messi in atto nelle pratiche scientifiche, per timore di
essere accusati di relativismo.</span></div>
<div style="margin-bottom: 0cm; text-align: justify;">
<span style="font-style: normal;">Il
rifiuto di studiare le credenze vicine (o l'incapacità </span><span style="font-style: normal;">di
farlo</span><span style="font-style: normal;">) emana probabilmente da
questa necessità di doversi schierare in favore della scienza. </span></div>
<div style="margin-bottom: 0cm; text-align: justify;">
<span style="font-style: normal;"> </span>
</div>
<div style="margin-bottom: 0cm; text-align: justify;">
<span style="font-style: normal;">Sembra
quindi a Lagrange, che ne porta diversi esempi concreti, che mentre
l'antropologo affronta con serietà una credenza lontana, non è
nella possibilità di applicare lo stesso metodo quando la credenza è
</span><span style="font-style: normal;">a lui </span><span style="font-style: normal;">vicina.</span></div>
<div style="margin-bottom: 0cm; text-align: justify;">
<span style="font-style: normal;">E,
a</span><span style="font-style: normal;">nche quando certi lavori
recenti hanno applicato lo stesso metodo di analisi sia per le
credenze che per le scienze, lo hanno fatto evitando di mettere
troppo rilievo sulle scienze.</span></div>
<div style="margin-bottom: 0cm; text-align: justify;">
<br /></div>
<div style="margin-bottom: 0cm; text-align: justify;">
<span style="font-style: normal;">A
causa di questa </span><span style="font-style: normal;">perdita di
neutralità assiologica </span><span style="font-style: normal;">
l'antropologo può arrivare a</span><span style="font-style: normal;">d</span><span style="font-style: normal;">
accusare un suo collega di essere un “ufologo” (ce lo dice in
nota Lagrange stesso) </span><span style="font-style: normal;">semplicemente
perché</span><span style="font-style: normal;"> </span><span style="font-style: normal;">quest'ultimo
</span><span style="font-style: normal;">pretenderà di tratt</span><span style="font-style: normal;">are</span><span style="font-style: normal;">
certe materie considerate parascientifiche (e quindi di fatto non
attendibili </span><span style="font-style: normal;">come i discorsi
sugli Ufo</span><span style="font-style: normal;">) e peggio quando
con lo stesso metodo vorrà affrontare </span><span style="font-style: normal;">(</span><span style="font-style: normal;">da
antropologo</span><span style="font-style: normal;">)</span><span style="font-style: normal;">
il discorso degli scienziati.</span></div>
<div style="margin-bottom: 0cm; text-align: justify;">
<span style="font-style: normal;">La
conseguenza è che </span><span style="font-style: normal;">sono
soprattutto </span><span style="font-style: normal;">le pratiche
scientifiche </span><span style="font-style: normal;">a restare</span><span style="font-style: normal;">
un buco nero ( </span><i>“une tache aveugle”</i><i>,</i><i>
</i><span style="font-style: normal;">secondo la definizione di
Lagrange</span><span style="font-style: normal;">) soprattutto per
l'antropologia francese.</span></div>
<div style="margin-bottom: 0cm; text-align: justify;">
<br />
</div>
<div style="margin-bottom: 0cm; text-align: justify;">
<b><span style="font-style: normal;">Lagrange
Pierre, </span><i>“Pourquoi les croyances n'interessent-elles les
anthropologues qu'au delà de deux cents kilomètres?”</i><span style="font-style: normal;">,
</span><span style="font-style: normal;">riv. Politix (De Broeck
Supèrieur), vol. 15, n. 100, 4/2012, pp.201-202</span></b></div>
<div style="margin-bottom: 0cm; text-align: justify;">
<br /></div>
<div style="margin-bottom: 0cm; text-align: justify;">
<b><span style="font-style: normal;">
</span></b></div>
<div align="JUSTIFY" style="margin-bottom: 0cm;">
<span style="font-style: normal;">Disponibile
alla URL:<a href="http://www.cairn.info/publications-de-Lagrange-Pierre--495.htm" target="_blank">http://www.cairn.info/publications-de-Lagrange-Pierre--495.htm</a></span></div>
<div style="margin-bottom: 0cm; text-align: justify;">
<br /></div>
nicontihttp://www.blogger.com/profile/09482080601829482481noreply@blogger.com0tag:blogger.com,1999:blog-7763019336864321222.post-43896360365679329512013-08-27T15:30:00.001+02:002013-08-27T15:32:53.426+02:0023 Agosto 2013. UNA NUOVA STAZIONE DI SKY SENTINEL DI ALL'OPERA SULLA REGGIA DI CASERTA<div style="margin-bottom: 0cm;">
</div>
<div style="margin-bottom: 0cm; text-align: justify;">
<span style="font-size: large;">G</span>iovanni Ascione , uno dei responsabili
dello <i>Sky Sentinel</i>, ci informa che una nuova postazione di
rilevamento di Fenomeni Luminosi in Atmosfera, è funzionante dal 23
Agosto nella sede della associazione Arma Aeronautica e una
telecamera astronomica sul tetto della reggia di Caserta.</div>
<div style="margin-bottom: 0cm; text-align: justify;">
Ciò rende più ampia la copertura del cielo del progetto campano <i>Sky Sentinel</i>, che già aveva ottenuto i suoi primi successi.</div>
<div style="margin-bottom: 0cm; text-align: justify;">
<span style="font-family: Times New Roman, serif; font-size: small;">La
nuova postazione ha il suo occhio elettronico orientato verso Sud e
dispone di un campo visivo che arriva ben oltre il cielo delle coste
della Tunisia e dell’Algeria, lambendo la sponda Nord-orientale
della Libia.</span></div>
<div style="text-align: justify;">
<span style="font-family: Times New Roman, serif; font-size: small;">Come la precedente installata
presso la sede della Protezione Civile di San Nicola la Strada (CE),
anche questa concorre ad espandere la rete IMTN (<i>Italian Meteor and
Transient Luminous Event Network</i>) aumentando le possibilità di
triangolazione degli eventi catturati, a partire dalla Campania.</span></div>
nicontihttp://www.blogger.com/profile/09482080601829482481noreply@blogger.com2tag:blogger.com,1999:blog-7763019336864321222.post-20932216911613948612013-08-27T15:26:00.000+02:002013-08-27T15:26:11.458+02:00Agosto 2013. LA TENUE ESISTENZA DEL FULMINE GLOBULARE
<div style="margin-bottom: 0cm; text-align: justify;">
<span style="font-size: large;">I</span>n questi giorni è girata la notizia,
soprattutto grazie alla <i>BBC News</i> [ vedi URL :
<a href="http://www.bbc.co.uk/news/science-environment-23712393">http://www.bbc.co.uk/news/science-environment-23712393</a>],
che sarebbe stato creato in laboratorio un Fulmine Globulare, un
plasmoide che avrebbe avuto una vita di circa mezzo secondo.</div>
<div style="margin-bottom: 0cm; text-align: justify;">
Non è la prima volta che un
laboratorio scientifico annuncia un tale risultato, e forse sarebbe
anche curioso capire in cosa si assomigliano o differiscono tutti questi
Fulmini Globulari artificiali.</div>
<div style="margin-bottom: 0cm; text-align: justify;">
I Fulmini Globulari, sono un fenomeno
più affermato dalle testimonianze (e da scarse riprese fotografiche)
che dimostrato da strumentazioni scientifiche. </div>
<div style="margin-bottom: 0cm; text-align: justify;">
Fu nella prima metà
dell'800 che gli scienziati cominciarono a considerarlo una
possibilità in Natura, isolando definitivamente il vecchio Fuoco
Fatuo in certi luoghi come paludi e cimiteri. </div>
<div style="margin-bottom: 0cm; text-align: justify;">
Per poter vivere come
reale fenomeno anomalo di tipo elettrico, il Fuoco Fatuo doveva essere sacrificato
sull'altare della credenza popolare e della fosfina, e deprivato di
ogni ipotesi elettrica (che pur Alessandro Volta aveva considerato
anche se poi si era convinto che era sufficiente il cosiddetto “gas
di palude” per dar vita al Fuoco Fatuo).</div>
<div style="margin-bottom: 0cm; text-align: justify;">
E' un team americano del Colorado che è
riuscito ad isolare seppur per breve tempo un fenomeno simile alle
descrizioni di certi Fulmini Globulari.</div>
<div style="margin-bottom: 0cm; text-align: justify;">
Il dottor Mike Lindsay, della US Air
Force Accademy, ha guidato questo esperimento di cui ha riportato nel
<i>Journal Physical Chemistry</i> [vedi URL:
<a href="http://pubs.acs.org/doi/abs/10.1021/jp400001y?prevSearch=ball%2Blightning&searchHistoryKey">http://pubs.acs.org/doi/abs/10.102/jp400001y?prevSearch=ball%2BlightningsearchHistoryKey</a>=].</div>
<div style="margin-bottom: 0cm; text-align: justify;">
A dire il vero Lindsay non è
completamente convinto che ciò che ha prodotto in laboratorio sia un
Fulmine Globulare...</div>
nicontihttp://www.blogger.com/profile/09482080601829482481noreply@blogger.com0tag:blogger.com,1999:blog-7763019336864321222.post-7748991047000598652013-05-18T12:08:00.003+02:002013-05-19T11:02:54.555+02:0018 maggio 2013. BJORN G. HAUGE, IN ITALIA PER GLI SVILUPPI DEL PROJECT HESSDALEN<div style="margin-bottom: 0cm; text-align: justify;">
<span style="font-size: large;">B</span>jorn G. Hauge, uno dei responsabili
del Project Hessdalen, ha passato una settimana in Italia per
affinare lo sviluppo delle prossime missioni ad Hessdalen, e
l'implementamento degli strumenti.
</div>
<div style="margin-bottom: 0cm; text-align: justify;">
Diversi sono stati gli incontri con i
partecipanti al CIPH (Comitato Italiano per il Project Hessdalen), e
con i ricercatori collegati al comitato stesso.</div>
<div style="margin-bottom: 0cm; text-align: justify;">
All'inizio di questa settimana, Bjorn
G. Hauge ha incontrato Jader Monari, co-responsabile dei Radiotelescopi
di Medicina, che ha partecipato in passato, in qualità di tecnologo
a diverse missioni in Norvegia.</div>
<div style="margin-bottom: 0cm; text-align: justify;">
E' ancora da risolvere il problema
logistico del trasporto e collocazione ad Hessdalen dello shelter degli strumenti, che
al momento in fase di preparazione e sviluppo in Italia.
</div>
<div style="margin-bottom: 0cm; text-align: justify;">
La localizzazione dello shelter pone
diversi tipi di inconvenienti tra i quali, ad esempio, il fatto che
un'area di Hessdalen, dove si sperava di collocarlo, è Parco
Nazionale protetto e non accetta una simile ingombrante presenza.</div>
<div style="margin-bottom: 0cm; text-align: justify;">
Ma ora una possibile localizzazione è stata
definita.</div>
<div style="margin-bottom: 0cm; text-align: justify;">
La strumentazione che sarà portata,
forse già a partire da una missione che si terrà a settembre 2013, è
stata perfezionata in funzione anche delle ultime idee sulla
<a href="http://il-laboratorio-delle-anomalie.blogspot.it/2013/02/monari-proposito-di-una-batteria.html" target="_blank">“batteria naturale”</a>, sviluppate da Jader Monari assieme al fisico
Romano Serra (articolo presente sul sito del CIPH, di cui ho reso
conto anche su questo blog).</div>
<div style="margin-bottom: 0cm; text-align: justify;">
Hauge, in occasione di questo suo
viaggio di lavoro, ha visitato anche l'osservatorio di San Giovanni
in Persiceto (BO), dove Serra ha mostrato i suoi esperimenti di
laboratorio, per cercare di dimostrare che esistono in valle le condizioni
sufficienti per favorire un fenomeno luminoso. Questo esperimento
sarà portato avanti ed implementato e comunque sta suggerendo
diverse misurazioni del campo elettrico della valle di Hessdalen che
Serra e Monari, svilupperanno di persona, in combinazione alle altre
misurazioni.</div>
<div style="margin-bottom: 0cm; text-align: justify;">
Hauge tra l'altro viene da una
partecipazione, di qualche settimana fa, alla riunione annuale EGU,
che tratta gli sviluppi della ricerca geofisica in Europa. Qui ha
presentato un lavoro insieme a Erling Strand (tecnologo e fondatore
del Project Hessdalen) dal titolo:<i> </i><a href="http://meetingorganizer.copernicus.org/EGU2013/EGU2013-12725.pdf" target="_blank">“Transformationand birth processes of the transient luminous phenomena’sin the low atmosphere of the Hessdalen valley, Norway”</a><span style="font-family: Times New Roman, serif;"><span style="font-size: small;"><span style="font-style: normal;">.</span></span></span></div>
<div style="margin-bottom: 0cm; text-align: justify;">
L'intenzione di Hauge, è quella di
introdurre al più presto nella Blue Box la telecamera Mintron (con
il noto programma Ufocapture) dello stesso tipo utilizzato dal
Progetto SOSO del CIPH, attualmente installato sullo shelter
norvegese, di stanza a Medicina.</div>
<div style="margin-bottom: 0cm; text-align: justify;">
E' necessario infatti migliorare la
raccolta di dati a partire dall'ottico, poiché ancora oggi i dati su
cui lavorare sono stati insufficienti.</div>
<div style="margin-bottom: 0cm; text-align: justify;">
Hauge, durante l'incontro di ieri,
venerdì 17, ha poi avuto modo di confrontarsi sulle problematiche
della ricerca ad Hessdalen anche con Stelio Montebugnoli, già
direttore dei Radiotelescopi di Medicina, e con Massimo Silvestri,
realizzatore tecnico del Progetto SOSO nell'ambito del CIPH.</div>
<div style="margin-bottom: 0cm; text-align: justify;">
L'augurio di Hauge è che al più
presto il nuovo sistema possa anche registrare dei fenomeni TLE
(<i>Transient Luminous Events</i>) del tipo Sprite, oltre agli eventi
luminosi della bassa atmosfera.</div>
<div style="margin-bottom: 0cm; text-align: justify;">
Se il programma si svilupperà con una
certa celerità è probabile che Hauge torni in Italia il mese di
Luglio, per definire gli ultimi dettagli della missione più
prossima.</div>
<div style="margin-bottom: 0cm; text-align: justify;">
Infine la serata di venerdì è stato un
piacevole momento di relax dove accanto ai problemi tecnico-scientifici si è
parlato dei... problemi del mondo.<br />
<br />
<br /></div>
<div style="margin-bottom: 0cm; text-align: justify;">
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg2ArjQSTvnZs5cQDp-jODKXLrdXK64M54XJwQ8fpe6xcreGFi4XSO_rvNggjDm9CPBve8INBihPZSF2ProriR24gyMd63BYZyx_5i2xH1GfBd51aX2vAChsBjtWQkZp8PWdT3ey308_9Zn/s1600/2013-05-17_21-13-18_323.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="305" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg2ArjQSTvnZs5cQDp-jODKXLrdXK64M54XJwQ8fpe6xcreGFi4XSO_rvNggjDm9CPBve8INBihPZSF2ProriR24gyMd63BYZyx_5i2xH1GfBd51aX2vAChsBjtWQkZp8PWdT3ey308_9Zn/s640/2013-05-17_21-13-18_323.jpg" width="640" /></a></div>
<br />
<br />
<br />
<br />
<br />
<span style="font-size: x-small;">Qui sopra una foto realizzata dal
sottoscritto la sera del 17 maggio dove sono inquadrati da sinistra a
destra: Massimo Silvestri (CIPH) , la moglie di Montebugnoli con
Stelio Montebugnoli (tecnologo e direttore SETI Italia), e Bjorn G.
Hauge (tecnologo presso <span style="font-family: Times New Roman, serif;">Østfold
University</span><span style="font-family: NimbusRomNo9L-Regu;">
</span><span style="font-family: Times New Roman, serif;">College</span><span style="font-family: Times New Roman, serif;">);
</span><span style="font-family: Times New Roman, serif;">erano presenti, non
inquadrati nella foto, oltre al sottoscritto, Maurizio Morini (CIPH)
e Romano Serra (fisico presso l'Università di Bologna).</span></span><br />
<br />
<span style="font-size: x-small;"><span style="font-family: Times New Roman, serif;">[Nico Conti, CIPH] </span></span></div>
nicontihttp://www.blogger.com/profile/09482080601829482481noreply@blogger.com0tag:blogger.com,1999:blog-7763019336864321222.post-43912861121060947782013-02-05T16:21:00.000+01:002013-02-05T16:22:26.645+01:00MONARI A PROPOSITO DI UNA “BATTERIA NATURALE” AD HESSDALEN<div style="line-height: 0.37cm; margin-bottom: 0cm; text-align: justify;">
<span style="color: black;"><span style="font-size: large;">J</span>ader
Monari, tecnologo presso i radiotelescopi di Medicina, è da diversi
anni impegnato nelle misurazioni strumentali del presunto fenomeno
luminoso della valle di Hessdalen, insieme all'equipe italiana che
coadiuva il Project Hessdalen di Erling Strand e Bjorn G. Hauge.</span></div>
<div style="line-height: 0.37cm; margin-bottom: 0cm; text-align: justify;">
<span style="color: black;">In
un articolo breve, a mo' di dissertazione, sul blog del CIPH
(Comitato Italiano per il Project Hessdalen), insieme a Romano Serra,
fisico presso l'Università di Bologna, e Stelio Montebugnoli,
direttore dei Radiotelescopi di Medicina e Responsabile SETI Italia,
sviluppa una <i>ipotesi elettrochimica</i>, sulla base di alcune prove
sperimentali di Serra, dei dati raccolti in diverse missioni e, infine,
delle analisi della geologia della valle norvegese.</span></div>
<div style="line-height: 0.37cm; margin-bottom: 0cm; text-align: justify;">
<span style="color: black;">L'articolo
si intitola <i>“Hessdalen: una perfetta batteria naturale”</i> e vuole
essere da stimolo ad ulteriori studi strumentali dei Fenomeni
Luminosi in bassa Atmosfera, del tipo di Hessdalen:</span></div>
<div style="line-height: 0.37cm; margin-bottom: 0cm; text-align: justify;">
<br /></div>
<div style="line-height: 0.37cm; margin-bottom: 0cm; text-align: justify;">
<a href="http://www.itacomm.net/PH/2013_Monari_et-al.pdf"><span style="color: black;">http://www.itacomm.net/PH/2013_Monari_et-al.pdf</span></a></div>
<div style="line-height: 0.37cm; margin-bottom: 0cm; text-align: justify;">
<br /></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjLf-BvCLCKioiQnBVAoDw-8RNSI4WK0uGI0ZaOSGQK6cUyi0NsTzsGbUzEcg4BdYYAGOnRjNM2LH5ilo1wfT6hJMoFs82JUGmIu_2thE5mbnJGzcwkxcEUav3-GbcxlXmHOEdWM0-iU6b9/s1600/SEZIONEvaleHessdalenB-Ncopia.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjLf-BvCLCKioiQnBVAoDw-8RNSI4WK0uGI0ZaOSGQK6cUyi0NsTzsGbUzEcg4BdYYAGOnRjNM2LH5ilo1wfT6hJMoFs82JUGmIu_2thE5mbnJGzcwkxcEUav3-GbcxlXmHOEdWM0-iU6b9/s320/SEZIONEvaleHessdalenB-Ncopia.jpg" width="236" /></a></div>
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<span style="color: black;">Gli
Autori non intendono offrire la soluzione definitiva dell’origine
dei fenomeni di Hessdalen, ma semplicemente presentare una raccolta
di considerazioni fisiche, da correlare ad una ipotesi sulla
natura del fenomeno, basata su sperimentazioni e misure sul campo.</span></div>
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<span style="color: black;">Purtroppo
alcune trasmissioni televisive come “Voyager” e “Misteri”,
per via della loro tendenza a banalizzare l'attività scientifica e a ipersemplificare, hanno creato una serie di equivoci, circa l'idea
di “batteria naturale” espressa dagli Autori.</span></div>
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<span style="color: black;">[Fonte: Renzo Cabassi, CIPH] </span></div>
nicontihttp://www.blogger.com/profile/09482080601829482481noreply@blogger.com0tag:blogger.com,1999:blog-7763019336864321222.post-20012256347205822072012-12-28T17:34:00.001+01:002012-12-28T17:34:35.002+01:0029 NOVEMBRE. UNA TELECAMERA SUL BROWN MOUNTAIN
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<span style="font-size: large;">L</span>e <i>Brown Mountain Lights</i>,
sono un presunto fenomeno luminoso, localizzato in questa area
montagnosa della Carolina del Nord, che vanta una storia di
lunga durata per certi versi risalente al 1771 (<span style="font-size: small;">Gerard Will de
Brahm, che sviluppò le prime ipotesi)</span>, e ancor prima a certo
folklore indiano locale.</div>
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Negli anni della prima parte del secolo scorso alcune
indagini sono state compiute sia da geologi del <i>Geogical Survey</i><span style="font-size: small;"> </span> (<span style="font-size: small;">D.B.
Sterrett,1913,</span> <span style="font-size: small;">George Rogers Mansfield,</span>1922) sia sporadicamente da scienziati appassionati di fenomeni misteriosi (vedi ad es.<span style="font-size: small;">W.J.
Humphreys, Herbert Lyman e </span><span style="font-size: small;">Charles
Fitzhugh </span><span style="font-size: small;">Talman del </span><span style="font-size: small;"><i>U.S.
Weather Bureau<span style="font-size: small;">, </span></i><span style="font-size: small;">o in anni piùrecenti </span></span><span style="font-size: small;"><span style="font-size: small;">il </span>meteorologo James E</span>. McDonald).
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A dire il vero le due
indagini, della prima metà del 900, del <i>Geological Survey</i>, erano state
molto approssimative (lo aveva già notato all'epoca anche il celebre
ricercatore del''insolito Charles Fort).
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Andati come scienziati
questi geologi erano tornati dalle loro brevi missioni come testimoni
mancati, ed avevano ridotto a fari di automobili il fenomeno delle
luci, più per una disillusione personale che per dati realmente
raccolti sul terreno.</div>
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Strano a dirsi uno dei
lavori più seri sulle luci, in anni recenti, per quanto lontano
dall'essere conclusivo e per quanto approssimativo, era stato svolto
da un gruppo di studio sui fenomeni paranormali (ORION, 1977-1981).
Essi avevano portato sul posto alcuni strumenti e sviluppato alcune
ipotesi che si riferivano al fatto che la località del Brown
Mountain fosse attraversata non molto lontano da una grande faglia.</div>
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Ma per molti anni nulla
di concreto si è sviluppato nel senso di una dimostrazione
strumentale (pro o contro) del fenomeno.</div>
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Negli ultimi anni
l'astronomo locale Daniel Bruce Caton, ha dedicato una certa
attenzione al fenomeno.
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhQfVttgmodpTS061sI34-WUbuNXk76rCz_x9rF62b-xYkcsZBA07mA4MoW0sbOvo_vY7IM4t1mDe5WxfW0LqJ0UYTgVL4RrEn18uerKI5Y25jPWgMPYXyjAkx02F7gKeKusQMZbv49UI0n/s1600/382096_4225086139470_771636301_n.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="213" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhQfVttgmodpTS061sI34-WUbuNXk76rCz_x9rF62b-xYkcsZBA07mA4MoW0sbOvo_vY7IM4t1mDe5WxfW0LqJ0UYTgVL4RrEn18uerKI5Y25jPWgMPYXyjAkx02F7gKeKusQMZbv49UI0n/s320/382096_4225086139470_771636301_n.jpg" width="320" /></a>Partito da una posizione
molto scettica, negli ultimi tempi è stato portato ad affermare, a
seguito di una serie di testimonianze, che forse una percentuale di
avvistamenti nascondono un fenomeno che potrebbe essere interessante
studiare.</div>
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Dopo numerosi anni di
attesa, finalmente, Caton (29 novembre 2012), grazie anche all'aiuto
di due collaboratori Mike Hughes e<span style="color: #0000ee;"> <span style="color: #0000ee;">R.Lee Hawkins</span></span><span style="color: black;"><a href="http://www.facebook.com/r.lee.hawkins?group_id=0"><span style="text-decoration: none;"></span></a></span>, è riuscito a collocare in loco una
telecamera dotata di <i>fish eye</i>, normalmente usata per le riprese di
meteore (<a href="http://www.optcorp.com/pdf/SBIG/AllSkyCameraManual.pdf">http://www.optcorp.com/pdf/SBIG/AllSkyCameraManual.pdf</a>).</div>
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C'è ancora un certo
lavoro da sviluppare a livello di software, ma intanto questo piccolo
passo del gruppo di Caton apre la possibilità di una concreta ricerca
scientifica seria sulle <i>Brown Mountain Lights</i>.</div>
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nicontihttp://www.blogger.com/profile/09482080601829482481noreply@blogger.com0tag:blogger.com,1999:blog-7763019336864321222.post-36977468493686746912012-10-14T14:28:00.002+02:002012-10-14T14:37:14.232+02:00HESSDALEN. LE LUCI CONTINUANO A FAR PENSARE<div style="text-align: justify;">
<span style="font-family: Arial,Helvetica,sans-serif; font-size: small;"><span id="yui_3_2_0_1_1350217024551109"><span id="yui_3_2_0_1_1350217024551106"><span style="font-size: small;">Con un certo entusiasmo, in questi giorni circola la notizia che “forse” il mistero delle luci di Hessdalen è stato risolto.<br />
Anche il giornalista scientifico Luigi Bignami ne da informazione, in data 11 ottobre, sul Blog della rivista Focus:<br /><a href="http://blog.focus.it/effetto-terra/2012/10/11/il-mistero-degli-ufo-di-hessdalen-forse-risolto/" rel="nofollow" target="_blank">http://blog.focus.it/effetto-terra/2012/10/11/il-mistero-degli-ufo-di-hessdalen-forse-risolto/</a></span>
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In questi giorni si è appena concluso il Science Camp, che ogni mese di
settembre porta di studenti di Erling Strand e di Bjorn Hauge
(dell’Ostfold College) in visita a Hessdalen per uno Skywatch
strumentale.<br />
Durante questa occasione spesso il gruppo di tecnologi italiani diretti
da Stelio Montebugnoli e Jader Monari, conduce una missione insieme ai
norvegesi, per una messa a punto della strumentazione della stazione
fissa Blue Box, che opera un monitoraggio della valle.<br />
Negli ultimi anni si è aggiunto anche un gruppo di scienziati francesi, e
sembra profilarsi una collaborazione di programma tra i tre Paesi, per
una raccolta di dati più ampia del fenomeno di Hessdalen (che ha ancora bisogno di una certa mole di dati correlati per essere validato).<br />
Per poter operare una raccolta di dati che abbiano un senso e che
siano correlabili, sia tecnologi che scienziati si basano sulla
formulazione di un certo numero di idee, che se supportate in seguito
da questi dati interpolati possono rivelarsi delle buone ipotesi per spiegare i fenomeni
luminosi di Hessdalen (così come altri).<br />
In effetti durante l’ultima missione Jader Monari (tecnologo presso
INAF, radiotelescopi di Medicina) e Romano Serra (fisico presso
l’università di Bologna), hanno sviluppato l’idea che <br />
il rame e lo zolfo di antiche miniere della valle insieme al ferro
presente nelle rocce sul versante opposto della valle darebbero origine a
una gigantesca “pila” naturale.<br />
Come in una pila le linee di forza trasporterebbero particelle
elettriche che potrebbero dare origine alle luminosità osservate
nell’area.<br />
Questa idea comporta più che la soluzione esplicativa del fenomeno, un ampio
programma di rilevamento delle condizioni geo-elettriche della zona, e una valutazione degli ingredienti necessari a far si che ci possa
essere l’innesco di questa fenomenologia luminosa, che va da
microflashes a sferoidi di una certa dimensione.<br />
Già in passato si era sospettato che le vecchie miniere abbandonate
avessero un qualche ruolo nel fenomeno, qui il gruppo italiano sviluppa
l’idea confortandola con la geologia della zona. </span></span></span></div>
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<span id="yui_3_2_0_1_1350217024551109" style="font-family: Verdana, Helvetica, Arial; font-size: small;"><span id="yui_3_2_0_1_1350217024551106"><span style="font-family: Arial,Helvetica,sans-serif;">Quindi si tratta più che dell’affermazione della soluzione del problema di Hessdalen, di dare sviluppo ad una serie entusiasmante di prove e di raccolte di dati strumentali.<br />
Si deve ricordare che intanto a Medicina, il gruppo italiano,
sta completando la messa a punto degli strumenti della nuova Blue Box,
che si spera al più presto di poter trasportare a Hessdalen.<br />
Al contempo si sta cercando di automatizzare il rilevamento ottico della Blue Box esistente.<br />
A quella latitudine la tecnologia è sempre messa a dura prova dalla Natura, e dalle condizioni climatiche al limite. </span></span></span><br />
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nicontihttp://www.blogger.com/profile/09482080601829482481noreply@blogger.com2