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EGSa89VQ3Bqnw9APpXEVzhc7xmNTrsDvU6Ooxv8yb/eTuXf1o79beK33kT5cmppSgJfpo7bEMTnXf2sGoq5QlmKbJK8iSfXeiWG+dOBsAY3d2mf2AOG/u5ZsqjOywDmJJL0iSPWs02XmUKunwnZZWAx3xbp/LD4zMYu5LyWc49Sxo11GLql9VnHm8TehN2BwkD4Q2mvIdSSdsp7Scsd8R/sj1JGiXhAXGnd+OJu43b6pfPg4sN594C6hT9ZO8Ote8jvmQV7aaWdggxttwPcXxl+PxU9t1h1//OjKXZjpPYv7vA2GDymNS5j9CIe5e0buOAYhel2anvcZTf9/Y9buBzwAMJSvQ9JTVf4uAEmOnMwLsrof0Fknf+N/yOGb5qLZk9qeKeh7CoRxTEGIl3jzn+FmxX0tOz4wtH49nMWFd/cp8tgX/b5OLHxBZG2896kQcZw6drTLyEum7llm3HRvaPwg9UDTryGvR37KOoX1HePO2Y/Qjoi6ILww/vl5RtLt9kbS4fPA+lWBawUnvxP/3av9j3lAl57EM9B2ozJ74OZccwdOX7E7OX9ETV3c5X9+a3jjKh9wAlf3/2To+wj3xvY41rGkv4zykjOzzhj6m6HdoMHBuA8sp2vRrtXqqYCnXXfHmDsrjhh/pMoXol2w9fMAnUX+dosbCA/D8eCkrgL0otmTcDqI3O5BbatjoNRxCY4JnvWNI/HAlNb1o/Snu/R3yT49KjkXtLmeUxPeHO/DaeBiUz/kxXufCuE8xgJeGnlnzqQbiXbf+4HQriGug/SUdUrLO+Yd2Y9QRxp1QbjQnPPjbOLt9qbk4ePA9KsC18QnPyd8fy/5d8zAd+llcwbMuVGPOXByv+aTT79y7nz2I8bQi1fs/Fp9o+oc+IbTvfP+wntv4/j2sdC7vHKJx/YZqEi5cSsHAx4g/CTXJ+dUqKdDuJNx54mOxB7R6kLAL6r/PLTz0rhNujFUP6y5q3C+fPMHl+UeZPYdA6nKJfi9dgbC/hstFT7QSu58nyboD1FHmQQ0vrxSwSTx+dRzep+6Bh+XIoxLznTWciaEm+gbznJQHRjca5Dri55ynYp6x/0O6iOuI1QvuC6Yej44G3x7vIF0uDm4/OrxIupk7aSf96rbMRfgpZ13BjS4USYOnJ9SaKc15Y4+fTSKX4isnJU/3jbDh5rCpc38oMLcPQbn6S1ceiy+M0fOdOMjux0YKu7rgs536sD+7hyK80iTM70Ys4lzhuHWRUbrUOBOXMQYR/wcIfeRDqSN62/Qb92P2v7rzNA8qLuad0QbeDFRXJwL0ryVw7RDQePjJNPtPlNKPw6MuwxS6WyRWzfcg5mPr2W8P5Xh0Z3cF0fyH76QSc/zOruc27BbaRwmOZD+KqaXmp8kcaL39/A9Oob1dgnv+zOYz2/gf3wA4+X66/h0pv7uSNLR3sDFw+Gfu17zVqB2aHEETYt/Hz74OFJzWSn5LGm+N+1ye9Cpcg2qP6X7u+M8fgRXdEE0zn9n127LN4EcHgcgXG1cZJzkH0j+nnA6ZoW/dLLOIMYb7dyBLfWamjk9S9yp3BF7/mIXuvNioxtf9YADl+ypJXHnFGIj9ooIJOTcWWsUpBGKLwIeZ/V2XyfifxCyd67GIvXMcKi6ZEwlVfM83nSLpdFWV8WO83zFyLMZNeu9Odzvx9h0PGjjcsjms6g2burm9aB/5Bpc+Skt3R3s5h8BSDbs/e1z597+eaO4DiSoVxj8RF9Pml5Xh+i0Da/3R86/GE6Zb+iWI/9KA1/SUwnijjlIplPYIPVVGf8+wrj7+F2hL0DaixdxjlH0G5bbgY56ReT9hhw0Zu6z3gja8XvBpSdxu+8KV6+UOV9ZAqPn0rXVe0sGT/5fqV7h+3Q8JWphu494uv0w+KJDOlv6W+83H5AkLjH1yQk1d5UwWWrOs7RVFBeUF8tCbdx95FkTA68ojtSYA6/7VEA8Th077WXkkthnlTNPPe7GUQ+6Bxh3jXZN9CnBqeXege4acsR15MoF9wtV58Oz/Hk7EofhgyNXA68LTn5P9PNe9zhmwFw66WeY0Y3G7IGfd00Ynp5id27CETNx8ZfveaDpG6s/kISuxtdTHkDu/Vv12BJdJu2SETHPhLvIDU7WB2kp4NjX/LM5RcdTE92JvRNz1kdSvJB5YUTPw+cPzU3lDsMdQvsqyYupTyI/AzD3uPMd45L3Ej/PGe5BZO/213f0jb/baWJ/tz/bGizarPaSgGCh+Bgy41LZP3OS3Aj0ffFAWV0zr2F3ijpl6B3hneKPQBwFecF1Ier5cDag2+Om5OHWgbKrx0uoJ2snerjXfI65wC6N/DO09Y06cuBNvqbnT6dCdz7hCHb+xcJxx6QUslAIuQHet+4VwnH0GNqX1ZeWPws7AwY3qRulPYgeIMtrMddqdSp5qjnv9Nxd90jmkSJeiLnQaT1PY99GemPkYYwDkb6K7AqRk8jOEvg9bvke48ztEoeiyWNugPZ3AGC/61mZ0/s/d1/THA1qv7jJezTwSZ1rp+e+3Dex0+OmWpdBlbPKPA/vvrc7ZKnR5hLUAOK8xriR7cMNxhWJOlMH33VVzVVS/oozPAkT1sHu9u4viM9zdKKb63s4DVwsRQdhjFnhaHEj8guqeTY1UREQaJt3Ls5H74OJuNnxyOFEe0nNDhZgMWlZ1ASg2BpUwvMWt7uFHQ0ETj1ZRyEY/rHDXhIqLZJ7kfl34p2xW+Ta0YGpZ0D7rYY/lCQutZijBSaTvlaJuc4cO+Xe2ix67OgU8goz1rGjoMDrmF1HDpUyT2k2PeFwe2nEnBeSmzxcYlwflLNE0JBzjci9s/G5qZxdZe6f4GbtFDV2fxAIuK9AUsd5iS+Do88CB3/wvtrfNefgKZyyO0LWEabxC67TeRvk7ZF2GKirxxfpk7Unfb8XeB5zoS6txDPM4EZt6sBMu+aPn075OzP5iB252EufR/MbqHUgCVzVxydedS+2yVxmSXH8FSMO8h1NZ06p5bvDKd+cXtD9pPtG37tdHLMHy+fezrjyU+eWLDaJri7bvZlnvHVnlbDeiq0MDVEJ8b+97z5s9BvuOAstaksoPQPmFJeU4ugRXWZ5YZW4QwH7Ye7z8kxG57gZgpJ5+buv9NU8e6qJuCsBPpoSX8h8Z7EnN3qOxhjtNhYc15xRvbrsuiTMPyXwTAKaC8xxwfJY92k+iXE+FMa1e7Pi+N/xanDQCVz10IvXXOvzQ83n7injgSYTCxES2enA5g3F1lCtcjkMy0Wm6MjiA8bxWVv5XWCuP9o6a7On8HjfamViQxp+3y2UOewzvm7oZ4NCehwKfnQlEw4jiVEtjop8fc1+cOHledie1B96VfYkzvW6WpiUA2MQ0vUxB48RQalVgubc4FCVZOw6CEz0vlaIHGfOuAwMPAtSuynKOsjf3K/FHIJT+u87vhFHMAUXpHn+O2vttnhT+PB4IPFq4yLDSf4BUH937M+/NAjOGMc3POADo4avtTPZ013mTkw+IvMXR6HzbXDDNR9g0/F5wlMfaz6RZ2OMZ78Bt+s45CmHgyLEAGcGsVuMfSDZX4EoZ1r509wVssR4c0uqsO4Xa5kSViHA7jHxGX3aaPH3xW3gx6C78qWknHXPWBC/geSD8AFAYKx83V8/xXWaPqM+YjmCYDF+wV99Pp6VDL8N/XB1iPpq9sri5Ockn+4lr2MW4KWXdgazvVGOHPgKds1uS53Oojs5/4gfurgK+vzc9I3VH0hCV+PrKQ8g9/6temyauER/zWdCiHkjjRwAe328bkpPrfm7aC458i2ndNG/5Wc7cusI6QegnKsmeoLM37qfqzel0D93Qu99x73xk5qmhhucuqXdb67Ae/yuFpfMJ9yvE+mxtRq4J7G4pfozcorehjQHmvy6iDrhOnpj/VhqUO/f9N8/IQAAD5Yynv9OAAAA/f///1oAAAABAAAAyGkAAAQAAgAotS/9oAQAAgCsTQPqz/KvOBAASxc8K/NPkjhMiCXH6iBixPdVn0H94ZTdC5yXnh/ENrrwbTIBlamQ8e2L64NxTIvA4roHLbEC5wryCgALYN7QDOkLoei8y1tfqOIBpC98gLblCZdYQHtCRB4GnrDswV8p5Rhji3QQ4gBu1yKTZ7IPHF0Sz34QMT+7EuUHY/B4cjdJ4gcbmwQdwvrBzs0xHzr8YBSaLk/oQybEE5Y1jT0hIliTKoonXPLW5gsfTBjiC1U07flCKGNvaO5mekPKnIl/MXSi7F+0gD18AcBvxOtfG8EfJ46/NIY/xRJ/e1c1fxGw/N3s+LWd/EY48Vuy0ufe8X0e+rxjvkYcvioiIkrLPmyQtckTkJXHDcpr8CLPbUKeD9YavW0HvRBPewIG7BUWdiCP6PAKwcOODxtmQVBFCKHDJASVShFwqZpVPF5MjspZ7JsXY9NR9WJSNIIQ6bzYTJIxxrAPuyT782Fsl2hBWX+OIsAxU86f5yBoVvV4s6mNU1IU3swk+fZq4sH8/BeRMm1U+UiKl5iYhA4fKDVhAwvfXq6+qo3AV6FC8VWyb95KTOStOjR6K1QstOAVf8VFAIO/+mwr8FhubSd8loGvVp+VHmDotfCufASozU+/VZPjxG8xcTR7rksTXTD+wFkRdoKCdmIrPQ+nV8Bi63u8QL2Py5/3sbHB/4wJ+J/f9kFPlj6owRIfxKXzQKY9PFCKsAdKQuF/Ptv/jAV4Hxt13selz/d4fXoFLHg4Z3Zi/07QDzgry8vrpBDzXiAffDc1ie/SsPA5VS18AsBPj2B0xyMQN/A4aESP4217GzQSb4OD0ttsir0N7RR/k+XB3+DAQau48Tje0D+Pg05s8gjEDmJ4BKMKsPgEgKA4fE7VIJfv0rgo4rupq1C8F0iIMK+Tgsx/MXy1jRqAHlEVRdHFR5Fw0v+Imz6N8VP0DByV9QOeuq2BG0kwxpFsd/AjVyrgRyL38CMRrOCqkEtwI7CRuJEEZDx1ewNHZQ2Bn6Jr4KZPOOmHHEWKFEWhA3oESdsoyePryC28s+UQV5sp4JqOQ/BMICL4EBw5jklFil/KyuKWoUXwys4c35sIwXXRM1x3vcH/gtogRDP+B/vGGF3w3agFHr43wXzjlZ24Gm4ZGoqDX8rG9uGYVEWO4ENw4CrwTCBMKlzTUYgnrjarvfHOFkMwfB2pxa4jmwNTiEkZwKyLAhktBSJs4Ap8zcfh24sVb7OR45SUBF5B7k6zqovDzTpmVsAxSNhDC77ic2g3/ko/jDHm4HUwYim4Wy9XG/OmoOIcui6cxdrAOfzQ0uIbYgQFIYLANah3xhiX8DoYWP5KTeB0YUS0ihd8Dq2GY+YGHIOEPM0qIRxulsEpKQu8gpzd20sAvM3GDUR8zYchWooXZmJSnpgDT+AQIgCuxbTGxq1OB6jCpwwhW+BQeZFLcJwvRyD+lEb14g8YBL3hTKakUHAl9Q4PXAtp2FgHFYw28aPTJiBwJAJmWRwpEIkPb5DG1ABPIiF2Ahe/QNbiSupFDTiTqWkYf8BAaAX+lE51guN8O9A4VF6QLHzKULKNW51KecW1mNhwLsUheBlHRyStUhJ5w9vLdRyZ6T4lTTFe03JpVvU4ZmYYU9nSoQWtkF+oLPyVApJj1PIxxgXkA1mSdmScKFLu1lZytyuNiaxzJpJE6OUif1/uzmLPZJ1zJim526UWhIiBjBNlaozRh3wga/KvtI8cowaFFowlv1BVcMyMG1PZatCs4hkn6TDglPTEeE379fZiMo7MPEI4VuTKjQG5d2OymKgxEBuEp1IypiumngHwymbDdJhU/k73lR04JUWRNhT880n32EKYS1cq3oBNt3UEjEirlh1/0u+gG3vpKXZBkkRgpNxRl85SGHQWi5SuJV8WSWM5mpIhPcUuDU6/g3L4pVXLQKqk2zoDLqQrFXHspHtsxybShoIkmqT7yhAUpsOkpq7SQVKfk6oTzJxMVvgiSjIBiXj6kuxe3cxM3dABxQWBjMvUwga+0CG8s7y9nOhNU6KckrLQl5CCNKuCdAeJco6ZG/QGWz1oQVn9iDzlr9TEGCNTCHdrlqez2DYHfoA4+hBXg7NYIX0I77BSH4q1C0Jc04naHcYYE+hFWGD8lX7Qjexm0YJU9CNyFMfMCnqDLR7NKh3dQWLcKSkJfQnp5+21qjdNaaFDeNPiMrNQXA+mbuC4uol5IiojftXLb00wo23dXGmD8gUpSx9rQQIbiKib+Rx5e73qaN3XU9IVupoqpWZVWGfLsMExU4PuZmmJFqTVK3wK8FdaYozxKB2EOMLdCjt5FqvXeOKN1uUqG89ga3U5F1VP7tavy93EBSG26RjIbWOMNXqcTdRfKQgdjlDJAHqFz9c33c3y0quzZbAL1NVUP6uO1oXiQjfzQVKlj7UoYevmShwC6OW3B2adK3ZUa8QAajo5zUk9k8aPPAQDbGCiLsTN5O0VRb9cWzslLdQrZ2E1q4r0HZLHMTNP/yasuOj639pfKYsxRipBt2vPDLELpow+eQLEGSwTfXIGk6I+ueoThFjW0xJqjDHC6OlVyDudMgYrWvCJrv+pOWau6d8EFc0qBPoOCT4l9dMrZ628vVT1yzVBXYh7yRAMrJk0fJqTaTUdBjSap7O+XvWSET/R2S9aYEZB9fbVk5YOyoQUNlBRF70bfXtJ0YtIOTslJdRJw4ZoVi3QSxMVHTPxdNPMTBUC9FP22V/pCh31h+kYI3nQ7eoN8gMGAAl6amZ+BluppzaSSNRT6dBmPXWA10V30xXA01F/lL71U3aamm6auYmjlybK6NNJwzKP6EWkpKnQRe9KqXRQJqaeevuK/NbZL17A9PXql965QO1ALIeaARJqwkNqzABrbBywEXDDBgA3m9ikGxRCcMSNOKsfgYwEF4hyngDo1th03+8fQvOPibwfDC8/TVE+b0mfEz4+X7YewsKelwEK0nJ4Ftt2nijuDMUAi319Q0Dq1Ej1aq6SYQMHNat4qIwxCtW5W5EEISX5E/Kpjm6cxb59qgd8qp9q7EoQIt2nQjE5xhj+VKZTf7/K6RQtKPurchQ6Zsp9qyM2zaqeb2VZ5ZQUxb9yW317NflYOR+rSBbaTEsuRwSqqi0FPJSisIGFby/XbRotaOWv1G+MkScdhHjnbj2dPIt98sHWYfnPasCz2Pyfdx5P7tbUf4bRFIS44Z/hOIwx9vwzz5s7/isd8c2VZrTglW/uGnTMxPDB1JyaVQo+WNODU9IT/2uF1tur9ZePEBr+8s/V9yoLhRn9/BIC+JMRO/ldjq00T+bPZXpgSzYHxFf5wx2eB0U3ucMnbCDg71AAxduL9O9pqU9J9b6eYY5mFczPo1LkmGn+eWqDB8ZowdOP5+b8K4Ub8/FecreyPZ3Bhn+AwK38OzXUMyxu/y4OctLtevbvTDAIQlz8d5avY4xqH2/mLsbHi9uiVeR8PPfaMXPEz1Mr1Kxy+nlUjE5JZXw9Q+/bK/bvaXXe+B0KdPgU9KBo5MOdHogvsC2ap68vgsAMGbHrF8GBCzPK+UWonlG+IEV9vivYQBKfb8ff26v098W8nZLm/T42KM2qAr/v0ckxE+z31YqwSaMF3d8v6u2v1MKYDyXpIMQnd+uEyTPYsVivhOP3q0U7w+K/H+wAT25Xs+/X+hiEyPj9PEXHGM2+Xw7BmvFfqYzvp0eFVnHz/aLcHDP/fl9tCM2qpt/32HRKGuP3seVvLyy/L8ZtDBuI4/PteEHi+nxXfjCjRb4I1QkyYihfBIftU9gXQUAGDCXCA2SaJgN+iAZaLS5ZYFtaXhZbWlo2BOdBCTE2/2BgiEG1GyGOD8I3G0M+4Q6ikKeQb63QNdDwPGooRIrEzhRZJ03kBReh5iRlDSPnTyy0suQnsiDx9xP7uhD8RAtypz9xqsj9E29SPT/6lLb2ow29WR/dxf6IsqWIM2oRqzr8QyQ7h3hVDmlwvFAkv3Cwfx9Bnvho8ylHRX4fcCjMi97vI2/TRwsdPoK8+mh9Av2MP94Yn5GtlrEHFmOW/PM3knkbI398sfzw+/nxhM5xgvtLilV8yaOgLwlu/ZIuBX6kG1P1Ry7iPY0/fyQHQ5cfKXaM8CGbXPiQgxsgccNHI496kY82gkBuSAGBMOrISab3O6vYnX8nCQNnv3MnHeJzPh75nOUWRb46yg8xC5evNiwtf/UVEpi/OVtY+jfTP5as/k0wEj4qpph+zdn0/jdfiHz+5g2bir+JRMX5N8EC1X+TT9T0b6aBbM6+OPvqKyU6vtrwVPSrowDh/Jxlos/5OKj1O3f08u8kIbPgd1a5c/HXbVOI/jq0jut7QqVafU8eRj+fjSPks/G+lhT/Z9K2/D/5Bnx2dql/e7tEqYs40GPztzuNVn+byOf7bci+mt8+lEH62wCglf72lc3mb2/FThxk/2fnVtX/5Hu58j+TZtafTSom/Ww8vc/G8Rr7njyKyt8TChXvr0MzrNuihGqRQUlCCJYE0TIJD9kkmalmWOqfxImPErCckvOWEkIHSpDsrSppWDWxtfpmlXDEGnle8jNjiSC3DgZN53ZAVyaWoU/CHNmR52+tecfllMIV4PEGidYmdKMUzcKmGdbmGAwK8+JOOSrNtS7y325Dnvy3mpjV64n/9gKD/5tpDPV15L+5VpB81yM7nsag3/VGp5Pdy3d1Y7L1Xb9o2t+6aQP0t9J1un9rjWuTxfdvUiWEyakdEzkDS2hNfNlX1i+b5OTLNpl9WavBL7t292VHpL8sJMyXfV3yZ5M4/+wegj+7lvm0YdZP6/dpm2T+Wq/XX0tJ/lmKcLhkaeAyi+dCxcyFiatLESwXXYZLDCWXEFAuZl8XcY/LAMeW0RYaUi10SC1PgC0v7Z+lMKxF1irjhiljYU+GrlDmgwEzrH2XEdwhg6O8lta5y2BWyrA6zsSUziiFzqhBzaSYsWycoTKExggDhZ8TPldQO/tmotcLTv374fxY79xO2SY7V101YudeEiXYuUAiUXeuDASpOzeADOydK5fFiUOWnctFo7Vzh5rI7ltaJ1vQENsZ2zruloxlC2Om+UykMVTrilV0mbC6uFtXa7R7hte14+mqONH9EaJLWqObRdF7ROOd4EXxwXupwnsFgg7SE7DhJpjQBowCLMIPPJcELEYGP63B3tPvlMcv5+QXBtc3wxd3f3VEfXTQcTpvRwy6ZrtQCjQkSreTXUsb6ivV6pVEUC1aOSpyD7sgMC9693CMOJwzI7ygKhz1XksD3cNoZW1CMfYwCK4wDQ3htVxczucehj0VKhIyiyCUIk1oCAEhLJRFErDCmTXEFNtCMEl0Idt70dugAHsRm2oAe5HZpXcv6iob2YvGPlT3oiADn3sRzAsnO5edaMmNCDuRJd/sTlQI2N6JMOig7kRkDztRTI6yfQhsH1J8zduHLjwYEscu2Pd2Jc1Ao6iwXUkFKIOu2q40YUHfrkS0uour5CT1ne5iIjbELGB28QsIS6xhu7jOO9nR7OItr5FdbCSEi51AfQkw1YLI6tVQi0yWa41kd9BpVI7K3B14JjEvFu0ORmvHYAp3B6t0obsDKzbtXbyVXEtT3cVGRG1Ci7t46/sGSWEX10H52MUvxqa7mAgO9i6uYrQrEXm5dqUJR1+7kgpROrfRrqQZQB2Mi12pVpPOPbQvORGgK9val+QoM/RN7Usz2ubIFOxLpBiM7DuTgbu4nCZwBQ53JrfzG+TWzoTCq02oxc7kaLfV19IwdyZRC2gWHs2wHsdg9MyLBcpRNrjWlnuTEpsWmXtvSuJh9aq3NxGlmGoRszd9eaC+2HtTgQ5cHRe3dyYoo09jITuT6JsThyo7k+OGJVaonQlFl3iFlJ3JDSypT3NnerAEiTJ0ZzJwJHW3L5HaMeie96UZFIyivPYluckF+92+5CRAX9CCZleqJdKE6JsMAZtUXGjqg22qE2sia2zCpZrAEpisLGDybMAU4zJn0sAEVWaawZdGB2EcETMREDvp4vxUzBVBnOZEfMdC3MJFDISK+FRH6QWBUgM+JTQlQSlKQ2CUYnssOWhbsiCjiF1X1DlZhIkuimRQRCOAIhOrRXR2RRL4ihacFbVQIBKlkhPVINrgR5TTERnYDL0JW4AQvgAlvIEmHOJDmEVPWAeRcCZTuAmREA2XUBOWEIXHXGiFEKaQ0JWnoSMkQ22EQ4dFvgSsvmTZr4YZafnXBmj+LY1MysEFiFRz8JKLvBx8JviZg/ke03LwDBx/pVXGGm/GQeg395v06YxWgZIICBTynbMqcTm49pVJaw620t7Lwa5qD3Iw6cfJwZXdFTl4ho6YHMwXOSQHn63Ac/ASYYwcXGDBhPxb+rUR5KuhxpdM+yWAFVOW6xB2wuY6awmU5DpGGdJyrxXR3DvEzEHudeFqJPfCedDLvVB87Nz7PVvLu7EX/kqpjDXKpIPQGNzvT1omRxHsHXn3UO6sClXeTQxiwiTv2ogKOvyQdx1/jPlQyrtEzAjybmosirwba8FA7v2aaVJh5l6oEOTcC7cnI/e6aHKWe4c0yL1WyPRcx0gOSa6zhtOV6xCqddgFDjCVHlDyOWAk4MAOiwMxA3C5UiJwR93cx1auICa3wiZ3PCHnymxN39sapFu6pC0EvW0u46mYy7TFchlTDrnMEtZcBhaQm8/UHOUzR4j5TFeKfGYDkHwG0cfMJjifuUKz4AQNWgyaFlg0atqtCzl/yV/ezPkLmlP+4kUkf/FB+YvQh/wlhpu7tIJzFyFWcpcXsrnLXIrcJc9daHjyFtOYvGUGW96CYXHWpcZsAZvZbtesUoPZsQ2zgPtsJZrWpY92a02bKITWCro2rHYSRJYfG1lOTMmCRS1vYcrg6sQsgNOeAOKtAD6gAhAY4I1k8f1j7Z3X93ZCuzoBcz08c5Xq861KWkHEaM3Ra8KDQRNfqQRORskcnpIPQJQYulDyTZW8hleHXlYttK46KrEOKGJFe2GlXNLDuoTEzJIpZUzWiDD5nPKsIcS2WcH2cIS95FML5hNHa7tFSBtssp340lZtBUUnAS20Aw2EACo3BoqFA9rVbKu+24kD2mDpdsuQTxzvTy32EgNsD0nYNi08axDtWGsircsuO59w6ATsBOLixIzjjFPB6T1Us8vqE3GbbA2boqqbrN/NWll1GEptNqE+AadmS+D0GrZ5zrgUQzwnJtye7wQa+07ACJm+84kGJn5dVln2a00Gnk05Iid9ggjAkqRFlXyFIRn6JXvocSVBIElaeUkKuBA52RNpYUEk18tDMkJuzT2uXj3iwT7KnNgyMpUyjqsYI4hgfKPAWMIGl3EyCqOUz0YmyEYQWRrbVX4s+DT0P0j8cPLD8WzqaDkEBIkFEPSBwzoph6ppiFqLYB7xBxCPTiD6LtN4tB1kpEd7CkbwiT2AiT7xwucCn8gDUkd8u2V/lFrqhHgYF3ycXbHgYbhJNVn1MM4Egg6reBhP4TEfPjwMHCRcPpHVRaZP5CFJ9okXQDWppPjEnkA3j/ZcgenRdpJ6Hp0A8ccoopaPQ9W1wzoqeGL+RQssUvyLoRSm3pAyKpyf8UfHS4KT8Kjm99HWk46bEZVrfsafboPPyDYb8xl7XDn4jFl85m8ky5H6jZF1/8cX1u//8OuB+T+ezDlOON3xHTnFVM1UPhAIogY+kBtQI/6jDYpHPav/aOQREid0+pCDdAc+ZJMKTD9S3PgjOQyKlsBarz+/pFjQyJc8+lGjHX1JMBNNRipf0oXAj3Rf/shFAApRfMgmcBU+5KCGJJU/CeJlEh6zP0mmkSROfpSA55ScuZQQipUg6bD6ZpWAtGglBtDOipNJafRbZQXqmqON07EB9/V/o/63WtiC//b6Rvlvpifzf3OrnL/rER2e39VtSYnv+kVkm8O/yaIrJaAKSikI9MChsMokCyn+7B7OZYwLmAJAyzIPkGkyWkFy54NrC/TLvjJ5+rNJawR/di8B+c+uaZhsfVq/vU/bZLPEr/WCwv21lP5nKdLR+LMUDrW8gNLsLU+BJPaWu72FBtbeMjoFpGl3Efu4mIFdQkQtVd1wyZLkMpv3ZHdh8nYpkvW1u+gzOttIUNiJ1r/qC+hmb6FrkGKGCuaFmRjSOVI0tF1GkIcs0xLTXabTwy5DZ/j49XW6y2BeQu0yrI/ffSbGVGqfUSoyoyY1kyLEPmPpOEOFCE2WnYZC0ONOY0hB1Uy703wqHti3MGIm9i2ZVm/f1mXt2xk1nvsWlM9p39I+4e7coffSzuXicu7cORcqKhtylJs7t3N2dOeqr8I797JIgJ0LJIjXzpWR47VzA6jbpMAdavXabmHONFbs3isPEhCRicax2LukNDLs3R8gStPSaJuaoHqG2Lv4m+T5nLp3VaSY2rs/RCjYu6Q2qvZuFhmnu/eIe969E/x2L4oQLXbvJYvu7hWw6yANoPPW4Oyy66BVcXB2HdEgwf1rgPPD/sW59m8GI6D7F4aE8f7lpLzZv1Mkwd5Uzx38xB79Xl2BuuJo4xnYgJ9zBxtylu5gQpyhHYyiyusOFjGivIPnVss7WMyr2XawFxVw/06BXNuJOn9V+ccGxa4j+iOj8yZV9UKjqhmLKs7WCI4AjNzkabk1sFHjIJxK2ZTGOpEOske/WFmgrjva+AY24OV6ze68cavRjDQZpWQeOIexK5hw24nYv8qsRkNy0FnkwPNIG8fbHYzSOlidc2DlgHgLOSre6orrcCUV7QtBzi+qOAlwrDByIyI1rOzWMIoaB3Uq5S2NxUkHi4x+u0RLdIG6MrbxOzYgkfU6tPPmiBqtwd5EhEKTsUrmgbEhIcYwBbQvY8DtTI4cLMlO7EwoJFQmve1En7/qrAeGKaXgUAIK7ktyaUqrGZRJTphmfBOiZ9Igzk+V0JSKMBHz8IbtnVdY/tVA405UUwqUEwcqmLi47RmT57a8YUDv8XGIi63DzF3B1NZQhj6uXMdoLi7ntE2IhxHzIlE5iojV6wuoLydP41Qnuy0SpZK0XMcIg1m+rVHqtnolUY6KNC9624RixOV8cmVcFEnACme2a4gptoVgkuhCtgUIwGvkkwZNcS1tsw6GBJ17h65sKkMfOS6HCFyBF2+QXG1ChGtpmmgWJs2wKMdgRJgXa8pRjFxrTi2yJX62wI3V699UCwRQX6e42P009vSzlYm0iZi1YeWoHl4AMc07j8/1cEKrkjqYPzq3l64sz9D3YI4sQVzOJVwBwjYhFmgWIs2wgozBgDAvcstRi1zrTS0yVq9kLs/qtW+qxc3TeO1XhwRg8awDFmiRtYKikYAWbgANfAAqJ2aGtXtQrBvQbmanb6s2aYMF+dSic/tk6IOaI9uJy9mEK5D4BunFiWZBN8P6YzB+5agfXOu132TXjfCbrDoJ/GYtFqgvVK8O56lebS4hXiEbOdkjaeWlRTZAEAFXkrSmkq+JkqE6ES/ZI08SxFGol7TikhRgIXKSJ9ICUSS3C5IRcgvD42rVI56VR5kSQNBbIEgqHC3DjmfSH05+kGD8scCzsT2lEQRtIxMQTM8oxdMMK5KRiVSL7AhjhBCMb2uMJWowTg7AKOWzkQnyBwnHsyleeUyPdG2Fyif2jIjVHBXdfkAyRIeH4RY100EScohP5BHZQstwSFrHV/XQuX/myHrgCsx4gwxrE1JEs4BphjVkDMaEeRFcjprkWhfRIoPiB2MsWr2imGrBA/WVZPVpPOpkR2CJ1UvMoiWprwgSpWoIo6jzgl3vT9GE7/NgoxcCQp6P1T0BAvYKCzuQ/85RBoRdlp3nnsq0UtsrrgFWHRivPj+zDJSz0gO08DYjQGluMXHkujTRBePv0/980KAnIeWoRx/UgEkQt84Dmfq49EAphoCSUqylsX/GMD4ufz1eoDycXDp3OEMf1RyZDwYjQuJy1nAFYrQJoW3QLFSOwQB6Gxy6t9lU8ja0VIz4GxwIWjwOGk3WASf9QPBTtAwnDrR46pbGGjeS4AkXo0J9mU61wLF69dMiY8K15ixHMZoXbfAjkXpjMHw6rgrJmsaNwEKupakL8dStjTdICTgqKwg0foqmEZejicHInyMD57goCm8dzAk6tw9d2VWGvqg5Mh5MqlLcMnR0W9kJhf9BP/wvyILvRi7aeGWnd8EtQ0UjYFKN4mrzWmeL4TpSi11Hxjl0xeEcfmrxDTHCuAY1D04XRuNmXWv40WkrjkTgjCMFNsAbpDXhSSTIcPFLZCTtGIjNwRiQy+F0rMidG0dmpo7XtBLGSToUIL9QwZFj1KLIOFGqyN0uCmSds5r8fdkj65w5yd2uNjJOlCvygaydHKNWRX6hkhtT2X4YJ+lQM17Tpo0jM51UjhW5e2NA7t+YLOZsDMQW9lRKluHpSzItyeRtnKzwHTCpOqGbDpJ6cJkOkwpK95W9pA0F89I9tgzSlYqH6bYXNq1axpF+B6HTU+wY01iO3ula8mQ6S+FOupZMmcZy9CQ9xe4x/Q6ikVYtM6bbOi7pSkUbaUNBwHRf2Y07HSYVlQ6SmlSdUDZZ4XuIJSuLGda+ltbZJvTiDbIcl6NuE0JcS/M0w7IcgzEvJuBas7XIXK1eA6dadHGxkU+XCFojBiDrcPqpX66pebpPE4xostYnT3xw1CdnLOH4fV3/SwOLy+nUL9fQLnUh7p4MfVMqwhGqfjB10TtST72IFDQZZhifl0L01EwoPbUxgKkWOlBfqkec7F6WWLfEK2iT+kD1IlLUdNG7D/p6FUy8QrYcBWSvg0lB5waiK8vK0Cc1R6YAgxHLuBzON8ivNqHDNZqFb4ZVOQbzZ15EUI5y5Fp7/pjIs3oFnGqRA/Xl9jnh4/Nl6yEs1FKQlsOz2LbzRHFnKAZY7OsbAlKnRqpXc9XKkgrVkQ2qByKoxq5QoQhCZSpV5XRalYPQ6oiClWWVKzclWEWy0GVacjkiUFVtKeAp/4ie1YHnffEMo+kMZ3fmEcBcaTZ3EYKpO8GaHnytiFA+Qlj+CfUqE5UQwF+XYyuX6YEt2ZwPd3kTQKjuaXGKWbQssUpwshvw89QIi3w8dycuVvLx4rhQX0h2/p3lk9B/p5Yq+e/iJO9MIN1ZDiDk483kWX68uJrPj+f2RP88NUOwn0flCMbXM/zuabE7FOjwucJ/D4pHqv6Huw48H8TXOUSDLjo3+IsgQIOuLOqL4HAgQ9/TF6GKNkeW8/muRmAwEhmXc/n7YirAFXDx+9ii3iCv2oRU6GtplmgWHL+fXpUZ1uP3y6FiDCbv+3kWMS8aKEfh4FoL0SIzYvXqYaoFDdRXqI6Li2TCTllZk36+HX15Y2W8EA20tMiYuFADumBTcXEkyQWWmsGen8dSTPIoSBLcKulSINKNGbmIBzm4QXM2yObL0OYNhU2kqU0wwE2+UB0ITwPBwHpRssXGDMj4bSL6b0PyHf32YYw2AGftqxoguBggtAZAeBAgGCukPnBdPUnrsLACGFi80DRyl/lpm6R9Wj8iN1jgTxte/bPrGBy1PfWXfV3NGSPpziTBMPyyTWV1X9bKxfbLrgFwNuHLQhLoEf2zSZ2W5z+7nun5tOElqZ/Wz+7TNtGkbXkiIbsBlWffXcx2XEJIKQAB5rEcA3/Jfe9aHHr1GJu7C5UJ3RkGOeNUIzpveTpnQ2qs7CEQUEHGTYiMBT2ZDwVkcHi1aYzidCynO1//c4eMLGbOBSJXbdVNouYCkVTduQHQfW84l3h1Gl3Cvct01cXdulpFumd3Xbsd8wGm2Uoey7IdWLOdohnwV4bv3SB6BxuqvfqMHUx4003CibSDRfyp7uA5JUd2sBgOtqDH5ItGBO8QplGHuocXUHVnFnSTEPHqMAr3oNqzFXvY5ebCHo5xQGAP58SYOu/hqFadPYw25rmHQURI72EaGSTs4XXcdw/DlqKV7kJFdLuQWZZQiglCQ16EsExu9yHxFaV96ELT34cUncjuQ6MtOOxEMe6diHxDwU6EoXveiQr/LHciSxGhO9GSGj17EUzh2dlWg6HiXvTm4obnXmRmKVaiJI7Ism9I8UmNFT2bI7LNHeaEGyzvDacSHLU7BALaEEB2UXPGp92Zom6SIV49kfB7Jwi3Oxid3SkasANr5rEE6+5io6DOXbyVM7mL68hcu/iFk3cXE6GBNrqLq8ztSkQIruxKE4omdyUVn0qaI4DgZnalWkwgNAf7kpMLEE65L8lJAsHE7ksz1HQN+xLp/0E73ZkMOFn1gQPbmdzKPaL7zoRiqycJdGdyrPsKQLTxWJrtwE7YKaIBf9V97wp1XsDYm5TWvlfX0U2y3puITnRnHOxNX3DOOMneVEAvwYYkOxMUUQSQPAgEXMBR83DD2XqDtWMzqnanaXPka6x4qCEd8Gs6FzSpgBPnqDRWICAaC4VTgUHUrOxKEpLQvIhNRyQv6gwCQF6EedgjL4o00sqLaJDIyotMKPnMi+g2NOVFEkLU5EULzJzyohY1zpxIVIpVTlSDQ060ge8vJ8rnCuREBjKn5EOhNUOHoflQm4t86EgVh4hcKBfC9LnQiqBciIJjLtRklQvRRMjDTYTycKYSG/AxD1t40M7DF57k4RAe8jALBXlYx5AdcK0TsBU22DUNTKqDK3O6hxi6iUBdx8YuEbBuKuwBo5dcxtQOzLx+a8tf3s6L+YtXZv7iw/mLEAjSwdDcRcgV1Dg8bzGVeay1QeGBy9eGfQB9Ao3ABsRcr9t+1oXGkZ/tcs0qIc2OaZgF/J+e1oWPdquzdvLDO6+PDVjpeni2aCUG0I5bZZXDzDqgSAaKmh8vzjTfbrn8U/PtRAFEuLaa9LSVQL550MCnRA8qV0b2oFgJxh60q75c4NuJBAb4NhjlkW+3EBHiP3E48f5Ta86zl8iI8GwPqwI822YwivesscCzaXGKX2smFfDrMsw/3/kEAA6+E9DKdwJJ4MSUc/KccS04vYhNXs3+Up+Qy/JqMwotrw5LbdbSArDJ3oDEb4oiSfKbrOArZWaiGLya7aXCc3pfwHnOOMHQMSJKwBWUVjSCSNKiSr4qSobukj32JEE0iJz0gWTcBpCnBcHGCStrx4ZLtttIShjbN4KohXFhEYYbFIzzABhPQTBwjiSytkjk8Yj2TJFDCoG+TF+oAjVOfColUxqbRDq4ORiDx2Ajk8FOzcEoM2ZP6DO29oRlTm+FD85+lflLk/GJGm2I0/99/8eZ4y895/8UT/ztZf1FmP27UbDk/doQ/EZA8VuCVeD7PNz5Pi/O15iAr0pTROmERi8CThWLD0EFk+tD6LxLeBBUEvb8hw1b3sOOLDjZdyCTQOD3ChGf/J6AAvgWl487IqE+T4DWEZ/HDTfweQ0Qrfg8t7M8H0vKvN72AyjQr/paUyDhzaY32vx5bnyOQqDsw9iElH3YpdmrF5tRIlSq9mJyVnQvxgae82JSNmx4sRnWKR92eSblw9iGcPpzFBixP8/hNN5smmPJm5koOT2YnwEr/0Wkys6Xaa3KR1ZkvJeYmYQOfF0wSHBdCtL4LSaRWzVfHwGq02vhrd0a2D4rbQA17slnGTifSt14LLcK/uoz1MDoV8tboUbwVh0cQV17eCuxURu3YwMOWa9BfVU7p/NG1VehRlGjIfkqWQuajFW8lbgo8wAZmbdCzbrigrmMccFjubn9qjA9cAiB0NsJuLaYkc8sD5RCCOvTyf+MB9Q88MzC8zycNCQAAbjqbOJ6HPRhG8zfZHUAC2obIYmiyMFHkTzZAsBRWT244anbGRDAvqAQmYI/fuTK2xx+JDLPBn4kApVVKdwI7OPYwYwSTvpHkSBxtZkN13Rk2uKXsrNKeGVnFA66fY3romi6K843avmDf7vR4N5kSGVnbhla5FIWi6Yj5poPRLjZBjg4dGHg8JOljWvAN8QQ0qBWUAdDli6ciEFChwpyeG02dOBWp1HwJBJjuJKaB85kWoo/YBDGn9Lup1KyBWMgtqExWYzSGJB7YazIZRtHZn6O17T5OMkelTGVLRo5Ro2JfCCrBxknygNyt8tM/r7IsQF3ss6ZktztOpNxojxVkQ9kNZJj1JzIL1RpYyrbtnGSvSvjNe3VODKzdKzIrTAmi/FjILbxUylZ1I6nL8kNVCSZdloKTFb4Dv1Nqk5QsCEdJOVElQ6TUrCZ7iOjXUobCtbRpHtsgcTpSkVBznTb+55Kq5ZfUKXfQSdupKfYJWZIYzkq/ela8o3OdJZCA6fpWjKOojSWo9MB0lPsZpjT7yAV5rRqGb1Ot71Q3tKVii1KpHtsF7Sl+8pg0mFSDNJBUlc3k6oT8skK3ztJpp/y1Y3M1I0cuIwO4T3bNOXJEpKPg0S4BlvgIzIUfYiLwRBe4VCsBqJ2XhEWRCM7LA4SMSwhATVNGQCK62nqxo6rm62jrjVCyqzOFVuql9/GurmShz7WwkQ381ni1tDW0bpUUOPGupoq5qkUjs6WQa809oHuZqmpV/icMvrNEi2hBerKo41zkOy8SdXlXGyp0RjocjcaNBmn6BjIcWF6nA2WmA5H2FrhM4oF3c2SCFsGPDXVS7SuFDOf1bEWVnOljvIbBH1y9SctwUZ6NZIyxhI13ZyemhmlpzaW0FPpEvXUATq6m86AjvrjtO1A7IY2rqHGBtcmtkGCC0M+YGcCdbABLc/n7/MO0kNoaMKNbQ4LnT/fTqjewLT7VGOwixG0fpUTqiGEb3XUdvOtLK88/Ss3VsMIH6uI3s9CT9CS2xGB6mpLQc+WrJfL1Gb7uxzfEgIAxPteZVm//DNq+LWCC6zpCUztaWh11cbrzmoSp/+89yj6ZxhOA/wzHABg/8zjxPzNled1mydYUFjmATEhoiWg2ICTNmKEbzUIcXrE/UF122AgCLOyK0mimaNfLtJB0T8YKKI0dvwH1W+nUjmfEIcRNc5/wrcbbg2hn3AX0fULeTz8Qj62E7/QNQBVnJpveC41FEKlesHxv3BgqWqe/S8U/SGNjkO8K3n/EInWR6xSwP6INFoefERZ1JqP7gJFG4LRqC17508shDX9iSxKEP3EPi8oP9FChq+fOGUE9hNvVNGntW4fbaiD7vpElDVd+4xZoAI/Y48strP2qEQ4M8CcDBj6AwMDGwAEFMXSQKpI4AEUAIiMBgJAEAAGgsQP0h/CZ9quypRUjQRlBdxvVVmmqF/KuWRI1AHEINW1Vt47977Vp6TwTqv9i5oBNTuRejPmIMPch4Z5svvWKP4B5eS+XCHZMfaVL6kc+Yz3SjdkFKUDWGm5Nkppp6Fcetd4/tGCal8o7vto57He5m+rPnwfBHwVcRV/8vPs+ve+/mM+/Uu/6xlf643f5YBzr5NrlhlP2VMWcuYO71jIOiKOWJu/QC9YbDnD56tQ3+DtaqgP8HD1qK53tSoazslqqL0f0D0x3/EAxyjml1b4M9K4ae0GcnHQ/YAw69fA5PKpY8/vTL49CpPgxRT6Oy/S4A0tNwe22mXscwT0+9ZVu8j9fuydMzWoG4XoADNdVymnBCTvupAdScoX+ppzFLxJSB2AylfGsR+7b2FuP6DW3ofJBGQaSFOCMnWc+2FZ18zKTpkQ3xEKtap9v1N+3kJ9G4g/HE9eDVMnb4V7ZdBjOOelcfmMunyDJh+wll7j9afb0t2gf1SoXpDDn0nbm7ZygOW66C4nN+RLcIsjfMybXoP1QYP413x4tOh3pn2B2i9sBLsepCA6Bp2UnpiyAEDCmkmEuYRJECi4dt86M+5YZXofH7HU9GJ+wdLm+/j5SppvZW9XNB/KHq7c7Ep2tTITh5+ssIAPKKT7cOMeJ8S5zAD42en7VujQZdVBMzUx9RTIDNOPGHff+uv0wi7S+arnCfAtwjpArVfbvjTxZJVOIM5IUzGQRSPegHi2BdxvFb0nKyMyRZ6C0nPyxWhX0kb3O+U83n7fIqy+HGuKy1aA5KpnkTgtkUG+70ws5PDbOOphCONdq7CGuBdnGLy4xKQ0F0AfCKfa63TfEoOcsqcsyPUd3rGMdWQKJxdaP56DhHRDtx9yvW+ZCutq1Zci3rc08AHF/T70EMd1337fKuFZ6pmSvGncMOmD5gCWXDOvl+YU8fRIdwDvjsSj+S8YLl53vjmb9/Z/S/BwfODS1cyroZOZh6Fxj9TxGEMuxX25VUk9o/IN7L4VrziQ5vV1zRrPPc2nLDfumDuW5o7wEQtYF6QL1nFncr5S3pu9Xa33wR+uFgJdjOudrIbd/cg9KX289dhr1peUMp95lu6j3zBGtOaBs2zXozY5bez/7oGWIwmOuwD97zwUwxub3A7QXr8I+vdx+va+9Re5T+fSy6027YySbiB+s9WmP0AkuxbDT218d3PFEQh8oeifA4U3evsDqeaS9jnmvmXffkAtuQ838jj+GNFcVi+F0Vn1TDLeVDei8aDyQBivqa8b8FPBuyO5A+aI5wgaLigXDTqPPA+4HbuR7HB2aNtV6oVCfBxs9+K9RFJiPLabX7KVntlNbthKB5pxfV2zwnOanbLMeMfuWMqVI3TE4tYFccHq3Jk8Xwl/s29X5XVwh6sWdNWrVfI+c7KCkOk9F3YfS7jSJbL6PIMapBti8Ss/gNp977Up8k/7bOsdIcKOhPH9iIuE1hkNvSHKBwzyC2/rhNnfA/7W98utJuszePE3TrADBFDXZjKearR9l5aQo3mvLyIUfbZQ/GbClYe1KLwCdofft/gAH1BYdYELU2ONZwqOeShEaYJxAFSpFLgc4r41hPdpzzHObUDg4QH0eoE/3pN7DvjHuvBL/ARngHwD+aaVWHhgaf3aBXfK2n5XKzt61byIY3DRv42QDy2qX3mYfhYyntcxAgs5qDyiHslUFLGBDo1M9lyN0Q3Kpg9KXL4ee/0oCWWfjlvxhKp3Z60XaW5a390dtAaQfc1ammSnLMUwtPARC2kMuGCR6bjz1WT4sm5XKR32cKWgvo91Tn6y2s17QLndF0dzXPQJv9+aWHI3KHPQjqoD+MSKyv1Wq7BQnH+yBIJD+uqjLvved9+iA49b2IFL+vJZK1O8aWX4B60wtmub+FMm253U1JEY4oLopj38Jitw6BH64o06m5KxLiQ6sV6Qdgodk2t8ibesc2Nc+GBnGu0NDnLwyb1cRI/XtGTN8VZ3xj/S5wOhybM7O11yAz0nL3EVhar7rX7+v5PVbH1ACboPGSzmmBgav5RETJwpw1FvTOZXfCCFC7uWuHqn26DKHSUF7kjv8lxsQSnOFAv1psfiHLZFRV4Vilu55l5gGuEMLgeSFDoOSilynIKgwHAAQiEbLgg9ed+aN8auVuQ448lKwrLe24oWjlUo4Uv6Ls6ZbVDpDUr8yg+gdKVriat2ui0quauk+I/2LOWFFjTsTLG03/RdykEblOtFtvezU79HvG+Vw2Pg4xbywEsEqTPss5ay3mDftKD1AdaDFlqvH69ZT3X6nLKS8u55x1qUo4cj1lEuHi5Ypzx3nq+a6tZ5u+rUQ4ccZo35Suhq1Y4Tk5PVo+cBlW4c1xFTcXIBfhBQRClIQXQ4dHJ6Esj8vhWC7WxAnbe1jByabfMK7LWjQRQKUpcwahI9KGgSg+kVjITCHkTCo+mBTUHRq9znNcJxn4bzsjd1+m+J1hpu+m/GQeBgXnNyBKccO+o77o74EXdH44KPdL6qc4O63fPWKh1uO6ztq21f/ERH9tn3Gvw55lxfaovLrSJpzvQygBu9GvSBri7X2a5Z1vQ0zykrc9yldsdaL46yHbHMxEUeF6znOEd9vmpeb7G/XbHpIR4OV+N0hfpq1V6cYDtZOTIeUHTiklGOkXUclyas0hmtKOkGJf3KB1B1kmuJS3O6FS25q1D6R/ss5UIbFPZMsdjf9C7KQQuK66KwuJ7l2HJvKEKXUlFoZDT6+DVrycKcsrZEsTsWBcV0xNKzrBesrWjC+YoSvunbFaoOiMOsCRfn1WoLSj1ZUSzAe3oW5tiWqHaJwqI+o2dhb2zNF3kghUO5nmB5p9ugijsKBf5I7+pdbEEpzpQW9abP4jhsRUVexXff8HAU7vGax868dC9b6M0zbL0bL+6ABVybSKdU2t1C6ijIv4hXnpHKzZTz0Ol+68xceJeT37f65B9Qbu7LdJKPkSnpEmlIZ4CyfIPZIj+gNtJr89ROU6rk7nK8owylvDAO7Bml2m7mqRwwFNdlPQqhBO9b5nzf+riV7Lm07u1zQcAi4wCECsYBCAoMByAUsuGA0MH3rWrKXK2KhnuyCjLvIWHHnsilDPrMlvDGAXrAyr1uV08ZSXdC2RFLc/EmPSuVN2jlgMn1ctv3HQR6r/q+tV4eaztuMVPsUovsTPVZq+mrm1YwFh20AFm5ZrFaeMpC53esDGqOWFv4C5bQcL6CUNi3q3V0P1yHWdXsElerzXHMkxUV+wG15j5MyMfxY0R7Wb0UjGfVM8l4U7kRRt4n4ACYXwNeN/F95XSgd8y7pjlCOHryBeCLJc6L57DfJvetbB/ODs++Sr2QOCl8VHHv3Lew8x2j7BK+bMXrnBmtu+GpeyDDvGa56ZSdssTK72KkR6zkXKALllud4flqUzd4uxpWeAhVV71aTe8zTlYUmN9Tv+6xZ5wvCdF0RotnN5DS12CJayWBPSVj963eGeQ8surtYrknz8ysuOG9qQcm3/2AXGI2J4tSj2MD7XirTfwSWmdnBo6hGwOL8QPDnHet8lqrn5SddiQG3hV1/FGBdqT1zL8o8IKFuDN1vkKP35J9oA5XgpO5WokpBierjj+gxN7nN5Z5TAyFX0pW94tnhvKmfENwDxIOlH2Neu3KpySnhr3jvUPjEfVoU3YBcs6HUbdrxOEj2FU098kh+R7dtyLYx600LsWXLYb5zMDOWsy/QW5asx3IBy1uXRPXrMefYqcstXekO9aocvTki/CClVRncL56qhvcrhLlAA9Xm+p6r1ZnctiTlRHueyUyHvvs6JJTd555+PSG35J8wHT3PdfA3mmClndKEn7EPv7FAl4ABkcGRzBeYiDuW0nMcUthumwB2Get8y3etBTUQQsqcZ+gvdZq0+ngKWsc7orvWJCDRyvSxfWC1bbnlvPVsd1abldvd0jqcNXUK6erVVOdOE5WQ/QH1NJ9uMGl1EnsayyjSIGlQA0kgKwM3rOFALX1zoP0e79V3d2XUT+m5QarZOhwdD4dBw0R3G81vWSTwVUdTEfzcJmMplugcN/vK6AmV6DZ2M4ZSuvagnoU9B0L7xfhF/yigUySePrFFxHdn9IZSHhVMAo+1dnWl3X/ZiuF3T/YCu3urrX6iHgXY6ZyecECe/B8BdDJ7naVVO7jPFztc1crQPVk5W5+QFHdlxv6uHqsGC6rLoXxrOpMGt1UN8LooHIgGK+p1x16yng67R3yXZMeARw90QX1YsPz6DmCtyM3lA9nDm+7Sl1IhPsHPVsE98Y9rzs91gC/1Amf4RPe4EscePwavWaBdUqcsl7luyc7CkesoV6QF6yryjmD/Kbfroo/0MMV5b2Eq1Vno05WWHk/4p5LP946lvrrJQDKz0xy6UYb95UDKQJ6LajDd1rZyx1jxx+BvOFiUMopwmCkBpDAaIXYpUhx4UL8YgDOEJRdAiQgouH7HgQvFnZnhOomxv0QI8CXsc8x71uOlgfU6n0ek47jxwjtsnopGs+qzqTxpnojjA8qB8LomnrdoaeM09XeId016Qjg0RNdUC8WOo+eA3g7umH5cPbw9lXqhYh9j2ZIOu8zbVyCq85M8TdA0gdgjeuQn4ZTVqfuyDvWUXz0yBfhghWpM3C+OuoNvF0NxQEerpbK9VerbXLYyYrCL/fGOTg2bNEl8u6eGUg3oAb3gfdAY+Oa4J3w1GPeJfpHGeSLlH8e4jyWtyFvxeIw5MNYXIXwKriTEA+o7sWUzybkklzAqwJD4PcZBfctucF9EIEXmTx39LdyCXcg7F0xgPPw+xYP4AGFzjgy514ysMRyAAGRMIgxHRApoBiAyNj7VsXTOpPsPvDGgDig5VxIdHLC49KRewQR4wbZpbfUvu/O6RsHMD8wd/J1c4xPr+rvim50VCVm3bf61O4vcv32ejnUXHMlisVjRSoGu4QEsQidHOdYXtcy7C/rJNJxseTf+dmGN9G+HZRo/aLkH0fwdBguF3QUGy1WM3vNemTGKatigd+x9CzGEUsL1HLBqliIzld6Vup2pRUFHK6o+T5+tTLTw52saIEPKDT3YeI6TsTJy61AeDYlZtQQSxsAte9bim1rzYhcaOIBRRKD7euv5V47kkSwIHUdoyeBg0JTMfBewIgs9CEXi9oONdzgFiS67w/puL56kzsL5XjA+PuN5PWeq1W2Iw76C1J64VZTJ28biL8yXRLExyrun7T+SMDdbLWJHCDLXzflONWqJe13F445uoiECz3vW77G+YrGul11weEerqA1VxB2tTKOY09Wum0PqLX7MJmAmAJRnBS14b4/NN5rTSCrsFPI31Lu+9Ybe7a07ltICK0kh4kCkgGBiN3fKqyzj8cuIOIuEdGl2OXwppTWNZo5HA9khPvNkhwvS/JyKfwQpJnmQf4iEEGQYu63+nchyF4oks4RjdvZ9z0O4vfq22tRfTS0+1YFM463Qty73Ipxf7bVLI2hcbB15r2v8DUL+FN8yuJWd13vWGx11PWIJdYFecEqoOp8xdXB7QqYf7gKMq5Wk+LJCgIeUNDIF2j5961y6n0mNVnDlLSGO6KJZ3fGzn0rYM0zCa43R+o8vGTE9Wh3x12Q+5YiwHOCnSD1udlqZ07RvG+lWKenWkEUHzycgui+5a4fX8n6bSgZ54qRJTZ+v0nO481zXG69byF2ng236c2s3cE0AFDqj94YLXXfmlgKvPsNOZuf22y3U8cHIpq+PvnO4XkBRjMqiBYqQVW6z2V+2lK+W/gRHOyLDwPn8X3rqopzA/n7ybK/AD7H3LfMsh9Qa/dhkjxOCHDZhPys976FvJv+RvHm/oOEdE25btBTxmlV6w5mDR8Re+W+lU6sM/NybytHfHhcjWvA34fyWRTv7U3H7FuaOnPR3wCKDwT2tbxm1adPK7m77ljB5tGv5uIpW/c5lcPft96LuVqNLO5kdWTvCeKOPYiXLp0T7IZKesBEujbpp83Sd03P0RArFwikgCVAUiAEHvLcb2Vz99HyeGuZXRr35daanRnXs60qAW7cSA+81cFWTeW6qtWnhSd+t1+No919AZSctRI3WMUBL9dqKbRJD7hU0JfnlOG+XkE3PQMcpC/6GhjhpxjDuIM79whIegHnRWzL+RoeblcV0GFUwNXInrw5Q+l7E+5FvYQUf+ZN4wYqzoGbGNcg3VO/iXciQkeMBRdF1edEuBm+zWqn6dDD7zVKcKYpIpdwNDuYCU1iAHbrGjoeyUQWOYEMJQwVj24KilRgRgVDwmObiCI0YGF0xDLEpi8DEKdCOElQNBxwme+zVQPHAa4vc5Kz2BmMnSZuSoT7PtRS17xgn1LruOOaeYRd4wI55+9nhNxGbwM6HB9Iupq5Nnwy81AEeh8y+WN8zaWf4hle48ZPf8Bp13DttLpvwQfueoVHX8HFl8+681XzN/J2hZxxiOFcU/lnrCJDiUnXAO43MIa+SUhM/CABPOuvc7rbqRfQhp5/7Dc//8En/3KiJ6Wcxd5r6L6lq+Bo+r/1RgN2oCL3Wmx66oTf0S2P6hoXu9K5jn6jUx/mcFxM9Jj7FpX2A2qrCznofevQaJfYVz6jcuQbHhb5gLKRXJtHe5pSJHfH4R1lqBcKC39WOfubeykHgcV1uU2yC/5+673cPd5q0nYf53zGon5j6T4AHNfpmkXNKXvKAvwdesdC+4h4xHr+BV6w0PIMz1eLcgO3q0M5AIerU13f1SpP9Ly17zVJcOw1417qkM54y26osgNg0jW6dvos3WX4j5ZScWGGn8XtNyflQOF2gV2ccFD6ComiEAwgV1NRJXASJAABJDEikTCAM3/fkuwDasX7HCA5jh9jusvKpWo4q5w5xpvqjTQcVB9Yg2vK9UGcMk5fc4e86+QjwEdNuKCW+1baz+dzWm/T20YOF4erXL25zs/Jhzpx4nsuH8OOWw3fZWvcM8Wz1ih644wD56AFvNfqmoXNO2XD3bljTe8oH7GIecG8YDF/ps9X4Nm3tw/kcAW8L+FqFZyOPVlxZXsPw/LHllheeuz6TLkSblRS4APK/H131+1/qu2UCu+E3S1h76iCariwCx/cmW+xv+ltZ5zuy6Qh6h7ifet7fQzg45bl8BLALlvA4RmAnrVMyTfK0gGAH7SY8/Xra1a8zdMX5+yORYTnEUuA7gtWUgrOV45W365Q+f2pw9X1uurVKr3PfLJiyH9A2d6Hif64Ee5lA2xw3CPz/kAQhSCl2XEIjOmw+1aZYs98FO5tzyV6WNB9bJez/RxHbe9bD9DM8VZ/Vtxpnm1NcXc3W6WvGfnXrDiDYRwbKuX3LRXQwUCVr2h1UZ+qucY6TxHr/gTlQzjT6F/bldCT+w0pjyjC4iJJO+dmGr8d9L5Ph4qq6/hO9vwkib7Xg4FV8oZUhDSM/o76fqsk7nISFZ4fBCK/b4VIu11dk/vtw5WyusLj1eo4jnmyMrA9oCZfhQ1VojZD06PYfeCcp5AK6w7CSImD+6pFcH44pg9xeDzb1aXZT27N7t4YyjybNQMc7x+N8IFVlNdLME4PYd9Vgv2okOwuimd/TjLbLbXZDknHdkU4Uju/nxr78TDsl5NmOxs8+5tp2Q+mwH4tJPZTwbPfScnmSFq2F8JlOw9OQUUPk096lWgRBHkPK5tjYNlfAoXtDDhs3g8lwQFsqXKfcASnx3F3j7OPvpYhZhAkhQ1k7islPJn7VjHnAeV638eyCoJkSICUcKDnSlykG5HKSMtS5Emuss/g3I+eJLlvlWN/3Bowl60o7FmLYbp/0JuWgHfQMsdd3XXrdl8Ln6F5bkaph+ZADx1KMNRN+HLgNs4G/lScVoQ0JD2WtZ7us9Tzb+djeXvCbSwOTz6sxasT12asH0WiFuGNiCdruEtP6AkkE3x7v3JdiBestM7a+Wo5N3q7gryDPVxdr6tcrdbrTCcrHXwPKNt9mOiPG8G73CDn2Q45bxbgfLAA52tNKyU4ohPdtwRJu9RnqV5uDN0evgTyjiD3iQAqTQ7Ht+5bZBEetFgEZmcxQskJKGpCj2DF9HINjq5SOIsDtA+5y82oXSf4WlBPZysYFI9hve/uXLG52Z/DAD2ov64C5CLbngTIybC4+5h10f4RWG8MOiYcGOu4VnvfcqaeFuiUJZe/W6Q+Go2LdMEi5jmer4J9096ukj/0cbhyThderdDE4ScrFcEHFNp9mJQRSLglCwIRA0CAIgGSARSIkgkBGTzBgIGMARhBQISAyZABDJDEiUTGCIkRGqTJhIgMzmBBSMZAjBiExAGeCECAwAgSokRMhgxggCROJDJGcCYNQSIkcuQABgtCMia6XzHHw+5bouAHFNJ9uJU8VkG/FIrvrz+D9DfVjTA+qByIxmvqdYeeMp5Oe4d816RHAEdPfEG9b217Pj9H+zZ5S/Rw8fDqq/eV3JPfszG+19wzfKf2sTvBJbwWz+i3dwMseOAHXPPNTvtqdw87Io9Ykb9AFyyCXTx3MvZm2oN7uIqAq1ytwssZJysGme5xWfexBM4vqfc84yTzDeqeDxj1/Jrt+9MW6V1C/6MEuW9crGjPEI7biNsDdNi0uBSIjgJyL97bhCreY3vHS6YyZ373NxxlB5ZR1+c1K9mg05HJuiMiR9MGB0YO3bd8TTPuGw5XR+VKjqvVOR57suLDfkCt3YcJ8jiiGyPjkI62g/bka54wUoffHSMkFwP4869DaRPMq62mCibhfQty3p86bk15fdk6eeFZSymrmxYbhgctIAIHaQy9R9T4C9Zp8B+P5qGrweIYTEFjx6FSE9j+N4OkD43jRf31OlFUAaJckQsUv4+dh+a9GfXtQUXVXMbhcyRKY6ghfNmycdgDfj9+/0BS1LV6zVIDT9mnLOL3HbpjgUWOyCPWDn/BQlTPV2gOt7hddQ8eBMpd0eonJPm+NfoBtYYwK4KrBo4YRAwIcfn7Vjj/PgeESRT3rTXJnXGbwo0OD7TxesqaI+j9nhQCdXPcmkZNtzlrfXR103Lq4EGL76AmV6DZbEwu2bmP7Mxt83uoU8WV85v62us+8U5kBcsLqGxkDnqVdFIBVSsUgj45A8niBu31QNDdL7e/PHlSqEpwJQCyyRSiHl2zwCQ4ZYGVrAGPWIxHX7A0reHzlbtxt6ukbHrzQ4Du99WT1QDrAdV7n0ekIidFC48vCFEAEh4dni0qMO7+vnWEzdmQHbd1Gx2ae/MKoOni0X0L9b3j1l0YWfusZZDVTUsNg4MWNkGDBIbCczDRRdwQcMCdecNnV8Clu1/TZGT1qZKzqHPcZGRwUCD8miMMpxS177jMOkIsfYGxe+6A3Y7fiNKDhfxytD35tPfoWo7t0C9h0s7AJW8cCRwAWl/jaxbA4Gln9l2R5ugcsWa8C9bF4Xxl3LrR2xXw4MEOV5kNXZQIjz1ZuWI/oNbchwl5nBDgZQv5WUPEmwL4gwrY11zLT4mI7xjHHRHPvmBWnpeQ3UbKDuPJV8knhd4Tx46VEZfClDNr8Y0x+ACWe32tnIKT30nlIwX9Ill6BlfekIqDlOuF63LiRialhqqQnqjEB/nOYVgOMTIO6YsG/e33obVS0BrwvrVoH7c2zMuW3nbWWotuWuvngfZBSzh5ja5ZasFT8pRVeLpD71hgyRHpiLXgXbDw6vkKzLfwdtX2QXO4Ko4Xulq56cNOVlAAH1Co92njPk47VtLLxkskcdacUcmbxg0qOWgcENJrxuvUnCKeFukO8C6IjyhHCXrBuHj6+eaM3u3/bYGHo4ON3EWkk4JDk94jFY+di/A9062+8SMecEC8Ftescu5pbeNO8SP8iKW2C+KC1ZwzPV9B/s1uV7N38A5Xi9AXJjrWyYp+7HoPN8DHaLy/FBrqmV/8hsvswB937RZPPZR3nubRh3/xovzqbR+g1yd/aJfqv6hhCIrAg2iJtZ0hSJJr6Eqi36v6z9x9635AFd2HG4BjGvZSamGBNx4b9IDNdT2mnjqQ7ijyEayo9qKUOBsrbqLqQYF7Kbk4UdKNOG6V+JetEHvWGsdvWv5Q86CFab9mvQhPWQT6jgUOHLGQOResP6nTZN2uEOnDlRa4WmlxTlYFxj1A/FiYvDRJn/mXqiBKeShSUDQSkA3zmMIl5wYJC4aDEAoZEPetCH7cknkP0FlLGrhpQem4B60B85qVAu6jnbLU5F33HQtYHXUfsYzVRdcFizLz51V9y3i7euc8mDfO8b7q1ap7nflkhQX/AWX1Pgen8BiZ5lwqGOkMUJbdYEkHVJh0TZraaZTU3z2ez3tUGMUFIIef2dd+U3LqwXG5XCIrjFNw30KO96ePW6mlS2Hvn7WWHHvT+l7uQWtgmdes88ROWQjVuGNZjnXEylKEFyzjUM9XqODtSrX5w9WGY69W34s9WQnN94apY3Xh0id0xor7Rig/wCpds2qnU1J/lwj/0WDVF8qws6n9hlYPHFwvlhIK71vE1HFLlxujzlpC86bFEWwHrRbhmqXAqVMWaQJ3LGjuiJXJvGC9wPvr5ys0cct9u1Ir91uHK2e9clytHvXEcbLKnH5Ardvaq7jrNxGViuhw6OT0JJAZTA9yS1rqwcTpsCXENd5DJiXRQejk8IaQBYDhQMkpQdAKsGNAoU7MxfnFIGIgoQn3TbDHmwp+uSlXP+9mA0QdbASolj7VkMx3Gu2ghMgFAaLzjCB9m8GChxmqQGY63D3mhjnGRJUVcIaxoHEkH2CW57ntI3eXLHd0OWVfXDYjrHVrOfet9NRBIVeWLPzEIu5bLRwPKOv7PNqAwIJsa8iow9pDSYFiECAzxsH9YAnDLjQKeT4C++2xJg5XJyrkZKTmHrxvceDjlglw2WLOGe6sVZwb9KY1ateBdNDSVtd/vmZ9uFMWU+6OO1Z7j7IjFsB8wQIM/PlUb/d2ZdYHOFxVqutdrbbpYU5WLOzt3qgNx4I7ugSk7pkKPi/iL05RBhKLDsVOTG8AGQxYCNSUEo5WxN3et4woPG5xc++y1fjWWWss8psW8xkHLQy+rlnfsfsKOWUR5+71O1Z4dfTtiIXGC/aCZfkzPV8pnlvityv48GFYXvhqBaaHP1kZCX5AobrPAfdxIpzLBIFnTcpuCogOCsRfM8Y+pSbfMUxwRBzvgil2flG/DakeBsdfDUly/7SJe7HQMTjn0rD8jFp+AysfYJdg5BQefmfrjw6UX0wS7oxvv5GVgyjXBefixEmOZJVS08Ah3H2o1IE0pyFCaiGgCxfwCz/xhAeI4wLct7giBFy2NrmzloZy01IZDlr0E+BpcMo6+o50x5p1H120i8sLVhwqZw+5AberpBzgw9VTu/7VKk0f1k5WAB5QCPch4zpOObbSZdMlkjprnGHpm+YNLL1vHuCSa+bra0+RTov0DvBuCI8oR3WQu2BcDO1844z+9ue2wMPxAaRXs9eBTmZHKfeu+xY6P34pXbaAdQY7a8W/0bppMTjqADlopSPXRThNWe+2+9ZfdHSkF/GCNSw851K/ndsVWx7gcDWprn+12qaHO1lJwHuQzLED7JKJ6cwJc8MauJ+8A2HMNV5wioo70unOhzkiUX4Bh4uaUEgecUQPzOFX7ltytwFeth7ss9ZNcWPgm5bmoB4Y+KDlx7bGaYenLMXBXYHuWGq5o0T+RYEvWIjDcwKdr4DDWwK5XQH3QA9XzvsSr1aZ89jJCn72A2rV+xwgHccfY7rLyqUyOKucOcab6kYyHFQeWOM15XVBnDJOX+sOcRdIR5CS6ALlviX2efS5wNvRTWWHs0O1rlIua+Ljut9zwhyrEi+xOc7Qtj6MA2gV1y899acsef3dQ4/II9a4F+iCBTJJ51C/3duVWx/A4WpTX/9q1SaHOVkp+D7hXol5rLm6HMAlo8mZOX5DNDho/Afy2DWjcMqhuONGHDn4SBrrguoiAD17yjcH8uFVctUgl4XNSZDpecxgxy1d+KWf2hnyFoYfeMz3ocfn6UIhfFcwnD7vRZHYzwnPfkskm0Nq2V4Rl/2E9L51S/oBtep9DpCON8TxcgPOZxvivFmA82ABnNca5nyqfd9irL8TeTtSuG/FiF1fiOyfhzyPxdsQt2w5DHHYFlchukJwjvH3HiHsjwGdf4kQm2eAF94o4G4HIIdexy1Od2XdnUk5+oP14lbLn/vMtreKVYeC8K80mT4RunGflPO4UMZlJ6yzovrvpmkme5BddA0G/RSP4TuYE0c4OV9Q4HnrbIG8oeRwdnjbVeqlyUnhIVDc89OPW97bJV/Hmd/jhq+yDkzNr4XoU8e/0zsWMI+YIxbkL/ALFmbnz6N6O7crysyhVV/lalVvZ5ysPOE/oGz3YXIEBbXXLhCZpXcHUb+Ut6s0qjnE7L61TIUzN9/dQL84MET3hSKvZ7uHo0lBWOdgtwLswCKiUh9dAF0GT0oZTEQYhlQCCYxWTvz+jgsW3WVj8c/6GSChDsqXr3kaJqVKotrNhYZJhiMf61IvtOMKfR5GdzUlI4UHSCS3UTtqwydtIiO1m5myhxwtGZ1036rzH1BRp4UTjokRs0t53voZPov6hn588QdSOKRrCYt0qi2q3VVapI/2LO/FovLsqt4EuYeSUIoS5751jo9bGOZlS91h+773piUwUT1oUZlr1jZ2yiIw3rGM9hErhXjBsolA5Ha1jh2umMbVytNysjoh74XgY1ycSw3SM6LsBpl0gE2+Rtan0RJ3Qd9RJ8a1iM8qys0ADsbpmtj71px43GKgLlve4FmLvukwqQ5aNL2PXbPo3KeqjTsV44jwF+oFi0zO4Xx1tpu+XSXuQA9XmucSXq2O45gnKwP7A2oqrRzo2DiivITvLTvDt8hu6F2kA1pR0jWlRT/dd0ncbUE9RysKGbGcQe03uE2bFyLw961w5riVzl22PtlZaxxXh9IOWmHcNWtMTqw7liV1xBICX7BU/Pnq3loshytC6moFAp6s0Pw9adUxB+ZSgTwTRN3IFg58wq5RvtMF5c4QdmTWJ2PYuUK4KamSAiEwed8axo9bDobLFmE/awVHn0rtoBUlmGuWKiRm6I4ltYFwJvZKXa0HcLhScjVsCLXz8D7QEcdVx9r4snKpDM8qZ67xprqRDQfVB9ZwTXl9EKeM02vcIe8a+QjwKGviAkGej84sfz/i7e3DxOGQV8sX7Cf5J5Z0D8bD8SVs9c+AL3xjd3kHlNxrVhx+yizuvrljsYlHcqMLjJ3J+Qp3/FasAzlcYWSuVgr6yQqU3re+Z8Efe0Uvuy9ppWfGxBtd8gEu4JorPuUi93G8K0hHiFvcR3Mx9J21/H0ob1/QYRjyQvg6itp96/W4Gh6X1983b1rnujpg0nF96EfCKe2+MJyLY5Zz1+Rbx4mHhkhaKvetgXpAObwvH61rOiDqQKTQYdhol5D1+4X7VnyXty/AI58jrJuHvGxcf+ZW3bc+uOOWz8Gms1a27sbT6wAmf98KxDh1CeT8iFElKAhx38o3OSzCS+vyZIv6JJdygSu41MGqSK4V3LeCaO9bzTuR961bq/uZ9XJcYOjziPPA27EbwtEQcR0txb1vrWDHLQ1PCT5raY53v3A5PAD4XopD+av7lo7jPndAgmdy3wIVsxIK+TGCqu/rBkvYLsiUdd8iGOtGUBYfaB78tbp3enjKHUSGH3Gf72KpcDZRbyDuoUvk6rBzGEZjBXgJANKQ+5apLVPXLArjKcto37FSiEcsBeqCZQQ8X1m829W++Wa7Win0kxUYcA+JOfasLyGpzyiwNw6IAwfqdaN/2qm4E+GPWL2LJ+VZq94gOQ5pkdeT/ZCAGgbMJSeCIB0A0iQNSELb/a3BvpgI8NxrKSdSEGB336IZD6h3ahQpNVkJ3rfes/d4NB44jQGpOXqNgSEPin3rcqImnI9heClHBkgMSKtFcQiD4CKLEhBBAFw1HEkIHOjVdHGcoXMJiciQICBx8KMgRBcAawmchIF25URSCAvo1XRxoCFxSYlokAzAlN2x4jSBQ/kYutQXcbQGjQ245t13E81xa/lloYSzYvA3DVkH3VoSI4pEB0M3hyDO3Bcj3H3FAFnAKhRAlAWNkDlVAO9LlU/SEiugoya0eQomchICKYBhuB+d7XjS7C+nZnc2DPvN1NgOBs++5lY6ZUB0RzCdSiz68+BDiqR4W0jMJxkQsBMzMSBr3RjGQaKf44UgFsADZO8rJJ5bjn9ryHrolqUYDkBg1hW4MDXCZjciSengatpsifcFsN0fDqa6bwnS+TzBG7fVxw5kMXUFyP1h2woOeaqA6ssN+YAENGmAAOL75n1rlNvZzsuuGxFQQl7EPsdE4ohkovqUuxze0BK1antyvHnEeKbkviXBV2fAL24m6kGR67JyOXldDxcm7hcvW1ens5abd9NyNQ/IB61RXD8ggpA45H0LLuKBcx0Vt3TXoQPS71vCe4V7QF3us0n3uDH8ZSGss+rkm4YEB01xrpkVucgdcM4RYsBywb08Tye7jZEc1pKusqSTVNI9DCpFL4FwZ8bEG/EUH0gQXtP80yHFnQSsow8BFxf2M6T6Buc6lESuKbtDDOqCvtSP3spBe+hBnApvRNKWigteiXiIj/FkS2Qp9y3NkY8Nn+OyxcGdtViKmxaejvbAYDFyXSDhp5RavmMJj4D3jPhXlJo+Ohmk6ii5WdwXeixxbAwKu4Q05jhTxpFuSOa3fABVJ11LurSnrYed4SO8t/6ibyE961kUNy1R5UBJ4XbpXS5PeoqJ3CwVh3Gyk9CgKTSDUF3zYBesMzS3dz1MdMB5NHvXyL0Ki35M36W8pAXFnqlQkjfez3eoQ+8aoX76aZ9F+m7P8hxtQSsXFAr4Wc9lu2mJKg4UCvdL7+Jy0l3s5OapERyRHYVOzaAZhOoyxyRDoE9KhqA6ghx+B73dRyAW6RNIVSElgBRL3feRQ+9bqObdC2rsUS/gBte4b2VbHz4j96e8zv9kzyeajPf46o7NW/DJ/XKsN+4GBwyqr49STovR72JrR3qR8UTW2N63LPRA0djFNP2MeKhCTC8Z3RrtSb0NwLE7FPINdnX3FsLgS7qIK3yKB/FaLRT1DOkGElqtHjsWyKgcdQdQP6XP963ndOq+bgDHqWMruWxeItKzxhkmvWm6gdKD5gMscc28vtYp8rSS7gDvBuGI8qgOuQvGi9Gcb87o3f5uGzgcH6B0Nfu6wx3Z+54b7liVeInNcYauceNG1gGI+GtM8qlq8U6EOOJNvGiU63kAa29KokMR/vWVfR5hvhdEw2MPiVxyt86ZwZ5vANE8YMWTa/VvTttiehcg31FHrxcIHX9W+/3m5O5HHN7SkRcB/T5aocMQtWgh05FMSlIDqFsBzIIABKy76RjyBZyrMLwPdGz2GNPFlwopcaZgKDfCwgMJD74m095pxSh3gLBHKO9fFCnFGfkBINFhQN/3+ZLWSd6JptyD3+qm0zMd4BtNLh5gcrzutZ1+Su96Q0e9URcmODyDxtrNVHRoiHLxpp6Hk917C8eOoUtS3DMb8g2V9ACpZK7hrp9+S+8y/aMIUl8wws5o201LPUBwv0yuJy1Uv8JGCQj4gPsuvR5wFW/r6ZjsrqctR6kU5KL0pHzONPK71WnQIY8sV+ZST/w07m4wi8BmC5lCgKTjmXNHqwJOAqbOyldsLQcR3b8Ce30chETHNjFJKIBqWUPXsV9HURLgkewhUIFdCaho+CLQiRr6LCcYSOg6byhcB3FHGh4iCzqr7X1zkvVA2d2XUb8+8a4vJQGRDWMoeChTITeO93WcUIDGAofuR3Jb0ut93CKOK8eWcVl1qYxnFWfa6KZ6I40Pqge64Zp6/dBT5tPS3CHdDekRwFGdMC6oixSeR84PvB29iXQ4f1jLVepSJTrK0z0P3rEmd4mbdYZ9+4V1AC6/Dkyfdi3u/Jgj3uJFr2POe+h30yY6hJBcq6wnht17VY59Ypc8TGdemBu8WgeNqWtQ1iklfgchHLmiXZBe0GBnjdZNDnkgybnIxEdg1urHjq2IPgP2xPiBgafCCHVnpHAESX2hW3P+vt+c6h8Ssf0FN3MyhBC60sfYpEtE0hlr+QZKdkBVujbVTk/Su0bf0WaEJrazyvZmohwM3Be364nvha8QoFaD4iTWwL9KIg0ICfRoGgg/CAJSNAg3gt1jV45hYJcq5DNByo2ULw4Uw6+ZvNMDxZ0Bf8RX5C+SFWdo9cbIeZhFXw12h/d1AiEoCNEVkCkEeAoEHeG6Dhu6ZXGl4hS0DIHdB5f7OH2sSi8bL5HkrHlGJW8aN0jioHFASq8Z11lzinBa5B2guyA6ohxlofWCcbH0883Ze7f/twMORweVXs1ea3jHu71nATyWJC4R086AY7yhDtA2vzittNwtVY+SKRepVT0vb+zNKToUCL+QprM5gz3fa8fxWAPFl6S560zzJzcAOjEdQJHp2qu30+eevBv4/ygg14UBxs7KdHtjy+oAaF0Xa7+eUKRX5HRBQ0qqAHYLhL8jMgkmiI2vnBrRECx1No8A246VhZcK4RlVzo2CLh1wy67F9NMXyV3FP4oBVV4QMGcz201EPShwLy0XJ0ryI8AFFFIJiMBKzsk5fMoBOXn4YEVExmFZK3aPSB3TwF9aks8MUzfKXDzQAbvGek8X6jtA+JHR0r/YVJyp1JuC81AqcgXaH1KqKHNee93gDH+RWFFU5FQMikL8p/CWQad4k4JYBAODuA9093H6sZJeNlxCLvluyjds/IGtvCZ57dgpr1MxvqPe9dAjwuULkgvGnifnZOTNvYe/wxDoFdCT2cOQ34Nq/9lLZ/iaN36AOABxQ4vdd037I4d1uuZsjdBubKXDBpOLNfQcZPdOCuNYAsaXiKn7zEFmN9htPsAqr2sKm7bTap64a/7vKCCWCwaJn7H6flPu9eDw7hdZvp4sqH2kfAFHAhQ0eJGbOcDtko5khz2Vzn4TyZ5Zg1DB3gcJKf81zR7uJuDeQXYS3Ly+V1bxAiPifLa5GXwPFrnLkOi42L53dZd78QZay4HbWsyV5qkjOcIFy2jnEp4bMupBqfxSM1tOlHaFUr2W+W8vTa+FFy+zhhvVhnMO6JZnHXBarxTfQ2qw6nde6z1X+t72DX3doVyvxf5vRyh1RK/gPmBh9tjXh0umsmeK/TfOcF9xYAyuKddXJU5P5r5yd1T46GTmvnpx1OscLrpliGkOLYhLE9THUVFGwUGJiypFRXpREJEHdJ2kK7jPN+XcqyXjVB4p5ardvGcC9liS/CUiY86olTcAAzuQLPfpaxbQpyax7pDMHYGT96KoOJsrN0FE7pAs8ooj2h/ybtQIhD89wmydjEQC+DpNJ/BH1zEp6QMuUSGq8M32vrsB7lgi+SUiY8+oKzcA4P3iwKRck16bUZ06uPvh7nI7jhwGux99UatwPhC8yaR2BzT1yw/leySJQVSQfhVOpAFnqAkZhAuZk2l8P3TgrOfGDboGRfrmovkeXOyxNfJLQImdUZduAI10AGncj75ulT6dFXuXmvwomHoXFcXZWnETIHIOaSJXHJH9kOeWhkK80hFs6cgn4sCpC3QFXzr/7xfB87eaRh6KHbhSS3JiAwHcJzQBj3gm93w1tNNoJDZ00ew0rd0fv+DcCbo1Wg8sbddb/gOQVd87H7SohHccBQdNV/h0YZOUqgBmK9geHKqCkkGD7z3c9NnFTNAsNkAc0Q5nSpJUA/enKjyXwG717cGj9lpl1N2hNlJfeM7wH/TfcgZ0t4QgOE6jwKFB2U/FkYFp8XYfAp495tPDpdnsGUL6jVPclx4QjmvE9ZqJ09O4T9wtGT46jblPXizpfQ6Hb2qSA0TpulRzDH1yjn5Lo+kiX7vhH6SJBPiIPt4n1zg3oJdhlKAkUHDuIaI/xtVx6UTsGWr5BrZ8APT7nteiwU69OO5Ixh4VvfTi0n9ehG/gtgO62uXpOzKKBg5nyFwikY9IfIBUk8RBxuj/om9znyb134yoB1KrF2zKyUes9+lmccfWyC8BEnNGXboB2vv+wMRdk17bEZ06/H3JnRb5EcDfl15YQTgDqzdNzkMo8jq2OyLg0fdIq/HwYgJVCBxI0QQ4kiFxCXW8zzBwTkO8YYY/qKpwqQbo0FTeQys/dqTYJVqWMwfEjQJ9ICjvS1+78E4JFrtrq3V0oFwQ4GdgmxtaeXDiXiiuJx2hmkjq1TxIEwnwEUWiAX6RJlKBgPvqiIojZDpkdl+4Kjv2o+MlWOwzRfKN43q/cGAUrkmu7UhOOT4otKMhSvcjL6rqnRfCN5OO7SCidiFQfI99C2QJbrAkkg24uwyTA/iRQ3It7oePn9VKuwG3oUAWcu+RpR/7xHEJJOwZMvmGkZYHqOb96OtakdNT6XddcxwljncxqThzqW4wHMdhRORKUNgf9i3IBFxIkgEvGXcyDB9ySS7gJSf8kbiLJIWn0z2F7X13gwiPfvyOoHBfOVJxBCYX8CGVY87r8I1MJzlIKLkSFHXH3moyghsu0WQD7lImyAnu5ZhcwIc8KXeVCFl0la6B3JsjwfNpfceUpE+oQIWogotoEgSJM6NwM4tWDkSuy1zU5US5SNGFCBVVRKHwQnSRJ2jyfnxIxYRkJDKoHGZXMFQf6326XdyxNfJLgMScUZdugIb70QFZumZeN7Q6/eiXOI6Q5d4vuCjtdB7U3N6hA0rqirBzaDgyj/OZZuCnH7vjSsiDtmgQtXk/eMbZgMqNuzRFsJB7jyz9sS+OSyBhz1DLN5DlA1DzfuS6UNrpp467yLBHJetfXCqdVfUNiHNIE7k+7YeMrlbhthBUIPHkAiw/98thfyp+1jvlWD0SP+Viv6pzk9Dc+kFxaKjyymXGiaCkcN/QLB3WXdzr517OA0ndTdV3UUFxr2cpntwQv3BwifULQ+Lfx49x/Gk5A7/Yj4saENAIYeWATIGrXAJcqJ4CQ4LDPTz1acS8QCvywMmqkaGSINbi/TEFzz3QWy/7AKB1PfI5pCfu+16rH/pPWAeAAzpbIUwOpzFwVJDtV3NJwLSo3XcByB7r5HCJTPYMsfqGAe5TD4zENeO61cTpgx5CHwlWuk+9oKA/KzlvbdFDocZ1rD4ymjQVv1MwCIgbl2AXTtNF/ND93+etPlcDISeoSCGg4O4hRT/GqePSSawzaPAG1AEGvE9fM/A8dUh/x8njCPX8F4/CWVW9AXIPR6Jrw/5hPa0iRH0aD55yrAUrcoX7Ok838QqUVjtShS2aysKw3qebxR1bIr8ESOwZdekGaPA+wQHJvAa8Llt16gzfUaVzhEbc+wRdOA13HmtuzdCBSOp1tD8kAXCfMDt9fsnuXvRsPfBMt9K3rnlDdQncM00bcFJ5CgwF9x4iumNcHZfOxJ6hoIPc8NMOgHTXXL6f2mbduaEeSST4hdN7PgreROwHFfWl4HNUDrkBDWkCQjQQNuD3CeRVbQ/5GGEvYVWgQ4oUDbRXZg/3Ac3YEx/pPX5Op9FK0+E8DLkr7kVv6llZcoMoHMxqLkHfY/kIADItgRM0gPcKjUQhKCCiKeBQNlCGjKOXApOU43t/QtTzE/SQCCBFo+BkDPjVyiMjyVmovFGpDgIuF9n1BH/CQF4twCEMkoZ67x8WtaqFcVDSQhpUNQiexDAqXmB8X4+/r/OF3utmBSopKt3LA8jTYg/3pp7VJTeI4mCt9hL4OpaH4CKLEhBBAHy1IE7UgLoikQBm5rpnDgbJAN7k7u09z4lgkFxWohokBshqDJyugW9XTmQguTkqDig1F8DH0RQiPRwO9/dOAb0xfkCq79aFgZCtWmA7EYOfeoGOJkeL9x1a5jkdcwPWvZ/Ey6xzA/UPCEXVzt1zah8mDymEy9neyXHODsL4kuGXdo8i44L+O69rbte3Vc9Uw5TRRzTAcHques+qiR67M8rn4vJBgBYtqJ2sgUvdkHVeZ+SGbpMDcy9fJ6BYH7nR1eAHBU2lgHcVoySRgcgmY5C8hFFR6EMV0Zhi/3Pu09edY0uEcAkV/xk0neoNUsqBH8E7I3pH5tSdunXO7sPuxH6ftK4b37L80u5RJF3RHyd07+b6tvVMDXuT1HNoiO+FmuAMlem9o+GYqVG4NLuyMwIK3mhklJV0moT6iPwqjgQoaKQSeVn27xj6tn/goN+r2wUizbbodzmmJMECGQ1pj24l4ygX2b/vHxBh0J97UO6tuzpSr+7TnTPlzhjkW6jt8H2Agb46wTmyiudfwy/9HYrWbXpzn66c6EUQkvvsKT/ycTrmIxbuwVXZsSOSyLjp/tUN6vcV/Z0Re5aUbxLJhytVVyzf4SFj3/Sa/dQfVMjJvlxXAiiaaEHrCkZJggcN6uE+oG275XPv3ch7vdKqmNylGyfs9oXlIOeUzQ29dfg7xEBcT79+xDbDfza/b3VPZLYe+A1Zxd3Xv4HyxfeZU3Sk4zhMVyzcm7iNXXH2ukkFW3no1QkqznC+APu9nhvr93BzMPq5mnfteF6Wv+AI34ObBTLNoUh1KaY2kQCJxjQKnoSxGLJ/3z8AdyxJ/hKRsWfUyhsAeJ8emJJr5nVTq9MHvW/e1fQ4eghz37yoqXA+FNxkpPYDtvrLD/V1JMVLVJBeCk7kgXOqABmBk4xjmIv7IIBpzzWtyCzqKTAkuHuI6I9xdbh0EnuGWrZviOQHWHPfe+2a+lQG646y3FE4SVwUvfOR4CaoaB+Q1VxwRJ8j7xYagvTXYZqBl1MkCAr3dZpu4HsqBFEBug7zE1jv021xjq3IXwIkdkZG928oaQdMc8177dvwVI+9Y9J6ZAa6oLz4qnwuqG8HtMPxg1HuRaSdFDykFObbyS8xPYrrrge2KVd5zTo30H7mPc+0QSOq58BSce81oDvWyXGJnOwZCjLIDT/gAIjrurf3UxvWHdfUo2maizPi/LK5+fcf/OUu2sSO9WT6u5f06X7RHz3tDuX6Qz84U6Acj37fCmFN902JwkkMNT/yHlX0Ki536cQJvdKAc4/q1kE7HB1s5S7eRI7zZPivl/K5/tw6UAWsfKjqBt3nAnuQAbVDNsk5vudHMH6Lo/bvK7q6Qpk+0E/Tzj2gWx/Lwa3tisd/+NfId70Wv/YPve1lX9DRPcr3zaJvR6idxl6+1z//IQAAD5Yynk4AAAD9////WgAAAAEAAABGZwAABAACACi1L/2gBAACAJw5A0rmZrY1EABqDxomjrin2OC+QR8Q+rxBvzgZ2UecDzD/ASQMswAgQWXxKY7eHTwZvoYIkzzyO4UCOQJQC0ILaws6aA8oByzQIxVCG2SGdhoQXXJB+QKC0u6WEpaqMqsSMs5S3GXZNmSJqXOpIuFyqouGCtXlLuqlEcVLHfyljLvLvaLLKa1LlTZLzBzLNiFL8VYlZGXWGyWsFKVdE8qXAPQZiWF9hpGgPqn5o0+K8dAlaXVJD5C65JCoHhm31SP3dvXI9AxR85eEcp2goQ6Z5rGoQ6qlXDd1SCy+IR0SQhpkACsgMZFUjnVIJZHpSjs9cq83Ms5Ecoj01EyX9CBJKzkphjqpGTTDaHBGYgzinBJEVgdFuu6+ilHHqbslHeiJBEwTL1Qmio5Q1OGg4qYrSiCtBNKqL9awHn2qSNQXJcQg1BfZnijoi2IrL/qik08DfbGmlYGuGKQEjq4IY0ZcV5QgqqgTmCgaIvHCDDaqnkhgTndLluLq7qsXiKxniHNIEFMsHJZochgUgBO9XSPnKejtMMNaAoaCBwwRNCgUolbovjnQ1gndOZln1AlPOLpy6oSRQYh0QtBNVZ0wiYuqXrgzVknWCxsssemFbnOhEDZDBGaGgkuGtTn0dth4rbdr7IdBIA5L3CKmYAikwQmMDwj8ZBH4fgtkDCAQjyoQ60kgjRkwzgS4gRbwQJM/VZw/vT+y2i+yxk9qs69HAzcX9lFOo4elCR/Hw+ZBS95x2zJ96yCFZgjn3Y7dqVjdiX3ujhDv2MzuHoNkCOtl4HPCU1nBMzTMW2/IM9J0eqbrvdBAp7sXhcV3M4RvSWaf22oYKgsyOCZkamUyKBVk4NcxGw3G1GyIJVkRi3PSw1Abw9I0wABXvja9dqG8ipR0kZFx5WnQr+w6dal4jS7l44gulQtBn0IH6VN5kPqUj6rKsk6ltaJTkZLqVWxrulWLl271Xrmy88R66sySsckaMqll48PWYqDZCkvH8fHBwc3M+SwwKK4q1Xe+G/SdRgs6j5pF5/mluo+TDd3naIjuI5bTe1Af9R4RQHoPUgid55PqPOoVfadxTt/5Auo6XaQFBnM+YXBwP44Pj9nKyg2sl9+62En6jQiy/K2TZ2jQx6uuvJw+htFtpAZpSfUBp2Z9APpIr0lEJNVnElv1mRZvfcYTrc/sKtFprPJ0mhY1eg25VK9JTLzTB6CTPoPoA05zbnQCHEp1Gyl9DGNCH6/C6uQZfPqNCAZ6+e0rTnRU2tpqGmJ8alTJ41OiOq1TE1P4CLK3Gm78QWANJFyg1Ylbq2VeK5YT1sohP24vfxBYDbfwEaQvNbER1Unn8S1PjS5NQ9yUtrrGiZJG50ItsUBRDuFhDzoncXD25MjRQscRdWoj94mmDtNMUJ03LeNlZf7Q7if064kGeyI2MkHXmjpKbeTe4ogyzdFizdlzo3PSBjwMDRTFMNTSanRuHdZhRE6mBEnZlhpbRNpjYtWLCHB3brpHb1x6cWwXudzP4tyibgW4joWtNws8vXQngCrAc+YWn8j9JMaxG9+48HI33aIIcBfWGlmkPRqyRbTLyJTQhnUIIPeqacy1GDXzq7SDfCrVSK6gPZk/3c2gXZE7vXnkCAzs5GlUHSxydErk7YIcyQNYfuQgKS9KhSXzKHKjAF2unrlRh6H8yAE6R/IglqNTJnMluIs8jbojR2Agd3r7yHM/F/nT3WWuoG2ZT6Umya/SarkWY47cq8bRctepB4Nc3aPWVJSrGbho1W2qOYjx1IxiDFVD1KG7C9SueTHqJWE8uLULWtQ6xopf1yShWo+3HqxvxDzX5ZS79Y0Y53q8xV7XJEmwjrGqXLugqdcpUWnqJWE1Xu2Kl0QdurtWW3JyqhnFXmoO4gVqBi266p4HR5x6LCh0Azt9VTZhJ12mmWTyN2YE8ywm65mYl3v7QFm+x6AaaaV23Lre7RFv0xpvGWG4dyajaoG9N6vXkPesT+rb9sLs+8mbd43k3Wvo9eZd076fGJXftheAvGd9QN+sXqaV5Xf8puedyXgjw1tGGOxTyLs9IvH91wDolP0eg0J7+0DJYbKa4WFGKOe4TPs4fV2OqWheFLBwfNJqyl92Z04d8E2zvFVIaD6H8AeMemrQ8PgkxTeVNv4oq4ASAnStPNGFXRs1K39+wgg24oXiGsaucD4It47Mp7g5dPNBWuhynQk+yE7R/BXHB+HenV14oTgfzi0D/vxERY7mAp4Iw9fMF61xkUj5o6yfzycpWnDz4g8YEZn5JdtbNirfVCQHC3jSUqCAxQwqGgJuYP5qwxN2Eq+F25q/eS8IULd8WOYkL8cvQDFStlPkCRePxuqpRoFPlGfTDI1AeutWaOSWjJ8wk/W2hoOjuXDIw2ViwpnYgqOhe1u/rfITZqpWebfC2AikSiDwbJqcahTsPoPwaKyaNzx7rKRsZwEKbFimiyZ5vBcEBFq4p1cbkMDl4DoxeU4YwBxvQ/gbqkRspKVl6uL2lTn/gxOeD3xwc9jmMUHsYaZIY8LyvLlWvGEta5wQwgei/Q9M+kqcTF0nNtIc3FAVkuMtCCfMXyfmGy73xoMOsflQ2C5+9BCFj1M58aVDePCmdaf8DiVnPI8xHHwPRUYelXPTjF9dGSPyq5w7vxrpgV+Vc/OrK2ReVY6F9yHZg08dZfOonJ18D0UUPI+xTX6HEge8aV0PvnQIKh+nUvOjhyl8KOwXDzqEFoNrQWaFS+Ynh0wZB5nGmBkVFjMY2GZwkWhC3KhBR9bADkBBQIKQjROGsczMeHaWvPUOHRsT8DZ4+HkKw058ng93nZ/nLcXA51lKsDN7uQNip/Lm75TVdAoN775OykoBBzY5MdZwjuAEMZrJvsp8lTcrVsmdsFkFcrCipK7gXFglVu0oq7IppGKDndJk0vanitTMX8qFIWtUUYsoBH9RC26jQrzJfhRqlBSTDykXh6J/qohtStMJFZuQKpt21Q6rxLMruBdYUVRZBXSycslaqDNbk7NNPhcAHPi439WAx/fi2eHV2v4ikQW25AT6weChhmJiLBNItL8YvAPjF+tjcH6xRSaiL+Z2YfWL5RRZ/WGZYuQftkUI4YPBP8GWEHyRuPJqLTw9+148XQ10cAEQuDUZq4Uak5Vrs/flpaHOTv96jKp1nD+P1MHPExDC/PGu4EN+hrbN3ZIht3+HVojz7VRBW7/dhHDrtwPXGf06TSPwFO5fh6Zq4tdNsIz7dR+KXH6dZq0d+G7Bt5sQY/52qqJ3aO27JQbcuH6Gdvnm412J5gmg8PNISbA4+XqMrRrq8va+xNxcPt/RFvvo9wVQkdP4fRZimPw+VjYP9/2oTr/fiw204//nEkHr/6klMMX8f5RMn/+Pty9C2AfMIHUb9gFdCAb4gKI7JAgafkBeB4sf8BaJ6+YHjK0c+oCipqof0MUI1Q+YIapy/AETQGD7f7x8dv+PcukzyP9T22/+nwvbqdn3e/FXl+P7UQGufx+rWZ+FcF8AFHxHV4Q6YibgHEyM2ppoPTLxJIZQJ4yQi5Gwwx4hnK2wRkYhhBWF/Z5hjqFfmqFsh7bYafsGlBuYnZS/EYHQmtYosHe7QNGwieIgAIp/XIptcYoKhgjQ/fiKND8SU3kT2+TELVJ3Lqo7Ba9bChEIDqIdkyZ5HxGmxSHj+jCpBx3isSLTBK8or9ucOWVX0XwKqUHLoBJhQCUBOlYb9Y//SOMIuGjs6knmUdwcIv7HtZ1yXYn/6BbC/AX3H+88zy3/sYQjzu2C/0jDyGOsEyQPGWn0Q6rx6pjyH1JGlVvXh+zdIxmQ2T1+pKVk+QnL7ZcE5MnfX/KIHDvpT5qpuoH/5CcDdtKf0XSav/8MFlA9LLefcmYEL/cpM/Cwe3zKH5a05V+Zt3fcun4lIZ1pjV9JRIIO0ui3RE8W2Ct/SwvtRaXCmJ+jSfYtY9ihfHtvUVBSYqCgoNAFlUTeLNGVlhYQL9GDl0U/l2bZy2+LpWoOyxh3lhbalugZlUQkVBLSVeZtyh+WlBkuKWdGzGABNaPpdPKTASiTC6AeWkBx3p+Un14l4Ekk4e0ecCognrqGnm/JKwo13xPMA9auNoA3q7aHVmj8d+q+txzh3zNFiCswxfekUesy27+nUZSBEN8TrIOXLYjv6Wfq9T3fM1a+p+4hS5IPp3qFt1PhSWZ8en1SEoLi8KAeXkCZ1IWu2YbqmDvyRZ9WvygMohR/tOblj9p9HfikSOFP6rfySUG3Dth68DIAQJeZmitwcctxUys09MdBiWpNf3zz/3jl348jovhxDOyYH6eaiYfR7U8KmkXql0KKBB7lgR61G63pEoVxFn3yEaqDQuhaEiEjxEOPXwhPiiCWYlKOT34QrpbBDztbhNf1YT9kTfGWP6xSBarBx/8KBI8p8b8WJlXFev1XsSwrFgOuKAzA2tcG9KKWftfCMFe3DRXfFYbu03fl/CHiu9LyvJrjwP6r2BbLfy1UUvJfgejBKlnQ+fqwH7ZIiD/sLIsfhOtIjfSDWJIJ4VkhZISMG+oL2Q0hGOEPgXuRQ/KHpNYRkcpRu+ITiUEC5sfK0IrpdP1YOVF34I/1bBHGguTLlhfB1r5fli32S5Lry7IQtQ3Ay0AAXWZrrkDGLUdOrVDRP8u2Wbvjz6ItyBqQ+2e7cLB2tD+bXl9RkPmzYidfthVGrNaXZQH6ZdmGfNlyIi/5x3o2bv1YOdAfKyN7+4nEmP1EpG4MSb0wBK5FyO6H33tu8XlrrD9vl5G/S+TvAnLiBfm6oS9fF2/A10UCFfJzK1l+7ob3z02r+7lIR37uktnPnSr8uWl3P3cD/3MrW36uESJfF0n06+LZfN1Q8d/9if27gH+XyOfn7UryeWs8/d4zjN9reEZJ0YHi5AFFLglFBcpp1HeF8ovm+ZbhfPmgvicOfHkV3x1X3yFFvr1IX9277xKz75DZ7w6rL5/ie0Lpy5fgW2b+onW+K5MopygqoFDkjlCcOKCkxH+v4Q/MAx4YojfwEhxgTbCISDDaE1hJB9ilx0uQyRccmS9sOV7a8l7k2i8aXF5GwHhp8fWCw8ZLEEqwSypYaQcYDQosAqw5CV7CCUMU98AHpv0AhpQxzDIWXu+G58IpZMKlfuHdI+IgWbGWWBz3FYPqiuFTYhtn8YxLMQoCYgDkxHC9Yi0YcRCR8C5tuJQvnCI8Jw6vc8MsYTCkijBttBujI2QnTWQbguQQZDMN5CKYcS/jmMeKsSTfWBDEFQUCWDsbAZSs2lStUB39GE1iyxG0H6etuAJX9OMcQpdZgn58xcPAiH58dudlK6IfXyjwJfnVjwVFgK0F6MeSfiy2/ZgHizA3h37ci0LHqycXiUmEe7JZY08OwUe2MUh2ojZC4n7qbyAcCbL1N4lwckb6G9OeMbWBvtzyWYuiL+ckXPoyhR9c7r6+/FkjjIW2L9tagqn19may6iiOz97chpf25kKa294cgslZb+4LDPfmuNdwbybLzU6hhr2ZnFq2pSx/YpYXtcoUyrlqucXzxnTnJnHCDYQiH14HP98BPy5KPzYpfoakfhLMfkli9T/ssp89rR8VFX5C435uU4HOQGVYQCIcAAE9qeF2EnQgFzumDqpVFCPBIqZj5d4LY5kFU9u94tChKfEMwcRZjfVJfy7TdNCft7xi+rP6UaY/+7Rs9WeW9mEvJIRFjF5I04/cCxlu4OqF3m4Ee6E1bi/k4mKuDzo1EcRoJEgCgiA0rlJnhyHIXkmwFK1Cr2Q2JOWY2ysJtZTo0Uxs8Lx69GbjFC9Ojz5sohqM7NFzOZNij84iV8V+9WgiICsWNlcUbPqkJjNYOwQC36xaH1qhpn0SKNGWo2ifJAqEK7CxTzrl7TKD6pNgKRgQ7JOayAj26LBlWI8mEhLQo7PKLEt69NzuoUcfqnXAevRmCxIxPZpJi15JiKxG6pXMDMgl6ZUEdSh1AuCG6pV4OwUj9AeYAsjV9gfg+DG1UX8gxVqtiv4ADxLgPt1SJ6bD1acREHH/9Wk2sTCWI306hBfYGkqfnrzwJbnVp03bbD14GfDQZebEFai45ZhDKxS0X1JSq9XRLyHFyBqA2y8JicDa2f1SucAVBXG/JEDPioW4T9fyiM3q06YQqpjafXqSjmrwRZ8OwcVr06fZwPC0+jQCIVMtI/p0i6OT/gCPC2hy/YEUD4Ye+wNwbymXpv4Ak0oUL7tX4t08sNh64JQwDdbTT+kKXukTNtKiR+kmQxL2JTMX1KtrUmjj4r7kzg33pfaGuX1J0A1mX/pzYrYvzY2V7UsMIPel/GlfMmvt6SZCbmB7WrQofSIzXSH9xMWCu6fB6hr7gdMSiz8OtDEeSHqAuSvhwtiVcqgojdiV2Eho+XalFBpTGjs6dayDBLqjZyjZ0YO9OZpgt2ErbiMKd3R6RXFHM9XIsaN31POO1rpK3dEOiqTu6DoSleMdXeK7tqNnLEGn3rzuSikDlI78lNhKI5Qo5QighCvjQNLagTYUOmhkmujtQi3wIn0X2ufqOnchOrRdaAVgFc4uZLqE5jN2P6M8qEHT289DbJUJ+5nrb0Blgf0sd4EAHayN+hWMHruOkvkWN4cn9vPoXLkOcT+DYpq/6PYzDvc5Zj9bGsC5dbCfVQCQo8nezx9gd/azHB3Sjv3M1adjemM/D5m5ke1nFLQd2p1dyFQJ+8cutALDLkTnx7K7C+0U8n4XaunUIeMWswch6mCn96C1oKIfPSy5O5ATJiAcQCR8gB5MAi1NAcFc/RD5+eFUuiXbf9qY9h8JRlw59x868P7Dl2ej9rH/DObsP444Ksn7D2d6/yESVINWtwPBZH3C7kBLVTRV5B3oAeWp2Q5EAscOhANoB3LSFFTUGrRWGIS4o7zOxdnNvEbMTUjNsmhmHrw5c2xO0QIpvpv9KM1nguYDJswChMo9yo2W5QoqymvdcoAptzBbKed7WJ7wFXjYqbQ4O25fpv+WwT5GnLCPFXlc4fu48WkfT0Lu402w8aqTMW7bTi6XkZ/2yG54ZBNEyDnITRjcEL01ydtv0mhuCuE3owJi0j1ilHZiiFRicAZjXJCIlWCJT1XFlLHiETjEETzFajPxSxh1NryCR1gOKdyUwc2FfZTT4ONoyTtuWzmaY7dj5q+3ct3gzeHh/iLKSOZP7C9xMtfO/QXVwv4iJMjLLYcdLFNUebODi9zgLRE7mG4G2P0I9jSfnu1gJzBDIGDYJ2BKVMHAd8Pf9Z7i9rKnQAjbU9hMe0rX5p6i++wpQBr2FBfx/o0165jy+/dGE7eu/XuYu3/jROzfff/C5OwoqC/5e0dJobajvMVwA7OT8ncPyy0vR7vj1pWjSXa7AOfcYv6CK9eV0P2u0BUw4+qp6461dJWMdBdU0OXwdTMTd79/u1mgu4o3dpsk8o7xYu718jT2grDtfYK2o6QpFGHSK9cV6kXQ4iI7pkUCKJkFImNWUm32DnCWSVGWNswtTJdFZMtCAca+xu6hiLXJQASGASJ6plsMO53/HhZd3gIPW5W2wI4bmGmmDlJpgb2cHM0Gt2U4Z/CrW8trXN2rBsnX9uDr7/FqpAc26AvbRgR2Eh1kRSgI+xukhhAdWCEewEJsGwxJ2xxCqkB0BdDoDIlRvda6HPqoENIrFtIWsXGUG3EwGnHFlDhrLJlfLE10LTW0UNqhqRRuQWlVTem4M84qG1dciYO94yg5SFvMkl6NCmkZ1XMdnSkhukJIdOlFaKdRaAMboEcsgHIA7dH6xDHhc4LgJxkRPuoFBzHBc7SCp2mrZ5CyJ28u/OcJHvYBDsINPsr1SW5/ThDxicPtlB21pzuaid/Re+qO1sLa0Q5od3Td4BDkLtTiKbTLQe7nobP9zOWHta/t51G5/QxKYz/jQNT3syWRARD7WYWH/fzhdT9z8bHU7uehsqFdaI8rsgu1cMrJ7kFFrGNqoR3ICYJaRbdeGIvsDgSDBaamu/8QAfqStLIN9DIQ2GW2xBV4uOVoQyvUc/9pQ1BLuv9IOOJk/6GDwdrN9h8+PZj9Z7AAzP7jmCMWq3D/ISLkuAPBaE21iABy4hRUBMTM45t5j5ibxM2yaWYevTmTbE7haPazNJ8Nmg8UmgUMlXuUG2mUKzSW17zlAFU3oy43haA3aQNuiOLITcg5ysgmZMlueuSnPnL5bIwrYYwIN1bsGTcmGE9GjldvyTn28Ioeu3hEjj3GJckek0aNUeqJIVqJwTER46JErERrF5/+2MWUs7t4BOcujvC5i9XsXfyyh1Fp9/CK1D0spxRuytvDX32HgffuMCWsdhg2ih1maAc7EbGDPXN2sDtyB9NR7uAtwR1cpLi/iJ7YX1Av7GC6yR3sBK3CDsNmHIrcYUpQhb/rPYW9tH/3HQXVxb0WTJObrWV08+kKoNEdb+kqHekuoNPl0OtmKu5mhe4q4uAdm737K8KEVwQNU2SntEgAJLNAYsxKps3e+c0yJcrSgskinslC/cW+xu6dIKJnvrq9vMbdvWqY8do28fpRX438wAalwLbFwk4qBVk5B2GnBKkhRCfIkAw0OSlHJ/qokJYROumVADytKV4bqsEXTIZVsVlWLMR66djzioJYL60agLWz9VI4BgNws2p1aIWC6qWJsKWGGPTSDmq9FK6stMqmdPwZZy0SV2SJg/FxFE7SFrSkVy+jQsCjerBytfroDKHoiiE3lC66FEMwgh7aiSSXRA9tgGNMjaSDHsFQ20IH5aCD9mzpnzjg3B70zwmDYGssOhzEm62gDg8DocN/EuievLpbjqFaoaa1PnRP3ic6/Ge3YmGjw8MCiP3S4SAkLFINRvLi4HlNtZRwzNVBOVwNRdJQsbrc9XFphPFSR38pA+9y78gSc8dS3FUJSQlL5QaM3ONdlCBDEQalos6GRAJu3e1H6NYJT8AgjBxCCNqpEyYB64U7CwqFQOC9weNCkwPcYISpjRMYtwn8dBH4jgtkBKEH4lnJBGLpBtIU0AHjTYAbagEP3P6pFvjT0//IudqA7hdJwE+qs6+HWZ8bK98SHHw3s/peFFftCl0Dna73ojfPSJ639qDjGbp1PBUBuS2ILrNdv1O5qu2h34l/9Lsjt37HdqbfPQrJENYQ66Vn4GvS8VRU8AwN89aBjk90DXS5aBW6yMi8ipR47X5tJgADXAlLX4rFNYklUdHJoFZ0man1MbUbuliSALpYnJrFiB6G2iLM3aeHpTF1snQwQJavTa9dBV5FS7rIGHDl8bl1fWuRg6CarmUjhBytnjWEUs+SIetYT/qV3afVm8WqJUyvYoNARarjS1KALhUnUHuqS/lAokvlRtCn0OepPEl9yodVLJdOpRWAijRu1fJl9V7Rr+ywnjyzZGyyhkxuLQbKzMjwkvG2pFyarFjQAAnntDppa7XEa8Vqwlop5MetJQuS1EQVqE5rHp/y1KjSNMS4tLU1TnTkfhJkkztSq4IEWEzHDRjGUgu2lvIlaRuAl4EPXWY5V+CJLcdOrdDRnDdtUHua87IxWQN08z+ki7Wn5Z+wL++JSOQ9EU2qQRlDkKGWVqNz67AOIsiU1JZtobFFHKY9ttcaGyPAWXDTJXrjqotjp7CwFcECzxO6EzsV4Ddzi07kfg7j2CveuO7cdA1EgMOw1tgi7fGQLcJdtvWATEmSsA4j3OvcqwaGYFquxdgpN5tfpSHkU6lMahlzBe0aJFrypzs+z/0g3Xy509s1R2DAQJ5G/ZErwSdtPeTolBp5UeqRWtPcKEBZbtQhnR85WOdIHtg5OoXPleCReRp1NUdgYCh3erfmuZ+M/OmuRq6gjZlPpdrmV+m1XItx03LXpcmpB4OkoUd1j1oR2pyagYtazUEs10JCzSh2w+NSW3LyUIfuUqld8XaZENVLwm1VsVzrlCi1tQua0zrGanJdTplb34hlrsdbDNY1SfJ1jJXk2gWtaZ0ShaZeEl5Tu+I1UYfuRuloqS05dagZxWlqDmIJagYuZ3WPGo9TDwYtbt3py7KJ2mX6R1COFjNCuQYRJqtZXC2Ktw9U2nsMKuv912CA2+/dHuHhLSO8fmcyunjHb1berF6T71mfxnev4U7tjjfvun8/KULytr1weUVh5j3ro8KKxcyb1QvyHSf3Ir4zGVW8ZYQRvNsjAt9/DWbeY1Drtw/UGCarWRhmhPKIy3TPDhUNuKnIt2jtZMCTIK10kN2JIFw8obhf0fr2KKsnSXHugFHQku2SpiIpORjlSUutgMULKhoY91owTW52TH2uZSTRIqaD5eYL23rg3QpbebjMGDyciQRwNBHe1mgTZnQx71bIGoFUlk2zV6Mwx3vDo7G+8bh49piWL9thXYACJCyThRcEJi3cHVcbkMDl4IYe+U7MGpwwgDnehNxQHYKHxmfq3rr5/6FJWg3NA/7N1ThglwcpjwmCz5PHTLGEgseE7dH5N1cLEPwblsYHvsYJIl08H6imwv8Pt3xfqcNn6ubqdPE20tZuqM7meJPlhOnQiZkJl5vjQYfW+FBYMn70UEARH6d6qlXBlw75QQLMm9atiums8TzGQPkeio08Kmfol6QaALwPyR+8qhwMv7qSw69yRvGrkSH4VbkT/OqKmVeVe+F9SKrGbvGpo2k8Kucn30NRBc9jrJPfoQSNBG9ah+qIy5cOSUWb4+NUa370UIUPhQUbz86OZWZsnDAQkDAARVAN7FoNGpImxI0ZXKQZDGwzKi1kGmNkyjjE4F6QWemS+eGUKfMg0zgzo+I4gyHCDC6aJsRmDXpGDWzbABQEJBDZOGUYyxAYzx4hdxK5WQGkzIdpJhvDCcI5siInRlsBB2adFAE6he6dcoQdED47szV4lqR4Csl4PuTxvK3wLCnYmcXcAcGzU2bTKTzUSQlQwME4J8YazhGcoBNmsq8yX+XNilVyJ2xWgRysKKkrOBdWiVU7GlTZFFKxvU5pMpkqUpNyYSjF5CMKVUFUCMyoohZRCP6iFuBGhagRhSolxbQq5eJwqohtSvOWim1IlQ1i1Q6rRPYVXAysKKusAjxZuWUt1JqtSVouADx0NfDi6eHVivhFggtsSQ0GHw3bOgzLJBPLOSLmZicGB0CsfxRbRCDmhkEshzYsUyxsyxAMHgq21PRFAsurtdCLR0dXA1MuAAK3JmO1UGOycm32vrw01NnpMarmkeYJAIH3aYb8d0vOd2iEdqqfViwIfLsJ4i3Hz7oPR3bguxDfboKMneroHdrh3RKjMPcGvKvRPAF5pIN6jK4a6jTsfZHxHXX1BVghZ+T3WZDpY0Xzo/J7wUFMp83t9//UoMJYjPw/yqb/x+s3878kbTt8wAxTH9AFiQ8oevoBYy0/4G0SGcAEEP54+WCM/5/aE57W/3OB4PfCjwqwj/Wsz0K4LwAKvqOr9g2ottipoWwHQz/DnLTCfq8QworCGhmEcDbCDnsm4BxMjC4x0Ypk4okMoY4YIdcJwg59hPAIhTWQhRBYFPZ9hjmGfmqGsgC0xXq0b0QdJmkeMuqIMI6Idk4QgbilCrhVoLhzfSRulSa2y4k+UBQNbxUHA1D861Jso6CogEiRhjUxlTexTU7cInXnorpT8LqlEIHgINoxQYRpcci4PkzqJ81UJY/ISQLySJYjLXEjGZAhe3dIGVWQaruQPOTHtZ1HNxGPd/DHEi8eaRx5jFVD8pQh1XohZVxB9iaIZFCOtNSVLOdKAvpIHqkwafZj8rNsRlOPGSyiKGdIUGag/IFZmSNWEl4IPxHsA3Y2VmZ2li3HLBrZbJd5Nq2eFTeRbX3xdwE3fy5SkZ+71ODnTpn4uWkYfu4GzJ9bGeDrIsG/Ll7N3yWy+dW9+5aZUU5R5I5QnDq8sOF4kTNUgAoWAV6SYxGlNHetyDleBUNFMe9SQaoiiq2lI9uM1BhO3FZOgMQx/CG22Bwe9mLQXJxeDJf6kb3YhlAbTK0Xz7AUoxiw7sUAUDAUajDKh6RBeP0kzBI2PrMbowXHaapxzja+2jE+qxtfwBnzUEE2I9sQNLc9zSGWlG0rb0x5fHjPfr41PzYofhLI/qiYAzoDiWAD5Vg5Qyg8q7Wet77OPi5Cmn9C66AgxiNJp7voLDKaySKKaS6EIkTxKxgB8jAV+FBEYWIJg41y5ieCfcS4dVvhAinFAIjYMj5EPDSQ8yX7JaEQbbC12XW/JABP5htyyA2Fykb79AAoVHpCUnaZ5wFJrYjVCwJSQqUH6QppcK7EVsrBch6dO4NinnEkni0NnD/ACq34aWv6kVD7w6fhZ1Dnx3GzXCHFbj4bYdbgo0Ihr2qp5oxuz4nZzWck2ho4PjHJ2MsVVpTXuzdpBG6IKDhCkZ/8INP4fMD7WNFnz0pJQ4XCfTwpuY83w1Kt9vEqbp4ZEE9CfPN1Jz/xDa7Yb4jgzmD3m7Sa8He9f2842VPcYPYUCGN7ChvBntLVuafoP3sKEN+e4iKzf2Nz9u8N3P17uLt/4wT3775/YXR2FFSYHSUF247y9rijpOd6n6z1gnDSy+PIi8k75rfb5MSuIuduFunud4Nu5gndb6OugBrdMZeuEpLuAgu6HDJ1MxN3v367WaC7ijd4MTW8ftQgNc5c7X4Q3a1v3MngQ19l2PyRlwqlhwIK8FVn5o0JkkkycCYO8JXHUUEbGzSHLuqv5gGkml+VWpWWQl8figqfT3jPKq2hQlsPxVXqVZ45EE9C6SZsBnSXDMC7NeePozNYGipVl7upl0YWL3X8SxkZLveMLqe4LDF1KiEh0z10SPWUDonVp0NCeKBDBtCYKqVDYiaR9LAo4XGRLcGiWIBFp5/FGiCKQUwowrBUlFCqqNMhUZRE4oXLRAJuyVP31SMiaxri3BLEFLvDEk8Og0S0ayRohxnW3hgKIjBEwC4U0lbozilsgIDQvROeiEEYSYQQ1JMwCUzhDgPDWsANtHgSQPfyUhXooVCgB+qBny30wDecHsj4QQ/Eq9IDsXL1QJqcnBgdcMORtgaOTxos6MFAaTPT89YA6HgqLXoGPl2/U8HS78RA+t1Ron7HxtbvHofI6BnCe3nrDXov9JxPvcBgGL2l73wD9Z1GOp1HHUDn+XHdx0lT9zkSovuIKeg9qDL0HhE/Os8f1XnUKvrO908vMKjnfIL1MYxuI1WirUwfcIqj1yS6Z/Qacry3V59JBKLPtKihz3gq6TO7tjqNlV6UTtNigF5D1qHXJCrqA04L6DZS+hiG0DQEOefxK30E6VsNt/hBYP9x+2atlM1bsZ7krZZ7QMI9rU7gWi37WrF0c9bKIj9u+R8EoFbDMHJmch9BAlMTHVGdoHj8U6MapiEKlLYKiROl29T56BzUg9A81JLri0QOiqLIFJnDw9jyzsmcs6fTESrP0eKp7SzHEdUjt5GrC4qTa+o4pVOQZ4I+5T2RG5AP8p6oRP4J/1SL5H+Il8/nZc8KraECYSpVztkDD3NQtpXGFpGnPSKuNbqIAFfnplv0xoUXx260sDXBAg8v3YmfCvCcucUncj+JcewWb1x6edqjOw/rIJhrMXLmV2m2fCp1Se70Zs0RGDiDlvM0qo9cCQ6ZF6XO5kYByHKjDkn5kQMEOZKHshydQiNXgsvI06ioOQIDQbnTezXP/WDkT3eYuYL2ZT6VqkTdo3akZuDypOYgplvjUDOK49SWnKzoLHXo7pfaNQ+sXhK+M/OtU6Li1i5oVOsYK00NFUisa5Js7VkZrcdbcD4s6xuxU77e3nU5xQMFvfWNWOp6vHWhimldk8RsHWNlWsNeu6CZ0T2tU6IC1UvCk2rXPCt16G5bbdlJpGYUv9UcxJxqBi5B1D1qQJx6NPDg9IXZ5PLAkkjMCOMbmKwNmrx9Erh4jyUofP8x4N/tEQfeMmBkQc3vTMYGdFDvOBnzzeoFB4n2nvVZe9teyKA6+35SdElh7827DuDdW4iEz6flzbse3LNCej8pgmuoUOJte4HwPeuzIXXqzepF+I6TZ9+ZjINvGeGhd3tEBhl/778GLe8xqKQfRm8fKC5MVjMszAhlD5fpHpQnLaf8hbdptnfJVskBo58kRbiita1QXC9I6yjIDjEI94JQHO/8JJHoQm7ROslRFk6S4oQDRjpLtkeaZnXzlydPWksKWLCgohFwtYFWC7fUC8KBsEwVC1BYy3ZW2eNZNFbMCTP72zoNLvMRzoQCOBq3t7XahJkEYrdC1wikRdg0NdUo0KGxfvb4SNkOkAUor2GZLbwgINDCPbWRlpapi/s/OOEDH2CC6MNMwYQJ6/PmYsEHrv0PuH3ljo00tRuqsjneYjlhOHRi9nA5ubYmHnTowYNPPhQ27GsEP3q4wvTIx6l0vnSIj9cCvGldqmMCfoeSNB6VE86njqLxqys3/CpnAn41MgB+VU6RX10p86pyLalSvA/J1BjcCjIrWjI/OGTKAmUawzMqjTMY1GZwjWhC2KiBVRuAou0MMIcGMo2ncIznAx7Pm4oeiqnUqTyzX04MtiobwqmiB1IuCqWYUqNQoaJC0IgqYhGFwC9qwW1UiHcUapQUk6qUi/ZU0dqUppMqm0OvVjfY0hoMThq2hRiWuUAsp1bM7U4MHoBYDym22CTmVieWYyQscyxsqw0GFwVbcvJqNfTi+XdoJr4dGMO3A2f4dhNm/h0a4r9bcvQztHE+3hXpzxPw80hNfD1G2K+hjm/vi8HnO/r6fQEaf58Fmt/Hmvb9qL7fiw7/z8Xt/6kp+H+UTv+PF3DmAyZw+4AZqj6gi8EPKMrjA8ZefkDetA94qwQwQYQ/3r4z199nQWzoZ5iDRghfI4RDMPR7gAjELaWT2DYntm8QgeQcJvWQPDeQaryQMqwiLSXLTy7RgpdFPZdmIpdfS9UbljHqLNGTlUTcKH9QZrD8cCpXUg0VTOxZJfH5uKB8Kex9z5Rzn+rs96RZq2r6nkZSNWjf028HHdT3fFP+gZrhVLCf1E+F/eOb/I9X+v044gkFP47hTMGPU8mwflK/r9Gma1VVJNwOWlQUX2hWn4GfayTIz0Wi/blLZT93ivDrIn1+e4++unbfJWXfIbLfHVVfHsWX7+lbVkaRM0JJicP2YBcepYFXV+10WKWvf2nDo1X3Lxpa1PqXES9eWnjl1PRgF9Q2tqMCwFeeOCbJHrxkE4YIrk39IPSLRB9mIRMHzYLe0D391bCZYvV4A/RiOFWRYC+eQQOqF6OwgerFAMztgf7oxUGxN8IsYrBkGySOOAG7XuOAVlaF4LQ0BTgzZlA6b5A92UYJJhl9uQUeOCMB8DXH8amtAWBODCiZbv+rOYM886taUiXSRyGvV5fPR2XPikhDBRF6KBKkJsgza8CT8Lm5mgF9JYPvbm2DaDBFX27pPHP14WX/uKB/2A1+QuGAzk2fIx4nFEhQJlNO4MABAlkNKP0ZAqGAo/5cZmNQSqqvP7McirZq9UKGHPxwDK5AMyGQBHpOEm1NOtVNgo1LahKDDleiiX7QWWM0EyXBeFv+YPSrBNNk4AyF1x7HqDYHgDkDQHPoov5qHkA+8KvKUS1Cga8PJYXP56VfQoKxZ6WkoQJhv1TO0UNB1S8JyEul6tO1p3nmvz5tGgFPwmifnrSwCSQDekvG3906x4+iQRVnr/mbHVpwya0vtTksCUpY+rtdmiNbYhCZrpAG5zs6HSCx7ai0F+F4YmrdPwCz0xcABBSFsrhlNXAUAIsNQQDAAAAYAAAaL7QH16xYGKesgFZ8x4oEpEesHYV2wXIkVeSK4u0KO3GHKyCbe7WCBYRPVhrwvnnv2sepY0S5TLykurOkM9a7SdwwWg4atmvGa7hPMU9Rc4f2Dt0RpiNAay7QL6A7jzyvftu5BebhcVDQVcG16smbc9jeG22Pfd9Lg+9ManRDbet6IJzrAe40CP6uxDkSay9C6ueY/qavOEiUr5LSg+5bc/EeUNT3kU3uMQbp0pJyJiC+QQ6M+fUi+BQNdDfHHym+2ouFyjnQvZErByTlV6n0kEh0OiZQgiTgPEFy1yzBEpla9BFLXXbBApCer3pmMTxcHbGvVin2ZDW899PuBc3x1LGCfjm9lNDOpp8p+pupG0N3MHXgoK+lvnampyJP4X6n4061jrQ9km58oeOFtJxnOz/7NueNcA+jOLyeqxDXVT4J8SzqPTb3rf3wGK12CeWylSBnADBvYIK5B1B8v1Wk6wHXrII+nU9ZIczdQI4OR6wDu7hesASoNFthbleyablCUJ2sJNkDiuo+1NDjzGPPXWZcWu5Zxplw3GTcKOcg48C41xivRXuKdmquO8w70ByhPxJOfIG5MO3z8yzh2+JbmMPIQ2pXnRdEnKQeYH/vNI/Nccu2fwnAM3PBDf6+dbt9gH/QWtc1fs068Sl5ylr3HZY7rSwf1Y5Y+4cuWN4hz4V1k7cr1+bQWC/naoVyB5+s0nz3sAePpS2/ZGO9M+CCN6L8A1DqXB/qp4Jk3D2bc4Q57gXmBQ41Z7DqFsL6wXEcrrzy6croT46dd2xl/Bv/rjiQWRbDaO5U3m8l6agCQZo537Nuw33rNzqY5S7We8r71pWgB9R2nDjnmGKXXtro1DMjqOgGWNyfO4CdVNcAm+50BMjfbZTw0fHcj3OBmRpnAAyN4XBIEFzYG+I5BDyx4nCbmolbUTK4Zi029inrbkKnOWIFtuwFKxiwWM2025XcnCbGXK2wd+HJSgPcN9+79nHqGCkuE5e07izpjPU3iTekc5A4oPprpOvGnVKdHs4d0t1yj6hHKS5eIF0c7/x/ju62ewvM4fEgoavCK5Qn72eyuHeOY+i4Vb8uAeUZOOPGrNgP0OKuZ/DT832rft1x9+iAezHBnYeAWxDw0Pl+qyzimryD3rdu8h9QkI0c3ehy38Lc5DO0Cn7DeO5XDuBOmOvAFn8KAWrvNhTVkfHur13MzNw54Ma6RQOsw7aCcR0hSg40yYlGo8tWVcVruGlV0P0QJIZr1mJjn7KuInSaI1bAxl6wggGb1Vy7XUkq1d5Sn6yMjvuke9Q/Th6D7mXiEujOEs6I7k1yw/QPkgdEf43kutxTqtPF3SHdbc4R1dHB+QXSi+TPf+ej33ZviTk8Hwx+VXiFcvJ2Vsb3vumx114aly3D3hmDb8Q3LfUp/IForqHXLEhOt1PWaujOvKPAEavFC+KCdRn4DOq353bFMvYg3mS26DLiI5ysZrk+oIr3lR08Lhp0WeL7rSo9CziT3k24G/EPwh9o7xr8GvBO4aeIviNxR8Yj+JFBoRekF8Ccv5ylvs3dGH+YHhzoqsA19eQE5h65b6HjGHHcMvYuCXgmPmsBeQPx+62GLAeEB60Vrslfa5VKT4+4O9yxBuRIj1iXf3FesMr/zo11E7crcRx6h6sAve6r1RU66GS18t6TEXBst/wlCevOOBe4kVv+gId1rnP1qcOZ7ybnONLMdXEpBNDfFAnE1rkObBD0vuVjPW6tIiNy1qr4lQkdtFZApLXut3pHumOh3kesR0JdsCSTzlc6Zr9dVe5yuBoMdLW6GPi/cSerxQMqyxanHFNu8Eubrn5GhIHebgQCUAmIRAYhMNpLAgMBiBz2vgU7cMctg8R52cLehWctDYW8aR0hrAet7J29Zm0o4inrKJG4Y2Vu9COWVskvWBgSILxSu13JzWpizNUKexOerDQU8h5DkjuGvauXNBXYGQOksJEGGZkY2FYBFskJAiQCJh2B7H0re0sdtzYK+rJlkHDPWpi3+6alVQgHLQOEdM3KuNlOWVslu2MdIKIjVu4tfcGqS9zH4Tf5diWsDwHrcq9WLH/Qk9VEngcU9T6y0fPHNBTppUNSOZO5iTdow/3cA9hZdQ3Y6qdjAP7dRoEfHRK4C5xbe9ZQVLcDQnfAvZWvHUXpMBAK3TsMYcTYvXOz1brPsbhrluond8rSKMk71gHJOmLl3uwLVppCqeS0tyvslD1cATTkq1UEwD5ZbSrMvQNSOAbz5i/pKuoZQwJ2A0f2Zw7kTNFrgEZ7GgGq7zQV7egB4V5kbvDzjgLcjhCAQ+YGeOkosKP1vtFWJBxmRYQWMolKKGBwpPuZs7eOMQ7Ngq88SJ3FfQs24AOqeF/ZCB1AL0i9LGrNkPZ+wX2rXn5HQfmIAupu71vOez7pz8HeTtA34BxOqAPiribXK5h4jzD3EuS+NS2XjrcC+VIiXraiBc3ZVpBvJMJNq7GgOdgqsIDuNCKbhzuWWj31HCLh3kJkEAMIbBa5D8U9DnTfivcuQ0eeTUFvJmRxMJbvxPBU233renSnilnm9y3n6H7nzxapb2HkoRjxQkE8Zft+x5kqsccfhBsGYkmbWqYiZRv1fnJW7rec/n4gcjMngme9b8kHfEAV33dNgCEAAAOJQCQtWcDEhABKQKSaEAojORIQCEAkXcSExAQABBKEsVWCRgCEYGQkcsCxJioSKUCBmEEgq4hFhqBkAACCkDSyERr3W9n8cUsrmMutKvQEBRABA3/fOmDlnVYZBQEx7gfCurXet8z5ULmHWVW+EpSrrDT/vqXfnu4jqgUDFAG734qiIGESBMEb0ywZ9y1V4fkJcBsADyOAiwF7tJwlub6FtEwngvBQDj2hpDU5Ywl9HXUCJ6iEioss3vl4YyBwFpKBbzthpD0PoPo36KA8GBJKV8atfAiRjQcjCjOgjF53pMXToWKYDS5YgSzrfHVFsWofrqLw/Y6r1dt+sjroH1Ce+1ZowAWqACCEDAjBTGXBIUakBCRTgoK9IikIgUMMQEwgFUADMGQiIpECVhoFKIqAQAQQg0SdIigJiGBkIEIA1gSgJDCIiRigiKIju2+tttLjVgxAd9nSKvxZCyOp4NUdtKCA3DVLoyBPWQcIyx0re7OOWBuleMF6zft+73Qr366O51D5cOXylYar1Vyd5WTFHPABVXzfNUCHJStcRAydoI1tdWkCwJDZyeU8zkCUDABAEFj362rvE7GQSCHuF6v1rjLro0JY98VUxLROsJK7ycV8jKEM5THuNBSjwsS9uR+ZT1LXvV5JA1hQmrMBgSwYw5KlGOJe6TqyCYDQ43HqghTRuB/PSdzwrO9biAAeUMX3XQM47jkmwMueSwA86znDwE3PDQUe7Hhg3GuMa9M6RT8F5w7znbSPUDQuYPetyj9PzhK6Lb6VdRg5rH7VcRnkJNXhlveWBingIJfhPSnU1qcsMSCHpnTEgg7cBQsjkYRXtLcr7Cw7XAFoZFerCMB+stoq2L0DRDgG8+Zd0irVGYMEdgPH7GceyEyia4BWexoDqN9pFfroAcldZNxw540CvB0QgEPODXjpKDBHE/I+3MscA+CelwDdnTOAd3Sjdeoi1zngd5oozLu08H6rShy9fcSy44uHLljky+fRc0vidjWCQx6Hq+16OVcrkHPQyaoU7wMKG0fsFcsQgAoDGRGQAABpQQi6b6kWPC8Bt0TgoQnwEsEcjbvBxH5vO6NwGIOAQyaLOMUmadK4Aj3kAcs3hrQgrAxPcA1adPGJs+Z51LmZlAcv5Veo9BBVAgshDtDwwhH51yytIj9lGRCkO1bGzT5ibSrsBSsDCYBXtLcr7HSffLhyuSterczxiE5WXdwfUIX3FQg4LhN82UCKsx3KvA+o+MFoBOcmENyHo0rhXyDdt/Cys893U4gPP3cYNlefc63yk895GsW49/l7PNql6CEcaA4rJvwRfu7br3YWRbeMJOlCTFAYxvj7lB3HoYSXQUTPGu5b7yU3nQ0OWpZryEx4rzvYfOYhSm/ZfWtdukHhHKoIlxzhnOzdNxTAjxm6z0tG7+iMobzK47TMdq0VJd2HxalWLQqvkfc+4741meZMVfcx9zarSDiEwvRXDMsp7lu5QB9Q2zhiD1ACACLlPpqoa2VoTwXDeicByyNJWC8kZDkPEavbgCwPI2a9ConVSWCs95CDAZEAlNJFTEBJCAAAARi7IiiTBiiY0e/Lqo4LsZdVg86akdyE1R4k4F6DcJ4CIbgDJ37Epn5BiD0/Km6D5RzWq1dhsJMk9r0wcYwud4mmPqOA3QAyB0JErjHt04n6jqofPeUuomD32cW3GsIhg3ihIc7qvmUU+AFVeF+BAJMEgLlvaRGJ/X4Eei3Sfesk32HvLBzzyOIOmxdWOOdlzgbEbZmbI+8wx3A1fx/euQZ0BEOHcvKPcWBhOBw45aqYkGzDTSoi1Upk95NKO15G+3IwrLOR71v/+c1+sQ/2XK612Q6hO233re/hEUnTjQvoOe/ctwTwNtvbs4fRw2qvOi9AnqQeejU/dGz+nEvjD52ZfvuN4e/pgOHbXJd+0WkB6q7Efev8P0LoC3/f6j6dm3m3DlOQEDL3LYR7QCHddwT2cdGql9V9y7I9C1p03+ouTaDB664mfb/Qp13tZiihDVnMEXUfPMTh8fevzkBOTpz6Ah7cGP2T5cZHmLQre5/tVShHTcML0ffZsMhNljx4OZfQ/FkNvD9fOQeQvOlwyAcdrD863+lO0MfLjqd/HsrIAqSHAeBHwEmYynYPct1vhSU83uqRXLbsnrNWQrvB3JvW1MJBK/C+vvk1K6CdXv4pa8Lu3t6xQLIjFgW833bBmq+euxXud9yuNuMHUL3cq5WTO/hkFQDvAUXtPmugx6F0LwP3rfDKWfx8bgqPH+yXuAb6P8W2cwc+PiLnCXlB6s4TZ4HeFm6VPYwOWbvqfBH5JOUQi3uv/7HBfykxPKPaboysDw/MHdfQ6amntjutThw60mrn4EKrnTF4vM1qxIHDrDKJMPDuM+5br2nHuX0u4wOdVcCbnhuYAw8aD2AlXPO+ftEDT9nevKMsr4f9CzHIeYjnYd3mvBnuw6iH0b8K4WrlkxCfWpp7LPs8BnzkJciXzkA+eQPmp+AB6IfXp1+n7+3fnYw82u1zMTvROY1+az8dS2He+60U5LzvGXAZ8LjxvvX/XXa3flYz5U1PFj2la74Wf/J3NFr/iME1xKTztfe8XVeM2JJ+axvfyb8EbdYC/I2k2t8053T6w6mVmAQqwdEHLZTpe0zet7xzXHx02Tf9rGTMm8SeB/Ehr0kvnTJt3tF+vWnS6fzibn9/+Hekl+/09x67p497/fbGq9we6brPNk8LX3lX/Kaj6bv90bkqeEk4QcjkGHAJMQ2tGLpvSZEKwIV/43zkpU5cHFRSwrnfqjoDz9VReigVqs1hA9DxZJLSRriTWBihoIEXTDbUYRbseEDiEFYA71ALNZmQ40smJe2+ZRhB4uS8CsoPxRIzHKIAGsdAzx+3AAsa5UQQQQpg4oeMhE7xP6BAGrU1ERCQYND7hrrf6uuuQTydQscd3H0rhDgCermAXefvMxS3+ZvhD9MHg68KXac4eZ+Z0b1rdGz1u3S4zxzzRht2gNy3BLvrUfaUcHsH5lHgvvWeL9ii8yh628kdZuGu4Orwfb1c/31d53TTQ3dlFXvK8+mL5e7YvnsJWUJ6z/1CZ6u+j/mGoUIGlwjBORGwxEdTxvudBHWjbnRy14nFfJoWxv2uXUcT+MUOzv2WDkBQgnMD77fq3ANKzH3IOB/HjjXvZXxp8c5izoT3Jn4j/AfxA42/hrsG1CmpUzDdwe4YdUTqyMwL+AtGPb/Oyr+d3ZI5jDxcf9V5EfIk5fDW927fY5v/UjY7IxrduC0HZsdrztUptncXjiN1xMoAXFTmMGJi3K6ws+BwBdCQr1YRAPvJagv3ve4ZdNxzjILLHpcUOOt9xuCbnhsCHPQcUOBrNq+bgztdVe+Q+RH3EUC7YOiiVM53ehaTc4vsh2sfBMLVWq/lPVnrAY2+1378WIMjL3XgZ6pXAV+7pRg47VHZdwmIORrovsU8dDHzey4zv1vBMR2KPfM1U3rQfWtI3gOK+n3WAAwBAhFAEJdnewuBYvctYHHWZkbkquQ1vDQ6ROcIaAWGWuJ8mjzrOcBBkTCA+NmMByVAEAPXNaARIQAABGCmw7qzXO2+ZZnIWWXDBnRL9hq6NF3EcwmoAcvGtjSaXQGDFwAAWiF4FKP7gdn3DVhXLmCOcN/KwP2AKnxfgQjDgEAEEAHuWxKS3m81kyCRzfdrvW+J+HC/VfKILEBOEhIDIEoosv80MuRA3beuTTAN0wRhDcChO3Z+4MCNvEfCJCqAOvL3SIO0QCqrbpG4CTZ9UJWaww6FFDZcthbZZ60Qej/4962dKns/uIPW0ktR+D4GFGHIIASgfD/Ksvvk89brrO5bNAEeUMX3XQNoSICAzq7DCGzQEoDkZGmSlmVwoEdCIgGIgWFOkIwQAHZAWauWMQWTiYUQkGAgbmsBQwanFtxEkhblgnQlBQQkEDEYoEUDi5mMAZoAAHbkuW9dE+6j/rsQg8W/n4B13xCn/PdLlRI59b4Vi/nfB3F78TFaBb9klChncG+4GxrIfdgDZ7qGXRP0lOSpMt7B74x+RHKkjAtI/Hlgye1d5XBJvErCPYlQ7ln3rQkdu45bB790X7YGO3OdtQq+cbtpLXzgOmjVK9eF71Nvegedo/2IVe4LzAXr7o0w06LEcrhS3PyrlUbnOlkJj/v0PaAcJx4z/WXSJeieJc+I/iZ5A3UHCQdI9/3UNTI5hX5K6HcAuZt73JFi115sOO5HnJN1+9PNVKCDmgbuggCwj2I26UHzxfc7JcJx4+Lrgdv5usR963py2kfk/c79qGvtixLuW+s597sQf8vncsiO9rXFPsX7VkuQB9Q2TumBlAAARLmPZjSSj8Vxckj8fYvsOL859yPfTCqHkP5VUzpdR923QndY37gyb7DdtIbLx6VF963hc/cYgeb7U0IwPiIEBBBSermfKv14Ge3LkbHOJs7iZgLWg5GgRIj7VvbV/S3SA+m+BeOfucOLm7ZywFJ+lZSOWJjP1gETKgJ5H4AN/X0oyLYkinAfwOc+lJIpYdwXM79Gyge5b33iP6Ao30cgwCQgACEVPEqXQl5333aQekQAgscxSdhlRZQF0e4DzkYGBzASAb5vsJIFLZr70FEUQNjvB2afZ3Q3mPJBUQAAARiREjQPA4G6EOOgDARG3PvFDCzkQIKWhWhARAAFcoJATANDJZxUgkBfBPswMurqVYhLoPflhkMS+H4HwZcA8wj3rQzcD6jC9xUIxrEhcQkQ9wylvCGDHRAw1wZdp0H43Rh/BDmFduco8nZHHtaILxPimQIgjpxG1LMWuXPTEgsetAyya1bvOxnuWEvWEavNuGA9i+erFentKkh3uJLzVytl92SFLHBPIMaxgEa8BBbgndEq6g3j3R92AGMy10A092kECL/bVPAjI0TjInNTnzdK/WaQKB6wt/Jro1AexujSGhTHKexCgN5GpW4nStb3URF9y+2+dd4d8tSvqLpvFasDH1DpDEO3hEScGA8kQsC4Lwh6h/RjqWTvW4b6/tlwv9y3CvSjA8I+7FKgjx2U95Wp9/Q/Ztvu7GQOMS7vA8xeW4IZF9hgOW6g+9Zy38OvKjtpFjgHxK3EzxIKbpKJH7SouBYo+5RAuTtkrNGD3bek3meovM12i4DuD7iVpWtCv3w09MNxj+tfrzbfGarDwsVjsAu2SmJBl8ubmh0sL3ffkhbvA3+n3Ld2gz2gjvcRCEqQo9RxFBkH+yDQF8E+PPYVqR8Q+1PQF8S+aOiDwCyrdU1kIABFdj8BMMamUhD6gNjfIn1B7ouGPij2xaAvzD3BBVJG78uAjgtIXyY/DysYcQEXDEdTXgfOQxxyYEehwCdUr8mGMFw3I3sRAFW4TIu4w51cQwN4exKexdDliO5bv1weUMX3XRM47nlMwMveSwA86znDsOzGkXcfd6D81/BroJySnALjDuZOUI9IR8Z8Ab8Q9PnFmf7t3G2Zw8hha1edLiNPUh5iuze0x+bjlrS4xIAz8VnL5BuIm9bAA9aDVr56HZxT7ZR1/t3pjpU/HalzsbtgDQOdnfr23q5M5iAPV3Z8UVergT6Fk1VD1bqnqcYecxg3lxKUxjNIB90N38p6AFIfu47c508V9Nu7iP36iKZ+X0yx78+N9e2t8b49HNY3Xgf7pYOg1+BfHrek2w7npbOWUam/aZkcPActJYoG//eUldqeumNlqR589wvWyaB1viqFzLxdZf59ssOV5VzxamWOR3yy6uJ+QBW67xXwcc8xBlz2LmkTcCZ4N/EbhZuD7n1NvQ7cKdJp4d5R7hL3CPmouReUi8WfJ88Ovi3ennEYPYR+1fES4knKIUb3zo5jm/tSbH7Gt7uxVgeuztfc4akz74I71ohHxCPWuS7wC9Z/zTN5btrt6i6H93BlHHVV+SlPVhMA99xRHoNb4NLAnDNw3Q3BgQceznddGedU4LqbBXyUDsjFWX3ONP2NGCRtBDjgnzR+LSndmNHJC8S4R1zmIBsB6BzvsjUdOzG9/9y/by0PqOL3XcPQAAWM+xaEv4GSSQ6sFNdG7mkJdveEPzLSXozz+8Sdm72Nuq0+7Dws5tXp9fzJjFNK7h2mY4nxJdPyzLTd+DsduCrXrAnxKetc3qf8HWvQR8ERq8UL8oJ1mfps1Ld3u3LPHJL61Qqzc7ISL/cpcy8+Hyd2zIpcpvzS9zlL3BlTeDN1Y+gPpg8k2rUU12B2irin4rzD3BntEfojuRcYL6jV+cnPSuX2ZDel4vDkD1b56uQu0XdyOKeW+r2JpRaAXhp852eG3+aN9kEe6MCvU5L5aWKY3BUC/dGU+VyMHvMcdZhuBcb8UJRMV1DpoPetSfwPKMr7XIEdZ9y39ob+f7blfDMTawcVpH8tadapiIpumMzm+1aDdv/5Z4jb/eq7AfjDwXI180vrO5kcJ0r2vWxreSyDdbrfncl8IzD/QAro71t2JO8Hpq/gvhuBIjnu/cW5Z2vWFRnkPqTMjkNndawyFhkebObsa81NQI5J6HDifesUsHOcfYN6Dj7IK8d7qMaljze95MSWAdwwvH+AUZT7FvtdTpn2dzfOkYV+sXlk7qa5bx0zB7uMi/pPcd9KFfwBNR9q0CBFQBDQtRAQIQGRjNH3rSDbOalD5QGh+opjnyb+vhV0JeEERNABB1/azVQ+wYKBEGoD1/eGs5BVAIlQAD78cbWldmIQCtOzCec2Qx5SCC8I4TkUOIBlMUXNm9ZckpprVhZzyjoW37HmkiNWke6CZTcFTOF2JeUOV2a7L71aFegpnqw+BT+gju5ziIQL2EbbkMEBlowWKqCR37eQZc8xQ3ofGMCXJswRmKuwxg4M5LLdN+kaBfYoE+6A4Qb9vkMejJ+Fgy74b5Hee3CDwvOYCXzAkLvqrFbcyIoHN+W1oXyg7qh03FJng/JZy8bftJTdg5aR4JqFRDplhU3JeMRqYF2w7lB892FvV5rEzQn7JysY9HQfUZ3Hscea5zK+tDxnsTPBu4m7Ef6D+IHmX8OvAeqU1CmYdzB3RDkiPXLmBdwFo86vZ/Xfzm7BHEYOr3/f7Vf5J+O0e/e+deFjt+NWXXuJujPEWYsdb9BNCzkPkActOK+P16yBnapT1uHvzjvWAx1pR6zwXxwXrPp1bqybfLsSCx2G/XKvViT/4Mkq+/j3lAMd+w53CXWf1eyZ0fwbn9lB5QdMsWuaX8vBdzqc7ih3p90cCe7Ic3NBeRfoep7zbBy3UW+nfxjyYWxXOV+G8CTKybb3CrlvwdPHujwvdQVntHdvAHz7gfZz9xXY6dtTlgESbVi7YFm7oMjerrQEhytj8tVqYvFkJXEPKKT7RqH02Fd5aUmcAcrdIByUA2b46xj+FKG5y6gdCWiocEaqbwv6A1j5Wio71JXWsYDDFeBCmmWGcmhD4jYggIA/XFEJr1Y0qjDvNSuOBYVL0NwZq+qGpwE/AGCuFbqngbC7Ku5IqXkxqJyP9DeU8kFWdgWVDqIVMxFMYwh+4OQbW7jQTzhf3seUu1vHO7Q6XInDldLVyuQPPllVg/+AonSfQ/DjjO8GHpctgybaERb+vnWB715RKRy9Zt7Fi8IO/d1Jl7zUCEeGWVIbphLeJ+be+wuH3kd7o3inWY+6H/b5PvIUmp3VfePNofTv/fFE70j5/XC19gSogwEw6Vpgdyq9E7Anf9/qf18I7vUddBu4Hw8Dh3cVoEit0PuWjwDHrQC+BNzLlrDyDMBeugG09Lj/+oqdkIPUda+7pLC7D4lAuMYp3bcSAXtAzYfNH2P2feOlaJ6lzqDyJnHD1B8kHRD9a6TrcZxSTwd3h+SuOY+oo8S/QLoIzvNqnOXfztyOOYwevnbV6QLyJOUhs3tbx2OXeSmanPHa39i2B0J7DbtmuXy6nbK+KXe9zlHoiHVeL0jRz22+MW9X/M3hjXS1GrNPVitwv/Neuo93OhbX5Y6X0u3s7JnIdHP9RsZ3cN2B8rnmfg0a2qlqudN257sdsT1KALswWu8jF3G7C7OWhTI0oJiZONZ9RPkbBIkDOfVauHNauW/V/feR8NEwfnEGe44Ab0PAIQDgfhjpZ71v8QP4gCp830Oyx5qES0DcM7DyhlF0P31goK9JroVxCncq1DuSOx5zBDz/Bdj3LTudp2cN3xZvkTmMPkR31XER8ST1MIt7q3lsV1+KCmfAcDfE960LD8QHLX/u2p3T3SlrzN5Z3lHgiDXxgnDBOhM7s/r2vF25/CAPV8LholytDn3KJ6t6wD1UOJ5+rNEupy89tLPpM4F+M+XGRD8oHXh01yK/lmf+9DneR7uT6BGJIwW0i+J8H+2ZvNu5WwrdAUX5eio5xCnnVTiv93EczT/3d37XC/hOR7rwbhcgDvZUZ53q1g3s0LD0JYv4rPctQYAfUPGhBm2675oRMHBTR2QOhi129310xt7BcPjuW1h56GKG7gOdjYrbmb1Z8Ycw4sVFdIaFrMDa7qhckVwGxvet5913PXZ383b0aL24GNF9yg7fQtIcT6Q4e/dTZh/v2n459kVnDy3vhz941dJrCWafau3lDuJROnIY6kJk8YJF91n63Dbubck60Merxr2W8pPGPb0k37PWWQHpkoH7PGNwj24Y7DbiA8D+uqenC27eDQ/Lvq+4YDHHzlV+vmquuggcrgZyP9LVqoQcPFltn/+Agh+aet/KVwwIEhTx+8jXa022nYqg7jTv7nXfHekm9kLhPs/u/Gy3OTc37sOWP1A4Lhg4sPetB72P7riVAaxLxoXOWkD8TQteL026XvTt76OXn7vG4/3Owwa323SYG7p0M+e5qcrto3A6O/Hu5sTXHpwZsjmLeD/iz32zwPAC6M6jnK/uPvYN+w8TPljFVbbXK5+EeLLS32P45fkvMez+DPx5Q6/gAVxNfTkl3t38jpWGP8r1L2Yp51ywAIOUXErYycroAn9fxFYM0AAEiSmOQRAQEMgAYgCZBi4xIDEhAIBE1JCWgIEFZOKAJogKkxGBI4xJCEizAlrEREIQAoeZSiElAACkKoBADnjfJHGHR0tfPV/75FAW9xZYHVvKej9TljMIWd8AymtxADHr+gH79BTo7qi4aMcMRVkAgIj7YDC+b235AwoOsaUh921Bzgokb1JoDzLm10hwnQLetw56B3/H6BHpI2C4gF+A6GfG3aY3CTssHpK9irxQO+lwROE9z++YqXsJ/JzpXjcK+QPEc62uWc87PZ2yxoLvWPv/iBW56Cqfu+9NljtYZV+6+ekw2z3swMe+wF0C3bODnhEbvPEx3AFg/XJ9rurUynw34hxB6cbF0cHPjenGxB0yWC65/uRyp99f0l+M3qB9/QDtvF6OO90Rs7qjEOhCDTwX5nB2T3Tdt45bSuLvE8jhcYffy/LXWdPups7wQc7KNeDBKeXpjtXsiJIJ6gvQPX+drXKbuwn+MHWQIO8XukBz0nlksXvC8ZiqdQm9nSleN/plXQ5Iz2vJ0Kk3d6dNHUkzF97guTF0C2aHYtC11nJKUkSvKRjT2cquzuLwr5VjPfV3MmY/0qPd8EIkpFJvQ96adZjzAXCvorxQ/0kIp5buHoNsXrrUxTyjPXkD+lfSAUA5snj6BQUWzGMm7AND3u48d+oDyoe2+/ZMCfdZCP8m48guCfxTPOl3sH/nxgOcF59uW3GYPBjIVeG66sn7Oezc2waPbV1duvzPJJM3dHMOnImu1ein2ph3Zs4jXfHfn6P5t8jIQxjPtXV0+lT+p2wY/z6N4wml33f8n7/WZzjEDIryPiyGg6jyOlR+yGj3w70/Eh5wxt3A5c/ZLAfyehyJkZAIybv4njzgut5HRbvHyfcydqnyZ7Fnln8TdyOcHbS919TrwZ8iPz3HHfUu8EfIRznk9/+CBM9HZ8Pd/m6jH3YdMmFfrJ90PorgnuF5zNS7BD7PPH/DKqg8sPetDOg6qXx6yt5B90fc2kXzdA5NbsXgITHoOvWdFND3oEEesxn/UkD7TGnejYGZB47K6+FVT521d0H1I1C+va/8C6tysd5CuoN93p/1+ig7DJf0NwAELgBbgFYNa2F3Il0Zku63mG5Dai/6MCup9yVq7jgTkk/OGjxvKm8HVYiOvj4Fpdt9i1rXkYlcIAEfaeV03+rd/4fkMthNnEkUiH9Yig2+B9qHyo0Cg4+pgJL3sUdNcqbb33izA211QRUfXe5IxjQPvfW2CIXoXYOuQtR90p+aTLoAvVUTZBJnvIJKB3VU3jERJBBBeUC+4HTfYlRZpm9lRsZxLjqJ5Ux7QKGbA0balHH6JwiiBq6ja6K+sp2hOZpfKIQzGfwirqG8M2iLQAFQkAfY3swIO+CyOEY7sOHLpo3cH3cQpXAGLXDxpU0Z58XwAiE4k+ETOQzre8NZCCqAhFjA++pG2KGXz3ltpvU+Ra2CcACsQGQf+KzVbo4zrIA2OnXVrkblB7DOGQYjgAYn/IzKNqbwIZYGBFALeF4ZjQUtBDhEHXDjy+Wtt0GDoQgG8IuTdw0qO0x10DAEQgHkgv9nHzKKAyEoccDKFw+OBa/3WdQ+TZfLiQiHGDsK2F/XWDJtm3GmdsHcSeI2dXliZiwTHoGs9y1/3P1Qrz2gO1zoPub3/ZLO+5a9c8sOCy1m776BiqIWMyI2ZEzYfO4D6sSuk166+5+m6gI94P6qD1Ii8x6i5r4F9VL6yxZMftZSkm9ayxz6vnIPWjfvSu47ibV3rAx6tuMhrDg7uRi+jI2klNynqFUBTIHsDgIrGckhVoBISO/ZEXxzAB9MYJcQxpHaMj7uqon6CnaAhhdsMMhhtAIugRFsYAOeZvIra+SCgcJ5SAek7YRpzgP9m6RwYFFeiUoOaEl5GJZggl/xvMEPfzur1Cg2HEmR//xb9n+fgagj7cJY+GMHUBbH0A82b6qzSPkmKR5YlFei0gFGMh6GLcjgNvwu6ENvTB61MAUv4Nm0MX7gIcAQOFACTSaxCw/tBsPsDMffUohDEtEFinhGgyd4LdRRvh10ws/9RqEV4ECwJUbhKMN5YSuinmFgahI5gJ/8yho0wCEO3wecpbAIHthR9QLoP9l0/ehF96OTEhIB11rTP1UV9fPo+uPibfm5eeZvNbgg6VINUSE7x/PDC4q/n2dXTfDM5Nc9gJme5rkfFOICpl/Yi3L24W5f7IFTfan0Ti9F/Ur/pQJAP1P9xhu1qhTcDM1AoIIYSAdk3MoZr/CXFqKVOZMB7wNEDmu0m2hKpy8TUylnEefWZh8Q7uuqsJYdzFKhTMoQZmQHRMX2uGd4UPhC9+HwifXXfwO8cd81az1dXLB3loyfBeT9oESl0aVi2oOb1alnMXcbsByoPteY94HLpt/Suk+/f/SADsqc/nSO0+9m93t9O/XPBVdH03UfsfCiVR73MEXURdFt0KSGJVJQ72sMaCbIAQOvX2QMsntMc7WrrHxoI/UNEiEREJxHcofpkY7kkDhAOHAcOC2kNbnGEJgFdKAm9k3Sg47YOEgRCl4Qea+gsgNUICaOKMwCE/4s7RI/8Ap0RAP4gibHochHpikOTBszf+yAy/oY7SDDiTuPsW8z5qEN40pQWCGNBUMKOIgNfE8a0iIWByyRNRhg9SxzB4QCdyEIcWPwgS678sQuTMjTPBvh326IwwzhIiM4X4MF9C1qUUM5DqCxARxQsoxGwm2uwgy/p/U+RbWKMA4sR2Qf+KzVbo4zpnU/5ZzUuYHcQ7TZXgvPoXxzP/3szXeJTy+6bx2VEJcTWWzcgLeHpJ9fkfdhp4HV/7ym7hWjVKEp15jstXK3L9IXywWAcAG5865zMbfHm8APC4djriIvJ9tKfO7YMM24DTcKGxQPvo/gkBGDDsC12O3AKOp+ZMkGglN/HyCH4/ix51/GLi3+WfxM8G5ibxS+g9iBx7+GXwvqlPQpmO7gd4I+Ij1SzAXcBaKfX87i3c5uyR5GHq656rwceZJ6WPN7u/fYwHep2J0RrW486wODKdOfuq531PkRtnYRPf1cGL51Q4fHflzxt5t+nwPs7kkHHHta7hJC/4xrwI0A54BIv26n+imEeVdyj5RS94sp7d65mdq+NY9bh2OlxutCeWCnW0sODhUaBUw+RtqHyo1ig++BxqEQaDD/cFnQ6Hq5z6Kyx5GfvMx/yyvaQTSl05eJqbTz0YSwwzbqXYHy05uif73wnnQWUAewTH2NcqtT3gu9yxF6VOue/k2o9OVM/agRtcUzxEVfbkBoAurpp+qhx17iWebfTKBD2cwlIj4iZLtUjHp0Yz2pxx/q1Xr6g5W7Do1CJru0YsxFtyPkMvQgwh24D3EKsruvgu6Am7hoveSfj+yk27GaeCiKE1zIpYRzSYBRgUtx49tAe1B5FS4hrLxvzIsiXsysfa7I2a335Z0skeu5WNwfHKjjc440Jb0fyD3fRD/CB0MUkPu698KpIGnX3ad/IT5M50uwN5hS7uGxnXAhUhOfxRhkA+nCGcWIb4e2gPhRGYXk8dtuMMQcNRlcMTRa9ymKE49boSDeuHXOB4m7s1ZsoY81YTtTcbfuMA9AlUuudzLRY4uevUfMeygCXDsJbW3x4653+Kqb6gvinaaOnmKiuuPOZSRlAHATz/tBzuY1xEGnEI7dQT7qCMJjLqDhznPOYnFuj/0w22GC/vVUcpDR3id0T8cauPVLZxqC+6UH2lHn86dZ9h89rSs+Dn0z5TrEzcFLJcjgA5L4sW90XwTPep4xcNP7hgoe9Bzw4DWv66tPGZ+yc4d5BzT36UfoXmC4oOb5eXb4bfHWmMPIYfVXHRcQT1KOsdg95L33xt7HVJ5f2n3PPL4byfqAbX7tYyHhndjjCDm8wHY7Iz3ciqFDNe76NZ3dIfegTnJMHO9SVPPMkJ4bD/PAk0rXMfUpLIx3x+kR5Y/g9oXgLsjNeeCdj8LerBUPkNIrpHQYI+6vOuZ9xML6pjPDd94YfHQA8nutGe607MfdpUjBI8ozxIsWD6HDWluL0jnWLFyC4pyBlTeM0n3ygNBfI10v55TqdLh3SHeN6hFy7zNcQPv8OBv8tnA77DDq8NpVpwtIJymHGt3bnY5d3qXI+Ixvc2O3ODC9rrmzU8byXfA5Mg1cKEOeS+Zv1eghM+569U6bUPeALR+DsffStDwb+ZnnvTeS+X33gdfzXwe5p2zN3UHct3E08S6Q6sXGfS4P66Y+DgP/UGS/Mt7DiYp+uO9hz0Bg5Qa+vW+1i4Onodr7RoMc9foXO1b8fxPLHLScy2r4fJ2t+4gy4Rgm/pKqcgYCvwFkH2jErgG0p0mVO0p/9MxfNET3I5+1ept7A+5hcnDwVeHV6smb8xl7b2w6dl1eGjmeyQZvuLYOvOZfKyNP/di+y70Xwc85GHsrph+6v3/+CQx1j7KlYxr7Lw21Z9rr3Ujm96MDL64V1x7+6Sao3gH3+51HSvMC3V3gXGe1+zc7+GExv8yIji6Ae0DuOgZY/z7yDEQLbhQG8EDFd9epvzpNfYYqjrQUbf4AQaiDR01Q3se12nHpWKNclpc2oPuMpqPeEM39YQcwJuMaQL8/+DTV7hjv0D3CPELNBZoLdM6j56jddm+JPTwcFALHtXjdh+Vw9ntD69Nf+qZnzv4bm+9AtHTd+zlVk3cWVP9cWAY7B4zdqpFDNPja6p5TIvc4WHaMXu/SVPtMlr4bCfvAlwrXP9WpK8x3Ee4R0Ln4wM7pNbsJ+MNgu/r2SuWTE59Q7r0HzEi99NBz0m9AdgJ10/r0ZerpK9LFhBPdV3j5VuRbh+Levw/xVTbX+ywqexx5vEy34WzwOrr9IOJR12Jfnwp8eSf005HQTxcQsOc5z4x7G+Vt+ochHo59lfPlQ3wk4fdI/o4x2nUJ8u0ZgO9uwN8dAPy6Pnk+fTXeHZodbdq6GJzRud3zraPRoYXLHkjwPu7vOLV5GX3grP6Km57WBxUT12i2p+DTd4T/R+x2F4Rxnjsb/jZ9U/iw8PCMq8hl9JPOo8jc0y7HhMqX6PdMdLvRkz6gvb/OcPLUG7xzRo4E8wvDIPm6NaaH2GjEBFtAACgIbjxzC3aEQW+G72P0Mt997OT+mjN49+FvsMM/RAeIyyBBOJOADmDb9rgf9hi/v8HhfRwH72Y5Ofrwf3G8y/vwP996DQ6tzL18w+dy4AcPebpjDschIQ4UQXcU8sBFCXxGgN6A2/3hPYhxLy2iIxVx6tsrPhQNOZQFYRQtJB2vzcaN9DmBErwvPSEIdfcJBBQF9xlLUuEkO4kjTahhan5BIxydp5cM6ueDKSX3MtwnnAU9mH5Mig/fDW2DyoOCw0chUAHP2fB8TH4b4RA3wIPaNoo3wgN2EK1BE/c++twdwfcRVUHSBWq53/kZq7e5NwH0AAK7HNH9zp8Pb9jP6DlUG/oG1cfDWlYPRw7N96HnI/eT/8XofoOaUR4gNB5zMJc2xTNAuBuk975y4DOvYdeCckp6CqY7+J2i+6hW3Sf+8+45MbeHm4EeFodjX0Veop90OFLmnvc5Jla6xP9nIs8brdwB7XmtmzgVZu9080di7sIb+rltfGumDpHx16v9TIu8R3DJMYP5lwaaM4PwbuTYB15UXAdVToVn3H05j9z1xSa0HLhZ5A7jDK+B8gFYZb6C6SDhK5sOeSpwPxSVBuqZPwvjm64YESSoaJrHWnmfcAk6Z4kzqL9JuGH0B8kHRP8a6Xo4p9TT2vyORukRUHRBTPcjnY99G72lftg9NObq9DXuyczJBe4N/mPN/pLX8Myx3dg9D8wM173tqe7f/Sa7o+7vQpjHOWV8a6YOkfHXq/0M8HvcnGMW9ZIXfsaCcaNkTqZrouhUUfsuUDuy6xeH/PMZe0vPHMIZrqXSwxjVaZSQBJnAAu9X+D35p5fp73YWP5rOeXFOUhq8YwCaiyEXnTyOeH6fY/EsPPlNyY8HbUXfX58XQMF5m7SuOoMUbjDFwaR8fSg/oAq4FwQs2IcrwceKfLpxWua8v+/K86j57bU8HA1dotnZBST2ywD+s4xZi9VBzmQA13MAkbBHNE2/GIDOmuAbAPRAALuUMEfhraBlub2FtB4Uglj9/qBMFLtPSrHZsH0QCXAORC3HGGlTwOEIXgw2DWQzQ5BWND5vlcjtkEQcMm9El1ZBOE/ADzjd5EfeyMZ3LIqhYNZT1rmwT3wBKspxYsNAqu28ylqXP4RBCrKxkKZKfRZElW/QgXIwJJSujFvZISwbD0cURoEJOZs2iV9YhTIchg94uEozKCEY9Dh0lvvS76yrmTcFjB0kWof+Ong/pfzu2FofEY1c4G1438HN7dH38P1Xs1cpJ+/PZXhvGY4NfS8d7jOh/Q1vd2CYulYMn6rB7+svR4Tooqh+Tt1vQs0e3jvEB12n7qlvBILpPtMzHfJkGoHrCsiYvG/8c0QGXPDqF1Ni5/uj9PSH2/xX234Fj5O1HmCE+8jj+S63PdNwzBuTTx4YjCSeybdDgssESzM0gh5l5+/05CDraPX34TS7YxAdBH6M+PqKcIqw5x14zCMesdQFM3hOx3RKz+RIVMSKkAr9PTLvc+JcV41OX2V/h505QhtdZN+f0+C3NuehGeW1tXQ6F1xvFxh0Fvqb1D9oyfL76zNs6ZNKR2ylv5git62ny4TIzpPKahUnRAIlg/RBO3xHDP+nM/M2iuD0YjA/kRYELMxfXcLCUaaK+/LvWbP9Tb2idbH+GmOhP/ddeoEsvmix6zf9/Urizjp8bNCRl8W4x8PAdZaw7/QuReh3elESxns30Mchjb1ubaf3gtPtgkQ6vMIw1SjXkqGcjQkxhFD4Mp2sU9M4UTVHULD1WAuyj9nN1oY4wuBcUxvfADtkwmuHnubfN5DX44rPy3a7s8LkTb6N98Hz18TfU267OzLjI7T17iPoeXRu+m3nlpjDw0FgVwXXKSfv52MowzHT5ZKqcob4vhG+B3qx66by6Si/IxweIYsXxc85mL91o4fG0GvUOuWBQQDdYlqnS1oka6IhFIQC518kYc8FwK1uCLwvAqwjkLKdjumcntKRkIkVoSFyeX2HdB5PhOiI55kEVvbHOCUuRZUzIeEGU74PdGD812DX4j2FnyrqjsQdQ3uUnO+jXQD6/PIs/3b2dsxh9PC0q84LkCcpD5nc27sfu7xL0eiM3+bGtjwwel1zZ6fM0l3ocyQOv1ikM3HShrK8yznKffoeK44TjkHvMnHJdWfJM16/Sbph6B0kDzC5w9esg+DpKSV/Z7DfHBVQjV547Wr3zCte3FCXlgdWwfLVUlk+DHo1vw0KBh9H4KLuQwjuIael/O+dM/ao8PuLUjMZAxtYA5a/cgSqTGFb444PUoKuuo8TdTDofgz8WTw89rft7KGN4bVQOtSJyvcICGCDNujG/UIWEgMeZPM+wBbnrttNLHIwDVNg4htLu1B4CHEmMpBAxRSOYeV28ePunbOrzdu0uHXYXGq4ngyWBxJF4W9DgcHHQMOpQqfY4HvKRT6z+x7D9fqtdPDQuOTKIVmINgzCpsHgYU3Myo5iY2diHD8aBUw+Rtqjav11aC85CKoMvgcahwpFoBZ4Fy66qN5dl/OoSiz3sYPderj+fk21n67M0dcUP3Huhpm7K0iJBHRqBhe5WB9CIapQhordV6O97DCoanwbBZuSQYNB5fEyFnZ+j5exsB9sXZQ0CV+xQTlQ0TSPtWEvAZgzSeENxrwD4qprkX56wblrhI/ScBdAjTNZiYbDCvElRTibARf2fdAxW5oBbmH291VjR9zRBbfjGer3VhodiqHXUuuZDb1HGaRj2vkujfZZ6oyqxk3icxA7cGeeum6OU8rpGLy7Vh8xHLF22cWAnxfPrVlu8h7ODoVdRVxaP+l0hPA923tM1L/EX840zjeKXeBdp4anZt8d73QE7FyUPj6HJm+d6UO1hC9PMPl6gNzLzD82YF1qQnEGHYAbM3cA0eruOq4+1THdVcd1JMztiwHIeRaVbh/C5hcAwdGtjQE68LIYYh4Q2l7rumRy6I25qF7t4dtwZ3NkS2dkjrYkg6TxhtZFMbaHH1L1/hb//wMhAAARljKe//9OAAAA/f///1oAAAABAAAAfG0AAAQAAgAotS/9oAQAAgBMawM6W8fSNhAASxd85052yBM4w5lrFyv0cnq4dgTOFVwihjeKicik0HRWXFBdH1DfWsE4kLDyI7D4fzZDAhwNFA0HDUKOPpsYK7PWdeuqLr/yDhcIa1zTdZLE9ZC/1lFifZe0ruJau6ypLX/UHRKoaboqHyuzPlC2WlHKTaGEWWF7Rit+Q2h0kTJV30CbzCFl9Q23V1joH8lFHqGqPqR/jJD3mLbhEYBHSyaPTUAhyZWQd1Ug31AiE4BGoohEEikZViqJSTSZ5GLysMYwMnHNMRHNQWLYS+JTODFnFdFVELGxEnHtjfjjd/gZeEii8vCAYSQRQ6wc6dQMabcmtmm0Rm+sxpdzADpSp+pGNMpBw3wQBo5ByNfBziCDTGA8IZAYoYUmQsMv4Sva2enCmUXTOYAuGkwHzUMvJFpR+GJKugXOCfQKxox2z7tnV16KsktRNOaXf50d9fC9D/Bx2uBjt/EpquCjg8AXwZYPh8f8djL3JTEzRdkzwrNnB7XnLetB5uhRAckrYiFxRdQ2jdbojdX4UmcpdYq4AkXdiEaZY4rhVe1qKJy5MO3nXKzmaIJ+pJ9TQs+hWYiX/Zwj3C/3JWboSuA50bm00J0J68p8dUmc7HCYeLO9m4qAtwOL9+QyTw2Vq85El5iYF1ITL1wJQBx8mQOAkddgpYthHxqEMXHxK3+ZHfGItTkRM/OKPZAhFrM6oQeFCWaYYUxYwj4wACudAUaulCr1X+YWCUC8cHUvpCVdYmFcdXVbiXu2Z16rRwpasc+ChXxD8Fk2BhpdfIQoLLkgUqb+it3irwh0qW94CGgb0Ca9FajbW2m55JCy+obbo3rneKpTJZ7KFs1XjYniZV9V9+irTq28ldaLtwJ926XwENDOovwVAQlLLPgrdgAsuQhRmlk2Olmwklo9VGwl8nnwVQTPIyTkeWovfQ+n93ExM+Z/upYceCAWPjsAPNCiiDwfBBWgaMwHfVC/3CNQ8OcRAIY9glIdXujp0gspuXohGhAeQWmjRwCIYIpHoEBFzKkP+p9olD4IqgWHB1oMsfLEA7HkSZn6n65P7+PC93AW8Dy1PDyP0A/4ysp/2bb8DmCY907W+S6qqu/KeB2qFlKl/oDfZxNvYPSrZvQGxklokj7nMF3qc7ygOaJ4HBs3HueKzt/gMvE3h6r+xgbb32gu8De4TuJQHufKzg/K49gwUMHneEPddz7n8NAOhTcwVqB7A6M+Syr4A36hXofKd2UGfRe11Xsn8fwOYAX/ZZPwNlIKVU0V/euOJlGS/snSJyjTwxinriZQZ2YcOfDkV/4yO+JZnfmqSkFTVcupRniSWgk/MmXyyAEn1JkYp650poeKUqV56VMD0h85miQp+mcgVBX1bXQUmrvdnmzPck81BFpx3rlC+IaQb4KRueRCJDHr1nkQBD2kTPNMG1BO8h9TouobeQ9bKZhDQi87y1L+oF5bdKw9a/MT4P7BvHw3crHH9rjs9JhDRPMetrX5jykLeaaNPAiCH0IkfWyClXWuoD3VWG63cg52IjAXa8IkH9s6y8kAEfMyx8P8bLHRQc6hrQQAudrtAr2cjcvEhfwD2Q2fhwgn5rlbIi5aLmLTRzJ/gzHkk48IqmKYj9jy4M1HBOHC8eVvMISG5CI2v1dUcrdEKbV5iDA6xkj+gQwGWmXOxgWXI1e7JVqJknNoC5GfLSrmZY4scjLAFvnYVlgu1qQV7ERe7pVjmGspVuZYZLC8yhSeS6Ft5FFzjHmuV/gkf2J3qnHkTkcGcnKpkHxp0zAft9SYkitAAWH1nStlIILby5NO/OjkSS9VhYU5kukpT570AuFD5kkngsxypQxGuQIUW/m4JUe+tDkjJ5eC2qHInY589PyJPZrneot51BxlLoWezKtMl+RY5A25luKP3CvnhgQ17lORCgqgEJgZQVUo0ADKj6YNSpEGDUodJBTKEzcKipXuCdSTmXLL1IVyAQ3jcs0VYzmHybjc3coq74RFlr8tZeWdMB3l7hZVOYdJUbnmyrBcQANQuWXKCurJjBIUK90llCcuDJQ6CCGUIo0QlB/NEVQFAjigEGyQ8VSEwpMEyiZrMhWmJQcetmUqBg9soQeodWv2hAeZ7D0LXmx0YA+2jpk3tEn2pSIq+73DIIcUdqoXnB0XGrIKynZCYhVOj00lqZsmcICdW4YXotlVzg4Kj8Ds3LKR/8imklQA/bWB7YSEOw7Fjgut/crsVC9M9nuHhn2p+MjWMeOAjQ5Uwd6zoMOe8ECKLfRgzDL1QgVLDl/BNRnBgicJ664VToxUDRxRWk85TG6DeJUmJ02YksILENuUsnyQyk6MSOCKqSgWve2ItJSI5NJEtSSK3nRiKodGJGyRykyUsngWIHpgSvppcqKkQfw2h6ESpdUkVaOGFc4ArD4kWrWhXmlMYJczKKykjgGhknXjGlItzUC4oWHuHEBn1QhVPdzobOWytkvHNkGpNhw1trKZhxsHaoSsHEBp0TAxzUC8aUj9ZF0lY0CrFFbgYJc2vNKctGpHsfqWbIZoE2LZDiJjzmSD9WEktkdZ2eVt7V7Z81VIafNt8Ct/mR3xWK7Is5TBwLJViM1Vg926gweM2Dbf2VdRu1cCXd7aSpW2e5SZ+TAym8kmG0TGT4jlvhkiRGi7M8EG27O2ZysYrbjtLgzwhtB+W/lGl3Yo7Gndui0aZ9om0qTMSZt0ghD1jXYRxBnt0iCbbVO3hhxSDK+krL7bqAF24PZ0CgvbqEEc8LRRIQH4kG3UEIhmbdQA37aREATK7dNIUwttUzeZG69dGkRIuwhijDbpBCBLLLSJNMmwrmuLxhVph8KWtt9WUG13YYsTaNuzVUK7M4GGbjzetbnReYI7sGYgBlFOq1nO+BHnr8dNbdINnFlN7ZtNgC2bcKbNWJ/NIs2NS40bOLSbWgU4fz9yxpE5rWgGYhxYE+s8yXVtcrpxJF4hrzs0Ur94a7AYGA8RjxIZPTk4+GTY+WkZ8ENoCPTlEEQoFqSiLogtQFDTFFCcDbQCAdAX7Yew8KflxSdDtycHGo8SHiIYYDEJX7zKHRqoXiGtV4dTSDSmnPCmKESZ+ltPlTqgYlBKxThYhVRWhfnECg0OQWcQApGrQwtYbYwRpqiyfHq6LIRtogjbdYQlMghTgwvrQQJ2GQa2df7a9PxqaiChRQQv1bNXUJcFUa4UfFuSslqlNVm2OncSvEzEydkpGkGx4NeBru1+3YA/OizOEuju3JMEcxrkjHTKeaCRi5GLw1QSpwIpTgNqnId1nIo4zCVXU75cTAk5DzYxp1/OCCga5Z/TkJ57krTy5JdAg6VMPx2Wu27HrxvQGODXgb6wU2Q1EWfiToJY4krox1Pqsj37eS80aMU/b4TNG8LPS83Q2PL1rOrUXw+Hn1Tp3yvQAXGlyd8ze6Bm/HuUTmiSfy9X7zCm9JsddMgR5ZtLVBleRflmxharoN/8OQqn982y6jSBA4Xob87NUHgE/uYpS/7jN8tWor82fPMnkTjUNzOy8IP65hJUFb7ZQZr77u/l4tmh+HuUTfrfM4taUuHvFUhb0309HHsolL6elTkv9ULeiJm8lxh4SlhnvXOPBsHNPkG3E0FVJUEqNYM/YINcioMn7gY3zwhzdBCm0SDc7849ZWc9DefZE+iwUbSPB+lVQ6oexLMURBcpEPe4EDt8QJRKgIhz5NA09xC9c7gFamhbaigj15CKJ73ak5aDkpaxUahYLlywO4FewZjRRn7XdR9SXbsUZZfCL/86O+pxPPtxVPtznNN0fHHDcUcSR9mnxyDvoxnuow4Ij1V0yApeSDWVyG9tpDkoUkkIyQtGbNNojd5YjS+fskSd5ac8spY6RVyBom5Eo8wxZTUUzlyY/utxizWS0I/8a7DsmmVAvPzVRn6oc8ipR6DdeV89nrRL8Stj1yoH35aM/cocTXlETVliTXkTOFnjwWSDUUnOCk6gvxMKiSuY34mCgBnt7+Rho1DwOSnXdZ/Ty8Xgkgt/k0nkkoO/iS5iB8DftFoldOt9zVvCC1+THennz/H8Cw39JY98CgsNv5BbSwLer9lSBMf3NXHM0qtDvmbS1BWVr/l1ovZr6onGGPma7Em0yq95iz5U5/ibVvCVKH8TbSpl5G8ymayz/JxenJSCb6zfydOmNfqdKGA6ocQlroh+zzMntmnfc4gbrdH/jEJ9Y/3PRqPGl+/OqbP8brkvKdPvJmVCXHnyQRXMqHF8UL0AaJMftJPL9L9nmHJIMbyasvqG20sT0Cks/O/Oo8Ijnv8G8j/kf1fuob/M/jsdIw7133Bk5f+2ujkXWfjvmbEb74N2atmh+KB6LYRL+gdVELPEwneTjt1yXSgUfHeOlxnt/2wUX8H8z6hTJ9DvOQSE5xmTpQ3/FVeFE+h/DaS5gvmvQTLMaL+rOgyFgu/Kta77rXGkwSVjv1VF1lLUb10SYZfiw1fpCN15H064oOafi8b88nO8/HWG/pFHPYWF6c9K+EWg+1kNMeHMn7XRNr0a+lmDoF7VflYkQDbfMMeUDwe3JS4R3vzDmNMPD8taYakyZWWlJcfKyspbqV6J7LeXCftSES3E1jGjxEYH2rH3LMSwJzxgYgs98LJMvcBlyeGrYk1GYBOlVQ7abEDrsgDxDalMhUirAZEcDaLau6J3n5iKDSO4F6SyrVIW0QLEEUxJ4iYnURrQBshjWqK0cqkajVY4Muk1QVs+zDVVKsP1gS5UEWkVai+p3KyZdtslY7tNMG+34Zi12coX2h5unmjaaoRGOIDComGyEbTNQHzQkLqDrBsfA0KlsKIKdrnoldakVUsEq29J0KbaTk3tCJsAXDbhTJsxP5vFmhuXGjdwaDe1CnD+fOSMIXNazwzEOLBWpPME17W56cbjaTZBXD4fa6xUiOsDEtJ/U/AWQYRgQSrmgthagpocAMXXQCuAgL5mP4Tnn5YAPhl0enKc8SjhIVIEi0n44lXu0ED1CmlNAcUKDV6FCQX8q5A2QPlUjIRFPhUD06nSB7l/6m8HBa0dTX8KqYbkn3LS8/lTFKa0/ak/tuCfKp2yevGpGBiB+1SM6K5fhXT2qzClfCs02A9BpxACkatDMqy2HBGmrrJ80h9+lu1XqzRnSxIJVwoUVIq/y4JXUBEvVUMJLbi+msq5W/9rExRsKw12SSGsJ4AwtbkYkEw/bBOAsP0xLLFBmFpcWE8SsMsJYFvor83Pr6YnCS0ieKmevYK6LIhypeDbkpTVKq3JstW5k+BlIk7OTtFIHWjdgD86rM0SaJ25J+I5DYNyRjiZyD9Ow2mch8o4FUhxmEnkYuLkPMzIGfGc03Cee2JUAu2lw+qsG1AHGmineMREXIk7CV9pto+nlCWI+/NeZPD5+HkjaNZYf14qBirEr2elh4Nvr0Ba+u/vmUXtUTLI3fp7uXk33+wgrdKqBbwFnQfKGp4YkOZcskz1N08JwCxLSXv7zZ+iZsZAm28uMeXkmx2g7eXi7VE27ZnpTv5eATQ9HHt6Vua81At5I2byXmLgKWGhfTxAh42eZ0+c9c49ZYT7HWEaDcIcx8FNtMETd4KbJwTdUARVFwhSuRn8mTDIFWPwhN7gJgfCHEjCtBqEe96556xndp5NgQ4rgvYxVbgAs1DRp2VupOWkpFcNqXwMZ6wY2p4ebr0P0d/D0xXEsxREFykQ97gQO3xAlEqAiHPk0DT3EO093HIb2pYaysg1pEqv8qTloKRlbBQqlgsX7JFfSHWt2tfx7MdR7c9xTtPxxQ3HHUkcZZ8eg7yPZriPOiA8VtEhK3gh1VQiv7WR5qBIJSEkLxhJfxCswpe51kqluD4A9imPrFFJpAPVXlXwF+txizWS0Bosu2YZoDbyQ51DTj0CrR5PVsauVQ6+VeZoyiNqyhJrypvAyRoPJhuMSnJW+JyUn9PrxWn4b1qxfs3b8w+pmZSJ/IXcsiO/Zou4pudr4pzRsX3NJCoXX/MLhZWLr6lHZJHE12RTcn3N20Ivqr9p1ZoG5PTipBzs5Gl3ooDphBLneebEc4jbZxTqZ6ORO8ctJyG9AlTPReuDdm4tvr07jd5A2u9KvXcaxhsOw9vKBrOJ94N2ZoHqsXSWpmjilnPndH02ij+jTj2HgPA8Y/IaSMNKGMZq6IO1EZc1SCorEgRwMAh4mBaccAm+Wte69NaqQqs17sqV5KoOew2S8RpYk14TtOXDXFOlMlwf6EIVkVaRm7UoAs4ixuPSj6P5qPxxDWFYP961Y/vj5AZEfpzmCZE/q8r4Z2v8WTRXBH/2a/hlNWl82RCcX9bmx+aY/bFUPj6sKQnYNgKvuCq+bRJXJqZvqwDJt20aq+H5tlWD37Ys7tv2sb9tpYBvm+T13yrg/Ld0BtJ//9YT5uOGXT+u+ePGBvm5XUl+Lo/yryK2kWYTxF1jpUKUkP5Te03lbi2OaEHngbKGJwYk085SRYnlVi7CzvJkjPZ2Z4GdZSECYXRnacdggbHEghfFMvZlGf+wBJBcGV2Z8WAlRNLKk99Ky/tXOYdlNgTJGLHFPPkRgxkDCAllj9EQFbM0JKYAKc8O4yoZZYf5cflTChPYWGXLksEOg5Y5ucN0oPvZYUKgP+wwJggM7jCBOAR3GBtecTvMjx5eO4wrpdUeU6CUxR6zRARuj9HwIGyPAYSxx2BKuu4xT4DIGLXJbBCSQW+QAVWcESA2U8adcZuRYTMTqjeDq4SGKJ6rtdNo0Sy+7TQfWOAtaDpvaTataHqIaSZ30MTQoUnh1mSnaavi3Wm0ZGiIZGdwkcyE4s3ImHGjmSnbzggIkwFFlEFr2ElS4pXSwG/39uDcvX86u/eCCS+SzOneraKoE967pDTUwHs3Eg/K3mWx4qeIuUgkbS4FrR1Ne3fcQnLvkq989m6e1rZ3sUi7GOasXuxdEj6LcHuXBWDX3o3U86Lau6Q10oB7t0qMEbsXiebA1+69QJW4e//w1uC7t8cLrxSopCVptn0nTUkQd985bOPzse+IIlhb3b8ENqkO92++PuC1f0EcQX3bv4lc6RX7l5PH14ka7DUCfnJXWgXCA+nUKGu+MRzHOxi9SbmDCXGudvAfFCo7OI9PdAd/gIvuYLGcyQ5+8uzuYK/p1wll6f7ltGyyfxO1DOxfEJr7NzfCt38JCNkRBdo59LCThiSZqRbKzRBmMRAusBTWkRFOQBV2EA+TjYXvtMIzRIQ9P4SnmA6Jh8YiDAFmGMp8GaLCI70maMuHuaZKZbg+0IUqIq1C7SWVm7UootKKBZwF3RplDTjG49IuThOs3MVmqVi7eAzTdhdveRHZxVCORHaxEAEnu1gAemcveq2BYC/C1Cs69znZi9h2ispFBRiJRgWJFJMQrTkRjWuXWIQuFS3oFC/4VF0wirug9cOCKDbjmcqx0dA4yzt2y8eFDcZAFsdQlop0li4kWGLxXhJyIv1BsApf5lorleL6ABgqiXSg2qsql2uRRKWVC/gLOjbKmp4YkZNM5L1pySxzvTcpaJSkkLU3Ff3R4u5N3x7z6N40gC7yh3QnBzCK+WQni6apfXey5BukjtBO/uPqNN3JaF8pnuxkp1cJB3YygcegzZ2JlMRt384kYwMrjZ2pjR26tjMxcHHstN2XcoHoTImqOtPooE6OyXVylE4W4aWTYfTQyZ9KOjlKAr0JzKU35Q/0JsNcb0L36U0s1PSmPSl6k9sEvanCo96UR+lNYC2dHKVIJ38i6WQYlzpZhE6O4tLJMVA60+iLxCM6UwdFnWnBBn2ptlFfygygLwXqS2RL9CUlPH2pBUcfm3b18WQTfeyi8KyPyQG++pgBj++oj/XSMn2shRV/0scZaJ/0cVwLCvr4BYvbhD6efIJCH5vu6PpSi4EK+pKSHp2+RKakLwU2ietLmQKWanUwLThj6hBDPCOF2O0m7mSLfxyK1UjiGQCIVbiKQ5AQc+mJE5CJVzYUiT4polH0Zi7S3YoIaBINwQl3aBBeUxJ+kwnj2YVd+IRvZIaDkMOxRUMyWUNNEIY2UA61GPoxNCSlARGSKtEZIVGayLdsy8NCA5ybBBwFFDyrAUzaBl92wTJsgPUowRhYgJkEwQOKvkW+i+qviBnf8u33paqb9tBFDOouRnUlH7tAvrqoUrq1HbzfMW/UnVeNzisY6830RqmwY8S2U4azQ7i54x6gz4RQoNeQS/WapSC9xshFr+F5odcUWKLTNMnSaUaN6DSUsjpNYKZOw0FTp4G6oNPA6DOlcX2GRhF9JsSCmQYlbNNojd5YjS91llKn6kY0yhxTVkPhzN3CtA7zmdijw7wn/EgdpnTEmQ7z2qrDTPHL9RibozE9BsnQnafHbAHqMW+Seoyh45geownWY6ToMglW6DJkirrMCyuZTdwZlrLeogajt6SB6S1kDPSWLiB6ixfSW4ZM6C0FaHQWWbDO4iOKzlJoq7N8ANRZdJ1FpkdfKS2gr8gw01fYcvhbFhr+dgCOv+1u+dslJX9L4c3f+u3+9vLQ47LsedwsT4+L6MPjRjn0uRN8ruWdrxK0WGWFkypUNOgrZBA+1l/62MYjMyReVqfEAi97t7bzsnAYfvbBnp9NY/CzSCT4OANDH5/T8/M+HqnB+/hq4xeap30JAP0lj3wMPS2DOa+nHcPA8XlaINAhnvYlSXz1Rq2PR5IZ8fG5O7RKH2dQiMPPIulaeeJn0xVmH9zt8LLwxgBe9u7wfeVldeBiG4tiPQ9YUB22rMerkwlvK/+KYkCLf/2pU3tXHquuGHKbeNcAYTWjb5VUgBbpWzu8FvGtQ1VyQPHwJEFQPPyPrro9HN0CLs9A4dnD1Qh8PfxD3Hf0cBORZR6OfhF/8vBf5MnDkwhR8K1ELG4TvrVDrB0K3yo51r1rAPGSCt6VrIXOu/JAoeRff1zN4v4VRcyrEwuwZUBgQaXcr+9U2dDD1dDzW+gJp9A2sVAIOKHdIO/U2Ddiy/trx3vFB6gNWVAs96sAt52q+6bFJ42hTj9Nt5umaKqm645mLpXNsL4JBsDmCrVNNxenF83pAZDzh1ongk6/CJ1KRHhauPQMoGlvf4ZUPOnVnrQclLSMjULFcuGCvU6PNAM5nvk4qq1wnBPi+ILRcQcSR9kGj0HdR7PbRx1Wj1U8ZIUupDryWxtpDkotx9nMsp7jq0p2Sow7PstanqB/PXbx9ddI4SWwfw2e7UP/NQsBt682kmnp9tU55sYAv3pE4VePKStjPVQOjviVeSHlEcoSa8qbwMkGo3+TCeTfRJN+Tb0hPW9f88uvL/01k6Q6l8hmCPP0DC1zfTKyDRCwW7AA52uyJ5F8zVv0phV8E326yYRyyef0yj8nJWHe7+TZO1HIdEKZ8zyD8j2HvP3PqNS7/9mIBPXdOUq+Wy7su0kZfFAFNrOrH1RPwFn2g3Z6/fdM0yrSf1sZsEP6b7iyd5rGuzPpDeTyXcn3TssA8d9wGf7bCueDKpD5btKl75aDh2WxEoKxGvZgbbxlDXKEFUkQHPwBHqYFJxzDV+tal0TEybTGXdVhL2cMdU60M0VHYmeOjgKoI3z+ONoPrx/XMMH1x7u+hD9OfvpxGih/VvXGn63R+WfRXv+IL6u5+GVDdMra/PzcLiRnHzf28eOagXzccOu/9Szwb+lwKv+tAs3Ab5ukVcS3VUD7bZssfNsqwW9bBvdt+ywVfNvKl6ibMy2cjPRvPWPibj5u+PXjmj9urJCf2xXAz+XhfxXxDXKBX+VMpGS4r7SE+pTtK08o8PaVEApSy/vKDMcA9pVRKZYAkyxjIJYxntmdBe8BCwzyC0uVBSy3JVieXGCBpWUhcsXSnsECg2lyZ8FzwDIGZhn/rIyuhFBaeTqx0vImsY+x4LR86xHRV9i5JDYDmKfnu7z1yWhpYICdAveqUpTNqlGNEqg7uwZIZsSpsDJGRy6VWJ5drYMfQKxov8mgNXilOHl7sPD+eS/YeZFiulUSu6QzupF3XRYqumMWXbJVN0frYhHpYpDrkujpsvjrRuZ1SRe7VWB4kWa8F7x/d94eLrxSnnZEhb4EOL/5F0TqN7Hry9n+OlmDvajgJ1AwmhNMaAD8FwWc5wf+0AoW8+CnT7D39Ouk8svJ/iZufUF8c9QvAc0d0aChzACEQPsQIBkPtH1oTDMOuQ+JsYQC9/CU0jS4PezJdrmHZ7ixqPfwXdZYiz1MVoHTckTPiL5055LZDBOG7EK5GMpde5glh8ceLjA2ALOHdWLYjd2r4ygDZyV7+G7LdQ/PeCMnxeXs4Smnjk32IbG+D41lueztQ4AahjIFDFH55JidaGyrhLgTrT35mO1EikvydqLRc2q+FxVwXLIXlRvjbvYiNp6jveicYpZ1L8LkO8f3otcbNbtYwOFqktuAAHEaWmzGKh770Ue4i7fAxFCQliF2sRDM2N8uFpCW3ItebRRh7hWdT/ztRWzfuONeVOZhthcVuEHosxMRKSohD1Aq9MkQ6mIi9ckxSRzNm5xgVvUsCxpFs4pkl+Q28MK4/ixnebo9M0hY8tp37uwJYek2BsjJQvn400ZsCgHGH3mcEf7U6WwummmDTYZ5E7qviYVa056UpgqPTbmDJvAWOYqY/JlEhoFJFkGO8iLH5Eyjg4mq6Q6CtXz72hGqwvWBLdQQaQDUXg5ysRbdKq0A4YB0HShrdmLoGJMFZFbqYwZfH+untLb6WCvLTEQfZ0iij+NeYDbRxy9axpNQxqbfpZYDS0p7YrebuNNS/ONQrD4Sq2gVJ8BQRKNID5H+C68FEH6TCeOZCLv4Cd8AMiSjNSTliQhpleiMkE//ipChaaCJDgIdjCFQrfsjahalckXJNHb86uAobzq1QB1M+q0CRehgGTeydLCeWkoHY2ixQgczEYrQwQMSeOnfIof6d3HHqv4VQeNbxv2+QNhxF9gh7NwpOwDXd4xAJOreKF+6N3PMKzgLqHvV7Kh0b5Se7v1i0Lu1a3o33aZ3EYX07qIDvSsZWUTvAgHTu6i1ujcKr/NUh9NP3zFq2ynL2SHcrCEXqVkCqjFyqeFxQdMkAs2oERpKWZrAHzQcNGlgZkrjMzRI02yCuHw+1lipENN/8BY6zKdiplqHeYvR3uowr64wU/z0GBukmLdJXYYMhi7zAsIMS1lvSQvTW7qC6C0+rLcM3eksPqToLLq+UgqTO8EEKol0YBX8RYxIsr9lmbH2twNusvxtVwvX3y4l3VIQQepv/T4uix5uVmenaa6liSpUNMT6y9jGI1mdErJ3svAYsw/2ZtMYZpGAxRkgxuf2aBnY0Y5paIFEaV+axFcd45Fm8Tm+OAPFWSQTZtMZZh/wycJlyN7NkNWpi21MivU9YEGpYMuEvDq58Ipi5vXHlcerK1kA1wBGrZJMrR1mW4kCwNVg4B/m4CYm4WhB+C+FJwm3ErWogcMpoLz+tMKCSoHaiH2v9NAJeiOyvFNjf0TNolQoXDGNa750apTwQKvARTf/Tp2N4N+ILl4P/PuLnQbAv1d+uHlQG7OgWO5XAm47VvfNi08aROk1/9mEQ9DWewpR4sP0nhZ6rKn6TiUjqAx9p5/vRKDF+YON00MLTm960y1hcwWbpvtNU3RV0xWsmXu7GXawCbZic8XapruL04vm9BDI+WOtE0GnX4ROJSI8LVx6Cjn6bGJMswni8vlYY6VCTP/BW5hHO00nD2tSOPkZNRPxiWuPPhHtgU8ME+ATn4YSc1g9ouugR2xce8S1IYg/KA4/W/hDEuvDA4aRpIZYjunUsrTbk/QHn26RE6ziC19Q4cv0hUSAa60ezcMBlaJHg50D8KLC+TMLpzQLf3Yi84SvHHK7PKEhzyKcJ7TgBBeka4sh2eQHDf0OPwijUcsPQsLm+sFOIYNMYjwhEAVMKGrgFFDSLXB73j07KHMfEvObgQ0fTo/53cDcp8TMNGXPiM+e3Z4314M8oEclJK/IBTafp5aK6/Ge/PDh8XbirP5uigvRmxhh17hSlyQH9HXlFFSe7mxI50KgBJ4vMWMC7mLOJcIczdCc0uEcGtmcI2yJmbsSeE90LgHozue6cl9dkgZ2OEy83d5NRcDbgcV7cpmnhpqiSakHK63hwz48+TAmAfwEMx9+Qg8LXiwG7sXaongxM7AXe0DDi8W4+gk9LvgJZpk+jIkAH/ah7MFKGVd4MDIPEf7LTMBLAOK9cKm8F1IU3yU25rnq9PxWIgqv1SPQZ8GqfZbN10eI8lhynldsAoD+isAEDwGNgxWoqJUWgarTCHAXvqpusmpsRPXWoTplQmWrVjUWm0l9VV1k1emVlZYAK9DQsIeAhtZ5esUOgCUXIUozy0YnC1ZSq4eKrUQ+8FUEHiEhntrLHk4fFzQ/XUOAWPqAFkcEQQ0I+kOEnnwIKcUK0bghKH1EAEiEQAFg0H8HQb0ALYoAYjH/dL19XPRwyvDUfh6hIPDVVfqD/7J1CVbxO4BifJneO2lirdV3UVmpFH1XZn0AzOtQuUAl4Q/4udOB3sAoWO1V5XMOC298jtcNf+FvDlP9jQ1LWlzzKKnHsYGD+cTneN9qX59zaNhp6g2M9qR44g/4vb0Ole/KCL6NlEJVU0X/uqNJlKR/svSpbHooQwdBfup6p+bNUWdo5EcOQP0QyY9MUZuJ5KmVr7lqhCgUsHJVNR3TUr4645OrSlGrAeeqaju6tVw1wpQ8tTLWikV+ZMqOxbf8yAE9R51h9JLKT133TA9rlD5FkX7L0SS26B9PqKrr24gpzZa73R7g5p7qLh9550oia74JloaYC5HUlJAHQbCZZ9p4kP7Lf0yd5j1sc3O5cswhpYsk8stOqXyPDQJ3ke9GZzq2/A/65d+oJUZk3hbNkLnO27MG8m+0Qoub/0E+M2m+Gw3me2zmk/yyU//mmEOIhPMetlR+TJFm2vBBEPwQIuljE6yscwXtqcZyu5XBTgCKNQlgbKuMDLDMMX22yMihLU7tFomNi+4D2eKILbURQbdvMBCI2AS7JU4JEU5/IJvBxjWndmvEoY1EfrZYo8zxTAaIHtvKINYkCdiJFWm23CvHhiBurqXog89HjkUuW2OlQsyl0JV51NwadUSe691I/+VP7NPc6Sicu5WTS0lH5EubjfAWdB5iQDLlSKay6jzpJSxCnnRC6TZXytA0mitAUWE0H7eo86VNHTm5tFQodzoiyp/YqHmu15hHzVnmUuh1XmXaJMcim+VaiplPRSosgEJglgRVoYCH8qMRAaVIwwalDoIK5YnLBcVaJwDqycxbuWVqrVxAg1S55opHOYfJVbm7lVbeCXOXvy3lnbB3ubvFVs5h4lWuudIsF9DQVW6ZmoN6MoOGYq1LgvLEtYNSC5GBUqQ5pEKE8qOxAVWhQA0oBGYwnopYIJBme5KwI4og7pocAAafD0sO3ss1VsvUsTcqRLaQg1f2BAeiqCPYexVO039sdKAXW8dMgNwt9qUiicUR7Ld3CDvVywxvwY4LlaDzwHZCApBNBYkzBiQ7t2zIrnJeyVSzc8sx2FSQSGlv2U5IwDCPsuNCgewfHuDQEhfri2codCWIgVnKQ7IG+wVDU8gNc4kfjCdEuzXMcrNjvMUSP2QPZOo4jJXiIgKH5ZAmRRYAu9cfpSdDhlmfaEbGjBvNTNl2RkCYDCiiDFqD9+8XgRXoYpDrjll0yVbdHK2LRaSLIa5LgqfLYkU3Eq9LOqNbRdGLJOO94P0z4e3BwiulQZISGEtSdIb4+ZjTswEk0cu1ww5Ga8bvdvDfkwUECBRticlc3e7YSUMaynwZAswwNDYkjhCeYhr2bAvPEBG+0wqTWRDKxRBmyQkXWBDWiRFOMBV2MBsmoxC+ixCeESLs6SE8pciQeGjsaggQw1CmyxAVS6KxFKK1JiJFWqJRF0UFiso1iti6RWe+Iky8olcaYgFncZqg2OyIeAxTvNUlhtIhFhogFlBY9FqjCFOv6OxXxLZTVC4qwEg0KkikmIRozYloXKtgvS9dMAqz5YPwh+BVYrAm7GM3bxghDCbAdS3gJwmAulcpsRzQYImwSm3tC0ZvY3UYHvCxL4hS44PGPjYSGt/t4ywdM9w+ditf7uNCBjWL+xjIjCvzPoYiB7ovFRlAzNmXLoiXWIAuCen7TNyXcn9oLtiZGLCsoexMbWvEAzuTjAxyoTsT6VXfTibwFq+xsZOdWj977GQ0L7PcTv7Lmh3v7WRJt5svW8q4k0XPSgSRPRBEh2KslAQir7Ac1PampTIptHuTghsA4O1NRStef8Z70xe8htmbBpSw+a5gMDs5ANEnYsNWLAo7+W+ryswv4sMKw1VguTPJKDNQZGdqs4QHOGStosQ0OthkqDehTzSxWGvaq21yE2uqENmUP2gCc5GjGJE/lcgwepBFkKO8yDGeaZSQKVE19ckxSRzNm5xgVvUsCxpFs4pkl8S4HuumfedxBiSWbmOAY1Mv4KO+RHb2oy9lvizV5mBacDYEp4iAZpHulkZCnIBMzKUnDkFC7HYTd1qKfxiK1UfiGSiUxCHexFx44gQXxCsaikSbFNEoetMr0kEUEQhCNMSGKD2E6EyQCOnIkBQGQz+GWggNbZAcaqoaksEKxw6FgyzZHYU7MAivJQm/xYTx6sIufMI3foSDkMOxRUMyWUNNEIY2UA61GPoxNCSlARGSKtEZIVGayPel6lu+/YqY8V38FlmDB4jBTIMfrFepg2UwEuo8LDV0cG4AOjhKqAAdPLtBB5PuOvjSC5aBA6y31sEYXJCPdDDTOe5GBw8wclyif4vk+nfR0iVP/4pY/JZzYxDN9J0yA3v6jtEHXfdGaaJ7My3k6F5B2STdq1bXqnuj8pTo3u+FHL1bqzYew/DoGjJhNj1ihN5FndJC79Zy8H4tXMLpXrUSXkFYb6Y3CoUdI7adMpwdws0d9wC9pgATvWYJgV5jFECv4RHUawo00WmaaOk0o0d0Gsq4ThMYRKfhwKnTQJHpNDD6TCkSFzt9hobpTIilmQZ1A/QZFl+oy2xWyaDLvLi602XIYkDpMgmU6DFSAGv0GM0eIz3GEHJVj3mjjOsxWyxs9BgkRCUFAyy33jrMJwywWB2mlEShiDcW6p1EICQa0AxLOU6G/KJ09sGQ6uRIO3vkHLt6xKj2/Fzi2kf4+NNG4EY5zJ2Qa3lXJWixChUNsf4ytvFIVodO9k4WHmP2gXk2TTaLJCzOIDE+Z6ZlYIJ2XEMLRIT2xUl89TEeeRaf64szgDGLRGw2rWH2QZ8s3JXMxTVAglbJpdYOsq1ELnC1AvAPcnATknD0C/gvAk8i1ErE0toBtlVygWuAIlcyFlcesKBSPmbe/eroQbEGgNqQfa/4eH+xJf0bMcAKED60q/nBh0IwMOhD2yq0dnn60MNWLB96hqv0oSegXHxo29iRD4WgY+RDu5wy/p1KC+vfiALeX+33ShBQG0iQeFAsmAbe/Rpj5912re6bwU8aCT6bcngKUeBp4ced71QClwrlO/0clfhOBFucP9o4PbiI+023l43SZtiBZu6tpluEpqiqpuv3jYWa0wMg5w81SDTf6YcF5Gnh0lPI0WcTIyXMCkq5KZStVpVZlY8g1DRe6g5GasugtQvbusprh0uENS7qOkmM9RDMtQ679d2CddXX2uWD2lJI3QFJTfNV+ViZ5UbZekUpR4USBnDy8GYySVASUywZdhqJJBKFZGSCN+Q7CuRdFUhy5WOT9yOZ9BGK6jEC3mNa2SMANB4tlzw2cUOSJyHvcCHfTyITuCNRRCKBnDysMYw8PEDkkIT68JMF4s8JxLVQxEZ1CJ+4BukT0aR8YpiBF5/4RGSX5BNz4IiuhIiNOxDXRBF/Uhx+ujgksYNcQMnQpyy17BhA3I0/s2Dgz04YZuGe8DXtTOsJDcGe0AKDVQV2ChgtPd9LYvsKCS2QCQ13CF/Pzk5jZxbkcwDpFjg9KiB6kDl73j278p4RHjNTFHNfEvPbiQ+Hh++tw8fJyMf+wKe4go/uyvNFuOXD8TG/n8x9Aex5vYk3OxxV6pKU68oo6M5pOhcBvgReec7lao5GaE4pPYd2Yc7R1ZeYsSuB50Tn0kJ3Jqwr89UlcbLDYeLN9m4qAt4OLN6Tyzw1VO+F6yUAeeC/zC9vHoy8o+3BSm34CWY/QHixtilezKzHiz2o4cViYJH8hB5kfoIZkKgZH8aEwDnWh33wHqz0BlnswcjtuBn/ZS4gAYgXbtWAwgwmnnyEKCy5Tn/FHuCvCIR5CGhpq0m+6hTLTolxhyeop3ob8FSnASyB9VS2HPrQliJ81SmEQG+lFaDSW4GC7iT8FQGvQH/FdsGSixAlZCuRT+jph5CSrBCNCASlkAgAixAoCAz6Q4KgBgAtjgBi6fvpGuLjooeThqf2kkdICHwVgTxAqdAnQ+pTHM2s6lmWZhXJLolx7ele8upvNMd9Z3+D28TjXNW5eRwbOW8jpVBVVdE/72gS6a8sfcpND2mcuuahztQ4csCvzvioSlFTVdepRpCSWgl7ZMr61NVE6RMU6R9NmhT90wlVPfI2QiIPUCrMPdVWPhnyzpXBfBMMQ+pTLkTSMUkeBMFlHE2eaaNB/mPqPaua97CFcpbNMYe4Lzsb7LHfLolx3RYVa8/K/AS1f9BEvhsB7rH7ZScUZY455N3DVsqPqSGAQRAIkeyxCZahc+Xsqb5yu5XzMsfCs8UaudrtERvXnFvulhglF7Hpzd9g/OQjttDyEUFT8jcYPbmITR2k3C2xSR4iLBhFk38gQ2TjelO7FeLQ9iFOJj9bTCxzJANkMbYlJtbkFewEH/kl98pRVDrnWopsHww5FrlCXmUqm+qUS6F1ONLmUXOQcTN5ricjf2KLzh7JnY56zrE5ufQtky9tLq4a5eMWSDujXAGKL7cBl1wpwwLGyjzpRILPMpanZ45k6tqVJ714LWnNk04c9Q3mShmWOntA5ApQiIHIxy2UK3Kno6H8iW0kz/Vw5FFzO+JkXs4Y6pxoi44cLXHtI7QM8Tf5Z4UDE6XFAKmchEhLTCQnSFQLougdJ6aCNiIhBamsRClrZwFiB6YknyYnSRrEb3MY2ygtJ6kajFY4MTNtlzvaBLXacN7Yyh483FzRqBHOcgB1goYpxAxECQ2pPsi6TsaAXCmsvIJd3vBKa6BVS7oZok2IJY8gMnuZbD6MvPYoy3B5G2Wv/H4VT9p8ZJYr7CxlLFm2/rC5ZrBbKXnAaG3zlX0VUfbKnsvbKT3KynwYyWSLDSLDJ8Tyb4YAQR5Q2PZsDcvQdhe+mGi/rfSndihskrZonBGaNpEmZgnapBM4VdtFEBdl26VBPGnapm4zpPZp5BHGdZa7jRqESkIbFRLwtY0aIsa5jRqgJ0TbSAiZ9mkkatvU3S4NwtkmnaDZDoU1bb+t8ra70KXt2fpVp9fUhrAJEMEm3MNmbM9mMebGZcYN3IabWiScv8ucsY6c1g0GYhxYG9J5ItG1uenGZ+NsZlnP8VUlOyXGHUGEFIJU2AWxvQQ1UQHFeQCtEAL6pv0Qpn9aBvhk2AH8PTnSeJTwEMUAi33t0DjiFdKa5cOD1Wbj6hACkQoQdASt0FarMJ1UIZVRMQ5SMSgyVRo19aeeQqIx5YRHxXiuQjKzQnOFoIOGQOTqEANWW2OWD5BWqQGuFCm6LHgFlXqpHkpo4fXV5L8232BbhmCXFsJ6mISp0YVtrgjbI8MSocC2Cr823V9NZQkttLxU0V5BXRaIcKXo25KU1Sq1uZPQZad4WgdaN0AFHZaQEuicuSdEcxpeyBnRlPMAIxfzFoc5G6ehSJwHyTgVCeIwaeViSCj4ch5kSqC7doqpJuLq7iSA4Slt/byXGV/P6uvh6Pt7lA3+Xu7ezTeXsPpmRhff/En6zbll3zylyZLXb5Zd953NjC1szA447OXq7VE67ZlF7RVI08OhZ2XOS8WQN4LmrHfu0UCYo2Nw82wsUITgpp+g+4mgqgJBKjaDP3+QC0ZUzR88kXee/YObaYQ5j2Qjwj3v3GN21ttg4umnV5N8Q6qf2dR/uBV6iAYfnq6sHiGepyC6AABxrwuxAwhEKSNEnNRD09xD9M7hVq9TqIRVcZlaby/oF4OEFwAEFMWi3qoJBhQADgAFU4JGAYk2CRSSPGo0kPoAyC0CubMVcig1ytmTkkVUsqEy+wiyA3n2XWVDQRYczcK77LzJiqoscZedtmxSzjYK2faWXUlZdyTLKrOhOisosoTVRSd1Ad19LYTkOBKPuawOZC1pkXiITjjllOD9jKN1nXujymS+4E4r8QCxWMRKzbQWRqiR26IlasmYpoVibzCr5D5Abby+gAD43dUBHT13rtl9K9t9rvCnW6HJofqHNwH+PnUfZ8AxCP+yMy+FM86CdEaS5TcZMA/afoB9TF5T4RSSTjEs7jBwR+tzRJAjXssLdrlwNvbZL73d7MMjD6K8OuyViJM355a790bimJC/pAnOWPE3VPQBl/SaoT71anf42yP47kIVOhfJuQWtQ5DMJfKM8xL+fw+EXj8mRFNfCqHzn5mgN28I0KQHRuS9Nh3zn0rc2e+A7oxHYHfOC4A790wA+OYoDD4oy4JezGeFRqb4ZL66c+Ozo7UjtCtHvxG0pu+3kqAH71uH0E9OdX50Im58328lcacraQL1DRjt9L4ljvhYUdLKYkNy0GRACCLU+VPGjTCAByKAvw5NnL4PMmjHQStjipGQxN3wZcCoLSrOsD3VdqW40agUOSwegdJmjJwgHaE0zqVY30QwP5Cm+/rUxCk79ITgelMz1fJUoqrJlMED5iKh84JaOpT7nj/uFYGXgdOlXvaNbMBDLroxJ5aiL5jlruSAwm6NVcgSTlcBZBek961qju5xC0uoUamz1v2s9sqBxUErDfFriL2cVttRihGCUk8eAWBXHsChGPRT9MWEoNSbj/30dH3T6+u1v5Iz07tdj3t4yVzGJnfkSa+1RUA/7olu0lfjmgV3lDrVqr3u5vmIJSeUC9YD7JyvMul8u4qQPdtN+m9OVrQH1P19tnPc/Bhk97LgnHV6prBugnqDGAfBPwCGayBcJ/Ep06dR+462d6c4AubREl4wfRE1z6eeW3lb9o11h3UfSHl18BVRJ+878+TekDgmxF8SmWdU/g0jckDLv8aIT5XuHfB/RD9daLWdE/LeQvUhKQBd8vsW94TJcRTHovQygktR2GfbPXMf5g2NmA5wbPba0z/tmeiuE0RHL/FFb4nnjlC5WVsOd3m4icprEDoJKBe6R12R/xgtvKyXIAmKM27gXJDuGRVvp93F+638+e7hPDpRiK79fitf83bm73alBRePTonsB1TXfbZlx5mPl0nbzxYbbrZKzsGSLX+t9FRt71stg3cwvzkSkKELOLbnFzqTtttzuxmlwxc4iLJXL3o1QicXceaz9xZsPzbJ4tK5qTPn7W7cQsg6aPWK23ffIe6uWN5Rs00XTbbpnIGt3rK3fch0FWoDc7+84fHStpcLtp6tbsTNsrd1sNretXqzU8Xb75RtOFLZxIXq0nn4zphR34gEhyk8KOWrFHIdxCcRO9NOfA+37TGwPJdI2zpDb+4Gud0BwtX1TNspQOZutXa0/nFhFTgXSN469UMTgboT6xrwDQTXFSWZWet+F9N83W/1d/fdXueAnl+xuqE5zw+k0F+fm35qMlCQ/s3ce0WJge8+9o/rofnp8su8m+W/CG+dpuht2kqWa/Ae7qSoAoIZ71skgaRrpWE074HCkrFSn1RjivkcPXfTE27AsQoczsCBCRyh+63q4Igdb1UBR+xyqxs4Umdb0cCRu9nqARWNAuF9sno277fCoAUk1JaLInTOZAP5fY+A8s4VyCq3ngdIoMhMIW33W6lpb0ndt4axPF8YXnkcjoTpOtTUGc837rfiBmWBwbMLiUr8GC3Kn2eIesLYwGzdvw9aa3yvedSJmjAapCnn1P2kJGjTQZkSUCuoTpm5NHp+R+PfjNDgByE02IsYmvlhQtXR0R63lp2QdNxZq9Fsc9OiePY8aEkku6iyqi4rLVlmLXvTskMpeyxla6U03m8VzvBkdY3yPsd83AKyl9nG5qxYFDe5WD5oKKDXiNQ45TTgO4hLfUQGmBeEIJw/LOd2YwuHgRFfLZJxcrLVewyIjy3LunS4zRkkBDdC5D8waOv6CZqnI7TdndB2FOccdNjzAsY3wMAdQAHpKjLhlI8CMpisqXNGE2dbMBnPfUKmd60Bjo1OtVBrKvUQpMMLoVJEEQXhNpTmssOgpEuBBqqTYICLQQ6qY2CAS5EMgiDKDcpEPVDCZa6JlZ3KnGjd/VZkeh+xbMMLyBLC/MBoaVerjB/BB1TMfY+UltNo34YDRiDMLxmWV0J0Bhz4TSHAg8HAl6FiOtSInLHQTZm9MkgJ4zOA7imsFT1BLISCNMEgaAEoWXUKMYkiKfO+1SKerJR7bIOY7jmu9U07poMV9F8BJp+GE9l04+EVNsHoSIX79S9sWuh9hZxzi4a3PgF1aEYETN/5fYsL9740whIMiHLEfSvCcvqws8BIb/2HIMe8ePHvGg23lCB6ypUwy3luZhKO6ZQA5ULJyPZSjtQjUUiqM1qSwUxtkYRsae9vffX49vcub3/Qs6AsNpiariEXTkGbO9a6qbB4HOa67ltaCD1RMC5CGB2SrSAGj4Eu5FiMVLMb4EqWO9y3Cs5teL9VmKRobHnslf5Zo3P9vlWT5IZiSs05kcDwaCwwGgcNDiQgQM8fZdwIA3AgAbjrsIlTBRBwiWRmJEAvoJ4Qf1eaopruBKNv6vmONgMxDnA4NgollTspQDYE6Z3XsbyZYH4ASedVYdIp+QNPGDp3NWU9zC3O2k4QNODoAgpRVJwzBbkxXwJAGJn3rfTHy/7gGlIz0uq9T2U8O3MC8EYU6EEJ4MtQMB3qIMStbvD9bVR9JEQOBw42v27b4LSxqbvGjY4aN7zouTmTpt02xjgABphrkUknpA4jj/qAjKadVecFRwLovqWXGezgVKuafm8U90LrdlYiRFN9mFX4oAqKTrISFERB0TFWgoQxEY7pwA2GBtAaA1xl0oAijMEwqobAMAkgNOVKwgWTlfy+xYpAzRhu4FJAsmSWAgBKEHJeu+FuIhDggzIF/EWix3QwkTaJBvjxyEAmf1x4i0GC5LOPVdoEYO02olBFtQjgcHG4UeQic2C6NKpeBfK44d23yL6FthY+86F0y8pSnLAeud86AqhntZt2OwoZHyhZwF8lvKmTi7BJI9BLL8akosZg6wAbQTHpYOo1QUTOOI8j5EMB3WcNOgcEnvu+ZXPBYSgLZAcLw0MCR6/jXFy8AheGocG3rrauHrqWdH0hAPEIlhQDX8Z+Yh3zS+X9TeG/XAHnrnshst44Z6jY2+A9pAV/EQ6zI8VyrYC7AHHXe3f6fauCm+zyoAVKZTR3MyLl6HWc0P1zL15tPhYity5FicPjfuh6C/3l5O/kuD+4wveXY2MT+SiBwhsjDqm0QJDwHCzC/VZ/wNFgoS4TYwQiITtS960/jvsU9Tjlx3poL5t6yWl01kxnwIY3Dd2QNDpo5gESw2umvT5oP6XlaabiHRDutomOmPKop+mCVi+e6vNjZ6i+PebmisMjDqq8OvgKiCfvnnV670g6ZtIuidQzVnJDkjogpV0zZKdS7Q58OgKfXLg2zmk5t055yBJd3ptnIWH3sJ3JsepgucQw4VnEMzuo5EZFl4PGD9iU0euGgE6ZnO4MTXfVUstRtdG8cK4X+6J8ZqLs9pLFw+ThC3IvN3lONixhIfdbGQ8dW+F4qw5ZL61g5kbzNTxg7vc6HU2nO7TczdI/CpPeRQ3V83HTNxJgB2aBe5WZ8HS7b532H1CH++h2x9H9ZWjzs+CaN2FbOYjtXoPbncJX3oEtjgBrFxj7eYLzkLhdeQuZw4VDkF2t/prYSU1OL34PrB9DBpe4/RlgfQObHhDD60+uWWd/muWU1du9A42jr0esJMFFlvAsqnTzhoeG6SU9c0YW7PutOOb7Arx0dodyKSZ3mbqdGplWLIfyXMBr/PNJZm6ghA9r6XCr6qsROXl3Xi7m3ojUjtmS9ZILwTsj0sIN7IxxANi+7p+0wCopmlBcaKVWNstpI3KSK/c+mCwt9SCWpoj7VvX1tlwTHyynr+DfGx5hXt6LF3GxO+eqeSwkZUKD4scDxt1To7ZgVjCzBO6HZaF8GiLcsV+OhJOvdHbUumnDQ2D0kh45Qe5RK+IGU2c1vSV3iolgekqGhCpyUxcqsOeebpa9q7bzh+OOOQbf6zeDHkbuATCcIV6zTMR2ymoA5BOr5oviECgCHFYA4tIU1X0UJTouHUiXzSI6Sw32m5KgexCG1WvOgZ6iQM8db4E5AkbCCy4AzwsF9PYJhsPXkK8yb3uSBOW9EBmPnVteAorkzLmMNw5sHRCH6FoSj1NQ/O7scR0hu6mVfS5p0U3GvIMt3Vehpp04Pz9nazO2FmRrxmxdJtfDuMMxesmrdzS6EFvPi4wzSYB0airDtAEc9n64yqgWiIvFRqFU06FxtjjWxmpPTjcIdqpZDwkHiarG0AdcNavtWlwSQBmoG8ARH4iXc+2I7ClCue6M5D1yI40W5GwnBtx4EYAHDxbYS0SC8SFtArjswUFWJuH9tzggymUvzuQiEx75LDT653cYksmZeP65PVEcf+55cNtjSDry0pUj88xCsnkDZKMdmEByXZtx+acokIw7HSXvyFJM1oWUlX8mxYHeiFzAgxwY+LJkxHgwkIx4k4lJfONRczuQkvxCZAidKjPUtCkjyUWDH8oD6rqPaeI43HEZNXUW3nkTZpuD4LZroIlTYNcduN0RdPUCsjtPPkey23W3ID1cdCiyqxWugXdS00nF94DJY2D7Eto9Q8xvYNsB3Op1incaK+4sgyOM5EIr+VyVcOuqh0bqJT07YxNw32LPZOLuD41kRhjalJ16oWJkWqlPyjC426fqfuID4tpeR3ju5y6geo0wBAsiIAdjASuenFrz71hBH0QCLlivuTxfNSt8eEbUYI4RHlDR+xJnehzZsYOULp3WWcNnyPimwQ1pfNDoATa4ZtL1ap3SdHrV74C5S6IjJh5FywXtL0Z5fujsFbcH3VRxeNjBlFcHXwH15I3zTu8tQcdM2iWRekYL3HBSB4S8a4zs1KrdoW9H7JML19AjPmQdJJ3OfeF7x+Q49bFId9ngJRs+a+SMGd40uCENDpo8AKLh9Sd0akhOPaV5lymxoyTkwhBeIEV73o7aDWsfnsNBLGWuwH/ywqdFfe8N8h472H7pfNOZ62ZvnBt3QP8F1/O/cTr/K3ezv+Zopi16IwbMylATiByzwXFp962rJdzQJwjqDMlxpGFE5MQXn2rbBEGuNRaXc7uI4esBEM/LrQrT6Flrj6p90yKFczpo6aI20wEwYN+xwJ4Sz35WZXO3BwdJDDh1nQHKtnvO0H7fCk0mv+ajMZATTwYkmROfeqixtfESizAengKzl5oN6TGdxLjpxUkSE3vWsieKuWn1FF0OWj3KBsVMiGTs4PIrj0PTy2Q+oLr3ASLTFsx9q0kcyXblNnU5ah8CeoALTBcvziQ1RNc90eTJQTBiSCpi4s3PWmtvB74ETFyzFmY7p6wQVts7lol2+uxg4Hir6BV436rEJEuYePJDRbvggXUwX9km2aExJyQxzOIBKCUgORsbwikR3m8FrKctgAkzzzmM2GXPCOPgJUCYhtn3/WzL4fvZViB/3TfEU6mF+GCrfpIQlv2YcPdl2udM9reocYiSuUDdGX3fwlH2gOrdJ0fVGJGaC4BOwiWecehEjdP8/UWC/b71inw7l2t5Q930oJbu6wmTJ7XQ5yvlAkTfd9DM9UBP8F5C4bumzdV969p90W7unDpuTX5wBGCAkmEAFRhLYmt0vFeW8YhiKMv7RnnfQvvm3CO4b7uAiLHOzBjdxrN+kG7yKsTlHHgJMXwassXfD8ly4L7x6/aWT9ubvV9Bhqq+/b4VG7UJy2mghQvvE9TjlI/tnnaJM56FsTct3xAmBxEeuIJrSK4V6ynmU9BzR6g7sjxi1xGzXWC9QDzn12dAdnv/BlKHlw9IdnXFNfEnNT2p6B40PwbtX0J7Z8jsDWw5gFm6TvFOY92dZXSEkF0oJZ2rUm9d+XBYrKsVAhxPVojrvsk9NT5u8JgYXjZyyQ15Fohn1sneaKw4iO2B3mmvP6HuG3WqMs27LBEfBSEuDO0CMJrzNqlvWDv3vTrcquoVITzbfQ7iGFtdN7nlBhoIdUerp8WRubstProJWi+Kp+jcQKu3FpKHxgB6tQL99P+Auu/zkRZQI15TzjoMuQIPy1cMcQQVprCP5T4Apf4O0OxDqQZmfb+VhXrQ8VZq6qGXW1ms51nLJLhuWs6Z8QetBI4Y5ZKZooRNGD+qYZDQWkRjU3gi7AfazRsClw0thvt1Z8TxzNqFsChoZ87hmbxa5TW8kxqnueo9auMYmrzExs8gQII38GZfs0JxmVOtEI3wTquKOZ2ExY6L536reOR9hEhwOYHhAHDfSo48oGLuO83UceRjV3kZxaWufBbBmSi+iXijKh1EODCVryF6TRanGJ9S3x1Bd9b6iB1HUvMCsD9Pdk7S28W3Ij9cOAzyVytdhTmp8amV97DVMWD3Elk7A+ZuQPsDyM51ieK0K+40syMCK+RCK/3ozNHcVN+u+lEH1369ebWaUwfYk1Uqc3MPcU07VrbOuxS23pwBXtNujK4zDoyvd9ej15rTFGvNXZu15ijMWndRulacL68nNyBrwIHIGtRVsJ5wuhZOje5EyjGVCGTbEBebjB9/x0rhABh6H27vnJLfPN+ugo2D6uGq0F5MXa0Y1RnrZEVR8oAqCrGA0N+3ohzslB5ojxQl5YTtx5IhI0bkOR3Ym6BAB6fAXsBhfqgtmcdEwg5ji3ffYaAD0xS+b81o55T1Tva76R3LS4uXxj1PvMQNxumw+rNLelInasWLQA67syJbeilmXEM0PwUu3EGtyxAA/OdFKLcJS9ThA6KX4xgPL1pmHkpqcka0GcHO4X7cjN4ktE73nb5gAUl2LlcsbgWl2xWc3KEci9cV4AdUWwYm4Q6yYr0phBcwyWObRCehuu9uUf7UYAcQsAVkTah4Tx17LAskWhBUBBA4HQzSXkFuUMydINwYwKUCuHAqGUG4LO8DEiGOozOSLgMHxkxh0EeITpTRKwSdBtCsABpdod8cmtGjKXj0m0efYHRBgK426AqCtoJotI5eIWgkgsZIRCOOp+B+jLTorgcgB6EmrRIOnnZO2H2L3iJ27xycJ0DGpNdJBmiQc3nwN0OADoYAu5SP+QBAGg6iFoTOqQHpbcHytOao3p1FRswQEEQ8IsN9CzcBehM+5IPMAN4Zsk8k6Hks7JsngAfCgV5EYjrUiupZisUYuVMQKeA/Qeid0Vr03N59xdarEM9o9y0g6g+o7n1KOx8H+b7FpLtMTvH/d7U67k7R7qhhW4SmfLaf9naTvEMn4wKP7ONu/J7RM14uQQKqVG9aHzsHrUWdXrO65izS3QXaj1i7rOJ1C70lALy6YAnOlt0/RJEHziLIDgC4mGV+SpJ5rrntAgrbz4Pq9vstohyQ9tXEF1JPPjwqve8Z3GNL3CUvufgbUTo9V7+nCfUO/XYkFX2BAW9k8OP4zY/HtXgPQCer7dADKn7fMk0dxy72sonRnwXF+qapggcBpP6aqgBPQUr6jnLAj5iA5AIoOOffgLxNnOUwIsSrncmcbNB2D3LkscpkLwVheUYg6kYAOQc+sb0uj8ZpGpq75miOmqBzEZ56XljjBhjAA5HAXAFNnX4GSCvcAWZ5vXBuHMvBBwZzARAVgcSMh6gkehJxH2Ldt55ojlvGo3rZCtDOWWtzuGlFDM1BCwYo16yVnVNWJA7vWPGgOWKpKC5Y0dt5voqT43a1AfSHK0Sivlp1VfKfT1a0D6irjnjsgfhLaaGccch2A7nc1z5wLK6xXQPfKeFPxeKOrXfO4gjjEfVcEPzCWOefn4P29sPtqA8/HQ519cFLSJysPtAU3mNyx9bspTXvzLVvaHLTemo7cFlfW7anjMydUTqCH1/wb53p9Tdf7aAGvNoG52ildM9n4zFtzF1KnO3MGowblOGAo02vNUk/bRLchU/46Eeii47gHDLKmw+0B5aeKxS8D2v6HhH19/NLbE/IzajbATZTzXi6q95dyI/utl1M69ziUG7IUg47M3I1YMrpcN/67H5AXfe5T8s4VqR1yeHIM8fk3yijhQMEka9d4jjVCu/ORfwjsPEunMI7Z2PhRs/84Crd68Dk0yDHCX1ox5FAblqdNSMFrllPcXXKahhgQY5Yb129YBU4DCqY21XSkBBwtTrR9ckqpeM9auGPjWi+RDrwjG8BN8aG8UCtvp/ANYqtT9GKOwncYesjCTkyqxcSdMFWnkf0TFrchv+GlQ5T/iDKX6WQqwieROS5Ie9RyPvWfBvH6M1dQtrwDCyHG+TmDjCu1xu3Ov3U+xZLcDecjxaI/uI0gc5VSPLWGe5b2epQUdGSAX5A9e5znJaIhL8l1slAJKuq2dgCuw9sCagIh/2CQv++FZTzTDu5WzYd50AJBHdZBrL4d+e+xRCNe9yq1MuGylkrtX9M8EEr++Pe/CQyDr2UI/U9mgC1JBKh1fsWwuO83WV2KRBCXOrU9VqxhuLCQMDOcCG5j/V8Vd6G940y5eGwRtdEppy+hDIyYzP2ZmkGVDVqZYIZwPvAPBCQi5cHjJomG7xvhZT5Zujs5gEVu2+ZHEd1rIouo7rUymdRzxSFm8g3otJB9Aei+BpC18R+iuGU9N8R9I4tjth8pOwXmC4Y//ObM5TdXryBzOH9A5FcXXV9zEmN02vpPWTuGBu5hIbOiNENSm5aOp0PLDvXDO1U1L7D345kpReDcsFC0naWF7hJrQfTeyW7WgXNo+NkhWikexqbH+uG5dLljDNOGNxA5jw49IFh/rXK17qwOnVWuY/1Til+JLEjtPJCAhdk1fOIZ6lquYG+DlMchDJXKXAtAicRd/7kvIdoQrWXEOOyVWhE9Rs3BB3g7l1P3vbpp/sWkdod2Y6AwHJxUmqZC119xd4wce9bcnTuk4vH2WOe32XnS8t4FsQZy3gT/IYxPQh2QNlfA7kexE6ZnI6md7TeXfURsKMkdsHcxdY7nzyfwtvy7ltzeXh8YEpXh69BcPL+WWj3lu5bab6PxdRLlcuWbNiZwRM3DjMcaHrXX9est+80+5Q1jeUO6Dj6HLGeLRdZF6wLOhv4t6uWBGrQVysBODtZEbf7xnvO6LjRMWO4bPgSGzxr6gwN3jS/AVs46BW+15cpnLaKNe/WoT06kf4ilXA/3M9sI7+lgHcAwt0PV6678T7MRgFjgWAKsu09ySIdnCGSZJDk/bhzgq9MYxwUfd+6bBLygIrfN4gQ24x7ufjE49h8MmOZQiLPBgPdDAU6CA/kkozxAeQLZlBcJtY2GuJl31GObBQ5Dsk8ABUIzETLFHUqXIgKueFzTtg8YZTz4+Y30AIPxARyDWj69AB6JOKy3VjqAeJ9zGQCixmdckMPApgvGgEjJnjR71shp/sYWkilKQEXJFlMoTFRdtAXhl1iuM84FrErSrBlcn8EvJSD7lui7GPd13ELXqFy2Wpq+5+13tOpm1YLoeWghboUPz6F/eoM8L0ogZyvvd8wyOH9dTmPTud1tFkwJ1x6JB2U6sc1Jyan9r6/g208MpL6C4OQ+Ex8sBvpwAPqgF6HmTzhRxS5GW8OEn0JqgE8gTb1+0BFBwEzMoJsDKD7zP04qViXzQbgLMA0bxobcBADJK5ZCuqUxZDuUAVzRAdoLvBidR6ZI7frAvnDLWl7lYQhT9YB+XstaXOMJCMu1QH5Z1rIdoMEIw/UBXnXLCx3SpLL7uiCFpqc3vehxPkHQLu1JNRDCYNw0RGYDxYiqjKpz71AB4CYpO89xO5gn451TZIuAjmo3iEi1EeoCPsLtjjo/BIuIzns8ECHvEoH7U6yMOpeCS47VhfsL7Ew6pklLlI62IEBzHZdHM1panS4m9tw8uYXRAGIMEYQkoCOoSZIjAUES9RAwlX1i1ZVhIAEvw+QCmEivO/l+1ZQbc4a698mYR5YFdi13MRT7kLGbCCt++j6xlFegGwDCO+HJNhdc2tHrY37RY7PnymLN6v6QQxwtYEO8PBydvfbHebMfBA7/TsvYLvTXorYq9/z7M/cIb8lR95hVOkqu1wjwDs0IJGSbwc9ZRbeLzZKH2Cn/A7IOYoErLpYkEbpZfGkQ1FKywKCNDyCQFLtkFuGWciA05IOE2C0KOBXKE9HRkBsTJxLC6W4b+1Ve45bH5jWly0EzfGsZcFxeNPSJOHsoCXt+3qu2LbkEoMw+e5baDsDRW+f9wPG4OphHapJQGqYAkE58kQnHPSOXoE5NUAyknqQ2ttXcAckgLjIw3w4FQkDsr0H5ty3zVWv06xsKcPxIeTJojOIug84y7ZJx2gHmKhRTliYVe9bEZwq9ZqViLRtFx4pGC9mYh7SUQNhMfBmsJP7WOojALpFJBsmIAG7y6SZTMToHgboDulotCm7zKO+r07lyO9094t60RK+YT4ci370mQPZFceZOrkYmyQC3fTiTH5uJfWz7LtamtP7lv7SjDCfDTTiZgD8fdTiOPvvMmpwlvz0TWxLB7k/13D7p/jXd7DtEcL3BdY9P/AsCrdH3qByeOAAqleHXwM5ees8OHrvix3TspeUzDMu4obKHxAkrln0p6L6jn49Qv8vrJLnQum3rnJoUl3Cs1N8GS0UunOXWbd1gtvPoftWylqfgt1xisB95rxispslDuhAzAF1yYkxHRYxCWmwc5zdd/qyZe2oP2u9q51uWm8vOmBiFW/Uv1vxvpXU0hwTni+994ZKD/CBvppNc7q/b8V2HlD3fXSrx/G+y6i5s/D+JqzhIGTjGtDiFFLs9uwiXVCLU/dGXQ6nhJBHnkz3g1P0/jqWtpfzGQXdSMXVeRgVnUbv0k8W0H33bbzz9HxDAYfhi0u9OIEYx1Vu9iSajnOKJcW4Ik27Hxo17Y4mnTcH9/dHWa6aS34e1Ci/ZwYh05VL5oh8HqOQA2aJKYZUDCRtJTsaOiMRaE4A3gevHQebXYbLzuLtu4ly9yDS5jW8fApsewe2PoI2u4Cdz8udkXZb/03UDw85UPHqwGujJ2+dQW/uDckxQf6SFjxj4m8okQNe8mtG+dTV3qHvR/D+yftsq7NXd7MBh8jA5b04aS/GiPCL3RksvLzbDh/UPIr4cAzf8TylaLnQeDfn5c/waG+34zsky3WV2lUWnsNlF0A9UFgyVuqTakwZen4QR5QHZZjdRiZsxx4sbbRxgA+49GniH2XIHKLB3FXcvTWKCaaCfm5pnibqBbOM7B6R7mrr5uydpJQxG0jrNtZzoRYQvl/f4bl8bag7+KB3hSHwYItoF/t9E+E54GCN9u/tvHfyNsk1bvc8VQtv7LtXMTRLWu7BIFq0XaJNv/2d6QBeqOTMPuYIzDTalA2eDGXI9uHc+YBLc9/nOK79sQary6xe4qQ86xyDboj5QYJ9zY7XCpanGDil/fWOcjui/aPn+gsMf/71uehuv9yGcvjBIdFXH7lMtvcpzh5n7624Yy7gkhY4YyVuSCkHVOJrhnoqaO/wL0f05YWqPTeJt6516JK81BMnhyD3hCbjsYPOusQEzM+4S5M3DiCrAy3P6jU1sjllOrbuWBirI4Kt8oVzu6hJtOd/sPnGYgQc8CqAXJ+sKacoKahiTMMACWu255rHwIMS3Pcs8E9hGjWjvEwdiqYoAQ5PzFKIpKgAa5Rqb0rFUINAN258pjqEkDrVjYS1Ya5QlV9B1EHizjidgWcDw5i6Mw5G6jHhuEbvCdMhcWc6rsGxgclM3RkOQ3SYcDhD94ThwrmPYylPOS4Yd3SO5AjTYXFBzyjOGxfkts6DHD4Yjqu9Q3HSMDb3eI5y7GByXurc5hnDotzoWY4DJ7PzOoPW6Xi6dyv0HJ2l5yKH4vyA4Q0ooAcaQLyOTD6d3reqvQ+o031k/7jZMTe4bOKSNpw1dgZKozfMdBDkA8K8Bur6E5wy6XQ17mh+d7PyoyhcAPEiic+Tzpd0u+jWSQ5XH0riavVXYk5qn67q70H7Y8DuEjY9Q01uIFMH2LLrju30l90pZkcAaS5mv3EW17mJmgc52BWHeTip3GPc7BgSJpd6wTzzd/YGwzgAze5TunaI8im2O++OGLwj8fBdSPF9pGeWKjfeAByoBeY61sTpDeCoJbAPcYr1Gegx7gpJ8UjvwWZF6NAc4r4k0oYOJIq11bZUHGfuW7FqdT4dUDQOb67vxyQ1Dd0VvOd89lGm1FrKe+ZJSQxwsZ1DfdDR2rt9n4T4c5yhW9A8NEkvph5nvS1NshzH+cZlzG8/i1u+ZPog3nfXorKfKm1/p8xIv+0FLo91XiB3G57iH+bBwauJS2XUzq/bB8HJLz5V29cdwxy8+RVW9f1SFSpUNkrkhOkJIPdpe8fZZ5eptbPk525SNx6kPrzGbZ/in95hrY/Q3y5Q5/NjZ1PeHnoz5eEBB1G8OuRK1MkbZ9edOQZMLmHzM8T6BjQ9wFhfx2inueidMHbEiRgXYwvOPnVvZv6hGbikVyd/6qVzzMsO4bUPgrfSNaQXB7zf8avtrfjULzgTpjOCGjdHaA5TTtdh8Q6l4PtwsQ/svdRdj3rpmUM3HOhenC3jdG7D24pxypU6dJUyvdS+L2ChcIvVTaVxwmtEBJpphOc9Hwd/awruIABwF2mMhw6hDEtxCUNnFALFvSF6OjNWi55zLo0eZtYTGIPYDgqHqLQZIycMRyjFeSHmGxHAB6SBvj41ccoOPSG43tRMtTyVqGoyZY77eUAcJHZO2AsHc5+7x8E9BpmXQbwExrMgzmA23qT99CC4XAN/nUROmT+dmjua3H2j4CgrF0C/CILnqecmdbt66+TDVYdKulr5FbgntafesvfQ1DE2fAkbnaGWN4DFA2jBdcc/DSt3OvMjQvpC1Z6b5FvXOnTJXuq5k1XQPU0wx7bOvoQA8xlVmm6UGKot1w0iO81I7oL8iKAjb+WC/Qtknpd0Jkr/djmHlw9UdnXVdfFOajmx+h60eQxtXCJzZ5DdG2NiB1Sc61h1ahi6q7Z+dCJ+UYKTzMUqaUIA70MHjAkGyH4OIhQxYSp4vHOuNgOI++F633oA5cxPwttjaIdGIF1CHu6H+8EVfvNjPYO479uNCYYKPs9PK3s6VuF10WLvW++UUt5VKG3sHO+H5D1esPVydaOz5U16s8R2DxaXroVAJNOgiHlZDZr3rdrW+UNMNy7AD8AGcg1p4pQUm/TlqH1E+CCD//BjBUgtoO9bMQoAXZ0AXIID3Ae3jhNblw0vacNZc2eE8aaRG27koPkBMHTN5HXRntLwdNTugHpXAkdMHm3tBU0vjvr8yDNUbw/cQPXw+EEoVwe9HsF9hKdXyXto7hgzvISMnSErN8DSAWTpusefhvV3msERIXWh1Ty3yrlVfYeW4JJenf4I3bMAc6yXzEs+MZ3h2OyNz36gZ7ZrTrCdOqvuY+nOVsVHmipdcAXuJ37WpfnmivlBlX+/4ittiGcPRCp5e1imrChhVPMG/9KaBf8+E4XsF7D1B/Lm6WTKWcPuewOOG4+5sctml5ihs6YzYsBN8w0y7KDxgDN6zfR6tDil8XQK7oDfPcEjJo+qUFxwZc7vz0j69urGZR1eB0LG1ZVrME5qP11Zkfmx5gT+P4NpdGMf2YE/UNeF7E/pm94ZFN7FixYtnzP6dusy75Da4VWH0yGzcs+UhmPAzOUSlwxdduZ62g1P6OTAp79v6nUrNKeFxt1TNI82qXXRwjw8h4r7LLeQSA8+QRcU5B1zivcEhcc2i36JNSqpN3Rv4YAi8Logo9P2Td3N/vSoROR9j4bOadrzlkj2Q6ag6IYdeWxWZYLl2ilOvKeou5xQ+pjz+Xq/L5FJcngNrrkSg9zOXUDEMEU5o/Qzh9QMJYj6lkmnKNQqqvZHKzczI8llvo/90uP471zG8HcWb/wmu98OchvX6H+nWNM7FPpcxOk83M5eKG9YAR24D/wayMRpC49pxr13FezwhLRA4q0lLRkuC2fpx5MCyn0NcxSgqcNLP2EitPu/n7H1p5SJaz/KL6ge11lu3dvLd6hI1sUJlPGA0LUMl5RJCi27X/f2i03O06Z+N+HKRT3IislvjP5SeKMTvdStDwjxjDd5ddyd0jvKuiMS6QVXGjvfQn3jRsvB6nf1j//gsIRSj5RSSimbS6VTgqmZSFbqD4tkYxiD1IlkwcX3cdRxuscizWXTl2j4rOkZbnzT9AY1HDR+AIxcM/86mk9pPK3qHRDuJvERU46q8YLGi6U+P3Q26tsjbqg6POAAlavDrxXxcy/uDeFjWuiSlz1jJN4QEQdE/muE5tSqv8PfR/jrhaLnHCjz1nQeUtqXefY0JHxP7+yxF7AuAdI4oxFzNwLLgbRYr7Vjd4qx3aGIdaQF9guIzRlFxY0G8odI1oVusmPDJQhyM+wpB5ScTCj1RxmmtoKmQs9mQuu44CI46X3PeVzjsal1mdueNXgGWvymF44POhxYtmtgrpfgKROnWXtH07tTHgHpqAleMHtRmufTz1m5Lf8m+oe1HqhwdeC10JO3z6A396bsmCh5SQucMXE3lOgBJ9k1o3Lqqu7QtyP4/UKpPxdLyq1pHFrql/HgJE+4e/ww5Nhvpl8CZsYZCkzeqNgeyDZr19xjnyrsdOeV1Y+AsbsAbD/bVPWN0qXDQRYXL2SOyLu0xApbf6tIf+oX53GTd4RTLlf37JgbLnsd9N+HodRCXoif0qGSe08ZNYihR8zbMYgz4wA3wIMdSALiOshcMkSFn8DHsYmgwGjPLqgDsWxuKwbMvnvK2V4sbrQPcFcWnDRcEHVYKlAxyjCbizxt4hgjBj3DAvgGOvCBbKDXx8t9L5z1H2d2vG6hhkSUaAju7iQCtS9zTLyOEUjtpJDcozp5jJDQvFTCsp055DZvYIghe2ABZHitpbKc8qJc7pwpT0dglOlCgpQ/C4sZlsNHkF4mYH6AlLLpoMhEWyieE+6nMFkpjPfKkEYmFxGk7sEQ0bFJKs+lUrT2jIGhfCMDVrYDC2CD622j5WlP0eXuafQ8ChNNLiYM3XmQxg3RgQckgbyaTTrFXuCJS2OnopxHucEo2wmOph1/UpANsQUU2M9j/MKxVZ8BoCU3JGORHVgEGV5rkyxPeViuOyeW5xE4ZHohIeSfgQDcKAZ0YAjExQzMhxjKeYlQEHGdJGhjB1YhMwXx/zSxETITg+AeG6E69kzyvBQOS89IKBo3SmJlO7AINrzeMlqe9jRdd09Oz6Mw0fRiYtCfB2HcEB14QBKIq9nkU+wAjvg0cApKeIyZjLONoCjS8ScF2RBbgHpfcNTH5MBomWfkwrrRGU0OkAB5jQLi03EAd87IHyGR64JY5llYwE2iQAejwFzgcvY+agiR7DM5KCbeJ6WM6YU8bNeeMR3wiiuEsG+/z0LYfW/ceySajxkYy6UmYH/GXQ3dMChmB5oA8+tTwikvnjJp5XfuXeGRFHrBSC7gje5cqb6N0I0prQMX+lyH3mN6Fp/WGAu9LMAkKfmPtsjAWxtYzXtShJvE4ez7zFD3pQ7wWICNS8LQzoSRubHmWBxQjMw1Ip5TNHDuVOA8kofnBQr+ORqLG9WmDpTovJowPcULBoJm4MvYT6xjqw8ISInMNtEUg7bXPeVMLxJhGyK4N5ycY0H2LgFCORNM3o06bncAOULX+HhOXcG9Q4n3kQq+FzZw52ks3FSYO1ii81rE9HQhmAt6gQ7jDvGIrT2sIAdy21RWDNh995RzPWjfLrT7AiVPHoPq2B0PVCW8YBr8Gb4B6f7ph0zLbXXg1vL6LZ4D404EbzslPaZ4H3TiATXbpXHDE9uLq4VOLnmbkobEppoZ1MCTz9yU49ecuGad8i2JO0XnJRM6hdcpd/KJlDyXf9CBUwJOlymrwa/IZZOFhyxQvgKnAVU8kXOM3cZ16dlmPiOMltJlOWDzcF7HkACcbhkt73qaLkfPl5nQ80dMNybADqAFcg1p4tQIe/TlibUI5jmoEWU9CmNCxoZGREMwAeLeS0IZjm2TFZd4EdUznx6nFBwHhtSe6xKl7emB0/kuI2hwtLW0XPRqyvMB5jeWAQdaBb4+mDxBaohyGUXcRCgbMx8IO6mMpni5mMUz2fSQ913ecSePFbIug/MSifksaM4Y2OUmmR7zB27qGoWvGYpPIXXqzL7Dpjvg3hGBHpH8eIHxnDMrv71zY4nDGwcqubr6ipiTWp1cE8EMRHCPpCbGFKCMJGJOb/3wgOacsdDdx5J7eUnLMQkwvnRL1mcUYswNjnkmGsmBThh0fUo6hYWnjK7wHfIUP1IFXADSC+SgPSf12wu4yaz5oCX9q+E5edFJGxM8NuhK8c+8rrshuzAPTOW9bt/6tDUW2gHcReNbvtsBagA2kHJaH9saIy7xNKgznkUnUjgHhs2c1ySMmdODN/IOQ+JwpG24vOCR4jxPPZY3OdH8YGmke/UQTU5bhkeN7S2XMIZ1VXsHhtdsu7GAM6xHHh5JgpxkuJEioIceniQk7uv0XgRZPaaZOZc4mOiZr0y7MVCdg/i3cR1hojtl/ml7aLxLeVpHrY0uqNPF0Kae34mNNzwF4MDDBfYahUw+tRUALj1ZkkmcfOwGKgdSAEoQPZO2K4TMvUxYIkMB7mO8e8yURpf8Nj/TDHKT/eVB5rwG4nXGxE/XI7jrhCMmHXWl7SIJbWfR3NZ8U1FxoBJX176awn+47ntI49ifXBonZ/aRGzf6wBq9bghP+S93rvIIv70AX8+8dDNrHuQAVxvsgKG8h1jjmENMXMqY/UwyjBu8Gx3ww+yaRTsNNeHdL4lHjYAL5V7wbnn2NW/Q1DtcmePVeE5ScHpkiY7BmrYIZ0jVeGP/6y/C6acZ8sl3cTSQobMPUS+TuNzXth0XiC6r9s9q5G+Kt5yDmsY1Yf0pgeCObvsRTfqCgkbPRbn9/BYU1QPorya6bEDV+fO+7+MeU6GXfNAZHfCGRTggsV3XwlPH7g6gOdJr/ZwkXK5ctYAlnMdeZt4Xkfye7w55aX4QhWM/P5Vi2i5wahd65OrslbpN6YaUyoEVEq6Hz0kKnuoP2Hj3DAcTb3DJenZqrYrjpi8WIn33cdDTAJL7oAcIZJ/RSTzWYBx7kD761lylRFFxJO4V0uc1keF6USZnGMvKqGdF841/LK+M9Oia0MAR+YD6jh7OqSGSma+Yej7kySt/TKmoTHcFjQ2bLuIEgaWugeA6b4Nl7MRjYsP7mKyv+XKq5yPLQjPaww5GYwMhzzqkC3UfG3jcjHrZIHfWxLhpoznohlyz0Zyyg+9YUI8YohecunSOsm6Tb/kmHxjBVaqvrvEeXnkPJT02Ry7toDNv7sadPjDGXwcap/jXnVU7wv53eM7qbynxobR6laEPlCQiVsMtSVIDthjL2Zl0mxMa4vxexLvZg7SFlxjMDz+rfJsyOYG+saRp9K4wrCL0UGqG+jWlzAED3AddCzSNB6yHFLIDK300cfeHRkqGEkT9y4xTKxQpSp3ta3hj4oCFfVCK8XGb8EIP0on4MJbV6/QB9BJh25CKjeqNpZowLfhL0mMsgawMjMGbf56q35PCFoSpk5gxw2E3RS4Pwiug1qo9rnbfYs7fMsDEJAnedKko6hWqN4IqxCSjeZtBT48s4DLJhjVsqx5YyoTtQd02Q94PpYQ7HyBhzfZc8zQA1DCGmashhsA27PjNKEEsOZM8yAyUbdPkfzyUU1kKImHOcw4LNgeN3VsTd5X7/sj6Wh5k/cNt74pupU5xhuYUc/7WAQ0mm8Dj2Ed0wh4eJZSIEgSAC7ZjKLcxYyUS2Zj5STCKiK8FNMGpvSGfT8LbguUtzVKm/SazhLOBKeTgElMT0IDcgqRrNcmaNZKAZpx1NsKIA/nVQXDOeJFj7EcNvtBiLJw2KDGx40KlEtB9PARk3YeWjyNNL0PrzuJGbuJNB7Fm1+D1U0Dzd+DCEaTVBdhxOZPq9nA3pCkdoPzqiq5q4XGQ3j2SdmycXjoDz+yIGzv8wJm4rqifws93pnsERePkOSvcqoxD1coVQz7EQqSjzyFEvIgOzCq2bpJomeLvh0a+857vlgr4tb0MyAiOabknIihU2HJ2MAfQrEuTJ0qoIKXvs0G0msFXAeWwlJdoPNsYYfpBeBtQPSq452ds8g2mAHigtUC5erCpTufBOnZx2k0k9ERUEO8N1VNY032CcZfD/EIph3Gb+JZztEF4I/A6rxHTfO5VVt2cbU4HMNHpNaGmT98bWbTmkR0Z0QgoZ2L8MmasFv0MomOmKei9LzEjfszpYF4SLoDOnFQ4aNAfOHQoX2cgAKfaVJY7XpTrkZPk+QKMMs8WANw8AzkgBO5CHLODSIWyDquoGJbCKGcnRjEL0XDfUNBrUEkG+j0bhvJYJsjw0pZacUav1XICdSAMZLqWIHmckpBs7gxMziNMkOGFFsk+KwV6QwzwABDIiynMhzYpOQ8iGSlmkhDvhk8DVtFMr4/aMwCKcHHNADlhlGq0JWmAmRfanP7mdcUb8O5jshTJD54Y2s7YMOnpR8Vs5tLhibqUum+Yzdgyre6GNruIEJZ6MMChMHRJjOL81CnOXebZSof/NPqtv7VIb+qVbrDunGmfjmRKWlmd2G3cE/dvIBgq+nMqazp2ySUVo/B6oexjWg6LSz1l6hlPuSYuVHjXConDqZbh8o5X8XrkdHxegAvO85UFN+9mDyjpuzKbdpKJ8nTT1PJEc1HUIeAOVZCK2yQlJZcIEnzvEmVz7IBtvoSBCM7clpQMCOFzXUKAnRqwnO8wQIZHWirLBS+WO0MGfkMA9IEY+AtyDAdIIhEPRyHpxpBxro1LY7bRrM+44BOsoCK9T43CsQlgfOlAWc5oBN5ESYmsa0J2DQ7Lp+xqyR0tj9jziMT6ArMLhupzHrnbpNtJgOzAia5Sufrb+A6mdY/QHNtDl87YmT1+4w0/8BOuG6lT/O1Oqh6hjxdkgJ0DZk9gcbzv3L1kZnLsvlkvMZm5M96hlEjeOl1fIq2nLVrTXbXUOiotLsT1gt1ZzqrsNoVuFLDqAZMkXof3JAVO2k7kMcArCj9D9O2FB8gtrqfavM7mo5cWBoEzASgziTu+LwUjNgW2BAbwYj8NXd/0Pa0u2G3unNTcDKYeMCSusOA9LO/pf73SJztOvwOqSdwSeqa/5aRZDt1C7YpprsMwr/RxTWhfWLnnJe327p9TqXaBjp0zk+y2opzDBVQvF9V57CPuU690g3UH0N8Bjgm7fy7xhtRvrz6xQez/jPtp8FfbrfnXq8N/eB3qvm/4ut4vutQ6S73b/LkPi0wvHJEdQWxq9aKkn/WCg5u8y7//IQAAD5Yynk4AAAD9////WgAAAAEAAACjbQAABAACACi1L/2gBAACAIRsA4qAu9s7EBBLF3zvqw/HIfjeEKYSs1zjzd0ElGKupQyrh12YuytEsQhvOhSOICFBrf8/7hCEGxKhBpdJJypuGgGlDZ4NsQ0+Mdp2tCJzKc/RjvalAY1QNE3bIlVoT3M7W+0tCKy0yMNTI8t9oV1tSYO1AtjMWtueJLjlmLqlPr6JGWFBGzVquf4gqq1z1dZY6haInC0IObZgklyIzHABRKSWEwJaZA6yQAOzlNQWyiwVgGC9PsAaekJha+tKje291z5Sq6YPnMHnU3JvyDILmigiEeI3k1DwA1BEmkC1hkWJhdQG9ig1wz2KyJRUVYuUJnyUamuP8BUiNmafMjC1ZqE6k9DUnjCDM8EUsSpShtWe3HdKgs7Pjw7r444lghrbH955KHCKxmr3nqyLvSfQ7Hy1+4wBGE0N7z5/M+tlT2BUtyeoC+IR7wlAC2O4la4qCRPbf5giTTtL958iU6cK+8/2xOkg354AdPCmck9QB06j3BMYDRAH3bH7fE1x3O4zZimn7T2BZfK35N6ThZPZsfNQyERQY8fyRYfVh84Pz3dK6t23e0tYtZH2nDot9ereTVRL4+xcI0fOOHduzNTcjgNFY7+Zw3xH7geE5JTP9gPiIbn4bbdBm0F17Dbdd9rkXiM4s9dMoQ2md5rXJqdOFDpHTcPCdhq0AavynUawMQbbTtM2KuUx2mlenew1Uy32GsGa1KDdpqt5rtpt0Hr7AXFRLMx+QMjOfjMH33Ggdm7MjZ1rZHTvJrrtOXUZdm+JCvAFRZtHQoPQcYUQKXr+RFAmpiHoPioMOhHStbOVbkSbQ0g34MZBlotugBREUrWLHrqYhOdIPyLhSYw2/Qgji9LVeZgIHYm2a9pJqh9ZBeGEpR9hVHE6uKcfkXDADRA9dPEIEN0AKYZxUEHdgBslMZxuRLtXPtOJkKINQaNBmTz/oBAiwiB0M5tHQOELhDLLljAZny5VarizNFQisikT/EnBBpJP8PIKPbI1VS520yE5MwP1x0sHaZJ6f9rHbyT1fsGMQbT+79pOna70r2BKp6hpGJjODpJhNa6z5dsYa/pX4FrKU6T/uzd1Ab1fYFdA708hU4H0x0v9PEGH5OQcpbqgR7ZKkXzqnBSkTCBZifjDnXWpYsZkpMosI2e9qNt60oTLykNXnQdCvRCBO8LGWIi5DpW4akHWFZjCikQKH1izPjAK907Z3pQTYDRZl2CJqzUx16KwMbQQgQV4IDx31aG5rEBsPXGS9YLGe0/HsuHRPtKr+CjVqjqV0lf6gB41JPUMrjuZHafk9CY0H3MZHboON/iG1JnWoWUWeoMAwnLxm64ESkRHchemTcZvJgfTp04UOkdNw8L0oSHzVblO1LIVg00nenFUymOkF3VooBvB4JrRxSuNqUE6knvwXKUrgYLqDQII0pnWRn6QrsPx0JvQHHUns1qPGqJTKYHQq/gmdSwbAhhfWdBMnxmmDnyOE4CIMmocZ3DxoOU6ntu+kJsa823nvtCYkZJ1jPl6gmprnERtwdlqnKo1k1ee2LJcyC5eF8gyU3CeI7KNE64wEWTvCg1yjtYRJywy1+qMbONEww0lWWZKMw0I2cVLi7zylCaGG6dqb5TRxknUEowxX0vICI4ZKVOn5sZ8W7YzzvHcFi6NM87gUqVeHScAwdRGYvrM0PPuY6rA+KSNpFYSUq86hn1/0jiOoRsczzjXPxBqTM2tL0CAMZcRXMdpcPD+sTbPQCyjrQe1YnIx3PqRbwio4Bqew5QGZB2KpWQ9/xEd3FtDUaG6nkJk1ElqGiZiHZvnYXW+hiXDxmhbTyEqWkNRoTawnv8cWYdipQqt4Tlnq/UjX+d6UPu1Ns8Y/ELrOA1K6wsQ0tY/EOYcQzekHcO8UNRKQA+YKqi5UjUxTjp4NFWRdZgVB0oILEGJkkQUPkqjKJoANERmXbCCJTxFCC4XVBV0liOIdU0IHheeArhgxcoQWUrRhJ+jdFkSEXgJyhMHSlT0F9imKgdOOgSlagy80WwqF6jtInYVK1wNhY0FJk7XsLMe/c4y2RhUikzFsbl6QOcygOwurum7Z3uFKpZXsEGYICEXt7G/IBsB2WGao2mSbDE80PiNJJsEDYNBNLsEOcOp01WnqGkYGHvsUcdqnD12YxxjjT1WU8pTxC5B5lIXYJOgcVCALYZHJEyT9AvSkQ3ChFdoYxd3ztVjBIPKkazHQCywpSrWTioXB7hPjFU6siljypMlTH8UOY304OHRlbVf3PkyVtlyH3iMHAd4c8zBwHH0Z32lYz3a6KPvlC0X4stg7Rd7Hl1bIz2A+FFEPlkiThkzV+nYu0+ceO+xLxV8aB+xMUez1KrsTBws6QNsuNR+BmdvmhKZkmMHYTGE3fnEwxuS7XmhssyC/Zn+Y4NSutlDMr3SJuM3k4NpthGWnFMnCp2jbCOUD1blbCOGMWKwsY2cSJfyGLGNsHjZRU4YYBM5HJIaxB6S2XWuYoNSVrI/035szwtAfhC780kHdhAWn+xNU1A2XGrMzsSxwsYcZV8q8OLO59wZGhymFTcjDvgF2YzaiAtr6CJpWIloVoDIcgkT+zKsZjMsVjPgyRkuFzOBWxoCOmhW0LAa1dBJ2ogPbUa/DvjdjAjjMJ1xZ2y4c9R33+9WlraRfg5gqHr1e93UaZz/3co64/w6QTpMcuz0eP/4CDrklNE+z0oBHrxzjzcsDUj8hnJwr5PUB29rdf59ZKjFaPs+JVh8lp565uueARL0eHnwcPCstCDowP1Cf6fHlw4TnaC+71YFr9tiDqCRbuUoC/rAp1Gjlqvc1A+iunCuKl2VPw3teGpQfsIw5YnOxxMoFBSDIlA7cEQNhYiCXJX6Io2AY47QuWEKzUU1RoCEp6gJCHbe6HaRGkq65ixzKm4uA/juyyvk4jaaHwcF1HLLafUEaO0haYmh0NqJZz1WyLKyYcHttrAUG/Mr2E1hHbmB5bNJQQPnlQBlK8TTKlCZCa04bRWw2FicrfEVUdNUK0DXgsqdZsZBS1WA5oV3VuTyjIT2DIYFC8glLLyKsCDByELGEAvIJmcwaGckZM6KoHmZ0VIDSDN7W1C91Qqoadqt8R1hY6HWVkHLrcjqreXvLYXMW2gXnBRcAS7iXOJAPIhTZBAH+1Z+EFZOgyrvoFF+d5ZhO5SlHFCOL5bfQco7ZpTTnlKBfvkB2HnCj4N1i1NcigPBf6Af5/IFV0AcnFT5LXTDWwrtW4ufWxGV+QcEs5aQPPmLPLi8Ha8f/nh9Gx4YIJ7N4Pnq37lDhP/di7asFx5xDLfSVSVhYv+Ge860s/TfyEx1qvBvHDE6HeT7N6bM3FT+Ox4tyn931RcH3fHvXryJ4/6dG6yc9vFsCuVvyY8HpkNmx8fr3/J2QOTBfciTC2DW+jT/eHr3fRxHkG2kj4NvV69+vRgC0jhf72z1jPPrIZma+2conrmMjn/+U3lH/nMrkfLZR1ttysVvH23+6vhoIippk+k8KekaMdJxFNIiTKSdFqRrQlODPnoI7Lnqo805aCvNcyvoD/rnHLBnKB09JDt6Z6p6MYI4+Mg4jnrEDUUOmZw4LPsceg0Zpxhm6BbG8lQYfuHgVCEI2EKfrgthCB9CsRmEaJaENnjcAPmEjU0I4+RCn68Y7heGUCmf/cJBCfJ35C+MfSAj+A0zeA0ZD72uh+WfQyYoEDcY8N77iJZc7aOf6OBTrfoTdTylD3xFGjv4V0yT+4oGNC7qeot3Ksor/uIpCUaxImMKvTTJ+I3kIPrU6apT1DQM7KvFduqhnxhrX/2Nl/IUfXW2gLrAZywiWeAz9jhjTGFmFCNe+IunYot3Zh/oL+pmRQMU0xgVaWYk6oCQ6EAIomWGS1UVlzAMGDX+S521paIllo0P9N1OEEVjYb7bDEql9d1SSc4TftvVDPTba8QsAEjVAPAQxVArXY2Hff1KV0fTziS/vSLkZPXbNSBOB8+/TfR08+O3Lbz48dtwQeKgf7+9NhSz/bYrXlnFd0sdkb//d5s9Zf6+24mhJZalot2lTuMlDAAuVVO80R8zRJN20cfkHFND+e8m0HTNf/MIOsv8mTZTcT/zzGouE/gzPYvej1/TyECZxdd8i5WL3b7m5VTgh2uL0ibjN5OD6VMnCp2jYR9+KbQq/3AgjjHYPnyxzejD9dLwFRrgUlq49kjzUoImXDZW+zWNXjI9jzLPMm0ovHmE301EMDlNYIZwQnqVBM9CkjNkEh6tSSiNJEHtEf2OiWpNEMU7EkXSYhQJxaiMCaNz0qshUkatUp8cpTO2Pz4z//OvydX5n3ttxWj7cwrfP1caqw38+TbKlx8pIFXoy3Vcnq2+/Mv0y73o2Jgfbwd+oR8/cSk39eMzci3Xf9pjbtT4T6F+HPj8pkNUmI4ZKH2VwYI+8GnUqOUqN/Vfy0C+ENXW2SrLhecoRluYiN9qpOS3LmlwwvqtUTd+q4cVN5S/1YXjb11s+a1LSMVw39XIXUb7ri1svivmi4zgfwWTTs391zLlGed/PQWSxvmwFJaoVz+sD3Ib6ceGBd99bST1ahrnjHNqbi4j+P5RRpOL4Wh+HFQwDUj8hnJw79QJq5PUNExEn40tWp33WVe0GG19NpWrlOeoz5rO1Qb6bOfUzCfNMtBn2TlShfpsH9LZqs+6NY1SbfVZrm9sTJ8V83yhPsuCKDfVqwjRcu1V/iAYNfYqJ4oOfPYqTC9UVuA/Ng+cJLaojzF77SHhyXxRFnQf88FHJRsrRUVlpYeKiopZ5h8QzFpC8uRzeXB5O154PRse2B+eTY87N4i7F2w33C5uZEK5caToxhSZO56suyu+uxdud+4vPBtCPLBAvN4tbycP7kOeXACz1qf5xxOOI0gcfLteDAF6Z6t6SM5QPOe/7Lm1CNqKE23WQRPJpvNY0zVkpOOw0iJOpJ0CSNccQQ+JRZu9aCv4uXXIFuQ/54g9Q+kh2dE7U9WLEcTBR8Zx1LstbD2aA5VK6R5fUf2w/GAb22Acu7jYTxiCh1CMEK1NaIMAwsYlhHGmQh9uIQjXwkGpwljdMAOOIeOhV8phmeeQCRnihiGIlluJDoIk6mhSpKFTTFM0QHFRX7wrWzwNYxQbMqbA+yz8O5OlNuDVYvWQj/prqs62wGL9fcYikah/n7HHCrrIV6VTRMsM7qxWJnmuO6Nbkd/t5NBt/nRLibZdze01Yhuus20BBmzj5W8TQYFzVLK/0tVHe0UBmepv13z9oX+bSKptIUYbzrO9brvq1Qnw3VKkiYTfbS7S6ffdThYtsSwV8y51+ksYMZeqaJghVDE5zd5NoW8emTaZZ1mdfD/Tcymxx9c0kql78TXhWL7m5dWHa5U+XKrmk/DDV3T40/twPTIosbAffhmAHdyHA/mx4JsPX4xrrPxwvb4PX8EBte/DpT5ci/Q1LzXhVjSNYLYef6an2F0BM4ST0hnbUp8cpIxapFej86GtH39UhlnwjyKVuYo6+aJI0pTiXxTPiO7HF9WSgAUI24gJ9s6prCQ5Qybh0ZqE0kgS1B7R75ioliieWBSJ2iiS2aiMqtE56VURKeNWqQ9g6YyZpL1f+kp3dPpNx17Clt90CIuvhn8KNan+pz1ofnwGNcePn0gs/PH2jroYX+7l+/Iv+ZfryPw0/EuTRWnQNP+itJP7c68MseDun1PYabT8cyV9vpUiP9JDrkP+dSra5Mu9aXPgj7d1xE9gxmdOe8xPoX6YDlFhOmag9FXGHgNCFG4LW5BmHUqmdJBgrorKbzVCbcD/1iUustTfGnX3d/6tHlj8Vhdrl8LfuggAU89vXVIKRvddjSzrYHzXFgf+a/m/nlKG20noo9Jw+4uhsy9xEIyOqeezsAGfjS3Kup5lU7mypvJsZ4Qs2y/bh5R1a8pyebNiniwLoooQlT8IKieIVJjmVFbgH3wIzfqYBSTcWT1MqmQrE3MPA2m4Q9rD1BVuSfYwXk1mAnoYJE5XUSg9jMun0rx/IUWkm+xfJB9fUQX7F0EsLMH+ZUYBsI2a/QubAfCOACoE+pevyQYQ+hcRamRS+pcT5j++/oXtReUTsX+Z0cMFsX8RtMD0079IRoLR6F9I62T0MC5DEg17GCTPzr8exusp66Smh6kz0NjDQCp+uXqY1MqYBSY+ACXt9THmEEenfYymX9iy1wKQ4Zuh15JjGXtt2UyvzVGj3SxrXw/YBinZVs1syQhsBTDb+nW3ievtJezWvY1csE1shMXi67d+OKh8/VaAsi1ZdlsluqTfBsnNf732FVW7iaTX5rjRa8u2WnIrYVmvBUArRjMdY/biimlwlSJw9S8ulRAuhzOuih0ujQG4h25cT0BuLF93KKa7oUvH1o206646IGLi1Tv7Egf/zg34r7n9xaP50qV+38pfsiTfLfKXCfPb9UJR9Fo6eve8Jrx6Ea+BypwgPTnoHLAhoCk+gCZb3BV6oLoOrUzueiAu150kPVB467EHSxliDuzBmGOuok168B8KJdIe3FZF1/fgLg2vqH1YfbCNleAbO7gfGwvb/8A22Htw1oYMSg92OfrT68E4foQ9WMGTC2EPfiBn4unBXRjABujBbRLqXvTgvxOJPXowJolOvh4s5RMoDMQ1BVTHAWiSANAUxyDxatCIpSA+JUFCagi5CJE7/XqhEtxEwl4oT65OgF4I0g2srhcqBWTy6cMA5GVdDD8N/9Bkqg2asn0YzM5FHwZhQE4f5oJsvOzDVhQA+/B4EBWwD/8UoPvRhwHAEe+FSnWIOumFIOHMgr1Q3txWZC9UIme0FyLn9UIuO9xZfZCQG0F8S4JGNAgSsx5dKjh6IzkS8no0auIoyoxYyyheACSe0BWX7WIcDsRAAsWqSEI4SBsWINHYRKp8kYQ+Kg23vxhWDCw6kensSxysgwFGx9STdSn8LPw7k6U24HsVFZV+CemDXblfMiogFsztl4ToGt39klcHFitHv1SgBWqOXqlJJx1krxQE7FXJtFdCNBM9oFeiszLr6JW+LGxB9koNSl13RHslA0zw+iRPFW4LfVIOD4Qo+qQxxz0GfRIDAq3mdo8ECyRp70iSkDslGF2pSQkFllJfpNK7iAoDrxRFwdJ3SYeQ9UKqflk660tmF0s0xJbiVpfKLlDySxkK46A7+CW9SRzHL32ryme8UhQh+TuSV3oPKfU9TrnglVCcbfJKTVfpG14JZpwkxMaeAe89PkkEX/uITzpSq/JIrDyQJpFmIHUdgFTk9n7kkVZqyit48RCuOBGQF9eITfsRv/kxeD51supMYhr2xYuVWFZPeTEDHzHUeDEPWspDxIurqNQA8OIOSgDgxSzsxDay4sRRqgu8eEgO0soBpCI4pC6kGU+QJgFAYh1MOgqRJMJPCFDuC4UzUYQv12HJdJhxKPwXIyyDNHxiRfgqLqygK6zyQShIqhCgkFlZiC8TMuDmrHnnaCupWdPds875FIy5DAHvyXILubhMQFplZ6lpmBgPFtEAPIJJDDcebAZTyiPmwW5r4BoIwARMgimTwKdAMROAliIAfVAEsgOSBAJadRA0dCQoBF6QXqe3JcpLbvWiyOEN9H4yfgsEfZNsfDnUfeESvzl0hIXxOlk/005R/gs7d7riv1Hep4No/ivncCPJfz3Xkvz38UAcNJD/5gAUt/FfuMMvhwHk757/Jtl9C4C9n95ARS+KPi+Z1dvy9NbjczJb2kN8Dl6l2gmf44EmLcPnLCBxdsl3o0y58d3JrbmMH9+9Yfpm812xtLIZ321qk4tb8F2vBj+eyxqW9hi/eRw0nzpJ6AwFwXP1SnDTCbiBTVxEQy4QC1wjUlJ/eC6rWNfbbXqLfeG7YmrdG/HuZDdKhpwFYzkebHLw3DmZBbQO0rQnjBx5LaDWK68FpeK3L/PteAO/DavczpA8X/FbxXiY3wohIqPkKYPEI7MgK6Njx8u4NNk+oeK3QkDFb/xW0bTMgt/OiJS/H/ltGBCZQH471jBV5rcvZ5q8FjSetuG1gJ3aE0RaB2dvNK/NMrWL+Bh3qxoKH2MjKk3Dx3SdvfkYBVNwPMxqjLnMHw/Tznl/HuY8WFbBw5gdysVrPIxVDh5mSC8tMn4TOah36lTVicQ0LAT/8t5bNeVf4BditOBfQFOU8gzxL6Wj6hb+RYqLFh5mJoBUMA8zhD5L4GGsRqm0eBizxFgYHuZc+IF4mLZcBB5mVauVj1EwgJGaj+nqi7ERIcb9qs2SWdBf6GyV5cKv7D/8Cr8CpuWExa90MeBXKFDeUPIrO5hfAWrjV1y2Yjg+G/+W0fjsj1U+i6NVRpDPktXxWZ7PxuykcXgV0Bf1Kq+SA0QbiVcp0ePdp16FvcD2/lFGSwMyuNdJ6pr9cy1A48qtckUicsWAwnXuuz6+ZuFeJ1y+pn+8RkHDXmiDdWSL9QmMHQBK7BQvXkXJxOn+eMojgDhOWrwtLuonhyDX4yBHzZozSM/R4pQwWFMi3irpCaKk5ckcCeH8EMQcbc6AT456Qa7XQQ5BLi6aI972F8dRO+VBdLpHmmpCmXqoLIWyoRSGtpSH1EcpaRcpy4JRxKRREfLRIBZRsRdRMjRRtkRR8w3RDyq6BDwatHK+2kdFnI4iiklZwj+8k3atkPogLeUZLYUBUwpFg6kHIKaaTizoH3SugofGN9FINvPMNl802Bzb2oxQs8mlhIeewtMrcAuNcJUfmoJxTarMUgAy145k0ti9AYHee+2j9IEz+BuyzCJtMn4zOZjuHG1nlrWDhLZJc9qwU9xg3p0Vwz2AmDvzyrJrtiRRZykpdpngck7CJRMUmBoeMSsDeC/tUHwZQPFMiuKo1OKExUKyL7QzbikwilDA6MijJjBCHUUhy6WRgJT6FVS9JK3mZKsH0dRtQ+qoKjUBEYyOO4wihBi3VouFixNKKI5CKZ5FUXyJ8d7bE9Ha9tGeSERDrbojQoLTB3ZELc/9EHU/hFE4lwncDxW834+7IRzKbtj2uhsqJe6FT957oZLnanwvHEPFWNsLJbiV8hTthWAeCmMAFtgLHQ9IBdoLn2ieJ+yGSouGbbGGcNUPtB8q0DyEcYh6iKgFiggZlEhUIxEto1f2RC+0w5mqx/kQfdOJVoF+z0jzzKVHwNM8FvdGFO59QdjTAmCPCWjPJkma9C7NQ50ewVk+29M8MNBvO7QKNfrmfOh5piLUC/WgV5aqt3KGw8YUHEF1Zh8PzFl5Tbp5NN6Se16DrnLajlcahnfe8TSkUQ7ydZbenfe7Ph53hqZ3l5V3TmBm8How4GnAO3vxSr/yGmzIo7GU14RrzsIx++BxBA2Aw4YUvZUVcWvkL5TlIge/kbMUlFuPyfHJkGsRQU5Cq1xNGV52saScFCWuiE7c2jiuS4YztIGDAvL2+e5rI6lX0zhnnHMZwfePMppcDAcqmAYkfkM5uNdJuqMRkFqd72jbP94uYMPWl3v7kLi+/Gv+5To0Pde+/Agh4Nqfb6eUjfhzJX78A/P951+Vf+4F+ucUxF+u4/3lX/Ev9+5JGfqwPsaHLD4sBdT/evpfy5NG/xU8+l0xXb5rixoRTt/VqG2j8LcuEZXs+a2LLL/VReNv9aDit0bZYJHRer61OPmtS0yROnxXI8wNXN+1Bc6b23fF1Pqh+K/g05/kv5aFvPivp5bx8Iel8OTD+njwY8ODMipkPzZvwStjr7ISRBVHr8IUIx7uVU6IVf5UhET5neizLIxZ8U+WCwEShz7r9rRtadJn+xh4tvVZdiBgW5/tnFBGos+aLhlL9tnUDlqWGMzMPhuLlHVVy6Z2ZU1Rs50SsmzAbJ9S1g1ClksnK86yKKoIUflzUjlRpML0QmVl8+VL8kVEi5cTeTB1MKmTMQtKbC9bt26obaTQNpFx63dgK4CJ7VjstmobdKolT9ECkNVdbXB41ncjaUzmFHnsuxvWXqQU5fjwUiKebBhK+sCo9ihQ6lDkrkYMJrzniu1Ytj1XaWoMpOfqYGVjPZfqE/Ct53JI03q69VwVPC0H9FwadUhdPfdwQ4ae66njja3nxv75lfXdoZl/pO9uEOKi79LBxYX6buSN7iqZ6ImMSok+B+zoVbHPQZtQzetzggDFgXqvAUwh5d6rfwN6r4kjfiZ67x7Wm1rvtfwbtnovlEYkDf23a8C2BbX/MsE91frvVhOgWv8lK/2+vdCyvGBi9l/z5V1d/8U70OGz/9Ktxig46r9vLlR3+i/ZqORO/93abfTov0yZIpr6b5eH6r1QGGFyeKQMFfmT3MMVvddAOyeIzw9sFzh7AOwiBuPkACuAAj+YA4XDYHdhEKFhrsiwFVZ4TBj+MSCjMuIVUfUuDhYS9434kb212HABiWvbssRzDXCtTGwcqWWBwXzfzegwJEYBkioCSQQ2BkU84KNgcnqkEBXpJ7uHLABbzvEXHOKtSKU43Q+lUrpH2EY3mKuiwoczw5c+wpJ7YUYiPvwnw6WQD8soZerhwyfOwOj48JVcWIFXWCWEUJAoQoBCZi6EeDMhA5ecB5L2+CA9z6NTPiiEOWzJBw0l+WrggVbHKwbUPJCkExoeyE6o848H+sCYaMgDLVHVyeCBYqzAZvDg0zBTAh5MuZR1Ofw8/NsjW23wgAeLsHvBg0c0iQV/ebBZTOObB7uxwWIF8uAaPKiBPJgAIHSSr0ryrR9Adt8CQt+kG18OM75wit8cgjrZL+ySbxT4V+719fzfR+43BwFfOMYvB7tvEt63gALvpzew0YsC0Et+9bZEyMl0ycG7zPFwk7PABN+Nwncn+e4NOd8VW+O7TXB818uB57KO4Ll6PDf9w3MDH/BcxEOeCySL5xph5bmsIviul4vvNrnxXbEWfPfGqTsrB89tV5ZB6pFZsCKjU0PG5YDtEwlbxfj2RQs6TzofkYYrv1srBhSzTrZ/Z7LU2Fj+5d1nF8e/wLf4F1AVjW3+pZSUf5Eyh+rHw8wM0UGadWxBarNkdwVeBdSllcmd604SPvsjihIpXf+K2ofVB9tYCb6xg4PlVxrsZFD4la4Gf3oqn4QuhEw8/IrLDNgAfDa+U/eCz/6QktiDz+J47eTjs2Q0+CzPZ2N4eBVQmHCbV8nxxauUIExC8ypKZbFTQsQOsBrrQwCsI+yFuE6//TVKIuH+mqasE2B/nQB/zc65Pvb9oclUXbM6XAsccOVScEU6csWgwnUO0vUR/ZqNe52A6bozusNeYJK3wzq2ubNip3jF2+KifXJUC3MG6DlanBIGakrEWiU9nEpanMyRDM4PP8zRynMGe3JUrXhbjlIeUh+mo4hKoyLmomIwomRpomyKouY70T9EdAnQqIj4KCISqY9SHlJ4egUeGt9Eb+ZtvnCwOYZhM4LNJrcSHiqHp1ngFtZwlUlNwbkmVWapgcy1JJk0Nt6AQu+lAjAriTA1RF4ySXE5d5mgylLSkgQNy66eOxPLPQCJdjvIkTaptw3b6gY3ubNkuDOvzIKXCRoJUKlfi6iX9Kk5H9WDauo2I3WUmkAJRkcfRhELGLdYi4WLE0z8pQuVhBSOnwoltBWCeRXG+Ct0bFL4xBCeeqgg8xDGIaphIlrmfIi+CbL1iH7PSPO42NMjNPe9EYR7X3taLXtM4D0bJGnSG2kejOkRm2meF+i3HVqFGn1zPhSShD4qDbfNWXlNcjr78EpF4J13/s4N+Lszf9fX487w9O6yfeckBq8nA975i1cKltfEnMWFMzwQV2QvJ63uZRdMynC5mh1wVw7OlbMkQG5tQo6PTq4FlZyEV7maMnxcdnFAOYk1rghP3Fpcd4czvIGDqnz73PAmFuqW6pYzb3uyYjNbKwBWbYkaea5FnrkFgZY0tzHaF5fdXCzY24gJiwUISPdjT3N7VYrvLQhkRZ3sLfJumAV3NXLc1o9dbQmDtQLYzKa0PVG5pfZ25UY3ag46yC1IqjOrPbnv1AQdVsgdSwQ1ZHgo9GRf9ASu8Bkb8PlBfpgof4qU/GxVJABNTFC3IIFRDZ/vM37pCTzryQrAQ0EIgho7ljQ6rD90foC+U1a7t0TWnlOnYe8mwu1cI6Q7N2bHgbrbb+b2A2Kj3QaNptltups7zeuTnQYdutMIOu407aOZ/YCYaD8g5LvfzGnuOFA7N8bGzjUiuufUYdg8giQIXY4QIs+vBmVqGoLWQYQ0zoi2AANuHiDRgo+sHmGEOyLhNXQR1QApbANunIxoexAhlRuC3gHKBMHzCyFyDEL33TwiCl9wpGeW7UenOiajhLDlV4PuzvLSKxF1ygSRnTn0SUGmxEJd8omzLoYe2RoFrI7J59PwL00WpUGTzg6iZedCZ8tf9K9gtfFS/3dq/YIB+lP24yUDSE5Ms46tSMoElYiP7qyuSxU8TMYpvcQVm07WpZ8A8+llezoKt49u1qdAT5GAgJ7CKkWCFrO+AFC4gcr4WE6AA8m6DEtcuRBzdRA2FhciUNEDoY6uuh1cVia2nrxmvUDrWDZqvYqPU6dSKtOjiKjoTuZJvQmNUtfhdKZ1XG8QAJKuBDqqI7l18UqkbgRDL+rQpBO9aKATtXTpQ0N0opYNOtGLJb2oA1k3gsFBF6/oSG5DXQm0iKgTs+AWpK7D9dCb0NZM8HQnc+MeA8bXPQZMnxmOxglAuC2MM7js47ktijHfdgtyzEhpxKxjjPl6NU6iBsA4VUsHSV55GkF28XLCykGWmfJBtnEyBeaSuVZg5BytTBUVsnfljZyjBSdzrUqQbZxgkWWm2mQXLwrklSe0cRI1ojHm65ixMmbMt0WP57aC4wwuOsYJQDB9ajDAVKExilqJpc8xrPvoGMpltv55ULq+8CDIOi4DkbV5BtZ6UMuyfuRTsYZ3OdehWOX1/CdtDUVF3XrKkOUalnxex+ap2JXXsGS/9ZQhz0b3GoqKvvX8ZwZqjnUo1t4a3l0/8plFD1gPaovMOtbmGWvrOA3rCxCS1j8QsBxDN1w5hnllqJUSzEjVwDjpKKCpikl/cTCH3XpkL0ExB7KTiBKwj9IllErZRRN02ENk9gIVU7D82OEpZ9jGNlsIfgbGYQexltnFsYPO7thBVeGgMxtBrGNC8BThKTcWqHgyRI4XTag5SicR3SxBEXUwd6K/NFUpcNKhJ0XTSuWiihUIFphQ1mMeBpUgXD2bXVyv0EIQJsC+IBW1YZpIxPA8S5A1jN0gjz3usJNjj93Y2WM1X42W7BLkLjYJGn3LFsMLpYtkh2nG2V+QvagTNggTKMyCbK9QH1uR7C7uEq6eIxhUkmQ9CmKBNahiFZKEPioNt78YnMh09iUO/p3JUhvdW5B7DLhzOXeGBodJxc2IA35ANqM24sEaukca1iGaFR9kWE3MsFDNgCFnuOBmAl9oCOSgWUHDuqCG7tuIediMeh3wuxnxg8Nkxp2R4c5Pu5VJcgCLeN0Sv1tYOkE6TPh2eiQW1sXgwTP3eEN8GvosOZFFadBk56Lxsme+7vHy4OmJHmDWsdMDTIeJTpDfd8uC120xB9CAbuWohCcoqrEdETq5tiJ/BBw8qa/RKMgoSqd0kR9qhxmKARGsv/8E+vREtwZ3n4Z2PDUoP2GY8kTHfgKNgmJgBGpH1BBYFKQUqa/TCDh6ETqn0B2oxnpIeJqagMAnCf0ntHqPSn8VqE24/a0QUb8Y/pUAMChowPLx7Oz7WEf0Egd/BTurOhjfwtLYgvudZWXOetzS2lnyd/5aYizIUmNjv5Ybhl3c1+oHtfYYNLa/lpgKrR0lWY9aWVZ4FtyXFpYcmAN/BTuqrcePdQQPy4eCBs4rAeSsEONVoDITWnHaKlBgY3G2xkdETVPGzuhXKzBAC6q2ecdPMx948tFSg5TkH83rhuQ/K+J+RQ38ZyRisAL/GYwK2Mb3ZwGJCv5+FjIC+LF2L1h4EWnw4LMgsUi2+lnIIPpjovJ5ePjPSMwwJfhnRTTBZnw0L706GR8ttSjR8KeZdTr/fgsqeNZJzVcrcENN826Nj5SNBVxbBQ1uRVlvLTreUti8hcJJOZn5cAXA6PT7cS4kEgl/HAioOEVyHKwcTfkBiXLaVHnHjT/0L79By3HHBnwZ9oNd+ZelQCnHGxvdv/z+LO+oMVNOkyo/EBEHCyfK5McpNjADxrmEwRUgBydVfgvl8JZi+9bi51ZEFTwM35AkD26NnxNGZo7o54Qjh40/J4m7Q+7njPqcNAeaXPxNzRu4xr/ptn5c/Js/lR/O5hlq/HCqSK7Dr/mm1KQCkfmHZA65eONdYsLqFDH7sK6scJ4P+zXhd/ivmTT+OvzXXY/z+q6HiVyG35Xo6rceakkZ/a386qPin/JJAU79p6hx+FOGVj7r/LMyEghjwsT8rGYS3NSfNc2Az0qjHI/7rIyfdd7CdeBPGWL5U9Q6DCH9Uz4r9C3+Vp51LMlvPczAx78rkYXveqiOov/X/YER/b9m3nCrfdgvCn34w7q+rr1+bF5YpasCllUpDFWRAiPLV2Xfsv1adrWAlQDcVjSgrcABreRYYYNXQrMrRBysZJausFdy/KzAgVc0nK0E0JZdJSDbt8i+sWV5CSpS5lQKjah8xap0Bbvc7uVj902068AB94kKLsSeaygz5NhzzaCklPZcpptHxp7bAgHOscf5nNo2zbH+0B52w8janFEcC26OPc7W3Ice58MQuR5HBZEep04Pp8cpHO1xPqVMe25Ln7rnMtmMjfZcM6d5zzXkPjHrOmDQfUPSvfw53RywBTmITTmweV4qFd4aCLyfony8/3rHkvTfDDV9i/3XDsLLENL+C+SGm6T/QtlyHeADhYnHJXm5qXXOcpL0OingYUy9jhgbTq9zAbLXIbOb5Hod74dT918oM4r9F8ho/7V7GlL33wwHuAz7r5fr/ST11ujxUrHIgcWRgwgBzvM7GKEaHdBj1JriaHsUVjqiSjoqS3K0d8RJKIYxQEwlHkAr3txE8qohgWVAOjRce/Vht5oR3SWKziXz8jHRPsaXIaVcUa4bviEw8XKSB7dGBjRJOaI9Ay2JsHHPYIV7yO2XmmhZI/slIVtNLvolRQxwjf3SAAQ8LvZLHQy3Ukj7pQVGhhp7JSeDXIe9UqJhnFevhILtr0OvFIDj79AnjcrAefokM1IRsz5pApE0FM4iXuYImbNGyEBbiD8hZCYEWM7xCSvgIAICH76Cs0HIh0+okOSBUeVRkHRHIwYzkw9nnmCJ4cOXjWHJc5hxQfgPhtaTjQ/LEG1hwodPmCFt4MNXbmEFXGEVL6EgT4QAhczghHgyIQOUQZwzQXqcr4h8UIgbqnd80FBoHMwDrTYAkgSy+/Eb44E+IL6l8UBLURu0eKAYCTz4FIgHUyKViRhDYmLe1YHNYMBua+AaCCR3bPTgwZRKIpp48KkQUEwV0CpT0BASL9nVi+LP+6n+cqDxhVv85tihkw38wjL5Rtn8yj18PfvvY/ebo4AvnPrLoYYXRaCXDJvj4UDOArJu01vXu4HLKsbVK8FNJ+AGNnERDblALHCNSOGyhnW9GrpNbTkLSuR4qMnBc5/j2hNHWsBPLeh8+8Jvw9r8dsbkVlG+FWJEgbgDqIzSEBmkBOMfvMyClrIRvIzODUA2XsblyfZJ1VZI6FZRyYYtfjuD8k2N34ZZ+pngt+Ou7YsWFFULOER7AknrQI3XZnc+xh3Lx9iY4mO6/PgYBTzMah0P097hYc6GPIyZIg9jNYN/efPxMFZ0PIwZIg9zJpRSBLMa08UXY0NKmyXzK2BZ/AoFIPwKEBuf5V8RVe/iYCFx22/Ej+ytxYYLgGtlYuNI1yyga4EaV66VK1KRKwYz17mej5JCFMdpEW+Li/rJIZTlel1y1AtzBnxzNLn5YYg5kkIlLVCUMGhTIp5R0iNESYvqHMnh/BBsjjY3Z+AnR8Ug1/sgh/AiLhpvC4zjsJ3yMDrdJU01pUw9uEuhdJXCkCnlIfVxStrVQsoSwChi0qgIuegfImq+ExV7ESVDE2VLFDXbEP2fokt+RkWcjiKKSVmESLuypD5KeUYz15BklmpSvUgZ2jUF5Tk8O1xFkofa4RZ8wNMt8ND5JtcNo7qzb0a4USDeN8c0dADdRJNu5rEY/9g3X5DLRuybYxs2I3A3uZfwUFR4usCGrR1u4b+p7XCVSj8Tu6bgEk2qzFKYzLXRTJq7N+B7qQdmpRGmBslLJisu5y4TWPmV7ZaSJd7YdksSdhsy7JZdHEgcdncmhW1LE882wLayEuNJLYsWU/POrgORGAVJexuWVbVnd4N3yZ7dnSWAjUIRTrs704qX2i27eTA5PrslCTopRbulpIjLBJdzVOc4H6WOotBIIIL6dYh6yZ6a86sH09RtROqoq32x8BVR9S4OFhLnR/bWYsMFJC7PNcC1MrFxJOZ7L1T6LBxHFUp4KwT7UBgjsNDRiaHSomFbrCFc9VCB5iGMQ9TD8yH6phOtAv2msTfCcO/LaU+rwB5T0J6NaJoUL80jPSJImkcA9LsGWkUj+uZ86GnOymvSzaOR14AD3vmLp+HurN/1FXBnWHp3SXnn5AWvZwtPgxLeOQevNEReA648Gkp5TcxZOOc4nKFNXDdubVxOilJ2gVqGM4jBxJSzFJRbj8nxyZBrEUFOQuteTpKyxxVBsMet7XFd/RVxd0uVVL2Lg/e2pyshcTtbim9kX+Oh4ke2qy3R31rsamQBNlzYW+Sdkbj2FgQMLNnT3HbPtT1Nywa4ViY2jkQjcDdjR9sCoRWh0b660AgR7GnaNhuDe5obk4gHewsCLC3y8tTILtSWOFgrgM3Mte1Jglvq45VaG9YQFKzXCkCcLJSzlNZZoARokelaTgpcAAHkQmTXFozp1tiULRA8WxB2bMHEL0R6XQBRqeXERYuMzwLlkaXUWyi/VACC9SqFNbRKYYvrSi3Oag9GVWTdBFPGCTM5Epqoziyn1gBMGbAQpVYYJQ6CgtdAEVkC1foVJQZHqQ1GEYmSqiIgpZkZ4evDlIGrqfUK1ZmEJsoJMzdVkTH2H6bJ/adIvv9szfYEoId7grpwAiMae09gip2HwuaOoMa+Y6nddVj7XefHZ/9OUe3eEhT2nLoLezeRbeca2bkxOw6U3X4z994PiAOg2WleD9hp0EZ2GkH1TtMumjnHx5KqPJI8XXUeCPXCxliIuRKVuFLTybp06CfAab1sr1VH4Uagm/UB6SmsxvQUCVR0sz4hHYW7Ry/bg9XJugrQS1y56WKuYj1sTE0PEah7IOTTu+r6dC6rMH3riaqe9eKGjmVTqFfxWepUSmJ61BApupP5601oj7oOZ6gzrZPoDQIIQFcC1epIbkS9qMNYJ3qRpA8NQdWJWjLoRC/EelEHB1tdvKIjuQl1JdAheoMAhHSmtQFMnxlAjBOA8BpncBnPbcd82x1jxsqfMebr3jiJmodxqtaTvPLER3bxakGWmVol2zhxQeZa/ZFzLmzJ3hVIcs6FGTLXigCyjRM6sgwVAbKLF3nlaXCcqp0yTqI2xnzFHDNWZo35xnNb0HGGcQIQnEyfGsavimqlFySqeY5hOS/iQY6hGwAQIrf+gRDhh64vQJjgd2Idp+FtbW2ekWMDhvWgtgPShvUjn+canrN7sq1DsVIB2dbzHydlJNZQVhgYS66nEEmtYfUvZuY6Nu/tjsYaVvdZTyFaQ1nhVeVZz8Etkjzr0AoyNgjX8BwOIiCsH/mmrAe1MNbmGZnrOA0W1hcgDK5/ICA6hm4QdQz7ZqmVwlgO5rFJROCgqqOgM3QQKwshOFt4St8CFUPk1KIJPEdpsiSinzj4G9GOPRqO3YAaqyFRgkyC5sFWDE80TBP1CzIShIkUXqG/i8uEqwcJBhXROPgbOcdlWFPMsFzNgCdnuOZmAmVoCOigWfFFw2pUQ/fDRmxoM3rA72aEEA7TCu58/oqoehcHC4nzI3trseECEpcPXpaPDDSfEis+Sw965uqeAXp6vCB48PJ4VlgQdNBh8t2qkANoZAICHaoxwSl0hM4MEXCkvpBEQT6JGvKC2nHjaejvqUHbEwbVJzrGJ9AmKAafUDuihj5EQaZKfYn+CJ0SnqQmIEAwobVbBVpjhTi/EuBFBbsrC0u6BbdmlpWellurN9TaY9ISQ9PaaZL1iKGCXRXWETOWDwUNnVcCuKgCnVHTVCsgowVVmtkGLRUIzavGWZFKFl6eLEgcspARZgEpP4MxOyPxgpYqlGa++WoF1viMsLFIa6tQwa1owltLDjgpmjKsV1mKk3KcsfwWUt5hN1NOiyo/CIuDfYtTZBAHoinOBQyugHP87kXbDffcjczUG0eMbkyZuePRurvqwwMDxOvb8nby4DzkyV+8IqrexcFC4vzI3lpsuOC5BrhWJjaOTOdFSdeAkY6zSosYSzuF0zVG0OYu2irz3Ap6zgF7htJDonNY7iEMgYBQbABCtEpCGzsIG1EJ4w4KY3fDDFxDxkMvq1qsHgKrv3J1lrHIJGMPNMYUjGLFxVMSi3cpFnUcigYopqnPcUtFS6wabrOnW+pI2/WuvTasdG1srwS1az60iZwA237bwlwbjrPtmueWSuI2g7qdIFpiWSreuNRhX8J4uVRlgRkCCiZn2bvpzWNBpk3mmYWf6fm29jWNthswfE24FqQNX/OSwraFiScbINuHX97R+HAg/YcvliV5bBCKgPA1L634qK8JR+BrGsVIIfqZnkiZZ5k2WKJaE2BUeRQkdSByZxeDqfmT4GWxaH+Sc+R48ifh4VpW4iehDAV0+0lQE3zRr4mWJl9UywqJwxfFQ9qQ4YsiWfujSH5lf1TG1eic9OqIlDFDqY+O0hk1v/R1xqviNx2LUc37pkPQ4kH/FIpSiNw/7fFDf3yGiZ+JHz8Bf1MLrfmoNFXwqUblM2hoAZO0FgAEGAazPIcDOBQAgwkEAGAAABAGhUZS1gc3eB5+OkDzdF1yOh+F+yZApG/eihv3NYhubpm7Cs866s+UdNtLDgThBUQfISE8QJreFzkXm+wDtYUQk1NR0gWTaf95Wo3b2EEcxjL7ZQJOYh37ctYnusQSuHq/Qej90vV1Fp3PfGt5TieRe+iwS3fH8R8yAFwW+WcpPDcp20GCy9cwvyeOU0L9HSvjiAW4oGSejzZvd0aHj3B1eoXsyckxRfcM+NiWu8Qnn/mENx7hgSvoOmScBoQ7HHj0uS5wjgvMtJBrI8iDxeU+6XaPc5kvE66zDOtNin+Qu+P+hDqpEsWjtWcm+m1IfxiFuuKczwB7jxG7o6vFmjAPF5b4/6ArnzJJ3q8AIH6th8YUnjP2Qogo/6EKdN8ycdyrXTalz3qANwXegwSA+/GJffGNYtSe1WhuF82hH+oVyHkyAO5D2hGHm4P2a48jjmbKtPq/yYXyYcrYmk75w/p7vA+cJXefmY+TxyCrXbIHn3Hbm9iNtR10HLDgNcFrRjiFPcXmO2R3Fx9hHFnUC4YLI53/nBt0+3dL6PDncLCr3wvBTn4PUH3v/inJ9JiCvPTZnoEGbqzkgUX0ugR+iv3f4tw1eEe09QX6MY/nzOZvSciBU7usygmTdc+OOmYlcAmQdMZMuXEiPRCLutaKduqIfifQjiigL5yjz4MCt5/mkAL9muU4F969RO28wYQdqwn6g69RjfGJpx6b1sk+iGK5D/eo45DOZRP6rOJzk5zxIMK5FoND3LdC1J0Yz4iPOgOBt3ezwxe4iuWalj0odUgrCRnjyxbyhXqBJjnuk12UxNE9iiWwge6jeaa4qL3dRNXUQWQ3DRXmiDDSYQNg4RPoxN1X2oHk+y2C3Hi8hb2XUvsZBbxxFgUHW1TnhX3vTOIon3pRHnBmor8x3Ley9rBqXN9zRO9bWcUeUKDNIVCLkWGlfeWS2TvvW49TtXoqKs15DUj5ZrLOOsTZiV10QPHHebe6zs2oyZwT/+3I0y4yCO50kmYCQlpgQiStRZvG0GWq2qkothZB7lsedhCUuvZ7DBLnB12SW6y9dqATDLyeWGs4Y3YpvTEtGkpd+30HgYsUHFM8eiJQIUiZaC78vtUWcHhcVuV5QC33+eKM+1YSuixgPMsYbwIcHcSdYtAK962Dkq2DEtz36a44M8/9pjcW72E84bpUaZ7XWB/daWWHC2Dfv++Huc3y5vlX9sZphyzu9VcOR+CDEoDJt2+b1p40aRxoEqhIvG9Fu58bRG6s1ENGsotF84gVS53HrQCEuNxiwj1rZRS4aa1zOmihkXWtBeSQVvt29wMUuWCxx89HvFG3qzjWIYVdLYFOVv2z+L69yH3ssX4JUfdMs+BGo+JAINc1FsVpE+pdIsARlsJFKMV5mHSrQjsoA16PNZ5Gytxv4WYSgF5usW2cAbrZIooBAFyzXHVOWe8ddywv5CNWSdULFhxWgW5X350PVzbSq1UD1cnKIHIfyD1W4DEAm0ub/DN/xDeG/0AVousv+uk07d2jH8EeEdMFkosTnLfOJAS3QKiDnOeV+Cdj58fd8znHfM5L9+gzd2M37pMDT+J6k3o6kagSHhWzaRNJSjYhEpkBwN63LJIHVErujLmGum+JIYSfQRmf7N7nxlDmsuN3G3hA4pJwwdprjlLMKGG11AMBBxnrc199zos+xGPbWWwAF9vOW7/oKy98ZvVvUGJZRWvq+5aQd5s5hEXkK8yL5ajI7mHFUOYe5AmQ9oC4b60DpxsoRMl5n2T6mebeuukwUXNFAzr5+1Ye4g8oUHNIBNX7vtW+W3N1j6eNIXmwiZeAzm+4E6/ji+XROvqM/wKq6vfGG0MDgr6Pu1RUv6cfEJjaYCdvj6d+P1x7PLrmcrTC2WSlN8NrHkxk9d21ptCM5ORLxX1roeigizXvt9i6ebzF1Q2XWwBVjzYV5r7V8nrTjCpgnM+vG6IPZgGu1xrO/74V0fIBFbnPC6PHCuqy8VIRnsWcOftNxw0FOigckMA122stnYI5tSe4O5oj+BFm7IICziPnDN3+3i50+HNo+NWvy7CTn+O83wsEX8/NiTVBMI3MUy0mfO60QMf3SAsTPi+0sEAAsNss3HiHqwSCV6vyjpMVWtxP3LMbcIyQeEkjfWZOfuPQH8w8wEa4Nm9zSml3J2c/YrYLZS/YCM/xtNtWqIO352u4TjI7FyA7x+DiS1D5jCre4OodwILrQ91vcf1Or+I7LeyopC8CGM5B8ibph/vhChFdzqtV4B7uZOU06weU4z4cuDPkUqv6fUvoZbsZeEk4/DVsGncvB7ocRy/YPenilQ5YPTuhxrnB3VkONSDxy5S62BHjYR7YG0s54sIk18isHu3AxOORhwUCVHdpUSNJC9WikJbnfSv8jhavjP7nq+4WRMjuXuL2LMj221ki9LMJ68ANnF1zQAfkdJ2osTiyPOqDrfAr99MDD+DD12Oq0z/EHQZw9JwusKnnV+omQodDcReg2LHuW6YjPqAO78tZqmyXJfctr3/WgnbTanjQAl8T6n6Ld5zSFdyxGUcMqdoFAff5U9rb0pzDF4Sr6cqTi3D9fosajgXGSxJ0Zsu+wRk8HjjgcM26dZyynJPuWF3fJ1irofcsKhp2FpLdH2evh3Dfqp7iV267e1ECwLPsF1IUiPNGKzi0QrsG55MqPgf5nu0FJaX+kp86A6TdsJ8hy/0DJNs7q6b8xzn+rBUFLEK6b4W/z5P5ATWCOedaxd23YgdVjDL4xL39FTiItKnzFvVJA8mLicaxa12GtqfOILLBJSxyqOF+3SdOcrlBHLOJ737hBR/wgAMipRaVyT7j7lttg0U7ztUF4GTA1HaJD3GTuNp0zprFMbPhdBvUICSuVvk1yvSAGjGvRGUYiiyWk5yiIWIpoirKE2b8fWu5+4wYfIOsPVDiXI1Yj/B0CQ6bNQL2K3ptBwTqea2FOT6nWmwFMMCPtGgCVPW7KATq3Q4D1eg8NB9MfmvZwVvcJEBoHkaiaUKdfb9FHfcMZ99qjCcIF0utIzPLm00mVOazLcJ1X6KbLZDQ54CWB1vEfb0U/7ROdTcBPCJZcRFFfQ6Q3lJrD3AA1w30vm/9iAdU+30XEHfYoKpu0orsRoBSIiKUGANTWESxNaRFdakCt5CstmrCakG6rKoFJQskIVQVknVS8NR8SVYDWSq3rCAamCvpFrNchKYmTEExhCR47headBi4NAfxJNId95DBcYww4VJI1Znp0muKtNcbEpyuS39XRD8ahr+ooDqPk9ySaQeRAdeqxvO5b0WzfkBF3IcD+nF09ctmBs6S3beWlZssjoMcdw3jvhWCT2nMOwzmEUJeL+uFDZGVwhnqdH4jkQc/LKqhew7m9qCVA/gHymrgFDu5d1MynsczHFar89D8MNNkQRugSWDkm3orQ6CJu4eL+BF4zl0pqm5dzBUKAkE4MTUudAaUfzTI3WzRTNg5B1IdsADIt/A+S963shVFZ++3sBPglkXWPpGaAdds1fBiLjtdL03EXdMkY1oBegfqP4C3HQaqifPRnDJr8qB9oEmg4omfFfTBJSAjz7OO+Hg/42yh8Dx/qdGlgZKg+v5K9y1a96IkIJB+FP8rj9pxMZILQ/IkyA2q3Z4UkicR691kf4AJtcHKcFTR2x8Oqp8T3aAwQRrzGHBd3VcO5XH1mCVfZl5CwFnxGQ28ab3B/AdR3DXMNTY8ZQJ3BO6I4Aj2iG1eF0gXVXDePnPhtv0GhcOWgwVXbS6Enfwc6/legh2TsJcs4IwGuiGk8jjg/CyqVve59BNGlKUH91uocW9XCQKHqzWOVysT8smq4O9b76H9OO7YWi87XVICzwi7m9iNLcuBR7uGeM2SU7BTTngHv4PMEZKjk7PxAvOFop8nzzG/TW/b5DA9LNNV2tVlJyfHau8pwGM3d0mp7Qz9U13qDSgVkT9g5F/XrNMK6Y5Ajzb+C249f+VuFjjEi7vgxY7tviUQwgMqvJYZNspCqiWQpSia2tQQTpSUFZNBDlARs62QG0YJzbqgZgxVqEqIchJVETPJzDCo3OYanAHjvW84d5xB4jI1SzpwkwCDELiGVnMKBewdEGRHhDoXrFXPF3PfriY5DOa+eqafBOe8Vyc4Fl1xaZA7E5d8w9B94KD+ehT+aZ16NyJ4RFLxIor6HCS9pdIO4ACum+m9b+0QD6j2+y4Q33Vs5Zh0iQ7IPfOUWnsDJqmOAz87Itcwd9ppGiD97gk1zlHMVBdFCPiMQ6bfgHlxh5Wwyq8OMusjukEeW4YEi4gZg4N1bw+4Y2/9C4ZszEIdq9nxr1ZN1wAz94G85xl0zM52adVzJpD4xnhyEPXABuF1IfrTf/rdKM3Rp30BiAtBd37zfGZub25t5vDmUM2vbr+S7MmtR4vfm4k7dlJdwobOnMiNIe7AYuC6+vBpfaABuRWFWDgvWOggcxoIvF1lTgVckN63hL/sSe8BNcI8cFrE71txABmGW+zEZd80tBuwUqk731C+qbIdGsUuQfGjhocN6TboVCEZkl1Bv3CVxQTigtUPIfDtqoUqD7NQYKv9xI2cyQ1KRxVY6b61tQTKEpxnyDMS661S5AChcKnQHIe8fB0jkw9ZmxxYwkK4ZsW8c5yy6ILkd6zmXOY+bC6dih/ovhXfR4UeUI37cqjuokGtku5b4S/DT7ZEvAxMj9oFR7YF0M8bKW5W1kOg+ItR7NHpUCM4BSyLvuMBDTrXrLOOU5bWi4aOJHehBTMAgN1m4QxqY8mDE4pEusr3W1SeAeAAZkR3/brWcfpiJr97NaocvcyXgvPiRU4+s1NvkciHJBpXVYATKFb9021s8n6vIsr8ANb8elLr9IF0h2GPFvcFaPx8iBtg7YEhxyvG8lj3LYcRH1AH9+UI5ZgCX7YuGftZ7EywbzrdYMBBwQENuGZ3jZJTsFMiuIPdAcYRkqMyecFQ553nRd2+3kx42HYQ0VXbhbCT32O/7jWgYxrkkoOd0QA3PPgAp7iWpZ02rt3t3Le2+kgRuKh5z1XkjSceouDlvFot7uGerNwtuu/6Xjvx2KvnUiDxmYz+jSd00MgDWkGvaSWnrUJ3wpb0iEbnPtAL26jzFqHbK/0wHOp6rKyP6AbN99FqL6m0MzqwDTiL936L6/0+yOkdb+hIBC5yjmeX/tYCh3AylyLtiNy3ThM/oECaU5Q9FrtjLi2BoHajil3tQFj8WpPuNIPubgDu6IRykRhwpqm7QeYcBpWuS6xHHrcz2H5QC4AVuACOet23ZGnJ4YzSU+Lhasz9auVVd7I669xLFh6rrL6U2HkmRLphwsg5sEBzfYB3WkJ1tww8QlxxcaQ8B5LfWmoOTIHXLBqnwZXr0Q/mJDr7dR7PfVf9AIHyWnGdf3/KQO8W5xFm+MKEnMXb2yMfSOuutzXP775VhMUDKtJ9pEKOdBkN2Fms+1ZGdlPNcBBxrmHhuov3PqUq75iyRwzoBc/u/DhX89uYtzAfpg9repV+rezJ+ehl9wTg2Ey4hIdnrneSA57qGrpmDeZTSeAucx313IvE2pW7ZWg/Kfo+VjuuUfey+l/RxFkT+k1J/iCF0/2sV1pcPS1Rum+9Ws/SgrclkYM7xaW15giwcF1PS6qY7ic6a0XuDeGm5UN00NoXv29hfdta96jy76lnLnVbpodUzXUp4OTdt2oSeUAR37c00HFz3Mssw84SJr8pzDlogvL3sY6A962HqQHJ77dIx3j3FS4Ete5bXXhXtMzDfBHq+YeefHmAfQ75r4pHi7dM60Wd8TC3KnVQC1279lBi6z46ye4Mua6kl3jjAqLOf6F77JiGqnyd10mapz0mu8f0Ej8Poi3sQGFZqFxl2Kwjp7mvdKwkz6VLv9US/hBAdqHVOKL7VlRFDyji+5aGzHlV9zaagmdLjugATEAp4GAtIXxvc7G++4l6v4XYDcdbQHGXrYOCs9az3g/ipvUQH7R43SAYHDVnHbFby+h0YXEcp05Xeituw838ugezvVOn4mPvFN5lIN0GgkFQfCBTyWMy6JKAn/EgbzjsAQ9//XhPeWOydj/71tB2H8nt/YpwjabTNA+o1X3GXX2skXspCekMoePGELvmABHndYF+ugL+bpv6qDDwglnhDM6+dRAduChfWDSPdtNU1DPZWcuX7k3rzPGg5U56zeqoPmVJzLljgcmOWDXULlg0ZhIDb1f14rI47snKWtxP3NNBx+uPJdvl0ktpeDb2DNi8mbkhJTxYPpAYr8W79tJTiU5N6E7mrgU9UjtiDBfiXjDJeURnFNwmezOnHjLtvvOFBU9iOXb5PVjEMXJ9l9DBZxADbmCGDqDPr2d2nk760ix/NzCPNq+8GFx7bmbwrdJ962Idqhm6ktP571thtHxARd5HWvo4dukuIzdUWhh5giiEjC7nLTjjKe33rSlNobEzin3tQbduBHzbWBQDrCf3WrsZ7cUJQI5286v9CpZqQSzpnQskQQD5PZrDknDVdgmgzlr6xHEnYnz60SdxNmGPWLqsF6yLuM5Xd6LbFZVLz3UZh3uyUqXFA0qOK+0YFeelK5IzDO4bc2T6AUDO65Sa00GcuxXK0aHgBWnFM5j9tiB+UKW8mNQc047PATNrhgQBJNesabdTli3dO9Y5xyOWGumCFVOrG+LtqqDA4WrWebWiQj5Z1fx9+z1iP449dvZlx0sAOiue0QA3rRsM+0HMgWRfc7h2lFMGp5bcgd054iPYEWdcIL8Y4nnrGeLbtpsKD9sHLbhqvzh08vOYx70SesyDXTLAZxzshgE+ACjXpOinCdq7oThHuRQXM8EzAv3GlHs4qvQaszr2fYvoiA+o4/vGpY4rcl62TnEWNO1Nm4CDYLXXUMCcAkl2R4hzxFj1AnT686Cdt9PEh+vVq8E6J+NI7wE7jx3WL8Fxz0wSb5RUHQjqukZTOl2g3o0MHIFSvohQnqNJbmm1gxnAa0XzOYWe4Eiz6OS8JQQKfezSDwpfpuhZUOoMvXEO7Pet4dbjVka+y5ZscdZqwX3TmhUftFgRXbMGip6yCBHvWLv4iEUH8QXrTex8JYVwu/otPlwpQni1utD/V/9kdXlAOe/z0vA4WfLLhlxnK11/M3iOgyVsCRCngnbdKWC4NfcQ5ydzuj08p8OHkVwdmPrk97X3DiM5NjCRjHGfJu3GYcgHJqh23Ztap41m4taCfp9BBYshhWxJVp7g34/G6XhTpJcjpTrbbM2blUgORlTlWru0pxpKvhMy9ZFiaF9ojPQ8wFW3mVlzmCDpVQConiSn9j1CSMcAor5EPK0zBJPcAJjaAfb06+HCTgcjvQOtPSqsXZwXPDOk3xjyD0OVX3HWx75vwRXhAZWPG4QZS2HNklX3gdC/n2zHfWgQ8bCQzX1rvXN2NO9nbqXpkFvgRYL3sx97Qr4QYuh+EOsSSe8ZlPF1f420G3Pmux/o6N3IxVfovCm4IYxDFXDlSzsHxLDCJfkRYzUHhMJtk4az8cwbQPAwZ/ZSIOjYPN4/78V+DK3JV6TH6L5mbZFTFgLuO5Zt9+FHrEp5FywTCb8Qb1cluC84XBXeq7xaqZYjfrLakugBRXzf0pgYpgyMW7oiqvct8R7k0DY7pFXuvCy6gVMPC+QvLdpHDwhLL00P96BsQ4cNB4YMcGSvDqtN8qPRZqbp+9Ww42XDlysjZ6uzd9HTs0dxVD2nsNEyT51nJexbg+hBRekioXUstXxJ9pRWBTkLzS9zT4C0FBIA5n0vJnreL3Xm0eu+ZdfYdA+oxX2+NB4nHTP1y+alTHgWP9Psmw43LMBBwQEDuGa7Ftkp+KkiuIPdMeYRkqMtXmC4AOp54rymt8ntmhymh2m+Sr1isg6Z3qPvW2ru2Be9NOJnNumNLzuQJK7DaxZycAoSd8EdiyCPTkcs1b6oXLBaLOdQ4Eaaw+VwhYgu52o1cB/uZOVquddPOnYSfckRcAa2u1F5ByLhGu4am6fIT0N4h+FO0I8YjqjkAuxCiefH8zHfJm+dpsO0wEsJnMR6TFROznWJUUJjN+j/nj3I0weQeVctuBoV0blFmFuByA4dMkAEDRkANEhLN83LQgMhQYIJxX3cLop233Kwz4B0t5H20Aj9muY8zSDvM9+DrPbpVhXuvpXFctBK3dDx2bFR+3OR5OaXO0zs6uRcYizHXVmXHdxZmfVNJvNBKgSBrCoZfwTwlBdACOdnzo7t9uymgXEgDXpN1snto6iwvzdHPXbTf2k3emb/uK1LTur75g4n/hHr4u5jXrAyZYct0x6uah1XK2yWGB5QufdgzFgKyyjqeVRAku9bdYCJFUfS8wXJrYv+gATwWtE4o9UiA86OWcUL8NKU5r4EZLTahYCqqKPK0iiikraAVaXFux2ACFEiw3Y73bcCxWfK+hsk7rCg0jVkedxk9djr/MaHZnyTOVQmOCzoPtJ9Cz98XuVvUnAoE3OBxR/rvqUyhAfU8X2lYXOkpVpO8gKiuhaJ5b1vlckW3pzOpqxbQ/EBieJFonlEqXfxJYagcnpPBkIaMjLJ/D3jn25w1wd9tIsFDOSozX31OT53lMmX8u15K+GlgHaeqHDzYjsMi7nA4kcZdlr5PaM7oQsplzqsU9I1Ky7DuJ/ojtXNc8Qy64vgBYsfPy/iRrldVdyhe7hyi6t4tbIWR3SyOq/oA4p439ICx23HjP0y/lJazzqfYfBN4YYr8KB1QNiuYdekeYrsdAV3GHcW/YjhSMkXYC+AcH44r8lt8namh+lhml2lrqjs5OTY+j1FfObMDhhLxIVd5KHkPDeBjxuzgoTDVbDb1UqLzsmqLfeD703P441jRu1yxiVGOFt2JhrcjLlB2DqYPUAE18quDeGpjNMcdKfmDhsfiXdk6QsJF5bAecz5mt3GvNVMDif4KvYVZJ/EOgIlmXsiTnlMdNpLoic/I5JwxmiBL2b4fdgpq+e/a3PHSiKOCho8+ogFMJaItC1VqADX0EElW7psPqD3LXMSy/u4TIXY+1bL9VwkdkOnHCqSXaqaxy0t9w3QPJY/FSZwacrOLJI3VvDAEbwOuadd9q7BPuJQF8/PmZt4u8khgcaVEngSKYbW+0ZBZ4O8b+2KbubWP5iEXHCnsu9b/vid6uiRFvWFxPtW4p2nPyOU23Q3epSDaF3Fvm5lHSo3927ZsUP60gie2aJvrIYODNmua79v6fHTVqFr7xvhXHR637rYn3+pmwgdDsVfQHHHvm8ZCeEBlY4bhDmZzyM6j6H3LWvPffgX1AaZQbu/CIeCCgtAP2/iPvmNz9PhlocFhOvy+GQL56Pu2wmcjrYK6zUEhE1X3S6uZCHsIGZ1MAcM7Bjdr1P5eDZD0uUg5tmQWG+Goh5MrXgt6OVZxamQmDvxeEeCiCNfiC3OAz0X/W3yG899mKC6iiSHk2h38B773rdOxY9bCtFlq47YWcsgvGktxKUPMB+0rozz0tAV/UhfVIghI1oQV6uTzSDkAXXc92Xq42bcy15SzmKtvykeeBBG3TXqsFOIk+4YdBwxqrgAguY8DPd2FOFwmOpqMdfJdJJ74MbM0KFoKl1QNrLW0l0kuRhNTbiGYihJkNiCzhJxEW41zA3SUkwVVadoEosTEI6YiCYTQyyE9xHwzMVdEm6FiN8NVQPzfUsQ0TWrRTud0inLyHfnHcuxHlVHrAT+C5acmAbI29W2++FKsv7VKp3DyUqVrd/HWeu4F7hse9/ip2dJbjd5poMs7q9hr/ffpwhTd5SaI5Yp3wWNOu84F+327WbRYetgBFdtlxF88uuo770eckwBXhKgZwz8hhaYe8ApdQ1zDd86fSvvlPAoy7woyc4h8ZunH9Ya1z9wdNZHc4h8HtxEI6uSXj+B7fQlgWYrhTp/bOAzp8CNVBnQcB2wHK3rEFm9C2kb43lNO3eR5d5oIBJv/ozRX5QIft/KDGOLB9TuPl/M46T71sp2meY6y3m9yWM6yJmv0fmnaOYdItsRxnwB45+fzjG/TW/L/DA9JPNV6lWXn5weW3HPgHFMXKw/51JofabsbmTTA9XkWpGd9ix3OfOoIV9gMM8c+q3KD97CKy86WBzfdwgmppcwRKvmN501y0FH69SWWHXOv285a863nNcRbgDpB0HaC53gQ+L/XgOv7XipaIxBKoq8rfcl4O7AHas73xHLyXLBGgVd6qsXCtzR6QHVuC+H6sfNwC8zRD6rft+i9SbcDSxxD9oPYBrpGva+VTbH0xc02d0rZo2bNj6Y1pGTrUyWFkCKAPfjT22ROPYkL63gmU1440TAPPCEr3Ou0867K6CPEOTi533GtFsWetAUl1B3QgYipO7VDwDVxyl08lJY2cf7G0hICx+EPWh5ii0ZDAgCVD0b/BY8HImLNodq7Ag1HeAvdj9s0R1LFcERK/A715mvkw4O8Fwd+79vybIPqDYa99XWuF9WHBDGYc1NReQg40W13Cn674BGR5jPCC7ecV4QePow95zHk34coRoECdx8k7c6LEo4Zf0fggb3CiGDAUGAuu/p8F/ej51oCJYabqTqiQzrVcBJa/oYYrLUHtAHMPstvGnGfbBae1+C0D30DaBPX65nbwsB4+l50Ajki4MfRqb4Ei7tCJWDtu+Ay/M+82bHKcdlMvcsy/MmmekgcuNeZhIK6p3FFDdlu7DSqU4Fw3llokY51ub43lNt3UW7g7fRvAMNw5PVlsMjM8y0UAOVrraP4FikAuq++fytxHFX7bKVeNYGvKkYDwJ4vYa9I2h+SlB1x+Uc0ZFDdV8Q6uc54DZ633L6w0blKn3fsucnt3y7dy9+8tLwqs/eoBZo8A9ANU52+r739ldEGpaKErAmCDygmvu+rHbcLPwyQaSzjt03rVMOgqi7ZjtwCm3aHZawRwBJLwh0nh+h3wbFORwTXQ2nOhnMcS+NfEzcvTRMewac80a64EBl5boO9fQk+I6k8lE29UU6eGZQvxHkHBYpuwIsR/cYOmPpg4jh3Qza4JwlMIToThgtVk22hmaWRZs6MIyldglh9wEbIDLaYjncAOH+6rB3IcFH0IUM/kzNegsWPShRXjpzd986VR9Q+vuWUDtuJV42AM8qTG8SvAchHq9hXt89ThEmd1R1R2zyBUM57zw/ffu6QdFh+8CEqzYXEz75ceTvvQQ8poMuGeAzAvKGAB9glLyGXwtvno6VdyZ5lGVelOznZJmnMAGarffD8Y/XdC8nD53NDXYz8dgHUQbpGlAvMQqevubE7158/CPoNb2Aajx/Qlqy9vAu9SB1cfeKft9KFT1uCZFLRV+2GojPWux2IxEcmA9a1LLXgWvO5dNY2jvWtOgRix+8ELoOeXCzm0Un530DRXKNeiK7aHSZjli6XzSD+9bCd8p5UT8qHx6E/WICTm4dXXQPJv7YZVyCE2eu9MYsO7DouyZum0+R+TsnPYqzLlqyc1j4RikPq+a1Dx4T/qw+5b3uJlpNDqIYyAqMVoqlzt4HoO9V8vuYpxlKsP/SRyvvZ/Ac5PsSy/2+sg8p7QCkcsqlR5gEJKwYRIfG+wguqmCujpCtZZg6QSPukS7TZzHuW4SPKuUPsoT71riOD1io+W+9Z25lUHv8igMz3QfqHHeQl6XdnsUgf98U4Lm1Kzr+Dprekd7mlPmFrPHzmKNuI+RkXl2+1aOf+z4dnIaXGs+1vAFsXMQ/wGe/XjOd7oq76oil7CmJ9j0JtOFJGd9HL+RFjhwbAWlxyQU5i/isk/RcJL1d1RyYAFxbQZrn0exD1w0O2Q+euubMfxzhr/qEALLM5A7YsXOu9UGTJg885rvPeOdZ+jxM3prSD5CBr1kazkpaYsJhEg7ZFXm1o/fBjt1BA0c6zRdyZQ7l0GwEOd93L/Bxc92XEdEx8U2HcAdRsvg2lXAnrAmncPetw3oWKHS7kAdGj9dtznOIke5RNDn2TzkDXFLgzzjEDQlwwAOvR75Tav5OyhxVvotoYhYcLHK79XJfGTsOdC77YWc9k256FQ46AnANqEunWp5C0PQdlCaOINPoAtZ4/sxZTui2BT1we76GOJ5j6aqXpwdj0qX7aW4ooW7LwN8lrR8N419MUJ8rTHJrqHvoClmKqnmkQMWd5lTMNsh+30prWd554ndf+Bb3sUKf6fWcOAm+Q58S2UM0VGZKNHtBI7uP2XrRECmyDHOrCMyr+/F1juc1L+die7b5EIahbyZGHczcMl4RvSko7+0+KHkZ7DvTaJcWfB+oh6iwupLmG9+N8kV0vnpwbsb3gf7G5gNx91HUps+xAvYt4mHkAaLU7lvK0rr7cFNx3Au8rOGdZRjeJLAcpCq4l5NbeRpP0nW+NILIXNdaEruTv2J431prx1zxklR2xpRviLIDALTX6jr/4RSFvnt+R9DohRd4FpduW+KA5F158TmZP3XWnl1gVaiSomsNg/gqNNQcuz/0XCF066Q57IO+XjmdA9/vOTglaWi/Ac8ODMquPS82oqdpVoaXiwL6cyi4WZvDLvliwo50Eb5PD42P3fYv3ROd+d5N6g2jHUQeuE28vqY9XZo7mDuS5hFWg/tWsM+7z0m7fd20+LA9cBFwQejk51F+6+pj7OkNmmgbi0ydo8oRK+YvGi5Yu+J8irpR8KE/XElhuVopq/M9WR2w71kIHKMjXhJAO5MSNxM3PMEP1g7s211btZ+a3Z2yOzmio0X6i9I6jzlvmN9C9QeiuY91bfYcvbLrHni0Y4TmS+gRZ3BjN5CHD+BGrgd6px/M3bPZ0aPy4pn53AN+a8Z0qLJcqbghzAOqf18sE45jyy+IT+eBapSnbYKGtBnPIV6yMKmTw3XBIe7rB8pR39okGkemgYO2oWJe/5OOkwvrBqOToA0VpJG7fT8gzpFC24X0kPP4odtog4ePcpW6RmVOYj264B4kz4/RHOsJ8RIQ7wwIWY4AXS9UnI67MMdy4H8x6csmQYLmNjwUoo16kOE+gKzjyLFCeBm7dK2zjmcYcFN8Qw48aDkgttfwNWk6RT7dwh3GO4s+Ynik8guwFyA4P87L9Da5HdNh6jDmV6lXJHNyOrbynoI79imXyNGZR3jjCB4YAq9L8jSAvCPAR5vXBTv4iEGVh5x5TL/vcE/Ax8VjHnDZcslsZ7FnImw3tc1B/MCZ3bW0/Snb3Sm/A8JHMkct6ELNBWs4D3PWLLfhbiLMAQJdpXm9eR9brN6DjD9G0b2EPegMNuAGesQB/PR63s7TyS8ZRO8GzaOLai8uXx2BPneYunXVD12XY8fOSB78vhgHxyHKy0ahrIs5BQmrCDSEF6U816LdIsiBuYermuPpFegFGYjF0OSXHLBst6QyxpLe8mT7jvRv7/v84z7oZZ13lsftJo//g/gpUQ0MbxpZSXUGRL9J0w73aV2S0E6HUPEypFdhLA/7p2yuSs2KQ0vt4/VWRWgaCUQvx30DAcetY8TmMnbpWGcdzjDgpuiGHHDQckBsruFrwnyKfLqEO4x3Bn3E8EjlF2AuQHh+nLfJbXK7psP0YZivUq9I9uT0WO09BX3spy+RwzOv7MYRPjCEXZf0aQBxR4GPNr8Ltn3+C99Y0qFEvcL1A2d2TxJwzJ790qjvTEG4cdFzoJR4PZx2+pF2t452VJJ2EaCfi2hu0dAHWc8rKadzqNzHj1fFfXKbYqD9XDVNRbBQXxpAa/0+P1QLwlQoOjFOJz2M+uZpBZm/7uO28TyA3ERYhwZxF4aY49HsBtqf7utAM4yISq2nNBb4++OoxW67W/fqLeW81gnxMEhLJZ0F+sU58b6JoNmDaJq4hvC2odKOxJ+KI8sXWDI6H8gbp3d4IrhOeo74x25zNNbReHmTjDNf3L6YMPdRwnQgy059P5zop1QO7wNEH4ccS8bLxCWrctY40wk38Tci8EFZttehOYU5JeY7pLsvPsI40oZSLxhcOPn875yw259bQIe/w4Fd/V4IPvl15O+9BDimA19SuDMG9oYqpHDAga53Pqds8s4IH6W8iz7zORG9idTDrXXtBx5D1Hsr6McG5Ut96GcEAG4Q+wOV9zWd5Omu4M5kO2LY7y44LrTQz0e1NyaAA6b4/orXNadzTWTlGBCLeCU3GIaNA4PY9QvutJkvVCbvnNxRyr7IMjhnGXjLcPCQdSTCF8mAypqAchiDnxYsM2Pg2M3+fiCpZ8Xcl75ViB3UKF0k6H7WcarvRnNlXYleB6RDdIm5u1SC5+IDfG7GvlVhOlSYueq6w0UZrxgMGvpwmU5wSRzaTy4YV59f4e0h/WGEupI4nEcMSISDrU6zOuUYn1D3q4kiyhEwkRmJm8MA+kUMtFIuZJx8mYjPOXYFX+kplPHBQlvFug8/E4Vun99YlIdL33d6cQSf3H50+6eCwlyykRqb+0BN3K/zrOfy87sVcWvYzMULH1lNOmg08gtOAF4yIr+wVZinWNjhArK4505z6wFxsB6uFs4zW0Bsudj3Uf06YDxNFMfxmo/drwI5vMFmt3H5yie6GO8LJDbH3nuZfknTziJnDvEmdiPYB50OsAFfq+QU7JQS3sHuGJmPYE3tAslFpOCcyXS7ssOfw0Gufi4DPfk5nJp7t3tADOTYyBbXM2Hd1MQHbE7XFXCcoz46AjGci1A3V7+mtlDcq9Zxh2No4BKwP4ufifZNhxtAcVAleA2oawj6KX30naFzBOgRWvTLC0BfcNHPI9jtIreH8OHRr55/KaCcg+neMfLY3eil2+iZu9E36I9cB1oy1xW9kBA5bTC5m+odvSFflAbkfLYdvM1s5r5GmjqRY6LZora/19jpXLngwLYg6bmAfKuiPygGvpZrPA+Jiw6HjMTxjjBsLHGGiaYMGbVcB+tLN5h7YNee2bYfG3XypUhZ1X8gjiyj5rxYeTNnHQ7EXhZijw4OOchY+NEnH42E+wB3lt+9gEdf4x8nNBsHA7RX8b5Aq3rMwZfFSxp41j5DbDfxN7bsg04H+MCuLTsFP9XEd7A78qYjgNn5gg6cR5wLfvt/O+zwdziQq5/LQCc/jva6V8DHDMBLAnvGw9/wA7kHdND14HyKTd659FGUddETn0OCN0o9rLWufeDIoPcuSR0r6TL0UgTjmUT7xkkdRB4ogmvZ15nB0y7BuwJ0pH5E3nBeiHehTnq2vLfryYGmXKVxDfAeU/geIPoxiuYlxKEzmME31g5zHsCHr8d0p3+YuxYajqpTF3OrpRjtfh2aUsX7Apofh9QuG8BnHQNuCpUHTbEsT8XWupMXWKGz+4VQn9nzNtMNKqxDpPgLQezR6kHTHDlOHUIZqlbGQHTy+0qV+8Ey56PmxrAPXdyVFp/dNCGgyC/ahD+avIYy+KFuAhLnZ5JbC+3AOPD61ngeDH3fsbxHg9vc4E7wgR1+WoK7mPkoxyEKHzuH2OzaeNy3ClpnvoYom4op9xNdxArm1Jrm7iypnZ3N/QL1PKIzCbgt1K2E7qAMeK2ucR4QJlodPyB5Q8V22TKIdyUFHk2scb9cqNjNRuCAYXwfUR23Qy5rHGd5rjf5nAcZt1wD+qXstY7uHkF59Rbhoguj+w1e8NlZb89ubjMHALp64zrrfazQvUGEY0etS2vjZ3Yjb4xQwY4fINBcd+Y6u/C0tN5dbf1R0YqL+gw8ZM3imMzled8qwHHrmLC/jF0K9qzjGQPeFN+QcAfdNF4z4ynS6RTcYdwx6ojhEZAuwF7IE85DuX3duHDYfkDCVdvL0JMfx//dC+DHDPSSCjvjgG9oyAOm2GvYtYDbp/oLN9N3zMSRClzkmWdNuo31B4DkYqg5/9HFGPd00WNWAy8REc+Ip28kiYOJA6bAdXHQaW/gXRh01AN00QU4R823R+HDo10995KAdjau7l0i5YAAwXopc14hctY96J9JlC1pSQtNAs99qwj4GEmXmS5Rgmdc7W4M/yD1gHLqOqCdQp6ipO5WhUcIlu2C48Kjz9PnZL5N3sJ8mDic+VX6yvIn5yNV7inAYzv1Es6fOaQ3ViWlA0/wdc48bdh3BOho81xwFs5L2Y3IP5QYV19wJEzv6QLHQO0uDfSeKSTe2P0Dlfg+fs1kPGXBcIekOApuPvXFnQjhLYv2YARwTdN4LqcNvA7dGnSP9cC5hPqNSm9dgWXGsdwWEqvSoF9z30Ahxy0Dl0Xls06SmwbsQdHTHpw1GJwg1pn7OtfivhQoZwCV0KFOxXzyBWXo359ka+dfdSOgDlXgChY4R9RRA2y5jyPT4muebqOaDfueqrdNXkivr2ASuvWghjZFkwEf2mhTphgoFpyXQ9x0MZVArTOtJnOcKVw3qVMC6o58i/bhZkMmziObwGZjd3MldvTaDuIyYnfYerxfQX0pGZAG28gHG/DIph7bjjgB9x4HM9HBOTJxtoLgH326fhj1qJLvidEEl5kI/jI6B/00WCyx4r6Azo9DCpcN4LOOkTeF+oPm/DULeErOdIcxHCHGbFwA8efnc01u07cyOUwP2/wqfVX5yclxinsi9NiddomGzwyxG0ey+8AmcB2TTzO8O4Y9mjkumOk8lrlR5iGKfc21A79OecVRi6bqEPjAl+DFwwW8MTp/yBuvd3gkvI56jvjHbnM0tlPdgh8r1HntqoFyxESCh05/5lIGB0WgU4j76O2YEDht1Qi8p4APb3m9wE671NtwE3fV4ZLwyelxqSs5huAlyBkpUChYr+8u+u04ssi3ZGNwoqqYUPy6lyg2WAeUSctJGmw4jb9v/8ho+urlqc9BWKPhnJ+5/wPFMn4A2hdcLgCRv959FRHOAjxJTStBmMD7vu+DYPA41L5swp1V+DdJnIMs9zWS7xTjvUPmHGHEeF3gWc43kW7PaezDQF61vQR0H/5hmu8NyxTHIu0SUXWGSm5IVG0HgMq1Fz6NE+4SwhGFvlhcZzJxCyIOntbldU9nWGAqKJA+9KNabG8K0LsAeZhPDbovR4FDWrt5LDfJhPgv8wFJvM4QTrnNu2afKCrxkLGxw8zFj77MuQ+g+uMWwGWB+SzDuklkHGQYrtFcpzjvHR7/CG/eeQHDPT/OxXybvp3NDit4dXpd7uR8rPJ7HvLYJV7ChmeO9MY16fjAEHXdaacR9B0CHN28L9DsfIreYObQibv+msORbllUBNeR8gjHClie1c7dH0TUGUvf5G1QLq5QZ5Hy6dtYnKyHTpNLqXyge+AYrG7k8NYHioXfknIfGYPHod5lE+asyvsmmekgxv81zHXs/xTH1B1VcsROsndBCPWZhbetGxQctg9YXLW9DHzy+8jfg2OP9NKXOvMlbvxFjgNdYteBq+TN6bj6zuSOctaLmvGcRN0kxeFUXePjI9j55rthXYjhQdSI18q7WF5nsB4plp69C4swnvuQNxjv8BOuwnEdOJ6rK0g20M+Ayk7sGKZnV50t3r1vdEELfSmYk6b8Nc8s96GCtmOdkktxqDNWQTcE7Q80eq+ldAr21Ep8V0s/mqLZC/gLZJzPzpJxW79p1mF1cJmrmivGeV60e5pxzGRfUqkzbuKGVKbggCddZ7inDH53ch4hcxde4qzXt63wQDNdYYkTAd4zkjp2UXZpDn2GJXAD0ObA7nXtInn6V7hT2Y5AsP0FOMm5hXZjDDww6l6vNJynmYC3K17hU25YiVAjDLeEj0LLpHAGpT20yn2pBDVExazmSWn1y4lkRvvOc5/4IHGRaBwhzWOA+uofQh213EtyShZCB2ZyJ7vAAA7bzBef8KofOsh2L4orPQg70Gif+ZB4sWgeEc1rAP3e/fyGAY66IrzKkSN947l3etYvxIFWSgbsIIMwrXT86pkVNXL+zIH7lpsG9oEu6IpkDgb0M+o4QMG9+QA5VB3amyZ/PV+lbpRzyKJdc+Wg88NCPNLUB3dmV4j0DuV7F4yrzy+8Pd2Ksw+QdK8lGudaIoFm809MPDJsrk13BHBrl9KXFtrQRHPcNxBYzLANQJzijQ1OlYutWHUmWO5cB9ujm4rysEn+Qq1xRFm3weSQxUB2QXX3c5lzlKFf/ecu6KYUh6/qmo+Pzu6nn833YqsqyCCzH+/mO9+noXkm0W6UtEOd5gUDdX4LmY9ZdPHv/ud1IAxea4HTzC21yyMegOYCKy1qoUnmcd8qgOPW3GUZ9Tk3ZaWDruuYOtqyc7sABd75oN0aIQ5WPa+R45kKHQ/ydjStzAe8M0oivz392s5d1I2lHW7FtT1wjEyf/RlyXUmN6Ad21aIj84Ihu/Ohv72EHiQPVybHeQyJoCKzGIqIdw3CxcnMbTYTtuQFYtOdqF/J9xYBx2DsnUtrgPozTtUNvXQgIkh8bcpacxrOrrlbA8Y/OvUy9aLBFHDmSKe9gbNzD2vAyq8TNZYjvgc9tCWWMmGbUH6TsBrqDVlnuJGBHBWoJO7Vwjr2WL+EuXNmWbiR28ghwF9nU04Pg+5gKx3l4qkujoNnGLQbSu5hQOm1iFi4T5XBHz+f9wfV6q9e+z5rxLTKhYAfFza5L9AijnmkXWonn3mJviGoCPqajadIT7cJ7uhtjpgWvOB8YRx1fsHb4xbB/HAg6HKBk9MxW1d0DMkj2RnB7GSCA1em6wo6wlsfFYFyZgdE7KPr7sX7jk0SXFrnnzkluvHoPRAQXT/QT5/T7gL0o5dAf3FCcw5pbi3Qg+r5qsHWio1HNHe745In3vyhEOMbdeHmvujtXw75tJhP5rf/5x8hAAAu0vOd/04AAAD9////WgAAAAEAAADFbgAABAACACi1L/2gBAACAJR1A+phT9JBECDLFVR2hhIB7JDP9o4iFWCbxe+/e72wfDbq8NNOTBzlrdzwnA3LMUoQVtaqH6vi9384bw8uaTytKkaufCOASAHKDAgNNA177dC4XctmxLLsPXO2axutgvzl3WO2zY32gOnVYieyGZLG7UQOWGB9Jp3STvRC3TC6a61oBorYtY1VTZK7ls9qU+1h17I54LTdtVxLgPyUXW7XZmD3GO1DEiABC+1DTJRQWfPYhw7IEWHHPkTA39KOPWv5AExmz84JnYX3bFOkh2CH0i40Ssjnp97Jh1xoPlc+1ERFCFc+9BYH/uZDkVlZS3JtDtuDH79cm5WAp2WudfsD5Mu1hjzMxLk2SxqNkY7PwLAErw4OrJRoxJzoxgOyvpxoBoiZLFdOxIJT0ywnusqDkhPlQlkQciKdrAyVMtdm0QHZzrWGO/SY5Fo3v6/JXJuFQI6Za3PWhiKvtGzzobc39jYfato828iHXGb4+MhbeTZF3t6TZ3HWzjZyobQQe5sLnVE10LLNhbYPUIvyoE7MXDMP2uP7qsyDYvjp9eVBXASCYJhQ2zkWkpx1kweZJUE2xlIFYa9AsSe8WBoOPpvk2B80Rmk5ds8BFlIPgumj8XTnQdwEfv7yoBh/WXt50J44qFNTaHtE6MxKKD2UxWHLpggiGabe+VxCuMDfrLDnJWCf2fhT0GuLTsxzKGWQjfMc9pGcNVbOnjNkLktCnnNGl6NFJUeDnji/gk74aufXQCtX8NUDoBY8xwF9s/EcZ08KJ0UMnCv5u/ucxdg4lZtvfrX1xNR2loQ8SLLxtEw3BZwe9k2jTCeYQa3KoHqoQDWAGuQKVXInK5xXrTlVLahqkAifK69ufutQnbUMizUNIxmm3vlcQrjA36yw5yVgn9n4U9Bri07MFYBgk41zBUkRcgUcAjXPcgUW8iBzBTFbsiTkL1OkMtR2/tJkCtKdv7zpifMXEmhf7fxlgKp8M3fZxIqhcnMXBnq04LlLCRNsPHepjs9iuTRRcvfJpWZn5O/ucxZj41RuvvnV1hNT21kS8iCzJMjGoEpSa9uDNrl5bT2oiaIw1YMiAFomG6F5UNE/s7F/eyMA9vm3AwtCa5L8jH3o2UxW2IdugRE9azFK0zmqF2IL0cuWdDiXDhkgGeYTFRnVOz6twuxz+fQoLoTLK/pQAPz16qs1a8+r88Ye/Pz59bWGp9uveTgCiv06C5nZn1+UCqMxSvOLeujPJn6xHa56ximiF9eB1RKd9oxZaWR/nnGKcyZbwjPiXk0dnnGaF+kX24lZU7+ol5ahWvpFqRiQmH6dRc/Pr3lAfln69RVHPsWr88Dqq44W3Cv6eGPjPj3q4Szm0yrQEhUdyV+fqD2y+3g0ELOzmEe/LLJxjwhWPZR0QuX6wyhurunPiI5flf4Mxdbr8+YoOWIgL71ZRiO10put7awbb3iolvfoDdVkNMHecEQC2S+Z3wwa7Q1r0tZKb1gt4VXkDYFgwlNvOCLQG6ohYKTDGx6mmfl5s5USkM+bZTBaenMUsR8/f4Z6zFriz4iMh1EcDiUDEcFu0C9pNJAcidoGJMPUO59LCBf4mxX2vATsMxt/Cnpt0YlebwApsrHX29n1GlTzLPOUyGVJ8Hlgc3kTcki3x2vSpCf2eFlCvtr+TvNDvunvvpjsMjG14N6ugC027oEgNjiLeSDapzo7PfJ39zmL+TlFOzZO5eabX209MbWdJSEPMkuCbOwWhc7N/eP2XnzjeaMS8SY39YZ5BA4pD+6BpbgcInFzenI6AMg1wGOuqHJOEQidCqa6FxmSYeqdz+WlgI4I4QJ/s8Kel4B9ZuNPQa8tOtFjaeJkY48FOcUycohF4srTnCXBX8VAtIIyhXR7qwlYPbGveqL8ansqFhXyTT8iDEjECi8tuJ+aGsHGvRSQkbOYjwKAw+7jnxYjyd/d5yzGxhtowancfPOrrSeOgXRT21kS8iBlNM+yJMjGM+hEfzQCbW37oy4sXlt/9CMPU/0R2yMpeTBC80hmbzb2SV5YAPu80oRHr1TF52fsPyy6s8IexCEk+OuXGBcQwuVDTGHyuTyTgy31jm/qsJYM804sNngvng7JMFz9mKnewRm5C3wuvLGNTQgX7ug4Cf7ikQtessI4mwonBYbM8xKfVH8C9uGVLurM/PD2JIpPwfDUqwiNxjMV7JGJcUy3F+ZaWhOMuzsP8xxxt4VzVgT8MifdnuyCtMQrXczp8eGTai1flLgUmBx5Js6mukUukDo6RmlsW2Pk6qkf3eQtPP2iaO/B0TA8zjbw85A1e4sbejUbaNnihAzgqEV4k8iwPBMPNE9+UeL7YxY9Pvw/wBEDeYmXX0RSK3Gyy4OsCHmPMppgXEzFSPZL5jeDRuN97CbWSrzvTeNVhIupioSnuJjKA7hf2YgRGj4eLGLmh5NdbAD58PILNv4fjP2M8f1xgqwwHmiuBH/xJpExhHDhhAzkPhdu6J2i3sHPQxglw3A0jA88/YIr5pQM27qcBal3tt5I8OfasmkxCuHaLllyBfzdMrpds8LbziOe26Cxy/OSW+X5AezjXpgGmY252Dc17pbsyacgFwlwSJjK7RoJ8dpyvVbMDqxtbpSTNHQiV0pMSTbmRjkBz2RJcL1WBDXPuF0jujxILhKgXJYE7pbMiQy1zcW+HQDp5l6YXvXE3CqPzVeb26Cxm29uO4+8xFC5W8a2Ry34dskSJWx8y6a1dhbbeiE9d5+tC7iO/C2S4ptg9xkTHo04i/2dt8iwcTIQO0gDLTi5RtollUvOuyCXb5IDc/JXmzzpu3pi8vuJYwykuxwzGUZtl6dbhlkSyhS6N3mQZR81TBnNszIQA8ssiXL2rwHZuEzEo3AGnVjmUEbB2i4T8WjitS1n/17C1DIQA8iyj5qjEVqZQleB2bg83WIC2FeOmdQiv58Q+RmTJ32ErDA5MDcDf8l5F6qEcJFrpJn4XGQgNlW983cW/ZQMGxN6AIqk/KiSYbo5kIl6Ry/c8vxcuhMYGiFcuqBgGfzVAd3mssL6BwdQbrt6Xup/5iCAffo4g9TMTxeTtZ+C4alXERqt78Fpkon1Pb4hJjRoTbDOZIg6z1Hni7HOiqD34UCLyRwgLfVxhhc9Pv3PPOSLUi+36eSZ+gfDALrVadnqgoKfvdWdwNScbeiFW6DmwD7ylo6IocTeoye2OTjb0BU7z+ytvti010DLVn/yIwBqkQ4F0CfP1B/V5S9KPTKQiB6fzl6bEAN5qUvxCaRW6pNzO7Ii5D3KaIL1NhIr2S+Z3wwarVvqj9ZK3RKPzatIt0zqDE/1NpIremUUK0ZoOmVjp5mfPjmXACCfLsVn19lrOT9jPTJQSFZYf1T/gb86FMAeIVz6kx8KPpe+2LREvaMrdhpKhumJbTI6IoavZNhnKgxU7/wuXNfn+iFWVBHC9ZeWQIC/HwR2KCv8PwzQQgmIhuflT2IiA/Z9JDEWZuN/NKjjU9Bri078RuEv2fgbBaIZRbDWPPseOnjQY8yS8I8sqI8G0yDdH0nsS0/8k5j0r/ZXArKRb/4PA4CBwBJpwf/SUgg2/kOskOAs9rtwKHafz1TYhPz9Te/q7vO9QAacxf4TCUQ2/qHYjKKSbFK5X4oQNN/8U+nBr/YXUeinJ/4jjMSguuGE2v5VQg9kSciDzJIgGyf+KyVFa/tfaR3w2v4rBlth6rf6VlRaVWsus/GvEmoAsO9T3WgywkiYiMK+qbSgFKFnVJJMKDb/ROLsBfpqek8lw/5cnJt658uJXn6uL6cigxCuHwelEfz9cU1OWeEPV5gJxxSB5+V/e/QB2PffXmCa+f23G85Pwe92Fp56FaHR301mkkz83SKEuWWoaoK/G1Se43c7o8uK8N0I595usEBa/rcXl3p8/+2Rxxflh2Oikmd+uEJ3XBNTHBRG9vbLqfA52/hyou2958/F/SBvfTqsvvd8usPMs41f1xXH3v66z6gGWrYfyBoRatG3m27IM79dndsX5b+b8tDj+3dqVGIgL//dlTdq5cdzQiArQt6jjCY4+yXzy6MCYq38eU8MvIp+HgcT4enPs8GLUmmE9vGAtM38Pp5TAoB8/+5K3J1aBD/jfzf1kRX+dnVwdlMskDUGPtev+5xS7/y6rjnJsE93uEmH3Se5H90lgWTYRzwXqnc+YlD1c/1DIFtCuP5hTAPw95/HyrLC3wya8+Bn/M1jPJ6X3ywzCNj3DYdczcbfMIQPjRHap2CY6rV1YG2j0b/QaEo2/oUgHJjJkviFW1CaZ78QnAf5C8XqLAm/0FPRMEQGSPc3HKKjJ/5mGcKv9jePVcg3vxl0wnkMrAX/hzEybPwfAvmexT5iEM7u8xHPZvL3o7s4d5+PHp1wFvuJcWg2/tM/CDTQgv/0l6Ryv2L3RL75FRPNX+2v7g7qib9a54mBdP91hTO1/ddkepaEv1aUcMe5uCGXyYP8izY3UpctnlLpyxGpVBoWTxI2/2ioKE3V3yLnI2Fzl1Yd+PGxS1G4TNnsUiVS0mx2qacaEnPN7pJ7qSx2lzIyGFu7y44jiWQAu8sERrwo9hcCyL77C1YNr5P9xaxnCaTT/rJAmEUQqdZLZAevB3zvcx+PCeJqERlrADu6dpcJHpB5GnXJm6xurKRVBqrUIkfKKjwrzpi7mOnUPq1Sm5aQnCoBUqXSZP24Td2k3VDBvF453J/V5sBQ56jIkUOVw9VzcD7eVZEjZRWeFWcM1kf7NgNd4QF6x8DSYH2w3SGaLAkR/LhN3aTdIDFHoILBIJFEkoHXC+uVnEl4CZdAesMsFti1VqikBezRxWS1O5GNEJNEEjuRgxVeNDvRy5Tvbe7joSOuEtm1fFXiuxgrADtM+HHGPIniXY0pq26qihyjcvxd1ZyFwWSW1tY7wEF7nDonyoPokIhu0KDznGjGByIWWIiuiHIiHSFtFjStodZtrM3ZMRSJNfQGxyc+6tHl+RqihfgLQfleYgryRoOX1c2YBWFp2LjROabXihxLNSR9y7FXokg59kTUhtAcSyPH/miCzLF7NZvqPMdCfqcOeRCMOC4P4q715OCgPGjPL6hzM8JaLrRFsrQGJnMWNgqcolPKlMJherHIcyhnoI3yHDYSd1aBPGeddQclz9kvZ8B5zhC6zzznrC70Lc/RiqCsLs/R0Kbh5ldQCkXc8mugBPkV/AaRXz0I/i3lOKCiaEs5zp4InBQzcK5HbLk13aC7k1vLOr+EuXXIDu1DXt0E/PuQV4NIoHwr5VUtKSa8vGrNqZI8NEU5NQiWnGrAhB851cOFmbEsmxvNxfTyyqflOumPfArYlU8Pxfk0imbgUz6dgEZOrc7YVHN7PBgbIYGlBMBkzsJnYTCZpR1rttxl82qXm+K0VXvYbJIMFEGnlCmNQ3u4e8wVXLicOcsVyFiWvUPj8pcmI8rs8pc3LZ+/kECgCFz+MsBVJdMCuctm1jtE7sKAz183dylxAq2bu1TJX8Ncmhily5NLzdCOeuTSoRddHr8l3fc19FuIYNCW/Kie92/Jj9J4Ur5BeNGzF0x6PnSLjA89s6Hh+tAaJmVz/u2AzNtbnSHL9nCjcUyvFB5USYG0zYM2xWFBTeCgCICWP6io/vbevB2AAQqtURJ65kD07CtCAksJ+FG97hYiBVvS4bMwmIxPqwAvrSn6+LHeARba5dR5oBQdUqbUDe0ZcS/jdLGNXtRLDG0rm1vzgCzyw6+vN9R5ZerrVdGHW3o0T6vQkajYeLTmE7UPdHU8GgjZd9CjX9RoSh4RbPqn5A8lBQ+jipjs/BnxyRkqkoZDWZzZSpllM6xBG1a/hkABGI4wVEszPEQzW6WYZazNUWz0eDDWnxEXDyUBl9bAZM7CZ2EgWii7ArjAWH/31USlx+NlDZniROTxmjipcZ83wWizyVFvZ8+ztCzLEqqAz5vgy+I8XhMmvKwFivjwd5pJlUx2/u6ra5d5aVdAAUAQYYBovXV2eEdrvu4FRlfH06kI8R30c4p0aEp+rmjyT8nLNbBG+U7ycjovTHg+bu6ussgPH5cjhKbIwz2gVDbn4ZDs2qFt/g3TgRmybA832mN6qfBuUeSkbt7NnSGTDsm7vdUbQv0bj2aglH+jkmqC9G9yUZvq3L9hGnHq4OGQ8Kbsch7uARA9RmAhHzeXJ9cA29IamMxZuO5FxlkYTGZpbb0DHLTDqX0gFJ0HLE0PaK7HgsTBMpLGInHlib6KkbaCYi2D81YThqqeLKlY9IwIC3ofeRErVPwh+ampKikgJFEAdOhej9S6168gGtIfEhMQGg5lcDM5smz+aIRZ+sMfdVXxRz+2G0D9EdsjKeFNjx7JvN1Ue5/kZcWJg1ea8MQrVbnQk/sPi21wkAdx6OiXGPUirPkQU/aW1jyTAy0wGd/UQX0WPguDySytrXeAg3a4QCg6D2ju3WKojzK4Ij3eR39IaEhfwe71SK17/QqiIf0hUb6PmIDQcCiD+7Es65zJkWVzo7mYXl7SHxtANQOhNDhxmLLD9eTgoAhrS2tgMmdhMedZGExm6408W1rbsmk92S5ZwrnesWV0mwAO2nYeQaLSk3MbNKbY47hVniDuhSkHLvbNB3dLFiUwiosESIfElRJfQXtulJM3rtdK490TbtcoCRcJEAl3SyYZ2sbFvq2VzXEvTLXcKo+GIm3cBo0otp1H8veHLaPbzR+I7ZIlEaCB2LJpnb+EW28kje7O1uXsesRWJCV+d3fGhP7pS/h3Hp1BA0EGYgvwB4JcIy0F5fsDOe9CFlMeOTAnqyzSRp70NFvy+4leOWbyyq083UpSphBCdKas7KOmLnMoqykT8eArZ8cbQstADNJlH7VEoDKFEKCbal+ebh0px0xSkd9P7MiTfoYcmOMg512YItdI2yIDsW/+zqJaxoT+5SwMJrO0Bug298ELym05+5v+Z15AH2dw0cXkwCedL4bmhk+dyZBFOiOdCU1iplQBTC8U+h7cFPRW3+Mjcmd36ExoFO/WOpMhlzM4dL4YTyzLOPU+HOnQHrqYvC1708cZAmjTEOl/ZgbKbRQ+OAbQDU9QUNAJzE3h1qg58O9ITUfEgKJ71RPbbL6CumJnIhqSvtgk/kPSn/xoQPk+0qEA/jAB0R/Ve2WRHnpkYAM0HXT2mgBlcboUn0F9ck6nbPScGdMro+htJFiyPHTLpAncaBzTK4VuqUdK23RLvB6ZdEe6ZVKWDW+9MsqVJkidslHLpjrXJ+fWnDroUnwAe3I9MnAIOEh/VJMjrC2tnYWXlj6AwGY/DMBCCUjGDocktuJo8OzIQjoQ6nvQ09wA+j10WNN5yJT+wPTy+kZhLjT3GwXqcGfZvlEEd4uXMzlCFSiL+0hiLdo0HIr4+DCAASCwHJaWuiFWYOnCpWAqdNL0xvECvXgikQjFhhSVhIoUoSgT3p9KF1YW+fFFFJZpiv4IIzPK5j7VDcN2aNuvErIsm+BXrU3MkH0rqsu7J9/qf7M9vIp/pbQodftX2iNI/4oBiQ2h3+pLfSuqrar116nDp7pBOGWX6zECC/2pdBMpwk8otvwsDCaztLbeAQ7a49TeTQaNf7cIMdwy4LhBuZ0BcSOse7vpfHuRCcdUBa5QM67Je7TW1fkOoin9KTHdVRZRgKZDmdwPLU2P/uM5qTlx+HdX4HryfzftAQ76dnVvdlMgOux+FkYMoi6tHcYwOI+RgbHfDIpDpcd/8xiF/e2bZZpMcSL6hkOsavwbhujZbHIMfNLc8ElnlClVANMLxS80ukFvfyEIBtzZHb9wy3u3/oXgQnG60DMxtEfZW5uG6JtlnBTh8c1jAlQy1Z3HzA5jYtCQEIOs3euRWvf6FfyJcYloSH9IP/3ZlO+jr9hFwWT3FRMP1V0nNB2+WhegLO6vKyC2QxX4a7LdsizLzNjlHWOWhxuNY3ql+ItqamnbXzTzmXRHf5GF3Ib3X/ygGRj1F22mTZB/rUjdVOdOHabscV+tU+gx+upuE7AQlfWOr9jtirD20z9yae2nf9DAZH5iHCJ6NOcs/EdDP8Fi/uiJpi+aVkDti3p8ncAPDTMBA/1QDVHc/w5T7W7/nU+g/aCOUOrtBxXbavygPwoCnf7nFAA8/6c4ALr8fyqgI1Pq48T/DHNCF/1PG5Nr/1OBtDv1/xTj+J9TGHB+0B+YUB8fVKxEGdwHdaTi8N+5aBEf/x3WuvuhGqreST80XP5T+qJeCe3DF03PfZ380RMiujt/VNTliO1vkfvp7uzSqpFv4S5FoUCqhPIvxC71XFvaXfInpiC7S1mZy57DZYIjZUD2FwLMXrBsvJgNMKNjf1mg50V/SWO60UeYXl/7i5QXqdz+ElkEYn9Ju4Gk+4s+Yn9ZwEJTlP3F7MILFg0n7v5CwBjd7jKBAz1Hu8t+A5zdXcpyuORMEdh2qWeaVAkbbGaXntgirTLwt8hZqFKriIDVsna1QwcqlhjUJUjUMCVqkQRqAEcbpo4hpj3uplOB06oEpiXY0xjTHlMldlNHJmoA1CIqNQwEdYkSFcuMaodtteyyiihYtVpRbLDuJVlHgeB0a+C0CYDjiHnFqV6vptcfH66E1isnhByqn0OjLgfGOkfFWA5VDjcHZ79y1lwJqdcfSdermyvOFMfxEqeNAk53hnWUzrp3ZEXxcxbehcJLwGR2IRRXSwnsQjhiEERIYA9ar9drexCbAzB2D+pK+j1IJsoOt2MXk0xxItqxeJFqfMe+qNxscgyEAqXzkCltw/RKsQNBcIXGd6ArAvTYgd4y7p7sWJrLGbId60NkWTbBju1qQ9t27AvLsrkdi8fm7tjFJUXc9iCZyUomvT2oG+UNYg9ie/C3tAetGdGWdiGcHF/DXQhFllD4qMcuNGrY5dmzTeyv4Z6dG0Lr7llLm7/uPkRAmfIdYh86gIxpgX2ISVjIVxaB24ckUELjd20GKWV2u5YrOhkCgSCoArqyA/QOmzJ4sWNpsD5Zvh3bFcK+oMTiQWIXg9hmgtZqKPb3he3JgWOUURTN4NMDEwqsmjWbRTaJWiAQUomQ7rtxF04ZuKBmL6sokKx0cziJVa5bnHQyCE7wstg5gYMC2Iddy/YAD4rtruUKC9CdYNdmiGINUWGtwUV7HzpgzAIn5T5EAFmLskj7yYYLliOIrvjEWKos9ioUewIKSwO79yBoT5yzxsrZc7QgMINdPQSKQRB+eTKGcT4tzwlF5tMoVA8CVLWecgUWsKBKUtAmNyFJUARAy2RQ0b+3N0Lo2cz1UH3FWV9tiHrGLB0MeMYpLJ4Rd/KMU7/YPsSJ8otSL/w6Sw6/5tHo11caZhx9Xn2tEvHzij58xPB+Pj26TasoS1Rci4sQsvBoIGIwsIg9+gWNCAbhUPIfRg2dEdVnqEZzFBreLEPRbGUb1hhWCzAEejEcYaimw/AQfIZyPIwiAoQChcifL9cYKlF1Q7uDw4DIKyKgo1uNpYkFWcUygsYiceV5aAWFWvVUaQbzI8KwIlakmJqiEoMg/PJkDGOf5HVFKvVHIw79UdcVoUh/9AP3R2ysTY+klHskM74Cik/yksArTYByBeSVqgzgPyxaehCHj36JMYhnclAAm9omBUYMn1RnwStdxDXi7ckS+GUOGEsTd1twgrs7CXHMtUM8U8ERHNNNAsdcM+PuzkHcbaEJfpljxtuTW3ilizZ8Un0FlwJDA2dTe/jhkQGAEvnDHR0f8cY2NJyRa4erHynx9AstjoZJAD8PSeOGXncMImWckEEbhj+8SeQLPNAsBf8PxHC/Mi6mckTqgvexnZTV/eB97xohSVxMZWaGw8VUkGBNwf3KScDuMHw82MAKR5zsEuHMvcbLL6RcYfH/gAzfHz/xQHNbzLl1Ocu33kggWzYtzO2ScMyW0Y277TzSxW3QaINb5QHBvTD1crFvRbhbsk4uEqAht2tk5nqtVOFGOUHClfJjwI1yYoTrtTKF2zVqwkUCBMzhbskg4GLf6LgXpkfcKo+W26CxhRls23kkiQh5u2QJ5pZNS8cy3nojpQi/ti5gTTGIIqm+N+HXmNBoyd95VPdkMhA7jVwjzZEcmAeSJ30V+f0ksxwzOfZTnm41lil0LZR91DzLQAwmKGf/JpSJeEQpcygrE/GQLGf/cMpADLCUfdSslCl0r+Xp1mE5ZvIA8vtJInnSdyAH5guQ8y6EkWuk+SADsbl/59EMY0KvAtDxz0xknAEAMbmoD4ciX4xGfQ8uAn2Pr4POhEatMxkCReeL4aj34VjrYjJXH2dYoP+ZG9DLbQKYv/QPlhEUDHQCE6FwK9QcONYRMXTpiW0PdMXOQ32xiYn+5McCnb2mo1M2cuqVUfQ2kiq6pd6oW+Kt6ZZJWPQ2Egj0yihUdMpGCfTJOQR0KT66zl67Ajq61Vu+UXjLgW8UeOb0jSJQ/B46bMgR8Y8G0biSmMozyqQ+DPAFAqtdWloKseJKFw4FU2GTpnfVC2TAEwlET/5QbB6ikmxKEb6n0k6+iMI/GlBD/ggjMmoMkfhUNwqpbmgn/Ko1CTEnLA4DIHPUPY0hGrlSWl9pjVwx+OowATq61WYwMQjCLxhYxp4cgwgZw1iG+euGVkfMCQiHAY856rxjiA9IpWV1BAhFmpnffp7NASugnLnVV0DXwxYWkFT4ZtCrO13omQZjZf5CcSFY8ckvBBeK19Zf6Km28SNVY6gAGlB6M8qgvnnsgrnFN4PuiP95TAeR8T+MmYnh//4hkBJY/D5i0BXxfCgG8dFdWQi/PnqUAgwsfz8xTtGXf/ongfSXgoH8FbteXzERcUYZ1Vd3Cb9ar2B1Q8vz14pVMafsX7TBYQD7L37IUSc1hphE+lJWp0GIHfcXP/xFGwkw/lpxunhF/IqJhkLMgI0aPqhYAW4XmG2P/1OBMwyh/zOsqcj/tCGl+z8VQGv8n2IC/ueUBdcP+hPA1AcVI7H1QR1FLPDf+Xvqv8NYZrAfqmHE+IeG/76oR9K/aDruj56QInTxR0O3/C1yGQgP2KXVB6QoXnzgLlUyKfVMAMMuwwxjRlkWDagHagyp2F8IKCvghvaCmFMHHAZU5qijGkPckwJQVgckJGUOAhlXQZBXtEvOtIAIoKN7Pa1CYFoichpDzClon/YAMlVSV2PIBHXJUZUqZiJ8AQOL7vcYRHYMZRnmFzPKqmhAFakx1GXjx+qGloKYkxAOAyRz1EGNIR6RupTV/QhJmpnhsDbB7rAVUM7c6ysgHYCO18P9ikNtYQFJBbTKCjpMlQIgEaBFBbTreQ/qAkLRcbXBrfjE/QKMlWl2MxOCLKvLQLZldAyxgRx1TTgMcNyxNGJOGnJs/IyoMfSlASVkRpkIswF7UJctA8MfET2G/1jKYibCFzCwfA8Yg0gghi/DHLYPMdmbUYZFA8qBGkNeWG/jJ+uG1oKYExEOAyZz1IkYQ1wiVVBWt2EnctBCKMpO9FI1M8vtWitgLCpgd4xdy3e14vHMzXiF1QH4eEXch5gsaXEBiQW0SgsLhugwpVmIQnSjRpsFAa2h1o2szdqhzeExFKk19CY31BTBkEsN35gmK8+mEJLF6fHjlguliYTOsIS2SoI6qQTt/QXFKAdx2fIgmHGOhQTMsT9y7NUo9oQUlkaO/QEhx+7ZPIXiWd1Q3ckkliCik3mShIHxNUNIizAVgeZKApWfH1QWMLa8JryCVSF4VTdUUTmKHCmt8K44ZXZ0+VkXzIirDPTx2Hkf8nnVJJpgkuVAN7Mn5QqzGAIJZXg2ocSrQrIBjBJJqAaYb9IkTEmgyZIQwY/bVIS0CEjMEKhfML7eE9KsbPYp9IYqKkeRI2UVnhWnzI6uxC9dgzOXZAAwtmiqJGz++JiqSauhqoCh5TXhFZReZYW8ZqwvUTmKHCmr8Kw4G+wokbhFByN4LoCmSsLmj4+pmrQaKgsYW94T0qzskBfNjq6n0agcRY6UVXhWnDFYmh4LkoplBBGLxJXn+SoG+szlraBUrSYIVT21qVhciAKg6GmRTXPlvXhpEqh4JxbYnx++qQPjFATP5OCbBsGHmNLnlxiHUFt4EIeSMLj8h8VMr1Qlg/eEV5oQ6ZO8OqVZ2SF/NCLRH3VxetH4ox9G/ojtkZSOPJI5j8pR5NjYtsPRUUrkAhc29W1HFz6pnuAupo+HDu62YMbdnWccc02NuzsRIZtwt4VD/DJHjbcnU+CVLuwkA8An1aBSYMzY1LnIBQscHS8b234wchtQP0JAU4WnXxxJ2MTRMHA/PvDzkMipGtzQK0FaDU7IAA9vEomDugIPNGvCKADfH7ckkVSA/wdoXhN4+cWlknMBONnF6hXEx4NLILu4XznMAg8XU+GTXuFiqiR7dDBZIbyPfcgkcQvve0+9ZnAxFd+7EBdTCffxuOJ+5b2qEHw8eER8xwAnu0iwvuDlF5Q7SuD/gRm+P77xQPMl3iRyBk7IYA439FLBz0OeROUocqSswrM6c9FcSaDy82MKQhoEagsYXEkkF3hP/HgHwyz0pFl7dA2YJH69aPjeZg1WAJzAPBAU1AHd6D4Yptw24c8sZJzhpQ9HIl8MRibZIX0PbnOPb4gJDZrJEDVfjHUfDkQxWTvOIC234XywAkC3OEHBsRMYmcKtTnPgEpoqHRGDloRNPbEN5seHrtjZZKpGX2wyklajP1FgVIcCSIG6Qn9UM4FRgB4ZaKez16jeLl2Kz1ifnDvzNtEpGyPQK6PobSSaUqyskG6pr3VLvDQvB7plUhW9jWSKXhllU6dstKJPzqFZFehSfMg7TOjsNaseGaj3JKo/qv3wrHQogBb0Jz9ebqr0xSYlRY66YmdhVI4iR8oqPCvOmKNBsFHYKBBsFEHaQwcPemokMRVJTH80VRI2f3xM1aTVIDE/oK6AUUASSQC8XUxXSuor7QNXDLisfs63oiqgas3V4FcJOUB1w8kOE3+EERh+nDFPokWOUTmKHL+cqDsOChQ8K06ZHV3/7VGBtxeabzdZEknQxbhBnb9vjz3gmOAKMeOamuKgPJFT4SMnajkX94MOq9MdZtZ1xdV9RgFZG2I31UBl8e3qftxN2e7UptxdaeP6eE5oeVR0eU8L8jiQyLPBizKJB4QSzwmBuytvd2oQ2NW5AVkrQofdo3IUOVJW4VlxNthRws+qgIG4OqSPx/VtyOflIJGLSTZLx2BPihVmkQfZ1OS8pcTbJRkAjC2aKwlUfn5MQUiDgMRsQ/2C8U0iCeNF4XXyF9XSf9GM+xdZwP3FD39NRv7rCoZfre98dVfwafQrJhbiWX3Fromf/pA3VVE5ihz/6AmmvxsqSqov6rl4VeOn0B+qgbPBf4dH7Cjx37kWP6vLB3V8gvmgYlri6gIf9MeljwfO/5zyJvyf4hc+L5nEAphkg/5nWJduwf+0wd6TWv1PBcBhFnf/UwwZIvCspcRb4oM6Rkkq+O/cE4bWf4evklBV/FANU2aaHxr2S3vwRb3R1IMvmn778fFHTwS4BrysDDIpetIWKlTh0WSnS1BnMDBHjq99dm2T5cgl0RkU51WtqJ50TQYZKQ14SDnVgwVtkKIi0Ry5Gk+SlnPpvaKqi4eWDYmvXQBOKq5hLd4gXPQoCkPEIcNIhBoXNG9oJ10g8NMBTdoCigBo+e/thTBKw8mYhcY4XWwjLkodsOYBZX2tob5aDWsQDatchkAAGI4wVEMzW6WYZawrqVDLuF2P18Qb46lBCR/UwBRebwcwSSuB12tg3bEx5PPA6BxwQyzwd5pKYXfeLtPtgAN57RdEIsOEIFFCxMvpuNjwcTkLaMBb8nBIQLRBkJKIXNyixPl4NzeGPO/2VgzzbzxT/0YVVYB/k4M6o/JwSHchEtjhzHSRwI/C105CVReeFF4Plma+9K6RqwV5LBJFojuCxihQsbBAZMq1bZYjF9YZLO90lXlgLKlQRUdPGieDTAEa8J6Cxni0QZaKRNlyNWwSkYKltw0ntFoKb4CqrjstGxf+iO2RlIy6PLNc9FDyHxYv8UwFYZxNjcMjFyjAm0TSwPvYhnjfGwIupnoAF1NRgo8HH8CbRMrYupwdbb2RC2zZtKhsl4RttoxuH7adR1xwGzSacas8T1zsW5iLBPiEK+WHw41ysnO9Vka5SICN3G2ZCxf7loR7YWrFrfI4cRs0gredRw7YMrptl4QjbNm0NrfeSAa2LmfbIik/7pjQM/2dR3/IQOwjco20OHLeBRvkwHwIedLj5PeTdTlmMkZ5upVYptDVKXMoIyoT8YgsAzHgLPuoSVCm0M0pT7fQ5ZhJGOT3E0bypM/JgXkD5LwLNcg10ubIQGykv/Po0JjQg8UaMW9oMWUY0QlDRKDFe0rFlUxnMmSdlMPUk46gfzAAOqCb3E4Xny4oSNYZ5NOdwDgo3NJiDtwj0tYRMWzpiW0NdMVOJ/piExL9yQ8pDwwGdCiAFSpUEdMf1eKetI0eGZiXQWaEBjwQ2iBGSdrQpTcMJ/ShFB5PVdec3kZCRa+MMqXLs0qnbLzS4v2kRwYGuezytDIKL71j5Go/30MHD3rqoDGcClVyLC196MJ1EWlf2zZy5BzQGWSy08WEB0YDFarg6ElDyCBDFTR21QY5KhJNy9UISNKOLr1lOKHRUngVqrrqtGy+vtX/2kFQcc3R4h3V5Xn1tbtxk1l6z3CDKhJVCxrTySBzFdfkJYJ5befIkUOiM+i30+WnAa8paGyCNohSkWgCudqGJCLp0puGEzothXehqstOy8aAr12ELk8sFdexFm8pFz2SwhDTZBjJqXHhyg2t28WK347fhBwuEYg1Wt7QtmtcgECGkWoYopmLHnmLt5OKK40uTxFfOxotmxRVXXFSeBN+oZGEXwiigSTt+xduPeVqGIpEdWiDeAgas2rAC5FBpqonLaFClbLxn5J2GZEpYCZ/51PbMeHz5NZBxuwvqilK4QH9RTO8qovIX2QRp2VD42t37fIsoeKa1uJ95aIHUxjiDhlGKNS40HlDqynWmOkigR+FKVIkL39oeI/mh2qAmoHFU3j4AgGdIoNZYlVZw6JH+kHFvhs+qKOU/+8ctCcxdMUP1SAi7oeGx0K+qD8aYvdHT0TlyBXRGdzb6erjgXGkQhVwT/qaQearAW9E0BiG/QXrhjZIVJGo3P6yQK7m9xe9J4nIZumt5oSmlMLrUNWlRMvGbH/Rv3YX9pcFujxZKGBChJsPaAQQuHT68VSnYYhoLnociX3tarRsVkjh7Uyn/tLbRa42wD6NUSRatk97BI3d7FPHJWoAHqhFNz1pmQpVZlCxwKhSr+0DcuSC6Awa2ek6wgMjSIUqMnrSMxlknjTgHf3gQWMStEG4RaJmuVpPkvZz6f3CCW3ec2gAkcKjUNUlp2XDYs+h+to92HO4GvAuTyoVVxz7ldOmxRtqvxJWXfRA2q8/lMIQdcgwcrWy4zi6b2gvxRrdLlb8dvx0crhAINZ4QyulxoVMGUYghCGKuehB1OKdpOJqQJfn0tfORcsmq6oLASm8B07o8Q4EgdXS+5uk3czVqjuWpkj0gB3row2iIWgMZse+aGvA0+5YPMkMMkk7dlFJT9qlQhUwuj2IjWanq4jOYJEcOby2CyKR1zaMHLkhOoNLdrr2eGA4sA8dUFahylhPeppBBmvXZpjUgOfdtVxMgsYE2LVsR7RBukWiCuRq2iSiBkvvMif0405ko5XCw1Z1MaBlY2PXWvnaTdi1jV2eXSquCbR4a7no4Q1D7CHDiIUaFya4oZ0i1jjFBYsfD56DU1ykTXSlzZK26Ycis/jE3wVsU0YjrBDUbPocSyWEhdStIYI6NYu0nwAVuWxzWmKug7yi+RV05yjP0cDp1RFG5blAnkNZwynPYSexkuestW7kOfvNECB7nnNmlyXP0bKyJc/RkGUzKb+C8kiQXwM5ZfIrWMtgVX714GQLzh4VTooaX5gc50oBijK3pmW+AeTWMi1sUbl1CC+vbgoaSeXVINS8qjWVV60UrJk5VbJCzSaHnBqE0yaRMzNCeklOrda4cTfJpxNMGbDIp1FsULOTVRS4la4NJ1EznwKeuG75kE8P/XQykCd4T8ygAGbEg0KbUw3QEaArQU4NIoE1qcIagwspFjijaEkpQvlEQ/7SRMRmnrswMABU+8uAbYQDxyqjKppBEQ9MMLBWufJ3qOlBm9pATXQAFR2/HQjAGiJ0ywIXlkUsOdtroArWJgG6oH7N45EHhffrLGUh/KIUjJ0TZRO8Lq5bpKx0d54xS62KYskzTmWhZjc9Iw41ZSDDM05v3Ih+sZ0m+0U9tRW/KCXj7ddZwJu5X/OI9OtrDq++TvCKPuAcRbBJ+bSKNDYooyh/KDnoD6O2/owIxZ+hJL05Co4s3izjiTdbK/cGvaGaNxyhVmkER6X7veGIFDW84aEOb7ZO8qDg4M0yFgXodnpzlBvWDxXWBLigtMApRWuySKXeAHo7gXoNcPIs85TM5YHV3WmCsMvMtE7xblHm/BuPf6OasobwcTlD5HQUeKsJWY9FwltBwfFWE7S+6unSU7EYwI8Iy4pYsWJq6koKKEkUAFvf1GHRMzng8iGm8PklRiFeaYKjV5rQ6JWq9DzZwKa6SYHBManWUulCrj1pIlMBpvsE5hra3Wl2WzC8zElsV7qgm1R7SoEZi1zw4uhI2djGg5E7RP2oiadfeBwN8wM/D4GCG3ojwAkZ1OFNImvggWY3vj+G4v8BGC+/qMTJLlPcr4z3sc143/sGF1NZgvuVw/h40AhOdrnByy8m8f+gDN8fQfFAs2WR9tYbabdl09LkpNwuCc9sGd3ytYZt5xEV3AaNObhVHibuhakILvYNCXdLJspFAlRzu0aMXK+VNzfKSZkr5VflRjn5XK8VUW7XyJGLBAiFuy1TwMW+7XEvTLW4VR4pboNGtW3nkbEto5vUdknYguOILZvWm21q641Ub13OUkBRFkn5fReMCbl8bFN/Z9HdgeMIMhC7gdEIco20AsiBOZoVAvKk16nZ9OT3k3A5ZvJEebqllyl0Hdy4z2UftTIQgzY1m1nO/smUiXggljmU+ZSJeCSWs38OykAMMssUuhDK061yzGQL8vvJoDUEedIHkQPzO3LeBRfkGmlrZCB2h7/zqM+Y0J9wAkOTQ9+Dy9T3+IR0JjSHOpMhaZ0vhqLeh+Osi8lD+hjDlk1c/zPr6eW2qv7BL4BucE5gYsyBSvTFpiM6FEAe/VHNZ93UIwPxdPZadYIbd6FeGWXK4IXeRrJppZvTLXVG3RJPTbdMuqJL8Snr7DUcPTJwAf1RPXbR1qEAXniywSisZRRoZhRBoocOHvQUjywkIomlSGIafxhgxdKSUhfOBJSULwBsUQ4cp4ymaAajHpgIwDqlZpMLwY3bkJp1X7d4J3hbUAADYQ0xlR500f5RSTS1KJ9IHHJWrjc0ebpSpxQm9nSUgmJ/X9ieHDhCGUHRDHofmHixZtZsdrBJ7NyMkGZy43YyZQBGzbarKDxY6eJwEiG4bmGa4FVhN8WufwToauFB0eEbDsFJ+oYhBtg5cWOCd4VOBsDrliacxAisdHJVFEfUrCXhlG8YAsM3HJKzua2xbj4wAcA3g+oMQtEYSTlKQUn5AsAW5cBRhJEImkGpByYWfMXEs5VKzSZukwj61xUOq/w12Y+QHt+4z1MGMKjZzCqKD1Y6IH9NVv7rCuZJzsnKpaIP6uhVEsNJtGKlo/ufYSGqKJL+pw1JahbzfypgNmVwwP8U37jN/3OKAj8IhBHYJH5u+hprBP8drnpgAmZw6oeG+3LHtj96wumPhr6h2n+LXM+XwS6tNsA2YpeikEZBYMTukjs12F3KrFZ2l13MCEuZmp1SRbFkpbvbX6S44CRy7i+RHK5bovaX9KVOBsIJXgPI9hczCmAheFD4/YUAAbqf1m6FNZCLSwuclVqVPCjwCV4wnEQJbtyINomhUJffGLYqB45XRlc0g1QPTMRYr9RserBJFJUgQpp840ZPGcigZjerKEBY6exwErHoZBic4P0aowC2xIOCK0DXs8J6gwtLobCSrqeoRDYhkk2HZugPs4MXAAQUxaJArIy4DhSAhgcAYCAYAAYAwSQK6AcAz8KZ8vuGsv0MBO9nRwZLG7DYXnzf+VAeL5hn3AeK9w3euj8Ybux9x4V3ebxvaNjvMwQc4YVxYDzboW8582HC4UWzf4jl3us+4wjHxn3cAMH1soGEFU2EmgNCu8/eIFzLpCaeyqbMdzIrc/CRKk8GHSKNzOB095kH2wOFaWXGpGmmllIE2xiNlijKJ7hQ5/REZCDK1OT7DBfvOGOzLjPq3lkmYt9kWP2DTM26xph4TzE4e4fx8h1hVOYCA+U9v9jM7UXZc3hJMVcXFP/kcmLfm7SPQZAu3d1nIvs3GqQDq45rA+Bpu/tu6H7U5HrRcp23fW6ybMcB2vHlwnOs74nqOLuRLzOJcnaNsIPMYEaUUyyZe4fJ2kdYE+8Ck7fPr3ZQFju8jNTVRVx2ckWkB0rgvhVsPUaCLoX0nhkSN47dBzq810sFpwCibh2w3s9K9Nl24Xb0yDsMWVxaog58NfIez5C9vJzNe/HTj6fMB7N7MKeeypLElSJI+AXWcEOzcHs1eA4vZfrq4oI4ueqke+vOsQL/pQbyzNp9o6F3IEh2/fVFTx8X3x2JH03FF1Hi5xt8k1ArHh7xushEB+66y/LgX1wFut9n6Uj327adLuXd933GmKNP8BfvcM4det+Q9lvtJYdOWVcWQJyo7jOeEQ9U431LGbRJhPY+wcY6EUoXL2m1lNajlE6R6FR07rPKZORsiny6cSafDrTJB5dissfhQR7us1vJQGEFdM+yxlz0TdaOgzEV4/2skKvzFLgXl7JyBKDWZo7BVKPJXcTcbdFXQ/itDHOrkFs9uHQrRxCVsJyXuJ/Waz1cqHo/czGfN/ZttlsaOUw9fIJflntSfWThe+8Niqc4T8EC2Um6kF7XWOoO01J0h+HL+Y4wtp3mAuPa+c4vtJzm9mIluE/k8NqyXl3KzJOrHPmBQrtvVNFx/DFXXNa/FORZ9wwP35TdMO1B6j4jyGv017Gf8p46wh36u7KOeB4BIfftXXR5nnNeCt1Qctg5cEtdVTZnIbhHxfF4BsOlpsvZykY+Nw3BPvBF3e5nZT6VnsqE+Q7rTpZAOoL4Rc2FrLHncecLiL8Zuo098zAeXsR3oVzFwOSZTi5e1j274lhJfolFdqaH3pBXDgxIri+RU3nN3QH9qGh/wUGdp9w3ktzBJ/LYQD4x3g4eBm6gI4ZfS9zPwOwUcyrbNHcnO38dXbQXay5kxTx3vG8gnFu1t7FidmjcZ8gsXcXcI/cZpD5QavcJLOZAaBjen32zCyF2YYH3DR5Y91kVAcK6b2BgnNVdtyH/AdXx8sX7mN43ZccNhAwvG5ayOGswYOCmoY3lQYME+z5r5Xdq1mTeZ7R9PDIrDfCAAVDgOYiBc3MqQgMly6L77Cahw7l+eMby9MGBcZ+t8Dt6KLF48eCYOasMM/d95oa4VPE4ouag5gdNZAG5yTJDoFmBvp+FWe+zdHLAcj+7QWDiRB+BWKRqiWpAE1egISmxQecHSMWDXATJO9o3njjnqnEAfQBYX8/UD4eUe1cMGL7PKibPk63gQTxi9xoYIio/icqDzMDa8kM0kYdeD0vFBXVE/D1jVBT/ujBC7tbA0iEN4v16AzxZKQpTA7ifXU+6x+X0fqcVrscfT//rv9M6fPS7eHG9/hmq+FZpx0PZnhtG3QENwX3pxY5DkS8LEOk+24CmfDDc+9kRe5+NkTgdVpw74bobBqAzj+4bzt7593kafrMiHqYQGruSuW/QwMBxQ5XFZYNnIzHvV3FzVnHW4uAMjE6Da7OjnRb3DYzrPjx3GJbvI+B6p14U9DXPCXh+vD9xpeWfbxTgjmsjXHa8xv0lvvb9IO26532XU+BCLiB4n2HZ5+vg9sWt4A6Pe+igwJbujrzPABbHGYV5ma0jv2+/YNxogAGv6zQtnfuZmN7h+8zzJUcpHF/kEvDc3WcswS1WAeLD/cyIFKTus4x/oGDex43uOHKs8cveSwF2VnpGtDepG1fq/fkOPHrNdV0QpzBPAck7DncLeQT7iCEXXC96yHlibqO3hx9GHIK7iriKfbLxRK3vAQEmHGdCXCouM1f/840oH3AfZAf9NQbr0/epLJvvancYGY/kEaZpfyErpnN7fkFDbpA5mMPrKtiF7Y8VGIyfEWk4KffZzHKAmX9NFTvty98hgSNhR8/IC5bWmYd2GxsPpw4uu/0RY7tvuLaPM0LzZabnBdlNw7YPDAD4GmPxu5/R7A7fYQJ5JAK8WHafK343g/tZZh2Gw8vzL/TqKhJnPrnIYh6oifcpVR93jmH4suQS0J+lnpnkTeOGER/EHXD1mu66yE7Rnob1jneniUfoj5p1wfOCSZzlJDeLHLYdCHXVfqXlZPP0et+TSUlyPBvTpcnLGft+RkvrzewwB4QOZiFz17JmPJWcyjDGO4yQj5geycZwIb2QYa/PH3sDbq9ZHPzh1Wwu8dUl/seeXPboe33QY1Lcpb3+jJm6AUkHhQOFcI3uukw8TXbuL3z3Rz7SaVwMoc5o7LLAYU55nxXsj7OafpmJW84yDfsmG5AOMiyJaxmviVNZGnufbZA4kn0xXcgQJp/HlkhEDjlN3IS7z27VHyg194li4QRFsHHawBIyge5na34Vce19Rjadq4U3RumBB/GatjmHAvfjrPjYnDSznGV67k0GtnowywZCq5FoxfsGFd59Ntpzn943QKAXAWwYxtZEjTM6o3iMDQrYsQh77zNCWKT7BgZi7X12E9bvvqFiLMflPkkgju4zCq16dpI13nZs9YcaWhcXYWvkYD12H/YZ4goTtjvLcYRKc3UQsQVZ97MR90qbaEfeZwnoD5Sa+0QpuZmEwbEgiH26b8gLg9WGh1tMwqpjrHyf0YhFYWxYrN5qz/uGmpHmPkMYGZ6QaPcNLSMtjhscRBouZyghYwHkCCGDIYJwGXPl8WrvGwoTqJcxXDanHBwRkMwZldv7JYRCpCbIPtf18VjZ/dm0MdTCC56pq+REjs0tMHx81vPwaUnRv581aCrXGGsy4hR7Jgt3GApy4AizQJ4uMAJyaEiWG+SglUHz+2xzDxTU+wS19jimXHZewtBZ6Yyiv0ndGJKDxgEUuYa99kOc4iPvGDrierQgxAvYF4w6L54PzNuZ8yDSVb5LyOGYdfeuCMfZ0y/ly0yypCApD6iDbGnKkdOl/R21PsJG2xdYdeI8xtvw9gLuQR9eiv/Cr67tnBNh9+l7K9kxO+mlNXIGWr2RKB+gIV9/y05FRHc2giPHIrxwEZ250jchwmGK9bqaDqkS9cfZoH6ZyZESYv5B1ouhf/0VPcLYSRdY8A+fQ6bba0g4vMjJq2vbdHLttXugevdttYBMRUobhb6fRRp8bcCirIAr6X0WMjrjULd687DAI30/Wz2JOzY5zbNwT3uvvJBU3LlWLNVSCM8IDcRItZZQMSBtpuF+llmspz0W+zwx3bacB5aMS87x2K/ROM44SpdZnCMpyEEGWr7GWoZTrGZzh5XlFsDl5xe0xP2M2jy8EMpXV9Hn38mlcT1QC/eJoh33H+sIXQL4Wc+ZgN+U3CD6g9SBlF4zuk7bKe8pE+7Q3631iOfIQdQX6C+yfb5iug0CP1yQXV02Txph703vZ9pwrDnOXruUXGba1RkGvqHdZBnZHWgOsv7odbedyqcYjn2HgemodoQh0/cRXGDiy3m7N9rt5YzD6PAi3wtdXYPzz8Hep+81SY+5kC8tEmeDOEMu3AjiD8J/4Ehec3BdiXAK0Lx7VI44PIrQ8T44X0y28/WeVzC3gbyFkcMNHBihV4FwVdOTDT2LSt+rx/FYA8cZmL6k4DKjTM80cJaB6RsK32QIU3uAepAxt66n6umXU8yZ3E1whxExjrAi4WK8C0w5PVfBtya314Qdmg6vv5Cr64YnkpOLI/uBsm6VJgkQ3eUq4YqrBby8pvcZZA4QFAupqBe1w7lFzC1eZOz7WYt03QUyMnIYRlQvG1xGuDykj+8YtinrRYCLSiXcMV9ElFM16jaGG3nafXLMnztwpIGzsCcy7H7BS3xfcT3nzwyXfYHmfhbJDNGliHklmh4ckdq30lrJVDA/IC3172f33247coQd2y6wbO355bK8vaCMw+udfHUBy06uQY0HKuN9S906RoRcCuydWRBvnLT7yQOfeI12Xa1THqdAcIe+2/YRryOOIF6gXXz7/L15Gwj2cIB0dWs+KQa7N95ntB/7xxklv6QusyXOtM+y1tzIN5mOzAdKB5ndf58KnTJOsTLtDnPL0XOEte2Fu8Cgc84kfzO31wAdaIeXmFz41RUkznxyObDuWatj2/JLevKZevQNqepAVfI6GXlKtHeQd6M/Ij1Cyj1csIwczg+Rwy3R8LAROXBVAE7kwn12uN0Ul9a231fqLLvVG4ubDCIgbwd+yverrjF6x9Me/bsuhiDVLopqjHbrEPJQANYr0UkOC3KfQfZA1e4zM/wjBIDvE6Tgi3Ww6Qe+EfdZWAa6cEUXuCk9R+sxEeswE9/PmuYu7+CTTDhETXEYv0AgpajmstBk7DcY+n21AoVWAsd9vDjMhMyB+xIRjluUhEKeJaL7s1TfZwfBL9810FZ4AfBxqVdhohbtHC2xAQ9giIMlshSRZdzPGpL1jme2yC8uZ6sJ11t1MwujZdnY+8SNiR6iHRrpqbgpr4y4nPx9BoP7QCncp7R+3HMsw5ell4D+LHVmJDeNN0zsIH7Aq2u61yVzinYaLXe8O008QnfU2YkXKheffl4/f/e2uq3OYeUwHFfVl9pPZg8X616RqPqx0/gScH1GqbtBW5dzwOGvpWtMbU/jKRaWu+cOiywcCfGFu8AQlQh2e4FAH1438upCFDq5yL3v36uh49JjprlMXerSZ80zUryJv8GKg7oDHemaA9fbyFOm7Y4Dd4XgiL2jumzwgj0XLet8fecW5Hb92wg+XP/hBL1a3yUdnmzY+VT9Xi2OYw0cZ8r8EuUyI+50ppGv3MCQXB6oCfGaVI7TXADcnSzAcbFynykPz0S6BRsP4QZXKsDJ32dkuQ+Uwn1KGTFpvG8AxNxnI743tnP2ffble10ra91nUfh3tbTkxAi5z7zZBxShEGhnrZ7uG9pYHjdoZOCyoSrOrm8a2BgZOGjoF3yPCZub8T669xc/Hs41y+1hdah7uprJAyhBvZ9FsvnHhVVRpmvXtQPdaY3a67vanPhMUbmo1RqXkTtDAzaP4n224D3OQJnLDNd7likzbzKyLO8gg2ZfYzgJ9yUgR1i1dR9+LxgA52zn1wXfaN8uMM7BHF4b8kJ9tbB2nVwY3wNVdp9k8OPC0MsA2M7CEjclIx9032fezzVnnVMcW3fAX0dM1S4g9fznnLjb6O2ww4jDYq4irrZONp6u1z2D4bJjxPElUe4MVXdDNRwQxfUa/96h4hRodNdXOkLE+7RcMMTLZ8LjVnMeTnYumUBHTz2UdS83gILSkLSxhunEg1pPoOtsNifcA7fbZZz32F3P0Jji/YxiwgPBLR6oUw8CfzKUA60iWngWkpi4Zb4PPKA5+7j7PlM1bz3LHIXYQQik5J9STrgD3nGEJ/YFzYzzQpu3P4eHt3lXgdeTfg33iBqPSfuXKI/PeIk3iP8swtdOlP+jjI+id7zv1vuza/BtUulz6mdV8r10O8GIlR90qPvZq9czWYDjEdzrvr/sxnlOXDSHxyM/OvlKvOe2P7Zw8SXyj2dQ5Qbbbs7qMQcaoWvv2XOKnpre373DufpilqL35EE8YBgtbEBbuw867bjxrcuy++wQOKsobhr3WbIeNBdQsMjzfvlyHgki9w2bvXah7YtaavrFOY3E6y1tgc4hzeJ1dQM6yao/wAU9GvfT3GKbgWDqMfD+Mou0fTS+wryY2MNZEbfr+1kA4iAyL/H72fDOIcx90NLjJqzLEt3Pvg9nPe0mrftZCOZBlZmuJVqf3p0Ujl8d1Wpq9Bc1ZPL7QTinhYxGcfIqEFxvipNAPBwK6cUxYF/vko7hMwDFzw2tBMwekALia3mf8btxOtnI/E1bfL9Gyb3p9xlyB333DY7rUqPwfcZRDxTSfXGJf8yJfQlBPvPu3mjwHigkv46LT5/E7qqio7hd6r6DF0Wct88cedu+KXrYdjDEVduV9smmk9e9J20cQ74u+YJnGJU3/MamDrjYNb7GLH+nb/M7pz0KR9g06uKQz/f8kvzfIHI4Dy/ln6ttn/nkcmfdU1COzUovEUnPhKM3rMoDZ+n1KOIUR3vX0SN6R5/cvEB7cdv57PwgAuTwD2N0cXI0uHvj7zMwOXZ9nDmsy8ybOTPBBBV6OdDSEuRxmlGB74rrvgEciNlftMO6UryVHMN91hxyDdPD3meESB6own2Wgo8Lgl5GwOps0hLzcjC4cyz8VGuxFXHC1u7DMPF5KnLdVmqYjZHOkHaGD+ew7cxTPJTLmpqltUTJ3M80IYEJllMToqPl3rclQNwvKNEHstq1N9FOV+oorrR8VFYhwbv2C0yCE2jKDjiUF1XCWwYhZ+JMHNcdYEh0DZCfEsnfAeVHgvIXku/P0v0zo2/R7SXtB/jwmtWrXl0T5DFPLniID1SYkY4JB9sSicx9LPcNefb7jEzvK6TW+wZ1W0LkgkjKmYd4S2AfdPBvMI7fNyhwOW4Q4bpsoLhn5DvL+FTOm8wGIX0GOTPlPk6NoJqKEN3kJRLHS1rkga6q9k1Qk5faikrGapqa3DfE4/AALmDqzjr6G0PuIBJZZKbJcYxx1pcAep8ByPsNxPsMm48PgHvQYGy5T7HU6aS6OwS7L959w7NfTN5nsDuX4r6hGsT9PmHW6wrg5PeZJvwHSu0+UcUcaN7PYoLtw7jPYvlRS2psJoIclVtddLqf3UZezpRxP/ymEQ4vPRjF/TZXg8lhc4/j+AYHwRh6AH4wCzEf4CkWRdL97Lp1/gXmWme6Gbbb2AVMwWGMP8gVyuF8ZIOGarr3zIaSF/LG9tLGa1n9zAhK2XhXA/YebTLA+vczQ9LnmRH3sdviHNYOaw4vkZ2jpnSfO05Xpfusao4DyL8Ah0maP4qho5AJI8r3s3XTV8/hiqZ6WNB9BvIDVXufmZDj5iGXGVjP0iNvKk4cVAR/zYJ7yr3lHeyGIlVfICk/HyxI5zBxwlVLwgn3EPqORYiX1p0zXYsiPDqwMV6DHqDLHRB4dO9ysXadK3xu1M4DtuMlhucx3WvZImmFifoXQ2zPoyFY6vDoAtRgJg94zfdRRn2fFeyOs0d/KbPLjIdwli01NxlkSQdcB1lIe435rU4xCPsOG9kRPsKcERdYr+b8Youbu73KdjAPrw/pQlfXkpzpyWWQ/UDN3UerT8dN+mXKpSM9a5wRsZv4Da0c1DsQ5DXXdUaewj414o7rbiMcwRyRUXfB/SJR560zoLetNwLyIbBXkddaJ5tPUP6esXOMub7ktwG8IWv5A6Cra8Lq6UTxXfoyHeJIPsLA9iJcYLvhs9r8VtgDcHit1atcXSfkGCcXPXovN+SYAnYpWjvjTLkBJDuwR7wWR55aEe/IyEecAOYXYLAhV7qAm1KCVvokYqjeFgNi0EIXu+r+WHQDjVeG6O7zP2HvM/9ATbsPtMjHnkyXgPAzj/IbV+MAYfh12v30xX3XcjmKTXVdtBxWszG3IbpgKWjvG1qZ4wzRc5mheVLgvskeJkU8yICE15jx3a88xdT2LtxhZTl6j7Bnv/B4wSDcszm/HvhGu72cPQyHF+W70KtrOPBkXO4VSI6FmkuK8GcapRtl8wFl2PWo+7TL/W7mPrqruV2cus9V8H7YDREeRnawUF9lex2Tk2wf0rN7OKeOYRy4hOvkMxD5RvPN7Jve/jvAKK9FZaeXWe6UWUes+6wedxHr2Z54O+ceglpeEtGHu894kz9QtfuMAh2XH3Oay/SllJw1n3Hxm/gNUw7qHKjoNffrIJ/CnjrkjvtdEY9gjiBywfWikfPWWaFvWzeBHrYcfNRV29XWycYT9ffUfTbEsebHDbrVJb7uGY3fyHLTENkOfDho8FauneDUnWKwfMe4w6ZzJI8wNvsFBsI5q+zN3F4LPtAPL2V2oatrSc785GJn72Erjr1Ul+EvzSLOoGo3F94QkR0oyPsV11fjUwtOB4I78+5S1iPzj77M/XAXQ/C8fOcQeD/85ggPy3dIQffDX23jpPxPWtHU96t03NBg/7KhufsZLfNGuZsGHPcD8h80uLavJaHTUUB4h5IfGZNdiPcZvjpLlNsefBARdqGKHuY+g0X6QBXuszR8XHKM6Zepl0L6rHFGRDexN0x1UH/go2uu14VwCnMKEXfcu408gnXEIeIF18VDz9vPjt62bhQ5bDkA4qoU/uS4dC+5z4g+Vh5nmr+UXmbm/gyHfON6k7Hn4hxkmPQ1hg15ip2RO0xQ+AhTMH3BkGKeX9D928uFObxoea4uKnNy8fbcGxLHrl2XerxnCokbQe6BSv71LsFTkvxOk+xItJW7cJScRXcfFLdk5OEnHl5wF5Xog56sCcL9YpRcNgRdQ2asCfV/03WX5D5lmLb7KNwx5BuPOqTcZ9gsPF8IZfcZZZ8OF1pZXC0wju+zjX+g4AYbkSQYyUCLNYHus1PGfafqfVUigqm57zPMu+85o9T3j3gr033XQQXbVxXgpA2UnYwvxVFxX1EXyMmYgwaPFoOrC6Mw8f5hYtT3WdOWnxW3eqXhUoRxbMQOBmJJ0IPAOGu3u6l0cBB5do1Xfkph5I4XzLUxIi6kJO/Dd17Bt8FuiuB9+IcucBW8azbdh/+0mn6PZc/MxyhfukTQVMveYIMimtJY3H0hyLuleY56n3qfGW9nQbgNGA5jQ9cS4MnfZ5S4D5TCfUrrx4XaLiuAOgvCugmOfFB5IvcJy6jbGZreVCgxdnM/LbpTARsPjyoBqucaHkP3G0925OSckPcPFQjAtF1Dvd/4iVx3n9QQiI66DFwj3BVgSjYOg8wC+n7vZ5irvkAtAF2/naiwIvbVpOfnZKKAEBuWe5JgUL8fEC3J3w/WRCx0n7jIvugMtLnNGw4jg9ciwMnfZ144D5TCfUrrjnvHMnxZegnozlJnRnLTeMPED+IHvLqmc10pP+XEO3R3M/ZHBqpfcF9siD0vOMd0W7hV87DwsBqvCq8yTh6cDfMeMZyVY8f8JeDgjFJ/A8MvB7SD7DpxDc3TcJ8tRu4y8gi/z9TIVM+5j5sQD/fwYgiX+OoSv2NPLivUvf7wMYJd9l0KAp9h/JtVN3awB177Gro+NE9VnV4Nd6p3U+NI5dFYYU8X3Ayfr+fcgt6uv23Bh+s7tKBX63upwycbPpepwDpGsnX0GS577g/eHli2nu/0O+oMm1APjQhkHJFdcp9VvAcK9j776MdR5ZdFtM8KQd5Exn4Qv88+V9eQt6d4KsIk3MhdMX+oFSmyCoihD+yV7h89ACVkQ0KiQfGnpbgF44j/czL8jN+5ox/C6hfgo/7XxmiyO+NAk67RAdTT/cagruceOEK5n83kvvjB1pSul/yyK6LudOlNE51Y++GZhuiCi0BW/n0m0gcKcxk5aF5/gAu6AfsWDdCpDWrsHsZqFpCitFfCyKPfY8LCUd//vh2HH9hLeX1tPAXtv2sePsoEyGd4n820f3MQ3P3b/zzvZXXdd28a5aB+9w3SHtfo9nAKyTfcgV04jiCCDZML8FJpARWVP2BYHM1TBxeVA9zQ2llJDb6AHoI39qGQ4KHeU1Lkg180HANazn01KMc1J142hJ01z3XT3fIgVPmaC0vdZ+H/HbXaIwppIvaC63X+FLht1PKQRux9pQCe/Ezs0QddAD5kGDf8EJziEBvffV2BcTZwPxsPb6vAga3yUgtytIVjmJ56IOpJJgZ39w0EGZ/W4OPL26MHHg0GFw/hBfXIqkb4F1Tk4LHK2B2BvxaWGYzI3zWGR9UAwKlcoB3JTFcb77MZ/oHy31c6/Tgi+2UI5FlBiZvC4A7a465ZOmriO06AjmJ9wXyfpf284wz5bedG5MPOgyq56ry0c1L12ErZQvE7RWvQfZey4G5mG2TlINNIJnBR0SlDuqP7KBp+xKBtX6w5RMasXt3BE2t538c+HjfruUySffImdHGQVXhNaZJO2WWy27jABbfvZ0uIcm8qmoNK5iXk6Mjie2v3MaroksDO3BtuSIBfB6buZ2K+Ru8zRTj1pxiU7ph3WOsciSOM2hfhBVYWZ//8Kvub3V4zdKAdXs78QldXkJ7pyUWf+UBN3KeU3IAuCyGcNQ67acZ90K7lGoiGoNxBexCktAvspOenzLdBsMPnsqtJ8yQR/L2AfGyyeckIe2ZKulGPqR8Qhl9X3E5T3O8S7qNKVlQ8j/Bug+2D1e1lm8fRp4WzUS0OmxrUO4x4nypf7s6igD0yQxKxLywgduB3+C4ishDX/ezP7HiGZPLl7Fjyu3H1ZiaZ8IGmg1kTs2uZ08SpbIrpncxNHRUCLy5k6ez7rE3CbewyHfIi90ITOcx9hqT0gSrcZ2kqGkQHNQz3MzPz8ZCtQ7uP4CIaYLQqZaZNmZTBlHyfcdCOMznUZdauwXnch/yGA0A1sQKH+6wJ7/Y7cwZl/H/jlOcRc+TgB1DeZJLBYNeQN5HGOznbI8EBsy+oJLAmRoK8iEmE/vvZ0dzj2Tnzcobe6cLojBtz19hCc/QU6ybdYUbkPsTWAec+q0C6nz3WfVHYlXHcz3yfecw8UBPuU+rCtbsDdkDaaeuujATI8w4IvJ+dJCSb+Vwz6Azdajasw6Gm0soh1fPo49hC8TtFIwUWqF8STEJ6yfgS8iUhOzjkJUICsgJrIOg3c/7T2d0vTq3FSmKR91k0UiT0QmGhDtx9lqUL5JR5MuErdpxFKpdbIE6GXuRgCYVPo3s/Izu+F0CzDpiOzP0UUtLN99nOe6Dg7yOdfhx1rDHsZf9Sgs9Kzzj9TfrGSw4aDqjINcxrIsIpIXdc7u6QR157AXXx2vPqfDu31dtyHlaHi3tV/fL2ycwD0b3iPpMujmGel2S9M9TW5Bx4uGvpGnNZTjGa3FV3GGY+kkcYe/tiUM/h/GK7G7i9guXgHV6zcYlXl3iAIyje6ww/RsZeKtXPWNI3WEgPxJHX8ohTAcSdJXIkj7gwoM+L7htH7oCSfpVsnR/YfdbVezxDN3k5q2Q6mxGabzI2yQczbuMaAyyfYtPGO2xlP8JK/xHn17f99rrUDi9mdRVX14Vw7JNLD8QHqndf6gGI7rLY0EOqy4ygP7fKQcUBCz0vQBAJkpb8oQqqsIh2n3H5xxnXepmZKuBvMsOWDjgHWYpuUJcM8MpGfy9pOkfCwXG6hfJPIg/e4qVuQ+Rk6oyTVv/97GQ+DwRuJumBFvFqsz0ZsN7PBjH89Rv/zSwE4cxSle6qNl63CqxFQC/qruyfEt9n/kBNvw+0mJML0kd3QmWETl6NpWBSXPcZQfPcDb0JEQ9XvC9Q0cO/njyOZyheL2c/ybfgPjsjFJ+DGZBM4/ecqlkjGS20SUOx1/2sE1dZ5rOfANzx2p57Z7mib8qGDjr8rmlVn9IavWNwoOIDaPfZlNdnMOJ/AHW4dHkcZeM+e3JDRku5z8lhFwzC+X77GjMUOsUYzHcYEO7TR5gDwgX2rZ1f0HrffHtdWw4vynQhV9dJnenkYjTzQL2M1X6gFHknN1BuaOPhUS3AHcx9auK2AJDC2X1bgbiO/kRFiQT7648SUwPv3B/CTZdVsC9+KyaPp7Iwrz2Ak6Z1jbalqqiI8t4HJ+OL5NnuFH1wqLlAlEcp1u2xZAA2yOohlex+Rg7Ium885DceE/DFuu7yDEiLXIIaxyX3fUEkTuFSEDn8fQYvyQNVu0/jBexkoLOg+JiPG+c+I4VQcicp2HIBSrBDp5C1jdBWl+oMrrFsRsPqAbSgccWEz6qroyjH94CGvi7UDz20dv9G1fqpamilnwJA885xBQWi5oI563kR+Hah5/C90MP0JLBFVuzHQImAaZhpBl4VaYeZs5O9DzEgMOcpg24tvkOIXbeAT1Z5n5F/oNTcJzOlk5jMWdwC704urwVCBloux5EOso4uJPE+D6nX2wi8DkPM6ypKKO91D+QmVugSEzlnSJe7QZXy5gESxSrldAribiK5i9VI5yj8Zls8rPG41EUe7itJs45vkW3c/SBLoyMA3B2kR4Bcu4CMCOVuB5GHV6+S46RI0SHHIgMY58zEeAMcOHUgKHttXoPQdxHL0XDLxcjqLGO5EawP8lbXNNXD3mcckT5Qtfs0HsBNFnIWd9Mnk0yuESphELQOjmAi8PEFmBKfP1bO7S9yDp8md/UogaO693KDcbm0BO6Z0eHeGGW4dWBOolBPOw8zStGN+2fnPwtZb8KWg6iVK0d1sE8t2zA4lmHiXA4GBa6jitOdLsoMt3aBIPt8guVtqmSHg8XsPMlRornHKGLrcWZc7g02yNeBm9H12KTTxqWAcfQuRSLnHAnf3AsOVzwXhYjD7zOSlh6o2vs0NuAmBnEWe8kvqewaqEEBf4eOOCIQRHbB7f3ssueF5zXfFm5hHhYcsnlV8Hrz5OEsZPd4lcesuUvEzRml4gbHVkQcsOZ9nxYG75p5R2V/IS4wYz9D51dab97t9bYHe3hdAl6gAYdhoIAGAQLIfbAPMqdzvJNv6/R6F+z88/r5O75NvX3w8HCoAb9096TaMddeHfNRgz2jGeYG83ZsOJBgfD31WiamU6xTWZrdHXsni9lRzZEsMS8kL2RuOl/OY9V063wbK/ZhfBhLTBf6VcyZnkny5IL5QM3cZ1D0iHaf/cbP+r1vKmofVEy85mqfbpEo+77gaAM3XWwOJ21+JBjQxLi8zwj7jjNaxw00lFrzEIV5H/v58FFs8qIyei5Zb4upQ+rBVUt5hrJPnR49ArODrRU0qN2Lrb2bqkQWN1PvAV/r4kr8wpCiu/x2x8Meum3VH/QRvhfEnIErmKDuEyjeQs6fRT5823j4mnPrKVGQO4CsR+BN5AuaEc6r2m+DocPFfVeD5Mko971A/9gh+dLUeaaUd6McUj/wFNGdp9T2nWTLEaT9QpV9prnc1n0Hm+PLDs+ROAs2o9US9arCPAjXo8Mgq0cpPD6PwQN439YiBehuKrpHEKgpr2pgN1LwFz4AegTQwkESrQEGqBYsA7HIdhs8oCG8L1/xcdTky7r7zJ2cZRa+KRt90PF4TVvnlGb0HcPpiPTwfgHIi9r8Oi96357yYdd9Fs3VjKvMJ49nECbEMcPyEnZ3Rpe5QZ5yzgesueti7PTa3Yk7jLp1lL27SMacE+fbZu+Q+7vKEs4pFmhSpEFBcxDm5+/lO4qpZp0vIOimuz1yPdyO/7LlZMaBWFJ27CzGeyYx+May2XCAkOOaQ5sHxaO5wwdwb/omKnrus1fzgTLdx0qj4/SxaMklJT0rnvkg3CgOHeDYNY9rIsIpJdyhuav9iOdIqHv/X7DV+dN5MbeRWxQ7jDpU/CrSNcvJxsk0uSdQWD5GOl0Sypyham+w+OJAPsg04tq5xtC0U9roLsmO/COMlS5YF9g0Z/38AtxNf3uZf9APL8x/YVdXSZ75yaVi3aNWj2VKLvGSzsShbxCVBwql12cIp0Ctuz700W1/Xai62FRZ5yXiPN6KseGhYHh1BTzpVW8oFBvkTK06CH+oKt99CI/sDbjsfDK8DRge/mqOwsn3mWn8A6X2Pl8umiTvLMojbqphB3yt/ubvM23m30eyo+N8FxLS84h6vw3U6zDCXq9iTZFe7oHvM17WcTakLiFeZjAAzrCVblDcZIa9doB9kKEgei175uk3p7L7cfen7dH6214Xv/igwAq9JICYav73kY/j9oqX6VbOgr5uuisd5EF6cAq8f4cr4Iiymb0g1OfP82C3kbcWfxg5HPwqwtXWycaTlrgnLI6xnpfkmmfIqjecsIh5gLq/JhZOW5931X4kHGHszosH6/zqjkozoi7AU92+78GqtPC0s5Ilc60z900a6kZRl8CBC3DCc9WBk3wfnMVIfNGXCyIN/B8ADS1oc7x2CXcxhnSOg9/si8MqHheiyMO+tjTlcC2i5RIl2h/IUb6fzZgfbTBf9wLCiw2Lcf4Ob1O3hbYDl5tLjfdYS0swP2S6+4jhDXDdzEaWet/NwWw/e/3vqVBhDPdt6vqhfqupYYcXssjh7jOMpQ9U4T5TFxujolpm6n0GTuIXVv3pPP/YBa9wvoS+1r4Wbc4/yAUaXrUVd5NFFnnAfZB16NeYOvw+zaa/TNmwYcOGDRtt2LCJL1M28WVA9xdS4rbGdJ9t6F0qEcfbsvEOpZOwXMORR8kofQAAWfvIAb92sxAj0ZW/z6Rax3mg+vfdos7jJKhLn3CWdqZdukFEemCQ11zXmwinonkH3b3aEakjKe3FRc4fzovfRt8e3GH0cLCriFdZJxsnXX1PMzoGe11i9AxQ0g1xnx22BzjpunKNmelUnmLedhffYbU8ekdYsF24Fxgmz9TzS9m34fYS3EE7vJDvha+u34EnAb6HcMclx0zoS/i4Z4DwG1d7EDkQjLu26FOu0428g3EHgDii6AWXiyLOW2e7+TagD/MOEV4tXYp7Uu2A4fdZbnOMVn/JNHiGuN2w6g5Q7rVK6xTSfqfaPqKyXDADw+5NTHC4znPJijzsPgNC6YGqvU9qyHHpmAftEuSdlZ5BUW4Q5x9w/DXPtSPBKRHdod2VdcTzSEuCcoF2Ea3z+XPmcfsTHyz6qtpl9pPZg8X3yn0mXx/D/i+5Amd49W9YrIke4OJrfI0Z5Kl/ikHZHbvDst6ROMKs/SJeYGN19ufXst3s22ugB+rwwswXdnWd5JmeXBrWPXflsbbkEjT5TCXqhk15oFJyHYpwCte6G0Edbbb9Agp93nTfqNendrl0OFLSeChHZpSeCEnYsShGy5aNS3RTV/A623j/1/l95h6o6ftAg+IYr3rpTn6GyW6KN5qIB+JB116RfUp0Go12V/Yj3iMIogsgnS/PueU2BEwdVg5rHS5tT2Yd3PoeL0pjxL10bc8Qrm/I2gP04msr1tP6LMOtgO+UdhQfYdfQi9XO+VV9A5RDOLzQ7vquLmnukwW9B4Q/Rom/tKKd8aTeQJEfmCJdw5CjU9XpI82dU+zoyC/QXJz9fH4uNd02wJlx2OBXs67AxIFCv8BB5hK1eI+68cPeHSd9f+ruELObnD9bKoBXAAof6z4zKeKBulJvkETmIOhUDWAhu6Ms0n1RWsMLyH1mdvfR8xzY7YXv0w6rRi6B3SPw4rN77s5jT+SAS5chP9qLqFn2xcnPfZNPm79f2RbP/OO0evPmhTcPu518ddTAqY7oz/xp0IVgo/ttz83G7XZ8v3qIBnMJOh5dNdwX9i5PUg0I4VxjzfCnmDn3PXfYtv4IQ7JcYJw5F6bzS868vdR4h5ey5eoiZp5ct8gPFNp9o0rw+1PTzJtDIMhkyIzivqlROprBa12KvM+GWnFYKA7lsITpuSe8++yPOM7AJLCXnrzMRm9yhH+QpX37eFN3Sdy+6M7luyldokSJEiVKEIKWDZ0a4VYuFy9gynnRudW4fTj2sCgc4owvGvvjxqBXKkEyioUxSXzVDFdgBK1RBVxgN85suL0+2B+ylcgDpeI+vyDbJN3b56ZciXRF6VTA5Cz0SI3g3mds9TzSmQrlVkYPUw4tMNcMx3vsfcaEfJyVo19i2uwMl803uGw5QD6n495n9v/dNzqwFxdjzqrh26ruQD27xiUOrAppXqRBIx9knYd/CoHhbnvXjjbZ9AVNOX88L/42ehvsMPqQh30V4+Th2bTuETWPafuXiMMzRvEGq+qANeG6mHmajb9ritzGewZU8QaFZt3OeZ+t1z1QZhShe6CqCAgl8GKsMIVQxzW61wiPmFrtyO1OECwQ77OtdPNcZvZK/ffRmwzXPsgARIzC3XelKxeO82bmljo+qMZdtbQzhn16FChQiCC8GOKTIfJ4/nrOBrmFwMNjBwgEV9jW2QJ32EQ3FehSjSzUbJUlBZ+Hobrpi3fefRZtPLm+ut37HDz92BRxqR/0jOBuejcKQQ/o4a4p8pTrNBrhzrRH0KMbugsWOT/OO6C3Fh4uDx0CL+8+qTq29t78PtmlkemZbfIG9jrgVbs21qS8ayod+b0uBlS+/x1Mc68T++QiJrsnjB871i+p0WeUSW8U8qBzABXk2qKnRKctqHdXtiOOXHC5aOS89eyNvHX8MPpQjXWlcfLgXILuEVlTXdpG8emNFV3bmxt9h7yDB4PzHbp3czuHkyvEA4XivoOicvaTTPamRSZNIlCnYAgc5QjJpOIFUdZ5Y6UEH44CoO7JKvM9SSgmXDI46MINIvzrgWvAMgH3nSUIy13sML3DJd0GC8QaNGi2aEDRrgAL7WBPZX7ag3nTkBeCCqAEgsPha4FiaEamMedx6TL5kpHezAMyRnhtAV3SrXjHjHs+RuKN03pOtdxnKD1QFbj3OYPdZ7W378NuAnvoULPHkY/4ciJdUNdxXkgEfRg9XGK9bjh5OBsZ96hq+V66q//eGCgNH7BV+MDsbt6W78UAUaNChQoVKlSookKFKSfGMxC0Ch4muBD4Eq2y4FDs4xLnPdLdMzTu3I8mBQDCgU9otVErcYPGD1vlBXHE/wXikB3QMtw3dqTH25hO35TfZ7e4g5qJ10w3p1TUZ4EZeYNh3Ne7zwR//hMDKOeOtKKU6klBXOiggYVlONJ9XMy2zqvGjfd4KLm5GIMOvzrp3KFDJ7JQA8vUOn2B9p38sufJpp/lYSRJtZxb04dMPfc+m53nBrKscy75d6s7TKGQQDpTlSZW53itq3Gf1awHyuW+4yhgqQR5kBKJ0/ReIOMrz30GccYJJv9+i3DCrfYrZfOchj8zz2886FJ7OzAAeHxjm9LeZ9tkF5Wi3KBoKaGaYPR9s+txlfrLUuOzDu+b2ooHFfXW9rzDQF4Ad1K/i3aUqxIecGLuKJmgo+SaInGhmO9XrzFCK8gdhldyhOV+988OdYvvM/jCAaiveCqH32fwIj1QNfdpPNAxXvylI/0Mp9403eATDqSJXL/sKdrpvN2doY+4jkYQL0h3HjkH9jZ6e/hh5CG4q4ir2icbT+h5zyWzzl2anc/QJG845gdQ19fY7tNGu8t32HF4BFu56Dyds3kb317GH7TDi/Bd+NVVpM88uZCZ96yUY3XSS0akM92oG6jiYPtArtR1D/GUUnt3inIU+R1fnOJe504cHY+NitjJgxRYOLa1HUslgPP4w2wTpPq8qqs5cCZox1CIxmFKFY5tFSZ73wMwh/3LVPX7TDB80+h0UAWRC8RGRDq9swT6Fmcepjm6xHaOiprvbrl3pVW4z9C4xip1p5jddT95L7Bw4DmzvKWiX+NL0DzJrN4zZLvPHMzy9X7yFJq7dl1GO+dhb7KoQ5Wxi213jBBvmO/+QrCh4DUmaDvFYAafm3OBvUPv0jXRoQ+h+AOV576jRP/+yhdEM6yICoh7FQIfVHAYseLhq1rcFOpjVxaYj4Nd7S06NfnCjFNvd0N158Zfd378+HGQZ5He7KLfI87LSsxj19NUiKh3nvfbb1lndp/IwAnE6B3sfIlYnEtAJrrFzYC6u4vcuZTBm0hm1AiBnDjM44pnnRoODJIiHWjLfgmZIxjLnSeWRjkY5eDS4jnqsDrbKXrQb4LeA4fmq2J7lm9dUYBBsqBXwdBjydfBss5yWzhTDvXCBWOEFsnaSeAqCyhz1hXcVgsq3MUUeeitLNwKG1VRy11Gf+6POPIgS8jXzfBCvNSATM26r54mY0ccrKBAj69TvPcgCwbsPGO+3d35sHIY63AB2R/7pb07/SUvKIvpMseNBbt3rbz/btv+7VnCx/J8bty44MaBD2UCOXx4AXLPAvMM5sCE4IrbOlvkHO+C/ZjnDjrm3C7ApUcXRXIEBBT68PvO6ea4WoqXI0eOHPCAgQejzlHCNyzpgQ/xVXQAxZo1cBmXTDAZLlc++vDo80l6PwHYHr8FDhw4UIjjAAAAABwBbJB3lq7fmHSYd7gTuOQ4PiqzYGunsoBbiZZij8qb48a00muBGb0Hyc57nwcFOyaOXfrTnJGmb2iTH7hDXEP0lOvpNfKOUnv0grrI9vnMudy4Te5h/bDb4UL2yazDLlA27pIyfAZxvGGwBnoNxHNa+0/z4zy4YD5SXfxsItP+7RU2cyYfAug9aNoxDPwlb9yZ0rqJ3ojFHYjVXu+hng7Z7ihyxOUoGHFhqTnTom/bOCw4ZPOq4LVtcuj2ewC+Y8pfJ2S4dMyeAT1vuAUHOJVrKcLT+n9xyndGp6Mh9fizau22JD97FeXO6gP3PgdDOzZAXOoNOSOA39jWHTCgXCfiFNapMuIOEumIFnmh0fOCc455+87D+vDRweWWk9mh2jU47JL1qo5fbXW62n8thCFDFnXSxIiJ8feYyI99oZeI1Gde+qZxw1NwoFh0HSx7Cka8M4RHwo4CEBc2mmca1O0aHaY8rIFf/hweX/N7fLF16/uvG9h38/hNdncSXbvnZsYBVtJQoYFy38Rp+tmzZ88y6ztrZsziLhPThMuVcNAVPwe8AS1ssRFpWa+xiBDcsxSBAgHEHbilEztGQN90tPrl6NCBDxn6kEDr8NLicERaduqczBb1sk6N8iHUcZOUAXiqiy6B2rHe9wBpx4Qkl96RZ8SqG9vyAUuS65A7RXt6srsjRx65ES4wel54LjRus3tYP+x2uLB9MuswD5aNvqTMn0GcbxiswV6DaOkSJYreOS7tahTUh1S8lw86ptqNOOMoN0035MQDdWLX2bJTbsI7IDpCO3qxvSBBziOdN5Ad5g+Tgpchx2N/i7W/ogW9oqqcONV/gUsZtBP5mwE6pWN8B3vfg1IdG5cu+YtLvSGHH9jWvj7UKd1pifydCOFIk3jhhPPl+VLwBvLDzsFC6jXWk80TVsEY+FJv+czodINVjX69Tv58GDAAZ2AWb9zYYN0rDh8zwy4t62eU6RvU5AdGENeQyKcuyDtK5JEJ4oUcer7tvtnlB36pV5TteQeH+DAUQ5WoSodqaGfQgAEDBgysQO7uWy91b/s2bFgw+5Sk/ocHyXl13uq6acsO1lKvsJ1snkyCtsCXUrp99L69XpFp06Z43JlWfBPlHWRjV1rGWUUDTow4QEGBJkUaiOHgP/PINzVuKLgkOB7d51iwcgmTWDo0yFNms664duHCxaEoTF7ctpbaNWpUF7UzWMDGAsokSCQKE4pAWWrCRK4smTBhIleWmjBhwoQJEyZyZakJEyZyZcmEiVxZaiJXlkwYo9DzpYcZuIgSIUKECBE96vw+9V7r1q9DAx3wT0HgJ5gInF/Ou92bruzBSOqK9smmk12oBvRSEufP3vfrNfn3bYiF1DDmwEE+4KqmepUqRGFCgQJFppyo5zLBTbKlii7HjmOxUX9+eY1qu2fOYMpespTSJUqUdFFF90H8R58+ffr0+X/KBzVrqn7edaaW3CBy2HLAQ7ySfbLhZBepw7uUVv11w38d8ppBw6dIEeTPVUCFAgUKFChQAkBvFuT4sfPn+SNJItA8QyFvFfswm8OO0Uts77hfWMJXHzlnP+Vycob50KDcgY8a4zvRUWt47/PBGGDJkAULFvYp/JYuLej51lndYaXSAUDq2vbJhpNdrgT1UhJcmU8239cXwwweG7yJM29pYsSIEVOMWNBBAwMGLOzejrOR5I2LfHjEuvpMHNB5jx737Mow3WAjbdpM+i5p+dDf3mwdeXAjKCC6Y+MPHBw4cLDjJjzYP0vJ37gkBzuEV9P2+UgVqrGLwGSCwb6uKGbw2PHv2USnQYMCGgQIEKBwcwYFSihxY5yVB/3fPyEAACzS853///9OAAAA/f///1oAAAABAAAAHm0AAAQAAgAotS/9oAQAAgBcaAM6I8fCPxAY6xXEDauOfWKrG7zEhCwgPd9/6Ndt7vNiRkgVNMwwNoMwdq/gmfEndq8ELfn7D5xEaDCQAUmSrMVPDzURAQMMEwwiDKFTuBQum2tLhmu6UbB4P+GZXXVdbUW42zHUS10Dv4yhEaaXxS2vcmJdT7wyAcwYeBOfnMQkk9zEJd14QIqHOFJSwdkvPM4Y8wNXHOIETxwvgB8qsMOZVMbAC9Oc+E75xj+ENBz9IhM/U624oGER/M8yjf+9J+CAUzjgFTwQvQcWcoQLGup9zWrwM5Wmx8yEo1+4eWSq8A/hbIdNg++UojqeZnhhehNnUgnjpvyHHyqgqzH8wxPHV3DFIZE4Y0wPnP1CDPi51RwLU9WIuHNFwuPKvBpDvzAbVpWbsl94j+9BzleRMORbkY5nWRjUCIsd9gTxAkkzHhkqMTbH6WvGFXvhkAyV3hAbETo6MTKKyYFWsrmCOKrJmapsJx5nGRUvEUFq3UkQGxG2y6FV4jANU65tmdgLp8fiHSXuWkN0tRmJsTlL4gWSNML0tGFQIy3CkG9jYCnhPb4IYTaszvC4MkxVK/v8GyIHissCbQQPfV5G9RxUNK1AJillDCzlLHbDh1g3yzmvGxamtz0X5kG81DbObr+hq83o/I5Us3hHoRm4CeDalpVDq9A4S1qtuxn0hTW0jwJPqrId2azjxMiI3nD2o/QOQwvxcHIENkUDDVrztQxoHwVZhkpxoC+sLQAWUoTGWcp+zbZoa5Zij/kDmoH7BY8M1fkdud5hTzi7/ZCOZ9m5MDfgnNcFuyn7ncVuuNUY+p19LP2goqkGwUMPY4gceE0XKkHMCq0xVKI3iYFwU1aiL1mi53wpoBO+1el4ztB/WoIdtgQd7VbDIzOlD6aH9JiTdEEemK+ZVgc8cwALIRoqrZGv8RyBSZXeX06Mi3pfnBWymYLe5wemKtPpSh6ssWZW6EqGaN1F0P3AHsuhU/rfDEauLZkOeBZi8X7SBXmoXW1F+mC6AC91DR3ttg3Ty+o/7YBY11MnfJsbA2/qS5acySQ39SYxDhCzGEgX9pV9/unqALLKAm30tduCMqqn3gjahEySU39sOjIG5tQjf7yIdbXoTgh1wvS4OqXjn5f6hl5ZmNfVdqRb6sCyeEvplxcGubY0dDddjXLolY4pqUXrbgJV+Y5s7joxsvVN/VHpHUPfNOM4EnrRN4/yNQ265pEcemYUK2AhRzqmZJavWY3uprvRY2bSLy+geWSqdEsd2h02jV5ZKETH00yndAzUnRBWuCn/6ZE/qjWGf/pjUxK9ERRRX7vJ6OoAtI6YBL9m3KHSG0R8ZHOFT1SYRrQAuwMHrTsJv0MQx6IK6yLDNCMyriOmQSSfsDA97fdgYUWSF0hJycMHFZ5LcWUmxMKyz7+yQJsyqieZpJQxsBSxbpYwva2X2kZXmxGLdxTXtqwcWqV1N4M1MwBV2Y5s1nFiZPxWSI5K77BvBS5yBDb9VgpI5GsZftWvmhoBFlL0qdpaX7Ptp/op0mP+8KfGmoTQA9thT/ggEAN1PMu+FJsJ+VA0CskUKLb8qYTi2GeAprc156sIj0zV16xmqBRHvqbhTYZs3vlvE8DeeLRYMy7+G5TWHQD/TQ3I22EdHA0o3IspcJQ94pgWiEOkItfkJOdEco6LZ65UCp3cW9nnYFkghTIqFzJJKmNgKndWr5d6rasticUbBNf2rBwqQuuOBmumi6p8RzZ3nRjZP28KiNI7xs97UnAk9PLzNpzI13p+3szaN0fJBAsx+mYgm18z7jc7rfWYlz6eljgeGaqPt7bADpvm41l76Hia/Ts7uJwvBf6d1eem7PeB6ECgxtDv24lKceeKfLsy3VZz7NctVqnz7ltNsq9WROTOGfnq77XGEPAvAsm6KQf+RQYKcr6QfEUzGjqeaT89ut1hZ3/aDIdHJuunZZj0mKN+4hDt16z7Ez9YAAthGirtka9tOBJaoPRGc2Kk/IhENGSz9yMmIUBVRuAjZo2xZmR8xDS21p3NRwRsLIei+Iih68QPASQO4Xa1Qf20TBMv9Y+fNqMQprfz06M1Yt3Rr2iGNgbO8hcZMCCT9PyLQLSooV/9zQZa+GrF9Of/jOXPwO5nNLUpo4L+tdyaTNLKZ2fAMQau8tnfsnFpK0zP5jeuFb3UOL7jUpOutqPvqFNg8Y76bZ1Fru2M36bxy6FTWncRsGZW/EcPVOU5shnnP645Kr1f/Ec0fwQW/Y8r5vI1C//Rg3WoNO0/zgAAFoL/duP1a2b9bRroHjPSb+ukeWTI31HH2WFD+I5LTHQ8x37jOjHni8hvXCrflPk++1fWGPZ9dgYb3LkE/lpOvdWU8RlNuYzlLd+UVJQ7l+SbomCqMUT/UraPm/L/pR7P+fL7pHxKdDx1fNIeqB12zn/zTfHIpPjvvIEes4g/Ovn0NdPwR8lGgIWE+KMZqkOldl/UyoF8rcMXBYQ5EprwRX2kKb11ODFiflEvJrKZwxeVEYWqfOSL+qiBNWP2RQERaN1R+KJWEpRDU/zRDAe4tjv+KFkJFu8Rf3RSqqvN6b/zt5eax3/zXYXp4XzSHhBiXS6flG9wDMz5S70RmeTmL2XLUa98UxRR35T09J/O8bxgi5RRM/eXrSqZpOT+ksQ9BobcX0JziHUtd2r+FKYXs1PPaHipu3bqXtbVxrNTGzDC4i20VzGccW1P7NUrGeVQfK+i7TCwVwuI2qt6l6pctlfZnWRzjBPj3l69rCq9r/ZqJYcj8OZeZXPmaxL2qu5irxZQASyEZ6+idb9mCfbqVYwec9BexWDGI4O0UxsossOG2ak7mY7ni516VpbzhbdT86abst7+EnqjxvDI/pLEkjt3wP6C4vQFi8A/nauQ86WA0tvLKrWTzTi7lQqH1USlFczaBsSaxI5rG2O3TipdERRdhwC4eiGF6U3Yr3tFVy5fWA4csGeaWDUh9hpoLaN2kklajoEtxbpTwvRovNRmXW1iFu+lDDrXFkY5lKx11wBrRgCqchzZfOPEmN65MeyU3gTs3K/2Efi9c7nM8rUAdu7UUGmNnSv+PTpYCNHO1e5fM+2+/ZzpMSvt28Mrj8zUvv1xtMOWsG+taHQ8y/at9przlcCuneS8KfvtWjecGkO/XbsEgztXZM+a1mmO7dm+ouxWhq3mjP2Hb487d2T/2bKqMRzcf7RkN+Xz/m23c7749i9bAx3PG/t3qXKHzd2/MlF4ZErs3kckPWYQu9dc+TWzsHtfYIKFjIdK3/I1DkdCMkrvNCdGyt0HixXZ7N19tORQlQ/Yfd5gWDMwdu8Drbvt7r0ALodq7d6lIK5tjd37QpPFe2r3mrvaknbv456Xem3/yrjD9Lj7d8lSrJtl/7I9GANr7t82JJlk5v6jLaNW2X+2RARi9x++zyP7j2liIM0O1GRZRt3cgeiCyCQnd6DNmTGwkz0IA1qs696DCDgL05PZg5T0eanB9qAtSbravDuY55LF2+9gEn1cWxU7mM1IOfRIC0gp1owVVdkG2QzBiVFwF5oJUnqb2IUcsDgCX9mFqth8TbuDswyVhu1gySqwkO8O9rP6mjnYwWxFesziHUxij0eGaQfzWO6wFexBW47oeILtQUr2cr6C7EEEmN2UkexBGAZrDJPsQJsQuHMI7EB0P5piO1BTpb49YHP/MT0MvBkDc4bpcVm8pbi2Zlp3AORCOVXZTDbvCI1BUHqL5UIwkoRWfOZr31zIaqh0Ry6U/wjVAH3NcHJwlxvgRDbwmyBYRA4wly2oUkQQXFxQ05Ug6gM/wO0BVraaaNw5vhpD9E0ZnfO1p+NZY4et5ZEZ0WN++prlgIUoDZWy5WveIyEYpbcMJ0bH3DsFRDZbyL1WpFRlvNyLAgprpiv3xtC6o8m9PyKUQ0Xk3j4IXFsaufeJzuItlX9jALvakPKvWIeX+kb+BRsM0+Pm3z5Asa6W/AtKZQzMmf+Ej5BJcuY/alXULPkPOyjwJgfSsgEJIOQTMM+yYwJzcu2WW0blkmsFACOTtJJr+8hj4Cu5dvQt1g3Ntx0Kw/S6+TaNi5faR74tzNLVBpVvR21YvEnk3B4uGnCu7Y6ci4WlHMqldVcBa8aMqoyEbBZyYsTMuZgwlN5rOdfyyJHQhJzbFpGvdci5+1CpXc4dUteDg4VM5Vw1u69ZT87F8sT7fMyA95hF5Nwe0BfqaejLS9XIy8uLV4pQlAoMpfxi1IYpNqkgFoLcEAZZkM3bzEtCl9eiLs+GyCxiyN0IEttTp2xdnX+LQofdOvJvnBj827vt4XIAPdwc2cN16s2sQ31ckaSoAxukpKZ8CC+vp3rK9FU2P/7qSdZf6a1ztoZ8lU0QhaUunuppUyeb5KdWWNBpY/AhvH5AqFAhJVVF9kESdWDo6dHSj803vNMKr2/iAOmZHJDwH6z8eSVIA3zSYqX38MjpkTwD8Eg2lP4oBRdvlMZ9UQi1L/JFP7wvsvRGSEQ+3ijt/VGKLR7JxkkV75E8LUTIYvEeHjchnIjxSYuUhlH+gxUlvolDW9KNrTJB9TLGzO3YQGYX3RSYvk7OFJ062Jygi5wVFKVwGzXdW5lddm5H0cuYM0m3NkfKKnjiGAtemJaC75Sj+IeAhqNfYOKAV/A/S0T87y0BB5wqggNeQYIHopPggoYK4GeqBBz94hL/EGjgO2UoXpjWxJlUhuGJYythqhpSeFyZQJgNa0t4jy8bhnwbh0GNjIkXSOIQY3OmxF2rloRDT7EX7iwOn8mIjQgvxUtEmuKxFhlxVBO1mBx4QRzVZC0ea3EgXiLqFBsRShGHz2bEXjhCcdcqgBibkyVeIOkWBjXiIwz5ViK8x/cNs404EB5XRglT1Vp0N6eGyIHvbqSP4KFYSpfI5qBiKWUXK/PsY7n9zDyL3QCr0LV5zuuq0GlrOBfmczrZpbPbfykshZ7fkYlonKWtzXgA9IU1LWgfBVu2p09ooMEtWogHFPSGMw5oIR5RrkCdaKDBGrSPAgZoONPoC2ugaJwlHLQ1q41m4I5xfkc+Obu9h3NhjuSc1zU7i90o4OxjyTSoaGokeOjpIJxAoP+0mKwVHe1mE6GKWB9MGzCzbkAX5Kli0QHPGyaw//S/GWsazkTdDwzyCsSJ3TLK1tHpfXFVtGtPvc8vaHvapCt5wFjDU6grGeJoM1ah+4G1yfS/GWqcFkg64BmcszWkC/K86GSTdLSbVqeNQf9pMIRvckuWNImRQcwCTRfu6eoAsPS1W4zeCMpEf2zS0yN9mOpOCHF02j06paMSnewHvbLwjsJSA7qljmvOlli/vCCYpLvp1Mp0TMkF9MwouuYRKvqm3tY3zTf0zSNPGk5FPTNKlUAJh566m87GzFpUv7xwruJ1Sx3ZCFksemVhkA4ciiqwiwzVuljuT7dOVslmvKKGZ8n21Em7zpKtq8NuHV2BOgn4VT8N+KnaJCQcLvCpfhSYWYeG0PsyjJoEIefEiVzTGMKJA3FMnhGqhD8cpQ84mi40nIdXoE3sVodsndx/k8HUrrH8twlf29Ol/8aTreHZbcYCiOG0MPpwNJ85W0If7gUnhSXQD0fZlkX6cUw6bZ4fh9jZ5f5yTU0VPi2/nJPILpbln+O6MFeqSSf3o7tJ/nVevRuJ4dctTukScX+7spydaBQQHUMy/521J8O/s3PDs7Ix8PHWrORshT+eljcP3+xkQ7vWkq2z+3lTdtgtpJ/3FHMFmvLzNpiwKvD6eTPfHMVtBpIp4dDzm51wVME/3hoWPGsbEB1E6ry7otlZ2ixnZj2aBbvlIVsH5CMSaddbPmJSAtvTp4+Y9VTDY/gR02zGA5h9xFA2TgulnC2cwlIDOtkPP22mo9Pu6dL8imZpFT4xu1iY3U0Q3cieLpHMLtbl5+VvXEKhk036jkuGNmOuGh7C7SmTdr1Atm7uP641YreK/iMafgWS8h9XyHX9Rw+Ifr/daJVweGVmzcB3XFpiCPUbl04wlrc4mAzxS71Y6pPy9cV80p7xf/OB+O+8y8z6/UcnnbT8UbKrCexBGk61VUHYFagKdkspW4f3Rb2UtOvPLyqjcntK/qI+zr4o4Be1QkX7oxledNrfrs5Pyuf3S73vYkn5pWy3b4rim5K+u5tV/3Rupxv53V+wCXSJcO4vWy9dLM39JUmUT839JXStQpeUnZo76bR9duqZmU6WicKS6E5tQC9nS7xXMdBI2qtXYjcoZtiMWdTwMNmejrXrLNm6OuzW0d/MuoEIWSs7dR97QCS1v4TimJTCWq2TSTScilapb6W6YTXxxApmM+7arW121iR1VwQdKCyR7tchmqvXEZbDhu7mVTcSqEtkSheL81NKha72j07WicLSO2eLiGnffkq4QXFmM3ZRw3O4PY3Srrlk6+52bgwg2K2knfv1eAWisnO5aFgVfO3cKRrOxZ0r3gV3rpZQwqHnzFp03x5iq/h9+wMpQhbLvrUCAMKJBIbkELvWLSfbZ7SADxYfLTg+7y/vA++FIO8STgukHy3ZJrkbiaFLxN3FivIZpUIXpk4bg07WA4WlLjlbHLwfp8XRDYoxm7GKGp7C7WmTdu2ZraPbhWaAsFtGu5CDFVcgzl2oerUqeLGDs9BwJu5gSSqfP4ENuIP9qiQcYplZh1YRR8hegXACgWHUAyIQkyDYyFoIvgMot9BYBCEroRycyAP8lnunfnJvjNz742tW8435+4pzfPsAf9hBQFq2raYYdw6BGsMkN2UkOV8F6HiG7bAZ8Mg45dvRmx5znnN7PvWv2QxYCHioVEa+hnME3qL0VuHEWJhzMWOQzViqcg+smRM5d1eQc4dAcW1jsHgz5dyeLl1teb4d9VKn5dvCML1svk0T63rm2w5MxsCduXa0lExySq7tA1FG/cy1ApQFVsi12yx7QVnghTx7BlpGFc2zQXdkkltybBXCMTCXHCsEALGuaY7FigrTw5BjszZearn8CiWnqy1EfhWyhcX7RH51UeMjv3aoUA5doXW3gzWDRlVOQjZzsKLrrITlI6GZ3LoImK/luTWKPlRKl1sbIOdXLIyvGU9+7UChx0yVX11seWRO5FchWXbYNvkVyo2OJ44cm+XmfPXlWKynm/I5xwqpMRzMsVU+d+5Ing2y22rOyLNnXLLsmPwFrUYOkxQlhzmakMNsKMxhujmMTF618pJXmYDIq3Ai8mqJG3nVAlVOrXKVUxGwkFNNnMip2PxlDSV/QVMbxTF6ZDraNHpiwygOwVH04Ghp4Hss4a0AAtIIR0jVZEhPE5SqrTB9YBrkw6lQ9ZTNl78EuYAUcQNS6hMSH0NaGR81H4OsH8le7S402jzaW8c8M8ettrHHD7YpzuZKWzdCJoZIjLCYiE30gUkMUSNxzUbiolo6e5kOa6ejyFCEmlRUPy5GCS1CIVS3oGGsshmBlK3BCWw1ybzdXRDunBEPBAxVYwjogagX3JQD/d2IrJyvI/5uSqeOJ5rHG6Bph331eFQ88MhgebMIA3rMY29m4vQ1y/F5NjlYSNJQ6Y587XskBKP0HgtigRzkZqcq4/kgC7BYM10+b3NO626Cz0siVw618nkt6Li2Zj7PBmfxhvJmJkxdbUXeLEKIl1rN41E5CtO7erwBlsS6V/zdFCljYLe/G4FFJnnpgahjyqhUPBDwuCzw6u3uzGWfR7xd9assEABfx/WhjCrF0zXWkUlWeroh9xj4iZ9LQIdYd9PP1VTD9CJ4OTo8L7UML8c1oKsN7OOKeGDxPvJxRndc2y4P11mkHMqkdYfAw01hzWhRlXmQzVcnxkL/FmVO6a3Cv3HyHIE//dvbMV/L8XA55KHSMg83JQUWwsHDzUV9zSZ4uE4jPeYiH2dk5pGB8nFFlHbYDrwc9wAdTxleji4v52uIn6s5cFPm83MJsNUY9nm6oUzuXAKerhHIVlOGr+NisquGfc1sfJWT7FDpmtJbxhUVoqsn2is9NtYMAf6qhFWouhya5a3A2FzbGr7KCbbKBojqSXNqRTeE1xeECgGkpKjIPkaiDnB4eqws+/xlgTtlVAbIJLGMgbGIdRkI06PgpWbralti8abi2qr5oxRZyqEjtO6uWDNeVOU8svmCE6OjLwqhqPQW80VlzyMhqi/6Ec7XfHyRpTdC8t4oHfZHKbR4JBtJj+S54z08avqkxUmvBCnkpuznP1jpqzH080wORvgmDo7eaYUGPzbXcKScAikuoMZQCS7ptuOmrASfnLzM+VIAr0xA1fGcgVte4XbYEvDLmDIemSnc7chAjzkJz+ya+5ppcU33CbAQoqHSGvkazxGYVOn95cS4iE+B2SObKeCdnFtUZTq8U8caa2YFzgmqdRcB56yQLgfiBHBHSiw4+0URzhgThysOqcQTx1vwQwVmnEnlDLwwTQXfKU/xD8EGjsbP1CwuaIgHonHAK3444BQS/M9yEf/DAadwwCt8eCC6Dxc0NIKfqWGqGlN4XOkXZsMSDe/xVQhDvoVBjeQQL5DsIcbmkBB3rSrEXrgm4vAZAGIjwipicqBXHNUEUjzWIl4iwiI2IqQiDp9NEGNzRIgXSLaFQY3YCEO+RYX3+GzCbFie4XGlAmGqWtAQGfAteJhbBxVNX5x9LAc4i91QNF+d87p0gk+n58Ic8bPB2e1NnN+Ro2gGbh0Z0NYsKWicJfAfjxr0hRx+7zTaZ4GMX4oHay30hrOougVoIR6ffS8i0ECDQGifBQ2eNKEv5FDQg8ZZAkJbszLRDNw4zu9IBs5un3UuzA3Ped22s9gNwrOPJYlBRVMRgod+8SdokIYKk8pcJfhU+skgMAuzABA7pOozUcxCclURhzgF7kXn29sErzce7BvUm1rd2yEdHA0XuBdS4Ch5xDFdiUPklGtiknMCCUTHAXdWDXd2b3hWHnhrV/C0wJmdcuBpkbuzi7uzetOj2rQZTgIUP3FI9id+2EEkokFM+4iAbJ9sgh0oAj8d/PQo10pCFI2hJ4M0VphW5qvG9eKJAwwO4CY6IAGk4CrvP3pg+o8z1iUjThz4jev0zEyErCetP0qGNW4ixO+tSAQQT+aPkmVlEfzRyagd5f/OQwM/ZZ5MzVaflC9QELPql3oimqpfyob7pt+UtNQqwj+duxBVtr9gFRia3F+2qIM0U/tLkkvMKTPVTs3Hgk+knwt26j5jh4nALDUGEFvAHw+t3/vQL4XMeoQSoG9dgr6XKr4VeHtPPhRimYDB4noAAYJVSr/udeDGuNtqsT5YqHy03Pi8vbwPvBeAvEs/3hfur4zld+mJFU0U2hCUQRoRmCLMWIJQL58PdmwFZmO8HxCvASAWgT8eNu9FvxQQ1iWUAIHrGPS9YPGtCPLEaW9sqEhiB7PpJRmXoSD4GrEHbUGC5LpiD1LCl4ZwI4JUhAw9AKiyAzVB+UceUAH5BQrBUBJaASpUExQEJ5d7rd65F8WTt+/BT9gIF5NraYTbvuLu3CF0XLW67ahNbkXT5VbCE7l18S+/YsNsGnv4aPNw8kgmAFJEDUipLZB4E6T1UVPxMYj6kdzV7lLW5hHZ3sJwzJvhuL029mhjm4bZXGfrxralX4OJLHlGIGQGeMYqYyYFr24h4QgFvwhlZ6HjF6PAaa+odpT0ilBOenw6HdYY6dPZKKUI+MQQ6bC2kEUohR4tFmSCagx8Q+b0LbODMlMb8XlJ5nx8no33ZhEFbNV3I0b4uCJIXg/XqUCTEw+X07MF84NXVK6eYK/0GK9KWIUuWoExVjm5+qIQi2bqIr6orKXMDvdFlt4IKUcP4pZXN/wyhgx3O3bBM7vkcE23CVwKdxHnrNAE5wQ9xDt1LL5Q8SkwRs7sMuCdnCV+oOCdOtJo6TicE9TwygrOWYFJGqcXLoWbVjGJa7qz1DjbeGaXm5UXdztqwS9jYuCW1za8EsEoPjlJiUu62cAhxXe4IyUmzn4BxhljcuCKQ9h44pgTP1TghjOpfIEXpi/xnbIL/iGQcTbi6BeVaiok8TMVAucLXNCQCB6IxgGvGEH7eYIDThE5s+OhcWqK/1k2wf/eEXDAKRzwyhE8EI0EFzRMAD9TJwQOhqlqeXhcCSS8x8cgDPkmDoMaKYsXSMoQY3OSxF3rWOyFIyIO0wAVGxEmipeI0uJxFk9xVJMjYnKgAnFUEz3xOIsV8RIRE7ERYY84TAOL2AtXJ+5ai8TYHLB4gSSLMKiRozDkG014b68zzIalh8eV5DA1jcoQ+e8teEi0N6hoqp99LG+cxW5MnvO6c+fCvPDs9lTnd+QUNAO3WQa0NUsSjbNUAX1hLRTto6ABNNCgDRpoUIv2UcAFfWEtSw/amrV4dnsO6RbnwryAc17X6yx2o8fZx1I8qGjKI3joufTB9AG6IM8BHfA8pP/NaNT9wCR1JXpf3AJ9fhyUPHBU4gc2+TejDXgWC/IkGEwngHaj8NNkCN/MS5YUNomZgJhFmi4U1NUBlPW1GwS9UX9sUqJH/kigOyG8oFM6ovXKwiG6pY4a/fLCrrvpcuiYkp96ZhRd84invqlL6ptmHfrmERdd8wgWPTPKFR1TcovupsOhX17QdUsdWxcghugR8WURFaoRLdDYgUOHIO0iQxtGZCuOmNBIPjE8WBggyQtWUlL6oELLUtwWEyKTpjd27OPiqYQaiq1DFJIq5MO3FLsJCMTBEHphU2OIVD9GqNolaJyefiuktplagW8F1tOa4WLyV30yJw2/aiqLKyMDCLEgEjGgCoBxRk4P8MajfYN6O7TT0amQdlUlDYf2U2mH4ezlxUxd5MQMF5Q/b4bMyafmm4FoysgQQixI66dlDMWCTvzEIduqn/jhwhg4h8wJyLLMjmymRvJS/YhE1jO7no+YpMCP5UfMgkJLy33EtCsfEbDt8xFDHX/iB56fOKTGyvvTMoc/bdbdqn969IZF9yua1fiLDBr8RSAm1N+tWnExymcsd2H6jKY4Q/5arpHCZ2fIQeGz/6XOb1xKofgb12on33Hp8DvqOuzf1lFH/jaNveu3G7H/ceY/erguRWIg/zYNfcRv6yh+Rz0HzA+28Dr6xSfteaL6b74QCPx3zsDWH50ci/ijZCJ0/mgGqtAXtYL5RQGrIb6oD7S+A1/Ua8nni8qwvPyiPtTovijgAjD+aAaYP0pG4o9Okn/+Ox+F8t98Vlv2J+2R+qR8gr/UFyFwwEuojsWdenY2qaGK4ax6Ncb5Yq+iWUi7mrJXC0BLu+1VfQfth3Kvsqec2QVA45TUTE1kr1YOldl9mOECcq/qZE48WRkZosSCsGJA5cE4ewpLr/gD84JfhyyyWOsMF5VXL6TM7pEuix0bW8YahE9qWHnVOB/VVFCmcX6lXVlJx6H9QDmzy3D2QjVTGymze5rh4gmZk3cMbCMjw5RYUIkYUAbAOJMKS7cIC0AQ7IAzmD9/cRHM9hVltzL88CX54jII5tFgB+j7t+0YFsA5LN0F42wqBhSR3ft4RCyovHvNT6zGwBTInIJmuLgss5MyU++dvcCc2WlA+4mClp7bvQ/SrrCEqamoVOOM3L1mKFbf3fuYpAZh5XbNwsKRnf3bfrSRuXOjgvtGjdONBEQyKxypsAdh0Fl0bWzVNQgpa1j57GAeN6fjDiahxPvVVDhJ4yQg7YpK+g3t58mZHQ+NU9NdaAZspk5gF3IwQJkd0y5Uzc5wIbmDs5A5ZdjBklZjYO0O9ruSkUFKLChrB5PgiwEVZAfzRIFxBhWWZhEWAOABgnsQhjOYH/ziEvh1OMAXYJKQVS6Ug98Eu5E+XSKbXaxMneyS0vb06SvWcQCKHDWudgrl21Gczyk5F2uBvSUrLnG3nIspRiXnWiJJyrltrHPO3bdy7hAYOVftrkPOxcoCzrk9XPLtKIV8W/iZb9O63Pm2Q5MKn5e5dvS0i+XOtX1TXSKZuVYAsUgNuXbb3ZzKs2yZbqQ3z54xkA0yY6t8SsmxQq45FktKp/2TY7M4Otmn/ApFh8KSaX4VkrNVlF9d2Dzl1w7dGxQ18iv2K7c2UMOzmFujiG1PqbTr0GxdAbkVbYfdcsqthCiuQJ65dTHQqmCMhrNxl3AIml876MysT/OriypG+VWIlghZLRBOMDCcekBENTnFBkIrQQ5zRJPDbFhSw2NII69aoeZUE+XuZlU38tslwrm5yeltGrUZt6jhabI9hcrWAcFueRhFC77HM28FDpCeIjhl80WRveM2S8W3t2JDvs2Dsotvdzmz4h/JX31N/KNmC02iOA8pAscVDykF+sFD4k/fQ1pT+EdNtph/DNKI08LIP5LDNvh2l0/f5lGZRfLtrU6bxzvmpXW5veO2xjf2iOtiXXq2aQdMz+ZaN06uwUYYgaAR0fSM1S4Wple3wH5m+kUohhW6Nv1ilLitwSuqnehkmbwilCWFJVGfjjIjZ8v7dFjkB5/OZt6gOPOJizhsxi584loNz6FPDLG2PY3Srj+zdXg+McIau6XkE7ElrPhEnwRWBWE+MQSjT1y7cfaJizYkHGrx6ax7Zv326TAin44y5ukD+wLFMRxSLETSTUclglO342dmF5ymW2sKTJFOThKdOhI5QTXdI9yOWy5jxCyvPSoRkE5OVkq6rUGK83DGmDZccQgkDjh1BAe8ggsaHsHP1CuOfqGJfwhq+E5JijOpFMMVh0jijDE+wuPKvjAbVmh4jy8nDPlWFQY1UkO8QHKHGJtzJe5ay2Iv3BeHzxqIjQjd4iWiTPFYSwJxVJNDMTkQRxzVZIl4nOVUvEQ0KTYifBSHaZCKsTm5eIEkAWFQI0zhvT3MMBtWkvC4kidMTVMyRPZrQPDQiDuoeNp19rG8chbDkXTO60aeC4mqZ7e3O78lv2gG7iFoa1YpGmfJCX0hRw7aZwEOGmhQCS3UhgC94awEWqiNigYa7ID2WXBFX8ghAY2zhKOtWVTQDNw8zu/I07PbozgX5ulzXtftLHajydnH0sSgommW4KFnTBf6IWaJNomJsGTJTvgG5KctQLvhDKYR6IvT0ueHK3kAqWQI4DkfTCvQJEYCYtY7XQioqwMwoa/dGuiNoIk/S39s2tMxJT31Td1R3zTX0DeP9MpCs+6EkIL+2IREbwQ91NduDI6YAo3IUhQZohHxYREVohEtsO7AoUOQRiQfGB4ssEjyBikpJX1QkWUpDkXTGzv2cfFUghGKrSgKiRXyIakU+xAE4jmEXoypsTTVzxHG9bdCgrQCH7FSQPWjN1fKCfeCyhvUXOlmmACbrCwSe//O7kfg5sfT4lajMG+q7uc9Jfh5G0r8vBkzEMwv6vUhK+WLyoDyRQG/qBUYwsA/Ogn133xVn7SH/En5AAn9HGQz8ykDYAbxY/Bk85opYkLeZBqQFo3ABoyMViobQ7vVBKV1t4It2a1tdTZ2axK6wN066eGKIJeyX4ckCO5XLyO+/bpHdOVCAJYDGHuGiVX/LBaA7BZPto8oazqnXQLTut1oJzdFKNm3WgAgZDjvWysJoZ379ofR9tCKNrhvPyE8IMIhaohNIWYPmqixc6eeALDZCahZJdtXxOCJlOwmIaAbh/LliPO1DNBKKyGiD0KGwVBOwj80wQdEN0SZ8F1ThB1kNRnXNAQbAJWgopZHKYJG5qr5hDPI3wCZORUG1zADYkux4thuYV9wJiE0NpML5eDENqUeP7udFSexad3RlBe4zhQqcu/UlzHPvVajPXIvinHujZF7f5zN5d8YPw7btM98W6jlDE7DO+fuPvm2kEvaT75N63KlzWMCm3Z7o+aXZ88+sdmaKztG+RUKjhUnvKhKk2UhCCoaTuuQprzEdaZYwUjECeRDMr92yKHLr1Bscmx2mz3bklfhsHKYpBe3HObImsNsMMxhujmMTF6Fy1Jq86YPGGj/8KVqLdKEPOmpgh2IJ42QxPHIv8c0hVN4TvwoDtI3/x5HOKvzpBH0MpnMnvT0wPvIl6qpGETypg+4OG61jnk0IPEnSOuj5voxCLu9JXPMQ3PcchejOCiqIRWhnqSz7sQI6kQsiUSfA4khEhdrpMMcFdVtfzdliscbwMnjUUnyZiZjn2fTwedtejOTJo9HBcnjDcB0N4XTz9VQvRzdnZfjFuDjjIA4eg/XmcBbFLk3zgDe3o0eLsfDTUV5uDkoH2eE5+W4Q7wcnXmuBsYXWVpe3y5jZkyB6eQ8wclZ4VAKV63pLpHZFed2BMUvY8Zwy+sPvBKBKT45aYlLuuXAIcVBcEdKKTj7xZDaHs4Yw6MFA1wRTxxXwQ8VyLV14EwqwdK8eGE6E/8QzKw4CeHoF1EyVGmaxAPRPWGqWlV4XLkOs41oEN7jw8OQb2NhUCNGxAskh4ixOWHirjVN7IVzi8NnP2KjwhgxOTBKHNXkUzzWAiRe6sBAbFSIQBw+84q9cJXirvVMjM0hQLxAsoAwqJEEwpBvLsJ7fEJhthHU8LiSSZiq1kHNT/AwH3swqGhaAI+zj6Ubj7PYjXfbOa8LmAZ0LsyrnN1eB935LbkTRjNwF4C2onGWpArJ6As5LlDRUIr2WRAAesPZC0aPFmqbgAYaBIH2WcCDvpCj64PGWYJCW7PeZ3JoBu4g57ckhbPb3zgX5lPOeV0kZ7EbWc4+ljUGFU3ZBA/zn5+mAO12o//NcNT9wJzoSoZI6n1xnnqfX1hX8uBRVzJkUvcDo2yi1P9mPOqAZ68L8ijQB9NF0G46P60B4VuQJUuYNIkBADHLNF141tUBbOlrtxm9EZRRf2z60yN/KNCdEPJ4dUpH3euVhQfoljpu9MsLhbqbboeOKQmqbx6B6pu6E13zyAJ6ZhQsOqYkF53SUXAp7sQHFQsoKSEleX88WFCB5ANWVGHdgIYUvMjfgUMjUBsno+9MwfXyNqXOqKnyF1Vo/EWGNeb+EdO5w0fyEQP6Hiy0SPIKKSl9+KBiy1JcCibEJk1v7djnxVMJNhTbURQSLORDUyl2IghEfY/7IfTEpsYUqX6QULXLhVC/amr0V30TdR2mvPzoTJHiWyFFMoq/FRgJJxDbt1Jw4lf9XzWl9anaJn4IPRggEAWl2Ibkw9EoJFSg2IieSiy+8WTfoN7U7HZ4UOtr0UBpR9rPlR0iK04cHPMqTU/ypu7ynhbkbSjnzZijaG6edSH1cSbHhJdJxMcDDmdzmqQ/Ns8YaGAGqeEd1URZxdFb2eV2HKnttWCglAPLhBxtHWk+V3bwHc6KE9hRXPhURzTlxUdnii3GMCfQDry2lAYzNB8Itb2NBo9sHBn+UnYPD0h5bmK4UbVJt6IB5pKoX9QKAqM/SqaFBP6kPSF8fFK+c49f6o9+KXsOwjdFIfVNS6lK/3Qug9/+gjXiYH/ZgmHbX5Jg7thfQnew7dQc6rtTz9Dynbqbxe3UBpBs2KsY0vC9ekXmZK+iXRjv1QJE96puoS7fq2wqU156dKZAsVcvDzAO7dXKsA68RikNyDbPuJC2nb2B2YB0KFrygk3gioDIxzr54TpkvXp5uO4ZXbmEYTkMYc+kYNVLslhsdktDtg8pawpEuySmddPRTk7ZarVbq+v2R9L2cOvdftJwY+BxvyK5XGjcKa6Yqy3cHmZtIA0iYb6PmMw/Hgyd1e1eM6Um6dvmWSiaE6AfnIwdOlOweJHz4PMydVnF8Wj3vsh08kB2jvavzGWa0P5dgnKl/WOCDyUfP3x8O5bUAHegpigtIii1YZnQ1u6RFrQHKVHy86/sFO1BW/b2OitOQzuYhJ8j0Q5mO1KlqbKQ/P1UNJDWFU15cetMIcAuNCPEiO9CDlpwAvHYhapavMcdnOVLaVC2gyU3z0BJe5zF+XzNBxuI9MhkunsXDRrZMNJissTFLMoB5vIAi9AB7oJDaEyCEIwPQiu6CFkJ5UFCNWBwlxzgxB7gNzRYBBuY2yOockQQHF1Q0wJB1Ah+g0ACGACk5fHDFsp/1K7ynzCS/AtqJf/2BeZfsHP+Fe/IvzGBuffJ98bIvU/QXzDB/Nv3B6Tdod3WaEdJt6M33J7PnKsGJNeOmmKrEGKF0OA5AMQm8Mfjxi9FhLUJJUBCdTJ9LyOejBW1cqwQCTm1ioi8aqEqrzIJAQSUwyRdKlmTyGGOAEjhIIfZwCSH6XJzGBlqXrVSzatMqLII8irciB0o8mqJtcBPB3nVwtXTaU6tMsIsIqciEIAg5lVONbFFc5VTsef8ZR0lf0G7YUWTvwS9iELzp+y/ISj+VCgBljcN0oTlTR80MMKXqrkQhKJ60tMFEDyp2oMUnjTC3gL/ViDmgX+PAVAAh3HmxAY/enTawI82uWX50RMcCvCjOJ4O/WipYIkk4y3/VgAGSgJPGsEIqRoDJFcW6QhSM940iBKk1CckPoa0PpLB2l3Q2jyetLdjjnlnjtttY483tmnO5qqxbpRcg4swAqHBWHVUt7AuQlmyGDWkqI5UhKpMRyFLh0Gms5iJERgTsVqJPgjS2cvriq+sJ1OyzxEQKrimVux4q1BGf0WlyF892forPX9VwluFrr0VWKOvcrL1VTZCnuqJ00+tuOBDeAF5ECpWeCkpK0/2SeKjDoR9E4dHz+Qgy3+w4ueVIH3S4hPv4VGKLyr7oh++yNIbpcUeySbSI3l2vRJkEM/kAAvXdJf3nizxrTDjnKCKL1Z9dTFK1lkpGuCdOvzeiDgnqPqPxxbnrLCINQCXwnUExFOAa7oFyFbxzK473O04il/GoOGWVzq8MkECfHISl3T7gUMGsceoJDixaG0HcegPM/MXAAQURJI874w4HhSAjwdAAMAAIBgIBpW1+AOAswy/Cd9wH8CDnr7mvt6QO2U83T67dyzzI37qCww7fzofud24heXwdDj/auAy7kn1A3Td2/XHfOtLBjrPRHvjljlAdt/wPb2W1SnwvkGG5U6UOGJvXtj1z8pkN7Tu4KTtCgiYv88kacLI+M/UavINF3QccGfpejO7TzeIursaiO6ohgR4UTPQOaeZwFsichhAuC4EAApwvE5JYryfkc6+KBUPODUl6gWwInsgvy2LpA7LJITjAkBlYEAr+r+f5Qk1jS12+br/IDPjeieatZU5xzYG5lvM6bTmwudmo4F9zQBydMpwMzrA1ZrI7xtqNu7Gb2907jN2hrc2aW3RysT9Bps51zjxrKnsHbexMv9iTq/1F3p3Gb9n96uWcGJbb/k78jEy3wuTA9r0vjOjdpz4dpmj7qx9dpOn76Dx7xpDf8r9fQfAj6A+eph6AeiLh/LP4+cQblc3Ax6eHu5fDbrAcVJ1gPa9t+Qxa/2SRe4zZd1IWAfI+wyHdk2iU3Of/aHfjeMozbhYMZ5Jxg1939BuO3AIubhBD1PP/TDWxzMTuRwnH93Nnjfc1QdLDriDvxb7uoa4Uz2d1pB9p4R3NbCPlOioZpYLJVzU/E7nKezbMDc5HyY9JMJVqotDnaRykEL3QHE/Bux/iccPQ+UZZM5mk92YuJkZc8D2YEbW9fFrWclPmZ/KDHp3MsQVgbsAfowD++2vgE3d9MfJB+rKJbNVzGaa1rK8J+F9xgoL/n3+7AKAnx9Et/N9xtbh7SCUq4GXOE6qD1Z+73eqB+YsZKLjwg6y3anI/WzvpDvFdk5y7mSUWT7C42KjcRShQOa+4S0+pjOE5UK+wa6G6PVI6PnuRpAU550p7rYvx/GHEisu187E99De1Mbe2D+AlYzFbBAwRX+/vM8eeDd+x/D4I4HwYspwRjJuGMZBynyZuJ7pPtPJeaC4+7IsjzPcZxzssvCcNZRvGnkOyjCvwQinGKU7QN6fHZcjWn6B+f5sufOK8HYUc7gsuLrDTg6Z96b3DaUeq3HcMO4S9mWDjrozZNyouWlI/gD2oIEN14xrLKrT5BSb7d3Kd7ThXcT4ZxjvzX1/RsPD0v3MuHsx7pOF73NcXGt0bo2jULi09ildKFnVrXKloEHW/VmIVjyjtTduIsbBzXQh1P2qh2i6DwQbAm14v6PdwNycyVAPmPF+z69lZJ+mn8qMe/e+P6PBEdMRQ/AupAsZx51VvJvr/gwNh/XwOuqLXV0udjInFxf9gdreZz78OLxwGbQ8i+zdZFY/aJBdM/JPyTLusAuONHBdsECdB8q3hf5hO+PVUXAyCd0n9jr2SniphM7MMDfiwoEq5DrOd9qI/g6JO5LgLyhoMkupWMXtAvfF5OPC3mUbxlk44SYBeRC01zUIUziFs/R3MEgdaaz7ApQo57f73n7QdXiF7OpB15NcxfvEEsce6VwaKTtz2OXGK8EDhy7X3RVO64y7Fl0eNRe6aMR9LrifIetmYR4gTC4J95nvM3C5B4pzX5byOHL1ZVHprLh30515kEX4Won3Z+U7lbjPROZOejlHcJBe6Nl9Q3jOg/DfZqx7GLb7syuu8vwq70kSZxD8Hk6mtC/BL7M78RnwFW8wmAdgD4JbeT3o/mwhcfZuEPczu3H0R+ViPwnD2VIiVrHft6McF5cvG3pn3d7PhHlTfB9shoMUxDXQ8hSQ9zMzd0R3m6HJj7arLggXm8rPj4Tbd8jhmvsZGFdhlwOR655IOkbwLtncNzTnDAW5EWYOTN3PDL9+uZZd9nRU4C7HPMoyL1LvZwCBy+Y+i0ACRBzhfpZ1D1R/n+3IcUbfZaD6WQPppqB30AWSMpk3P3yBjONx3+CmhvOLsG4PGzw8HTrF40IQqJPi936mXB7jnyn06t1AiWQh6TQ6vesAdBJuSc5ECFQO6V7DmLn75P/jHGqXPZ+znLo3vX8H2SIyra0R9RFHZUU5lmHYezgBIEidxI73+33wCUXRcXAwOu0yWIoxkJJvgjctUwfBNBeP1wwV0WKnMscxdJ+1FNaPGO7Yiy4YytIQtZot7T5L0dspiQ/U6L4nhMfR+8zUy4BLo54lnZnopnJDogfFASW8hrp2fMr41O070DtY0ZEFFxQXzz2vnN29fYEeDpivBsWTO+he5T4zC+c4s+JSfZmBewbPMmLd2DeZ0QcOHsyEfZ2+ZvhepVPZy+7YO6yqR6kjhlNevF8w2OC8nF9TuaHba+wHd3gNoeu/utzkzJ6U3cTdk0LzWJYCL2UIfgaTzBuZBnQgE3jXSNxT3wGkK+TDXGRo6ZgsJQxBKL6hnPvZRZI9nqmyX86MFP9slmmy3cwwwe5ghoS/E5AOkw8hoWUyGaAMAUwyUqb9z33D4h8o8ftIgB23j918Gbg01LPkmRVvKm4IelA8oELX0Gs3Xk8ZTpW9A31H4oji0bkuWC/uOJ+dl7hduQlAeXh2iPdq4ALHSdXh9O61cIw8zjidvXQvswCdUWfZm3LjsAcwB7PKXLPXWHr19JNRd+8OO8IR8wi7+iJdYGl79vNrCG7r9jrqATu8QtB3dVmBdSfXVb9fuhcux+PHwni596UMYc7YeHOkG8A4OMqBFK8N1HUVOvetpxnquHt1Hr2YLmqmM1336bdDcA/zPNQP62uD/0DXQOfidgk7iT8EvAcz47+PY2Ed2dwtdaOS9zGXnDOoc0u6/JBhl64h3wH3GSzKA5WAi5ldYraW8VLfZ5OUb9yvifsqI133mRtDh/uGF5c46/J9ccYftrnELQjW9w0D5Dg7+ZcZgPDJuMn24/5BZrLvx943tDLva9Z71wsAj3om8sdPlsEOhZnj9d9ngiUnFHA/Jqc/hJcj4J8FUrspkB4U7zPgyjX/Trmj4877zDSJuxAhLh5mtMV2woLk/a6C6P2MbszjDG9cZra/1VmGEt9kWojnQebu3FdURNL/PlM/7wfimhQWU+8zSrnE+4xD/6TyfaCs+7KMj4Nzl9WiZwFceHPo3geHkKRQKu/jIAI8ROB9ZhGdg7gPuDkB97BoH2ymF5j73C+/H9HIzkbvpTKwOQN+9QYd5gBY+fr4PoN7T78x6i6pu7hvYdrFUArPBabnVtAog0HOFtp9EO0cB3HpMpC7zwL0PgMIbwLsooz1ePbUIIjwbB7pwH1mKIjZ85yiQDIGHhZxUV792GsnP+zVvQ+5nwkbxz7keGawwUtCcTkTOb6+Gx/6ZgY2D3yog5l/rGXtPsO3098NrOyjnqqGt2htlh/aqA0dvs+Q9IFK7sssc5xIvCzKP0tQuWndZ8PUg8jXaynBqVj3Z6+403ufnfpIA1cXqt43VPk8z3lYbsPe3HGY9CGIV5kIniToeo/qfUMrj/H8uOH5XwKHc2fwTuIG/PYDHHY9dZ9RdTrofUP5d8/77GE8+re9+OdMICxhd4nr7gMJxzW4y2TqWQfSTeE+QzcddJ9c42uespg78D5L0BHro4dm5YLGng/PSdyu3gx0eDrcfzV4Aeek6oC6e8+iY5bVJQvJZ6q9cfBmJs4OmOCaybXM331a2d1/n5XwiOnIbHy6UMv5cl5mhtsMfzjgvob8DrjPJFMeqOy+WAK5aiUX66MHoDYrSrGrA0OYiDSkdX2F3zd8iB83xNIuGyQoCfmmYSZ10EBy5NpsJQTsPgtlH7r6OoPoQCQQWatKlbWjuAruMwQzlfvo9x3oO8B9pnnZkZ2k1nJevrMpt0O3kQ7XBwBfnS4MndxPcv4eMO3YonfpFDKk4RmD5muzgQCw91mWLHC57/HwLIC3JO4ww70G+A64z5SpH6gktE1mFbO5hrVtr3tbzEoqEhOr20rGamJVGUnKzS6uFA3ZaUKylpedXczqMrKXi11UYlZ2l6lIVF0qspSd5SQtdau5RJTvZ0AAj2cAvcsZ6QbA3cwE9IMZAbjGClSnGCq+w8xejmQGugsZAYDzmEn3NiYCcBgD0l/FEJP7DBYfKPF94AaPi5eXlfqz4gw36eKD9H0mlLjGfz1FMHfQhCNESMUFIPdnwT2Pz0ferm8AODwdlr8aeJnjpPqY59zLVMaPXfVS8OXs5OjM/H/xaTeuCvwHvkXXCyin3dK7BxE3qSMdP6Ms2gQRez+kgmX//wjXrs9Wfb8ZmkpPk3GqZ6cPT9CmLBO/HyEXDzX+c2hYaIcjlGXtahdVi/a+gRi6D/9NQ570fECbgwY0dD2mlFOR0PexvT+D0RHziCFzFw/3Z1JyEDAs5YRNAXRfMaAxnMdV0JfF08+C/dz0IjvI/17j6Txlvr3D6Dri93u/wNVzHhy7fdXh4GGJqzXX8SfhR9i6t489Bqe6dJWfmcvc8A3IDhhyr52ap/zaO13raIX8ordztpLdBn0PRZmX1jrd973uM3HVAkhCFd1sNCSLjtJgLB1jIMCK0v2I1xgZ3ufJV0wN9yqJV/JPknQmgfeQGIdtL6HmPPPqv4FmiHngKnANzXzT7qb1c7/Y+MHt7+jGhkHIAa19n0HQcfD+MlD1rLD0ppl/0H2fCd7X/ENPUcz94DICrvuZvHXfSymqEsr9bKx7ggqPcKq7WLLfL6iqS9fXA05vk74fvnx0S7/gaDo3Krdn6IEl4kUF/qAIX7gUApyNzfE62KjiZpAyUDSASnXLozME0IgiIGpwYGsOZDgIfx/+9zNgjo7dn4loLw5bQEQqZtXmfSaIB2r4vuqsM++z3qVFJoEc6ZnH7seE78/v/mxJUKnq3m8z4ZW3k3/Zh9xnqjQcZ17xy0yanenmbDZZbtT/ZubTB5Vep2Vwmpv7WZ49qCDDqths836G+hzn9d/XHz6umHcZ8jrrF3WT8HOQofVadoqnAusLFUcirlzo03ceY2TfzGEANL5MuU9M/w3LdsGfbVJSupYp6JzKGHXvz/1Azdyve3o+E28s+YeqwMvcT3ZyydE8UJv71Ak/TiFcJpKeJftukqgOGsrXFLxTZsx3KIQjgPIFgPsM/Hn8+cTb1c3Ah+che1cbwEkcf2//viG4Y5jjBhXuJXr0M3umbgB1wPagIXjXEtcy4k7/U6yEd8wdFpWjPMK67eJdYEU4r+dXqm749jr7wR1eT+h6VxebnOnJ5WnOPZwZj+Uf4FIeYmdQ0I0BuB97YGAG10/500vvuO+K0KOxBV1sQM8GuD3f3j8cHpK8Wvsq/yTsGHP39vFjdL5LQ1tnngvecKE/OLu7eBky5Z0CIsLuQ4w6x3Bve+5hyXkJuc70PoPAe6A494UoP06oumwqnXX2b5oxHEQ4okRcgoYhloKH7v7iwN/DGaOr02Qnz7juPSEcO9Tl0jEiwmDvjZIAwZQhp/+RGH60QLg4znWGmW5D3CGA+yrwH7YmyEKUpYAhhoI3FBbJqvhIEdX8FICuFYSR9yle9SUy3HVxJviBIRLBGgg492PdN7QV91kP9oRyHwGQ6f3s/cQbgmNXDvyOvc9oWx8oi/tCZAuBv6DYKKLuPfJ+RmFR32fO6Gk5ztnGfUOHvnCfBQtXxX7wviFhEZzoyD2OI+Gy3ndSsXQ/A0RD99l1BEgIgwIMgeTyeuP+bCCKHRvFpAPpUDykhLwhgHoVW7YjEpJIcJLckFBMAkmylIQaCRCSC0IZ0v0UQTetE+aZkPOJSzxdzlCF/WyGiG8yA9lBtgbq12Yvop5iLwJ4N73DEBfTgY7c4zgStu9naRUyHe4zFPhs6oFKhMjMknazjGlZX/O6ofyX6e+z7+V+Tg0BFHoEAAAyEbifmejjDOpcZmjVWQYW32TWuBcHZ8MDYjs107Tv+R1zW863EJYhiJ1iR4u3IvI3Nb/DPte7M++CYiD8eYC7BfAOI25XmH+gjp3oHXBbh+AaEW74GssMOH2HgR3VEWYZFy8wSAXv/IJQILdXxLrvOryA52KvLoif7MkFSPtAbfdhCT4OX1wmi1X/A7xeuMAhm1P6bqGafZruM5/2+SXj2zEZwuGBO57iJnyfvb9+nGUM8BJxmUmKdpZl5nuDuMkAHT1wcDBT/K/6pwwYw3tHJmCX7ptHdlwzwLrEjOfQl7d8r2wyBFBsQ/FF4pkA+SzuZ04OaKf9nP+s249kHxqS1fXIfxjo3bvhAPLRGG71YOZGxBX4Ts1eVqwQz5sx2Zrh9Wd16N46/b/JfUY+UJv71IE8xKqudrOA9WMKNDX7fQbqhMgT4p9RG8wbaglhHsiuTJeeKGMSbum4XWzCJ6vjM4L5Od5BiNXiPoy4ZO6hd6gq9wMxHk9P/nKciYo4wqqo5a1MgLfVXNjnmfsW5RzCHBeS27kU77O7/HiGuPd7Xs7Mq+8LYuTmLAEkejBjCr0fRaSnmO7EucPQ8zD+/eYrOr9SG/7thdrUH14pG/nVJXAH7AeKBLR8AatZ9YR8347rfjlz83023Qjl331ALoz8fSb+ecGfA5AbmucA87uMaKdNct+QJD2eTem+nBkE9PeLimpQSLaG+xSWsxmY6BOo9wFGohazcX/OFBzfIP3lbe8bBKhnna+bFHwQToj7evZPEajfMcqODEmA+fuGVf4507t1/7AoD0uiiz+5nC5F9w1/Uh9nd6LLrOp98SwTHvJNtmo48OEgk3RQsFHu0943mJxHWKjuly6wjer8Ygwr7ysOL6W5BFeXNRx7chmxeqAs94UYP07gXDZDnQV28U2geRwE9j6Dw5H/fcfk/Qg8jwBzn5Eu0Zzvo87h4f0Ibgq8j3KIOF+A+v0InQEUprUFgD6DTd4bMzXRAWBYrv/mW1xrVZqelm/djx24zlHPWAtaf1k4QderNNi4HlajUcU9GxFJAjLlXCBEb2jtvYPkou8CiKadqEeISUgg2U0EUuqmQQ6LDqF0jS3Yh56/9+UkFxhzcs4vK3NrA7eXOBCc9OqKkOTkQtkDlb2vnNlx4OKyWP4sWOWm9f3M8IOWjNeyyk+V3GcDeyed7EgDuawLVd03XHmexzmsb8Pe7HiYuOtVkoKTTFzco7pvaLs/Rvb+EhBmnUF2N3i+mUHZ/gCJBzP5+voT6XTt6W6fytHr68UOxH4/xPxW8/vdV8w7LsxfRnufdYi7yXk6yFC65vk5xdV6x3l4hEV1/gWPO3/ODbndboc9PDuEvxp4Kfek6jD99/b6x4ThJRI+kws39oXTgZr7mXX3euWn7302wh2zO4bzHglCFwvGGcK8od3PiH/Q+V4itJPdZxhoD9QhFyM2SdpYxrpPbAmhifsiKBzBDOnBBQQkz5/JAK5iNWW520lGaiYTuO9ea/rAeLnrpq5P2xf3yUm7HxmCJCgVeYtZRSza90P6jjfVvZxFdraAq5slhQebSdjm+zf0eqdG4EgZbWQXil2eJyG8zdj1MHfBVY4uT5II3CPmcoyV4BJBlzPshDeIp0Y+QNh5fQJ9+li+e+zv6I/SXnwgeabzbhTeAcl/ydBOdp95oj9Qm/tADD/OIlymdd+g4D3r+JsQ7xuG94Mqv8Z833A6nDLmclcT0juqsZQAX9SAtDMAFImHI4IrwXeYAE7MKvtrRwrM05iiCcoMuhaJZ6Hl4+gHkimoVO4HOTweez+DqLocvezZnl43Y7sP9nx1CJWvBWByKrfvWzIeib/PCnvlBQpdbOA5j3SG8G5m3oPN7wKgnXCJ+4Z0pr1WUNN+Mg3Adl/8pkEIx+PAslx/c80wDpz+awdMRwwRqQsGyXIgu12IiFjSq4UQeHIFxwPVfB+B6Dhw7zJo9ayYdNPYP+jCfI0qOkVz36CG3aGxxL6fyeIA3J8Lw7lvSNnR5mmMuF/i/QyI7Xjme/G+pMQ8524TqkVG2l2JFIqbPqVLL238MDWn4A66n5rq8dhVl7t1P5tP/83o7oP9ul/LT+dUeNkdD/vxkR1xKi9MM/R5bb4/7dwepjxMU11t/CT2ccP3puqPhdaKkdCXpp8BNJ2Zpd5wy0GF736KvD+/pzIB3Z3MCPCIoUj8QkYSq1UlpGaCg5b7YkBD7ztuX73MqDrrPb1JcDiI/hVOjdcABk55y+74aI9Q+EFe4JQ9j7duf/Vw8BDiau0r3JOwo4zc24MdE71Ldn9wqD0Tr250UE4PgOE6xzt938+yve5cRUfo1QtXkXX8x2x/50nnPuwsO4472cvwzfIs7snehPHiMydTN/aOz2kesU5l+AueTvV8vfSV3HyXT3KdLEyyZ6sx1xnIIxUWNEuemg3UXf5c/WPa1bENjrlc0B7QOjUwtrRNpKISs7a7XFWyOgrS1YViJSc7aryQpaRkJxldydaK4mYXWclaTOZqYQup2NTsai0JWYtKlLSjulQnV8bSMpW7Wtxi61eTsIxFZGJd9pawuWy8n5mBoik5XUjW8uLvs0P1gSLcpwJxXB56Wak8K+y5aWc+SCleI5JPIXnukFWPGEhaF8z98xTm7bPwcA67GmKcnAj3ctCxAfNStDiTg26cwXAORMLXKcbpmnF3ZxxdmC8WhjOCebMyD3IgIiCT+4hJO46RNJdxTnsXcELDxGcAh92hYNGp94IyFeBvC/zDSMbViPBkB92rvZ8Bdgx2PNvypcnLGaPzM42/gbmZHRl9YOJgZnJgAk9HQHEHFHo0V5ImnYHMbQx/iOG6QnwHuM88qA9Uxn1BZB8nCC/bcmeJ1TedJAfF7xsE7K9l21M93Tc0707yPoP2HwlnTxd6elFT9jzpcyHeprrd6zDywWRXebqWd5LEM37zPeqzjNzvGKn/S2BweQa3CW/AvVl9gL/y9efr6b66u//L0ZbKi9eu85xopmkt/T64OG6ev0ygPmt9P8Mo34T6HvSMXuO+nuIrvOP8P4LBOhdQFzWAnecwtwfE4Vr4asx4ci7ey/cZ2Md2xxn1l85lNpAz+iw764Z9k4G5dQA/yDSx107xU1nvgDtsZkeGRwzbmwvy5rlIt7q9BuygDy+leQlXl2uOdXJ5s36gLPeFiDtO6Fy2RZ11lt00eQ+6vW8YMN9xX5pI5fsZZ9nqiTD6/ZLz8kPebkEo8lBiRXDtmfgeuumxF+rjBtSG48uGcf59d1rDhOmgIZX7va+x9KtOMbfbfsf3Dbkv97v+fOG45dyHHOcl4DoTRgrvHv9wBoyO1SnWfcPlf81Lp5jfNxyAFt/PEBbBiR7us5zjytmRML1lvXeHk4oARAuFsXefJQvDccZ1/1xmchaNSYWs5KAhpxCm9vU+y7jYkcF9w+V330nPNd83FO7WsDh0jusq8zngPuOifqCS0DKzRXQ9OoXlPst7/7tvMNvNL0AUVeZwTpsRXLsvkH8ftu8zItGFBKPvfQYgj7PY7ru5bIggRu4TJx8HCsu5hc6i2Gjx99kTYV+qBz5wibkbD8/wEOwWc7RWLGTk1Y6xum/4JkSlf8TvZwK7uFC+2M4g55pHu9VKzUNNUGwfTjGQ+itTonpksPgB9Iwe1uPcEqbofvB+hkIR0ugIPO7dN1QW7qGq0vusyw+URS2efQxCUV6CUPBnICqYG1EU4oFIBeQ6UoE/jajg76IqeEeRCv5FpLwzhHdD8x5g/pcR7eQMGD/O0O5lRlI9yyDBTSb1HmRk4muZAnCKjap3mET0SBb1qOj8qvK3l1H38BplV5fbPbkgft++18ZxwLFRLhMvTXBWeYbom+INFRxEDqh5DfB60Cmm03Lcsdytc4R2BNYFqAuJ58lnUd8OtyQcrgcJuDq5DJ7cP8GQe6CO2Y4z8i7hy0ysM9tZJvqN4yYb6IB+kNX2+nUtm8wpc4qF6i67w2Y/ej+ShY0vAD9H5xeUbv72KsJhObxC7WKuLomd/CcxzswHSrsPS9hx5JgzlwGXrjpLPHPBTeUNow+KB1B4DX1N+CnDU1nvQO8sPKI8CnPWBevFuecz55C36zcDHp4O910NLsQ5qTpE8964+Jhid8lB8kyb740uV7wf4E5dB/S0nWIkuhvfYQiiI7/8Yjln7fxCze3eXmY9UIeX8Vzs6mLiJ3tyydfuHZl4TP15lzTQM4ZD38BS4YFE3LUP4k4RBHeHgj8iaNwFEFJY7aJM2wIfIr5vCEDe44ZH5csGAkNnDXXAc9OQBX/qQYNygzW2dOU95TXjU8NO4Uzmvs8yP+X3QDHu+4HrOFj4UlQFeAZSgd8YqSgPRFSA11AV4FNIBfgOUhE8guxx4AuSK+h5Z4K46fM4/oF0zXfpmdBOnZP0PquMows5zFl2RULFm0yS1TSaiF1jl3FxikFUeO4wCAVxhEUq+AsMqkI/v4JqkMmHV0qjfnWhNsWTC7Xh35uyPFYFXlI5Z57kG2HwAIvjOuA8HXLvStyjNS73xcl5BjNvlzj8EIB7XfgfkHOfVZStHMr95FlGMjfgN9mcE54dwNX1wTWmstPJKWaUu/edLORHrCOsqov0Aovt2Z1fCa63eRzC4SVKl3B1gcaxTy4llgfK4r51cMfhY+G6jF4S4yz4zKs3yTcmOKg8ANQ10XVKp9xOB99hugvnEctRXBdoF2CfP8+P3G7ezj48HdJ7NbgE56R6jGfu1a5jjy1jl9B0n1kqvDFXOGD0ddq1DDinr1MGAc6d4B7JESYVF/8CO5zOr5B0e6mdw8ulvrrM4pMLVt2Hf49oH8c6JlIuw7/kaM5iPwOpN+G/ATQPYh2AtGvV14Q/lfz0sju97ujKkXlH4XohdtGdnNc+F8Jt3luyHIY9mPMqCdfxTpI4MzH3kKdzTO6MXVIgP6OxNDe095kmGAd0yF7Pdj8rWU9HmLqTFY7ijIso4xlnumGYBwjTJeB+pvsMKPeB4ty3Dvk4geqyk+Ss2XfTlnGQQrwGIJ1i8t8hqBwRWAIvCHvn4Uy3Q4H7JZ2rXPSkgXQP6h/DMS7NxTMX+MYRTPnAIHCdYJzWmXdxpqOF8SLJPCOYNzvDAWd+gSDp1/2eeT3eB97LAEqcBTnvJrDrD4KJ7BpQ3acAVu1OOjmO6IFeLRd09vr5DHjfZi84TNn1KkvBkyQu7lH3mVGO8T7OQl0CLjOVnRlnmZU36pvMyMUH8EEGK67Hv8ZA0+nsKUYsd+0OM/FRmSNsbBf/AvuEc/LzK+y3fN1eVR0yPbwCqerqsoo4uUjigdq1mMySdsn39L6D3/2ievfR+4zvdL9k4f0Mz9Rc4d1HP39z3KLcQ4zzQij34TvBhjws5Urykcn1rqP4SXuf9XwFAeb9xPTzqt8tqHZ4JneN486WtzSpNyGM4zRVvIHY7M7QkOSbo+mxdS1535XGIkAi3+/fGVVj7md07vXjGQHA5cx+FbgPzm9mIprQO5iRBBJjgUaR7gO4oKr3b9pn7X0yogsczcnvM3Q0D9TqPkrTArIoBUCmMpaRu+79ChcIDl6w3mdhuzNEvil57mtgkUsIIi4xe0lztCjhapz4flFmoeB9CkiFgNRRA9KuNlfet+KOA6ouC0tnjbw3lcyDdBVT4j6FLCBJZEtU834YCcrMLq4Ug/uZBP3xzCAa8HLmeS1AgTczD2Xdg5kAuMYO/vsdTjEMcodNeUeYqX+BhaTzS03uV24vC/Xw6oSvd3WZyZlPLtq5B4rlvkplxwlVl02ks8b+TTfGgxTRNUDpFJF/h0HliEAJfEG4z6x8fj6ndzt8m8nD1cEArk4vh0/uTlDKvRt37LFl7BKa7jNLhTfmWHhwwNtxnfLT/xQLwR17hy2WjjCQ+wKD1c4viHB7QT2HF5K8usr+k8sy99F7NBwHjg3lMrnUhLPKM4TcFG+g8CB6wJhrgOuHTjGclutOzLs7Hyk50kTKF+B/UUPWeZJzINymcrv3YaSD5a7yfAXvJIkzkn0Ple7T7WWW3/tM10neqJ6BfqDrIBP7erDq9KF099l79MJ0sVI4lyDfanSzGBF1n2n5A5W8r1kAp1jVIXZMCxv3M8haHwbDW9fJ+wFaZ/k7/hFCOqxVpglLsjoDGpqWCdoCGqOQO+obNnbHHU/ZfQbucWHOy9jbs26om/T3g8xqrrnHTjEae99/7H3W3gA2AHn/ElaBHPRFke3Yv8i+iPsOLkOykHafrUXuZydzP36fHWRdwmVKBu9nSAKhQKbdJwa0yfxxa+1lETyLemYDWt0Evg76g18j/59ia9/xPj/CWrNzwcVU1zuJFrlw3WbQGcgapKp3EmXVLRR1ANgN66aDxyDrmFgWV26O+CCZd3En0BoLv2MSOZTYEn6FlgH6RJO87zMTeZxdk65onJHE7isOMoCo607/tLJTWWXclXU/Q1Q7Kno7gFllFDJ3/7A8oOE3FblqJRd7W9jUtPvMEJaFPeeIxs4Y9vQoETYvV5LvIPX38SyPOSaXIDjPzF8PatUNVs3uH0CTXTP6nap6d/z9kbj6YgB3pmzdBFmHjSYXCehhEHRj+PL/orqbXijVA9gbv7uOb4vhrUfsNSLlq8B3KAMF+Ay7nokmbQFl57gNGk13H1J8jkJvet5Bz3/Jnf+f/D5D2Q8Uyn0rQB5qFRe7W9DxbqGjcDypSeVq95nMdS4E9+fflILD3R1O7P1tLxAs3Qkf4EBwd4eYhNOH7CBTiNnRn6FZD//53LlRz6cMXfcVJsfVWS8DHs/6wt8kDw/y9F9zv53iqLtj3x3hKcX7Bf/3+eS+Pb9l73DwUMSrtVd5J+HHsG88dCkwl9l6KFLqbgdgB7Ob7D77UE4xQvMOkxePMBuqL7BjPpfn18A3/e0ljcM5vGTV9a4uNTnzyUUN7oFiua9S6TjjmCOXhUtaOIucceMm6MarB0kHIr6mvC7uKcvpOHfo72wdgToCKQgXFBfLfV49487tFHz4wHA1Fp3Mge/V7meIOQY/noXLl+h1zmz1jXCTncV26QChXqevZY4/fadYEO+Y38nEPkpH2Nhd/AW2ROd1fj31hn4bc/zgHV4h59VVlU4uNO4r7glyXHyMQpfRS2q1xM4cjA03ToTxQBb6OvL7PU/l+DsW/shtg38BV/fnOcvKxzEsPl7Qer6f3WU7nrHsEggvM3A7G9jNjEvVBxZw1zJ+7D4zmbuy7mSAO2pIx0VV+XPm+2zAbsm6jSn+kCWdK0rJPXCfuVx5oFL3pTQZZCZ2t5WFRUS/zwry3ofTK1xfcBRqxkLV4ew+w1m9IvgPCGltlbapht0NGZQhLbzh96urepeOxleap7zuW0GnQ99gXWQQD+8PaxLqJGxJjkhIIsFJckNCJ3BKVqQIBSHKMTEjBQK49zML/eMZwC/A5QzFHgAXu7XIfYl0Gl4lZQwWUdlwH7LAuAB634w70XSfwdU+UJv71AF/YwEABrBE0H6fybgYEYK8igrbMBILEuoIQrIlZSNUfnaiVGXbIOGeiKXMmxmWxWagVEQLyzPUIOpipjNUNCZpVXG738SdJRtCdKBaBZtqw8v7GeqM4MP7/Xod/q40Tn/b00O9z0LSsnw587NHvZvZKgMegPVgRsZdY44IZe4zRPMIwxcvMJaICQiEDPn9omnus4jvgeLd94MoxwnuMrzU3bPoGWNuAm684iBxoMJriuvjnrKcrnuH9g7WEagjiC8oLoLceWB5myvgwKtE+UnBcw/BOBYUL13hM2PGGyPhQBJ6/d1nIZwyT7Gp3uU7bOc/svsFGnce4W5j3GHABhLcZ0Dfh99r9zjimGK6DAwR8dRxBKfgEHOqj2RCh13kad7+LbbAdH8zGB4HnYPgV8B599mJeYppiu8wcY0jWU92gZ2p5xeceXvBiYeXXn91Dd9JsXLfuraOm8mtc23Fjt4XVqxl+/IF3ypPK2c5PEM/7z6bM48zXvwy45YpzE2GEzcH9CA7sMaHmTIbEvocA++JRJRdEZ9DByjHPEQsI0foF7icBL0j7bmM5f1MiXW2cNxs13nAdF4WUGd17CahULpZygUqFdaB5tV+TfkaLSIZ6fUfhfcZfaA294EI8ZCVnOztYlOTkb0kkM58v754vgXfnjMPz8WrS/jkGOPecJ9BOVY/zsS9hC8zJdUz3evGcoUD8yBDyuvnGgvhlH2KxdV3ITv6R1gIL9gLbNVnfH6N/ebdXiUeVodX1Fzs6nLxk51cpt+H3Utdx1rxS4LmzIX5xiE4cGPuY7vmt57CEncivFtSSOgK8n0LUHgbSi4gLWAj/T5bzfe9HWewekneZYZqz5yzrMC7IX+TsbTBAbCDDHhcz7rGzHq6cYohmLvf8+h9hLV98X2BCX/uOL/GvLW4vVR/KB5eD7xyX13Pnng/uSDlHiiW+ypZaB/hnbEHwOIooSd5HJ3C4D6Dd8cQqnlUk4ZSybbW8O7aj/usQLH+SoH2OaQjyEmokQAhB8FOwqlKwFK+gra0GFrrflpxV/4btnP4PzFVX3vRyww2zsL+V3vz7eCQWlA6+A9PjpHgL2jXYfc2NLq1vtL8D3FJx0OC2sAoeECZ9Q75Qwgl2PDlQL8XLvp8gIfefZaj+UCh3Bci9Lj4PoPsMuqSjGfBM6+6Sd4Y4aDSAaDXRK4jPeU+HfwO8y44RyxHkQNeoL2w5fxxPup2u2XW7ms4CMDVyWXw5P4J6r1wn10mj2nrS+aCs6zVG9BNhr+7A2y8/q+xEk9Zp1hU7vIOa7ajP8IK4YK9wFI94+fXm/KW7KEE1zXnP/A+A1Hu/QGOveFLtOH4mcey+UZLeBy4a49cFyz6p6nQnrsx/yiOPL7vuniozmdw9gNu8axDIqFvJzPVgW9A0VLdZ1JhRY07yBLiAPp9NPpu4A4T7+hxhE22Fw96bjy/RHYreXtBORR0eIl/5by6InxwH6jC+xRBPKRXZLbiNQdP4X0KtTVQGUumqIKAqlp0URTJfSb0/nWdUPQdQBTWbNRJ2JKjhMUp0KymxFfQz7ED++ocRDgJ6D6AZeasv6cqysnv+62Pi1zCd3IxiTV5IgNt0enox7rgohRwGBHLa4/v8JO4whju4Iad2al19fQFIal5Eioyc4GlJwvD/PaCePcpdHgBF3d1WcmxJxeAlgfKwAU79dhCj3kppSGeSdnAN1LA++gBMtcArxc+xTg93B3rXbpH6I6YWLwL0BeS8DxxNuXt4Pbk4XpAgKuTS6An99MU7F52NX5sOb+ETOPMkuqNOS68H/BsXYf89J1iMex3hj+SjzAqL74L7Jgd51dl70Y0cXjdxNWrC6JCPLkg6z7DPSCOC8cgdBm5BOZZ8JlXbhJuXHRQOYBoXvO+lpZOeZ8ayzve34GlI96OlFnifcHbBbE83/38iW93fwvxw90f+kQucnOyvpP3hFAZl8D7OtNH3uC5z/J3ecASdD9y6z7D999d2NFA9+Ir+r6xzE1lPCCZLhjXme4zwrwHinNfiPLjzPsMgLusXmft+2yae5PZ7iOJ3Weh4ku3cRUX21t+VmNububBy3wBuZ+q4j6LjqxcXc8yVXCTGRIvz0FGPO9jX2N6F242dMjk8xt/Ywk7NMVdGmyHeXiNCTDMurgSaR2F39HG+PAy9EuMvaU4h1bORcg9I2tVZ6z9s4a1iJDiffQMc/jgut/Xv2sQ1Y/7/AqOmn54gVhze3JN1QNFuE9U5Lh81GXrfXZTnkXaTfN9Nuwc1Og18T4Dm075/+9wFB5x/H34YivQefWs3e3sduTh2sGAVyeXICd3J5m9B2c99hRemuXPOIs3XPoHymPXutzpBt9dsH+U8os7z1nlu7n7LMV+aM8Xu8/w+A8anARAslCCinKfSTekDQU/sWMX21h0TkDdYOt9gDK+S4F28gCfcKu/aBz9g7SLIxsMcy7mBKOSO8KICgKC3CcGtMv4cb/RZS/Vs8SvmxytB/0H13jdp8zvd5h6jvi8GjjvBty2pA+371fLak7SYffG2GNsykun7Zlb64a0fsAn5loqdorf3jlLHk3YXrRdZyv7bdfn0Ep2Sfgegp2P256dQBM1u9C5+z452pbJhfnuMwCZmGDyMAZIOShCnklmooS4rwcs3LeW3X3JHu1eXmx1e24K3lEfFEveAW1QR+AVi7ja6ffJ+2w4LrcxydW7u2D2XjV/uP77jKPxonM7icziV+x17806QGgH5383+z4TVCADzbmR/628aGvFQTbbxQvmQN33McuOG7uXHTTP8m9vshT8QzMa2XvN9lUnuz0j5VeJ/zAcV9idrO+HoZZ9OzBoCFOjoZX5ogHdfTLhzcJwQJhfQOX/J7/PAPOBQrjvePS4eMyFl5GXYJ4FnTnVTXJjRB+sDmjzGnD94Cmm0+fcsd5FziM0hZ4XyPvsjefJs151uwoO0/Kr6+STC8A9f5+B+Jg6ztK6ZL/MxM1nUH5j32R4Ah4d4OG8jtNpmuEu32dlP/qOsBAumAusVc94fpXNzW+vTBzWw+sqvboszslFsfdj9854vOfY4i8nXkIEz1wNewMdPlDg+6hrCf7UILxrGCCAs+6zsu67z66w92j3QybffaZSHWcbwmXWiyzm4ia7AfUSAznFMLH3Lf2jXEcYtO8zXmCIuvOrTdyif3tBmH54ZRPXv7rA9ExPLly4B4rlvkrlxwkql03Iz5bdZx/izSI2D8ZS7zOfnVOBv/ojvfdZxG9NX6hgnIc9e5w36DycWg81/mP16uM73NpfWRGeZSf6TfY2swPkIGMKeM4Smvs2B9thdebcb/aignbY2r2eyLyPYCsakkXoPo8Bt5HTDOFnI+ltzHWI1/3kC8ntZHwC8k55v74xBOIuDyBYmtP+FEN/xvsocheddJ2T32fLlNuxD0E6i5yYCF0ClyzFZRqliN5nYPD7Rk6yQ2PsfSbN+2FnA749uyExD+K4X8J14nvY8S6l16Z3SvMi6/aBUn+HP2uPwlEJNDIxRr4k3M/0gubt2AfUJHwkQGdICS1WKOG9j/U+I6vz1+cHzy3de0j3XGwoZ1+kn2GkjnV1h9fxJCyuixJQ1D4AVK0qspzwfQ3iFr3vPjuBHQvoGATpO7iPMr8AXFBKO/NkNzv5AS7/AnOddL5A1i9kbbUFibrGVnVfnGJOvpveYV7dBz7CgNwLjN8NNO67PpV8/R+itcsRyjtHDsKUWOrjsqcbegWh6tEFoM755nVbeR1GHi4GnCKgId1lKpJFrqvfDwFEyLvBLpAXK8Rz9WLhkmO6IO5nPr3PwD1QnPu+T7yOA/wy7FJczyJnbLoJbszKQeLACNcU18c5ZT0N5w7tTtsjkCOHXjW7oCDn4WdH/gb5sOUAwKuTC6GT+xPM3kOmHHtKL72FnHG03tBdOVC4a/ka431Oi60Mjoz1Al5gZz6X59eH6SbnAcL0krifhbM+fuzN4yy6xBswZS3usx7RXLNYTh2tO33rEdhvLqCBz+nsW5rt8GP12vkdOmZO7zhHAoebA6v9GrvNsJck5l1ggJQ7v6rjjMjDK6C6ughrZOmBQrrvCehx4TEJLiMu2XAWPLOqm+SNFg8qHTByTey60lOu00DuMHeNc8Q6KtxNLtAukH3+dA5yu31b7IenQ/ivBi7inFQP8Zh78WfhVY5pk5d8+p8JfbmRy91FD4w/QsW4xgZxyjjFUr3L7rDYHb0jbMQX7AXWqjM+v952c2+vgNmhPS7+6rL4k51ceLV7m8IxC88lc3TG6NAbmsIDF/hrdvwpOH5HxjkiF7wLCv6c9r6lvQ9fj0sHfVZJemnMYrA8szorevwRKr4E5DcUvKGwSCattX/3GQU8UEjvG0/yMbN3Ccw8sxRujOEDS8y1F3/qxL+D8Y8ouAsI7jylxLulNHiHIK4rwHeYA4UeZ2Tvy8ykyEohBOpBdpOuMekspNjXS0IdYXDhAiN5zy8C+fa6+ocXXH91haSTC+26R4V2DCxdAvhnwAw3AtGBOfQ6yjsN8+7C/EcX3sWNP2PxNyHeweR/AdFOWmLjxxnYuczQb2f0fq17AHGQScjXWHRx+pn2bsccjUfYBXpxoM69zy/nbx1vrxgOLQ8vgHtlAfzEcdQHCuY+dUx0f8Z6DmQlpOJMs03L0/4+8/HnC+/t03OY97xo0Ge/dtlxdtEvs9fTYW8InR0wqnyfNScHYzg4fgnqQEEQKXckfF8sEvhPXjXvw5/ytuGVNOHUmrGvbPCFQcM71z23s9ch5vmCQ53VEbDfW49JLiauNwdE7Fn8jb1uI4T6f0VaibZmEhC6TqXiEgHqzAm+AeIOXEuuHcLTN/NdzHRUY1ysmGcT0w1mPkCZLhD3mTUtMDZy47lNwbfQMnV8A2HOxZRcyw+E9KnwnfF74eAxFH/pWnYmBm6g8gNHpGuD0GnIcLdmHF2ZF2fmGcx8o5HGRzIxXwbuMzEmN2J4bBQ/At4VET+GGQ73od6Elf5yuahJ/w+s632wUDxG5i5ty85EgBtQ7sCw9JoofHox3VUYR1Hmoos5EzFvKObBxHQZuM6ExdykkAaGvozGGEfNiGd7pH375QCAOJQCtZ6HJ1TxeyngGIh7aSw7UwNvWPgDS5LXgOC0hbkrZY6yzIsj49nCuFFL4+OBmV4g1zMRby/7qxOAOJQCtR757tdOTn9D3u2eH+3pXfyenevqu3W9O9TSXzl/n4jA4d/H1xe2LHRvjwdpwl08hxnPZtmbWX6wyl163CeSIa37TOd97e0gTTgW5OuzQj72coguXIvy90FxP3s6Rg/OxfSfKyo8+PBCfFFynciv093coAOnYvn5rNDvXg7QgVPZTK/76sKPw47dfRlxCaaz4JlT3yQ3pnhQOaDRa+Lrl6fcTh+6w7xL7hHrUWLSn7fOUuDt7IenQ/OuBi8698lO7tFzj426l94/MvIGA6vfX6f4wTu5/tEI8SJbf/aS3Sb9DkW5S4P/eHn3RuxjTfGSu/cMHHoDjB7QE17DuU/trnewyxE3LsAzv/MG5hzonC466LMdjbeBztM0hFVhZdXRPqB9HJPum4uxFfSp79P1y3GOjsteTFhWZ+6FWv523niOYG+b7EM8mQm4+PgujnUtsRha78YNb9KGvMadXo9jZzOl1VL4HPo9jd6hjoUhLUY6LTHpBmAehrivBN8DPnQivvwPUi9E/X6IYLS9RtJDL2zPyZiaKQwwMpjJ3Wfbtn6lY7u8SRPG8AjqSLIC5/1z+0AeVg7uXs26zHFSdSjLuLYxcOao9SoB7Gv8dQTFqHPukK7H6KDyu8Ql4aPjoJk3Kudc7sy7HZVGseun24yLKfq+/nQYE0JXzvcw82FxpZxjG58SCkmJjIA9J2t6hnDMyGDuc+3HcY7+y3a+LiwtduW+d2nBOF+yb/+swxjxDLfsCVfoq106HaULR/E8fFLM525dw8GzKo+rMQ3NLvTolsMJQFWWrFshHKZyiHguCeizJdKlc/5SdQZgOthtpFAXnoHZ87JGa4nLMYwmyuAxRupSGnRG5m4c9X1yYInXlOvHnbI+7XZ3rPAIyhGPf6HYedy5IL5Zdtg+GODq9AL45P5ppb6X+0MZdYlP1pmRirEH5kmui52nQ/odpd2RGnPQmSN6awoerulfy4Gn5N2DYh1L2S59hDNS7w1F9IA+7fpRPt2X34XJj+5kFznZ2S5/U8sdZHIuisvJ5G1yFXH9ecMD1W3jyC+rsdJQFIRyMNWNJLqvrvw485ihl4VLIDyLPiPzJnjjTHXg9muQawlPKU+/3LvPOWI5Cjkupns+PzcIN4zsIKWrtq/wT8IOiOheQ6QnnEtcAZK8yoGv3jV/fmquvpvgHXW2LgZZ54HOrap6GKZ4PcefxHOPjXVsZbs0EpxhPDccKYL3Oa4p11Ooe+fqPnJ0Xci7z0X27Z99CGN9xfEPPY+mdjFxY11YNqNOlTi+wSnCICyNyXUfuoiztOi1e+7TAFG9nDY+h9m3Nfshyvq64zsgde9amFrYQYoivM9UHlF3etpcYzelnrITMsCjB43+HvRt3PIwcQjlPJ8JbjbKH+Mtf7FznXyJJsa2q6ZW1r+xp2M04Vo0Xx/Kr/3f99ewQtyFgpxteSBBKIVm7EoBLivuKBrto2hIM5MLPbrtAeJQFGSGWBaJ9UAAuJTKylFFXTZ+gJRALtQz7pyjo1E+GxfS8GgFzJnSDjc9QwAkpUJ7v1SM9n1dscfhY+W+jFwi8yz4zCg3CTdS4QHwvGZdn+sUfcqtO9CdEUeUjgLmalywXMxxPj8vebu+gcDDs0P5VwMumduJZtxjHS5d4kc/M23oBo/mbg6sqAad9oPvFGVHyJ9mz9q8G7PuYKV/rTqsk/593T1NkGMc1CVx4ZkwdoNmPFAHura5nTqud1rXkX12X4jd5332bY11+GO99vgPOBfHlrrsofTCXhqPoJXGDC576KYd3Mp1H4mFWeXQ7u7RhrNoPh5qPDewbxHsoZzVVc5/mNu8uij+DzeN3BDCg6TuIGHoCzgjNv2qQpmojICMLXnghueEQ6jj+exxu3kONw+XBvqZGtKEoKSU/vDmJwiCrGRGnSrryM7Swu9z/cSPheiy8hIiZ4UzFuGNhg+aDwTi1y6eUj4t9x3rXdZxFO64KOd8dh7T6If3B3PFlxTqzOT3mnvtXHKyndm7B5D54p569e7Ae0di/WIN+wzYuzmSDoNGFyc45qP27+Xbx8aES3beGTn0hp1+gC10DXOdklzuSG5HFveF1XVeZN3uWYdD1uue71DrfmSLthtK6VlCkJfIuBOlHHuHp648XiP8qX+4eRQNaWZyoUfvA+eeA4k3e9kBKHfZc5/UvmfcoTe209u9///4v38hAAAu0vOd//9OAAAA/f///1oAAAABAAAA4W4AAAQAAgAotS/9oAQAAgB0dgMKlWvhORAQahsdQSXIs/qH5r1VK4xuf2bRn6InV62hYY6R/HfUzmeQc5f4cA3z/6eUGsI5Y6bJzi1uyImUAgEOBw4EDo5nsaSRBEdvA9XaIaAxD5QQzxkfD6xZz5yNvARQgQjan3Trggg2Qn1jQ0A6REiONCCy3VNoj6CMkgYLaHpRYRGLPBSzWxJ74dAhrYGDC1I3DI/+xbnaJTnJ5SHE1qif5WXFuhFCYUuniiRUexVBwfJ4MnFAnEzsEvJtubKu7HCKQxR1EgOGSFnYn7HGZ6HkHZcBsoUbZAwGkKQ6bqlBN+njDUDUd5wGnwXsz3gTKRs7iYELh2hqZYe65cqJS8g/Tkb2zvTJ8NYkpXrL9U7e8yb+3Xnq473DLPTteQTD+9Pq8t2jL/ANahl/h8q33j9OwO8flkjvH4cr3j/I+t4/TsJvUbIDbx+Ioe9QedYb1PLy3aMPxvvTKsfb84jWe4dZj3fnKeh73oR+y/VM3pqkEt6ZPluzia539bGbmhkLAWyIlhOplnFlC9aJFhkIXAgMuozocoENepHDAVM+hCHVEANDZkPPjNEIb4uLV1VVr9yuCxZANKv8iv4pr0Dgm54JDKnOBmUCH7NW6J0LHDwqHBZoOB1McIiQblQdb1rc3IS5bPDybExOEmjN1NTQQMNKw/MnvpIQbmMEC/74XpJGSFADQYnpSYwAJ74LDzwFeDCj19RlyiT5yvTjtTRjT+mHhlLRCSUKskpyvxLoEoPRpRl8TD9gTJJLmrpQH8y0H3hqOfFlPYnRgKD0IEICmwixXyhQl6jEVCkVJqYs7FDj6FAHuZNA9zSBiMGEeJwqyq4qvq76Z1T5mavCyqpqUKki1VRRA0yIX04gOkuge6AOUqfGmU9Z6JRSsY5KRIUCRRAhdqaEBDWbGRqJvx9rnHNrBlyoPWmmsb9orQGgbbHPRDfNtkbNOECasQgykzRypqJ2xsHlTJQTbWsPrRUojR1We5KvGaBb43xB4m+UzUythIQJbQsiuBWI4Rai6zYqwFvTWwFrOJQuOK4ebvEMR1vCxV8jrdOSfIa0fNy9WNNeWL8WWdcT15ud6xlyLf46bY3EBUfLBrc4BMfFw6FoeCvgrQnObfSCWwgWtwIw2hY8mbHuUNjFT9jJW+2CBNktabmzqbqTArxD0XYX78KDKcTzEsT7S+TV5L1hyEtFwa7iwcbhQK/crgsWQDSr/KaI/imvQOCbngkMqc4GZQIfs1bonYu+vCR9A6Tog4vqAxPrSyL3vfCF8rG/fFHydixoOwZte2lPCM3emeveCqHeX1pP6C/UUBj2ohAts7CuRuHjAYX13RAnbMhVa2jjybD2sAL4sBExHIu4zkFkTbzww7E85/hz4yg2deSeNIpKNtYQ0RgCr7GMyIgKxnhXxrjnLQJZTGNcdJlTHERSbOCZiFkh03VEZgqUTJobmIuYaru4kcQ4OzTeRIfLsuFuxUvZN9xEAfzFCw7UBJ+wAv72CXczwmX34k2lcbZo3MgiphpzES+Txs9MoZLpeqapAYmmDrLNI9FNGj5yGPmZOuU1yJd/mjmDVPoHPuebCWcm1JylTGmj4mrjM6Tl4+7FPJM8z+GeM7bN9/wE2fz5CCyWTzZ/3jRnCeLMhMD5tuUMQoEx5ss/heRnchipTRo9m0ehmjrGNDUYMXWBwBQnsLTRqlSKVHUBKQsotzSf1BziQpVPF8JmtuDT8YZWfXqVFF1cNmR17A+xFOIPwaPgD2n7Q2ps/SGWdNcE/pBVHsoEPl0Moq7Qp1epwRz4dDyivsmnC2lTAeP4pObXBT4pCzWpaqmUubTRgimOqQsYvSHfdNZFW9U/FRM04J+GniGi+ahLOSrDPmoNUUm/3rJaJ5ODdfw6nLB38lPDYEp+ahdq3aGfOqiZGqQA1W4Sn7OvekZrid7RcfqqXZQnLL7qlhWa0ledCpdx8FXPDXzVbqufGmRGAVY/dRDTfMFP7TK9cOWnhttua34dHgjDg18nw/R/+PUWH7VGHXVp8jQ0xKmYAdNZFn4teYZPe2P3aadY/VnUS392Dfdnx6i+rGbXl1Xz+rJBcj+2SOonCT+WUUWQhB9rQrJsgx+LYQ2Nw49laq9oyv3YICR3L/xYogxaPvxYpr4hPxYDm+uNH2sCB+WNH8vIUmfoxxYpApbkywbp6B/4smriHF9W8+VVyJ8dExGd9GfX8kqxP4u6iajm0061CqL4tDeS/FpyoR6RX5unoL36b012CKL8WyMViGr/lkyosubfBlL+Wx5K5p97ogje+bnlm/7p52KJuW1IXMAhypyf+4aR83M9H3BPU7mtWNzaBVzZM26rBe5pXbDEz/VsKvFz34BcwDK3rb9A4edigbnlBNwTxC2PbSDSlgxoa3RiazL3a/PG9bEZK6WLMgVMLYUsL4XtQIqLAlII1SmUkSmliSooPVTMOlS2jlTmVCQPVVorVxR0yICjV27XBQsgmlV+RX/wTc9EmcDHrBV656KbGduNL6En/+5kT1exsQsjpqvCQ1estgu10uVBZZldZelsY4nBUtZlSS9hAYBqhbNvhb0FBmL9KmlQ1/m/k3Q83v6vnOj/vcAGQ+z//rC4pf3eWsALVb/3c9Bc4fcivhH5vS/mPtd+rwgbwbXfK0BaGdjvfeqBlkzR1Py95bq7ud97hqAF+nt3sPLvfQp1rfm9AqxR1vxeETjeFy+8iOu+6fd+zlAB4/zeWsHXBf/3x0U08v9eqAT/X7k3xLP/O3n3VbIDHdEb+sFeQm3VH8znQdDAD94xRkz7wwcyK8V/eBed/MMegqS8Cv1hvymwzh/GfPdOfxhJI9jSL/6K1iH+YiM5Jc4vvuJVXHF+8RipD9EvdjOh9eNugPkvZsdPur8Y7wVd+YvlXMs6/GK3tWDbLx4b0vaLr9IFDPjFRppmAX7xN/TC1R9Gsui29ocxH2F4+MN+EXwgf9jD+g/vovWdP3zgErzjBszHAez1s4OlQ5s15saMUcrjmRhjn6Uxkuo4y8K4BNQ48MNYU2z8GrpD3sGCsDOntVNZYGfJDbLXHZlrlIw1SY5Sk9GFZJ0DZAD0ekwHeyTfevJO9HQA96R7UGbw8LDj+SvCs6GIpwxrxhLK9BHaFCLEY1aI1INQkpYyS2NZwU45wrdcxpf1GpRzyCi7mntmzBcUmF90mi9R6JXbdcECiGaVX9E/5RUIfNMzgSHV2aBMoOKawMesFXrnYkVz8ycyZzhR+YmCCkBP/kQ9cmVhP1GYRpDET2RAjeWTxH82wLNAkf+8w8uM9Z8TQVyw+s9yUW5q/7lrAoyx/1xk6v/4zwd4wP1DnyLq438oBgbXu39IDLI7m/gPMSDgZ8ZD0CPYbvjNtDkWG8/c7jkCkbPd3dmHhT61J6IRo/dEWCoAG3uiukeiyxZEriawZP5CGah1GZgxMeBwhEGFyZ5BXz4y0TOoMRO5rokuu6+lPVFd489jT4SFAguxJ6JZcfZB4WxXd46QeuauLAZB90Ngf6If+qHwinmC3iw3+1m9eW0VmNWb0TTgtPpyKyqWYV9ORPDT2JdFOL7S+3I6RaRiXzaw+NbYC4Xe6B6tYSMRZb4aCNHM7IWszG2NvVCFWK1eqEuq/tYLnf316IXoEGDB9EKJXSG9UKgfStqXDQAu9uX0CjEhfVkEZI/alxMby62pZrQN85qCWX4eCrcYAoMRFtfQCDGj+WGDphOL5qcR1KNZ79FcWKUBQiJeYiOWNEAMd0SMJBleIhtOlBAGExEW08zcYM9EZpjBXJwBMqNkhPcrwouUE2raez2IvTAM8IrafME03wtSXxgv31QffN4Dux0Byw3027c4Lx0rpifQBARM2hNQivlC9wSKJnsCOz0Ble3Rid5Elfv22JvgoIps7E3ssHoTDCd+IHuTniusxJ6baqHnEvb03Awaeu73sd9uivbbt/X8Bivx1fTtERYHovcLrbnJL1GibXvkl0SgW8JVtATFkhuPWDH8klnH2CiXUFM+loAT2RYbsmsV2doCs2sOtF0ktIBOtQxMauWI/fbsYZNzhzwMTk67c7qgm4vDPSo//2sTE8J3itMAF/lOOdCUUFK+0/XNO4TXIUEEFgyvA1D+14PXQVepw/E7ZjaHttocVzQ1+R1YKcB0fscE1y8jfsc+hTjD75iZ5HXQOY9M8DoA52+OvA4JZp2upXynnI+fR75TzIaFyM//1nNxAk4Xd3JaJHnYiU3OHptENTTbb5omOjLHvpiilJhqNJYiH8/kgeDHzcenRF9PeTgQEvARO94geThYSPcIBX+JeQKWkr9MgfjlL6tQfKU15fxli2YbJH/53crAXwYVqMfxl1Wh/GUKE1gy/CVmHCkPB4+GnvLwEZ2AjTwciJoYnY9P9ehT+XhmJ6aaAaZoZOZYjKaJXLPNtkk0A7CHCtBGEhAl/Ef6Z6j3N7b3lwDJD0eUH5ZgX72pTwyKDxWVTwCtdiZKm2hqjw+wDkhenamCuti5HY6dlQS7PLXdaQF3SX13BTTh0Qjisf3yagjkzWjBNhrC5mzrhUHYMxnx98TVfqS96L4uNgSQMSW01EvHiqnwOoSh7dFCHQlMylsIDVugIbeAocKrZgURcgqf4MhGnkKC85UUqRUHnioQZaoNYRMmXEkIsqE+aSClw0eQXTTE/MbfCtyCw4CViOAH8tU0kvHtsXt0AhYHovcLzQKma27yDqrgbY+8Aw2sK0MYeAd06Pqad/DjD5RPWtqxYvgkOFrFS+eVvgwINeWXEngCMvJLrDtiQ3gmHfS+zjdh9kjxovkHOwCTpHkn1cQfaR4Cy4W4Gh+hwfzv4aE4LOCj/OLcWru8LP337HPQ0z4kOhb8KHG1fUcaxpZb+7rdmtTYbrcgAltIijV+FfOOORS/CgqoF4s/pXTRKMGfQjmZQjghxUWNFLaUlC5LOrg/BYxt5k8h23uE/ylsKzD+FBeFqzD+FMKqFEpK1D+ltFEFRVTF3OMKx6+ytSRbU/qrzLGyfxXJxbjVr9IKLxTxryggy7DD1vxX2Br80P8KJ4xCs58FAApxCj9LmjaWle9nKaup/ywxXq4sf5ZOOHaNn2XWAFl6kr/Lk3ou8nehunKWf3eMO7tKwN9VUaYm4O/CmKF9nP9dxcdxAr6WbsWWwN/NlC1y8HfjTGNK/u4kOdBv2yMRJdEox8tFlweVZZYIS2cJrpGWnyWGyYFGcQUWAKhWOPtW2FtCpmS4mIK3/MJ7fuDdu7xPPLwCnHlF1HhftPAitnk/Bb21f9+fle+Frxzbd5Luq6QBECsbHp8Q3q8kz6dykuoYY6+YDRfjuYjlWsVua/HYEPFVWmykKf6GhpEshjEhw35QYK8fIVMyXEzBE4Zi4ZwKrzkjHC7KYY/DQL4x16Ij7q9DS2fiH3NhwP8YRegx8x/PwBD8xz5Kq4L/GClVDsc/zqJQ/8clINCN/ONAMjbhP9bkcDX5j197kP475Lx/B8spTvXvzAmwU0lgZwkkT1kJzwYinj8icQk/D48BYlnv/h4U2Zohf0/6KvLv6eBly/h78uJk6Qb8PZJt59K/x1RQ7v/JAOTNrgKqAWkfL8cydG98bS3tT/ayK+J/MheQMSQ/GUsycO8nR00V/mS0DZTCn6xjwMjGq8UcCsUann9kOE8ZVsiUDBdT8ARUtDGXwuimqGfD/RgUfohPiGXFq6FfSbIHZekHnE/lJGdXY6hj0D7Gx16+lm693Rb1Y62B7W0PQxRDoxsvubkUijY8AblGEPznAyYHGMUUyHAhU5MhviG/IEM87s4q+/no/EF9BpQ8bwKdk5CJxFFEOxJRmydinyB6sYEI7pWo7IqowiHRnkQknjonUXDeDDoD4jh/OB9NOKv0Qzzy/IYMgQUOCXmZYQ3NlQfMLsxZreYFcWYTbzmUpqyopFx3Uj4bKDP4y71oGQqqrMVaNrMr15mUFV3LoWGziYx5AZw5y+ziiLkSADOsjSEhDUNgMHS89ByA9/RkPSB6BNc9O1rJ2wxkHwHIUm9kMhGfa4JrZWBoSZaTFE3Nniwnu5vryZmPWqA9mbK94lPuyY0KXGt6cmAKypqezIJeV6Mnk4EAO+rJUm39Uk/2wVIB2/Tk7dbrT9+z40iPYA+It55+rOeApY4WvXLPs6ejXe95NNgJFuh5fkYRzfodJUWV336HUvTvd+h0djIk7hAx7axAGKPujC3NlDYqrjY+Q1o+7l6saMr7MVjRyUo/3sCKxtGPQaiUbejHbSQE2frxAAlYPtn6MQGVY8vzGLVnZwVqh+jBTobFHbodyp0dJUY8P0J4NODx7HmGCzCF07HhDzHCMsI9GsUGeMRDdWIB5sRviuIYgzTcQDHtqjgJpzhVS/z5FkfOiGPMEL8xigV4IR66Exsgh3uEZTyGPwiG07PhAg/AchQwXiYYgwxYgYdvkm8l1tdO9RvG9j2C+4azvLAcvHtj3r6xV4YDb2KiN0eV98cSL2zYN3zhe+T2DVv72tW/ld8kFcAKxMAYYMB4cbDcAEuDNBayIBbBTxbQbopq30Vj9d2vy77rAkffXUTtuzx89AjOPXoE5psegQICPQKaAXoEKAf03SMQ+i6PH313MbXvuqjsu1/xV6G+ixagm8ICusoiCMpCVmZpsNazcPl+JV7br9Q99StZMfoVn15FyVyvAk8AxulV2oh9U68CohHMQa8SRVdX2Kv8+KVswkiZV0gBHZFieprymkKlZUGB1V7lh89soVeJcnGhqlcBseiW1qu0DWGI9SpwGhUlKz4tVrIAV+oerMRnWbhp17v6WHOzNwlLuXPRm3hRaYX2JlkMepOpHL0Jr0OZoDfZYetNULo9ty7umXoujiQ9Vy+2547N9dy+567U9FtQlH4bg6vfdqihV27XBQsgmlV+RX/wTc8EhlRnQ5YrKGvgRdYbJWuWpQBC9sQvGznLhZuNoDnbN5uE1ooWskQtjozaFkhql2yh8j8qDQX1GbR6iTr9L9VB6h5W6uoEVQZ8qmhvqogYVIXQIFLAACIM1IiUV4jcdBIpYERViA1VRC5VtLUqA7/U1arUvVQHJur0eonA+gwqDVQexyln0ykGTFMkWqYpWkxtSm+klmaVniwgTWRACrZKymOAXoRM94HQ2Xr0sC59jASdzZHOzqP7ovQiPaQ8pGCqpInn0hMFpVkESm+Y2piaplgxRYJ1isHylDNpU3Asd3khJzEqN+V8KgDDA89J6LbGz7eSF674+YRH8wV+3mfSLcDKz0dRP0vwnV5LwRJ85wOXMg58p5gVmpLlhEWTk+/kE3JHx3fmgdAS5TtRFK34nPlOMQquN3znAxjKG77TC6875OejqWBK/LzvpHfi5xPcKmAdfr59FeI5CYlwPslNUeQk5C6bguRNohqal0KaFiozWc0yT2TmpLwu4DEpwTg8Jge7vonH/PKBOeDj8gl1hXy8RZxqLj5WgtPWwuUi4Dvo8NIaOO1sfOwgTiVXYJWPt+hgtsDH5eoLVTzmd88tjcfk8AKGGI9JmZmTeSJCJisITQuSmpc/m0QzHJkeCTxwnA11LOLnqMN3tJHmWALIkUnKkcCGRkibRjCfxu4UoyFjhLFF0qbFs9fFlBaG5x6GaCZDCG6GXhkMV8gwhDQ8cnhYovZw7orow4mYAnEVMbEKNFGSRxFoAEU+BHtlRvZGs9pPNNqIfDI6+EQs8m3K9dnE9W2Q99FQ9NtQw6+r96si4GeU4wcz2lc6QB8Nxr4N8z6bE3ybfCIa+WTaiJ7tJxt7o3tlSPZMzvTqYvV4XLBvOGBT5RkQznvRIK9oC880DK+dAM+Ckc/Q3Yu7NtIdYOHdYepdJuadkS7eDRaehSK8Ng2e6VdeUVbeCwZ5BrCpvuwbR3o8cnp1sHsmI9x6WHhbyvF2CAP3hSOBhhOlWQ8lWZtYXc8ZxL3QxM3jMAnj3GJxfyzi1B7EQYiNe6lZzxusTbCuh17hRBPAkYD77m+HMm9Ll249LuiVebew0Xadb2ulFCzAt4FVEc34EkpSlV+eLYToz5OgseXXiuzgG34traJn4tXy2mBIvBqBAzb4tDaeMgGfxsKm4prAx6wVeudiRVOTRyNwosKjdXfQkzzaAr6yMB6tK0uQBI9WSIJPYymR1makRuBELS9vLW1irUgDEgWwgZAtoQShDXza1hrpFvZDao1t6kr9Y0Q9eyQhRz9hTXVmpAINrBpjUGWEa8X1W01aXamMXokdueLyXjmAcaUixGrSikuyygiBqrEGVKAyqM6QE9YFJORIUs8qqX9cp64sSK29RfmlgJp0EeE0QosYwtHm05ncye10gMKDrg1NnJ9NUCpMPqSY1hyZyguW5uElH65LsR2Yyj9Ma4xMPqCaoFCaOD0fdIE5HaBycht4OsOEcBSP0OKNcKoINckiyi9O7ASBRieHBvavwVxJMICKzZT8hgt3I4MMB22C42/qGL11FgzR6XbIASUgZy4nSAWP42fyOOgtfyNjjL/huvE2U5p8ggFQ+BrMFJ4G9s3T6NzwYicnPtxhigfPXfFfxRK89wed967Y8TNLd7zMCR18DI8EfEy5zMO48DDfHbwLH+9CGMm7wIl4l1kl/EsL/0Lo5WG+PHgYPkA+pjzEx/C44WVOePIzS3m8dwWP9/4o5b+Kbjx4rgIf7iBhrgCoM8gOOR5AiJ/+IagRg1A+Ph+lZz9Y+oDIDAlhiQmiRCtI44cgEFhHGYEAeS0EInP+wfLnozQtlM8P1KjBp4/IA0hxh9xMZ5AgcwVBekO7vIxvq+6ajRH2zC0i2h6n6qoM75eJl6KSu2VOfK8kTALn7JRKP/oH+6QsFyxpl9QhWme4R2Y2Udr4DN292N87uk5W9ndqGI1j9xUYKNuw+3crBNn2X0F7/1ExIzOXJHVMxtZSKvmoJESyzLm8TMwRp+LK3OppNj7Jy9JUKOaujhiAFYUhaw5D4Z4GGTO+xMzCZIE6SI1lDZKN+8r8Yj/EE4AA3AkRJRYiZwsCsOdD/KbMj5ZsPJZVQAeptjDZ8pfYmgYZNTAU/mXNAWJFfV0dcaVCYadX3tUwhu36DvWHKVhgfzqHIZrtTKGvld89ie2L/vsRWuS+vx2Cb3Yj95CeaS8KIAAwpP0MupvjiZQJ9rLJjT0ohQA+5n2BFlordAdCMXTnYv8JXT1R2YEKVEBP7kAoymVh+wKtBoIk9qAUWHvZBHI3xwv3M2joXhRAz27kBrLvbzX2IzTIPYntuDOFHtmfzlw71F/lroZpnDXqQcH1Dp2TIbY+Rlc4gIQHHPpEF8n/gf7rBsEYQzda3rmpoTVlZS9YoYeo0TBjoVtZWtImSudPtjTKFoogWxqBk1saxkgKGkfaG8WTBlfNacrTYROkuxdpcNULLR9pb9RPGsbIi6tNGoGTHKVNGmXLmzZRUkK3spz7B+ghajrQmrMKXoPQjZY5RCXRf92tyjD6RNcMXQHlAjqHy4NRjwqfekNGEh6TtFUdh2gxCBqA/PIqQUSDHLVQGXbrIK1FJd1WSBbccBXqwDlu9hxt/8BtY4UAsCR35F9LnaF7/g2jtHGPql/cqjoEfIbcSETEaPlwL/mBunvhpk2LVzTl7lo8t5MVN20aB43DveSnQtkGNxIRY0E2t6oO2D2qBnLPvyjckX9nt42VHW62ix83XIVKtxXSDbcOEivkKNYj5BeYMv3YskgdOP5ut/0YDD3eYGQMojtuaxsPgDMm4HJsSTRGJe+sRO0QOe1kYBQb6BEP2YkFcCF+WxTHIKThCoppi4iTzMWpW+JPXxzpFccgQPzWKBaATjyEJzbg87VL7b9hJPrv0Vv/DQvQe2E39N49sd7bp9N7ZSD13kTE3puDCqWw9/6ANbLpvbBgXi36bxhrDkX/PWpTrNF/w9Q8//qvHSoYAwwYLw6WG0BwBkVgxkFAU9c9EqHLQ7S7WO+6qOx+wbvoC90UFsEeLGRCbEu/cyFZXG0nhC3I2qds+hX1fcrcaqy1TwENEdjuU0xJ+5TXE71KS6/y0+5VonoVEIm9SrtXga9k/a3UNXnCUCycU+E1Z4TTm9CZ6E28qmrH4N4kq+gxszeZ6k348apgb7Ijh6M3QWmZPdd7br2m5+J47bl6s1eTPXfshWwNac/tWfN67opNnKrfgqr02xhd/bZDIRveb89ltUs01LZQEpfA1+IQEMt6x9NC8rRWs0lm+yxnI8zPpfws94Tcz8tGzq4CqgFpHy/HMnRvvCx3sIjnZQ3EjCHhZb1TgXu8rFlo26OQl6UgAqWQlz0haWTj1WIOhWINzz9aq9olW6h8JCqNAOozafUSdTpgqoPUPQFU0eCIMCBSJnKjQxUxQ6qDuDq9XiJGfWYNlQYQKj95yrl0isEUyQXTFCymNqU3TkuzSHlO6GEq9LE0OtsinX1H90PpRUh5SMFIE82lJ+TSrNIbpjalpilUTJFYOMWQY1NwR+5CJycRRG7K+QQAJ+F8i2M+Wu/k68zrRNGg03s5n+Cebys5CVU5n+SmB+Qkhshd6jYFN4kK0LwE0rQwmckaIvNEZg4UJmVcro634MDD5fAdQeClYThtbHx8FKeKt4jLMb9sTA5zmJSZOZknIGSyftC0EKl5GQD/SMBxtodjET5HHTccbZw5lvhxZIpyJBDWCJmgEayxK8VoyBhBbJGUafFsMYXFVeVZVY7SEFItYxw2PBuiHxhCgDP00mC4gtAQEonhkc7Dc+Nh2/ZwrgTRZ46YAnE1MbEqNFGyRxGobq/syN6oVvupRhuRT2YHn4g+GxN9Gzh5vw28XxfvV1WA9zMa834wQvi+Uju+j0Yj37ehk++zQcHzbdJdTfJ8Ihx5Phm+jciDbz8V8nujGPbKWnm9Ol6PZ45n30Di2VR8ngHgq0g+7wWPZwrG47Vr+Lt2fwdY4+4Q9S4TfmdkBe8GzwJeG8/UK6/oQt6LPAPYVF72jV6Pp4Ve3atbjwpvS5Vvhy9wXzgSRnCi4vVQ69rEek4U9xLm4+YwdCj4OEwZtWMxH+fm8LjJx/2poFUP8nFqTIN8HIQlcpWzZyL8el5Eb+XXJoqwC7jKwcOJ1sCRgPum3w5j3pYs3XpgsTXbwERKKE2xheCSoGFyRcmvFTliz+DX0ixk6Ud4tTy/cyqvRkAFB5/WhjS7KqgWpH3MHIPRCEihdX3QFvyhdWVAK1RNY3lLa9vVCBhQy9tbS6NYK5ImUQAtG4jZEkoR2sCoV2KtV1zgKwcxrlSGWE1WsOKapDo7TlhLyKGeRVL/HJm6umLD/RgUfohPuJJkD55P5SR5Jh8P1DHG3u2WX5rHFPX8kg8Dxlr5pdivwDbPVO7hmdYOUQx5Jh9OTVAFmjjnD7o0OB1wcp88nUE4gkdomYlwmqhj9OssINXpjuWA0siZywligeNz4qBPbmR8uOHG2UzNEwzAUoPZpYGVpNEZi52g2Jp8uAOVH5oHz2HxX0Xe+4P3rrBrTvmZJb2rSl7mxCcfwyOHjykTnVV5GL4YLjzMt8eWy7vwnfIuhJO8C7yId5mF5V+c4Fr4F0KwkClb0w9dOCJ+VXN6Vckm4KwqR6mWMQ5vuUVHY66BfCiH8rJ01hwfhsL2lxhamOyCDlJsY1llfrMf4jggAH1C5BDYQ0SV7SFyCuwgAAPYP8R39rK/k51sLGMfyzrcO0iZoBvZw2QbsAn3LzE4DTIWMRQOZs3NwIrycHVklgoF366Gcdyh/nTsT+eyncnHdk9iV+5HaJZXkvv+9rgbuet7UQDm/QxKupvje9lkcg9KsS/QOtqBUBTtQAWy9p/QA4r6HajAhbHWHQgFUWB7X6CV3s3xw/0MKroXBUDejdyj+xGae09iPwqZGvWoIESGo3O4gMQU0BVQePSJ7gf0nycgutHyh6INtOas1FwK9JA1ALzk0K0sIIxu0iZKG9IoW0k9DNMInG4EttMwRpzGWtPeKK+iPg2ukqfDJm506zS4ap72RnV4jKdhjKjTCJzgqzHSKFtTcpJpEyU0dCsLGz1kDYg9iNacJXEliW68XEH/dfnQJ7qE6Aoog+gcLqMeFg74MXA8nwAWfoD8+kbGJ0COYoFw6yCZ1tDdVkg7riTdcBV8sAfdbBdqtw2Wk/OpO/JPhJyke/7V4R5Vr9Ux3Ko6aW4kIubGXveSH0w3bbq93bpr87Zu2jQM95KfTzcSEYBuVR0X7lG1n3v+NeKO/GO7bbAscLNdkHDDWXBbORhy6zhQQ45ekIL8CrNwPOe07CkNVGmJkAwB5Qj1dVgQgeYnrUDEEvKSds/8jAe2jOfsjgeKTBf35jmre/PAij1ivnvmId7kJXaBbwUijshNvn/S9feCCC90I2+hvi024XsISOZq8k2EhN5A1ciecgTlkzS41+QS+2QCCjaH2quHKjKPwnYH1k3nVeQ7y8uW8d4aNXxzefA6m767JBdZ3l+cQt5heJ9qGG8OLgzeHdIWxjNvsRcMdHBvMbv0WyxyhpgdL/bS1SGdxcFl74bhjX5x1rskfy4PH7ZGb2R5i2DdBKGwHcKGxyfU0K8k2YOy9APOp3KSs6sx1DFoH+Nj73Zb1KMYCpl6VVW9LTNGZjIbyDEwfGBIv2DKiS9yOVxgzS4jwBDAmrWcSGgZX7ZgqWiR4UKAAJcRXi6wQi9ylDCkXTIbeGaMRHhbWryq9e/lELCgj3Cb+EqKhoePhrV9VenX1NBiE+An0HqRpSPxbbi1Z1XfBm8AOUr/Jpw1uypDLYP2UXMcPoGDJ4XDIgQOh1kcovSNauJNC/FNeMsGz87GhJtAK6amBgYa1j4aHj/xlTrctggW/PG9JIWgtPQk5sT3wBPrwUxTFykT04+GpRnsJQY+lECVlOTcSj8zlIrWShSWKMm9lUCZlhj8kIukG8CW8WBm74GnE5/Wk1gNCEpOERLgRIgNQ4HCRCWuSqmYsqDG+VQH2ZNAFzWBCD0hvkkVxaaKvKqqKVIVZlYVT1H126jyY1AVJqKqhghVZBVVFN6EeOYEogbqIHhqnCkLOqRUxEUl1o10/TUDL9SeNtPYYLTWnzMOMGcqJMwkW81YmM226GYcfDMWZzPJJGcqbmccvGeiaFuAaK3nNDaO2hMP2RpTf80Aq56/xsmOW/kk/k7ZzOBKSMBqW0DlVmDQLcRLHEMsa9t/a0JRg+q/FXACDiWMTcOH43IgS3f14RYbnFd9ONo3F35WLoe/RvqaXSX012lLakJ/PeMF7aPcX296jmn8dZ2Rr6VLsabNKkLy168GjCXx1/XFwD5/vblj2wPRX8+Y46Igwi2eFQs9YXCNtLBxJLGrPvNSU+S95dVkwPvb8LwG8WAM7+Jedyjc7OIq7ORK7IKY7ZbA3NlQuJOKcYcC7i4OhgeDiOeF97/l1eS9achLXcFm41jSE5LU+9v3VmbsnSXZE9JeqmnHqOWL4uRjg/vyXPsGQNEHB9UH1qEvqafvhS9Ulo/t5YvabMd+tmPMtpf2hIj3zlr3Vgb1/tB6Qn/iBVFEVjLENQ5i+LBxyWGFr2Ftb2jDyZCL1hDn6xdqoIvzC8Nqx1+/EA3+iOkX1hFAqw70Cx+LrAb6hXUjuUnfEMc7e0b1DblkDW00GdbuhxVmDhsRw6+IaxtE1rHEC6GJmFeKDXYoDh4tusgtpi0CWWTcGVG/zqZ+Y/lQLlINg/YRPp6hg6v1HcuOPziO4lNHboFG0cnGGiMaQzSWGVHDGO8Y90Ugi2mNiy4uFAcdKDbgkekqIjPFgUwaN+YiprrOjxtB9OPsHl4tjGx8uDvRh795+vAJKXw40FItrX8pe4PuzYeb+NSOZXz4S9fjJa0acBVQ7p89l9INYMu4ivTjRhh9TDXrnY+5mBeX4GfS/JkpVjJd0TQ1uGrqALF5NBqn8jdp/PhymBpSX35GdTXpyz+J2IQ+Z5DP+XZyrvucmVJzlvO86WU+Qmu+F2PL9eeZAcxz+HNGuPke4HyEAPOmFiMcf87iNTenQrHQE4Yv/yzLz+QwmzTIm0c+NHV4oAshQccz06uihuBd0Znwh7Qra8dgfwiN2sdMWrXgqqAcDp9eNTV7TvXpeGf6EZ8upAR7hk9qvqL0SVlIkaqWSgmVNlIwNXXhwtb0TWfl/ND+qRhK4Qj/NHRE/MpHXaKMZd3zUWvUnPr1FtWrHH6dTJNdgF+Hy5Clt/qpYb4zET+161Su0k8dzJxdHVQP0j5ujsV8LR2KrYmv2oWj6MhX3aoac/VVp8CBfNsehyiHqYPx1K7S1PBeHR5YJ8Ost6DWqKMuTZ6GhjgVM2A6y0LIlAwXUzC68WOLlBb1fmzQKt3ajyXC8mOZ7h7jfiwGMz/WhHs1hh/LCICcpB9bxNSXDcKkH+DLqsWwB31ZzZQrSX92XOrPrv1ZVMv4BJ92qohPeyPt15IJ2fD4hCvJ86k6xtjLrV3AlT3jtmJxT1O5ng+4bxhcQDO37YiLFeaWbbgniVse20AHWzKgrdGJrclcyJQMF1+ZHFjkGul6/v0qAbypjZDhmYchWskQQglDry3DFYE5eENIAwyPcB6eFw9L0B7OXRF9OBFTICKuHiZWgSZK8igCDQAvb+JYo6WW4dIsbfx5miohsqLN1KbsmJLSSm5LkT5VqO36PlWzPg+9duXpqg1FdcAm6OsraUqmsuy2NoOX4+YxcZiDce4OcX8r4tSa4l7E6zmDtYlVOFEaOBJwX/TbIczbUg63HhZO+qpm/R56LcsTBT6NZa3UEYVHI+DEo3V1eLQFezxa1wW0wlI+jYVE+Q0BIYkC2EDIllCC0AY+hZevxJJccYmvHAheqZBaTWJZceGoMlKgagxNBTpIdX6csC4gIYd61sHU1dVJO+YzyLEq1ud5slqavyz5KLIU28VU3pHJwTOtFfJMPpqaoAg0ccrXZ/yDLi7e6YDayU3g6QzC0aXYCQKNjg4NbGQNJm8z1bkpyecEyfE5c2M+B9QGr2MUyessKOV1uh4cD7TytKFqV/we3mZqM8EANZgoNLA3aHRsxE5NfLhD1EkfD56rigHlv4prQZC890eQqlneuxL3xM8s0flkXubEJr22y8fwCD9V4GPKQG0pHoZvj7SVzMN8OalS+BdCl1LHFP7FSc2mzLvMGlnRZqqEyFcY78IX5NTTlHchdCdJ4F3gQqg2/niXWST8ixOJNEv+hTCmDjqDh/l2luF4GD4+PqYclLqJA8EMXuZEJz+zxHtX7njvD1L+q9g2V7Bgh9yXB9CnzwhqlA7lC1yb7T5KS6SW2/YfLDJk7EBk9jTKHchr4z7KaLoHgZBkD9KotgthodmDKPnagzSi7UEgtDoCsI8ykhrYgbwutu7sQGSK2hH2HywwSJ+qdh+laqF8f6BGRZ8+DyDDHXIvnUFC5wrI8jIizcakzC1dnKrCZaJlzo1KQiJKpc2nq30y9kg7apfUkdmzR2YSUaHsP6q71PHA/itgYSO0+3dqK0rsvk+SL7D9vaNqf6emJKl33+d19+9IyFjuvwK5HPuP+t4jM43Kb7ukDs412j4Zm4RSqbOS0Mgy5zJxMk6llbnN02x0kpelqVC4uDpiBCtKQ9YchkI/DTJqfImthcmaO0i5jWXVCBEFIkQOACAAfz7Ex2V/JmTjwLGswg5ScGGy5y8xNg0yCjEU/mXNAWJFdV0dQUKF4sWuhqFx0t6h/nLEfO5PZw1BjlWxexK7Me7BfoTm6PPs+9sMeq3KbuQO3YsCyGlD7WdQz90cn0F1wCbo62v/CaXvQAWkkqZ2IBTkfYGWkEyOPSjFhL1sgrib44Nlt/0MqmMvCuBmN3L3QDC472+D+xEa457EXtyZQg/Yn84Zdqg/SnjZMQk6h+unTwZdAQV91ok+0SVzMoH+64ahGy0/NyfRmrNN6zP0ELVZdCsLGChh2kSJKy1HGmXLKI3AKdGGXxrGyJ4Om5SlwVWRaW9UhTSMkXQagRNiGmWrQdpESQvdyqIBPUQtCVpzNgndaNmJPtHdgK6AQkbncN0Y9agAgJGExiMnfY7n8TwGFPIrHBkECTl6gaxq1q3jIEPck9vKAZTf44azIEOvZXGzXah4ouC2wbK3o9yRfzPcc/AJFYp7VK3oVtUZtBFaUcK95MfIF5i7Nu/GTZv+k9TuJT9uJCIc3ao6aTnco2pD9xy8Lb+5I/8C3TZYitxsF3EICN1wFlzcVg7Sbh0HVpCjF6ggv8IuHM85N00vKEmDg0dQ5z2lgeorEZLUISCwUB+Gn7SpAhEGkJe86JmP8UAl4DlbwQPb1TPvQF4yp0BEkZ906YIILURITBuo7imtR1BCSYMxml4AeD+ZWD3Re0PB6ojxfKu9GAQxvqkiZ1TBvils45jeWDel/vid5UXy3hqlfKJ6c3lYa0N4d0lijt9fnEqoAHiH4RV5c3CBslnw7pAm+/J6i0X+bzG7CUlSb7EXtHeH9AeZyjcHF6kwPAO+OF+7JDW5PLBtjV5meZVg3VDY1qkia6i90FCwn5eQNyxX4Co74BA1ncSgFSmb5GcM+yxa33FZkC1IQMYwQ5LauKUC3aSLNwBJ33EYfBZJfsaaSNlXn+dd2QH1bbkS976E9ONkHk7ab03SqpjPt1yvQJDje97UV8W+O0/jHrx3mIn6PG/PI1z0WpX3pxXmk9W7R5+MNtQb1FKT5x0q56I68PaBCKTU0YBN0Aq2r6/3D8ul94/DuaSp9w8yGO8fJzUyOd6iZCtvH4g/3qHystsb1BLz/WkFf3eehr7nTftbrkfgrUk6wauq6m1xmTEaIbMBhlTDixwOF9gglxFdCGBFtJxMtYwtW7BQtMhocSFA6DLiywW2/CJX6ZN9GFKvGBgyG3xmjM68LTBe1dXvpelJnw8WHI0B9cNtjkGQvviKqmrWp+GhYYVRU8Mrgdb3iYJvYwKADZ7eTbjrpgVOqSPKV5iPg1eFwyINh8jBjepjy02YywYvz8bkJIHWTE0NDTSsNDx/4isJ4TZGeFnpJ4ZSEZsShVYlOUYl0H6JwefSDDumny0mySNNXUIezNg98HTiq/AkRhghAc2JXoxnEGMVrD+m16I8UVEBUBVfUfUbVvk1qAo7q6phXZ9JoINSB2GrcaYseEqpMAEF2sJmdkbiT3SNc81AC7UneBpbBq2VjLZldyYaP+OwcqYiwkySiNlWqBmHRTMWAZhJFjlTMTvj0D0TzUTbwkNrVeCvGSDxF4TNbK2EhKq2BVFuBQLdQrS4jWq9Nb0VYAIOBQxusWidxrSeQbfe5LGm1Vq/GlnXG9dIXnC0bnCLDOC4juBQvN4KeGtau40K4BaiCy+nlt0G0yrt4ijs5K52QYTslrjc2Vgd8O+kYLTy+Hco3tpQ/l38Cw/msHYF73fLq8l748pLVcGu6sHGoXTS5+v98TGg/t4KAUGQ/t6Zkj0h7aUEPtlvB279dqyPpwo+X9S8LeXzscNkn8/Hliql1DHFpryi7SvM78tTcupp6vcNoCJJgt8HJ4Vq48/vAxvrS/Kx9PtegNRBZ5Th+KLkCGa0l/aE0Oydue6tEOr9pfWEfngZcY2DGD5shDWs7Q1tPDDkmq30CzXc+IVhc34hWtwvrCvAEQC/8JG1sI42xAkbctUa2ngyrEU6rBA+bJRFDMcirnUQWT8kXgAypBbIT8TEOmn7ig16xHz6ioNKQY7+ogtdrL+Y9sBfBALJuPuMdyKernxG1A6NZcbGEHuljgccy44/Y0dxqiNXxtJvFK1srIHWWFZkRN2wmOaYSePGXMRUDxA3sonDj7M/12h+vCkIXPYO7j600YeaNOVJevr15V/KNipJ9eEm4xVsPvxly9QmyIcDITka8OET4gz48Ld5644Pd7cj+HDZOj/eBKQ2xY+zPf0dP26kEFONufgik+YxMwUAma4ghtQG4GtqMOBEz9fUIRbj6W8egQYx+ps0eKpgfTlMHJOvc8DnDEp5muBzvnHbTz5nZgQdf84iRFXAn2cq8Oc53v6c8a3c5nNmRq3NfM43Aj5n0AoCGfIzOYyaXhVhCB7VkPbkEBqyQyyBDFnFoYvH6FVQdLwyXcgaqfkDKYsIpKqlUkCljVWmODFMXXT9HtUuStUtK9WpsOrZSLXrmhqEgNQu09Rwuw6XUSfLrLeg1khFXcJxGiriVOyAT66a9XvaUVzZM24rFvcNgwto5mKFuWWbLY+tybwv5myuimBwU3Jtllpuk5FGaYMPNUnKk3765fWndFUqqf8pYGsrSPwpZGxTmwV/ChuKo4E/xQUNA38KoYTWnXYEFZRQFbOnypYDlTkVyUSVVssVBWMrGXRW2BlWOP9YALAKcv8sadkq2p+lLA7CzxKjhaXzjV7b/VlmWZ8qtKd8qFRKHVVszCvcTJWsfm049TxNmoBqA/DvKjp2Ychc/l0VZHVQAsprltlVBDPgZZ88pDbopC8GNAiyajbuye+h17I8UWhH9VCh2AitKGGqRPUL7NSzNEmNasNPJkeOOihh+W19lro56WTiD3s46+yT2ZnLGgeWjbkv4xnAsU/SGKk+DvSwM3dhp9KE52+Vh0ddj6QbmWuUHKUmowvJOgd6JOF4eNzx/LHylGHh5b6Z33zB50yH0wlVBISbONZof7lsTy3DzUizrMtc/kJJENj4Q02S4Gl6+hX2C2WSlRD5hTZHV7T9QjxkTW3KvxCpmCPKL5Skm/KXWRZbyX9ZgU5b6i9HmCF9uvrLZejalb+sx8Dv+cs5AuOc/rJrlexv7okJevzNF3rML+TmSxNDaoF+My3lSfsfYsCN+fyHxB6DGv+hGFtVS/6hz7im/3wAhL/zn4tI6bUp/7lL/VT1n+Wg2hD+c2KZC0/aOv7POzRQAVDqWMAGaMWaqRLUr66fyIzh1HNIUtRP1NMC1YYMZQtfT8NRBxUsl1ib/Wc5qdRNSQQynOLO5n0x/1CMDI5J/iExN7ysuvlHhp8BJ8+bC85JfIjEUkS7A6L2TsQ2QfQijAhOCVGZFVEFQ6L9iEgMdU7Sc978OQNGnj+cj6TOKughHnV+QIbA/oaEMphhaZgrT8wuzFkHmBe0mU1eyqHesmJ5gFq14BhcPp+UGdwo96BlqKeyFpGyGV25jltWbC2Hgs0m5gVvPTuQkLcYyFJuZLIQXBTEHoiBfWNJipB6sryMLkVPzoSsHdP0ZEq+R3lPbgyAVk3YkwNVrBL2ZBakcjl6MtmI2fNqT5aCo7f2ZJ8sdgE9ect1laPv2eEqW4Pa9wiytvseECbiFPqe/kPPAUwdMWzNnmfv0w/d82hgF47oeX7ocat+R0k6llWv36GsMe136HquKPudDI7sGf0OEQRZ+pF+Z2VqjKpAbjKtfai0VADySsUj9JAA4yQWAAQYBrNEMAc4FACDBgAAoAAQEAYGxdDYH4dAX4VzPcqTiI6aeQ8KPEYceAm86QwKu7EnWwc4zPVK9fQbuAthR6fk4gaOK0pVLGNn9YDq3UfFWBAvOwQ5q4n7pqDKg4hrem2j5T4iQzCy1AujsXIQvy3cMQPRVeGY6ojfEx6VxFLjZCWo3DzgI0GIMLSH+Q0zYUkUJ9KEJyY99xlUHCdId9ke9iyEEUN9EJi6jr/BsUH0uxeCqpBy3T7hYlBe5R71SRBUotsxcO4M0RkcTkT42gcQ5r4ecJ6FbZqj5qRfrIV6loK8WSIf7PVfMmmP5b7lHeMHFNF9HgQ6ViSXpUuv+yx+xqA3wRvHtYO4Axa9BnzN7CnGU6e9g7lDuCP0Ryi/IHHxerbz8DlDb8O3CD0MHxJ8Ff469MmPI6T3BODYkVyiYWdqdcOxDywHLSJyPcZOId07Zh/t71um6UUxtadBL/mgr4jvl+75JY9p5HLjpSw8G3ymOuPGIB1sHrgqvPbpp+nJdwRsjtb7LiDmR7s9Qjsgwb0AMT9KFtJprio9fNxAu8rG+4Ct8pHvgltHe4AD91uM/DM9ftOiw7zvKtVju29ZyPgBRXSfh4aOFemy9NLrnsWfMehN4Max5iD+gKGvAV2TdYrx1GnuYHco7gj9CI1cuCC9aOv85+zM2+cbMQ4fDtS4enRF98nZeRH3GPpYFi5JuDMVdmPm2jpgYVyXyqmy/E7fj1j/AmF6Hh43tDwAhyt7/JVUjnWykmh0v3ZPDX3scPelGekMp/iGwT5Yc0ACeZ0sTyWeqjLeHcARxRFDNucFLC5uOf85CwxvP78d/DDsUNhV2HUpJz9HydxToGNH9BKAnTnyeRd54BG4XsadorLhj56OF9GAs1y7XedAe7ia1tf/aoXETvtklT/3BxTRfR4yPu6rL1sTZxHTNzXyDmAmK1Fqp6+x3pd493rxOnoJsFy84kh4rvsEjhMO12T/szbCDNALKd2PO2sJMbppMfH9IA9aViivWbGWU1btulu7Y2k3wv0WS8jv2Q6/sdmDqbjCmONl5Pv4LbryoxuYdo5MOq1FpArQe2N5L6ftETqs2b7HkCZGoijBzHPiSIs5StQyXUyNe0C7b6G0HlDqfWchj1MhlzGXMCZ6ltFw0z87iLNeM7BTzDnopW6Pcg0jFsCRoTkiyY/km8qVug/IRy4RzZXpBIGeXb2NDsWwDufc94rH/cRlwvSsgnyT8TwIslyziqf8HBLtxBfY5pJRAsHjJKLjuZbmMWLcvD0DcKNLW0TXB2AQAI1AKMhhws+lsi15n8iK49bRZcx8VgK5SeA+CDGuebpT7uEdxHrEJLB5gY05v84k6ba6MeTD6gAQV5VX8k4KHOS8pwiOAcil353xcDc6gnwHaum1Xneq73egdcQxXITS2f9upNCh/Fyl4jh37z629cNpegazciwrgApZdwc7vRLA6gLOwM/S4fb2Vrd+MB1Xt162/eTtI32I17FDY0iceSGKo84BqESul9siTDiSUwulo1ihO16WmfN6n8KAK5vVfat8c6qNYCyuWWV9pHyEd9H1stsHE/iq/eqcJ+czxX6POBUpE1bEIWFkXB4D4joYEgdFWfdbANKMJJiSlISB72OiRWaDe046SuW0FshyAcDPgW/fU/PAuJFOXnxQJXIdW1vQqTO89czX9A3mv7YUya5LsfwYIFKDhUeugkFzoHhiMOBy3ccX3XHEetmCztLd3gQ5Dzrqa8bhKcB+x1BHJB+90h4wLvBd50/l9i0Oa+yr65V6TwoOe+4JsmMIdClWzzi8G+kh/wNddK1XnCrJXRXuyOO+9UEv5oUzEHcb7wcYdXkTx8+o+9i/PvVXF3RvHXnrFH4LznInF5Ceub49/KR89fZKPU5ePAIOcY4NNcz7zG19kJectHFAPJwCK2fhRzP8cm39gOrdR0XQ4+r7VrS8bA/PYszf1GAHWc81HOuUqbrjzx4hj817QSjnoeeA3YZuFXoYOlToVdj1qZMfR6XvUeixJ71EgWfq5g0FaNOBCna9Y0+R+h3FODozfMFq5XG+kjaujJbEj0dw6j4W963pEuRbn/uaFqGXXqi8kBcsnRA3Of7DFrsre3pSi8dgSItjovgdnzMaVI+Y9wHA5vXh8817x7xj4RYdifrFrAuWVc3zlbgZKUgYEb+geUB57+M64nGe4bKCOUsd3YRzDmIHMCZ4jXCcYj59QfsdCz7CZT7/Aohzfpyz7va4tdrD45DqV+eXZJ9cHHfHfWyWY25yaV9nHNkN1CDfgVp6rded6vsdMBy9jlgBkoFknslFwga5031gnHMS4m7vHMTRGgxOhVFo6+NeYGQwkdw+ExxI4FxImR5PUz7J/HKLsteDG8XXdZsdbGHSiN37Kex39HmEa91PAzm/uVteHp5mV+p4ZvetUpYHVOC+dY45VqjL4EtXdxZ7RlE3gRu//iB+ACGvAa8Re4rx1NHvYO8A7AjNEVVeLkhcvP389yyG28cbmw4fB2u6erhC18n5vPA9Bj7WNi4Z0pmAu/Ft5z0g2K9T5dRbvoOvI669IHBbIl9i5v5qBQtL9f6Qe+qZx2LRS9M7zpTLb7iwB4ccUMJc372nbiTvimFHxjWA76vvQrx2dty3x63SH57uWx9+9X7Fzsn5GdF7FHis7i5p5JkM/MaEXB5gOmj17uu1a5ZhOJ04ZWk3vmNhTI7ytV68YLBwQzIY8Ltvhf+V5gNKfd9c4Ydx3/pCAOHWQdSxZqj+SIG+Wdi1iOLqJHeMhQN0pokVdOmwDTk+lY9YIjV5oQUBqbi732LAM5ypKSo+gPJt5cMlICeMzeI7931LDD9hwbnNhYrpIUuguGSmPGsZ1bxpCQI+aI2qsXgFBR7vl1k6W/8bFzmMrytzPLP71gPrB1T4vgEAFvwyu/Sz4NJvok87SDOF933IgSXfB1z9e5cuUHS/RQl0Nrz79pu0THbgO9X/EnKE9ugfdvxcoPfD/TeQjJADr00B8t2z8I5YFHSxgIGHJRuoBeN8H8v3rbQ0ubSb3gT+2EFAvR35+55k2e4uL2BtnpGEGzPkgRPRVTxxcvxO2CpFRWhafR/ARwfc2a9ZmuKfahE4cFz3JY9YB9a40KIQlKvJONgLB1IwwXbP900xtPCXse5bNPIsU3jTOD2Im15rvm+l7FOx+3eiYEeKUQvwvtWNd44Ks/aGMPCgDe+CzfQ4E4UoiiiY/f5WqM6myzHAQZHMeZqrS/eJxflq3ajaQT9d2YhjjHWqcmK9YBBIQ94v72qvBp7aAEHuSMLCPBeKBudpzij5BgkO0x0g0VXaq/U6SeEAxO7BvSb5OoZkfYlq8AzCL7qjNTYPVOzr3X3Ltp761TsnfbQMe2GZeY7ct9r+VmsH0VGvUnxn9r5V2vKACn/pRbHhd9/Kn7LLYI5nvrt4Y1Z8PzcH0uI6UwDvK24VdQeT4yXRdox+vy8jYsVW5geWIuUaBDDFdw9yzEv3bJVv78VhfF2p/vGL17mqcpBG57UDL8yguu7CxFPd8nF7nlM5E7Rvp4kPyvAv6kyO2oCUalMi5L4p2W9cLLTuwJEAr9u6b2H7Y8H7qFPgXWhRws/s0c27B3VRrlL8Z/6+lWb9gGoywjP9MT5SwUsgGHHPdNrVbqSIsPABToDVr0Ec6Z12oLPerZhCdgQ0sHAt889DjtLdOHZhDxSk2q+gjpAfbaDCrsvkR1Kb6KAetFTCBhI4SUyYsVsD3AfuLdrj2DGHXAZe2tpZzBmM3ATcuPqDuAMoiOtiOQU79cw7jDtHO4I9Yom1F+guuHweeo7Qbeit0MOQQ0Kuwl5LP/k9UsY9wR87sUsE9sz3b3iKNg4s4bXnNeuGnv7vHXc96icXTYzz87pR44Opvfqow17RA8p3HxW041ACL0PIOStY5SZg2oPqsK6xBDgFKeAOxaAj1AYuL0AHnifSuR1dPxwMfhWA+uQ41j0R17Ft/aVS8DOg1Bvlh40OGOZeBwg4jfXeIYQ5yk30KmeSgBtl2AFAMYqA0e8r6DiuoeoysNpnC4DZlAcLWyD8TqXMe6emclPy6EKDa88TAeA2sZSHoeS9SligkwzWuEd531IDx2D2LkEsz8CftSTjG7Q3LTZi/gMU8/WNdnrilLWDu1XfoxH/YuaCRYOeS86tJrcriRwacriKSnldrUAY9Wf0gCLvM1vIcZqol0GKWqeh5EEMxYhlCUlA38Zwwfn7LZwAZ+e9fXl7zjosHa+uHseT3MEaIlNrcn5gCOE1K8Z6yqptSOCZFfYrWPfDpBOvCr2PGRxXsMvEiNxNkJ6uwRB3PAkAERsueNy3hNDOjNFNx/jga7jF9nbfGq3HrfKuly3AGMcbsE7fA0FXcYm82+y+pQ2PHqL2QosHnwtQv/Ue9lAVwKtt8mO/b9k1fkDR3KcKKKIuM2I5q4R7U1LKQcBp19QyToEIvAMq6AiLB1oXKAedB+C4ndYOBwRdRUo9OTJzT7DzWLTuUnHoGUKqG3NmZgfAua9DAE5r8++AgR9lFLiKM0ngGxbsAZztSkV2NIVNIM4UlVuoFoPqDuY1O9uhbl4gIZJxt72PLIUO7r3ft1qr41ZI18sWE3vWAke9aY3Y6w5AB62i65rFXMwpixj1HWtZH7G682L/gqWyrjf/dsUk/nDFUa6Cq9W0PrCTVVmIBxRNVCaeGCUEIw60THcRkLRiFRihA/p9y0lg/XmII1r3rQ47nkNFqcxXkCPkD0cztYbLL8CD+fklGGTiZdLdMwGBhAhGIuXJcHtdJBGrZQQcKYMiGDlNTFpNKtHCct63PAUDPoMchb9x0LUOK00hvII4ino4qajpRRa9Ip6NriZsmQqMQCiJShmSJOwRYaLBw2B3k8v3tRp5+mXicZoLSR5SYcjD/FG5XEDetyyZzkRSSnc4Ci+QGudFW9siJXeoxzwgLnuxjmaLlO3rTWPz0g0fz7z2W5VA/770ibX6rrLS8rCjeY/d/9XJMwsvj+E19y0VYjctChH1QWuxXLNCuZ6yAAcqjlipVhescq7zlaHityvbmJDC/6ecrNwPKPJ9AgIdZ8jEec8qBLoJKugg4r7lR67F7T2Vw92pxx+J77qQW52fOzvv25fbsTt8f6BEV2+v2vvkhaP891bYHzuJX5qDn7kG3Zh3HJgGXbcMnRZs3tUEHzUNXpTvdk4x6JZ99JCgwtMf5ep+YP94Kni5dOxseJOb8bCDlYPXQnun0uA7ZYbeRzx1fr2Q4jqPfa5Mv7mOw9hD4VqXZz9J88j9e/CtY7CwS7TBM7D9G4jAA+TR61Vw6tbcSUpH+WFG6wtZP7uF3tySH+D6X+ppHfu+JanhAwotlZbvLQVCwCDSQSopiLtIf9/CTkrcdzvPW5VvxwqHeMWLkMZ5YdX9s4cfVNd+aob4TI0XaoGFnPWZ8MKXdRyVc/UE491UfBz7ePUIPIzvea3OKo1uZsBhIQ9kwBev8UktjtiUPUY1/BK45wwKeIM24gB0kSGFYfr2Pg9yloLexCIf6PdfLtEc231LuuEDinCfukBAAljJUWJJbYX3Lb6kZ6vSQR3atJ/7lcregDACPHDagbtQmmJ+QBzJiZZyxQcqnpQBqMxRAxIgkagghAkFwCkQABmAYoaAMdr9JvetlL3GkvM6QRVSh213LsK4IQA+oMG7mDMdMWD5tYlWCT/zfgkc5A9taiSlzqCS8r1vJWtGLFe/Lxqh42xQl7HuW0Z8VnEGUTclNx7cBzEHjLgGcO2MU4xTVX8Hu6PwR2hHXn5BepGt8/8zMm8fbsY8fDiA8erhlXKdnJ8ddg8Ajx196eiylRFnBvmG6qaFEQdi3bVeOsXPO1Z7hDEukhpnAN4ct6vOe6g+r+I48yerueUehnBMfPalEfSZQ0lNbuyoUnuAoO8Dr1Uyn55o/b7blHykiXHB4u/XnyHiPuo2hO6ADv9izuSA5/czFQol+K8bHC0HEF6mY/brG8jT+S9a+nk343w0P6wFysXgL1aZ58uZG/19a8MOL8Ol7EfxviUjqgfU0X0PQZQcSREXyBEyga97HIjU4pj3reaws3LYzWP7MAnhFRnlMdDhPpZ7jMe7uXHXPxldb4A7AxxugPvG3BLifUlBYE36zjYvv8GOqhA6bjsvAwAEUfFg7Zx6bTdddyONe98lbSXPPME416O4dYrDv8KLu+YZYe49mgoXiedwetfMNQsG9ZR13fqOVc7liMUnfsGSPsTc/3bV0PlwpVXraiXdqMsH1Fo1ZUWbXoPXki9cbXZUiAjGfasOULzzcrqbGuygse3qnPwgi8r2Cz7c7Wmhgd2tI/aoKpEBo4gw/b6FhnA5XTGow6teSTB/fsHDTG5lSdjUrjIie/ra5n33Umhx9KobKv+8nP6mBntQZLt6Iz+SU6IjWK5JF+KULnTyNa5ikmJJgNciW7/Yar0sFKhEbMzXA8p9H4Cw35CHApsrxTOvsm6ZuyZ736q5uPssoX2bjHgwhnuBMjvCgHn/Ehp4Ob07IsGEge1ak1Tffas4Y0uvDZEpdCiB/vU2aiKvC5TBlZjvAG8XkmacvmrDvnut4lArsbNg5E0VyYGaz+WVxqGUv1/+grveYzDUJdKwM9DWG9h6DsBdiPXtXMQkgRKgrQVrf7ltcS0YSMH5GKAH1Pm+gGDHYcck4jLyksTPws8oxE3EDSr+IOyAkq4hXJPslOR0W+/A7hzzCONIay9gFzB2fj1T5G3tBhGHtQMmXlVe2XdS+Hig3YNe9tTHfIxLCXLmmzcUwoECvR4Dp4ziDjF5tD/1+F1Av9pNg7WzT79iWd/PuieUx2OOPePl0iVNcLZ2BiPebNzYEx4MPNCfcf08P7XVaVl5Z8g7Df0oPvEC4L3zWgcu0nmzHB7W6oAwvAoHT2pxSNHdE/LF/uoxIolLcNAZsqEbkM0DWFegmiLACoz8Kn/Agn0e4AfU7X2rGDzOGS4ruLPUhZsw30Hj/DWmFxntFMbpi8bf4eiP+AB48aLUnqfQ3tThDwjtVy5kh+ntFx7j29NKogQVNMbmhlgQh4W5cc8HwY3oujoWQp4jPvetpMbnIQIhuqSNTWJOyRWB+5++chXfp0Tx4pUNfnYKv2FkHx4nuAJRH+Ez7hu9PcbCvMSYnQHOugFC/QD5BXZiw1VXXA0x8GqS5YsOr5ZkwZVo9ft8QLn3wTX5OM9wWcGcpY5uwrkHnepr1tQpMv6O8MzBlSOWVZsXLOz89yzM24ebmQ4fDmC8enil8+TkTITh994qljE39dfsOXBa6JpF4nREUUeskGae85W5FevDaOLqWsdfU/jjQe9bsOlyJPNs2ObNNODBWh2DElAn0vxCxfRsxPDGDA/mhlfmwJPvO/VxDy45BuS/BG0/g4W6QeqRxwHw6hrDOx3FO7F+5D4voPLcN26nyYFqXqRx5u5b3Vo9oILv+xD2OH0sMy4zlwzWWfpMYW4yb6hmD9IONHuN8VrVT2FPKfYOzZ1Ljkgc1XIBdoGZ56+zst/+b9h4+Dxw4+rhlbknZ+dHUNyjAMdic8nGziSwG7U6oDGv55CfSjDvSPct0XokPKqLBIHP3/MGzA6q+hUeD3yyuoTfW0c4podemqlz5qXfxHrjdXAQ64HFXdctiFMQrztb7i6sj4SZLvYLPK8vsJtz8LAWB6qGK3TgpBZH9o/yisPLbgxgkr++UadQ7Q7YPtqvdPouIBfOpPpmfwdI3FVUx3rfsl/jA4roPg9Bj4NJvwwm5Sx6lJvwUg/CQb9GC3UKLdQdNtFHiE0WLmDvWy4+X54B8LZ7W8rh68HYV7+vyDk5OyOD+h4FOBa7SzZ6poh+w/H7/Uk8gEXXsuLUf90B1RHDvRjKZ/W9UcHD9eOqOsfGUE/tsvAs3s5Z+AtWdLvp3R7bj1MExHcYRKDHzwUOdn6cG93tcQv0h+eh0a/Ol2GfXB9L/0iP1SaXPJZnApw3YnDRc2A7rsMAnW7y3hGCH9XjXyAAO0PDbgCth7WErk56uW+1FA8oyvuEAj3OJuUyOrSztFJuwko5SBP9Gj30KTrpO+Smj5BLvwAu/Xy87nZDyGHC6qtx2CcBOPeqtGMJQZeAVs+MZN4w7DhQrXc93nJ6mexODvsIgH1xp3cOmXEL0D1MZbzCkTueD0HgoqEXS8ZN41qp4ZhQx3jHY4LSii3D+WK5WIgOF/dZQ/RkcVQbsRYQ5EylN3oUFCjDVDonT01mdk0BmklIihBI9r51ArbuCxPkOJuUy+goZzH3LTLiJq9/0PHX4O9bP+YUcbsD84+47uZ6gfFUrHZ+fu6KV7cJfngSXsWwk/tC6LGIuAhSd1TH5Ahckvf7BNnAX9TB2ane9uUhfbhanaMixH50ol5CT00F5NXC4EgqucEtoXGA/vc0hJbQT0nwV94vEmVIxL/xedNqwsl/0GoXaz868ZdAA5mU93lRxxShu+DZuI854CIbNwXgclM4fpDJM4ewZL44Eh03z+fBcVEz+OKeg5w8l063t2+cik3KfMq1uwMCCJugsigc8Gq+yWuO5r79vmXtA3xQ45tsqmRv+vNOKSwO75ynKzj3YYTChjwJnfgQtIJ38wyJiEmkCUlZYJGZ+TBho9H5MDwClZzqDLhiVdYiKQMy961R9LjQybxsJaX4Rp9slT/NiuhGBfrcgkXW+wRJCHtJGL/jckNLxnXAajcdp8Pypjf0e3f+ahcxW9x1AO4DZ/bHxxHbZQt0lvG9idkOakLn+xN927gDSHZiJZ4LeIY7fyZ2+sMrhBmh697GeswNXsrbGS+7IX8mIh+wGNdd4VQt3uHnEahwAXjO83gzqwPgcOWNrvyrlaE+1slKCI0eUMT7PARyHCb6Mpqps+ClbqKXOogO/RpZlFNgUe7QTD9CD/0CTvr5bf12U/BhoNSr4dknDTruXeqPJYNfAqg4E8W4Acg5UFt/PbB1+jrpjjT7iLjNxUzfuS7zLUB/WMl4RSY7GggG7fFqUlwOoci5b4ZnTQpc8nMUlcBogw7GyCnGyTppSl6bouu6BE3YGQrW3CDA2FBeA7Q5zei5IwVzlMd3QQh2tgC7CWQfzhG+MurlvpVWPqCI91lnPq44fJlxdvg6C6XfZKwOGvg1zu8UZL1j1I94JxeQcR55psbt483Mh08HNFw9vqL75HReRId7GP7Y9y457pkXzw33d/37gFu5Vgun9v+OGI/eI1bOuyiGZ+R8xcVv++ZhFuRk2Psp+PFiA1yunXmKfRaLcTfxjDuIqwWz+7S6F+78CnVroA/RUK4iw/6fFd59T9NjJ8QvreBnjuE3ZpsOzMAzRSmKNWx91Aei4Gly4Pug4x3HuG+RiMvkzFmGF53Wb5oUDwp8rqFmxykTrukO9a832BFWecEYP3/vt1X8sEVXnS8a3cnp/LDf0zT6MY3xLumMekbP+De0jTigadDXrIP8dNBOWRSUO1a85X2ryf9iLkUYeSGDLPO6++CPHQd75DI4PXAWy5emgbiJz4iDGI1zDWt+yqjf8QZ1BGtwwaw7D7DbQ3gYiVedL0T95OzsoXsQdOx3lwzEmQS5MesHHP71Zn/6ad2dmKNxj1gTfLF6P5dku402B6l5kcaZu2+9afWACr7vQ2gwAUTAAP19C+csyTjPnn70MrQ47H2gL14m8w3xoIOi/LBkMqWD3LBLP+tAMd3cL+cKpebpTEYD3w9LVIqy6wRbrB1SkvtdgyfO7FNpzRNDILpaHfTXz/XTaFOfH3VfB1lEX0mtPDloKbRcswJ2nLKQmO5jIAhCcMHSgFG8FXUPiRiu2GSPdd9yReMHFPE+DyGepQvpsWcO6FSCV3Bd+J6T9Let2QOOAFcrFEfE0ZxqKVN8ouQ5WYHOGm7P2w258OeCXHBmfgObkF8RLrrmYQoKr9VdOcSsVQwR/b7FWru9SjtQw7ugqWV+uC/3gZavVoTWEuh+uQvcHj5KOag9REpusWHTIn567hvZcRzKeNkqnTVjbgIYDmqQa9z/FMp+x2odcQMXWPM86gym24cbGIdPBzFePVyR4+R0hgq5X/PCC8CdPjnfxr0qAPfTw7t319GQd/GlcE6ub6P9YEquHPa+MzzOsrysQDoLeJibYDxyEFzLazSu19RT0I7vGGy05L4VkJwXcsYFdDOBB3/gF2aNsyTAe9oLO5fHXriXLgxnJhk3ZnsHppZcXxgKnC7/TVJzd9N6dLp9prsXM1/EAnXQCT8qz+bzAeXch64kxznbZQV/ljq9Cec76JAgVdJFl+6+1VKOpcKGXBAZV3TgPhaOgO/KWjUN/mkn4Kh0oAnVfWuwq+/cn9tWxNQx479fGXY82ns5v6Kum/5kWxE480z4Nd0dv61UFwj7vIm93eCHD716fDV0T07Op5B9TMCXlvQMD73xGwf8AigR+5QVAumOJQL1iDUkQrV9fEYhpwPVSik+oIL3rQt7HEz2ZRSBZ6EF3IQGcBAK8BrLwCmk+5Y/uSNaj5g1Fxz+/H+2xu3jTZiHTwdqXD28kuPk7ExE1/vyMS6pyVnLYXzT0hRz0OJoJaIM9XxS5hl8Zsw3oXA4zixX/jfuiNRRP5G26ua3E1UC/PDb7Qt3ToW6DchDaChXDeqjaJGy75bGX4b7Fhe5fqOnXHvHYziqkgvfdD423lz9IB5dcfyjseJ9Ijt2LAh56Z7rzMhvSm5890H8AURcA15j9inGqaO/g92B2CO0I7obdV6dWfK2cgOIw+oBEVcVV9Sej7h7T4nE/SUgpsyNaIF5WJw2bCTNLJ2zNbf562Fch1jPauEeIhxvHMuCy4GX2jHODOFm442SwMHAA/XZ6+Odsj/10h3pu6LlkbEuMC587fPYc4P25p2HsQ/hNS9pc5Lm6Kv34H3HoOCXqEFngA03MEEHyKPru+30Q3H3mRxtzC9u+Of6/lsR69CbqLSIfkAp79tGmR0xhz1E3vetPBXGL6aLoJ+/JtyehB4+G1y9uep4nLxwxO/efuG6xVBTPX9r81MYE1L4fZJA9FQKxn1wkoWiaQcGK60ewA/fb7sS3KuTprxUsR/lLybSxj9r+eI3LR3UB60hVtesEq5TFgq7W+ofveMXO6n4tyuYYg9XqDjGp6n7VFTssRjk0k33mSFvSm7MOQ/iDhjqGvA12acYp47mDnaH4o/Qj7D8guTi2ef/Z2TcPt2Acfh8QNPVo6u5T07OMC64BwDHaveSQpzJADdmdcDjXhfFU7N4hx+PmNIFYnN+Pjd85iD1rzj6A6O+95DHUccIcxl6yYk8Y+vejHMdrD1gh3gdy1MJTpXpTtmdkuHoMMCFap7HOqdqN9PpMPYQrnUZtpM0j16/B9w6hgm7RBo8A7R/Awg9QBxeH1ucfjp33+DRwuLiJyMUIQQCiAZiS+Z90Sm3I20gwd2EkX6QjLk7hcGUsNz7fetbnWugt5FQh0Ho1xTVARbUvJBjqZGMwnekUM4C7FGftUmNDDlTXhgOyQj3zdlxinVZQdAHolPHOfHo41wF+OcHqNuGPPSEctVTH08yv7TSNZv0W4toQDwsYqnUFASByWQ3qiJRncd9Ig9CSkVWcDfhpx8kBApD7MBCO0KwIODPEwveJuA8HNVcDYRuCveEB8fOQC6VxJwh4LwxqzmQDP56k+eUMPxdXv8RANhFLe8cEuNWqneYyHiVJnO0DZ5AQOevI/oJj2QF5AIHj4BmESWIleImnQy/b7GLPW6RQ3HZqrOetYruNy2vYgctS5TXrHLLU1YY1x1LpdgjljnKC1YnqHC7Mi5+uDKKerW68P4P7WTlPqBo7lNVCBAUaKG2M5CSFbfY+uQ/V9LfmmQODABeRUwIkgoa/kFKIaBizXK9EIG8/QMvJZJvHZNUg6Pe0FKTsGDTMvGBFsr2XIV5Ywh0QIV3AWF20CZMXt3jg6Xfr6Ndd9HTU73zVo/85wWr+MOea9SO1Bz3jazuuDG4zNmetaBu0h0HUbZrxWRO5fB36vFH4psuxGI9P4XcYqEPaaGukupxOiZW0VUPiJ9Z1aYbHfOch/Qtrw6j2RWr6xh+WkA76ENd79IKQ/oqkPe1Y56l9Q3d4gDO+urUeW6jOi5IZiBtIF/nsdMScvcqR8ryhSwBKHhRgQbPftohAqDD396YUgm++PVCu/yZDP7GwDq8QnAVhnqogli0ogQJfM6qjjTsu4dPZI4NpFzUFiLpKBPWyAQ/UHdcL0igsjmXYtwYARzA4S/GmEcahtBLMezCboLmIQVfcYFUzNAA1k3JK/s+FQrHrZHLyPCsgLlJ4HgQ8kuu+g40AyM63M8KrLfHRAcseBdQ5gcNSUqlKaKQMCRugUVzQJjb+P0UE7bOtv521w7ny5Urjvek65BX9Q4diYu9834NDIKP7c3z+Vl4b0u3az28HhjpqnrF3pPCg/z3hNwxBrrUe2cc90aBH7h5aeoC+M7j2Rq5kTMHrX/V6Act1fepCHucfiyJvfQ+6YxAbgJubP0g5oAhrwFcE+sU06nU3cHccdwR+hGWXJBeBMv5/4zM2+ebNQ8fDtBcPb5K5+T0TFlZCdHsTADzRsHxzOt8rNPuguEjGPsXrfDsv78RUR3Ch6+k4kdm955R5NhY96VZ6Yyh4g23zANB4BqQ1+baafaEO+T4o7PeC276cynmxgDwQAzvgsz0uEmJ7g3n+p/RE+Xvo+mvO3vdIXZaDr1rapCj9mF7iL3o5GvIEkFC4Q53u4EHjgIHyFYDSAUBWzZtBG4Z4IosdyFtiOJKTOY4Dx8yJpE+0uEuFwou1/LkA5QV74nmdjof4/o8TlTNh12Yk3DwY+6zLnEOb3ehUSHQMFVyHfudU6UJDVqlAYyhXI+g0bS3OVoahP04GaZVeOa8b2TFcevoMmY+K4HcJHAfhKRQB9CzEFEpwuWxUS+n3bHz+ZcQOeVwf5lfJbznih3pGQBafmpP2jwpRXrv/ejW4ynE5XrY2fAebubWPRj7MGIZLugavPnSfWemD+Rl0kR5NSF7ZAU7XA5oDnX1hvxYD/ngr1NWaAaJsiqSrP/7puGOU8ce6zJ7SWGcpc5U5ibrhgT2IP1AsdcYrlX9FOaUYu/Q3LnkiMRRrbgAe4eIOX85i/X274amw8eDma8ersBxcjq7JwNb9KkXdjkgjZ0VlQSkzBcHsmrFPvfL92yi47VjCnG58dITnA08k1k3a28gIg42HTjha8GuC3QqyOkB3gm6K0BHgo8y0IWgiwd8HvicFLfJ34DlMKIDsl5F/GpOJ7GcEXL/KFmOQXcuocLPkIZu4FA5QOZCjKHxKlb80l0tmbyaDv3oNxZ8KsWqr/tW6CrQFIgFEBY8XSYfKlnbn6MybwBAB1E4FxQmB2TOiSs4eJB3SLmYZdav4ZUi9CPJcv6e5xzCuV8aOB6+dTkJOlsb62bI3sFkyLXa2Kno3Z1o2CPl0AsxxHnys1ncRrjhWh/YehWxq8PxjNh7DOMYz3YJLu8MbPcGFn6AbvnFDf74iUc9RRb6LlMqyftEqh23DC9jprMS7E2C40GIfc3XnnKN7yDWIyaDrQtszPl1Jsjb6o0hD6sHgLiquLJ3UuAgVPclXuqbHqvfJVV8hgBvnFwbD1hM11V3qpbe6fsR11wg2JzHyw2GDrriakYdfSVe9oemczaN1Nf2vzngWz7zQuVi802Ffzje7iru+WghLydpbPRmcZ0JDZkDkKyAEAIOPuq9VSlAx4vBAJBIUVjODJkymCH6J1qVDl3o+igfTLFue/HKfNBRpF2Jg3399+WMGw3V1QF2ePlWqdCgzT3oGJ7lDCDRj5LI//UasUIBC5e0gyjCthehTAdpwLWhK/zw9b0+mOeev9jqFJ94+U7HJO8TqXbcMryMmc5K8E2i8yDAveYoT3kn7yCjIzLAfBcI9vxyBuTbyg0RD6sDSriqXL33pOCQ+54qO8ZhLu3+jGL/xnrmTkgdgHFiZ6BKdbAZPxEnoaZIhY1hc0ssmUPGyLkfA+YCGBbHhas78meIIxBzBgC8CYUdENhegcgfJTZf2FYRqlRxNhdv7GwJHi+nq/J1K0yM4C3Bp3CFjBVwhU3cdwN4nIrFZers0POzti9KLzct7kHW/JqrOeWN72BsRzzwAoc7v88QeVu5YcRh9UCSV9VX4p0UOuJ3TwWOAdilvDujUTcC4MBZuVbLT/H/HegfAaaLVHG2vxsROgy/V6s/nlds9S43miyRuz7wtVSypIdZuuQclG6T33AtDsByFdGrpON54b0HlS8Xt5MHHwBvO0c9U1YIyEshbCHtoECT3idd7eN25jIxPKsB3iR5DyJM1wz1U2buDhl9RPgOGm13wTU437/biugwAV099MnDMfL3EPLYlLrEcGd2e0N5Nj8H1gGs8PVTOVULd/b/CKlfEPZzPN3YwEFXXW3cMbDVgnbAf0FouVZ287Hu3SUj8vVCbO70bhP7cGc9h3x2DxUsJMJ2vTtxABaugXVxHQyJg2GfXBgDzMnxmMnwNcD3Ma3jUBYPecM5MXrctxZfLhAu3QJ2GKJEzsnQJWB2ss5EpWIfdS2vd2r2EPPow4iNHpkHv2JXGZFjIqN673P9SI9+4Ws7KVO+a9bL9NwWsIdtN+tVD/eX9bJ9QK+G65JzIFfwbo/hESUSaUKiOhalQHDsOupSU+YZg84bc7G6XssJuH9XHXbkhsIwL54FfrZgv20iPHDDu7gyP7AI147EQGW8NeEOwFOnXihliEa8LKYqgOR7kgHHniEvBWHOMHBuJNEO1IS7TuY/xQBz1913xNMmMBfbvOcu5tugziEF4wqE/NjDdHgsqAImQFCzQxyUolcPcFEQD6g6IJBS90lHc9yaXqbMZzXwTcLjIMq6ZumdsqN3MPMjFnCBw8+vZ5K8rd44+bB2gISr6it4TwoP8rhn4scQ7tLvnnH8Gx1y4K1fu7VT/73jtEcM9+JVnv3XjcUd7u/V6x9/YCRCE7MOjUkQ8BJo+lBSGCTOzeZ8inEDWqZkXEkoDpIiiKKJQMfHoIgZqT8BVuDYOEfCIhwJQ+IWMMCh75OBjmODCZf00DOHexO7gYM8CB549dfwazzc6Xju2NzRSo7GeAF4oVnnr7Oybn9u3jh8PJBx9eCKnZOTc2PucfBjv73k8Gc64I1eHfC410P5qa2/8/cjrHXBGJ6v9xufOni9q8c97pR74xPHgFCXDjrO3Jc3IAkOCKzrX96nqCR39cZHL5YXUMxzVrp9fkNYHpytXP0dZwi5N9o8Ng69dBxxZthyYwx54BqsIgw77uETmWMDKRc1oUy36JIguQmLPnQslhUqGbOdjzJuAIEP1vAXYWZHNQSEEhL0KtkIPDLCAq3uQEIhMDFpoT4RiT5f4a8D9oiyVUmMpcV2/sLeCAQckOBegJgdpQyQRkpIYWehqgGdTTpgpyT0sLCJXpK8TySACo2GCQu0dLoHKjE0D7bUeTvhZgR2IGh/RSZzXMAGG5c0FzXJdwBR2qkOLD6IhZ+SoEHCA/5+tP94Cn+5OOhssOPNfPCD1UHXon2nctA75fFH8lJFvlD+Dp2W89DqNvxNmHfYb3d193jg9x6ewTEi2SUk6AzN6A2oKKMfIH+BQfBBl2eSRDRgFC8wAsC7/33T4o9Txx57mX1JZc5SzlTmJvuGRPYg/UDZ1xiule4U5pRi7tDuPCRHb94F4B0y1vnrLO23v5sxDx8P0Lh6cGXn5PTMwXso8FhuL3nMmQ5243cHPN7rV3vqK+7874jrXHAczu/lRocOVuPqow5D9b2XxDFI1KWDzjOn5Bu+cEDGXD/BO4UreRdrPBpqubDLPIfC7fM3u+WAb+Vq3fFs0HvzjmProEunsTOTzRsb6xyYvwDT77ogffgkhUj2USdyNUEF8tsVFTh2GX2pE+OMBeeNUUf6A5lhrsN4ThFgd9l6RxTDL7L1z7kYb416hydMV3Tyx5QbL0CkX1XCX4JoBMljUr3xIIggbdUgz+r5N6gu3jMROPYLeamIcQaD88beCN2BwPDXZb2nCOB32flHDMEX033nysy3RZ3DVoarO7kjA8pwcEg/qCJDDEyXHH8kdYhcUZUGQQLfBx3HcVtz2RmfxZi8KSEPMu5rQOYpQ3/HGR5h2S5oynnovKDb0FuDD8MPD7oKd2X65NdxufcYdOwLL+HQM7u4IXAHetD1HHrKuncEw1HVXVgB02THEj7s6b7hO45jXjbUZ72pN8nsB90Kak9F1c47Ug25kADkHFS61SgOQYouCDXOBrgHbzgGh7tEDTkDyCGQJ3J9zz19Ke5+k6PpOAC+5cGlqPTrfd90Hschz2WneNYecxNiedBwYXE9oryYCBL/vjUgrOLqhOzoCHLUTm+8Yrp6P9+gKzM6tAD3jI8k7Nz9bvDkYJ1wiU+N3o+UaSVhyA759t47umYTv7L+uzzj8zHmdmUN1VcZh/M8TLjfu81sfJv71qKBuTE84ouDbgWjh+1/JfWOgnR0t/x+UZJOikzEKhpb5NIYIvl9jTHhkLkRcacSjnYp4gX98rE84qAx38teWipIG1iky4+AcpBsnoYARrMSGAyNib01RKzIaI9dZIOXODjX9SA6RCSOXFfMUQXczyaGy1+U7PvcgT1OO5bMy4xLxpgzF30TuHHrB7EHHHoN+Boxp5hPZf0O9o4lfnR4LtgvoPQ8fE7wbfjtwochhwivwl+TOvl5ZPo9gB/70ksc/Mxtb3jcgR56/cafsv4dx390VRe+8fxvf5Oqg727qlEfS+W9NYRjMMily51n7iQ36IQDAvu1+jVU7OkQjzuTH5E+WtsFuAsUxjkob5O9obU4UFhfnRzPDLsHv3kMpFbtDHjLDRjwADFwfTA9fWjuPoOjDdvFDeRcyX8rwzn0Gb780H78DDuC5axglOf6W0vl92XdsDSZSrzAKUHTETIivy7xiGYmFV/fp1KsqPdebrRz9K3Rfe2nDuDBnK3SrBjCHxtK6a0fuF2NPR2WnuCyP43rGpekZy1yyoE8yFD8FUEq+krouOXYmO5SI8gZIJhg+AeaWq8HkZwyMe8g2Byt919AhD+zwG4c2YdPCK/YqI4xGGopUzSC5TNRsU8O9ZFSA6HG0+aKpPdAKo4VYlwi6Dzzor2R4hJ6gLPqWorutCHr7jHpEWTWBUv7WRr+pth2uEbgqoZyvEeQ1gTFHxmWK4W15JoLjkSMBqYMruFS9T52HGcc86zL1KXIOMucUYyb1I1E5iDrgMNeo78m+ZTE6bXuwNxRM48O4IJ6gTLP7zNB3lZvNHFYOfDEVeWVvZOCB93vKeJjEHrp9mc87I0OO/Cr1976U/+/Y/0jjuviKp799xsVdJh/V1c92rnu2SPHBrkuDUrOmBdvOGIcCAjXXZanpph398BHWvQXucgzO3njQzxQIbhCeBwiFscqEh5Ps/eLEpqfG+esu3/YSzV/3y+wjnPOl0HWWU930zE8iFEmvt0li/wj8Zv7njHOShY3sIh/CJ35KtR31lr3jkErWJFnOAR59y0MTserMxxWQna+F7fucQCjl203dqxEJX63HWsln0j6/efedaESPGcJ1huv9YHX+mrjhylHyYvcRnrNInqTiOKDAvSN4PgrhfDQD7YqsqwbRaDQe+mUfeYid2OYfqAi/PV2zylN2Lvv/iOIcBfpPOdmjFsUc93hacZVKtnRDyx4PbysQMMt+dCqWRhA84wcIA+ehONealiPEVBfisQ+g9h140xzIAB+Pa13CiHsLlr/iAbsxXHfORLTLVn3cIrxCt77Ng9d77n8MQR0aQvPiOg3AtSBrLuWsdR3ifhRKV3oy/NpvJnqQX141UgHaKX3mVNJEuTSBOCZQagbixgHDLquIwKdpvPcMbb7tSMw8Iu9/vO23F5vhHxYPyDCVeVKPSeFB3t9z4xdQjkTcb4RM5McFB13zhvBC2lCXVpObQXw7lvuJes465ggc+lRZ8Ezo3YTf0MjBwEHfvTXnfBUzSkHdje9IzZHtlIXNz7P7FyF3t5DHMqhX6ef/DhG0lX+JZA9Z7BhbtDxsa9/rA13w8nRneniwfFhohVq1Zjr+zxAddw/XUZYzirATZr7QYSoWwHi0oPHJ3exWV+5nOe9tcNCiZ4E3LjeNaQ9nfmm3klTGqAdgg9/vdUb93m7417nsj85y7HfdLCDfKvMdbg8gt4fs56oqon+wvSTs7PS2Bp0qDtB+RsK0tUtEa8DwCE5cI4/v4fouuXYtP5SQ8gZENWNoYwDCBzXAYGny3h3LMGPkvUvIMKejWFuELAflhG6iqI4LgChrw6GJz4WVA136LQTDA3BhV+HKpPf46Qcq5S5RKFz5ktzIwF6AIbqtbbeaULb3RaSI+bsBQf2Mzb4zQTtw2LCVyEUx0lAtNGTsMfGQmpiFpl2BEljsOLvBKWUdB/KOI4tR14yip7Zzk38DQzUgRXudSfiKTjM3d3zSFj6osd4ZrW3HfbwcqBKuCr1PNh9T7rhXHIAzmzyGxxyoCxdG3oVd1XoqFRc6NV5a7qJ4sG9X8nII6O4N5x8TBa59LzrzLn0Bqx4wDzj+ul16ip112c8amq9sDHP/4q3dcVDjMKFojlTGwIT6jmOdI4MOlpF+2ha31edcM6Z6J9In9mT+ecfIQAAEJYynv///04AAAD9////WgAAAAEAAAClbwAABAACACi1L/2gBAACAJR8A4p5G9o5EABLF3wjJ/w3VhjC2+kVb6K62Hy4DfiW/QeUibnCqWmeyQTS+zPLKvYSkG+tVByICKaFh3RZrCYUaw2XDaINXKVKxxG8nGpmZwQvJ4FBT5CXB9Z4s6qSTcDk5e8E5CxeLuTR0tCRlzeesCHAywMJ65B4OQmxeCgSL6fqPs3wcu5Zlb98X12qgvKXd9pxAv4y6eWty8c1Fxwu4eNw8k8HfLxGi6WOt9wxZPnECSfiAa6BCdL5jaua5Iw6CnYlav4SFfwhugNWdDKJqJKe0bCHUTCsUbN4NJSOVCmE+4ePJ2VxRTov1ToqVYOZ9twwfdFF81tjodvNPI8aKOfpHxdoItxpXrso5qLSsW2nTc/8Zi0l44LDLfn5WZB5hgnzLfB83DTvQlEFFUA1x/uMyquemaqCBVMpC9+4fGrbO3UGlYcqqhSQU84Rp2wFTGNZIJ35WSLDAxh42Ucdk4WOl90i4LMBH4t6uMrHloe8xfCxQKby8RAPC49RTcLDzt2cT3nYpPflE5d/XXIaqqBOQdymxVBtSZYAj/OvSQXAybz4V6Yx1lP+depP749/LZN774TgX/V4xxD8a2MBsRf865LUSq2ah02yTEPysHNeNBI8LLzr/oHBxwKhzhf52DIfi+o2//CyW6x0ULzs475GgJ8lGgANkJ89C60R6FVWMOmgepUmFOafXqUN6XFDrxKASibUj4xe26KIBtdrxTxaMbDWR6+1e9LWUKp0FLEjQi/wzZpKBqadRSJj9VpYOB+99okFmwG99lS17qjXGolw1GvbNrQ1xOfUXmu3a8Vyxgl6rfiAtiVRJVMlAAgsdL1K25FK057KipyfPQPFANATU7S2fSK5jZz3Wz7EbYYnoX6rVGT7cuRs2sOUKl4+bXuYIJGhRXVFcRsWw0ZLchUc3sOcScLJtnqYDXSspD1MG6CeXw9T4uW986GHebHD8UMPo6NLzEUPEwRIpXaxhyllTPP99oUTbUS/Vcp0//D12wwQ5oj9lu/xrN9GKpoR9NsnkzFFHgD4QTv3MX8ArLn0MZc06B703AETzD49lwz7mNZzQVDOFXvujZkfGD0X8w7trefGLnGnIfuukKp23XexumIx+q4HlUpHtx03PcA3KyrZl7zvvmHJWX3XPeXYd38M2RDou4vrOqS+a+MGqe+qaHuS6btssmfVvosV0xVCHRP13NhVLqbdoZKee4MLostS13PJU7gDvmIu0TF/GXKOCPhGcfD9EeProsT3gomvEdc7W8OrWehNPOGF4cIrluEdW3n1DV6rI14Mct4RPF4YMLyJeF5NHd7ZG18jme+FE18Xdt8fM75RnI5Yc9CQcgbZcor4gAu4wXoS8AdPMGEWuJINdtIY/naGmyzDf5RhM03YhZPwiXLYg2g4jBxueoe/m2Ani+BKH2DCK/CHTrCOBFxgSE4RBDmDHXLQjIKmPAZJusz1QXxknwz6IDEJQURXbzE9kJROILgH1SQ9UABu59MeyETW5VNMDzQmFqqgTkHcpsVQ/SNbBifz6oG0OKynPdDLWO+vB8LB8d4J0QMloHIM0QM9UCIGowcaG6vUqnsgE1vpHz1QACPQ4HogeJv7R0YPJMVzvtgHEWU9qvVBYljmnz6IryxIkkDQFB5NsBcSv6699EIcmuikeiEaBZiDeqFM82OHfuhlAMp5Yz9EFuCnrx9aA6PJ9UNnFO50kH4oEk/L7odMdYj19UQDAisdSeyQ0Bt8s87Jwoj0RGh9ZK2eyOyT3ROJRdoU6ImyuOqSeiKnw6Se6KfA00xPNODvPO+HTAtB+6HIE+ME/dBZ763bD619D5f0Q2QdDvqhF0OWEr1QZp8QjSVCHBoIiV3PqJZkCQveRQssQxdkyi4g/bCgdUbMVYuLhMRXXzGILwZsEgspFENRGsJRulCkBANTaQgKtPOaC90Dc88jGuU88ecFGgl3utc2ir2odASxA0Lv/GY1JeuCw+M9k1IZ+apnShrA0nDdMw21sHHpmcA6dUY9E4G5eKhRPy7AyBO3Hxc5O6P2Y0W3S9XPfuwiazzUj8+63rj9uIHp4Wo/LiD/bNAvaY5goeuXbpQdwNAvsTkinfslBiyYY5deSVYIIehSpt94+8dP4xBc4xo/xpZI49YiprAWkw5BDkjqTZCdCcSEHoKoUFlGRE/TznYmQT0K6s70t7eCbmeCoWbKc7Qz4UlZu+xMIMIG7EwVEJ8A7Uz6k6CEnSmMNW4lmoXZx5ZGfNA+rgE5DjF+0kpS7+MteSmzjzCJ6OzRvrSBRovgvrQAABvNXcl1gCQfu5IkCxjsrvQir2pXGmPlh3YlJLvR2ZhdacWAVdgu5sQR1NrFi02IdrGMWfG4RcyALd43xVhVN0N2Mdlc/AZDPEMrXnwi5vwqrdgoId0pjSm9aILG2ZUkXZRceSwt0LC0wQaleN2KvoHDtPxRjjNSShQHQfR2JAoiSKRWsIbZiQJQQcSClKhNBJHWHVECDEQqZUNFngzhGHIrD+1tQwUoiRgQnRW30LDpTHoEm8274hOMzspYVRDcSvAFU7qG4RGvsDONspqmtgNtcHBqxHQH4lAAVNcO5MZF7UFjB7IrASSDB0gAIUCTTOK7HQh1qBy3B8VgBTFVBQHAWKW3B8WAw9yDggShb/agKE1CRqFCGsxCgUbALlNgMiw4RADgQvCRdZgAkSXkHl7yK5PYwxhghO8aA9jDNwzlfqTe/OgRiAp1ZQT0NM1s19HiiGK6h2WXrJDbw62XpjxFe1g1w5plD2u2WfYwJM4TBHv4Rg5Bqj18t0hqxbWHMfDNEtjDSzP4nj1MQCgPagcfAWvdwYWNSYo7OIQNMHkK2CVKdDbBnhN3aTnvOeYhNkT2nLKZJMY9p4gDmJT92/qVnMD/7N++0tHZl/2rBmf1tX+f6gQl7F8whaDd63r2RaB0TYAHaUUJ0yiqaWm7N1Dt1Ajp7kXzQG3t3sLvVexxI2T3CuESsns9W72uaV+whTLc/n0y8VWT+/adfiW/rRRyitZyygzkmN05cQKU4p3rQG7dunPbFqBtdi6OI3Dynbs5r8rbuzCrc5nCvet0wTJy76ZRlt/27gtJVbGJvcuoimPvZnrKAUm9AdIjEBUKy0joaZqGXWZ8JMrpLqOEYMXcLlPEYspjtMvoyFi37DIvrC17t4mEJz57N7NTsGrvMqKSWnnt3RdAZgvs3bRJ/mfvOlnIk9q7MGBSdu5mahLjzsWRyW1D4jqAE51VsHO1TS2Ae4z71cbIHjNDKkm9x4yhwabsMQnyqPZtlBV80L6lzBmdhdm3gjyswPatG6Ig1r7NYiG0b43+vgqUrgvAWKJh5GAwmyFgTEdvJncYKXmT+3amaN8aBYrx9m2Wi3LcvnVT3LeCh1vKcNXevo0CR2SPSdACjbPHjNGImUEV447lasmU4nUr+gYO0/JHGU5OSA9CI6X7ihpMlPm+gva1wsS+MsbAlGfBvrIlZP2yr/yfl30lqMSToX3lpSuYtWtTw6RWFHYtkNZZ7q4FfOWJdq0Hvl2779qYnSTHXWXzZVe5YbarrPFoQdtsJjnKOvJDo7NcKwpfL6XrF54FK0yYRpmnbfiwWhylH5aAASiuD+vNIvywSkg3Qj4sBTchH3av1/FhIQfFdz9Wi1eG+7FX8Fg0EBkdP7Z1UHaCrKOJ2Z7C2RZOZqdk2FXGHyjFH/VDrls/6g4F6JufigOH+VNNpI7WmMsYflUIeJZAvmoghnLcV1XipSrG+3MGg4Z/HocnN5l6M9mDBipUlxHT0zS1v8qALsrqXxVzV9j9VQRETHnEf9WFyRrmz0N7wPx5IgBPiP48riyo9ecMCEmtKnxVJWCz3a8aSMYn+KoQ8lJHU03cSHL8qTh0qDuOUP+PpH96KdWC/qdlQ2w2v6mTC0mO3zQFFyz2m/LkWf3Sx1Ne6JeOtZS2FFmFfVLFMemGOalQy6jadtSD3GgJxtE/vxvJP8pzji4JIhVaId2QSqqoVNpCVDq2UvpoylNqmmJr6sTCaZmQ00soSvG6FX0Dh/njplV6/9KKgOWPMpycZA+0EVLMQdEoqh/zLGJFiY+JwgEmG4U1gY8ZoQbTO+SJ0Jd/pgpifTmaRe7lOLv9chUgvNC/1JF6aTUgbkogXgcap4lhiSOoRdBGM2kN9poX4b99rHih0dmt1QRBLKGvAqVrAjxJK0qYRlFNS/uU8bZTI6SfskgSqK1PWfpF7YH+lLKuN0K+G+hLfveXitTNHN/dQk184rvjWWW4X/k9q1r++JUd+GRy/Mogam8fCe89K/TNfxMQYt364RYgKcUfPkSBJZOhJY2/OChDKf6MMC3WrZ8RTgr65jOSUsFh/sarKr3fmP4wlyn86u6WZeRXb0hQfvtqRwSqYru/Zukg81M3C/96aksuSOqNZI9BVCgtI6OnaWjfB0uEKKl/Hcu5ou6vlxCa8iD9NRF+PeCve8gR+GsTR0+C/noqS/Dqr1nUSK3AvtrxwCzMV28Y4oO+upuVF+E3psFef+MVW9L6M5JK2Wh+RrhWRpgVorNHf3GQ2yL4F49g2Gh+xUigpPVXBNMEe/2JSvIi/MQUh/zQT0xgOTob8xHlTqzCPqIJWMGsjzhWpPmkT4Z+uonl18tPOxZQui7w0ysCIFQyz3xTngU/jZZBRTsrRUVlhYeKiopbppdWAy51oMpVfsi9HM+qX45ekX+mhiJ9TO9kHdLHjGAgbkPgY7KFGTpiDorCyb5YUfUAPyZbhfeO28eMYOPo9jG9lPLPeaV2/eXoFrnXo1xFyKWO1bniv7R6TPtxUxizz4/XkcZp/CxxEFky8YAPWQC3EMSM4L8JIPF49t97lHPE//bRqgziobLDjMqvoHbxu+NeYi6+uwVbpeOH7/7i2/nw3UBQen6fUlb2zUpKtgWHwz9lXATZ6lMWEbU0bPyUpTo2LJ9SFrau6LuBHsRDi777q8XT9rtbdDibfnecq/ILOBb6lR1eVAbhcDj/bx/5J4P/3pPAMge3AAkfosCSyZARhgUjXBRG0qnGq8Y0m7qrpd4wpHY8sGZRW09l+WChWsdurpeg10Ta6x5xaxNG66mtNUsHtSMC9QZ1l6sx3Xj1gZE0AiMcI4yLxUGaxSM/xcgEimBIEpUkpmBMTEAEUe6KaLeCOPaRblIkPe5MO1WlJZTTaGfpFYZpxyfpJpiIYzWinQqiPEpiAnliikQliopgnIqRQ4tHMxYHZQJBMAn8HBO02iGYOHhDZHAEo3yc4A9aukDz5KE5xC+fZD56x6IlGQsu/4QceMDJwD7h2c6a+gnBWPQCP2GTz3tHxCes+XQU8dGlMsRifPSOxkqtj4/mIE//+GiePTS4P2jp/pHxB0eoB28EE40IWvUI/AwE4QQN8AeuwK0R+IAzXumgPqDQC/PP/3uE8Ljh/31Rzhf/uQDwGYYDNBL/3CCD2VTNLHhA7MU3W2jyE3zgV+PQD1HV713px6RrRiD2xP1mCw3Mgjpm07Tx0D83GDvDYHCo5J8L+Pv6/j0+AQq5AJzhGrhC4sQRC3dSQu4Qa/C+eHVOeEjC5SUoZT0lZTlTnoFwntwmrzJHHnstj8aKvDmqPAlT8gzslOUNynoElJei4CHZwavD++p3iDd3UkNOHBE7ofZp9ySIXc6qiaitEiJU6nZo6ZbsdOQVc2f0HMsLjZzdUxwLVlx3KA6JMO4sQ9xh6owc107OjjzH4jJ3BqQj79EtcaobILaEG6yJqCu7HFS7J5An1Dy16EpshU3gMmLCFfugS8jTW/d7leVjov81VquC/q9NHOfUD+bBweVT94MxWQk9+hPMIuuO/oQfFOI2A37YNtTQB/zyh7E9gZN5/TCzHNbTHwbhht7fD9uOvndC/Ak/HEP8CWZAxGB8MCYtlVr1B/PglIb8X5s50N7+15jt/oHxvcoDuoREccVKcRlB2QqzoEV3l0WYAuvHi6vT9dVMWMIT3ArO8ofvV7HRRvyqAmHuNP8jnKlpGT/VpRExvk+FBVPp2PanOrF22v4UXaOe+U+Jjd6spWRccLjll5J/pTqdWBqqv9RrB5uWPyUuqlPwp+jioQr+VOdTzKfCKnA+/VSXRC5Vk/wIZ2ljoV9VwOst5lexB1jBuSU8UV7NeK9OF7F+sMgizPtpgvxBKv3pfvDZ5OHD9+OT1KKHj/c4tSAoBIFAW+bZkh+QEbNTydVx7XV+fMJVEmg+zSDpp9HRfxrK8aeJbf0GquxmvgEdOL/ma+TXDBJ+G7HSt8nk+Td7RT6OlPl7Y/y+17P0fxdP/By+Ch+81iUvOsIETVLEBU7mkaImn7jZ5IBzkEZn6Zwnt0aSm1AuDmiUMlC1CFAJrJ+Nn0mkJLkZe3IJO0vjOAfRm00MNPl05hFiERc1mKBI5EUK0M56HETTmosOV0ege6C/VczmHt39leERTR+iCIRynqhP+gT5eaFL6tDRSOhBojLd6V7/8TpF26hHEjEi9kKHfO89qmRf5NcuQtZWteGLtLxfXl9k7lGfuDrk+0EkkUvVT/3HK2yQqCOSOvZJHyFDFCXdXwC8Vf7gaqs4CPIXCr6wJgWIZZWN8QWWHQJqKMyRxjZCDVbBmlZcjO5hLIDQIr0N6K+uSAdB2Bq3YdFDuL+GjbpbDR5LshUcrovIOoOTbekieqSwkupuNfT89BBunPfOBx0EYZMPehtQn1gL3cMYek3LTQ32J43Ng66hkLDscIwPhlhWWFgT0y8UeWh+OlcNjTUWHYsGm27XrcYVzDz6FGfqowYd6q+H/hT340LX726gidCb2EXcaV5voGBHu6iPN+V8upK7sNIRhC5eQdwBoSel8NI760hkC96spvoRigRkXXB4XDfiLCVf6UcuXJaGa/0IhQIbFx2JTKnOSE9KEaaLVxifurqSe4c+3tTUGygI0pvYSHT9bgD9Kc6HDvW31qc4m+hWYzMdi4akzlUjgDoW6dx0pMKCAxicfMyOnCq8/M8GTnvdEIerTjS6a29cJ/Wkp3w85ASP1VJN4iRKN+CM6vSE60ZeieIQqoD8kgGqTgFZpuqRXMOkylBN9mahkXPA4nBLMnjlBDkHTM5aSvZmremZyTVMuMgyVZSObeSXDFtiLsgrUXFOT7h/ad5JlO4ITYQTPLbO/cPnpB4SM0870egOPmpw2uvqMPM4VXjJ4eRjtsbSdMRCATS/pi4frWss63FLDbrdMe0LaeZx/BRze9TA/nlgSjlPsyc8KPLjgo1XoRNNBPvvBZc7zbN7cFu0i2xIGiPEXLDlXyKVjm3sT67yTht7/iOnZ2Y7GcH3Zi1lTzGqJONiy5IF4XBL9uxZhS1LtmFpqGZPMdK0aWE7GVGjTgF7/vMiHqqA/clFyJZ/mbAhafxdqiZh9+Aisf9e1LHxLGzZEyAssX8gcDl+XtByTAOzWI99Zpq61t4nLLKDVZYFaDcj8hQhLAdCcDiEXE0MyfWIpugoIuFiRH5FuhJagBaxdETE5KTVwWqLvl15wtKhcuygMhDDZYM0ZOvT2QyskS90oGnqqpmRpF2enkWyzT5k+PQx5p2LIfCkoAL6BVnIhcaE5WrESo/V3eZhiCM/GZMnuZYKBInqjzIzSNjXvhEBz2JKO+/MsUWe4w0nR9IhttYAbNL2Y415Oy+NZwHbN/pAwsb+KDsDgmRVcm0+GYNiiCOku60N7dx+JwBgzaUNJ/2ie9COA7aYe9pyKvIjWhvzdJNyntgu8nbk50XbSBMyNBJtzQlC3Om+fQRdQ9vY3pycFHvR5oxjqHQE0e5M1NwB0UbS5qJ3frOaknXB4fG256Te9kTca3u2AbY9W3DaSNpa2p2JT9w2Z1ysvTkp2T6CJhwPtTUnBGkbaYLhcLVd5C2zjXmq2ZZTNbXjgCttOGlX+50gwxv3jCrjCjfT4jUDRDkjtmKmsIaGZQAaEhtoXJUMuBBSI1asIU2zsZHghgMRTtObd8aAdz5HAzT//MRAe9OuxWDsuOkBkn31mLfIV3wPixE9HWRtXPgeJr3OiEcwX0TQQuepyyMAZzij8jzmPp4V7ZiIP0Bm88bld3iU6RCA1hEiDIdxge0Yc3B4foeQXh3YkRA1ZcUmQNXghQhGMETAAaQ6M52KdJ0ySpMyFJRi8Bm1GSHKRR9lxCOqAYooCrFRLiKjNq2kGIRKGU4ZqU1FvlKdqUbAQUcwUlY1mMGKrYeEKKurAz1Xr2CszZosxVUtFSi2LGRy9RjhAj13xbjyYmrg5a78yvL7gvQC21EFU3MDc+eB9QKAES6BqYEA20H9guT6yvJyU3oxMXXFiMAFOoOrR75lAVNLRTlLERVrU+bqFcdEF1eJt7g6Gp50l3QEXsxZweX+vnFPjOIyAMIhicN1oIHbzr1FMoHH+bcMoG8d2G8sFrxFOoHbwnWogUMSl0Ew7gmS3J/OnJWcjsAMuksZdTRCS7zVmegCs0PK4k+4BMCfECHDn/gc4++o+LsB8ni8FzQez+yJx2Nk4vFkafjygzO+LAfFlw35+LIlETIwOFzOl2UxlKUQUE5dLFtilg1dzPBluScZvvwAT9YEHuN4nIDHM/t4LxruBrijwjvxeeGECO4JFxt2SFZ/QCD8gWWeVVGc7847ZeZePhbizWiF5prD8ynv50bzQ2FnqO5z98Vb+0DFfVMM+PGEObbxflo3/FAw8n7uDeYaRLQRvBnN3N+dd853ZmdVFX9gf0Ck0M484ILINRcekAbdAz4wRgBzDx8IF+URjQ8MpZwn8oJSBwRvzAq+cg5mybVqfvAvZ5BzdieE3h+ZF/rcSsbi0TJSWBr64NF4WTYDePQGtrojHg1FFA894tEGBjnPqfzgn3cwKy74ekTwRqygVGCoTiAclMAYHYA0yIAL+kMNh2owDuPehzN4HPpgPUzV0z3gtNlsuodVehaxQg6iOhH8mlj2SSRA8YKn+edxw08MtDd3OlK7FoOx46YH+GZFJfu65Ndi8hW/NkJgabjm12FTGxd+rW2pM+LVSCLjoUa8mseIpy6vFmFWixMvVT/5RtQNYyK+0Q9Eo34+VMIzJmGUa2Sk4VvM8WDRgRHFygpvKCTeKV4wWeb4t87jJwO+kvFwzldy9bmZKLr/ON1UpGdTnhIW8PIphqdkM4YW8ZR3mnVFPKXXirgNC095RGXYaEm2GgLLw8m6eMoVVlOe0kCa3pmnPKp674DgKb1aOILgKe82xfh4SnaltpGnhBV0U5m6/9xM1HNFvpLrMY2vZPwz+/BvHch3Cu4bihxcAxQ4kRCWT0nMQLzlDgWPany8hnLOyMfhvH5k8HHNMRocf5nEdad/8Jd3LFpH/vKdJSaDlwevZXl5SQoekgMnjlywy5mbiNKq26FCt0SnI6uYOwvOsRSQs/ty3DiWuG5QHNJg3NlY3KEc14Sc3RzL3PlMR9ajW+KgbgATURLsck63wsK4jJpwxXYJeeA54nuVA/n+13j9wTw0hbGFmYXDIOAI25ZO+HFhgpnkB2OiBv5gHshfm4bvzv81fvQqdwnhMmrdChMTxfGvTtX/agb8reDgv4qdfm/+qgITPtVlkS8l/1KdTL7Uq9qfEhP9KbrEP9VZ9amwBnyqS0wuqB/h7Cywxa8q8KvYVnBXMzhXp4o/Tf0PEulPl81nc4cPn49PEoseHt7jtIKg8AMC7R3PVvyADJidyq2Oa1vnB0G4quod+8FrW5hrP4cvTDTH/y4ewqL4Xs+e9/fGzOjyfhypPhVQ/s0eZvqN5Ntk7uAAfRvxArXwrxkchPJrvkSWxp9mcPTT6ODn1j5NLJRvoGrmG9Bx0xcrL0LCBP0s4sKbecSoyS9uNpE5B2+ouaT0zlITslq6JxdH4Qg9yY1TI5UMPYkU9agM/bPRdG5NB5XQyiizo4Oq52wkLi6N9VDuAcm1DhpFTZHClQ6qrluN1UElSClr6p+NqIk8mnoSKT4in+hJbnY1sO7JNUTEAdI7S/E4B3NsNj1p8o6ZR+wiLnQwQUvlRUtxEHD11luF0P2FNkSRctLHLakDQpCoThwf/cerrNpXjySyqUO+oXiM6D3qZNmI3heddd5vj4KVzhetyIR1vkiFcRQGF1SQKE1JHd/9NcZXdqih0DCN7U0N1mhNa87DWKGILDURPbBuNXxCuMMgCKW0AQWqwRaVHZ7H+P7EssjCmiz5QtFC56rRoWPRAKJbjcv0KU5WHeqvUX+KW+v6nd7E7sT50RsoAOIuLelGnKn6kQuYjI5+hAJproOORMakJ6WoEEMXr6gLRehK7h76eHNTb6BASG9ie+r63Q79Kc4R50cthyeznLm0JKMz14EqBpUBmCcsBkZkISwiIbg+IdcPQ/I3oil/RSOiGJEJQLrKWYDesHR0gMnJEgdzWB3m9QmrAVQOQyoD27cr5gbRG4ew5Z4hXTUqmqTfR3B61L5cHiPlIhSslpTabJA+2mx9WDLhNpsBtzkO7TVyhw40Vd22mlm10K2ddtk+izT7IJfhE0h7zOtEDEEpBRXTL0gBuNAcYLlqutvYhji2J2PKkmunQJD8KCuDhO0bd3gWUdp5ji1OON5g4Ej6w9bKwSb18VgDtZ2ngWfhOhmzN8Sxb8upfo+7jXna2S7ypsJJ20iTsrbmBJyf9hF0AGo57c1Jd5sznqHt2ZKztNT2nHzQ9kRcIaPT9mxDz3Voe7aA20jaClDFaHcmchaKaHPGx9qbk0O4otpH0DY4iLblVE59sTKuImZatGaAJGfE9mYKZWhYctCQOKNxTTLgAkiNGLGGVIONjRsOQzhNJLwzNGo5PeavHhZxPWsrPUwPEMzXCFogQAA24zGfeVZaDpDt8NCgQ4COEI1wWBfYrrFqUCyCkQsRcP6ozkqnIqVMGUkZBkox8IzanIpy0baRjjIaIKqBXhQFWClDNfBU5BSqs9QIOIMRjGSoGiR7x2KuiebYsqDJ1ZOpopXnAv1Lvz35rhhYOEG8F5MDNR3eyw1HjGzlv7LMPEf4L0iw8hEebGc1cVWWB1MbQQFLUdLHEhMP5t5btKHIg/U7ZA7wYITjOTbG0RlUM76yuKZ4LyYGXTGquED7uHowtywQKfEGV0cDCd0lHQEXc1ZuuT+cuCdEcRn84JBUvmXofOvQ+MbC6C1yCdz2Da4DFw4JPC7DOe5J0ZzVm+7yRR2NJCXe5Ex0edkhXZ1wuXFCRPfEJwY8RgZ4sidoyg/QeDLLmRQklGXHylIKKKcyli2LlA1fzJTlorii8Mx2vJezO6qyuTej4fBzn/mhMNHnRtEXh9IHuqBvCo0fzwQ/LRt+7jQzWg5zf+IPSBQgjS8YgIrga+fgH3iwUwV9joKWoQKNp4Xe4AENlQBtIMkgp+zg31fwdVPwhqziBSQ2EA819ByqvTiMqzycsePQRwGHqeR0T066R1V69glRnQiekljuSSSg7R2LuSaa4xAWRc+7y6sCSvqNZC1+sTbqWYdP11oXNZIfah4k1CLOjahqjX4hGvUzYxJGOTUjzYvFHBAWHWS+oYx4pyjw1mFXMlZyzXAzSQxswbv/jqi5oHg3lSgl7JmSnTgKYwgsm3KFiNKABsojqbIRntIrBeWdkfemCie8m8liJVclo99bp/1OAfOG8gbX4AROBITlk6fljqJ4TRyuK66JA6QGRox8wsu5SzyaZc3E1VgKV4qS66UxL38XLdpI5OVC2jI7vLzxbm6NcVQGlYzCEbycK9bikuIvk7Z8XFMch4vXbFnuILJ86oQT+SBq9hIVjBTd8So66SmqBMFomG3UvGA0dI50Xqpl9HbF3CB6o2dIVw2fOjNX0QSnR+3LY6RchILVkhI/P5NctJHm5xnCZML8fCs8x4Gfj53m3VYqGLwq6ACFbo2yWLzq2akqeBCVx1w2q1AE/7qklH9NUiKp5l+ZxPjXKb9VWP617K2cyb/qsfnXxgGRTvjXJaZqOTxsUiUPO2fz5uRh4TAqnvCxQKV8bJmPRZ2E1eNlt5aI4uBlH8mYHPhZIh3v10NYvR531036zamWw5NZzkxchaUgQVFSvbQko9Nrn4jNdaCKUShCK+a56eIgqrIiH4VRNhLpRC0HEefn3fmOxVwTzZGiB/5V0Zp+e+IEqe1E4dksb85SyFKUdFxisCjDM+eBcbSPqo9rikOo1GD/dcHVfy+U+BrFBLbovbM01FxQvVcTh+xV700sDNF7YbRopHox+mJOjVEGbONQ3HvFMSQZe++4qqr36mirU3qvlaYXQ1wiT5HeO+JAJJPeC4NPzdt7E+8QcXx6r2aO92bvnbWhwkn/Nep22fTfC+keSti89ysmB1Ech7B7PZU9WO/C6cEfkqh40oMJtdLvzh5c+Qh2og5/w01xniPlI4mrshSwFCV9LDH14T/3og3FPmw2IHOgD7uAMsfWh0/kMY7O6MMeRqlm9OEwvZBEH26CN8pu9eEv2AljIF8PrnRUe47owYRYN149+IMUIYfRH1kMQNoaoBcxEI4NoARSQA9UgcYsAJnAAgoABBCcDUgKZxBREN9YkGTL2xVzg+iNQ9hyz5CuGhVN0u8jOD1qX8TIJjxGykUSV18pWDUuKfVEaOZ0T2QGKhPuicR+zHHoibK6GEdjUMHoiX5eCt16ogGAWP2QaQ6uqKHznls/tJYzRBYSokGAkNjVBuI7FnNNNMchLIqed5dXBZT0GwkOkFoYMRIKj2ZZM3E1lsKVouR6abxoI1FmZ26NcVQGlYxCEY2yWVxSgS7UniJuuqTQHETzgPTFrgPXkM7jpzfuGdVwDY+zmuqdmfQH49YEY8ujcYjxE9d4qxOCop3NPY9olPPEnxdoJNzpXtso9qLSEcQOCL3zm9WUrEs8HkC+2sUM2paG6128d9q47GIsCXVGu5hMSTzUaBe/yXji7uIZK2fUS9XPXcyZo7Ry88Y9XFWSHKDk2gPp/MngLUY+FlJNcjYNLaorMmy0JFcRxT8QvX0QBQkkUhcRBZCCiMUoUVsIIi27NL8TJRAjUiEbKtJkCMeQ293Q7mGowCSRGaFAIkIa+oSMPoOiNAgKEhTjJwgAxSAmqqAYCdr1DoQaBDS5tOOmB0j2Rc7agTgQAOQWA2RXByTjAJAAkkCoQ0ExhIxCweRXcIgb4EL14RL5OMF5fvk0E5pUlxS3KWDItiRrwYnsOtobcLKwPSyrhHW+h1vjeoN7WJXsvUPCkYRY3x6+oaNSy04HQZNz//TNGx877OBCH+agHRwCB5gcC3aJgCa458Rf1l72HPObTmrPKbvZc4o+PKrt31ax/Sv5I2P/9s3R4PavWgl3+sf+fcLbv+AxMRi717UDmRccHt+9gR+8aCBvIZRNy+5VVPQKAfN6TnmK2b2uaufT/Qv+Pp34qtF9+1K/kha+rRVyithyympyzO6cOAGuAzluW9LOxaG5d2HmezdtyN59EWTvMqYaOsLlu8x4E072tcso9bCi6gHuMjoz3jtuu8wLE0e3vdvkSixGpXa9dxnnaci9+0II2tveTXPvXaexueLehXlM27mbSsw+OxfHJrdNzHVAt3O1f49xz+4xM6z2mLEbe0yCfRtlS7mDNmLfCiZu3Rq3WTC2RoRkW3A4fIexJFvtMHIKloaNO8wmCRuWHcbUtK5oh5GCIh5atG9njp62+9Zo8Gy6b7O2bov7VjDNMrfHjNWImRGBqyUjnd+4qknOqIZquKWeOc3v2p1uR/NbY6HbzTyPGijn6R8XaCLcaV67KOYCVosDloABWG8WrBISLAU32L0eFnLwjBp7BY9FA3njyk6QdTQx21M428LJ7JQMqL9H3VGUihOXaiJ1lIYqhDvVQDFVJV1zBoLzuBOrDORWxdtVBPJVlwLmoTvmiWXzOLw5A7Sqki9VCOXU0VQTNlJx5lB3GKH+yNNLqdMySlMnGExTdE15Sh9RS8dcSluMSBWZSDeskgoNGF0iNKrGHfVAN1pCPfp3HuWRjC4ZIhVqId2gSqq4VNpSVDrGUvpoymNqmiLG1InYadnk6SUU0hmTpe7TwY8H31y3Aq9OyayBvGprpiTFAqUHdSvkuHTnuR7HUhXX/YlDCow7uxB3WCrHrdt2njFCdXLFdgmB4FX+GvsA8+AExsSFR5QwNihhZuAwCAFMMPsBxgTMg4OvTRxfY7VXmeV3CeGKfeIyYt0KA9Oio8sixMP6oeLqFPFqxkbCkxWckF/FVtp/VQGtuhQ/wlnZp7qEfyos7R7Zy0yBjpSc5kt1KvlSrxr+lBjoT9H9qc6pT4V1tvipLuM/wpmZypNfVYALivNXsVms4CQ8DdH5+dFxhdypPCCjC7X5ebaIfARaPbUAH0Gh25ni73EaMLjd/D08Jo/W75PE9334hL7PZvr/NP34P0in/6fb9n02e8ybvg8f0J7TeajC7+Ev4ybqUJiVPmuFAzJ2KmF0XB91fnjCVVQfvJb1c/jA/neR7ns9Qb835uNIwfg3e3Clp2+TmVOn4tuIjczxE79m8G9I7Nd8Lff0b0DHzDdQFfdpYgv4NINJPo0OH5+GMunTxDL5BqrmvgEdBradv+Z7ecb4awYDv41YBQpU57/Zk38cqe+N6fteT9L/XbTDBAUt4uKbeaTJN2426ZyDnaUnPLk5ktx8UDUdqIQon42nSaSsO0s3m5w0+cyjxSIucDBBk8iLjJTKGsR1uJqq6kV/q/iZzXX3F4YUSPoQxfWcPukDqUvqUNr1IFHyuhT6j9dIInHIt4MelW8XCWurxvAJXHm/ElVS9L5Iit6j9pDvSCJy/cdrFJUnepAoIlCcuqQOp0mfIYo/3F9kb5UzXF0lryo7BESrOFELoK9pwekexm7obUBnHQShHsLt1UX0RNFFZJnpInqg6G41wnoId82crIMgZJ3R24Bi6B7G4nb6mlZbnQpdDRaBWelJT2ProKEwsOywxRgfn1iWV1gT0S8UJ3SuGkEdi4ZatxrrU5ylOtSf/hTHQ9fvCPUmtlxvoACsjzctdSX33tfFKz3O868npdDyOtORyI7+eEX9CMWQggP6kUsWIKCgbsQ5WuCrH7lskcgLDCWiI5GJq1z1pBRgrrp4ZXGLRFdynzXq483MQfUOFShQnTrUn/r1rOlIharVBE4+ZlLyKqcKL2M7Wpz2unp0PpxodMtQnE7qySdO8Fg19QBOonQ9Z4tOT7gtyCtRbzyikF8yZJFlqibJNUy2yN6sDuQcMExyDpgl2ZulgVzDZGreRJapctwjk18y6OSVKKcn3LK6FE6ic0qc4LFLrBac1JPs9ZwTjS6EFEhOe10ps7lThQKXVS9OPgCwG8SbjlBAoFTW1MXYpEF8PY4Q6pi2YzZ3/MTAmAKJ/QPVXc+xJ0CpsPEsuCnt7L8X87oU7B5cGmzIGkMW2PKctT0y+7MLfJ6T2XOgLtsJiT8+kT3laIKCHbas7sOePRfwsmX1MIkye8pRBLYTElWu7PmPE/YnF1ueE8WGpBHK7sH1wP57wcjGs9DEngDhBPsHwgrHzws3HNPA63EQ1wJ0GtLV14hcNKKVaMp5SD5CCEtICE6GkCvbkNyNaIpf0YgnRuQ50hXOAvTZ0hGYyYmqg7kUHSbKE9YSVA4cVAYIWOkpwXIlwoU2/oIspKAiKoYgdMxbQIbP3uzD21mkZNolq5r5tAPN1BpZjQ1SzdYngc0AiA40EdTMqWmXTc4iJ80+xA1xfJyMwZNcA4LE9EcZGSRs3wjmWTxp543xiOLYos7xhpIjKQ9bi03K+FiDtJ3Hs2iFhJUCBInkGupkTN4QR97d9kGprEG8DScFq3ppxwFdzOZtOdWeAqmNebqeaxd5Q+LHaqFtpInS3tacUJeifQRdaI7btTcn4RbanHGzPXK7MzHJee7kZfbHIyrQAQQEbHtOShXAaXsi8pHAa3u22QgMlbc9W3baSNpi2p2JnlvONmf8bLG9OVnZ1pxACcXZxjzlbMup9HYckKUNJ/WScR0x07I1AzQ5I4ZipnCGhkUHDYk0GlexAReSNWLFGlI0Gxs3HBLgNMF5Z2q8cyXfIaY5OD7Bdutw2JeOkA4BNnZ4oB0g+/KsDOAxAyIAnyFo0dNjButhIdfDBAHB3AeP+axDQJRRjqgGd1EUpES5cIzahJJiwClleJ4yMpuKhEJ1RhoBxxzBiBWboYQoKSWzBvKqrZkSpQd1K2i+IL/A1ESA7cy/svy8mBp0xeACNXP1aKnIy1JM3cHC012ueToCLaA2zxT5uAx9mzwcEjePVrgtidBL/i1SCYk7/o2FgsACN4B/gArCfJp/Y3H05wUA/xZJwLyJh9vC7TnxcB1kzkMVeDgklnETfFyGvzoUZqXPy/2BWSvwc1aWazmejkCKozoaoiXeSpjoClMq4+2QthrE+RMuVS/8CRE0ZnP+xGeGFEn8HdWajr8bYA/vBc8Mj9EBnixe+cGGshxV2VBG2VKznLouy2YoS2FSTlWXLTPLhjDKclMqUOgc+bsB0Dtc+tx7ffEnfaBJfVNm/HjA/LRq+KGwM/cmzjvocytaRgo0XhZ6AxsaightwDPd8z3UgOBQje8wzn04Y4BDHwQcpjqlzWTTsztihS+iWulB3Yo93UuDgp21GMbayGcdRl1rB6iRAFHzeFOLUIsVG/3cGvU/tIoTtQCCVVHm5LhdnQqz0hOrBT/WC0oQ6liY43cX9v55/r3O/nhFBQcAAQULfEnkBYYSqXJ13SI5axxU71CBAoVE1PwlKvhDdAes6GQSUSU9o2EPo2BYo2bxaCgd6bxU62h+FmSeYcJ8CzwfN827UFRBBVA9M1UFC6bOoPJQ5RPnupJZA3nVVulB3Yo93UuDgp0CXhJlrZhHJVNlRS6v4hEF5gwIzAY5mLYzTAkCMC8GgNGxBRMEcvuiuVUisuXbPgkSU9QBgB6lsgbxqhezeQqk9ZwfqwWlvS6FOW5nYY98njt5mf3xiAp0AAEBC+CQwAsMlXdt2Gw5+y7b7NliVyiVG6sEipNLfuUOAJNXnTF6xTC84whe/cxrlenFAOcdsfO9cERA1Rash/8ow2aasIsn4RPlsAfRcBj5R3YMSGsDhHMD6MEcKIAQQURBfGRVWyI0PyKzT6IsLqKfAkORd0Nkocw+IRpL5FVnjAveCRZkxs51MVctLgoSg/hiQAdiKEpmDeRVWzMlKRas6/xYxZQe1K0wx0/Q/POQ2J5+nuteGv74RAU7gICBPZMSAAW8JMo905CLwFDMKikzX5CHlG1nPy6CdsY4qB5A5Uk/PvOC6qTzgd7RIq9aTYB+PSNUISKFHofoYhLcmf5QMMHowITnygSCAlOFRCYdiim8NW4tGlsijUOMt38p00wI+o6CiSZa4xD2rkdIuotGBWv6nYnDo4aDGMnKQ6RMRDxuETN4FO+bYiwrxlEYu5hslQrGLn6LsYtnqOziRSdizq/Sio3SmJKki5IrD6I4CKK3I1GQQSK1AqIAVBCxICVqG0GkAsAQjqG9jYiB92uPW4UTnB+1HJ7McubSEhCHAmR0gOxKAMngARJACNDkmCsqiOmmi8OoFOEOLlzfeO3gI2rPEXuYwFAg3x5e6gtjeCG7tYfvGAtJ2FDcw63yVdnykT2sySfyHNnDkN7wDQHCd+owhhh7eMkcJpBgBx+B3Xu/9lDu39Yum/0rKaaiyf7tU02/N/evWh2Oz/59utu/YAy715UDT5Fykd0byLZ70T+7t/DB7lVMZBx9sXuFfO1eT9fd67ph/4LFuKD275NdYIv9qzan9nTbv32oN1z7V5JDqMz4iIwSAhkdGTIvrN0mErqZSLpplF2Y9ysmB1EcPW4VTnB+1HJ2GEsaMPKwHWZTxA5jWrrDSNmjirFvZ4y2RoJcUVvBQ66WvK+MMe0rL9w3kl0LOGXX7rNTytJvJDhAamEezbImrBaWQA2sVwtWKQmWggjYPVjIWG05Fh0kthUtO2F2SoZUHLlUE6mjNVQDVZV4zePuVhnMrYpjVhFgrrqwzkN5qCoBUw0cSx1NNXEjFYcOdceRqZMLpim4pjylj6elLQpIFcekQi6jajGjHuZGSzSO/plH+U5SIVJFpdKWBKWPpjylpim2pk4snJYJkasAkaNZMAdHMc8jMFE0lY3I0S5yFclLHfNLqwJx05d4nWicZoYljqG367dkGgBzw4cPORK98eEWfhzClv+bABE9Q/57r6vmv32uVDD5lUHSb81f2QEGDgI173fHtxAjmfAUKRNJXJ1CoUpRknFJ/CnjIBZtHH7KIp8y4E9ZmjOn9illp7iBdqoX3/21ojBEo+xV5fdc2YFP7RnivWflgyXCOpZzvYRwTYRf95BbmzhaT2mtWTioHXnU3a3GdOOVB0ZSKkY4KYwwLdRy0uMjaaeptIQTaTQA0isK045M0k0Qx42IJmYR5VASE1wmpkhUkqgItqkYKbR4JCMQRJPATzJBKx6CiYM3RQYt+dRcUx/No4fewTg6Y45tcYnpE3KQ9PEJz54UKWB9QrCWVdlP2PRTPvIJa0ATeY58dOmMyNaP3qGmg4gT9NE8KN6ef9AShorWwRvBxExBq8PAz7J3LOCMKYBCfH+PD/6+zgXknBuQ4fx8s+kGswUHPJnlzKWl7yf45Fejh4zO90NMnevw/d7u78eE+80IzBa4or7ZFO3cAMO5gL8v79/jDijUAnAGHpLyUmtZziDPgE6ePK9SRx6bLY8Gi7y5CHkSAq3hqKRVAJIuxuugP1NEFgAEGIfTTK8IwQEUgIMIAICgABgUAIVF0dYfd6xAj4Yj1kZcwBesgJ5z1LfldgUQB+xwZRhX62o10I87WVkB3LtlHbuULjnjzzwyNyi5gxsPMJr7wa7FslMF9t0DtSMiyQUaH7mbRexwiHpFYjuUEIBVgeP3AyBxv49Z/GUGuzvCOUoWAbnnZMQNVuYwXP8S0znYfetUyAcU730h2Y7DIbkMm3QWe99yBW4qVQ4KjK8ZXlO/Ttm8O8j7ViMcceohu2CU4ky22//N4A+rA7Wvfi+qnAw6hv0+8n9sI5d85Zl51hrnRuumRar9fwAC71q6YlWcNsh3Dv5olC9ySK58IBMqhfL7GPY49niZpJ71Ertp0x0UDb/W6fWLy/WfHAkQfdEXgs2ctc1tTrdr2EFjuoriIlB+jP0+cMef5qNrtPzts1jE9zNXr2df7DMHuNvoETzfeY7eHvpwmOIqZTn4fWvXyAcUz30hWMdx9y2hd1lSPCtpu6lrHxTV/9T7ybPf+uMIo+PkO/zFQPdgVgITGQ076Pdh8jOnDrYyCaecslQG37F0jGe7b7kAZ5faDc0PdvYFxBydZvuFrAhK/ElWQ2d7La5EcpCiOrFEHvCMf2nQe7SacQCI0Wr6fZhaxsk/5dpK94OfCOM7Yp0sTqdHVnBOqpL3LaPtA+p8n4XUca/7FjVc5u6cJbtvkvcHySvXQG+nlHcipO4A0HEUZHD3Beei3g43ZB4mHQZ6Fb5s9OSw5B7yvsWkY+m4hT8ufeEzXb+BeS0+cFrXr2vWh09Hp6wj6g54j6bnyHzEEggXKu08M3crgIObvFiRBwjm91uRuskSA6lbrfi1zq4vtjF4dVvTER93IRfw9/lment9q3CH1cFbV78vV50MPEq/xyqPzewlqT+DE7qXbPA8IPi9Bl6v3p/qwN19TrqYSJG3kKJkYKwHlP99xoyPq5O4LPto+m+a71sN4aBXXqNev7DU05di4O7lMdql0zlaBnSf+bv2AhJ5eMXV+qkZjF5YiqdO9xvH8oAj6f0+1gXLaoZ48C6M/HkM3xrIQU5duEhHvNwBkBhILGuSpdPmIi/lxrWtFJmSbxqZZaf76hbrX7hWG5fybV5pXm7VEHmnuT4AXTIvhqU4dyxrEEcsSKgQ/PutILgzogI4LdTtQPfVA653rl16jKrLlYRTHt1iC7mgHHWgp9WS/NNAsPctXY9epzbtfR8dBM9fe3mcfi5jfZSSwr/3rykaWGsivezyTwuon3VLr3mEC/s4ovaDqtJN3KvDX2fsFByZb/c+/CccafD0zKojM0Ho69kKBOa0lU6n9Zqs0fw64Fao4Kt9K7hxB1zAuDAObAhrAI3Qo2YUafctypjKpcgMHLhDDMFWmmzpFcIR++BIEtQGvu7JvQA3YN880lAX112kNTWw7HzyqQGwhOpsIwKgmk9PRi2MGdpmH9bAfoEw1h8Ml56aAC/Es9bJPIuC9336tZ55evTvUP5IOmKdywW+YIH0uXi+ksQtf7s60gEfriTsq7laLajjn6xsgx5Q4ve9qzhO37fI4zLH4yzxd5Psd5B0v0ZkO2W5A3F5x3g64rgr5IKn6hnat5+bwR/WD265+r1YPRl8JO4erB/bMy+BujPgW2n9GwAU8gODDdePS5bB0/fc7XesbHfUvRfGBUshO1/GWyw5DBMuAvxkgN23hBamSXJd5nOCSzJS3v1FWXsKc0FfzHM7Dz2IsddUvtO25rPEeAgNB9J7a4h8VLxjUZ8X2S9YkTDnK57lLy2k87eSxwOqJoLDzIAkI4BfDVRGHtCnQGAwkFe+bxlTdpwXwWpvM3T1wwWvusuFVO8ATI5ch1U1eXwhM0HBWW6OxMIsUFDUJQPgisL7MORx7OMySXDWULppIT5okl1zFKd8xDsGxRFzSIgLDuF5dG/HN2gfJg4LehW+bOTk9FTHvUl87MiXoJetnZ7xzzfuOHXgP2hBwrV4zbqjpwO+89+xkOhIPGKtywW+YFH/nKe4LW5XiHTAhysfezWuVgX6uJOVauADSn7fY9TjlGMHuOy8tKpn8TOPfRO88XEH9QMtuWa9xqpT1Cmn3qHfMeoR6hGg6l6gLxj1/HBO4TZ2K/jD6qCtV7+XVk4GHGPfg8rHXsYl3T4D5Tc2TuEHzMa1EDh9/XfN7GhoLhpQZ43fuLcrjX648xdHO/uTlRp57xpxDCfzUhjlzGK6mX5jEBzsPqC+++h1ZL5TcdU74MRR4u0aL8DJfUPpbfobHXvI6Lawypj71iT8ccuB+bKlevd13TcwdcsHWPVUUH5fdd/agbtZ/I4eKyYz92XKzw3YrdN9q9AcSoAr0JzdfcuZ6AHle58fQxJsNmrYUKfhRkwiIftDkfaC5gH34XZdJUGo71sF8rh1wTlDQUMWIp3id1qZS5vSgS4H77dahQM1foXCR0CeWIer24M+5iOVs2vGaxgeO4X5jJ/O7uBvHuG3F2jr583Y22fkYVq9OtuT5Ofh7rnlMVh76SWc0WlOeB8NeN29ZlHCqThljXv3Ye5Yd1yOWIW4gC9YBcLBv28x/wEdrhTsal2tEvRx71tuAQ8oO+xmulhhcgnE0WnGFKAJRZoIrTWQ9y1GyJizBViO28wu9GDxVex6kYo7A8GiBmBApY9ZqMAcYM2dshbMau9YZnTsj1ivL5IDcYwjfrtyjGxzuFrAgr1aydAxT1au+H3TPQ0cdx1btcv4pcY8C5xp+JvqjSQ9aA8M8DXX9fVOCZ6W947Q3fqPCI4mfXdB6OL654UzmLfJ24AdBgcLukq/lnLyc8rEPRg55q6Xsu0ZYbyh8YQ7MDjX0umn+5k788YRaP3FOK7zDvRGIXYYR3HNsw72vtWH8IDiv+8Y+3Hs2GUuAy5t3FntTJfdtG98wEH3wKuuYa+z7ZRx2vnvoHeNfwR5FAgWu4AEzk/nF93Gbx1zWB/MuvpxcfVkwPHce1Bw7MleEoUzuODGkCzwgKVfi9esnTud4TvvHcsRjpzcxVeJSkK8t6tjyIzDlQVY5NWKjC77ycoi33fvLdVx/LHNXgZdapyz6kwmu2ndKMBB58Cov9ZxbSHhlFL+jpkfSTnCMFMXUi/AmeeL9DbtxmxzUH5XUbyYlY7FzT0a22MkLC8RsZ4hx3qDuLECDnCxr7+5SEKcHum78Xes9ne0JFzcDGd5sdtxykGdcBGuP9j71ifCA4p733XUDlkk5AAtwAoSbEJuhAP4h4UG1eweMGXAGxVgzihTUuD36cSj0yTuYxtFmVpyGmsERrwKI+PQoCZLvy9C6rh7icv2krOqS2+qlzqoZ5ZvyzwmysSPC1yPYhA9KZaquAEbA3uGxgfIvOMBbKOYqQGL3RQSsjMScpOJPRTTvUTrHey+9RX5gMKk5iJ/jOWLcsmF1HUGxFF2g5MR6QeMlSWuFcVSTmfusHcuvhhHXEhF/751RAZzVsgW3WbQ0Q9WvQguF2n9AcJoxQ7mTqS7hvsZrlF+jmADXXFZ4uQjloUv5wXLW6rcM82ZKx2uXExdVyshjPYnqw7sPnCvcY6rY7l82XrpQWfdZ07tJnYjsgdBBx7umuraqqew08y+Y7jr/CPoo2Zfv4BeNP557pzQbfhmYIfJwwquIi+lnAw8hrkHF4/9jEu6ewYKb2yUQg8I2rV0zfqz07XLXfiP9iPWQ1zAF6xE4bnD3FDogA5XItbVXK0m9PFOVh7BDyjZ+/5RHKeDXCYTeRY8wk26yYPgJ66RTzoFC3GHJvIIeiOjC2QTz4dJt83UDkvlVyXpJ6VJ98zqj2EAje4MWLVAzx4QE7t+oHoql7xDRh/VZ12YM58h4LfntYOxygsN8owDzkfZGOZ1tijym11SPRgyfNfyfW+mkMyRAJc/vpBbjMd3G781F+8qtu0cnnso9y0FwuMWCvGypQmeAT5rSczmm5ZQfHHfeNBq1vX6msVRp++nLIi+89+xHP4RVC7mL1hGLDbHst+ujMhNDlcLsI2rlRk688kPKN99IIyPy5W8rNy3Nh1novomfeOCDjoHovoa7rrbTxlPk+8Ouku8I6ijcn68gLrI5p2feBu/tdhh7QD2q59LKE4Gj6PusaVjL+WS9M+w5Rt75oIDRsM11E/xKQv+dhfmR2F3AV2wGornVG6L2xW0OJDsSzPBeSfcK6ocC6a61MueCZDecMMcWNqvE+2n4HJ3aOZoEFZzwX5BjyRgt3zwwKBKA+5blNHjlsTAy5aAP2vxvhtZAB5IDngo71sXfPcUj4IZoztjiNz+fcuHDg6F6/gdd99yAXhAyd33WPU45dgBLjuXFhVnIvUm/caBDzoHgvoa7rq3TxlOk/8OukuHf8RWwQuYi26dJ88HdhvcRPgwcRjxVaTLlSeDRzPucemxl3lJtmfQ4o0Rc4EDQnstr1nffYqfsjjqzn/HMuGROGI19wt0weL/OkdxW29XHOmADlcC9mpfrX5YJ4Tft+4N8Lj72Jt6qVWdpc5c+zcl7SB0IKuu4deJdcp4mr13kHfJewQ96ue7C+iL1p/nnAO5DW8G7DA5LOEq0qXKk4FjePdg+bHPu6Q1Z0DpjY0p/AGhuRaXOlVP3c1njkSbLuDpz2bUmwLuwx7Eay52tvctPsIHlB9al/CxndamS1dehDNd0/oNULyMHmCkrHqtgCU5lVGHvrv6xTzyIhXmC0bl2tkirOJmlo7rcPkCcb1JiZ8RYIEL57lsNfGTiLhpfSFP1g3vmiXDzn3KchUALnLEepniL1hAjKZ0F97t6rFs0Kv3aqUgyzlZmQHdp+49cNx1bJh6qajO0mcSeNN5Y1UO4g4s4xrgenunhE7Dc0fo7t4jgqN+r10QuNj+efHMzdvk7cEPg4MCr9KupJ/8OG3uHqWPSeql6bL1RmdOfgN603oRJA8I1XX/mmUEp/KUNUZ3N+TIO2JRwoV8wbrT5x15c25XI3JQp1yA/uwnK0fEB5TPfX4YjuvHinTZvpQTfGYSN7UbSXrQOtCB11zX1TsldPr+O8J33/7REFxfIF083Hn1DMvtfzPxw8pBWVe/LlWeDBzDvgd1x/RxS1C7BNQz8FmrDeqmtTMFHPCn18073Z+yavtdhDvijIvxghWMnKntZm5XOO1QHK4I4YKvVun+bE9WhsS9b6RjsuylDMozb6wbqfIBNv5aSOaUnHl3hR1JdtvFavtZ9dzcQ4czmuuM/ziH1uK4NXbkzlrhGDctOQRz0OINrHDKchDuWPiNrC9Yxynnq5pyu2qiOlylU1+tiuz/ACer/oBCfh+xxeOuY6F2Gbt0GGfBMyu4Gy/3oBi7Zr5uzynkNPfdQe56/wj6qPkvIBehd54/P+g2fHPoYfLQ4quIy6kng4/L3QO1Y1P2kq6ewcIbV/KAari2EqfT8S60HiXbBXzB6sicW3FbtyvU+gBZL9PMZ4Z8r01xrKt6Kc2cCZLdsLED91iuq+0ps/wdAnu0Cb+QY5+BhW+oQnwIwZh6dbBmOyxeE5W2OODo/UCjHlrpPOO+vfi70T+Kvu/XXLBM8VmAbuXblWIfjvkLoTn7yYoh8QHlv89X9xPH3qTkSyAc9Wc41uU3LEmlfsBIWfJaUSzldOYOe+fii3HEZaq7GGLMPXdYh94svkQOL1JUV4gj9sFJPQ1ePvEq+s7yz+ArIg75lHXxArtjcedzvl+7YDm6zwa/FbcrAfeQgte9Wql1c6Ah9xTnuD5WSpftlwrwbPCZqewNIn+w/kAm5vXAOVU7zd1212t3xLIuBF0QSM9WsBtq8TDtwG2ucn4Nn5Monx7yfSu9OsaW0GVLwHCGhuUGOVYHCJTrmXr63dfvW5YHR/fhepBcfMiOELdO0RyanXAB0j+Y+1YKyA8o3n1vZTecWJHuW36SF+irygb3I8aQc/FS7D4f0m4B6YeP7j5s1xljSIL7rUSuH2/FavY+iEJ7thVB1rmQmjulaOrU/WBCkPeJ2SDX85rBPsROLfhxM+nLRqPOHtT71iaqQ3vTVy4y6krT/cHBzo8RN7fMYYHeBUHvMDI5gBGDWPe8HdOZoHL6/m4fTVToifeWUGSIIF5B8We7bymL+IDyvc8tw3H9WJEv25cyeNZ55qhu4m4smAfBA497Tb2W6lO402y9Y7zLviPIUeJdQC4Kf55zPshtcFOhw9Rhi1cRLlGdDB6PdI/Ljz1ziXTZCtZnlOeGOB8IN67De2qcsjDxTrpjPcOjE/6i/QXLVZ116K28XRl5yB6uAvF1Xq0E9glPVkfkPR7mWNrUS818dsmZpOqNUnlw0wHatNfA7NTyaXXf3V7MUfVxAfPiAPe5DH1DFx86UF+LWQ7hvwrH2HC9BpVQ7ud1uV9X/6mMO9y3wOAo+y+g684htdtx/XBQ7wKle/D71hlAel/kzuPgsYFf1i9F+VnrzAHedG9s9UHsgWdeA7p+/ynBafV3hO6yf0Tg6LwXhBfLd16cOXObfHvYYXBQoKv0lWlPsk5xD37fWvixcNzqkXPpcWe+sxYlb6SbFkodoA9aZ8zXJ3zqP2UZ4Z28Y42ozhfggtVjjpDblQHD4coi+mrFiX2y8sR9170XOA7DLhuXCHDWfSbVbuI3jpmDoAOP65qta0H91IPoDlN+xJi9QL4LIfHMwbv5cIc7HDy8q50vD8nJzg/D9Hu1L1KIHetdX+ovf6Z55BtQZjzQcXESbtdLL9d2pw/F3fodC/15VMC+eDoIMdLtajPncOXJdbXy9FXxAcXdFxyZE1Ldb/VIQayREUXuWwUU+zMh4qS+b/lOMHsuQL891B0e6y6C9YMAhSQPNoTESHbQsuzG/VaqsJGMzwXh3IC2RFFOEOlAmkg+xNEuQA7NmNjmyQa7b6mIseh8DHkTER8OUa/MrIcCSiUvLJwIWX7QMtq3C1PgRreUbHcf+ftWytml+cgaXwcsf0CxfhgToITgFakMnHnf1vuttlkm34fYAwxx37rQfcBzK7+P7FYFOgiLvQ7FnsWQRmUMaI9aDpw6960pdN+keTfmfWuOOJo6djEIORuqN7Q6yFMXF+towazpuZreDV+f8OG/w+9ehAmFi5cO4uzZf7PBhzo0V8L3mIYx09XaqPtQuY2Ta62CJk61anXuw4K5X17gC62sn3n3LQt5m8KDvfirKP5s9y3wEB9QPve5bTiuHSvyZftSAp91zhzVTdyNBeMg+MBxrqnXUn0Kf5otd4x32X8EOUq9C+jFq2DPj+cT3ka3BHtYH5R99fMS1cmg48n3uPDYm15yyzOw4sZLPaCd15Lw9PW4a9/Rdt/K7C6W1Wc8fbP7HALw1ZQ/GPQ9pMoxBp1LRPIzznQ33KQDlP19m2tS55StU1G/j9/V2o7eNhfCf6GUnKmxbxl1h8O6CyDdIYkCuABMWRL79xGVvh7r1UCR0+mQ+9jIjkYEcjG7EghpMZ/kjHoPKMq18rpukI4WUCPeCJ2Z9b4lo/cpqs6/75wCclOKHzALr77vFd59oeeG+DZTBn20GnfielwPzW0nlI27b1EHZwp886gP2MSVtM9hgO9b2fjjqJFehhb4Wfyyb6KM/CA49LVl7lvd5xRpYjoCu28lnwvsDc50fTeFd7jjIMFd7fTSkE529lhBwx27ABR4dd2oQOtA84tGhjFXdqDA5N1573vvW9T8mZC72d5DCuAKTZ/tjGR4DyhWqAMDaCH5Tj041n3rMmKuGYMB/r61n5Vb3CD5/Ax1cxI7HFKuxliHJ3VesgGac9oA+9v7FZLft0z1/ImnaiBAQyYLQDaBT8mG7M4ABcA2EknuWznJSVQteCFgMi70C6nhAI9UvQnMOVxBvpbFnMefX9hMXvUWk/F99bkYwQe4guTk98O7+SV7waJAvO9pPl/BDb1vufrB7X+58nHvW74FP6Bk7/tWeZy+bxHvZb7fWe7iJqfnQboyGW7v3L2czpTE/dSLl2LTuWui+dblAX3oQtp9+3XxnKR9AGLnJRnUEKcMIiPfl7S4H7w3e2m1JTW4b7rIBOssYm78fUthD8fsC6FtyftNIj/e6b6Vy7zGsw3Bm8HuW8xIHIy465oJQzLBf/fiPmrhX7wG4ecuRvOtSyLq0IWR9dIOcU52euGIAaOMlU7X4pxU0fxWv19gZMmrGUbqIuevkRQ5u/8m3rea8UBlvRz54PetNSMfULz3vYV9nAX5ZTikZ2mTb6InOcie7BoU8hRL5DvoSI+gAskukN63Djsfzry5TbxV6DB88LCr9PWieb/TmfD3fPcYLrh0mWf09gZRVfiBz73eNE9p906WHu0eF9307IO3THhYZlwM4DSQ6U3wM8AKvQB8mpARhJiuy4v0wnnteX2G9tvvZmCH9YNtV78XUp0MHLvgXMeM4tK8bN2Nzm8g135NmejAlK7HX7OCfvrjlEXId3DHSpmj3hFLEi6kC9a6nf/5SgfcnNtVhw/LwxUhuO5qZfLsZIUoPKDQv8k33ctsD26A+sC2x13F64L+iyM4nT0aEEXfoms9l4zSkIHoJbYFf2BJfKGH0J6eRueqC83tfezzFN3YG2F9AXe+xTLx8MmitJNj0d+7v29JmMduj1vuweuZT2etGfmmJQgPfB60DuJ1z2tWQTjt4ZTVirhjwQZHAf1CmefF+YqQbuh2pQregfw+1wTWwd63PoJ8QPHe9xb7cYrky+iQz+LuW079TS1GBw0HoonXtPIpjeaOqDoif13ogoKeJ84HuQ1vBnyYOrTwKvJS6pOBYzD3SOGxl3ZJGmeg4o1RsoADprsW16zhPsVOWczfXZX4ESuQ7isvWDt5nqZuEXbQpy4myhF8phNatFHnbykluMf75hnLMfmU46/1CPDo1TCtX/C+eAn6PDr32G3t5u3Dz0FhV9ULoU82zlPgxWOHdbMHBJimxGd7KvGaVb42XfDQNlBPoIIlhzHriBlogpxhAUo8A+RIkUwgSxoD4SiogDBgFBIwy2Cw8uCIDWriRGiDwuQBKmpIjAHTioQxrpRJZCINShOR6FwQcYIk73dN9lRvRTEJ5nGhdNPGUJAcBpv+q+SRn+TcS/FyjFtWhgCxG5hdTej10anTQ6Hu7rOO7JsvjmJXoAQwjY7FSkEDrvJ9HheOE/1l9VL0PsuSb1pvNOigO1BUr+HXhXXKfFp9d9B32XMEOcqP5+EF9K4x5zx/HtBteDOww8ThBFcRF1VOBh3LuIcKx67cS9I/gytvzJWFD7iOay19ev3vYvvR1lx0AGenfsNmBzVzMVGPCegeMPbYHXMJVXKG373RJj1AhHcNyZ+iMXdj4Ufiti5f8HjxDj9js9xI0MO1hxiBV+U72bwT+GWlY4ck4e9vHOywjA40cjpXMPk6rY/U/uar+4uepAVAyMgw6+0fUGf3IfF4nBNetpHPGgQ3nWEH1YfBQ9c8o51S7/wT3sGUjmi4XjAc4AGez2fSuc1vEz4MHBz0KvUqysnvqab3UOCYvb8Ue2c054Y4PZDXrxvmKaL0HYuB4YilcfeNC1Zmz+7z1UJu69sVtztQpsuGo7j78hGO009ept630INneWkLP0ibIzVPme+qhIrsrwuCdb45U39busE5HKa0q/BloCfnJ3MZ67GeQ/C8btCUK27JqTjIPaqPWI96kV6wFH62zleQfituV26h5GWz9/sWoHhAsdwXk30cd6wYl8FLF3dWn0mlm9YbXdBB50CpX8OuM+uU+bT67yDvuvcIetT5FxAXqZ/nnRN+G9wc6GF6WOJVhMsVJ4OPZ92DUqzkwoVTyeQkZEiBT/oOKmqSllPWycqH7R4ZPQaZeomB+4ya5IZw/YA53U99zZlPpTgF9h3g3d17NGBeSHHBrPPhDM1t0m3Ch4GDhVylr0U5+TnV8B4L5BgBeomrzvy5G7J0AFe5PsJPf/s7q8Kj2coX7Yv1+jOQuMlehwL+Co2zO1lxSPSA8t3nVmcQ0TPyvsWummPI4YPYsPwx1v0wCKQnmex91XWheR683w9f5IRo5qyl0HbTKtB9wINWUst1oa5/+U5Zd5a4j5ph7oOvs650Y9aDEtElSH8It8LlY0CQn0V+36reuIm/7EEUDUq3v6ZsBaG+cerLiPacYf46LstZq6a6ac2hHLSCs3OF58wpS15VO7/7MSTnAL0Z4YFO7HUq7mz3LQkSH1A+97llOK6+b53RZVznrK7ipkbjoKS/JtKcUpXuSJUjAityFwT4POGc0G34piCHyaELVxEuqpwMOp7zPvo+NqOX7O2ZvHDDpQs84E+vM/vT072LviPjiCUjL1bKn69grgpdukvKv093j/OLl/nlWVx/U730QTWS1+wknbJ13zpH3nGK5IhJ5aFaLjgk4EzRdiO/w80e5oqXRXqys6Oy3cevHqNieKl/6ZnGkd4Q2hya5kB74HrtmoVop6+nLBD6jiWFR2NBFyPg7N637qAbCh6wxa4x8bO5b5FM/IDy3edWJxDRU6oJfAj0+xYDzlwbLg7c+9YLZ5RAOh9B3kjED4+o12OWg1IZ6IJ5YlASUMLLayg+rTBJoEFiUoDGJYh5pyJ1JB6xg9DLytZj9y2thgtyyVmKuBljHD7oXYp1h+eFZj6oXUMEugPNEey+FTYl/P2Q+1wofVMiHHSwXqJ0B3vfqgHpAcV7X7cDxzHmsnEJAc86Z7bqJv5GzD4IOrD419RrqTqFO+3WHcNd9h9BjjrfBfSi8ee554DdhjcPcpgeXriKeLErHU24R+uPTdoloTkDSm/s9APeeY1Up+gpCz/fZdajtF+AF6wExXMDvKmRQxa+LMRBNBo69b41BrmUZWek8Dd2twewya51y2k0xp0V84hTdt/z4oHjnA69GRUfAlJcQ9gOU6rkF+KLS2/eB19etwucFn7KYnb36eXRetGLusGUvdZ8OrPnPaB4x9ipsudn2oAFvcafgYaOvQ97Dldvg7SDA5UXG4SzMAxlBCrfjBSCe81KyH3AKWuH6v2Zd6wTtyNWVqk4J61l7zad4H7CGMfz0S/nxjubG+PNtBEORm53rdO1Fr5T6NB5An3f0jwm6JlGeKM9B2vwC4h2XkLHPS7LWaumumnNoRy0AqdQ2HXDum9pcQPU3od2ksWfRNXCe5YHlP8+igzHtWOFvGy/lKCzzpmrehO/scAcBB84zjX1Wqidwk9z647xLvuOII+S9wK6KP15zvlCt4Gbghymhy26irikejL4eNI9Vjz25pfc4hmov/HSDhD9Wrhm7enTr/+u/KP9EWsjLuALVkfxXAPeKHTAhysDczWuVh3qOCcrC8C9MOaxINklwO3s/EwH+Q0gQ9zr6vPUxul+7F01/pFUd2H2go7KORi62RiH0Q6lsa/H6yTNIc5XjbqFx40FfcTXLKT2gLv1j/ZHrCrixfWCda7nf74y4jcfHziHK0VwwVercX/2k5WFiR5QvvvcajyuHQvyy9ZLBzjrnlnqm5gbjzkIOvB415Rrqp7Cncb2HcNdA+/IX+8+j+cUu63fxHr4O1j8VfXiyMmGs+N3T0A00yVPr9BKDvgTXF/pjpu66+5MjHezNFYdFc89B3w8cOxYvly7dGPOpEhuqMAfOBbXKlkB5h138IB8Qb95MIsLUdLXJfcC9y2F4Zim49ZxCu5ZK5jfuLlpCcUPWsi81ywhcjr2lNXc79AdC/h/VMR0MbML1i4jbG5Zc4OAft9S/I35gNIWmDFmkcAFsiQ4Mo/eB6j9fjbdHOJ9s2z+XUICxO/HnHdfICIKRoBRzb1merpfwmom0rphpGQXx6PPDYO69Zx+6GSqKzbrEDW1QCuxCVmjGMMknL3HNa6eahBKnlFrXLONJ5x74xChT2DxLfMozXahYRYSGNZf7iIQStwpJrDM++4SXCD6g7lvNQz5gGJAOrAAdoH3LQh/44mW+wCjS9He00Bg4Wd/oRuqd1CGXUbozjgpQHJnw9iB39f2OluNjV3XKSlXoQhwFwXivBSIVMAAJ7lvWUU+uPqqq4k78cx7pHaaR64Lebmdz6E3L+5A1nLNNM4bXi9XNUZCpCeVX8Yn7u5t+BNzY31zS+AXBdLZ3reoJnpA+e5zi/G4C5LLyvvWu5/FzzzmJuhGE39QO1Dk16xrqj5FnbLKHcodVxyhH1HVBeqCV88P5yncxm6NO6wPyH71cynlZPCx1HuofOzJXPKtM7jkxuUd0DrXRvZ09r9Ly6NPfdEAnDXsxt2uFMZhJl8S7WxOVibyXgvEMUr2pVx5ZoN1I6Z8QBj3GsifyrPudoWP1PZFkt3Z3Huzwg6/aNcXjY09a6hqxtgv7LppIevZOjIWsztWCevdSwciR75vWXb0fHPWXSTct6AQ2vsiMxx3I7nsUuqsXMlNs6UHxUtcsyd9Sop0x6X0ETmSF2zL58lrb8vLD0PVVykfO/4eVeUYYM4lKskZ+fobevIBUrprFcMpTe3uKdfRtegFdPIMK3ML0R3C6lxAdYcpKTprDkXRS+usO1ZNLp+TNfoR73wmN6BUa+j7lhE4brnEXLaMec5aJOJNixBx0HJHumaZEacsG4Q7FjnyiAVGumDhIM5XwMi3KxjE4cob4mrFpfnv6MmqP6DQ7vP1BMeG6LK+VEln7WcGAzeddhA6EKp+bYSn1KeqcgfflbIexf6C+sIU59sz9m9LN+b2MCiw5n3yVa7We8zseQ/44gZx39rIAfRBy+BcO9UpesrCD3e59SjsF+AFK0Xn3IBvavDQaNd9tbK6Pabwe4A/rhxLssvWpT3gmTPSDcs8UKNyndx2WtvudOSOoLMXZ8j5BnU7hh7UMNc6ntOLBbBn+vUyHeOp5Xyq+w0W4Sywv5X5vvUDu1/Ae4XG2e5baCZ6QPnuc1vPcJcFQXkWlYJArINQIlnsgmcjSMYFmPtWjuvcGb5pjMNrh97Y18B/Yr97Y6iPjVC4NEX5zIj6jWn0B4YorgugcVrI0PhRWXQXhWg9J4rqLQHqQ2JQdutZuO9njXo8H/9ycsyzifHfTI94MHf0tfyYU8mj3EnQHXch5nae87kI3wzgD5jFVRoXDf1sFPfo71t6/udLuDHOIEe4gYx5AOq6nr1mudrpJXb3vGMV7GjgiFUoLvKCZeo+N+Fu9nZF6YficGXgX5/2bE5WEiA+oFwQhd+3QGmlanZgP4Ah6b7r+lVQnb6Set9z97IhHb2IyIsXFMLZ2b/JQQ+x6NfNd2yKx9+qTu6mxcB30MIrtJyy7ijuWI/UI1aa4oIVRj1fNV5CCLpK+aMD5NWrAm0ptJ0KgZpReZABgZmzT+7bGeQB/N1H/nJSelSgBxwjY71E3FjIG0QsD1AClfLXuG1OePT0L3euE4PvoQ/HE46Z3UeLwOM45DKcj6DiJwTz3bdQQtWkhjZMvnhxcpw7am+F7n3YYaKAK/LfT/FEHKpb6rJ1aS3hRfGuWZj4U+ux9UXrHCZKe0l3IbDTtZJQYCaitEGpHe8jc1rN7pot6eSO0zsCf7vAPHFGw94mag6L7n3Yry3a85jy8hJPAGoq2Yrt4HxN1r8L5HhqhgygfB/mvnXmnbsmkswwuC9OjMYvK4Y864TuppzEQW5uAOmUVJq6gggXSFPOG+HctsoPM4U3+EnLZrlvBXQsPG7l7KXhsvXjPms19AbypuXIA/lBi9GuvWsWIDqVp6wvlztWIRzBI1bA7KLtgqXqzgq6FW9XmjjkD1eByKsVQDzbk5UQ+V4AecyYeaka9cw09kYjHVCMv0Ykc4rYd9/gI32tF2Ws8yD91kF32KhzCdIfRqX7dp9ke5KpC14MIX/Kgsa03LfDc8Gao8/Xijr2H9crVA+o0/ugTDzSo4x5jdu4kQTyqQYIdT6gvWlQDya4XWxIZ0os1hVMibBAETHOUWPoI5YLlRohtUl+/mDCuPRnE+RXJtvEQB3tsUFayKjbDd3Bk+rlBPI8hDXCQogkI6QM7Fk387kfwrjvH3du4W7d9kNB5oanG9wHh5bGLyvDe99qk/q9gwVUJb+PUrDyx65CfVorcDnWHUrzvtrxuFUKuWz9Nqa72LvvgQjsgOTo0BZYL51S8hPTtUrrpaBzAjBNG+9j2H3MjKf1qLoY0J3dgI/S91uiuD5YQgfKW4BYNKcOV36HBw8IJ1nRS+rE9BqBrX3yyYEJquDzVsjNSeywiPJ6xjokUBH3gS0rvdKAilpS/KM555yXXU1xiO5zWeLYQwkEE4LxQC3jQiaGkwAA/nkE8caGPQzQv4j1DuQ0yD1IEJvqZGPFEcjnGmSUDaY5wUoCU8p55QGKUdGGuIBgBsnFCgh+zoa6sYoPC74PdymUjkn8DhoWuuCp/OjplOQzzIYlc86wN2F+CHS5jqdNZY9OlH+uxEBZOsc16Za7O2T3CL1BPx+fHfQ2vZXoMD7E+FXVxciTzefifW+N7iqrfZAKr7AElzIWtGIwcxrNCHqKnJPKA4Shoi/hAUN7rhHoAoSi54+6mwfVwYHrYoZ4vgCTxgBKo0PoHHAGhKwk8EFPUK4VKlKJMkQgJpkw3V0ykguVUuCWfZPkgCg7syDe2DGHCvpLkO5hnEDEAyWtMOTwFXnoh2zQ65oOVoC69YgATRnuCzfquNFxGXiepRHc9BQHJcBQLPj2FNyN+8DH57kWz0mahw5OfVsO5p95QsPAPf4zfwpXSpYafMCO9+3A41D8ZRx6Fou8CUYPQnsAbwFXvKf8ebKKhBeCkiMbXxyz7BOgdM5gK3DB+X4qnw0zLZLLEGIWsCQHDpCPHTYvJRLPNNXfUE4OcFK79pQ4JaXvkmeO3DiaLrBozxrUmwnuQw3ylfz7wicfuceZY/L+Utyf0c0N9w6JA2H/OuGdeoC7p3qUoV8o5NmNb43EYcy+EPATUn3PoXuMXL6EWH+GRXZDmXZAWuraBe20nr2TbTrC/bb6i8+ccwrqJi1yWEC9FmUdClUvTaxDtYYT2mmO1A/CL7ECKZmmqXTmFuekiuavs1bRfbsRHvdEl+2ksybRTY9y0CO/ZtJPeQl3LIoj0nAX1HfUyvPts3huy420hwmHC12FXKpI7tceRnrvJh3zziWofmZm3GB6B6CP4A7X3e70ae4yqEcGf7E1zyR/k3ocEvTVFT8uqZ4s3F/5+cQydjS59kSaNHM4QHc50DsUl5wLrCUOoj0d1Lk1vOOXnarcIg+stEI7vch2Xy2Dx72Gy/D7WUJ200Mc9JBeM/SnPMI7Fv2IOQR0wXHkvnZ/VR1mILZ6iJeAiHx3oHLWOpXSd7fzKDftfdv1vJjcqtDhmb8Y4BOuyI/tXTdrB70OnKJt1N6f+vpCVjg7c+EWUo45EF05GmBoLZMHEDyqzRmaXyqFdgKaFtZpLaMJp2XMvo9GXc/UZ/lcQW7+/Fb1Vl9wJg/bXYcfqV5P2mTNdcx36jnSjZ1d7HaddkTLRoe8zqTSXIr/exTfc76KZ42bQq0sRPPc/4eW2dNhL4bl5PE89z+Is8Bg55OGjtgSSGbSKjpiWyTzD5uOJdUvuW8Vc4MJbr3rY8xT21CqHKnqL8B9ZxPkDTjmMEHvMtY7EBeE2IjTvaJsnMTS0qRiwgGlLighShBgCPIeAfeYs/ySY+0ZcnmDkv6AkNS1avq0W+ZOt+EIbWi1FwO5522Im7fIYQD1Os4+EBIwkGtdKw44c0QpGxuwCYB1n68XAR0qk8iRwqI+bOG+kprjis5lUX1Wobop6x0UVa5p2lMy7R1B8YisdkFj5wnngN8GNxE+TB2+eBXhIpXeT3GCgXuQPSaPLsXdGdV0Q04OtP11C30qIXePwlHCv5BgZze5ZbKHMf3CAE+zGgsIt13q2XFh3NRrZTnCUx5I/yUT6TAeDWJk3HTuFuXSh+e02JQYZm+AT6u+voFKkZR2NGhE9jEG7kvi8hnLmhvQvQ868MNdA/kU7Gnz7wjeBf2jCV8gXlzYef0sttv/5uAOqwO0r35drj4ZcBT/HpYcW8lLTnsGVN5YaQek4VoQnp4ed9ni6DQvYuhZ0b9x04NPvHCRhxt2j7jH9bFCftm+1AGcOeKb6kYjP2gd2ABdIzOnK/ydTXfX+KMM3oVTd17m+Sd8Y+4dFNxVTS9zxKGpfh9KyvqXJL9VTumAXG7zVN2NlBumx4Kb9EV8aQhMvmJAZUr0kxm3uksCHXEr6eQiwb480h+OZIgvUBGeGkCukBw2JgBGOW5IDUOCxJ6XOwg04HmRAUKhBtcQw4TwYOlh5L+Csg+FS88jxguDyiDferHmxmAb+7EBssrgA48wx8gJGQsgE1rc/kFlqKCPaMj3DXwBpwPZEZYlr6Pt/qwnM49wDILmEjyqM0BmvUFzhtB24AvisRcPR0czOd2lZnITtrLALx0H91D8EomPAsRo69QtILVfOScyUmo4fd0VTvZ9W64H2jM3/KRUIu/YC89yX32hAdRdozqGnPlmle9+WAZ9kxkBz33uW0/HceD/MiE+ayd606M+6MyKF3XOP4Oneu4no50z1m8P/X2Yh67glfnfT3GWq31jJNM1/3CH78PU4fj7KS7kENi3UubbEk+7Dz3EWRjdovRwIuEi/mSjcHhQrnKeYzMkKCxBjWvpgVOo7ndSse4uAN3nZZ6HghsI/kHDXdXs8oo8kO7e5GItlzVDcAHIzPXYdd4Ymt2RL9r9ZMZ5FlVtOvHBrd99xxF6jFB9CbHzjKl8Q4HtfvcB711DXRffKfQ089xB7jL/COIoeS+gi8I/z50PdBu4Kchh6rCiq4hLqieDjoPiHnzZgHTsp19y3TNQdGNPHZBN105y+rrfpb9H+/MZ1oUv//yZ3kLIQQSLT3la9tw33DPguHtsqi/jLvUwz5xLNxSug/AHisvXLlinH/udsOyREutiwLu/efYAvZWgDx3YF6nS0QBUvUyrCliMZ/+5zBwoaSzGWzOa0oh7JyWQVCcrOHJXRO7I+5EQurkPBt6dVu2shMN1pjkfe1+k2OmIRHI8RDq8rn38DtScfGqIdGZblPbSkPNter/G9HgZw8tloGIsjvdVYyBTPfsRPet1feA7kSHshSbuu6cYvfd12gBDnDd8Ubhrl9qI2MR99Gk4JvbL2KXEngWdibib2o1K+UHrQDHQNTGnAE+TvbvB+KMGv4ACz4/nFt1Gbgk7rA/Yvvp5meJk8LG8e1B17E1d0q0zsOTG5x/Q+9dScLp1uGv7owlLgOcmeFtGDh38KpQd7PA9S+yxP/YSM+kZRa4bS36ADHeNK3+qZu+mQo782hcHuzOed1MGO/Toriq+xzw4OOaXl4rtGWG44S4OxOJ1DsR2d2gfYcnjzsLMLYoc3rQLAzgZCOe+x8PKsdi7jldPdXFZZjwin8vgN2DbQUzgGvmOS/yoWxXY0mmNInRC8NH9JPyWj570Uj3XseICa6yDRYfTr7nTxDZ+375yBra9AfkOEvxFDP1cB3H666hSE0BjipM3d7c0bYkdcivyllR5DFWCaX/sT2Z1TM4jPY723bcOMhw+Z3L/TYUcdlHYuFn19V1yfCT1MybyvV/f3ZAaivlrPeEUfpliv+tHoWyfhot4npWdJ6BulraD0n/5RDi8iAhiU9vAfOMkGVW7IQNyUrmQ2By/1Yqf9j6VARpu0pP5sGsmeenFC3o+0N8MKQ8WuC8luIL2RAttfEwDGFLCA5oElcINKkBU6frkwwnB8o6VIa5MNQHNAkhDA3DyngNSbkbJB3Hsi0PdwZio+AN0XZPBCUwXjxPUBXU3aU8EWHaoxnGlN/xmC7dLJpxyHzSC+VinnJ9RbzX4IA/rGsA6FsN9JD6HStjXcYNS1EH1vWNlfKa5GNjJerbZjhZ77S9LwX9sV3ScDQRunv5BEnZBojtPRADJnQ1jv1AkicoNh42QGgygM6BK/aLhLYj75EjH7WMNuOy+NNVncWeOfRO4EYc/qBxo0jXrNVWeok8B9R3qDk91FO0XjIvqnefOF7oN3Dz0MH1Y0VXE5VY+gnmP1BybtEtOcwaU3tjpB6Tx2pFPnw53YX301C8y3LNM+0aGB3d6MaIfIPgeMv7YTuYSAvkZNseNKj2gEH8tLnMKs3dnYEe62xe13RnHvzmGHnbo1x+f4xHqLafuW0pUEdq3DyxlXaddWs/sRpb7DDk/zhixwh4tWpAkGCXUKjwk7wMIOi/WqPbgFLzG+B6jsL/aMVCxEh8wmO5f824kFImpdy4m4FtZukJdRKzsaBP17ao9U5eto0SjExIK0gWnngdnGf5tzZsD9UEQ1yUE8nxDd9znvpeW5JkAqV3oSKZw0mnzPsTkGlvY+4l5gqv0XuC+OGYeq6S4VJI5Eyy/wXgH1YEkvWZfc1FPW7Luwn5EfUSC+r+Auaj2efLcobfBTYcPE4cSXkVe0kpHsPeYomObdUlWzjBMLRcdKJavA/qpA9+9yqMI98IBOGvzWyB7GPMvDBY+Lfg9V/dYM+klINyZnfYGYOkBJ+d6AXYqz74LszvCS30vwF/8eM4K5LYefZgAcyHKxzCHHj0zCzmqkPc7pGD84tAQ8DenV6dPUh4Xxt2BnzRaiBlOs30nXrkvKJ4vqKLO3rgbMesgClyX/I7mSdceJWi0Oj0gvPrV02u1cWLdunp3IbHHf0gXvk+trvagLGKt7msqJi8AoTgH9e006sDT9ir5j0zkuJuNBS1+Ldrr59ySYY+e5CBtVCiAoN17OLvvltK0GO94r5OnEqORD18AYnAG/ptp2KFDe5XxHb/R2Df9dpEyOiBvn4ivZhi/1IkN5f2FYhwPoN59mmY6sHWUaHRCQkG64Is6q3E3aB0mDw++Cr0U8uR0St+9JXms9JewgjOvWn79wLDt+mvynise3cIvLsYDSG8SeaWSxyMQ94EL4LElxqWS0hlg/I1tO2gcIOA193UW/+kh/C7zjyCP0jx4AXHRsXcu4TZ+Kwh/IOsq+crO5wj0LXPwlSNmMLG8JjGo0LpYgiJTa34Dk72v73WUHQN2Lv1KzyB7boLOQXWgqfTazj79s7lzRY/i2Tp3H/bCSu18oDencQec1qukOSPhFdArjEe1Cnfos5Ny7yV29IDsN4OviaJGQkis30fR6qjYLG+t3EGb5v57SrY2ueC7dy6FN5S+gxJ+YaE7j0U+y4yTYGl8QOC+8Gsny389myo3oPHrWp+c8EJk9y5LsQ7s1Om6+y1w4yOuPGQuGOrz45wE9zvdCnQYPGjIVeqqlJPf08/vkdQxeXWpds5o5KXIDgiwrxX+9Cvf7ZdH61UaPE+6pMOiEIvdd2ysY20Vlz7ZM5HT75r3Gul6DH7azXcH6kfwUfjWuQvmRVv/+YLb+NYQc+D2Kun1yHcc7x6vzrLrTE7gGuUBvmTrFncS6piKSe7QFrGS6L50L0I8xsRciqA+s4xxI2iadf0BOzVn3a3ZHQHlvhdgL258ZwVy20cfYoC9FKXjGECD3mwuW0cH7NIpdWQptlLpHWV6uYXnoK873XsmsUXRohXW13CDvuJM8W+G4YcQ7VqGghKOVo+FxDJh8QEd+fp33y/JWqBbXwWEngyj3SnxOkwrNxAocV6hj/jraOIv+PcfIQAAD5Yynv///04AAAD9////WgAAAAEAAAA6aQAABAACACi1L/2gBAACADxJAyoYm8I0EABqD7lejofR0UwsLtbJ0OcNNiQeZSjOB5h/2bowFYTi4dTzc3l3oqXGgrTB8fAsGzCZAgYMLQwlDN9tJEbd2sYf9epx4I9iGhZC/jcO/x5ceSuZOxN+UjUkudsnzXGhTPbjcHItRPFxuCAy+qUya9BfSvf190tVlc5b3xSpxQ7Uxzf1QzH9pu+t8t+HtyhRUZVIUgGHP/xNBLf34aB87odn+lUl+HBFE36VZx++oUzm7MOpXuAtZ9N3Vg7MN/ULmyKJS1XPpXSlMl04XJhxOPEgzQFHqmakVoRLLQ8kraYYLddsrpGk05/1oMX24M+i5WR94L1tvuwhWs7py4ppweXFHi6IXbSB9GNdxEn82FDY2CA+rFNfthyHV/b7smJcpV/2MA0q+2V96Nmduf4sWsNk4J/1wPVnc3sgfVoupEIVn1aTQS0PiloRMOcSv9YXRB73f7ytlNX+H6xzhSy+rdTn+du+EP23L0AE/20c6dnr34qqoP24N405Pu7aj7Lgx1VBevVz12z83LMFP7frpqrp56ab/CrRfq6LEhm0jwsrKff0cVWM/r3LH3eNNifm494sspH9W1EUkk//Nm709sX2Ba6tVI0frBp+vKXU+nqQU/B5hdB+XqQgn3dp7PNOGX5etLnPy6HNKvV5Mwd8XiG1vxdpFBT2997N/F7SlUm/7/tD+30Bv69taGHkj3cJKZP98Rnr/2tecSYsky2MDP8ehXvpwknGwj9wwzqqwvyJsAl0mM8pPHYTPuuEA1yCU8GRT+A4I3CTIPgE/n8Rf1gi8LAQuYmTfIo9xSFgiM+cxGhUscqOFdrLFRuefzJmlWZ+VUytt7/xfmXtU0C/woZn1K/EJY7oV/RUoPoVES5Yo/qVFV8rNmqs0GKC+ujFKqxidKr47KluDdqLQ4g9LwtV9OIkoWW0PQuRhQg+5xI9CztCHtezmD6W/ehbBiwoZNG3rHvpeqD7lgtrd98C+VI32aFvOfU7g/UtvkJcgnBdtFzKHXoXC+AsrMSlFjBK7/LuhevrXdxTQXoXGkJV6t4lxmaE3uUEjUyE3gWAOJe3uIsWS05M7xJk2+ILpOWUrwWy5YJLy3q3ZUAYi2kjC/vMaAiZSQKmyZ5MY0QgDIWeDEI2pyeT6Uk69eQiFrYH/fj3ETCnQD9WRfEm92NLPrm9HxN++JMpqyzzq1pqtcX77e3H5xEo/ThtRdSPcwkh+vGVqoJ+XFbHqqAfazCg148JQ4z2Y0s/UNd+rKriqh//npjk68lFLjV6MhlRTwbBVwjZk2mQKIvtyUzURkVsJBzZML6VzfY2qD2FKPqbFDddj6P+Jl+H9jdwPeomAfsbR65zV38zOsMOVLa/QaJ5RwHel8mtZcC+3FSKx2qVd8JKD8PhnhW6zHbD8fXlw5i+ViB9GYSSqqa+3BfoV4nWly3IyqD1ZQa5HFRfbiL9e+P0ZTLrDRLMm1FOyaf+xlFLp7+Bc+tv8lamyv4m5YYN6o4NYwUbCUU+cbOf8MyPyvmnBvJnSOpHQe6P2YOfPa2fSAw/pG8/uqxAZqAxLKAQEIA+BQDtzjgT5m5lsoWRdD2K1p91k35nLTtQ2DsKOMp9UlKFRwTA4N4swRBOrzenveL25jEaVQh685YXhN6sppSB0Jt9UuQU9OYBiUK1OS+9kKcf21gvhCgo5GYjtBZSYRGUWiLoUUgQBQRB5yZsZO+bpDdREo7YpNS4HgZ2nzQbl7QE5tyyeSYKOmfZnC/s58SmM6iKsxK0UA2ajAhNeIq+0eHMzjOU4Ra6oOuRXr/rJgfPYXagP+4ooJY74LFi5Z240sOAuGelxOcjBp/0S2g0uL1+CUmyrzW3XxL6UJWgX7op+1We9UsE7GTO+jQRVLmnPo269ve+6dOXGHJg+jQILTayPr32JamgTyOgBZQ10KdTYCr0SqoamCh7JUi0LxG90htnhNFeiQklkC1Bj46DOsIqpRruabG+p532NAavPW2Cxp7GcbSnlxDtS+V9KX/aly4s2JcW832JLbgvEbbtS3+6+9IFBvuSAxj7Uu5UqrcvlbXyOuzpJeZDtL6ncRQVcbCnTXRu2u1pDINGe9qJKw13T4vXSqklHHug0XYltsddKSnCjm7SYkd/ouxoETvarAj6iG9Hn8TsZ9aa/RxjPxceMJCYuLif0wFSyPuZqb0hcD/vq4o+cuxnLSur3f0MIXd3P88Rilv3M4nwWuZ+jpGEUdPFfmYlg5Xs6JMZ9JEfHueONnMhYEeLOAK/2tGfAtBNXiglqSmxnTCXXjC/Oc02GM2aB8yRAJg9zJrjNJi5/MxDZWZwBCHUJEIohOQAhfY4oRTRHDE/bAl+KBD5kWP54dP7KdT5kQT9CU3/2AoBsWgBLVUBRcAEGgFkAwiISVNQkY8gtcMgRR044chyPEh5iWkZF0JZlS931pQhV5T9MMtlIspKJcoEhG523KTQvMEAebPmvREwNVZ0Gzf2jFM4jS9hjEHBxq664yZs5JsxshMfue2OXMKW/Ele4sCG6M0GTcbm0G1TSoB3DcgQ3MpFACgemi3WMAukdxRA7xQgQimAU1hApYjLESyX1FYXzFsXETZcJoi6qMlcVlpWc1tQqLbEIbUksEOnIYBbidOCDCZt5qEV5AVwWNonmIOpsb/lgZzERMV9BcdjynhfgTPYALivrGZQ9HG6r9TSrugK7uKXIjGPXVy0uIa5i7dCiOViiBcpoXjsYtGymAnL0AcWMxMsJKpY3L4t4fV+ovvsJ20r+4kEsf3EjGk/6QrdT/Sf/QRobz9RcdnDt+U9XIPJHk7k3cMWQuzhfQ+z5Ozg1ZUdDJm2g91exBfo9YYjewnA9I61etFGvQ0w9Ap+Mave28m4FkP3Dfv5Zr3BSXTfxhpQrLrvEsb4gj0XAfQ4px7cSv/lSfH7Acnv7tkOTsPZ6p22Lg7Aq/TbGjsXKPrt3qZ+K3sCalXHffpDouMqlmlK6rhBwNYs9Vwmxh16bp3fCyV6riXaEj3XxwsfpToQAUU29M0kIupAmOxudCBn8afUgezA0XQgAobkJtBzfbRo0nMtITTQc+v4SvX0XCbFvA46bhAvXcdVdFDEgY77tLdpp9/KMg4a6bd7jWm4+m3NBlsXQrb6jB+m+w80GrVIFqQB0WsHCQwi6bU6m3g67QxY2rI42kmnDfCTB4A+e3l0WOqnz7LRkumzQL+Cui4rZEf26wBb02XZhOx/ecDAoi7bRiCFrMta2LAhUJfVg5FDl2UXWu3qsl91V5cV0iNu1WeDwmuZ+izbDxf67GUSWIlOG8AMxUOnNTvB49RpZ9C6EKDX6szCr/TaQXEtkgc/0EB/mEKZXhE4ZYw9Rcxw2iHB6VuD0yqZ0/EN+OstvBEFDsYJB9cwXXFrejWgtJZAaR5sKcwIHCiA3j1XoqVxoqg9RGnJovEm7h/dHQaA+0Obu3RrlIw4WiHEqI22dw/WW/DqPQQD6YNO0hsHcCyx4F0DMgS3chEAilWzxVqMF0x8wDf8JSbqMlCsNn15fBj6ppDHzRx9rlrfnLzb3DvanOraRKmQN6hrcu5osg1punRlVmZmwWHOUmHS6WKufECjISi1UknLHTzavNMtB2EYFnmA3vMGD0v5HgiuEXPVYGnsD+MATqJemVZNqdEr1VIb/vRKLD64XikBrTIAFJWcRcSseuUR07UYOow0Joy9OAy4EihW3XLI1HLQ0jIIjEux1UvPoBhGhTEYC/CuARmCWy1a4smA4qHZYg2z0UXmC10fpxsAExV1RwqTjmtO31J3FAvg2OSTm+uOMrCNtCQaXWCW9umNFEzzAtAbdTgw4hBRZExn1JDJSLNoibp49cJKrCu+QlC8cASdhgBuJU4LMpi0mWdYZAytIC8AGMEcTO1AjuGinjLWDU242ACoG8L4Yfi+YaWrGxoRvxzuNBDz0A8fLK1h6oeL5cNaCeAkOiICMigeOiLhEiIRdtgYbqWzZ+xAhvTEoA+JJHQVTzY4gnPofW2uvGt6344HQIZ0PylQuJXuB0PGRQD9j4wnQ//LU0Px0P9acRrBSXRApSWaLdYwGcU89MAYnBe6i1a6Pk43ACqmjBMV9UD4TOKBHD1wVMW31APbbmwwNT3wMYDcXA+8oxLM9UCsXUShMT0wplzapwPCmRzRhwX0w7wAdEAOQcDhX10w+OQFGAyWC5MddNMVQOrWbt30qgdaL61dKWShl+bNlv3QS2EMcaAwn0voOJZe5HE66Y2kMlqd9IGNQhX6e8gGuh7vHq66SUB91IaF0QokRsmL7lKwsp/u/vDmDgvh/oESjcdFSzOIosaK0uKIxnvdPwrcYR/kdt39ocLfm6y7S71GyYmjFUSM2qAAKJujv3tgKOhvQSymSdIHnaQ3DuBYYrE51SUDpWrTl3VTiONmjr85abe5Z7Q5xbWJQkGTU0eTbUjTpSuzMjPLAuYsFSadLubKh8LIs1a5rzK9o1I9VYnVVykhQmUAlZxGKo+Ywkhnwtj7hQFXYjlkajloGcTyUmz10jMohlFhDMYCiheOKL5CWLx6sWjJSIPKqCGTEYeIRh0OjRRMG11kOlKgdFxT4CgmwLHpx1HGRyNtiUYXmo0UTht1OjDiGMGoYZORZtEydfGKUvEVTfFCEsUTukQSu4lBIdgzFLDDEInYIBIiQERgdljLdriYc/gAgeHibmjihSEMW8O3qKERlsMdB4cPlg4Xy4e1EhARkCESLiESYYeN2TP2xKAPiSR0FU82SD6xkemBcBo+HxU9cHSFHth+0wMfPeiBd1VUeiAWL175Tw+MydEB4QkAOQwBVNL9azWg/+Xpf+S8EIXuB4PGT+pG3w6yvrZXviQ2+GxyCyH1vSguXS/D2oae5wKMJyTHWwNwh7h4R+Gt36Gk7Ol2fDoeK5Ru16Knh4Fwz6rIRwDfb1yvQ8HS61yA9LojRr1uzUyvo/xhptu17Ol2fE36HUqAnAL6HSIi2wMdb81B0knHE5Igr4WeXO9eFBafzQ++JJ19ba5ceHpdDBh4FR3x8v0CVQAGGCAsvRm2mkLMQgIxIygM3pQwSLth8ISCgVh2AY0HC9JqiBkRIGZBHba6IizNCQY44AvUyxfKqyhJFwMHXHh8W46CWjRAZP3AzHohYzld0Y1atQdYpYRVrUmgMs1BpUVACk4jxaOIFO+EqbN5Cs9yiocVlZYAKlN41ZqaVcqXVTvAFR2Wk2jWS03Wj0stGh62HAPLVlg4Pj44TTpzRg0Utuh0ne6EA3dSyPGoBfB8+O+v7tPkqfsc1eo+LnB6z+qk3hPiJ0rvQQKh8/xSnUeNAvqq76S4oO+E/yb7dJ0uUwOFOaNinCYfx4enbGV1JtRv3LpyN90mBIMyWZ0cQ68wUh+7xupjlvWnXiNFQqcRND1v6TOpOPrM+UiXYVz002XIcD1mhYwOw+hDh1kxQ4cRReswvkj0GKu8Fz1mxYycAl2GnEOXYWzUZ85J+kyqAZ1G8FSvkdLHLIb62HVWJ8fg021CONBv3L7gREansD1QQdSkGl2qfsvVpiZWRhOAOTE5D1q8dzl3bTkh95T3oEHwJ4OW99C9rETLXzNl/aqaclgsJK1AcljNObi9PvBJ7qPlhs9nJYdlsrZnhc5hNev0MBzmsFhK8k5U5a+ZtKxWeQ9dzLwHzfqOwmnu2pIClDbnQctnd/bKWRlRTArmq0163Vo0V/2bPc55qpEMVBDlU9hZOJHSuUReeuEpj8tJNbvKavM32LFwRe4OY8tvXI6uQ/PQnnfdZGD+uSLqzJXbiHK1A5XNafSGc88crWXAvPM9lfe2o3lPpJh/wwD2rJLyTzSAR03jccmfKMA37NATsXtb0bzz/ZR75thBg9fXRtTnCqfQHtAbl5/usAhvMJtU86r0wjqsQwgGR4iMbaGZhUCjVFRLwWLC21xbb5Eb150FsxQZtipk4InLmfjB4M654Lgb98NowWyFG1deW+/RhLc6tRQt0CgXzUIwjm2l5QyOGAnrQJh7ybjItR5D86v0Wj7FmiSHYnPmTnUz8txvMm9qv+YIDpjz9CqPlhztrsyLWHNzIwEMcqMOSfkRBAQ50uCYS34+kZGj3ZN5enU1R3AgKG9qu+a5n4vcqY4zh2Jv5lOsR/KrdFqu9fiZe8lIavo27XCQpO5JO1I7UHFSC7rIqR9dLKg1Q1/VpL5f6lg88busTtJSJ/e0PomysFY5o1oXsPJcyxjZWo+33uD21jZiqeubk8GUtY0Y63q8pWEtY4Rsal3ACnWtcka2PokKVCdpuVTH4lnZnbfUpL7syT+15g0i9aNLu4eRWtAlVO1AhVbdk+ajaceDwaYvztxtUykJjDJZzgnjGoWRnK8PlrR9FLBY22gvUHBYN9nX/nPAn7PabBFKdqCv7UkW3DsKpO3OxwdlvjaczNl+9XrLOxHVzvVRayPRYNfeLdr0GdCOrwPg+/1t/x4Wgctrx9eF7d0idxVTG4kGw3auDwcZs/arl6GcUxtOzm13Pha2J1uG2mwRdu2/ByntBU9JbZ8nLs5XMizOCTeDm+kecNPX5pgqRgylooWTVlO+Ek+Q+7uE5IiS0U9S49tRloGiNRIiDb7m3UcheF6Q1lEQnWJQEw1C8DvzLiORBt6itZGjLJykxgpKRjpLSIYkyO3NV3adtJagVKigiiFwxSGIVpNTLwlKYZ2RDcCvYzuuZuPcs1fONLgLa559ywRT3LZD2Aowu9sa7a2T8q0E1FtMm9s6rQKMApe2w9gJpkDWPD3T4OTOXr/ZeMjYjo8GYNmwzhVeEhBoNUm94lDEHfd2g5MPZQH8dPtRo9WWBhpaZ2+TPjPne2DCB0bg/NDHCcnEOevT5lLRnpUxw4QtH6j2PTTpM3c6e3lpoKXVaMX9dLsNZRG8wdm74+LOhPx7KELuxpPOhpXJ8qWJAQojeTiVzp/+4LH+5FHnWHkdR9DOWrzqghv8jsZIfjXUXe7jWUvPeNcANmAw7xqqAE6Pd4URAO8a11iFgHcNcMO3xqXIQOB5WLLyrKVm/GrojZwXfkfjCV51ASiv4wgEHnVuB3/6Y5WHU6n50sQTnnT2i38PncHpFWiy4SWA18tP6MvY4EsKGBgUFnhlwA+zYQJMk6QYEJ8yZ0uZ2bWZE2YaCkI1TXPjl5hxbm7hCroeSesbdZMczl12oLN3FODlwCrDM8/hF4+HOR43MM/STm7mzgcDOzdoOoeHOicnBiDQ5LyIgDPEESfosczA64YP0waFK/nGbJaBHKyoqzdJK8axKh1kVTVsqjXaKU/dqaI1KRaKUkyuUatTUSD4qKIWUQg4RDXojQLRR61WSTG9SrGYKpow5blLtXZbVcNYpePMihHC1dskVtRVlgGeLN4brVWZrUsgXAB06Hqg6sWT6gXL/hqhBbaUAMxNGrZ1GNYpJpYDRKxNg5hbUKx3IeaYFmuTE8vBDesEC9sqAeYeBVti+hph5QVbwovntOtBDi4AALcubbVWC2Tx1ux9eenN1f28R9ePZwri4xEIcXdFascm1yU58OvOED9da+mnq/Dy6cR2f87TyJ/zkPTnzmD/XIX2n/OA/nOeSD6dWO/l01WY+XStOX7dWeOvS3L+dmwD/+4qx8cjcPjxTA1/3iPt15vr2/ty8PmOvn6fgBS/LwPM73s9+35U36+F4P9TYft/aU//DzPB/4v7wXxABRM+oN3UB2Qx4gPi0PEBbzM/YBzCB9Qt8gFvMT8gDtQPyELEywe0i5KD+oAK1v7eOP8vvveHufSXtv+prAHK6ny/FjBu34/qj6ny972S9WVo6RNwgu/oil3jiS2WiojbAdEPMQftsOc7lJDiUIbS0C3BsANfCfdgidIlJWDPJXZjDHUYGHJBGnbwM3SzHcrAOJSw4rD3Q8xB9EtDxAWALbaDXUMqMckz8TFXZJFUpGOi6GNRysAi5O8iLyvjFpyRbcPI+tuIuKSxcLDxb6uR7a0RyiyD9htjXBlZfRnZ45yYz7hVusi7YxHSd1FK0QeOIp0SRZYViY/rxKQ+wijb2PumkodMqbZD2RaCss5NSaIFpYwhlLfqSh6byrR45aRV5e8OwwEZhqblza4lII/lkLhLstYzYe5WJlsYedYq94HBf/NMCKf3N4t6Nsu2VQj+ZniAZmsNGQhf88WcnIKvmYGteb7MtG1jG/uZhnKSCn5mzsbsgWmniQkjIoaKpxgJUi9HHbyVaHgPprxx2qOYo14k3EYs3ewdgDkFvpsqVrQXUbRt+SdjVmnmV8XUevsb/zd623w+Ar7oiXnPquiLxqjpYSD8okZSeSegvijYICvUF/XTgVfe+6JtzDsK7y/amwj6+t1Us3bnrO9ms072BXoP0ged5+PQedQn+k6KOF2nq1THacLrOD47OjnGnj52ldVpBOH6zBlJl2FkhNFlyKc6DGOsDrOC12F8k+gxVnq6DBlVl2F01GfOZ50tnUYwhz52pdXJMfoI03rQJPDRYgPLRA0W68hrZqxrC6Tqv0w1inEK+3rnRVVIybRYdduVd773mLwnKhHBN7U051HNbuQ8rkz+icD5NwwMIO+JDAPIe9u88+0EphbOPXPoyGnw8tqIUv1coY9YyUN7Pm9c2nCHoYV1EJEzOFLELAQaJWNbL5Ibl55khi24DD0ncibMGNw8FxzjcT8mLJi1cOPiy9t6zxPe7tRSvECjbDQL4Ti2pcbgyJF8ihVJDsWWked+LXIEB4Dy9OoOF/kRhHRexPojNxIAlht1KMqPICjlSIMM8vMJZo52t8jTq6k5ggM+eVObR577scid6jZzKLZmPsVqhDBN01fdk1akdqCiVgu6xKkfXdrUmqGqalJfKnXsna86SQvb+iQqba1y1rQuYHW5vjm5sLYR61yPtxysZYzk6wJWlmuVswTrk6gzdZIWNXXsnZrUN0qtGZpD/eiCphZ0oaB2oGJW96TxNO1wkBIVN2v60lyikmAz/UM4RMk54WbG2QXOVzILbZ8ntBTC9oKnrDuu9t+DmTZbxGB7smXNpNjufGTRhtsEaL96XbZzfVK0fxF32vF1394tKtJFtm4j0bDZzvVpv3pVbrXh5N9252PkkPZkC4I2W0T77wFMe8HTuu3ztIDzlSyMc8KNiM10zw5VzEqRIK2iIDp2UBM5IbgdkYZdqsIWSkY8S0iIJMiN5yu+TloJoFRIRsXJVJiGXpzBSUkySRFxV2QqPmZit/Bu6wn8Wycm/1bCin+LgXNbs1WAkXJpO/wxwXTN8zMNbo4/e+3U0eLNxkb4sR3ZBuDZsE4W7jgLoSyBn262NVpveRpoEfjO3l0wNfCXpRYA/AwTuHx7ts23uVg88pwfAHlOyCaeczaIb3O14NuzPAw/w8QtF88HTqhiUuS/B16+z+zhO3vjPA00CTVag3y6AQllGbzB6emOw8C/h9R40tkFfGnigDM5Hk61S0ny8qc/WlMKedQ5HryOIxF41QWi/I5GSCZGL561FIKMTFpc1ZR3DXUS5V1hAGCCd41jzHnXAGQPfGvcAA88D0sunrW07ITf0WiCV13wyes4YjZihUedU+VPf+xQE9U0bZg5ISRzhgHT5FygydxLgK+XH9GXsQBeUsjAoLSA2QDTRCkGRKjMGVNmtm3mBA2FAzVNd+OXmnHuEPINWxsUPm74ZJQZiOEE4QyJzHkxwQCEG52TATqHiTs3azsfenZyOXmWoHgOxXg82PG4nfAsKdjJ3dz5sLNzk6ZziKhzEsAAhJwXaThDrt5YVOkYq6pBnPJkIsUiUYqpNWpVKgrEjKgiySgEgVENdqNA/KhVKimmHlIsFqc8m1Ct2VbVLFbp8OJR9YJN/BqxBbbUFLaFGNa5QCwniFjbBjF3B7H+hZgjk1hbBrGc3LDOsLAtQ7AlBF8jrrxgDb148h5b8UzxCIC4u3ov8gX5dUmI6FpJkXT4dBUKfDpx3Z/zJPLnPPy5sx5/roKMTye+K/DpKsDQtcLrzhapCl/8uiRHcZtvxy7fXZniEcAzJZH3KKs3t7f3xYDvqKtPAIohy9+X4aXvFYJfCw53YP9PZcJfmgKqQhj/DxOBlQqaD2gnBciC0AsJiL84XxEdrv+nIsGPCvCw3zN0r5UoVVICNqnELoyhzgJDrhOG7gmHfR+7RlTio74YCWZk3zQWAtD4x9XIZqERaqgxpgcjm7wIGU9M6mE4sKn8dapM+6VU66FsI6Sse1OSeEEpowjlbV7JU65UC1dOYlX+PsFwUIahaXnTawnoYzkEwyXZ6+XoWIwEqjFURGHCjMC0w+whIzNPzDTMkGlbQfMcQzNDomYGRM2zZaYhhswcEbPHYt93s1dF25egpERQec9eEuM3383mcdc1lTJCcvcMg4p6CEapKnoqjvNNkViYGr8+vAU9M6M287sD7j6hH/gAb0n6+6ZIK0RMZH1ZZiEZ9DoAQBeZmivQcUsyVIsUBxEdWTO9WDvaFRyMlYqYW64qpkWqwsp4+e5rKoWEZK9KPnR5tiFueBeWw/QYRrMGXj0dhdwPgPjQhTKACKDO1ggx5O8lFf/eO5rfi/T+vEJ+fN5MAp+Xw4zPi0b3eZGGfN6lss87hfh50ew+L4f/eTNVPq+Q34uE4/fejX8vaYHv+3P7fQG/r+3oj3cZ+fEZTv/X7OL/IprBJznATYPgOCRwJDg1KhwAM3zmCY/hhPkUhE0ohXnIsA6r8I/c8C9SuLcuPFYGp4JP4GJ0jhUbnSs2aIjROlp8h7hYCLu8/bb4Bmk55WuBbLng0rLebRkQxmLayMI+W9wbq6IYW/KNCT8IIrAxOs4n3GpVMbGpCl3EyXdcUymEkk3OMAxVRsXPVNRDllKSvikl7sCm4gaoCi2ZHKtuwaxU1FzB1WDtEmjCrDnekX0ZRBKnAyHCFgNtGCvEBQFTA/vEy4ic9j9hmR+V80/NiR8FuFVMhz+RF350WYHMQCHMgD4DRMUfqKSHWpy9SUkqSQFxhzUVp6EqlGRCrLrFslLhcgXngrWbzTQxSzg0p8FyBTZ2kTX15q2vA4NeSAZ7s4/Kl6UWWNrvACG9kOdf2KKfjtYIlV5oLUbkhJqoDwp6HBJ0bhIHZIF6iMjjiBQxHaz+DJpikS9sAJD+fEEHS4v35yzylyUWEkGvAx26yLgCGbckP7VI30RyZM3s9kmpv1g7hCu4AlYqXm63+jORuYpJsT9n3VAVTvbnC05xm/6cuL7z6s+gKwr7sxJJ3h4tRD7L0KPJioYsezQhKvoGAFHxCD06fkMl75WYBAzF6JXeZpxt6JUg06Qkf3sl1ZTDPp0ydyfWpxHYTsV1+vRaGFVhjD4NoovJRJ++1FB1K9anUSdYqSBfwY2x9gk0J1lEeGiRovZL6LQtSdJ+CckFVyCKfkkIRBeZgn7pJueAiH6JAJ4XkhB9mkjql6UXmFqAPn0pN8BInwaxFbbIQYerTyOoHcHSp1PEiESqD8QJIUxbsKgvLepLbMElQgpLf7pLFxgsOYCxlD8tlbnSS4bSOI7SGNJOXmlxrpRq6Ah7Tgs4M/HnnfWshXWGEOQ8V3gmET7HSHJmtUF/DkA3mTSXXjC/Oc02GM2aB8weZs1xGsxcfuahMjM4ghAKITlAoT1OKEU0R0yZbGHkWavc98OWAE7vR47lh0/vp1DnRxL0JzT9YysExKIFtFQFFAETaESQ2iFgDkzZD7MMueJPBq0Sza+qqRUIHF8f+GTHCaPg8xHv5biQPSv0Xl4C18NwuJdxz/JOWO1l1c9qtZc7x3hlwL0MKXlHAb6X/TRBZfdy2Qi7c9deVjqcBNzLBIbq1qH7zY4eR/tNChmFKPYbDCjKZvebte+NgCqbUhWbw3dZ7G6DRlMIudsQwdH1INrJS9Y1dvLnWN0k304ugXu+2slteXagrjvZye+OwuhOvikr6+3jJhTwWBXknVCghyHEnhWRDwrfb+8+VnyDw9vHjT59rbb7OIWCqqV9fGnpV1m2j0HDZMr2sWuTnAI7+dMGTcbm0G1TSuBMmLuVyRZGnrXKfWAwnF4VAhkIu5gJC4kqFrdvS3i9g1dV9nDi7h6usWQ/UWnZT1QK7OHbnD1cQ3cPJ/buYQuEe3jfwyw6O3hVvIMh13awG+UOTl/43V37/cDkl0cyzhlf8Oe75IRv4w3fLLhvuENv54ne8IpeAjS9Y69e9Lm3wYZeQRq9nY2+YUDfLFLfRhu+SxrjC+Kce788KX4/IPndPcut+wPCdAfkzAJk5xSIgCK5Pl7kWqLl1vnlMjHiBgHDVSzDffq7lb3dM3FbY2fr4oCt3nkmzN3KZAsjz1rlPjBYl21bkbVQJ6sXQ5ZdQvavygr5mQ06mWW7nb1E0wYw05qd0M6o1aGtHRTXInnwAw30hykUU2UgjJteWiurY7rCFg6mAZgT88bR4Y0nclB/MhH003FoZQT9tCrGr0qtn74xaA0Cx9cHRuHzadmzWtLDkKifvjnIO4Gln1bNsGbpp2NRvLKgDn/NvaOAqsMbA4D+0OFgM+zOYDocDBp6zwAmcKIjVBDjVCNM1R9jtUnNyniCB62ea0tkD5omHy04sEwmwGrawWItec2k7aGb2YNm7dqSggftHitj5GpTrvozU400UUGQT2F9wImQSi/opJpZb7CiOyzCjcvP0B7QzxW7jagdnjm+ISCPWsbjxvyh32/419va6HzrnjlQafA2sRGV+rkiD+2xceOyRlvvATcuOwtmKOJ+FC846mJwlzNssWXg4ZUzwYPBbXPBcUncD9uCGaQbF11b79CENzm1FCjQKA3NQhyObZUxOAIkrEMAuZdMilzr0TO/SkMo0vMp1iE5FDtG7lSXmed+K/Km9mpexGqbGwkIy406GJlT8iMISznSoIP8fKKZo90vmnY4QFL3pB1QO1BpUgu6wKkfXSaoNUN1qGPvdNVJWiKsVc6W1gWsJtcyRhCsx1tgaxsxGeubk7a1jZjmerzFtZYxcl4XsFqrnBWtT6LA1ElartSxd61qUt8gtWYopvrR5Ukt6IKldpCSq+6JINu0owEATV+ZSzbT6T7OCWUZRTrnK1lu2+fJsb3gqUNVuf33AN1mi0jRnmxhgMLW7nys0Ybb4LRfvUbbuT4z2kg0kLZ3jQK042t4+xcxqR1fk7Z3i3rbSDTUaOf6TLZfvTbbcJsB7c5HyfZkS95mi+jQ/nsgY7ajveDJqe3z1IDzlYwB54Sbws10T1K+EucTAAEnNcLxR1k8ReslPNGGsO4C3rwbKQT3C2pyxwdpLQXRnQhqkicEB+TNuyqINggoWvfyR1lCSY1zo7W8klERv4Qk1YxPAEQlF6c4aUVBqcCkiqF5E/FXHHZVBfBaTWB5LwlPRTof1mk5F8o3AAfhx3Zwq3B4szETW/7sNfSOT4PLQ2nj1zzdSfi2Q1y+AowV77amwL/FXODfOjP5txJXfNthLT/BdAi/5mmDT4PTwJ+99rzZmIjZKj+2E+uOe7vBOSOUBfDTrbZG648gnb26fSbO96CEDzzjOT/kcUKiOWd12lyR7VnMGSZm+cDvAUmfedPZq4QGmlmNVtpPt9lQFr8bnJzuuApvM/8eMuNJZ7340sRw0ZqHUzXxOo6c8ahzq/zpD1YeTrXmSxNReNJZsBgQNAo0kXsJsPXy8/kyxuElhQsMigqYDTBNjmJA1JA5V8rMqs2coKEQNH6BGefmVqFIEB/gWXrayZWxc6Omc8g2AGGc80INZwhOkIkyg68bvkysKCkrxiodD6pqDqnWZKc8k0wVRZBicai7AMc8oPxV4WZuhE0i+0cVqSDzjz8KgV9s6I9qoDsWE/0oEJw/ahXqSzHxyCR/KRbsP1WkVlXDrtJhxUh29dYCK4oqy4BOFi9ZaxVm6zKXCwDBrgdePKlesOyvEVooEz6YG0fYFrtG3UNcJOYeFOsnzSlhW4dIpR/M/f4ageUFe9j1AJULgMCty1u9OTo8049H4EMQ907b1rdj06By/rok5l93Zjia4yn26Sq06Ip9OvEGHLOAP+cZpPxF4c+d8SDzjn+uQmYs6J/zUDQWD/05zyGfTkxHI9eaOVajG539dmwb8r+7wkH28QjY+HimhOqf9wirN4e398V3tNUnILIvQ4GiHPT7UbH9xfsA7aYAWYwAxJFqVsnxdGBgr/wBFUhAMv3DZGrr8msxQPf3vZYZdtgr4RYsUZqkBCxSid0XQx0xQy4ThxJQIOY0Fg42/m01sr01QpkbY1wZWeOLvKuVPGRKtR3KthCUdW5KEi0oZQyhvFVXpsUrf3cYDsgwNDUzsDXPl5mGcpk5W7RteaOXU/RESDQmTdQoShSsg6gfqpu9Y9TrTaQq4GVJXpE+FwqTCqGqHDP6Q+bMDoVtJpNG7lVcNI4Vhb+H4KAzPjyzz5zy4YqP8A1kcKoCpkji2EOw2EXPWBe8saGusUF2ZMtvsmJZsodnWR93s2gMsx6yZnPfZlWUlyV3ResqWhq5HjVqV/GBcewNMm/CJjHx56593swV/twzBrld5dy0OtdlSY4ng48L28LAns3HVfFGwvFx12pxbxhvRVP827h3zslbUCV/359a1DYpeQEDAm4kFE+4jT4vWt3r5+XAf97MlMzy5xVi+3vvakZvfy9pi4Hv+2ObivZ9Ad3f11b0x7uI/PgM/f+aW7yP/i9iEPjkFNzUoQiqB8cdzb17cCRMaloPToWq2unDAWLEjOaivM1k7ojP41gc4d+jcC9d+SvOLM7xfGBgD6cPmzgjwXVQ+TavPnw2sBPkxmyVh48Dn8BX1myssN2txLFX9FJWRLSgkYPtV1Z4iUNE4HkXvSzZK3KaE4VJPavKiRm9lTnDQ2mbycShkfNRo4YVH41CLvYub94SvYtb6q13oRFkTuldYmg26F1OzLgAANfGNT4TjtNV41zC+Cp1XEY31pAzJgQx/jVBJjMa8j5SVSl6usllzvRmMg3QyMXWqH2IkcaxbzIfaZPI2JfZojdzhn35EKb8ZaEvg0BiVunLfYA4ug76soXYHM8GfZnB2sDeTV9ueiOV6qDOaJOxE8TGbAcPDzeASS4DKAQE1p9IDKc5nmS6ZOUvDDdzbJvERzKvIrZ0LEbXqGf7n6EoGrnZTJ3+x6zBDIpb/7OHJXO21/9Exo0C6X9IK8RU6fQ/ujtSI/RA5rnRHmjMCqZIQQ8UomwJXw/0iQK0y/ku6oPOTFQJ9EEUloIegQSlFs6F9kIqMKlmvdBaRVW5F3Ibx4zW9kKIgTJndb2QJx+KhF6oFsVMpk1vHoBII+dao24VE4U6IvZmCSUIe3NaD/NYp3mrK6w3qyfDerMPAaS3kKef0DootUTQo5Ccs2eALn+Bx2w1SHmn7as/JyZA7XWQ4Ab2gHI8x3THcMws5a8LN3OINomOfdLbTOZT9Ek4YGNJ+6TU3rE4qU+atVCjlu2TlhSgkZPtzy2ZmTn9mchnBqVCf86qkTnL688X1qO4/TmRKac/g0amovVnJXOiPVpoBqZo79Fk5iV6PZrQFH2Dw5uoR8dtqArolZjCL0vweqW3zaK8V4KEMPfZK6nCpJb16RS5Kps+jWA2ZnS2T695yZzN9WkQWShrffrywkymGo0cjxo1D7F5HPtJ5httEg9v5kSUv9rMAXB0wXI8wQzsjfs0qgSkUR1UGW1ZfXoNbCfI2CyVh38bsCTfNEPqaVtZWtSXCNvSGNLiXEU9BONMbsZ3P+88DgSwo83UREL7hREEFvfCBuSCpfl+WWpAEsiBSZGG6G4ujSNiupvfMpbsZhuLY7tZk0i8myMHWXazB9nbq90cJ2e4m7n4VuzmobH4zG4Gn+1CqEd2IRSSSnYhOb8zC7vQDjfkYhdKCQ3K8RKkmCNIrcTQ5B5U9HoWtwMxYdqBbOxAI3zuLnegpakdiAWLaXH/sQWqukXPxPcfNgT7D4Uh+4+cuIts33/48g6A2H8KDXghAbH/SH4OKDJCDMQkQVmJRBlSRXmJaRmSRVnJkNymN25SYZziadykjdyGt7tMuLG7pPLYC6RX9wJonr0ADom9gIqR3eVI1u6S6rq7YObuLiJAd5cJ7t1Fbba7rOwtq0H2FhSre0vcuSUB3t4S1ncW9+/OQuJqZzGD3FmGdjGTELtYNGcXL1ruYrnMXbxFuIuLHPcVHCb2FXiDfWV1w75SW7uv6HbYxS9Gu7iIcRcvVqqHWsLr/URC2H7SBbqfAOnt4V2FaejFGdzdVHzMxO4No+glANM71upFG/U2wNAr+Hs7GX3Df75Zb9/GGr5LGH93z1QSDFGeXbjjkv2rtDPihBCJHMEipsO1yCFsgBEwtQBfll5IQhDhcRsW17kTO9swFCMqHkElH7I8yzCzm0Ukhxbpe0vykyuQsYsswYEOXkgEvyyxwNLiA4CELfLpYI1IESPyqB6KAyIDhUqTzZxZeSZ356VbDsGZFmd8K9OrlUfgMOBLLAcdKUw6rjk5igVwbPJxlIFtpCXR6AKTkeaOi0nRcFE3NOHCEMYPQyPiw50GOlpEIAGVlCD50EWm334BKjHhswFyhkHfi+rCE6LfId6hqGzpdnx7HUpWnUuQXrcGoY5St+NT36EIuENk4wlpUg/pe1FZfDa2d1tTcTJT4oFBHJ8eXacLru+kwKDzqAPoPN9U92nq1H2OaPWe1Rd6TwifsICo9NYwUWLmev8A85MXAAQUxaK4ZjXBARSAiQoAAFAACAYAwMPr6w8gV+V9NlKrZnKItlIL9kAqNoElzGotIxUa7moFNwBLdiJVpDr3RytmpLFSoDZTE9778MJx0ZTLosKzzuU34XQHlVXWjpO+xEGG6Nle4QXI7dtchUHN7FEPwFXW7A281JXeX5TGNZ7ExZL7LVP1vnWiPqDKyZeo07tvgaBU2PIyo6wndJSdqoCff0CSN06c+HAjkH3ZBGXPVzhGX1zyjTFFB0rnDo4UmzlrCMYM2wmUNWTLicU9fxcChD4MQWwB961M6A7dqS9efyGBMycOeuveAYS6shAAZ0KM4z7OiD34puWuR+jKb7wRVc0A7/u/N2ceRocr0bqoqxWQnvXJqkPygAKlQJCIypWM6nhfXLrGte4Uufstc/CO/eeIrXvBcnt+lrm9KIe/dfV2IeFk6eiVeyvMMfh/KTM682FuoM+BhsF1qH4qRe5mx0f4+gX/Owt4N1RzcB1fgq0nnHVfzHacu+2yXitZN22vDtq1X/MvnyJkd4x3L+UcAR69FFoXL5G67yX290O8bwFpDl0G7Uso60w3aqbFdt9WKfq9cZn+wJgSwXLKugruWGPnhI65LyygFN79lnc8gmRbCw+4ds2Ssc1uo+W6XzDDNdCfAp6+INI7inCOKP4C8+KlHJyIEyGPeJACw1JK9BG6b/TO982jXeexTtsJd/0MR3mGi3CGsxhYgSIwA0nhvj6E4+aHyy7Tbt10HdfBIC4No1PBiEaY6qRVmQaHdyA37zIaxSIp3FcXaAEauh9Oz2e4v/TD0TSGi0mjlUeZ6nx4FhxwXfepgjyuILsMRH/WkPstM+ym/eX7W6aDuA9o7rfc3IcJucKL78MA3bn/943Jz0it++nqMmzugH5DtjKtMtLpXLf7yjw5djEI/S9wUwUdop9LtXs6L2UW9cuOs7jHbz/YBrVF9KdnJdEUoi/Udxj9bUaUt/N0cHQc1gDCM93f5L41k960OuuEz/1d54rY99W8RtLug2uguh0kDobvt7zGFV+tEORBTlZbFA+oo/ukdHJcNXDZ/nXW173pOz5ISvPXegmOU6DQO5i5I3j8Ags4T50NcnvfFnNYfJDxauza1Mm785R1b/89VrNeGoHP0MuNkvFAw9FrAaCR03j8rp07aucu2pGzj9+Iugfp3CVtn7YbUB6XEl7momO6qd7AGPSg7QDm3DWA65fIT6l42uXpd2x3L+eOABy9THJBhYsuq583l9/OsQ6XhVeh7JPnou7Rcr/lCwjHWy5AXG6ZAXm25Rl403qVHbRecrjWMgeesr7ld6xXOY60vI4wMQ//8Dbvi6ofUO37RhU5Th0T8MumSzWdxZyZ0U31RtkHGQ8c9hrgemynFKd75I6MHWE4OsgF2sWa5+3zJ28Xtyc9PA4Ourp6jXQyfnrne5H12IS/RH6eKaY3DsgBjjfX3H2TU3j1jv0/6icvWpVHkS3X4Yo1NrDU3zfcu9lx/NgyXFYvrfUs88xiN4FuzHxQPhDhnH5NOJwKzumadif4u1JMR2nqQvAvZtp54M7K6DbwbuKbh53BVYAJcBJwuu+B8L7lJMdAfNxiki6BeNnieDwDCJwbj/7Ap/uW8un6w//TUtW7n9+3GvGjprEXvRg9F8Vvr5VDhu868YPct0IoH1DH91mAeFy5bzGtLjP2LOO+5XtyE/dbYqrMpN7XNPY+SXQ/OGeNjds9+/ChuDCKo0rvrp373q3cYDNtB1gt7nRPO0rX3bEyCYgj1nh2X8nrzK51MycHdNjIpN3XBh03fy9b1Z81t+SbBlh00MivYg4W7kvft7JLQrtQ6M9znG8ktyeIBza5SssVwpOcj7bGPdSTY5jqS7SXracUz1pX4sbwNy3jc2C4Ptiygq7/Yamq71tNeOn3pf7c/b4lx94KTA8l4r2SeFD3rSKFB9TxPpQijivvW6zVZQ4pcN/KoLjv744PKl9qs2vc3BqF9xGVaReYiIsCxf02odrlKJ1M0ZlU9V4KUu/fbKdwgzHhQas8qWuWS+TmlAXCsNU7LdtPMjK8g+Rp6zGQcQeZkH5/0Zfja/1f3qHCWEDqvm91JD9dC577hyW4o7pvQdMjBOsFz/tWjfD5/rPbpsLhCrKrNaHgJCgE3gPBfQtJHgPhuKVIXALRZQtR8llrtd0Yzk3L5x20Zjso+LTv4IJ0uu/Jfasid59l3zcE1XJcMbgHuW89Vh5Qu9bAoscIqKSXLlrwGTYv6UaH1Q874MYmX7d8RU478eK7m4HY0VswU+BztmiJby0v2YEjDu26CQKeb3CcfpjjC4M0MMA1K5MgOGVlJATvWEGMGNcFiw/iACOdt6t3LdLhqvWFuFp1xJFPVrcB5D0bgeyYTYB86W4AO2MTJN+4jfrhA25YsuvWt+i0Ky5+dxsQH90MxC9ug+LznUD+ZhuAHu4GoK6bANC5ndlf/GUYhbw9THD4MkZM5ihSHMd9YYlbFnyQh3/l4A7ivvWoPKB2rYFFjxFSSS9dtOEzLF7SGx2qP3zAHUt+3foSnXbFxe5uA+Kjt0CGwOds0RLfWrwyB04c9HUjAHzeAmKA03ME5tJK+EoTReA1q88ucea4YyHJwO9WgG/DqX+74o7lHa6wvLirFQ44/2TFJsDfuxmAjrUN6JfuBqAzbYP6jduoHzzQTau73vIGnHLBxe9uA9AjmwHwhe2m1EjsZShDIFvuaAVkKlvs+yXNQyDaHxwXYN8Xlt1MAYdTndcU7qDvW5tKD6jp6bDUMQIV6dKFFn6G5UW60THuywcKd83meo2nvKdouoN9B9wRwNHs+IIhz0fnt26jN24etg5Jvlq6iHKS4jDwe+T9WGF26UDP0J83ArMDw7lWrlmnOFWfslrpTt2xptSjjV+QFyzTg3Mn3EC3K3AP+uGKaC7a1Uokz3Ky2kXiXm7jsYZxqQvuM1QQN3zYAdYQr3H4Uyp+Zx7ekWQ8cUFb8LOMuU3gVh/hgJu+gspJ2gPB3ONn4RjyGPcRE/fvxsIeKNbXbeF+S3Wn0Pq7Bu9bFPcRWy8kAOeUlriVQAco/GsId9D3rT6FB9ThPjsijiuOne0y89JhZwHP3HRTutG5g/YBBr9mdH3jKc+pm+9g3jl2BHjU7RfUF489L5zdvB25vX0YPTDzqt1l4mTJ8Uv3Jphj5P9SMTtzgN3APwci83VU9VSW3c3uR+SdC/ruWRq3we3KdAfjcDW11+1qJXwPerJKTr03lOFYxrmkOnKGwnZj8Ny3PZAS1u1ahyoGTqXl7yjZIxm+v/yiZHMGzDdyzMMvoytEPOTmuit2iX/OhKw3lhdv3ylpdxrskYByMQHOUiK3coVDq6n3RQXP6r71JvmAItzXDtpxc4I9t7MLBkRBVbY8QOU+w33LOdrvtwQdB963TvfnuOhy8hA8P9nfbiYcqoeT/XPikEz24+RhMdmfpgeA/BAP3oXyPua+tbJ1f96KOnPL1j3DyPdxbnqtnjnlcuiORyN3uXLEh5Q60YJ1+iK/O7B3L1BC960q2cULtM6vnM3ktia3h+2DDub1xCdlcSg892QzPSZVH0EEdUMT8by7Zi7g77QMMcspQAoU5JBZHo73rRhEIvwDqnKfkGXHjcfG7DJ+qQ1nFWdm32S6UdxBwIFrXJO8luEp5fThd2zu3jziPeLmC9gXxp5Hzmbett6eOFwemuw+9nXEydjTvfci9scO3CV6OlMyvbFV+1+r16xQnCpOWa9wp+5YWXGkOGJN6UK9YB2pzg6+dW5XoTkkh6uldMVXK6hdjmGYe4xyvP5Ya1zKlvOMEtQNP/wAaIjXPPzUirsDD++Ig79w8bM79vYY5cA3P/YyqZ85zzIIIrL+h6ssRsYFJG0rwPOaCRjFZxa5zajvs9I5iPvWtuIBtbsmLHWMgHdfXWrbWeaZw24C3pj5oHygd6/Zrt94ynPqpjuYd8IfAR49+wX14mPOC2czbke3sQ+jDm6+al+eOFl6fPW9CfQY/rkUTM7MgDfg70Bk635SOj2fslr7Dr9j+UhHhLtQLlgvm7MA33q3q2oc0sPVKF/B1Ypus6M75h5YqGOGu2xc2szkzMf1JiAeVA8U6xrT9cGeSj3lDO7YwJHIo9B00TE/g83t/NlhS+FSURy5rx5i6rWHuL5XqNoQZOGYHGm5pQWA4doZLEIAZ7lvxZE+oKBMIx2wGsMAtoBcNiarkATEcQrn+8Z9y8E/m4+7neq+L6mMW/R9K6553BpMddnC+M9aswkzDlpzTc6uglaKEpOYtLu1tJaDUCILwpcBo2eBuqzWu22cFpfaYZhnaL4tlj28mX29QPS/jtYG7PwATzzzJgl9k+p99ZoFGtgpq41QCjxHLBYs/oKF7ZUCRthuV98tec/7GvesTlabEg8o4r5Q047bcbiKCyq34UqbXJzfgPctaGh1Ae2cW6C4UewH1OTKI8h2D9JEhDX0bOxAuQvXeJRmLbNa/3L731kAQUY50pV41kcfzaLntVu9XWwwhEaFEGeIw+r7LaEGx1tyGlxuSUJDZ1siDW62dDU42LLj50iOcBO56szNqNIiMCrP/+H3Lf2AIr+vnAocG5ZfQgHOjGU3EGagAzf5tbD8KVV2J5Y7ossurGTPUsjtDHpwI/eJezXt5P08SvcIeSwetxrMS2M+M89aOHxDvGk5dwBx0Lr2NXbNcvyp6pTVynfqHesUR4oj1pUvlAvWl8FZoLf+dtWAH0ogVysH6WTF+Nwn9h6FsGNkIpdKNs9UMdqNLKgfdKDbeb/wOts8ReLTWRff/dxFjzKb++rFYHR+uLMYuT3cmxt9ePhBV6PXEnVyUALvjfC+RZKOjXDconG51EV8pvlZyzmSm9a1OTD8Qcv47tu6ZiGIp4U7ZSmS37FIpCOWgHTB8uK8byq9FXu74h30cBWS+/SrFeM/6MkqWfGAOroPJYTjYuSXO9233PezEZWb9QaxUNeqfF4gCt19a10VXwxrOhv5iG9yYcKHOfS7Vy5M/ANH71A9jlzqOZtHmqh/cmb08OaydPTl95uSQZvPZUbRB+g+dCbHYaWuqYY353/NmJZdS5i4fwQs7wS/pNgAF7T+vPFnb3jzMdxv7sEpo+uJnDSu0w72nlmTdszMdF0ybSpu/Tf8eonXLCNxugSnLEVId6zW3CdKRyziuVAXrKsV56uj3Ea3K/FwaIRXJK5WwO8gJ6tbygNq9xoQC40FpY1qXZPGa9IIAOO+FaiBZZ99QhC3Thz4YDeAd91MQ1IyvC9AYKItoSsnaLBJppCCydhB1BhMKZasEU3lmdaRXkJFzK9pwOhd9619CEbwTGCF3FywwMM2r87VARnAkoOFACjQyNGbGYBkHyFEZChe1DrEuG8ocNb3rRfpBxTxvhYQOiaXOoKvaaNPgZUHzn1LZhQh5zbIzRQ6GAC9TnCHo56HGXjZCp6nQw8psHKZEuDQD3cMnnlB5Zb8qGuIgw3uQDkd4XM01oEmjj1Yws5GwG1Sd2CgvArgD2BdmARyHXhoBZvL6T5lVcndsaZECLpgIZLOV8DvPsztil2Qw1UodbUapk9WbyblPl1AOFZYd6kCnCnW3agDBxpprw+ApybR3RfqiA144ZI52yC3L9iBDf46wD020H3LG46hl60CerDkZsuIo7p5raUEeMp6k+9Y23I60jIBXrA+cQS7XRFIOcxSBrhanchOVqPkvrL3nMAdAxa9VL/xTDtwU/kNg3VQxQeKYshe0xb+KeJxP7i7ak2OYsr94C/WGOp829/vvA2f9MEXEntx4GTPlzhAiLNQjNwPAr9xdjpwMNdrzCnAwn2T9SNT5KLtZ1vIWwt0kMHc77xvKZu/vAdUxH21gBq3BjC3ghm5IWlTEZkhqlNZiGP4unY6QTZ5GrNhlLd6WEd2lTd4I2Zz2giJULqpDdb7qPfgRFCNOLybIMgfhNwICNwXRekO9LL7cDoXAE5x/qju7e0RH56HcHU6gpNjEO+tum+99mO349ZT3O9w2TLNGRRnrQrSjU934NNBS3TXD9cszZ/2dMoS2rvHOxZwR4OPWCC7uFywYEPPFexW0+0K6A4dhyvAXwm4WpnEWU9Wm6UPKKL7WiBgiH3l+1hsvTq4SE7RjxHKESoEALeHreDwECt4ddgJTg5Xwb2hlZHgXBqEtc4MIO2Ngah5YICJxM6nhSziXeEbjVGw5ecEscstQY6jsAjZHAA9d0oAy0/qcFNEPshNu0aE1ql4UvcRpnkkrPSFndO6jz672wPXcX9QVFFZBHiaEY5l4C9YRGJKyh/gSM4mHXdNzwN2PIL7ljz9A2rxvgsgx6XHmuuyfclhZ40zb76JufHGg+qBZl9juj7oKdrpmXc87tx8BHvE8AtAF7ec585Pvj3cHHR4Hzaj+7BeR5yMPd13L3aOgSWXouwz4+IbONaBmOg6cN8S/6l6yvrKO/WO9TOODnxBumBpX56f8AZuV5w/6A5XBtfVSuh+snJa99N7neN4gWM3uNxxaXXsDOPcXP5GGTk4O9CiSHfKs1NZv+PpzhWrI1u/4OlCWZ2/zw/j9oHbCRxudliJwEUCJyee1Nl7S/XYreNWVZeiy9ZRzljPWiJ5Y+Km5fwDHw9a3vd9qj/t6ZQlZK47lk4OLeaCFRa5b6Jv0u0KYYf6cMWkl+tqFdWnPFkNaz6gCvfZQXZcmfwye+0sMP1N8fLBXuuvkdFOKcvugNOPGJO+gNl968rz1vnJ28Xbkw7PAwdfXb9OPBk7ve9eZHPswFyij2cKsxsb6gB8eo3Gp/CU9VV3gTuWeUeKI9aULtQL1jd6DKfg25UblvxwxfIiXa244GQnK5v/fue94R/vPFZwlztfOs7ZzjOFu9n5xnAOdhzYHuca8TwV/DSZuhPcXXcmRzfc916Y2flJZzLc/rgtSh9od1/lGsLJT45f797+yLFxBC9d/Wdk8WzLHHrjwNSBRX19OuW0I913I4nyaBwnKYj7ZcRbp6iHTgpecplnuW89kh5Q5PeVU3NcTOiymZyzii5YcjmoMgF0Z+J9IzJHVLhvaZHYCyraRZcWtHOmdDuFW4548KZXn/Nqak4m55SGeyn6fstoPJawAi+lhq4zadHlRhoik3YgtaCovKcR031X9b5VgnTU6170Ruc5pBVwCzV1HUKJIqAg5v1iRR6vvW/NDJcrtRh68zC6Dp5w3+JQ10TtKdt9y/h2B3DYZ3g62l5IXHIu6z7A7QQONz80wqvNX0gyZxMG4H3F/hLzly07hs6Y6Huf6XxBuPsY963P9NeLeicISud9az2+r5DzoM63irtvuayUcRXxQd233hQeUIf77AB0pEziJt57H9Psr6VDOBUO8U7wtJzsAOZ6P3rpw6zbWeQRvHq/02av3Kfu8pT3mxbft065X9mBwzHrPrvIy8nZBdKU2LPc35Xt8clSXB6s3LPTyd2cSu7gbEmKI0G5j0dlz3gB5CnnH9N9e+Q6D49DvDo8wsnVEO9tR3BsPOKl4ZEz1AY50AMnxK5z0E6LTfhOWX6kkLvAy84y6G0S7ECEv8pwD3rf2qR8QB3dZwHiceW+xba4zCgOiEBVbQmqu28V3z04Syyg4+wWuy3KByVo1xDwHBOb4BICRQ3xoNFvLA7fQaTFIWIXpGpP5QkFcDH8DoAEbAhfLQRz3zIc4+JcaYCM5xPwhgQ5GANfA3iHuIyNEHiHZv5IBcdVZ9AG+u97wBbLeVC+ge9bKuiDCuar9uJ9a2d6QN33aQ5xXDk27MtMl4o5Czgz5k35jXQftA5Y2DWD6xlPeU7NfAfjzrEjwKPd9YJHzkfOb72Nbtg4bDmM0NXmLyVOlh+z5N4MHUPYJc5ly32dmdBv1H7gOmgpyTW8ZjVoT8d8F96xGP9IdcS6woVywfpzZ1jnJvYDeLjS4rqOsJPVU7o/cy+tHN84puKXB19SpLOzzoz1m5sbXuzgoAecRlw7nlPKO/3Nd3Myj6qqWD+f/GzfRphi+MByP361cIg/WPYN7TEwk6J/kKjEH+Jc9veDLchyN/R69DteEH7HvBXwg8W8guEO4r41onhAdVXj13HxmfcVeVZ6BqvB3qRgfBCw15jXL6GfMjh92ag7kPkRlIptF2n6fv182duCG0yH40OzV5EvIpwsH7Hs3oY9Bv6XSpZnJuwNsJ6dA5Xxda9/qkt9P4z+qD69KEfONvIGax+UM5dDOAiKjPXuW0Xzy6rcAxgiEDidvj7reQbLvheB6fnD49ZJQPmL0dvxecACDbzACKTYwBdwQRRsBn7ABf5ADYD6/frtd9/6GR5Q21npnvuWax2WQpIO3JHsE9473o3mdV+N4by94fbMD88Dgq6urkecjJ3o2L1k9rEB7yV87Uwz68aD4QA84ZqucOqW3GE3I8R/NA58gRg8N+Vuvx2HDIcrwO4BlV/qNomRmTcb4ZSvUJ3yc687Hu/G0QWcG56niu8203H40OEErk68KtVJWodB9h7D+mMIj7oEXsXJ//D3TOdCfuZtgjscqQxFO1exNCHHhqsMYc2AS8dYQeV9xqXCzwKfifGmdKNzDtoHEOaa4XrNU16nMrmDvRP4EeDow6L2om3fjzy7cTtym+0wenDmVfvlhJOl49bdm6DH8P+lyPBM4m+g+1bPIeWBhl/LSJ+6Jbxv3ZdH/OoC+3bWODdWe/AduUT4LCerlMS98YZj6RiXeuU6oyA3aIcd8Euk9drCPQUed5S7i83kqMpOvaD8xZqepzk/BrdlN6hyh0VkVwVxkdJJFOeh1D30cY5ByHOJFncG+b/RqhzRA0CP68DZqQin45A7Zu/RM1a489x34CZQDg5+JWIoD+q+VaF4QJ3vM6fz45L2sv2+JYLPwmZuApGDCMEm/PR9293Lxz96TZQXr8MR7EfSmGwFXgBZZ8E4gT9AA/EO9405zB+BUJyNGSkQzX16/5yD3nTMoe97qXafNhka3jIweHjOM9wLNMQGyCuBzLfA+uB9C0jm/dAFUP9+Acl8P4LrUXgj22MSzx+Rmh/8IToUA/ng+1aozQ8Z6j7wVhm65Qa5BRhZ3reE+wFlOwRmMJOAw47E2iQTdBGHWEAhF7Lft1oEL4Ts8wwLM4t6QmeMQAQsARLaGv6xKF6hhYuJDpaImQm3QBN1EZxm9MKvzi3C3gAnBL0iAc9Q6EZU2NOTsqShM/5VO36V40hGeXT97QqB7tscrsR/RVcrgnDQk9WYlA+os/tARLjUPKsSpxBF6U716blvgSRZPCQNAtRVAHw2YHGiAUqONOMKFM1rz0QFWTjgwNbAbFak5AhtbZI1DKMlHeMRg+9bej3EGPICOLoIvI+bcUcboTHCQHohdN63tvQ5PN391Eu5BOy+A8GVo3IHcd/aSfkBdb4PRIQDed/w+9Ykuxs957495L5TR3pVEGX3LefwZt4HzMIFyn9fRXvvH3fmtuEcJHE2RsBla0vorNVg9r7ywPfA/3bO++Sd9BWQTHtZ4/d9RreCQ+lFrci6b81X4HO8+80OnE+w774YW3xF4REMUDFCtbYJE8gj6qPaHEapEd1xP6opsP++tV7cFyjDdN/hNGe5b1Us9YAi3xdEQkdkUkfwdFkwiAeI0QbofctMOpsgNw/gsEPHVYQ/gtKnqCVQVCwE21hADVLAJmWjgC1DaNVwC9GmIYMJSbqAB0EIaHTtsPuWwe08kNxUxIeD7Isge1buTLIuR3hhTkhDJyJBZvcr9JBEQQLmYgXe9y02TPa+R0MMUUkRWU0aRFAgmfuWQ4Dxi9cy/fzk3T4kDhaxSyjrfIs4TsOE2BzLHbfxo3hjRUpYR48EJYS60VeSFSMHSMUfQpiSfCC5xsSCZC1DYSKF+1aadNzalr5sTaVnrZPUTatUOmi1wBjp3DsWwed+9fg5iAl0u7r+PvNwJWgv2tWKJM9ystqm9AGFc4QwkFVkRmXIVIpKcGDnfWt/dt8oTrS97nvLcp/khhvO/s4cIOwWnszLrU9oFTva0QEZ3g/yNGrewoXKWee+VyjI8t0vnhp/SABnhWU3wekHje9bOvYa/qPhjusJ9CsBxDcC9DcUs0UAU8rjRfG+Yt4H/X2B6T/MDTxNbAuk2EMwAsUFiX6fIK0LIHuW963XpB5Q5PuCWDsuTHjZWHIfXDEQpLLTxFYc7k+cwhG7oK2pnj00g6rqrHhyBi572UMysA+yKp/lFP8wakTAoUsU1whF8933H7XyYCnwKPJwGDr+xDW/KClBUqRp3O5BZuXNvNz6ypvJcOsvb+bh1h88mZ1DIFQe3sXLI9NziMTKxhegDV7xD1j3RQSuJI/9iO5bdNA/oHZHJEYTCYitDJio7ls3JRvSwzmsDXY1zaTv1QnvMGRQZJ2PkVDE+ciI6w9yIAezeQ9LNibrABz65pwhpA0a2s5MiQ5w6rHEpGwHRzX8C+h1vAUYwvDLVkn+rDWT3bS28getUfk1KyV3ypoHGXTEcpJfsCRpA0Ldrm6Sw1Va6mqVkI17QEXACUg7BBmbshxAFRTiQP2HXJzAIE+AVUpGLhRm1AImCOK0AEfbD3pZEAFLIbBIiZIDtLRIygISsTSYmawcmPaIYoGGLETiAClWDWSAJSkWbKYTosi8b1XjfeuNfy4QS7duABHdt0uAUVSSMakDIzEM5r6li0u55815ngnP2Y3kIfKw9vc7XbCAeJXshyLMoI0kHBj3GeTaByzPx1xmD6cIyhY5jfo8EE1e7gZkrrMBd695/zAkipGBbcD7Fi08zylvStsBV5MrTl8BybQA9Rc4Qylxgw8pRSQKNvKxkQIFGhkiy5r3a9y3PregeUAd7rMD4rg8gXnf+upZyZl23rRvqOAHzQfG5BrmWvFTwNO03VHcneIj1r1gd1HTeeu8iNvl7UgOj4ODrq5cI52Mn+51L7bM8aUPe4bwG/xNS/d/IMbXyjWrq3jK+uS7hT8ij1jO78V10hnMN/F2RRseYvkLE57VyWqV3lvbPPaU4VKcnTMc5IaLcAfoRlx7uKcc3h0YuCM+/sKCncWwW0p5QNTm4sTJsmML7w2YYzbOZSu7xNlvWm0mGa9ZGfUpy9xX/xGrB8UL1i+/MN6u4iveTDxxCeUnqw6t6z6POo7b4FxFRajrFnSYc52XLvF5Q0MbIdGgrw695Petb7XHrdxRDM9anfqmZeUdtL4XM37rTvRC1iHYG8dBkvnAiDmR986hfrMtpGIxy/VDjD1Dze2EfciG8rJSPIJuN/WGdpbvftJrVjYc11aPWMYWlV7x21X5pcOVaiRXq67Z/7icrLQHFIwSXMcu8CUlyZkVfEMUS3agDb6GFDm9QO/EwEdo8gWw7GyCus3BB2z4KwjucOxQxpkRropYYubRRmiE0AtWoLOLGAXZa9I9FnPffk+w4+ZjY34ZX3qGs8ozt95k3FhhB4EPjPGadM2Np9Snj7lju1vziNeRm13ALhxzHjmbcdt6G/lwefjkq5PriSdjp7vfC2yOHcgl4uFMZn9jQA7Aj6/h/Sn8dzfMo2noCz3gDIe+JfetL+NAlV1C+Qj3LRf0A2r5fXMij0vHGvey/ZJhzhpn3nwTc+MNB9UDzb7GvD7QKZrTm+547rx5BPuIcReAF2ed555PfnvcPHh4P2zWVeH11Mmb8ynvwZxj5ecl63ZmTDeim1ZDODCLXM/OU+jmHfl7NOaL0AXLBHLWht5Sp8O1/fp7+iTtvuLebMeZxx7DXmKCOcO1NwtvVMPBTgeCc63z+h3Q04K7k3InDEciH401v2gT52nny7hN4HZChyEO3rjK+cWUT6I8n8I9aJc4bnE8LhGjnOGxdwP17AE45vXc2+kkdDdt9mgQfjEZ+Vyh3Qq4XZHk0Hq4QgDcqxVLll+4DyjE+1ACZUwN6iYfMnNE04og3reqQ3uY9xvqZyNit4viwK7NhSPB2W14v3v7Rb/r7r+OeilDfOE84lbznEIBdN98OW5LMZ9lOe1aV9/m0+Oqqc5z8m1JPEBNrhGpnNj9DpqQJiJdCYZrVkjdj3DKEoZ3xyrJHbEq8gvWqZhBtyvl3+90uBIOYLlALc99/CIcFyFfJtKdFZLdZKUfREZ7TVQ6Bax/R5w8wrTuAjl1Hhx0Oy8dpgZevUtPwoP34uVj1MFLd+kZOPBGvXSAGvBaJjqNQ9/hA0fWchd62ZkOfcsHD9LwrxncARcePKad/GZycDM84sHgEa7lls37vhMBed+uAwBwHoz0beZFHaYncpW6iJNkWd99qy6F49aVLnFetjijO2ud9A2ImxYTvINWV65PXbOuOd08ZTHtvvEdS5yjgSOWJl1cXbC48bkO32rerjjt0NHhSmK7MiwOiHbvQwOEINsqukELZSsBRiJn37eSqM11TpJvwOBigyxN0eBCZJatv2+FSw5ajXE8awEGMtZElBkBqZHj0QY94Ct4E/UyCmToTXmyUY2DO84WWrFby1t24IhDv24CgOcZDqIPrrzIKMsSBRUlNDPWFViKf73fhItkdhXzgPLctzbOceXYsC8zXyp2FuDMTDflG8k9aDlgsNcM12uc8jy12R3MncdHgI626wsOOR+dv3UbuaHxsHVY8mr5JYqT1EMC34PfY5H9pRPyDL3eKEwO7LCvBfqpDHUnwR1JOBcG9LNC8K27HjZ7r+HlzJjeo7rmmGnkJQXgZzzyZseNwDvYceBx1zpdbwU7Pfg7KXfacF85eit2wTrOEzqH4G3ImxkOcz4U2VUI16Y+SfsgGck5xmLvEt6DMwCEb5DiHeBiv968nX6r3jcvj0b+LuZBnAswdCuGHkqB2HE2lbT7+o0dJ0O/zGo171vpA6rsDmBR3bDuF5XG4+fzyWgg5jKN4V8R0yapZXpafjerqaUiRw1eF7aSp6ThgA4LurCUTuy+ZRt9sDsgLqf4z++UQ47AvROHVPdTxyvcH8TlKF7HXaAGOf0IRpKSr1zMfMcPled+rYZyao45XKnoDUYonHaffjvHrccE/rJ5qU1nsWdmdFO90fZBhgOHuQa4Htsp5enj7tjunjniPdJKXmDteeTsjNvWLQmHi8OQr05dI56Mn8J5L2I9NuEukf8zlcmNA34Af3UNV07hl7vo4CievyhnPhuQblz1oCVxFWb/+8a9ZB7HHFuDy+ql1OwzC3MTkBtGdhDmwLe+Fvzrlsyn3/Sd4O7CtCPBHV1uukhT54FzllG3gb95o4eBP7gRV4FzPbWTwHGqw/dmSI8dxLr0YnNmK+U3pnh5eOAo+nUfe6f1p+7KInrUHn/RwzymMEoKGWMjF03AosLMJCJshHKXN5ThJ0fnrCW+LeQOcugrE/AMjWRJwQx1cscj5qJfIFbM9GGWtwgnE+nAo1ArYbrwjFvGkzxp2NKCPSdLN2jRw0H2Uso6UyKEOUFHEtdSnh98VtzqCC2EKj/oilBoUPW+XUCGqCSIrC0tRjLJ+nr/OAWP0sB9iwX/LETdnt6HRcml4e3Yatw3MeVaLglY2xmBdbt/dmNx4LNEA6cjPpMYUishCvyZOW5hjENN4b9Y71sFpdK28vb3oVv3P7kQ1WD8beZunOHwwXjVQ3ygDcnIABoAM9x33Rc4ANuNUL6PoW+Po2oGVy2YK355guh9dT08rlMuMw7OquO5aXo9aFW65p6fwv3u4OKOQGYuMP086qzGbeu2yMPlochXJ64RT8ZO5+w9EJFj1JGXeGyewT97AwTZA3TM9dzI6WTwbmruaBB0MaU4nDkRGiCU7331y3El/TL76KwS003L30F/zWvG9RTi5w44+ggwfoHVzyPOMm/bbkE6XA6bfHX6GvFk/DTHe51VDIrZzxON0QdbPbE4ewUwXCExybFF3X3RSDjOTy5rBM/af7ppqnTQOr+GejuFo+7gzR6BcrB/gQDP07MGb6+3yzgsHtC4GneFdvJ2poDXOibAmpcE1nNGZDk3hLY3B6AMX4/K6OkYI2r9aEQaNDkD6m6OwwMcek2enoxkCOVGJNHeDAZFknsNwx9xcwfnfkewfh9dOBr852/tPtCtBA5PHtRw9ZNLwfu4HcZiTNJhHB6FGRoB6qfXm3pZG2NEA390284rmv++H3+OGytcNmdnQd5vwmEHsdlrwMhTEKe73+8xuuEv7rqB44+3li5i5radusf1k9Zw03/d+pcb1w6Cw0vYdCItPIgC3EfMzTCgVaa4gVu2GLPWgLpNNvX77U42fBLF2Y1I6AtZ6pCmlugc3K9rESJbx0mCfZvlGt7kS+E+lg0fx4IvI0bPwvHdBDFyEIZeQ42fwiPv4GaPQDnYuUAB5+mzgm6v28UcFh9guBq/gj55cybdPZRzrH++JN3PTLQb2Xr2DliX69/9FLm9Y9+OwuOLeOQs0W94pYOTHtTPUzAyX4M09uIMjEAPQEEQDEw0wdwZGro5gA5Hulci/AEmy+Vt5IUKatMNWKCFZOAOjEALRAEUBILJYILvYfdNG13jRkG0cNQCFYq2pwQCnv7sb/hN3sxS98FgUcmjNURb/E6Riafd367ZNnQpOu47blphKqjOCd6X/LdAzJOfq3nzBK7+575/3LPPOZ5vJc0/Dzf49tUGxPqz29+41LLJr240tSIe/3M6hQMqYAFzGSXzUA/1rhf8ZSEwQMmRZlwRL/QaMfjYZh13lGMMfR0AnItwR7yQcLPwje0DV/hqglwFUFJIQof8AUuqNk4UEJOdZpwjDvQaaiiTzZn84Q0CgAtZdgaBdKRiJfVYMIjAQ1VYZQlCkMg+ArGU6RjD7T5ohh3HRi4jg2fhpm+CkINgw2ug4CnQ7B1E7BFk5ALRnkfOZt623IY8XB4m6er0FeLJ+An+exHrYwt2iXk/E5jdGNAD8MNrfO2Uf92FZ4/S+UU7chaRb1D9IB27NNtOO7XnUI5zZG66h9Lf1xxq4Qd3XP5zBNEk3OcLn8nmNoSbYenhivKrta5NPMnZsX1HyZWX8MEMzQ1ACNTOa1LpjtuKa6TxFigwhjrw7wuuftx6DPDLhktldhafScabihu1HmQceOwa8HXbnVKnM37H5q6GI54jM13AvmDceXRG5m3rVsThwuGkV6dXD2IHAe6Bz2MZy0sLewb5vRHZHFgMkzjV4d8JlCMJ8kKGnMX4W9nrcMQpGPO+cW9Nj2PHynhZfSnWdqaG3fAVeaBluHbReEoZ3OENR2waLqgyzc9S0FvrYoYOZDNxryW4A8ABGSNEYUvJGMD7dtlej2dzOm7G9+2zH42Z7WKkRwpHqYZ/nuf0PrqiI0ed2wnMyJH8YqouFkOegHGLapkBL42McwVOuBNyfPEp4RSmY5LZeP4wyk/GkYqs2JeMXfMdMdYjCMuMCjeVLQnzaAWQQa+WF8DZFE9pFxrqkCVlfF73S9fjhMt9s/K58/xW7O1Q9gyD/qxzBdh234Zkn8jTl7K/D8wAtBvnYhp5cQZmgirHsTzUjXqJBSf4wjTkIgS8YBjYASDQQmcKmbmhrqCZGW2gHtrmXM4Gbt1YgSWgBkBgBDkhajnoY3OzLrYgOu8HTZCfqpHQo0YJWPunpzu2Fvq+6GWLwqft5D+0ZJchbEw+SqczJHJ7yA5cUK8i4DkSSckBa+azxGD0AVJMjE5eIQ1fWMxw5lBPIBZklmCK9wkjEXnBbxx+bkjfZKLDRtYlIHsGx1jacZ56dx8O7MaYGKWZE9r9qt6ME0vY0DqVDvcNDOhjAHPZuFTms9gzNdxU3ehtB5kHGnYN4PrXdooNdxR3u7AjmOEChp2/z0e4Xd6GfHg4GPzq+lrEydipTvdq9rEB9BL+O5PZb6wwB+D7a3zplP+5SydHzYGLcJyziHpjlQ7a+Uu0O7Oh7lFKO2Ym4pJi+DOO7CbMjYP1QQwHTPwaoGsqZqdp+w7y3bA5gvxozubCDJ2fOIvxNqdbkDs8OSjj1c8vUTiJ8jzLkr3uEso/od0AZQxukzttxt+NZqGMo6OzU9YRnAQcaAIOEQobSRgs1shrtdh195XY50qtmw52eJHCRar7QhKnoFjc2Q16awqdr97zVXb/SF1iONf36rSlIhIXIcgOCPkeCpWkkuyJoCIclecjDvubiP36MOLw/RLZ/z4Gn3ZTXa1E+7tcMC5EEmdZTsm37EGXQl0GF5roCwLQHxKlWF+g6qwSDXCci/IbE/ow1vvAFzaBcyhG2Z4C7I+931eGsyPH9imXnsLGmN+5jHbfB+V1vXenDeomSVGCjqArSXooCT3lPhH7CMxUZxvzPuwNwe8beqDNq81dBtlnuxAuK7T78Fs5VOd6d6jO8tI5Sp3h6jfp5gCOu5bXc1oa7rsMcVw6VriX7UsEO2s4M7Ob+I0yHlQeOOs1xvWCTtGc3nzHc+fMI1hH2hT/PPos023rluTh8qHJV6dXIU7GnXD5XjHt2ATrEr9wJrJw4zVArmsD1alwUYmODMSEz0rot8RzuH90PvK8FzjHO48FY5dUw5xBmm7C3IhYHcR0AOKuAb525lPYU8V3B/buYEfsjm5c8LogM+cnZ2O4/fF2socnDmK8+tnllE+unJ+Ce4snx4bIXLqIceZj/cbmkQPjSF83op92MruLqh1VPnNREnnnLEa45bNySG2NhF5u6WpmCKJfSIwmVsvj3I9Ta8x9Hvf8E9VNsztoano1dZ/JseOZkao9HPDcEwlPIfYzwZTjfkXQxUTLx29FYN80OTmEwbhX9KbW2m/R1lV570BlcgRaPbKsnzXUh7dNMvsDg/rKq0km/sECe06osFXxyMRCsS9sPec6C5/pIcrLjBIRxX0uy/Lj5Mtlr4xlOe2280/0cu9bqJxDJN06woNqk1dNSmGX7Yw7b9v0CM2DEwGNw/8IVcPIyXJH8zXO1maeydmo7hsOjwOy5v8+DW/munt8d+xV3Fliv+lmB6jRtYSTnB2x3j2U/wS3wt6tZCeijX135xzt45MErCVgalQRxsTclwbnuHrsrMtMl4Y/CzizzE3ZjSLnoH0Awa8ZXs90ynsKzXcwd4ofATqazQX14mPnxWcy3o63Yx1GHGy8aruUPFl+/Np7A3eMebvUTM6M4BvM74Fmd91Wn/old8f9EXzrAr50dvFueMWDcPQSW07t1Hv80I+ZiF7iDeYMDLmxkulA4bhGh3PK776DOEfsdi9w/NjOSmSqtxD6z6ENZvIlQP99jPeSlGdiSTDlkDr1qqEviwWbkVAPWyBCUfQ4GIr7LosdZzw2uMvAS22clZwp9037BuEPGgeO6RrmtSC4U8buAN2VYT9iwwXFxWDOi2dm3I5vaR1GHmi6ar+QOFl29Mp7C/wYe7kUUsRxY4Y/QN5ck8tT8stdPn8UD13EI50lvBuseNCOXtqeczv9HjG0YySiS2SDndEhN1YyHeg4rqnhntKddyjuEb3dC5TjnKfceLaDZfqKUp/02JyWEU2iWsHuRLmSXZBQEthqG39CmHBb98FkzOMgw5fx1aOsTm1wR3Q87ne6nuwmd8/yw+seFAC7AvCH4y6Q8egDPShDrAGY962upqhGoRLRcdX2UturwYQDckwhJOoBnG/lc655TeYDtXu6UdOhpGQ4k4lvB9mDTe979vqc+vRfjljIYhT7mM0M/z7sgf2eC8U4rtZeutqwLUWX6MdO0ktCyRkF+caIFn6AmbyOFjm9iu/GYkepaia6yBKdE2Q3GfQwAn2NCDjixl6pGxs+nZIiueVUfBRjLCUWYMi5brjnIH7vBD1GJl8KQc84kjcSrNADxqTrtuhpTXS3FTsaWTPRRYp4TpC9yaGHFahrGHB+jhDyIATrzJMKVfOPNZ1ZDPkDBuSQkG6gRPVr3WMg6RIl6Uw6dINkTzoQgr82iE+LkHdqwCMyaJa9QJHPSBC3OfgggncN4Q5HBiE985CmPKmYOncxxj/TkF7iBq7IzTyoc09DPjYFuwQkn0lDbyDgyAfe8NfC4tMWxJ0ceEQc9ctduGTONOgtBXpwhV8JcA95NxKSurgqCOxYhD8h4xKREg6pwpLulgbDQu/bpeDHoKm5pBl5hj/YDYwclA7Ey70m3VM2p3OmdwGYjgo07AueCzY5P88Kvr3cnn1YPCjjavxaysn7OYr3yORj9X7J7Dqzod2o5Nk5YDqvfzen6P6O/XQUjlzEkc8SlBuuevDOL9POk4l2jzn6Ma4Ql0CGn/ERuXGa4UA63S+4nsT+lIvBHdxwpDQQF5y5yM1+VpP7NbfvWYeY4mKV4rHy6SLvDuV64xZUvw9XIvLn7nZnR/zYuJ4LoJsm/JD7u9yu81la79sFpGOC5Jcq6BkR+UYbcsCAdL0SOb2J7r5iR60H8cWT+DyBooyDS+xikHmWgZH5GqSxFzc28AReAAfNYBv4wcn0zXoZDSh3Lwt2TCC7NAbPeJDeeAoS7LoCPVUD3KnlRyKrv/zCSfZMg95CoAcX+JUA95BwMempg0tBlNi5nx03y/HvrmDRhOK5+n8Ie/BT8ag8KgQKrNhE7TnlcpQhqYrs0iF13LzewygumMjZM3D+Ka3EReN8OWcMeqMY1JwQvWxphRVecAgD5O9T7I7zr5cNNZt8g91rrgE/2nzu87UvOKSH7O2zKvi5kiA+gGaGJ2HGZ/dLKmOoqS9bRaif92+DX17bsj6JQxOkYxf5EjHgzEq+wUwul2sl8TQb8o4KODKMZtkLFPmMBHGbgw8ieNcQ7nBkENIzD2nKk4qpcxdj/DMN6cmEHcnYBFf3HpLkWAy7REA+c4LfwOTa5xomOVVJ3LlLR3prLrlAkp5RRLeh/EECfQ0Cng8QTP6IYZJ5pUJ5fmFFFwtBfkC4m/Lc8aSq9+1C0WMpGpfq5jjDN3IDww4aB/KbXY/dKeX0UMwdkJ0jBDr2BdtFn/kZDLfj26r94A/Ma5Mn406fBHeMMZrkGf1vheweuIWvv/tTNF+8I/rfRTj62UC7wZoH6eil7TmpU+8hQx8jI7qkGswZs5Eb1ZyZr+kzOvXKcGczHsmN3gvqYnv4eUZ9Q8x2gJm8VlM/RSkuyW08XSTaptSoO7KP+4VvBPUONxzAP/lwuM+ypj+GBnaJjtoZ/fibXALyA7gjXTt+CnBawn6Hl8ERqsfGBbXXzk25Td+8gQ/nk71AOlk6AkyNY4/j5c4A+xVI9QAVc81UfCqXo8SV9zyr7m782UEyWMMjmX1PR+wY33SXzEbP8AlzAzD6wN94jYLBKWnjHRkcUY+OVsku2F6UYj4783bk9mAddOyqwLWL+lTHvZohWHV35tzY4ZUeQNBTWJw7/GwTy3Augt80M3xBsAN8jIzU9WZZ+7NUspWctMa8S2Jy1EdbbGfGSG5vMH74T/FiUZhj8ZQFdYS0rG0Jd17pTfz/DyEAAA+WMp7//04AAAD9////WgAAAAEAAACnbQAABAACACi1L/2gBAACAKRsA0oTo8A5EABLF7wz8pebBCSHYl12OImdCzp78ftnisCPxarHEsEVyQgZoRxI9EvLRN++uOYkBHpzDKozyYgB/QvtC/kLMp+lqczi4t6vAALNbPCZKWLT+zJTKmUkZWIgypg5fb8MkpEDX+aAZwyqYvrHUEo+Qd1gQ1/+GLTK949Rowv6MW6CT35MigNcP4aPAAw/hgfX+sdQEkn7MaiLLb7MAdC0L4N0xP1lzKBkYshIKrpuv8yUdLnGnykKMe7xZzb8eKX8mcANYx9/RtOQBuaLJjyr7x19mhEaPs0NBDSbd5Fet09D+0SSDPhrhFYnD99+DVYN5UvorwnBUmm3IW1jZnmmXWLy+WvWs5i/Rj2m+zWTXSG/Roij1q8RQEHWrwnAraatFvxrsGYU/BqhVBpaJzSbdlaf5gbNiBqasBUamK4ZzcKZQLPXz3P0xMDfqVJhxd+ZnAH3d2BE/Z0MKS7/jtEM0t9eOYz523cO798m2ln+rQwYUFE52nTMv/3S+PxbJQtDf4t7KOBvq95ef0t24utvSzRo/60Mvg9/m3gX42/fO9b+9sqNI3/HqEbs72SI8Hdg2PX8ncm+wL9TBfzj8xwVwJMmYRzk85jbyubPwwkB0tXB5xpQ63vfz8V38YbPFYHkd0c/10ZWpBfuczHRkuTBz5XSOHkIwO/ZEaV8QfJ7mjIr7TqkbThYIrJUUA39PYGX7N/zh4Pi98CYsvh7VOht/Z4QpVq/Bwzv/D1N6/Dv2QHV+Vwpi+HPxRzi/lwbWFefK+LE5+KiAXyuAcuZz8P5APbzmEHwpBm9/dicLah+asvWOKIfqCUB0AEkIJ0bXx+ISAz2gZ5YgcrEgOqwgHCQAGK3AcGCBg0FjVkFxdAQVEkgyAokFB00dLpgmx5grGmGgUmJMNr+Q2l+kn+IAymJPzQmOcAfurA19YfAQab+0I+BzD8EI6j0u0t22Pyu5F0XsLz+XTaebhiA3z3Qo/yFOmsIGbYKfaAg9I0d/ZoKBUFhwrpoQqaSCZ21E05FTHi9+dI0Ur50/m+R0Pdq5zvCR3pD/K9g07eIji8VpK4OUoYiJBmbSJZ73ipjIOVBSFcG+p6EXVz2u5+RXhGS5BqTh26UL+9KO7K0TQbLM6y6bMIaRwmbbeQvIZ21y5V/yevDjZf4S90Xm6s//hJ3AWeLqr9U4EQn18JXgnLk7df+SpxonrFLX0nxDRQKwVeCcSEUBNNXQuMSJcH+ShSWjH5RfSUDOHE/6V0CCY+9n3TjLCfmJ7U9dlX5SUwvOOkHIB+ptkiSjSSOeVKnn5IMruR0JFcisaV0OHmVK2VKUHolwsyXerKWcCgGkhhgMQxY4/vLlwjxwnwpcEVlviRjbShfwqsSmi+N+ArNl8hnxm2+hDuh5Us9WHG50msX8zRXyjRSOoxUIqHklHVjhOdKMmC6PKmzzwaSJDXDpAkbELymyJFiCTDKc6TKAUh8N51nOVJZAUgS7HAwV3MkF5wcMxT5F3T7AiL/CnFNwMgg/9K4ouDNVAdsKjOBrcNG/lUaAJh/mSBH5N/8cyb/YlWN5V8NTcbyb9yMb1+LO/8KmfIF5eHKkVwSIEm4QypD4nNFqoRBigWSNKFDkpoAQkZwugYuIcC85t3cTW/Lu28+ZZ15N0eek23e5ZzyYA0rH2I54xySDxGROfCu86GsuwZ123zIDY6BZBes14IhAj1cH7hxM3gEA/OhtgjDfGg9ZIhycKixaAgHiyEXpkNuJIay7ObyIaKxIRYNXU7Xbo7u291T3s1DdA2kjSBYS8iFBo28D+RCHWogeFWRCxmRGkXlQVUoxLHzIMoOedCMHyqfPGiDIg6mkzxoaSrHTEUeNGP1EiIHSg1KwOiTA6WTFLwt0QGjyiRp8jjMgdQqCOZAH56QyIHeZmhyIDsUZDkQjQYZcqABKhnkQOmlzRwotfvzoBksDHnQkoWePGjDYhloHjRjRB5EGQQDmwdVacIfcyEjJUId/oQGjyxowdFT66Tntd2zqqHnrec9kTo9N3j03C32kPH1JNXoKdDlenJ1NHJJ3OCGZbkExmujdwEEr3VGTnGXVAxwMFVzzOhe1nTASWQkbEsxeQQJ8+0gW74thLDV8bRVRFwAG5Zvi2DIt6Ow21g1bzvf4Y7tONntrM3t1Egt88x3KndeyTxFbTxnOTx/ap52AZocnjSfTjjRNkqeNkgPbIpebBbQsDlQQI2rVU2naM2iag0fZY2HyxpwhpoYmk9WmhxvGjcvTYUT66H3i1E4rpIKBxP1JS0Bo4I3JDIRtqWWO/ohj6BgHpNpyI2jkce4wXq42PKYT7ihAnnMEtQY2LIMAqMGdTy5jBGhzIUYDjjRucybEBnCIDKXPTJVZohezJQZzvRRzahpaVrCnJC5y1pM7pLWVXqZu5Qx5S5aRXIX/5O7BKVg5OYuB2ryFtWevIXIKyaTvEVQNm8JESNvyfOWGQY3Rj5n+TzwiiJnucHhTSBnYfuxLnoTMPJxaaoeHEwmL2oJGBW8kcoYbUsvd3QBZltyzBbAmd1eGDLgZ5EkzIa9zZb/bKSZtgWP9opNW0iE9tVc+1X7WHfFR8eVF1KuWDHLWZREpPpI/LEJ04kmX5kmD9xNCEBhVUIAa6IZIwPPKnfHykS46gTD6mCGVag7VVPVukNVnROpBERI9X8t4X3AMzlLI3i1M4KKw7zp3EDlAAdzNccsxQuIBqUy3rXpmoxpiBOmKRZNA/1Md1AGkmHetDXoVOjF2/anaqunikioA4hQy15QIZc4QF3CQmaJFDEmZ0WYaEZl5ghq38xoo0jSXqJZBeNE1c1CxI3h0V3o4iZVhSVvmk03AUts7jVttpE3qRJsbi/dpKzuwgFuDJBulkpNHqyaVe0lBtooSts3fZk5uplLPtiWR2yxyfUTuHV5DQGLCgQmCBmYO4Lq9pb6BYjL9ohLTtJLVJ7LWitqoFzd1UL9Yk3dzsLcAcQEEQOTcm0NYV22Wj8hwRaLZFtGyFzqsRjzYtEE7OLpFOMV4zlEY41WoxrRo298fOD48kHLEYgcgQ8yAP2Qlykb3pEWtIh3bLVB5B2N7KHeEcgJUe9Yd7T1juMLHbzji5oJ3/jY4NQ3qnV3fGPNhc4MnvFM6Rmv2MB+8VS8aOJ1MaaFEDONkCMZipJAil7vRCeJLM5UmYhuKYh1sy9qHlFJSALGTAVvSY7UNwj9Weldw5/BUiH82arugD+nmZ1b4Dg/QunxZ1dNRCVGxLpaRDeVRCLNMk+fyCLRSaKi16eipJCQIyFmm8ERroOkGl49YdUPPYQnTOz0ZgWcO95cgvGCN2fyFTpY4cC79oUfNBvUMTKQ9IL1ggExI9Db+PDD0NtAy9PehtdLkbfRBMFGDumoL0SlseMLCVAs/JBZ6CAPc4k3Z8LgenMJIZ1l3qygiCdM3MQ9YZWPQVKywREFDLrACfa9Cgq1MMp9ICQeZ+kDu246zTwgFAVUCzygjCQczFQPSEEsx2zO/y3p8PLB/xHyJGBMUvCmRAesREYCJg6z9yPE/bzfoQ8R3g9xyVCM91unyd4vSgzZ/z0AW+D/xJa8mv6PsEf3f0vS1rQ8IIUMXA8oY6ns0wNCcfOBXVsYWB8ImQsKvRDsgx10AaDMiw/RRTjhRDeo05ub0nMn0MPkoYdu0zN0oTdHpWclq4ezIM/NlLeiNS/pFU90AR4KvB3wHWLOnbiICk+x9dD7BcHrnFE4rvKmk8yj8CFLhYOJmmMm95KWgFHBGxId8KhMBMtDQS/3QkXDy9VAYPNyEgSHCng5tDG5IKcnaOh4/Am7CnMvL2g/BwhIF9aja62AwsdsijfZOikrOx4mdlMiVayNlnnxIVu0PmVvJzyckA3qYMHA2qaAceABg7oBJlP6NUn+4jDpFeXFK0SFrk8dXUqOGPIGcBXZon3aMnLVAgPLokuxLnoTQPCKwsjHpW86NVD14GAyyTE78aKWgFHBG6kfh1LpgElljLallzu6ADyCg17sTsCN6/PiUCg9XG1eLOthyIAff7sLYMH8mA6RgSSYH4daaFDH9VNYBLyZfkrT7YAT0lOhdVjL8hYMcD1wwuMtoAeUefoqEz66CG/ldAlTxV8h0MGH+CsmimVejzXp4oINvbUYz2XjKvP6HgtW+BC/4OfHBtKfjYcAU8UviI1kabkCy8Li8oOFheUtdHcXbLDAmuTj81dMGq8QcL2V0y7G4KtMsH8301tAG/AWDHx5KjQPfkrTT2EZ8ONQqy0/phPS6sffIjZb7cVunXYZ0otDo7jxNi+WXcvhx9+hKD+mS+zkQr391H4KC2aCn9LcnPFUaGhiX2XiCoFOzgGsSRcXbOh5Bpi+AQ0a70Br0z9o0fMPdLx5xn69D5iA99nda//TJPnpfyQs8T81IjyETyAeQgwgD8ELg+199naa9wG/tPAPdIxA8w9a8H637R1oae7iLt+ABpBngCnjmuMXxO4Lfnx6LFjwtnoum9YYh+eJAVaW4XeEpFDgt6Olfjvz5XXEfb/r9grKmh58gs4FL3yCr4QPPsdM6PY5O+4wj8MjR9PfmJVM+hsekG78zd9cIvkbWikexwIKKo/DI0Hb5+wYWfI55kKf4DvBJ+hs4BWUN72O2G9n/Pb8dvTU7wix8zwxyO4iCZtJknDC2HYeMb73xTATDmq+EYpap4SP0uhAoiDMZrNxJTQN1jigeJIqa+qyITxJI10BeBKrKjgpI5MuHAmsI45EARo+SsMjADwUVQUHHNSs43fZ+GeTf++NnUeOnDB4NpOUuosmeFfx9gg/NsTZjVblF/iaRRBXd23ALRUpd/EWnoZQ+bs+0nuGU0p1SpL38EnZyUMOuKQRTl9px2V5fqIuE8LEdc6xHddXEYjAdyLaHfjudyfGfxENKfynTmLikeswEi5pZJMGn5SFVcIppTgx8Uoe4TQEIpaKk+ouszULILvRQntE+CzI4AgbsXAXPuBwPrRvhz84CfWCETasuAERhijTwZY1tzZr5KEtroOOHmdBBMtiDI5dOANzhdK1FwM3Al3Fjwh84Ud7XlyCBibcy4KMf10ccSQ1EFzp8xOnEEEIb0KP4vgdAbiTHB4V6IiPQV3xKiUOOJZhJb6VM0AjbVeVJk8yDobAoQKPMph8IAtcrkEBNqyRYwWzacnApXQ64Ck0eeEDZlVhGwuU4ZwoWeHtBRDt8h7muuiFebw4w9sLbOGcKFtpG66wjYV0+IAZ5Qtm2EXqDTyFJgBwKR0PmE3rAdyYdgUb1qQAl2tWgMkHxMAQOGA1eZK7vKtNXI5vY0NHpQZn5RePHrhvkK4IHkkzeOl7PugfqLFdvIX+gsL63Z1I7wZ0IJ8MSTILNBAa8eRhB3Sk4SJOpR0GNOkWZdoGA5r1Z4jlGQpaSom1uqyLtnJEYI3zia4Nv9nsNfoKYIV2+aNrw55u3A1t5agAWkoJN5r1R+/kitGkW+m33xrt5tmiIw0f0UBortCBfIBoPDEf9BeUGPoHqu2RNEPcoweupKPSD2ITl+N2CkcmaocPJyywjsuwVGjSsiRlStKR0ITCERKuIBiFq7DZbV0Ia2mNM6oLmRBAKJau68YbspKjCAAXo7AVCVdAEwrfko6GfpdTX5LyWqHJAFzGxQkLj9rxYwqnxhtFr1rhOuahY8W+yzX0rbQKO3pXZA99j0gPYzHdxWR97IGS3zWil22frOlmpDqfzkHEGwgdTVJyU/eg2YQcNsUICZvt1tsigUzqbTWg3vQ2HDUfOlv4jEoHcZNP6Wt/SjJ1D5qrSjqa5OcgYgSTbkaKLts6GXtAGsaipCtyx1YaE1bskaoVBajd2tIzefpnZPD4wk5/vLH0eApBR2ftQJ86Qh4y0fU27C6qfMYGkbOxk2dnRERTK9mYpGf0LB91tVsI3T0V1kfTTvooYgD6qJtZHx2wo4u6FdBDEz910HaZ/pm21D0LBdDfX0X0I64adM44T32TyafungLrbUEXnX2qr4nMbGLhEAzIQgBUaXl23RGMlRHosLl52XEDANpNrBcHBpGcL2LOaYcEAij40NVpAmCL4GbLyuptHeMoy4B0TfC7mpV2X2kbL3VZ0RpHNHP3+evycSHnw+bis/Q0tT9gdXzw4sEDLgcHf4A2uwOXAQ006DD40WHBkwVChj1gXFw7Rp4cozuWp1cNGFhJiavaelgwj3eqI2OYO5UO4BTa6VjyFWkfG3EQ9wDk4SZl1EOKQh7RLhUWG2WXggEp9SklZhIV9xAcG6GNJWGn0Jb8rnun0hH82qmOCO0WzGRVbT6spKauGji4kt3B+rwp09gvKLJmBVAe2rXEwvYtnyNG9q0kgGo714yrGDuGpQogdgxq9ubedQFQjEzliNS9e6nLXp8ALxtLXmtwFnYvBk26Irs0964LfhjUmDuGJQo714yqfSuJ377lgxO3a4kZyQpA74KiKtanzZWsTh3XVoo4EygMRek06Qq8mKtSnwhUIDdlSM7Mz4QopgkQNCZkAIiTdNIuP8aZhcaBYIxzYRQn+SRtc2E3IWPCBAgbyhfL3YQoW84MUG5KhBOBPHNVmXQF6DRloDBMkiKOro7Ly07CBRUEcKiAs1FBquFu6s7Hit9Vw+PwhLdIAa9WRd6Th7wT47QN2J7XY0ZeZmderYZ2mcieB1tAnipjXuaRvB4y8k6I857S8Grt8BaZ8DjkeAfS7nzcTeWpICVTAUejgoAAdhKqAolABXp1Aq7uldgB7wAZnP39ur80HX85QfzUaJi7357dDhH7eq+hZrHG+dxrtKnUSDKhhpUbPwdfflkCUL60d7+9O7XdT+3hxf6XgxjpTdv/0nj87ub+91XsYrAdkEF3B7zjALgaQKCXZyARKW+UXXCC5JjHLmjoy3774MwAkK48+6CJKvugkl08thOKG/zukZ0QB0ukl20nlAWVJNPYzRfck4chdnMgl/LlyG4GvZK2yWB5hi3l3AsBX4vshTQCiNsL8bKC7IVqIa72wiiiQhwkZlBac+CO+UKbUNaT8EYtoXhQyYJBE1QGZ3gIGoYFJ3zFDKKJT9wS83wSuYiNVnYq7Ocr+c1+BkLFtJ851O5nnx0C4CY19yAdGqxxRvcgay/UZRH2IHKWlmcpe5C+Hmmbrz3IECeVdmB7ENUKmfvZR8fDfuYw62I/Axmj7ecrOCJZB7ExkQvrerMn5jkow9gTn4RQzADqXd0VMcHGhruQCpxlF7uQHU6Qrjb74g0Mfc/BvnhiF2fti0gWf/cv0qthZ/QbIUlesTOmqk0enu2NX0TKl79Ku6y0TZbluYm67GeNc4TNttwdvzJ2RyMIbpxtd+xJ3VzFsTu2wOyNokQ6uU9744+4t9/l3ggXOGFv/CrK7IypH5B2Rr83RjxwEcniicbFGz4hO6CEVOhUxCSvqZRYszCwXoDGXMTc6lNHSVQHfqqnSi9nAS/Ripaz6EuXoUucDpdH4ksMLC7vjlyiFy9nBdVTp+rAUHUUIZhbmIt+6wX6mkXMmkocu4MUtpERe6bT6J5JQNHeztnbJrj29jtp1/TO7Jp3L7vm+sLupkHa3eui3V1E392Md7t78HB3A0C2u6cQ7G6aCbvm+mrXvGvZNb0xe/v93dsm9naO1p5JwFCOzJ7pFMo2IoLdIUonV9wu/9K/rjUO6F5KKFlKwGxperTUiY9pTwhTryvTv6+pkrlTJBKnLq5OWVGzjlAbvZb43FjCV+NtMhagHAPSFUff+9nFGH43s9LOK23TFcreWdEoI3dWM7ARO6sWt8fOqgQe76w1VMb7apIB3n7sfXXHOmlfRVtSs69yzUu76qWO9a7qtt5VEeAAsKf+WC3vqWIiOTE7E9ASTNoMLKF10VVlvzLE48BeCxnmsWKv1WrdaVNHv8Q7bV5alIR6pwVCDQWRtM+yZUChZvbZuQSesd991ov59lPvsq1LOrlRnC2kNld1uPEQ7bLOZmPust7WNY7nLruUQV3W3WXHf5ZnKLvsmYm0DdcuuwKy0g7DLstYgPKFvcu2pk4epu2zXrYkucU+O6cT6e2wz7JpfldzpwVisou9dto8fS9op029dFWw12pBKc/YayH9WMd+ZWgAL5T9CqAQi8tmue+zNO2xuEnQ94g+C45dTP4snVG/y/lbBgiJ9H74Ld8HkmQZv2WsZ/KQ7bfYPVG+GPkth0mVdhnSNmOW5yrqMm/LFQkts3IA/JYpY0B+CxNWq99yhMrqt+g33L/lEInCb7FzwvktY9ym3/J1kPlbBiha+CydJj4LDigWt6PcAY+kGbboHygKoOgvqB80npgLOpBPDg2EJgI60nAQ7d6BRZNu8UCz/pjRUkqc0VaMWNG14Uf0FcAF6NowJNqK0RO0lBKLaNYfHGjSrTPazdOCjjTUgQZCUwEdyFdG44nhoL+gntA/UI+kGcQePXAHHZUgqIjaMYATVgU8prYC65UlKVGSjn4mFLYR6hKuHOhGYSljVJJhMCu6fijYehIiQRcyMbinC8WW2OpdN92oPmTFhl5UYlZTNwpH0SVcMZhQCCLpyGdJCpQKrLR4zKwTFoWoHTymcA7oVSue6FixnPpW2pLeFalDH3uQxIunqZdtW3UzUsi2SMS2GuI2HBBs4Q4gbp7K1HZ97c9U96DZiiY5yUFEiULdjHQv20LRuyJ5bKVRwIrtjJIksrfVH1/U6Y83lALQH099eHR0Vg4dfdqoRIc8XKLremYv+u6CCpb+GRfU6pGzVTj1yTMNSHQiokvs9Eo2VDI9PYNn+YhWu7HV6GuisjmdfarlpbcFWcZ091RTCn2TyVtU54zr3NSPuJLp7y9K3bPQkAnuiv6ZLpJBgT46YMvWR9N5oj6KyCJHH3Uj/LqoG4yuhyZ6gtBRhyAzwBrtmyH6ckVPGCJsxYygUBxBhnrx3EmoVUwlWPAvEicu0ag+nXFruYqsirX1pNj1I0EYjN5PY+RaIHQoZbRDigKeVBisFAy01GeUmCmU6ojX97Kh5LX25sWAtSsSQ94DKWhVg7JMjXGMyjEMZq7rR8zWEw8sNpEq8mhUX8xmE5gIE9yUJNT8OyOKF8/yCNINF2HLVfRk9UkQfbiip6wI2y8jqBPfGbJJqFZMJVpu8CbwJv5N4sRFOm51UUVuxWIb2Xpy7PrBEwbTAgFepkZpxBAMh89TJObf/Rx4df3AqaEuo+412lJqJJFQw4qNn4MuvyxD9e63V8cEZ+UvB8hfWg4v3hqQQR8M0X8resKKsO0ygoo7gjzixfvOeE1CFTPByWLi308nLs9xa14VeQkWG3Pr6dz14yYMBm+MatfNoLUdggTNFzQJZT+DdHgQZC1GEDl1kD4fQYY82YOogvezD88ZiIXzFSfExr0RDnBnTF3bGf1I+Ew5LdDTg1h/6SHoupofl6d4OJ+h6++MWSOjdWVgKYi+XdHTWITtBiMovSNIVC8e6JcGTBKqF1OJmFD8q+rExSSqD8K4lUYVWQoW+3Prae/60SAMJsYY1WX6TMORDkE30hjJawVygNBpsyGphCACT0rMyk30Z4yqsvTPq4oMZS8lnBy3xihNI0HdS51AMPXCMv1DMlVCd4r0duoC65S1j0v0y0VPZxG2akZQARxBpnrxkHxpGEhC/WIqIQOKf1OduJZE9TkYt/JVkQvAYh/ZWdGIbD0N2VnNvrp+cAPYWZWaxqgod9aaKZOa++oOzMJ9FQ21a1/lEh7uqpc5MNmQTO6yXie77JLYLjv222XPANhlV6B3WUaYXbYVdZ+dy9ln2TE7bV7LrIkWJqstugAsLu71GFVkDBplFZnJj1Gbi3EDVPBjUhgA/TF8PmJ4bLF/DGVkEiqVTIwNPn0xRD+u6GkrwjbMCGrOi9f+zrCShGqBCa42E/+KOnGFRvUlGLeuqCKnYrHZv2Ytu/WU+GvU4q4fOXm/RkjjGNX/NQIk2H9NACLYv6btSoegwTTGrbUCNhpsvzK2SlRbHG1b1bklM7EtwWAr48X2iuFOhp6/mx4VeT1g4Z4mNhfzcetpsQlsxIv3Jvp1RU/kCFszI6i7I0glXrzOL42WJNQsphIDOPFvqRNXkqg+7ri1RRW5CRbbvfXE2PVDJwymPEY1GdkhyJzGiGGtgCEIHUzJ3w07EIEHJWbBTRSC6AM3sbEIPDwEmYcNyRAQOpNrBfz+V7BCGiNVhyAZkv9bFFSmljhGpRgGY6LrB8zWUw4stmQVWfRPyCwdt87J/Amnbk5cbs7/pXEs8r9FXSY42P+94kr97win74wq/ysIzvzfIjw+/5cK3Ufq7ox9pAxGXx9JBudH8ZEsA+jD+Ui1lkRfxU9iIlD0lOEntUFG2KL9pBscjKD2ftL7CFL1KxmI8+KRfiUKqV8aMl8JzSsJVewrwdBiKoHgKymWoMGbwEq+Eqca/oXixPUkqo9o3DpYRZbFYiv5S0gctp6K/CUvAV0/hP5SN0YYjN9f4jIYo3L/pQJ0NXiZWuZXgtJ5piH0K3GmdQjqkcZYtlZggK+EhgGEDicbkssQ5CAReFNiV26iQCNgYiwR+qXAvSUZH5bwYpdGgC2REZVIKMn4rxKBbw761eDkG0cDqZJA1ysPvbybjwgFMSEfYtnw9qvMh9xKdHJxzhZ+c9WGG/fQLjOy2UTyobbbGkczH1o/qssa5EOUhJZnJvlQY4S0TVWlnVU+5PaWD7GY/W7adSbv5iLKLMbmsY3yizyoCtPvZkZ60fKgpTHlizsHSiOx2UZyIDUK7XKRHOhDqxuPy4HeZDZXg+RAdnSd3Ku3n5EcKK2UBy1R5UFVKuTMdMEKDR5Z0IKjp7a151WzZ9Ws5633ROr03ODRc7fYQ8bXk1Sjp0CX68nV0cglgYMbluUSGG8H2baFPlsdTlvF87YIhu0o7DZWbYc7tuNkt7M2t1Mjdady55XMU8TGc5bD86fmaRewUfK0QfKxKXqxWdBX42pV0ylas6haw0dZ4+HydzFrYmhyeNK4eWkqnPCmjgvLLX5XLUkuU76o1WVCaxxPNhuzXd7zGPeXGxexubojj1ly+vZby1SZKTOc6aOaUdPStIQ9Y5fefpmbqz5yl7KlSjux3OUATd6Se6WMByj/Qbry6HtFu3jsd49EekFIkmdMHrZRvnCmbciWZyrqsqM1Dimb7fazLTraZSJuHM7PbrM2VwmYDYObLf/ZyELaFjzaKzZtISXta2Ht1xUfHVdeSLlixaxd/k2Y5tY4oL7Jl6bJg80mBKKwKvnBmnjGKofHymReddK1Oki2CoWnaqqqcyLVR3qbjAUox4B0xfndzEo7r7RNl7psaI0TymazvelaTLsc6U1DmHDjI7xpCiGbqz28aWAfZ4uxN90/O7ljb9oKdCrkkuRP1VRPFb+oA4ZQy1yYaEZ1wZLmzLCQG/2y0gQn8G4M6ApGvJt0dXM1iBuPa5eLbJpPNwEB2NwDb7aNpW3C/CaVTqUd2W9uMd2kTdyFMG4MupslrcnDiWYVBN9eEuOKwLdRnJZf+PaNnw2fmYMoc+mH2bMtvSw8W4xyxq+fALDAr8tWfg0hq4jHpGwb85ggaKjwmDuDZES8+gWblVd3vajyaqAnJv6ydraBJhF/2SbB6C85k3jwl6hcG95XevWLD0YGPOZO4ATL0a+oNyQ89HIMdL1mLvXgbEE15IVqjSOatvmqtANzHGc5vnxofHTQqDbUWKPFeGa8CrF4OrVoAnYx5kWZBqSrzu9uSpJhTB6uUb5oqssirHFG2ey2Pyt5tsuS/gweu3ES/mylYnN1AH9O2+DPLXR0cqf8+THK2y/Tn13dHrHuCqL7NZFIM5FFopNERa9PRUkhIUc0hJhtbHwIYgPtyYYXARtNQDZylBSi1igkgLHwg7vQQdmcyfe7mGYFhImchFU/Bkk1DI5w9aaOC8stIF1r9D0Huzjrd9VmZXW7vLvxTq747bf2jEXyf4RcUKga/7cEbdAFgCafl0QFx+etcOIZS0EPp6eTa8XZ4mpzFYgbB6BdrmSzjXg9t4I1ThJ1mdfyXCVtI1ZpN2bE6+EwYPN57gqSZBk+b8WTSO8Hn5dU5Xc5PZ5og11M9ngoiDzeDu669XeICsp9/k5sqcIzgxeKV7FGOtbh7aZQ2vGw1kll+RRwHgUBLL+r6elafaS3g6cLBzAHaJ57MXDCzmN6uRcr3cvVCLnxEF5OglmHl0PTIBeESSc3yp+gqTth1zT3MmAOMDDJ04VX0LU2ofCR4m22TsrKjoeJ3ZRIFWujN77rcweT9wrRpOm9ogyo8l8ciFj5r0mxHx5MxtSNl6Dc9GBtr6QejEOPBA8GlePVg8mgkv3XZAYx/8Wh0ntFgfFeIcIxfNdnD9+lBPm7mx5DnoFdDOa5inT9Fq14y+i1PMNrgY1lBY+iqzu4zkmG66s4+E+lxCt54HgaAmUTBpzdWAW7NwP0zcJSvFVMezDztep5pgg762wQVZ08RZSTEkoWq4P2h7Au7Jyk5+nCLMMFD1GWQzH9hrNlyVmKg/C12Qigbxq4h7YSrFpN8A46duBnQQLLYgiOgbk+6dp7wYMIXqV0ho9BC8CjAhlxJ7lGVq0lOH7XA/S9hzehQy3FOziFCD+K6TRc6fNt5oOCI6l96HmiCDvXqImqoh/JYGMneCi6xI1AU8li6/AjAl2y+NHe0Q/hHS5Bg1LYWQLuZQGm5/kC/7owmvlqFdMkLMVAoO8ZZiTvG6vWKrgxLQr6jgFm02JZih0opkWAp9C4mflewy5Sanqe5fABszzsTBS2seBYIpwTBUpUVTW8vaBBKczjVcT7t4MV5rrEkcV6hXm80u/w9oLZDyFbOCdKVNj5gZ4nXviAmZOZLzbsIuVBMQ3CUswAXEo3AMym5WLVYgJuTCf5AxvWtIHLNXFNnmSlKQcFmNjqgt0LRH9B5axarGg8MRt0IJ+epfiBYjoEOtLQzAeLdvO86HmuQJNuKYadfdCsPzvm0FJKDBFVLbU6Q/oYgb4C+EMWe4SuDU8eQVsxkvJDKAItpQQ67NyDZv3poeeZhybdEmLmo4J28wxQTH9ARxrysBQvQAOhAYO+XaAD+ViwaqWi8cQSAKK/oKLQP1CPpBnGHj1wCS3A7gmyajkBfdOwFP8opt/MfLJ6ni7Czkp2oqpXmshiO0zIK+eQxQZF/hCehZ0V6HmmMPNNUUx7sBTzgL5ZsGqd9sV8W2E63ZAuRxZg9whZtVpB3zMsxUCKaRJmPlo9zxZhZyP0D+EKUVXYR7LYE4gvWM1ksLVNoqr7D2GHsDMCPc86M18Biuk0S/EO6HuPVQu1hsuRGKazHfNtUlWoExFlwqoVBfQNqEfOwlqKhxTTcvru4rVF1/XO9DxphJ2l+ERXHdz4tlDGkMEyMdQfTx/8EG6FnWF09CljnA55iGrme6KYPtN3F1MsxQn0z9gD+s7TI2dfWbVI+dIzd15PNqsMWbVc//T3VyWRCf0znX7RQdtkep4zws5hP9HVnSGJMABkkcFGFna1mGDVQdsazPTP9GUOnv7+SieRIZXJikGKwp1UWBUpGI9iJtCxJBUqnT8tMU6vT4CXjSWvNbiuyC4MSxS2kvw97XSa5Z2uAIz3if1EoA5MF6ie51pYENYkUVUOTWSwQIl1+CuZFbRH0VWyPc5FhB/CH3ucZGvY2Ww3IRN3aJaho5heYSlm2uWmFAmwn4jd56rWO3a6AnSafCgMkaSIO1HHheFqpolrV0HgRsx3dVcBVwPTiQnpcvS0303B7rHY73zosWp5gr7ldjwOTpbiAoppDDdoM5+onqdaWBBT9A9hk6hqhkcyWPD3RAvFPa+2jMyKbxJdHdvzVBd/CM97XiZn2Hlsz+vBB9bzFGDPOyFlloGz5z2hKab1LMVLO97iEuj70MqOdwCNB9aRXQVphpgvlKavGkm8Nawg8Ms6/MsJUoh3oVCtrTBqqBBn1HyhHWQNxtln53wldzT6aYQLZPR7U08psZx9vHQRusThcHkkdYlh7/KO8xKdqA70dK+J3Iwq3IOGbgAyuKds3DRfTa+MqZK50r+uUkLJUic+pl5Xpn/fUyQSpy6uVN3Wu+xZHEsni4u7Ri3+XBEaYPc2Wbe8oG9SS7GcYlrTBmyWoUHPk0oYIg74x5wmyvpuIqNtgKSiwob/U0tGRgXEB2rJeRRlovqBDkz4GZz7QDoChAWh8IGIpHI+0NOqmW/GByoLU0wf+EB1VpZSlR8IhxvoG/9AbBCsWocfCNYzww8aChqzEBSDLKjyJcjKY5WZJrEv9GEp5gv7hQybwHSafqFOGhp+9wDsHufvhnewbk34XbYt6BvJ7wLqWYpP/K6knWK6/btLcsg4+0MwgHqeU8IQY9A/ZjZRVs1HMlolRRVtH38orQYZFak/xAFJkygTJj+DKf7QBa2wIEh/CAwkwR/6KWDmg6GYNmApRQn6DrNqCUD2u2GXIwkwnXrMV0nThTDsnp+lmMGUsHPQCFFVJT9HpXpE/oQ1EVlsGumf0En7Q+gWdgb6E14R6Jn5ZBXTbZZiB6BvGKxaqf9LBRJ2D5BVa5UGbeZ71fPMCzszQP8Qxomqgj6SxTYFaQ8g+ZeQNpDF5k2iqqN/qQvjh/At7OzgLxWYqwHrea4w81VRTLNZihuAvl+waqmCYfcCXY6mYDo1Y75OmrrCM6kDlgj9UmB5ScbaEh6sEgklGfzLpH/z0C8WUhlSJcxQe0Q+tEYPUZrzoUajIRwB5EMuTrs5jODkQDQc5EADFBEF2nqqxGIryReMWwfznld33vPeoeQ9kdskec+NAfKeu8a8h2xG3pP058VLkvcUIMq5njlXx5AIW7ScSyJHzg3TfhU5lwAVT/sA0UeR8/ytc54zBRG2YzlPkYh85zXfqRzz4rHznRqr+c4ainzH6S7f4ZKl823sB/zL6cTlHrfOYbEl8+1g29aTjnxb+JNvFRPzbZGuxHw7Gis23npatEF6YFPkYrOARhPYiBfvXRNDk+Pdh0P064qeyBG2ZkZQd0eQSrx4nV8aLfi31IkrSVQfd9zaoorcBIvt3npi7Pqhk8d8lgiDKeczZYddP3CqyKjjVrwmsJoJzooXb5235DnLZ0wfDNF/K3rCirDtMoL6znhNQhUzwck2gTHx76cTl6efLeBnt1hhMHh+FulojGr3s2EkytR0P1veZyPNtFdr2kIitK/m2q8rVszUYTAqmjDRVZFNmzwwEtWHgFUJENbEDaxMhUmoT98ZrqqmqT6yz4Xoi4iw1TKCejuC3PTiWX5nSKmCfzuduI5E9dmMW1VUkU+x2JfedO0AEATeNIWiN909vWnrjz9VS/WokJtmJVVkJn4TEG5zj4LfbAtz4gL1m1Q4m9t0E5jtLnTRrCL6cRG2YUZQc0eQn1689neGFSa42kz8KxrVl8BfciLxl7WxY1R/rxyjGjLkZaqKTOrYWhjVR+PEZcSxzqgJXCQJFSoJNeuIE1dpVN+CKjKUs9L7DJY6W9mNURXx5xY5zo8FnGngRKyrRXRTSWQh+uMmZiUCTyoE2YcNSSUInfZaARxpjGAdgg6NlKlVjlGlw2BcdP3o2Xp6xGIfqSI/8TbQoMatMKL6GHgbTUFOXEpMfSEBjr7ww2YS6gVf6IDFd8YVb86cYS7haFaQwhMmdnrCqiB+kPTsm/CDI6b0xfhBFxNEHwAv2Gel6CnLCwrFiLD98oGQT0ZQJnxglweE4sXD9IAyKHxnUPGAFMqSUKP83xIPTHCw/o+QQdr/iVHAv0ecuDij+mbGrSmqyEmw2JXejzDfehrA+x0S0PVDxvshpobB0Hm/taX3izLT6P8ekM80FGFDoovAcxKb0sNZoIe5Qw/NpmfYQm9uSs/KisdDcSP3YkGu5kdOwqAcWga5IKgnaFDMAQLStVYAkyn9miTXeK4iNONQKrE7gTgUiljWw/jbHdMh1kxhEZjSdFOhdfA/TZM/Epj4n5oRHsJnEA8hRhAEb4wGNCJsMxhB1R1BjnrxjHxn0CahXrnxL6kTF5Iq8qq/MZf6Gx66v6Gd4nEspPibSUjxzqNQ1BT4KE0OHIkCMK6EhgGepIoanqRxDk9i9UrKuAQJjgS2EYkCfJRmBx6KagdqzkGHdx41RtiSN5MocRd5+2KIfhzObrwqetrC1yyDEbZguKXiEaSnFy/zOyMWp5R6J6FS4ZOyskxws7ikkSNrPHKd419QXOfMgOurN/hOVHuH7354Ov6L+iDxn4pHrvFAXNKIES18UjYWp5Q6glsqElmzBI7BXQCBw/nUvh0CkVAzwN2AzCHKdqzNHpXFIARzLUAVPyLghR/tScAlaFjCvy6NP3AKEYJw/M4H7iQ3pMmTjASGwGECmHzgCVyugQMb1oQAN6ZHwWzaLHApXQHwFBoSYReptfABs6ewjYXHcE4UcXh7YUOYx0sd5rqEebwww9sLHcI5UabCNhZ++ICZOOwi1QaeQpMCXEqHAMym1QBuTDsBG9bMgcs1emDyATIwBA5fTZ5kEU1cjmhHpR3ERw8BsZSohHeRUD7SHvQHY4MXAAQUBdNEy9SADxQAhw6DAIADADAYEFLPuQMXJO98IoLkWKDK0Iy6iUiEpkhAjRAjXFQK6ETB/dH71ofVrfqA8t4nBwZroZR7tb43cWgCZ9eghfNaTy3XfStiswAd7jB6wOinkyMCHtxvDfY83qr2cenw5dbenmdbpX3T8uF+sNXhuaS7DihVvXPqChTbPfINVhFv0b9HhDIf4+nwcoCIzwaJ+Gao0B4MO21ZacpFguR8QW63uQ6nBzvG5dTomYz8P3i51IYXAPWxhgKaJum9+MxxnbMJt9aphxqaXKkhCwiE+4wBlw0H+Rhc0OdST8szzZGbLHKjqNUBdZxuGN1xibxanlGBHEZkLtDJbUL8tZVL9TBpb1rIj6NKp6xcpT45mo78m5zJyjcuOiCHqzZxzbrKamN2uOdi9yht8zHlW9SlAKD1mSd4U0w3Ft0oQJZTAKzuXoYw+buy4GvR9zxs1b+IKU6unvNH/4+XS/2QglBwm8OdURZ9GJ3ZardU+3jICW2v2KyYNuDidB85hZBA/170paubQCccOaMKryWOMDx2AJqHwVfBuQPKguioS6HlLubKiIE8LSkCAC/NcxAEIXTqXhTfI5a+TxL4eCriIbyGCihVDONpKjHkjIpNhRCextd0CkninkSQSc+yYgqKKUOExz5bUDaWCgU4cd63PpYPKOt9ByGgDgq9B2vef5P4Dh6kIXVUvftWq6keXdiTeJ5a3cI8Dq8DT8YVOQ0FGqCQOvcVAf0PQAeANDuL+buB8eSzDOUxhkZp9xLdXsb3kcqhelqKO5maHSwJXu1034Ie9XXcfaCm4X7rZH9L5nh4OxhZV45RJ4fQvG8lbI9bk+POy63T8X3fosD/cLM1nE9iyaxryIJm5jSMZKisY/99K4G/w2FWOb9Sie2+pasPqMiS2QMtnLLSWiZUVoZtmsbXCRYxOm8lMQolcqIiEMoEJDZDSTU0IQjhBjVPJ4SIzACMuomLQ2gXUlEILWIzRKMm7uI4jKoACUFJNS8RmN99izJYxy0cArpssUz7WQvQgm5aOrBrHbQYEMg1S4jZU5bKBt2xcIjliMWYwBcskL3PPF+5fRPertB2EA5XxnLZq5UyPKqT1Z/xgJq9j0Ggf4zZ86UqNc5MYaNu7Kj3Kw5Av6Z3DSH1FBjy/d47jtCjR7HqfthF9sdZLXDxptyuByzJdbVMdwegUe5bddGlxMrFATetGLJbIOpes4oA3ClLocAlHbG0I+/X6jM9XxHZtytD0MOVwL5aEYBOVuIY9xx4HltPc4mpxDOC3QCAxANb3P3E9fiA02ad71DYOJKCfOqChfjO05hwU+zEQYYUuhinvBNshfuWTZ8CkBAXAHvetDywCyFKvmZRAPspC7Ggqx2x8KOB3U/OVwR3a7hdKfyh8eHKeFfGq5XGnRhOVgb4B9ThfbsQ0AYN3YPWWn6MdTYIMqIhSEB16fG+8b61t55Lw03F+cPzoAd4JYcJuvtWZTlu+cb3z9u15wDhoEUMBXPf0nWZOBruziUlLmgMn0uEI5HLO9Ktp/fIEBpAnMGQJM89z/Wr35q9ezFC7lvdyBev1HaOWdwejINV9lUZrPO7MDnZT251PEX/vv9Uae9bQsEuQuyeSRHDTchRDlvA8Fn3LQPygELtIpBEweosC4wEs4FcwH3zfWtS5xFttN5HXOh5ONeKI24qmzjIIUIv5oKQ4n1r+KMdt1IAXMF0zpsWhnYpGumuWSTQPWVBATgE1xFr7O8LFyyBO9/zlQngdiWuHK6W4KsVs+pklcv/3mrNYyYSlwZDnwGsm3tDh7uIA41xH7+u1nAKgPSd0OijYMp3XTAgw7MQJzeLXTjgEjdXRoKQ8H1r+MEftxRguuIV+JNAIrdrVgG0T1kIAI1Bd8QSv+4FC4HuA85XjLlRblfEHqjDFWO+wNWK2J12sqq2f0AdHwqCaDgYYYEZYSYVS7tvqPutOJxHtXF9X3eB4fFMC57cLGzBAUu4XRmT8AltwvuWZdSUe9miAGBnLQJg37RICQI+aHlSCyDplEWj+3csUF8DeF+6YIXp7J2vxjC3K6h6uMqGv1qJipNVJq57m4kcs6h+6Y76DJ0G/A3V7iYONMx9/LpawykA0ncCo4+CVd51wYEMzkKM3Kxs4YBL3F4Zk/AJbMJ9y+LVtHvZogBgZy0CsN20SAkKPmh50gpg6ZRF0/l3LHAfA4S9YEXC+/j5Kkw39Hb1Jgd8uKrpa75aCeZznKz+5gcUwn11Qf1jHD1dUr95Zgq7cUOn3qcOBPYa7jouyinAWkA4qi1W942LehznWuDMbXUTHDAEycU6CR1gI4KSB+IKS2SNjlAeJD9lARrQHcsOzb+PvWCl+Rmdr87e25WH7XCFBF6tEKyTFcDJvWYijg2NviRE+kwwN+aGDtylHGjkfeY1hcNTweh3haAfBVMe56KBEGeDWLgpd9cBS3JdDY1JzgVczWCqGGhq449HQCXBIQD0uw/ouskSB0HCF5r8OfetauMBheq+BlHfMY6eL6nfODOFbbihqe9TBxJ7DX8dF3UKGPsNoBwFE+X7xkUdwXNzNsZtsxMfIJ70JWwID3E7BhopcC5brxburCXyM1NGOmhpoRtkgUjGHauMxRLdF6nn/3wFBt2uCK3DlRPsaoVgn6wI6+916HRsteYlE4lngjl7wwmjDxRyn+EaQPapYPRdYdBHwSo5L5qIs4N4U3Y7uFKsPXnqfmvu8vFWqHvZwvSdtcRcutl6b+5BC8EH11ohzikL0btjIdt9LB1p9dGLhN3Xna+UfRPfrmw/iIcrZXGZq5UZHtXJKpP1gFp1on2YIVWWDWuix2LMfb37lgLr0SlMvg+4yD84a07izelyMKX0yvLet8Kcx62AfdnifNr0m5YodR60KHnXLIh7ymLggzutsrSTAiAUVvImaUQjz+AG6iQIriMgsWRKBWgWzGCNvMmKlQKIDTHjvuWwwMctGG9ftkQa2FlL0Ng3LdHggQ9aLtR6zdJ04FMWhLfvWAIN7IglaOwLFkErFdG0tysW6hyuSGL/akW9AfUeUPxPBUAJBnayyCiYiMgVZQN2I1mUTSgkmELEjYUhGtjINog+IidbrCVq7IlFzOuzaRIRNxZGYWQjyyhE1pEkkTSgkGASZqTGntGESEiKjThw38qxIgCOy9bTgp+1oL560xotHtxBy0kp16zNDj9lQXr1HWvYwo9Yok29YA32+6LzlXFu93bljYd7uELDK3u1Asunnax+7A+ow327AKIGGuJmngZNE4p7ozBAVuKNwgBN3GAbgMQpRTGIeaFhTGruHVaERERoCIkHV4EgRFKp9AQkogXOBGu5EBozEFajUYrUSYSOAJm0Q1UB71vdFn3cGj78ZYsAUJ21CiB/0yJFUPWg9UA51yyNXj1lRXz+jiWiqY5Yg4a/YClE3c9tt0a3K8c/NB6uCH9luFo5/InBycqH94A63LdLAm2gkHuw7u03mcdYtKM8ltLn+n2rbHleppsIuMMH/eqDceQG+M8b9We3X++A16MHSt1xGLOf+RU0zBFEIPPqexU1FF+yfjfF/vG7JSVRdtrnggbV+TJvemEPReg1FOaRGdG/F79s/cBRDpUDMHXNQhmfsqbMHesyHLHYoQtWybtztebtqjcPVyCwq1W+EyertPYH1MV9fxj1sZU1l0xInAk2yv0GGOUAcq8Br6uPT1lFdyi0jqRE/gXmCwArZwr89kB0mHvgi1wJzidJj/pHr6PjrTLdJQ1tzrYidFM74MzB1sBes/D4U9aUfccKzSMWFPyClVnOW5duVwzwwxWCfbVygE5W7hnu2ag+do36EqtqnfGWnt3YIgdamOulP6fOPN+h2Dw6BbAXW9EZx9+ygQ+syOsZ7JGd6zo63oqc/oadbRVeuGEHW5lf6xDcMR5ZSRczfCmNgP7nviUAHlDZ77OJnnusBPqXUAHeGRJA3ihFkHnAgTpea3r6dIzn7wQb05EoeOiLL5Q763T/W9QnHgQa6SXYCB1iAwZgu4AA9DpvWjrYBTpoMSDrmiWIwacsxW7dsTAI6IjFMG0XLEArhMJqb1c4ZAGZuVpNYv5kpbAp9zIEdaxh0i8BGu+MpoNvgCae6MCTJq61evo00nPdDVrySFR46YtXynHedtJb1JMPAxqlS9jIn2Er3rcMNu/j67s0tl3PrES4byw3LRk3DywftAjndeU1C3CcVp6yEOeu8h3LcRxVHrGE66LygiUQ7XPK5i3l7UqSvY8Ir8zVSi2efrJqtT2grvfFlJBj1IRLW+RMo/mGw3QPCKavQ1ynT+QdKnUUWzkunsmzpHCDsvd3PFh09XMt+CTJEZT3HtVPesmetqM3Ijhlul6zDuxTFiL4joVM90ccscL6Il+wxj6c23jTb1eyH4TDFbG8jKuVkTUeB9S9BeVYMXUJ4p2xgN8AIh4Ika5daKdz7l0E+YiVUy5m3HOQ9K12wuIl2my43ypxebxV5NLLrZZLz7Z6zG5tIoSgyEjU3R8Y38VIODin0uuW565DZ9RXCppOpO5bHPsBpeE+byel+DIkajkL0bnfuu0mJFg5CI241yAh9SkoirsDAauPQHPcvADp9y3Jnn9m5xhuP/PtTYef+RDm1WfmAlidUcN7b0Qfe/THLd9hPvPkZy3/5hvPou0ApxrXbuLTznLQXWfTzlHn28k/58jFuuUkL91+xbE5S/b7uALyXW78v/K82RGkHJxpHL9TDTywO4084kdsqHtBk3zWMbcHPcy4Ayl7BfhJpuiUPz2RLjFFL7fqsM4w9uI3mIvcA+S+vtRrVracXqxTlqx3F/2OReyjyzhiadzF5V6w2HZu0c9Xzrq1jNuV4A4tFx1m1Qf7auW4E8s9WXlbDyg99/lHdxw7tvXL2iVaOwucYfqb4o0nPUgdWMw13HUBnBJOJ3YH6G6wIzpHgh0v4BcNnHeew7oNuZVxeB2QdJX86mGetNwL962L4hjRvCR9zzR2A75pYcweIA9aMPs1q6zT9JTVZnfijkWto+2IRbEuWIPyz2e5xbcrPvTwJpe9WmHDozpZjRlzb6s9FhGXetgZPnkjKx6QkV47zOkj7s6k7y9wtPDsgqmLuPzcWt0O5oEm88ownY9933JRdrwVUWv42da1dyP7m1Y0cQ4kdNBqJq9jX7OaydMIP2U903e93bFm8ujDIxaB5YIFBJ+vBFl6uyK5eB/oXPZqhQ2O+mT1YTygrpVAORakXAqmzpi9G4p+X3AgzLg2pE9H8O4g5X77yMVcSF4c/Px0BgC3l281H94Hgawr4yeDqHvxvvW2HLdwTF5uDevMfdaaeYN/0wLLAXnQqqxyrfWwT1kcvwN3rGQ5yo9YH3PBAi2dEXC7b1fGTgcWveZXK2E652R1Q8z3avEYhLwEqT0TC7mBRZODiA6I1jUc11TsdM6424iO3OjFBXhOW28t6SExxQWSP0eivN9Kj26KZO5fjRCD3y1fX7RTeMr6qN3dW4+aDxfTuZyrBKduVxwI5HAlxO3VSpNx/gOqfB/v1eOMY9V9GbiktJ49OIO5N0E3nP6gcGCS1+hrKrovcQrEHeadYBzBjgbQXxBcXNz5cXbgtvPWsR7KfHW9iHFy9Vz/ezl+3ApJXWrQs9a8d6NNFjuQ6HW7ZsEXTiXpHcvMPGK1+UK4YNGInpd5096uYD0Ihyu3cNmrlWb9ODXgHld77CGXmXwpzD3Tom4k9AM7dC0ROTUsdyp33rD5CKHs+1AvwMizI7vdLYfV+KU0OkNwzMhxCz70cJ+1Qo9Hix3z+9SuWc+OvK9uqTvWkX/EQqxesDLf9ylxt/Xt6qwDdbhCZhe4Whn76U5Wi/YPqMt9F9AfF44t6WXqpcU8i8+0/qZ+g9cPAg6I5pp4vWCnAKeB3dG/E8wj2NEEPC4ofEHI+eQsMLhP7UblYeKAhavf10NPkkdCdm8QSb70Td8zCRSMUjrgVvW1Vh87zXjvSss7rWUf7Y5YsF7UFyz/Xmdhb/Xtqk0P/nDVtlf+aiWWpzlZvf2+cK8nO0a0XQ64hOyemSNuXNqBE+JaF58qNnei3zWARwY9XkAuaBLnmH7/+k0td7gIXQduhwBhmS4jA879u7CVzAPgXtctcjkttCm6fy3ut4q9+zQycdE0zTnjqbe0hH9I1dsV41xPuNy3fMYPqMN939A+Hrb35UpdnC12dbM514OFXF5r5PJUAZc7jbg8UsS9XjDk/dbaP085m4BbtTpMdXAAV5EvsnqSytk8vEenHrem/S8xUmctD243W+XxwQcI4YlOF0bC6+gJ58Uhz7mgbrfuqIeamq6k006sLNznxh13BH9ZlOOssNdNcreDspRrjExPQSRWfkQ99buAxf3Wts8fzj52K4IcWLz6ueqwR0F8702OOcRLK58B9URotAOoKu633nq6nbIU/G6of4SSF/mCNXf7/OZNf7uy/SAerrDlZV+taHgUJ6s/9gNqeh+iia4lgkhZYygZ9Ia5b3GYdL81dvsCQhTCrroDQW+KT2W5b2EQ6i9bF8bNm1ax7gPkQcuAjesegeP7XZNTIpdyua/0wI3V2PNx35Sz/lEqj8lPliGeg8PvWAzFW7gFuS+UKM4Q2e20OJRGL9n4jOrQu4SbyPuNT+B2gKOx6NPe4v3W2nPX+x2rTRx1+Ii1mV707oL1Nc5XEOIt77erlvFwRbbhq9UkfsL7ySrceEChdJHhj8F6+pJI850RtPANosQTD7xSwrVWR5/Geq67QSMdMQpvHj1nC/7G5D88E7wG94cABfdbMdiis+rAaTDQA4+Ua5YCfMpisu9YjmA90prcFywoaTpuV6mww5VEuVpVw56sQMo9A/8YAOwSqHjmlbwxNB8AdF6T6dOTnDsX44jJpV4c5nG/leq6AZIOgsKXs/wZBvR4n4G4dFfOFIob0k/EB3j1dbTvFO5bO507RB+x9615f9Hy85XoBk8elIUvWnnn3LcijQcU6kqhMAQWJ1kwFNkN5YASS2aXRMpsCRJEQebZ0/utuEvHW8EuudzqZt3qsynHwVbXpWutLJefar26vNMqco5YGDwXLB4eMm5XAe9whUi9Wk04JysD1b0keiyDegnoOwOEb/AWHYgJ16Co0zPn3ZJ4BN3RL95vrdnbJPNQIngtuR/di8nuw7dLAsqZm73BYq8D875FB1+nn1Oe+u7FRwD0BdzvnEW8AZKDMCGXoty57lsB4wGF6r4xqI9Txzb2MvbSame1M1h3E7zh6AeFBya5Rr8m0VOSU0TuMN0J5gjmaIDDBfFiYefHMwC3nbeyDkOHZFxdv9xwv+eRCMfcY2LKpCGVY2flgKe+j8A1S5nTdsrC8Lt/x3r2I/CINctFfsFaG3Ye86a/Xan9IByuIOrV6grmZEWW963uMfXjDscIzWWfS+nOmQhy49QeOCPXqtipArsbGY+AjjLZyYWDLqjIWYS7JeywdUjjavZlsDrl/HtGbMc2cmm5bM06Z9qEvDG1DQ+YHPp6caCnVXruxokjKfrFgoBzh85bR7wOhXddge3/j+K+tZgPqIz7PKY/jt237r7LHJ37Frj5/XHSkd9v0Ex83xIP3EdZT0xyyZ4f1P2AblfEBwDSC0To8DiGxo0hKXw/uekTOyADbRrZ3hUrdB8QXtTm5ZzxdPJ2m/ctme2VenNmipuEf7AI5dyn5qxT71vAfyhdsPoubMs9J5TbDL2tEQ9OUpeKwOEhDI1ZL+9fNKjhOLX9gbnVNLCyQwHu/UiBjXi/Qr6/874lgHXJ2mn3rW77B9R5X6LoxwXHVvoydWmx9Sz+X0udv+EmDlwYXyOy+6PTlLkj3A34EaCjYC/oLxx/Hj6HeXu5gfwwcbD46ufa8EmSIyjuvYZ4jH5wSWPPJOmG7b6lR3+A8vL65U7hlDVTuzPU0eQRy7aL/YKF7LPofKUgb2M80Icre8CF1k4/WS37ffHekR6nHxusy/hSac9qZyj9JuiGaR9MHlhS1xZcH35K/xSx3pl6p0hHRo+K7H0cLhRzHp678X3Qm894WOTBGF4V8SLWSdhJ5j0k3bdiWHhMIMeXJFHwGU2HN0RvWocqD+h2Xv/gvnWbp3OcshQYuRuyeh/hiKUOwMVI+p77dOPqJQ0JwhD1gCsAN2PSOJrbTuN+p622YZeogpFU1bBibizf4jSWmv5L9xZf/AO9tWryJW5gJBU3RNyb8DkPrVSDL/GDI6m4IWJeWNii2ohHfcNEMgdhiUcjYkkYbctvyiTGQCx1NQRMCcuWFkMjk2ohS8nN7X630FbYGGtYZgOubPfZpz2O3bfmzmUSnLMW600IgIOwU40t5b6/SpM5z/Q+1LOJvVXAB7rIlcI+GHyPg/ctCf7HLo+7JML4zBz4Bl1DB0Ylvl4n9zQr+7uTytHdtosV5hl4uKmfAxfAhRt96rTud0LY8QaEX25B7tk6/c3qGxiN9sFmZi3zVDTpDmmn7zMBc1+h+9az7jPPTMR9hd1WCQchyUVM4MDDRdpDPZzuHSrvvp9QRKBAIHtf1Z0LnK8gu9V4u3JAPJQDUpVUfUAV70OUPimARnWL1r0fCvzBw5YFGPT7FGu63zbd+9Tdt7548+Jlc2/ng3V9W1E0h9GpwDXsfjSRnsT3y8YWXGro3hD59qniek763neGcrc58FF7+IKV4jk79dt58wH59LJnDnDC7eDH0EVkXVdGZfOj3dd5t/vAJVkuGPS+tazzlvNNt/NN/KXDp3fVWi42nVydlb/3InDHtuUuNQdnrDtrzWveKKZ4IJGvR5jv/SEd7uYGd99dSMmfC2R2Lg7lvG8Bqa5WMfnJSnMeUEj3LU99HJT7sizKWWLzm/QpQgmW77557x1Q1xFXqS9wCON8wLgt4jgMS10NpU8GJm+OunbMOOhLJZQzE+2GQC8fMIS5ZhPjqTF9Z/N5VHzPxZA8GxHd8NwDNfdV5OaIaukxJuioaPlGFg3ivU75KB0mzHVB08fv0MdV5MkHRDAapWQC7M2N0YT2ByYo167vWxj0tNhTlsS8Y9XEUdcRCxgugAvWref/fAX5uOXQD/Hhiu1c9mplA0c9WeWLfUDNuA8Fm8cezUsC9xni1I2NTR9YUq4v8KdM5p0i/egfePkLb8b5SXBjIg4qhBeV3LMp5JkZfVQCcGIJ8JpVjHbKOvB3LATqEevDuWBpsD5eertigA9XTPbVyhH0ZCXY7xVQxxD+SwLoGVLhRiEjHQgyXguoUyv/O2R6NDe7uAsS07mdcDMTB5tCL5DcORHvW8DgvY8XEOlL52PO3MfcOH+08sBRum40ymlR4XeF9HrU+R7pbPdDe7vlvOv9Iq4rryhP5PetG5gPKJT7UoRvlACrAouzPF75Wc/7QOTUTqezVEd00aYYoShkVQLrOBEG5Eft5r6GGdyBEDCcurKJKD4RB/o3aADO9hWw832UasZUoEvk4qDveV8zIx4NktqHc5l3AvAwFziCz/JDNb4LB7yhJF8a2ZOoY6biLtNY0LCxWwzpMjEWbpFs74PctzJifUBZ7kuBsGNcxUvbfQtnFs0bJogeB5TS1yfu6SfpDuLv7ziCEwsv4C4OPO+cd/PxtqeHbYevySWsk7BTbu9Z/uSk+72EZz7zhhM3fOCb6rULecoSpncAypGJvGCtjTivedPersA+iA9XZnGZqxUzPMqTVYHsXk4/NkdcerAzZuKNRTygVuma/GU85aHuHuARj2YXUBeecDGVHea4mkMN+lipw0glVj4OjH70ejrifes7/m6c+qOZ7os891wr7VYQjkMOwXXg5qj71vCsB9TMfSjCNx0rgOYlAuieIQRoN4rUgQhNXd/pvFOox7wTNPTRgca7EDbM87Al3gQa6WDQCl/C+L6JJ9zcswOPPYNLCuXMTdwgNIxcw+8bLU/zKes33BV/RxRz3+cFSwKi85sb/XblzAN1uMLMC7xamd3pTlZx4uE92qJjb8KlgXmGwHkDRD8wQF2rfE+J1LtB7shyMFwgEJpkKXADmGfdfQv271sdt8L8pR6XLbc8U/WsteZu9LhpQctzoPqglWDfdTKR09T3rSDm3CXnnaN06xeN3c7Npt5KYDoUR7mygnCied8S3vaAWrkvRWlNaTi1xYlKA6Oe0cWISgdZn9jFQKUhUZ/rYlSlIajP7WJw0zGsz6piotMQqE92cbDTAO37Dbnc9TpIBp5qfiNSyFRvZDEjUgnP+zuXTqALVHVAPF5UD5mAyvwF/Vsn1nEibohkCV2Qg85mg/8A6xXF/thGvFhI89qb5qog+LG+b822PqAs911AOy44FunL1KWAPYudOf2m5galuQ8cYNo14XrFTgGdNnZHf6exR/CjvwB+Qby4uPPj7AC8xT4MObTp6vpy8+T6uQ73Iui4Llvy4IxE4UYjyQHLQctfXJcxp+/8Xf4ecSkv1iGey7zptytoHwSHK1u87NXKGxz1ZLWcfS+vH9sQlz7YGYW8cRQeYJOvVdzpBnP3CfctNDxeAF682PkFdlOJBymey2B0dhpxMFy2zgvOiGQY9MA7aMHvvDbPfsqhfDf1++gDLkB53xpbzleIueXjdnXMA3W4QswLXK2s3elOVnHZPaBOis05tmZcUkrPdNJvPCkHBN7rAuIphH43yjmaHKQLCuUcwLgVCQ8I0pcL4SAdpC2/ISsBg2QsMTZO0ikLOHVdEu4LVmAGpduVE/RwBWRdrUygk5Wi9V6IPkbgX2LAzlAXb3xd4kCD4ZqZPnX33SloR+vBw1+4Mc5PghsTcVAovIjknO7GVFOii5BRW9aERaFAVAmymIuVQhOw8O5bdzpFDyjzfffTjgvHUnqZcimwz2JnXr+p3aBqB4EHSHNNuF6wU0Cnje/o3Sn2EfzoL8BdEF4M/Pl5pgFvZx2GHW66urqweXL1PMe9FlCDS5T6Z/Q/buQa2B04F3Xt+OlwyuLb7lhnOcpHrGe6kBcseKTPM9/02xWzDoLDlSwu62qlWNORGdA9Iv1YiL500s806I2LfRDKAQJ1ncSdioJ3NnJki/cFyQsdOTtlboP1cDG6GMbPGcM7o8vWe/EZx7A+B/pJv67KzGOozovB/BnAX932iQcRkguH4JD7VkbMDygThcPHnvxLRLwz5MSNDWseEDpcK9CnO/ydNtORH3joi5/c2eN7ayMcCEgXEYGDI1qSDTUoJtAsMQBAfspyAN+xTLIkXbDwR8tz3a5K4IcrKPVqlYI7Wbmo95T+MQj4JTTxzDBx43GbDhAc1wDU6QrnDoV55BU82sUn5+z03boJDwSSi4TgMDDet/7kfa6+tC5bY+HMiW7wNy33QH8HmL3rxJ1q++/AfetTPxL0BSJ1HmPcqggHcNKLinDI+9bgZg8oz31S5B5HCrws1PGsuPcmcfdBMYprREynUKg72giOkMmPC47QeRTC2ynkcKDhKp2SgXuxpGOz6ZKUcwacfmOY8gfiZnE7FaLuTrgjq6MHnpGuGwXXYSl12RMeA9N9CaIb7iEEcDrCcE5rT5B3uiCAQuEqCCBONgxCqzogHhN5PzCUuh7YfUsKrKesreWOBbGOWHnjggWt7syA+3ZvV3zj4erEs1ermTlZkQ0/oEreZwFTFKNMh3FYRbdK0uXdt97nXIArzizZtQ4JknEdB+S+5RapX7a0pTtzRW5ay7YHOqRdP/m26A4YZr0LHN7P2eCboN2BtkJXRr0OxYl1g/5NpmhcP7JcKHpltbMouvkwhwX8asE4m7a7HdOPAmKh/6tOWRD7jjWYXH3B0tjz1cDydmVmDlfFYr5aocf/HU9W/gE1cZ+uMBwLGZcgnWfMlBsLlj4QSbs+cE5NmXeY1NEE5wKMeU4R3Zykg5DQBSz3vIMNS4ML12MtEbxmtdFPWQfcHYtAOWJ1ci9YEoAgy7crFOuqXa1UrpMVgucelDw2YLwkOM4Qp25EPPqBkXp9gT9lMt8p6Ucf+QsQ0/lFdBORBwHCLlr+OQKA9LgltkfprIV1pcb7lXK9CO70INjdwY6jxz0Xg1zOTafcyt63fsOhTHsl3Hwifd9i0vaA0rkPvgIt9nLYwpTY3Iwh0w5GtKlrkeZOxTuBoeBI9PvWWX78OWK9ZYwHUOYKxHheCzsLoy31TYtEDlrQjbh+J3L6uOO7vyluj14jLXvuAUC3fu5s5YD0RCm7D2FTJTrdfWtQy1nvjjct4js4VaqpTuOOoRyP+Lhv6S/0zld5Nr7bpTfJcHj8MEyvVvFqWCd7OoqSlbL+juhGDzUXFtbTnIDd5XnfEkHpKGXlIkeBz3Etj1tEk7VD3Lb0mLz7Vmc0CSQe68S7JJHOFBs3dKz7gJhyvcI9bZDvVOlHr9yLxO7rnV24/bsJdzgeBObq9EXz5Po5IkDMhfigB608kYo9SsdRek5ci6nckzul914w95iJvLRpOuNw3wBq9IEC+jWI/xRA3/3gH8mZFwDUc1l2G0wdngxXTqFnIdDYCq6QADnhIRFSBQFn1AK1HO45RW7ogfa+Dug5pgRdoiWeaZNuPBsHFE7XBMrpAH8nxHgkUC8Wo/smZ8nenm8EHHYf2r4Kv5R9Eu70o3s+5thkdkkxzwTphu2m5dcHJP716Ok0Ft0B0I8M8oK1tu085k17uxJgD7XRZTxybAp8z0gox3BU99IjnTU941VuWrshagcdD8Dor4V6yopTLnI3AUd8OLJgF5vx+ZKzYbhd+qYYHi45SMHk9qz2fYsKjN5l6+IYv1F103rzA4gHLTX+mhXMp0lPWct6t37HcsOj4xELuBfHC5ZO9OdD3qpvV57pwZ10TYGeAQxSOXBsFXVpI/fZM9l1E7zhdAeFAyu5Rr8mkVOSUyDuMO/EuKMNe5HE89/Z4tvRzY49FOiq3VXoJCnuPXXfCuPYf9xCVr0E9fs9zlrN3lhvWjVz0AK3JLunrLK97+Mdy+1H1RHLrIt2wUJvnAlwO7crMT7cw5UzuPJXK1g4/WT1Ze17jMl5rPOhlx79mS9648QdQEmvZfR0C3AHQEc48QvBPl/lWcBvT7CDIHJ9YI7C/NpxC6TI8Kz1p00oA7lPGdzTliPumptPKSM8D+r7BN2uhiMP0ZqiJBUPqNx9mtOP4469dll3iTRnwTOUflNwY0sHaQcG6xp2/YGnxNOJ3QG4C/wR/RFiLuAuHvC8TmeIbn83gB8OD85enbzUxmd13YuTWV3itM7opxsF/sBYfw2hnkrDuyLo6B+5SO8/G/5WblcBzIMCXvnVyoJ1Op3pnqFSxzgd7RLDPfPI75ve8OqDqAM4/RrtP2Wg3S3zR0L6/oKLF34ug25WxGGAHmary259qhq/sVswRaJCuP4d/uk7+64T+qNemIuH6lwI2q0V4aH2+SsHcCcGTk73VQqpnkTQpMgPgBxSxQGN961MIkjnHb0SKSqlAaj7sKp230JZXqqV07s25H2wmU73/h4wMTJ5/Y3RfTm1d/+UrPb7dop1jhdTGlQ8YZmNyfc78oUHaAM/7IUUY2SQ/e4yC923MjO6gY1E6TS4ga/F8HbkLXoZpgZrG1FpJNb1tdjIDiRrGI4m9HeGxbSMTWNsdJD7VgeE75PAP64f47XLoEuiPSueKemb1I0NO4g7MPprumsn8MapyqbcYQnfEaO6b+XCoPPb2SG7Deuw2LsqBDkJcfTeDUS6BOWc8Sx93zLbBy2x/PUeO+3f7ij90ThyUf5+1v57o6OHYLor7FLpfuU90R/vP+aYvASjPVPkN0FuYKoHoQ5IlNeP5/7o6S9/h6KOcKILhOFZiLw5pvujBzuGF2p8JjX6UPoexLtR+ZlPaKdJ7lsvZdzlr8H94SV1RcCIFSGpdVRm7uPAOa4dg/plwCWgnxWcudRN6saKOYg5UO2azjVhnMJPO3BHfHfxI0BHj72gv0Cs+1CdHbsd3Yx1eB4AcNX5Svzk9Dne90Lwsbl1qaF/Rv5vRNgDe+U1hHVqW+6a8KOTcMGC93aGXHvTp4fptkufP9APes8zqGPcnetSgZ5Jazd61IEIdn3C9k+Ny6Y7Rb0/5YgwrlwIvTP691PC3d95WBNO77el72uB1wuI0V5nhni78aBMJzbKLlhHOQl0kWM8zwWE/1YQHIcyjveKiuCgZ4BU+qgQMARASCA1qQgV9xxpN03d9j4smUhvscdojectxwVz6Kndt4qWBy3j+nUvjNMV7C/sKSEzbsys3bGwfnRVYmUNuQwGexYB7+YsNRzcU2QBjO80QHOkgfZCh/48xdkAt5HeipHDJQeNcbWEF1qdpPI8QYEz+N6pgaXuc0EsXV92ne4QG4694j+KmC0iomPcENxnKu5xoMAvN1yKs9Hh32z7FA92yNRrPWrqVDf3rXlHfSAfuGBoUV/PhbwC2OHnoEDgOjVYBag4BM9DGLglPDXdfRfk0U8Oo2UPNUag4/nvOwUdR6imgrNqr7uv0Qg5b6FTiV24s0GgI2mFVnUh2cH/ghUKrq6AcT/8AbMIQgFezgDU3WA471vJJv0+jd+4Y3GOInzEKqYXsV+wjts8l6lb2G9X/6ZDtxpXK5mW38N9U+FDRIARwvtWgMB1dp8i2LlWPdxT5cO4U5tTflyoSud5z2H1NvVGgIeRHcb4Ko+rY0+CO5g7GpgdwcUYWGvb+xbcrsc/TqPLuOMhfOTbiFPPt13Z5eUaAz0ju1f52uAbS/1uUtAxUnfV1ktlh4ejGjkCbwjv/esHqZurYbg/4okulLWb3CE6I0lQhmQasJEAbmjwkaE1SL1PECa9FfbGM1K1G+oBhfYz6Iovzxc3Rs9xTdkboHdCYxshE3g2JNwMxAOR3Re7sPXJK84mwveiXPOMfPCNExcdYFVct0pw5pSm5e5z4qPcb9B5u3Vrq4NM84uMP8Giy1FUeRH5bO0ob9ZFdbO63hyJpVcWdBdE7+KNnxf0bZabHD+coFwN+0mGHAUr28DCWEfbunJGZTNvugZqJZ+TNwJxVzRQxiek+1TqHgcfc9rL4qWRnKXPFOxNzI379SCmpl9Th88pot5H77B0hHIE4gtSF4I+v2dq2O1EDu8Hya6SrgQ/OXnO/V4A64BfGmN4H578BtM5YL1dE8TT6cRd+TkiFBfz6fPeu8V2B1X7RQw5R5Z7N/8YdP4Sm3DmybhhdA4opl6HOacX5B0Q2lGEe/FBni3FN1D3gcx9Ddj7ODk6gfeGCuzYsIhfGov3zEhh3BgR2wMDsV0Xjzwm3F1J2mxMfDFx1EmMQLosGxKluC8/WYl8GVtN7nHTH+VBkvCa4K7n/04xNH7HG+4RTLggvtjePr8+eTthOPxteTXlcD4f72WwHZuNL/UUPiPz4R+YHAMAxqlZ8R2A8ZE37UUR7ZxO8rbfcGBfeRmPdojFUCh9AhrgfXmGMNfaLL1RiXwBv4tCF3QucKgXigVDoVLO6KPBNwRn0op4pwPW3p2odnS+xA+IJKINiHXBZYu8r3c/x7mULvtjZ7HsdXOvykF/4DWM2SlF545q2xEC8oKkns/OBrs93QA47B6+dRXukn0S7oS+vL5xybyfaZAbz9qBpnVtTT8F6Lvx/6hYa/GMFt3s2cO465IeP7BqtJLfgBw4AxSKSoT6cC51OZTu91k8dG69iukhK825pOr587M3Mas4xtIxZshbl55xlHpSDxfTS/lozqvaM7kPJZDHae6yfon/O0tW5W5gEuJAwzS6BjTUqbWW+0p5hD5y4gvSC4nOr2eT3CZvSDz8HRC7GnCB/ST8xON7Tr+cutTwdB8OdgN2DpSE1/v0aXi9YyiO3rGL/HNW/m504KFNcEWvnJFwL8N8zNFdsgAl+zdg1AFIz+sTcaqKugtyHh2QFyDoc4Dp9ko8iEkvIEIH3xhi4ha2oZH6gIYk3fQYQ0zcyhs2kh9kSYh94fNy3xbaceGxSF+mLkXsWcyZ6zc1NyjNQeAA0a4JrxfEpw24L95d+BHgo8cu6F8Aex4+P+P2dpN8mHQAwdXvVfBJsqNQ3htGHJsY+hJZS+zGanzAsK+HP6dx8R1APxJMLnrwz2km3P7xgX9/qUcOPYTvER3tGADoXurQM1H/pskbUvWg9QEx9bpip/Sngv1+5U5IHUF4NPj7vS7AyNmMvSV82HbYmy649VM0tON58uO00bO+HxXc9WuUnP6v6p02+wjgv3hHDc79VO1vnfM7dM/oBt697kPJdWleeM/jE0dMBfUkaLlp92umnBcYtyxrhQeNofRCETpw4Dm6b65EaaCd0tD9HuT30ZifXlab4/0AptHgGsbKc1+cTOTfX2H/+I5EDrGzxT/ThtBwPqRjzJC3rjILOgvz4qZHGh1Q9dtVRjF8XhNs+Qc6iASkNZaYaYAVN7K+I/W43wGjwiAxzBXygXdpShbV8d7Nq5uAsnjK+3qqTuFrcwcwlyOwVF7Aq/H8QKHbg2IOL7avLrtE66efee8L6dgfJJc+aM/8MGrhgX3N4k4LC74rJPiocDEXRaJ1TjjibgmJOiQo7IqwM6bf75E5HkbY5WBRZ0PE82ZwxB2Muh27hrieKo+6U3DQkersBcwB58nqcj/MVVzl+UrMSfAPm/geCu8CLwGIOwMo7gaY+ANAmesZdqcnSnen/Ud7zXuTt+RERvSIBtN9KFUq5C/MCfAKG33gNdmULwSPs4ncb98sxjs+uPh3V8t86MwlfjnUR2nGgL0PAJodOS0v39Ga6UCnBN7+rYdMx18xPfSE92llf2MeZvDNAAapRhTd7mgXyM9bP7Pyt7HlkIyuWstl5cyftYjSMeYAI1AyjoqCIHyUGrzfhXUhbHIWV7tBqw7ytGtsIEi6z0p6x72DXg4XOhtGPG8GStzBTOHHNUbnUGjCQhjA6+wi3Sf4FuKKD4pDyaVVxN6JLn+D497TFQ/JoeWMRqIggPNMu99vHfdoQj9xdVFZ11gHWRjobpW8BopR89JF0gVM6NxZbyfTgS5zpTHPv31EjilEKn4kuSEZyZhictoO5e458FH9uKCS8JyYdtvPD+CbS2alQHlffAXtuAPjQyfkRnhSERmRMKTnxtRtwHgIEbwKbkfE1QMjfrZXEDDHFdnDJC3oUtQYl/SHZlSfmzneYXNwiJcKcVz6Id4ibGzSIfBMJG8mhQeX25VRyFlwgMYJA2IoLWzTlxgCYync8GBCSAkcAN0PcukYXJjchy93XHsMdJeBS0B3Vjjz0puUGwvzIHagmmu6a4o5hTtt4B3x7uKPAI8edkHvAsecp3F73Uw+TDiA+OrnumAfme7eEiJ96Rs5Q3VvCA8HCt61azqtxdzd2aPs4YKT5Zxmwu0fH/j3l3rk0EP4HtHRjgGA7qUOPRPX3cggB2Ls9WBOAZ0Od0d3R7BHMEcDXBBejGLnLPSWpg9fDwrw6vILOCk80BLRTirjpbE2dQNPFBH2ga+k7pbG55J7I/k45N15OIZDUFohDx2WJXcfIBF0CEb5rRyKnL/gN1J0IOG9OMbnvqEreHRcdrxXFARG2S0uMIS70ZV1DfQDMX4cUSprf9apliiOw2e2lEVRyPPRvOHkh8bK5VZOSnH4FPd0anNMWMwTDBXrQ7R04llUo6VxDdUl2lbPdyhQqotzwmGxwAdhwQuj4poMDDO/gg8c4D40g2n7nk+M9dsC3zgM5wXXiPTuiFbNEHtHKVvUyhoag3gp5tBwnJB6hjLg+4GmLUrQRv0AVbYrl52hZ4Gd2P+gM9hrgDJXkalPY2dBxu1CHqq3aZcLKjzMIqKOzMEEYWSVG90yf7Ucbsmh3mAtGKk0HIJIovvsg6sUgiQj6PIYVUcKyco4NOtNwxB0VkDFTc84Poj5N1eOfPjMJCyd8QyqYdMwhuoSDcfspEaYMk9dCqN0PCP5GQH0fkAWr5K14OKd1m4BFImK0tFzA74hxA+at9QllBcceIlrZ5cxaVSbrIGppO6UHR4Q9ayro8XUnSiERmYUyfvkc44Dj4HusnApSs9Szhx7E3NjaQ5qB7B2DfC6sFN6p4y9g99t4BHR0Rd2cfH572zE3Q4+zB9YePV7FXyS7Ci09wZU6ZfG0Bm+ihva1w4EuGvJ5rQJvHuHR+3zBaP1uebs2745gC8v+eGD6Br3OOf1sclUudRR12cwiu+GjBQ7wFwP1yuK36lEqt29rLsj3KJ5YTJVnZfqeRuxqA4jUqMrsh4+YwtoZlLj17AOdKSWw9LRhNRBIi6jPc9MpTAayEexJPcZ6ToOjgn6ZcGlkThLnxnWTfxGWHNgqNeQa6X0NOA7uneAfQQ/msAL4mLBzo9nBd92b2cfhg/LuLpy2XRyfWaHew18bO1fqqicke8bMciBrcvyqTZ/BwnrfdH+dZb3duPhh26aK7586qHtXgGixwITfokjnQmJN3DEAzDtOi46dRB3NcCRhLqAi89o0Q3HHCJgVxvjWUG57RR9QVFyiwMdURA1mmUT2NC476GVknVBNCM/1EMMk37aDEbQDnrb+0bqWXTjbgNJw6GcF14l0rujWUVD/Dru7FZva1hSKAfYQDPAAXaCCrD7oG6UbJ0tzun9/gxlx/c5fYxlsJvmEvW+RiHUhtA8QcjnqLmZFrnDtCy8RsS3RwzX7NA1XMVlLAtjheQlGjoin8UCRBz9ooJq0GFVMljw+7hF8tMv/4aqM4Ym0QLGuSWZNw3+kIW6SlhHMPAuDATGu7TR+51jtLLCbu4+MkRDSRPwWn7uvvZv8wwkFuiYhPTfxth80FCDWsU1K9ZC3bliuLG77JDaF7oW6vdRtAjLgBtpzd/QLrFxXE5lhEZm3NJeCmlR06EhAB2y+yaQHTePOdVl9CVpZ/VnkO4mcEOnD4oOjPQa9drFTkmnCLnDeAdYR/CjAFwQL378/HwG+LZzC9th6PCM74PgUvtJ2Mn7e+bYY9PokkA/M4ZvcM19fyz3ev2clgvvGMQjbXVRxuRcnXb7Xh3wu0t+7ugcfA8w0cdwrkthAT1TJLobgfr9aAfORncNEJ6q0Z3sFjsSNC440vvRz07522hYDh2jF4yfFPFU+drvmG6tl4CLPAPSBtYOfEmvR4Wxu7vPz1hCs3WrjVRgCxo+91WiPy4ee8nL9KUC8ayL0zcR7qA+QB7r/nUw0VPmaTDyHUYfQR+Z1AXqQoXz/JkIt783YA7Hg8lcnVxqnFw5y/teAjg2dy41Cmf8840GduCuu6bQT4XlrhR3dE5dhH+eRf/daPwhmuSKb59oaLn3gcixx3oZ6pIcUc64VfoGdngw+oFVq+/XtCs8Beo7Vu9ULOqoKnC80FH0WTBvl75ZTeyhgX5lYY6kRCe0fTPtN4raAZvXAafB1+ij9H9B0v9cn3Mb3x7ox8t4eGyF7D4JyTm27blExZ1hI2987PtWDohyjXZNIqckp1iDvhvgI+LR4C8ALgJ+Pjg7+/a4Kfiwcwj2Kuxl1pPwE05+z8d77D/qKZ95hrxB0u2AqZjGfNofv2PeovAv7JqzffLb8L8e3UFXvPc+Azn29S+PXEKrPFP7sBtO8mBABwh55/oTnXrknZ53xJAj78TABXNgzmt4m3ebyeIQMr5M42d69R4UeI5BBbZLECABUm40sHagH9lqOU2T2xwfJVhScYROfzzD7yQguS+mm4/jdurSS5+lziTmJv5G0h/UD7DmGvD646f0TwVzB7s7gCPi0YRfAFwk9nw4C/bteQPgsPvw9qvwC/aTsBNe3bNhx1azSxr9zM7c4OkdcJLPkNN4u2ORHP2Ti/bps6j/Nx536Ka58jsnf9r30lMc69JpiGcEE3kDpzuQE9DrBvgUi9yRlMiRY3m40IjVc4O5j/MGXuyAWJZcKIKHTAQX90GzL+2xM7zaDcXX6OuMhLArd3LqEcDtYjwVnNceu5Vm/VB+RmZ0Afc+HaAct9gv48A5Wx78m6U74mBFVenrYM2prD13OpAe6YHgQqV/nnJWCnBb68PUBwV0FdmFViepnseDe6SjxygOuEQ77Az52A2iYw5QR6/nDpxO5+5mj47GzlxMZ30uztO34plDYbQ1YvQ+wuK4Ru2yvOcsAy837eA5iG4591ovPyXSvCNuO0LhXBCU89nZ8bfHDYGHncOxV+EutZ+En+7kno8/Nk0vacwzY+gGq3PAvV/TtKf35F1+OuJJLtbxnw93bqHtQUVFshWsBI0KeOMeiHq45x0tjykYZPHC2Hc+H97XWqsOTfn8hZ3mndEKFpnW8WVMG52mNbAqaTllh0rEVM9YV+RXrCHp3M/ucrwB8XIz7LMO3t0ECvogAeXXa7XilEj5HVyK6FDlBSlwLiu3LzchtL+HoKHwyijejjKpvUPKKGr3ah/VRu1po7sOw6SUeFHVhH8w2KFYvpa77DgRkN3sdDq+EVTlPgIa68zFMX6OaOjbkDRxKEPzF6k4/zw5CI6/hl1QAagQqfEpGb+vyPeTFUobdK1LByHIefe7ZI4HEnc5dNkYUsDQj6oaj31UkOpimj0/oLekYR7MoGGXEDznzEDMwb2B0aXIimdQDfOdDxW+c1HVV4mQ6qjRTp6Z3kdp5Y5tJvTSY8/iz0Sq32jUQeQArtX3a9rCp8TpYbC7KD5iPnoqjy90RM/nWfl3u/SH40EyV6cuMU6unHO7l8IeW4uXKu0Z//tGwx6YFlwTvFPbdFeIHM2zF8VHzkK/N2b0EKa7svdP/VnvbQzk2Iu95FSIM98k3PAn4+rYa6OXnka4O9wpPOKEjhc6JnaGxDfcgj8UZBWX6mLujCQsnfEMpolGf8EvEMMh9YIAxdh5E0lDE2HIj+A+Uy33WDwhL7XmrD7D+MNNSnEP1AviugGnxNPjYndRfMR0dF4ee8EffT6ffYS5BXrYOnTjauYi9iTsiQf3XBHH1uSSRzizp28Qagfs3zVHfrrP3JW/I5ro4h3nee3arc0POm0uNPjUQ9M9AqSPwehL9Nt1JqCiN1r9gbCCXnPiUzjubh4zR9mJw4UGZuMtok0HgewVxjzvdv8t0dIfYFkpp8PDtBDUdEEN3QWFtk9Al1EZCq0WJ3o3//0DIQAADpYynv9OAAAA/f///1oAAAABAAAAzmoAAAQAAgAotS/9oAQAAgDcVQNK0AKwOBAASxe8m/AnCQZ40NKI1UHIxPdVPyK++R8qxelPthEbhm10LNnUS8AhjPHty6rH4wLAwkIPNGTF+QrrCvkKkyRmdyLBP/ZOBLdTuhORQexEBwQY24e89qHDVrx9SMODIXGs0a63L2GaOIoC25dceC7oou1LFoyQpPj2JSLUXUxFR4mPdBcX0SGGAbOLZ0BgSgXbxXTeQd3MLtbynu7iIyFc7ASqi4CpGERWrYNZYrJb6iR7g82jctTl3oBTiTmxaG8AWhsGI7g3QJ0jwzKyN3i1Ye/i7WPamXsXHxGpCSXuYq0vW+OFXUwH5Vbgxy6eMX7TGd3FRRDXu5jK0b5E5N3alywgjXXtSy4+59pH+xJmAHQwMvalWsz20M7kgMDcmNbOFBe5gW9qZ7qhJiemYGcKhTvd9yYDdm86qm4FCPemtS+2Rq29aQWXmlCMvWmxbqunnVXuTZ9tZm2MZFiMYTB55sQC5SgdW+rJ3WkJQ5ZYe3dS6mHVmrc7EbGYinFgd/omgOpa704FPui4mL03QQF9GhPZmz7ZHHigsjctdmBKhdqbVkwQv5CyN615KfFh7k0PmCRFGtmbDCBJ2e1MoXULul87040LR1FcO1Mc5G63Mzl40Y1izOxLtUWcCr3T4J+TCw1OfLBOdBWcxIA44VJOYApNr0ZNnAyaalDmTRyaoMpNMjgTKCATDSTiJgJiB7o4JxVvSRCfORHbwRDHaBELcRWT7iy55CwxILFkttRCypIlzFKsD6YGakxtNorWdEWbkEWV5yLHBUU4AihKgVo0V1dEgUSRUVkRywWiT9ecKAdRhz6ifI7IQOaQkZtwG4SwBijhDjPhvRBhGD1hHkXCl01hVSKhmS0hJyyhC4y50AuhSiGhKk9DSEmG1AKHCI98CVh9ybJfDjfO8q8Oz/wr6qiUgwsQuXMwkwy8HFzWojMHk2A8y8E3EP1EqYQBuRkHndna71BaBUsjIFzIeVpylFF5y8G1rU1Wc/ArWy8Hs6I9yMGhHycHS3Zf5OAbPA7kYBKOljm47AWeg5kCa+TgAkYW8q/oV8eQL4ccXzLtlwDWgbF8J3ATNt9JQ7Ak3znacJZ7Xz9zryVZg9wrg/U097qByMu9UCTWufdblpZ3YzX4ibqGAYlBB53h2u9O2qbFEesB8i5hXBkVqrxrGNSkSd7VERVEGCLvLgYJ+7GUd4uYc/KuaeyKvBvbZiD3fskwqSpzL9QeOfe66dnIvTJUy3KvJYPc+yqm5ztHcUnynTScCflOYHpnXYCmSZRmyYfm6IWGBwbNgQK4XCkSuKBtLuMqt0UlN0Mmd2wh58ZsR9/bHKHbOaUthLxtHsN5mMewK+Qxox7yGCapeQzsHzeXqUHKZZAKc5kJLHKZDkJymcIfMpngXKbKjJGKGbMaMzGwZtK02xZy7pK7sJlzFzMHQYVzuQtXkTDFcO7ig/xE/XIXoRDnFrK5ywHu4mVc3rIKxqzqyVuIvJKGrshbZsi+uVTzFjkWeUuet8wkyFlGD+QsNzDkLHCJsy05ZgvYzHYnzC4xmA3rMPu3z0qeaVv4aLXUtIZEaF/PtWC1kCKu/Oi4omLKFStoOUvTBlYnZgIc6BEg3hLg40kAgQLeSRLfQdLeeHxvB2dWJ16shGWsUnx+dcmqiBqrOnmqPRaoesklbjFL5O6WhBCyZFDGkj+6pDWMOuSC2raKuriUOqAo1cwlNZJJTyqTEzJMpow1SSvSpHOKM4fQ2ubFGgSSNZPOLJhOxFU2CxG2FyTb0IXtXvU8K/EUrPM0AcEzLswTC8ezi8l2v9mGA9heaDaLZSfiuzNrzcTAGoSStU0MzhxEA6gxk9RjlJtPPGz+bQJtaVa+ab650PQSptfltIq3zDWHzE93Zuo3s1Y2HYZKm1OkVbil1xQ0vYOabyw0K938JtDmn4TNJxzUY5JqzAWcTgI4QvoMecF6pC19bKXxaOQ/+sjjPopIerTienzR4AjZ49hm5Mjl8o2KjVpyjKhXjHewjDEqIt9crFvFJlHFcZWihBGKbBcUUejgKkJGUZTSCaSpEYiIK0DYVIIYdfogJ4I4CbL4Nbo4OSQkCYaQMw0hnRRC91lhVqKXLwwixJ8RfL7LM/5c10ga6ujPnC0wqyR4w54/Q2+oodPIG/Zo1AvfbdmfJRY6Ip6Ghh9lVdo8jTUpVVRP44tAECEVT+MpHPbjh6eBk2TLG6bKuPSGPR7J3lCDJyaVFG/YY2LNnzlfVPpz3WOePyMoDAJamPWD0J1GSOd6V8HPiGFFip8xxGLUD0ZGeflBc6MXhLLzLm+9oIsHjV7wgZmWD2TSdvaBhQkW+MCxB36ikWGKMdBBhQW0WY9Alsk+WGwx/PKAhXlZlSgPWKPHU1tViQcEohpECOsBNzPDfvDwgFFmJvhAHzEiPnDMaewDC8GYVFF8IBM20lA1L/jAwpvL0gu6cNLzglDGftDcvfSDkXkTP2NIRdnPiAFL6AJAX4lWP3aOnyaiHxrO7xCFn95VjZ8EK343PH1sB30lnPQxvfK1eTwfCD7vmAQQHBJVRUaIjkXKvrlYbfBeIuBxg/AYzMBbs4D3I7Umb/shb+9J72WAnqDgB3KJD60QQAwQosOsCCoJeztN9lwlR7iZkmFNAL65VjGrEriGKQqNgwrp2qtJnspig5KU+BHxFeJcy2LZfAUMO25fQQpHUOGcryCjJEwx7MEoxfw8GAbKcwtZ/xXlZfEyzn/JQcCs6vHmUR2koSu8uenxzaXqvfp8V5EybVQZSQpXhQoUPoSIxIQ1IfjmYn31E+0LU0yADiq0a6+SQpbFPv1Y85j0VeycstjcV5VCeWqvmvoqWbagwg7eSkwUptjjrT4AKeGtSrHOLar4qy0Ci5dw/qqTjVmlwGOtqZGGqvARDHS9uVZ9BPSAQZ91d+UlQGXCgHZ6rRqdGLETr9Vk8cnstyhTTKDhB44ggScoiCdWkpxAE9bEn1cAY/vmCvU9XJ6koXnep8UPswrG++josHhp9j9jAjTjcwtS//PZfqJuYT/e46BCpvYqhqcy2HAQEfirD3qaLLOy5oMYMIFss5b5IO5cUGGiBxr1EaaI5oFYhGt4IKUVZxc6/uevFy9L+J/xC2aVA++jg4401Ib3aeF7c8X6Hq7OHV4BjASaMjyxnyfoBxwhAtfMU5ffYVEhRszqvUJCwIBq+q6pkkiXpCjfnYEBa+KE16mK8eYS9Qj+OklD8XwOKA9mVQGfI2aweOnlcc6FNuhzi7bH8bL9RNvCfixBBxU+tVctQJbBjsV5KBa9zTlJmRXvbRAjn9qsZN4mUxxUqOhtaKeEKZL5mwggasZ+ojb8DSLO2cWNx/EaWbz08zhnQ8wqJ58jbkAaWsPngCp4c1nxCP48Eb1OFaBL0pbvzsiAAT3iu6aoMWIo3itk7wnM77AQ81+4LjL7iIEnEvfnii4ZNAnWhCEe+hnfXFHw0acxaaggTnq+gVlVhJemhli8xMNNtzloxmcXLfgpgrGfKIwwRapxUGGLNmvPU1nsDXFLZQyeZMtTBtsER1IlA2R79RBH4qgXVFjGkUh4DVOEwd2NTOzwU1jHc4sn+CkC8uJlGm663YFZlYOXpu6RhvbhpOccby43PvqEo2FNtMBDf6NLEhUOmuQIA8qJf67YiRG/cU8kSZ68cPaRkuoAfE3nZ56+cLWjVoz4Cb7JQggD6omnzRciXZKycMxFS1gTh/glUJE3lxTcEjEnDQ3EK6lCMauMcEpZ2cXLO3zSyJEt+uziBZfczP1EX+C7KpEwRTK+H8VABxUC4h+Qj8ZSIBeyzerFv1EtS8sVWBYWl0QWFpYOATgSx7wwGBI67m5MReOnsI2CuOlWBwW8NFXEGSc943jTwYQ7/XJi4Bz/XOGlg1Ex1/aZG7vawBclJ5agkkoUnzQCupXchMI/YB+uf5bhOusN/o2u4PuRDHxXrWTjkpsenzTyiVPKxlZSgeKWiHgbvwSqDIFjLhIhw9PmtE2WQbVj1pqOTOZhwhvu4ae2Q40wh3QCOhpW8LnwWc5sBxwFPbfZJDxDnJ2aDgHSfhCasSgkm5BWQUoBZhMsOHEk0tVVPInA1x+eZIKBDs7gzKmNK50Qw8WmuNjFcY0vpRNZ8KbRUfzBAqFZ/AltysZxEgPgUHhD8KnBR9yKVAqe1YQB3zq0xMs4PBxpn0TFlsZAGBqMxQ5Ejf+4HkjHh1y5seOl6VhNS2Gs5EOBseuWA9mFyo18AC2KTBMBkowTpYrcnXCBvPOVJn9d9Mg7X5rk7gQ1Mk6UKzJNhJ18AK2K7EIVN3bdhhgr+VAzVtOejR0vnUiOD7l64z+u31jsQNkYCAPYk6jYhqeuR/RjkxcIZIbvAEi3hS46SOoBJRpMKgjNN+aCHmyBh/axXYCWPCREs72waHcZEf0OOqOn1CmirSC90bVkSPQVQR50LTkSbQXpCXpKHSP6HYQD7S4rotk7LWjJQx1oH1sI6MEWf2i+sZs2GkwqCh0kBem2MAaZ4Uv42AQ04qnrsXt1IzO1gwfUFgQ8phbC+4rTlChWdKakoAh6A8O4KzoDrR4k8pShLQZDd4RDsXVE7A9kWLteZIXGUd3spo5EjjJDZ6CVoKw3MHzTmZJ+0rrTFCgQ3rR4zCzU1oOpHYhXNwf0rBJP9K3YT73M5qSbJXXoYSxJdDIfJGbdVjR3JIYNHdSECvW1ycm0M049QycBZFiTYTAlzIkIttRrPU4SSJYYqx4no8qq1YQed/M2FaOrw5HV9DebKFx8qrsFLunUM3S2tuhrk5QSdAwb6tDc36wLRSfzSaKHsSzRzZKIZbYHW7GgWSUKSM/FYULqYvrlTJ9uCUeqE2k36dQp09B0yVlYfW9MoP8Ur7rul6bWIVWEWNQhbzDh6JCoPn06mkIOHY3a+PXIGqm67nem/xSuXvreCNYlZ183dco0M0qdSLtHt4RLndIvZ0hgQqLTc3Au9E0js7CuRuWSoK9nsFTp7Ksn3bNJpf5pF/qmw6kfkWLmVsCGHgpmydZo1kUND9WEaOijl5edOum6zKyNkq2bXkIRoJsCCSAA3XTuvKObDvC69fZcASR6aZBRnXR95qKPXmZq6aKGNmj1ULBLT/2IFDT90y6E7tlkVGdfkfX1DBddjeqlbxqh0cR6KEcJ+TUDKNSELWvI/mp00Ozf5mWHDQBrNrFKNyuI4IiB4KCq5dhAoIFI5wmAbo1N9/1mARRBCu508k1Hk62xS02IUG3W9smwJMNg/MyJOeWoxS015/8JNP+kwLNq/fs/cC46/8cpCqqr/X3ejz4qfHy+GHoCBXtcBig400mQqMbz5JBnqAa4Qtd3r3Enh6kXE9Vq0pUKSQfVgxFUYVWoVgyhGpWqckBaJYAV0gWrSSpXa0uwdLCORDiPZcUJIIGqSktBgvLP51faxNee+EXD6cut7isBAWZJs3lCoFd608vpQdcLCWUkgeUfI1xjnxQC8JuwuLo1SqMlqyOiqxzCDs/CB3HYFvE/dLr/hwIr9LI0xTBYft6gDoWP53o04OOhBR75d+1NXLzk371xobqS/DsZu6kYPN9u8smW2si3QzMtRz1+u7dHuxRJdpMFkGER+XcyeJP/7q2m89+1OdWEzh8PbZCt0evjuSLR+HmDX72s9YcCHzpf+A/iEEnVD2H3Ya6d4Ivo+tpjMGGuDf4jCOCYG4v6IzzQbOB7+iPcZnJiOp/EVQm4U8dPYgC/Nx3Kz3cgg1sBGZ8PQxRb49XnY3SgJuTi89WOsNHTziZ/XxSbWdvi78urIsNi/H0CuAiDwft9nEfMiQbKUYhbaiK/r9YsS+z098EWYNUK4vetMk7FmPl9nJ9QXUZ+nwAtanRcfOT35VFd/r6oNdjPV7s39fkYnV4/H4ac78AaiQH48D6Jq74RbgsjPGxHELCxxyArS6yJjPSfjLWrDCRKMqzUAPZ8AVKokfkBTewBptcCcX4Esumw/IG7CMEEgiTSBFlNDH6BDhKROsEzRd5BF5mxFYgJGVmjqPkNBV+ZfEMYJ/y+Id+EnG/YFkf6DaeK2t/wxpTzn0lpa/950Bvhnyesf6GsaOGN2sKqD58wCQ/hHRXCGcQZh+QZDfb/Y8iTH2o+5SjH/8NthTnR+3/gZf6IwePHkNYfq0+eX/HHqyZU4ytiqFX0gaV4Je/8QMS8QByDfK0E6fsJ8mRu0UL7P4pd/EekoP8IXp2K4f2PLQWguk6/Y7vS/R0T757Gnd/Rw6CDupbvKF5kSpXwG1U1iF/M/kbADo34IOMpY54jo00LITukhEAAXdQUy/ubVOq+/uYJA2V/kwe99zUZkXzNcowjPx0liBhGy08PipZ/+ioJzM+cFRT9meggTFB/ptcJHxdTRj/mLHr/mS5EPj/zBoOLn5lEpfkzvUykfyaJz9GfiRaSOTuj7KevlvD46UHSz5+OIkTza5aJviYjYNbf5NHLf/NEjNHfpGJHByPjq9WmEH21EbqtzwllavU5exz9/DUOkb++62I6/J1K2/LvJDGgc3NC+rO3TJH6CBofmZ+9eYT62UU+ic9u5Kv5bEIboZ8NgJnoZ1/ZZH72VuzAg+zv3NSq+p0kXKr8TiUZ9V+HikP/+i7vr3G4wj5nj6Ly54QqvftqIxvUalGMZIlBURLopaRwUkkPWSWXpmRY6a/Eic8ScNySL60lgQ2WJNFDXeKAmkIL9Z1KASnV8YvJzw0mLbh0MOe5doO5sQob+CjIiSHBnXL+1Zr3m46oW4EebI1makI7RM3aMsmwMsNgVpgTecpR6C31kf9es8wSe/LfaBWsWlX8Nxd4Kgb4v5vGUF1I/pv7muSzIhngaez5WXc4qHP5rGtNmFK1Puv3LH5B+1czdSjxef7Vuc2kyPZfrWFVTXwv6JJ91SoiTUjrmsQZYEKb4su2pn5ZJSdf1onsy1oBftk0uy9bAv1lG2G+bCuTP6uk+Wf1cv6sOubThlM/bd+nVb38tVytvzaS/K8UIbZcYdAye9fiStbShLXlCFaLbqOlxlLLHlQL2bdF3NMyYJEFlAWHFMtcEsvTH4sL+18RDGeJrcasVca06cXMCcaEMECGte8xLQaIQSynnW3uMZWSMamLMgdEZZaMyKBBybCQmQQi42o5cwR34UeFzxUUz55pyDVDU/99OEHUO3dTVnXnpqtK7FxKIgQ7V4hj6c61kWO6cwPYsN65cVcceLiyc7dmsnbukKrsvqV1svXc297Y0nG3ZCtbGPNMp+HMIFpX7KLbhNXF17pZoN2yu25dgq4LFd0ge93QHN0rh16kGa8F74oQXkoX3ioQdpKegAczwYE24BWu4BF9YDkl4Apk8JMa7CX9TmH8akJ+aWx9N3zx9tdA5s6nz875bYcNaUGXbBdiYZYU2XZQx8KG6jK1aj0RVGtWjnLcwy055kTvHj4gDuvcCBtVhaPeaWeee9hsTE2oxh4WsRXGwSGsjnvT6dzDsKRCRUJkEoRYnAlZEhCyEllEASt8maPCIZtI5YluI3svYgMkYC/C4A5gLyKj9O5FE8qne9H4h3svCjLQuRfBzHBQ17ITMdkhYScKVcZq2qux46Xo+JCbYfzHHYsd8GMgDOMnUbGop67HDo9NPCwFIDN8h/wg3RYUdEAHSTmgQoNJKchE84nRMqEHW9DNoH1sgcRoycMWoYCaaLb3PYV2l2d8oqBCv4NUoKfUGbLxDWgrSKLrv4+uJe9QqzfRVwQNoGvJiGgrSKToKXU30O8gF2h3+Yxme6GwoSUPY6B9bI3QfGMwaDCpBeggqStIt4UcMsPX7rHpp3x1EzO1QwA8RofwnnWa8oQpyaeBoRsDLTASGYpazdaHthYM3QkOxXIgYuMVWSk8qrPSwBCOKQnIaUoBUFtPUzsGuLrZ6lklpOhbsaJ6mW2smyV76GEsTXQyHyZtDmzdrOta+jbW0dyVpFI4OoYNeaKxD/S1ScxQQLaeoXMK6DfCJ4osT9YebNyD+nHzxlSPk6GVNlugx91wwFScosOR3y5pwPQ3GyzLvQq6W+Bqhs4olDXa9LXJIhg23KG5Kc26Ush8UMNYUs2SPMpsECBViIC80aRDov6gKehAozpG1mCSnpPT1ahduulllG4KBIVuOmeomw7Y0dtzBvTSIKRqNLEd2DiHGh1cm1gGCDQM/YCVMcFj/Tf59X3eQ3oCB4XcOyo/1QMSdZ8qDDbxU62AlPCpRqeyfpWD0kEI3wpJ7VtNVnn6V2upgxI+1pG8H+FsIStuAAlUV1oKerRkvVujNts/YfFNIYC/u881FuGXf0AHu15seTk9eaU5B63YON1X+gTp/9p9FP0vGg4K+F9uAHj9rwROzN8s+aVW4/QKuqSpQOQTBdT6D7JCIFuOQBwfbx8wrQZoQgTZWBWlz0vQ79bnBzQxYvwB02w6PxBH0f9Ath1GfuA+YsIXTADiC5LAoOILsgZQ8we/RAeJULk1LP4ZDSbd5tk/49ATzvAgvKvyCZNk/cIqBetfiIPlwS+ULa355wme50HwuZRl8xsKwo5+QxgoiL4hHxeUb9i2oesbTh15fcMb95m0du2fB3fOEzoLZUe/4hWoSTETX9FHhMoXza/4s3NJQwFT0Ylajfl/qPWs/9Bs/M2T9cYniijQb475FX+6DL4ihtkDX9HHVYOveMVffiBiOlIfiCPdD/KF7ftB+npgfpAncosWSN0aBviLmhXcZtcvBMKnG8fAF7ID6hSxxGe0WcGYx3jK2IgH/kbAOZrfqJqh6Tt+Rw+Anyiw1OrO/yhucfofkX7SZkj/EdwEU9H1P7YQ+I5tyu+YCIDgit+o6iaplOE3AnJQEmhe/0l+JYWUSnrMerIifiWXp0qc/CwByy352loSKF6S5APqO5VCUuLrgb86K82mJdBv1ScKK09WAdj43PpvV6vV/71WuXlT+t9oYGkzo//m+mIqRvnvpqdLGvN/c6lY7n19ViQ8Kl84P+sak0kxFJ/1W7gTrX+VOfxVE1kj/1xESsnRTQz9KjBJpbZJMRZ/Vg+HsoaGyhdPy72xSxoxTMXXJD+2tDy/bGuTpz+rpM75s3oIyH9WPdNE69P26X1a1UwUv5YLCvfXRvp/pYgHkH9FcIjFxXNmZ3kycWJnmVOy21lwYO0soFNCnPYWsU8LGbhlL4qpakfLFaWWWbwne0uTd8uRCJZ7XXuLfqPyZZOyhtqk2AlJpQs7kbprZwEFutlZ5hhE/rFgcWHLuFZqkDkQKhdqZrbHtOgh28RkdI/ZBLHHzA0ydnWR7jGVlFB7TCrjd5c5MCq1yywdkUGTkmGxt8tMLsq4Fplxm6/sMxeCGPeZwQtuM+0+03lIs29hKqTYt2TavH1LF2Hf3qjh3LeeJBzsW9on3J079GbauVtczZ0r10JFpSMuMnPnbs6C7tz0VXjnUhYRsHOFDOHauTZ0uHZuAHSZF7hDq1xbsuwW5gvHi91b5QECIrHPNxh7NxTHhr0bRITo2Rmtk2op597exdkev75M964LFlN7N8gIBXs3VEfV3r1ig3T3InG/dq+Fvt27Yi/G7qWE0d29L/tOUgE7bAy+WvadsxsHZ9/5DDpFbLF/DWiG2L/41v7dcNrm4Ll/aVAofRvvX81IUqmb/TvlEew1DQXk3MFPa9Dv1SeKK09WRDa+Yf331WrNHTyouXkjuoMDcdJmQzt4BRVMxdYdPKLEJU15B8uhWu6Vd3AFX/mSpqyBYQd7SyfF/vbvlEZJpbSdaPNXlX8ipdhE/q3Ydz5/Iq1sbN6YujUAcZutuHG2p4gBnN7gZbU5rEvfIJBK2YjGOggFXIN+sT5RRPBkHYCNd1j/UarV682bdtrsCFNRyiXNl+UeWOXLmrJGhkmxFJJKazvR+leZdyJy2iypwWZRA04kbPxubwBK2wBVrsErjXjbGAoIKtbqiulwMZUlF2wNQ75c3DgIEF+c3owwBSu3OYCWvkGRSnlFY/FQwCOg3wmfKCZ4siqycbv1XxG12sjmDZK0GYPdiWgFpiKVS5owy72wyhc2ZQ23vWnRw6SYir1pBQVJJbadqPNXfekmwpFScP5a7Exx6EirG5FKTppkvFOhb+IgzkmXzJYsCRRVFhLlIMrn8nCHrdFudxTFtaALln854PhU4sN04MG1Ehezobo48bLE2lvqyR3mRANhMHlkWIyMakIyLjfwTc21h+baRxv4tvKdI7k3HVI1oR6nZm1sMiwjYTCC5kSiclQRq9YZUF1OnsamDuq2SZFLFnTP8p0juAVdsnybQ9Sq9UQ5ytGc6FUTqvGm08mNMWsjQoZVGQZzwpzYLUc1bqnZWWIEWLUGMBXDC9V1KpMJlqkyY3Y4k6bdtpDTzjLzlpwO5sRcm2dubGoDH/lNp4hbgRlsjVtqQoFpZ5hmbZBkWJFhMCPMiTXlKMUsMSZ+tsCNVavfVIwcqC5SXNx+GnP6WUlD2hY+WsPKWrArVtDKUT48AeKZNx4JVkILq0tUvSQdjN9c2zs3lm/geyAnhuBNh9KtQKCaEAyzNkcyrCFhMCLMidxyVOKWOjNLLNUvkcOzauWbinHzNFZ71KEXnzrAyKdGep6TeAp28DTxwDOuAhnW7j2xbjy7l2lnm57tVmUburC9hnRmbeCDkhPjedPJdCtgyNbIpWnWppNh/XJUkC212meu6bLEVH1m6o7PrLXi0+Hc1KfNKNRjkmrMBY5cLsc2I0fInkcrriyxAoa8XD3Sjj62Gj4a0cmwivhHH3iPIpDSzoz4R6utx5c2R8gEjm1EjtwJjYqNWnCMqFWMd6+MMSiEnLdCklwsToYXv0KDOAlyQjGIEScQ9hQgImiBNAmp9IpSOMmwHBWbQrPEkChK2FNkS1NEkUMRsgAhZxqj/e4oqrygG4YklReqxKcWv3il8oY9JWIxQT+3IZJY8vA01qJkPjw2WnrDHo5qQjGyBt90LOFO0Tsb+PzcWFXPXPvnBphZWyUZlmUYTApzIrgcBbmlPpIlBsUD1ki0al0xFSMBVJcS1KcxqIM6AkypXHtGe57fYQo/vSvPB8Imbw8CHjcI7wdq3t6T3suLnqDgB7Lfh1YIeztN9lwlR7iZfkUZAEY59iX3ZG56LNNKba+2BlSxc6w+KF5tEbjq7MRaU4tgoBwBPSDrLlMCFKZWjY5Wk8UtyhQTaPh1+p/vGfREpBzF6IMYNAni0nmg0R9kWJQeiMUQkBKLtLP1zxjGp8Wvh8tTAYxtAk0uT6zkXDu8gY9KTswH7pTIm47arUANNaGzjVmbZBjMn7dB1L1N5pK3oXU99TeIOR7nfDba8fDQLwQnPdugxU23ONT4KYKn0lGcPnOiTd/HjWuspiWPHS8vx4fc8viPGzYWMzA7Brrw5Ek0LPCpq/H1sclBDWQG8BvSXcZFB0k5osGq0IMt0Ggf27g1WvIrEIF2l5ug30Gk6Cl1b7QVdC25APQVwTK6luwEbSXpi55SlwT9DtpEu8ufaPYOEFrykAjax9YLPdjijOYbE0KDSaGhg6TmIN0W9CAzfC0fm4Im8RhaHcK7VoEU/aiOVi+ycqgTsUPoQ7F2+tCWWB+6M9SHYvF0IvaeXmQFh34EQIuORI7VGWiFv97A0ENZZ0o6AutOU2DNRnUIBOAyBaC2pqZ2CLm6QaBnlbCib8Ui0ctsUrpZclEPY2kl8yHAio7mzsSwYU9fm1R/BSLcAlv1NxstOHJc3E2dHicJGSdjQtxNBzgyXIZOKfra5KWO5p4MY0E1SwqgE2mrUqalSc7G/hRVdN3vgu6H9lNQ2Rt5JGerUKadEWkzuZzh0z/tQPUjUsr0ULBKffSyiAXddEBXN73MdVMgJ3TTuUK9PQejlwYR1UnXZvroJaYeClZEPyLlTP+0E9XZV2ObWCWf9yPP0GGEM9YRsqs11G+FhOFXCSBIhYRI9YCPagWaqkqAGd8Kae3qYx2JcC77XGPlnyNdL7S+V1otyFMEA+56Gzy8PDL1fvMEwO+V1ux6kcU1ZiSE3Z1eVhrP1Yjn371tkXy7ydZvh9b+dm+O3y4F0rebhEKD57pg5+tlcW4AgqHyo8d9EgOU8HHS7VHSzJBg0vy1c/H7as9+32qjzriNoEN77S5VxnqKDCQMZFihAewxA1I4BEyvGQq+GsIIwJCPgmGbnOGUkeHN6XnQ+4gU9AhefWwp4NiudEy8c/Qw2KiqoRGwA+bskEyXocybC5lJU5lef5kkjPR86kA4GggGlityXSHMgI3PLqJ/diOJrgzSZxPWYANQxr6qAXI7AGTGAAgfAgTzGurjNqFHSQ0GVgAOxgzMU7vLT6t69mn7itxggT9tGPXPqg/goOmlv2wrqs44SVdG6cs6jX1ZKxlfNg2ABJMWvmwjgc8/q7T5Z9UyPZ82zMT00/bVfVpVTFqWpxM/eodSHycJWsh4WvakFIgAJ5gMA3fFfe1i7Mwg9Oo1ukoy9xZXC12ZBTpjUwQdTnMad3Je2HDQ8G6wdmxAyyxrXvVyXjLErBGJacuLmROMCVEgBpGrR4k9c/SmW+n6nTxiYgfkZBRy01ZdJWmukEeujRz3zg1gLqfxe6PJxKvj6H7tAvdu01UXX+tmHemW2XXreHzczDRNs5IJJsd4YMl4imTAXRu+doDnHTyY9uo3dnDgTVeJZlcmaQeP8NMZu3ew3BIkO7gCntMIznlpw0HLu9FscoP1tQE1K2KDhNe8fgjjoNMZl+5hI6qujFFXSRGvTkNwD6ot+9q92MMtN+AuDXv4QAOeIgJ7WKfG1Ncejlrd2cNmYZx7WIQE9B7GsYHCHla/ffcwrKiZ6C5UNLcLkUUQYmFByNJFyArkdh8SV1nahzQ4/X3o0InsPgQaw8NOdKC9E5F3KNiJ4LpfO5Gg3+RONDnCyE7EJEfPXgQjWFa25TB4uBexydjBuReRTYqXLHkjmuQjIg8dPql5zbNBItvYVVq4wfLeaC7BQbPLeVHLaewi6FCqMybtyhR1lVh6dcOdGYFfuxbgLre9AegsT9EAHlhzgkmv7i4+CtrcxVo6kLuYjuzjtrWLZzjw7uIiOMxAdzEVuX2JKKfKvmShCAiH3JdcdC5hlgByk9mXaiuBzBrsTA5agPDInSnuEQgmdme6gaZz2JlC/48Z6d5kwAmqj5vX3rRW7vnc96YVWj1KnnvTIt1XIEItwSQZrAWeohlwF93XTnBnBo3daSnte3UeXSXq3YlIRVemwe70BeuMlexOBfIQdFCyN0H5zGlMkPOiAQcNxI3m6g0Wjw0omh2mDZKveQUROuDXbBo5uXAT56VLljB50XouL9ockhdVEuZFjkd5EY4TeVGKJXnRXIe8iMJeXmRElhexoOVEn1Jyohw5UQcSOVEulxMZuMyHjNQMERrJh9Rk5ENIbsQRuVAuVJkLvQjKhS4s5kJOVrnQjIQ8rCqUhy+X1n+MebjtQR7W8CQP74HIwzAU5GEeljzgWifg1zWY9QwcqoMldb4cbnQJ4bqGQN1FIN0iXl1TWJojlzxmtC53YfvyZE3MXbgucxcfzl2ERIQCGslbiFQpfcNzltEYtwZGt7nWjWNzirji9AaErwULIWH9V6lWs/1sC47ZAjZpMyQ/292aXUqaDeMw+/crXzo9bQsJWq1NWkMitZAh3nh86z9JVsIyVS/p1pDoNr+6cQ6Afqs+UVilDijyqZGRVjYi/1ZESqnRTfxonnk2C6UfmmcbvhTZ0lLtYS9pZPOeJp4MvWfcGNl7YiEYe89umtLIsw0JDPBsr0gkz2YpQsR3IjrxvjNLzq+ZxIzwaxCoL35tAxjFc+Yw4nRKdJuneDWmklePVfrNJwB48Jt/m0AUNCvjvOZbDE1voWisk0+vu9Iq4nzavMKnw1KZtbQAZK47bN4k8ZmfSdJmSj4zFYypWOWSZsxyj6zy5ZOyBpxPr7kmxVx4Te8MSSU3r/nWYicy8qvCIv9eRFrhGPJIW/rYevhoZH/0ofcogoEjpE+johtnW/oGgVTKxpN1ADbeYf1HmTY7wlSUYrkH5oGIqKWhIZHGGhSNrwE0noJo4CAxTI1h2IPxzMlCACkE+Lygi9I3MalUjGisUihgJmCNHoBAmgBuYgJGkfGBPmE+cMyB4IMyy70uTMUnabMhtVrT+63/vvfTFMAPLef9DlX46UXwkzDrd6NANJbJ97Eh9JWA0scE6/naCjwfCM/nxUkAQUCiCnOEqAU/ws3t91wr3Thcv7fz9iKoKPgQHTyIAa7gpW9k/4F8glQqx+sJForGPnm9lwI46FfrE8WWJ+sPNm63/iuiVhvxeC9ZmzdIPB43nDZj4PEYFGIqvnq8tTK8H0zGfN6v6tqJ1JJKFybFTnjz6A7KGmr+S278FYWA5V7Zg2EgcklT9mCUZJiKrb6CzJK0mdDmjWjaV4h71X0FDGBfQUqHryCTOuXBKMs8GAZL/xUFxn/J4d48KoA3N0V6rz4DvqtIlS/TWpWRXmM8VwUyCh9ITKBxYouyhRtnxms1cdSq+XoJUJs+607tI6AN+AgGvjzWWgZ/1WnEgLcqleCtPix6svrwVuKj9Z+lWu3pq9g6vqo0StosyVfJtmEqUvFW4qJLGjHLPTFvVRrhaguGsoYGj7W25oFYCIF+sUIBO0VjHfif8QCfQHPmFPEPgKvN0jcnUimuxzkTsv1NhA/so6TPFTqgSZJKGCbFAsBLU0HgptsbENRgHEkVNjYuhyNxxPNk1YEjkeCKuxtRQb9S+Cks41g0tgGplEzp21LoB01qxNNmDDjmYulb0xanlJ0VjV3CJTej2PicWq3G9U8znRXnH7F8QL/9CHBXtZTczCeNHKGUtYK5WJn2o9BtlgEuZ4boYQKch58rbJwD3qGGEIe0AjoasnNhQzgKHzLE3anp4IFbkUbBlU5UwJFIVfEkAmY8yUQSzuCsCVc6EYaLXRrxpXQPvGlUFH+wIIw/oduOtE+iYkZjIAxDY7EDS+M/robxIRfD2PGyc6ymzcdK9FzHrlsz8gG0JjJNBB9knCgPyN0JZvLXJW79t5N3viLJ3QlfZJwoT2SaCEDIB9AckF2ozsauW7WxEr2zT6ikuDHgJAgP+gUjsxcABBTF0kCrlAIPFACKEQQAYGAADAQGVJd/ABcs98/KdBAwGgyTvXwfAOu4jf3LNjbPOjzclOBNB12fJ0TTrjH+9e/HqZAD3p2duCOczhTW0YXN2eiUTRT0X/2EpNIZWpygkh9YcBxm9+2Qr3d8nS7z/t3kOY8GJ1yMmu1cGMPN3MXWn/oBl7xdiN63POl9E8tZFN5vtadvgogF8fq1wJ++WPF97XevJKbet6SizYVP9VN2H7DsWbCoHT3HbZqH733nvMGqwVK0+/t8dno1kO/wHDpKCF5IdbgI3c1RfUgtryk2Z9/HfS9eHXc+/JcdQfOsnx9uOjR7kAe5RsE1Y3OnEAG7Y3D7CArxxUxtcB6q6/b3hcNh8qq6T06fedt7mLJjzINLtOgZIv6mZfT7qA9amvF908jfx8B39Xah9T6SyPvCfWuDhxuD93Dd+8btfitSnPO+VUD0gLqlDDBBg5z6fWuE9T5g6hrgwCkEuUPft07FR2Rt7nvv+f98/m3ops7h7PD91TvypMzw3t99q0DHxnFLqZfysjXgM7bOthp9Q9+0TjhwD1qCiWvCyWlDvhMdHxXMi5nC+dm3n/dbtaOHFAiBse6bWY5TNC4Dls4SIW6K436rOeEgAoZrDs5PaegOc/db9UGPIPEFDrzg/nnojO7tzK3/OxzOq801qpO7k+PkHrxHZIIqcbbV3eSe07QMSNQdS8tYSooAyN2ubC0KcbU6EE5Wmv2AWr6vEwSLFqiNEA44wUUDVAUIZAAzVEAxABkwiL3fypn44xagwC5bZ2Kftb4V1jdbPSALtfsWVBlAc+5YCYUcsRCdfcF6Yuz5ykIR3NxmNTL+cMWg8KtVErUnq1KK37N8oWMIZb2EdOYzD0a9cYFgICmRpaAagBiJyOigQoLgPE7vtwIU7HHLSPjL1rfazlo7LA2hOmgl0f0grlktfVo5TrWa8t2XOxbpH5UdsVLkovKCVeX3zfNV7G034R/Q4WpFXPZqdYBHn6ySAj6grPtma+GEwMnctyAy/pv5fmK07lu5530Me++6WjV/mvdPjjkj/30ib9XDHjwxxMtKmJxJPBqQ8cuW8gkJ6KbVvKqDloPvflqp97UByvetU0m7+9fiPn/fCr+d1aB0K+lgMHMkZt8nkB8nQF6WZXrWcd/SZHrTEWR50IFKn8Tuu/ct/DWPdJJdYICLMT+f5Pn5bme/2bMOaO4r9U4mLb9s3W9lmDkcb4VE88sWx83kbCskDm62AmLmoOVZSUJyP0aDs4/ft2J63/F9S2TbreM4NNvk2pMe/b6VFPiAstw3m/O44L61AV3mIcQOCEQrU3vf8b6lTrvvq4us3t+3VvC8T6R5vG+hqCOdS818Zqxnz2NzYuF+BEw7Ayi7b7hvleSADwethnz9IPx94b61h7+b4O+fAgSg3Rcl0jWn+1o6nO2o7m8A4fiIOJeH5+6wJoAO6ssE9ZTCjd9RyAn3LQC4AEUXEvr4tzNrcdjo+1alrhrR5WA+uN3uWcIfs/O4JcH9klH0GYOEBBj3rRW5XsQ1q0rNQFVa0Eme+16bnaudUMndd8H+AtI75L6FQPCAwq5Ew45hlXEpwaGdebDxxoUilANnbrxm0uRpIgLvCCl95PJ6F1hFe0Y6/n3LxbYHK8F3QV3m6Zn8fQsI5uF3K4lQxCWvWdmvBV+/Y1kv64iVVNgFC9Hh5yu+fmtuV0dGH66YtH21SiL4ZEWk8HtsLnYsq4hLqM505os9NywQsRwwc/M1gzZPE4hxR0jJo4sXcoEq2jPS8W5dzDtYSJsr6tBO/Eln2hvU5ZfTAFOUwAE5iAFkFPmQGYy5T4t2AvctZcQDqqWSYlyMZAASJmyCMkYmJpKoQKg4yUEAgiKSIiBlAgoboQyRgAks6jAiBAAGSFQwATEjEhJTlEBqOxMYA1hsICSKoECEQpkpEzeT91vdr0lvj+COG8UkHYpDfJTZDspyDhElMsCZ+4Akz33fiit+QM3um42sYybGpSDqTNO4kWopB26Da4lw+gzfmdFH5v4FOd/Hdt7e7fA2/uHA4f7VoMvMk94j7LlXho9xIS5F5jNlzI3IduC51/c1q4Gn8ikLTO9YUDoaj1hCXhgXLIjP3vlKBLf3dkWJAzpcXeRlrlYX5GRVIO7HcW+Aj0d7DAhcSjrOhOemsRtze9DowDRwXiuL6tTu+b0zleqRZ15fqNPaWfftbq3m9+DYvEpozhR03xrEzCTc7+c7+g0ve0BC1zPjqZL4rqDoI5hxETQ8x5Y3gckhTLhyanHIfUt68QEFc9+r3BC6gAGE835C1DXjhlNC1jvgIlN5PyjifIh6O2YczqVXq4yTY/49gP2Ywrw0Qz8zMW+s6ANZhmsNeVoO38kpRxaeCxTtrOVuMfxB1Pa60J5Q9hoDYg1Q0k1HQcqDoibXnHdQSndWYSHpC5sOVaZmQihNQAXSUxMmct+C0h63ijx92YJZZ63rNL9psfGDFqrug9csJjk9PGXF2DsWpfcFR6yUXTwvWCV13z5fhfhWertC+lDjcKXIK93V6oBO8GRFiXxAldznKjxOQ70MjuXs4r4l36KG6KDVgPqegiCM2RFY3beUwV3YED7f+hzqb0P2Q3C+2u1CZie7OWZ1r/G+pWfAMRXwutTl7zN68BsKlKDx9VR0v1XdcfqMd4PvW7A3OJrGMv1ZckDQzSVhVPx+C/TjzUktxn2MnjhXHgR91uoU576Vvn9/Adj7crAjQdy+8g/LwfLCEj/zAEajxg9FKYretyLCKesKvmOp+ChG50GKQ26L+UP++1bQVFcrlMx9a+IeUJr3EQt13GyG+5aLZ+lnyv2meQP+B+0DALuGXG/+KXtqXHeMuyrmEb0voBfJn//On9+G3dQ9nDvEvxpwkXXSc8Tle8mYxwigXBLkM8e7Qd63XNgB87xO16yu+JRV4J10xwLtqB2xHnoBL1grdcbnqxDfwu2K6EN2uJJAuohMn6xamfvle+pwvH/s4vW9xNT3M3AybhQhEnXgAN9HvX5Yz6ca5nxXoQ+PRFR5UemJzhLm7lZxLw6C6vSqQkuO1D3ft1Rw933gdLnV3p5htTeYpx2QmEue5vi7EMMRhryIgM8C9m3MejCZulZSR9231gA8oGz3TXQeF4+l9zJ16VxnjWfUd9N6g6CDyAP3uIZcn/mnJt0BuHt3hOnomC7YF3Kfb8/N3m5uizncDoO92ng9FU+pzL1xL7EKFuaSgH3mCN5wMQ6s93Ves45wyk5ZDbg7d6xj8Igl8Yt8wcriOZ6vNH3Lb1dAHoSHKxJf4NUK6ec6WRUJ5z3n5xxbxf4lH4L7GXIab6TIgjpwoPvcaxcnp92pRHeoohy5EvfjLuTucwl3i/oPG52rqOAEArpXCoL1y62enkU67wEqSiwbganIAyiq2i1fPOHI4Zz71mHRA+qWssAADWYapAPWYiTLqlhLdvetQrzPPbfUxD7QGVek4knFfK+99K2uLTc8vGkFpXugDeu6huip9K67AqZHP7UuWCLXiW8UyqEv3CtPzJyfp+JjFuw/p4N3MxMzR/ewx9EPxhVXzgL0fKtxCwep2f+iKk3PiXKNasctuavi289ars1106q+mYOW7PFrFj+B2ynr8wIiHrEKJ75gwc04Yoxyu/r86HAVz7yvDk54slJAfECVvU+l+DhO6LnfqiRPqLL8oOTGKztGzID7rXQSUVeGQFX/BfFQcN+yisctVLhTZy2o9KYlEA5a6iGvQR6elhjdqW0k7kWFXlLDjSq+A3NoSAf5jurbOPR23YZTn7x/jeb9Dmc16AWKj+dnYt2aOYewr0vve56/EkyOt+pzBY/eBVuqj1sSA/LEvhf9s6kJavdb/Xv4d7LyAQ8o6vv+pluOEbnhUsRBz3Qm80a4ltSBz29c807yaWCB3JmJduRb+xcuTjtbSe4W0vkDx7S9AiM3MoFBAKgLGEBMEGpEYnAwASgLKDN83+Kt9avVgyMnK0ti3Yt05tjO6b8EKNYzZjLd+IMDfSBTGNcFxzjlneRdwAI5MhP9wrf6zg5uu11IywHimK5O/34w1Hvk+xYWO0Z63JJDXQLJn4GftVL0BuKmVbIHSA9aKF6vX7MKePp8yorU3fuOFfGjyRFL0xebC5YhznXnqwLcityutOlDFXylvlpl4MR5stpHekDRuW8C/nhcLC8H3OjZwBq9GaiRg4EzuhY4xlOBanQnaMZHgmJ8Iej7VkidB/J8vm9Dvyn7YTgPxH0VFNfSOwmEQ9ruHtz4PpaBcS6BCnxnlKB5Azg5HAAJ0K6/wez0Jy/ffTaso499d7r7g2XtrSd4Hfrz9pXHw3PiLfj7Bq+Oe/HaZX9rwG8JGK/ddAH7g748ec1hGE65gfgdbz474jzIF3yE51vPXfd28RvyH+7+EN+rrbz0vuff5b1e/jrWgr/U0Jdb/aDO9OSjG43DdaAvfJ3lmkV0TrOcskTvLssdC+iPsh6xAP0i6wXL0p9jdb4S/S3WtyvSP8RyuFI6V1hXK6F3guVk5Sn9gKKlAsHHfqrp0ospZ67EcGOUlt4Bz2+vO5P9FLAQd4cJduSt9Asv9pwthO0Wca0DZzK9QgvJcacz935+8JAg7/qLSECuWRyLPGWZiX3H+lb4EcvFsQsWW6Kdr6JiQW5X/L8E17laxTh0suKd9r3AYjz2TP5Lnmo/42LGjQtEog5csnndQI2niIi4K6TwI+ulXkgV74xw7LcHsxxsiMkV6e5bz3l17xd7TOGl7LK1i8/wD26gOgeAupZRp2K9dyj1SO69wKHPqNwtzT/Qcr8VlJcE07n3rbPCB9TcfRNsHwMblw6oMwvGG6WkHGiNr9nI03D4Dk0dWfYXRrRnintr+Q8ANleFTLj71iTedz1u2YyXXKaNgAQEbTqgFDIQIFAXNOD7Fmbd1SpEn6xg6701c+yJd4lgnXGZNwJQBxqm68HwVEzeLYOPYNSFtnfG2G+VVgfQ1BX9+w61f6973zqAxxqOWzLjLrULz7Q8axHdjZY3LdEfaHnQAr3rrNcsoDvNesoy2t3mHUuIj7IesYjYBWvLOl9NN/52Zcn3e3aY1Shd4GoFeuecrO4VH1Cz+15Dx5nHFrjMufSls8AZdt2E3JDj+3QeCPAa95o97qPTwr9j3ZnriOlojAvCCyudV85kuT3uW6Yezg7nXQ1clDnpOarf4+5bAopj5rlEXLY0c3dvVKEdCDvXLBScylOWwMg7MDhiXeGCXbAKeObnq4fc6tuVMNQBjK9xtRLQE5ysfKR7WODYi3Pp5Z5hoW5ImFXvB5nr27inCWd05+LE0WVz3/jFsO7Ppdm7GZL94bPeD+Vrrz+INmQ5NjEygDszndkbIwD6wARyuNbqDvW0U1LuigLkUSn5F6VdsFZ0DucrncktHIdwuAINdrW6ZZ6syPoD6nbf3/bWMQQeuxQ93E/ODM9N6ka5DhoO2HfNfg2uU4bTMtwR70x6BHBUMLzg8PkL+vbOfPjmuyq2T2Ib9/q+NQw4bjHpkrxsldSZoWetlW64m9aEB/YHLSWv7WsWxKfJKaviO3bHCp8e0XUhXbCEOmfnKyHfhNuVyQfxcGWiF7xaCcwfkXaPCXUMDbkUp7Pez8zlTYcb0t7QAQ+/z1xfpvtET5duvwM97wdxdMYLw1zcDElH2PtGSPayKOm+1cIdtyTMZYso7lN31lrR95XetOLWQauy7pOia62Ing5PWUTyrt8dK3geDb4XxwvWCnMugtyqblcHfMh0uBLxlepqtYAnjpPVkvIDiva+141tA484QJIe3MY5TsvVtVIC9RKd1h2R1bGgD9xvhXlzL66ZIDlk9CP88RiAP/kC07fn/Vb9hg+6DjmBdCIy5gy4tyxQir37Hf8MzeWg5Hk2ZBBuQg25B9dBdG2f96dIBeiO40P8uuBwIOczY87bqSkRcMnlvvurPOvG+7iQQe9Gnm31UuBmK5rCwVZtCq61GroWk93xC9aXeL6KKG5Z73ZFovdRDlc42tUKL52snBUfUKL7XEGO28cUdBl56T1n0TPtuYm8Ma+D6IF4XkOvO++UPSXuO8bdMY6Ijky6AHixzvnsuZ7bwe2ew8HhvKuBizLdP8IRDN/r7nmZ92PmzCUi8ExjvdEFOZDO9XDNEvLUPGXpU3fkHo2OWCAvjAuWPu7PxrgVtyuLD+7hioKudrVCM3SyKhDu9+99iePxY1LApbrs7PbPLJNxI9Us6sD1vo/w+tM5bXPf3e3IiqPDd8HqC7k8rwHRbeHZORkMgdf9y1seA8hJuKjefSfRjOT6YwEpF5Duu2y9sPCcQZvb1OoQIxDXNu0J3bdgkA+o0vtchcf5Yye5DFxyl7PwDHfcFG6s9yB9IF3XTNfNOCWcKvkOwN2dR5hHY7xgXajjfHMu5nZzO+Zw43DsauNVShonL+ub+/7YS2T0TM1yowk8UHG9nuu0n7IOcgfvWFnno3Re9AVroM7lfGWxm79dueDwD1dQ6jJXqwI4+slqaFbudZrnsRZaXYp9zzPbvhuE/QD74/tAwIyfbnl30tKRt3NxNud5zs9ym/TWOYeRDtr9KqyXfE7CesrcS+9b86CHAgyQ6PsIoD8AOPlfz8FO/wRL3bcgOd/HhS5yZnYutWZuJTUc4h6viGs55L5FsfCAwq5MOKsrHUSBASJB6NKISvn7gPuWQnIu9n2j28o/XHVfU3Dyx3mufo/z9UNdWq3IfeMyuzFi9sAR0NfFmAn0XSFjjhrxPkN36P6yuUNR01fiw55z9/eVkeZx1YtHwFlFpN0MAbAPRiBdY6LroxaXerW6YP0Lqst55N5KvENbxxVWPCmrcf3Z4uL3STAPuJNkCeR1P12ziIk4ZaHKcsdKuvgRy8WwCxYrqZ2vIhy6XfFO++EqyO8brlaXPsTJyp74AQW779X3uMni5cYzOhsM5WaLgKEoK9238vBQCpALcUzH/NmmFwvzAUI4bXfsHd2YnH3v94fgF8fmknN/t49t8s9wXzXQQ7FTmCImva+rH9de8f0sv8CHGHvd7zO+T10zz52TAe+Iv3iBW13guJ83JYC3rdhAc9UUrrneAbWXiWOWKMt5Ft5stWAQfr1181SrOPLdpSJHF8a4GON9C4jPYTtfrchbSG9XlTjgw9VFXkFytSpSh5ysYBQfULD3vcoMoCsYQUwgakBiZDBx3CfivrVS7m8718d9ajcjuLz7SxGY6v2jmATNYN+f0JbfvwGZq0pa425NLB0tnfHFUjM+V0Tvt4pjvVUWOVSwAgUxzPvl0I6Xgna5G8QSdLfuZs3apBBq32+VEQryX5jyzgyb21n3jQ7hc3XWi9777kc67/3uWwM8NvF4q6IvqbzcivQZFc+26hHcGBnlwVakdF/bNetmnrJM6B0rADtiYekuWAPyfCXS94nertbsw1UMu1qxXCcrAntA1Y6dAqK/b+EO9wmuf5NBHTS0vEa0E+5boD+MO0K6/ILh7lsnfT5J5/S5ne2NbIfzdBDXq6m4Ru9kEo9ypub7VpDtxyaZZxgpbmxoel6fcul1qhVJLJCyC53uWwIgcaZY/2YBD3Qowd5vgna8aTSX+/tW9N5nwwzc7GEfLAIoqSDin+nvW6Jh0e93Oyu227y3Z71/6iGH4xKTk8gOcm2OIJCVEjoyyN7nRjntsnfSOZqDvPilec7ctyyIuqnb/RSWlyz9UPctpsIDCs59E/7jBtaX4cazjPuWEm5yN+ZjexCF17jX4HEKOV1670ibH8kFgXy+JG7Y3EPb82Wf+6g+4/LeQ/SYC7iKM/9542xzIMDXds0SB52yeze+Yyns0Sjw4rlncfNtQDzg+1aKXsbVagGPdrJqVN0rNI7N6UsHw1t5wzQeoA2vUeRpMfgORh8JexfK9JlFilAOBpOrhOSoI3j793H489IRGM7MMe3GIYAdGJh8rXzrtLr6d0c9jw7/hXbBAvksnK+cvAm3K0kOwsOVEnG1kgwnK5j2gIq5MhzKTZNzHwm+mw6fB10crjnwdsrh7I6N5SMO7gLqxSX2PHFYt/tsH+7hXO3OSc8jV7vX+ZzukovQmS9YN7LZPmCjcz3pd4rDvMsoHCm3XZTIzq/LbVwlkgOBqQvuk+m8b5wJx52hOYPsIpAQHiQFMofYQjCAJLxpSuT+KQY61tsWhLOzVpZvZGfR/VAmExGM91cesayTJANWcfrvDza9Q1gbcN3d92Xs407Iy9b5rHgG2wOEm8Dw3EcEds2P45SP6x0D/xET0wUHOZ+f778d3OY9HByevxq8DHvSexTwQ44ZhC9JzDNngRsa9YF4rqf8037fyvPvZupHfMiLO+fs+crEm3i70kAcAM6X2cVRW3PfDQ7HPcjZF7vfzcw3SQSog9Qv/pIDvaYv7NnPuFWyD1FOF5hPavOYZ9a+b4WqXe4OTSLxcl0jouzubz1qyBfa0ef48Zb/OfTPLmA6xH2LpfiAQpUC5r7Vti6tmmfe/Bsozh7gNl07TKeD4Z0qcVQCXVhoZyN3S+UdlDauKO+LO6DNvfnl2LfrPiTEGYl64y9wwNDrds065Ck8ZXV5N9yxNHlkjlgqukguWBWdw/MV0rf8dmWkg3i4ErELXq00Jg7EfO+aOMlLSfSZoOHGmjpwMrimEKen8B0UdaTkX4hozyL/Vu0/gGyuGs0JA3/PcoIG7sbCuEtcniIlmkhAhEKRKROr960ae0DpvI8D6HHLMQO5jFyK11nkTHlvIjeydxA9ULzXUNfhn7Kfwn3HcLfMR8SRK70ApvuWSef3s+Ruk5vgDxMP5q+SX1c4+WcniLo33DH/uLWCLlsfODPPWhrzDXQe2ActIV2ba5Zu5pSuu/GOBfKROWK5+CJfsJb4HM9Xgt1tOA7xcGV6F7xaIf05J6tN63BPdE/HVlXfJQF6n6FGc6Nnog8EwPddXp//VOKpS96JuRMl66hQOLsopuFcwi03KKSXgPv6YiZ/T3/3rYkcA+q4ddIuAV22UtoZIGet7usb7GQHQB20iNj1B9csJevpb+G72+9YL3L064iVgBcfXrBQ8tzx+UqBbh27XRHo/eHDlYFc42pFQE9wsoKBfECV7nMtHGdDXQaOuQ/c5YiokwxJOO+31WjB8n2LO+HPgcJyMxLz4efeR720aLNTwR33LdLlO+YcDcV4IgtSXLPih99+7yJZRJye9y20BYLDwczry9fCRJcmRz2B+5tSzjGBqlwTN373/UQdR4RM7YVjf5xb8v1rN2O/b+wgyXeBycluDm/1vQIyNimJixe1tkyiMTnuJ7W4y/O2i0lV6Ke7b3Wa1O0K0vcTD1cne4XB1QqST3Cyskd+QFVSIIyiQMzfZyB5ELGm+2ASTyE1cwd5UVS5ryij89vYOefhUZZXB0Kd/Aj73gcM4oQYQPjv38LiwMao60fG08sW7iqhOGoUy0XDWOeMY90yBnvIIKwrhggi/n4LtOPtoF9ui362FfrNatEOtkG/VhzdqXY0d1qgPVIa7UJbtPPcJFz/YRQtV/GNQc73IC0fA4Z6iTnWGQ6w7gcU6wAjrPcJgz1dan/3wHo0yg1Y/bM6w30F4/sBNbovaHHofYso4QEFd99EWxC0kAIQ5iADCog/JmimDg8A9uup3AB1Wp5JnvupCCTvW5E6fdwq4ZctZP2s1YjuX7tpheKD1lmha/KATjOGd6IXHfUIXqwpdK6G3eglONCw62IfHraKLpp2uRjosyGmb5Io84LgQdEQNAis7wPM8yfnxXF76cZuh2cHo4F4IZ/7qDgnzkPKeRmm/i0PlMX4i95xZXo/lF+0C9ahz+V8xeKbu11h4fAPV1T6sq5WATz6ySop8APKuu/V4bjNxOXisM4Wx7pZFPtgA6xrZfcteRBOOYezPhJo9v3Od4DIWwhF0NXCuE8WiqiwJouBDXbfcsoHreR3rl2LT3ebuqsQH6lcddFC+LxvfNvtdRht6UU+O/RXsfy1pYi3m0n1+WD/xtfCGH9/2T8vXI8liRZacd/42ZJ3Q3eHoQ/I/iqcrlM8CeeTSW0Xx8zkuvCnGyMA8sAE+XWD962HPC3HKcsN8W5gb7loF6yBnsv5CsU3f7sCwqHz4eqkL+tqNcCjn6y6Aj2grPte1azAAQxIzKyBUkgAAtKmJCQDhBARnEJQGRZAQBYLgBQSgJC0KQnZAGGRGSTwoMakJCZQwRC0k4EAgUQLVCRKAgY6JCkxAQmI1HQAKWAgAGDRABSZhgEygekwUHO8H47lIfctzQoPKPj31RMbjyUc+qUDu79y5j1vIjeq9yB6YHmuodfDO2U7Nfcd8y6ZR4RHLrsA3rcsOb+fgXObuDF3mDwId5V0TXVy76Rx98qhpy/VMBy4YTEPnEWuObenjXrnSkfoiLWAC3HBslm684btt3EcwuGK01/gaoX05zxZ3Q1O96iq89gR+l1Cce8zUvN4I6GkHxhQx3XCczxVkXcLg+gRnfftFyDXOZO7bT2Huc61U3ASGntNWWC0uWXsmvWB4nRuYZZHgweHkPctleeL9ffdw5UBXQm+WjGQE5ys9Es8oMrvoy8e56mYElbeOCdzzV62pBSjCLBKDIUMcl7thKdYK/ctJXh/4bilEpeKLlsMzfqsRamTNy1t6h60pj52AvwndOCqkQsWeMXPOANWVspDB9Qsknccv579RyzYbKgVcW0vJJ+ZfQK3i8Lct58NSEdvkPp+OLK+XklH1qDNTF+2dB4wbHc/yW/PNQuFPGV1hXesDnjEAgouWPhDZ2YHN75dZSdz+OpXK0SxJ8T2A6qJZWMJBKqSbCwQDgUY1f6+hXu8z+PMhBnety7Q9czM5b2WB2Yq8oJ+mk6n+3sSbJ2v49YmI+Jaz1q37rlpyZrpg1a24oASuRhTt3lnY+4jwHND2B+6sLnS+E2VIec63sNAAsW5+IEnDuVCcavAnBUdeH8WPLdbCnN1ENwTV1JVepQQ6I7Gy2vbwy4pFfh+zXJ+7ilrqhUrR6yLecESo5icrx6Eu10BAjYc4L54shpL8oDKv48egEvMOEDX/dyWOVU3DKq1hqw5VVf4vuXypnPa83vTLPdDJXV1bT+paSL3Ldp3O26tVh1IOWuNMPmbFi29H7QOqGOIB0QHgQqFIj7jLkC9lW/4BDHjC/cTResZEGOwFDcpng9SAfGDDf6P0KydfY6y3G7O4drnQvo8O1wXdk1LQSjcuGbN2sRz+ojllV+wAOL5Corkzbld+cXDlUI2sZNVEtIDqnSfq+A4LeoyeMxZcNtNIetBFuM1wpJTIKQ7cqYjpoYLoq3zUON2GHU4zLwaMqLunpl9zGa+NKKfiRpuNOkDOeO1njgdAd1RqUc2zwWGdtbmb5X+AWx7RdJOqlmSYaMHpZni3EH4gLAcM2ZUwg7V5pOXIAxCavetHuK4lRQvWxfwrOUT3bSEgIOWDXHNSgpPWQl4x8IJjlhO4AXLz7bWG3q7ivgQHK6MzgWuVqRz7slqGuEDav6+keDjzLEDXuYuPeks+IxdN6E3iOOg4MB6X6PXxndKOHXpHeDdOEcYR5txwXpB53zjfOZ243bs4eZQYHmFfvJ7xL17xfgxcnS7MybmjXzkAM99zRKBT3eYu+McJUesFS/YBSv9Z2dmu/HtKiEP9XAlH3ipj3NOVqEsxL05dY71ebvE9KkzxPBG2XWA770OOk6r3LsQ9yjlvLi40vLSivLl+okCslizFNRhysJ1dWgduCTN1uiEkIRI2v9L775lH1Ce+1wL5VjDuFQRjs4NxrYdsJuujY3TsOHOTBzNpwV6YdOc0dytin8g2l5XmhNJAtVxqwC5bI3wsxaUftNqDAc9aCFbr1kx5pRlY+9YRNoRaxm5YNEGMLbrdnUiD1cW62q1gp2sKNg9DuzYlbhEZDhzZADETDAKQm1YUGYiMwhBGwhBg7hvedHjVvoa1GctKuumNeg3dtAy469ZoHAf9SmL6e7K71gl6qjiiHWZF80XLHUYnJnhls/tKn08QLZrXq0A+ARPVjIRD6hy99HbfCxGXboYZ654NxjWAZfp2mA8LRjcycSjwANesNPOLv5W5B0UbF4VcnHvW0d0f+W4pZhdUvfM5qwF4oZ80yqR3AF/0Hqoa7hmtfR0OGUxeWfvWC46ykesKFwwF6z4rM/OujG3q5x5mLrXuFoB4AmfrAhQ9y7qsZR56Zl/RmTfYBsHNtDrQeqp23dn0Y8EKf8CSjtbuVsi7yC0ecVMyL9vHaHHLdqQcM9aHcibFhgtB60Uds1iwU5ZZPodK4gesZjsBavI3l84X5nELf/b1QLd7z1cFXAlcrWi6InqZLUr8AElfh+9R30i1zA3oWOodNB9BahTEIp+BxqsqKR1wTOSKlg7/KB7HgtPoW7/oLjq6grRj/PeR6FMkLvONH7Uoei7Vn1/tWa6D2xPKl9xtk9Quc8n6frLDRIb7s0GjhxsYAWoO9VEoXcaLIJyiAvwGsGcYGasIYfvMZS0Y8wwhsgzTGZMav4AgzAXJ1TvLjH06BKJLy5QC125tYQlwl5ZwuiJhblvFQQ9oET3uUIcN7Fchj4QcVOR0cGGGYUMqC7n/diwoAutZpyHGtyeI+mwSuXpkzLgPf2+dRCOWznQZQvCM8VZS4k3xE2rSHnAHbQa5PrxNYsJcMpCwp3dsaT4KB2x/uIL1lZI52S7vduVSA/4cNVFLnO1SsCjn6we1e6VpmNl+lKrcWZciIAgYhayMNBMnPvM/yx1V69gPrw23bd+8LglFF22oMCzFgpx0+oi5L7SQaukX/++Zh3AfVWnLBC/+3DHwpJHj49Y6NeF1nacgeuWye1KGzwgwzWvVrD3T6Wwvk8F+HFkmMsI9meF1jchjYOEytcIkKcszXeEGo+YWV6AGs7nlNuLxuFp76rU4v7BmHvefWvhY7vjFsiXxGWr8jPurJXQjf2mRcgD8qAVJq9ZIHgqT1mi37U7VkCP4BFrSl3MesHaqudkvf3bFUoP6HA1IpdxtXrA0U9WN8C9LOgYGrjU7ZwJoG808H3UA3//dZ5x6undvQxHdu8ix3Busm8/nEPS99L4nMl+z/q+VSU5cdnCAp+1EMRNq0c4aE1fv52S+064Y1nmozf4YuqC5RnOc0CSblfYgjxcFQ58tYI7bWgeUJr3IQN93DpmQJeRS+E9i5xp703kjfTuow+U9xr6Onyn7FO43zHuNvOIOHJJegF4ce75zPn828Fb/MPBw31XA5cwJz1Hdfe4+5ZNbl/yLluBz2zOWk5uyDetLZkD7qAVJb4Od6ri3yH3rVn1SPuLesGCv8mzs27M7erQQ3m4ErGrXa1oyk5XdS8IPqYBL33dM1P+DUDh/eQdSALXHPdTA7rD6TvZexQY4wLwF3enWUSAkJrEIWv3LYBhYJctpHzWMoEbo9y0WAwOjHLQ0mRgPu39lFUid4XesWqvHxWQuSjqgiUPfE6q/C3p29URH8LDleku6GolunOerJYJHlBz903AjjOPBXSZu/Sls8AZ7boJ3SDHQeGBe65Rro0/JTxVkjuAu7mPAFCeC+C+xeTz29m42+SbuMPEg3JXSa8quE+nkwe7F7nH2iGXCuOZ1kr7pwPWY+NP9yB34RwlR6wKF+wFK/xCZ2S58dvVIA/lcKXiV7taUYGjT1YFvA+5Z4fjcTo2oJejXVIAz5ScG+HNQeMdeAGuge5TTfDOro+cckQCdYF7IeU5dz236By28wG4XDXFVekfGKczx60bXJeMkdYZk4B9wwJ2HqDDfYhxTlcgCXclsXRUUGMXBUadcxT7lgPsQ+b3LXHgK5IMnXAD7AGVu88V6vEklJeLwzpbDOtmEeyD5fctYbBr8QydKgN4Jyt/JH7fCsnQXSiwz5OeM+c28k27H4YfgP0qj1dV8URj3wMwe4w0AJdAjDlDwGEEoQMo3/k53V9y94k++oV88YOYzn1R860f8qEP9Csf5okX1PtuJMcduJe9cc76mOOmBy8fdCBfc0E/5UC844F6xIvEBcGd350tnBvmD/9D4q/CLmNPeh9t897Cf9zq7kvNiDOBy41SXHuguuso0CmWvhPxjyTohTn/WbK/jVYHaJOrSXrwKc3ep8IwBjoyJAp6jxQFaSAUKETe2H0Lq9rOkOj91nEvB5jz9NUqJQ809XaPinCeq1SiY+eN+pnpnDxl0l3AtQRI1LdSk+VLyr+/VAknuewxwlmTcG/egOQgMcI1Va/jwozhuN9XFnihgUowjcv4AcdzluTMdMfCh3gzeYDzxyFHIeY96gvLiw5vPOeyDcwN43fIlyxXnErifcsDwAPKVWmDHUtV49JE55/xYOsNC0UMB46Mdt2g6VNJ1N8RafrILS3ehWf6bMS/lb0H0BgBAnPfMlnHrSt22ZIU19A69PZBKxm9ZontU1Ybe8dSYUcsYs0F661P8nbVwB6uiPqr1TJ6soJZ92rGsVn/EqV9Bm26EaIcWBrXh4ZTKnF3Ah8BSSpWyNnBvDWAmAIsi79vLSKTuGwFMWctDMRC+Q9a4AhONt0iMD2aRvDOVwkU3a6ItH242rpreBJxgTU2zDFEsS4hHfPMB6Nu3BDjQKSjr3Wn/xRYqHfOxD/ih/Mc3GfT/haSZbkAAnffMtmPWyHsZYvCn7UQ2QbVP2ghqa9ZBiiQ71hR89AuWC77+WpmEsrh6slcrZgQJ6sRfw8QP9ZCLpEZZ778GwrrgJbJNWE4PQzuzMRRHSSM5pzPTTew4XC2uqYkR92x6uMWi3XZGuNnLUH8DLMPWqERHkq5ZyZ70L2IR5Ynl9zjjLTD3N63gt9x65iBXEYupfcscqa9N5Eb2TuIOlDea+jr8J+yT+F2x7hbpiPiSOuAF1g4LziXj/uxG9gOj0N1V3lXVif3Jxp4L04q2aUcmTPki4wVHPD516wB1Cmc3v26Y91qj9DQiwDrmWC5UfwHcu5qpbJOVi1z3+EesvtYgF12uZT2nlF4N2a8A2TXdZ09bez3gd0FjqPLut9HcNFynVPyPqpbWndYWL0qEkdtft9SmO+w80B7H3nTMpn9gKHs+nnfKh08HWANeR9kd/Fgca66cSuIfCgc4VrK474VkA8o6Pv+tjqAcGDm+0sEc9HuWyrr7oe271tJO2cB81udd5vGzehGDo7VzXUqIInftxrR/WvHraLzyVkL9cUb/lwHwO26n/ctPUynQ4R3/QIdWZ3C0Lj7FtbXg/JdILqDKnz0E19zJGTqg5Wxr5Xct6TZ+wj8Tvm+JQ7H/WCRxRcQ+Pn5fP0270ZUsCpdVuazfxQXfQuUZ60lUNwPZdA6AKr7D6Ov8Yvv6H7e00mKdIFBEZluHPdVghxnHGvgMnfplspZ4L8WetNyw0AHkQPtuYa4Hn73sU+d945wZ+UjwKPnLjAvDnvefx5/G36jezh7WM/V4BLWSc/RG+71sR8jhHHJo595C90wPDmAre8ajz1NcO/kGY7mAS7m0HP44Nb+OfSvL2P3Y7374r3wHKePndtl85L4z9pnGHwTubE9DiYOjPe1Ba7vnmI6PdM723fA4wiwo7q9gHox3PnvPDm3l9/U/bCqQ3SvCueq/uTniJqYFBuYamWM/XiT8A7a8nVXYqCsi949lwe5F8vG8aSntQhyuG7IgfdpTNrEYgIlwCDB+YxJxixgX3XSAp8Ny0CyzqL7vBMkwGwixp7ZKCgLMAhobMaScRaYr51kgY8GCkGW3iebDAFiA2HCTLjYfOwEEjQbmXHNEAXv105a4LNBGKxZBEyUDeJgpjR5H2IBHDfwuexgPOvFctPEdtCQZkzqnfH1ex59n3F23PdVvXWIB2b+F8zszMhA2bF2t4rC3Xfiei286LSP4N2noKPeNrtYKc6p9Y0mfyAwu5AvD7Tk/T4bPx5lsstFQD4bx6yb5cB/MMTummH0KcL1Dkcxd4yfh88o1huLezDzu8R0EtnDQcPdajNAiBt7Wulyc9ZciKPmvi9rem7V+damrkPL99lcVcN9KAF63MB32QnqiT1v63ratjXvO4MJtgE55+i6P/wmYDqUw/0jXMZ0MgmHUU4Vfcc+RxPM4yJ9L+4Wcy2474//hX7gc/rhW//WIfrw0jsewTI8JCXig9YT7oeG9CAQfx/ZsmzUugAunJHd7d8t0XJwmr6udz+5A0SwpK6Xl6jnogNtybqeN/hzrFwkdkjwXJTP/XsoBBlbY9O8r0bQceSx9i4jLq3nLPrMvW6iN5IuOcBtuDaP+9inwrsjvLPSEcCjissXGC+add4/n3MbvrFzODts/2rgUuak50jL93JcjF0SuGde0jcc7gfOwteYl9OOfCc6fPSX40WJ4Z0p1r8xTA8E58vuc4jX073Gcx4bbSqXmvd05kj4PvBurMABDeBaeJ7qPdW9dwPGke9pF9AXJf6scd7KpYMmwzVVcKLTjR8boUOROINmy4vggUnMXRcF5Cniy12R2KThKD6AmoPcIs0Q3FcprMdY46UF2pmTeSPp0APthmsXebo2jcqRPhaoiyPtjMxvtXwHwvZ1pTlRNHbDBCnv83MNMd2lKjyNGpwGlYFZ3HRHamEiQpDfKyGOkc1LT/4ZAOsNdNEA/lpFn7r27tCUIx+/PRc2+hnC37L6A6HN9aJ9UrULI4YbvjERJKjAWqGJyQxgGohawz8O2GS0uo8Ka1ouGr4YYCmev4+96Y87mMHIU0Dr+xjvr3rJ98lWz2lL5ASAyv3SjeBzgK/wNap7H7B1VBOTPsdmvm988ofpXzg/1X2QZyi6pXud0lJcFG/PzevJ7dwWwyX3Oce/TlBzG0f2wr6EXD83ScxIbur5uAVPMxK/j5OCet8K8HHmsQMvcy+99Cx4xi43oRvE4aBwYHmv0WvLPyWceukO0N2cIwxHywy/YLtw9/l2bsbt5lb24fZwzNXmFatwgth7jftYL/5SYTzTCb0ROVcOlLFeF+JPIe+7CPlIfuyiiJHO++rflqWHeesL/OQ41uue8yc6ZmEul5zv4cyhSt14RI8DV7e69np+T02leueZ+o5MT3XhtfmcDffm9qzvlx6qBIsviqf+kDGkoe3IH7QHUYDUIWfQfWQCG5TbwZ27mkuzJLzndZ8KhBx74l0CWWfYxo0M+kCh+To0PoWJd8vgkZWmL7y9M0es0B1C4r6rLvGcDBxq896rz3bpZ4LBG0xEy4HIm+sgUeV3f5ejHtULdXyf68d8C58P1eeX2fGQzfeKxmMr6tKYcebdv2GwDwCZrhnm6cDwTiQfbTLIBY1+BvG35v5BaXu1aU666pamINx3B8l3JnWgqTXez20z/EUpJuM5c9i/FRvoIRHzleuYE7kJmNKW+Vpxo8D8mM8FSnjXKESObEDnM8NDOawOgqvIZYw2nW+X5iKZ+i1XUSeLRko2+6L7aCrmEalOv+D0ZzPwTeSEGkHBOiP/5IBXrwmPybR+7khBoop4PTtG443mvR12zuurupQ86ilwxAfkhtxB1yNDyAccBFYAzlJBrCajC8SGF8uCuvetcDoujl3vZerSu86aZ9x303qDgA4iD6z3Gnp9fKesU7vcMe/GcEQ4slwCFwAX3zmfncu7HbjNPxw6xHM1ePGYHmx77/w6Nlpeml/ObF1LtB2IvK8b9qlyeVfEOJpUX+CB+iyp+60aPZBCX/gnh8XeC+WOsamXLNCZnOOGzZSYa7lzurHdFZmjlnUuQF6IwJnCfuNzD5B8F5XZAad31guKBaekA0TMQ8GeF2tk4HdDN9pToVxql0N+CkobO2ZkuBSinCmNN1L0gTLjNYw8TYbutOmRVroIZGcV/tbmH5A21zLtZIumaTJANDJjVDJEQfqlkx+YaACC2JqTXbIGTuVelf0YG36J0ToDM24UHvRAoXn9MJyiCXfJ0JG6IpQLd/8MsN8arQOhyfUifVSFCxKmH785FaSpcJqxjekcbHpJHLNs+u4wqO7ue+N33B4z4MvIpfOcRc+c5ybiRvEcRBxY7zX0+vhOWad2uWPejeGIcGS55BeAF989n8/Nux281T8cPty7GnxBmQ7Ycu/9PPbbXjrez7xRy/0diI1NP5107uCwRx33Qn8mnMO/v9Wnh/DxJe8p6Aifs3vB6jzWhdaXqu55Zqz5v0Ekl+sBLup8TXjO0xjm6I50S0eRqviChNbPsG5/SzX/B4hy+ypRtSfY4xWs+aAG4o+fgPFBD7qySxzHRxmLPpc62XuUFECJtMfY0EuK9hmbeSPhoAcajeuH8VRFuFuCHFHMoly4+2eA/dZoHQhNrhfpoypckDD9+M2pIE2F04xtTOdg00vimGXTd0eN2r0S/VhkunTEnxG2briAceAAdb2kToX9dyD9yJkingsb/Qzhb1n9gdLmetGetNqtEcM0H5kJArRhqTTEY4Iws0COFSZ9NsTWtN6nQnScH3uyy8Al3rp1k+nGABwQoGvodfBPWafGfcdwFzCPKA+7gC4mf/53XnG35B8ODjM+l7wngwe1eu+0dX32M332BnN4cyARrtdgd0vwUcM+anbuP/xWfj30ry97n2M333uGcBz7NrVLz/d05qr6b1Cg1wEp81yDXKfTxj24g67KoyY0uoB962eu2b2FLv8Dg7q5op/aE89Yg5ZBsJB0xAdCgyCN6jpzjl+Hm8UEwP7N+yQzsEiQmvuGWLY+KRPbTnwQSN5CWfk3qi4ACc8I9g2bc2DyvTDMw0YTm99YUphiHeBO2aJgykXBTGeK5G1nk8PO1Ll/vHbjpv7x2m4q8u+Nta73k0VHsRvU5nPae+voDjmW66h/uNRc6bpOKXyeQfT5Zmf0QJtY7/vrjY6bXv7/030m2+axjiO6xJ2wzgzKSd0ovPfpgeq+ZrgukDsdxLtv3bmGOrqbafetC9nQZwow3D7ZemAwuaqLxJG3AxdGHmW6j28czYZzjGk8zsT7bpTzbj5QpBhq2i93j7uwHCvInEslCOvMoJzUjdJjHtjyfYDrRuKpds66azByjhKif/OFs3ku9m8czj40Wr1OTPJok0MPZY8QrcShyxbNkNRha+e0AyEMe3p1s2sRVKj3uUI0xzpm0aXuwnpmUGfqRvF2vzxATteEa8Fxp4MM7/fc8UA9uutu7scupKGdKWBwe3LrgcHkKleSI9cSjCwZ1O1O33ExHUcyjzGdM7kfMjt/kwQyElIPW3LvtWPrWIOCcykCW88M6hm6QTjtAfZ/P3GtHfG0O7TeHaScRwhtEi7OkDOSfVvo1gPQ5KokJEeoO4oIornCapd1YjqOZBZjO2Vr4/38KnBrqfrQXPPKsMqJL+b3vitqk2ET75EPLgvnBydI+ZgFtvy7v7xwZrPdfDgHIr/Lkd/6A08Vvt3haIthXl6bHQxBgYKVUPSYiSpnHBCWlLLZktPfi16GY3rRXAyymD52AsQHSlB6vvvrIWew4xaPfDAZXDf6rTnhVPL7IJz5y9v9AMX8Ii9ZJ0ovnE00maBAFjypLNa97xWxOdZxRC5xF5Yzg4Sk3DjvffqBd7lmXDfsOK3g3bfceUM9usu0+9YLaegzhWh4Oy0PjulrjfSI56FPs0VEaxG0jiBOTM5pJjSz9wHQM6M1JqRQarEvd487YR0ryJyXSgjLmUFNuXEbD3z5PvC6ovKpdmfdNRg5Rwm1mheWhnPLfzNsDgVWV4zkyCn4xzlpwXfTxh9sYG5uzCa3mF7c7vs8zn+T1A6lzWvCyGkyhvusNCDHUjDHpRLCcmaQmILduMt7n3rgbteM6x6JThPi37fcucY8epx533rhGnN2HA1vp+XBMX2tkR749eweF5iRi913KOX6sqz42PJS0AftHP96y/465M+/fD+PuPf32o11jMHBuRQhW2cG9dANp3XA+e7b16pVT9/Z1l1B5DySkL0XNtrZxd+q+QekzVWmOeFZrjV6BmE2WQFMA6Ta8MchAXsWYlnWrM4Si9XiPrRM45hHFLn0nVhnBAHSumH87ycdeM81yjXbzumK8CHMo8dc+H7phf8J5zvZNxyKgA4m2ytOC5qT/89VQxEYQzULOgclzCoKcZlluR8yPH+TBSKSUg9bcu61Y+tYg4JzKQJbzgzqCbpBOO0B9n8/ca0d8bQ7tNwdpJwjhGwSL86QM9J+W2jWA9DkqiUkR6grqgSiudpKl3ViOo5kHmM6F4sOEUhmtu975xuGep8rBrOtOCJxkD9zGOTBUGaJ8EKSOxttbwdmORiYXKNIevTXYo3ikmns6Rg+puNI5jGmc7HoEIHkZvu+d3r2Xu+dPJbMw7AXEctgreJUZKCIaIGEnY+WNwMzHQ6ILkGkP/xquWa99DS2JAIf8nnT8xiSjNDE7udN08lACErMPbhN4j4rDcixFJlzqYSwnhnUSblRvN0vD5DTNeFaOO5pg/RozJHHJfB+/MJribNdZLg9LQeP6bVM6ojnkEvZJQarEbjuEExE52HSNIv3O1fOi/ZAkWKoab/cPe7Ccqwgcy6VIKwzg1puegMh7wdLBwyO13AcTgsi504EZx0NQmm7YBLOWrxb23cAbVzrtJMV42WLDUTzDyu4RHt2YkEggbDK2/v5lefWWPHQUvfKVMmJTerjvpVAg2Sk3mMWThBe4V4p1qQx6sHbOSvzvwn0/WGQuroafC49Iufh1xnO95/L9PjB0KIkXUpOl5E7URwQlpSy2ZLT34tehmN60VwMstiee7KKtmK4J97fBupMdLcgJQch49Wl+GQU0a9vIB/eenAOwBXTGEHyaHOLjuvkN+B8oASTp+u+V2BzrKMRXeJuWGcGdaZuFK/79EBxXzOuC8idHmQfwhw9zsH79At+E+e72nQzGhwea9ca6RHPoJ+yk6iWLgxdQZRYnNNEaUbuA6BnRmtMSKHUYl/uHnfCOlaQOS+VEJYzg3o3PTe89yDlQMy99v50SsVy3k2g1pGgfMSLJuSsaL+drQeQybVNOpoCWMuwZR5/WssbsM1G12IwBsiWmjWb2ZktTpG4Gcd9UBqIYyqQc+kEYp0RtIHTGwl3D0i81zXKTt1FviP8dFSBcy8wXOytPiMcf5PqHMokX0S+5+dNPy7CpSLZLA5xwJheA7S75wYFqu4ZUKSJpNby3Zl7r91YxxgUnEsR2Hpm0OVOixsf8AA0eE0uy+kEar0jODhHCbvbC/GFjeu85bh994ef7mtF4Ql/qt/dIJ/fxuAcgCQWhRe73jesI/e3zoO7Uu+7va+K26koSjZYeG8h0F1ktj+1dalq/MxmvDWwD0FOFzfTgZNqX27UPrpIPQf4lNF+sSO9mo0mkmxZCjVgyuHuSUWd3J1e79MLXd0npWKryWcw743BOXRKuqB9zp80/HRD+sVl3eC+vNtxr+nBede3T4oVse3195k/8/KP0wOlzt/rBHRXzOxfbS5F7T63WW8N3EPQ18Xtc+ak7Ycb2q8uMgj5HOCpQM9lHOmQXvfHJa5pe93rP/3Lux31Kvx3kSv7o1Rs0Y+LBDc4mn/+ASEAAA+WMp7//04AAAD9////WgAAAAEAAAAzaAAABAACACi1L/2gBAACAARBA2wDA3IAAACsAgAA+P8BADv9zDpPaCC9D5YynvF64Tq80x9iDfQ6zi9gQwI7Gn4eOl8JO1fAHbVIDztY+BxA8RM7CShdTRc7bVEbxlQZO5R2GngCGjubmRnIVBk7orwYYU0XO8nhF0bxEzstC7xIDzveOhZDXwk733IVbLUUeg30OmYDD3vhOnlfE1f9zDrlyhLmxrY6Gkd1Dp86XdUReg6GOsV2TAlYOjwsOGIiOnr2EDxY1zkE1v22UTkpy6kTUDzEn0w8BNZiNEk8e/bx2UU8PCwRtphCPMV2t3g/PF3VqIE8PBpHEtq6OTzlyiIrNzx5XxPU2DQ8ZgMUqMkyPBq1sgIxPN1yFVSILzzdOhYxXi48LAsXKYctPMjhTwUtPKG8GOPZLDyamRmTdhpsURswXi48CCgcUogvPFf4sAIxPFbAHaZ+HtLYNDzOLx8gKzc8u9PWujk8T2ggpOyzeD88110hsphCPG+87dlFPPgGIl40STy6PMCfTDwwXaUTUDwLaIqHUzwwXezyVjy6PF1NWjz4BpiOXZeuYDzXXaalY3RsZjxPaCz8aDy80x96Tms8zi+lXW2cJG/6nnAdyXE8CCgloHL/IXNrTXMfyXE8LAv8nnCeJG883nIVqF1tfE5rPGYDLvxoeGxmqkecrmCOXTzFdmJNWjw8LPDyVjx69hCPh1M8BNY7cM5ItsyXAMtfU8nBssfCIsY7p8TTQ8P4+8HR0sA7y7/B576SKr6Blb39Kb0Q6bxa07w9y7/T0sD6+8HVQ8M9p8TEIsbDssdhU8mZAMtKtsxwzjAq0OHf0RmN07ct1ba91j052KWc2YDk2qcN3BXdt/jd5rXe90rfe7bfaPffHg3gOxXdpQ3cfuTaopzZOznYtL3WtS3VF43T39/RLirQUWsaPViOGT1/sxg949wXPZQMFz1EFj3RhhU9GUcSHdUUPeTKMDEUPXhfE5ycEz1lAxTRGBM9GbUTpxI93HIVe0gSPdw6FvL9ET0rCxcxyBE9x+G6pxE9oLwY35wRPZmZGZJ2GmtRGwcoHFb4VcAdz34empwTPc0vHy4xFD260xvVFD1OaCDP7JJEFj0MFz1vvOHcFz34BiJ9sxg9ujxWjhk9MF1Paxo9C2hISBshIxy9+RwMyh2SHs9PHz0b7CCDASA9UGhwpSA9vdMfBDohPc8vz70hPRt+Ho0vIj1XwB0ljiI9WPgcrtgiPQkobw4jPW1RG+YuIz2UdhrBOSM9m5kZorwYyeEXLQveOhbfchXRtRQGOiE9ZwNzpSA9el8ThQEgPebKEtFHDpIeyh2/+RwjIxw9evYQSkgbhJ5Ni8FMsuZLFhBLxz9KyHdJBLpIPRpHElAISD3lymNkRz15XxPPz0Y9ZgMUBExGPRq1R9pFPd1yFa97RT3dOhYmMUU9LAsXZftEPcjh7tpEPaG8GBPQRD2amRmTdhpsURsIKBxX+FbAHX4ezi8fu9NPaCDsx3dJujx9e05WVk/yLFBB/VDFUYNSuDRTpdhTPbzTHzltVATxVMFiVVnBVeILVqNBVhpiVvVsVt5yFabYU0c8LNxogL/0f+YZf0pDfvxyfap8PVzVOO17hTt7l5d6BAN6OX95fA155K54W2R4mi54Iw54SAN4Vfh7DXnMLx+6001oIBjs1l0hbbz2BiK4PC5dCWhZ14DFRIETsIE6GIJ8ghzbgvYzg+yFgzbQgxsShPpKhEZ6hIqfhGu6hKbKhBTQhBwShBpHdQKa+JOZjCaZPXv2PruYPTssERdTmD3E75c1kJdbN5dk5ZYbm5Y9ZAMUNVmWPRi1VSCWPdtyFQnxlT3bOhbFy5U9KgsX5LCVPcbhqaCVPZ+8GDyblT2YmRmRdhpqURsGKBxUwB0zfh4Zm5Zi5ZZZN5czkJcV75dTmD1uvDy7mD33BiKKJpn2k5lzAprwcJpc3pqqSZs9+QbRsZs9cBWcPdhds3Scjc2chB+dzWmdPdAvs6udPRx+HpPknT1YwB3fE549WfgcIzmePQooBFSePW5RGz9knj2VdhqsaZ49nJkZo7wYyuEXLgveE5493zoW4HIVtbUUz2mdPWgDhh+dj82ctXSc0xWcPV6xmz3GdqxJmz09LF7emvJwmg+cs5ItsybAsthUsrHssYixPVvVzymx9dCw/36wPXdfE7U0sPKvPRe18LmvpIqvYGWvPSkLF39Krz3F4UQ6rz2evBjWNK89l5kZkHYaaVEbBSgcU/hTwB3Nfh6zNLA9yi8f/X6wPbnT89CwPUxoIM0psT0X7K+IsT3VXSHssT1svNZUsj31BiIkwLKQLbMNnLOKCrT2d7RE47RrS7WvtU0Otidnth25tmcDt0xFtyx+t3itt7zSt53tt9j9t0YDuE9Ft2kDtx+5tilntk8Otm2vtUu1RuO0+He0jAq0qDXNK8fMv1nMce7LSobLIstow8qOasqYGMpOzslojMmLU8k/JMn7/sga5Mjf08hxzshqjMlQzsmaGMqQaspqw8pMIsuGy3Puy8FZzC3HzKo1zSekzZMRzuF8zgjlzknP6qfPxADQulLQBJ3Q6d7QxxfRE0fRV2zROIfRc5fR4ZzR6N7QAp3QuFLQwgDQ6KfPBknP5c7ffM6REc4lpM1Cz+bFYOZZ8+ULiOXjH+W75AFd5CcE5DGy4+dn4wEm4yLt4te94pKY4rF94nZt4gho4gsoHFr4WcAdHX4e0S8fv9NSaCAe7NtdIXO8/AYivTw0XQ9ovz3nK6vneRbooX7o4uiDQeldmuk9U2hT7OmdNuqDeOpiseqt4OryBevTIOsOMes9lnYafDbrbjQAPl/6//OM/6Uh/365/lX+nPb9wp39y0v9ggH9nL/8vYb8cVf8LTL8TBf8EQf8pAH8k3YabFEbCCgcVsAdfh5PaCDsb7z4BiK6PDBdC2isawA+MF1iogA+ujwK2AA++AYdDAE+PgE+jm0BPvuZAT5PaPbCAT680x8b6AE+zi8OCQI+fSUCPlbAHSM9Aj7FTwI+CCg2XQI+U2UCPgpoAj7echU8LDsBDf3JDEeTDKBdDIwpDPcLPhvIC66bC7NyCz54XxOOTQubLAs+GbUsEAs+hvgK5OUKPisLF3PYCj7H4VbQCj6gvBifzQo+mZkZknYaa1EbBygcVfhVwB1+HswvH7rTTWggGOxtvPYGIrg8Ll0JaHk4DS9vDdakDerYDQoOWzoOyGYOw48O6LQO29UOSvIO8AkPkhwPAyoPIDIP1zQPB84ZyZYZEmAZPnv2ayoZWPYYxBjnlBh6aBh+PxhaGhg+ZwMUZ/kX99wXUsUXPt46Fq+yFz4tCxc/pRc+yeEhnRc+orwYapoXPpuZGVj4WMAdHH4ezy8fvdNRaCAc7NldIXG8+gYivDwyXQ1oRQUa/Dsao3EatqUa1xonBxuUMxuQXBu0gRs+0C+nohsXvxu81htf6RvP9hvt/hs+lXYapAEcPCz7OxrUmiaWYybfLCY49yU+OywRJcMlPsORJT5b1bRhJT4YRzUlPuPKSwwlPnYm5yQ+ZAMUNMYkPhi1w6kkPttyFR2SJD7ae38kPikLFwtyJD7G4e1pJD6evBg2ZyQ+mJkZkXYaalEbVvgyxiQk5yRJDCVFNSWyYSUjkSXDJTb3JT77BiLdLCZjJj40XdKaJj4PaBDSxwgnPr48bj4nPv0GgXInPnW8IaQnPt1d8tMnPiDsIF8AKD5WaFspKD7C0x+ATig+1C9ybyg+IH4e44soPl3AHYmjKD5e+Bwrtig+Dyibwyg+clEbucsoPpp2GnDOKD6gmRmnvBjO4RcxC+I6FuNyFXRvKD4etRSCTig+agNdKSg+fF8TYQAoPujKEvTTJz4cR4OkJz5f1RFyJz7HdnA+Jz49LMkIJz589hAS0qFnM2MwM635MgXEMvKPMl0ygS4yFAIyPuLKGdkx9LMxPmMDFAGTMT4XtZF2MT7ZchXrXjE+2ToWSUwxPigLF9g+MT7E4bs2MT6dvBgENDE+lpkZj3YaaFEbBCgcU/hSwB3/kjE+F34e8rMxPssvHxfZMT640xICMj5MaCB/7PBdMj7VXSGPMgPEMj73BiKr+TI+uTxhMDOfZzPdnpPVMz67PDoLND75Bk4/NHE0v6A0LM00PlJoJ/Y0Pr/TH0wbNT7RLz88NT4dfh6vWDU+WsAdVXA1Plv4HPeCNT4MKGiQNT5wURuFmDU+l3YaPJs1Pp6ZGaW8GMzhFzAL4ToW4nIVQbUUThs1PmkDKfY0Ls00waA0UHE0PzQ9CzSV1TPfnjPF/jK+Xf5DNjO+OAlEumwzvq4pojO+b1901jO+96kINL6PCEXlNzS+THpSZDS+Fv6NNL6qkkZysjS+mDZHZdM0vkvo1u80vg6mSHwHNb4ObkkeGjW+XT5Kjic1vvkUS6wvNb7S72IyNb7LzEzEqU2dhE45W0+IK1CI82fTNL5NsVF0sjS+AGNSUI00vu4GU1RkNL6Cm+c3NL5OH1R2CDS+C5HWM76j72OiM74tOlW8bDO+728FNjO+ZpDH/jK+QZuJxzLSkDK+8W8rWzK+LzoYJzK+p+9U9TG+D5GnxTG+Uh86mTG+iJtTPnAxvvQGGksxvgdjUicqMb5TsVG2DTG+kPNQEPYwvpArbuMwvkFbT/7VML6lhE7gzTC+zalNKsswvtPMTNrvSwEVZT5KEfYwvhZuSRamSCUqMb5R6EcYSzG+nTY8cDG+sJJGOJkxvhz+RaXFMb5Qehb1Mb6TCCcyvvupRClbMr5xX9GQMr6vKYfHMvkxJjdpJu2fJpTVJr5wX6gJJ775Oye+kBlrJ75OeoWXJ74Y/oHAJ76spuUnvpmYBii+TegIIyi+EK46KL4PUE0ovl7AWii++t5iKJRlKJw4h4bzSbFR/WJS6gZTfptIH1QGkZ3vJjpV6G9ekDmbu/olJV6OJUpaJSgl2fgkbcwkcaMkTH4kWl0kvkqxUepAJEQpJKIWJDIJJBQBJF7+IyxlGWqcGSDTGcgIGts8Gm4aTJ4aucoatPMa2RgbvpfMORs8Vhu+DeJtG74NhIAbvlz1jRu++BKWG77RyZgbvsrDzrFR2xgbvv9iUrbzGr7sBlO7yhq+gJtOH1Tdbhq+CZE8Gr6h78oIGr4rOlUi0xm+7W9snBm+ZJAuZRm+P5vwLTr3GJLBGH+NGL6l71RbGL4NkQ4sGL5QH6H/F76Gm1Om1he+8waBsRe+BWNSjpAXvlGxUR50F76O81B4XBe+jyvWSRe+QFtPZTwXvqSETkg0F77LqU2RMRe+0sxM2e9LABVkPkoVbkmMkBd/sRek1hef/xcMLBh9WxiNGJDBGDj3GO4tGV+YDJ3PDFMGDfs7DQ5wDaINf9EN7P0N5yYODEwO/2wOb4kOFaEOt7MOKMEORckO/MsOAW0ODkwO6SYO7v0NgdENEKINcA39Ow1VBg2fzwxhmAwjYQxtKgzG9AuywAuOC0FfC9QyC9kJC7TkCsHDClGnCquPCgl9CphvCntnCsRkCr/DCrLkCtcJC9IyCz9fC7COC8ALw/QLayoMIWEMJJf/vdACAIY5AC5vAEGjANUAsgQBHzEBG1oBQH8BMqABorwBSNQB6uYBW/QBePwBL/8B6+YBSdQBo7wBM6ABQX8BHFoBITEBtAQBQ9UAowAwbwCIOQDSAgAol/+9qyj/vT+7/r3xT/69yuf9vYP9vegk/b0OzPy9Fnr8vc0v/L3n7fu9CLX7vbyF+714YPu9lkX7vVs1+73uL/u9dmD7vbqF+70Gtfu95ehHyy/8vRR6/L0KzPy95HrGg/295/297U/+vTu7/r2nKP+9i/3lCGzmdNnmwkTnvW9f6qznvfip6RDovZAIRctv6L1NeqXI6L0Y/pwa6b3mZOm9mTZHpum9TOir3+m99w7qvRBuSTs06r1fPkocT+q9+xRLV1/qvdTvxWTqvc3MTMapTZ+ETjtbT4orUIrzzabpvU6xUehk6b0BY1KeGum98AZTp8jovYSbzW/ovU8fVOwQ6L0MkaznvaTvxETndtnmvfBvCmzmvWaQjf3lvUGbEI/lpCHlVrbkvS86Lk7kvabvVOrjvQ6RTYvjvVEfczLjfODivfIGMpbivQZU4r1SbRviIezhvY4r3cbhvT/8q+G9o8Gb4VOW4b3R2P8UYz5KFG5JFKZIS1TivVDoRzCW4r2cNnrg4r2ukkZxMuO9Gv5FS4vjvU96LOrjvZIITuS9+qlEVLbkoiHlva4pDo/l8WPMbtLM2j/NKKvNTxPOd84x1s4LL88Cgc9Ly8+9mDZHMQ3QEUbQvQ9dddC9D25JoZrQvV4+SoK10L36FEu9xdC90+8qy9C9zMWeOomI8zOxUU3Lz70AY1IEgc+97gZTDS/PvYKbMx9UUXfOvQqRE869ou8qq829KzpV3D/Nve5vcNLM82PMdvXLCojLvBzLlbTKUMqz8cnZmMniRsm98QaZ/Mi9BGNSs7rIvVCxUdOByL2M81CHUsi9jStDLci9PltPYhLIvaKETicCyL3JqU26/Me90MxM1+9L/hRiPkqIUsi9E25JsbrIl/zI4EbJ15jJsfHJk1DKtMq6HMsIiMt09ctYyrLVOLNBprOPEbS3ebS23bSYPLVylbVp57WzMbaYc7Z4rLbE27YIAbfpG7ckLLeSMbeac7a1MbZr57V0lbWaPLW53bR5tJERtEOms9c4s1rKst1bsnHusSODsfsasfy2sBpYsED/r0mtr/9irxohrzroru64rqqTrsl4ro5oriBjrhghr/1ir0etrz7/rxhYsPm2sBqxIYOxb+6x21uyvjCZO5+Zpwya9XeaHOCaRJv+opvY+5vPTZwYmJz+2ZzeEp0qQp1uZ51Pgp2Kkp34l50A2pwamJzRTZza+5sAo5seRJvgmvd3mqkMmj2fmcAwmUPCmNdUmInpl2KBlx2XgL6WpmWWrxOWZsmVgIeVoE6VVB+VEPqUL9+U9M6UhsmUfoeVZMmVrROWpGWWfr6WYB2XgZeH6ZfVVJhBwphJLn+hBYANc4Bc3oCDRoGqgWUJgr1Mej9igr0X/ja0gr2rf/6CQINEeYO9EJCog73UzYO9teiDvfH4g71e/oO9tuiDvdXNg72RqIO9RXmDvYfzsVG9EYH+gr04tIK97QZTQWKCvYGbZx9UhqqBRoFf3oAQc4C97W+kBYBPLn9WUX59dn3hn3ySz3sHe85JehqYeb2Fm1Mt9HiZX3jO23cQane9jXgLd+/Adi6LdrZqdr3KqU3bX3Ysi3btwHZ2C3cOane9FaZIytt3lV94KPR4va8WmHm9G8p6jAd7z3vbn3x3dn1QUX4W+0sP2Ezosk2EiU7TWU/SIVCW31BKkVE4NVLMyVKXTVNUv1PsHVR1aFQ3nlSuvlSJyVR3aFTuHVRWv1OZTVPOyVI6NVJOkVGa31DXIVBZT4iJTuyyTRPYTBr7SyEeS0hDSqxsSV2cSNRHmhZH5mRG+MBFZCxFmahE3DZERNhDu41D+VdDgjdDpyxDuY1DQthD2jZEl6hEYixF9cBF4mRGlhZHWdRHnEiobElEQ0odHkvjxxjcpBm1fxpRVhugJhzuHGOsHRdeHgUCH5mWH2QaICGMILnqIEI1IQRrIXuLIVaWIUQ1IbvqICOMIGYaIJuWHwcCHxteHmesHaTuHCYcVVYbuX8a4KQZ58cY7uoXFRAXeTkWKmkVoRRn4xOzMRPFjRIx+RFmdRGpAxERpRCIWhDGJBBPBBB0+Q+GWhAPpRCnAxFkdREv+RHCjRKvMRNj4xMmoRRpFXU5FhEQF+rqF18py7xS48y8A5nOvDtG0LxwX9nm0bz5qdh207yRX/LUvMdV1ryjnde8ysbYvJk2R2DO2bxN6Nux2rwQpkgKb9u8EG5JGwTcvF8+SqBv3Lz7FEuNsNy81O9Dxty8zcxMxqlNHQTcvAxv27zdsdq8ifNisVHMxti8pZ3XvMtV1rxjH1TcdtO8C5Hd5tG8o+8/RtC8LAeZzrxW48y8YynLvHBvyb+5x4cMxulrxOrbwmNgwbxPH/v8v7wftb68+Iu9vANihLy8T+egu7yLuOO6vIwrp066vD0i47m8oTWiubzIf4y5vM/W/RSlTrq8YbbjurwS5aC7vBNg9ou9vJs2HbW+vPj8v7xfeubbwuVrxIMMxru5x7yuKWxvyfCFSdT5TDZlUKa/U+AAV94gWryQCEXsF128Tnq63l+8Gf5wbmK+wGTpz2belmi8Dj0Ral87a2YSbECUbLzT76y/bLzMzEzflmi8iPMNf5tKH1QIkZ/vKDpV6m9gkDubDBJGqqZCOkw/AAs8Aus49PM1Ji0zcJ0wIksu+DssAXUqo/oogdAnevkmoHcmNEwm+hT3OywB6zgLEkYXt1E5ICI0t48aZrlTW965VUEjujtBVboRWYK6hI+YujcNrbqjn7+6mv8Y0LqvUN66EaZIoyPquhFuSbd087rwLPq6vjv+utTvIJf/us3MTKUj6rqyUN66BBnQuqifv7o7Da26iI+YuoGbFFmCukwfVEtBVbpgQSO6oe9tW965KrsaZrnsb5AkNLdikPa2UTk9mwhY1zkhYiI67G8oCVg6KjppDoY6YA6fOtLGtjpMH0P9zDr2euE67gZjDfQ6X0MCOzhfCTuxSA87iSs88RM7WE0XO79UGTtwAho7skgPOzlfCTtiQwI7TuhHZw30Opo2/XrhOkb9zDrWxrY6TnpoDp86kQhvDoY6OglYOnBfLGIiOq4pMFjXOTgJ/bbFn0w8YzRJPPPZRTy5mEI8u3g/PK2BPDzfujk8KSs3PNzYNDywyTI8vAIxPBBdiC88EG5JO14uPDSHLTxaBS080+/u2Sw8zMxMuwIxPIjzsskyPEvd2DQ8Kys3POwGU+G6OTx/m6+BPDxKH1S8eD88CJG7mEI8n+/12UU8KDpVZTRJPOpvx59MPGCQqxNQPDubj4dT8fJWYU1am45dma5gp6VjdWxmK/xoeE5rpF1tmSRv955wGclxIKBy+iFzZk1z+hSiXW12Tmsq/GhzbGalpWOYrmCZjl1fTVrv8laOh1M7cM5ItsyvKa2SRk7owOe+PBGmSJEqvjwRbkmAlb08YD5K/Cm9PPwUSw/pvDzV71nTvDzOzEzHqU2ghE48W0+LK1CK87FRAmNS7wZTg5sfVAuRo+8sOlXub2SQP5suKtDf39EXjdO1LdW0vdY7OdijnNnwBqUN3BXdtvjd5bXe9krferbfZ/ffHQ3gEqZIopzZOAlETXoY/hDU7xEQhJ5Ni8FMsuZLFhBLyD9Kd0k9BLpIUQhI0M9GBUxGPU7oSNpFPbF7RSgxRT1gPkpm+0Q9/BRL8NpEPdXvFdBEPc7MTIrzB7FR0s9GZWRHPe8GU1MISAa6SMp3ST0KkT9KPaHvGBBLPSo6VbTmSz3sb43BTD1ikIaeTT09m397TlhWT/QsUEL9UMVRBoNSPUsfuTRTPYCbU6fYUz3tBjptVD3/YlIF8VQ9TLFRwmJVPYjzUIgrOltPpEFWPZ6ETsWpTczMTNPvS/oUXj5KA/FUOG1Uq5JGtzRTg1JAxVH9UPIsUFZWT317TtxogL/0f+YZf3Ff+3J9PfqpkghFOO17hDt7l5d6AwN6PZw2Rzh/eT1Q6H0NeeWueD0TbklcZHg9Yj5Kmy54Pf4USyQOeD3X70kDeD3QzEzJqU2ihE4+W0+NK1CM8zwHA3o9BGNSm5d6PfAGU4g7ezzte/+qfD0MkXJ9PaTvTkN+PS06VeoZf8P0f95ogFvXgMdEgRWwgT0rOjwYgj2i71R8gh7bgvgzg++FgzjQgz0AY1IeEoT8SoQ9EEh6hD2JK4yfhG26hKjKhBbQhA9uSRyYNu2Fg/ipRG9fdQKacF9Oehn+ZeWWmjZHTehXIJY9EaZIC/GVPRFuScfLleawlauglT2blYnzsVGBm0wfVD2b8nCaXt6arEmb07GbFZy1dJyPzZyFH53PaZ20q52T5J3fE54jOZ4EVJ4/ZJ6taZ61q50PnLOSLbMmwLLYVLKx7LGIsc8psfXQsP5+sLU0sM/yr/C5r6SKr2Blr39Kr0Q6r9Y0r4srUAJjUoObH1Sj7yw6VUbjtG1Lta+1Tw62KWe2ILm2aQO3T0W3Ln63eq23vtK3n+232v23SAO4qDXNK8fMsClxX0mGyz37qZMIRVB6HP6wkkaeNkdpjMk9UeiKU8k9FqZIPiTJPRZuSfr+yD1lPkoBFUva79PMTMypTaWETvz+yD1BW09AJMk9kCtQjFPJPZDza4zJPVOxUQZjUvQGU5Jqyj2Im2zDyj1SH1RNIss9D5GGyz2n73Xuyz0vOlXDWcw98W8vx8w9ZpCsNc09QZsppM2VEc4972/jfM4L5c4KSc/sp8/GANC8UtAGndDr3tDKF9EWR9FabNE9OVtPOofRPZ2ETnWX0eOc0T3LzEzS70v5FFhs0T1dPkoUR9E9Dm5JyBfRPQ6mSEvoR5c2qpJGFv5FTHoHSc89jwjlzj33qURvX60pQs/m5B/lu+QCXeQoBOQysuPoZ+MCJuMk7eLYveKUmOKzfeJ4beIKaOK/Ped5Fuigfuji6IJB6Vya6VLs6Zw26oF46mCx6qzg6vAF69Eg6wwx63o264J46l/6/365/lX+nPb9w539zEv9ggH9nb/8vob8clf8LjL8TRf8Egf8pAH8S7FR7AZTf5tKH1Sf7yg6VepvYJA7mwnYAD4oOj4BPjVdAj76FDsBDf3JDEaTDD6wKZ9dDD5xX/cLPrJyCz502Ao+oM0KPp0sCz6QTQs+tHILPrCbCz4dyAs+jvcLPikMPqFdDD5Ikww+/8kMPj0BDT57OA0ybw0+2aQNPuzYDT4KDj5dOg4+ymYOPsaPDj7qtA4+3dUOPkzyDvIJD5QcDwQqDyIyD9g0Dz7xCQ8+xI8OPtekDT4HzhnJlhnEGHpoGFoaGPjcF1LFF7CyF0ClFyKdF2yaF2n5F1waGIA/GHxoGOmUGFrEGPYYbSoZFGAZy5YZCc4ZRwUa/jsapXEauKUa1xopBxuWMxuSXBu2gRupohsYvxu+1htg6RvQ9hvu/hu91hvgLCY59yWOCEVMDCU+qZJGJ+ckPpY2R0roxKkkPgymSB6SJD4Mbkl8fyQ+Wz5KDHIkPvcUS+5pJD7P7zdnJD7IzEzBqU2ZhE41W0+EK1CE80ixUSXnJD78YlJKDCU+6QZTfJtIH1Sd7zf3JT4nOlXeLCY+6W9gkDubxggnPutvbT4nPik6WikoPu8Gf04oPgJjUk6xUeKLKD6M81CIoyg+jCsqtig+PVtPmsMoPqGETrjLKD7JqU1vzig+0MxM1+9L/hRjPkoUbkkUpkhQ6EeBTig+nDZcKSg+r5JGbz4nyAgnPq8pEtJwX056Gf6tkkZO6JJ2MT7sXjE+SkwxPmA+Stk+MT78FEu8NjE+1e8FNDE+zsxMx6lNoIROPFtPiytQivODmyw6Ve5vZJA/m9+ePAs0cTTwBk4bNbBYNVZwNfiCNWmQNYaYNT2bNZAxd2s84lyjkizdxDt4gq1NMXngxXOyNL7OaXpm0zS+ght71e80vkbZewc1vkahfB0aNb6VcX0ySH6rLzW+CiN/AgCAf27r2x1HgWGvYROCQ3IdyxQdg15nQ6ki4m4RhLI2k1HOYTxn0JAy9TE8cDEXSzEkKjG1DTEP9jBt4zD81TDfzTAoyzAV9TGkkvkxJjsnvsOBrYaXJ75M38XNaXqZBii+gBt7RNlEoXyScX3BWii+Lkh+ByN/lWUovgAAgH1u6ds3R4Fer14TgkByGssQHYNaZ0CpHuJqEYSuNo9RymE4ZyglbMwkWV0kMQkkXf4j4VzHCBq+opIq3cE7eH+tSTF53MXKaXp9G3tA2UChfI5xfSpIfgMjf/z/e26A59s1R4Fcr1wTgj5yGMsPHYNZZz+pHeJpEYTJCBq+rTaTwRi+rzZrH0GpW2cRHRxCcmATYAuWSEiDG9DiTzGDxi6RwRjjXFQGDfs7DcLoJg6+3ct+cIkOvkHZFqEOvkG4sw6+kCxGyQ6+Bf7/fG6A6Ns2R4FdE4I/chnL6iYOVgYNvpFRzGE6Z2wqDMX0C76xNm0RhCHig0KpXWfYCQu+Ex1Qpwqqjwq+Ygh9Cr46R+x6Zwq+gG4DAA0jfzRIfphxfUmhfEnZe4Qb0Wl61gkLvuPFedACAC1vABpaAT9/AaG8AUfUAenmAVr0AXf8AS7/AYP9vcov/L2VRfu9WjX7vewv+73k7fu9opIr3YCtS8x/Q9lDX68gbLA2QqldZxMdR0fhTTHFLQGBz73exRBG0L1C2Vx10L1CoJrQvYG10L28xdC9Xa8Dgc+940bJG8uCtLrIvUFy1IHIvV8TRC3IvThHYxLIverbgCgCyL1+bgEACSN/MEh+lHF9z+FGyb22ebTdtGjntbIxtnastsLbtgG35xu3Iiy3kDG3+hqxtrBIra/+Yq8ZIa8d4JoZmJwbmJwfRJvgmmGBl2XJlWPJlV8dl4GXDnOAveFcgP6CZkCD8viDvWD+g7236IO91s2DvZKog71HeYO9aECDvRGD/oK9ObSCvUJigr1oCYK9h6qBvUaBvWDegL0Sc4C9pQWAvVEuf71YUX5/dn294598vZTPe70He73PSXq9HJh5vS70eL2aX3i9EWp3vXkLd711C3e9DWp3vZRfeL3JSXq9IVCX31A5NVLNyVKYTVNVv1PtHVR2aFQ4nlSvvlSKyVR4aFTvHVRXv1OaTVPPyVI7NVKb31CZFkf3wEVjLEWYqETbNkRD2EO6jUP4V0OBN0OmLEO4jUNB2EPZNkSWqERhLEWVFkdkrB2BG3tF2UWhfANrIXqLIVWWIWCvG8sSHYNcZ6EUYuMTwY0SLfkRYnURpQMRDaUQhFoQwyQQTAQQcfkPUePMvAKZzrw6RtC82ObRvNd207xe8tS8xVXWvKGd17zHxti8Xc7ZvNmx2rxE2Qhv27waBNy8nW/cvIqw3LxAxty8GQTcvF/O2bzJxti8YPLUvECp2XbTvB7i2ubRvD1G0LyuNgSZzryPUVPjzLzKYWEpy7w4Z29vyb65x4YMxuhrxOnbwmJgwSC1vvmLvWOEvKZOuiPjuTaiuYCMuWGEvPeLvfn8v2BgwdvCvOZrxLy5x9X5TDdlUKe/U+IAV+AgWu4XXb3eX3JuYsDAZOvPZuGWaA5AEWpiO2toEmxClGyuv2xgO2s+EWq53l/qF13cIFreAFejv1MzZVDR+UzshUkHEkampkI1TD/6Cjz86jju8zUfLTNqnTAcSy7xOyz7dCqc+ih60Cd0+SaadyYuTCZ80Cef+ij9dCrzOyweSy5snTAkLTPy8zX/6jj+Cjw5TD8AIjS3iBpmuUpb3rlOQSO6Ld0wQVW6CFmCuoKteY+YuikNrbrgxZKfv7rqGNC6lVDeukXZhSPqunTzupNxfcks+rovSH6SO/66CCN/8Jb/uoo7/rp+brcs+rrq23l087pjI+q6X69sUN66uRjQukFyWZ+/uhvL6QytujOPmLpaZ7xYgrqWQFW6HuKoQCO69lneucIXZrmw9DO3uVE5iFnXOeBiIjrkCVg6xg6GOroOnzoqx7Y6mP3MOkh74TqyDfQ6hEMCOz9yW18JO10T00gPO12vgfETOzZHdE0XO9lUGTt8bgIaO///f9VUGTsGI2xNFzstSH5N8RM7kXF9wEgPO0ZfCTttQwI7fxt4DfQ6C3vhOlH9zDpLMd7GtjoOnzpyDoY6PwlYOi5iIjprPPLZRTy3mEI8uXg/PKuBPDzcujk8Jis3PNjYNDytyTI8uAIxPFqILzw3Xi48MIctPFYFLTzq2Sw8r8kyPNrYNDwayygrNzzeujk89NlFPGQ0STzGn0w8kIdTPJuuYDx8TmunXW0koHL+IXNqTXN6Tmss/Gh2bGaopWOarmA8jl1gTVpeU8kixjxG2TFIfgojf39u/im9POvbgpW9PJMqvjxhr8Lnvjw/y788QnLV0sA8HMv8+8E8Ex2D10PDPFxnP6fEPEGpxyLGPLLHPGRTyTywNp0AyzyRUU62zDzMYUFwzjw6ZzQq0OXf0R6N07st1b3WQTnYqZzZhOTaPBEdqw3cQRXdvPjd67XePPxK34C232z33yIN4H623zz6St886bXeuvjdPhXdpw3cgOTaSzG1vdYt1TwYjdNrPJUMFz1EFj0e1RQ9nZwTPdIYEz0UpxI9EHxIEj3z/RE9MsgRPbunET3gnBE9///QGBM9EZucEz0ayxzVFD1aZ5NEFj0MFz0Lyh09kh49ggEgPQM6IT3OvSE9JI4iPa3YIj1uDiM95S4jPcA5Iz3QvSE9gQU6IT1ypSA9hAEgPU0xDZIePcodPX8bSzGkkqp8hTt7fg15PRDmrng9XWR4PZwueD0wSH4lDng9CSN/SgN4PT1/eT0IA3o9iTt7PVtnQakAq3xzfT+pWWfuhYM9Dx0dEoQ9+0qEPUd6hD2Ln4Q9bLqEPafKhD0V0IQ9/v9/BSNCoXxC2Xt+y2l67IWDopIXU5jvlxubllgglgzxlcjLleewlayglT6blTdZlh2blmflll03lzeQlxnvl1OYQLuYjiaZ+pOZdwKa9HCaYN6arkmb1bGbFZy3dJyRzZyHH53RaZ22q52U5J3gE54kOZ4FVJ5AZJ6uaZ6IsYGt38Xxua89RNmliq89YWWvPYBKrz0uSH5FOq89ByN/1zSvr7UfubZORbctfrd5rbe90ree7bfZ/bdHA7jjXC7dxjt4g61PMXnjxdFpeoQbe0nZSaF8mHF9NEh+DSN/AwCAgG7s2zpHgWKvYROCQ3Idy11nQqkh4oNtEYSxNq82axEf4oNBoXxB2XvdxXlJMX+teMI7eCrdd+Fcu+TYveJ9uf7Cnf3LS/2BAf2cv/y/hvxzV/wvMvxOF/wTB/ylAfygv/yFAf3PS/3Gnf2g9v2BVf65/qkh//eM/2P6/3A0AD6uawA+ZKIAPgzYAD4fDAE+PgE+kG0BPv2ZAT75wgE+HegBPhAJAj5/JQI+JD0CPsdPAj43XQI+VWUCPgxoAj73wgE+OwENE2AZPuNcbCoZPqSSfz8YPuLF0Gl6gxt7+dwXPkjZU8UXPrGyFz6WcX0ySH4jnRc+CyN/YK+BPxhBqW4qGRVgGf07GqRxGj6tNj+pWWeRXBs+Dx0+clwTNUd7bgMjfRuPXBs+STGicRrFqSQfkiR9fyTvaSQ4ZySkJ+OLKImjKCu2KJzDKLnLKHDOKAbEMl0y2T4xvDYx3548CzRxND2bNWEylc83CkjrYi+Ie7da8D8ylol8gM5aJ5c8hpe9EHoHNb476mNSmI0nNb6xvR0rmZqZFwiag3XR4PlIm/is2gucvRG0ZKu29QCd2kK5ewWrSdAq62X70wCe9TE8cDEYSzElKjEQ9jD91TDRkDLunyYmOyeCwCcJIyhRTSjfYiiWZSgExCVdjiUoJXCjJOlAJKEWJBMBJFz+IyHTGcgIGrXzGvSNG8iYG5DBGFsYo9YXHHQXdlwX1EkXZDwXRjQXkDEXd1wXUwYN+jsNWfDnJg5/zlknl26JDr47FKEOtrMOvmJSmCfBDr6wvUTJDr4cK5n7yw6+mZkWCJqCddDg90ib96zZs2SptvMAndlCt3udA6tH0CjrY/vRAJ7E9AuOC9hC1wkLl28Kw2QK0AIAhzkALm8A1QAfMQEbWgGivAFI1AHq5gGxvXj8AUnQxef9vRN6/L3JL/y9BbX7vbmF+711YPu9lEX7vVk1+73rL/u9xYP9varf6fYO6jo06htP6lZf6sRk6uoQ6OrjbBviIOzh3Mbh+6vhwJvhUpbhUBPOPjKWiHxMy8+9f8466rC9K8vQvZmZ+EibTsvPvbNkqrb0AJ1Sd84TzpS0ylDK2/YArLacmPzIvbVk2wv5+kjS4JqEdRgIufzHvZuZmR4rsr2YZFI86pc9hluW/Mi9gc6WinxAMlvwlZJQyrTKt3m0aee1szG2d6y2w9u2BwG36Bu3Iyy3kTG3t920+RqxR62v/WKvOeiu7biuqZOuyHiujWiuH2Ou3RKdKUKdbWedToKdiZKd95edHUSbYB2Xn06VUx+VD/qULt+U886UhcmUDXOAW96ALoiCqoG9erdY8DW0gn5YOoZhUpivvfD4g70bK5mYmRUImoF1z+D2SJv2rNgLnLJkN7SCvai28gCd2EK2ewKrXt6AvUfQKOtj+5PPe70Eqwd7vbh7G5h5LfR4z9t38MB2t2p23F927sB2dwt3Dmp3y9t3X3gp9HgXmHnKSXqNB3u9fM97vTA4NVLMyVKXTVM2nlStvlSIyVTUR/TARWAsRZWoRNg2REDYQ7eNQ/ZXQ383Q6QsQ+4cIowguuogQzUhBGshVpYhGV4erB2i7hwmHFNWG7d/Gt6kGeXHGOzqFxMQF3c5FihpFaEUZOMTsTETw40SL/kRpgMRDqUQhVoQxCQQTQQQcvkPf86ptrd7L4iVvbCfqFS3QJm+4rx/AMPTFwAEFIWyPGYEOBSAigpBAAABIBgABA+rsAegHRSSugaEPSXCecdYcoRUmb3gmuO8RrkNLg/bgV/N6SehtfcqgGNw9lKJ5kwOcEM4phwoa14j6acD3Ds84EhW5MWQ6c5gqltIyAwCwFjeh5juOOJlX4aRzlnMyL6pThMQnteAEPyUOgQA2Fw0oMjeD3MO3E4JNEQQASUCEMOsfPfDjX8DOzMAfN4PdxYodzcEP0rjdD9sUYDIE4YImL9viWQPqGacaavSTNABBRGQBAEIhFSh975FJjsHgW8HgEMR4BLhdHAwg7fsJp4jTbLKgGstwmDjVTqTOWXyqgUeIufv6/2OY86XveCz2vJvovsedDW6RnaNrbBTBrhDLHtEHhp3QQX3WyQ5L54Xu625JXtYdwjrqvYK6snPiST3oHeM4vEWk/6S7p7pfTfUaRMPKHhNuGaB4xQ6ZT3w3XTHIuvodMQ6yIV6wbo4nMN8q9yuFPDwHq4K9LpcrSjnoCerXoUeULf7zkrhYwrmUqLuTAx8AyLLHAhoXbvqp0vcHRbwyGjkES8KVc6h/s1UcSApuYLKB2fz8Jc94jrWRJ6gizfUWkcsMd4Fa4A4Dfd21cI4XJ0Yr1Zv5skqBe4H3UPg8WDHEPBy0CUGnA0+A4CbwW84QAeDDgDgteDX5juVfdo4d5ruvHvE64gNvvxC9uJx58m5md1mvhHncHQw/mrsNcrJz9PE92zGsWnmkrln8gFvMK2IOECL91uM5NrinZJ1737gaDj5hVh0rhh/6xb4UIB9mXM66L51euED6sGMSAMYePetXpAoqbz8hFum1IIddqYT6n1kBoy9bzXEndf+Za3dt1Cy95WFG+LvWz7zcb/FFgi8L7xvYcfvhrP9aMb4xQBvt1Img4okYgPhflgnERLv9+K6V+6EO05Yq0EQOTIFK5cPocTQ6QtROUJkrwXrsKceoYM+2fstFmnQ+3BisUYctt23utUhUXgJiIO6bwUlfEC9mDFpEBIBCRAp7lstkmuD5qlbu5vIHYFTeYALItE5jLxdIR4qCBcA9tnZWf5nH7EZNzG14TUroDllPbPvWCy+I9aJecG6FBLndrXKOFydmFerLuPJ6kX34XuNOk4+Ztxl9KXlP6ucCf8m040/fVD1r9mugz8lcOpMd9S7xh2xH93GyxeEL8w8/52bdhu4keLwdbD66u2SiJMUh4fv2dIxuONSjzjjlm4U964PqOIaQHQ6rrrLKUfAXRckwLkAdBsCHsIAlwHHg9y3Qi18QN3uOyvnOEPWZUvOWWPSm6Ssg87db0HpmsR1cE4xp1l1B7tj9BGSIzud/IL3wrjzwDMrb98bKQ5fB1ev3lyCcJJy+OieVT8GOy71qDPO4kZx7/IBKV9D16zQc7pt3B33CDpiffDFvGAxOc9XteHgD1dPsasVmHyySq772HthHlcfS89lxqV2znqdAfAmfKMfPuhZrtVdG/pTzVPjvhN0h/xHso8O3OFC04V1nwc+H/Ztmjf4H0Y9HL2rWFzlOYnihKT3aAw/hnK6hCj5DNn4Dfw43hxArtcz16yRP73pcjcBR59HLHe+eL9guewsnq+QxI3hDv3haqCv+9XK5Rx0skpO+IC63tcy5zhB9mXLzlmp+1az+KYOz0EDO+nDZL8yDOkFnA+MjJsvxEhlUnG9aCJ8ox1cThkdAL3QI4Mo77coEA6FAamYAlmMyss0eR+8+HFi7rI50FnyfatyctNd/EFheR9k1ZO8vt/icRpmegHifcsAz9+eXd5bzB1+PhDO1S2v559c6WRZwY7d4niL3hK83AJSZ1Z8tsVlCW62WCXiwIocbJH0dXEKk8l2v8VR1LuonnQ23beyjRu4D3P6V0z5Qe5bEQIPqDkWYZFjei390tkDcMYKzriRFPLqA1VWwGsGtvj05KC6u4orjpCCPO6C2go4N2KBbidHwOECDvCSoOQ4nGyVB3KRbV3WmVjMNetjIj5l2eVk7liTBMkRSwJBcsEqIYYguH27qqLSHq4aWLarlemBd7K6CPdh9wr9ODkmXJeRS887qz7znpuMG29wUNGv2V2v55TwVJh3lHeLP2I7mvn6guCCMec/52tvAzdXH74HpFy9vYB0knrg0T1deIx0LpVRZ/zGjba2gANSuAYQT49Vd3XlETj3AglwDgJvQ4BDEcBlwHHQ961nwgfU9b6WQXgMk3WpqJ+5Am9QGkD8+ib3FAq4c4gdXbDUF6fKs0rh5lIerJWuo9KDy2aDVaR/0mZXtbRmr1kRBrRy8o5YztwF61h0vpJ7TpjD1UP0auUmn6yyy/3avWQ+nn0sPVzOXKrUOxN8NzNvjOfBzIHseS37Orinmp+C253gHeY7knEU4vYXmi7UfR7oPLC3ad/U5zDqYfSvYnkt/yTKM6ju0dy3Ptdj8HG/bDWbz6C5N/4XvDqABNdj1ywAns6esnbuu2BylGoXsxesRzwICfjb1aoKGPhtzukPqPJ9mqsdJ48p9zJyKfPPqs7Ed5N5I7oHvQMIuAZ7DeZT6mnC3bG5q+eI8AhhlBeUi8edJ85pdnu5oXd4ODx2Vfs69cnPaYR7Qn+MOm5BkUvUnykUb9zvWwDgHrAOWgq8Dl6zRD7dT1m27p3wj9RHrKzCF6zP2rlMt/p2hV0dTv91Xa1Y/iBOVqv43lHMsYS1S7bozggOvpFYB5bUXjOZpyC5776EH+GaxgWEi73882m+lYR8eIn1giKeYS/cdn0D/xvRlXcA4e797luj7M4ZjlS6iNZ5qn8T9y1Q6oBZXxLCQe5bJQUPqDksYKNjem390tkD4IwFjrmRFOTpB6pWgGsGtvj0xKFyd4lXjpCCvO6Cygp4zhggew8vApiXBAXHYW0rvJGDLNay1sRmrlkfJrFTlg9KOzti7WHFLljORwbsk92uUq3C6HhXqxuu6GQlcdy33xP7cezYMC6rl7Z3lvnM3Dc9NzR4EB6Y6Guk13ae8p463h3F3XGO2I86r7wguHDm/OecutvADZXD18Gpq/eXIZ+kHDa4J9xjv+NWmlyi/Awl+MYFmnsAq72m0U/3+5ateyf8I0v9xZF7hoBv1fsWcnwYzC6KcJb7Vnz3B1TRLsErmt63PCbkmbsc7A0pkMceqFJrrhm0utMnB+7OKg44QgryxBdVKtW5Aat/Mz0UD5Y4pSuJouRwtwtzsrpsddXUjDettpQC57a5Zl3gaaesSCwF4xHrhku7YJUgsCDYeLtKQhTXh+pkdbvcx+4N47j6WHkuM5fafdZ7xoGbkBuBfpA8wJxriOv1TwmeEtMd5S5wR+yOOh+8ILgA4/x//tpt0I2qw9cBq6u3yyJOUh0auSeWjhl3yXXZ2tUzWH+D3rRAV9g+AJ7X85pF7NPjlBVb3ZHraDtimeMCvmD1Xj6f7SZvV5JNHOo3mb1eWem4T1ajIA8ox328ZB63HaMClxHorONMuje9bzjoIDxw0NdI1+Ce8jo1njvKXeGO2B7FXrkgcGHm+e+c9duAGxSHr4NTV++XRZ4ks+5l9y0mHdOPW8r6UjlngLMW5LmhU4gDxEELiV9b3FOi/p07R9sRy50v4AtW9t152W5yuyL2Q324coCLcrUCwKc8WZXQvQL0x0zqX4IVPPMJc+NFzQFMOtcG3inRzt3xYEf4QHNBGSg4N3vpEqSrosgS37deyHGrQQLps1YPdKLEQWuEGlG736IR+Y618R+xHrhfsKKBnq8+Ad2u3JY5XGUSvFpdTPnX62Sle0CRVb60Y64B0KWEiuaM56S7cWvcRw4M75rqunBP2aftuyO8c8YR5VHgXbBflHd+cB57W3sr9mHtEMxVravVk99Tqe+p/hh93EL2S+tlq8Iz2VlL5RuamxbJDmgHLZCu99csdk5hp6wFvZt3LGEfHY5YC32hLliH3fOabrXbFXZzuL7rulpJjXicEXGPoQ0/ZuJgXLrAaWcSIbqTa6IHQCAyGBIjjASmAxEgIBbyfauNm1DYFKKetfba0puWiYP0oHWB016zEpSsU5bXie+OdcthHLEmEowL1uX6vuC4mdtVsXYwzut+tVL5BzlZJQk+oA73ZQJf8JgFjrmURNGe+ZyAbtiCvOxAFVXjmqGtnz45cncWccAjBIXo4sukfr7hdG6SRMVBIqHkmiAqHVLiZgFMJstSSn3oiwTsNeslKDplIVVk71ifE+kRywZHcsEqIZoguH27qqLSHq4aWLarlemBd7K6iDPuJSi1Y58T4CU7HPPMBEG7MQXlAQ5QqcxrBmz31OQBcGeBFx0lKFQXXyflsy1HcZNIKBwkCaXXBFHpkGEEMFujSY54YgrhJEtgAsZ6vyh3axzsUAzRlXC+g75vdQk8oI73FQUObaKnSTMqYBT3kyNI961h+44i2EcUTQJw35Lz+WQ9B/3tpLgl63ByHGJ2NdFfyCOcYL+XrO9bL0BzvMXkS0l02ZrL5WdbQLqRxDetLbs82CI8Uf00AsSeJsJoXn0OWTLcQhL8tRyb4e4rYI/D37fQ4WXIyNm44GYicQf7k2DMTtW8by2XO0HN2vW+dZffb+/cIOKWCDwcA1ySnI+xcb8tZhcYLQ7ihmEZVjNw2lNYhvdbiHS/TXPuh9+BoUs+y32rh+sB1byvKGKSqMAMpAxI4qyrgGYGQABAYgCX6IQMQBJEIDAgvSimQIAFKYkjEFShKdnIAxCACZbEKgUomUAECQiApCyBaADmSCTAAANbhfB+ixd33EoU73ILGR2TASQACX/fStJ7pwUaEgEw72fJvBW7bxHgUJaHWVC6MrGrLC78favsPO6bh40SEAF/vwUmwcBAYIKcyJLE3LcuxM5j+O0DOGQAvJQ4DrNyL1yUOpAHG+kAJ1V2h76QKe1IoSfuWekf+kJGnojNvz3A6dikFhn4wsQMzpME4m2SgDhMJRBcEgSYc8ahmMEXIfhNx0K2S2lPY6SsX7DMPBznq/YhbO5w9eG93+xqVRyerAL2A8p5H9BkyijJQgQlA0DyIKJKASMmMgdgADJYWwMaACIDGRAwQFxhCIEByIGRCCUgKcSVmIBABiRkLosARSZiJg8gIBIca4YSACYBEyQQlv1965YjOW5JIEgvWxME7VmrhLBEMDpovQRo16wEJeuU5XXiu2PdchhHrKkE44J1eHc/cLmV3a6meCh+uELAlcyr1Qo76MkqpOABdXhfJtAZkyLcTJ4ifp4F9CJlY8kYUEoSGcgDGIktPfR+Vsn7ZDBKAFz3m+PfFSb+qInYfbTrY/xVCtm1HYMkOQRe7KUlz8A1lsjA/TDCkYEe4DPZ5k9xxO51IT+ozC97yg5UufeeQ4ugkT4CZ+V+ogkQ7yDuW2OCD6jjfUVxHEePJf5l1aV6zjLPXHfTe0MBDwY9APA1+LVjnlJOD++O7S7+I2YFF2zuW5Sc186R3dZvjTmsPZx5VXM99eTnRMp7wqEVZnahmRFY3uiU1cZRItgfsV4CmgtWhCIVJBi3q2oqzeGqgc2+Wpk8eE9Wl3jmXoJCO/Z1Ar5kw2XOTCG0G1NUHvAAlZq5ZoB1nZoeAHcWeNFREkXl4nOiPNvlFDeJhOJBkqh0TSCUHJrzPkQM0bhnZ8Ahtht1VoV8nQb6p9n4gLvf4iWOXjhikQq8YFWrnYnzlvZ2xdkOOTtcDeR1Xa2c/KBPVheFH1BHuwAOJARMAsKhuRAYBRKD5iPctxqgnSnUt6HuQV15DSo5HO1OLrWR4rMLsJkrPJM2yVC72b2MajLzTzu00QFL5GF+skUdMrEZz9sItyji8Ea8LGGcjx5nJz6oyDRra3jNKiEiEOx3rBcB7RErQcG6YPmYVB+9ZHtfOVxB9qVfrbjDWZ6sHl0eUI37MiEuyZij07iPctmDLRXCbjq9j5AhPXgBe9/6C2e37zbzHX7vsBG7+v6XMpAO/yOk/oQb23rEgex85HnfEi1LRCzUzIwgQUgGImi/L6l5XJC9TEh21va+pcbdZBA/KBbS05LkDsCClau4q+G+NZTcsPEOccQLEObMNXDfgHjnmrIz5hCwP4jEaFxrMQn3IfpUi5p0xsh333Pf2kU6mwr3wfU2C9PmOle48oPuW4mFHlBHuwAMIAFEBuD7FrSvJQRI8e4EED/SHSdo5jwT3m3AxYeZE32VOP8kwGLuURG81QgxMRY4E4MYSBHSmpMMEUgMgQGAct+a5rg4cxm53FklzU0F9iBB2WvSmlMGjDvkZEestRcUMudjtNs34GFx5tWwdjIKdA+GPTbXLtUAzgCxNw76gQnga7DoNKB2t6QcATsXFoD79jQ3o/oQqH/FKh3UfWtW4AF1uC8TMGyXwN+3msOQ4X7Oda3mvvWfAH7vzPT6I8Oz1gsy8HkJz1bhtvjbh+7Bqnw1d1/o9F685bfSHbIlHqOuixRXCkOMqqEwXUmtK96tLu+3KzreKf/lAOJnm923uhc3U54fjLuudbT2pHcy9y34h1ttdEEyzt/7Fga4TfNG3+HhcNmr2uuVk5+ngKx/HzsM/9IC385sJevGtwmODgxb1nW/WU874XeF7luzsEfIvFDcty7zeUfq1mUd6gguchtw31JADyjNfV4Gj7vqXpbct2Krs5pJyTgY8rjf3OsuikvgtIsZCzm0F3/oUPcl7x1elOnVB35y6DPOM/2inp7QN5YZ1n7efVaVK44s7wuo/Jm2cOsnHXSDK7c6GOA7e7W27cBNc5s/6CaKj1edVUHwxT0PBhAx1MPgR4Qj5vE98He/hZLg8RZOetkq78+4/qzlHN9g302LgcNBq112fb1rFjl+ej2nLHV899wdS5x3xHrB/WAXrF+Ccwe0+5nbFUB+IFyXdrWyw7OerN5wP6A697Wscpyy+DL2vrW5zqp9uok93MGU95rc8xTmv+MfecQeilxA5KKLyueF5zNv67fPHNYezriqvZo6+TkdyT1lc+xPXWL3zAzwBnD2OZDlfotLf20cTgna3mlR4vCRFhkHF1psByAPt1mEHBxmwWbhYb37nvetLdZxrI/LPjGeVeyb2BvYEg7CD2AKvIZ5/br8nBK7cQcolGzIXUgEzgPPEfs2jRt9D6Mckt5VrK/xTqJ4OpneoxroMTQeLqFL4QzdIG8gxi1+AF/U66k/p59xubsKejTkwsU/hDPJylu1wQ+p95ph19xvcUTnffiASwDHsfetjdHLorPOgt5608/4webfH4qLaw6adi/cUZOgR6zTzcqdL7Xht1umcHMsb31ZBW69XgIFIfkwjC76eowdnH5+AB1Zn1TjWcyV7pAtIuB92684LD4OmOUyH+hZQRluQrq0zDVVw0C4Y3DUapbs/EqJPnP4qvGbtu17+0LUUfqDlHO9MbB3kbmuLOtpc5F71NFUunDduRkwLMZi1ArNgGs7AXBE1PuWQ3nzjdwGuzpXKJs9YtCFuei2lwDGmcHvxuQfVxIQAbojtAfc2Sh08zbN/FLS4T7AE2nITB2eqa1F5tIBpCXj7ltTA2RL8ypjPRpw63hv8AkOFKpCiMo3FV3yJTyRm2zKaWD7gCrch0nVcfJ9K3a5rKpnSfet0nPTqXCfdCDT1TWOwCnHfgd73/rcI9JeFxh0Hjmnfhu4GeXw7SDV1fvlESepA0/ds5pjtPlSF3wG/Rtj4YHrvkXcXOdVp79993FH8PtW+b7Yq/M4fuPsDo3iSxF8mHeEPqsT63BuGl7iwDKfMnf6Irk7Fu9emFmMW5n3m87kcB/ZTeQ5uV4SHA9dO3s6i+Xq/XTuuVGJZqt9ndz+T7PcYln0Wo7P/bAFAAUIVmEhfUB576MF87j9mLIvY5eS6ax6Jv2bTDfCddA7gIFrsGtknlKdJu4d2115R4SPwHhBvXic8/Tc5tuLG3qHh8NlrmqvVU9+nU5yT7Id++aXRNkZ7rhRix7Qi6/32mliupuqo+CIpY1dbCWJ9lHdrqpWxsNVQ4t5tTp7MJysLuF9+F5FHyfHBPcy8tJ5zqpnnneT8cadg94HGOiahWufGE4J990i4CPTesH8RfY5X+GZJtUt9A83O7DKq+W8StnJ5k4k+V45W441qnepDnqmPQGnaQ1XzdOuwnGX1oKPhrtvSYZeTBidCyj9WxnIOhRjuisP6zj3rSSAH1C+95mFhpwU6EiaADAkewvet/SCA1u4yx5o63WF9biDrs3cxWZGyJsfLhObWZWsgzWAAzwJEZAkRRAMQBwIA0LzfQt5tUzSqeYjE7XGVYZ9HMGfM47tBLXJwjdto8W9WmY770cjcZ+IvbKi4yDvWyMLPaBu950VBt0y6MCUAKi5S0h+fNUwNn1dlNGtVdyexbGAzAIhZvhS4rK8bxGqFDUMroO5mDdz47ZKLaIM1MvAD8TE27yN3iJXv8dDkc/A6Sv54V9Yhk9HxVFDmZetQPSs5Y7fD/++ZZGrcz/8g5YciGDuwyXulsEOpDC9HyL8fecTQn4K960hoB9QtfvMEpbJisQKHoPMyvLMqKImSWAgB2SQtnA0RDKSIgKRp50CcZoNQQykCIBJTQcwAEwCMmAgiAPzfNZGYAaiAME8hQNrghMxiIE0JZW4wxCByQh938q238cx7qQGaX6/cd59dQDx7gcv7RLBnvV9qzH3A6rnvrO0e0ypuIQsn4GDb0Tc70M+4Lpr9uvsnxI8JfOO4m7xj9hHM/4FEeHzAvN2lH74AnBVnJ0s1+597luBHvuOWw9e+l22Dn7mO2sdfuO7aTXowH/QSpav1eh0SnVnrSP8iAXyi/2CpcLgA1g/XCF2XK1KopOVOt239wT7OObYGS6rl753lnHmnJveNzjgQfhAod9vck1uTkE4JdM7yO4gWkcs2sWH3E85P/3b21ta5gAEd0ngONg8y2+y5/czSUG/MWl34PNzXXPfAkWe1pZxv8MdFUh80el9q3j4/QwutwTXQ47yXwXlB7lvfVX4gHoxI1IAIgERAN63FAATjFCKtYy4+5ag66y4uR/+bUEc+lgvivCMZbtvfSThkkOhG0w3rfopVinctxrrdxfs8d+fXmgskA3JgIDw7gdhHs9Q7OVSImcb8N5MLuZga6OU4b71lID7E9OR7b7VUPeROcOqvh2Rh2uElwnmdEnEgzt2C+9UtkyYNek+ANCEeKv7RCz3cSa7rPuC0pc47LPuW6d3P6B6951FXDI1mM1raKgPjXPfpMoZta9SG4c9/fWnMTREkYTzfUDTxuVln8BB3rea6F2Rw334XvTJeVBSf+5hbwSwwyzAQgGNARjBW3D7d38bi5aokjDfD5smDA50jbXZiwgRGgEZkBAAzHbF504+BUz6UBCC8/SavPk+IlIbobW9hLDOet9qtfsB1XPfWeI+hq5eIsjPmME31rUDaK1rN336kHsHAx2xRqDpmQW/FSEcbgiXBMx5ZW+4vcKqnLVOmDetOfOg9cW4Zk02Bs4dK515xEozL1ijIMTdrlIMh6s049UqyjhZPdn3DvVjVeAlC+vMknYj4A54QGRcC7qnSkB3YtHRsnoxrHi2KG9eigdL2dVUOtzzlXxkUpcHSiCiPgMVB2GE9wGnd0t734LFH1JdXbHdtxYv+j6gjsAkDUAmIANGikD+vo4S1E+dR3umgIAdUIRhfKylBnHYs6XWraJ+azYM78N5jE7IT47U0dy3joBguI7nsGsfk/21Cs6CczdNgw/CE73WkHPKOvAdT2N6SO5bOPAcercxt4npYQCCiU+b8qOHHMtGUqPZLMrb8bZi3ecuvYEVgCQxJXTR9y03qrD3Hegg71uHCT+gbvedFTortSyySqOHsaQwpnww0Gl20tf5ZKBT6KAvKYylBBLnoXQVaQka836Y8b8S8lZo48nLp5u7KNGlRpGgKuQiiVSpyX1C5rjrzsuaDEE/8K+xQujHA9BqOOSeLOURSaeYhC1S8Ydr44x3cMa/kQRvzTnPb4SfCfKcg7pvZS38gLrddxbXcfTY4i8rLqXvLPNMWr8Bcd5XH3j/GvM6qU9hTol2h3Sn7iPekeRfUFwc5zw9f9Pt5Wbe4fGh2aua66knv04S3lPdY3TcAghdoncmetZa4A30ptXwge9BK9pds+N0O2Wh8w56xyoej+K7aC5YQzlnVt2et6uAHNLDVRa+oqsV2Z7lZDXm3ktP4Rgf0KXjmTND/QaeugOAA69dop5m1bt7c0dD9C4W3HMVmBtSPdxI7xpI+dgCgh23orIKZ60c1E3rBshBS35QfMqCVO6O9XAbSdQF65FHIeG3q22mw9WVcbUKZj5ZFZD4+5wzHLeOGesy9tKOdaa1bqI3QutBALrmdU2+U8pp4e7Y37V/ROAIDBfUi4afp85renu9iX94OGz2qvYa1cnP6YR7BqNjP3JJFJ9h3Te64AO69HptTzP2d1c7Co9YIL/YL1i6cufG3IzbVUIfgMOVN+ZK5cedrI6A99hjHHujcAk/6MyR3YimPqBx/WudvKeoezds+MhHjQuH8UwE5xZCjPDJE6TjEbiKOnN/HZ4Bd2nJRxPwM7/pcDuAaMaVf3r3Lc0DivK+opAsABHrvhWybgDJA0gg13H8aYLqrqU+AnAvnFb3yXcu4jZ5O/Ph9WD8qwPX1Sc/JxPfk0yOreklWXaGd2/Uow7Q43pcs0CZU3k17lgAHgWOWJRfbBcstZZzYG6G21W2emCO63q1ckM6POj3LOaOkaK75ASdCdObmRtBj4PZA9XzWua6Fu6UeHeUu487YntUzwXhBRbjjOS6rayDwve6eB707r6Kv+Lg3iiw1wMtEYL4abJGJnIXTTCco51gt4L1jWwvIeyz3rda7X5A9d53ZnEcF8Td/9kCfDNj8RxUOc614KVPVakN0Ra8byWQs4u7lVkP+n1eL8+ByP/bha5fbS7jKtaFdV9Y4U0yw/3RIG1y4c9n8pvxmizkiiHFwaaVapc+zhgsvG9B6DjvmDdf/bDpXWXlkR7o3FZUF6OrU7uq+JKjMf9CUmSPW33fwpyHmaHLiM5y31rT/QHVMGOykmyTNMBCQGBCAAaDeu5bUPJzxZi8QyHs5cHhAOvvW4vBbEb+6IcmG7uZMeTjA+7FbT795jXEYpl6UoETeTFZD7OTL9Tac5H+ZlIcgJVfRaVDxlZY4xy7DGGCuWblAoB/x+qLAXfBSn2Ylb9dHYgfriSZq9UvqkF83+vslAA7CSUCNAiQOByrXRvuW+eSsxhydB0OAJdPjgPbx2Yzz+Q3pNy3nkDe0PKo3Id71IU88Ml2hJMwyJZHJXd4Y1bYgZ5k4bbVyQGuz9kYNzD4kAhzaXA+0LCtedwSrU/Fs1aAddPy8h+0zgzXrDvjlLWxAfFHrC7DBetbRnMfwu0KWJUjfDgNQH2fbODj3scUuAxdyuiz5Bnk3kTfCL6D6kDyrjFcR/0Ufoood0h37BzxOgLPBfXi487Tc5tvL27oHx4Oh2VfgztZUd9D71sZOvY9bqURlyw/4zprrevGddMC+IB90PLA6+CaZfLT7ZSFzjv4jnVBR+MRiywXxwUrsDo755a+XS0dI69wtfLsZ3WyatW994jyGI6gS4d55gj9htH9oPoHOtf1zZBTpPZOmTkS3qOuchEczmPPb36b+Q04HcYOaeYqsyuVT2J94Mz3qj08VtTiEjefqQF7A2xED9T9fB2nT0owLnZJZITMqoerdubVKmrD/gF13xcrBcc8GJeK+pkQ8A2HL3PgSLu21pwO8XdWgCNcAJpnL7xbhXgIR7wIMM9dd3KCu9khNpOpNqlPaZ+GaIXwUIZXqyYWrXsl2GNA7KWC9swMeIPmwBy41Fyba6eT/J0R4BFBdBFQPzd0bxbFwVvpSlQ6cF2fJmbT7RMXY4FbeCUfmbP7SFW4NZ0OrcOVsV4pXa2OLCcrMS1/33N6x31ldMiLUg4Tx24Q3bf+wt0r2sLRayNw8dpFOYmzE7kOpWNnlDJ8vRLy/rRH98FhOuLTJFvu5zi+D5fB7Yzel5R6KIyrzp5wIor4eHWsVJrGw/WS3KyZdSnkCyRe57eAuMNiba6x4GBau/7pK9SkAt2uTyXetwJ7Tu61EY454D50qVBnSWfAcRO98eQfVBwI/xrz9VVP4acMvUN65+4j3iPyXlAvLu558c7Luq3dgj2sPzx7VXOd+uTnBLp7nu2xGbskV8/AphtVxAFfdL02pznbd/02R331xdnmPAy4MWaHJvxq9ZU+WTHg+7V7x3w841h6XM5cunpnZuHcANeD4w5oZ8nXwRLO6fTvpL67c47uyoVGdx/8OcW6URUHLeVXWenAs3U6uNSEV3+m2E3M96EarL+pZ8wAQKXa7Nr0ft9sAR17aZeE2jPpwBsAwP0gBwS6BrsG5inl9OLu2N3Nd0R4xNe4gGOcp88xv73ctHd4PDR7VeNK9eTnNGT3jPWxPXhJ187wPTdq0AG/fL2uTwuTu0fsiCtcyHOeBZu3HXdAWF0iQccN+547Hc8eS56XMy7F89nsmfd0M7tx5R9kHBg41w+ETl3LfXDuwntEeCTA6FwYVVxn4W+PbyfrDlDKr0Hp4W0M7tD53UeqjMoiQcJX7jrj2NDp55vMrVkJgMulBIWP2PV0a9+XOILTUvNg8iSD30dl6Dvg3HPfIpn0ugjefeb5R7gtAIdmwMuBwwHfJl6omU3yvb+Y4D7xu8m72enoK3JxXtr7uGRTV+hs1b7f3vx4zZjL+cnSYSUnr6/lXE6lUMVKyReaywsJuWeFd+vMDyfCywRxGPL+qXIV3xGTzQMEjjjK8u4GYeH7Yrrz1Q53BjlcgXP3y05pCPMUUXztgalz7wvuvtbgPLFTicK71+N6JFX6QhF2Hug5wXqbCqKB0uslNOG+VUIft3JRpWetO8E3LcdZsbp5XXNEs9Q54ntzJA+ejItTfW61mjbePM3djZS0LhS6Pe6zBQ0vhvCfY3afdONyHMYemvlV5tcpO4nlgH/9X82qbjcs9TjA6dLEKWDeXXcsjPCR8rtgdZxTSYC9k7s2anJ7971OtABEAiJIQKlgSkBEQlCCAyBBSHKMMRgBIwjBqEaAeXpQAJMpAQK5rjEcAQMowIgE4KQxyokYxEiaAHSvYIygTBmJMML7FtMdnsZ8dVDxk1dE7t1cGlDez5Z5BoL4G+xjjzzAKH99E3w6XeRuuq19kza7ylRJ9n3NQ/ctUvYBVR6bcOwV7luXyHIWPxOMm6ob7znIPNDuNc811HwKQ+547oB/RDmauAs2F5d33ubt5U38w8ND2Fe111NPfk6juScZjr3DS7r0DGi8UaMOOC9f5/FAp6eD71hN+9EgdsE1zviaW0496M2uvPGIw7jnyHksF+2SUXeGIMCNQewDKdrdtVGEcSpx7t7QI3LN9cIowjhLOLeb9UD6XBGeg9JfjuLXcRcbJ3I//QEQu6NQ9SJJOdck8KEsGNy3NiIehPvOw/g4aXQZtz7LDd+UlBwE3a75EafkZe5A1yNuEq+74Nnz91mqt683KA9fB4eqCyBOUh+cuecXj9GmS2XAGdm60bFmc0CkfY1NTsvqu7V81JkvFtGzIbw5xA9OwgWpOgOwOnZtm0Z3K0QWuzdm90gFQ/1CqkTIbSC3x3aY9kC+qyhfhjjJ/LES0J1KKDz6RoE4gMXmMz39HLCCrXSK0yqxQ1qo6EX4gOqact893Z2q0s9u4pWe2OKc0kvrDsJYk7w8b/Rym8HD2UNZVzXXUk9+TqH2nsLasTWsS1LrGVTUtjoAcbjObDidf+bXIwhJp54/tt2ORQfSr6eK8F5rlmwkGONgNBCPSjqUBxf5BOD3YRUejgCXC72fwolMpV4sbNEm8C/SHc+cckeD77MxW6zKfbgug8q6j0Lb40D1MnEJOGcRZ55/U73xtg4i1TXya3Sf8p6S945yN/gjtkdr3RRecN559zzx245bsIedwzfsBREnqQ5O3fNKx2jTpTLgjGze6FizPyDSvMYmp2XV3V446gwXi9DZEt9cYgcn+YJUn/Ds99wGHcvEvvRqZwzS37ARcKBgvibCPX3k77AAj6hEv/fVu1hqB/F2ATosVvfHuUL5flaH97cf1x32RGp9Pvi2lykqn4dbrtRXqksJEAa+r+v9x4GNsH5WMtwUdjmIV8Do6+k5l/SxpZF8oTrKZhb7abW0u556ZB819eiz3EvzbpmbxT0UicU7GmtJh3Af9Bu7Z1h8i2YOcuMrbXM4316ZHdoWjfe1RSDha/6hN3kfiA+jrS58cbuiPNu57/xlR3zuTbgKyoH1vqW7YmTKzcNyWd0lK2hyhfhj6UEPQKeL31MFn9hglgeumh9+MxvY6jrFOs5Ay2L3tgpz5OAPV1nzqldBjFygk7nk5MsDPco92Z5fVCCRdyv0CJf4AK3xmmIfCdFqmXuaiwok8ULNrHjYhyEP+pFJXQyw8b7yKIj+y+LUR4zPeI5VfCIHiZTnsnkZYc8XjmFMlihJVv7oayM3oImRSV/2+CCkr92OKnqiQUbnN92sdmv+eYc9YlAZvIgwZ1ZvsDOtjJI+H1xywFezQ2wmU03WbrWz8Pu+fsFIl0ui31JjGzR9rgtprE6jksjvcNoLAMdJmdrhwa4ZNcuOfb+QmR7oO95xH/PofvoRb+b8Vg5nJPeNTFC28h8kwbpfxH2vutU1Iqb1ROtSv8DwkzC177l50Tm8bm2xK73DWvQOwdF9NbbVeMycjPG2dsG0z0O/Ya7aItjtPq4noFLL+1AjD+wyr4cuxaw/h2dvRNBhCPNSxHFg+SM5fBGDF25FN73RzDT5564m+BAVxEwPv6nMN9buzfTjMsvcJzY4hxC3I+TDjOhygJ0pucGKVNMjOVQiww8uxDa3zQm0cZNcSiD8vq8vMG3rl1MbH6xhHlfU5UY9BwNvBYDDCOBSyXFg8gvZvCayt25KdTrQxAh58+NhD+Y2u4RlOhVk0gN8nHwssJbPyI1zNdLtQjyEI14EmOeuOznB3ewQm8nU6PtFqi3t02AjFzCbPKxum72KzF8HdSWI4jf7rMIbNLuPOVuaNhwg9Ll+noe+7UeX63MTuHOr8y2Bo1vpxYy7514Cbo0XnLykCGm4nyvpeA0gR9bzhkQo7133ZUJbQAvdF/FzzgNMdje9jMuDVMblawrj8iHN6GKl7Ku4tQgpPR4nhMyXz7mPO9zxnT0JzhsBw57uo7dBuLn3VkT6XmOJnCfLze4djja71LntOOAZbWS5jX8W6f0dBfCiGQSAmfd9lB20+pmmF0ZX3PaQeM4mryydVV6ok8LzdaXoFdxEkTNQu/X1B47jaig5alBqMnFydYR1QGzUCn4jAnQ3QsmIBfbO3xmLq259oESQ51I9sEkPfDT90vtcSxo+9RVue/oLxUIcvb4kXVdZ6cCV/Sdt/Bavuj2OCxNlDuSBTZKB27hYDpX94S9EJIt/YtsDfEZeNrGDJ8rw2RqtGK+kkoOrWdQhE992dxG60cAc8vIn13uVL/jyLLnlIWbfeHjqRTQ/2WMXnqRRzgugWxB4eAS8NDkcmLaiFxdY9LhXEoclapCBr2jarxxATqKpkxe66IOPdByt6MUPGjkNziPk2xxx2Ea8hGDOC8/kAxG550Za6LILX/CL/Yk6V2ljVvoLu+/rBSRL/LXUyAtrmc0j9bzg/eZnMPd2sw6a+1xPHgfroouaIut2ZFe6dG3zxPLAY8+4Q1reV3RK/UQOyywvm1WsmzQPp1/7BUJaQMvdF1Gcv89a3b7eUH34PkB99X5BB4vYc7He+yz309gtY5/FfhqTXESZ0AO4yFPkiw77fgKh5uAe75une9w6ZtbL2KXJnFWeSf9N5o2gc9BzQMFrMNfAPKWcHtwd+7v5jwiPnOGCusi48+S55reXm/UPj4dnrmpeo578nIhyz7A5NscumdIZuOlGiTjg9/t0OhZ3gdHRJ7/A631GVtx62sH6Wq74285lT+nIe0OVj2EDXjqZMyfpb9jUPUAFr8lGnz4qdzf30ehfxIQ7H/EI3jrQBw91GgMvH04HPjsZvCKVRe40M8pcGM5DGFnuN7YvGPU6XZ6MHkvhcF95Cx4HLLvK7YJM7r0Z0X2ttTBnUlj4oU2EywlifWpRUXRdj++m69dortgcSDbWvaN2HBEjmdh7M8RWmsrTdaTsFdxEiTPguvXZB87navA4aFZ6MnFytW/prsiVQSHysL1g4jhdo1PG13PVuKAHhF2GDtzmOvvGBjPnPn/NSkkuCM2ZUN8aqjsInK9I6ViEv++mLo/tQm8utb3oXhffUc7tKL+VLnRvOcUJpNwfbtPx5bSaSSA3oempBP1cgx+LemyHBM5dkW4HzIFSvdyIz76BK3F5yFcsOd2e1+ibcDf75o8KZOGa7feVjcvjgmtQ12plpt4P6I+uxys5exy3HGwHvu+VEprveu7E5jVXseXsttFgUforq9+svk4+Nc0P5BGJLzM0THcT2OugL3xNKOEpcHt3kFfnCNCmC2gG55lnWly3sw8DO3SxLgXhbGkUXy+HGVF5q7KKTYYo/V0JLMtdU2beu1IWI0Neecd8tfviAs484011480fZDxQrmvea+SdUp0W7o79rv33hUfGuKC4CPzz9FyT28tN/cPDQ7Guaq5QTn6dTLtnJFO45O2cqb4blsIBznIdV0biTnAeQfUvZNJndf02jh8oa5dE+GCC3dOIe2xvzSWgdwZc8MaTHZiR1rVgOnXXvRuERw7tC8l81o1za9Q90Eqv5X1/4iksuhbXwHWy4ABakWuYhcvdxAurZf6MGmPx0F72T88mmmNG5tJEeyYNdAMA3ocOLPoa6TW4pzynxntHvVuCH73KfXyBUOcXZ/q3h7djH9YPx1zVuEY9+TmR+p5lc2yOXrKyM3DzRhl1wC9cj6XTxnK3kz7CKhd68mfl0m0FHzibl0ro0Me6B8l17EPtkkN3hkzAjTDdd3JgdPT1UT2NEOdu8Rz14uUXRpF/BhHnNrAdcJ9rx3sQ2OXU7RHPGwI19/1odz/N7vw/2raLnqVzbi1uj/EwML44lacd7e973fVjW3u/9lIWxpnXuInceN5BxYH3XWOuk+oUdgroO+R36DziOSLeBdVFwDkn5rZ7G/yw47D4q85lYCcFx7N/z9DWMWL10hSNr26QVv11zUXxqF154wJWO/O13Kp+kFHgXH7vVf0YJvpLDuDMWfaN03a/fqARmfprYHGfDubvXOt+zZEA+nsRbNXnqH8/+3ZNDymEywF5mBm+B5aAjoEl6EtgJ/gZ8Ii5Ud+7AyU7rjOszmkSncaO4MQXNugXZJLb4RLdNxhwHDr2qMvES4LgGWT2RgBOc2AGuJb8+8tPFeOO+m54R2xHy78gvBD2/Pd8zW3w5pXDl4MV9+KI98E5Hvc9n5jDpTd+RhTd4O4D3fC14nKK9e408p+/GGvO2/EbyX6IlF0q0YcI9p4h7rG4NZeA3hl2gRtP9kBAGteE4dRe9+4ROiK0L1zmM22c28k6aP/qShciOvnsCOb37sgK7dIShDJzA3wF2B/39PUFw3ugi1Ed30f09FZ61Q4FbbiPtJiW3H1etzwOGF9mhT6bL5ubpYYfRK98rbvZqYrRd3LOR1JLvwCDPo91DnO3mW/EcRjzMPOrzFyl7CSWAybdg7dwjGnyEp3xGUSON/ByDpCtrrcDTs8F7kano5/xxXG5z2Udbj1jh7YJJwfAfVnqOM5z2R18Vi/pJrTzoFfoNVniFOZ0xxs+oi13gUDnkXNot4GbVQ7fDlJdvV8OcZJy4Ng9LTyGti7VIWf00o3oPqBSfZ3Ayqmf3U0ER5bLBav1czqstxl4YAGgkRD++go6HfySKjzutSaL+3AJXX2f/d9ffobq+1g3SvEgV7oKlR6ofiKG30X52g3o+9Me3we29W5S5dFH/cWRi+7D7XIr5B/6jbQQke6H2zjeb+JyyYWVmYqvN0NUB12YvCiozwfqbz73oWZ7ZTyH+0PPohSDWpqATlwCk+MQhnvWSWEcEi8J0QHw+8rOoPmnBRdKY5Y0SIj3EecJQMNFqjrPRBf44dS7LsqONU4N1YtQvKu8j1FVmRTkeY6mlkcGD7/owEfFk9Xb+UFAiJDuI62/41c7og2uLljo5yPfpreo+XAhuCyQh9ivP1ebF+VquAeeCwiv6T5UEPX2pueNCMENeeQ5ZtUuTQHPIFk3Asb7yoE9vK7vnxI4BeYd9W4T9GjI3eeA8+g5tdvgGyuHr4NTr94vQpykOmx8z60d4y2Xqqgzvn2j7x8wdK5Bu9NacLdujiLTiyfnWUN880kdhIQLUnkCst9zG3QsE/vSq50xSH/DAjjQl/kadU8vBN9xtI4Amgs31+a7qRQOcKVrQunh5gZ5+dtFh35ku0W8+9EEJTCaH/Vsh72O9BV7dlGOWee+dUmIPdOVN203INaD2IEtZurXwHJPeZ6ytncYcsRzBHkX1Is87lzMbee2scPuQ3FXHZcETwocx3rP6B7DmJfW/pnedUMpH+D564TJ6U3I54gY90LzJDEvronomy6+T7wHruPIsQH8EuacRZ8p/031xrc5iJNUq+tgpz4NOXc38x8FcN4XRpl/Bid3m7EfgI9rw3tw2vfkNhBnVvVr9avpyxqFNvxjg10YZ+J95BkdZ5JcdlYV5yaI46BzUomvh0jF0+GE9ItWdf7o3GxzH26268Z7CPzldP2K5kS9PleBycmO0DtPA2+Q5dBQekmCDyjH+8vUe1zDkAeJLhh9Pei6HpIiSl4U3rlA8+2OPMRYLw/xbL9RT2mF3OVirLxya+zeYEGcujBR2oDw7n+ei+BLT1uTLHzRBw100qKeC4C3J+ChAOhy4Dz0GZfeNNLLJkY6Sp05yzU6iYkOX7mA30jpUIM7xwW6GNR1/KUTH1QiMjq3EG8VxCGK6GKAOS9cjglsMYbP1OHbpz1NXCYpTwa+aKN0ArxvXNC3gLpW1eZBKecsXbuDUzbLO3xWDF6AmDe8DcGBXKW6kntycJz5nkV7DHJfeuX8uIHLDijr641gxbjK0cV5ie+bt4nNmzru8nZrE/23+pWodL3L5c/KJbpd3L+Je7wiytV8ylfH0QDd18UR3evqLQ3EyfVmiOoxVVkSpFLr/9SeidNuvD0znNqCWgWU5HmBv4rmdc1F+xoPMenmVlQUR3fswPf+/z8hAAAPljKe/04AAAD9////WgAAAAEAAABtbAAABAACACi1L/2gBAACANRiAxpgH9Q3EABMF/DI17FVaLQ8RhLLmqkb06GmGAbBJPoAEBxVb7RNe6ushXoEWcrwbYfK4qSjuqtHdfVOxhwNQA0wDeC2GWaiCju4RhaeYgczrsrl7eDNHb+lfV9yyZFiYV9KqlvD7UtieUn7UgwqZPN9SXLAEpYfTAw6MH248c2h94WT+L7ZXyKBX/XRN0eLr4vR74gTX6667wKxbwsHIsxVIh1Ea2WinQQRzOQQkgPeDw68aFG8azPeOTkvDR9vD0mvkbDXlEhoJkuo6UqIQ6PQDCEiQkKsDoaOPoc6+A2hk3DFrTxZHV1YKF0r8S6qhm5muwup7eLg0a1r7GaQ0WXi6xIg4i7hEqq5JXJwxa5cAVVaNAhtWksYpV1E1Bbx0nayarF82HLDtlEqtmdwWz7TreTWioWdorSdDQd2/Nw7cAJO8XHMTjNCiSw1T2kpSk4PT7cJa9osAdkUvdjw1LApIKWGSlaNEiY1jac1MSRrPEzWQGGoiaHRnNPoWEIzggGNAxSCLZitZqlFcixDAVKc6ZYqasOyRh9XQC/ZymgY7R96j7EU/DPq2WPkE3jFPUbTxNmrwx5DKhpzBU/fZQwYmYnCdpkjQDjdLrO1J7O2KAN4KCVsl5nsyrDOLHgxIzY4U8Nqxv1KkxXvLmcxu4vZ1+4i1mB36Sqyu/yg3UUoxe5SoGbPnnb37BArLap79q91z4bY27P7np3pkV/tLZoF9hYcZHtLmg/XrA5XAgdctVuuS0muFdZc8XpXyMDXrN1rVuVresirlUDYCbCPKmKBCGNfqMZm0bC3hEWYfkhTQyOyJ/9UB0Ueg3+qYi33T0NtoEKwW3rwUdEZ5Fp81CcS/OB1f94AEMOfv9Xh/T9X1GCe/z8HNfQq+6kCAjjzi0Y+f3+AP7XBG8z2p4Jj2O5+aoI4GhTJTxUAZYzlz0F7YPlzRTEZJn/+pqLM8c8b/KE+6UJFW0CFoCIOyD8NNQzwT1UEysf/VIfN1JDI9Acpje+lG4SQqk6QW33SPAKGLp/0J079R4OAjmaAHQ3gVRd+0UWlMsUv+oF0yRcVivVR5YdCAQIcV/mhvBJQ+A89z2CjQ8Pk/Jl/6BkM94eGaOMPf2gKxQ0/9Fxj/vRD+SVPPxRKUIUvOpSFp/iiH0xFF8GjAb5SLPxRMZc13B8Nkpf0SX9GyeafNE+GVPVC6YYipXEpuefpZSDopXntkoXTpRqFy6sDl1ojck9TedpF7gVE3jIkzuM0jgUnHQCX+4TfzLDUITQJJzGJ6Tk5ujMJm8Xt3d1fLdwvztxwLsrtmRLEHiWRs7eCN16Ed5QSlRcgK48YWTYVOsXHMWSpeUpLUXJ666ouPLEXmREPkJer9evmGorgGgm//oFirQJpXcW1fkFTP/6oPyyQ0vzqmi5HRMesEI2iVo1uVxpjXgi2XLZ2SP3Krwxf0nFrqc10i6q6RxmjD1ZQOZvd399HDC9BhKriEz9iBDpEMw6ILRAfpyBSicPnfmLYMVFFbKK8ipQLX3FBXDFP8YniIpjmYuQQIxINxkAbQbRDwbIHgmACBJ+8gjig6VG+tKFjGk2e/sELtIwReMIxEAGgYhJALB9ozzE0CSrnL3MAOjd9gHqfDQD6Ekn73kb6psQY8EtAwe9Ckx8g14+0zOyEwSyjyRyA9vylcw6y/w29+KtxBe3C5hQfx5Cl2m3t5MRLUXJ6RGF4ulcHo547OQIY7b+j5MFW/ndstbtBF2Ms/w7u6i7C3QGessZfljuVV0ApM1mR4vx2THjs5KDstuK6RJw6qiJ0Sy4ItmC2mqUWybEMBaTjHqU40y1V1IZljT6uAI6xgF6ylf/Q/+3F6q0GiFf8b0nnt7ILb4ehePpHQQOHYs4JTvfhXlzgzH5x4jspYT8OipMcACnWWlVMRZjbKZ1bhaQ763SKf664FOOY30WBAlnqJx9RyVP65FcJRR54lQMsRf2v8FpO739pEoKFcAA25QVP7EVmxENBTRVG51Mg27LZfQoQcFCQAR2z/glCKkwgi5TZ/GBTsmWMHyxEgy/NHC2q/yvsKKX5vcouEoqQX3fykZQuCmBccXFbgnatHb6WEL3U788qTZRf/SwDORGisNyMSG3+Mdsl3aL6xzBd6h7/qoxDGeO3isO/ldaLD1bAMSuonM0ODaPzd/5Ucpw/I55PxRmFT/xUrWVnL7JfBR6ai39VHOKv4rT6VloC4HPfKi6X0/tXZR3+GEaClAt/zA6A5RYhajLLgE5W6aKWEBdbgndO8d8dRxjHfJ6gILLUz4MFsofShwZNn5Sw/9N1ufTgJ8jeybX4CQhL+MHpPhBUAKKwD8TH8fSvQAmGea5/BXterw5fgeaPM69o1PP3h/5BT5Aw2h+UNMpW/kE1ItCgl1+BpuH4ylewpwDQx5WvQMmFDOcH4i3LGj8QlEugGoCfgHBEy+pPkKWT2vw/XZY+NHooC8ivPg+WIDxBP92xlWDL5eembbV2+Dt7YKnfv2WMk199been4cvXzsStvw7VDCnNjwDPMt1C5eco4aoLfw4YqWzx4wSiA2U0P8427sPKP8DjBnBs5R8Yw4HG/83rFLY6NAyCv/O/Cfz8M+r+Gx5sHvHfTDI4e3H4N6+qc6h/YCyHB/UP8MgxE1n4ONtLuIqPExgol/dzwEp+S/vPUeIjxcJHgHf5dai+dqaPLPVrO0XHMX/LOOcU/zt7Fj43TYJTXJcXJY1j9MtPT7JUHROGNk9JV4LUuI7TM3lGzSeopSh9M/CGnJ7OOZqikyZHEwRPeGIvMiMeUBoujI7+yVrGZqd/qt0+I6yOWXVPx9AmVxhlNvUmCJzKGPVOmhuco3Atqvpm4KCUpq755CBurWfyioYvuhKkRfmVjgkjJ/WrX352youMBFsudTiJp9YOeqX6KvWrv1v85Fe6+0vM8EU/shgZt9aNKBAitalL8oBKt6jqRKYw1T10Ia2skUguId9iH6yAY1a+r47N7u9Pb2OGtVEN8Ate+T66uVjvi2j0pkIg3z8SCaacni6kFUuUTmRKygVdkoe+jtONKCByZHEIWaru/towjtHfLedKNRachNgprn+xiDGO0SlQmUKWqodtdchT0sX20us4fcNhYAdCw6UHugc1FHIt9DNXBn7wOj2NKwUGPYRYD7yvj/AKmue6TkLw1atML+H2OfOL+poNISMf3QRQ7N8foG5iCwTMVjcB9Mp2p6/ZCEKDItFLuLnjLDoJQVYs+gjvWYaJHkLMRpmjnsbFFqj2oZ+5DrVY0T2ojZDi1DsQDsY96hsOZRgK0MX2Zsix9LAtsNQinQIV0S8WdIItmDoZB7DVTNcadEwt0rHCX3IsvWoz1FCALnXmEfeoR70VSnHqet1fumVVf2K/1QDoTkY5ZYx6WPOIvuQG9MGqg112AI6v6Ep5V6ByPWlsiM1OR2Lxg4bR0ZEEVP396UebnH9GPDqSgCs+UUdiAXT2ItOTxormULpS3pYOdvGhL7lzwOf0sGZcLk93MvLxW9r1J7YSKWG6Xke4jtOj3hrzlHSpMyNZql61KWUco2OFOTjFda1BIjoZp4f61Sn+tMSC0jgGSgFZEVkqlIUCDvKUoPBq1NZxUIM1ZVBqI5dLUVCVr1FyelBO4FahVmnELlMY8MTiAhrA5rkuthkXenUQ40wBn3lFsXYry6hHvAOm+PeHFnNdNsBoxTtgP9jKYu0WFRr0UowzhWh8RWwzBhQX0JBAZlPsMmVVxgi1SpME5QQOskUVqvI1RkoTSm3EL24NNVgTZPgChVdjJL+CsgADQOoXSgEHHE9LKjxJaKTS2mEdpopM/T564GHLrx49M4AwfGEHQeiMW7MnQJCU2mTbXSCzzzGEqHuwf9CslTGyIQc72fKdBj5Y2Z7kUMCxFfY8CAlonK16ApStjp0FSYuGQcCGFYf+ndmx5gd/Rl02rJgJj8jOglTg7MWBrXoCPodiz4PWeGK2JzmSLd+pgc+xIQcR5fTYP2gesM8xXEi5wLa7oLOOY0+AIJWnxA6CEEaW+uiJwcI45tEDl88pvg4rYPAkYa11iretDsiMY9pSOwAgS21HaT3lKbX1GNh1XNvBPLZJlcpSVJsJySun12aQVkvK8jkSq+KJ20UnXr9ZBr3I2kRyOSOeIa0kGJ32kBuaza49hOUEkRxuzNr+ZgksOtEqs9k+Ek8pY2wnZfEwSINoUW0zIf1IababVKPErdsO5q6GL209Jov8qh2l1SS1Y4fVAQKCLZdtrBVPWju0tbBcpn7bZDMm+VX7CzKH4Uu7Qotn3LodlqBTarMtpp2nW1TbGjwf1T3aZCJIlDG2yyL7Gz5QZrPtIY7qg7V95vcJOGZtg7jZQeXtNPEGNjs0jM7fX1sN8vDPiKetxifFJ7bVDpydvcjaaWKyubgN4uaBAd6MJ26f+TkxE11oe4inwufaZZGRcnptMhFrfktRbQ2evJQLbTFtlHVcOywBaJ5Su0JLKFlq+wuSxzimTTZzcoq3tbAowVohZYlD+71Ag1O87R6hNo5pH3lsk6W2jcyUBZf8bPi+PKW2ZFppSzb2SkuLi4+Wlpa1mDB4Lj9H5UVMcBKV6q53i6D7y+zI4qQRBW5JHhCITHGqyVS6kFZYWC49Eokm4Qkd8i3laEVD702NhNLQ+yIzXJrO9+E12vTofJHLDUVGprDexhyTXOtt1JzFClk6X9SS+qrzfXflTL0v6lP8ydR7U8nIVR3yvZ9x9UgkSXQhrVmITGVK8vjvlnOlGgtOQvzFYo8ClQDCtsT2NhyiOxAWelBrO3M9SuOC00OIEeomts50E0Cu+poNBXoJd1cnIXhlhBethxDLoadxvelnrkW6B7UTegfCHfqGQ7MutnfWw7bGdApUoOhfLF7oZBweutbgEB0rvEGXOjvqUW9rXa9Dw9Cf2Jy6k5EXdksPa2aa0JfchvrR5qmkWkcSAKYjsUhKddWTxprKSnSlPAs62EWtL7l/6GFNTd3JaEh/Ynfqep2hHvX2qEud13rVJhUdK0ymaw1KPi2xwABKARmUhQIfCq+mBNRgDZTaSCdU5SsXlJO4AVCrYpcpNHEBDVJim3EQMc6UsVi7ZSbeAYOLuS7iHTC5WLuVJsaZQhbbjCfFBTR0iV2m3qBWaaCcxCFBVb5CqY8gkAA1WBNIlYbCq+GB5gTKQoEdUArI+F6fllyAQac9SQDC97oOB7gb8uhhC4nm5NEzjCrNDnpAyp7wALPTBNvOAicaBvscg8z+QRMAdosNOXiC0ARbvkXC9iSXQ2ew50Eo4ECwVU/ssbMcUd5IZMOKAdmx5hZJNRtWfIOd5Sgz1ZWtesJGWQl7HhSD7UkWZMu3U9iQg2f2D5ok9jmGHNvuggx7AgQmdhAE8qMnBq5HD1wX67ACA1FaYgepLwzSa0fiLENaDobcdAxhUUEkX/HNwqOITcCRuDUpa4hB2gQT0rdJ1YqD1AC6jEuUli61w9DqwAwaja/1LhLtkwpwjaCrswTaBWwWTVsNsrCtxqe31Q6QtdPEGNogbp5q2md+TDzEyyLZiToK2mQiQmjwFNPOwxJ0Vmj5/IIkJJs1aWFJgrVCinuE2pHHtpGZsmRa6RAmQjZAuvaOPbwL1vbd4wu6RxwNHkWD2Fw72KJAgtgwbd914F1g6R0TQLq2toVsIBvCBFUy7dTIDN6Rx949YkT7vYBDu1L0qw3/C9CWW/32ZSlnG7OtnYTKhnbmhPaSdI62phF3exPe7gyw0+408qDdmdii3Tki3e4MwG0zGQHT5lTcbG/CxdqaRo60l6RvtDMnFGknoTLWxmxb0r4s1WzLraDa8D+XdqWoBBssJgwE4DLglTQQhmeA0ObmZccNW9kNFqUDMIbggBNxRHNuIEAj0nli0xq40c7n6DS+17shaE6o0mgYoTOA/L6AXLwBpbkANT1IMF8neJEgAZfsx8/84xLAZ6zHB08UnqHBLgUJ3DnHHR2d2yOiWT49EaaosNQKx4FXSS7oVeGvdPqsykKrIqucdfmqIw6JkVV4qkK/nyU8VYPNKU0Iiqmw/BQMIBW0FiWBMDXxU0c7GG8s8lNOdTY+/FSFK3Bq/BQMdmMoHz+lOWVVg6dqwISQjacqPDvCdvFVRx3IVnxVJCtaBm9VVqruZOOvdP6ukowDxbDUfESYGmf5oEPwWa1cLU2crcUnXHp5XRfIQEvIn4ASZnB5NYm93PGvLfQXZAWwngDAzt7A3C3AekQwQQdgZ2A9UL4gJ3xtnb3cll5NTxJmRCB/mslAXRcwufTuthZPtTRtslp1VEggp2hzkxtkEhePIwADDsuN4qzztvp909DnxoSyTQNnGwjHNhdHbZFQ3GTa3EDQuDGpfNNgflstQnHewmG94wjExeUGm6RoQ6FCgtdcUhadABx0JmroPDPUWdUBcGdXwI4syq6xgR0s3U35gVnoDDgQNxLLsGKSar58JYDyaWOqK1+2xCwXxjDAl1GUH5zt8Hawc3aNTXZku54qb1egrA4AuzqrMp0nBjoTNHQC5pKwzkMgnMGUmFHNdeaeDX69n5kOP5zDPndZHwsVfG4WfPAqfJ8M+LLc9P1M6OO60ceirs/twQ8n0c9sh19PZ+4x15GZUc9gS85Dpv4YRP4NfvQM2g0NCkjlA5ijBbCVM3BLHnjmBnK2pM2saRp6aTuu9IcQaakF6QNNAjcDz9vALThgqyYgDlhAKjQoD9qtCnqGx9+g+I9Bn6jGcsY97PBzeAbj8G3ysEaPQyBQDk+fEIG2iGSviD+uEGP3RAvbRHUWRS4WxTKQYpQRixiYoEPwxd5JoolSDa4RfPGNTdadJ9Ax1OSq0Bpr8Iz1UdC6e7rOElAzIaL24aY2cVaDGR1N0Rz71hz1c2MTdSOKdeNNDMYdEBgdKFmktPCucuKdB/PmYVM2UpJr6K3y7imIb07efV6i4+XdVk7OuPykqzkxcpWfZCv+ZJYzFVNfK2QtSq6ZwvwRVzbjDUV+0uVr08NPHugAl8ZPIlHR4Ce98qxo8JN1SQhP8JPsRkdYLn7S9Y9MxbutRNF7vPu8ybunMFKSKRv73jztd17Mu0pbZQfVSiQkLKM6LQ3hOHA3CfBM9As+rkQTr3uB1eLj7y3CNV5OwyR/F8mLtOWOdXK0DTlbBrmVgUgqvJwGfLbl4++seF32rcnHlWT0qPDwTDDcDY7TZWn4tYzirERS2WEKaYwaJ35OAJ0Yvjox4unkiYLQrohQsFC/pVDQONGlNVEXWqLzUS6kUTUpEA7SGDZoNL7Wu0i0TyrAzhJoF2qyFGwWYYlQGfy8jJ9rAOPnXTv8POygnISf16zyqJ+FqDtQyxJ1FPCoXMDTSR2nI04NmPpANaUaUrp5olQNhvTVxSUakFtPVSfobIdvhcLExLcqPeFbm8JsePjWqj44EHzrhja+dQXbagbf6jiA0ATfCoWUd1WiJE/xrnA5aBi8a2WMunONf/WO8q9l/tXUCJoTHrYLyt0QHjaImO+Vj/3yQKfxvd4NQXNClZaAhqEmT8FuEZpwtJoBB6LRhudGIlOfjU2SVPdZV7cIfXY1LNW1z5ailpX02SRXSvps+0akap+1sXS202fnorJh3PdmnwX/ZAMstihpyQGhZQRSyxNei4ucjzV7ZzgAzRSlyawSkYmU2UvUq9LLaIiSWUIiUyDzjKePGV200scQgfzRjIlhqJgaW2FrUfKRqUEfUybJeIOxj/kAZ/PTx4w4w4XoY1LANIb29TExALDi62N4kAnb+hgiQhxhyX3MaCPZqpcpoImW0cssJVF3svUyGiAgAOtl9qhs9DKRi2ijvcxqkZkiNQ5B6BD9zJkDX2w/Ex+8k+xpBlCgEb/SkKDBYYDmso7mNUrN0BxWq6/RqiFc62tCZENnwKHdQKx5u0o69jVuqxoh39TWvoYRSM0NnRo9EpFU+hq12LNtX6M1UzN0SvP6hOaSBgcNiRoacSvNALCZeHrmrGEHKcqW1QFevxUCRNlvYej0WwwptkcziG/OXhs7qOPttZk6zrq9VjExskqvlfHiZ0l5iWIqbAWtRUkgTE29FjxjsdeGxzY+vVY3g1PrtViZ2gxvVjV67QkfQrZeK2PPEbar1yrWkal6beYO9F6vjb2h7jTRb49qEHj1WwxUgv0WxhxaaL8VUmPLCoUkBZ3W75gl8b32O4Fqd0P6HUwFaKA9F8ZNFdhz9TUCcs8V0aRzrecKcqFf9FzKIFxVdXfbfYI7WsUIjQF31mjDvXEI7rtnt2Rj3/U7MO67MKqkZum7dHdlzL4bIhSz71LQI6f03afKM23f3W5yVRvfmj2X8lGPSs8V1JKQ03NFTPZcnYnrXc+FObKDmWAnEMSO2dElGpBbT1VHwdnOoqQ6CHbMm83xFljy6uDwLqDyPph7xcK8KrS8OUp4K0N4r2wKfYXCIgjtjQlJChDKEgSNxtd6F4n2SQW4RtDVWQLtQk2Wgs0iLOFoJSNUBhxao033BuJS/zXjk3Tsv2SeWP03LDK1tf9ukctJ+i/UYZL+GwQTqdp/B5zPdnoi0h0KeqLIOiLzCj3Vnihth0hMVKBwSAnf0CCUITSnITCWJRmXDN5fBpafDJS8MhANwcCKATCNI7hICJy1BZPQwX8OwEUIwVWWiHSWMCzJkC8dYYEOwRd7J4kmSjW4RvDVeQIdQ02uguUiPOFoRSO0Blxao03PDUVGpnDftEQmue6blAwXK2T1TUQwUl/7Jm5PWUnfRABO8SezDwegJHK1D2OanXH78OJaok5QH4bB9d7sw2Veeqt92IlUAoI+DIMI5O6ZMk+4ruiZcHBwoqNnUmNfovVMDV4O3639EmwRJsFPJiV9e1hG38NRe7gEOWxDyB62TNrDVhbsTd29SYewNwHqe9N5xd4k42xvsmNtIjFhb7KAuDfpUXtTV2sPWyFqWd3DlkdSm3vYBmQckD1cwjDAHo7iko/3sAwUk5IaTIJNmD4MtnbYmRhwSP3uS1gM5Vb7kmQAQ5d9KUacel8SkyKluS8lzaVbqOxLLgfUhTt4U1umuIMZqSzZwTRifVQBHFcBhbPRoWFy/sw7OBzgz4i7gxsE4Q938K559tqwg7Ww5k87eCz1aQ82RNt3vAsrkK5XhjCRTDM1MnN35JF3jxARJpD0164UBfMZa8P/BLTlVrvnU/uytI3ZxqStpp2Eijy8oJ05AfWzvSRNaD5taxqpjEfVtDfhZKBHbU7FJu1OI1TtzsS9dueIG+3OAD1tJiNm2pyKne1NeFvTCGU7c8Jk+7J0sy230tvwv5d2paiXDZYRBgJEMOAVYiDMzgChzM1Ljhu2GyxHB2BA4oB/4IhyyLmBAE1I5+mEdo5qngP5VQByIQeUJgCoKcE8SIIXQQm4P37oHxcCPmM7PT7MeKLwDN3oUvDa0dEky4cHS43HOPAqiYUrHT6rMtCqSNWqow1UhX1UDZZMaUZNwVBPHemYcpqbqmCFqtBcdURmVTZ6pXO+SjIOzIClZpjlk0BLM4dLT6/rAhlIk/wZKGEG2avpe7nlX1uAX5AXwHqmgJ3BgblfgPWKYIJQX1t/Xm64hBla5M8zGajrQhIuPS1NFRK65AY54+JxBFzAYR1BccZ5Wx1601DDjcmkG4gYN5m1tkjUNg1L2kAstrlY0BaZ6iZzwg3EDIqzVm7QM0VbnAoJX3NJWzydgBw8nQmeznOMr7Pi6wBYwdsV4O3IeLtGB7wdrN0NX37wgS+jsOLLhTT4smUmX4bdwJevUOHLp2u+bFkunGGgjKKq/MCDHWydXaNTHQDmOnOPBj+cH33uDnxuPD74Kt+nEl8WA30/fB+XjSgbvs+Myve5zfxwEMNF5joOYQJJf55PPBr0EAoPSPWD6skHbl0Gnrtp85U0jRZpu670BxFpqaL0Ac/A807gVhwN2qNYTnDYwefw7MXh25HDGoWHQJ4cnjpABEIkc0X8YYUY+xMtaBPVnuI2A6hOzHPQJLmkQiCWYq3KOL8GV4558esjr5RSft1FXXHm19l3DwlezUTykQSv9vEWtserTVBmG3k1uNHRFIRjnwl30B7vqP81NuEpG3lKMg33lET3OdNtBcpPuvKTdUh61vhJL7wVaH4SSeot5XQMrLLykj/i+ijm4iddiCwL2fzkAbIcGDkGDKIO8JNsRvMTftL17LYKdZ853VMaeUqyzlM2+r3Q8W+e/p03867yVtmhSiWSNcsoT97S8MgTiofjHEbh4W5gPDyzAR9XMoAKysfrBphP+fg7HlXDy2maQI94uVWO3BEvZ9sgR+uQv+VFIOWOd3K0CF7ONsbLrQ7w8TcXYpuP1wUwW+PjSjPwzKX5IQ93C0LGw3HIfj6hYE78vpwACnFi6OrESBMnT4BCuyFC/cCiSyXaZnhRF1mi87CAJLNPhsuXOE+nVHmYCLWJ2TQeRQNqBM8JUKiOUGnJz8uIkPm5hglSRvl5F3eFHz8PP/Hzmio86iePuoNHLSNF5M1M8KeThPzpiPepAb8fHrbrCf9qyr+Wi/CvXt61sgDvCncg68i7Kk2GxeBboYiW4FuVUvnWpgt8axVfDgG+dQObnBLfuuIRDqrEtzoKiLoxp8ZRQ8NHvGulTNsN/+ol5V/L/KvpER62KwAeNsjnY789wgX4WPNQEmDf4nLps6Fvecq7fJnrW0YoeYr7lhyHAfQtSqSyARiz4ATZMB7UPjuXtRHOxjLIuqLIrmLIlqZmk4yz7RxZG0yMfXbuQTas26KkZURSyxOLFhe52Yk+TAbl41pPiRV/bymmY1+VlXLxlmXhYw4BOSU4aFKUgTgqaLiozeYwitwT6kVFmEDSn8+YnKeDJ2008vAX1dNcGo+aAS2SM3opdLQUY1VWdkkRXdEX4lFE2AvEttnaltVpK2QLY4tBbnsko40V1Gbm0CpqZbjQgmVow1ZavUyLlUSbwU17okcrA4ZWkU6bSaiNtbE9otli2MJQsRVCY8v6tIMZxIXh6lwRnlzBLi5lm6u67m67T/HumbLrl9OFYaVLh9cNIdql8LtPlt0tJ1fVkUvJ5gpucUVw9U4uzOQOJpCQZAC/BL3QnliQsl4obHKe2At9sYJi9N4rmmZsvbcyzY0I2XtzkMiqe6+KsBm9V8wC5aOJHhMr0G8pqGMTKiuR9EGwGcRdvTeLY1kYpPcWAOfE9F6dG3JgOCg4Ksccpfeq2IqjjvbeHGthpDac3nuF85BKL/SVe+69UFjWi10vtKdBSHKAUBY+LNMPgVuT0v0Q2pMPWT80KOXyha4fUmL21HuiAodSeiKxYdtNT5TGIw8b9URmPVQnPVHknXneE5HGo2z674BAUCR4zoCv2flL5uQbRmSFX//d+vpCJT6O6L9BMWEw+u8ANGV2sSci5UEUaUdkdgfB6InSuPPDnkgchKwnKtDDz6cfGhqMEreHCST9+YxdvqTwfDqE0lYjDy9A/TSfxqNqQI/kkOA5AgrXluKsSnjlmAQppCvM754RjyTC9iizjYi8mQl30N4cMUgHv5+4Pe1l0qyvSX/Q1N0KW/mGLZHCNiLDJQQ/0R/4sNz1aE2o/tYItjpHoFuoyQ9gsQhJOFrthe7BfWi02bnxAxyWdNzBDfjFClg7eOdMbd3BWlnlJDt4DIriT5Id3FYjksoOruECZqwC3uQuuSBYSrL7vh+/aqOvC9HvAiIdRPsIJAfQMGC3vGgBeOdSeGn8eHsUEZrREpohxPo0dAS6c0vgAJrUo6KjYO9miHGmrTDeu1bkezeTt4pBWGLv4ujhCJu1d+vUZKm9m2EG+sXeZfJTd5bYuwQWICDv3CVUgTuXEAga6M4toYMrfuUKuNqBF9jxe+9sQLDvFInYt1b2reSWDxW9t2/P5PZtVN2+5WbYtVjQdi1616aDdi3hg127qFhesmuLfO3aTiz7NmruzSlBxxVv3ylS29mAYxNeYrOUwIaHRg2VCDUxiNTE0OjIRKfxvd4NQXNCle40gYYBu0VoInQGHIgbiXuM5aCkeo+RU0h13WNIR3cZA0cya4wyrDNiNmZqXO0uZmBwabtLl5Hd5Xt3FyFy1Z4dwrpn971FMwZ2QucJdAw1uSq0hms2hyuBG1etluuSa4USrnj8a7buNev93oR9TBGbRcOpitPQG6hPvuYN0vM3u9QGcqngmtQEmKkCqMxBD+eKZPO3eYNB1CcTUNFjqBDuTkNxnKrIcaoTZ2qIZPpL41SlG46QqmIgzaMh/RkNQjoqNhqgSHSRSfQDquhQgNCzmNAQb6EpGEPPfKG8ZigUr+iQXhXSH9E4D3mLDpA8nf3BLGMqpmapMGYCM944tOHCnTWGxrCKQUjiyz0dYSN8efqFDOHLvdjoFl/eQkTdSeLHeaDGseCkMHA5J/CbGpY6htBo37IJAL7WX3kk6S7yV14Qgvb531FMUAH+N95/K9CiJEIJYgblFu2GS3C/SJuEr01igk6OdidhXd3eB+4v9ws3nBJEDEoiaG8F6DS+17shaE6o0mgYavJU6IyyksSw43tTMW8RTFNP9UfJF0RD/IJlEL4g2IAv+CQkiOPkp0f7ftrwp9GQpH/yAi1n/MAT60AEgIqZgFiHaM8NaBKr6BAf7eL2VyPLneT/G9o7B3lw/jIHsO1k+2YZTmgZ3+wkpiZbfT9SD7Bd3w+Qh5Dt+11wcrSqEcoHp9Zo43NjkZGp6fcBfkkgv8+G4WIFrd+XWJoK+/veR/qmyCj+LPl+CSpEVjnr6lVBu7DZbe3koMornpTlDQzcHegpyx2UV0QpM12xY+JjJ2e31esSEdRRHaFbgoHuzHNulcjczlzFFFcKE3KGLXFQ9DixHpwZEO4FBsXcR0GT4u0lwluN0FtS4FuZ2NthKQoaFSjmnuBeAsCZzXHiFXFQHMgBkGLNVcVUhLmd0rlVSLqzTj0qiG/N/6W544OFePpgUwL8CWRD/gQhFz4FmdBPQc3Kp0DWtel+ChB0wKF9CjKjjaEy/gQhGKxk/AlkkoRrH2zKAEdYrQ8WQkyW+l+ahegX/yscRN1Z4nuVYSQUIb9SkY+sdFEI44qrQ6f9LcE8vtevJSTG3ZCfVapGc/KzDHCp0j9C1Mdyqxyz0Xt/DDNBTab6V2UerOKYVlowVZwRQmn8qjjGKnARlVyHinMKVetZFfhbzvxVcYpVnGMrrQFW8ctEHe+/Kit7c47ZAbDcIkRNZhnQySpd1BLiYkvwrjuOwBMUxIMFsofSh0bNTxeSBNkVCQhNAEERAOKRBD0NCUoyDaohoUATUcHekAKlPSBeDgQlIAFhiQTZ8k+X3IdGD+UMDxaeJwioOx6jQ3xuWhdf7N/Zo3An+beMKdBEv7bTCdXg186sEXx9HSoanSc+Ajw4OsbPUdJVk6s+TuDfzcfZwkNr/JtAz3/D4zH1tazEwD/A40Dk6sfZys+4HycQ8L35c5T06K1+BHjyr0P1tTN88qKky09PTBhaJUiNmTyj5pN4MxCHjgKdc1TF2VbvpNGRGElFb4IA6ieJ3uSKupxE93QkVUxt1T8jWKmApX+q4RYlHZmWdFAaH8YbiPon65lNV/9Uy8Gh6Z8RrjSGytA9HU2tZOhNrgAhXNObINgdYbX0TppCspTOOWq3GbhD8ykqk39UgsQOfGmSUSA/CkAu4oDSAgA1TSWYsxO8UJCAW/bj9/fjIsBnTNvjo4wnCs+QjS4FCTs6OsFc+aGpo8Ipp/JUhSxTMIJMaVJRFf5VHXWoimS9SoJhHBiGpdYjwlRVlk+PZeBk0lo1fcANPrab2+iw7FHBKsDcd2B9DzDBJbCzEmA9p1+QEr62ani53V5NsTO8hBljfognf/KRgS67LiDh0itvLZpqadq8rS540+DnxuTdpoFJGwh1W2QAbjJvbiBs3JhYvmk4v60aoThz4bAs4wjExWfIDX6qkABGZ8KGzlPMroAd2YMyCqpyoYyyZZIy7Fj5ipTyqWP5gRlgFi9UB4AdnScGOhM0/BeQ6/sV8wNuMUfKmurhrDQJqZQEBEeMnGoWgu1sCi1tTC6tWdM6bkhQwXQ7UEiuDgFq8UOK3ER1lkQLW8TYHasCj/hjjEgGiwi0LXDYAejwLMbhG+VhDUMERfhDIAEcnooRgbqIHVrKbjzijwg8YuyDRAvcRLUi11WxHKQYpcQihiaWgvwiZdgkA57RwZJ1FZ5xx1Q6h2+8mSHnG1Hc8Y1NgDjqaMe+E2U2Xm0CTWRNgIDaxFkNXuQdTc8c+9Yc9XNjk0YUal6Id09Z5N1nTSwwwCwhfpK9+DXgB6lFHD+JNIVgCD/pxWIIP1mHeaqZg59kJ4JTlE/wbqtPVEveJgclmbJxxpsHyDtvwLuKCctAvrJDAJNJfCUStbUqbxmlmT7AWxoOwXk4jh0Pd9vi4ZlJlpB8XAmm3MbH6WL5+HvMy2mSUEj+SJtKdSUR9cDL30SsqLy8yGOLFLzcUYUSL0en5WwX5FY0choG8XeEeF02loaPK8XAMxnA3eA4XU78vJwARjoxbHVipNPJkwShXbVQPwahoHCi81Guo1MD83mZ5FwDhXlXdx6GmtdY4VE/AUAtK0XlBvJEpj7mvKuSm3eFw8nGJmVd37KrYdnSebaNI2tjKTsXxRMpPYK98l+sCoBdC75kfpZa0D3xgFYq5WUDweSRHuByGQURm8IxC8y0dm6zw1JI2Q0VPEeIgsgpAskfgaZSXElCSz2YsZ62kCP9SVoPWBUCzOKHlNZgrjzRVwFt2Eqrl2kztGlP8GhlvNAqzmljB7dHM1sMWxgptqwOkKJY2phcWrOmddyQ4FkOKb+hgut4oCjyQ9BUipxktNTDh757nmSdt1DRd2Gskv4wWMPArBIBboliUYid4YnuxqFgrkpAhCQFCO2NCYUJfSN4r2x6K9W8OUp4VWh5xS54CzDwLpjyPkD1ilXwqojgzTHCWwnCe2WJ0FcobCy0l0FI8kUoy+MQmHUIrWloMHVICQ2iAkTiHURpWiLzHVHkHBGpju8A89eM70vW5BsW+d3q+kL9+AYR+A74IyLdQRRZR2TGI0rbIRITFSgcUsI3NAhFad0vYSgCaw29u+KFQmNlsCb0YBIfMIL3a8DoesAPUos4UlZTD2WlSZxIbfUMlLia/gBEMKRnYMVmyKmmjh5cFARW0YOzdMpsPZiEGNUSsgf/NbAh7MFFcozLPbiKW7xfIspJ4/RLGL5LMuJLR1ZYCvZLsEQmGfRMDbLrKj2T2jqNoGfCMeZ22TNljlf0YZi1uQ2PPuwkaimkD5eRy259GEYWKtiuDy+SuOFPNQv7MGYHFEZOERj5MWgqJSEJaamHs75paQNrat+k1KPFXN9E9IL0B9w3cbvrmL6JAAoD/OhXTB8OAHP1CyiKVaEPw9iKpeGJ7rDAXpUeeyYcG3KW9Exqj6EBAp3EJsXtfj/ZxibAvenMokkGWpMdliYSFJosKDbpEJq6XGErRWHLpLANIeES4ShyWOYzKfET/AwTSPrzfJIfQmmrkYcXoH6aT+NRNaBHckiF60o4eN9cYQaPPXkkEbZHmW0Eb27dQXtLYn4/+5KkgCUsPuJ2op1EkLKgGGYnvgvEsuowGT0lVvyNfYm3vkQAcwh8c+R9R6x9uea+CzB8WzQQYVIh0kG0Vke0iyCCMYLEwBAayVAHvqGjJkKsQkSEZgQJcVgUaqoSmsHymgp5jSyBFskZFTp6PzTwokHxrsl45+K8NHy8PYgIzWQJzRBidTB09MkVu3JL5OAScpesuwS+Xaa+bgYZ3TrHLo7CnhEr/Hae7I69CxvA3rVymTNg76Jy2LuZ/d6F3HZxANCtW8dRQ/duBhpho73LZG672bsEig6l7Nwlck995xI+vtDt3BKEXDFsWCYp7UO272zI2XeKQnju+9bKIZV9K3mhDWff8p3Kw0j79iwOVXTfRtGZo+xbbjwKZ9diOQMFy4ELg1QikYK6Av1oYtd2XgmbsWuxeNhyLyBCmrHt27MtX+lWcmulwk5R2s6GA7tNgSm7zZKC3aYowG7Dw2dTgMpeQ0Vrr1HSZK9pnO81MYzsNR4o9xoosb0mZqfRfPIit9Po2KQZsUTjIG6nyf59xh27z9QY7zNiN/aZBbsM694uM9mzywAm7jJrjbvMloxd5ii9x1ja2GM0T/glmKlhFbf7/WQZ22b27B4WkGT2yXD5EufpJD9MbaORh4lQm5hNQY3kjArVrlkdrgQOuGq3Vvi5Vlhzxetfs3aIvJkJ2AmwjypOdeBQIZRR0WKoT8DmDQTnb+XUBilSwTapCZKkClCdgyLOFTvM3+YNbKA+oYCK1oAKYcVp6KjYaIAFootLoh9ORYdeQs8KhIZwC02xGHquEcovCYUSJDqUFf1QKrrIYDQA0ahYdjSI34+fTxCyDyednB/+OBaBOI9TecuQ7OKXpwOEvaB8FPEvtZM9If7lVc6Kvn+pZuEtRXSsq7Ky8l8Gioqx/qWZzbLQ8V+ygMp5+ZdqYXJG//JKBw5a9C+1lFEzX+6Zai798vQAuVc7/P3yFiNtND/O48nhkx/HipF7OvhwUpkXuQ+XE4Xf9FnqWBAm8C2bfCT9/cojSj5jv/ICkcsXFf8dhc0T6r/xDqP8t4ItSiJqlCBomOffDSfHowyAJk3CS0xifk6Oct3e/XEtTAZlVk0JYo+SyNk8MUjZf+Nh+SVwzHJEFKGuIas/FKkfgdYvaesqMpCXCOvXzjWUG2skkesfcmsVDNZV65cQ6scg9YcjdY2XI6JjFolG0XGjW5bGmD3GwBtGJL7FyO8iGKfiE8W8RcUF8kS5FUQqcsRwJiIUFWKEOUSzDYgtdCA+SkGkAk8MMyaqeE2UryougCvmKT5JDDyhDrSUkf5hkUa7TBuqBdESBcukBMEICD4NySF9QZzQ9Khf2jCNhpn+0Qu0pBF4Aki4QBKgz4bLlzlP8WEAbTffLEMePvpmpwyood+P1Myc+v0Au/Gom+93oQGokpwSPIdA4aOleKtSXjn2JcV0xd+7p4TfhbAf4I4faQezU5hZRtgcgN3WTk5cXgGlLHe6k+vcURbesUPcDb64gxvfRXC9O1CWP5VXBGC3/SnW5ACIjYMijhPnwZnRcC83H8Wc+O1l/FYT9JaEfit7Oxw18FHQyMG9uMCZ/eKgOMkBkGKt9ZNfJRSB8L3KAszW/lcYiBux/b80efwJZER6RHwKalc+BbKeTwHCjk9BplTu6E8QIvYnkBWJovlgU2DMph8sxI+jev4vzR7h7/8Kt9tovle5gIQi5NeqCFFYbu82mz9my8NFfwwDhgr6r8rMzKjxKBtQpF/FiSWXBM8ZUAjEUqxVGf9U8pzKMa9PxRmAlNJP1ephxfmxxK/ivAqL8a20AlBmHb9VPI7Ym534YxiyOyjGH7NfsNwiRB35QU9EflDS6Q+qKfEVaCZ+BXtECpRi3Egh/TeT4BXmf/NK5R8Yxxn4B3jgpL1cfn5iwtgqQcrkHTWf9M1AzlG6TpodTRD8T3XcZwRWT8fSJlfWmk9QmbwSJEZMGDqXn03kRUdhAkl/eqXaymdMf7f06e6vDJ5P+pHFQyi6EQWQbTW6JA+dyJQc9VMX0lrFfKpHIoFDvh30prwcUhuTQht1hl+Ahe9LofdFe71pD/nWI5HIhbSyEplCYkTBkUUh7q+xd4u5Uj3ecPh35mrUQ0InIWhFL+He6ms2fnQTW2W6CaAr+pqNHAF6CbeO3JFOQpDKkT7CyxdVo4cQS6dxrZ25BnlQC9E2o3cgFNxwKLYnI2yLAhXSLxZ3YQE6GWcwyaxrDbJ9MuhYYQt61eapp5Mudf6hR7210eh6HQ79iY2J2kR3Muoxm+phTfmMvuQmBC3SwS6JckW6Up4XPOdFTxordNSRWCywFGNVVupHm6OVY106kgCyFFEdiYXRij49aWzp3SNCV8qjIEIHuzSGvdCdjIT0JzYTXa8DQI96A9I2ExaQZPbJ4Ol0mNpGg9pEzkjK6Ao/qwMxUVoNjsRDWt8hN74hLCKI5G3fLOeiE6xH4ihJWTsM0h+YkHyaVKHoMa1RWk5SOwpp1CCBqPFpqR1YSxODAHEzrjnzQ/UQL4s8QiYChQbPIWJa1bAEoxVaviB7kM0caGHJPPIYxMiMnWTaECakQjaMQbr2jlzexWr7TuzxhdwjjqVH0R82F1u0MUiubqjUdRBiPqXroD9DBBcABBgGw8BWhOADFICGBAJgIAAMBoKCgonqA2e6uA9wxDGGx0vcXp/hFeXkwry8Wd2v9+1RbX/x5kXfQS1iQlerI+hUkx5Q7vseKRw3HBuMy/jSNJ9VneGyb3jeg+aBZszr0ZxingLmDv4uqY6gjvB55wXSxYV9Xj275nZ6c8bD6eCYV7Ouoz956xS7e+1wLL+9lI9n4uuNyoh9IMv7rfZ2zYGdMuM7zjuC8F0c9y3+76xWbof2wFC9ML6jEbynaTkmyrsUDTkTy3zjnnUAwl0ntk8H8r7hDoI/cut+vaCeC2HxXAR0WwI5VMEuJWAHU8kLS54bCnFHRte3vF+qxdQsreL4GiDSrezPnB5Q1fvEdMCkkCAM3Sh3G62IMyzGpFoRaAI4jsP7rWeYFwzs8EZyBd18udVVW26AlDCF10LwW2Hl4Cyzs40z2SCUuF9oGtrdt5RX5vIxRGEIgt9vpcIvXgrZUr6ynV+X1M9diZKTK7BkToQocb9PKcVCcN9nIHu/lV2fN+DW71vg80FaeKHVsd23TCE/oKoyVpqu3WGZmF+JuExwQDRVx7hRR80b70sNEpFvICMzZ6jAgTOm58ro4HMiAKFKz9b7Fi1Tg3PTeLtuPEwNXegGR5hMI9179tCi2M1BKMFy32r2KUa8O3hzMknwguBkm3FbDlBdNpBmy2bbUZG+30rZuezah7fXEvuc+4bMFOqcAb+tgR9W4Bc1mMPdt9jmPKCW73sEagxw35q2PoNlkJh7rqU/fE/1RQZpX3eUP1vCy/RGQDoASF5nII6blIN/Q8QYGgzeqS8OVxuOkh283+TtrFndTroDo3xxTEf8u8xKiUoTDNCgHL9P0aiF7luBdj5u5MLliSAT1MswkeZ+6xj2x1s32F1ujUr3Z/Fs61slN1sjxfDAbQdbeXHNgztlxru/ZvxRfryosZ0D0i3wDvfhCiK94moF+I/4ZKUC7gGle58YynGT3MtC+s8Kwt60IzpI2kIbfWpMKt9vVaofvbhe8IIftrMielt2G4p7yCeC8qS0gXffqgB/3IpYL1stPN030TWwf0Ad6/pTVktc8Yg1Fr9gtSDPCOWN+z9gJBfBe7xPiKwvjTTFIA8Br1moieKPrJr/I5wFo/fBbi4NB0v9xW3tWKiyNksEdpgwlPLdh8dc5+9pEfFOEhi+2KOc/fjNEA+lFC402OHct1RyP6CuZUQ6xrRdau0/k4jegPOVcGCMck1COdWiuKNSHqlMSbmQppwLKW4LlEOBwqUK5mAhrWDKXQMQ7SiS8ZqFloe4Exyx0i0XrF6UFyX04Uqw8WrVbH2yKvy+wz3GHBeOafZl6yVTnjWdWayb+I1kdZC7XUOuef4Uyelad4TvVneEeSSA1S7gLrrqPH1u3O1+K/Zh1+ESV28vmk4ijkZ/T42PNadLdNEZ4rkhEkfdfYu5bq5ZFrtTRbhjuiPcEYsfccEauLN8vgLZt046JA9XobsWVyvzcbiTle2cB9TSfY/QOjaFvzSJOsOcmAj3LWae68bS6WP5bqHsqI5O+aIBY5TFdsSQRVvuvpUR7Lh1trpsLZPPWoXJm1YSwGAOWuPWrrWSiCTjCIdHWmGwX2htge08KwhzuzLjwWHWNfjVytx3sioE3/MAjwUUXVIhnYlAbpgxhXBgjLqmQjlVorijUI5UTUG5EKacCyi3DZRDgcKlAnZwV+tOP5P+8ObctJLCYLxfZ19v+0/frbuL4EfPNyzauXcityKQDp2WGFjet8rwB9TxffK0xyEhXRY0Tmyd5kE4IAiDpyA4xM1K6UQXJCmw4e39g65AmrEDkU2jdh01ZxPVU0RLolS4RShyOa7JjZvUZLHGZKMISYLkKIL3zViOM8NdpkGkCQDo/dbCvJBfDhKR1r+gTN3VPYaFcx6sZEiMHjIqIThgB8hhmhMofPeM+GguZKQ6Fx/x1jgQMnChDY/1vuUD8gFVfZ8Y13HkWMZexl5K5rOKM/jWDccfNB1Yhb1u/SnGqcPcwdy96ghyxJynuEC+mFrP0HJ7AD1MgrwaTz8JStxD3rfI/zG89hI5Z/qzlj5/Qwc7PiBQXfev01K/g+9YPfAoor9o789IlNuMB+1wZY17YXyOJ9A9SvsYH+dSY+iZZsONGp0UD7TZffUaTe9U0XznQh4tmkgXJBeMyA3uexLraV0sxqDifhPua5Ggm3vATPVK1SRFALR9r8F2v7ViEMeVHXqE9y0hMA8oXdN496364ahSkRhbpyu5yKEgzQLVWJ/IxY1wNkq+WZEHqYnXDwOz37e08Y5b4QACOmtpYy6YtWMfPRyEVq3WN5FD3/WyQwh7uehzQNG+PvkIut6wJZruXGbcqo0ORwYuusHR8OlmSjt+i6HMU9Q/i4KhRvmVPhNct1mlxOPvs4FczMqx7lsMIB5Q5fscuRwHSXoZxXVQW66DRVOPqCMd9YIZoh/9rYesUF9hLwO6b8nw45aNj+9Zy4/QBT7AOWg5+RJPRc+3G9Qhe1eVSy53Trah/J237savBdrQz+zdsFc4O60bYutBQbzQrRyBk176GXFGjephrlnGDj/2qVbT2nVHrEj8C9Y6/nwVh3e7qgZU4/k3iJOV/oBafF/osOOKsPO+xeg9k+ib8g3HehA9ELHXMNdRO4Wccvw7pLtt61GxX7Aupnk+Ofvm7eRmzcPpYJhXM6+gn9Q633PPPh3LVpeSyxlSvUGwHrDxrh391NN2NzFHd+jFinxWR29W6GCPf/UAjmDQPUX7GOBfNlxarM6q74w+dkOBPDDGvnZhTx807sLso6LlIj3ivEJ+m6nDzR94tK9Jf5KMAEF9DNHmL+GZXSs3QIYdlKOG+628vRu5j0ZUWfdb7aDn8u7cirldUTC7XWbqfCerx3UPqJP71Kk5jkoQXvhsxdYLHaw7aMRREe4g3FXT7lsl5vmbM7Labcp6MNpXn10FyaXurb5v4XOPW3tdl27RnLWOum98bQdWD1r05pj3rUDvCvc7qq/7otuTc568vOV5eciL27g9o+P98gyP1zO+3Kny2aaXnQJ7s5D9wWqm1wrZnqpnd6fO/khJdheKVc5GjDdUfxj4MEHqIhMnmZ3R8T1iBscIWS9RZ3yGyugGccYDFOX175ol/af4U5ZOuBu1R7OOWKO7aC9YnunzMW7625UbPUCv10054pOVHtgHlJb71FHkfQtJkYpxuKfvy+4JIAGv6X2LWjL3U89Lxpv95qCE+PrgctJagJFpdb7S3DjcBz27nhieTtoQ58WudqZPzC4wOXelZDHvW1mwDmcPUGCLveVw+FjDf2Uqiec5JyoieNg4CPDGSYOXsXy/VepjBp3HW88qXW7tqexsa9RvGHTcbMU7RWjvY9PqnVZ7VLd2PdkICE++j4x0QZPz37fi6z+gru+TU1WVqUAgztqFgTC7IMf7rRBgIrlvXZKd+Yoa/ZBA+UKBPwg9vN/K7kLW0kzg7osUnIP4RHXEG/NtJApi3ocho+oSS5w/V+LoG9HtScipPSifkg59c7jd6Odm49u34SFucDkbOLao0XbcsjhG2c9aJ1Y3rSfyQetZds3KDH/KerfmTisNe8Ry57lgVcDOV0P/Pri3K0hkDrPKY66jnfxkpTT8AaXrPjkrx33HkEAvdRnPlO0meuNjHsQPBPM1xTX0TxmnHO8O6W7BclRsF6yLaZ5Pz555O71Z43A6mObVzCvQJ7XOcff++xbnjzl/vPXVS5fLVlhn+J1tffXG5aa12AF+DrZG7Vq5ZkX9tHXKMv8dVndarXakHrG+dC9YX/KsyNv1doWIB4kPs1r1ha5WVX9yJytD2D0b/DH2yKWV9YwyfoOCOpDNvnawTr9qdxetR2H5gvnFFNOZpOp2Vh6uOWzhvNjqk7WP+d29SsGOlTy61FnuO9uquxuV+wEpX2PXLDnx1Eu3O60v1SOWcV0EFyyb/lzo3ax1YByu1OflvFoV//lkT1bXP6BO3OeDaCVWF4TE7cjrvqWLX3cGuAa0Tj8XG29lRocTg4ts8GhlN7e6EHFhE7z6a9IQrcKh3WGk5LSBVXkSOY6e1ZB8N1o1MBjuvlVpcdeLI26ag6shw/nNeFs2OpQbLuqGxzEjscsrYE73a6lKNuqzdT/uMC+D3zetnqvdt5K8La1LDfzw71tOOR9QWxOQZU0Mv2/RxItO06qljJruY929zmAxL15rjKdbDruSGD4UWwIpiel1F21U3Nl9KJESxjP7NgMXhfN4mka5TE4/sb1AronMTwnmjrIMugYAnaZ5960K8NcF94mOyhSXRLOzrXC4D4F7DrbS1PcthGunWuXI87Nued8HICVmOee6AX2E9y0MMA8orcnUmlmS3bc2l0bKwQBfidFaCXrxbDR5EyIfVBCvC90nWjVTTFywIBOppF8mv7lZDwZFULqWRLMD4golOZnn4CBSXn0qdu65+1YooABnrcDNFvCgDeQaoD7Xa564VHoRypUX7EKh07K9bxk9Hz9urn0Qhyvou8pXK+NybCcrkwgPqKRJypKpGS7Rdi3vvpUT9AVOEq1SgPuqc6D/Zlg+QJBe4aCOvQUArWv0fVC5YB4gqXH943Jz6XQafzebOdp5XDysZ2CyG5h8ECp1bYU+LufsYdAC0gPqM+9bg8N/tW/SIzl5FKlUv3KRFFEze781Vel4a0Yll1utKjnbOlV6s1WGzcFWW/I7GEjE2fuoxOfh3mKph5MUFwbc4e9b/HMeUKsmEGuWCTD8cEvdKTuxvz493dEKVuC+JUyeq0BuKyCHCtilBeZgJznhyFUDE+M9kJj+4DqtqtOxE4vhtgfpJpy9aiBbskByDXffampIUFXsdMaUwUMe2dlVCM9DFLcg6uFJ6WIHf7iITtsyu/JEOBKHZYcB6mut2Gd1qVXJ4ZFWvd4HDnYGPjerdqiAX3ZgDnffopTzgFq+7xGoMZgWvm9p8jN5EMrTPz9U8tGLoPziReo5y7cuY55DVw2Ya8F1KnEZVmFqT+QIbb8/jtZxS/So6IGZbGLIVJ2W7hvxHHcGd9mi6CzmvjVE3DQZHSRy90/4hajx/tGL3rt40WsOv3Vl4YeuDBjX2PBwlyt+3rBob4wLdhIandf3WxkXh3WcM903tx8gXNcx15O7b5mEeUBpTeY5toy6REacaaLcwKZWdICFfN1QOi0suzsgHVWgI7toKDszkjeCsoNBiasOcrQJgQVlWk7xLnfpdAAQ/JpF3D9lJYbfsY5YjlhF0gtWU+l8lRHsdnW2Olwtk69WhcmTVYLft98zhePGsca6jF1qprPKM2y76bjh+IPiAdu+Zr9eplPSKUHd8d4Z0xHlEaVs/4K5wPjz0vkBb4vbAh0Whw24KnA1/SQMdq///dZSj91+vJV4EqLyDeus3Q8w79qS4lSa6o5KPZKjvKBSn8Mpt2KqQ5jS5aX/+1aseEBV3WeqexzxviWTLjPds05kb4LpBxnea75tpyx3J23dMZ+OiFUXXO55eZ7Bbfn2AIelwwddFV5HnzSG3evdtxzuGDluQcFL8e5Mnt/Izg4k9Lq6Zh3GKeaUZch3E91pXe1IPWIdUhc/xFkbv6kBBxX0CmPPN7but2JuQjT7LNDQH1bLlF+lCJBTQNA/VL7A9J5nUr496fDlAM3V72WMk8jHae7JVseyzyWsPQMw2g1E7YDi0zXm6o9AO22Sfaf1jtL+RVu60GorqN4GgpWcCwN+QKHeJyY+biHvMkzksxKkm/b3LZd0ENFew16/SndKePp6qu4Y7hHy0esWEckXr2EJnnPFv7bClDS0w4Qqpkq5+0VXvvll+0AUn8tper0LsUe+8XlnbeymrT4wH4BcdNlS53142a7kznp7CA8yHAbihPCUVrAUf4YXGm5sWP96e1bFyWCu5FD3UfCHeoB37TVrkXTKKkeMk0ijaIXRgAp2VCJA0O+LFT0ODemyiHWWUf5NOggHVcjXDMOfshK7Aw1xRLD9AjHe+SnxbSH74RLf1RnkJCj5XhrlGDDxErT8zBTqhhTyQIr6WofiFEW9g6Y8ArviqHMU/JYOOkQDv+DgDrU0usRUjI6zaptERQmzp+mU2mahbj9VzPSxJjJYwo2zWtvuh45RZhJMOEB7eGn3t4u8m0Q+KiV+fzoA6rKBNBvWGggHXB5XgELiS5VYoN1gsA9k+a4PyE4fy3eH8qM2yGO6uzhIz4zlm0PSAVDyegc5djAsrE6k/lzy+gHn1WUngqpLJ53ut+rS3qKAE3KSVQW5V0FwjFK6tIA8w5l4Y0ofoCi+PgScHgPvNoOPVowfXGwGnZ0CN2XAQROIq5nqvKhTYtnJehR8p1R5Ay+KglSlIzvjHgTwpjIKQVvBAzygyPs+yh0nuW9VsMs607Oi5Jt2g4PImGus1CmvO9INd4BDj+DMC6B+3nE+8fZ9Y9rh/yGbq8iXGU8ij09zz42PFadLqOoZ7i0Y0jcm8gGy8/V0NTB+mi13zR3LYR1B1MV+wRKGPLP/G0U9FHivPO5MxN63WsYmh9zZodbAysFZhOrLBAx3Z9UaWUjfpDeFkgOB5FoGefRjJcUOjHp9u+/XpiQQnAmkQPqOVQHc6Rcs5v7zVb8AHlSnKdeBPaAo952QO044pviXTZeKdRY70003FTfY7IMOB4i7Jrju2immU8Dcwd2d2hH0COQukC6CfV47W8PtdBPN4eTgGFczrqOd1J7fe88+HSvtS6XjGVp9gzEOeFZdw65Kw05v7N0TPfqjLsYvI8pmELpaGeWl9233XOG4eWxiL+OXyuSs4oxabjpukOAHxQPa0rUx19vIqfHTa3Rn3N1m42jVvTBzYXSfl3UeHLeHt0nq8OqhmV59/iq9kzcnt/TeYPdjq/qXbtp/ZuXLFExvXFkekFG512NfHY16OjWau3HCHg078mLCZxcGzyK8WpGzL5kHlHKUCSa4b23BooqBG1551TiUS09aDCUk6HI1eNRYjX5fc2etnjA3ran1oFULPQGh3rH0OKWEA6QPjdGfpZnbwQnvW7sljk6hlJxU2xn0wpEGh1ISfEEMj6PcZ70mubNWJuxN69Vy0GpQXFhodyx9DF73wXznqu2m7Tmwz6QhrtV9i33nsJ9/sh5QuvdRXkFS3Ld2sVJk6K/H8GyUmuWCDb2MKjX3eoc6+pE8fmxVxNgBDyCNwdcsT9lTFph0x/KmNet2sKTuW+FlR3ZTIEyNe/+3IluafTQ0DK+nBp4z2sWVun2LpPN6jVuPghC8jMAfrtVJmo0CxPtmvj6z8oZkP81lkXm6lrjwEat094UXrFXrGdg35n2Lvof7cMWRr+BqxfmP4L4lBNwDSv8+7gUTAZqRpOolk49WhRGF8u9bEfP9sbNl4GYaeBAGeh1Rn+0VnF1CSrneN5ME5QMt0H3PMpkHvHcNFmlwUQb4mb1veQxvYR7sgLjmqM9dqiUSWy9bYs2zZ1An9lI0K+h9m/ctIHbHR+D6F8C5bzHS889nFNXNmOoAQr0iqZ2rJEov+s143u96feDRvq76voW+P+1HWFCXvl9d9Pzet0qYG7cOoiXXXJAj3LfIh39A6d/HnXrcewzRl2WXdJyzHnNTcENhO2gdoIprxmvInSI7Xcsd4d3SjjAfAeMC7uLUztNzwG73t7Addh2WcPV2AXMS8Tjie5rxsfC/xOvPML4bKuZA2HUNd7UYOZ2H3m3k0Tx4ccaeBfF2vV0RwkEOV6i5rlbG8pOV5NzH723TcdUxtV52XkI8Z8HPGKluEKSD4AfsKF3bxPu2Tvl0d/rmR4LqwrKLSM2zhH2DLN83P/g0um6UR7SBa79Jedhwf9lOoqsG81qS/G3uzoSjT0GAODf4t45uV4441HC4ErzLvVplvPM7WU2k/4C6v4+7RbaIzHLfGsBbzIhhVkL3mzx2yiWK7lv6qLgPoyQefleb4aESdaxB4j1rFeNuWu9cKh+0Nu19VZZ9niF+jopjxomG02bo/TKr44XZL5dn+FlAwWSWMmOy+361rsSf9kuSM9o/D1PlKs/l9kmno/jc612jdzlGq5cMf2d6XxwZoWrYCq5Zl+DcB8iHke6FEzmL9LrivPZCj+i+RUr4A0rffdzVx71jCL0sv8TsZ1FnEvMmfiNmPqg8QNZrDteIOYWfLtUd9B3lHiE/igUXhO5Odee/czVuo29hHEYfznQVeUHjJPIIlHuO4bH0vgTWz2DGGy74wGJdw9esBH9a2nenOxb8Hz3qODyLxk3erph36B+uOPeFvlqN/uQnKwX4e+z4MT3EpTH7jDnuBomhkQOJ5H7Nda56aoy929Q6CtkX6exnIbof/NaTHUJNrklMVz9La8RbywJ9YzY7/y3x88puZFL0O5YWZNt9I+DnJb2l21XVD+zDlfW9HFer4Tn/yWrR+gfU3X3cacdBIl1W7luwmK030ewOEnHc5b2YpesLCC7xz54LKLcA5eGAwmUGfphRZdFP8z7SsY4z67tvofJPWby+OxZv2XfomX174+JyKJh55XieccLnHlalX4RuhmtisVPG7g5tT8VpY1mRe4Yt7tfcnPphGYeDnus61HHfBpF+GDgj+urox3m/gS64AVzgiHXNfeEL1q7Bubz7WzFuV0DKh+KRrIjeB5TYHECghhVOVgdNpgdsK/9V6L6PgQB3Wn4wiWJdkgR0O7tqBBNvpoU+nU1dZ6VsC6LSqTHNddB9UpYSVHs1J9lJJHVp167Qyo5aalg87JBmCxg/qakwRqyEUUtxlzqarAyhj8aF4OxFNJIlI6zC7r69+Evd8FjvW9IgPaA69ya7b6FjxHovd0rgoLhY+uvcj9OTl1TCOdR4azI+pAwvK4bHMy8w1VCwkr/0BR4mO0oXUGmBOZ5ybkaaEuS+1RvT1r4QhgXbJcDqpuZVT0saE7znAfqGy3WAdbseuk9naqZw8YGe/tQzDKSyKH9BgGXH+r5v+Pq0k71vKQH+gNJ3H3f1cc99S7G5rF1uWMrRyo/2m+MUpiz6MxrrBtF+ABAvCuvH/NwPMSvBe9Ni8Q5ayH3XLISOy4U7Ytl6LEIJ9A+5crCj8g7J5RDuZfptxGpqafZpqSZdck7i9uVG1By4fVXrWuqk1tl99+TzWG52qau5vJHB5nWwzh3W8xG+CcalHlarJfCbJAjXSjnik5VO8A8o/fdxV48bTof+s/ARb0ovDyqDuSZH7BQd8o4T+xHmOBcwkOdnqbcBCIfRSFfLUCflSfc26GPMBZcI5WemkRskiAM5FNc41FM71Z0m9ZE+5UJBdZ6muAVQhzAKFy64QwOtL4PyQyjgvCHKAUjQeB4sMlDRQ903Iup33rde+setZ91lK1D/rDXoblopdA9a+/pr1qB/ylrT37GK6I9Yh84Fq15/vnrWu1016xyuLuquVhf9/y49WekPqHkkkhwj25e6+s4koG7AbPeRAxVzDXOd1FOoU8q9Q75b1hHho9AuMF2YsOflObdNocONhVcVyZNjkHu2+9Yxj/HHLYFdoi9buHdGfNZC9MZ/0zLcAfdBy2O9dginRuPdjB7N4y529DMhb5fbFSMexOEK+1zF1Qr+yDnA723pj4VGL60Yz7SzbmgwB6TR157o02XzLl3tyApzMdU4W1s3VNaDR3BZsTpGovdQvAgUsJl0Gnq7Y3BqYd7t/kcvFBdBP1eIextNOUC5rqHuJ7tv+RP+AaV/H3dGHCMnLzWjz0AQ3YC1dKAA4hqBdKqIvFOAPAIgXRgjz0GMW7DRYdXgAjI4BhT3LWdds1y2JqMwvmmhgSvnmtUAP2V19e1x6cg9YjHy/aYXrA70TNmb+XaFvA+Gca2uViajjiK9h1J8zJT80hA9o4l0YyO0A4jsfv36T+UU2O+k3qGij7bRhbqLUHse+NxJb6PciulhZgezc5Xm2pQnaZzM6B6N+9YW9hipeonZZavDcYae4QZNRgd45frnmuV9pw9OWU7ubtUezTxiZe3i8AVr1z938rdKb1cZ6NDC5AUmz3eyWoL+AXV/H3fNcZBIlwXq++wBxpTgwYORIDjdB+f0L0u/oAjvW8+lswLpJhDfn3kIxrmk9WQyitn3rXLrcavBatKetRwDcH/c+oPWf8mYU/3HsSLq2nKauFzsfRfY4/brsrLLNpj6PhE9RdHItaaLB3IHScYjK+rug58t47fpNwAlDqyJ1wOuk1zgZcPkJQbdqZ93BzS6ZgmSn7L8SLkPfJ0jVvQXBy5YeczzlfVvCeLb1YXt4zVoJ3ey8hL2gNK6z5HyuHeMQC7LlwT7LOpMY9/Eb1SYD6oHuH3N8ZoxT+Gno7qDusO4I2RHaV8QXhzt/P/8zdvo282H0UMzryJfzjyJcIT6nmg9tvgl92XLZZ2x7Bv0psXKDrTodfWa1cxT/CnL5N4J3RF+xGIhuZjsgrXWdob1xrxdWQaHmbjC1Yr1P+LJSgZ3Dxd+jAt5qZp1xgV/A1A4OPuAjO06yn5aLdwH3x1pPMpQXwDs86jnlaabLuPA6leBvvytjkvT9+gZ+F+ivWz9oeyN7E3Lna0PkIrrn2sW858+PGX55J3XHWGPWArkYsMFSw95FtpNul0hiYeD7jqURzhZUQZ7QGnd56jyuO8YQlyWLynWWdSZYN7E3Tizg+oBYF1zXAP2KdzpqtxB7gB+hOTorBcELk53/j+feRt13xL+YdfhCVfvC5gnkY4S713uW6PAMcBf6l22NB8s3zD2D5CHhbC9Htcs3H/qn7L4VtaR8ojV2kXzgmW53Wy3qwPxYLxaCZJPVgRzH7m3sY9jx950WX0JrWedZxjuprih2H7Q/mB+xWt/86mEuJsKHL0GXbzx++bOXo0bKOnAmnh97DpBiYVEupPcd/rfMa7tu29z6zWrUakWMz1iNaP7QRcsM//5KivMIIcrQJmrlROV2gMq5r7/FNNVapAZaiB6Lsl9q1JiJ96S3JlRfmMsHxCQXmFQR642IYOr9MRRoN66JB1zGh6lSoon5UFt8Odtk64YpS9jyHPWZqt1cdDkFh3bqPeo54k14Fu/I/BDnylgL4k14AdHKitbfTqMC8k6vJCsokHehzzcfcsiQz/f7ls67xbwhxCFCwvscO9bpOA+oBbdNxJaMbalAenEcs59q8Hs++Beeej2fu3P683vWzgxWfdhXrwAOolz6weCYPch5sz71lp33FrXu2xV6c9aXb2b1rT+oBUV/et2szyRl4fr5/P/Br4HNOoLcB3vdqbXTLH+0eSgakTXJFwUsTkF+HgHGv0RSEEvQKjnr2frbv+3ZTqMHop5FXmR6STyuDT3xPxY5b/E6s8grhvIlgP0wqLu5zpkuO7DfFFWd4e5Y2lPdnsf/PJ5B7f+7Uo4DuDDlSO/4tWK+Y/oZMUu3ANK830iKY+74lw21nPWAfamHfFBEgjXDOynmOLugEEcUU16QQx8vlh024r88BxyFYJ08pZ6D4A4Bk1yqQx9Ro68MUM7wFx4vQCengXcrSA4EPcNB3c+U98mqIdxCpcC/KGqZpCTervQgRc8mDjpNXeUU2v5EaewF2wJzhcIcujwau/qaeSkCOleft/yyLHPcYu4S47LlnrOdGctLvibFuEOEAct7Lv2r1ns+/QavRv+jsVDOmI97sW8YGFSnId8S9yuttiBES/H1Srwnu9kVanuAbVoAhgCSbPR1CwrWyGfc18IUUu97+x9q4Nx7uT7ytuJvQOB0usa9Ih7DhOds23D5jdI0wRVuzCJwe8bXd6NjY+GsvoiiWvn9+OGvwc4ugvjPgoOCcdhCqvvLGwh3AQ59iDCvkWpiPOvurOe9QbZOsgRLmkrRzRqH9QnhMRGFZTy6Yy0l0xkxIyIjqGa2HA8sBLIAFFN3CZ/7tYhADBHkczDMC0QK4ZVtqE2231LgHzcUmh82RqxzlqTyTet/kCRD1pp4L4uEiEuTqUDfU2Gar2klzD4tWnlQZSdWDdxBFDtFxKLpeimkjxoIboG3E4zFFN7ORDcSraK7QnUirm/Oov8jq5zQrE9/fvaD1aMrChEus7BRKJ233oLG6DeA292yh9Y4bzWQBx9rdjmfqzscAfknlaeFT/zW43zvn27vw/o4dpPPYpon5mi0XYHDyaoxvgvE44nRivTHACGLlPDx4356G9bAMA1Pz5m6a7jvhUTKpGaL6nooo4QoH9f9sSPG5bL4NizmMQ3KdeDDto1cP4p7nDHhn4ErqzpAtCdd89J3r7dmH74d3jzVcQF5knE41PuSdNj2fESXzzD+W4IB9sHRqxrj3Wq9NxN7NE39mLHns3jNxNxsKNeJfDINhquyFK5ln050Jj3LR3JUcSOgu6j54OBW2L/gED6GgcddVZFY9778MtWJOZZS973puV78vf7Xm6c3LvD+9bZeO/5+f/z5loHFeprlPr8jPet9R9QSwXXagsoF4Hs5duvqDBHNgH9jSv6jpj5JldbjW8nYJ/xpTxhSDHRjm9qSdX+4MIGMyTiqkyT8T4Y7JRQqQv08lb8ud/OOCFhDjWIUgr0uNekxt89e/KLElrikuy+9TnihBf3+7QH9Ljxviwr76z5LVxHNw1UB1GJa6TvKR/lHTx7hHLyRQn3rEC6MZAOCiSudpBjZ3x47NtKtYOghe0DwqvIWFoAU3vKdy4b8O2j2gEST3ezqC/4M1gxRDYFvPuiM0JCjrsjspx6eSEYO7+cWf02uR1+uH/Y9lXni+wnnYNoeY8IaOUlLij4FZI8QDV5c7jdnWsTvdVUeGDSg29L+gH3gAZcO87p4wOBYpSavrp/eYgupIJr6sz7N+ySnUTSbCAtt0k8/ZiU1pVU+E3fxOqUNRkvwzMqLe2eZni7X/ucDdWjZoxese9tk+scHibRp2vwufrbTeLDc7B80rcK34na0Z8JnEdXWPs4rnLHO6B7rBEO6BJ/hP7wcYCyRncvQe/uAV683m1JkQNTL3TXQAOudfelx48Lj0n7ZesSXHvW8G8SN2A2Bw1+TXhd9VMMp9DnjmkfsR5NsxG84OzzoLNpbv9vYTqMHMK8inC5+b6HQxX3MOsxJfLSxZ/5ATdeRMcDY+xrxzpVde9G/NEfe7GFZ3PQTYYfxPirCn7sAPewrMekuUtRkGfCjRsXtgPc+HVN6+kgft/WHaHuSC5/8gvnXRBEzqmg2xPocATmMgc/TKrW699qVCWAyfHU7rs+xaMGV8SrKPj1VotEXtFqGNJlB3L3bY/sOJC9TPI86yG/iSoc9DiEk/aa4p4L60457rh03zEiO8LqXfAewIk4n5694XbeBPNwdrDGqxlXUCc15225p9+Ohf2lzu8M19xAvAdEzGuPf6o17o7g0TzNfQ7w+ZDdAP0Bfnft84/y+FFuwMej3go5YAFT9PQdzQAoFO4eHzhEKOdOqtvnFba9kIIfwqo0hafyTrKh375UDUD15DefegVYvNotT0WBH/8DqnSfXq7jyLGEvYy9lGZnlTNovem8YYsdFB7w9jXr+jKdkpwC9I7Xnc2PqEdM74J5wfHnhfOAb4vbBzosDhe4KnAN/aTmDJ33PCGTuKaCuzyFWwF4VVK+3/Ria+yzNORmog8+1pWGOoKBe1LWY/jcpSCIM8fMG81+MOBAh9yXvrYip5fxnfq7KNJRK/Liq+8jzrPALWPvYCB9pYEe/RYa+CZct75BG+oVkvf1rHd3vEeHK8nO6pVDtmkghVbSBRGBvy97TLBoYRglMxuZvC4hH3Eo3v3Cz+C7jinH+LqCi+3GtQ+gz3iSktXuZ+79RiIPMe6rBnJQLBiE44hHdxlO8LPAR76JPIqD0KX3XeNOdb2+03YdcSK6gOac91dv06Uehv0q+MLmSYRjaXIP9PNj6eZSoXUme4J+FCuewjsxtOj79aKuAmIGMwwKEJu/D/ugxwW2y2LZWa/Bm9DAg0j+NdLnlEd6B5Z7hK7XdsGwn9/OUL9Nbx0/3Du87arDBdtJx+F17xuQY/j0Und4pu9vBB8bB4Lba259ikDdQesRB/7ivcn2+h2QRC2vYnDvC1LHbfNl7MCzaLKbDOeDxo5rNq9oQZ4yfOCOw6iOWLujH/WCVcXzNedgvFsp2WGmrzZ/4Zs623yfef2QS61zGLwBEaKxDtScZ7X/68m5GAyZ3T0Mjqb0hQ3F3xLEMnxcWFT3zWrWSrGnl/k/kTjq2otOTkRdiQ8Efe4Guw3BDqvglxL4A0zFxRFfjYXP8FKDCb2EaTls0fjPaWXUGDEXOtHV/3cwFl5SCoWrbpLHj7eSCSw8H1LfEqgOAcoLCfzBSnThFaPF8ad4By/SgLma48nfb3BoglA96btAoH5f+zzHjWMDcxm7NOZn1TPMdtN5A0kPCujXlGuuO2WeAv4d8t2q7SisFywX13g+nyVzO7854+Hs4E1Xs9fRJ7XP7rlnPh0rm0vB9QyovUHZDmj8awXt1OjcndCja+TFh5/9gJuIHuyRrwx11APv6bePmXAuFUPOZBpvHKdI8trZfMqjd7P5iOQIoRc8L2A6f529tG5kHdYOwng1e3X6pOYsnXvm47G2vpQ4zuB6b/wdD/DV6znu9I181/U6ekd1EQW8zHUd7MoOevdtb3YcGL0MyjzLubtpRThIeCqvGHB1Up+Jg58frW8MzYHC/hpTHQWnQLG/7vhusUAcutj2wF+0H/4WMVnkZeNzv/X2eIO3l6vWnk35IgbLN4syPtioxrXmr4Bf4BjEr9z5J/UG4jowcV8v3CcYWia98CHGFTbS8keeVoUKU+bx3Ut04ItG5r71vI4LymXDpYc5izlzZjfVGybroOMBjl0Tvi79KeaUYO/g7o7qCOII+RdIF806r55183Z6c/PhfLDMq9lXoe8LHSL93v3lXOtjn1MvSJfE95lueyN4HgDFXmOvHGJP55C7iT26Bl5cuLM8cDPWH9hTOgy9QsDjHHiP3jrmwrsUDD2zabwx7B+cdYDQdj1iP61Y7uKRR8omFwL1ftMzin2jdh+wu1+fXCd4wcsn60jculT/b9jvF+pd7y+P1jkNvlBaqMhRa/lifAmn+VnE3qyhgwx/9THOLcK/T1jNPUbWy06XFHtWPCPUeuPRg/4BSlDXrT6FPOXG3SnqH4m5FxR3qGnPd+du33bdHnn4coDu6ufy5kmEYxna6JiaqfEYN3ZQMGo/hUjdsED1OWvkZiSGftqwe1nIY9LKJSjIM+HGjWOeLh4Ys/vqtUzvFGC+40Qf3TcuRqpzWt/Hb/Cqh8P6gjB53mdK64gs7tYUbldhl0z/bkxa5fsonM4ZZLxlmOUha7NGzwJIlxDfAoSiVwUOCxcjeDcMDp8x9PtYxcEVc4no1IVWOjLrSJsxVgH/ffcynTb79IoCO85/whLZnbWg3jS+HpRrrnmwpwy/d2SJXazPozrHzZtQ5kHVXAV6UVofQ+M94oeDXCJtVJURB8hU9Esr+X1Bw8XVlw9DTJStf5UE0f7vw14ZraT448uS65o0CbhfrponkT2tkJyTnhtJbwfzoMP4ulMcAfNUY74NNr2fhPU+czomKZdeMmvLGe2CmB5nPsIe240H6hNOaf6Oou+I8lSvwgXD3PMB7lZFevgmriu00yqVsGLNmg72qzYQ4qYOp5ycscMx7rAOEUP/97E31zGAXxZcUvtZ+xlh9QaHHpQOEGRfO/YU9jRefYeDefTaBaYLx553z5O8fd2IdvhzWMNVxMWaPKvjnv45lqwuBe8zqHADZz2gMa9F7KnWdveCj+6gixv1LAbdxMjBjHHVsEcb+J6/fYyQfykDcuak+UbNOkCOu+5ln3aR7rhNR1Loi7XpjKJ2O7Qc5FrXNc1JE0bqTNzWZbnmHUa8sR2ARgbBhpXT6YwjgJz++8LijgvHFJrLTHnWP0MjNyU3GPaDiAOFcQ27zuop1Cnl3iG/W+sR4VFqF5guDHfedQ7C7XuD+uHfYY1XES8wTyKOS3RPmxwL30tc5Rnmv6EiDozYax/7VGvdncGjafjFxD7bg29q+4H5T/rCyy49R9h7O/SxmlGXjg1nBlk3cOwAb5RrVdTpab5bVh+RxFycNGc6+427feAguKitj0iwu6aRTUFP95tGeTeYH+go7+TFDZxuUAPMtNAizlnT7sObrkz1Hk7/KZyaCM7XRre78TBs+HI1OMLkzbFr1juAeF8CtJNmkJ942d03EBvAj/R8m6kgrYy/Pwr30nToGsO+Zm7fiILNXvCcO1f42wHJYZvpWtKc+oYDy0DtpAbSiEbiscvta5pYW0wDLeMcB8vAY8zkS+30GQiiGzCVHChEXGOQThWQ7hSQR1ChIl0wIJyboqA6gFAvYMPHZrvS006wU5lt4fIUdIzVXdgyPzNciqAYnHsG6LEGwiWr5TNP9A0hIQ58Ua6VKU7BqHdu1CN2RlBcyKjnS9RbAtUhQHlhAT+YCVp44rIJbDsyqnYhRT5/2gxJq6OuBoQtfrBMPbZHQ9cZBehGBoUHSEiuE+TTBfK7BbKjKFDJFw2kZwPJDYB0YCh53UEdexuASLfWCU8jaZ9eB4KR+Kq9xUG1Ub0xC+5hFI+hyC4doc4AITfiRTmAWHh9Cp6+Bt0NBY7Gewm4OAadnYNuUsCDEKgrkdrZY7gAZyBWPg3HFuj0li5J4cfWSgt5djBBtpN/X/u1HgMv251hD3Ej5gdVB9B6zXFNxDyd1twF+4jAUUutvcBwYY85C337fyvTYcQhTVcRFxonkY4jvWfbx0rXS7DwDODfsB2jHdjxr3Xk1NBwN0OPxujFHfRsDd1k2EGPfPVAxw++B2cds+Jfyh6d2WK6cXYO2h5Atrvu2Kf5LXeTyCOSJhEv2F4o6J6T9G3UrYbhINN4zamOks9iCqn5vQFdvAfAAtb5ujtbRzwFoGeC5sZ9Dzyii2M/AgH4fewX8TEC26WV/pkA9IZh0oFQ6hoY9VSJ4g5MOTLjJeqFmOKcTLk9ohwGlC518EPAVZrerY16APSP8J5bm2IBbDZv/QgLD1CIB8NMfO+MPoZBuKREcqYJuSEkxIEmqmsy6pQa9c6I4ohSKuoFF8r5QHELoBw6UVxmcIcKpZVN/TzC8wi2khdByUS+G0aJUOfN4wwAz/dBqVbNKqkf2++I70MeiEcbb8EL+Fb51O5zjRkcINEHmo9lFQ3VgUFkp2Obw8XqWHeL0UClqurCxMyurNFahTTw+yFmDhyifwH3al1b9b+6oQOJDX2rY3BbF4PsdQvgAsc8/v3wZo+pQ/RWYj7ECdcevMcGRJeE7DNd/TdKiANMiOumxNMr0t0q8ij9VArsnqFdN+zuA3fXNelyuikwmegVk4SzTwxPoVos/dU4pHWlmhGAYb3XIjxmUrp0iD5jTLoxRh/gIF4PBp1eAe4GgUfPeAm4OAPPjsE3SaCDCOiVQP1sKwhikul22HQsLP1SDLg+K19kZwZbHYRtzbuP/WDHIPmXsiNn7hlujPUg4sBgXsOvh6qn2Ni7oh9hOOLfqV8w2H5G5G3ObWg9KP3qx2U0OXv3Pf05Fm0vVb5nqO4GH49+QIt3rTGnRuvdFHg0aJCft39v+HJAkV4A7/GC7pnaxyg5l4qizpSZN7rsAzK46yB7mg75Ttx05IvqvIDs4ljzDHu37zd09UO79aUmTz47C1JCjt0mBzxzUuIGGmMuemBdz3V3qKE/S7lt5yAXRzWoZnr7AB4TQi5Np8/gFN+gKHmgEeKaAflUgLzjiDxCDxX5ggF57mbcio0OJwYXm8HRzMpccxMqhtxIB3S1XQSJWZwoxsqk2BQHNTr3EKDHOgSXTEhnHpaqBoLXqpRTZoo7EdWR4mgpF05U5yH11oB6SFC6TMEPB4VVpTpJHAHfWnWPB0zIK7o2hb6PtQ8h9Jz+fe0FewwCvdTMcoYRd9O3P0hdryGvmbhTL907MDuiHjH1LzBM52C+jdyahoMzXM1eN7QT7e5VOwjQndFPvHlAADdfGxYAd0/46PKFe/6/N+T3ANFdHP/RAO5Jto+JcC91Rs/UG2/MbAdcMNeB/bQQeSfZ7IhQLjS9eLHPXMvNG3GIInmZqZPMzqdI6DGSlMPPUGdrE+n66aIUi3eZoZ+dQS92xQK4+7RnYT/jiT07aLReA9Ft1jziLAD7BSf2M7C3lZst88DVr9Lr2PBhivetxxL1nVFTd50eAMhdf787KQ5noM/H4De8tHafu9Ymw2puUk4HHYSyUvnuPRbXhfI1zrbmZt06sGi5IoMHs2kAobREuYfFfoCQ7vW66HCBH90Ah2wDH3JyIc3o/z7sbRQ/+s1NG91BuEqxXnSmn54MP6rXZW7qXJU062TUu2YTlobetzVVfo5ab85+eLKvqea68zw80WkzdtOWhNbXjSGVmFfU4NBUGXKwiWSz0Opcv3EupUwa/ufn1sU8vg/KblUjsnc/+Bp8hZTyIzBh9Ata8p5HuH3dxLUPsl/VugppJ9jv9fo9E5wxCNJTcsBNq+V796w7ZCD30XkePFMpRLkh66/fEFHFdWXDvPc5553D+G22a7Qub4NHjQdI8p2fhEbSvw1IoXC1rQKlJWvlyI2tw9+XvQDv9+Y7rNo1RmTdCU47LpDI970ApG4aRzIfeh2LAR7gQa8yn09iYuB/3XLvkRiJ61tbdvPyOZArGs6BlC90xmhL0RP+uCPMXtA83OxF4AADpX/81EHdVec8ZwL/mOCB9t333PWZgW6pIM0bXVC/urVoq94bn9Yb9WorJDzAdgCNhy2ynJU36PeKW8LBftmPh+EOI0agdTrCAzhALQuNtzjTHJqJ+J082NwJBI4zznVUjnVY7itthPttMx137Jojsmj1EY7+ygveMq7bxlNylXcRWDlKec8/LUT9jJFtCeYBZ9+l6bt3TxAK3XfLM7+Cba43rxvGsU9b98f1of360n3CuJLBg9eMYBGonFyj/OXTfeO2FMifvZgfTeQfuOxuV1b86X//ASEAABCWMp7///9OAAAA/f///1oAAAABAAAAAF4AAHTAAQAotS/9oHTAAQCl7wKM3gJyAAAArAIAAGjAAQB7iyG95NTmvRCWMp4EayG9UELnQzUhvZ6tuuogvcYV6CKMIL3FeWYaIL2n2Oi9EZuWH72BMekHAh+9eIMZXh69ws1mrB29pw/qou4cvYZIJhy90ndTVhu9Fp23fxq997fepBm9Msjlxxi9oM3s6hcTEBe997d3ORa9Fp0oaRW90nehFGTjE72nD7ExE8ONEr14gy/5Eb2BMWR1EaYDEQ6lEL3GFYVaEMQkEL1QQk0EEHL5D71oZur35X6KMB8It+QJU2In9OO9Dy1Nm8FWSa8M/+JiJ70mSIRpFb38VHW4LxHXFOqcBOMu/+FfKcu8UePMvAKZzrzXFDpG0Ly4L9jm0bz8VNd207xIhF7y1LwmvcVV1rwM/6Gd17zHxti8TJtdztm8JvTZsdq8CAhv27wItxoE3LwvH+Wdb9y8fYqKsNy86fdAxty8Zmbm49RPQucZna3EFejEeV+myYAx6aN2g8fAzWCmD+rZhEja0Hc9FJ0E9bdTMMhhns1vb8m+uceGDMboa8Tp28JiYMH7/L8gtb75i71jhLznoLu447qmTroj47k2ormAjLl9ii8fCFNhhLz3i70dVkn5/L9gJr3nSITma8SDDMa8ucdsb8nwhUnU+Uw1ZVClv1PfAFfcIFrqF1243l9sbmK8VUnjucBk5M9m2pZovAc4EWq8B7daO2u8Lh/lYBJsvHyKOpRsvOj3pr9svGVm5uLUTkLnWJytNsMV6NjDeeOkuH4x6Wp1g7S+zeakD+rYgkjbznehEp0x87fQLsjsnM0IEkanpkI4TD/+CjwA6zjy8zUkLTNwnTAjSy74OywCdSqk+iiC0Cd8+SaidyY2TCaE0Cem+igEdSr5OywlTJtxnTAoLTP2Jr0DSIQCCzw7TD+rpkIMEkYXt1E5QCU0t/MaZrnXFJ1b3rm4L4ZBI7r8VHlBVbpIhDRZgronva2PmLoM/2QNrbrUn7+6TZs0GdC6J/TnUN66CFPk3yPqugi383Tzui4t+rp+iv47/rrq92CX/7pnZubk1C9QQuf1nq3ixhXo68V5OafY2YEx6Wh4g7LCzTinD+qIhkiS0ne5Fp0jG2a597fwJzS3MsjytlE5oM0gWNc5Msg5YiI697dMCVg6Fp2BDoY60nd9Dp86hkj0xrY6pw9r/cw6InvhOniDlA30OoExeUMCO1RfCTvFec9IDzvGFVnxEzt3TRc7UELfVBk7kAIaO2dmfopaMB/QVQlTfZhNmypWSW/5J72GSISH/FRguC9F1xRInAT9tqkTUDzEn0w8YjRJPNcU8tlFPLgvt5hCPPxUuXg/PEiEq4E8PCa93Lo5PAz/Jis3PNjYNDxMm63JMjwm9LgCMTwQWogvPAi3N14uPDCHLTx9ilYFLTzp9+rZLDzj1J2txHmv2ih2g97Aza2mD+q7hEi50Hf0FJ1k9bfGMMirns2Qh1Px8lZiTVqcjl2brmCqpWN4bGYu/Gh8TmunXW2cJG/6nnAdyXEkoHL+IXNqTXOlXW16TJssVkl2bGaoJr2aSIT8VGC4L+/XFI6cBDtwzkm2zJgAy2BTycKyx8MixjunxNRDw/j7wTzS0sA8S5s8y788JfTA5748B5Eqt4CVvTz8Kb08fIoO6bw86PdY07w84tT6fpytj77neTilzn8x6fR1g9DAzTenxL2ESLzQd1kUnZL1t0MwyDWezScq0Njf0RCN064t1a291jU52Jyc2Xjk2jx3g54N3DyBMTQV3Tyw+N08EN+13jzFFfBK3zx0tt88UEJi9988GA3gPGdmdn6K8jAf4Qm35LIJUziiTZt8V0mgnNk5Jr2zSIS0/FQXuC/e1xQunARRaxo9WI4ZPX+zGD3XFOPcFz24L5QMFz38VEQWPUiE0IYVPSa9HdUUPQv/LjEUPZqcEz1Mm88YEz0m9BKnEj16SLfx/RE9L8gRPX2KuKcRPen33ZwRPWZm5uPU752teBDEec2m2Jgsd4MZwc3MkIZI0nffFp1797dUMshNoM1GSBsfIxy7+RwKyh2SHs5PHz2oD4EBID3DzelwpSA9eYMEOiE9gjHPvSE9qNjojC8iPcZ5JI4iPccVrdgiPZ+t528OIz1RQuYuIz3l1ObBOSM9aGbr9+V/iq8xHyaOClPRKPTjBk6bcldJhQ3/4tIovQ5IhPxUv7gvI9cUSpwEhJ5Ni8FMsuZLFhBLyD9Kd0kEukhRCEg9DP9jZEc90M9GBUxGSNpFPbB7tycxRWb7RO/aRBTQREfaeXaDwM2ESNB3FJ31tzDIns19e05WVk/yLFBA/VDFUQSDUrc0U6XYUzhtVAPxVMFiVVjBFeELVqJBVhliVvRsVsFiU0ybJr1IhPxUuC+cBNxogL/0f+YZf0pDfvtyfap8N+17PSe9hDt7lpd6AgN6PU2bN395PSf0eg154q54WWR4PZgueD1+iiEOeD3q90YDeD3k1J6txXmn2HiDws2GSNJ3Fp33tzLIoM1Z14DFRIETsIE7GII6fIIc24L2M4PthYM30IMcEoT7SoRHeoSLn4RsuoSnyoQV0IQJU02bVkknvTtIhPxUuC/XFJwEdQKa+JOZjCaZPruYFlOYF++XNZCXPSi9WzeXZOWWGpuWNVmWVyCWEAvxlcfLleawlauglT2bleXUn63GeTeoHJuWZnmDXcPNN5CXGIZI0ndAFp2O97f6Msh3oM30cJpg3pquSZvWsZsVnLd0nJHNnIgfnT13g9JpnbernZXkneETnj3FFSU5ngZUnkFknq9pnghTtaud0GmdhlVJj82ctSa91EiE/FSsuC9e1xTynAQPnLOSLbMmwLLYVLKx7LGIsc8psT0lvfXQsP9+sLU0sD1Lm8/yrz0l9PC5rz0HpIq3YGWvPX9Krz18ikQ6rz3o99Y0rz3i1Jyt8Ll5zbP9dYPzv83NpQ/qr4RI0HfWFJ0k9beQMMgNns2KCrT2d7RE47RrS7WvtU0Otidnth25tmcDt0xFtyx+t3itFbzSt53tt9j9t0YDuCx+U09Ft2kDtx9XSSlntk8nvW1IhPxURrgv+NcUjJwEqDXNK8fMv1nMce7LSobLIstow8qOasqYGMpOzslojMmKU8k+JLf6/sgZ5Mje08hwzsjj1J2tilN5doPAzYRI0HcUnfW3MMiezSWkzZERzt98zgblzknP6KfPwgDQuFLQAp3Q597QxhfREkcVVmzRN4fRcpfR4JzR6N7QTJtWSSa9SIT8VLgv1xScBELP5sVg5lnz5QuI5eMf5eS75AJd5D0ovSgE5DGy4+dn4wIm4yTt4ti9t5SY4rN94nht4gpo4gQm4+ln4zOy4yoE5ARd5OW75B/lDYjlW/Plx2DmRM/mwT3nLavnexboo37oouLohEHpXprpVezpnzbqhHjqYrHqruDq8gXr0yDrDjHrfDbrgnjqnTbqU+zpXJrpgkHpoeLofuh5Fugrq+e/PeduNAA+X/r/84z/pSH/fbn+flX+nPb9wp39y0v9gQH9nL/8vYb8cVe3LTL8TBf8EQf8owH85NSercV5eIPCzX2GSNJ3Fp33t6DNrGsAPjLIYqIAPve3CtgAPhadHQwBPtJ3PgE+hkiObQE+pw/7mQE+98IBPniDG+gBPoExDgkCPn4lAj4kPQI+xhXGTwI+Nl0CPlBCVGUCPgpoAj5nZn6KMB8jCVNNm1ZJJ71IhPxUuC/XFJwEOwEN/ckMR5MMoF0MPrcvjCkMPvtU9ws+R4QbyAs+Jb2vmws+C/+zcgs+VEnjjk0LPkqbnCwLPiT0KxALPgWF+Ao+Bbfj5Qo+LB/lc9gKPnqKVdAKPub3ns0KPmNm5uDUTELnmq3BFejBeZqijHwx6bF0g629zRmjD+qKgUjNd54RnUXzt/suyDmczXc4DS1vDdSkDT4TnejYDT7PdwoOPoNIWToOPqUPxWYOPsGPDj52g+a0Dj6AMdjVDj5J8g7vCQ8+xRWRHA8BKg8fMg/WNA9+ijAf2ijoTpvDjw7HWye96kmE/VTWuS8v1xR5OA0HzhnJlhkTYBlsKhlY9hjEGOiUGHtoGD4K/4A/GFsaGGj5Fz4j9PjcF1LFt7CyFz+lFyKdF2uaFz5iZube1EpC55itvxXo+Nx5ZqFZejHpfnKDebzN5qEP6lZ/SMt3ag+dEfG3xyzIBZrNQwUa+TsaoHEatKUa1xokBxuRMxs+vs3pjFwbsYEbPn4xpKIbPhS/Gz7DutYVXOkbPpyt5832Gz5OQur+Gz7i1OahARw+ZmamJ7OBG45cG5MzGyYHG7bXGqUaonEa+zsaRQUa1JomlmMm3ywmOPclJcMlkSW0YSVHNSVLDCUm5yQzxiTEqSQekrd8fyQ+C3IkPn+K7mkkN2ckPuXUn63EqXmpgzHpeoPEzakP6ohI1HcYnfm3NMiizRLSyQgncD4ng3InpCf00ydhAChdKSiCTih1byjkiyiKoxUstiidwyi6yyhxzih/ijEf5ItTTZtWSSe9hEiE/FS4L9cUnAShZzNjMDOt+TIGxDI+ty/yjzJdMoEuMhQCMj4L/xnZMT5VSeP0szEBkzE+JPSRdjE+Butet0lMMT4tH+XYPjE+e4q7NjE+5/cENDE+ZGbm4dRNQuebrcIV6JF2ef+SMT6k8rMxF3WDEr/Nfy4y8INIz3cEE52r9bdhMMifns3dnpPVMzoLND4VnU4/ND7Rd3E0PoVIv6A0PqcPLM00PsHN6Sf2ND53g0wbNT6CMT88NT6o2OivWDU+xlVwFfeCNWiQNYWYNTybNQq35K9YU0E8NU4bNSlXSS7NNMGgNFBxND80PAs0ldUz357F/jK+yJj7AzYzvjaeuWwzvnGuYKIzvlLJdNYzvpbuCDS+4h385Tc0vsBWUmQ0vqaYTY00vvDicrI0vuY0/WXTjdTvNL6i7HoHNb6iUP4cGjW+ybiNJzW+FyT/qi81voORYTI1vgAAAL4+N/Rtm6Ov168JASA5jWWIjq2zoNQP8bUIAlcbyCjlMJwzh8cy0ZAyKlsyFicy9TGlxTE4mTE9cDEYSzElKjG2DTEQ9jBu4zD91TDgzTApyzDmNKaYwFbiHScyUsk2nvkxJjdpJu2fJpTVJr5TyagJJ76X7jsnvuMd/BlrJ77BVoaXJ76nmIHAJ77x4qblJ77oNP2ZBii+wo0HIyi+pOytOlD+T00ovsu4wFoovhkk/91iKL6FkZRlKL4BPzf1bZyjsNcHIwkBlyE5pI5lf4mOhK6zF6HUpjsnktUm658mNWkm9zEmufolA8QlXI4lSFolKCXX+CS+n9RqzCS+rLNvoyS+h45KfiS+jGVXXSS+HznpQCS+rglDKdcAoRYkvpqjMAkkvvNtEwEkvj03XP4jvv7/gZEVJMe4/qBQ6UDs/Vm+jUzkNHHv4vxspZjZv1ZK4R2V7vteUckFxCW7Np4sZRlqnBkg0xnHCBrbPBpuGkyeGrnKGrTzGtkYG8w5GztWG+FtUP6DgBv0jRsRlhvImBs+N/Rtm6Ov1yA5iI6ts6DUyCjlMJwz7i049xiRwRh9jRhbGAwsGJ//F6TWF3+xF4yQFx10F3dc1wDVSRdkPBdHNBeQMRfmNKaYwFZfmAydzwxUBg2+cK77Ow0OcA2+lO6iDb7gHfx/0Q3s/Q2+o5jpJg6+7eIOTA4BbQ5wiQ6+n+wWoVD+uLMOKsEOR8kO/ssOurMOGK7XcokJAQMfORBMDusmDvD9DYPRDRIQ8bYIAv9YG1jKKKHnMGOeMyVhbioMx/QLvlobtMALvrgIjgu+EvEBQ18LvqPU1jILvrCz2QkLvouOtOQKvpBlwcMKviM5UqcKvrIJrI/XAAp9Cr6fo5hvCr74bXtnCr5BN8RkCr4DAIkdJAjPuP6qp1BQp+z9v8SNsuo01/Pi/NKpmD/DVq/kHbCY7vvDU8lqcq4hYSSX/73QAgCGOQAtbwBBowDVALIEAR8xARpaAT9/ATKgAaG8AUfUUP7p5gFa9AF3/AEu/wE+N6/XIDmIjq2zoNQP8VcbyCjlMJwzpyj/veUwO7v+vcgo7U/+vVcbxuf9vbUIg/295CT9vaDUCsz8va2zFHr8vYiOyi/8vY1l5e37vSA5BrX7va8JuoXXAHZg+72bo5VF+730bVo1+70+N+wv+70AABckolDkwI3mNKaYwFbiHVLJca42nov95Qhs5nTZ5sJE5+qs5xDozG/opsjovaWYnRrpve/i52TpzKbprN/p+A7qPDTqvcq4HU/qvRgk/1hf6r2EkcZk6j839m2do7DXziE56Y5ln4qOqK+zzqLU7BHxtwgCxFkbdsooCucwjZ4zEI/lpCHlVrbkLk7k6uNMi+NyMuN74OIxluJMVOJsG+Ig7OHcxuH7q+HAm+FSluG9AgCGGiTMuP6kUErCjS/oNHlwp5hKwlYs6uNUtuSiIeUOj+XxY8xu0szaP80oq829UclPE869le53zr0x1s69v1YLL88Cgc9My8+95DT9Mg3Qvb6NEEbQvaDsXHVQ/qCa0L3HuIK10L29xdC9gZEry9C9/v/zbaKao16u1xJGCQE0HzlOjGUEh44PrLM1n9RTd84sVxveyChy5TD1nDN49csMiMu+HMuXtMpQyrXxyb2h1NuYyb2us+RGyb2Jjpr8yLW6yNaByIpSyEYtyL2co2QSyL31bSkCyLv8x70BAIUZJETLuP6IUsjUgciyusiY/MjiRsnXmMmxwVaT4x2X7vu6U8kIiMt0Np5YyrLVOLNBprOPEbS2ebTdtJg8tXKVtWjntbIxtr3nNP2Yc7a9wY11rLa9o+zB21D+BQG35hu3ISy3jzG3Pjf0bZujr9eWIDmwjWVmiI5wrbOWoNS0D/F5tI0RtD/IKNPlMFacM9lbsm3usR+DsfgasbawFliwPP+vRq2v/GKvFyGvOeiu7bjXAKmTrsh4ro1orh9jrr3/gpEWJMi4/qFQOejs/Ri/jf7lNEitrz6lmBi/VvriHRqxIYOxb+6x2zaevjCZO5+Zpwya9XeaHeCaRJv/opvZ+5vQTZwamJz/2ZzfEp0rQp1vZ51Qgp2Lkp35l50B2pwcmJzSTZzb+5sBo5sfRJv3d5qpDJo9n5nAMJlDwpjXVJiJ6ZdhgZcdl3++lqVllq4TlmTJlX+HlZ9OlVMf1wAP+pQu35TzzpSFyZR9h5ViyZWsE5ajZZZ9vpZfHZeG6ZfVVJhBwphJLn+hBYAOc4Bc3oCDRoGEqoFmCYJAYoK9pJg3tIK97uKB/oJnQINGeYMQkqhQ/tfNg7jog/P4g2H+g7n1bdico5Sv10h5CQFqEYSNZTuJjkSus2qh1IgQ8WFZGxPKKKbnMFOeM1lRfoF2feSffJXPe5QHe70S8QHQSXq9o9QcmHm9sLMu9Hi9i46aX3i9j2XP23e9IjkQane9sXgL1wDuwHa9nqMti3a99221ana9QDfaX3aHKxsk7M24/nSlUAxq7P3Jw5TpNCby4vwUqJjIwlaM4x2L2p98d3Z9T1F+FvtLD9hM6LJNhIlO0llPIVCW31BJkVE4NVLLyVKWTVNUv1PrHVR0aFQ2nlStvlSIyVT0bXabo+2v11aYTVPNyVI6iI5NrbOaoNTWD/GIVxvsyCgT5TAanDMhHktIQ0qsbElenEjUR5oWR+dkRvjARWUsRZqoRNw2REXYQ7yNQ/pXQ4M3Q6gsQxgkukOjUNqYwY1j5zT242RGlsFWWtRHnEiobElEQ0odHkvjxxjdpBm1fxpSVhuhJhzuHGWsHaaY8OKalh9lGiAijCC66lD+y7gEayF7iyFWliE/N0Kdo7DXYyE5mI5lBYqOF6+zY6LUnxHxUFkbs8oo2+cw4Z4z5+oXDxAXcjkWI2kVoRRf4xOrMRO9jRIq+RFfdRGiAxEKpRCBWhDAJBBJBBBu+Q9hwY0s5zS/raaYYcFWJaEUdDkWERAX6eoXNp5xrlLJlu7AVqaY8OLAjaLsybiDkT439G2bo6/XIDmNZYiOrbOg1A/xVxvIKOUwnDMXJOY0ppjAVuIdUsk2nvCFSdU2njdxrqdSyeGW7t/twVa7p5hx8eK+6MGN3g48Xcq4ZD2Ekag7PjdZm6PW4A20jWVliI6vrbPfoNTRD/HTl1cbJ8goxeUw4DP7EUaayCgpVxvwtQjx6jjioNQVrbNfiI4SjWXoIDnydCqUc5ujbPRtkz43KJWCkXAWJHeboVD68BzlNGsipZjwv1b+6jg5UsmqpkILEkYQIjS3Np6Lca5OUslQlu4zC8BWfKaYLvDimPEY0LrAjZ6i7I+gybjWLPq6oYORAJs+N8r0bY6bo3mv14PSIDl0jWUEiI5QrbPaWIK6oNTTQFW6D/HlQCO6clreuVcbvxhmucgooAQ0t+Uw9rhROZwzCFnXOeUwoGIiOsgopglYOlcbpw6GOrUInA6fOgzHtjqg1Hz9zDqtsy174TqIjo1leEMCOyA5T18JO68JyEgPO1DxEzubo2tNFzv0bdBUGTs+N4ACGjsAAM5lFyRIu6JQQmnAjXLmNAZOppjcxrY6wFZr4h1xPVLJLXGuMFjXOTae/bY2nnGuUsm4lu66rMBW3qeYKPHi27DBjbtcO8q4NVuEkfBdPjc39G0/m6Nir9fBuOONZTKIjuits7ig1MYP8cQA2kU8VxtwyCjS5TC3nDOc5TD9yChuVxuotQimtKDUgq2zOIiOhY1lsCA5pQSfcCXJcSugcgUic3BNczwDgpEpFiQh/Z5wPKFQn6h95TQueKWYqMBWm+IdnI5dYFLJ7/JWjjaeO3DOSLbMlgDLXVPJv7LHIsbBVqaY8OLM0sA2y7+8576MKr57lb08y7j3Kb08GST/Cum8PIWRVNO8PAE/N/ZtnaOw17znCQE4ITnOjmX2io7Sr7M5otTBEfG3CAJfWRuYyihK5zA9njMwKtDi39EbjdO5LdW91kE52Kic2YTk2qwN3EIV3bz43ey13v1K34G232733yQN4Bkko1BAwY2q5zSC5Nqmppg/wVa3vdYt1RmN0+Df0S4q0FeOGT02nnGu4lLJk5buz8FWG6aYLfDiwY0Qy7gwuYWR3rk/NzD2bfKjerDXEtERnI5lL4qOHa+z0aLUlRHx5FkbgcooWecwU54zTecwJcoowlkbEbcI1aLUia+zd4qOCo5l1SE5kiqznaN09m3rPzfGAQAZJKNQ070hCOc0daUgh6aY08FWD+Idyh3AUskjIxxLSBuEnk2LwUyy5ksWEEvIP0p3ScBWUQhIY2RH5jT9wI2i7KJQ/sm4FyT/g5E+N/Rtm6Ov1yA5jWWIjq2zoNQP8VcbyCjlMJwzyCig1K2zjWWvCZuj9G0+NwAAFySiUMCN5jSmmMBW4h1SyXGuNp7caIC+Np5JUsn6lu42wlaCp5iU8eIB6DT9NsKNpBCkUP7MuBok/4aRAj839m1anaOw1zoFjmWYio6Gr7M6otT+EfFNWRvqyijC5zDenjNb5zDHyigVWRs9twgfotT5r7Pwio46jmUfITn9SY2do272bak/NxcAAIQYJKJQHRKE0IPu96WYHcBWO+IdGIIUsIHFRIFZNp51ApoXlu7BVmXx4hvBjVij7AzIyrjnrISRPj439G2bo6/XNyA5HY1lZ4iOXa2zN6DUGQ/xU5hAu5iOyCj65TB3nDP0cJpg3pquSZvVsZsVnLd0nJHNnIcfndFpnbarnZTkneATniQ5ngVUnkBknq5pnj2CkRYkyLj+oVC1v43P5TSFH52PzZy1v1bTFZyxm6xJm17emvJwmg+cs5ItsybAsthUsrDssYixzimx9NCwPaaY/X6wszSwzvKv77mvo4qvX2WvPcu4fkqvQzqvPYWR1TSvPzf2bZ2jsNchOY5lio6vs6LUEfFZG8oo5zCeM4wKtPh3tEbjtG5Lta+1UA62Kme2Ibm2awO3UEW3L363e63XAL/St6Dtt9v9t0kDuBkko1DBjec0ppjBVuIdUslxrjaeqDXNK8fMv1nMce7LSobLIstow8qnmJgYyk7OyWiMyYtTyT8kyfv+yBrkyN/TyHHOyGqMyVDOyZoYypBqymrDykwiy4bLc+7LwVnMLcfMqjXNJ6TNkxHO4XzOCOXOSc/qp8/EANC6UtAEndDp3tDHF9ETR9FXbNE4h9Fzl9HhnNHo3tACndC4UtDCANDop88GSc/lzt98zpERziWkzULP5sVg5lnz5QuI5eQf5bvkAl3kKATkMrLj6GfjAibjJe3i2b3ilZjitH3ieW3iC2jiBCbj6mfjNLLjKgTkBF3k5rvkH+UNiOWitQhUiI6ejWWDIDlhrwmt8Zuj0vRtDT43e5zlNFKg4h02nlPJfpfu4x38wVanmMzx4oLApOx0MMu4TxSFkaYUPzdP9W0wnKOw16AhOYaOZdCJjsaus6Ch1IIP8akh//fIKGPlMHCcM67lMGSiKAvYAD5XGx+1CD4BPpBtAT6f1P2ZAT6ss/iHjh3oAT6MZRAfOa4JJD3XAJqjN/NtPTcL/oGRNxUkx7j+JKBQoOz9vo3kNPalmL9W4R2V7vsJUclxrjaeOwENUsmW7sBWppjAjSyh7IbkyLh0VoKRoP//VnT0beSbox85jGWHjqyzn9QO8bQIAlYbxyjkMJsz6tgNCg5K8g7wCQ+SHA8CKg8gMg/WNA+DkcCN5jSmmMBW4h1SyXGuNp7JlhlTyZfu58FWeqeYf/HiWmfCjfmk7FOxy7hAI4WRbD839W2co7DXaSE5XI5lgYmOfK6z6dRaD/FuVxsVyCjL5TAJnDNH5TD9yCikVxu4tQgpn9SWrLORh462jGWpHzkXrgm9X5qj0PNt7T03pKeiG7SBG49cG5QzGycHG9SaJpElwlanmPHi6TT9w43FpewfklD+fc24DBsk/++HkTgCQDf3bZ6jsdfFqQkBNSI5KI9lTYuOSbCztqPUJxHxtwgCOlkb4coomOcw1p4zFNLLCCdyPieFciekJ/bTJ2MAKF8pKISNZXcgOeWvCYuj1wAttiiewyi7yyhyAAC7nhckLcm4/r+N5TTAVr9Wvo2g7Me4gZH+//NtmqOu1x85h46f1A/xVxvIKOUwnDOOZSE5sAmcowEAGSTCjeg0p5jBVuMdU8k2njGZCuibBaR2sRjECDS+vtst+CAZC0U+QGetkx7DHvUyKQzZXo+VzcwLBA3BOmhwfKR81u0FDloyVVt6gG2h3L2C1STolfWy/WkAD9y9GMTom77bCB7Drjr1UMHZXt6PlZXNzNy9gtUk6Cgl6kAkRCmkohYkMQkkFAEkXf4jWiUh0xnIdbEXxL3bLPgfGQu2RD7bP2fOrJM9HcPjbfWFMCkM99deFI6Vy8zMFAoEDYeAG+V7pD9W1tDsBQ7dWTK4Vlu9e4BQbqHf3b2D1cwl6CWX9W60/TBrAA/yLTv3GJQn6IGF1d+9EHCho32AplhbgV0yjpAFH3/WDXmApNdscGXFOkgOBJHQzAxIkpVl2140KSD1CyHDsJNDZ0Y+IRku+Ap8v9sZxJB3sTcFpFMFpPp2sb7b50U+DEBn/2wObh7DFKH1tifZXkSPlfvNzG2h3L2C1SToayoMxPQLjguXbwp6ZwrDZArAC9ECAIc5AC5vAEKjANUAtAQBITEBHFoBQX8BNKABpLwBStT17OYBXfQBe/wBMs7MewwEDV7DOu1qcEt+pKW81jbvBQ5DXDIeWFsjfYC2b6FF372F1TEo6IqZ9dO2/SptAA+tQJn18ijoyofV4b3ncaENf4AWWlvMXjLm8QWA1g2ApGxwxTpZDwTrWZKVk9tedDQpuAS1w+Kvk8hCZxJGPgkhGeMv+ArEv9sZxOx2sToFpOibGMS+2yz4nkQ+6EBnza2THsMe9TEpDB7YXlmPlcfNzFkewjo+aXD6fKSufNbP6loyoFZbqnuA0G6h7t69hNXGJuh4l/UMtP2PEqaX9Vgm6DCE1d69TnChdH2AfFhbMlwyTe8FbiJ/pN5rcPzEOsENBFPPzAzBkZX82l4zKR/1C0uvkzBCZ3pGPhjEUBjEvtsyLfgMA0U+TUFnrpMSH8NedfWig9levpCVLM7MvoPDOmpwfaR91u4FDk9bMgVXWw58gDRvoVLevYTVKibo3Jf1cLT983YKl/W8JuiUhNXevbJvodh8gOFXW5dbMrLuBdKGfqRCanBhwzomDAS4sLrIlfzI30bJ1pjJsPHJklDKGMS3GMS+25kt+HNqRT60QWeZrpN4H8PE2/UI6dleJJCVks7MJHm0+RqxtrAXWLA9/6847H6kqGpwx8M6jAwEHhqxIIOxHBjEvtv+LfjYzkU+GEBn/q2T3B7DKEL1bE3ZXoiPlfbNzME6aHB8pNwS1lVbeoBtody9gtUk6JX1sv2H6ZdggZcdl36+lqRllqBUH6QQaHAvwTr0CwSGfoeVGMS+22Ut+D82RT6AQWdmrpNFkaj11bbZXvGQlV/OzMM6EUaBXd6AD3OAogWAS1FRfnl2fdyffI3Pewd7yUl6FZh5J/R4Cmp3cgt36cB2KIt2sWp21l92x9t3kl94JfR4E5h5x0l6iwd7z3sQ2EyFdrHUGMS+25gt+Ew6RT7NQWeYrpNXH8PvH/V4OdlesJCVi87MsJrPyVI8NVJOkVGE1Ycm6OqX9RK0/RgeRpf1qSboWoTV3r2Wb6HifID0V1thWzKW7gXXP36ktmpw9cM6fgwEo5SoRF8sRfLAReBkRpQWR1jUR5xIp2xJHOib3KQZUXaxnxjEvttjLfgWBEU+l0BnYq2TIB7Dt+r1QALZXniPlVPNzHgCwTpAaHC3fKQgjNZil1oyBFVbFnqAbaHcvYLVUSTotZX13LL94+oRlfV1JOgngtXcvWNtobB6gMJVWy9aMmTtBaYPfKSGaHDEwTpOCwRzaRXomwWkdrEYxL7bLfhFPkBnrZMewx712V6Plc3MwTpocHykfNZaMlVbeoBtody9gtUk6JX1sv0gGb7bGMR2sQWk6JviGMTgvtvuLfi9c0U+wUBn7K2T4g5AHvVjatleRI+VsM3MDW2h3L2C1STolfWy/TlMPwDrOPLzNSMtM22dMB9LLvQ7LP50KqD6KH3QJ3b5Jpx3JjBMJiQtM//qOFAoNLfom1MbZrkFpOJ2sbIYxK2+21It+M6IRT76QWdcGdC6rpMPUd66H8MFJOq6H/UadfO6Ui36utleITz+upCVgM7MG0bDOghqcPF9pPR91j3WWzJeV1uifIAhb6FL3r1HhNUGJuiHGWa5l/XgCjS3tP060pf18Cbo2ITVnzrevVNvocx8gIdXW/pbMq3uBYgDSQ87fqSNanCpwzoQVRk7DATADpCVo9lehTIp93ofw5+uk9ZBZ2BFPp4gGSOovtuiGMSIdrFfBaRi6Jv9tuibBaR2sbcYxLm+2y343SdFPtlAZ66tk7laHvU4MdleWI+V7M3MM8E6OmhwfKR81rLdWjIrVVvheoCwbaG/3L29gtX4JOholfXKsv2vlIdT9fJWZk1aoI5dn65grKVje2xmMfxof05rql1t/p5wIMlxJ6ByACJzbE1zJaByHslx+55wnSRvpl1te0BnLUU+diAZmr7bGMR2sQWk6Ju+20FnrpMfwx/1kJXOzMM6anB9pH3WWzJXW3yAb6HevYTVJuiX9bT93r1+pK6TRT4gGb7bGMR2sQWk6JvomwWkdrEYxL7bLfhFPkFnrpMQeEj17y7ZXreQldzOzLcuwzrwanB4faQQp9bNmFsyK1dbGXyAzW+hkd69hNXgJuh9l/VVtP1PSSGX9b4m6A2E1d690W+hhXyAc1dbBlsy0e4FkCh+pLFqcHLDOukMBMTTvSFFPiAZvtsYxHaxBaTom4SeTYromxV2scYYxL7bAi34TmFFPs5BZwOuk0Ufw6179SRk2V7tkJUSzswmMUWvfaRH2tZbMldbUnyABm+hyt69hNUZJui2l/WOtP2IglqX9fcm6EaE1d69Cm+hvnyAq1dbPlsyCe4Fx19+pOhqcKjDOh8MBPrmC1ZdxWJVB/FUPG1UqdhTujRTBoNSQsVR/VDzLFBWVk9+e06/9H9KdrH8GMS+2zgt+IWXRT4EQGc5rZN+HuYe9V2c2V4lj5VKzswlnME6XWhw5nykfXzWPQhaMptVW4l6gDxtoQCrfD3cvXN9PYLVTiTolfXDsv08gtXcvR5tofh6gO5VWzhaMh3tBftHeqSLaHBswTqnCwQVzMwMHBKENkBn7EU+9iAZHNuCOr7bGMQTsIEFpOibFhjEvts0LfhaY0U+GUFnNK6TVh/DCh/1xuXZXqqQlTzOzMM6anB9pH3WNlmWG1syV1tcfIA2b6EY3r2E1Sbol/W0/daE1d69uG+hknyAiVdb01syuO4FluJ+pCZqcAfDOkIMBLCQzZy2dJzUFZyxmw+csybAsrHssYixzymx9dCw/36wtTSwz/Kv8bmvpYr1YWWvgEqvRTqv183MwTpocHyk8bnWWjJVW3qAbaHcvYLVJOiV9bL9bUu1r7VPDrYpZ7YfubZpA7dORbctfrd5raS90ree7bfZ/bdHA7hPrZNAZ0U+IBm+2xjEdrEFpOibSRjEvttnLviNIRkLl0Y+TUJnr5OJIMM9JPX5MykMGdpe3pGVcM/M3g0EDRnEOmtwfqR+1u8FDk9cMplYW5F9gGtwoU3evYTVdSbow5f1L7T9rCmVl/XjJugLhNXeve1uocd7gL1WWwdaMuztBcsXfaRbaXA7wjp2CwTk2F5ZMSkVHfULyR7D6q2TBZ3Qu0Q+wx8Z6Sz4Cge+2xjE4HzOBaTom+MYxL7bAS74JzFGPudCZyMgw9e99ZOz2l54kZUKz8x4lZji2b3iJe3WBCbj6WfjM7LjKwTkBV3k57vkH+UPiOVd8+XJYOZGz+bDPecvq+d9Fuilfuji6IdB6WGa6Vfs6aE26oZ46mWx6rHg6vUF69Ug6xAx63426/MF66/g6mOx6oR46p826lXs6V2a6YNB6aHi6H7oehbovtst+EU+vh7Dclf1Lk3ZXhKPlaTNzME6aHB8pL6G1loyVVt6gG2h3L2C1STolfWy/ZX1JOiC1T4BPty9baF6gFVbWjLtBX0jPaTFaHDBOlMLBFOPldlexTIpfSXDrZNAZ/ZFPiAZvtsYxAl2sQWk6Js7AQ1GBaSfdrG+2y74rrJGPo1CZ5qvkywgw4Yg9eTaXlaRlZ/PzFbEOuRrcIZ+pCx+1pyPXDK0WFuwfYAdcKGO3r2E1aEm6EiX9f+0/T17Mpf12Sbo7ITV3r1dbqHKe4DGVlvrWjLe7QVM8n2klGlwBcI6IgsE2Y+V2F4xKR7D3K2T6UBnxEQ+yB8Z677bGMTXdrEwBaTom8mWGRJgGWsqGb7bfkY+WUJnZq+T+CDDUsX1sD/aXiKRlWvPzGj5F1saGIA/GHxoGITVbSboFJf1/pf1pSbo3r2SVlu3WjKq7QUYvn2kYGlw0cI67gsEpaiiG7WBG5BcG7e+26N2sfwFpNSaJuAFpDl2sb7bTEQ+Jz9nNKyTxB3DHpL1fAvYXu6OlTfMzO4KBA0LwDp8Z3Aee6TEqdYy7AUOJVkySlRbRXmAsmyhI9y9gtU3JOjelfWUsv3SEMaV9W0k6IGC1dy98m6hX3uAWlZbf1sycu4F4n3WDYijpCppcJvCOrgMBG/OzAy4kJWb2l4qMymIH/UL4ovDdK6TgUFnXEY+IRmDvtsYxG92scgFpOibqFaoxI8JrUfyBv0BU2MbAAQUxfLMZEsH1OxHQAgAIAACFAABDoKWeQf3hbfJvsmpOmnPwmu5pjkqxfkeTVREYNqjnNGJriXE01BsgENDoJjqpZRWCmIHIaFXICOHJmrdR0ydQEpFntdoubAnMIjpwzoxAAOh07CmNJpVPcKr0meuScNQWpUQD8ndHb2pX8BNvEAWEjEHGDzVfBjoeRm/BkT74Tl6pftW6bp3fDWs82SJ3tCVh0ZKl5jwJ5HS5wzBh3VRpTaOum4kBNbyMFcZgqihoR/vOVDZAshtAYw6y5KQcd8yVRvupwDwjnseh7iRYB7IHF4/Rfe1HGGZGF99wskZIgRLP1XZoWCO5aHOROm+lZesPfsziR5QHeC+0nCN9zxmgwcE7lfsfQt9OS3x7wjRow/+wrJxluXvl/emgnBgy12TEocKk8Jcp1mCdRlMMSXboA0TtTXyxiRA0W2Ae2WFAE3psKqgildQ6kYGY3lYiQzGQu2K0isHeg7nMYTjfqLQAouqmWIw9H7lcy/jY7sZFSR0AT8uijrs+4b/HErgKMIYgfMaB0FE6GdNGHJl2W3lAxT0MHKpe6B5v0XmftxyJHq5Jcx01nI0V3ggsYPW0so1q5B+yjJv3LGWRo5Yk+wLlhZSc9vtSiJ+uLKSX61e8+/JatD4PpbuXSfHJv1LG/tMW9+4qeUA8X7ttZ9Oke4A8aMPnguWC7XaiNygwYfGtGv6OLniOFeGcFvLOzPAQBjJ0tcnHE+bNRdWjypRFwpD9puE+3An+gKG6hTft+aivQdUjHXCTOO+lR9uQPn9cd+rua7xjRmuGL5Hi+Y6cXxoLdQDweX+h5Uwu+81XwIowN613u9Z/9+7ylotGVAA2Y/G37B2DSeo2nWprzhuHPeVgAddxnG8J9lITeQOY0yL8Rj4PmTCBG8G7xYHW0dXksMHdd9SKOkBFaXuY10Jp/uWqX5Wgt8ooO3AA4vrlnNKnN39Fvf9+C9uW+dTdTdb6jDT5oILczpwLFSWJdwoCy/3ZcP2QCeEQkIo1G+aFCD2Saci/H5AVwzKNTCpytUcxFFom2bnGAyAzEjioFUtwGCsXxQpMVx04bLkJwQH8DkyfmCwDuOiX0BoTuF9qwTtB1R/uG+KOyZNXNLIZ7btRhuNDxB/rpmvka7TJvqdIHk0AVwY67z0uQi9TdwadxjtIJmrFdcRJ0vOLrp7tdc6MMDER14I/lYsjeA1lk4z6UwPV+caVysupXmyilreT3iPej9GhV+yxs845I1byweqxusn5ikkfFeBH0lWXqhw8XUat9tX/yByv87UnET8TD3uW1mOY8iQS6/wz3Qa8e8BuvX1xo7TocC9R4v9bljBQA5XuhKjcrJivmd73wsEVw697luKfSD1AfjGivjdKxLi6FWmefEikTizLPYNxf1wF/kihH4isR3MIsHQb3MHMBwh4F5XWYxCiryqni0LfSW1cD+fNNf+vHnfiqobg9YeaL2vU/RTQNTdi5Q42rXvhSh5Z2HzFqo8MHleLVUnET1TFSXePfnPVIREreEYmSMG1qNXGAQROH2Yh3NRL0Nop/C+VYj2A6o/3Ld00hD3rZvsrCe6QcjoAXYqruniTzXjO2//aO3obxdc6Dx/Jk3fBtwAfJg5sOEq+CX4k8hPwiBU0vLREOCXFXCAqSyxGB1jyiQuTrKd9eDi8DrWAAe89wdtzsaFhiAxbkdTITlwcBMk6rwwaDAIzZBYeWrQSanC4DVdirm2Q0EVoYBkEuZFlVoRynlAEMgvoOK+hWb31B9QP1RLcQeAuUYeXIe829sbzG4hGZs3ZNXBcrVYPCwDPiJQqOGxS0ZU4LG+7fqIicqIAG7rqIH10eB9iiIgGpZ9elAL2FqEUKRGsnnBxn1LfSLjG4E+XOSrzi4g5KSjM4xKA/TMMCUyGTfXazs0Y22XUGWO5NlR3sg5Q9rcd9kOi/pWNMZDWL3muEi1QdIR0PctM2u+FxTs/NgZWt3X8gbTYaCDAa+yX0mdLD81KhanejplcBQ4IpNbBqYweG63SG3LdS2s/aHaUbhvWwSNsp5Ij2kqAkKi0WjnJDRc8LvP8jVWtw+Mk07kOYJ3D9kZh40lYwAeODmjMZIksx4Rt3mglkbp4RpQ4e2+5Un8gIoa95GuAJ0iQFLCOqSuEQYqqGE8ojXZqM9DxfN90dzhJ9KrBrmTNNK6R4U9dspeSiadQU93AD5AIL0+Fzhl4LkzZRxJkS5WUzJSt0Mih5ou1+kiPWDvRyU59JeOhDdaq9uqSzHEOMsv5IZkdBRPyzCgJwFWsbRJ6hIccmd8g3k2o8Qosdw9RvNIDH4xj/TAupVDH8gxX7MWj8t9K4uCDygH6D70ENPoTC26PsDpmsZ9C0s9PWzujH1H65EzLtjk5/EG3P7Vh2/81SKddHKGmO/1EcdaxqUff+a5u3HkIhwYHLTEievOc1rj32nmowLpQhk5M7NvzPIBmX7RheW4wvfLvdd8HONCL0ljZwDajWfrQOl5ncQ+FaTvBsgjVNYiFyq4KPg/d60ibl0U7YEb+mLFn4Tj4yHeAOwE5kyDuPBKxAeAiENsjlr4HlXCsXgcclHDiXpR37c+kh5QWkP3FRfet6rmpWLhzKFxg/A+gIhds3dNMTwyCDn2Wxn8+4jvW77XAwviK3niEMjk0WxDTv0wTMiw6ZmoKBCGVPkA4rHwVcGl2u5vsfvWejpC8Mw7c2PoO1AwXm+Jp971rmV95NtyYWgvAKDjv2/9JB2gRa6fgpNafmJjP2ZnY10R5Dd5nN2ZB+usaLigpOuJetD/gEuGOuOxZ8alZ/jMCu0NYAEW6FoMRHZ3gfQjEJFALtKEngWk8/aueziDcpFCOcmm98FDCfTHl6l3AAuv1znWUeEZLplvV+F3huhqVRn0J6uW9Pu2e9DYMUe+lFk787TccP8HNFHXZHWKfjrGd0Du2uKI3lH04VywcOGM8/JziG8Tt8IeRjhA9mrV1ehOljuVMWTAfQ1nAoE6QI8DByYxkDUfmSNKcxiHeit/EKF7tVl+nPetJwo9oJz0fcRDzdvZNKQv4veabLpTu6MF4xFRmBfUYM+Hy3P7hHTYUeKqhOokrLjvFbPHToiXkGRn1FHdoAH7gVPetSH71IJ4F0xyREdxUec6V4nczFQPRcovWUXUCtyHeOgHSjbXdXpKBWELpwSExAuwRZnw07iGxX5SLoCQDXwrdqaWdBIRQdxNGhb2UcSEwC3hhgJCJizh+9av0QOqa94Xjzl2xFw6Ip1BzJyADuCs/Ppc+KmR646EfSRKuigmdSaq4lZE7XBK9HqxeBzmTEzOCMaP/5H52QClsmcAD1TXscAjsDGJF4PvA3Y+LGMyqmvjcraHecrAdiBcwAbhRCimvM0LOTkgOAXR+2Jl5O5ybsKnXCNNngC5QIntcYP17lu97WzyA6qUxoWTc9/SSncHjTpZ1tABASdXyTrvIubNRH1ooHCJCXUi1H1aqRxSshOTMY4iMDLN9e4HsOsOykI3uzHzVB8TaFVUDu7Are5b+nUIlQPR4sUwrfO99vYEeTDGdO0mZoDsol4DZCoyrmv5rMc8xSZdg19CacR4xftW1GOX/IDqUvfVoSP1pHffKqE860thf5y779pUOAJyNkzvLUTrcAblZQz1NHeuh3ehw5AppuKAs7TXrDmUU1atpOzqJjCZfvc7fQpVo9yrh8bxgrUUSnAAE/a7fi1on76QSL97lUM/eg0qtb54iZE8M+j72W/F9jClA7f8dak5ifiJjsZw/IJ/JkPsizrKDyBBmWYZrqQ50hgT8gCaWxLkgwjG68Licd23Slf0gHKP94ndceSxJ7qMdilEZ5HOPMIbKkwHNQc8Btf0rwPulP1UWe7Q78r4CKijR3lBi87zzsjEbdCbwYe5B5pfBbsUexLpNNp7RIEcxO/zn0N+wIrpOonoqYzK3eS+lauO5vAL0HHGIPHGxB8M+nV1tWJSGierqNH7Xr8X7o9l+pdCnDNjeeNe8wHSw7XoPM0i3xFyjky6uo/9ogdgHG5D++Fm+vV41n0snqpbLnd/PGcadC+vAHugElbQI1nhPB8KB+3DuG5XgqMHed8iUfoBlccl4dg73SWYKPZu2AODIbpG4noqzr5jJR4tkS5UKZ03Qvg21TqEQr8EoJ1CNBXyXY7xmKYxxcGxuxV439JT7hxQU3CFd7ga0L5awbrUk1VuA/daacdECV0Sm5x5LqAwB54Z12ak00HSO2rKoy64X9wpzk/vPtitGYeHB7Wvlrqg4EnGWBLBtKPpmeJ+D0zgWmq5FeYIlkhikiQP4OBA93qz6HHdt0Yp9IByUvfR3nF0bJfRs51Fvm8Jzw1yFg/CysU1Wb9TroM7Mvgjcv0LDnp+4KysvY34zeDDnIONr4Jeij+JfFLNPWhSeqLwBFulDgwFQwg7lksuo7Q4HFIpcOL81/q+VtIN0VqB5sbyBEZxcYuA82m+CBy4l8oupTpgqm5Dy/2o3D6mixARmFhFOOqqMd17UsvSwcbhNeDwoO5bpEk/oOLDfaJ0HLz/Za9kZ2kFrEgfVJ8E9+FFAgp0WfCE0Pv+nCsjp43w2iSAdE1ipahT6QEo9ROhlQKJ4TDqN0Ggst8A7wrUfTRZoC3W0OgqF2MUB6Ftu9W/EAXZhG2YqL3nO8klDJ3rJc4iCDMmSEppjngo3lce+Ts3JQR4MKR7hVty3PetDAo/oJzUfejlFJc4HX2eU2TgXgphxov5v/iQaJqMMOO/X6U0E71xmWUPNWiAF0QWrARE0zJdlVF+wI9VKIG8IlVUEJmYHEI8UJcMdZRBDmnWR0ApwIDpfcsCGXvLqqF1hMzrU4HOQ/xQHh1xP7XkY/erlL4H1GW4L4499ky85Cw7Qxl5IR/IHfq1OdzpRdAdKe9IgHVBTvhcVe2tCfrBBMP1ysLxqkDPK2pxz1oj2jctXZN+0AqFvmY1ap6y1KS+Y1VAHLEaaVywVAoyoLcrtaSv0WydrALN7yffAz/Hc8cYx+WYl6T5Mwi3zKbOAYR5vaxOVT4d/zuZ7kTzSNkRRPYLcRfC6jylM1rfRnxDwHiQ1ftar0Pdk4g76TcS6H95zhCz6kKJP18fGu+1VT4ahu1iMtYE9q2vKBD/ok6x+9ZgDQ+oDnhfxB83xhIYI28ZuuB3Ts4SkebketQGOsjBJhWY7ltW8uNWUeBlCyJ61gKJ3LQOinDQQoDF75RVkLljGV4fsQKNF6yX7HxFypu3q67t4SrKfREEyB+c2Hs44thgf+nQPcN6bqgSeYCbvU7wToG1O7PT0cXORY51HW+f4fD7r2pfw7KF732Llnrc2hW9bKlCdtbi+OKeg5ZE0DVLpXLKOkW+YyGROWIZSS9YodDzFScitysi4eEqy+J6SgdxsqJL6gGVx2Xx2DvdJRjxGYuoMPaAA82uy0inotR37U5Hd+ULS+JzrOluw1AHSJivVAuPKYUEx6seZ+VdjHRfswI0T1lEpd6xViGPWE+aL1j6TQ2Y25WAz+FqUftqxUrST1af5ve19wDjcd0xwLisccmwzxT7jaf0H4C/a+Zr1jwlOB3xO053SnAE+WjxesH4QprzyGfK3K5vgz2MPrD8auWrkpwsPR1zC7D0Mp4Z88fwDfjajH+KzHwnk5yjAvEFme6WfZsUP8hVdwU5dND3LTmSH1BR6j50tMhlZyRnKUasSB1Un8RrDO2fcmpwx5HxEcVGFxQbnB+Y2e0R6PAl/aoF8SSQJu8NZR0bgF26oZ6RIt9gyuiBYNa1G8lpOeEOjuoo2nnRrZXCuIVrH06gXAZB/US+N+EiHcQeaNOJGg8Zmqp7ogllLPRwygvIePG7byHpj1tPkZctJGTOWkaym9Yp6KAFInbNMpKeskbxdyy9CB2xRPILVsbVjbvbVSTzcCW9f7W64P+On6wcPqDo030752ovG6i4CG7WUiWk2+CEUO6Ej0AbiATPb6z57eGC/PA6GTTAhScnK0oEx35jeR9UQcHKjWXXRN8bQlFz4JTvC9PoPKv62zDEAQnjK8ryUQARGVGnSMSCm/l2ujAJq1Pp41nUI8WWNEA7DyeZcoK6fwbJSSTiG5mC7yUUUVig3YAyuUgwiU63990BERyJRtOszqbpuKWJOtiquQ4cHtR9i3SpB1QeloXJgWvfhIr0hoP0faqJsrGxit23HM34vML3y93QUVbJqXMarcd9q8twv278JbopZ0i3WecHLYHMNctKf8qKM9xdqh89u1+cC/ecptFN1j5c3i9CGEcKuGeQj23bl77uM3i+GwTEH3BGrz/gU8v8Tth5FK1edCCj0y0xeAiEfCXlDkqBuo/cfQt647h1q+lla0ly1hIaNXMHLSDNNetT0acsRviOBSQ9Yn2KvGCpoxRXc7uSSnm4uoK8WhVrnqyQsTd/XzxwE89mJ2ikAO5bxMub0axh4EB5CGdr1W3GqQ5JRK9RCw4KmHc/3+GJK6Gp/H2utQsSVR2H8Tz0YX12FZ0ZkCmXwFRsQ71RDuTcLL6MBubdt4qCp9Hi3ZF7RF1dtKzvV/hsrd6Oegch7yso9mDQ4xH4Bx9krVYEHmC7DSydwGAQjdr9YiwXqnsAv2+lsEtTD6j7eN9q/phiXpqWz4zaNwU3NPN2QIRdO+anrl13QO8aK0cr9UJ3fX58dvN28SZzPaw5gHW1/AXEduaGQu718cdq9qUXdObPzo3u+8B917avWdM8DZ2ywH+3f8ci5FHmiKW+i90XLKHCc4aQtxUeGA5XFtkVfbU66cd9suoK77G7YwrMS0HlmRp+44jtA5+W6xPvVJO+a8AcEbsL3fb5y1mBt9kb4xymk1V/ksvCCT/QuwRHSaneN4CGQmgbuKcvtevdN+EyEJbnvtY6MKjki034ac4T1o5/T606oEnzABc5IZievDGRXJmmj58U5YNJVfe1uW+plI9bUZHLlo70WQvTam47aCGy1yyaRox3rBnJhGnO/Pm4XWU92SejLU9WBN09Bntstr30inHWZXATdeMAgQMO6/WXfCrd3w2bR2rTi2fF+UXPCp6bcDQuoB8ru3s7VPPDXPrDhpVImV9LJpbfd5MlXJV0Gx+q4IEo96WXMnrfAgkfUJkIFybh7nYjRsFJhnnQobPr3hXvW63te1bGuDGu+xAq2mWC+jQZka7w3kpxh4Etk0hVhKXvmgSL1RmmOxrh0rE7Uc3oHNh9C4X4zW+hF7DGvCPYGXPR52TKt3PCw5mO68nRQ0tqsYHKd3h7Pd33fuPYDOnjk0y/zX5HKH4/sBLMfemgsYDgESykn3sdf29vH1sowJkZ/ds0dQ9naC8w6Kd2Z7oczDWNHCOGR7gfP/73845oFIEk0Pi9nYFlG99WFNVleMexV7sHCnyS7dnucqsTP4iqu4odOjQuimZcjNP2vvFvF9+9FvL9kvuPWKNqJYZcf6u0ogE6B3vfFH/MTV6SkM6M9jeBNzZpP6Derz3tp4/YdxzvCJGjA3qhszovPz9CbsDgYbADg/Y6nv+T6x4adG+yPhabL3X7M5eUsHzAU1/v6Kfc5o5HP8LOF7SYzjts3CqpQ7bnknE/JuqeiHxs2rp0Ws9o/m7m32CG6UDReD1inmKE7zqwI2dxobLtefhnbPGWVD9A+V2bEgdJwpd/T8vuGe+Sdu1uuYB30+AZ+K5KI0MHYLZQ7tTeQhnbfkAQfK/JYyhz89ekGp/hfVfIkWV/IW1338jOxOttU9ABMMzlYj7jG3PofT+rY4/40oFxpiOKG5n+wEW43pZPJfzutz7y4RfjrZyVa7099wcm90UEOojoPR577LV96RZwNhVgb2YL1QGA5zqYnSJ272rbo172QnTaeQzniMFNwDiAFr4qxY8oxd3zKL5XLt3IvlBz4xRZ0ITrnBZF2lZRcRaLxUlRx4YKN3jfKhRt7r4w/xikfdkSPysYzJteNTtg47huqU6dM+9vcdcz4sj7o7h/H9w5mb2dQh/uuoMsp2uYzJOlOkXbBmbobkFz40XLqDhQUIbJBmmNwppZnZmDRjAEIeAKi6Utg3BalDdTwwCPuprBOdZnUUQXyjv758nsaygzStgO4QqIL8fnqJgVfehxKfAnBFiHQKcXKJ8okgXMoHKfPn9felSzklCtm1Y8EGczuoHrHfkJtqlaOO+Gh+A57B9FAjs/KQlumYGCEqiFG+/hyHI938KkOzY0IE9YPEPb4VYlfkCjO6zHWFCyBZ0IEJL18ofH1AMyiJ+kCpTJNqG6XEhKs/z7eDRgIHbh082x1+5brf01a4HsU5aADrD7f8GK5co1j3cH7JI/Mnff9HVcBP+yMHYGnPZNr4ocsM2vO/BTf8PuaDgcfY0KuOAVfZ45Y0Nvgf3h8YOz2HWWqE+WO4uwJuGqVl57o5bEqDjQUJ4JHmttwpZbn7mzSmcELaBaGyMMh/TbFDfVIdXVGI2inLNTe17wx+z5hTIQK0sL+POIu+dR2s+9dAKaCtyAlPjowHNxB9CpvwDWRNCL40w4MAYAyOu+pdk16T2gIuN9IN/jsv7LtvNZQWC6qUuNgy7c62b+lLfhO7rRow/6wmV9XnreQm6WwcPABwfltd4XnFx/KPS94z9WOi5l+zP34t14EAdq/Gvuf0ri32HDERFxgez8GZzwG5J+ANJfVPDHBN3DMccK+0uH7hlS/ht8xR8wZq8b+FNl8g7sepQ2XeTZr+dtMn14Qr0mBQ/QfBu0JT27H0Fuv6uHwH3OrjsWkeyIdRV5wbKc+lKnK4TkiRwHe98UfwxVuCxBPbMz4CYH9kBxc13YnYo27sd9B1keGZAKSi+6d3guNny+H+cDWPb1FHioMnz1fi7r2Am+NHicaXRxo9iIEdRhZoOkRkHdiO1hCTem6jIKoHlsNC6FqAOarIWZBbmbVGC502SDp1zhqI/peyziB58wJVbkFWkSzw5n92uYqeKG32k5N5XC+RAUrev7VijwAeUm7D5UVfyl7fTMo3cT2Y1N/gDr0fCUOt4x9Y61PDpxXgDyedLnw9iNAh9mPIihX8YUf9I5ZwcWnc5if+oGky6FkKesySg64z/1TA5aFZmZ/Q/rZS+D3IQntul++izeXYlHwsVFYj9vKU/Efn5dgRsP5e77HDLnCbuENwKMN1C4H3frfLqrDR0ihblhhgQaHotTVCkZcEXx+0Aex2Xdl3XoMxHdTYQ3FsIeNCBfH4anjm13ht4dET46BUrFhS1ddMOdF+JZ5m1sD2uxNEHHjufd00dpvAeIKf/GldktcmDAbIojHOPyM9c4LxIZofhRfX4kX2Z9Y2y03JQRWTMVkAoF4AbhXBDO/PmSiLcxSxd4FaTvLMHfM4n+R3npRxNSJzfIeU3xALUhFI6nqwpHfViKsNdMyFRpB38Q+Px9gFGYl70HKXjfpBqcMzOkRe0OjjTDeMFJA+cf2G+PDnW4ZNsVL54c9rh3i3LMCn+pkTmzPMkbCLIH4CnXdLDTKoE7J54jAPuFrYSfJ3W3UogDBExXmYXHFLD4YD1kCYtvpq2yc4UHKaN6JSFGmAbRd0pI4y88VkkCtO/jFbRDTVRfmgoO7u9AMJbdMBPlPGiOjQv27H1535p2D6huet8he1wE4LJQ/awO8ab5hl4yBx2u19jW02/xjqa7B+SIML9wFs9fnQ1ym3kj5g+DHwx+lfW6JWcnS86IudfHH8vZl1b4mZHvG73/QG7h+mOf/vp3D+No177YoX9WR/YmUBws4tcY4zy994yYY8TYJQR7pth4M/4Gj2YHbBzXLdWpOnFXrB6xnS+aNecXnyFYN9LiUCqvXnD9njlmeEi5V+jlx7pb8Ut1ujpraY3O9MBHfW0xfFob/I5lETtisZMLTkEmB//oO/rVSTD3lSd3p1MDtBQdx+uX/YDux3vHWB0xGy8WC89r+ZlLvd00D8/1ICx1tVHOTi56QpX34BWPIYtLt/zMAceNPvpASr/+tU8//t1f42hjX+zrP69xv0HSB0rKRQr7ODH3HPaxYvFS1HmG+OMm9hs9XB34dK/JmdPD5I4Odo+53Uf2rC3fusoHL79rK1V4cnGnK31vLv/Y5Wa+dG/4zN2HJtwOOzb30S6pfT8o0UX7iTrQ77Gueh7hbO97VDB9winhfezcWC4ODDrX1vnpL8M7s/FRnBVc0LkITxd6N06eDlHo128YDzwUzn0TfT7z1gYcmR74RtSE0XSPW/V1Q8QPhISLFPz4ou8RjmNhy6XV/Yz1u2l0A07YA2jcdQA7RazumJ1H57r6QvIX+6Gk4BbFOqhhLhV3Es6P3JwK7guAcKynVb5U6OVnet1NmkPqA0jQry+rfvrqmtd0IqIC+p9hbwByYe4jWyIcgEPxDXjX7yWNi8PY770txnlE9EbZqsMhxUue1MKdTfKNfHu7P0vCZ29rtkKgAEi7z9sbPnbtZ12XBu5cQbmRl4DNIQSBf9yoecnzEPFtTXsohP4ihH6CRpJbg4d1D5kBuU+7QnAxa3+g72PJw87QG2bjUNLS3H3hxjHt47IA/Kxw3Te9An/gpnVNTpx+LX4nTuDIsrzg8Tqutyudh82sq3rskcHPxj2yzbFqfimMn7mgitEBR3+9hZ+Chjs+/IhvuGCNep60e2vED62FS4/9+KLvOYxjxc6lS8hZQT033YNz4KK+NpxPD8Y71e6jZOHiyXj+/LOAf8OWD6XKLsHmqTQV/obaFqBxP22qkuLzUb3uqPAj0nBBHvtzkdvfaq0finW+cxV3/j5s51ike1kVcAbedAMKwoFnw/Xn6na7va0CLQBx3xmCwxXylRX6EYcvMcr4HCty6Akl9PtIiyaxVe2cJdCtBz/0kK8z1jl673mBx6zBlwjBmWXzZtwbOLU/GOl7XdJOsbu7xu6I2ndxDFlCb0zaIdP4MnFRIZ0d4VuOxfcBZD8079xcEUwoe6XY6xzfqdOAqEICI3P3TX/HRXAuy+pnxVA3DW4okDpocbi2bZ++Ft/xrrtk+Oiwv7jkON+1Z1H2LUTj4TP/iuHbk+setmZ1DJm4dAjO/OK/UWMO1PzrXfn0Yd39Okcf98W62vMjdzck/4AkX6TQhxa9x2IfWzYuDT1nrL039EU9YMZdP3inxOwO2nfUbV0cct7f4jMr+5Z0HiKTr8zzxxRH/F4uk7u77MGN2n0gW7+ex+J0rblSc/FXeN6A140SPkDyL06IQxnB5j5v/diHeuntndk1bwpvSOrrgBd2rYxOcZs7IN11to9Chgvrcn7g2azeNtVhOYdO+NcMIXWypLMJnLmvUF5YXxv7i/XyFDgv+gf5qhtN90L9x7DfSy74DGZ4s8ySW9AHrPHrAXQKMrszm0fijhDrC2D78/CfjfXbmZiD5d9HeIUnHwX8QveoDR+j09CXCM04Q7OLDx0gDHx9URWnrx53x+CPTjUunvt5bhhAt8YaDz0drgyfkRTu775ve8cdw5ccw5msjTdK4wPg8RrqPO0U6U4QP8pgL1x7B/2NaMyhMvc66+mTg9+6wrG8OGu3NNZ39oqb6pn/IdOVEHAkk3uF/rGNf6nbPxOnu2HE/wELRO/Tfz8ZwJEAmAsqs/J/26OHT7rq6HISRzwJ55H836M3f4z0xrhEN/oMqRrCXeX6b/9Pj8FUbLr4uw3+yHUoaZsaxZ2/j8qPA4+d9mXBJfd31nRGF7tpeUNseBDhwBO/bsBPHdbu0O8GY45ifUHnogM4zz/L6Db4JsE5zBxgdBXkUogLTyI/Xe7e0zj2IC7V8Wfykkh8AB++rvynHc+dMz/qiC8EJp3xsbghVgdkzkWFfGCh9yzGsbR6aTTPip9h/jeNb8BEHbQeYMxcJ/hTzfKObToSfwQZXRBbnofjjDZuowoHLN/rKXTgDwu6h0vmMayJfQlN/Bl0maT5ALjw9bmAPz3Wuft3PzoCfHFTo3On9Lg1AXRoPPpXGcnmvsPpmOx72e16xhT0xizlBwLX65b+FOTyrrI/YjZcfDOH0BtM3uHQ+qLEfhbRdve8K5qX1tbG+mZdeQlaKCzg3CP82fcd4cdlgC/Lys/aIW6a3NAh+qBy/5psOM1276q8I+Lu4qj0kN3MiMPEpGt6+jgUe1AT9NLVJvdSjAnXi/qKzpXf8ggxFFSyve87P2YQl82XEFFnwPpvugDrwEvtWhydZizfod19o45q5YLuYgd2nj+D8TbYjQJ8mDug+Sr4pQVTn0R+uuy9rz/2oi9V8WfySd/48Ac2j+uO+1T53xWEI8l9UYH8XFzYW7Rw0MpfIhbHhN8z8Y6N9Utf+xlH/w1DxR9AE9cb/CnG7I7sO9o2L2okni/tt8/kISk2yA7vSPXv32A3JqQNMV3kBXWZzvz/ybr4NBPSH4L0vqj7uJXgm6/SO/xDwR84d8vKO1/A+3gdS9xvVaIHcjVXSjs4oOEtoO+p9felvSVXGAe+Ru6edmbqR5/VnD65roIkh5m8tzQeC6yX0tKZr79ho+8BO6l0DaDz07D0LmXkI2XVCuoC133gc/sqHmTyeGWKH17Y3UyUaVKuKHHfiOTkjH4sAYCPd7/elRRZeLVkc98xdsyhXFr2zgzdN9jbAyL4GmfpFPW0NOJu2j46lCNeQF7M+ofrdvGm8nJY4V85zcnyMwDu9Yd9LNNf2odw5qJj/AUd4GRxPdWfPo67oQpHF/9i1z9v4XlD5A9I/osK8QBC7nnMY2H10qbtjPXecCz+AK2J6wHylJm4o9hz9NDqzUXPL13uD/XN5evQCHl/S14O66cox0vkGNozZPf3N/QTKtIOrIDrbflp2crfDRFHsP+CjTtnluNvKYM+pPyIAc7W8/pM/8XGQ/o64WHo7ycELityz3QhyDiP9N4Huy0RP0TqugIF9xN/2nti1Sq6KvtVIH5AT5q5fqCmHncvjnrQxa363Es935qDPjRrf/1oTut6j0U+RoYuOcwzl/VGFC0HbP1eOx2nIZ47N2lH7eC4YOHCVOUhuwnjDnnMvb5HjjugzmdKu6E9+ajim0gq2A004dtU6yiViFrzLmdz3yN6XHB/ycA9c2k3KsEfOOxeVwucwsZpxevyRx8Cy1/IyX2zcxZ++2w3AvWgWfz6qU4u8mnNH4dnZTN2JwWL3Fevf+/nJJafLnyU+JyVajN0ZHUVYhxldW/SONZwL3XbZ6b+hsJ+B9hFXAsTp8Keu4AVRynyfgHRxeb5XBNwMww/PDHrCs8dqZr6TDdT2kvr/gPfiFox0YH+jc7m9Ml1VZDGoTQDc9+Ad+xoXJqQzgz7jXaND0Af14z2KfGnXfQ7IXG0BKTygqUXwvIZl9wuvRUMDwh01/A8ufKhn7apY0CsYedMnWasgPiARKPXQyUkusEjIrHS2SydcNTTuFd6x1HHOoFLEP/MtN1opecA43/XsF4/w5yGvbtNro9gOdo3dH4BiAtI7iwM/3bRb5L/QyLs1fMuj61Tqs57QxnHrs27dK4hzhyXWT3SD6AErqsJPq2TorsnmaNDsC+qNp7rBP14t8tl4P/78ER+/PjvitUZEgD+YePeCvfGcj6O+A1d+XBO4fKicGf4GAG4++Y9r1wRkDjwD3O+FG6Hv8l9oADawx8GnNz/0Ns8/ZA6IXPsDeKQrkHi/FCEt1XtoaahXY5QTqnOBeAu9GMt+KCCE+jo7wP79e+GNo52MQ/VgeB/97/j5ubuCzzHmqZLkqczIHoD3fABEsP1kPEU8mnzvhMajgaJzn0BW86X5wf3bcRNpIfLQ+GvIrs8npPIJ1Tdu9J+7ANc6gd+pp+YklQcwJnqOtmcdvx3IstHDdaFZnPGwvKG2R+A+RcV+jFR91SkY9v2pdF6RvPcsCn8gDTwWvlrR/qpIXsXg+pI5hEA7exC6QVBc6nrthY3Tcrh0OAqnK/3xLHw1D2q4ceoBlyibvIzxJNAvQIOkI26vtY5/d33d81mH7UautgNaCTfse6/VxkJ9r7Z5RgNfSmnPtMRN46tPxDaXg/icKrH7W68UoLOuZ824gS4TdlN2nFYE3WhCIWTpysfLiSG/H2RoXDXts+Lde/35aDvpwGd+7S4uVqH5c3FBX9IxHuA4ViwuHTonzE8N6AKPWBn6vqDOCU27ryl5KhR55xcZMzU3X0juxEvh12I+17yYlg+5a39Qbu3j933yEmoWHxgW6gZTHeNxVF3hMRPP/tFv7bK+jD3TdPHCPqlbPVMat4w5PUAFnotthenZnW6G0aK3Bn3o5rOR2VuC31Don2403VVLAeHJ+AcNE71FhdLlY6GI2Lp2pejeZbfj0o4QxN1AyIOSPpFCH+4uHsW71i3dGnQOgN4bjgQf4CvA9dwQZ42A+9eyOYIxgHwhcpcHF/nVuDb528I7Adg5dVFXoS1k6v4e8OSj12NunTdIGfOjb5xdrZADkRSXteTPq024e8qEzmqzxY09j/80EQTKGd73xd2zDR6SfHPbPuNsfUO8D6viRanRE5PvDtF4GiAeMH+QrJ+NiTfLm6JOYx+kPRqpSsQnix3Fuy9fsjHcs6lZbjPPO8b2f9Aa5XrjX+6a9/t8DraOhcX7bNGfPPoDx6Z649/mr57UuQxaeiSwj4zrG8U6jmg+nfNa9fRuNNp4y6R+wgWjpYBF6md81DR7SK/OR+HTuDq+V8MC6eo2L03TrWwJHbmtNzI0uN14hBAI0JMSy83P0bf4RCY+yZ4x0bnMvJSJnJGcDe2Wj5QNFwPEU45PiWRO6i7wu/IRFt4QeRiDWgatwduth8uHMh7VeMqvZ1cPyDm3prvY9F1qWzKmVtJpznrgELH9R5/itrvuKM/os0XNPZ55spbFX/I1i8h/sNF3ROxj63VS0PDGdB3w1KgA9TY++jrxPsp1X43xbjv8MiLaNELWLpoQ4b39plvzBgPXjv4OnN8gBi2odon/jl1SyM2DwyT0m+0+LuKQxABGErIu5zJgfdcm/uM1WMR79Kxd+bpblDof8AXdU1meKrtdXcWHC0lLlTHz7PAfYQ32vrwq/6CwtYJaExEe+jWEf1v0v2cmaKdtzMMSTcm/sDkvohABxG9x2OPvbYvNQ1nhPcGNpEHnIFrqK8H71Ot8e6LfySmI8nywth7fmy3B9+07cOl4ipFX9FjR7FRPdRtC55B2NXNNSVITZAQXhFb25SGWLVv5IPxd9+DfCzRuvQwz1z2NwrtA4DvtVWATjnm7wrYI96sAu5XclH5OU/FvZEhDsM8V3CLHD90044iDOdnoL4XHUbupwks3yZHnsRFZ3/mbG7M+oEZfTEhHSLyHkcee21fehrOAC83rPAD/Fpck3CeHoN3KhuOtljEBX0XEWejuT3vzbA+rFVevdDVe/AIeLp7l8TKfoTPnF6cAovahs5kubvm4lO6gT+MHcgeYbndufvAjmOB91JbPxN1N0j7OqALXAtadUrG/e7bdJSILXKBAM7Hn6uI28Tb8A8jDpS5WnGVZCfLzoi6Vx33sci+dArFmcVwI2c7/0Bij+uPfbqq372xPrrVLzYaZ0X45ogfBAHXj32qjnuGwDHA+JKBPdPavtF0HED6ubaan7aI7giRj2BxNNFQWBeA9sKTPRuGbs/vpiwdRlVXL/h6Hj0uz/refcrGn7Ezh4LABvlztkZMKId8xRn+JVeYbwfkP/e1EMdq+ks9+sxv6UbVcgD5vrY0Tok6/SLdSQJHOdgFaxeCpTMgv1257dgcACiu6X1yjYNcNCDH4Diy+EyRWFIvfM0nrd7HjogqpNfdcC+P/b9l7M8ozBvX4oEPDdcr0lMg5W4BwhEyvAB2nDsYuG0hBwQDXFZsZ6ElLVSaCp4ZSLPCWlHZD94dCS/H+t1uUQsCqQPyd9/vfFwA/rJW46zf/6be+QEM63ppyCnfjjuqyaO8SaEX5Ojzr7Bvl9CHg3a17JLive/0TLh71cCPpYRL86jPDPsbtTvCB1L7X/8Yp7vy3Rv7o1PhYtE+C+I3R/igCL/+GKfpuOeEHsOGL1n8M8Xmjar3AMKfa9XotEV6RyHmqBHcL1i7kKyccaXeEh2HJ/Ou4/kjzlOf6TJdm+P9biN4NMRoiFLLcIfE773T4OTa3MeaHCftvgzPfVavf1ODeiDRu0Y7fsp3dUfvOCLvWvgFPxTnIext8rZYHwior76vk6sHhd672HAs+y+VbD/zC278BSQcqMZ/zfudUgF37O6P2PAL6P+MBNyIgAOS/OLCO0T8PYN6LFu/dHWeIX5vUFEHcOZcL2CnwNgdxVZHjdZ+QdvFAulMtHD7qh7k5HtdijhMILtPJlNaOOf+A22OFrTc3U+1WTQly/+piY+Aif4LwL3u55iIdskYPUPD0zQeOBivvySciqN3ydKRap29F9fOOVDtG8o/pLS/gMR2FnC1OLYfM8YZ4B4JTwcKwrhGrmsslyO4bniOqC0GTZ+crMJrObYPCW2lT3dzyLTTa990M10GE//G//4BVAAAAAAAAAAAAAAAAAAAAA==";if(modelContents!=="!-- SC_MODEL_DATA"+" --"){eDwServiceMgr.get().disableAdvancedServices();ioViewerOpts.URL="";eDrawingsWebViewerUtils.viewFile("CTN015034",null,ioViewerOpts,iContainerElemID,Utils.getUint8Array(modelContents))}}function l_revealViewer(iReveal){eDwUIUtils.hide("#WaitBanner",iReveal);if(!iReveal)eDwUIUtils.hide("#edrawings-config-bar",true);eDwUIUtils.hide("#edrawings-canvas",!iReveal);eDwUIUtils.hide("#edrawings-viewer",!iReveal);eDwUIUtils.hide(".edrawings-ui-main",!iReveal);eDwUIUtils.hide("#ErrorBanner",true);eDwUIUtils.hide("#TimeoutBanner",true);eDwUIUtils.hide("#edrawings-fileopen-background",true)}function l_initForFileUploading(iViewerOpts,iClientIP){var serviceMgr=eDwServiceMgr.get();serviceMgr.fileUpload($("#fileupload"),{add:function(iEvent,iFileData){l_revealViewer(false);c_eDrawingsUI.hideAllPanels();iFileData.process().done(function(){eDwCommandMgr.get().clear();eDwHistoryMgr.get().clear();iFileData.submit()})},beforeSend:function(iJQXHR){iJQXHR.setRequestHeader("X-Forwarded-For",iClientIP)},progress:function(iEvent,iProgressData){var perc=iProgressData.loaded/iProgressData.total*100;console.debugLog("ModelLoad","Progress: "+perc)},done:function(iEvent,iFileDoneData){var resultDocument=iFileDoneData.result.documentElement;var retNodes=resultDocument.childNodes;var convertedFileResult;if(retNodes.length>0){convertedFileResult={ModelCacheName:retNodes[3].textContent,FileName:iFileDoneData.files[0].name,ErrorCode:retNodes[0].textContent,ErrorData:[],ServerID:retNodes[4].textContent};var errorDataNode=retNodes[1];var errorDataChildNodes=errorDataNode.childNodes;var numNodes=errorDataChildNodes.length;for(var i=0;i5)delete this.mPastResults[i];else if(!marker.transform)marker=this.mPastResults[i];r.age++}if(marker.transform){var model=this.mViewer.getModel();var modelHC=model.getHCModel();var modelRootID=model.getModelHCID();var nonARData=this.mModelNonARDataMap[modelRootID];if(!nonARData){this.mModelNonARDataMap[modelRootID]={Matrix:modelHC.getNodeMatrix(modelRootID),Camera:this.mViewer.getHCView().getCamera()};this.mViewer.ViewMgr.setViewOrientation(Communicator.ViewOrientation.Front,0)}var unitsScale=modelHC.getUnitMultiplier()/1e3;var mat=marker.transform;var xform=[];xform[0]=mat.m10;xform[1]=mat.m11;xform[2]=mat.m11;xform[3]=0;xform[4]=mat.m00;xform[5]=mat.m01;xform[6]=mat.m02;xform[7]=0;xform[8]=-mat.m20;xform[9]=-mat.m21;xform[10]=-mat.m22;xform[11]=0;xform[12]=0;xform[13]=0;xform[14]=0;xform[15]=1;var resXform=Communicator.Matrix.createFromArray(xform);resXform=Communicator.Matrix.inverse(resXform);resXform.setTranslationComponent(mat.m03*unitsScale,mat.m13*unitsScale,mat.m23*unitsScale);modelHC.setNodeMatrix(modelRootID,resXform);var newmat=modelHC.getNodeMatrix(modelRootID)}};return eDwARMgr}();return eDwARMgr});define("eDwBaseError",["require","exports"],function(require,exports){"use strict";var eDwBaseError=function(_super){__extends(eDwBaseError,_super);function eDwBaseError(iName,iMessage){var _newTarget=this.constructor;var _this=this;var trueProto=_newTarget.prototype;_this=_super.call(this,iMessage)||this;var setPrototypeOf=Object["setPrototypeOf"];if(setPrototypeOf)setPrototypeOf(_this,trueProto);else _this.__proto__=trueProto;_this.name=iName?iName:"eDwBaseError";return _this}return eDwBaseError}(Error);return eDwBaseError});define("eDwBaseOperator",["require","exports","eDwTypes","eDrawingsBase"],function(require,exports,eDwTypes_2){"use strict";var eDwBaseOperator=function(_super){__extends(eDwBaseOperator,_super);function eDwBaseOperator(iViewer){var _this=_super.call(this)||this;_this.mCurTouches=[];_this.mViewer=iViewer;return _this}eDwBaseOperator.getAsMouseEvent=function(iTouchEvent,iMouseInputType,iButton){if(iButton===void 0){iButton=eDwTypes_2.HC.Button.Left}if(iTouchEvent){var pos=iTouchEvent.getPosition();var mouseEvent=new eDwTypes_2.HC.Event.MouseInputEvent(pos.x,pos.y,iButton,eDwTypes_2.HC.Buttons.None,eDwTypes_2.HC.KeyModifiers.None,iMouseInputType);eDwBaseOperator.setPickResult(mouseEvent,eDwBaseOperator.getPickResult(iTouchEvent));mouseEvent.setHandled(iTouchEvent.getHandled());return mouseEvent}return null};eDwBaseOperator.screenToWorld=function(iScrPt,iView){var camera=iView.getCamera();var pt=camera.getCameraPlaneIntersectionPoint(iScrPt,iView);console.debugLog("Operator","Screen pt = "+JSON.stringify(iScrPt)+" 3D pt = "+JSON.stringify(pt));var pt1=iView.unprojectPoint(iScrPt,0);return pt};eDwBaseOperator.prototype.onMouseDown=function(ioMouseEvent){_super.prototype.onMouseDown.call(this,ioMouseEvent);if(ioMouseEvent&&ioMouseEvent.getButton()!==eDwTypes_2.HC.Button.None){this.setMouse(ioMouseEvent)}};eDwBaseOperator.prototype.onMouseMove=function(ioMouseEvent){_super.prototype.onMouseMove.call(this,ioMouseEvent);if(ioMouseEvent){var pos=ioMouseEvent.getPosition();if(this.mCurMouse){this.mDragPt=eDwBaseOperator.screenToWorld(pos,this.mViewer.getHCView());this.updateMouse(ioMouseEvent)}console.debugLog("Operator","move screen pt = "+JSON.stringify(pos))}};eDwBaseOperator.prototype.onMouseUp=function(ioMouseEvent){_super.prototype.onMouseUp.call(this,ioMouseEvent);if(ioMouseEvent){this.mDragPt=null;this.mCurMouse=null}};eDwBaseOperator.prototype.onTouchStart=function(ioTouchEvent){var _this=this;_super.prototype.onTouchStart.call(this,ioTouchEvent);this.wrapAndCallAsMouseEvent(ioTouchEvent,eDwTypes_2.HC.MouseInputType.Down,function(ioMouseEvent){_this.onMouseDown(ioMouseEvent)});this.addTouch(ioTouchEvent)};eDwBaseOperator.prototype.onTouchMove=function(ioTouchEvent){var _this=this;_super.prototype.onTouchMove.call(this,ioTouchEvent);if(!this.hasTouchMoved(ioTouchEvent)){ioTouchEvent.setHandled(true);return}this.updateTouch(ioTouchEvent);this.wrapAndCallAsMouseEvent(ioTouchEvent,eDwTypes_2.HC.MouseInputType.Move,function(ioMouseEvent){_this.onMouseMove(ioMouseEvent)})};eDwBaseOperator.prototype.onTouchEnd=function(ioTouchEvent){var _this=this;this.wrapAndCallAsMouseEvent(ioTouchEvent,eDwTypes_2.HC.MouseInputType.Up,function(ioMouseEvent){_this.onMouseUp(ioMouseEvent)});ioTouchEvent.setHandled(false);_super.prototype.onTouchEnd.call(this,ioTouchEvent);this.removeTouchById(ioTouchEvent.getId())};eDwBaseOperator.prototype.onDeactivate=function(){_super.prototype.onDeactivate.call(this);this.mDragPt=null};eDwBaseOperator.getPickResult=function(iEvent){return iEvent._getPickResult()};eDwBaseOperator.setPickResult=function(iEvent,iSelObj){iEvent._setPickResult(iSelObj)};eDwBaseOperator.prototype.wrapAndCallAsMouseEvent=function(ioTouchEvent,iInputType,iMouseFunc,iButton){if(iButton===void 0){iButton=eDwTypes_2.HC.Button.Left}var mouseEvent=eDwBaseOperator.getAsMouseEvent(ioTouchEvent,iInputType,iButton);if(mouseEvent){iMouseFunc(mouseEvent);ioTouchEvent.setHandled(mouseEvent.getHandled())}};eDwBaseOperator.prototype.addTouch=function(ioTouchEvent){if(!this.getTouchById(ioTouchEvent.getId())){this.mCurTouches.push({origTouch:ioTouchEvent,lastDragPt:eDwBaseOperator.screenToWorld(ioTouchEvent.getPosition(),this.mViewer.getHCView()),lastPos:ioTouchEvent.getPosition()})}};eDwBaseOperator.prototype.getTouchById=function(touchId){for(var i=0;iepsX&&Math.abs(delta.y)>epsY};eDwBaseOperator.prototype.updateTouch=function(ioTouchEvent){var touch=this.getTouchById(ioTouchEvent.getId());if(touch){touch.lastPos=ioTouchEvent.getPosition();touch.lastDragPt=eDwBaseOperator.screenToWorld(ioTouchEvent.getPosition(),this.mViewer.getHCView())}};eDwBaseOperator.prototype.hasMouseMoved=function(ioMouseEvent){if(!this.mCurMouse)return false;var curPos=ioMouseEvent.getPosition();var origPos=this.mCurMouse.origMouse.getPosition();var delta=eDwTypes_2.HC.Point2.subtract(curPos,origPos);return Math.abs(delta.x)>1||Math.abs(delta.y)>1};eDwBaseOperator.prototype.setMouse=function(ioMouseEvent){this.mCurMouse={origMouse:ioMouseEvent,lastDragPt:eDwBaseOperator.screenToWorld(ioMouseEvent.getPosition(),this.mViewer.getHCView()),lastPos:ioMouseEvent.getPosition()}};eDwBaseOperator.prototype.updateMouse=function(ioMouseEvent){if(!ioMouseEvent||!this.mCurMouse)return;var pos=ioMouseEvent.getPosition();this.mCurMouse.lastPos=pos;this.mCurMouse.lastDragPt=eDwBaseOperator.screenToWorld(pos,this.mViewer.getHCView())};return eDwBaseOperator}(eDwTypes_2.HC.Operator.Operator);return eDwBaseOperator});define("eDwBaseSelOperator",["require","exports","eDwBaseOperator","eDwTypes"],function(require,exports,eDwBaseOperator,eDwTypes_3){"use strict";var eDwBaseSelOperator=function(_super){__extends(eDwBaseSelOperator,_super);function eDwBaseSelOperator(iViewer,iSelMgr){var _this=_super.call(this,iViewer)||this;_this.mSelMgr=iSelMgr;_this.mPrevHighlightStates={};return _this}eDwBaseSelOperator.prototype.onDeactivate=function(){_super.prototype.onDeactivate.call(this);this.popHighlightSelectionState("NODE");this.popHighlightSelectionState("FACE");this.popHighlightSelectionState("EDGE");this.popHighlightSelectionState("VERTEX");this.popNodeSelectionColor();this.popNodeSelectionOutlineColor();this.popNodeSelectionHighlightMode();this.popElementSelectionColor();this.popElementSelectionOutlineColor();this.popElementSelectionHighlightMode()};eDwBaseSelOperator.prototype.onMouseDown=function(ioMouseEvent){_super.prototype.onMouseDown.call(this,ioMouseEvent);if(ioMouseEvent){this.actionStart(ioMouseEvent.getPosition())}};eDwBaseSelOperator.prototype.onMouseUp=function(ioMouseEvent){_super.prototype.onMouseUp.call(this,ioMouseEvent);if(ioMouseEvent){this.actionEnd(ioMouseEvent.getPosition())}};eDwBaseSelOperator.prototype.onTouchStart=function(ioTouchEvent){_super.prototype.onTouchStart.call(this,ioTouchEvent);if(ioTouchEvent){this.actionStart(ioTouchEvent.getPosition())}};eDwBaseSelOperator.prototype.onTouchMove=function(ioTouchEvent){_super.prototype.onTouchMove.call(this,ioTouchEvent)};eDwBaseSelOperator.prototype.onTouchEnd=function(ioTouchEvent){_super.prototype.onTouchEnd.call(this,ioTouchEvent);if(ioTouchEvent){this.actionEnd(ioTouchEvent.getPosition())}};eDwBaseSelOperator.prototype.pushHighlightSelectionState=function(iSelType,iNewState){return this.mPrevHighlightStates[iSelType]=this.mSelMgr.setHighlightSelection(iSelType,iNewState)};eDwBaseSelOperator.prototype.pushNodeSelectionColor=function(iColor){return this.mPrevNodeColor=this.mSelMgr.setNodeSelectionColor(iColor)};eDwBaseSelOperator.prototype.pushNodeSelectionOutlineColor=function(iColor){return this.mPrevNodeOutlineColor=this.mSelMgr.setNodeSelectionOutlineColor(iColor)};eDwBaseSelOperator.prototype.pushNodeSelectionHighlightMode=function(iSelHighlightMode){return this.mPrevNodeHighlightMode=this.mSelMgr.setNodeSelectionHighlightMode(iSelHighlightMode)};eDwBaseSelOperator.prototype.pushElementSelectionColor=function(iColor){return this.mPrevElementColor=this.mSelMgr.setElementSelectionColor(iColor)};eDwBaseSelOperator.prototype.pushElementSelectionOutlineColor=function(iColor){return this.mPrevElementOutlineColor=this.mSelMgr.setElementSelectionOutlineColor(iColor)};eDwBaseSelOperator.prototype.pushElementSelectionHighlightMode=function(iSelHighlightMode){return this.mPrevElementHighlightMode=this.mSelMgr.setElementSelectionHighlightMode(iSelHighlightMode)};eDwBaseSelOperator.prototype.popHighlightSelectionState=function(iSelType){if(this.mPrevHighlightStates&&this.mPrevHighlightStates.hasOwnProperty(iSelType)){this.mSelMgr.setHighlightSelection(iSelType,this.mPrevHighlightStates[iSelType]);delete this.mPrevHighlightStates[iSelType]}};eDwBaseSelOperator.prototype.popNodeSelectionColor=function(){if(this.mPrevNodeColor){this.mSelMgr.setNodeSelectionColor(this.mPrevNodeColor);this.mPrevNodeColor=null}};eDwBaseSelOperator.prototype.popNodeSelectionOutlineColor=function(){if(this.mPrevNodeOutlineColor){this.mSelMgr.setNodeSelectionOutlineColor(this.mPrevNodeOutlineColor);this.mPrevNodeOutlineColor=null}};eDwBaseSelOperator.prototype.popNodeSelectionHighlightMode=function(){if(this.mPrevNodeHighlightMode){this.mSelMgr.setNodeSelectionHighlightMode(this.mPrevNodeHighlightMode);this.mPrevNodeHighlightMode=null}};eDwBaseSelOperator.prototype.popElementSelectionColor=function(){if(this.mPrevElementColor){this.mSelMgr.setElementSelectionColor(this.mPrevElementColor);this.mPrevElementColor=null}};eDwBaseSelOperator.prototype.popElementSelectionOutlineColor=function(){if(this.mPrevElementOutlineColor){this.mSelMgr.setElementSelectionOutlineColor(this.mPrevElementOutlineColor);this.mPrevElementOutlineColor=null}};eDwBaseSelOperator.prototype.popElementSelectionHighlightMode=function(){if(this.mPrevElementHighlightMode){this.mSelMgr.setElementSelectionHighlightMode(this.mPrevElementHighlightMode);this.mPrevElementHighlightMode=null}};eDwBaseSelOperator.prototype.getSelObjFromEvent=function(iInputEvent){var obj=eDwBaseOperator.getPickResult(iInputEvent);return obj&&obj.getSelectionType()===eDwTypes_3.HC.SelectionType.None?null:obj};eDwBaseSelOperator.prototype.actionStart=function(iPoint){this.mFirstPt=eDwBaseOperator.screenToWorld(iPoint,this.mViewer.getHCView());console.debugLog("BaseSelOp","down screen pt = "+JSON.stringify(iPoint))};eDwBaseSelOperator.prototype.actionEnd=function(iPoint){this.mFirstPt=null;console.debugLog("BaseSelOp","up screen pt = "+JSON.stringify(iPoint))};return eDwBaseSelOperator}(eDwBaseOperator);return eDwBaseSelOperator});define("eDwChangeModelViewCmd",["require","exports","eDwSupportsHistoryCmd","eDrawingsBase"],function(require,exports,eDwSupportsHistoryCmd){"use strict";var eDwChangeModelViewCmd=function(_super){__extends(eDwChangeModelViewCmd,_super);function eDwChangeModelViewCmd(iViewer,iModelViewName,iCamera){var _this=_super.call(this,iViewer)||this;_this.mInitialModelViewName=iViewer.getModel().getActiveModelView().Name;_this.mInitialCamera=iViewer.getHCView().getCamera().copy();_this.mFinalModelViewName=iModelViewName;_this.mFinalCamera=iCamera;return _this}eDwChangeModelViewCmd.prototype.undo=function(){if(!_super.prototype.undo.call(this))return false;this.activateModelView(this.mInitialModelViewName,this.mInitialCamera);return true};eDwChangeModelViewCmd.prototype.redo=function(){if(!_super.prototype.redo.call(this))return false;this.activateModelView(this.mFinalModelViewName,this.mFinalCamera);return true};eDwChangeModelViewCmd.prototype.commit=function(){_super.prototype.commit.call(this);this.activateModelView(this.mFinalModelViewName,this.mFinalCamera)};Object.defineProperty(eDwChangeModelViewCmd.prototype,"Aggregable",{get:function(){return true},enumerable:true,configurable:true});eDwChangeModelViewCmd.prototype.activateModelView=function(iModelView,iCamera){this.mViewer.SelectionMgr.unSelectAllObjects();this.mViewer.getModel().activateModelView(iModelView,iCamera)};return eDwChangeModelViewCmd}(eDwSupportsHistoryCmd);return eDwChangeModelViewCmd});define("eDwChangeSectionPlaneCmd",["require","exports","eDwSupportsHistoryCmd","eDrawingsBase"],function(require,exports,eDwSupportsHistoryCmd){"use strict";var eDwChangeSectionPlaneCmd=function(_super){__extends(eDwChangeSectionPlaneCmd,_super);function eDwChangeSectionPlaneCmd(iViewer,iInitialPlane,iFinalPlane){var _this=_super.call(this,iViewer)||this;_this.mInitialPlane=iInitialPlane;_this.mFinalPlane=iFinalPlane;return _this}eDwChangeSectionPlaneCmd.prototype.undo=function(){if(!_super.prototype.undo.call(this))return false;this.mViewer.XSectionMgr.setSectionPlane(this.mInitialPlane);return true};eDwChangeSectionPlaneCmd.prototype.redo=function(){if(!_super.prototype.redo.call(this))return false;this.mViewer.XSectionMgr.setSectionPlane(this.mFinalPlane);return true};eDwChangeSectionPlaneCmd.prototype.commit=function(){_super.prototype.commit.call(this);this.mViewer.XSectionMgr.setSectionPlane(this.mFinalPlane)};eDwChangeSectionPlaneCmd.prototype.isCommitted=function(){return _super.prototype.isCommitted.call(this)&&!!this.mInitialPlane&&!!this.mFinalPlane};Object.defineProperty(eDwChangeSectionPlaneCmd.prototype,"Aggregable",{get:function(){return true},enumerable:true,configurable:true});return eDwChangeSectionPlaneCmd}(eDwSupportsHistoryCmd);return eDwChangeSectionPlaneCmd});define("eDwCmd",["require","exports","eDwOperationMixin"],function(require,exports,eDwOperationMixin){"use strict";var eDwCmd=function(_super){__extends(eDwCmd,_super);function eDwCmd(iViewer){var _this=_super.call(this)||this;_this.mViewer=iViewer;return _this}eDwCmd.prototype.commit=function(){};eDwCmd.prototype.cancel=function(){};eDwCmd.prototype.setHierarchyNodeIDsAttribs=function(iNodesWithAttribs){if(!iNodesWithAttribs)return;var model=this.mViewer.getModel();model.setAttribs(iNodesWithAttribs)};eDwCmd.prototype.getHierarchyNodesAttribs=function(iExcludeModelViewNode){if(iExcludeModelViewNode===void 0){iExcludeModelViewNode=true}var nodeWithAttrib=[];var modelView=this.mViewer.getModel().getActiveModelView();var hierNodes=modelView.Nodes;for(var hierNodeName in hierNodes){var hierNode=hierNodes[hierNodeName];if(iExcludeModelViewNode&&modelView.Hierarchy===hierNode){continue}var attrib=$.extend(true,{},hierNode.getAttribs());nodeWithAttrib.push({HierNode:hierNode,Attribs:attrib})}return nodeWithAttrib};return eDwCmd}(eDwOperationMixin);return eDwCmd});define("eDwCommandMgr",["require","exports","utils"],function(require,exports,Utils){"use strict";var eDwCommandMgr=function(){function eDwCommandMgr(){this.mActiveCmds=[]}eDwCommandMgr.get=function(){if(!eDwCommandMgr.sCommandMgr){eDwCommandMgr.sCommandMgr=new eDwCommandMgr}return eDwCommandMgr.sCommandMgr};eDwCommandMgr.prototype.add=function(iCmd){if(!iCmd)return;this.popCmds(iCmd);this.mActiveCmds.push(iCmd);console.debugLog("CommandMgr","Added "+Utils.getObjectTypeName(iCmd)+" as an active command.")};eDwCommandMgr.prototype.remove=function(iCmd,iCmdAction){var ret=this.detach(iCmd);if(ret&&iCmdAction)iCmd[iCmdAction]();console.debugLog("CommandMgr",(ret?"Removed ":"Not Found ")+Utils.getObjectTypeName(iCmd)+" as an active command. "+(ret&&iCmdAction?" Also, "+iCmdAction+"ed it.":""));return ret};eDwCommandMgr.prototype.clear=function(){for(var cmd=this.mActiveCmds.pop();cmd;cmd=this.mActiveCmds.pop()){cmd.cancel()}console.debugLog("CommandMgr","All active commands cleared.")};eDwCommandMgr.prototype.popCmds=function(iCmd){if(iCmd.Aggregable&&(!this.mActiveCmds.length||this.mActiveCmds[this.mActiveCmds.length-1].AllowsAggregation)){return}if(iCmd.Exclusive){var exclusiveCmds=this.mActiveCmds.filter(function(iCmd){return iCmd.Exclusive});for(var i=exclusiveCmds.length-1;i>-1;--i){exclusiveCmds[i].commit()}this.mActiveCmds=this.mActiveCmds.filter(function(iCmd){return!iCmd.Exclusive})}};eDwCommandMgr.prototype.detach=function(iCmd){var cmdPos=this.mActiveCmds.indexOf(iCmd);if(cmdPos===-1)return false;var removedCmds=this.mActiveCmds.splice(cmdPos,1);return removedCmds.length===1?true:false};return eDwCommandMgr}();return eDwCommandMgr});define("eDwCompositeCmd",["require","exports","eDwSupportsHistoryCmd","eDwHistoryMgr","eDwCommandMgr","utils","eDrawingsBase"],function(require,exports,eDwSupportsHistoryCmd,eDwHistoryMgr,eDwCommandMgr,Utils){"use strict";var eDwCompositeCmd=function(_super){__extends(eDwCompositeCmd,_super);function eDwCompositeCmd(iViewer){var _this=_super.call(this,iViewer)||this;eDwHistoryMgr.get().pushStack();return _this}eDwCompositeCmd.prototype.initCmdActionImplementation=function(iHistoryActions){this.mCmdHistoryActions=iHistoryActions;if(this.mCmdHistoryActions&&this.mCmdHistoryActions.compositeInit){this.mCmdHistoryActions.compositeInit(this)}};eDwCompositeCmd.prototype.undo=function(){if(!_super.prototype.undo.call(this))return false;var actionExists=this.mCmdHistoryActions&&this.mCmdHistoryActions.compositeUndo;return actionExists?this.mCmdHistoryActions.compositeUndo(this):this.undoSubCmds()};eDwCompositeCmd.prototype.redo=function(){if(!_super.prototype.redo.call(this))return false;var actionExists=this.mCmdHistoryActions&&this.mCmdHistoryActions.compositeRedo;return actionExists?this.mCmdHistoryActions.compositeRedo(this):this.redoSubCmds()};eDwCompositeCmd.prototype.commit=function(){this.mSubCmds=eDwHistoryMgr.get().popStack();_super.prototype.commit.call(this);if(this.mCmdHistoryActions&&this.mCmdHistoryActions.compositeCommit){this.mCmdHistoryActions.compositeCommit(this)}};eDwCompositeCmd.prototype.cancel=function(){this.mSubCmds=eDwHistoryMgr.get().popStack();_super.prototype.cancel.call(this);if(this.mCmdHistoryActions&&this.mCmdHistoryActions.compositeCancel){this.mCmdHistoryActions.compositeCancel(this)}else{this.cancelSubCmds()}this.clearSubCmds()};eDwCompositeCmd.prototype.isCommitted=function(){return _super.prototype.isCommitted.call(this)&&!(this.InitialState===undefined||this.InitialState===null)&&!(this.FinalState===undefined||this.FinalState===null)};Object.defineProperty(eDwCompositeCmd.prototype,"AllowsAggregation",{get:function(){return true},enumerable:true,configurable:true});eDwCompositeCmd.prototype.undoSubCmds=function(){var isSuccessful=true;var lastCmdIndex=this.mSubCmds.length-1;for(var i=lastCmdIndex;i>-1;i--){var cmd=this.mSubCmds[i];var ret=cmd.undo();console.debugLog("History","Undo subcommand history at index "+i+(ret?" succeeded.":" failed.")+" Object Type = "+Utils.getObjectTypeName(cmd)+".");if(!ret){isSuccessful=false}}return isSuccessful};eDwCompositeCmd.prototype.cancelSubCmds=function(){var cmdMgr=eDwCommandMgr.get();var lastCmdIndex=this.mSubCmds.length-1;for(var i=lastCmdIndex;i>-1;i--){cmdMgr.remove(this.mSubCmds[i],"cancel")}};eDwCompositeCmd.prototype.redoSubCmds=function(){var isSuccessful=true;var numCmds=this.mSubCmds.length;for(var i=0;iiEventHandlerIndex){handlerMaps.splice(iEventHandlerIndex,1)}};eDwEventMgr.prototype.removeAllEventHandlers=function(){this.removeEventHandlerCategories(Object.keys(this.mEventHandlers))};eDwEventMgr.prototype.removeEventHandlerCategories=function(iCategoryKeys){for(var i=0;i-1){changedPropAttribNames.push(attribName)}}return changedPropAttribNames};eDwHierarchyNode.prototype.getAllNodesWithPropNameAndValue=function(iPropName,iPropValue,ioNodes,iRecurse){for(var childNodeName in this.mChildren){var childNode=this.mChildren[childNodeName];var propValue=childNode[iPropName];if(propValue&&propValue===iPropValue)ioNodes.push(childNode);if(iRecurse){childNode.getAllNodesWithPropNameAndValue(iPropName,iPropValue,ioNodes)}}};eDwHierarchyNode.sPropagatingAttribNames=["Visible","Opaque"];return eDwHierarchyNode}();return eDwHierarchyNode});define("eDwHierNodeAttribArray",["require","exports"],function(require,exports){"use strict";Object.defineProperty(exports,"__esModule",{value:true})});define("eDwHistoryMgr",["require","exports","utils"],function(require,exports,Utils){"use strict";var eDwHistoryMgr=function(){function eDwHistoryMgr(){this.clear()}eDwHistoryMgr.get=function(){if(!eDwHistoryMgr.sHistoryMgr){eDwHistoryMgr.sHistoryMgr=new eDwHistoryMgr}return eDwHistoryMgr.sHistoryMgr};eDwHistoryMgr.prototype.undo=function(){var currStacksElem=this.getCurrStackElem();var currStack=currStacksElem.Stack;var currStackCmdIndex=currStacksElem.getCurrCmdIndex();if(currStackCmdIndex<0||currStack.length===0){console.debugLog("History","Already before first command.");return null}currStacksElem.incrementCurrCmdIndex(-1);var cmd=currStack[currStackCmdIndex];cmd.undo();console.debugLog("History","Undoing command at index "+currStackCmdIndex+" Object type: "+Utils.getObjectTypeName(cmd));return cmd};eDwHistoryMgr.prototype.redo=function(){var currStacksElem=this.getCurrStackElem();var currStack=currStacksElem.Stack;var nextStackCmdIndex=currStacksElem.getCurrCmdIndex()+1;if(nextStackCmdIndex>=currStack.length){console.debugLog("History","Already after last command.");return null}currStacksElem.incrementCurrCmdIndex(1);var cmd=currStack[nextStackCmdIndex];cmd.redo();console.debugLog("History","Redoing command at index "+nextStackCmdIndex+" Object type: "+Utils.getObjectTypeName(cmd));return cmd};eDwHistoryMgr.prototype.push=function(iCmd){if(!iCmd)return;var currStacksElem=this.getCurrStackElem();var currStack=currStacksElem.Stack;var currStackSize=currStack.length;var currStackCmdIndex=currStacksElem.getCurrCmdIndex();if(currStackCmdIndex!==currStackSize-1){currStack.splice(currStackCmdIndex+1);console.debugLog("History","Truncated history to "+(currStackCmdIndex+1)+" elements.")}currStack.push(iCmd);currStacksElem.incrementCurrCmdIndex(1);console.debugLog("History","Adding command to history at index "+(currStackCmdIndex+1)+" Object Type = "+Utils.getObjectTypeName(iCmd)+".")};eDwHistoryMgr.prototype.clear=function(){console.debugLog("History","Clear all history.");this.mCmdStacksStack=[];this.pushStack()};eDwHistoryMgr.prototype.pushStack=function(){console.debugLog("History","Add a new history stack at index "+this.mCmdStacksStack.length+".");this.mCmdStacksStack.push(new eDwCmdStacksElem)};eDwHistoryMgr.prototype.popStack=function(){console.debugLog("History","Remove history stack at index "+(this.mCmdStacksStack.length-1)+".");var activeCmds=[];var currStackElem=this.mCmdStacksStack.pop();var currCmdIndex=currStackElem.getCurrCmdIndex();for(var i=0;i=xMin&&iPos.y<=yMax&&iPos.y>=yMin};eDwLabelItem.prototype.onDragStart=function(iPos){this.mDragPos=iPos.copy();return true};eDwLabelItem.prototype.onDragMove=function(iPos){var delta=eDwTypes_7.HC.Point2.subtract(iPos,this.mDragPos);var endPos=this.mLabel.getLeaderEndPos();endPos.add(delta);this.mLabel.setLeaderEndPos(endPos);this.mDragPos=iPos.copy();return true};eDwLabelItem.prototype.onDragEnd=function(iPos){return true};return eDwLabelItem}(eDwTypes_7.HC.Markup.MarkupItem);var eDwMeasureUtils=function(){function eDwMeasureUtils(){}eDwMeasureUtils.getAngle=function(iV0,iV1){var vec0=iV0.copy();var vec1=iV1.copy();vec0.normalize();vec1.normalize();var dotVal=eDwTypes_7.HC.Point3.dot(vec0,vec1);if(0===dotVal)return 90;dotVal=Math.min(dotVal,1);dotVal=Math.max(dotVal,-1);var angle=Math.acos(dotVal);var angleDgree=angle*180/Math.PI;var n=eDwTypes_7.HC.Point3.cross(vec0,vec1);n.normalize();if(isNaN(n.x)||isNaN(n.y)||isNaN(n.z))return 0;if(Math.abs(angleDgree)0||eDwTypes_7.HC.Point3.dot(p0A,p0B)>0){var cp01=eDwMeasureUtils.closestPoints(pSet0,pSet1);p0.assign(cp01.P0);p1.assign(cp01.P1)}else{p0.assign(orig0);p1.assign(orig1)}return{Cp0:orig0,Cp1:orig1,P0:p0,P1:p1}};eDwMeasureUtils.distanceLineLinePara=function(iLine0,iLine1,iP0,iP1){var v0=eDwTypes_7.HC.Point3.subtract(iLine0.A,iLine0.B);var v1=eDwTypes_7.HC.Point3.subtract(iLine1.A,iLine1.B);v0.normalize();v1.normalize();var n=eDwTypes_7.HC.Point3.cross(v0,v1);n.normalize();var k=0;var p10=new eDwTypes_7.HC.Point3(0,0,0);k=eDwTypes_7.HC.Point3.dot(v0,eDwTypes_7.HC.Point3.subtract(iP1,iP0))/eDwTypes_7.HC.Point3.dot(v0,v0);p10=eDwTypes_7.HC.Point3.add(iP0,eDwTypes_7.HC.Point3.scale(v0,k));var p0A1=eDwTypes_7.HC.Point3.subtract(iLine0.A,p10);var p0B1=eDwTypes_7.HC.Point3.subtract(iLine0.B,p10);var pA0=new eDwTypes_7.HC.Point3(0,0,0);k=eDwTypes_7.HC.Point3.dot(v0,eDwTypes_7.HC.Point3.subtract(iLine1.A,iP0))/eDwTypes_7.HC.Point3.dot(v0,v0);pA0=eDwTypes_7.HC.Point3.add(iP0,eDwTypes_7.HC.Point3.scale(v0,k));var p0AA=eDwTypes_7.HC.Point3.subtract(iLine0.A,p10);var p0BA=eDwTypes_7.HC.Point3.subtract(iLine0.B,p10);var pB0=new eDwTypes_7.HC.Point3(0,0,0);k=eDwTypes_7.HC.Point3.dot(v0,eDwTypes_7.HC.Point3.subtract(iLine1.B,iP0))/eDwTypes_7.HC.Point3.dot(v0,v0);pB0=eDwTypes_7.HC.Point3.add(iP0,eDwTypes_7.HC.Point3.scale(v0,k));var p0AB=eDwTypes_7.HC.Point3.subtract(iLine0.A,p10);var p0BB=eDwTypes_7.HC.Point3.subtract(iLine0.B,p10);var orig0;var orig1;var pp0;var pp1;if(eDwTypes_7.HC.Point3.dot(p0A1,p0B1)<0){orig1=iP1.copy();orig0=p10.copy();pp1=iP1.copy();pp0=p10.copy()}else if(eDwTypes_7.HC.Point3.dot(p0AA,p0BA)<0){orig1=iLine1.A.copy();orig0=pA0.copy();pp1=iLine1.A.copy();pp0=pA0.copy()}else if(eDwTypes_7.HC.Point3.dot(p0A1,p0B1)<0){orig1=iLine1.B.copy();orig0=pB0.copy();pp1=iLine1.B.copy();pp0=pB0.copy()}else{var tmp=eDwMeasureUtils.closestPoints([iLine1.A,iLine1.B],[iLine0.A,iLine0.B]);orig1=iP1;orig0=p10;pp1=tmp.P0;pp0=tmp.P1}return{Cp0:orig0,Cp1:orig1,P0:pp0,P1:pp1}};eDwMeasureUtils.adjustLeaderEndByStart=function(iPoints){if(0===iPoints.length)return[];function computeAngle(iVect){var angle=Math.atan2(iVect.y,iVect.x);var degrees=180*angle/Math.PI;return(360+Math.round(degrees))%360}function compare(iA,iB){if(iA.angiB.ang)return 1;return 0}var targetRadius=120;var center=new eDwTypes_7.HC.Point2(0,0);for(var i=0;i0){rC=Math.sqrt(rS*rS-dist*dist)}else{rC=rS}var aX=new eDwTypes_7.HC.Point3(1,0,0);var aY=new eDwTypes_7.HC.Point3(0,1,0);var aZ=new eDwTypes_7.HC.Point3(0,0,1);var edgeLen=rC;var edgeDir0;if(0===eDwTypes_7.HC.Point3.dot(n,aX)&&0==eDwTypes_7.HC.Point3.dot(n,aZ)){edgeDir0=aX.copy()}else{edgeDir0=eDwTypes_7.HC.Point3.cross(n,aY);edgeDir0.normalize()}var edgeDir1=eDwTypes_7.HC.Point3.cross(n,edgeDir0);edgeDir1.normalize();var sCenter=this.mFaceInfo.Pick.copy();edgeDir0.scale(.5*edgeLen);edgeDir1.scale(.5*edgeLen);var A=eDwTypes_7.HC.Point3.add(sCenter,eDwTypes_7.HC.Point3.add(edgeDir0,edgeDir1));edgeDir0.scale(2);edgeDir1.scale(2);var B=eDwTypes_7.HC.Point3.add(A,eDwTypes_7.HC.Point3.scale(edgeDir0,-1));var C=eDwTypes_7.HC.Point3.add(B,eDwTypes_7.HC.Point3.scale(edgeDir1,-1));var D=eDwTypes_7.HC.Point3.add(A,eDwTypes_7.HC.Point3.scale(edgeDir1,-1));this.mFacePolygonPoints={A:A,B:B,C:C,D:D}};eDwMeasureAuxPlane.prototype.projectPoints=function(){var view=this.mViewer.getView();this.mFacePolygon.clearPoints();this.mFacePolygon.pushPoint(eDwTypes_7.HC.Point2.fromPoint3(view.projectPoint(this.mFacePolygonPoints.A)));this.mFacePolygon.pushPoint(eDwTypes_7.HC.Point2.fromPoint3(view.projectPoint(this.mFacePolygonPoints.B)));this.mFacePolygon.pushPoint(eDwTypes_7.HC.Point2.fromPoint3(view.projectPoint(this.mFacePolygonPoints.C)));this.mFacePolygon.pushPoint(eDwTypes_7.HC.Point2.fromPoint3(view.projectPoint(this.mFacePolygonPoints.D)))};return eDwMeasureAuxPlane}();var eDwMeasureAuxMessage=function(){function eDwMeasureAuxMessage(iViewer){this.mLabels=[];this.mViewer=iViewer}eDwMeasureAuxMessage.prototype.reset=function(){this.mLabels=[]};eDwMeasureAuxMessage.prototype.addByResultWithColor=function(iResult,iStart,iColor){var label=new eDwMeasureLabel(this.mViewer);label.addItemWithColor(iResult,iColor);label.setLeader(iStart);this.mLabels.push(label);this.setAvailibility(true)};eDwMeasureAuxMessage.prototype.addByResult=function(iResult,iStart){var label=new eDwMeasureLabel(this.mViewer);label.addItem(iResult);label.setLeader(iStart);this.mLabels.push(label);this.setAvailibility(true)};eDwMeasureAuxMessage.prototype.addByVertex=function(iVertObj){if(!iVertObj.getPointEntity())return;var label=new eDwMeasureLabel(this.mViewer);label.addItem(new eDwMeasureResult("Entity","Vertex",MeasureType.None));label.addItem(new eDwMeasureResult("Coordinate",iVertObj.getPosition(),MeasureType.Coordinate));label.setLeader(iVertObj.getPosition());this.mLabels.push(label);this.setAvailibility(true)};eDwMeasureAuxMessage.prototype.addByLine=function(iEdge,iEdgeObj){if(!iEdgeObj.getLineEntity())return;if(iEdge instanceof eDwTypes_7.HC.SubentityProperties.LineElement){var label=new eDwMeasureLabel(this.mViewer);label.addItem(new eDwMeasureResult("Entity","Straight line",MeasureType.None));label.addItem(new eDwMeasureResult("Length",iEdge.length,MeasureType.Distance));label.setLeader(iEdgeObj.getPosition());this.mLabels.push(label);this.setAvailibility(true)}if(iEdge instanceof eDwTypes_7.HC.SubentityProperties.OtherElement){var label=new eDwMeasureLabel(this.mViewer);label.addItem(new eDwMeasureResult("Entity","Curve",MeasureType.None));label.addItem(new eDwMeasureResult("Length",iEdge.length,MeasureType.Distance));label.setLeader(iEdgeObj.getPosition());this.mLabels.push(label);this.setAvailibility(true)}};eDwMeasureAuxMessage.prototype.addByCircle=function(iCircleOrig,iEdgeObj){if(!iEdgeObj.getLineEntity())return;if(iCircleOrig instanceof eDwTypes_7.HC.SubentityProperties.CircleElement){var circle=new eDwTypes_7.HC.SubentityProperties.CircleElement;circle.origin=new eDwTypes_7.HC.Point3(0,0,0);circle.normal=new eDwTypes_7.HC.Point3(0,0,0);circle.radius=0;eDwMeasureUtils.getRealCircleProperties(iEdgeObj,iCircleOrig,circle,this.mViewer.getModel());var label=new eDwMeasureLabel(this.mViewer);label.addItem(new eDwMeasureResult("Entity","Circle",MeasureType.None));label.addItem(new eDwMeasureResult("Center",circle.origin,MeasureType.Coordinate));label.addItem(new eDwMeasureResult("Radius",circle.radius,MeasureType.Distance));label.setLeader(iEdgeObj.getPosition());this.mLabels.push(label);this.setAvailibility(true)}};eDwMeasureAuxMessage.prototype.addByPlane=function(iFaceOrig,iFaceObj){if(!iFaceObj.getFaceEntity())return;if(iFaceOrig instanceof eDwTypes_7.HC.SubentityProperties.PlaneElement){var face=new eDwTypes_7.HC.SubentityProperties.PlaneElement;face.normal=new eDwTypes_7.HC.Point3(0,0,0);face.origin=new eDwTypes_7.HC.Point3(0,0,0);eDwMeasureUtils.getRealPlaneProperties(iFaceObj,iFaceOrig,face,this.mViewer.getModel());var label=new eDwMeasureLabel(this.mViewer);label.addItem(new eDwMeasureResult("Entity","Plane",MeasureType.None));label.setLeader(iFaceObj.getPosition());this.mLabels.push(label);this.setAvailibility(true)}};eDwMeasureAuxMessage.prototype.addByCylinder=function(iCylinderOrig,iFaceObj){if(!iFaceObj.getFaceEntity())return;if(iCylinderOrig instanceof eDwTypes_7.HC.SubentityProperties.CylinderElement){var cylinder=new eDwTypes_7.HC.SubentityProperties.CylinderElement;cylinder.normal=new eDwTypes_7.HC.Point3(0,0,0);cylinder.origin=new eDwTypes_7.HC.Point3(0,0,0);cylinder.radius=0;eDwMeasureUtils.getRealCylinderProperties(iFaceObj,iCylinderOrig,cylinder,this.mViewer.getModel());var label=new eDwMeasureLabel(this.mViewer);label.addItem(new eDwMeasureResult("Entity","Cylinder",MeasureType.None));label.addItem(new eDwMeasureResult("Radius",cylinder.radius,MeasureType.Distance));label.setLeader(iFaceObj.getPosition());this.mLabels.push(label);this.setAvailibility(true)}};eDwMeasureAuxMessage.prototype.addPickInfos=function(iSelProps,iSelObjs){var n=iSelObjs.length;for(var i=0;i0};eDwMeasureAuxMessage.prototype.getLabels=function(){if(!this.mIsAvailible)return[];return this.mLabels};eDwMeasureAuxMessage.prototype.setAvailibility=function(isOn){this.mIsAvailible=isOn};eDwMeasureAuxMessage.prototype.isAvailible=function(){return this.mIsAvailible};eDwMeasureAuxMessage.prototype.countLabels=function(){return this.mLabels.length};eDwMeasureAuxMessage.prototype.getText=function(iUnit){var n=this.mLabels.length;if(0===n)return"";var str=this.mLabels[0].getText(iUnit);for(var i=1;idistN.length();var showNDist=distN.length()>0;var newLine="";if(showDist){var label=this.mDistLine.getDistLabel();label.setStringContent(iUnit);str+=label.getText(iUnit);newLine="\n"}if(showNDist){var labelN=this.mNDistLine.getDistLabel();labelN.setStringContent(iUnit);str+=newLine+"Normal"+labelN.getText(iUnit)}if(this.mShowDelta){var labelD=this.mDistLine.getDeltaLabel();labelD.setStringContent(iUnit);str+="\n"+labelD.getText(iUnit)}return str};eDwMeasureAuxDistance.prototype.setUnits=function(iUnit){this.mUnit=iUnit};eDwMeasureAuxDistance.getAngle=function(iV0,iV1){var vec0=iV0.copy();var vec1=iV1.copy();vec0.normalize();vec1.normalize();var dotVal=eDwTypes_7.HC.Point3.dot(vec0,vec1);if(0===dotVal)return 90;dotVal=Math.min(dotVal,1);dotVal=Math.max(dotVal,-1);var angle=Math.acos(dotVal);var angleDgree=angle*180/Math.PI;var n=eDwTypes_7.HC.Point3.cross(vec0,vec1);n.normalize();if(isNaN(n.x)||isNaN(n.y)||isNaN(n.z))return 0;return angleDgree};return eDwMeasureAuxDistance}();var eDwMeasureAuxAngle=function(){function eDwMeasureAuxAngle(iViewer){this.mAngle=0;this.mViewer=iViewer;this.mAngleFace=new eDwTypes_7.HC.Markup.Shape.Polygon;this.mAngleArc=new eDwTypes_7.HC.Markup.Shape.Polyline;this.mAngleEdge=new eDwTypes_7.HC.Markup.Shape.Polyline;this.mAngleTip=new eDwTypes_7.HC.Markup.Shape.Circle;var colorAngleFill=new eDwTypes_7.HC.Color(41,128,185);var colorPolygonEdge=new eDwTypes_7.HC.Color(255,0,0);var colorPoint=new eDwTypes_7.HC.Color(137,196,244);var colorEdgeArc=new eDwTypes_7.HC.Color(52,73,94);var colorEdgeStroke=new eDwTypes_7.HC.Color(100,100,100);var widthEdge=3;var arrowSize=5;var pointSize=7;this.mAngleFace.setFillColor(colorAngleFill);this.mAngleFace.setStrokeWidth(0);this.mAngleFace.setFillOpacity(.5);this.mAngleArc.setStrokeColor(colorEdgeArc);this.mAngleArc.setEndEndcapColor(colorEdgeArc);this.mAngleArc.setStartEndcapColor(colorEdgeArc);this.mAngleArc.setStrokeWidth(widthEdge);this.mAngleArc.setEndcapType(eDwTypes_7.HC.Markup.Shape.EndcapType.Arrowhead);this.mAngleArc.setEndEndcapSize(arrowSize);this.mAngleArc.setStartEndcapSize(arrowSize);this.mAngleEdge.setStrokeColor(colorEdgeStroke);this.mAngleEdge.setStrokeWidth(widthEdge+1);this.mAngleTip.setFillColor(colorPoint);this.mAngleTip.setStrokeColor(colorEdgeStroke);this.mAngleTip.setStrokeWidth(widthEdge);this.mAngleTip.setRadius(pointSize)}eDwMeasureAuxAngle.prototype.reset=function(){this.mIsAvailible=false;this.mAngle=0;this.mVec0=new eDwTypes_7.HC.Point3(0,0,1);this.mVec1=new eDwTypes_7.HC.Point3(0,0,1);this.mTip=new eDwTypes_7.HC.Point3(0,0,0);this.mPointsArcEdge=[];this.mPointsBorder=null};eDwMeasureAuxAngle.prototype.draw=function(consice){if(!this.mIsAvailible||0===this.mAngle||180==this.mAngle)return;this.projectPoints();var renderer=this.mViewer.getMarkupManager().getRenderer();renderer.drawPolygon(this.mAngleFace);renderer.drawPolyline(this.mAngleArc);renderer.drawPolyline(this.mAngleEdge);if(!consice){renderer.drawCircle(this.mAngleTip)}};eDwMeasureAuxAngle.prototype.setByPlanePlane=function(iFace0,iFace1,iFaceObj0,iFaceObj1){this.reset();var model=this.mViewer.getModel();var pick0=iFaceObj0.getPosition();var pick1=iFaceObj1.getPosition();var n0=iFace0.normal;n0.normalize();var p0=pick0.copy();var n1=iFace1.normal;n1.normalize();var p1=pick1.copy();var angle=eDwMeasureUtils.getAngle(n0,n1);if(0!==angle&&180!==angle){var v=eDwTypes_7.HC.Point3.cross(n0,n1);var w0=eDwTypes_7.HC.Point3.cross(v,n0);var k0=(eDwTypes_7.HC.Point3.dot(p1,n1)-eDwTypes_7.HC.Point3.dot(p0,n1))/eDwTypes_7.HC.Point3.dot(w0,n1);var orig0=eDwTypes_7.HC.Point3.add(p0,w0.scale(k0));var w1=eDwTypes_7.HC.Point3.cross(v,n1);var k1=(eDwTypes_7.HC.Point3.dot(p0,n0)-eDwTypes_7.HC.Point3.dot(p1,n0))/eDwTypes_7.HC.Point3.dot(w1,n0);var orig1=eDwTypes_7.HC.Point3.add(p1,w1.scale(k1));var vec0=eDwTypes_7.HC.Point3.subtract(p0,orig0);var vec1=eDwTypes_7.HC.Point3.subtract(p1,orig1);var radius=Math.max(vec0.length(),vec1.length());this.mVec0=vec0;this.mVec1=vec1;this.mTip=p0;this.setAvailibility(true);var maxScale=this.maxScale(iFace0,iFaceObj0);this.mAngle=this.computeAnglePoints(maxScale)}else{var k=eDwTypes_7.HC.Point3.dot(eDwTypes_7.HC.Point3.subtract(p0,p1),n0);var pn1=eDwTypes_7.HC.Point3.add(p1,eDwTypes_7.HC.Point3.scale(n0,k));var vec=eDwTypes_7.HC.Point3.subtract(pn1,p0);if(0===vec.x&&0===vec.y&&0===vec.z){var tmp=new eDwTypes_7.HC.Point3(1,0,0);vec=eDwTypes_7.HC.Point3.cross(n0,tmp)}if(0===vec.x&&0===vec.y&&0===vec.z){var tmp=new eDwTypes_7.HC.Point3(0,1,0);vec=eDwTypes_7.HC.Point3.cross(n0,tmp)}this.mVec0=vec.copy();this.mVec1=vec.copy();this.mTip=p0;this.setAvailibility(true);var maxScale=this.maxScale(iFace0,iFaceObj0);this.mAngle=this.computeAnglePoints(maxScale)}};eDwMeasureAuxAngle.prototype.setByLinePlane=function(iEdge,iFace,iEdgeObj,iFaceObj){this.setByLinePlaneOrig(iEdge,iFace,iEdgeObj,iFaceObj,false)};eDwMeasureAuxAngle.prototype.setByPlaneLine=function(iFace,iEdge,iFaceObj,iEdgeObj){this.setByLinePlaneOrig(iEdge,iFace,iEdgeObj,iFaceObj,true)};eDwMeasureAuxAngle.prototype.setByLineLine=function(iEdge0,iEdge1,iEdgeObj0,iEdgeObj1){this.reset();var model=this.mViewer.getModel();var line0=eDwMeasureUtils.getRealLinePoints(iEdgeObj0,model);var line1=eDwMeasureUtils.getRealLinePoints(iEdgeObj1,model);var p0=iEdgeObj0.getPosition();var p1=iEdgeObj1.getPosition();var v0=eDwTypes_7.HC.Point3.subtract(line0.A,line0.B);var v1=eDwTypes_7.HC.Point3.subtract(line1.A,line1.B);var angle=eDwMeasureUtils.getAngle(v0,v1);if(0!==angle&&180!==angle){var tmp=eDwMeasureUtils.distanceLineLineCross(line0,line1);var orig0=tmp.Cp0;var orig1=tmp.Cp1;var vec0=eDwTypes_7.HC.Point3.subtract(p0,orig0);var vec1=eDwTypes_7.HC.Point3.subtract(p1,orig1);this.mVec0=vec0;this.mVec1=vec1;this.mTip=p1;this.setAvailibility(true);var maxScale=this.maxScale(iEdge1,iEdgeObj1);this.mAngle=this.computeAnglePoints(maxScale)}else{var k1=(eDwTypes_7.HC.Point3.dot(p1,v0)-eDwTypes_7.HC.Point3.dot(p0,v0))/eDwTypes_7.HC.Point3.dot(v0,v0);var p1n=eDwTypes_7.HC.Point3.add(p0,eDwTypes_7.HC.Point3.scale(v0,k1));var k0=(eDwTypes_7.HC.Point3.dot(p0,v1)-eDwTypes_7.HC.Point3.dot(p1,v1))/eDwTypes_7.HC.Point3.dot(v1,v1);var p0n=eDwTypes_7.HC.Point3.add(p1,eDwTypes_7.HC.Point3.scale(v1,k0));var vec=eDwTypes_7.HC.Point3.subtract(p0n,p1);if(0===vec.x&&0===vec.y&&0===vec.z){vec=v0.copy()}this.mVec0=vec.copy();this.mVec1=vec.copy();this.mTip=p1;this.setAvailibility(true);var maxScale=this.maxScale(iEdge1,iEdgeObj1);this.mAngle=this.computeAnglePoints(maxScale)}};eDwMeasureAuxAngle.prototype.getLabels=function(){var labels=[];if(this.mIsAvailible&&0!==this.mAngle){var label=new eDwMeasureLabel(this.mViewer);label.addItem(new eDwMeasureResult("Angle",this.mAngle,MeasureType.Angle));label.setLeader(this.getAngleArcCenter());labels.push(label)}return labels};eDwMeasureAuxAngle.prototype.getAngleArcCenter=function(){var point=new eDwTypes_7.HC.Point3(0,0,0);var n=this.mPointsArcEdge.length;var midPoint=this.mPointsArcEdge[Math.round(n/2)];point.assign(midPoint);return point};eDwMeasureAuxAngle.prototype.isAvailible=function(){return this.mIsAvailible};eDwMeasureAuxAngle.prototype.getText=function(iUnit){var label=new eDwMeasureLabel(this.mViewer);label.addItem(new eDwMeasureResult("Angle",this.mAngle,MeasureType.Angle));label.setStringContent(iUnit);var str="";str+=label.getText(iUnit);return str};eDwMeasureAuxAngle.prototype.setAvailibility=function(iIsOn){this.mIsAvailible=iIsOn};eDwMeasureAuxAngle.prototype.setByLinePlaneOrig=function(iEdge,iFace,iEdgeObj,iFaceObj,iReverseOrder){this.reset();var linePoints=eDwMeasureUtils.getRealLinePoints(iEdgeObj,this.mViewer.getModel());var v0=eDwTypes_7.HC.Point3.subtract(linePoints.A,linePoints.B);v0.normalize();var p0=iEdgeObj.getPosition();var n1=iFace.normal;var p1=iFaceObj.getPosition();n1.normalize();var angle=eDwMeasureUtils.getAngle(v0,n1);if(90!==angle&&270!==angle){var k=(eDwTypes_7.HC.Point3.dot(p1,n1)-eDwTypes_7.HC.Point3.dot(p0,n1))/eDwTypes_7.HC.Point3.dot(v0,n1);var orig=eDwTypes_7.HC.Point3.add(p0,eDwTypes_7.HC.Point3.scale(v0,k));var vec0=eDwTypes_7.HC.Point3.subtract(p0,orig);var vec1=eDwTypes_7.HC.Point3.subtract(p1,orig);if(0!==angle&&180!==angle){vec1=eDwTypes_7.HC.Point3.cross(n1,eDwTypes_7.HC.Point3.cross(vec0,n1))}vec1.normalize();vec1.scale(vec0.length());var radius=Math.max(vec0.length(),vec1.length());var axis=eDwTypes_7.HC.Point3.cross(vec0,vec1);axis.normalize();var orig0=eDwTypes_7.HC.Point3.add(orig,eDwTypes_7.HC.Point3.scale(axis,radius*.25));var orig1=eDwTypes_7.HC.Point3.subtract(orig,eDwTypes_7.HC.Point3.scale(axis,radius*.25));if(0!==angle&&180!==angle){vec1=eDwTypes_7.HC.Point3.cross(n1,eDwTypes_7.HC.Point3.cross(vec0,n1));var proj=eDwTypes_7.HC.Point3.dot(eDwTypes_7.HC.Point3.subtract(orig,p1),axis);orig1=eDwTypes_7.HC.Point3.subtract(orig,eDwTypes_7.HC.Point3.scale(axis,proj));orig0=orig.copy()}this.mVec0=vec0;this.mVec1=vec1;this.mTip=iReverseOrder?p0:p1;this.setAvailibility(true);var maxScale=iReverseOrder?this.maxScale(iEdge,iEdgeObj):this.maxScale(iFace,iFaceObj);this.mAngle=this.computeAnglePoints(maxScale)}else{var k=(eDwTypes_7.HC.Point3.dot(p1,v0)-eDwTypes_7.HC.Point3.dot(p0,v0))/eDwTypes_7.HC.Point3.dot(v0,v0);var pn=eDwTypes_7.HC.Point3.add(p0,eDwTypes_7.HC.Point3.scale(v0,k));var vec=iReverseOrder?eDwTypes_7.HC.Point3.subtract(pn,p0):eDwTypes_7.HC.Point3.subtract(p0,pn);if(0===vec.x&&0===vec.y&&0===vec.z){vec=v0.copy()}this.mVec0=vec.copy();this.mVec1=vec.copy();this.mTip=iReverseOrder?p0:p1;this.setAvailibility(true);var maxScale=iReverseOrder?this.maxScale(iEdge,iEdgeObj):this.maxScale(iFace,iFaceObj);this.mAngle=this.computeAnglePoints(maxScale)}};eDwMeasureAuxAngle.prototype.maxScale=function(iPorp,iObj){var lineEntity=iObj.getLineEntity();var faceEntity=iObj.getFaceEntity();if(lineEntity){var line=eDwMeasureUtils.getRealLinePoints(iObj,this.mViewer.getModel());return eDwTypes_7.HC.Point3.subtract(line.A,line.B).length()}else{var box=faceEntity.getBounding();return eDwTypes_7.HC.Point3.subtract(box.max,box.min).length()}};eDwMeasureAuxAngle.prototype.computeAnglePoints=function(iMaxLen){if(!this.mIsAvailible)return 0;var radius=Math.max(this.mVec0.length(),this.mVec1.length());radius=Math.min(radius*.8,iMaxLen*.6);var vec0=this.mVec0.copy();var vec1=this.mVec1.copy();var orig=this.mTip.copy();vec0.normalize();vec1.normalize();var angleDegree=eDwMeasureUtils.getAngle(vec0,vec1);var angle=angleDegree*Math.PI/180;var normal=eDwTypes_7.HC.Point3.cross(vec0,vec1);var vecY=eDwTypes_7.HC.Point3.cross(normal,vec0);vecY.normalize();if(isNaN(vecY.x)||isNaN(vecY.y)||isNaN(vecY.z)){angleDegree=0;var num=2;var arcPoints=[];for(var i=0;i<=num;++i){var point=eDwTypes_7.HC.Point3.add(orig,eDwTypes_7.HC.Point3.scale(vec0,radius));arcPoints.push(point)}this.mPointsArcEdge=arcPoints}else{var num=20;var arcPoints=[];for(var i=0;i<=num;++i){var aX=vec0.copy();var aY=vecY.copy();var alpha=angle*i/num;var vX=aX.scale(Math.cos(alpha)*radius);var vY=aY.scale(Math.sin(alpha)*radius);var point=eDwTypes_7.HC.Point3.add(orig,eDwTypes_7.HC.Point3.add(vX,vY));arcPoints.push(point)}this.mPointsArcEdge=arcPoints}var p0=eDwTypes_7.HC.Point3.add(orig,eDwTypes_7.HC.Point3.scale(vec0,1.2*radius));var p1=eDwTypes_7.HC.Point3.add(orig,eDwTypes_7.HC.Point3.scale(vec1,1.2*radius));this.mPointsBorder={end0:p0,end1:p1,tip:orig.copy()};return angleDegree};eDwMeasureAuxAngle.prototype.projectPoints=function(){if(!this.mIsAvailible)return;this.mAngleFace.clearPoints();this.mAngleArc.clearPoints();this.mAngleEdge.clearPoints();if(0===this.mPointsArcEdge.length||!this.mPointsBorder)return;var view=this.mViewer.getView();this.mAngleFace.pushPoint(eDwTypes_7.HC.Point2.fromPoint3(view.projectPoint(this.mTip)));for(var i=0;i1){var pos0=iSelObjs[0].getPosition();var circle0=this.createCircle(pos0);this.mCircles.push(circle0);this.mPoints.push(pos0);var line=new eDwMeasureAuxDelta(this.mViewer);line.setDistLineColor(color);line.setDeltaEnds(pos0,pos1);this.mDeltas.push(line)}this.mCircles.push(circle1);this.mPoints.push(pos1);this.mIsAvailible=true};eDwMeasureAuxPick.prototype.adjustPickPoints=function(iSelObjs){this.twoPointPickUpdate(iSelObjs)};eDwMeasureAuxPick.prototype.setDeltaDistAvailability=function(iIsDelta,iIsDist){this.mShowDelta=iIsDelta;this.mShowDist=iIsDist};eDwMeasureAuxPick.prototype.isAvailible=function(){return this.mIsAvailible};eDwMeasureAuxPick.prototype.getText=function(iUnit){if(!this.mIsAvailible)return"";if(0===this.mPoints.length)return"";var label=new eDwMeasureLabel(this.mViewer);var str=label.getText(iUnit);if(this.mPoints.length>1){label.reset();label.addItem(new eDwMeasureResult("Total Length",this.getTotalLength(),MeasureType.Distance));str+="\n\n"+label.getText(iUnit)}return str};eDwMeasureAuxPick.prototype.setConcise=function(iEnable){this.mConcise=iEnable};eDwMeasureAuxPick.prototype.createCircle=function(iStart){var colorAngleFill=new eDwTypes_7.HC.Color(41,128,185);var colorPolygonEdge=new eDwTypes_7.HC.Color(255,0,0);var colorPoint=new eDwTypes_7.HC.Color(137,196,244);var colorEdgeArc=new eDwTypes_7.HC.Color(52,73,94);var colorEdgeStroke=new eDwTypes_7.HC.Color(100,100,100);var widthEdge=3;var arrowSize=5;var pointSize=7;var point=new eDwTypes_7.HC.Markup.Shape.Circle;point.setFillColor(colorPoint);point.setStrokeColor(colorEdgeStroke);point.setStrokeWidth(widthEdge);point.setRadius(pointSize);return point};eDwMeasureAuxPick.prototype.getTotalLength=function(){var totalLen=0;for(var i=1;i0)this.setAvailibility(true)};eDwMeasureAuxGeo.prototype.setAuxPick=function(iSelObjs){this.mAuxPick.adjustPickPoints(iSelObjs);this.mAuxPick.setDeltaDistAvailability(this.mShowDelta,true)};eDwMeasureAuxGeo.prototype.regeneratePicks=function(iSelObjs){this.mAuxPick.regeneratePicks(iSelObjs)};eDwMeasureAuxGeo.prototype.addMessage=function(iResult,iStart,iColor){this.mMessage.addByResultWithColor(iResult,iStart.copy(),iColor);this.setAvailibility(true)};eDwMeasureAuxGeo.prototype.addOtherResult=function(iResult,iStart){this.mOtherResults.addByResult(iResult,iStart.copy());this.setAvailibility(true)};eDwMeasureAuxGeo.prototype.updateResultLabels=function(){this.mResultLabels=[];if(!this.mMeasurePick){this.mResultLabels=this.mResultLabels.concat(this.mAuxAngle.getLabels());this.mResultLabels=this.mResultLabels.concat(this.mAuxDist.getLabels());this.mResultLabels=this.mResultLabels.concat(this.mOtherResults.getLabels());this.mResultLabels=this.mResultLabels.concat(this.mMessage.getLabels())}else{this.mResultLabels=this.mResultLabels.concat(this.mAuxPick.getLabels())}this.distributeLabels();if(!this.mConcise){this.addMarkupLabels()}else{this.updateLastInfoLabels()}};eDwMeasureAuxGeo.prototype.updateLastInfoLabels=function(){var pLabel=this.mPickInfo.getLabels();var aLabel=this.mAuxPick.getPointLabels();var idx=-1;if(!this.mMeasurePick){idx=pLabel.length-1}else if(this.mMeasurePick){idx=aLabel.length-1}this.updateInfoLabel(idx)};eDwMeasureAuxGeo.prototype.updateInfoLabel=function(idx){this.mInfoLabels=[];var pLabel=this.mPickInfo.getLabels();var aLabel=this.mAuxPick.getPointLabels();if(!this.mMeasurePick&&pLabel.length>idx&&idx>=0){var label=pLabel[idx];label.setDefaultEndPos();label.setStringContent(this.mUnit);this.mInfoLabels.push(label)}else if(this.mMeasurePick&&aLabel.length>idx&&idx>=0){var label=aLabel[idx];label.setDefaultEndPos();label.setStringContent(this.mUnit);this.mInfoLabels.push(label)}};eDwMeasureAuxGeo.prototype.getInfoLabelText=function(){var output=[];var labels;if(!this.mMeasurePick){labels=this.mPickInfo.getLabels()}else{labels=this.mAuxPick.getPointLabels()}for(var i=0;i=0))return[3,2];return[4,this.getExtraInfo(this.mSelProps,this.mSelObjs)];case 1:extraInfo_1=_a.sent();this.updateResult(this.mSelProps,this.mSelObjs,extraInfo_1,this.mAuxGeoInstant);this.mAuxGeoInstant.setDrawLabel(false);return[2];case 2:faceEntity=iSelObj.getFaceEntity();lineEntity=iSelObj.getLineEntity();pointEntity=iSelObj.getPointEntity();selectionType=iSelObj.getSelectionType();selObjs=this.mSelObjs.slice();selProps=this.mSelProps.slice();drawLabels=true;if(!pointEntity)return[3,3];selObjs.push(iSelObj);selProps.push(null);return[3,8];case 3:if(!(lineEntity&&lineEntity.getLineBits()&4))return[3,5];return[4,this.mViewerHC.getModel().getEdgeProperty(iSelObj.getNodeId(),iSelObj.getLineEntity().getLineId())];case 4:edgeProp=_a.sent();selObjs.push(iSelObj);selProps.push(edgeProp);return[3,8];case 5:if(!(faceEntity&&faceEntity.getCadFaceIndex()))return[3,7];return[4,this.mViewerHC.getModel().getFaceProperty(iSelObj.getNodeId(),iSelObj.getFaceEntity().getCadFaceIndex())];case 6:faceProp=_a.sent();selObjs.push(iSelObj);selProps.push(faceProp);return[3,8];case 7:selProps=this.mSelProps;selObjs=this.mSelObjs;drawLabels=false;_a.label=8;case 8:return[4,this.getExtraInfo(selProps,selObjs)];case 9:extraInfo=_a.sent();this.updateResult(selProps,selObjs,extraInfo,this.mAuxGeoInstant);this.mAuxGeoInstant.setDrawLabel(drawLabels);return[2]}})})};eDwMeasureEntities.prototype.resetInstantResults=function(){return __awaiter(this,void 0,void 0,function(){var extraInfo;return __generator(this,function(_a){switch(_a.label){case 0:return[4,this.getExtraInfo(this.mSelProps,this.mSelObjs)];case 1:extraInfo=_a.sent();this.updateResult(this.mSelProps,this.mSelObjs,extraInfo,this.mAuxGeoInstant);this.mAuxGeoInstant.setDrawLabel(false);return[2]}})})};eDwMeasureEntities.prototype.removeEntityAtIndex=function(idx){return __awaiter(this,void 0,void 0,function(){var toRemove,extraInfo;return __generator(this,function(_a){switch(_a.label){case 0:if(idx<0||idx>=this.mSelObjs.length)return[2];toRemove=this.mSelObjs[idx];this.mSelObjs.splice(idx,1);this.mSelProps.splice(idx,1);this.mAuxGeoSteady.regeneratePicks(this.mSelObjs);this.mAuxGeoInstant.regeneratePicks(this.mSelObjs);if(this.isItemSelected(toRemove)<0){this.deHighlightEntity(toRemove)}this.dehighlightAllTemporaryEntity();return[4,this.getExtraInfo(this.mSelProps,this.mSelObjs)];case 1:extraInfo=_a.sent();this.updateResult(this.mSelProps,this.mSelObjs,extraInfo,this.mAuxGeoSteady);this.addEntityAttempt(null);return[2]}})})};eDwMeasureEntities.prototype.setHighlightColor=function(iColor){this.mHighlightColor=iColor};eDwMeasureEntities.prototype.setMeasureUnit=function(iUnitMultiplier,iAngleUnit){var unit={LenMultiplier:iUnitMultiplier,AngleUnit:iAngleUnit};this.mUnit=unit;this.mAuxGeoSteady.setUnits(unit);this.mAuxGeoInstant.setUnits(unit);var markupMgr=this.mViewerHC.getMarkupManager();markupMgr.refreshMarkup()};eDwMeasureEntities.prototype.setMeasurePickPoint=function(iEnable){this.reset();this.mAuxGeoSteady.setMeasurePick(iEnable);this.mAuxGeoInstant.setMeasurePick(iEnable);this.mEnablePickInfo=iEnable;var markupMgr=this.mViewerHC.getMarkupManager();markupMgr.refreshMarkup()};eDwMeasureEntities.prototype.getMeasurePickPoint=function(){return this.mEnablePickInfo};eDwMeasureEntities.prototype.setMeasureDelta=function(iEnable){this.mAuxGeoSteady.setShowDelta(iEnable);this.mAuxGeoInstant.setShowDelta(iEnable);this.mEnableDelta=iEnable;var markupMgr=this.mViewerHC.getMarkupManager();markupMgr.refreshMarkup()};eDwMeasureEntities.prototype.reset=function(){this.deHighlightAll();this.mAuxGeoSteady.reset();this.mAuxGeoInstant.reset();this.mSelObjs=[];this.mSelProps=[];this.mPanelInfo.updatePanelResult(this.mSelObjs,this.mEnablePickInfo,this.mEnableDelta,this.mUnit)};eDwMeasureEntities.prototype.draw=function(){this.mAuxGeoSteady.draw();this.mAuxGeoInstant.draw();this.mPanelInfo.updatePanelResult(this.mSelObjs,this.mEnablePickInfo,this.mEnableDelta,this.mUnit)};eDwMeasureEntities.prototype.getClassName=function(){return"eDwMeasureEntities"};eDwMeasureEntities.prototype.isItemSelected=function(iSelObj){var faceNew=iSelObj.getFaceEntity();var lineNew=iSelObj.getLineEntity();var vertNew=iSelObj.getPointEntity();for(var i=0;i0){var result=new eDwMeasureResult("Info","Invalid combination",MeasureType.None);iAuxGeo.addMessage(result,iSelObjs[n-1].getPosition(),eDwTypes_7.HC.Color.red())}iAuxGeo.updateResultLabels();return isValid};eDwMeasureEntities.prototype.updateSingleVert=function(iSelProps,iSelObjs){if(1!==iSelObjs.length)return false;var vertObj=iSelObjs[0];var vertProp=iSelProps[0];if(!vertObj.getPointEntity())return false;var view=this.mViewerHC.getView();return true};eDwMeasureEntities.prototype.updateSingleEdge=function(iSelProps,iSelObjs){if(1!==iSelObjs.length)return false;var edgeObj=iSelObjs[0];var edgeProp=iSelProps[0];if(!edgeObj.getLineEntity()||!edgeProp)return false;var view=this.mViewerHC.getView();if(edgeProp instanceof eDwTypes_7.HC.SubentityProperties.LineElement||edgeProp instanceof eDwTypes_7.HC.SubentityProperties.OtherElement){return true}else if(edgeProp instanceof eDwTypes_7.HC.SubentityProperties.CircleElement){return true}return false};eDwMeasureEntities.prototype.updateSingleFace=function(iSelProps,iSelObjs){if(1!==iSelObjs.length)return false;var faceObj=iSelObjs[0];var faceProp=iSelProps[0];if(!faceObj.getFaceEntity()||!faceProp)return false;if(faceProp instanceof eDwTypes_7.HC.SubentityProperties.CylinderElement){return true}else if(faceProp instanceof eDwTypes_7.HC.SubentityProperties.PlaneElement){return true}return false};eDwMeasureEntities.prototype.updateVertVert=function(iSelProps,iSelObjs,iAuxGeo){if(2!==iSelObjs.length)return false;if(iSelObjs[0].getPointEntity()&&iSelObjs[1].getPointEntity()){var vertProp0=iSelProps[0];var vertObj0=iSelObjs[0];var vertProp1=iSelProps[1];var vertObj1=iSelObjs[1];iAuxGeo.setByVertexVertex(vertObj0,vertObj1);return true}return false};eDwMeasureEntities.prototype.updateVertEdge=function(iSelProps,iSelObjs,iAuxGeo){if(2!==iSelObjs.length)return false;if(iSelObjs[0].getLineEntity()&&iSelObjs[1].getPointEntity()){var edgeProp=iSelProps[0];var edgeObj=iSelObjs[0];var vertProp=iSelProps[1];var vertObj=iSelObjs[1];if(edgeProp instanceof eDwTypes_7.HC.SubentityProperties.LineElement){iAuxGeo.setByVertexLine(vertObj,edgeProp,edgeObj);return true}else if(edgeProp instanceof eDwTypes_7.HC.SubentityProperties.CircleElement){iAuxGeo.setByVertexCircle(vertObj,edgeProp,edgeObj);return true}}if(iSelObjs[1].getLineEntity()&&iSelObjs[0].getPointEntity()){var edgeProp=iSelProps[1];var edgeObj=iSelObjs[1];var vertProp=iSelProps[0];var vertObj=iSelObjs[0];if(edgeProp instanceof eDwTypes_7.HC.SubentityProperties.LineElement){iAuxGeo.setByVertexLine(vertObj,edgeProp,edgeObj);return true}else if(edgeProp instanceof eDwTypes_7.HC.SubentityProperties.CircleElement){iAuxGeo.setByVertexCircle(vertObj,edgeProp,edgeObj);return true}}return false};eDwMeasureEntities.prototype.updateVertFace=function(iSelProps,iSelObjs,iExtraInfo,iAuxGeo){if(2!==iSelObjs.length)return false;if(iSelObjs[0].getPointEntity()&&iSelObjs[1].getFaceEntity()){var vertProp=iSelProps[0];var vertObj=iSelObjs[0];var faceProp=iSelProps[1];var faceObj=iSelObjs[1];if(faceProp instanceof eDwTypes_7.HC.SubentityProperties.PlaneElement){iAuxGeo.setByVertexPlane(vertObj,faceProp,faceObj,iExtraInfo);return true}}if(iSelObjs[1].getPointEntity()&&iSelObjs[0].getFaceEntity()){var vertProp=iSelProps[1];var vertObj=iSelObjs[1];var faceProp=iSelProps[0];var faceObj=iSelObjs[0];if(faceProp instanceof eDwTypes_7.HC.SubentityProperties.PlaneElement){iAuxGeo.setByVertexPlane(vertObj,faceProp,faceObj,iExtraInfo);return true}}return false};eDwMeasureEntities.prototype.updateEdgeFace=function(iSelProps,iSelObjs,iExtraInfo,iAuxGeo){if(2!==iSelObjs.length)return false;if(iSelObjs[0].getLineEntity()&&iSelObjs[1].getFaceEntity()){var edgeProp=iSelProps[0];var edgeObj=iSelObjs[0];var faceProp=iSelProps[1];var faceObj=iSelObjs[1];if(edgeProp instanceof eDwTypes_7.HC.SubentityProperties.LineElement&&faceProp instanceof eDwTypes_7.HC.SubentityProperties.PlaneElement){iAuxGeo.setByLinePlane(edgeProp,faceProp,edgeObj,faceObj);return true}else if(edgeProp instanceof eDwTypes_7.HC.SubentityProperties.CircleElement&&faceProp instanceof eDwTypes_7.HC.SubentityProperties.PlaneElement){iAuxGeo.setByCirclePlane(edgeProp,faceProp,edgeObj,faceObj,iExtraInfo);return true}}if(iSelObjs[1].getLineEntity()&&iSelObjs[0].getFaceEntity()){var edgeProp=iSelProps[1];var edgeObj=iSelObjs[1];var faceProp=iSelProps[0];var faceObj=iSelObjs[0];if(edgeProp instanceof eDwTypes_7.HC.SubentityProperties.LineElement&&faceProp instanceof eDwTypes_7.HC.SubentityProperties.PlaneElement){iAuxGeo.setByPlaneLine(faceProp,edgeProp,faceObj,edgeObj);return true}else if(edgeProp instanceof eDwTypes_7.HC.SubentityProperties.CircleElement&&faceProp instanceof eDwTypes_7.HC.SubentityProperties.PlaneElement){iAuxGeo.setByCirclePlane(edgeProp,faceProp,edgeObj,faceObj,iExtraInfo);return true}}return false};eDwMeasureEntities.prototype.updateEdgeEdge=function(iSelProps,iSelObjs,iAuxGeo){if(2!==iSelObjs.length)return false;if(!iSelObjs[0].getLineEntity()||!iSelObjs[1].getLineEntity()){return false}var edgeObj0=iSelObjs[0];var edgeProp0=iSelProps[0];var edgeObj1=iSelObjs[1];var edgeProp1=iSelProps[1];if(edgeObj0.getLineEntity().getLineId()===edgeObj1.getLineEntity().getLineId())return false;if(edgeProp0 instanceof eDwTypes_7.HC.SubentityProperties.LineElement&&edgeProp1 instanceof eDwTypes_7.HC.SubentityProperties.LineElement){iAuxGeo.setByLineLine(edgeProp0,edgeProp1,edgeObj0,edgeObj1);return true}else if(edgeProp0 instanceof eDwTypes_7.HC.SubentityProperties.LineElement&&edgeProp1 instanceof eDwTypes_7.HC.SubentityProperties.CircleElement){iAuxGeo.setByCircleLine(edgeProp1,edgeProp0,edgeObj1,edgeObj0);return true}else if(edgeProp0 instanceof eDwTypes_7.HC.SubentityProperties.CircleElement&&edgeProp1 instanceof eDwTypes_7.HC.SubentityProperties.LineElement){iAuxGeo.setByCircleLine(edgeProp0,edgeProp1,edgeObj0,edgeObj1);return true}else if(edgeProp0 instanceof eDwTypes_7.HC.SubentityProperties.CircleElement&&edgeProp1 instanceof eDwTypes_7.HC.SubentityProperties.CircleElement){iAuxGeo.setByCircleCircle(edgeProp1,edgeProp0,edgeObj1,edgeObj0);return true}return false};eDwMeasureEntities.prototype.updateFaceFace=function(iSelProps,iSelObjs,iExtraInfo,iAuxGeo){if(2!==iSelObjs.length)return false;if(!iSelObjs[0].getFaceEntity()||!iSelObjs[1].getFaceEntity()){return false}var faceObj0=iSelObjs[0];var faceProp0=iSelProps[0];var faceObj1=iSelObjs[1];var faceProp1=iSelProps[1];if(faceObj0.getFaceEntity().getCadFaceIndex()===faceObj1.getFaceEntity().getCadFaceIndex())return false;if(!faceObj1.getFaceEntity()||!faceProp1)return false;if(faceProp0 instanceof eDwTypes_7.HC.SubentityProperties.PlaneElement&&faceProp1 instanceof eDwTypes_7.HC.SubentityProperties.PlaneElement){iAuxGeo.setByPlanePlane(faceProp1,faceProp0,faceObj1,faceObj0,iExtraInfo);return true}return false};eDwMeasureEntities.prototype.updateEdges=function(iSelProps,iSelObjs,iAuxGeo){var n=iSelObjs.length;var len=0;var ids=[];for(var i=0;i1){pos=iSelObjs[n-1].getPosition();var result=new eDwMeasureResult("Total Length",len,MeasureType.Distance);iAuxGeo.addOtherResult(result,pos);return true}return false};eDwMeasureEntities.prototype.highlightEntityAt=function(iIndex,iHighlight){if(iHighlight===void 0){iHighlight=true}var n=this.mSelObjs.length;var model=this.mViewerHC.getModel();if(iIndex<0||iIndex>=n)return;var nodeID=this.mSelObjs[iIndex].getNodeId();var entityID=eDwMeasureEntities.getMeasureSelItemID(this.mSelObjs[iIndex]);if(this.mSelObjs[iIndex].getFaceEntity()){model.setNodeFaceHighlighted(nodeID,entityID,iHighlight)}if(this.mSelObjs[iIndex].getLineEntity()){model.setNodeLineHighlighted(nodeID,entityID,iHighlight)}if(this.mSelObjs[iIndex].getPointEntity()){model.setNodePointHighlighted(nodeID,entityID,iHighlight)}};return eDwMeasureEntities}(eDwTypes_7.HC.Markup.MarkupItem);return eDwMeasureEntities});define("eDwMeasureMgr",["require","exports","eDwMeasureOperator","eDwTypes","eDrawingsBase"],function(require,exports,eDwMeasureOperator,eDwTypes_8){"use strict";var eDwMeasureMgr=function(){function eDwMeasureMgr(iViewer){iViewer.MeasureMgr=this;this.mViewer=iViewer;var measureOp=new eDwMeasureOperator(iViewer,this);this.mMeasureOpID=iViewer.OperatorMgr.registerCustomOperator(measureOp);this.mMarkupArray=[];this.setMeasureUnits(eDwTypes_8.DefaultDistanceUnit,eDwTypes_8.DefaultAngleUnit)}eDwMeasureMgr.prototype.unregister=function(){this.mViewer.OperatorMgr.unregisterCustomOperatorByID(this.mMeasureOpID);this.mViewer.MeasureMgr=null};eDwMeasureMgr.prototype.addMarkup=function(iNewMarkupID){if(!this.mMarkupArray){this.mMarkupArray=[]}this.mMarkupArray.push(iNewMarkupID)};eDwMeasureMgr.prototype.activateMeasure=function(iMode){var viewer=this.mViewer;if(!viewer.getModel().getMeasureable())return;var opMgr=viewer.OperatorMgr;this.mViewer.HCViewer.getMeasureManager().setMeasurementColor(new Communicator.Color(4,200,5));opMgr.push(this.mMeasureOpID);this.setMeasureMode(iMode)};eDwMeasureMgr.prototype.deleteMeasurements=function(){var mkupMgr=this.mViewer.HCViewer.getMarkupManager();var markups=this.mMarkupArray.length;for(var i=0;i=0){this.mMeasureEntities.removeEntityAtIndex(existId);return[2]}if(!isAllowedSelection(selItem,this.mMeasureMode))return[2];return[4,this.mMeasureEntities.addEntity(selItem)];case 2:isAdded=_a.sent();if(isAdded){this.highlightMeasuringItem(selItem)}else{this.dehighlightMeasuringItems()}return[2]}})})})();var selectable=eDwTypes_9.HC.Selection.SelectionItem.create(null);eDwBaseOperator.setPickResult(iEvent,selectable)}_super.prototype.onMouseUp.call(this,iEvent)};eDwMeasureOperator.prototype.onTouchStart=function(ioTouchEvent){var _this=this;this.wrapAndCallAsMouseEvent(ioTouchEvent,eDwTypes_9.HC.MouseInputType.Down,function(ioMouseEvent){_this.onMouseDown(ioMouseEvent)})};eDwMeasureOperator.prototype.onTouchMove=function(ioTouchEvent){var _this=this;this.wrapAndCallAsMouseEvent(ioTouchEvent,eDwTypes_9.HC.MouseInputType.Move,function(ioMouseEvent){_this.onMouseMove(ioMouseEvent)})};eDwMeasureOperator.prototype.onTouchEnd=function(ioTouchEvent){var _this=this;this.wrapAndCallAsMouseEvent(ioTouchEvent,eDwTypes_9.HC.MouseInputType.Up,function(ioMouseEvent){_this.onMouseUp(ioMouseEvent)})};eDwMeasureOperator.prototype.updateMeasureResults=function(iUnitMultiplier,iAngleUnit){this.mMeasureEntities.setMeasureUnit(iUnitMultiplier,iAngleUnit)};eDwMeasureOperator.prototype.removeMeasureEntityAt=function(idx){this.mMeasureEntities.removeEntityAtIndex(idx)};eDwMeasureOperator.prototype.clearMeasureEntities=function(){this.mMeasureEntities.reset()};eDwMeasureOperator.prototype.highlightSelectEntityAt=function(idx){this.mMeasureEntities.highlightTemporaryEntityAt(idx)};eDwMeasureOperator.prototype.dehighlightAllTemporaryEntity=function(){this.mMeasureEntities.dehighlightAllTemporaryEntity();this.resetTempHighlight()};eDwMeasureOperator.prototype.getMeasureMode=function(){return this.mMeasureMode};eDwMeasureOperator.prototype.setMeasureMode=function(iMode){this.mMeasureMode=iMode};eDwMeasureOperator.prototype.setShowPickPoint=function(iEnable){this.mMeasureEntities.setMeasurePickPoint(iEnable)};eDwMeasureOperator.prototype.setShowDelta=function(iEnable){this.mMeasureEntities.setMeasureDelta(iEnable)};eDwMeasureOperator.prototype.highlightMeasuringItem=function(iSelItem){this.mMeasuringItems.push(iSelItem);this.mViewerHC.getSelectionManager().add(iSelItem)};eDwMeasureOperator.prototype.dehighlightMeasuringItems=function(){this.mMeasuringItems=[];this.mViewerHC.getSelectionManager().clear()};eDwMeasureOperator.prototype.removeMeasuringItemTempHighlight=function(){for(var _i=0,_a=this.mMeasuringItems;_i<_a.length;_i++){var selItem=_a[_i];var model=this.mViewerHC.getModel();var nodeID=selItem.getNodeId();var entityID=eDwMeasureEntities.getMeasureSelItemID(selItem);if(selItem.getFaceEntity()){model.setNodeFaceHighlighted(nodeID,entityID,false)}if(selItem.getLineEntity()){model.setNodeLineHighlighted(nodeID,entityID,false)}if(selItem.getPointEntity()){model.setNodePointHighlighted(nodeID,entityID,false)}}};eDwMeasureOperator.prototype.resetSelections=function(){var arraySize=this.mSelectionArray.length;for(var i=0;i0){var sceneData=$(data[0]);this.mOrigin=sceneData.attr("origin");switch(sceneData.attr("type")){case"drawing":this.mCategory="DRAWING";break;case"part":this.mCategory="PART";break;case"assembly":this.mCategory="ASSEMBLY";break;default:break}}var properties=$(doc).find("property");if(properties.length>0){var numProps=properties.length;for(var i=0;i0){var numConfigs=configurations.length;for(var i=0;i0&&ioHierachyNode){for(var i=0;i | ";for(var mvName in iModelViews){var nodeHCID=iModelViews[mvName].Hierarchy.HOOPSID;msg+=mvName+" - "+iModelHC.getNodeVisibility(nodeHCID)+" | "}console.debugLog("NodeVisibility",msg)}function l_getNodeProperties(iElemJQ){var props={};if(iElemJQ){props.Name=iElemJQ.attr("name");props.Visible=iElemJQ.attr("visible")==="1"?true:false;props.Opaque=iElemJQ.attr("transparent")==="1"?false:true;props.Selectable=iElemJQ.attr("selectable")==="1"?true:false;props.HOOPSID=parseInt(iElemJQ.attr("id"),10)}return props}function l_getNodePropsAsAttribs(iNodeProps){var nodeAttribs={};$.extend(nodeAttribs,iNodeProps);return nodeAttribs}return eDwModel});define("eDwModelView",["require","exports","eDwHierarchyNode"],function(require,exports,eDwHierarchyNode){"use strict";var eDwModelView=function(){function eDwModelView(Name,Category,iAttribs,iNodeHCID,iModel){this.Name=Name;this.Category=Category;this.Nodes={};this.Hierarchy=new eDwHierarchyNode(this.Name,this.Category,iAttribs,iNodeHCID,null,this,iModel);this.mPreviewImage=""}eDwModelView.prototype.getNodes=function(){var hierNodes=[];for(var hierNodeName in this.Nodes){hierNodes.push(this.Nodes[hierNodeName])}return hierNodes};eDwModelView.prototype.setPreviewImagePath=function(iImagePath){this.mPreviewImage=iImagePath};eDwModelView.prototype.getPreviewImagePath=function(){return this.mPreviewImage};return eDwModelView}();return eDwModelView});define("eDwMoveComponentCmd",["require","exports","eDwSupportsHistoryCmd","utils","eDrawingsBase"],function(require,exports,eDwSupportsHistoryCmd,Utils){"use strict";var eDwMoveComponentCmd=function(_super){__extends(eDwMoveComponentCmd,_super);function eDwMoveComponentCmd(iViewer,iComponentData){var _this=_super.call(this,iViewer)||this;_this.mInitialComponentXforms=_this.assignModelXforms(iComponentData);return _this}eDwMoveComponentCmd.prototype.undo=function(){if(!_super.prototype.undo.call(this))return false;this.setModelXforms(this.mInitialComponentXforms);return true};eDwMoveComponentCmd.prototype.redo=function(){if(!_super.prototype.redo.call(this))return false;this.setModelXforms(this.mFinalComponentXforms);return true};eDwMoveComponentCmd.prototype.commit=function(){_super.prototype.commit.call(this);this.setModelXforms(this.mFinalComponentXforms)};Object.defineProperty(eDwMoveComponentCmd.prototype,"Aggregable",{get:function(){return true},enumerable:true,configurable:true});eDwMoveComponentCmd.prototype.setFinalComponentXforms=function(iComponentData){this.mFinalComponentXforms=this.assignModelXforms(iComponentData)};eDwMoveComponentCmd.prototype.setModelXforms=function(iComponentXforms){if(!iComponentXforms)return;var modelHC=this.mViewer.getModel().getHCModel();for(var _i=0,iComponentXforms_1=iComponentXforms;_i2||!this.mSelectingTouch){ioTouchEvent.setHandled(false);return}var masterOrigTouch=this.mSelectingTouch.touch;var curTouchComplex=this.getTouchById(ioTouchEvent.getId());if(ioTouchEvent.getId()===masterOrigTouch.getId()){var curDragPt=eDwBaseOperator.screenToWorld(ioTouchEvent.getPosition(),this.mViewer.getHCView());var dragVec=eDwTypes_11.HC.Point3.subtract(curDragPt,curTouchComplex.lastDragPt);this.dragFree(dragVec)}else{var deltaPt=eDwTypes_11.HC.Point2.subtract(ioTouchEvent.getPosition(),curTouchComplex.lastPos);this.dragOrbit(deltaPt)}this.updateTouch(ioTouchEvent);ioTouchEvent.setHandled(true)};eDwMoveOperator.prototype.onTouchEnd=function(ioTouchEvent){if(!ioTouchEvent)return;this.removeTouchById(ioTouchEvent.getId());var curTouchID=ioTouchEvent.getId();if(this.mSelectingTouch&&curTouchID===this.mSelectingTouch.touch.getId()){this.mSelectingTouch=null}ioTouchEvent.setHandled(false)};eDwMoveOperator.prototype.needsSelection=function(iEventType){return iEventType===eDwTypes_11.HC.EventType.MouseDown||iEventType===eDwTypes_11.HC.EventType.TouchStart};eDwMoveOperator.prototype.dragFree=function(vec){if(!this.mCurMouse&&0===this.mCurTouches.length)return false;var modelHC=this.mViewer.getModel().getHCModel();var transMat=new eDwTypes_11.HC.Matrix;transMat.setTranslationComponent(vec.x,vec.y,vec.z);utils.forAll(function(iModelNodeID,ioNodeData){ioNodeData.Xform=eDwTypes_11.HC.Matrix.multiply(ioNodeData.Xform,transMat);modelHC.setNodeMatrix(iModelNodeID,ioNodeData.Xform)},this.mCompDataLocal);return true};eDwMoveOperator.prototype.dragOrbit=function(deltaScrPt){if(!this.mCurMouse&&0===this.mCurTouches.length)return false;var view=this.mViewer.getHCView();var model=this.mViewer.getModel();var modelHC=model.getHCModel();var camera=view.getCamera();var projVec=eDwTypes_11.HC.Point3.subtract(camera.getTarget(),camera.getPosition()).normalize();var upVec=camera.getUp().copy().normalize();var dirVec=eDwTypes_11.HC.Point3.cross(upVec,projVec).normalize();utils.forAll(function(iModelNodeID,ioNodeData){if(!ioNodeData.Bbox)return;var xformedCenter=new eDwTypes_11.HC.Point3(0,0,0);ioNodeData.Xform.transform(ioNodeData.Bbox.center(),xformedCenter);var transMat=new eDwTypes_11.HC.Matrix;var revTransMat=new eDwTypes_11.HC.Matrix;revTransMat.setTranslationComponent(-xformedCenter.x,-xformedCenter.y,-xformedCenter.z);transMat.setTranslationComponent(xformedCenter.x,xformedCenter.y,xformedCenter.z);var upAxisRotMat=eDwTypes_11.HC.Matrix.createFromOffAxisRotation(upVec,deltaScrPt.x);var dirAxisRotMat=eDwTypes_11.HC.Matrix.createFromOffAxisRotation(dirVec,-deltaScrPt.y);var rotMatrix=eDwTypes_11.HC.Matrix.multiply(revTransMat,upAxisRotMat);rotMatrix=eDwTypes_11.HC.Matrix.multiply(rotMatrix,dirAxisRotMat);rotMatrix=eDwTypes_11.HC.Matrix.multiply(rotMatrix,transMat);ioNodeData.Xform=eDwTypes_11.HC.Matrix.multiply(ioNodeData.Xform,rotMatrix);modelHC.setNodeMatrix(iModelNodeID,ioNodeData.Xform)},this.mCompDataLocal);return true};eDwMoveOperator.prototype.getComponentAndXform=function(){var nodeXforms=[];utils.forAll(function(iModelNodeID,iNodeData){nodeXforms.push({NodeID:iModelNodeID,Xform:iNodeData.Xform})},this.mCompDataLocal);return nodeXforms};return eDwMoveOperator}(eDwBaseSelOperator);function transformBox(iXform,ioBox){iXform.transform(ioBox.min,ioBox.min);iXform.transform(ioBox.max,ioBox.max)}return eDwMoveOperator});define("eDwMoveSectionPlaneCmd",["require","exports","eDwTypes","eDwSupportsHistoryCmd","eDrawingsBase"],function(require,exports,eDwTypes_12,eDwSupportsHistoryCmd){"use strict";var eDwMoveSectionPlaneCmd=function(_super){__extends(eDwMoveSectionPlaneCmd,_super);function eDwMoveSectionPlaneCmd(iViewer){var _this=_super.call(this,iViewer)||this;_this.mInitialPntOnPlane=_this.mViewer.XSectionMgr.projectPoint(new eDwTypes_12.HC.Point3(0,0,0));return _this}eDwMoveSectionPlaneCmd.prototype.undo=function(){if(!_super.prototype.undo.call(this))return false;var altDir=this.mDir.copy().negate();this.mViewer.XSectionMgr.moveCurrentAlongNormal(altDir);return true};eDwMoveSectionPlaneCmd.prototype.redo=function(){if(!_super.prototype.redo.call(this))return false;this.mViewer.XSectionMgr.moveCurrentAlongNormal(this.mDir);return true};eDwMoveSectionPlaneCmd.prototype.commit=function(){_super.prototype.commit.call(this);this.mFinalPntOnPlane=this.mViewer.XSectionMgr.projectPoint(new eDwTypes_12.HC.Point3(0,0,0));this.mDir=this.mFinalPntOnPlane.subtract(this.mInitialPntOnPlane)};eDwMoveSectionPlaneCmd.prototype.isCommitted=function(){return _super.prototype.isCommitted.call(this)&&!!this.mInitialPntOnPlane&&!!this.mFinalPntOnPlane};Object.defineProperty(eDwMoveSectionPlaneCmd.prototype,"Aggregable",{get:function(){return true},enumerable:true,configurable:true});return eDwMoveSectionPlaneCmd}(eDwSupportsHistoryCmd);return eDwMoveSectionPlaneCmd});define("eDwNodeAttributes",["require","exports"],function(require,exports){"use strict";Object.defineProperty(exports,"__esModule",{value:true});var eDwNodeAttributes=function(){function eDwNodeAttributes(){}eDwNodeAttributes.setAttribs=function(ioTargetAttribs,iSourceAttribs){var changedAttributes=[];for(var attribKey in iSourceAttribs){if(ioTargetAttribs[attribKey]!==iSourceAttribs[attribKey]){ioTargetAttribs[attribKey]=iSourceAttribs[attribKey];changedAttributes.push(attribKey)}}return changedAttributes};eDwNodeAttributes.mergeAttribs=function(ioTargetAttribs,iSourceAttribs){if(ioTargetAttribs&&iSourceAttribs){syncAttributeKeys(ioTargetAttribs,iSourceAttribs);for(var attribKey in ioTargetAttribs){ioTargetAttribs[attribKey]=ioTargetAttribs[attribKey]||iSourceAttribs[attribKey]}}return ioTargetAttribs};return eDwNodeAttributes}();exports.eDwNodeAttributes=eDwNodeAttributes;var NodeDisplayState;(function(NodeDisplayState){NodeDisplayState["Visible"]="Visible";NodeDisplayState["Invisible"]="Invisible";NodeDisplayState["Opaque"]="Opaque";NodeDisplayState["Transparent"]="Transparent"})(NodeDisplayState=exports.NodeDisplayState||(exports.NodeDisplayState={}));function syncAttributeKeys(ioTargetAttribs,iSourceAttribs){for(var attribKey in iSourceAttribs){if(!ioTargetAttribs[attribKey]){ioTargetAttribs[attribKey]=undefined}}}});define("eDwNodeColorInfo",["require","exports","eDwTypes"],function(require,exports,eDwTypes_13){"use strict";var eDwNodeColorInfo=function(){function eDwNodeColorInfo(pNodeId,pSecondaryId,pColor,pType){this.mNodeId=pNodeId;this.mSecondId=pSecondaryId;this.mColor=pColor;this.mType=pType}eDwNodeColorInfo.prototype.reset=function(pModel){switch(this.mType){case eDwTypes_13.MeasureMode.VERTEX:break;case eDwTypes_13.MeasureMode.EDGE:pModel.unsetNodeLineColor(this.mNodeId,this.mSecondId);break;case eDwTypes_13.MeasureMode.FACE:pModel.unsetNodeFaceColor(this.mNodeId,this.mSecondId);break}};return eDwNodeColorInfo}();return eDwNodeColorInfo});define("eDwOperationMixin",["require","exports"],function(require,exports){"use strict";var eDwOperationMixin=function(){function eDwOperationMixin(){this.mExclusive=true}Object.defineProperty(eDwOperationMixin.prototype,"Exclusive",{get:function(){return this.mExclusive},enumerable:true,configurable:true});Object.defineProperty(eDwOperationMixin.prototype,"AllowsAggregation",{get:function(){return false},enumerable:true,configurable:true});Object.defineProperty(eDwOperationMixin.prototype,"Aggregable",{get:function(){return false},enumerable:true,configurable:true});return eDwOperationMixin}();return eDwOperationMixin});define("eDwOperatorMgr",["require","exports","eDwTypes","utils","eDrawingsBase"],function(require,exports,eDwTypes_14,utils){"use strict";var eDwOperatorMgr=function(){function eDwOperatorMgr(iViewer){this.mOpsData={};this.mOperatorMgrHC=iViewer.HCViewer.getOperatorManager();this.resetToDefault();var cameraZoomOp=this.mOperatorMgrHC.getOperator(eDwTypes_14.HC.OperatorId.Zoom);cameraZoomOp.setMouseWheelZoomInverted(false)}eDwOperatorMgr.prototype.registerCustomOperator=function(ioOp,iActivate){if(iActivate===void 0){iActivate=false}ioOp.OperatorID=this.mOperatorMgrHC.registerCustomOperator(ioOp);this.mOpsData[ioOp.OperatorID]={Op:ioOp,ActivatedByDefault:iActivate};if(iActivate)this.push(ioOp.OperatorID);return ioOp.OperatorID};eDwOperatorMgr.prototype.unregisterCustomOperator=function(iOp){this.unregisterCustomOperatorByID(this.getOperatorID(iOp))};eDwOperatorMgr.prototype.unregisterCustomOperatorByID=function(iOpID){if(this.popToOp(iOpID)===iOpID){this.pop()}this.mOperatorMgrHC.unregisterCustomOperator(iOpID);delete this.mOpsData[iOpID]};eDwOperatorMgr.prototype.unregisterAll=function(){var _this=this;utils.forAll(function(iOpID,iOpData){_this.unregisterCustomOperatorByID(iOpID)},this.mOpsData)};eDwOperatorMgr.prototype.push=function(iOpID){if(this.getActiveOperatorID()!==iOpID){return this.mOperatorMgrHC.push(iOpID)}return false};eDwOperatorMgr.prototype.pop=function(iOpID){var retOpID=eDwTypes_14.HC.OperatorId.None;if(!iOpID||iOpID&&this.getActiveOperatorID()===iOpID){retOpID=this.mOperatorMgrHC.pop()}return retOpID};eDwOperatorMgr.prototype.popToOp=function(iOpID){var retOpID=eDwTypes_14.HC.OperatorId.None;var opStackPos=this.mOperatorMgrHC.indexOf(iOpID);if(opStackPos>-1){while(this.getActiveOperatorID()!==iOpID){this.pop()}retOpID=iOpID}return retOpID};eDwOperatorMgr.prototype.getOperator=function(iOpID){return this.mOperatorMgrHC.getOperator(iOpID)};eDwOperatorMgr.prototype.getOperatorID=function(iOp){return iOp.OperatorID};eDwOperatorMgr.prototype.getActiveOperatorID=function(){return this.mOperatorMgrHC.peek()};eDwOperatorMgr.prototype.getOperatorIndex=function(iOp){var opsStack=[];var numOps=this.mOperatorMgrHC.size();var index=-1;for(var i=0;i=0;i++){this.mOperatorMgrHC.push(opsStack[i])}return index};eDwOperatorMgr.prototype.setOpID=function(iOpID,iIndex){return this.mOperatorMgrHC.set(iOpID,iIndex)};eDwOperatorMgr.prototype.set=function(iOp,iIndex){return this.setOpID(this.getOperatorID(iOp),iIndex)};eDwOperatorMgr.prototype.resetToDefault=function(){var _this=this;for(var opID=eDwTypes_14.HC.OperatorId.NavCube;opID>eDwTypes_14.HC.OperatorId.Navigate;opID--){this.pop(opID)}utils.forAll(function(iOpID,iOpData){if(iOpData.ActivatedByDefault){_this.push(iOpData.Op.OperatorID)}},this.mOpsData)};return eDwOperatorMgr}();return eDwOperatorMgr});define("eDwPerspectiveCmd",["require","exports","eDwSupportsHistoryCmd"],function(require,exports,eDwSupportsHistoryCmd){"use strict";var eDwPerspectiveCmd=function(_super){__extends(eDwPerspectiveCmd,_super);function eDwPerspectiveCmd(iViewer,iNewState){var _this=_super.call(this,iViewer)||this;_this.mInitiallyActive=iViewer.getPerspectiveMode();_this.mFinallyActive=iNewState;return _this}eDwPerspectiveCmd.prototype.undo=function(){if(!_super.prototype.undo.call(this))return false;this.mViewer.setPerspectiveMode(this.mInitiallyActive);return true};eDwPerspectiveCmd.prototype.redo=function(){if(!_super.prototype.redo.call(this))return false;this.mViewer.setPerspectiveMode(this.mFinallyActive);return true};eDwPerspectiveCmd.prototype.commit=function(){_super.prototype.commit.call(this);this.mViewer.setPerspectiveMode(this.mFinallyActive)};Object.defineProperty(eDwPerspectiveCmd.prototype,"Aggregable",{get:function(){return true},enumerable:true,configurable:true});return eDwPerspectiveCmd}(eDwSupportsHistoryCmd);return eDwPerspectiveCmd});define("eDwRedlineOperator",["require","exports","eDwTypes","eDwBaseOperator","eDrawingsBase"],function(require,exports,eDwTypes_15,eDwBaseOperator){"use strict";var eDwRedlineUtils=function(){function eDwRedlineUtils(){}eDwRedlineUtils.screenToCameraPlane=function(iScrPt,iView,iCamera){var pt=iCamera.getCameraPlaneIntersectionPoint(iScrPt,iView);return pt};eDwRedlineUtils.cameraDiff=function(iCamOld,iCamNew){var mOld=iCamOld.getMatrixFromCamera();var mNew=iCamNew.getMatrixFromCamera();var base=0;for(var i=0;i<16;++i){base+=mOld.m[i]*mOld.m[i]}var diff=0;for(var i=0;i<16;++i){diff+=(mOld.m[i]-mNew.m[i])*(mOld.m[i]-mNew.m[i])}diff/=base;var maxDiff=.1;diff=Math.min(maxDiff,diff);var result=1-diff/maxDiff;return result};eDwRedlineUtils.normalizePoint2=function(iPos){var len=iPos.length();if(0===len)return;iPos.x/=len;iPos.y/=len};eDwRedlineUtils.dotPoint2=function(iPos0,iPos1){return iPos0.x*iPos1.x+iPos0.y*iPos1.y};eDwRedlineUtils.fastFactorial=function(iNum){if(0==iNum)return 1;if(iNum<=100)return eDwRedlineUtils.factorial[iNum];var output=eDwRedlineUtils.factorial[100];for(var i=101;i<=iNum;++i){output*=i}return output};eDwRedlineUtils.uniqueIdGenerator=function(){var S4=function(){return((1+Math.random())*65536|0).toString(16).substring(1)};var str=S4()+S4()+"-"+S4()+"-"+S4()+"-"+S4()+"-"+S4()+S4()+S4();if(-1!==eDwRedlineUtils.mUniqueIds.indexOf(str)){return eDwRedlineUtils.uniqueIdGenerator()}else{return str}};eDwRedlineUtils.factorial=[1,1,2,6,24,120,720,5040,40320,362880,3628800,39916800,479001600,6227020800,87178291200,1307674368e3,20922789888e3,355687428096e3,6402373705728e3,0x1b02b9306890000,243290200817664e4,5109094217170944e4,0x3ceea4c2b3e0d80000,2.585201673888498e22,6.204484017332394e23,1.5511210043330986e25,4.0329146112660565e26,1.0888869450418352e28,3.0488834461171387e29,8.841761993739702e30,2.6525285981219107e32,8.222838654177922e33,2.631308369336935e35,8.683317618811886e36,2.9523279903960416e38,1.0333147966386145e40,3.7199332678990125e41,1.3763753091226346e43,5.230226174666011e44,2.0397882081197444e46,8.159152832478977e47,3.345252661316381e49,1.40500611775288e51,6.041526306337383e52,2.658271574788449e54,1.1962222086548019e56,5.502622159812089e57,2.5862324151116818e59,1.2413915592536073e61,6.082818640342675e62,3.0414093201713376e64,1.5511187532873822e66,8.065817517094388e67,4.2748832840600255e69,2.308436973392414e71,1.2696403353658276e73,7.109985878048635e74,4.0526919504877214e76,2.3505613312828785e78,1.3868311854568984e80,8.32098711274139e81,5.075802138772248e83,3.146997326038794e85,1.98260831540444e87,1.2688693218588417e89,8.247650592082472e90,5.443449390774431e92,3.647111091818868e94,2.4800355424368305e96,1.711224524281413e98,1.1978571669969892e100,8.504785885678623e101,6.1234458376886085e103,4.4701154615126844e105,3.307885441519386e107,2.48091408113954e109,1.8854947016660504e111,1.4518309202828587e113,1.1324281178206297e115,8.946182130782976e116,7.156945704626381e118,5.797126020747368e120,4.753643337012842e122,3.945523969720659e124,3.314240134565353e126,2.81710411438055e128,2.4227095383672734e130,2.107757298379528e132,1.8548264225739844e134,1.650795516090846e136,1.4857159644817615e138,1.352001527678403e140,1.2438414054641308e142,1.1567725070816416e144,1.087366156656743e146,1.032997848823906e148,9.916779348709496e149,9.619275968248212e151,9.426890448883248e153,9.332621544394415e155,9.332621544394415e157];eDwRedlineUtils.mUniqueIds=[];return eDwRedlineUtils}();var eDwSVGUtil=function(){function eDwSVGUtil(){}eDwSVGUtil.drawSVGElment=function(iTag,iAttrs){var elr=document.createElementNS("http://www.w3.org/2000/svg",iTag);for(var k in iAttrs){if("href"===k){elr.setAttributeNS("http://www.w3.org/1999/xlink",k,iAttrs[k])}else{elr.setAttributeNS(null,k,iAttrs[k])}}$("#"+eDwSVGUtil.redlineSVGId).append(elr)};eDwSVGUtil.removeSVGElment=function(iTag,iAttrs){var elr=document.createElementNS("http://www.w3.org/1999/xlink",iTag);for(var k in iAttrs){elr.setAttribute(k,iAttrs[k])}var redlineSVGElmt=document.getElementById(eDwSVGUtil.redlineSVGId);var 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X7th/gR9n/nD/ALC9Ofu2H+FV9D4P+wvTf7vi+yc6HwieiOmwa/k+L+FVei+EXdE9Nj/wEX8Kz+l/ER/Yfpw/+Xxfwo0/hL9hum/3fD/Cn9F8F+w/Tf7vi/hR"+"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";return eDwSVGUtil}();var eDwRedlineDivElement=function(){function eDwRedlineDivElement(){this.mDivId=eDwRedlineUtils.uniqueIdGenerator();var div="
";$(eDwRedlineDivElement.parentId).append(div)}eDwRedlineDivElement.prototype.addContent=function(iContent){$("#"+this.mDivId).append(iContent)};eDwRedlineDivElement.prototype.setSize=function(iSize){$("#"+this.mDivId).height(iSize.y);$("#"+this.mDivId).width(iSize.x)};eDwRedlineDivElement.prototype.setPosition=function(iPos){$("#"+this.mDivId).css({top:iPos.y,left:iPos.x})};eDwRedlineDivElement.prototype.getPosition=function(){var w=$("#"+this.mDivId).width();var h=$("#"+this.mDivId).height();return new eDwTypes_15.HC.Point2(w,h)};eDwRedlineDivElement.prototype.setCss=function(iKey,iVal){$("#"+this.mDivId).css(iKey,iVal)};eDwRedlineDivElement.prototype.getSize=function(){var h=$("#"+this.mDivId).height();var w=$("#"+this.mDivId).width();return new eDwTypes_15.HC.Point2(w,h)};eDwRedlineDivElement.prototype.showElement=function(iShow){var target=$("#"+this.mDivId);if(iShow){target.show()}else{target.css("display","none")}};eDwRedlineDivElement.prototype.remove=function(){$("#"+this.mDivId).remove()};eDwRedlineDivElement.parentId="#edrawings-canvas-redline";return eDwRedlineDivElement}();var eDwSVGElementBase=function(){function eDwSVGElementBase(iTag,iAttrs){this.mTag=iTag;this.mAttrs=iAttrs}eDwSVGElementBase.prototype.draw=function(){eDwSVGUtil.drawSVGElment(this.mTag,this.mAttrs)};return eDwSVGElementBase}();var eDwSVGImage=function(_super){__extends(eDwSVGImage,_super);function eDwSVGImage(iImageLink,iPos,iSize){var _this=_super.call(this,"image",{href:iImageLink,x:iPos.x,y:iPos.y,height:iSize.y,width:iSize.x,preserveAspectRatio:"none"})||this;_this.mPos=eDwTypes_15.HC.Point2.zero();_this.mSize=eDwTypes_15.HC.Point2.zero();_this.mPos=iPos.copy();_this.mSize=iSize.copy();return _this}eDwSVGImage.prototype.setPosition=function(iPos){this.mPos=iPos.copy();this.mAttrs["x"]=iPos.x;this.mAttrs["y"]=iPos.y};eDwSVGImage.prototype.setSize=function(iSize){this.mSize=iSize.copy();this.mAttrs["height"]=iSize.y;this.mAttrs["width"]=iSize.x};return eDwSVGImage}(eDwSVGElementBase);var eDwRedlineDivText=function(_super){__extends(eDwRedlineDivText,_super);function eDwRedlineDivText(){var _this=_super.call(this)||this;_this.mTextId="";_this.mTextId=eDwRedlineUtils.uniqueIdGenerator();var inputHtml="";_this.addContent(inputHtml);return _this}eDwRedlineDivText.prototype.getFocus=function(){$("#"+this.mTextId).focus()};eDwRedlineDivText.prototype.getBlur=function(){$("#"+this.mTextId).blur()};eDwRedlineDivText.prototype.setText=function(iText){$("#"+this.mTextId).val(iText)};eDwRedlineDivText.prototype.getText=function(){return $("#"+this.mTextId).val()};return eDwRedlineDivText}(eDwRedlineDivElement);var eDwRedlineItemBase=function(_super){__extends(eDwRedlineItemBase,_super);function eDwRedlineItemBase(iViewer){var _this=_super.call(this)||this;_this.mWPoints=[];_this.mSPoints=[];_this.mTransing=false;_this.mEditing=false;_this.mRegisterId="";_this.mActive=1;_this.mEditHandle=[];_this.mEditIdx=-1;_this.mSelected=false;_this.mStrokeWidthRegular=3;_this.mStrokeWidthHighlight=5;_this.mTransStart=eDwTypes_15.HC.Point3.zero();_this.mColor=eDwTypes_15.HC.Color.red();_this.mViewerHC=iViewer;return _this}eDwRedlineItemBase.prototype.draw=function(){if(!this.mSelected)return;var renderer=this.mViewerHC.getMarkupManager().getRenderer();for(var i=0;i=0;--i){var c=this.mEditHandle[i].getCenter();var r=this.mEditHandle[i].getRadius();var w=this.mEditHandle[i].getStrokeWidth();var dist=eDwTypes_15.HC.Point2.subtract(iPos,c).length();if(dist3&&eDwTypes_15.HC.Point3.subtract(this.mWPoints[0],wpos).length()<.001;if(overlap){this.mWPoints.splice(-1,1);this.mSPoints.splice(-1,1);this.mEditHandle.splice(-1,1)}return overlap||this.mIsClose};eDwRedlineBezier.prototype.onInitialEditStart=function(iPos){_super.prototype.onInitialEditStart.call(this,iPos);this.mInitializing=true};eDwRedlineBezier.prototype.onEditEnd=function(iPos){_super.prototype.onEditEnd.call(this,iPos);this.mInitializing=false};eDwRedlineBezier.prototype.onEditStart=function(iPos){_super.prototype.onEditStart.call(this,iPos);var n=this.mWPoints.length;if(this.mIsClose&&this.mEditIdx==n-1){this.mEditIdx=0}};eDwRedlineBezier.prototype.getClassName=function(){return"eDwRedlineBezier"};eDwRedlineBezier.prototype.forJson=function(){var basic=_super.prototype.forJson.call(this);basic.isclose=this.mIsClose;return basic};eDwRedlineBezier.constructInView=function(iJSONObj,iViewer,iMarkupView){var item=new eDwRedlineBezier(iViewer,eDwTypes_15.HC.Point3.zero());item.setWPoints(iJSONObj.anchors);iMarkupView.addMarkupItem(item);item.initializeId();item.setViewID(iMarkupView.getUniqueId());item.setCamera(iMarkupView.getCamera());item.mIsClose=iJSONObj.isclose;return item};eDwRedlineBezier.prototype.updateGeometry=function(){_super.prototype.updateGeometry.call(this);if(this.mIsClose){var n=this.mSPoints.length;this.mSPoints[n-1].assign(this.mSPoints[0].copy());this.mEditHandle[n-1].setCenter(this.mSPoints[0].copy())}this.mPolyline.clearPoints();var bPoints=this.cBezierPoints(this.mSPoints);for(var i=0;i2;++i){this.mTangents.push({TL:eDwTypes_15.HC.Point2.zero(),TR:eDwTypes_15.HC.Point2.zero()});var vecL=eDwTypes_15.HC.Point2.subtract(iPnt[i-1],iPnt[i]);var vecR=eDwTypes_15.HC.Point2.subtract(iPnt[i+1],iPnt[i]);var origStrength=.4;var lenL=vecL.length()*origStrength;var lenR=vecR.length()*origStrength;eDwRedlineUtils.normalizePoint2(vecL);eDwRedlineUtils.normalizePoint2(vecR);var bisec=eDwTypes_15.HC.Point2.add(vecL,vecR);eDwRedlineUtils.normalizePoint2(bisec);if(0===bisec.x&&0===bisec.y){continue}var vec0=new eDwTypes_15.HC.Point2(-1*bisec.y,bisec.x);var vec1=new eDwTypes_15.HC.Point2(bisec.y,-1*bisec.x);if(vec0.x*vecL.x+vec0.y*vecL.y>0){vec0.scale(lenL);vec1.scale(lenR);this.mTangents[i].TL=vec0;this.mTangents[i].TR=vec1}else{vec0.scale(lenR);vec1.scale(lenL);this.mTangents[i].TR=vec0;this.mTangents[i].TL=vec1}}this.mTangents.push({TL:eDwTypes_15.HC.Point2.zero(),TR:eDwTypes_15.HC.Point2.zero()});if(2==n)return;var pB0=this.pBisectorDir(iPnt[0],iPnt[1]);this.mTangents[0].TR=this.symmetricVec(pB0,this.mTangents[1].TL);var pBn=this.pBisectorDir(iPnt[n-1],iPnt[n-2]);this.mTangents[n-1].TL=this.symmetricVec(pBn,this.mTangents[n-2].TR)};eDwRedlineBezier.prototype.computTangentDirsClose=function(iPnt){this.mTangents=[];var n=iPnt.length-1;for(var i=0;i0){vec0.scale(lenL);vec1.scale(lenR);this.mTangents[i].TL=vec0;this.mTangents[i].TR=vec1}else{vec0.scale(lenR);vec1.scale(lenL);this.mTangents[i].TR=vec0;this.mTangents[i].TL=vec1}}this.mTangents.push(this.mTangents[0])};eDwRedlineBezier.prototype.symmetricVec=function(iAxis,iSource){if(0===iAxis.x&&0===iAxis.y)return iSource.copy();var a=iAxis.copy();eDwRedlineUtils.normalizePoint2(a);var proj=eDwRedlineUtils.dotPoint2(a,iSource);a.scale(2*proj);var output=eDwTypes_15.HC.Point2.subtract(a,iSource);return output};eDwRedlineBezier.prototype.pBisectorDir=function(iPos0,iPos1){var p01=eDwTypes_15.HC.Point2.subtract(iPos1,iPos0);if(0===p01.x&&0===p01.y){return eDwTypes_15.HC.Point2.zero()}eDwRedlineUtils.normalizePoint2(p01);var output=new eDwTypes_15.HC.Point2(p01.y,-1*p01.x);return output};return eDwRedlineBezier}(eDwRedlineItemBase);var eDwRedlineCircle=function(_super){__extends(eDwRedlineCircle,_super);function eDwRedlineCircle(iViewer,iPoint){var _this=_super.call(this,iViewer)||this;_this.mCircle=new eDwTypes_15.HC.Markup.Shape.Circle;_this.mCircle.setFillOpacity(0);_this.addPoint(iPoint);_this.addPoint(iPoint);return _this}eDwRedlineCircle.prototype.draw=function(){this.updateGeometry();var renderer=this.mViewerHC.getMarkupManager().getRenderer();this.mCircle.setStrokeWidth(this.getStrokeWidth());this.mCircle.setStrokeColor(this.getCurColor());renderer.drawCircle(this.mCircle);_super.prototype.draw.call(this)};eDwRedlineCircle.prototype.hit=function(iPos){var r=this.mCircle.getRadius();var center=this.mCircle.getCenter();var w=this.mCircle.getStrokeWidth();var dist=eDwTypes_15.HC.Point2.subtract(iPos,center).length();if(dist>r-w&&dist=xMin&&iPos.y<=yMax&&iPos.y>=yMin)return true;if(-1!==this.hitEditHandle(iPos))return true;return false};eDwRedlineImage.prototype.onSelect=function(){_super.prototype.onSelect.call(this)};eDwRedlineImage.prototype.getClassName=function(){return"eDwRedlineImage"};eDwRedlineImage.prototype.forJson=function(){var basic=_super.prototype.forJson.call(this);return basic};eDwRedlineImage.prototype.setImage=function(iData){this.mImageSVG=new eDwSVGImage(iData,eDwTypes_15.HC.Point2.zero(),eDwTypes_15.HC.Point2.zero())};eDwRedlineImage.constructInView=function(iJSONObj,iViewer,iMarkupView){var item=new eDwRedlineImage(iViewer,eDwTypes_15.HC.Point3.zero());item.setWPoints(iJSONObj.anchors);iMarkupView.addMarkupItem(item);item.initializeId();item.setViewID(iMarkupView.getUniqueId());item.setCamera(iMarkupView.getCamera());return item};eDwRedlineImage.prototype.updateGeometry=function(){_super.prototype.updateGeometry.call(this);var p0=this.mSPoints[0];var p1=this.mSPoints[1];var diff=eDwTypes_15.HC.Point2.subtract(p0,p1);var pos=new eDwTypes_15.HC.Point2(Math.min(p0.x,p1.x),Math.min(p0.y,p1.y));var sides=new eDwTypes_15.HC.Point2(Math.abs(diff.x),Math.abs(diff.y));this.mRectangle.setPosition(pos);this.mRectangle.setSize(sides);this.mImageSVG.setPosition(pos);this.mImageSVG.setSize(sides)};eDwRedlineImage.prototype.deActivate=function(){_super.prototype.deActivate.call(this)};return eDwRedlineImage}(eDwRedlineItemBase);var eDwRedlineTextBox=function(_super){__extends(eDwRedlineTextBox,_super);function eDwRedlineTextBox(iViewer,iPoint){var _this=_super.call(this,iViewer)||this;_this.mBox=new eDwTypes_15.HC.Markup.Shape.Rectangle;_this.mTextHtml=new eDwRedlineDivText;_this.mLeader=new eDwTypes_15.HC.Markup.Shape.Line;_this.addPoint(iPoint);_this.addPoint(iPoint);return _this}eDwRedlineTextBox.prototype.draw=function(){this.updateGeometry();var renderer=this.mViewerHC.getMarkupManager().getRenderer();this.mBox.setStrokeWidth(this.getStrokeWidth());this.mBox.setStrokeColor(this.getCurColor());this.mLeader.setStrokeWidth(1);renderer.drawRectangle(this.mBox);renderer.drawLine(this.mLeader);_super.prototype.draw.call(this)};eDwRedlineTextBox.prototype.setText=function(str){this.mTextHtml.setText(str)};eDwRedlineTextBox.prototype.getText=function(){return this.mTextHtml.getText()};eDwRedlineTextBox.prototype.hit=function(iPos){var renderer=this.mViewerHC.getMarkupManager().getRenderer();var boxPos=this.mBox.getPosition();var boxSize=this.mBox.getSize();var xMin=boxPos.x;var xMax=boxPos.x+boxSize.x;var yMin=boxPos.y;var yMax=boxPos.y+boxSize.y;var A=new eDwTypes_15.HC.Point2(xMin,yMin);var B=new eDwTypes_15.HC.Point2(xMin,yMax);var C=new eDwTypes_15.HC.Point2(xMax,yMax);var D=new eDwTypes_15.HC.Point2(xMax,yMin);var w=this.mBox.getStrokeWidth();var output=false;output=output||eDwTypes_15.HCI.pointOnLineSegment2d(iPos,A,B,w);output=output||eDwTypes_15.HCI.pointOnLineSegment2d(iPos,B,C,w);output=output||eDwTypes_15.HCI.pointOnLineSegment2d(iPos,C,D,w);output=output||eDwTypes_15.HCI.pointOnLineSegment2d(iPos,D,A,w);var hitText=iPos.xxMin&&iPos.yyMin;if(hitText){this.mTextHtml.getFocus()}output=output||hitText;if(output)return true;if(-1!==this.hitEditHandle(iPos))return true;return false};eDwRedlineTextBox.prototype.getClassName=function(){return"eDwRedlineTextBox"};eDwRedlineTextBox.prototype.onDeselect=function(){_super.prototype.onDeselect.call(this);this.mTextHtml.getBlur()};eDwRedlineTextBox.prototype.activateWithId=function(id){_super.prototype.activateWithId.call(this,id);this.mTextHtml.showElement(true)};eDwRedlineTextBox.prototype.deActivate=function(){_super.prototype.deActivate.call(this);this.mTextHtml.showElement(false)};eDwRedlineTextBox.prototype.forJson=function(){var basic=_super.prototype.forJson.call(this);basic.textContent=this.getText();return basic};eDwRedlineTextBox.constructInView=function(iJSONObj,iViewer,iMarkupView){var item=new eDwRedlineTextBox(iViewer,eDwTypes_15.HC.Point3.zero());item.setWPoints(iJSONObj.anchors);iMarkupView.addMarkupItem(item);item.initializeId();item.setViewID(iMarkupView.getUniqueId());item.setCamera(iMarkupView.getCamera());item.setText(iJSONObj.textContent);return item};eDwRedlineTextBox.prototype.updateGeometry=function(){_super.prototype.updateGeometry.call(this);var p0=this.mSPoints[0];var p1=this.mSPoints[1];var diff=eDwTypes_15.HC.Point2.subtract(p0,p1);this.mLeader.setP1(p0.copy());this.mLeader.setP2(p1.copy());this.mBox.setPosition(p1.copy());this.mTextHtml.setPosition(p1.copy());var size=this.mTextHtml.getSize();this.mBox.setSize(size)};return eDwRedlineTextBox}(eDwRedlineItemBase);var eDwRedlineOperator=function(_super){__extends(eDwRedlineOperator,_super);function eDwRedlineOperator(iViewer){var _this=_super.call(this,iViewer.HCViewer)||this;_this.mPoints=[];_this.mLeaglePointNum=2;_this.mViewer=iViewer;_this.mViewerHC=_this.mViewer.HCViewer;_this.mModel=_this.mViewer.HCViewer.getModel();_this.mMarkupMode=eDwTypes_15.MarkupMode.None;return _this}eDwRedlineOperator.prototype.onMouseMove=function(iEvent){var markupMgr=this.mViewerHC.getMarkupManager();if(!this.mCurMarkup)return;var pos=iEvent.getPosition();var wpos=eDwBaseOperator.screenToWorld(iEvent.getPosition(),this.mViewerHC.getView());if(this.mCurMarkup.isTransing()){this.mCurMarkup.onTransMove(pos)}if(this.mCurMarkup.isEditing()){this.mCurMarkup.onEditMove(pos)}markupMgr.refreshMarkup()};eDwRedlineOperator.prototype.onMouseDown=function(iEvent){var pos=iEvent.getPosition();var view=this.mViewerHC.getView();var camera=this.mViewerHC.getView().getCamera();var wpos=camera.getCameraPlaneIntersectionPoint(pos,view);var markupMgr=this.mViewerHC.getMarkupManager();if(this.mCurMarkup){if(this.mCurMarkup.finialize(iEvent.getPosition())){this.mCurMarkup.onEditEnd(iEvent.getPosition());this.mCurMarkup=null;this.mViewerHC.getMarkupManager().refreshMarkup()}else{this.mCurMarkup.addPoint(wpos)}return}var pickItem=markupMgr.pickMarkupItem(iEvent.getPosition());this.mCurMarkup=pickItem;markupMgr.selectMarkup(this.mCurMarkup);var activeView=markupMgr.getActiveMarkupView();if(activeView&&this.mCurMarkup&&activeView.getUniqueId()!=this.mCurMarkup.getViewID()){this.mCurMarkup=null;markupMgr.selectMarkup(null)}if(!this.mCurMarkup){this.createItem(pos)}else{this.mCurMarkup.onSelect();this.mViewerHC.getMarkupManager().refreshMarkup();this.mCurMarkup.onTransOrEditStart(pos)}this.onItemSelected()};eDwRedlineOperator.prototype.onMouseUp=function(iEvent){if(this.mCurMarkup&&this.mCurMarkup.isTransing()){this.mCurMarkup.onTransEnd(iEvent.getPosition());this.mCurMarkup=null}};eDwRedlineOperator.prototype.onItemSelected=function(){};eDwRedlineOperator.prototype.setCurAnnotation=function(iStr){var selected=this.mViewerHC.getMarkupManager().getSelectedMarkup();if(selected&&selected instanceof eDwRedlineTextBox){selected.setText(iStr);this.mViewerHC.getMarkupManager().refreshMarkup()}};eDwRedlineOperator.prototype.getCurAnnotation=function(){if(this.mCurMarkup&&this.mCurMarkup instanceof eDwRedlineTextBox){return this.mCurMarkup.getText()}return""};eDwRedlineOperator.prototype.getClassName=function(){return"eDwMarkupRedlineOperator"};eDwRedlineOperator.prototype.setMarkupMode=function(iMode){this.mMarkupMode=iMode};eDwRedlineOperator.prototype.getMarkupMode=function(){return this.mMarkupMode};eDwRedlineOperator.activateMarkups=function(iMkView,iViewer){var markupMgr=iViewer.getMarkupManager();var markups=iMkView.getMarkup();for(var i=0;i1e3){this.onUp(ioTouchEvent.getPosition(),eDwTypes_16.HC.Button.Right)}else{this.onUp(ioTouchEvent.getPosition(),eDwTypes_16.HC.Button.Left)}ioTouchEvent.setHandled(true)}else{ioTouchEvent.setHandled(false)}}_super.prototype.onTouchEnd.call(this,ioTouchEvent)};eDwSelectionOperator.prototype.doPick=function(iCoords){var viewerFeatureOpts=this.mViewer.ViewerFeatureOpts;if(this.mViewer.getModel().isDrawing()){this.doPickInDrawing(iCoords)}else{this.doPickIn3D(iCoords)}};eDwSelectionOperator.prototype.updateCallout=function(iNodeHCID){var name="";if(iNodeHCID>0&&iNodeHCID===this.mPickedHCID){var model=this.mViewer.getModel();var hierNode=model.getHierarchyNode(iNodeHCID);name=hierNode&&hierNode.Name?hierNode.Name:"Unamed model"}if(this.mCurMouse){name=""}this.mNameCallout.setText(name);var offset=new eDwTypes_16.HC.Point2(10,20);var pos=this.mCurMousePos.copy();this.mNameCallout.setPosition(eDwTypes_16.HC.Point2.add(pos,offset));this.mViewer.HCViewer.getMarkupManager().refreshMarkup()};eDwSelectionOperator.prototype.updatePos=function(pos){return __awaiter(this,void 0,void 0,function(){var viewerHC,markupMgrHC,config,sectionMgrHC,selItem,op;return __generator(this,function(_a){switch(_a.label){case 0:this.mCurMousePos=pos.copy();viewerHC=this.mViewer.HCViewer;markupMgrHC=viewerHC.getMarkupManager();config=new eDwTypes_16.HC.PickConfig(eDwTypes_16.HC.SelectionMask.Face);sectionMgrHC=this.mViewer.XSectionMgr.HCXSectionMgr;return[4,viewerHC.getView().pickFromPoint(pos,config)];case 1:selItem=_a.sent();this.mPickedHCID=selItem?selItem.getNodeId():cUnselectableItem;op=this;setTimeout(function(){op.updateCallout(op.mPickedHCID)},1e3);return[2]}})})};eDwSelectionOperator.prototype.doPickIn3D=function(iCoords){if(!eDwKeyMgr.get().isDown("Control")){this.mViewer.SelectionMgr.select(iCoords)}else{this.mViewer.SelectionMgr.select(iCoords,undefined,eDwTypes_16.HC.SelectionMode.Add)}};eDwSelectionOperator.prototype.doPickInDrawing=function(iCoords){return __awaiter(this,void 0,void 0,function(){var viewerHC,model,modelHC,pickConfig,activeSheet,childHierarchy,children,viewIDs,i,currentNode,selItem,hierNode;return __generator(this,function(_a){switch(_a.label){case 0:viewerHC=this.mViewer.HCViewer;model=this.mViewer.getModel();modelHC=model.getHCModel();pickConfig=new eDwTypes_16.HC.PickConfig(eDwTypes_16.HC.SelectionMask.All);activeSheet=model.getActiveModelView();childHierarchy=activeSheet.Hierarchy.getChildren();children=Object.keys(childHierarchy);viewIDs=[];for(i=0;i-1){this.mViewer.SelectionMgr.selectByID(hierNode.HOOPSID)}}return[2]}})})};eDwSelectionOperator.prototype.clearPickTimeOut=function(){if(this.mDoPickTimeOutHandle){clearTimeout(this.mDoPickTimeOutHandle);this.mDoPickTimeOutHandle=null}};eDwSelectionOperator.prototype.onUp=function(iCoord,iButton){var _this=this;var eventMgr=eDwEventMgr.get();if(iButton===eDwTypes_16.HC.Button.Left){this.doPick(iCoord);if(!this.mDoPickTimeOutHandle){this.mDoPickTimeOutHandle=setTimeout(function(){_this.clearPickTimeOut();eventMgr.fireEvents("LeftClick",_this.mViewer,iCoord)},500)}else{this.clearPickTimeOut();eventMgr.fireEvents("LeftDoubleClick",this.mViewer,iCoord)}return true}else if(iButton===eDwTypes_16.HC.Button.Right){this.clearPickTimeOut();this.doPick(iCoord);eventMgr.fireEvents("RightClick",this.mViewer,iCoord);return true}return false};eDwSelectionOperator.prototype.onDown=function(iCoord,iButton){var handled=false;var isDrawing=this.mViewer.getModel().isDrawing();if(!isDrawing||isDrawing&&iButton==eDwTypes_16.HC.Button.Right){this.mDragPt=eDwBaseOperator.screenToWorld(iCoord,this.mViewer.getHCView())}else{handled=true}return handled};eDwSelectionOperator.prototype.onMove=function(iCoord){return!this.mCurMouse};return eDwSelectionOperator}(eDwBaseSelOperator);function isLeft(iP0,iP1,iP2){return(iP1.x-iP0.x)*(iP2.y-iP0.y)-(iP2.x-iP0.x)*(iP1.y-iP0.y)}return eDwSelectionOperator});define("eDwSelIsolateCmd",["require","exports","eDwTypes","eDwSupportsHistoryCmd","eDrawingsBase"],function(require,exports,eDwTypes_17,eDwSupportsHistoryCmd){"use strict";var eDwSelIsolateCmd=function(_super){__extends(eDwSelIsolateCmd,_super);function eDwSelIsolateCmd(iViewer){return _super.call(this,iViewer)||this}eDwSelIsolateCmd.prototype.undo=function(){if(!_super.prototype.undo.call(this))return false;this.setHierarchyNodeIDsAttribs(this.mInitialNodeIDsAttribs);this.mViewer.ViewMgr.setCamera(this.mInitialViewCamera);return true};eDwSelIsolateCmd.prototype.redo=function(){if(!_super.prototype.redo.call(this))return false;this.setHierarchyNodeIDsAttribs(this.mFinalNodeIDsAttribs);this.mViewer.ViewMgr.setCamera(this.mFinalViewCamera);return true};eDwSelIsolateCmd.prototype.commit=function(){var _this=this;_super.prototype.commit.call(this);this.mInitialNodeIDsAttribs=this.getHierarchyNodesAttribs();var viewHC=this.mViewer.getHCView();this.mInitialViewCamera=viewHC.getCamera().copy();(function(){return __awaiter(_this,void 0,void 0,function(){var selMgr,selHierNodes,model,modelView,hierNodes,invisHierNodes,selHCIDs,modelHC,bbox;return __generator(this,function(_a){switch(_a.label){case 0:selMgr=this.mViewer.SelectionMgr;selHierNodes=selMgr.getSelHierarchyNodes();model=this.mViewer.getModel();modelView=model.getActiveModelView();hierNodes=modelView.getNodes();hierNodes.shift();invisHierNodes=hierNodes.filter(function(hierNode){return selHierNodes.indexOf(hierNode)===-1});return[4,model.setAttribOnHierNodes(invisHierNodes,{Visible:false})];case 1:_a.sent();selHCIDs=selMgr.getSelectableHCIDs();modelHC=this.mViewer.getModel().getHCModel();return[4,modelHC.getNodesBounding(selHCIDs)];case 2:bbox=_a.sent();if(!(bbox&&eDwTypes_17.HC.Point3.distance(bbox.max,bbox.min)>.001))return[3,4];return[4,this.mViewer.getHCView().isolateNodes(selHCIDs)];case 3:_a.sent();_a.label=4;case 4:this.mFinalNodeIDsAttribs=this.getHierarchyNodesAttribs();this.mFinalViewCamera=viewHC.getCamera().copy();return[2]}})})})()};eDwSelIsolateCmd.prototype.isCommitted=function(){return _super.prototype.isCommitted.call(this)&&!!this.mInitialViewCamera&&!!this.mFinalNodeIDsAttribs};Object.defineProperty(eDwSelIsolateCmd.prototype,"Aggregable",{get:function(){return true},enumerable:true,configurable:true});return eDwSelIsolateCmd}(eDwSupportsHistoryCmd);return eDwSelIsolateCmd});define("eDwSelMgr",["require","exports","eDwSelectionOperator","eDwEventMgr","eDwKeyMgr","eDrawingsBase"],function(require,exports,eDwSelectionOperator,eDwEventMgr,eDwKeyMgr){"use strict";var eDwSelMgr=function(){function eDwSelMgr(iViewer){iViewer.SelectionMgr=this;this.mViewer=iViewer;this.mHCSelMgr=iViewer.HCViewer.getSelectionManager();this.mSelectableHCObjs=[];var selectOp=new eDwSelectionOperator(iViewer,this);var opMgr=this.mViewer.OperatorMgr;this.mSelectOperatorID=opMgr.registerCustomOperator(selectOp,true);this.mSelectOverlayNotifiers={}}eDwSelMgr.prototype.setColorForViewMode=function(mode){var nodeSelColor;var nodeSelOutlineColor=new Communicator.Color(0,255,0);var nodeElmtSelColor;var nodeElmtSelOutlineColor=new Communicator.Color(255,255,0);var beautifulGreen=new Communicator.Color(4,200,5);switch(mode){case Communicator.DrawMode.WireframeOnShaded:nodeSelColor=beautifulGreen;nodeElmtSelColor=beautifulGreen;break;case Communicator.DrawMode.Shaded:nodeSelColor=beautifulGreen;nodeElmtSelColor=beautifulGreen;break;case Communicator.DrawMode.Wireframe:case Communicator.DrawMode.HiddenLine:nodeSelColor=Communicator.Color.white();nodeElmtSelColor=Communicator.Color.white();break;default:var msg="Unknown draw mode: "+mode;console.debugLog("Selection",msg);throw new Error(msg)}this.mHCSelMgr.setNodeSelectionColor(nodeSelColor);this.mHCSelMgr.setNodeSelectionOutlineColor(nodeSelOutlineColor);this.mHCSelMgr.setNodeElementSelectionColor(nodeElmtSelColor);this.mHCSelMgr.setNodeElementSelectionOutlineColor(nodeElmtSelOutlineColor);if(this.mViewer.getModel().isDrawing()&&!this.mViewer.ViewerFeatureOpts.Debug){this.mHCSelMgr.setNodeSelectionHighlightMode(Communicator.SelectionHighlightMode.OutlineOnly);this.mHCSelMgr.setHighlightNodeSelection(false)}};eDwSelMgr.prototype.unregister=function(){this.mViewer.OperatorMgr.unregisterCustomOperatorByID(this.mSelectOperatorID);this.mViewer.SelectionMgr=null};eDwSelMgr.prototype.addSelectOverlayNotifier=function(iTypeIndex,iNotifier){if(!this.mSelectOverlayNotifiers[iTypeIndex]){this.mSelectOverlayNotifiers[iTypeIndex]=[]}this.mSelectOverlayNotifiers[iTypeIndex].push(iNotifier)};eDwSelMgr.prototype.onSelection=function(iPartSelectionEvent){var ctrlKeyDown=eDwKeyMgr.get().isDown("Control");var existingIdx=-1;var selObj=this.getHCSelectionObj(iPartSelectionEvent.getSelection());if(selObj){var idx=0;for(var _i=0,_a=this.mSelectableHCObjs;_i<_a.length;_i++){var existingSelObj=_a[_i];if(selObj===existingSelObj||selObj.equals(existingSelObj)){existingIdx=idx;break}idx++}}var isDrawing=this.mViewer.getModel().isDrawing();if(this.mSelectableHCObjs.length>0&&!ctrlKeyDown){this.unSelectObjs(this.mSelectableHCObjs,isDrawing);this.mSelectableHCObjs=[]}else if(ctrlKeyDown&&existingIdx>-1&&selObj){this.mSelectableHCObjs.splice(existingIdx,1);this.unSelectObjs([selObj],isDrawing);return}if(selObj){var modelView=this.mViewer.getModel().getActiveModelView();var node=modelView.Nodes[selObj.getNodeId()];if(node&&isDrawing){this.mHCSelMgr.remove(selObj);node.selectBoundingBox(this.mViewer)}this.mSelectableHCObjs.push(selObj);eDwEventMgr.get().fireEvents("Select",this.mViewer,selObj)}};eDwSelMgr.prototype.selectByID=function(iID){var ret=true;try{if(!eDwKeyMgr.get().isDown("Control")){this.mHCSelMgr.selectNode(iID)}else{this.mHCSelMgr.selectNode(iID,Communicator.SelectionMode.Add)}}catch(iErr){console.log("eDwSelMgr.selectByID failed");ret=false}return ret};eDwSelMgr.prototype.select=function(iCoords,iPickConfig,iSelMode){var _this=this;if(iSelMode===void 0){iSelMode=Communicator.SelectionMode.Set}var pickCfg=iPickConfig?iPickConfig:new Communicator.PickConfig(Communicator.SelectionMask.Face);var viewHC=this.mViewer.getHCView();(function(){return __awaiter(_this,void 0,void 0,function(){var selItem;return __generator(this,function(_a){switch(_a.label){case 0:return[4,viewHC.pickFromPoint(iCoords,pickCfg)];case 1:selItem=_a.sent();if(this.isSelectionHandled(selItem)){return[2]}if(iSelMode===Communicator.SelectionMode.Set){this.mHCSelMgr.set(selItem)}else if(iSelMode===Communicator.SelectionMode.Add){this.mHCSelMgr.add(selItem)}return[2]}})})})()};eDwSelMgr.prototype.isSelected=function(iHCNodeID){return this.getSelectableHCIDs().indexOf(iHCNodeID)<0?false:true};eDwSelMgr.prototype.append=function(iSelObj){this.mHCSelMgr.add(iSelObj)};eDwSelMgr.prototype.unSelectAllObjects=function(){if(this.mSelectableHCObjs.length>0){var viewer=this.mViewer;var selMgr=this;for(var _i=0,_a=this.mSelectableHCObjs;_i<_a.length;_i++){var selObj=_a[_i];eDwEventMgr.get().fireEvents("Unselect",viewer,selMgr.getHCSelectionObj(selObj))}this.mHCSelMgr.selectNode(null);this.mSelectableHCObjs=[]}};eDwSelMgr.prototype.setViewToSelectedFace=function(){var camera=null;var selObjs=this.mHCSelMgr.getResults();for(var _i=0,selObjs_1=selObjs;_i0){return selHCIDs[selHCIDs.length-1]}return new RangeError("nothing selected")};eDwSelMgr.prototype.getSelHierarchyNodes=function(){var selHierNodes=[];var modelView=this.mViewer.getModel().getActiveModelView();var selHCIDs=this.getSelectableHCIDs();for(var _i=0,selHCIDs_1=selHCIDs;_i0){this.mFiveArea=this.mFiveArea/(curLevel/2+1)}};eDwTouchExplodeOperator.prototype.onTouchMove=function(ioTouchEvent){_super.prototype.onTouchMove.call(this,ioTouchEvent);var area=this.getTouchArea();if(this.mFiveArea>0){var curLevel=this.mViewer.getExplosionLevel();var ratio=area/this.mFiveArea;var nxtLevel=2*(ratio-1);nxtLevel=Math.min(nxtLevel,10);nxtLevel=Math.max(nxtLevel,0);this.mExplodeCmd.setLevel(nxtLevel)}};eDwTouchExplodeOperator.prototype.onTouchEnd=function(ioTouchEvent){eDwCommandMgr.get().remove(this.mExplodeCmd,"commit");this.mExplodeCmd=null;this.mFiveArea=0;_super.prototype.onTouchEnd.call(this,ioTouchEvent)};eDwTouchExplodeOperator.prototype.getTouchArea=function(){var coords=[];for(var i=0;ioutput)output=temp}}}return output};eDwTouchExplodeOperator.prototype.circleArea=function(p0,p1,p2){var center=eDwTypes_19.HC.Point2.add(p0,eDwTypes_19.HC.Point2.add(p1,p2));center.scale(1/3);var r=eDwTypes_19.HC.Point2.subtract(p0,center).length();return r*r};return eDwTouchExplodeOperator}(eDwBaseOperator);function isLeft(iP0,iP1,iP2){return(iP1.x-iP0.x)*(iP2.y-iP0.y)-(iP2.x-iP0.x)*(iP1.y-iP0.y)}var eDwTouchUtils=function(_super){__extends(eDwTouchUtils,_super);function eDwTouchUtils(iVewer){var _this=_super.call(this)||this;_this.mViewer=iVewer;_this.mViewerHC=iVewer.HCViewer;return _this}eDwTouchUtils.prototype.draw=function(){var renderer=this.mViewerHC.getMarkupManager().getRenderer();renderer.drawPolygon(this.mTouchPolygon);renderer.drawPolygon(this.mConvex);for(var _i=0,_a=this.mTouchPoss;_i<_a.length;_i++){var c=_a[_i];renderer.drawCircle(c)}};eDwTouchUtils.prototype.getTouchArea=function(iPoss){this.mTouchPoss=[];this.mTouchPolygon=new eDwTypes_19.HC.Markup.Shape.Polygon;this.mTouchPolygon.setFillOpacity(0);this.mTouchPolygon.setStrokeColor(eDwTypes_19.HC.Color.blue());this.mTouchPolygon.setStrokeWidth(2);for(var _i=0,iPoss_1=iPoss;_i=0;i--){if(iPoss[i].x!=xmax)break}maxmin=i+1;h[++top]=iPoss[minmin];i=minmax;while(++i<=maxmin){if(isLeft(iPoss[minmin],iPoss[maxmin],iPoss[i])>=0&&i0){if(isLeft(h[top-1],h[top],iPoss[i])>0){break}else{top--}}h[++top]=iPoss[i]}if(maxmax!=maxmin){h[++top]=iPoss[maxmax]}bot=top;i=maxmin;while(--i>=minmax){if(isLeft(iPoss[maxmax],iPoss[minmax],iPoss[i])>=0&&i>minmax){continue}while(top>bot){if(isLeft(h[top-1],h[top],iPoss[i])>0){break}else{top--}}if(iPoss[i].x==h[0].x&&iPoss[i].y==h[0].y){return h}h[++top]=iPoss[i]}if(minmax!=minmin){h[++top]=iPoss[minmin]}return h};eDwTouchUtils.convexArea=function(iPoss){if(iPoss.length<4)return 0;var n=iPoss.length;var area=0;for(var i=1;i1){var configTabBar=$("#edrawings-config-bar");var configTabList=$("#edrawings-config-tab-list");var configNavButton=$("#edrawings-button-sheets");if(configTabList[0].scrollWidth>configTabBar.width()){eDwUIUtils.hide("#edrawings-button-sheets",true);configTabList.removeClass("fullwidth");configTabList.addClass("compressed")}else{eDwUIUtils.hide("#edrawings-button-sheets",true);configTabList.removeClass("compressed");configTabList.addClass("fullwidth")}}};eDwUI.prototype.hideAllPanels=function(){this.hideActiveHUDMenu();this.hideActiveSubmenu();this.mUIEventHandlers.hideContextMenu()};eDwUI.changeStyle=function(iStyleClassName){var eDwViewerJQ=$("#"+l_ViewerID);if(eDwViewerJQ){eDwViewerJQ.removeClass("edrawings-viewer-regular");eDwViewerJQ.removeClass("edrawings-viewer-ondrop");eDwViewerJQ.removeClass("edrawings-viewer-dropsuccess");eDwViewerJQ.removeClass("edrawings-viewer-dropfail");eDwViewerJQ.removeClass("edrawings-viewer-timeout");if(iStyleClassName)eDwViewerJQ.addClass(iStyleClassName)}var eDwDropDiv=$("#edrawings-drop-block");if(eDwDropDiv&&(iStyleClassName==="edrawings-viewer-ondrop"||iStyleClassName==="edrawings-viewer-regular")){eDwDropDiv.removeClass("edrawings-viewer-regular");eDwDropDiv.removeClass("edrawings-viewer-ondrop");eDwDropDiv.addClass(iStyleClassName)}};eDwUI.prototype.registerHTMLEvents=function(){var _this=this;this.mUIEventHandlers.addHTMLEventHandlers(this.mViewerFeatureOpts);this.mResizeProxy=function(iEvent){_this.mUIEventHandlers.onResize(iEvent,_this.mViewer)};window.addEventListener("resize",this.mResizeProxy,true);this.mBeforeUnloadProxy=function(iEvent){_this.unregister()};window.addEventListener("beforeunload",this.mBeforeUnloadProxy,true);this.mTimeoutProxy=function(iEvent){_this.unregister()};window.addEventListener("Timeout",this.mTimeoutProxy,true);this.mAddViewerEventsHandler=function(iEvent,iViewer){eDwUIBaseEventHandlers.addViewerEventHandlers(_this.mUIEventHandlers)};$("#"+l_ViewerID).on("edw:AddViewerEvents",this.mAddViewerEventsHandler);var self=this;if(this.mViewerFeatureOpts.Move){$("#edrawings-button-move").on("click.edw",function(){var moveBtn=$("#edrawings-button-move");var isMoveActive=moveBtn.hasClass("active-button");_this.hideAllPanels();if(!isMoveActive){_this.setActiveSubmenu("edrawings-button-move","")}});this.mItemActiveCallbacks["edrawings-button-move"]=function(){activateMoveMode_1(true)};this.mItemDeactiveCallbacks["edrawings-button-move"]=function(){activateMoveMode_1(false)};var activateMoveMode_1=function(iActivate){var moveBtn=$("#edrawings-button-move");if(iActivate){moveBtn.addClass("active-button");self.mViewer.CompXformMgr.activateMoveOp();$("#edrawings-canvas")[0].style.cursor="pointer"}else{moveBtn.removeClass("active-button");moveBtn.removeClass("active-button-bottom-cover");self.mViewer.CompXformMgr.deactivateMoveOp();$("#edrawings-canvas")[0].style.cursor="default"}}}if(this.mViewerFeatureOpts.Section){$("#edrawings-button-section").on("click.edw",function(){if(!_this.mViewer.getModel().isDrawing()){_this.setActiveSubmenu("edrawings-button-section","edrawings-section-menu")}});this.registerButtonForClickEffect("edrawings-section-flip-button",function(){var sectionFlipCmd=new eDwSectionFlipCmd(_this.mViewer);var cmdMgr=eDwCommandMgr.get();cmdMgr.add(sectionFlipCmd);cmdMgr.remove(sectionFlipCmd,"commit")});this.registerButtonForClickEffect("edrawings-section-normal-button",function(){var setViewNormalToSectionCmd=new eDwSetViewNormalToSectionCmd(_this.mViewer);var cmdMgr=eDwCommandMgr.get();cmdMgr.add(setViewNormalToSectionCmd);cmdMgr.remove(setViewNormalToSectionCmd,"commit")});$("#edrawings-section-xz-button").on("click.edw",function(){_this.setXSectionOrientation(eDwTypes_21.SectionPlaneOrientation.ZX)});$("#edrawings-section-yz-button").on("click.edw",function(){_this.setXSectionOrientation(eDwTypes_21.SectionPlaneOrientation.YZ)});$("#edrawings-section-xy-button").on("click.edw",function(){_this.setXSectionOrientation(eDwTypes_21.SectionPlaneOrientation.XY)});$("#edrawings-section-capping-button").on("click.edw",function(){var button=$("#edrawings-section-capping-button");var visibility=!button.hasClass("active-button");_this.showSectionCaps(visibility)});this.mSubmenuShownCallbacks["edrawings-section-menu"]=function(){_this.mCompositeXSectionCmd=new eDwCompositeCmd(_this.mViewer);eDwCommandMgr.get().add(_this.mCompositeXSectionCmd);_this.mCompositeXSectionCmd.initCmdActionImplementation({compositeInit:function(ioCmd){},compositeUndo:function(ioCmd){return true},compositeRedo:function(ioCmd){return true},compositeCommit:function(ioCmd){ioCmd.clearSubCmds()},compositeCancel:function(ioCmd){ioCmd.clearSubCmds()}});_this.mViewer.XSectionMgr.turnOnSectionPlane(true);_this.setXSectionOrientation();_this.mViewer.XSectionMgr.activateCurrent()};this.mSubmenuHiddenCallbacks["edrawings-section-menu"]=function(){_this.mViewer.XSectionMgr.deactivateCurrent();_this.mViewer.XSectionMgr.turnOnSectionPlane(false);var cmdMgr=eDwCommandMgr.get();cmdMgr.remove(_this.mCompositeXSectionCmd,"cancel");var explodeHandle=$("#edrawings-explode-slider .ui-slider-handle");explodeHandle.off("touchmove.edw");explodeHandle.off("touchstart.edw");explodeHandle.off("touchend.edw")}}if(this.mViewerFeatureOpts.AR&&this.mViewerFeatureOpts.Exp){$("#edrawings-button-AR").on("click.edw",function(){var mgrAR=_this.ARMgr;var video=document.querySelector("#webcam");var canvasAR=document.querySelector("#arcanvas");var btnAR=$("#edrawings-button-AR");var isARActive=btnAR.hasClass("active-button");if(isARActive){$(video).css("visibility","visible");$(canvasAR).css("visibility","visible");_this.setActiveSubmenu("edrawings-button-AR","edrawings-section-AR");if(mgrAR)mgrAR.startAR(video,canvasAR)}else{if(mgrAR)mgrAR.stopAR(video,canvasAR);$(video).css("visibility","hidden");$(canvasAR).css("visibility","hidden");_this.hideAllPanels()}})}$("#edrawings-button-configurations").on("click.edw",function(){togglePanel("edrawings-button-configurations","edrawings-configurations-menu",".edw.config",_this.mUIEventHandlers)});this.mSubmenuHiddenCallbacks["edrawings-configurations-menu"]=function(){eDwUIUtils.deactivateMoveInput(".edw.config")};if(this.mViewerFeatureOpts.Tree){$("#edrawings-button-component-tree").on("click.edw",function(){togglePanel("edrawings-button-component-tree","edrawings-component-tree-menu",".edw.tree",_this.mUIEventHandlers);_this.mUIEventHandlers.updateComponentCount(_this.mViewer)});this.mSubmenuHiddenCallbacks["edrawings-component-tree-menu"]=function(){eDwUIUtils.deactivateMoveInput(".edw.tree")}}if(this.mViewerFeatureOpts.Tabs){$("#edrawings-button-confignav").on("click.edw",function(){var button=$("#edrawings-button-confignav");if(!button.hasClass("active-button")){_this.setActiveSubmenu("edrawings-button-confignav","edrawings-config-navigation")}else{_this.hideAllPanels()}});$(document).on("click.edw","#edrawings-config-navigation .edrawings-submenu-list-item",function(iEvent){var modelViewName=eDwUIUtils.getSpanText($(iEvent.target));if(!modelViewName)return;var activeModelView=_this.mViewer.getModel().getActiveModelView();if(modelViewName===activeModelView.Name)return;activateModelView(_this.mViewer,modelViewName,_this.mViewer.getInitCamera())});$(document).on("click.edw","#edrawings-config-bar .edrawings-config-tab",function(iEvent){var target=eDwUIUtils.getTarget($(iEvent.target));if(target.hasClass("active-modelview")){return}var modelViewName=eDwUIUtils.getSpanText($(iEvent.target));if(!modelViewName)return;activateModelView(_this.mViewer,modelViewName,_this.mViewer.getInitCamera())});$(document).on("mouseover.edw","#edrawings-config-bar .edrawings-config-tab",function(iEvent){var leaveEarly=true;if(leaveEarly)return;var modelViewName=eDwUIUtils.getSpanText($(iEvent.target));if(!modelViewName)return;var model=_this.mViewer.getModel();var modelView=model.getModelView(modelViewName);var imagePath=modelView.getPreviewImagePath();if(imagePath==="")return;var target=eDwUIUtils.getTarget($(iEvent.target));var offset={left:target.offset().left,top:target.parent().offset().top};var x=offset.left,y=offset.top;var canvasWidth=$("#"+l_CanvasID).width();var img=$("#edrawings-preview-img");img.attr("src",imagePath);var wImg=img.width(),hImg=img.height();var wTab=target.width(),hTab=target.height();var adjust={x:0,y:8};var xImg=x+wTab/2-wImg/2;var yImg=y-hImg-adjust.y;xImg=Math.min(xImg,canvasWidth-wImg);xImg=Math.max(0,xImg);var wnd=$("#edrawings-preview-window");wnd.css({width:wImg+"px",height:hImg+"px"});wnd.css({top:yImg+"px",left:xImg+"px"});eDwUIUtils.hide("#edrawings-preview-window",false)});$(document).on("mouseout.edw","#edrawings-config-bar .edrawings-config-tab",function(iEvent){eDwUIUtils.hide("#edrawings-preview-window",true)})}if(this.mViewerFeatureOpts.Annot){$("#edrawings-button-annot-control").on("click.edw",function(){togglePanel("edrawings-button-annot-control","edrawings-annot-control-menu",".edw.annot",_this.mUIEventHandlers)});this.mSubmenuHiddenCallbacks["edrawings-annot-control-menu"]=function(){eDwUIUtils.deactivateMoveInput(".edw.annot")}}$("#edrawings-button-tables-control").on("click.edw",function(){togglePanel("edrawings-button-tables-control","edrawings-tables-menu",".edw.tables",_this.mUIEventHandlers)});this.mSubmenuHiddenCallbacks["edrawings-tables-menu"]=function(){eDwUIUtils.deactivateMoveInput(".edw.tables")};if(this.mViewerFeatureOpts.Debug){$("#edrawings-button-debug").on("click.edw",function(){togglePanel("edrawings-button-debug","edrawings-debug-menu",".edw.debug",_this.mUIEventHandlers);_this.mUIEventHandlers.updateComponentCount(_this.mViewer)})}var keyMgr=eDwKeyMgr.get();if(this.mViewerFeatureOpts.Exp){keyMgr.add({key:"z",ctrlKey:true},"keydown",function(iEvent){eDwHistoryMgr.get().undo()});keyMgr.add({key:"y",ctrlKey:true},"keydown",function(iEvent){eDwHistoryMgr.get().redo()})}if(this.mViewerFeatureOpts.Explode){$("#edrawings-button-explode").on("click.edw",function(){var cmdMgr=eDwCommandMgr.get();if(_this.setActiveSubmenu("edrawings-button-explode","edrawings-explode-menu")){_this.mCompositeExplodeCmd=new eDwCompositeCmd(_this.mViewer);cmdMgr.add(_this.mCompositeExplodeCmd);_this.mCompositeExplodeCmd.initCmdActionImplementation({compositeInit:function(ioCmd){ioCmd.InitialState=_this.mViewer.getExplosionLevel()},compositeUndo:function(ioCmd){ioCmd.undoSubCmds();_this.mViewer.setExplosionLevel(ioCmd.InitialState);return true},compositeRedo:function(ioCmd){ioCmd.redoSubCmds();_this.mViewer.setExplosionLevel(ioCmd.FinalState);return true},compositeCommit:function(ioCmd){ioCmd.FinalState=_this.mViewer.getExplosionLevel()},compositeCancel:function(ioCmd){ioCmd.FinalState=ioCmd.InitialState=undefined}})}else{cmdMgr.remove(_this.mCompositeExplodeCmd,"commit");_this.mCompositeExplodeCmd=null}});this.mSubmenuShownCallbacks["edrawings-explode-menu"]=function(){var cmdMgr=eDwCommandMgr.get();function start(iUI){iUI.mExplodeCmd=new eDwExplodeCmd(iUI.mViewer);cmdMgr.add(iUI.mExplodeCmd)}function stop(iUI){cmdMgr.remove(iUI.mExplodeCmd,"commit");iUI.mExplodeCmd=null}function setLevel(iLevel){start(this);this.mExplodeCmd.setLevel(iLevel);stop(this)}var viewer=_this.mViewer;var explodeSlider=$("#edrawings-explode-slider");try{explodeSlider.slider("option")}catch(iException){explodeSlider.slider({orientation:"vertical",range:"min",min:0,max:10,step:.1,value:viewer.getExplosionLevel(),slide:function(iEvent,iSliderParams){_this.mExplodeCmd.setLevel(iSliderParams.value)},start:function(iEvent,iUI){start(_this)},stop:function(iEvent,iUI){stop(_this)}});$("#edrawings-explode-up").on("click.edw",function(){setLevel(10)});$("#edrawings-explode-down").on("click.edw",function(){setLevel(0)});if(_this.mViewer.ViewerFeatureOpts.Exp){var explodeHandle=$("#edrawings-explode-slider .ui-slider-handle");explodeHandle.on("touchmove.edw",function(iEvent){var total=explodeSlider.width();var touchEvent=iEvent.originalEvent;if(!(touchEvent instanceof TouchEvent))return;var xPos=touchEvent.touches[0].clientX;var val=10*(xPos-60)/total;val=val>1?1:val;val=val<0?0:val;explodeSlider.slider("value",val);_this.mExplodeCmd.setLevel(val)});explodeHandle.on("touchstart.edw",function(iEvent){start(_this)});explodeHandle.on("touchend.edw",function(iEvent){stop(_this)})}}};this.mSubmenuHiddenCallbacks["edrawings-explode-menu"]=function(){}}if(this.mViewerFeatureOpts.Measure){$("#edrawings-button-measure").on("click.edw",function(){_this.setActiveSubmenu("edrawings-button-measure","edrawings-measure-menu");eDwUIUtils.syncMeasureModeUI(_this.mViewer.MeasureMgr)});this.mSubmenuShownCallbacks["edrawings-measure-menu"]=function(){_this.mViewer.MeasureMgr.activateMeasure(_this.mViewer.MeasureMgr.getMeasureMode())};this.mSubmenuHiddenCallbacks["edrawings-measure-menu"]=function(){_this.mViewer.MeasureMgr.deactivateMeasure()}}if(this.mViewerFeatureOpts.Markup){$("#edrawings-button-markup").on("click.edw",function(){_this.setActiveSubmenu("edrawings-button-markup","edrawings-markup-menu");eDwUIUtils.syncMarkupModeUI(_this.mViewer.MarkupMgr)});this.mSubmenuShownCallbacks["edrawings-markup-menu"]=function(){_this.mViewer.MarkupMgr.activateMarkup()};this.mSubmenuHiddenCallbacks["edrawings-markup-menu"]=function(){_this.mViewer.MarkupMgr.deactivateMarkup()}}$("#edrawings-button-reset").on("click.edw",function(){var resetCmd=new eDwResetCmd(_this.mViewer);var cmdMgr=eDwCommandMgr.get();cmdMgr.add(resetCmd);cmdMgr.remove(resetCmd,"commit");_this.hideAllPanels();$("#edrawings-button-reset").addClass("active-button");window.setTimeout(function(){$("#edrawings-button-reset").removeClass("active-button")},1e3)});$("#edrawings-button-zoomtofit").on("click.edw",function(){var viewHC=_this.mViewer.getHCView();var curModelView=_this.mViewer.getModel().getActiveModelView();var nodeID=curModelView.Hierarchy.HOOPSID;var zoomToFitCmd=new eDwZoomToFitCmd(_this.mViewer,nodeID,viewHC.getCamera());var cmdMgr=eDwCommandMgr.get();cmdMgr.add(zoomToFitCmd);cmdMgr.remove(zoomToFitCmd,"commit");$("#edrawings-button-zoomtofit").addClass("active-button");window.setTimeout(function(){$("#edrawings-button-zoomtofit").removeClass("active-button")},1e3)});$(document).on(l_fullScreenChange,function(iEvent){_this.mUIEventHandlers.onToggleFullScreenUI(iEvent,_this.mViewer)});$("#edrawings-button-fs").on("click.edw",function(){_this.toggleFullScreen()});function clickDrawMode(iUI,iMode){iUI.setDrawMode(iMode);iUI.hideActiveHUDMenu()}$("#edrawings-button-shaded-hlrr").on("click.edw",function(){clickDrawMode(_this,"HiddenLinesRemoved")});$("#edrawings-button-shaded-hlrv").on("click.edw",function(){clickDrawMode(_this,"HiddenLinesVisible")});$("#edrawings-button-shaded-wireframe").on("click.edw",function(){clickDrawMode(_this,"Wireframe")});$("#edrawings-button-shaded-full").on("click.edw",function(){clickDrawMode(_this,"ShadedWithEdges")});$("#edrawings-button-shaded-noedges").on("click.edw",function(){clickDrawMode(_this,"Shaded")});$("#edrawings-button-animate").on("click.edw",function(){var animateCmd=new eDwAnimateCmd(_this.mViewer);var cmdMgr=eDwCommandMgr.get();cmdMgr.add(animateCmd);cmdMgr.remove(animateCmd,"commit")});$("#edrawings-button-frame-file-open").on("click.edw",function(){_this.hideActiveHUDMenu()});$("#edrawings-button-view").on("click.edw",function(){_this.setActiveHUDMenu("edrawings-button-view","edrawings-hud-view-menu")});$("#edrawings-button-help").on("click.edw",function(){var version=eDrawingsWVUtils.getViewerVersion();if(_this.mViewerFeatureOpts.Debug){version+=" HC Version:"+_this.mViewer.HCViewer.getViewerVersionString()}$("#edrawings-version").text("Version #: "+version);_this.setActiveHUDMenu("edrawings-button-help","edrawings-hud-help-menu")});$("#edrawings-button-controls").on("click.edw",function(){_this.setActiveHUDMenu("edrawings-button-controls","edrawings-hud-controls-menu")});$("#edrawings-button-zoom").on("click.edw",function(){_this.setActiveHUDMenu("edrawings-button-zoom","edrawings-hud-zoom-menu")});$("#edrawings-button-shaded").on("click.edw",function(){_this.setActiveHUDMenu("edrawings-button-shaded","edrawings-hud-shaded-menu")});$("#edrawings-sheets-foreward").on("click.edw",function(){var model=_this.mViewer.getModel();var currModelView=model.getActiveModelView();var modelViews=model.getModelViews();var curTab=l_getTabIndexOut(model,"right");var nxtIdx=0;if(curTab.Pos<0){nxtIdx=curTab.Idx-1}else{nxtIdx=curTab.Idx}if(nxtIdx>modelViews.length-1){nxtIdx=modelViews.length-1}if(nxtIdx<0)nxtIdx=0;pageConfigTab(modelViews[nxtIdx].Name,"right")});$("#edrawings-sheets-backward").on("click.edw",function(){var model=_this.mViewer.getModel();var modelViews=model.getModelViews();var curTab=l_getTabIndexOut(model,"left");var prvIdx=curTab.Idx-1;if(prvIdx>modelViews.length-1){prvIdx=modelViews.length-1}if(prvIdx<0)prvIdx=0;pageConfigTab(modelViews[prvIdx].Name,"left")});function togglePanel(iButtonID,iPanelID,iInputEventIDSuffix,iHandlers){if(self.setActiveSubmenu(iButtonID,iPanelID)){eDwUIUtils.activatePanelResizeInput("#"+iPanelID,iInputEventIDSuffix,iHandlers)}else{eDwUIUtils.deactivateMoveInput(iInputEventIDSuffix)}}$("#edrawings-button-sheet-tree").on("click.edw",function(){togglePanel("edrawings-button-sheet-tree","edrawings-sheet-tree-menu",".edw.sheet",_this.mUIEventHandlers)});$("#edrawings-button-layer-control").on("click.edw",function(){togglePanel("edrawings-button-layer-control","edrawings-layer-control-menu",".edw.layer",_this.mUIEventHandlers)});keyMgr.add({key:"F11"},"keydown",function(iEvent){iEvent.preventDefault();_this.toggleFullScreen();iEvent.stopPropagation()});$("#edrawings-button-view-settings").on("click.edw",function(){_this.setActiveHUDMenu("edrawings-button-view-settings","edrawings-hud-view-settings-menu")});var ambientOcc=$("#edrawings-button-view-ambient-occlusion");ambientOcc.on("click.edw",function(){var buttonActive=ambientOcc.hasClass("state-on-button");_this.hideActiveHUDMenu();if(buttonActive)ambientOcc.removeClass("state-on-button");else ambientOcc.addClass("state-on-button");var ambientOcclCmd=new eDwAmbientOcclusionCmd(_this.mViewer,!buttonActive);var cmdMgr=eDwCommandMgr.get();cmdMgr.add(ambientOcclCmd);cmdMgr.remove(ambientOcclCmd,"commit")});$("#edrawings-button-view-perspective").on("click.edw",function(){_this.hideActiveHUDMenu();var perspectiveMode=!_this.mViewer.getPerspectiveMode();_this.setPerspectiveMode(perspectiveMode)});this.mSubmenuHiddenCallbacks["edrawings-sheet-tree-menu"]=function(){eDwUIUtils.deactivateMoveInput(".edw.sheet")};this.mSubmenuHiddenCallbacks["edrawings-layer-control-menu"]=function(){eDwUIUtils.deactivateMoveInput(".edw.layer")};this.registerButtonForClickEffect("edrawings-button-view-top",function(){_this.setViewOrientation(eDwTypes_20.HC.ViewOrientation.Top)});this.registerButtonForClickEffect("edrawings-button-view-bottom",function(){_this.setViewOrientation(eDwTypes_20.HC.ViewOrientation.Bottom)});this.registerButtonForClickEffect("edrawings-button-view-left",function(){_this.setViewOrientation(eDwTypes_20.HC.ViewOrientation.Left)});this.registerButtonForClickEffect("edrawings-button-view-right",function(){_this.setViewOrientation(eDwTypes_20.HC.ViewOrientation.Right)});this.registerButtonForClickEffect("edrawings-button-view-front",function(){_this.setViewOrientation(eDwTypes_20.HC.ViewOrientation.Front)});this.registerButtonForClickEffect("edrawings-button-view-back",function(){_this.setViewOrientation(eDwTypes_20.HC.ViewOrientation.Back)});this.registerButtonForClickEffect("edrawings-button-view-iso",function(){_this.setViewOrientation(eDwTypes_20.HC.ViewOrientation.Iso)})};eDwUI.prototype.unregisterHTMLEvents=function(){this.mUIEventHandlers.removeHTMLEventHandlers();window.removeEventListener("resize",this.mResizeProxy,true);window.removeEventListener("beforeunload",this.mBeforeUnloadProxy,true);window.removeEventListener("Timeout",this.mTimeoutProxy,true);$("#"+l_ViewerID).off("edw:AddViewerEvents",this.mAddViewerEventsHandler);$("#edrawings-button-reset").off("click.edw");$("#edrawings-section-xz-button").off("click.edw");$("#edrawings-section-yz-button").off("click.edw");$("#edrawings-section-xy-button").off("click.edw");$("#edrawings-section-capping-button").off("click.edw");$("#edrawings-button-fs").off("click.edw");$("#edrawings-button-shaded-hlrr").off("click.edw");$("#edrawings-button-shaded-hlrv").off("click.edw");$("#edrawings-button-shaded-wireframe").off("click.edw");$("#edrawings-button-shaded-full").off("click.edw");$("#edrawings-button-shaded-noedges").off("click.edw");$("#edrawings-button-section").off("click.edw");$("#edrawings-button-AR").off("click.edw");$("#edrawings-button-animate").off("click.edw");$("#edrawings-button-view").off("click.edw");$("#edrawings-button-help").off("click.edw");$("#edrawings-button-controls").off("click.edw");$("#edrawings-button-zoom").off("click.edw");$("#edrawings-button-shaded").off("click.edw");$("#edrawings-button-configurations").off("click.edw");$("#edrawings-button-sheets").off("click.edw");$("#edrawings-button-component-tree").off("click.edw");$("#edrawings-button-debug").off("click.edw");$("#edrawings-button-sheet-tree").off("click.edw");$("#edrawings-button-layer-control").off("click.edw");$("#edrawings-button-annot-control").off("click.edw");$("#edrawings-button-tables-control").off("click.edw");$("#edrawings-button-move").off("click.edw");$("#edrawings-button-confignav").off("click.edw");$("#edrawings-button-frame-file-open").off("click.edw");$(document).off(l_fullScreenChange);$(document).off("click.edw");$(document).off("mousedown.edw");$(document).off("dblclick.edw");$("#edrawings-button-explode").off("click.edw");$("#edrawings-button-measure").off("click.edw");$("#edrawings-button-markup").off("click.edw");$("#edrawings-button-view-settings").off("click.edw");$("#edrawings-button-view-ambient-occlusion").off("click.edw");$("#edrawings-button-view-perspective").off("click.edw");$("#edrawings-sheets-foreward").off("click.edw");$("#edrawings-sheets-backward").off("click.edw");this.unregisterButtonForClickEffect("edrawings-section-flip-button");this.unregisterButtonForClickEffect("edrawings-section-normal-button");this.unregisterButtonForClickEffect("edrawings-face-normal-button");this.unregisterButtonForClickEffect("edrawings-button-view-top");this.unregisterButtonForClickEffect("edrawings-button-view-bottom");this.unregisterButtonForClickEffect("edrawings-button-view-left");this.unregisterButtonForClickEffect("edrawings-button-view-right");this.unregisterButtonForClickEffect("edrawings-button-view-front");this.unregisterButtonForClickEffect("edrawings-button-view-back");this.unregisterButtonForClickEffect("edrawings-button-view-iso")};eDwUI.prototype.setActiveSubmenu=function(iButtonID,iMenuId){var active=$(".edrawings-tool-button.active-button");this.hideAllPanels();if(active.length>0&&active.attr("id")===iButtonID)return false;eDwUIUtils.hide("#"+iMenuId,false).addClass("active");var button=$("#"+iButtonID);button.addClass("active-button");if(this.mItemActiveCallbacks[iButtonID]){this.mItemActiveCallbacks[iButtonID].call()}if(iMenuId==="edrawings-section-menu"||iMenuId==="edrawings-explode-menu"||iMenuId==="edrawings-measure-menu"||iMenuId==="edrawings-configurations-menu"||iMenuId==="edrawings-component-tree-menu"||iMenuId==="edrawings-debug-menu"||iMenuId==="edrawings-sheet-tree-menu"||iMenuId==="edrawings-layer-control-menu"||iMenuId==="edrawings-annot-control-menu"||iMenuId==="edrawings-tables-menu"){button.addClass("active-button-top-cover")}if(this.mSubmenuShownCallbacks[iMenuId]){this.mSubmenuShownCallbacks[iMenuId].call()}return true};eDwUI.prototype.hideActiveSubmenu=function(){var active=$(".edrawings-tool-button.active-button");if(active.length>0){var menuId=$(".edrawings-submenu.active").attr("id");eDwUIUtils.hide("#"+menuId,true).removeClass("active");var edw=$(".active-button");var button=$("#"+edw[0].id);button.removeClass("active-button");if(this.mItemDeactiveCallbacks[edw[0].id]){this.mItemDeactiveCallbacks[edw[0].id].call()}if(button.hasClass("active-button-top-cover")){button.removeClass("active-button-top-cover")}if(this.mSubmenuHiddenCallbacks[menuId]){this.mSubmenuHiddenCallbacks[menuId].call()}}};eDwUI.prototype.centerBottomBar=function(iWidth,iHeight){var edwbar=$(".tool-bar");var h=52;var b=52;edwbar.css({height:"auto"});var bar=$(".tool-bar");var viewerElem=$("#"+l_ViewerID);var leftbuttons=$(".edrawings-icon-set.left");var rightbuttons=$(".edrawings-icon-set.right");var centerbuttons=$(".edrawings-icon-set.center");var x=(iWidth?iWidth:viewerElem.width())-1;if(navigator.userAgent.indexOf("Trident")>=0){x=viewerElem[0].clientWidth-1}bar.css({position:"absolute"});leftbuttons.css({left:1+"px",position:"absolute"});rightbuttons.css({right:1+"px",position:"absolute"});centerbuttons.css({left:x/2-b/2+"px",position:"absolute"})};eDwUI.prototype.hideViewer=function(){var activeID="#"+l_ViewerID;var active=$(activeID);if(active.length>0){active.removeClass("active");eDwUIUtils.hide(activeID,true)}eDwUIUtils.hide("#list",true)};eDwUI.prototype.setActiveHUDMenu=function(iButtonID,iMenuID){var active=$(".edrawings-hud-button.active-button");this.hideActiveHUDMenu();if(active.length>0&&active.attr("id")===iButtonID)return;var button=$("#"+iButtonID);button.addClass("active-button");var menu=$("#"+iMenuID);if(iButtonID==="edrawings-button-help"){var w=window.innerWidth;var h=window.innerHeight;menu.css({left:(w-279)/2+"px",top:(h-251)/2+"px"})}else{var offset=button.offset();var posx=offset.left;var posy=offset.top+button.height();var W=$("#edrawings-canvas").width();var w=menu.width();if(posx+w>W)posx=W-w-10;menu.css({top:posy+"px",left:posx+"px"});button.addClass("active-button-bottom-cover")}menu.addClass("active");eDwUIUtils.hide("#"+iMenuID,false);if(this.mSubmenuShownCallbacks[iMenuID]){this.mSubmenuShownCallbacks[iMenuID].call()}};eDwUI.prototype.hideActiveHUDMenu=function(){var active=$(".edrawings-hud-button.active-button");var menu=$("#edrawings-hud-help-menu");menu.removeClass("active");eDwUIUtils.hide("#edrawings-hud-help-menu",true);if(active.length>0){var button=$("#"+active[0].id);button.removeClass("active-button");if(button.hasClass("active-button-bottom-cover")){button.removeClass("active-button-bottom-cover")}eDwUIUtils.hide(".edrawings-hud-menu.active",true).remove("active")}};eDwUI.prototype.changeMouseCursor=function(iArg){var elemID="";if(iArg==="pan")elemID="#edrawings-custom-cursor-pan";else if(iArg==="zoom")elemID="#edrawings-custom-cursor-zoom";else if(iArg==="rotate")elemID="#edrawings-custom-cursor-rotate";eDwUIUtils.hide("#edrawings-custom-cursor-pan",true);eDwUIUtils.hide("#edrawings-custom-cursor-zoom",true);eDwUIUtils.hide("#edrawings-custom-cursor-rotate",true);eDwUIUtils.hide("#edrawings-custom-cursor-pan",true);eDwUIUtils.hide("#edrawings-custom-cursor-zoom",true);eDwUIUtils.hide("#edrawings-custom-cursor-rotate",true);$(document).off("mouseenter","#edrawings-canvas");$(document).off("mouseout","#edrawings-canvas");$(document).off("mousemove","#edrawings-canvas");if(iArg==="select"){$("#edrawings-canvas").css("cursor","default");return}$("#edrawings-canvas").css("cursor","none");$(document).on("mouseenter","#edrawings-canvas",function(){eDwUIUtils.hide(elemID,false);return false});$(document).on("mouseout","#edrawings-canvas",function(){if(elemID)eDwUIUtils.hide(elemID,true);return false});$(document).on(["mousemove"],"#edrawings-canvas",function(iEvent){if(elemID){$(elemID).css("left",iEvent.clientX).css("top",iEvent.clientY)}return false})};eDwUI.prototype.registerButtonForClickEffect=function(iButtonID,iHandler){var but=$("#"+iButtonID);but.on("mousedown.edw",function(){but.addClass("edrawings-on-state")});but.on("mouseup.edw",function(){but.removeClass("edrawings-on-state");iHandler()})};eDwUI.prototype.unregisterButtonForClickEffect=function(iButtonID){var but=$("#"+iButtonID);but.off("mousedown.edw");but.off("mouseup.edw")};eDwUI.prototype.setViewOrientation=function(iOrientation){var setViewCmd=new eDwSetViewCmd(this.mViewer,iOrientation);var cmdMgr=eDwCommandMgr.get();cmdMgr.add(setViewCmd);cmdMgr.remove(setViewCmd,"commit");this.hideActiveHUDMenu()};eDwUI.prototype.showSectionCaps=function(iShow){var showCapsCmd=new eDwShowSectionCapCmd(this.mViewer,iShow);var cmdMgr=eDwCommandMgr.get();cmdMgr.add(showCapsCmd);cmdMgr.remove(showCapsCmd,"commit");var sectionCapVisibility=this.mViewer.XSectionMgr.SectionCapVisibility;var button=$("#edrawings-section-capping-button");if(iShow&&!button.hasClass("active-button")){button.addClass("active-button")}else if(!iShow&&button.hasClass("active-button")){button.removeClass("active-button")}};eDwUI.prototype.setXSectionOrientation=function(iNewSection){function setActive(buttonID,isActive){if(isActive&&!$(buttonID).hasClass("active-button")){$(buttonID).addClass("active-button")}else if(!isActive&&$(buttonID).hasClass("active-button")){$(buttonID).removeClass("active-button")}}var sectionMgr=this.mViewer.XSectionMgr;var sectionIndex=iNewSection?iNewSection.Index:sectionMgr.SectionIndex;var planeFromEnum=null;switch(sectionIndex){case eDwTypes_21.SectionPlaneOrientation.YZ.Index:setActive("#edrawings-section-xy-button",false);setActive("#edrawings-section-yz-button",true);setActive("#edrawings-section-xz-button",false);planeFromEnum=eDwTypes_21.SectionPlaneOrientation.YZ;break;case eDwTypes_21.SectionPlaneOrientation.ZX.Index:setActive("#edrawings-section-xy-button",false);setActive("#edrawings-section-yz-button",false);setActive("#edrawings-section-xz-button",true);planeFromEnum=eDwTypes_21.SectionPlaneOrientation.ZX;break;case eDwTypes_21.SectionPlaneOrientation.XY.Index:eDwUIUtils.hide("#edrawings-section-xy-button-on",false);eDwUIUtils.hide("#edrawings-section-yz-button",false);eDwUIUtils.hide("#edrawings-section-xz-button",false);setActive("#edrawings-section-xy-button",true);setActive("#edrawings-section-yz-button",false);setActive("#edrawings-section-xz-button",false);planeFromEnum=eDwTypes_21.SectionPlaneOrientation.XY;break;default:console.debugLog("UI","Unsupported section plane orientation");break}var origPlaneEnum=null;if(sectionIndex!==sectionMgr.SectionIndex){switch(sectionMgr.SectionIndex){case eDwTypes_21.SectionPlaneOrientation.YZ.Index:origPlaneEnum=eDwTypes_21.SectionPlaneOrientation.YZ;break;case eDwTypes_21.SectionPlaneOrientation.ZX.Index:origPlaneEnum=eDwTypes_21.SectionPlaneOrientation.ZX;break;case eDwTypes_21.SectionPlaneOrientation.XY.Index:origPlaneEnum=eDwTypes_21.SectionPlaneOrientation.XY;break;default:console.debugLog("UI","Unsupported initial section plane orientation");break}}if(planeFromEnum){var changeSectionPlaneCmd=new eDwChangeSectionPlaneCmd(this.mViewer,origPlaneEnum,planeFromEnum);var cmdMgr=eDwCommandMgr.get();cmdMgr.add(changeSectionPlaneCmd);cmdMgr.remove(changeSectionPlaneCmd,"commit")}};eDwUI.prototype.awfulUIHacks=function(){var _this=this;l_init=function(){$("#edrawings-face-normal-button").css("pointer-events","auto");_this.registerButtonForClickEffect("edrawings-face-normal-button",function(){var setViewCameraCmd=new eDwSetViewCameraCmd(_this.mViewer);var cmdMgr=eDwCommandMgr.get();cmdMgr.add(setViewCameraCmd);cmdMgr.remove(setViewCameraCmd,"commit");_this.hideActiveHUDMenu()})};l_uninit=function(){$("#edrawings-face-normal-button").css("pointer-events","none");_this.unregisterButtonForClickEffect("edrawings-face-normal-button")}};return eDwUI}();exports.eDwUI=eDwUI;var UIEventHandlers=function(_super){__extends(UIEventHandlers,_super);function UIEventHandlers(iUI,iViewerHTMLID,iViewerHTMLCanvasID){var _this=_super.call(this,iViewerHTMLID,iViewerHTMLCanvasID)||this;_this.mUI=iUI;return _this}UIEventHandlers.prototype.addHTMLEventHandlers=function(iViewerFeatOpts){var _this=this;_super.prototype.addHTMLEventHandlers.call(this,iViewerFeatOpts);$(".edrawings-menu-close").on("click.edw",function(){_this.mUI.hideAllPanels()})};UIEventHandlers.prototype.removeHTMLEventHandlers=function(){_super.prototype.removeHTMLEventHandlers.call(this);$(".edrawings-menu-close").off("click.edw")};UIEventHandlers.removeViewerEventHandlers=function(){eDwUIBaseEventHandlers.removeViewerEventHandlers()};UIEventHandlers.prototype.onResize=function(iEvent,iViewer){this.mUI.adjustTabs()};UIEventHandlers.prototype.onToggleFullScreenUI=function(iEvent,iViewer){var fullScreenState=document.fullscreenElement||document.webkitFullscreenElement||document.mozFullScreenElement||document.msFullscreenElement;if(fullScreenState){$("#edrawings-button-fs").addClass("edrawings-button-fs-restore");if($("#edrawings-button-AR-w .active-button").length===0){$("#edrawings-canvas-canvas-container").css({"background-color":"white"})}}else{$("#edrawings-button-fs").removeClass("edrawings-button-fs-restore");$("#edrawings-canvas-canvas-container").css({"background-color":""})}};UIEventHandlers.prototype.onInit=function(iViewer){this.removeHTMLEventHandlers();this.addHTMLEventHandlers(iViewer.ViewerFeatureOpts);var viewerFeatureOpts=iViewer.ViewerFeatureOpts;var model=iViewer.getModel();var modelViews=iViewer.getModel().getModelViews();eDwUIUtils.hide("#edrawings-button-measure",!viewerFeatureOpts.Measure);var measureButton=$("#edrawings-button-measure");if(viewerFeatureOpts.Measure){if(!measureButton.hasClass("disabled-button")){measureButton.addClass("disabled-button")}if(model.getMeasureable()){$("#edrawings-button-measure").removeClass("disabled-button")}}var isDrawing=model.isDrawing();var isAssembly=model.isAssembly();eDwUIUtils.hide("edrawings-button-AR-g",true);eDwUIUtils.hide("#edrawings-button-reset",false);eDwUIUtils.hide("#edrawings-button-shaded",isDrawing);eDwUIUtils.hide("#edrawings-button-view-settings",isDrawing);eDwUIUtils.hide("#edrawings-button-animate",isDrawing);eDwUIUtils.hide("#edrawings-button-section",isDrawing);eDwUIUtils.hide("#edrawings-button-view",isDrawing||!viewerFeatureOpts.Section);eDwUIUtils.hide("#edrawings-button-debug",!viewerFeatureOpts.Debug);eDwUIUtils.hide("#edrawings-button-markup",!viewerFeatureOpts.Markup);eDwUIUtils.hide("#edrawings-button-tables-control",isDrawing||iViewer.TableMgr.numTables()===0);eDwUIUtils.hide("#edrawings-button-sheets",!isDrawing);eDwUIUtils.hide("#edrawings-button-sheet-tree",!isDrawing);eDwUIUtils.hide("#edrawings-button-layer-control",!isDrawing);eDwUIUtils.hide("#edrawings-button-configurations",isDrawing);eDwUIUtils.hide("#edrawings-button-explode",isDrawing||!viewerFeatureOpts.Explode||!isAssembly);eDwUIUtils.hide("#edrawings-button-move",isDrawing||!viewerFeatureOpts.Move||!isAssembly);eDwUIUtils.hide("#edrawings-button-component-tree",isDrawing||!viewerFeatureOpts.Tree||!isAssembly);eDwUIUtils.hide("#edrawings-button-annot-control",isDrawing||!viewerFeatureOpts.Annot||!isAssembly);eDwUIUtils.hide("#edrawings-button-frame-file-open",!viewerFeatureOpts.DragDrop);eDwUIUtils.hide("#edrawings-config-bar",!(viewerFeatureOpts.Tabs&&modelViews.length>1));eDwUIUtils.hide(".edrawings-icon-set.center",isDrawing);_super.prototype.onInit.call(this,iViewer);var featOpts=this.mViewer.ViewerFeatureOpts;if(!model.isDrawing()&&(featOpts.Measure||!featOpts.Tabs)||featOpts.Debug){this.mUITriad=new eDwUITriad(iViewer);iViewer.SelectionMgr.addSelectOverlayNotifier(eDwTypes_20.HC.BuiltinOverlayIndex.AxisTriad,this.mUITriad);this.mUITriad.activate()}this.mUI.init(iViewer);eDwUIUtils.hide("#WaitBanner",true)};UIEventHandlers.prototype.onSelect=function(iViewer,iSelObj){_super.prototype.onSelect.call(this,iViewer,iSelObj);if(l_init)l_init()};UIEventHandlers.prototype.onUnselect=function(iViewer,iSelObj){_super.prototype.onUnselect.call(this,iViewer,iSelObj);if(l_uninit)l_uninit()};UIEventHandlers.prototype.onTimeout=function(iViewer){eDwUIUtils.hide("#TimeoutBanner",false);eDwUI.changeStyle("edrawings-viewer-timeout")};UIEventHandlers.prototype.onStartAnimation=function(iViewer){var eDwViewer=iViewer;$("#edrawings-canvas").on("click.edw",function(){eDwViewer.ViewMgr.stop()});eDwUIUtils.hide("#edrawings-button-animate-play-icon",true);eDwUIUtils.hide("#edrawings-button-animate-stop-icon",false)};UIEventHandlers.prototype.onStopAnimation=function(iViewer){eDwUIUtils.hide("#edrawings-button-animate-play-icon",false);eDwUIUtils.hide("#edrawings-button-animate-stop-icon",true)};UIEventHandlers.prototype.onModelLoadFailed=function(iViewer,iModelName,iReason){alert("Model "+iModelName+" failed to load: "+iReason);eDwUIUtils.hide("#WaitBanner",true);eDwUIUtils.hide("#ErrorBanner",false)};UIEventHandlers.prototype.onAmbientOcclusionChange=function(iViewer,iAmbientOcclusionOn){var ambientOccButton=$("#edrawings-button-view-ambient-occlusion");var perspectiveButton=$("#edrawings-button-view-perspective");if(iAmbientOcclusionOn){if(!ambientOccButton.hasClass("state-on-button")){ambientOccButton.addClass("state-on-button")}}else{if(ambientOccButton.hasClass("state-on-button")){ambientOccButton.removeClass("state-on-button")}}};UIEventHandlers.prototype.onProjectionModeChange=function(iViewer,iPerspectiveOn){var perspectiveButton=$("#edrawings-button-view-perspective");if(iPerspectiveOn){if(!perspectiveButton.hasClass("state-on-button")){perspectiveButton.addClass("state-on-button")}}else{if(perspectiveButton.hasClass("state-on-button")){perspectiveButton.removeClass("state-on-button")}}};UIEventHandlers.prototype.onDrawModeChange=function(iViewer,iDrawMode){function setActive(iButtonID,iIsActive){if(iIsActive&&!$(iButtonID).hasClass("active-button")){$(iButtonID).addClass("active-button")}else if(!iIsActive&&$(iButtonID).hasClass("active-button")){$(iButtonID).removeClass("active-button")}}function setActiveInGroup(iButtonID){setActive("#edrawings-button-shaded-full",false);setActive("#edrawings-button-shaded-noedges",false);setActive("#edrawings-button-shaded-wireframe",false);setActive("#edrawings-button-shaded-hlrr",false);setActive("#edrawings-button-shaded-hlrv",false);setActive(iButtonID,true)}switch(iDrawMode){case"ShadedWithEdges":setActiveInGroup("#edrawings-button-shaded-full");break;case"Shaded":setActiveInGroup("#edrawings-button-shaded-noedges");break;case"HiddenLinesRemoved":setActiveInGroup("#edrawings-button-shaded-hlrr");break;case"HiddenLinesVisible":setActiveInGroup("#edrawings-button-shaded-hlrv");break;case"Wireframe":setActiveInGroup("#edrawings-button-shaded-wireframe");break;default:throw new Error("Unknown draw mode in UI:"+iDrawMode)}};UIEventHandlers.prototype.onModelViewChange=function(iViewer,iNewModelView,iIsAssembly){_super.prototype.onModelViewChange.call(this,iViewer,iNewModelView,iIsAssembly);$("[class~='edrawings-config-tab']").removeClass("active-modelview");var elements=$("#edrawings-config-navigation").find(".edrawings-submenu-list-item");elements.removeClass("edrawings-list-selected");eDwUIUtils.updateModelViewTargets(iNewModelView,"[class~='config-tab-text']","active-modelview");eDwUIUtils.updateModelViewTargets(iNewModelView,"[class~='config-nav-text']","edrawings-list-selected")};UIEventHandlers.prototype.onResetScene=function(){this.onExplodeLevelChange()};UIEventHandlers.prototype.onExplodeLevelChange=function(){var explodeSlider=$("#edrawings-explode-slider");try{explodeSlider.slider("value",this.mViewer.getExplosionLevel())}catch(iException){}};UIEventHandlers.prototype.onDone=function(iViewer){if(this.mUITriad)this.mUITriad.activate(false);$("#edrawings-config-tab-list").empty();_super.prototype.onDone.call(this,iViewer)};return UIEventHandlers}(eDwUIBaseEventHandlers);var l_fullScreenChange="fullscreenchange.edw MSFullscreenChange.edw "+"mozfullscreenchange.edw webkitfullscreenchange.edw";var l_ViewerID="edrawings-viewer";var l_CanvasID="edrawings-canvas";var l_init;var l_uninit;function l_getTabIndexOut(iModel,iSide){var modelViews=iModel.getModelViews();var tabPos=[];var i=0;for(var _i=0,modelViews_3=modelViews;_i0){var configTab=targetSpan.filter('[class~="config-tab-text"]');if(configTab.length>0){var tabDivJQ=configTab.parent();var scrollParentJQ=eDwUIUtils.getScrollParent(tabDivJQ);var tabDivPos=tabDivJQ.position().left;var pos=iSide==="right"&&scrollParentJQ?scrollParentJQ.width()-tabDivPos:tabDivPos;tabPos.push({Pos:pos,Idx:i++})}}}for(var i_2=0;i_20:tabPos[i_2].Pos<0;if(pos){continue}else{return tabPos[i_2]}}return iSide==="right"?tabPos[tabPos.length-1]:tabPos[0]}function pageConfigTab(iConfigName,iDir){var targetSpan=$("span:contains("+JSON.stringify(iConfigName)+")");if(targetSpan.length>0){var configTab=targetSpan.filter('[class~="config-tab-text"]');var tabDivJQ=configTab.parent();var scrollParentJQ=eDwUIUtils.getScrollParent(tabDivJQ);if(configTab.length>0&&scrollParentJQ){var tabDivPos=tabDivJQ.position().left;var pos=scrollParentJQ.scrollLeft()+(iDir==="left"?tabDivPos-scrollParentJQ.width()-tabDivJQ.width():tabDivPos);eDwUIUtils.scrollToTarget(scrollParentJQ,pos,"fast","scrollLeft")}}}function activateModelView(iViewer,iModelViewName,iCamera){var changeModelViewCmd=new eDwChangeModelViewCmd(iViewer,iModelViewName,iCamera);var cmdMgr=eDwCommandMgr.get();cmdMgr.add(changeModelViewCmd);cmdMgr.remove(changeModelViewCmd,"commit")}});define("eDwUIAnnotHTMLGenerator",["require","exports","eDwUIHTMLGenerator"],function(require,exports,eDwUIHTMLGenerator){"use strict";var eDwUIAnnotHTMLGenerator=function(_super){__extends(eDwUIAnnotHTMLGenerator,_super);function eDwUIAnnotHTMLGenerator(iViewer,iPanelUIID){return _super.call(this,iViewer,iPanelUIID)||this}eDwUIAnnotHTMLGenerator.prototype.generateHTML=function(iAdditionalClasses){return __awaiter(this,void 0,void 0,function(){var generatedHTML,modelHC,annotViews,viewID;return __generator(this,function(_a){generatedHTML="";modelHC=this.mViewer.getModel().getHCModel();annotViews=modelHC.getCADViews();for(viewID in annotViews){generatedHTML+="
"+"
"+""+annotViews[viewID]+"
"}return[2,generatedHTML]})})};return eDwUIAnnotHTMLGenerator}(eDwUIHTMLGenerator);return eDwUIAnnotHTMLGenerator});define("eDwUIBaseEventHandlers",["require","exports","eDwUIContextMenu","eDwEventMgr","eDwUIHTMLEventMgr","eDwCommandMgr","eDwChangeModelViewCmd","eDwZoomToFitCmd","eDwCompositeCmd","eDwSetNodeVisibilityCmd","eDwRedlineOperator","eDwKeyMgr","eDwUIUtils","eDwTypes"],function(require,exports,eDwUIContextMenu,eDwEventMgr,eDwUIHTMLEventMgr,eDwCommandMgr,eDwChangeModelViewCmd,eDwZoomToFitCmd,eDwCompositeCmd,eDwSetNodeVisibilityCmd,eDwRedlineOperator,eDwKeyMgr,eDwUIUtils,eDwTypes_22){"use strict";var eDwUIBaseEventHandlers=function(){function eDwUIBaseEventHandlers(iViewerHTMLID,iViewerHTMLCanvasID){this.mViewerHTMLID=iViewerHTMLID;this.mViewerHTMLCanvasID=iViewerHTMLCanvasID;this.mUIHTMLEventMgr=new eDwUIHTMLEventMgr}eDwUIBaseEventHandlers.prototype.setViewer=function(iViewer){this.mViewer=iViewer;this.setContextMenu(iViewer)};eDwUIBaseEventHandlers.prototype.addHTMLEventHandlers=function(iViewerFeatOpts){var _this=this;this.mViewerFeatureOpts=iViewerFeatOpts;var eventMgrHTML=this.mUIHTMLEventMgr;eventMgrHTML.addEventHandler("#"+this.mViewerHTMLID,"contextmenu",eDwUIUtils.inhibitEventBehavior);eventMgrHTML.addEventHandler("window","resize",function(iEvent){if(_this.mViewer)_this.mViewer.HCViewer.resizeCanvas()});this.addSubTreeArrowEventHandler("#edrawings-sheet-tree-menu");var eventHandlers=this;function selectElement(ioTarget,iX,iY){var selIDHC=getHCID(ioTarget);if(isNaN(selIDHC))return false;eventHandlers.mViewer.SelectionMgr.selectByID(selIDHC);return true}function selectElementWithContextMenu(ioTarget,iX,iY){if(selectElement(ioTarget,iX,iY)){eventHandlers.updateContextMenu(iX,iY)}}eventMgrHTML.addDelegatedEventHandler("#edrawings-sheet-tree-menu .edrawings-submenu-list-item-button","click",function(iEvent){var target=$(iEvent.target);if(!target)return;selectElementWithContextMenu(target.parent(),iEvent.clientX,iEvent.clientY)});eventMgrHTML.addDelegatedEventHandler("#edrawings-sheet-tree-menu .edrawings-submenu-list-item","click",function(iEvent){if($(iEvent.target).hasClass("edrawings-root")){switchModelView(iEvent.target,_this.mViewer);return}selectElement($(iEvent.target),iEvent.clientX,iEvent.clientY)});function isTreeExpandElement(iTarget){return iTarget?iTarget.hasClass("edrawings-tree-arrow")||iTarget.hasClass("edrawings-tree-expanded")||iTarget.hasClass("edrawings-tree-icon"):false}eventMgrHTML.addDelegatedEventHandler("#edrawings-sheet-tree-menu .edrawings-submenu-list-item","mousedown",function(iEvent){if($(iEvent.target).hasClass("edrawings-root")){return}if(isTreeExpandElement($(iEvent.target)))return;_this.onMouseDown(iEvent)});eventMgrHTML.addDelegatedEventHandler("#edrawings-sheet-tree-menu .edrawings-submenu-list-item","dblclick",function(iEvent){var target=$(iEvent.target);if(target.hasClass("edrawings-root")){return}var id=getHCID(target);if(isNaN(id)||id<0){return}var cmdMgr=eDwCommandMgr.get();var zoomToViewCmd=new eDwCompositeCmd(_this.mViewer);zoomToViewCmd.initCmdActionImplementation();cmdMgr.add(zoomToViewCmd);var targetModelView=_this.getModelViewFromID(id);var activeModelView=_this.mViewer.getModel().getActiveModelView();if(targetModelView&&targetModelView!==activeModelView){_this.mViewer.SelectionMgr.selectByID(id);var changeModelViewCmd=new eDwChangeModelViewCmd(_this.mViewer,targetModelView.Name,_this.mViewer.getInitCamera());cmdMgr.add(changeModelViewCmd);cmdMgr.remove(changeModelViewCmd,"commit")}_this.onLeftDoubleClick(_this.mViewer);cmdMgr.remove(zoomToViewCmd,"commit")});function switchModelView(iElement,iViewer){var modelViewName=eDwUIUtils.getText(iElement);var changeModelViewCmd=new eDwChangeModelViewCmd(iViewer,modelViewName,iViewer.getInitCamera());var cmdMgr=eDwCommandMgr.get();cmdMgr.add(changeModelViewCmd);cmdMgr.remove(changeModelViewCmd,"commit")}if(this.mViewerFeatureOpts.Tree){this.addSubTreeArrowEventHandler("#edrawings-component-tree-menu");eventMgrHTML.addDelegatedEventHandler("#edrawings-component-tree-menu .edrawings-submenu-list-item","click",function(iEvent){selectElement($(iEvent.target),iEvent.clientX,iEvent.clientY)});eventMgrHTML.addDelegatedEventHandler("#edrawings-configurations-menu .edrawings-submenu-list-item","click",function(iEvent){switchModelView(iEvent.target,_this.mViewer)});eventMgrHTML.addDelegatedEventHandler("#edrawings-component-tree-menu .edrawings-submenu-list-item","dblclick",function(iEvent){var id=getHCID($(iEvent.target));if(isNaN(id))return;_this.onLeftDoubleClick(_this.mViewer)});eventMgrHTML.addDelegatedEventHandler("#edrawings-component-tree-menu .edrawings-submenu-list-item","mousedown",function(iEvent){if(isTreeExpandElement($(iEvent.target)))return;_this.onMouseDown(iEvent)});eventMgrHTML.addEventHandler("#component-search-cancel","click",function(iEvent){$("#edrawings-component-tree-menu "+".edrawings-menu-search-input").val("");_this.searchPanelList($(iEvent.target))});eventMgrHTML.addDelegatedEventHandler("#edrawings-configurations-menu .item-text","click",function(iEvent){switchModelView(iEvent.target,_this.mViewer)});var selectorName="#edrawings-component-tree-menu "+".edrawings-submenu-list-item-button";eventMgrHTML.addDelegatedEventHandler(selectorName,"click",function(iEvent){var target=$(iEvent.target);if(!target)return;selectElementWithContextMenu(target.parent(),iEvent.clientX,iEvent.clientY)});eventMgrHTML.addEventHandler("#edrawings-search-component-input","keyup",function(iEvent){_this.searchPanelList($(iEvent.target))})}if(this.mViewerFeatureOpts.Debug){this.addSubTreeArrowEventHandler("#edrawings-debug-menu");var inputSelectorName="#edrawings-console-debug-categories "+".edrawings-menu-search-input";eventMgrHTML.addDelegatedEventHandler(inputSelectorName,"blur",function(iEvent){var inputElem=iEvent.target;var categories=inputElem.value.split(",");if(categories.length===0)return;for(var _i=0,categories_1=categories;_i-1){console.excludeDebugLogCategories.slice(pos,1)}}});var selectorName_1="#edrawings-debug-menu .edrawings-submenu-list-item";eventMgrHTML.addDelegatedEventHandler(selectorName_1,"click",function(iEvent){var id=getHCID($(iEvent.target));if(isNaN(id))return;$(selectorName_1).removeClass("edrawings-list-selected");$(iEvent.target).addClass("edrawings-list-selected");_this.mViewer.SelectionMgr.selectByID(id)});eventMgrHTML.addDelegatedEventHandler("#edrawings-debug-menu .edrawings-submenu-list-item","dblclick",function(iEvent){var id=getHCID($(iEvent.target));if(isNaN(id))return;_this.onLeftDoubleClick(_this.mViewer)});eventMgrHTML.addEventHandler("#edrawings-debug-menu .edrawings-menu-search-cancel","click",function(iEvent){$("#edrawings-debug-menu "+".edrawings-menu-search-input").val("");_this.searchPanelList($(iEvent.target))});eventMgrHTML.addEventHandler("#edrawings-debug-menu .edrawings-menu-search-input","keyup",function(iEvent){_this.searchPanelList($(iEvent.target))})}if(this.mViewerFeatureOpts.Measure){eventMgrHTML.addDelegatedEventHandler("#edrawings-measure-menu .edrawings-measure-entities-remove","click",function(iEvent){var target=$(iEvent.target);var idxStr=target.parent().attr("index");if(!idxStr)return;var idx=parseInt(idxStr,10);_this.mViewer.MeasureMgr.removeMeasureEntityAt(idx)});var selectorName_2="#edrawings-measure-menu .edrawings-measure-entities-list-item";eventMgrHTML.addDelegatedEventHandler(selectorName_2,"click",function(iEvent){_this.mContextMenu.hide();var target=$(iEvent.target);var idxStr=target.attr("index");if(!idxStr){return}var idx=parseInt(idxStr,10);$(selectorName_2).removeClass("edrawings-list-selected");_this.mViewer.MeasureMgr.dehighlightAllSelectEntity();target.addClass("edrawings-list-selected");_this.mViewer.MeasureMgr.highlightSelectEntityAt(idx)});eventMgrHTML.addDelegatedEventHandler("#edrawings-measure-menu .edrawings-measure-entities-list-item","mousedown",function(iEvent){if(!eDwKeyMgr.get().isRMBPressed(iEvent)){return}var target=$(iEvent.target);var idxStr=target.attr("index");if(!idxStr)return;target.addClass("edrawings-list-selected");var measureMgr=_this.mViewer.MeasureMgr;measureMgr.dehighlightAllSelectEntity();var idx=parseInt(idxStr,10);measureMgr.highlightSelectEntityAt(idx);_this.updateContextMenu(iEvent.pageX,iEvent.pageY,"#measure")});eventMgrHTML.addDelegatedEventHandler("#edrawings-measure-menu .measure-filter-button","click",function(iEvent){var target=$(iEvent.target);if(target.hasClass("active-button")){target.removeClass("active-button")}else{target.addClass("active-button")}_this.mViewer.MeasureMgr.setMeasureMode(eDwUIUtils.getCurrentMeasureMode())});eventMgrHTML.addDelegatedEventHandler("#edrawings-measure-menu .edrawings-measure-delta-button","click",function(iEvent){var target=$(iEvent.target);if(target.hasClass("active-button")){target.removeClass("active-button");_this.mViewer.MeasureMgr.setMeasureDelta(false)}else{target.addClass("active-button");_this.mViewer.MeasureMgr.setMeasureDelta(true)}});eventMgrHTML.addDelegatedEventHandler("#edrawings-measure-menu .edrawings-measure-pickpoint-button","click",function(iEvent){var target=$(iEvent.target);if(target.hasClass("active-button")){target.removeClass("active-button");_this.mViewer.MeasureMgr.setMeasurePickPoint(false)}else{target.addClass("active-button");_this.mViewer.MeasureMgr.setMeasurePickPoint(true)}});eventMgrHTML.addDelegatedEventHandler("#edrawings-measure-menu .measure-unit-selector","change",function(iEvent){var unitMultiplier=$("#edrawings-measure-distant-unit").val();var angleUnit=$("#edrawings-measure-angle-unit").val();_this.mViewer.MeasureMgr.setMeasureUnits(unitMultiplier,angleUnit)})}function addListClickEventHandler(iEventMgrHTML,iSelectorName,iViewAttrName){var _this=this;iEventMgrHTML.addDelegatedEventHandler(iSelectorName,"click",function(iEvent){var items=$(iSelectorName);items.removeClass("edrawings-list-selected");var target=$(iEvent.target);var viewID=parseInt(target.data(iViewAttrName),10);if(isNaN(viewID))return;var modelHC=_this.mViewer.getModel().getHCModel();modelHC.activateCADView(viewID);var pmiIds=[];var cadViews=modelHC.getCADViews();for(var idStr in cadViews){var id=parseInt(idStr,10);var name_1=cadViews[idStr];Array.prototype.push.apply(pmiIds,modelHC.getCADViewPMIs(id))}var setNodeVisCmd=new eDwSetNodeVisibilityCmd(_this.mViewer,pmiIds,true);var cmdMgr=eDwCommandMgr.get();cmdMgr.add(setNodeVisCmd);cmdMgr.remove(setNodeVisCmd,"commit");$(iEvent.target).addClass("edrawings-list-selected")})}if(this.mViewerFeatureOpts.Annot){addListClickEventHandler(eventMgrHTML,"#edrawings-annot-control-menu "+".edrawings-submenu-list-item","viewid")}eventMgrHTML.addDelegatedEventHandler("#edrawings-tables-menu .edrawings-submenu-list-item","click",function(iEvent){selectElementWithContextMenu($(iEvent.target),iEvent.clientX,iEvent.clientY)});eventMgrHTML.addDelegatedEventHandler("#edrawings-tables-menu .edrawings-submenu-list-item","mousedown",function(iEvent){if(!eDwKeyMgr.get().isRMBPressed(iEvent))return;selectElementWithContextMenu($(iEvent.target),iEvent.clientX,iEvent.clientY)});eventMgrHTML.addDelegatedEventHandler("#edrawings-tables-menu "+".edrawings-submenu-list-item-button","click",function(iEvent){var target=$(iEvent.target);if(!target)return;selectElementWithContextMenu(target.parent(),iEvent.clientX,iEvent.clientY)});if(this.mViewerFeatureOpts.Markup){eventMgrHTML.addDelegatedEventHandler("#edrawings-markup-menu .edrawings-submenu-list-item","click",function(iEvent){$(".edrawings-submenu-list-item").removeClass("edrawings-list-selected");var target=$(iEvent.target);var viewKey=target.attr("key");target.addClass("edrawings-list-selected");var markupMgr=_this.mViewer.HCViewer.getMarkupManager();markupMgr.activateMarkupView(viewKey,400);var markupView=markupMgr.getMarkupView(viewKey);eDwRedlineOperator.activateMarkups(markupView,_this.mViewer.HCViewer)});eventMgrHTML.addDelegatedEventHandler("#edrawings-markup-menu .edrawings-submenu-list-item","dblclick",function(iEvent){$(".edrawings-submenu-list-item").removeClass("edrawings-list-selected");var target=$(iEvent.target);var viewKey=target.attr("key");var markupMgr=_this.mViewer.HCViewer.getMarkupManager();markupMgr.deleteMarkupView(viewKey)});eventMgrHTML.addEventHandler("#markup-text-editor","keyup",function(iEvent){var input=$("#markup-text-editor").val();var op=_this.mViewer.MarkupMgr.getOperator();op.setCurAnnotation(input)});eventMgrHTML.addDelegatedEventHandler("#edrawings-markup-menu .markup-mode-button","click",function(iEvent){var target=$(iEvent.target);if(!target.hasClass("active-button")){var button=$("#edrawings-markup-menu .markup-mode-button");button.removeClass("active-button");target.addClass("active-button")}else{target.removeClass("active-button")}_this.mViewer.MarkupMgr.setMarkupMode(eDwUIUtils.getCurrentMarkupMode())});if(this.mViewerFeatureOpts.Exp){eDwUIUtils.hide(".edrawings-markup-io",false);eventMgrHTML.addDelegatedEventHandler("#edrawings-markup-menu .markup-op-button","click",function(iEvent){var target=$(iEvent.target);if(target[0].id==="edrawings-markup-read"){_this.mViewer.MarkupMgr.readFromCache()}if(target[0].id==="edrawings-markup-save"){_this.mViewer.MarkupMgr.saveToCache()}})}}eventMgrHTML.addDelegatedEventHandler("#edrawings-layer-control-menu .item-layer-checkbox","click",function(iEvent){var targetJQ=eDwUIUtils.getTarget($(iEvent.target));var layerName=eDwUIUtils.getSpanText(targetJQ.next("span.item-tree-text"));var isVisible=targetJQ.prop("checked");_this.setOneLayerVisibility(layerName,isVisible)});eventMgrHTML.addDelegatedEventHandler("#edrawings-layer-control-menu .layer-all","click",function(iEvent){var isVisible=$(iEvent.target).prop("checked");_this.setAllLayerVisibility(isVisible)})};eDwUIBaseEventHandlers.prototype.addDefaultHTMLPanelCloseEventHandlers=function(){var eventMgrHTML=this.mUIHTMLEventMgr;function addCloseEventHandler(iPanelID){eventMgrHTML.addDelegatedEventHandler(iPanelID+" .edrawings-menu-close","click",function(iEvent){eDwUIUtils.hide(iPanelID,true)})}if(this.mViewerFeatureOpts.Tree){addCloseEventHandler("#edrawings-component-tree-menu")}addCloseEventHandler("#edrawings-configurations-menu");if(this.mViewerFeatureOpts.Debug){addCloseEventHandler("#edrawings-debug-menu")}addCloseEventHandler("#edrawings-sheet-tree-menu");addCloseEventHandler("#edrawings-layer-control-menu");if(this.mViewerFeatureOpts.Annot){addCloseEventHandler("#edrawings-annot-control-menu")}addCloseEventHandler("#edrawings-tables-menu")};eDwUIBaseEventHandlers.addViewerEventHandlers=function(iEventHandlerObj){var handlerObj=iEventHandlerObj;var eventMgr=eDwEventMgr.get();eventMgr.addEventHandlerObj("Init",handlerObj,"onInit");eventMgr.addEventHandlerObj("Select",handlerObj,"onSelect");eventMgr.addEventHandlerObj("Unselect",handlerObj,"onUnselect");eventMgr.addEventHandlerObj("StartAnimation",handlerObj,"onStartAnimation");eventMgr.addEventHandlerObj("StopAnimation",handlerObj,"onStopAnimation");eventMgr.addEventHandlerObj("LeftClick",handlerObj,"onLeftClick");eventMgr.addEventHandlerObj("RightClick",handlerObj,"onRightClick");eventMgr.addEventHandlerObj("LeftDoubleClick",handlerObj,"onLeftDoubleClick");eventMgr.addEventHandlerObj("ModelLoadFailure",handlerObj,"onModelLoadFailed");eventMgr.addEventHandlerObj("Timeout",handlerObj,"onTimeout");eventMgr.addEventHandlerObj("DrawModeChange",handlerObj,"onDrawModeChange");eventMgr.addEventHandlerObj("ProjModeChange",handlerObj,"onProjectionModeChange");eventMgr.addEventHandlerObj("NodeAttribChange",handlerObj,"onNodeAttribChanged");eventMgr.addEventHandlerObj("CameraChange",handlerObj,"onCameraChange");eventMgr.addEventHandlerObj("ResetScene",handlerObj,"onResetScene");eventMgr.addEventHandlerObj("AmbientOcclChange",handlerObj,"onAmbientOcclusionChange");eventMgr.addEventHandlerObj("ExplodeLevelChange",handlerObj,"onExplodeLevelChange");eventMgr.addEventHandlerObj("Done",handlerObj,"onDone");eventMgr.addEventHandlerObj("ModelViewChange",handlerObj,"onModelViewChange");if(handlerObj.mViewerFeatureOpts.Measure){eventMgr.addEventHandlerObj("MeasurementRefresh",handlerObj,"onMeasurementRefresh");eventMgr.addEventHandlerObj("MeasurementSelection",handlerObj,"onMeasurementSelected");eventMgr.addEventHandlerObj("MeasurementDeselectAll",handlerObj,"onMeasurementDeselectAll")}if(handlerObj.mViewerFeatureOpts.Markup){eventMgr.addEventHandlerObj("ViewCreated",handlerObj,"onViewCreated");eventMgr.addEventHandlerObj("ViewLoaded",handlerObj,"onViewLoaded");eventMgr.addEventHandlerObj("ViewDeleted",handlerObj,"onViewDeleted")}};eDwUIBaseEventHandlers.prototype.removeHTMLEventHandlers=function(){this.mUIHTMLEventMgr.removeAllEventHandlers();if(this.mContextMenu)this.mContextMenu.removeAllEventHandlers();this.mContextMenu=undefined};eDwUIBaseEventHandlers.removeViewerEventHandlers=function(){eDwEventMgr.get().removeAllEventHandlers()};eDwUIBaseEventHandlers.prototype.onInit=function(iViewer){this.mViewer=iViewer;this.setContextMenu(this.mViewer);eDwUIUtils.createUIGenerators(iViewer);if(iViewer.ViewerFeatureOpts.Annot){this.populateMBDNotes(iViewer)}};eDwUIBaseEventHandlers.prototype.onDone=function(iViewer){iViewer.destroy()};eDwUIBaseEventHandlers.prototype.onMouseDown=function(iEvent){if(!this.mContextMenu){return}var jqSelObj=$(iEvent.target);jqSelObj.attr("inhibitScroll","true");if(eDwKeyMgr.get().isRMBPressed(iEvent)){var id=getHCID($(iEvent.target));if(isNaN(id)){jqSelObj.removeAttr("inhibitScroll");return}this.mViewer.SelectionMgr.selectByID(id);this.updateContextMenu(iEvent.pageX,iEvent.pageY)}else{this.mContextMenu.hide()}};eDwUIBaseEventHandlers.prototype.onSelect=function(iViewer,iSelObj){this.handleSelectionChange(iViewer,iSelObj,true);this.updateComponentCount(iViewer)};eDwUIBaseEventHandlers.prototype.onUnselect=function(iViewer,iSelObj){this.handleSelectionChange(iViewer,iSelObj,false);this.updateComponentCount(iViewer)};eDwUIBaseEventHandlers.prototype.onResizePanel=function(iEvent,iMenuID,mouseXOrig,menuWidthOrig){$(iMenuID).width(menuWidthOrig+iEvent.clientX-mouseXOrig)};eDwUIBaseEventHandlers.prototype.onLeftDoubleClick=function(iViewer){var nodeHCID;var result=iViewer.SelectionMgr.getLastSelHCID();if(result instanceof RangeError){var activeModelView=iViewer.getModel().getActiveModelView();if(activeModelView)nodeHCID=activeModelView.Hierarchy.HOOPSID}else{nodeHCID=result}var zoomToFitCmd=new eDwZoomToFitCmd(iViewer,nodeHCID,iViewer.getHCView().getCamera());var cmdMgr=eDwCommandMgr.get();cmdMgr.add(zoomToFitCmd);cmdMgr.remove(zoomToFitCmd,"commit");if(this.mContextMenu)this.mContextMenu.hide()};eDwUIBaseEventHandlers.prototype.onRightClick=function(iViewer,iCoords){this.updateContextMenu(iCoords.x,iCoords.y)};eDwUIBaseEventHandlers.prototype.updateContextMenu=function(iX,iY,iSelector){if(iSelector===void 0){iSelector=""}var selector=iSelector;if(!selector){var isDrawing=this.mViewer.getModel().isDrawing();selector="#display"+(isDrawing?" .edw-context-transp-solid":"")}if(this.mViewer.getModel().isPart()){selector+=" #display"}this.mContextMenu.show(iX,iY,selector)};eDwUIBaseEventHandlers.prototype.hideContextMenu=function(){if(this.mContextMenu)this.mContextMenu.hide()};eDwUIBaseEventHandlers.prototype.onLeftClick=function(iViewer,iCoords){this.hideContextMenu()};eDwUIBaseEventHandlers.prototype.onModelViewChange=function(iViewer,iNewModelView,iIsAssembly){var _this=this;(function(){return __awaiter(_this,void 0,void 0,function(){return __generator(this,function(_a){switch(_a.label){case 0:return[4,eDwUIUtils.updateUI(iViewer,iNewModelView)];case 1:_a.sent();eDwUIUtils.setModelView(iNewModelView);return[2]}})})})()};eDwUIBaseEventHandlers.prototype.onNodeAttribChanged=function(iViewer,iHierNodesAndAttribs){if(iViewer.ViewerFeatureOpts.Debug){for(var _i=0,iHierNodesAndAttribs_3=iHierNodesAndAttribs;_i0));eDwUIUtils.hide(".edrawings-menu-search-cancel",true)}};eDwUIBaseEventHandlers.prototype.getModelViewFromID=function(iNodeHCID){var model=this.mViewer.getModel();var modelHC=model.getHCModel();var modelViews=model.getModelViews();for(var _i=0,modelViews_4=modelViews;_icanvasWidth){posx=canvasWidth-menuWidth-5}var posy=iY;if(posy+menuHeight>canvasHeight){posy=canvasHeight-menuHeight-5}contextMenu.css({top:posy+"px",left:posx+"px"});eDwUIUtils.hide("#edrawings-context-menu",false)};eDwUIContextMenu.prototype.hide=function(){eDwUIUtils.hide("#edrawings-context-menu",true)};return eDwUIContextMenu}();return eDwUIContextMenu});define("eDwUIDebugHTMLGenerator",["require","exports","eDwUIHTMLGenerator"],function(require,exports,eDwUIHTMLGenerator){"use strict";var eDwUIDebugHTMLGenerator=function(_super){__extends(eDwUIDebugHTMLGenerator,_super);function eDwUIDebugHTMLGenerator(iViewer,iPanelUIID){var _this=_super.call(this,iViewer,iPanelUIID)||this;_this.mHCModel=iViewer.getModel().getHCModel();return _this}eDwUIDebugHTMLGenerator.prototype.getNodeFromID=function(iNodeID){return getHCNode(iNodeID)};eDwUIDebugHTMLGenerator.prototype.getPostSpanHTML=function(iAdditionalClasses){return""};eDwUIDebugHTMLGenerator.prototype.forNodeGetName=function(iNode){return this.mHCModel.getNodeName(getHCNode(iNode))};eDwUIDebugHTMLGenerator.prototype.forNodeGetID=function(iNode){return getHCNode(iNode)};eDwUIDebugHTMLGenerator.prototype.forNodeGetParentID=function(iNode){return this.mHCModel.getNodeParent(getHCNode(iNode))};eDwUIDebugHTMLGenerator.prototype.forNodeGetChildren=function(iNode){return this.mHCModel.getNodeChildren(getHCNode(iNode))};eDwUIDebugHTMLGenerator.prototype.forNodeHasChildren=function(iNode){return this.forNodeGetChildren(iNode).length>0};eDwUIDebugHTMLGenerator.prototype.forNodeGetDataAttributes=function(iNode){return _super.prototype.forNodeGetDataAttributes.call(this,iNode)};eDwUIDebugHTMLGenerator.prototype.forNodeGetElementContent=function(iNode){var nodeHCID=this.forNodeGetID(iNode);return this.forNodeGetName(iNode)+" ID: "+nodeHCID+" TYPE: "+this.mHCModel.getNodeType(nodeHCID)};eDwUIDebugHTMLGenerator.prototype.forNodeGetDisplayStateCSSClass=function(iNode){return"edrawings-body-visible"};return eDwUIDebugHTMLGenerator}(eDwUIHTMLGenerator);function isHCNode(iNode){return!isNaN(iNode)}function getHCNode(iNode){if(!isHCNode(iNode)){throw new Error("Not an HC node:\n"+JSON.stringify(iNode))}return iNode}return eDwUIDebugHTMLGenerator});define("eDwUIHTMLEventMgr",["require","exports"],function(require,exports){"use strict";var eDwUIHTMLEventMgr=function(){function eDwUIHTMLEventMgr(){this.mEventHandlerData={}}eDwUIHTMLEventMgr.prototype.addDelegatedEventHandler=function(iElemSelector,iEventName,iEventHandler){if(!iElemSelector||!iEventName||!iEventHandler)return false;var selectors=iElemSelector.split(" ");if(selectors.length<2)return false;var ancestorElementID=selectors.shift();var ancestorElementJQ=$(ancestorElementID);if(!ancestorElementJQ)return false;var ancestorElement=$(ancestorElementJQ)[0];if(!ancestorElement)return false;return this.commonAddEventHandler(ancestorElementJQ,iEventName,iEventHandler,selectors.join().replace(".",""))};eDwUIHTMLEventMgr.prototype.addEventHandler=function(iElemID,iEventName,iEventHandler){if(!iElemID||!iEventName||!iEventHandler)return false;var elementJQ;if(iElemID==="window"){elementJQ=$(window);elementJQ[0].id="window";elementJQ[0].className="";elementJQ[0].nodeType=Node.ELEMENT_NODE}else if(iElemID==="document"){elementJQ=$(document);elementJQ[0].id="document";elementJQ[0].className=""}else{elementJQ=$(iElemID)}if(!elementJQ)return false;var element=$(elementJQ)[0];if(!element)return false;return this.commonAddEventHandler(elementJQ,iEventName,iEventHandler)};eDwUIHTMLEventMgr.prototype.removeAllEventHandlers=function(){for(var eventName in this.mEventHandlerData){if(this.mEventHandlerData.hasOwnProperty(eventName)){var handlersOfEvent=this.mEventHandlerData[eventName];for(var elemID in handlersOfEvent){if(handlersOfEvent.hasOwnProperty(elemID)){this.removeEventHandlersByID(elemID,eventName,handlersOfEvent)}}this.mEventHandlerData[eventName]={}}}this.mEventHandlerData={}};eDwUIHTMLEventMgr.prototype.removeEventHandlers=function(iElemID,iEventName){var handlersRemoved=false;if(this.mEventHandlerData.hasOwnProperty(iEventName)){var handlersOfEvent=this.mEventHandlerData[iEventName];if(handlersOfEvent.hasOwnProperty(iElemID)){handlersRemoved=this.removeEventHandlersByID(iElemID,iEventName,handlersOfEvent)}}return handlersRemoved};eDwUIHTMLEventMgr.prototype.commonAddEventHandler=function(iElementJQ,iEventName,iEventHandler,iElemClasses){if(iElemClasses===void 0){iElemClasses=""}if(!iElementJQ||!$(iElementJQ))return false;var element=$(iElementJQ)[0];if(!element)return false;var eventHandlerData=this.mEventHandlerData;var handlersOfEvent=eventHandlerData[iEventName];if(!handlersOfEvent){handlersOfEvent=eventHandlerData[iEventName]={}}var elemHandlers=handlersOfEvent[element.id];if(!elemHandlers){elemHandlers=handlersOfEvent[element.id]={MainDispatcher:null,Handlers:[]}}if(elemHandlers.MainDispatcher){element.removeEventListener(iEventName,elemHandlers.MainDispatcher,true)}elemHandlers.MainDispatcher=function(ioEvent){eventDispatcher(ioEvent,elemHandlers.Handlers)};element.addEventListener(iEventName,elemHandlers.MainDispatcher,true);elemHandlers.Handlers.push({Element:element,TargetElemClasses:iElemClasses,Handler:iEventHandler});console.debugLog("UIEvents","Event name = "+iEventName+", id = "+element.id+", classes = "+iElemClasses+", Num handlers = "+elemHandlers.Handlers.length);return true};eDwUIHTMLEventMgr.prototype.removeEventHandlersByID=function(iElemID,iEventName,ioHandlersOfEvent){var handlersRemoved=false;var elemHandlers=ioHandlersOfEvent[iElemID];if(!elemHandlers){elemHandlers=ioHandlersOfEvent[iElemID]={MainDispatcher:null,Handlers:[]}}if(elemHandlers.Handlers.length){var handler=elemHandlers.Handlers[0];handler.Element.removeEventListener(iEventName,elemHandlers.MainDispatcher,true);handlersRemoved=true}return handlersRemoved};return eDwUIHTMLEventMgr}();function eventDispatcher(ioEvent,iHandlerObjs){var handlers=iHandlerObjs;if(!iHandlerObjs||!iHandlerObjs.length)return;console.debugLog("UIEvents","Event = "+ioEvent.type+", Num handlers = "+iHandlerObjs.length);var runHandler=false;var eventTarget=ioEvent.target;while(eventTarget&&!runHandler){for(var i=0;i-1?"":" edrawings-list-option ";var highlight=this.getHighlightClass(iNode);var currOffset=iLeftPaddingInPX===undefined?this.mInitialLeftPaddingInPX+"px":iLeftPaddingInPX+"px";var generatedHTML="
";generatedHTML+=this.getPreSpanHTML(iNode,additionalClasses,expanded,iIgnoreChildren);generatedHTML+=""+this.forNodeGetElementContent(iNode)+"";generatedHTML+=this.getPostSpanHTML(nonRootClass+" "+additionalClasses);generatedHTML+="
";return generatedHTML};eDwUIHTMLGenerator.prototype.getNodeFromID=function(iNodeID){var modelViews=this.mViewer.getModel().getModelViews();for(var _i=0,modelViews_6=modelViews;_i
";return generatedHTML};eDwUIHTMLGenerator.prototype.getPostSpanHTML=function(iAdditionalClasses){return"
"};eDwUIHTMLGenerator.prototype.forNodeGetName=function(iNode){return getHierarchyNode(iNode).Name};eDwUIHTMLGenerator.prototype.forNodeGetID=function(iNode){return getHierarchyNode(iNode).HOOPSID};eDwUIHTMLGenerator.prototype.forNodeGetParentID=function(iNode){var parentHierNode=getHierarchyNode(iNode).ParentNode;return parentHierNode?parentHierNode.HOOPSID:undefined};eDwUIHTMLGenerator.prototype.forNodeGetChildren=function(iNode){var childrenObj=getHierarchyNode(iNode).getChildren();return Object.keys(childrenObj).map(function(key){return childrenObj[key]})};eDwUIHTMLGenerator.prototype.forNodeHasChildren=function(iNode){return this.forNodeGetChildren(iNode).length>0};eDwUIHTMLGenerator.prototype.forNodeGetDataAttributes=function(iNode){var parentNodeID=this.forNodeGetParentID(iNode);return" data-hoopsid='"+this.forNodeGetID(iNode)+"' "+(parentNodeID!==undefined?"data-hoopsparentid='"+parentNodeID+"' ":"")};eDwUIHTMLGenerator.prototype.forNodeGetElementContent=function(iNode){return this.forNodeGetName(iNode)};eDwUIHTMLGenerator.prototype.forNodeGetDisplayStateCSSClass=function(iNode){return eDwUIHTMLGenerator.getDisplayStateCSSClass(getHierarchyNode(iNode))};return eDwUIHTMLGenerator}();function isHierarchyNode(iNode){return iNode.Name}function getHierarchyNode(iNode){if(!isHierarchyNode(iNode)){throw new Error("Not a hierarchy node:\n"+JSON.stringify(iNode))}return iNode}return eDwUIHTMLGenerator});define("eDwUILayerHTMLGenerator",["require","exports","eDwUIHTMLGenerator"],function(require,exports,eDwUIHTMLGenerator){"use strict";var eDwUILayerHTMLGenerator=function(_super){__extends(eDwUILayerHTMLGenerator,_super);function eDwUILayerHTMLGenerator(iViewer,iPanelUIID){return _super.call(this,iViewer,iPanelUIID)||this}eDwUILayerHTMLGenerator.prototype.generateHTML=function(iAdditionalClasses){return __awaiter(this,void 0,void 0,function(){var generatedHTML,activeModelView,layerNodes,_i,layerNodes_1,layerNode;return __generator(this,function(_a){generatedHTML="";activeModelView=this.mViewer.getModel().getActiveModelView();if(activeModelView&&activeModelView.Hierarchy){layerNodes=activeModelView.Hierarchy.findNodes("Category","layer");if(layerNodes.length){generatedHTML+="
"+" "+""+"Select all
"}for(_i=0,layerNodes_1=layerNodes;_i"};eDwUILayerHTMLGenerator.prototype.getPostSpanHTML=function(iAdditionalClasses){return""};return eDwUILayerHTMLGenerator}(eDwUIHTMLGenerator);return eDwUILayerHTMLGenerator});define("eDwUIMarkupHTMLGenerator",["require","exports","eDwUIHTMLGenerator"],function(require,exports,eDwUIHTMLGenerator){"use strict";var eDwUIMarkupHTMLGenerator=function(_super){__extends(eDwUIMarkupHTMLGenerator,_super);function eDwUIMarkupHTMLGenerator(iViewer,iPanelUIID){return _super.call(this,iViewer,iPanelUIID)||this}eDwUIMarkupHTMLGenerator.prototype.generateHTML=function(iAdditionalClasses){return __awaiter(this,void 0,void 0,function(){var generatedHTML,markupMgr,keys,i,view;return __generator(this,function(_a){generatedHTML="";markupMgr=this.mViewer.HCViewer.getMarkupManager();keys=markupMgr.getMarkupViewKeys();for(i=0;i"+"
"+""+view.getName()+""}return[2,generatedHTML]})})};return eDwUIMarkupHTMLGenerator}(eDwUIHTMLGenerator);return eDwUIMarkupHTMLGenerator});define("eDwUIMeasureHTMLGenerator",["require","exports","eDwUIHTMLGenerator"],function(require,exports,eDwUIHTMLGenerator){"use strict";var eDwUIMeasureHTMLGenerator=function(_super){__extends(eDwUIMeasureHTMLGenerator,_super);function eDwUIMeasureHTMLGenerator(iViewer,iPanelUIID){return _super.call(this,iViewer,iPanelUIID)||this}eDwUIMeasureHTMLGenerator.prototype.setMeasureResult=function(iMeasureResult){this.mMeasureResult=iMeasureResult};eDwUIMeasureHTMLGenerator.prototype.generateHTML=function(iAdditionalClasses){return __awaiter(this,void 0,void 0,function(){var generatedHTML,model,fCount,lCount,pCount,i,obj,faceEntity,lineEntity,pointEntity,nodeId,eType,count,highlight,status_1;return __generator(this,function(_a){switch(_a.label){case 0:generatedHTML="";model=this.mViewer.getModel().getHCModel();fCount=0,lCount=0,pCount=0;i=0;_a.label=1;case 1:if(!(i"+"
"+""+eType+" -"+count+"\n"+""+""+this.mMeasureResult.Descriptions[i]+"
"+" ";_a.label=9;case 9:++i;return[3,1];case 10:return[2,generatedHTML]}})})};return eDwUIMeasureHTMLGenerator}(eDwUIHTMLGenerator);return eDwUIMeasureHTMLGenerator});define("eDwUIMessageReporter",["require","exports","jquery","eDwEventMgr","eDwUIUtils","utils"],function(require,exports,$,eDwEventMgr,eDwUIUtils,utils){"use strict";var _this=this;var eDwUIMessageReporter=function(){function eDwUIMessageReporter(){}eDwUIMessageReporter.showServerLoadErrorPanel=function(iServerID,iModelCacheName){l_addParagraphToPanelText({},"edrawings-server-load-failure-1");l_addParagraphToPanelText({"server-id":iServerID},"edrawings-server-load-failure-2");l_addParagraphToPanelText({"model-cache-name":iModelCacheName},"edrawings-server-load-failure-3");eDwUIMessageReporter.showMessagePanel("",true,false,"edrawings-error-title edrawings-dialog-no-close")};eDwUIMessageReporter.showResultPanel=function(iResult){var showButtons=false;if(utils.isOfType(iResult,"ServerID")){showButtons=eDwUIMessageReporter.showConversionResultPanel(iResult)}else{switch(iResult.ErrorCode){default:showButtons=eDwUIMessageReporter.showPanelGeneric(iResult);break}}return showButtons};eDwUIMessageReporter.showMessagePanel=function(iMsg,iModal,iShowButtons,iDlgClasses){if(iMsg===void 0){iMsg=""}if(iModal===void 0){iModal=true}if(iShowButtons===void 0){iShowButtons=false}if(iDlgClasses===void 0){iDlgClasses="edrawings-info-title edrawings-dialog-no-close"}var msgPanelText=$("#edrawings-dialog-panel-text");if(iMsg)msgPanelText.html(iMsg);var opts={modal:iModal,width:window.innerWidth*.6,minWidth:200,dialogClass:iDlgClasses,closeOnEscape:iShowButtons};var msgPanel=$("#edrawings-dialog-panel");if(iShowButtons){$.extend(opts,{buttons:{Ok:function(){msgPanel.dialog("close")}},close:function(iEvent){$(".edrawings-dialog-content").remove()}})}msgPanel.dialog(opts);if(iDlgClasses.indexOf("edrawings")>-1&&iDlgClasses.indexOf("title")>-1){var msgPanelTitle=msgPanel.prev().find(".ui-dialog-title");msgPanelTitle.text(eDwUIUtils.getCSSContent(msgPanelTitle))}};eDwUIMessageReporter.showConversionResultPanel=function(iResult){var showButtons=l_shouldShowButtons();switch(iResult.ErrorCode){case"URLNotAccessible":l_addParagraphToPanelText({"file-url":iResult.ErrorData[0]},"edrawings-server-url-inaccessible");eDwUIMessageReporter.showMessagePanel("",true,false,"edrawings-error-title edrawings-dialog-no-close");break;case"UnsupportedFileType":l_addParagraphToPanelText({file:iResult.FileName},"edrawings-server-unsupported-file-type");eDwUIMessageReporter.showMessagePanel("",true,showButtons,"edrawings-error-title edrawings-dialog-no-close");break;default:if(l_isDebug()){eDwUIMessageReporter.showPanelGeneric(iResult)}else{eDwUIMessageReporter.showServerLoadErrorPanel(iResult.ServerID,iResult.ModelCacheName)}break}return showButtons};eDwUIMessageReporter.showPanelGeneric=function(iResult){var showButtons=l_shouldShowButtons();switch(iResult.ErrorCode){case"AJAXFailure":l_addParagraphToPanelText({},"edrawings-server-ajax-failure");eDwUIMessageReporter.showMessagePanel("",true,false,"edrawings-error-title edrawings-dialog-no-close");break;case"IncompleteFileProcessing":l_addParagraphToPanelText({},"edrawings-unable-process-file");eDwUIMessageReporter.showMessagePanel("",true,true,"edrawings-error-title edrawings-dialog-no-close");break;default:var msg="
"+iResult.ErrorCode+"
";for(var _i=0,_a=iResult.ErrorData;_i<_a.length;_i++){var data=_a[_i];msg+="
"+data+"
"}eDwUIMessageReporter.showMessagePanel(msg,true);break}return showButtons};return eDwUIMessageReporter}();eDwEventMgr.get().addEventHandlerFunc("LoadUIPanel",function(){(function(){return __awaiter(_this,void 0,void 0,function(){return __generator(this,function(_a){eDwUIUtils.loadPanel("#edrawings-dialog-panel","dialogpanel.html");return[2]})})})()});function l_addParagraphToPanelText(iOptions,iTextClass){var msgPanelText=$("#edrawings-dialog-panel-text");var elemJQ=$("
");msgPanelText.append(elemJQ);elemJQ.attr(iOptions)}function l_shouldShowButtons(){var viewerFeatOpts={DragDrop:false};eDwUIUtils.getRequestedQueryStringParams(location.href,viewerFeatOpts,false);return viewerFeatOpts.DragDrop}function l_isDebug(){var viewerFeatOpts={Debug:false};eDwUIUtils.getRequestedQueryStringParams(location.href,viewerFeatOpts,false);return viewerFeatOpts.Debug}return eDwUIMessageReporter});define("eDwUIModelViewHTMLGenerator",["require","exports","eDwUIHTMLGenerator"],function(require,exports,eDwUIHTMLGenerator){"use strict";var eDwUIModelViewHTMLGenerator=function(_super){__extends(eDwUIModelViewHTMLGenerator,_super);function eDwUIModelViewHTMLGenerator(iViewer,iPanelUIID){return _super.call(this,iViewer,iPanelUIID)||this}eDwUIModelViewHTMLGenerator.prototype.generateHTML=function(iAdditionalClasses){return __awaiter(this,void 0,void 0,function(){var generatedHTML,modelViews,_i,modelViews_7,modelView,modelViewHierNode;return __generator(this,function(_a){generatedHTML="";modelViews=this.mViewer.getModel().getModelViews();for(_i=0,modelViews_7=modelViews;_i"+""+modelView.Name+""}return generatedHTML};eDwUIModelViewTabHTMLGenerator.prototype.shouldIncludeNode=function(iHierNode){if(iHierNode.Category==="layer"||iHierNode.Category==="table"){return false}return _super.prototype.shouldIncludeNode.call(this,iHierNode)};return eDwUIModelViewTabHTMLGenerator}(eDwUIHTMLGenerator);return eDwUIModelViewTabHTMLGenerator});define("eDwUISheetTreeHTMLGenerator",["require","exports","eDwUIHTMLGenerator"],function(require,exports,eDwUIHTMLGenerator){"use strict";var eDwUISheetTreeHTMLGenerator=function(_super){__extends(eDwUISheetTreeHTMLGenerator,_super);function eDwUISheetTreeHTMLGenerator(iViewer,iPanelUIID){return _super.call(this,iViewer,iPanelUIID)||this}eDwUISheetTreeHTMLGenerator.prototype.shouldIncludeNode=function(iHierNode){if(iHierNode.Category==="layer")return false;return _super.prototype.shouldIncludeNode.call(this,iHierNode)};return eDwUISheetTreeHTMLGenerator}(eDwUIHTMLGenerator);return eDwUISheetTreeHTMLGenerator});define("eDwUITableHTMLGenerator",["require","exports","eDwUIHTMLGenerator"],function(require,exports,eDwUIHTMLGenerator){"use strict";var eDwUITableHTMLGenerator=function(_super){__extends(eDwUITableHTMLGenerator,_super);function eDwUITableHTMLGenerator(iViewer,iPanelUIID){return _super.call(this,iViewer,iPanelUIID)||this}eDwUITableHTMLGenerator.prototype.generateHTML=function(iAdditionalClasses){return __awaiter(this,void 0,void 0,function(){var generatedHTML,activeModelView,tableNodes,_i,tableNodes_1,tableNode;return __generator(this,function(_a){generatedHTML="";activeModelView=this.mViewer.getModel().getActiveModelView();if(activeModelView&&activeModelView.Hierarchy){tableNodes=activeModelView.Hierarchy.findNodes("Category","table");for(_i=0,tableNodes_1=tableNodes;_i-1){var hierNode=iViewer.getModel().getHierarchyNode(iID);if(hierNode){return{node:$("span[data-hoopsid='"+hierNode.HOOPSID+"']"),ownerDiv:$("div[data-hoopsid='"+hierNode.HOOPSID+"']")}}}return null}exports.getListElements=getListElements;function createUIGenerators(iViewer){var panelID="#edrawings-component-tree-menu";l_generators[panelID]=new eDwUICompTreeHTMLGenerator(iViewer,panelID);panelID="#edrawings-sheet-tree-menu";l_generators[panelID]=new eDwUISheetTreeHTMLGenerator(iViewer,panelID);panelID="#edrawings-layer-control-menu";l_generators[panelID]=new eDwUILayerHTMLGenerator(iViewer,panelID);panelID="#edrawings-tables-menu";l_generators[panelID]=new eDwUITableHTMLGenerator(iViewer,panelID);panelID="#edrawings-config-navigation";l_generators[panelID]=new eDwUIModelViewHTMLGenerator(iViewer,panelID);panelID="#edrawings-configurations-menu";l_generators[panelID]=new eDwUIModelViewHTMLGenerator(iViewer,panelID);panelID="#edrawings-config-tab-list";l_generators[panelID]=new eDwUIModelViewTabHTMLGenerator(iViewer,panelID);panelID="#edrawings-debug-menu";l_generators[panelID]=new eDwUIDebugHTMLGenerator(iViewer,panelID);panelID="#edrawings-annot-control-menu";l_generators[panelID]=new eDwUIAnnotHTMLGenerator(iViewer,panelID);panelID="#edrawings-markup-menu";l_generators[panelID]=new eDwUIMarkupHTMLGenerator(iViewer,panelID);panelID="#edrawings-measure-menu";l_generators[panelID]=new eDwUIMeasureHTMLGenerator(iViewer,panelID)}exports.createUIGenerators=createUIGenerators;function getUIGenerator(iName){return l_generators[iName]}exports.getUIGenerator=getUIGenerator;function getUIPanelID(iTarget){var panelJQ=iTarget.closest(".edrawings-submenu");return panelJQ?"#"+panelJQ[0].id:""}exports.getUIPanelID=getUIPanelID;function updateUI(iViewer,iModelView){return __awaiter(this,void 0,void 0,function(){function regenList(iList,iHTML){iList.empty();iList.append(iHTML)}var list,gen,listHTML,list,gen,modelViews,_i,modelViews_9,modelView;return __generator(this,function(_a){switch(_a.label){case 0:if(!iViewer)return[3,7];return[4,l_populateLayerPanel(iViewer)];case 1:_a.sent();return[4,populateModelViewPanel(iViewer,"#edrawings-configurations-menu","config-tree-text")];case 2:_a.sent();if(iViewer.ViewerFeatureOpts.Debug)l_populateDebugPanel(iViewer);if(!iViewer.ViewerFeatureOpts.Annot)return[3,4];return[4,l_populateAnnotPanel(iViewer)];case 3:_a.sent();_a.label=4;case 4:if(!iViewer.TableMgr.numTables())return[3,6];return[4,l_populateTablesPanel(iViewer)];case 5:_a.sent();_a.label=6;case 6:if(iModelView){if(iModelView.Category==="config"){list=$("#edrawings-component-tree-menu .edrawings-submenu-list");gen=getUIGenerator("#edrawings-component-tree-menu");regenList(list,gen.generateHTMLForChildNodes(iModelView.Hierarchy,false))}else{listHTML="";list=$("#edrawings-sheet-tree-menu .edrawings-submenu-list");gen=getUIGenerator("#edrawings-sheet-tree-menu");modelViews=iViewer.getModel().getModelViews();for(_i=0,modelViews_9=modelViews;_i0){var viewTab=targetSpans.filter(iFilter);if(viewTab.length>0){viewTab.parent().addClass(iTargetClass)}}}exports.updateModelViewTargets=updateModelViewTargets;function activatePanelResizeInput(iPanelID,iInputEventIDSuffix,iHandlers){var mouseDown="mousedown"+iInputEventIDSuffix;var mouseMove="mousemove"+iInputEventIDSuffix;var mouseUp="mouseup"+iInputEventIDSuffix;$(document).on(mouseDown,".edrawings-menu-resizer",function(iEvent){var msg="Panel resize: "+mouseDown;console.debugLog("UIPanelResize",msg);iEvent.preventDefault();var origMouseX=iEvent.clientX;var origMenuWidth=$(iPanelID).width();$(document).on(mouseMove,function(iEvent){var pressedLMB=eDwKeyMgr.get().isLMBPressed(iEvent);var msg="Panel resize LMB "+mouseMove+": ";msg+=pressedLMB?"true":"false";console.debugLog("UIPanelResize",msg);if(!pressedLMB)return;iEvent.preventDefault();iHandlers.onResizePanel(iEvent,iPanelID,origMouseX,origMenuWidth);iEvent.stopImmediatePropagation()});iEvent.stopImmediatePropagation()});$(document).on(mouseUp,function(iEvent){var msg="Panel resize: "+mouseUp;console.debugLog("UIPanelResize",msg);iEvent.preventDefault();$(document).off(mouseMove)})}exports.activatePanelResizeInput=activatePanelResizeInput;function deactivateMoveInput(iInputEventIDSuffix){$(document).off("mousemove"+iInputEventIDSuffix);$(document).off("mousedown"+iInputEventIDSuffix);$(document).off("mouseup"+iInputEventIDSuffix)}exports.deactivateMoveInput=deactivateMoveInput;function loadComponentHTML(iViewerOpts){l_loadContextMenu();l_loadSheetTreePanel();l_loadLayerPanel();l_loadAnnotPanel();l_loadTablesPanel();l_loadDebugPanel();if(iViewerOpts.Tree){l_loadComponentTreePanel()}l_loadConfigPanel();if(iViewerOpts.Measure){l_loadMeasurePanel()}l_loadMarkupPanel();eDwEventMgr.get().fireEvents("LoadUIPanel")}exports.loadComponentHTML=loadComponentHTML;function inhibitEventBehavior(iEvent){iEvent.preventDefault();iEvent.stopPropagation()}exports.inhibitEventBehavior=inhibitEventBehavior;function getCurrentMeasureMode(){var vertexEnabled=l_isActive("#edrawings-measure-vertex-button")?eDwTypes_24.MeasureMode.VERTEX:0;var edgeEnabled=l_isActive("#edrawings-measure-edge-button")?eDwTypes_24.MeasureMode.EDGE:0;var faceEnabled=l_isActive("#edrawings-measure-face-button")?eDwTypes_24.MeasureMode.FACE:0;var holeEnabled=l_isActive("#edrawings-measure-hole-button")?eDwTypes_24.MeasureMode.HOLE:0;return vertexEnabled|edgeEnabled|faceEnabled|holeEnabled}exports.getCurrentMeasureMode=getCurrentMeasureMode;function syncMeasureModeUI(iMeasureMgr){function setMeasureButton(iID,iMeasureModes,iTargetModes){var method=iMeasureModes&iTargetModes?"addClass":"removeClass";$(iID)[method]("active-button")}$("#edrawings-measure-distant-unit").val(iMeasureMgr.getDistanceUnit());$("#edrawings-measure-angle-unit").val(iMeasureMgr.getAngleUnit());var measureMode=iMeasureMgr.getMeasureMode();setMeasureButton("#edrawings-measure-vertex-button",measureMode,eDwTypes_24.MeasureMode.VERTEX);setMeasureButton("#edrawings-measure-edge-button",measureMode,eDwTypes_24.MeasureMode.EDGE);setMeasureButton("#edrawings-measure-face-button",measureMode,eDwTypes_24.MeasureMode.FACE)}exports.syncMeasureModeUI=syncMeasureModeUI;function getCurrentMarkupMode(){if(l_isActive("#edrawings-markup-text-button"))return eDwTypes_24.MarkupMode.Text;if(l_isActive("#edrawings-markup-circle-button"))return eDwTypes_24.MarkupMode.Circle;if(l_isActive("#edrawings-markup-rectangle-button")){return eDwTypes_24.MarkupMode.Rectangle}if(l_isActive("#edrawings-markup-polyline-button")){return eDwTypes_24.MarkupMode.Polyline}if(l_isActive("#edrawings-markup-bezier-button"))return eDwTypes_24.MarkupMode.Bezier;if(l_isActive("#edrawings-markup-image-button"))return eDwTypes_24.MarkupMode.Image;return eDwTypes_24.MarkupMode.None}exports.getCurrentMarkupMode=getCurrentMarkupMode;function syncMarkupModeUI(iMarkupMgr){function setMarkupButton(iID,iMeasureModes,iTargetModes){var method=iMeasureModes===iTargetModes?"addClass":"removeClass";$(iID)[method]("active-button")}var markupmode=iMarkupMgr.getMarkupMode();setMarkupButton("#edrawings-markup-text-button",markupmode,eDwTypes_24.MarkupMode.Text);setMarkupButton("#edrawings-markup-rectangle-button",markupmode,eDwTypes_24.MarkupMode.Rectangle);setMarkupButton("#edrawings-markup-circle-button",markupmode,eDwTypes_24.MarkupMode.Circle);setMarkupButton("#edrawings-markup-polyline-button",markupmode,eDwTypes_24.MarkupMode.Polyline)}exports.syncMarkupModeUI=syncMarkupModeUI;function populateModelViewPanel(iViewer,iPanelUIID,iTextClass){return __awaiter(this,void 0,void 0,function(){var listModelViewMenu,gen,_a,_b;return __generator(this,function(_c){switch(_c.label){case 0:listModelViewMenu=$(iPanelUIID+" .edrawings-submenu-list");listModelViewMenu.empty();gen=getUIGenerator(iPanelUIID);_b=(_a=listModelViewMenu).append;return[4,gen.generateHTML(iTextClass)];case 1:_b.apply(_a,[_c.sent()]);return[2]}})})}exports.populateModelViewPanel=populateModelViewPanel;function populateModelViewTabs(iViewer){var panelUIID="#edrawings-config-tab-list";var modelViewTabs=$(panelUIID);modelViewTabs.empty();var gen=getUIGenerator(panelUIID);modelViewTabs.append(gen.generateHTML(""))}exports.populateModelViewTabs=populateModelViewTabs;function getText(iElement){return $(iElement).text().trim()}exports.getText=getText;function getTarget(iTarget){return iTarget.hasClass("config-tab-text")?iTarget.parent():iTarget}exports.getTarget=getTarget;function getSpanText(iTarget){var target=getTarget(iTarget);if(!target.is("span")){target=target.find("span")}if(!target||!target.length)return"";return target[0].innerText}exports.getSpanText=getSpanText;function loadPanel(iElemOrClassID,iPanelHTML){return __awaiter(this,void 0,void 0,function(){var iExcp_14;return __generator(this,function(_a){switch(_a.label){case 0:_a.trys.push([0,2,,3]);return[4,eDwServiceMgr.get().load(iElemOrClassID,iPanelHTML)];case 1:_a.sent();return[3,3];case 2:iExcp_14=_a.sent();console.debugLog("PanelLoad","Failed to load "+iPanelHTML+": "+iExcp_14.message);return[3,3];case 3:return[2]}})})}exports.loadPanel=loadPanel;function hide(iSelector,iOff){var selJQ=$(iSelector);selJQ[iOff?"addClass":"removeClass"]("edrawings-ui-hide");return selJQ}exports.hide=hide;function getCSSContent(iJQElem){if(iJQElem){return iJQElem.css("content").replace(/^['"]+|\s+|\\|(;\s?})+|['"]$/g,"")}return""}exports.getCSSContent=getCSSContent;function getRequestedQueryStringParams(iURL,ioViewerFeatOpts,iWarnOfOtherParams){if(iWarnOfOtherParams===void 0){iWarnOfOtherParams=true}var hashes=iURL.slice(iURL.indexOf("?")+1).split("&");for(var i=0;i1){var strVal=hash[1];var val=strVal==="true"?true:strVal==="false"?false:strVal;if(ioViewerFeatOpts.hasOwnProperty(hash[0])){ioViewerFeatOpts[hash[0]]=val}else if(iWarnOfOtherParams){console.warn(hash[0]+" is not a valid query parameter.")}}}}exports.getRequestedQueryStringParams=getRequestedQueryStringParams;function getScrollParent(iTargetJQ){return iTargetJQ&&iTargetJQ.scrollParent?iTargetJQ.scrollParent():null}exports.getScrollParent=getScrollParent;function getPosition(iTargetJQ){var ret={top:0,left:0};if(iTargetJQ)ret=iTargetJQ.position();return ret}exports.getPosition=getPosition;function scrollToTarget(iTargetJQ,iPos,iAnimationSpeed,iStartPos){if(iAnimationSpeed===void 0){iAnimationSpeed="slow"}if(iStartPos===void 0){iStartPos="scrollTop"}if(!iTargetJQ)return;if(iAnimationSpeed==="none"){iTargetJQ[iStartPos](iPos)}else{iTargetJQ.animate((_a={},_a[iStartPos]=iPos,_a),iAnimationSpeed)}var _a}exports.scrollToTarget=scrollToTarget;var l_generators={};function l_loadContextMenu(){var _this=this;(function(){return __awaiter(_this,void 0,void 0,function(){return __generator(this,function(_a){switch(_a.label){case 0:return[4,loadPanel("#edrawings-context-menu","contextmenu.html")];case 1:_a.sent();return[2]}})})})()}function l_loadSheetTreePanel(){var _this=this;(function(){return __awaiter(_this,void 0,void 0,function(){return __generator(this,function(_a){switch(_a.label){case 0:return[4,loadPanel("#edrawings-sheet-tree-menu","sheetspanel.html")];case 1:_a.sent();return[2]}})})})()}function l_loadLayerPanel(){var _this=this;(function(){return __awaiter(_this,void 0,void 0,function(){return __generator(this,function(_a){switch(_a.label){case 0:return[4,loadPanel("#edrawings-layer-control-menu","layerspanel.html")];case 1:_a.sent();return[2]}})})})()}function l_loadAnnotPanel(){var _this=this;(function(){return __awaiter(_this,void 0,void 0,function(){return __generator(this,function(_a){switch(_a.label){case 0:return[4,loadPanel("#edrawings-annot-control-menu","annotpanel.html")];case 1:_a.sent();return[2]}})})})()}function l_loadTablesPanel(){var _this=this;(function(){return __awaiter(_this,void 0,void 0,function(){return __generator(this,function(_a){switch(_a.label){case 0:return[4,loadPanel("#edrawings-tables-menu","tablespanel.html")];case 1:_a.sent();return[2]}})})})()}function l_loadDebugPanel(){var _this=this;(function(){return __awaiter(_this,void 0,void 0,function(){return __generator(this,function(_a){switch(_a.label){case 0:return[4,loadPanel("#edrawings-debug-menu","debugpanel.html")];case 1:_a.sent();return[2]}})})})()}function l_loadComponentTreePanel(){var _this=this;(function(){return __awaiter(_this,void 0,void 0,function(){var viewerFeatOpts;return __generator(this,function(_a){switch(_a.label){case 0:return[4,loadPanel("#edrawings-component-tree-menu","componentpanel.html")];case 1:_a.sent();viewerFeatOpts={Exp:false};getRequestedQueryStringParams(location.href,viewerFeatOpts,false);if(viewerFeatOpts.Exp){hide("#edrawings-component-tree-menu .edrawings-menu-info",false)}return[2]}})})})()}function l_loadConfigPanel(){var _this=this;(function(){return __awaiter(_this,void 0,void 0,function(){return __generator(this,function(_a){switch(_a.label){case 0:return[4,loadPanel("#edrawings-configurations-menu","configpanel.html")];case 1:_a.sent();return[2]}})})})()}function l_loadMeasurePanel(){var _this=this;(function(){return __awaiter(_this,void 0,void 0,function(){return __generator(this,function(_a){switch(_a.label){case 0:return[4,loadPanel("#edrawings-measure-menu","measurepanel.html")];case 1:_a.sent();return[2]}})})})()}function l_loadMarkupPanel(){var _this=this;(function(){return __awaiter(_this,void 0,void 0,function(){return __generator(this,function(_a){switch(_a.label){case 0:return[4,loadPanel("#edrawings-markup-menu","markuppanel.html")];case 1:_a.sent();return[2]}})})})()}function m_makePair(iFirst,iSecond){return{First:iFirst,Second:iSecond}}function l_isActive(iID){return $(iID).hasClass("active-button")}function l_getAllDisplayStateCSSClasses(iHierNode){var classes="";for(var displayState in eDwNodeAttributes_2.NodeDisplayState){classes+="edrawings-"+iHierNode.Category+"-"+displayState.toLowerCase()+" "}return classes}function l_populatePanel(iViewer,iCategoryName,iListID,iPanelUIID,iAdditionalClasses){if(iAdditionalClasses===void 0){iAdditionalClasses=""}return __awaiter(this,void 0,void 0,function(){var activeModelView,nodes,list,gen,_a,_b;return __generator(this,function(_c){switch(_c.label){case 0:activeModelView=iViewer.getModel().getActiveModelView();if(!activeModelView||!activeModelView.Hierarchy)return[2];nodes=activeModelView.Hierarchy.findNodes("Category",iCategoryName);list=$(iListID);list.empty();gen=getUIGenerator(iPanelUIID);_b=(_a=list).append;return[4,gen.generateHTML(iAdditionalClasses)];case 1:_b.apply(_a,[_c.sent()]);return[2]}})})}function l_populateAnnotPanel(iViewer){return __awaiter(this,void 0,void 0,function(){var activeModelView,list,gen,_a,_b;return __generator(this,function(_c){switch(_c.label){case 0:activeModelView=iViewer.getModel().getActiveModelView();if(!activeModelView||!activeModelView.Hierarchy)return[2];list=$("#edrawings-annot-control-list");list.empty();gen=getUIGenerator("#edrawings-annot-control-menu");_b=(_a=list).append;return[4,gen.generateHTML("")];case 1:_b.apply(_a,[_c.sent()]);return[2]}})})}function l_populateLayerPanel(iViewer){return __awaiter(this,void 0,void 0,function(){return __generator(this,function(_a){switch(_a.label){case 0:return[4,l_populatePanel(iViewer,"layer","#edrawings-layer-control-list","#edrawings-layer-control-menu")];case 1:_a.sent();return[2]}})})}function l_populateTablesPanel(iViewer){return __awaiter(this,void 0,void 0,function(){return __generator(this,function(_a){switch(_a.label){case 0:return[4,l_populatePanel(iViewer,"table","#edrawings-tables-control-list","#edrawings-tables-menu")];case 1:_a.sent();return[2]}})})}function l_populateDebugPanel(iViewer){var list=$("#edrawings-debug-menu .edrawings-submenu-list");list.empty();var gen=getUIGenerator("#edrawings-debug-menu");var modelView=iViewer.getModel().getActiveModelView();list.append(gen.generateHTMLForChildNodes(modelView.Hierarchy.HOOPSID,false))}});define("eDwView",["require","exports","eDwSelMgr","eDwMeasureMgr","eDwMarkupMgr","eDwXSectionMgr","eDwViewMgr","eDwTimer","eDwOperatorMgr","eDwCompXformMgr","eDwEventMgr","eDwHistoryMgr","eDwModel","eDwTypes","eDwMBDNoteMgr","eDwTouchOpsMgr","eDwTableMgr","eDrawingsBase"],function(require,exports,eDwSelMgr,eDwMeasureMgr,eDwMarkupMgr,eDwXSectionMgr,eDwViewMgr,eDwTimer,eDwOperatorMgr,eDwCompXformMgr,eDwEventMgr,eDwHistoryMgr,eDwModel,eDwTypes_25,eDwMBDNoteMgr,eDwTouchOpsMgr,eDwTableMgr){"use strict";var eDwView=function(){function eDwView(iViewerInfo,iFeatureOptions){this.mElemID=iViewerInfo.containerId;this.HCViewer=new eDwTypes_25.HC.WebViewer(iViewerInfo);this.mTimer=new eDwTimer;this.ViewerFeatureOpts=iFeatureOptions;this.mDrawMode=iFeatureOptions.RenderType;this.OperatorMgr=new eDwOperatorMgr(this);this.TableMgr=new eDwTableMgr(this);var streamAll=this.HCViewer.getStreamingMode()===eDwTypes_25.HC.StreamingMode.All;var timeBeforeTimeout=streamAll?14400:120;var timeBeforeWarnTimeout=timeBeforeTimeout-10;this.HCViewer.setClientTimeout(timeBeforeTimeout,timeBeforeWarnTimeout);this.mFitCamera=null;this.mModelKey=iViewerInfo.model;this.setupWebViewer()}eDwView.prototype.getHCView=function(){return this.HCViewer.getView()};eDwView.prototype.getModel=function(){if(!this.mModel){this.mModel=new eDwModel(this)}return this.mModel};eDwView.prototype.processProductStructure=function(){this.MBDNoteMgr=new eDwMBDNoteMgr(this);this.mFitCamera=this.getHCView().getCamera();var bbox=this.mModel.getBoundingBox();if(bbox.extents().equals(eDwTypes_25.HC.Point3.zero())){this.mModel.calculateBoundingBox()}$("#"+this.mElemID).trigger("edw:AddViewerEvents",this);this.finishInit()};eDwView.prototype.setupWebViewer=function(){var _this=this;var processingSelection=false;var eventMgr=eDwEventMgr.get();this.mHCCallbacksObj={sceneReady:function(){console.debugLog("ViewerLoad","Scene ready");_this.HCViewer.resizeCanvas()},streamingActivated:function(){console.debugLog("Viewer","Streaming activated")},streamingDeactivated:function(){var streamMode=_this.HCViewer.getStreamingMode();if(streamMode===eDwTypes_25.HC.StreamingMode.All){setTimeout(function(){console.debugLog("Viewer","Streaming finished. Closing connection...");_this.HCViewer.closeConnection()},5e3)}console.debugLog("Viewer","Streaming deactivated")},selection:function(iSelEvent){if(!processingSelection){processingSelection=true;try{_this.SelectionMgr.onSelection(iSelEvent)}catch(iException){}processingSelection=false}},timeoutWarning:function(iRemainingMinutes){console.debugLog("Viewer","Inactivity timeout pending in "+iRemainingMinutes+" minutes.");_this.mTimer.ellapsed();_this.mTimer.dumpToConsole()},timeout:function(){console.debugLog("Viewer","Inactivity timeout");_this.mTimer.ellapsed();_this.mTimer.dumpToConsole();eventMgr.fireEvents("Timeout",_this)},modelLoadFailure:function(iModelName,iReason){console.warn("Model "+iModelName+" load failed: "+iReason);eventMgr.fireEvents("ModelLoadFailure",_this,iModelName,iReason)},deprecated:function(iDeprecatedFuncName){console.debugLog("Debug",iDeprecatedFuncName)},info:function(iInfoType,iMsg){console.debugLog("Debug",iInfoType.toString()+" "+iMsg)},missingModel:function(iModelPath){console.debugLog("Debug","Missing model: "+iModelPath)},webGlContextLost:function(){console.debugLog("Debug","Browser lost GL context! Render incomplete!!")},click:function(iMousePos,iEvent){console.debugLog("Debug","Mouse clicked")},modelStructureReady:function(){console.debugLog("ViewerLoad","Model structure ready.");$("#"+_this.mElemID).trigger("edw:ModelLoaded",_this)},modelSwitched:function(){console.debugLog("ViewerLoad","Model switch done.");$("#"+_this.mElemID).trigger("edw:ModelLoaded",_this)},viewCreated:function(iView){eventMgr.fireEvents("ViewCreated",iView)},viewLoaded:function(iView){eventMgr.fireEvents("ViewLoaded",iView)},viewDeleted:function(iView){eventMgr.fireEvents("ViewDeleted",iView)},camera:function(iCamera){eventMgr.fireEvents("CameraChange",iCamera)}};this.HCViewer.setCallbacks(this.mHCCallbacksObj);this.HCViewer.start()};eDwView.prototype.getInitCamera=function(){return this.mFitCamera};eDwView.prototype.getCurrModelKey=function(){return this.mModelKey};eDwView.prototype.unregister=function(){if(this.HCViewer)this.HCViewer.unsetCallbacks(this.mHCCallbacksObj);this.OperatorMgr.unregisterAll();eDwEventMgr.get().fireEvents("Done",this)};eDwView.prototype.destroy=function(){this.HCViewer.shutdown()};eDwView.prototype.setExplosionLevel=function(iLevel){this.HCViewer.getExplodeManager().setMagnitude(iLevel);eDwEventMgr.get().fireEvents("ExplodeLevelChange",this,iLevel)};eDwView.prototype.getExplosionLevel=function(){return this.HCViewer.getExplodeManager().getMagnitude()};eDwView.prototype.getDrawMode=function(){return this.mDrawMode};eDwView.prototype.setDrawMode=function(iValue){var view=this.getHCView();var settings=view.getHiddenLineSettings();switch(iValue){case"ShadedWithEdges":view.setDrawMode(eDwTypes_25.HC.DrawMode.WireframeOnShaded);this.SelectionMgr.setColorForViewMode(eDwTypes_25.HC.DrawMode.WireframeOnShaded);break;case"Shaded":view.setDrawMode(eDwTypes_25.HC.DrawMode.Shaded);this.SelectionMgr.setColorForViewMode(eDwTypes_25.HC.DrawMode.Shaded);break;case"HiddenLinesRemoved":settings.setObscuredLineTransparency(0);view.setDrawMode(eDwTypes_25.HC.DrawMode.HiddenLine);this.SelectionMgr.setColorForViewMode(eDwTypes_25.HC.DrawMode.HiddenLine);break;case"HiddenLinesVisible":settings.setObscuredLineTransparency(.5);view.setDrawMode(eDwTypes_25.HC.DrawMode.HiddenLine);this.SelectionMgr.setColorForViewMode(eDwTypes_25.HC.DrawMode.HiddenLine);break;case"Wireframe":settings.setObscuredLineTransparency(1);view.setDrawMode(eDwTypes_25.HC.DrawMode.HiddenLine);this.SelectionMgr.setColorForViewMode(eDwTypes_25.HC.DrawMode.HiddenLine);break;default:throw new Error("Unknown draw mode: "+iValue)}this.mDrawMode=iValue;eDwEventMgr.get().fireEvents("DrawModeChange",this,iValue)};eDwView.prototype.getPerspectiveMode=function(){return this.getHCView().getProjectionMode()===eDwTypes_25.HC.Projection.Perspective};eDwView.prototype.setPerspectiveMode=function(iValue){if(!iValue){this.getHCView().setProjectionMode(eDwTypes_25.HC.Projection.Orthographic)}else{this.getHCView().setProjectionMode(eDwTypes_25.HC.Projection.Perspective)}eDwEventMgr.get().fireEvents("ProjModeChange",this,iValue);return iValue};eDwView.prototype.resetDrawMode=function(){this.setDrawMode(this.ViewerFeatureOpts.RenderType)};eDwView.prototype.initializeManagers=function(){new eDwSelMgr(this);new eDwMeasureMgr(this);new eDwMarkupMgr(this);new eDwXSectionMgr(this);new eDwViewMgr(this);new eDwCompXformMgr(this);if(eDwTouchOpsMgr.isTouchEnabled()&&this.ViewerFeatureOpts.Exp){new eDwTouchOpsMgr(this)}};eDwView.prototype.drawDebugBoundingBox=function(bbox){return __awaiter(this,void 0,void 0,function(){var modelHC,beautifulGreen,width,height,length,vmin,vmax,p0,p1,p2,p3,p4,p5,p6,p7,polylineData0,polylineData1,polylineData2,polylineData3,rgba,i,tmp,boxMesh,key,meshInstance;return __generator(this,function(_a){switch(_a.label){case 0:modelHC=this.getModel().getHCModel();beautifulGreen=new Communicator.Color(0,255,0);width=bbox.max.x-bbox.min.x;height=bbox.max.y-bbox.min.y;length=Math.max(width,height);vmin=bbox.min;vmax=bbox.max;p0=new Communicator.Point3(vmin.x,vmin.y,vmax.z);p1=new Communicator.Point3(vmin.x,vmax.y,vmax.z);p2=new Communicator.Point3(vmax.x,vmax.y,vmax.z);p3=new Communicator.Point3(vmax.x,vmin.y,vmax.z);p4=new Communicator.Point3(vmin.x,vmin.y,vmin.z);p5=new Communicator.Point3(vmin.x,vmax.y,vmin.z);p6=new Communicator.Point3(vmax.x,vmax.y,vmin.z);p7=new Communicator.Point3(vmax.x,vmin.y,vmin.z);polylineData0=[p0.x,p0.y,p0.z,p1.x,p1.y,p1.z,p2.x,p2.y,p2.z,p3.x,p3.y,p3.z,p0.x,p0.y,p0.z];polylineData1=[p4.x,p4.y,p4.z,p5.x,p5.y,p5.z,p6.x,p6.y,p6.z,p7.x,p7.y,p7.z,p4.x,p4.y,p4.z];polylineData2=[p4.x,p4.y,p4.z,p0.x,p0.y,p0.z,p1.x,p1.y,p1.z,p5.x,p5.y,p5.z,p4.x,p4.y,p4.z];polylineData3=[p7.x,p7.y,p7.z,p3.x,p3.y,p3.z,p2.x,p2.y,p2.z,p6.x,p6.y,p6.z,p7.x,p7.y,p7.z];rgba=[];for(i=0;i<5;i++){tmp=[beautifulGreen.r,beautifulGreen.g,beautifulGreen.b,255];rgba=rgba.concat(tmp)}boxMesh=new Communicator.MeshData;boxMesh.addPolyline(polylineData0,rgba);boxMesh.addPolyline(polylineData1,rgba);boxMesh.addPolyline(polylineData2,rgba);boxMesh.addPolyline(polylineData3,rgba);return[4,modelHC.createMesh(boxMesh)];case 1:key=_a.sent();meshInstance=new Communicator.MeshInstanceData(key);return[2,modelHC.createMeshInstance(meshInstance)]}})})};eDwView.prototype.finishInit=function(){eDwEventMgr.get().fireEvents("Init",this);this.mModel.notifyDataChange(this.mModel.getActiveModelView());this.HCViewer.enableBackgroundSheet(false);eDwHistoryMgr.get().clear()};return eDwView}();return eDwView});define("eDwViewMgr",["require","exports","eDwEventMgr","eDwTypes","eDrawingsBase"],function(require,exports,eDwEventMgr,eDwTypes_26){"use strict";var eDwViewMgr=function(){function eDwViewMgr(iViewer){if(!iViewer)throw new Error("Must have viewer object");iViewer.ViewMgr=this;this.mViewAnimationIndex=0;this.mViewAnimationActive=false;this.mAnimationTimeOutID=-1;this.mViewer=iViewer}eDwViewMgr.prototype.start=function(){if(this.mViewer.getModel().isDrawing())return;eDwEventMgr.get().fireEvents("StartAnimation",this.mViewer);this.mViewAnimationActive=true;this.animateNextView()};eDwViewMgr.prototype.stop=function(){this.mViewAnimationActive=false;if(this.mAnimationTimeOutID>-1){window.clearTimeout(this.mAnimationTimeOutID);this.mAnimationTimeOutID=-1}eDwEventMgr.get().fireEvents("StopAnimation",this.mViewer)};eDwViewMgr.prototype.isActive=function(){return this.mViewAnimationActive};eDwViewMgr.prototype.setViewOrientation=function(iEyeDir,iDuration){if(iDuration===void 0){iDuration=400}var center=this.mViewer.getModel().getBoundingBox().center();var viewHC=this.mViewer.getHCView();var camera=viewHC.getCamera().copy();var pos=camera.getPosition().copy();var target=camera.getTarget();var up=camera.getUp();pos=pos.subtract(target);var dist=pos.length();switch(iEyeDir){case Communicator.ViewOrientation.Front:pos.set(0,0,1).scale(dist).add(center);up.set(0,1,0);break;case Communicator.ViewOrientation.Back:pos.set(0,0,-1).scale(dist).add(center);up.set(0,1,0);break;case Communicator.ViewOrientation.Left:pos.set(-1,0,0).scale(dist).add(center);up.set(0,1,0);break;case Communicator.ViewOrientation.Right:pos.set(1,0,0).scale(dist).add(center);up.set(0,1,0);break;case Communicator.ViewOrientation.Top:pos.set(0,1,0).scale(dist).add(center);up.set(0,0,-1);break;case Communicator.ViewOrientation.Bottom:pos.set(0,-1,0).scale(dist).add(center);up.set(0,0,1);break;case Communicator.ViewOrientation.Iso:pos.set(1,1,1).normalize().scale(dist).add(center);up.set(-.408204,.816541,-.408204);break;default:throw new Error("Unsupported orientation: "+iEyeDir)}camera.setPosition(pos);camera.setTarget(center);camera.setUp(up);viewHC.fitWorld(iDuration,camera);return camera};eDwViewMgr.prototype.setViewOrientationToDirection=function(normal){var camera=this.mViewer.getHCView().getCamera();var position=camera.getPosition();var target=camera.getTarget();var up=camera.getUp();var delta=target.subtract(position);var distance=delta.length();var bbox=this.mViewer.getModel().getBoundingBox();var bbox_min=bbox.min;var bbox_max=bbox.max;target=Communicator.Point3.add(bbox_max,bbox_min).scale(.5);var eyeVec=Communicator.Point3.scale(normal,distance);position=Communicator.Point3.add(target,eyeVec);var vTest=new Communicator.Point3(1,0,0);var isParallel=Communicator.Point3.dot(vTest,normal);if(Math.abs(Math.abs(isParallel)-1)<.001){vTest.set(0,1,0);var vec=Communicator.Point3.cross(normal,vTest);vec=vec.normalize();up=Communicator.Point3.cross(vec,normal);up=up.normalize()}else{up=Communicator.Point3.cross(normal,vTest);up=up.normalize()}var dotProd=Communicator.Point3.dot(up,new Communicator.Point3(1,0,0));if(Math.abs(Math.abs(dotProd)-1)<.001&&dotProd<0){up=up.negate()}dotProd=Communicator.Point3.dot(up,new Communicator.Point3(0,1,0));if(Math.abs(Math.abs(dotProd)-1)<.001&&dotProd<0){up=up.negate()}dotProd=Communicator.Point3.dot(up,new Communicator.Point3(0,0,1));if(Math.abs(Math.abs(dotProd)-1)<.001&&dotProd<0){up=up.negate()}camera.setPosition(position);camera.setTarget(target);camera.setUp(up);this.setCamera(camera,500);return camera};eDwViewMgr.prototype.setCamera=function(iCamera,iTimeInMS){if(iTimeInMS===void 0){iTimeInMS=400}this.mViewer.getHCView().setCamera(iCamera,iTimeInMS)};eDwViewMgr.prototype.enableAmbientOcclusion=function(iEnable){this.mViewer.getHCView().setAmbientOcclusionEnabled(iEnable);eDwEventMgr.get().fireEvents("AmbientOcclChange",this,iEnable)};eDwViewMgr.prototype.fitScreenToNodes=function(iNodeHCIDs,ioCamera){return __awaiter(this,void 0,void 0,function(){var modelHC,bbox,subtract,viewVec,center,add,ratio,boxMaxLen;return __generator(this,function(_a){switch(_a.label){case 0:if(!ioCamera)return[2];modelHC=this.mViewer.getModel().getHCModel();return[4,modelHC.getNodesBounding(iNodeHCIDs)];case 1:bbox=_a.sent();subtract=eDwTypes_26.HC.Point3.subtract;viewVec=subtract(ioCamera.getPosition(),ioCamera.getTarget());center=bbox.center().copy();ioCamera.setTarget(center);add=eDwTypes_26.HC.Point3.add;ioCamera.setPosition(add(center,viewVec));ratio=ioCamera.getWidth()/ioCamera.getHeight();if(this.mViewer.getModel().isDrawing()){bbox.min.z=bbox.max.z=0}boxMaxLen=bbox.extents().length();ioCamera.setHeight(boxMaxLen);ioCamera.setWidth(boxMaxLen*ratio);this.setCamera(ioCamera,400);return[2]}})})};eDwViewMgr.prototype.onCameraUpdate=function(){this.mViewAnimationIndex+=1;if(this.mViewAnimationIndex>=eDwViewMgr.viewAnimations.length){this.mViewAnimationIndex=0;this.mViewAnimationActive=false;this.stop()}if(this.mViewAnimationActive){this.animateNextView()}};eDwViewMgr.prototype.animateNextView=function(){var _this=this;if(this.mViewAnimationActive){this.setViewOrientation(eDwViewMgr.viewAnimations[this.mViewAnimationIndex],2e3);var self_1=this;this.mAnimationTimeOutID=window.setTimeout(function(){_this.onCameraUpdate()},2e3)}};eDwViewMgr.viewAnimations=[Communicator.ViewOrientation.Front,Communicator.ViewOrientation.Back,Communicator.ViewOrientation.Left,Communicator.ViewOrientation.Right,Communicator.ViewOrientation.Bottom,Communicator.ViewOrientation.Top,Communicator.ViewOrientation.Iso];return eDwViewMgr}();return eDwViewMgr});define("eDwXSectionMgr",["require","exports","eDwXSectionOperator","eDwGeomUtils","eDwTypes","eDwTypes","eDrawingsBase"],function(require,exports,eDwXSectionOperator,eDwGeomUtils,eDwTypes_27,eDwTypes_28){"use strict";var cSectionCapFaceColor=new eDwTypes_28.HC.Color(128,128,128);var cSectionCapOutlineColor=new eDwTypes_28.HC.Color(255,0,0);var eDwXSectionMgr=function(){function eDwXSectionMgr(iViewer){iViewer.XSectionMgr=this;this.mViewer=iViewer;var xSectionOp=new eDwXSectionOperator(iViewer);this.mXSectionOpID=iViewer.OperatorMgr.registerCustomOperator(xSectionOp);this.HCXSectionMgr=iViewer.HCViewer.getCuttingManager();this.SectionCapVisibility=false;this.mXSectionIndex=eDwTypes_27.SectionPlaneOrientation.XY.Index}eDwXSectionMgr.prototype.unregister=function(){this.mViewer.OperatorMgr.unregisterCustomOperatorByID(this.mXSectionOpID);this.mViewer.XSectionMgr=null};eDwXSectionMgr.prototype.turnOnSectionPlane=function(iOn){if(this.getHCXSection()){if(iOn){var ret=this.mViewer.OperatorMgr.push(this.mXSectionOpID);console.debugLog("Section","Section plane operator push ret = "+ret);this.HCXSectionMgr.setCappingGeometryVisibility(true)}else{var opID=this.mViewer.OperatorMgr.pop();console.debugLog("Section","Popped op ID = "+opID+" xSection op ID = "+this.mXSectionOpID)}}};eDwXSectionMgr.prototype.activateCurrent=function(){this.getHCXSection().activate()};eDwXSectionMgr.prototype.deactivateCurrent=function(){this.getHCXSection().deactivate()};eDwXSectionMgr.prototype.isCurrentActive=function(){return this.getHCXSection().isActive()};Object.defineProperty(eDwXSectionMgr.prototype,"SectionIndex",{get:function(){return this.mXSectionIndex},enumerable:true,configurable:true});eDwXSectionMgr.prototype.setSectionPlane=function(ioSection,iAllowActivation){if(iAllowActivation===void 0){iAllowActivation=true}return __awaiter(this,void 0,void 0,function(){var bbox,bboxExtents,needsActivation,sectionHC,numActive,boxCenter,sectionPlane,minPlanePt,maxPlanePt,vec,centerPt,dir,mirrorPlaneNormal,mirrorPlane,maxOnPlnPt,minOnPlnPt,mirrorPlaneDist,distDir,revDistDir,pts;return __generator(this,function(_a){switch(_a.label){case 0:return[4,this.mViewer.getModel().calculateBoundingBox()];case 1:bbox=_a.sent();bboxExtents=bbox.extents();if(!ioSection||bboxExtents.equals(eDwTypes_28.HC.Point3.zero()))return[2];needsActivation=false;sectionHC=this.getHCXSection();if(ioSection.Index!==this.mXSectionIndex){if(sectionHC){needsActivation=sectionHC.isActive();sectionHC.deactivate();this.HCXSectionMgr.refreshPlaneGeometry()}this.mXSectionIndex=ioSection.Index;sectionHC=this.getHCXSection()}numActive=this.HCXSectionMgr.getActiveCuttingSectionCount();boxCenter=bbox.center();if(sectionHC.getCount()<1){sectionPlane=ioSection.Plane.copy();sectionPlane.d=-sectionPlane.distanceToPoint(boxCenter);minPlanePt=eDwGeomUtils.dropPointOnPlane(bbox.min,sectionPlane);maxPlanePt=eDwGeomUtils.dropPointOnPlane(bbox.max,sectionPlane);vec=maxPlanePt.copy().subtract(minPlanePt);vec=vec.scale(.55);centerPt=eDwGeomUtils.dropPointOnPlane(boxCenter,sectionPlane);dir=sectionPlane.normal.copy();centerPt=centerPt.add(dir.scale(sectionPlane.d));mirrorPlaneNormal=eDwTypes_28.HC.Point3.zero();eDwTypes_28.HC.MeasureUtils.oneVectorCross(sectionPlane.normal.copy(),mirrorPlaneNormal);mirrorPlane=eDwTypes_28.HC.Plane.createFromPointAndNormal(centerPt,mirrorPlaneNormal);maxOnPlnPt=eDwTypes_28.HC.Point3.add(centerPt,vec);minOnPlnPt=eDwTypes_28.HC.Point3.add(centerPt,vec.scale(-1));mirrorPlaneDist=mirrorPlane.distanceToPoint(maxOnPlnPt);distDir=mirrorPlaneNormal.copy().scale(2*mirrorPlaneDist);revDistDir=distDir.copy().scale(-1);pts=[];pts.push(minOnPlnPt);pts.push(eDwTypes_28.HC.Point3.add(maxOnPlnPt,revDistDir));pts.push(maxOnPlnPt);pts.push(eDwTypes_28.HC.Point3.add(minOnPlnPt,distDir));sectionHC=this.getHCXSection();sectionHC.addPlane(sectionPlane,pts);sectionHC.setColor(eDwTypes_28.HC.Color.createFromFloat(0,1,0));sectionHC.setTransparency(.3);needsActivation=true}if(sectionHC&&needsActivation&&iAllowActivation){sectionHC.activate()}this.HCXSectionMgr.setStandinGeometryPickable(true);return[2]}})})};eDwXSectionMgr.prototype.flipSectionPlane=function(){var sectionHC=this.getHCXSection();if(!sectionHC)return;var sectionPlane=sectionHC.getPlane(0);if(!sectionPlane)return;sectionPlane.normal.negate();sectionPlane.d=-sectionPlane.d;sectionHC.updatePlane(0,sectionPlane)};eDwXSectionMgr.prototype.setViewToSectionPlane=function(){var sectionHC=this.getHCXSection();if(!sectionHC)return null;var sectionPlane=sectionHC.getPlane(0);if(!sectionPlane)return null;return this.mViewer.ViewMgr.setViewOrientationToDirection(sectionPlane.normal.copy())};eDwXSectionMgr.prototype.moveCurrentAlongNormal=function(iDistVec){var camera=this.mViewer.getHCView().getCamera();var camPosition=camera.getPosition();var camTarget=camera.getTarget();var camUp=camera.getUp();var camZ=camTarget.subtract(camPosition);camZ=camZ.normalize();var camY=camUp.normalize();var camX=eDwTypes_28.HC.Point3.cross(camZ,camY);var realVec=camX.scale(iDistVec.x).add(camY.scale(iDistVec.y)).add(camZ.scale(iDistVec.z));var sectionHC=this.getHCXSection();var sectionPlane=sectionHC.getPlane(0);var normal=sectionPlane.normal.copy();normal=normal.normalize();var distance=eDwTypes_28.HC.Point3.dot(realVec,normal);if(Math.abs(distance)<1e-6)return;sectionPlane.d-=distance;sectionHC.updatePlane(0,sectionPlane)};Object.defineProperty(eDwXSectionMgr.prototype,"SectionCapVisibility",{get:function(){return this.mEnableSectionCaps},set:function(iEnable){this.mEnableSectionCaps=iEnable;this.setSectionCapVisibility(iEnable)},enumerable:true,configurable:true});eDwXSectionMgr.prototype.disableSectionCapVisibility=function(iDisable){this.setSectionCapVisibility(iDisable?false:this.mEnableSectionCaps)};eDwXSectionMgr.prototype.projectPoint=function(iPnt){var sectionHC=this.getHCXSection();var sectionPlane=sectionHC.getPlane(0);return eDwGeomUtils.dropPointOnPlane(iPnt,sectionPlane)};eDwXSectionMgr.prototype.getHCXSection=function(){return this.HCXSectionMgr.getCuttingSection(this.mXSectionIndex)};eDwXSectionMgr.prototype.setSectionCapVisibility=function(iEnable){var enable=iEnable;var drawMode=this.mViewer.getDrawMode();if(drawMode!=="Shaded"&&drawMode!=="ShadedWithEdges"){enable=false}this.HCXSectionMgr.setCappingFaceColor(enable?cSectionCapFaceColor:null);this.HCXSectionMgr.setCappingLineColor(enable?null:cSectionCapOutlineColor)};return eDwXSectionMgr}();return eDwXSectionMgr});define("eDwXSectionOperator",["require","exports","eDwTypes","eDwBaseOperator","eDwCommandMgr","eDwMoveSectionPlaneCmd","eDrawingsBase"],function(require,exports,eDwTypes_29,eDwBaseOperator,eDwCommandMgr,eDwMoveSectionPlaneCmd){"use strict";var eDwXSectionOperator=function(_super){__extends(eDwXSectionOperator,_super);function eDwXSectionOperator(iViewer){return _super.call(this,iViewer)||this}eDwXSectionOperator.prototype.onActivate=function(){_super.prototype.onActivate.call(this);this.mViewer.XSectionMgr.activateCurrent()};eDwXSectionOperator.prototype.onDeactivate=function(){this.mViewer.XSectionMgr.deactivateCurrent();_super.prototype.onDeactivate.call(this)};eDwXSectionOperator.prototype.onMouseDown=function(ioMouseEvent){if(!ioMouseEvent||!this.mViewer.XSectionMgr.isCurrentActive()){ioMouseEvent.setHandled(true);return}var selObj=eDwBaseOperator.getPickResult(ioMouseEvent);var selID=selObj.getNodeId();if(!selObj||selObj.getNodeId()>=0){ioMouseEvent.setHandled(false);return}_super.prototype.onMouseDown.call(this,ioMouseEvent);var sectionMgr=this.mViewer.XSectionMgr;sectionMgr.disableSectionCapVisibility(true);if(selObj){var typeOfSel=selObj.getSelectionType();selObj=typeOfSel===eDwTypes_29.HC.SelectionType.None?null:selObj}ioMouseEvent.setHandled(true);var selNodeID=selObj.getNodeId();if(selNodeID){console.debugLog("Section","sel obj = "+JSON.stringify(selObj));var sectionMgrHC=this.mViewer.XSectionMgr.HCXSectionMgr;if(sectionMgrHC.getCuttingSectionFromNodeId(selNodeID)){this.mSectionDragPt=this.screenToWorld(ioMouseEvent.getPosition())}}if(this.mMoveSectionCmd)this.mMoveSectionCmd.cancel();this.mMoveSectionCmd=new eDwMoveSectionPlaneCmd(this.mViewer)};eDwXSectionOperator.prototype.onMouseMove=function(ioMouseEvent){ioMouseEvent.setHandled(false);var crossSectionMgr=this.mViewer.XSectionMgr;if(!crossSectionMgr.isCurrentActive()){return}if(this.mCurMouse&&this.mSectionDragPt){var coords=ioMouseEvent.getPosition();var current=this.screenToWorld(coords);var delta=eDwTypes_29.HC.Point3.subtract(current,this.mSectionDragPt);this.mViewer.XSectionMgr.moveCurrentAlongNormal(delta);this.mSectionDragPt=current;ioMouseEvent.setHandled(true)}};eDwXSectionOperator.prototype.onMouseUp=function(ioMouseEvent){_super.prototype.onMouseUp.call(this,ioMouseEvent);this.mViewer.XSectionMgr.disableSectionCapVisibility(false);ioMouseEvent.setHandled(false);this.mSectionDragPt=null;var cmdMgr=eDwCommandMgr.get();cmdMgr.add(this.mMoveSectionCmd);cmdMgr.remove(this.mMoveSectionCmd,"commit");this.mMoveSectionCmd=null};eDwXSectionOperator.prototype.onTouchStart=function(ioTouchEvent){var _this=this;this.wrapAndCallAsMouseEvent(ioTouchEvent,eDwTypes_29.HC.MouseInputType.Down,function(ioMouseEvent){_this.onMouseDown(ioMouseEvent)})};eDwXSectionOperator.prototype.onTouchMove=function(ioTouchEvent){var _this=this;this.wrapAndCallAsMouseEvent(ioTouchEvent,eDwTypes_29.HC.MouseInputType.Move,function(ioMouseEvent){_this.onMouseMove(ioMouseEvent)})};eDwXSectionOperator.prototype.onTouchEnd=function(ioTouchEvent){var _this=this;this.wrapAndCallAsMouseEvent(ioTouchEvent,eDwTypes_29.HC.MouseInputType.Up,function(ioMouseEvent){_this.onMouseUp(ioMouseEvent)})};eDwXSectionOperator.prototype.needsSelection=function(iEventType){return iEventType===eDwTypes_29.HC.EventType.MouseDown||iEventType===eDwTypes_29.HC.EventType.TouchStart};eDwXSectionOperator.prototype.screenToWorld=function(iScrPt){var view=this.mViewer.getHCView();var normScrPt=view.pointToWindowPosition(iScrPt);var input=new Communicator.Point3(normScrPt.x,normScrPt.y,0);var projMatrix=view.getProjectionMatrix();projMatrix.m[15]=1;var invMat=Communicator.Matrix.inverse(projMatrix).transpose();var worldPt=new Communicator.Point3(0,0,0);var div=input.x*invMat.m[3]+input.y*invMat.m[7]+input.z*invMat.m[11]+invMat.m[15];worldPt.x=(input.x*invMat.m[0]+input.y*invMat.m[1]+input.z*invMat.m[2]+invMat.m[3])/div;worldPt.y=(input.x*invMat.m[4]+input.y*invMat.m[5]+input.z*invMat.m[6]+invMat.m[7])/div;worldPt.z=(input.x*invMat.m[8]+input.y*invMat.m[9]+input.z*invMat.m[10]+invMat.m[11])/div;return worldPt};return eDwXSectionOperator}(eDwBaseOperator);return eDwXSectionOperator});define("eDwZoomToFitCmd",["require","exports","eDwSupportsHistoryCmd"],function(require,exports,eDwSupportsHistoryCmd){"use strict";var eDwZoomToFitCmd=function(_super){__extends(eDwZoomToFitCmd,_super);function eDwZoomToFitCmd(iViewer,iNodeID,iCamera){var _this=_super.call(this,iViewer)||this;_this.mInitialCamera=iCamera.copy();_this.mFinalCamera=iCamera.copy();_this.mNodeHCID=iNodeID;return _this}eDwZoomToFitCmd.prototype.undo=function(){if(!_super.prototype.undo.call(this))return false;this.mViewer.ViewMgr.setCamera(this.mInitialCamera);return true};eDwZoomToFitCmd.prototype.redo=function(){if(!_super.prototype.redo.call(this))return false;this.mViewer.ViewMgr.setCamera(this.mFinalCamera);return true};eDwZoomToFitCmd.prototype.commit=function(){_super.prototype.commit.call(this);this.mViewer.ViewMgr.fitScreenToNodes([this.mNodeHCID],this.mFinalCamera)};Object.defineProperty(eDwZoomToFitCmd.prototype,"Aggregable",{get:function(){return true},enumerable:true,configurable:true});return eDwZoomToFitCmd}(eDwSupportsHistoryCmd);return eDwZoomToFitCmd});requirejs.config({baseUrl:"./js/3rdParty",paths:{eDrawingsBase:"eDrawingsBase.min",jquery:"jquery-2.1.4.min","jquery-ui":"jquery-ui-1.11.4.min","jquery.fullscreen":"jquery.fullscreen.min","jquery.iframe-transport":"jquery.iframe-transport","jquery.fileupload":"jquery.fileupload","solidworks.web":"solidworks.web"},map:{"jquery.fileupload":{"jquery-ui/ui/widget":"jquery-ui"}},shim:{eDrawingsBase:{deps:["jquery"]},"jquery-ui":{deps:["jquery"]},"jquery.fullscreen":{deps:["jquery"]}}});requirejs(["eDrawingsWebViewer"],function(eDwWebViewer){console.excludeDebugLogCategories=["UIEvents","BaseSelOp","Operator"];eDwWebViewer.start()});define("utils",["require","exports"],function(require,exports){"use strict";Object.defineProperty(exports,"__esModule",{value:true});function forAll(iFunc,iDictionary){if(!iDictionary)return;Object.keys(iDictionary).forEach(function(iKeyString){var key=parseInt(iKeyString,10);iFunc(key,iDictionary[key])})}exports.forAll=forAll;function getUint8Array(iBase64EncodedString){var binString=window.atob(iBase64EncodedString);var len=binString.length;var bytes=new Uint8Array(len);for(var i=0;i