Physics-
General
Easy
Question
The temperature on Celsius scale is 25°C What is the corresponding temperature on the Fahrenheit Scale?
The correct answer is: ![77 to the power of ring operator end exponent F](data:image/png;base64,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)
Related Questions to study
physics-
The graph AB Shown in figure is a plot of a temperature of a body in degree Fahrenheit than slope, of line AB is
![](data:image/png;base64,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)
The graph AB Shown in figure is a plot of a temperature of a body in degree Fahrenheit than slope, of line AB is
![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAApoAAAGtCAYAAAC2m9R3AAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAADsMAAA7DAcdvqGQAALKASURBVHhe7d2Js21HdR7wIzA2YIQRCGQJDWhGQqMFmtA8gBmM7RCbxC67Kv+J/41UJbFjUiaQOJSNwWh8mgeQIoRAgCSEEAgxY8Q8h1+b72VzfO8b73n33HO+r6prn7P37t7dvbtXf73W6t6H/eKXmBVFURRFURTFFuN5vzoWRVEURVEUxZaiRLMoiqIoiqJYCEo0i6IoiqIoioWgRLMoiqIoiqJYCEo0i6IoiqIoioWgRLMoiqIoiqJYCEo0i6IoiqIoioWgRLMoiqIoiqJYCEo0i6IoiqIoioWgRLMoiqIoiqJYCEo0i6IoiqIoioWgRLMoiqIoiqJYCEo0i6IoiqIoioWgRLMoiqIoiqJYCEo0i6IoiqIoioWgRLMoiqIoiqJYCEo0i6IoiqIoioWgRLMoiqIoiqJYCEo0i6IoiqIoioWgRLMoiqIoiqJYCEo0i6IoiqIoioWgRLMoiqIoiqJYCEo0i6IoiqIoioWgRLMoiqIoiqJYCEo0i6IoiqIoioWgRLMoiqIoiqJYCEo0i6IoiqIoioWgRLMoiqIoiqJYCEo0i6IoiqIoioWgRLMoiqIoiqJYCEo0i6IoiqIoioXgsF/8Er/6XawIvNKf/vSnsx/84AezL3/5y7MvfvGLs29961uzn/3sZ7Pf+Z3fmR199NGzV7/61bPDDz989oIXvGB22GGH/SpmURRFURTF1qFEc8XgdSKU3/nOd2Zf+tKXZrt27ZrdcMMNs0ceeWT24x//eHb66afPrrzyytmb3vSm2amnnjp7+ctfPnve855XslkURVEUxZajpvMVxE9+8pPZv/zLv8w+//nPzz73uc/Nnn766dlXv/rV2Te+8Y3ZM888M3vyySdnjz/++PhP8/nzn/98ENSiKIqiKIqtRInmigFh/OEPfzj75je/OYgmreb3vve92fOf//xhJqfV/MpXvjJ74oknxtG9yGaJZlEURVEUW40SzRUDbeb3v//9oa2kyXz22WeHdvNHP/rRuMakzm+TptPxueeeG+SzWs2iKIqiKLYaJZorBL6ZFgDRZiKYzORf+9rXBvGktcwCIdddCxH97ne/W61mURRFURRbjhLNFQKNJQ0l8milueO3v/3tcR6JpLWkvUQsv/71r8+eeuqp4a9J4xmtZlEURVEUxVahRHOFwN/SNkbRVvLBRCppOgNkkhkdAeXDyVeThtM591WrWRRFURTFVqFEc0XA9B1NJW0msolAIp/zQCiZ093DV1McC4ai+SyKoiiKotgKlGiuAKKlZAKPb6btjJBHBDT7ZCYgk0zl/De/8IUvDM2nuEjpVPtZFEVRFEVxMCjRXAFEQ2mluZXkjojnC1/4wtlv//Zvj+Nv/MZvjC2OfvM3f3P24he/eJwXL6b2+HMioEVRFEVRFFuBEs0VQIgm0shczgSOSB5//PGzY489dnbEEUcMsmkfzZe85CWzV77yleP8K17xiqHhRDL5dIpvVXrN50VRFEVRbAX6CcoVAHLIVP6Zz3xm9thjjw2TeAgjAukcv00EFMk88cQTZyeffPLQbgove9nLxrkzzzxzdtxxxw1iytxeFEVRFEVxMCjRXAHwreRjiWzSaPLZjN/mAw88MLv99tsHCfX/hBNOmF1wwQWziy++eHbMMccMM7r4NJ1HH3307Mgjjxy/++3zoiiKoigOFlVbrQD4XzKVH3XUUUMzedJJJw3NJNO480zmNJSC38glreWrX/3qce8pp5yyW5NJw1kURVEURbEVKNFcAVjk86IXvWiYwJnGEcyXvvSluxcBxQyeVefu/63f+q3Z4YcfPsglgkqTGVJabWZRFEVRFFuBEs0VQMgjkkgj6eh/COO8d8SUcLoX6RRvGqcoiqIoiuJgUaK5IkAQaS6RxZjJ94SQzdybUKJZFEVRFMVWoURzBRESCXta6+Va14IVRVEURbEolGiuGKqRLIqiKIpiWVCiuWKohrIoiqIoimVBiWZRFEVRFEWxEJRoFkVRFEVRFAtBiWZRFEVRFEWxEJRoFkVRFEVRFAtBiWZRFEVRFEWxEJRoFkVRFEVRFAtBiWZRFEVRFEWxEJRoFkVRFEVRFAtBiWZRFEVRFEWxEJRoFkVRFEVRFAtBiWZRFEVRFEWxEJRoFkVRFEVRFAtBiWZRFEVRFEWxEJRoFkVRFEVRFAtBiWZRFEVRFEWxEJRoFkVRFEVRFAtBiWZRFEWxUvjFL34x+9nPfjb78Y9/PPvBD34w+/73vz/77ne/u2n4zne+M8L03Pe+970R90c/+tHspz/96eznP//5r1IvimJ/cNgvO+QvfvW7WAF4nYTic889N/viF784u/XWW2c33HDD7JOf/OQQuieddNLsjW984+y6666bve51r5v97u/+7uz5z3/+7LDDDhuhKIpiJwMhFBBEhBHJ/OEPfziIp/NTOUdeJkDk4POe97zZb/zGb8x+8zd/c/aiF71ohBe+8IXjv2tFUew7SjRXDF5niWZRFOsI8g+ZJOv+5V/+ZcjAL33pS7OvfvWrQyYinyGb5B4yGfkHriGk0nnBC14we8lLXjJ71ateNTvqqKNGeMUrXjH77d/+7UE2Ky+LYt9QorliKNEsimJdEfnH5P3lL3959uijjw7Z96lPfWr2hS98YfaNb3xjXEMUEcbf+Z3fmR1++OGDVMJPfvKTYTKnBQXXX/Oa18xOO+202RlnnDE79dRTZ0cfffTsxS9+8ZCbRVHsHbUBFEVRFCsBk2UkEnF86UtfOjv++ONnp5xyyuzEE08c/022aTcRTqT0yCOPnL32ta+dvf71r59ddNFFs/POO2928sknz4444ohBSD//+c/PHn744dlHPvKR2Uc/+tFBWp955pmhGS2KYt9QolkURVGsDBBNvpTIIpJ57rnnDgKJbNJQuk4byQxOU4lgXnPNNbM3velNw9JzxRVXjDhIKELJMkQj+sgjj8w+/elPl2gWxX6iRLMoiqJYGdBqIpLIJrM4winQaFrUE6JpcY/rCCcXItpPpnEk84ILLpgde+yx4x7mdP6eX/nKV4Y5njaUZrQoin1DiWZRFEWxcojf+W/91m/tXjFu8Q+iGbKZVeV8LpHOl73sZUOT+cpXvnL3oh8mdguEEE4Ekw9olzYUxb6jRLMoiqJYWSCF0zB/DonMnpu2Qcqem35bhY5sIqpWoNOKIqAIa1EU+4YSzaIoimKtgEDSUFrwY6P2b37zm8M0/vTTTw8/TD6ZFg0hoIilLY6OO+64YV63zRFNaFEU+4YdSTSns1HhQHCwaRxM3HlM05qGoiiKYmtBtjJ/01oik1aWP/bYY2Oxz//9v/93rDB/8MEHB/FkXmdGt5Do9NNPH4uLbG9UolkU+45DQjTnCZTZpDA9tzcknhlm4s+HPaWVa0lnPiTdzdKYxs2988eN4m2EjdLK74T5dDcKRVEUxb4h+wSTqUimfTVtWfTBD35w9t73vnf2nve8Z/b+979/dsstt4xtjJjOaTLPOeec2Rve8IbZ+eefP/Yhtngo+24WRbF3HJIN2z3CDNKWEMwUVvDxe4kDNmdsM8QIgimQLb4z/GZsQv6tb31r/Haen4y40kjg+G0WOp/WNB1mEvnIZ8myApH/DWdwphL5cR7kn5lFXHn/9re/PTb1dU4e+O6IJ8hPHM43Qsw1BJ2Q7+nKGwEInqsc0lWm+ASpQ+kScq47zpczdd0N24uiKGZjzLBxOwK5a9eu2UMPPTRkeb74Y/EPuU12ksVWlZOfZC5tpi2Q7LUp2GOTRpNsdr0oir3jkBDNmCm+9rWvDRPFJz7xiUGSbB/BHMH3BUmbJ2fp+Iih2ae4hAQChTQhYDq9zk8Y2JqCYCA0pmlJx/3Seeqpp2Yf+9jHZo8//vgwjSCbSCaBkz3X+OG8/OUv350OMopceu7HP/7xkX++PEiiuJ5/9tlnz84666xRphDVeagHBNc+bPLxuc99bphtfCKNYJNHQMDNmn2RQtqO0nSPdOVNOe0JV6JZFEWxOUI0b7755tltt902NmAHxJG8P/PMM4c8Jf+QTGOD+8lP4w9SaYzyZSDbHpH1TOlkclEUe8fz/+qX+NXvLQViqYPHuVrnfuCBB0ZA1pA0RM5s0h5n8+QQuUMC+dA88cQTIw6yhBzS/NH0IUi0pEiV54kjDeTPbJPgcK90CBAEke8Nwvr1r399kDLEzb3yIx1EEFHLefGdQwyVIRv2mhGL7xniumeqaRRXXtwjj4hqvjKB6PIH+uxnPzvy4XnynK01kMxoR11zD1L6mc98ZtSpciOZNLAbkUN5Tr2I5zlIvvpR14g0wmlGT4jKp3Q2SqsoimIng/wn/5588skhx40pZPQJJ5wwyCYFASUDJQH5S66Sx8YUFixylIyXDrhGdhqDMgYURbE5FkY0EUwzQqTq3nvvnd11112z++67b5A9ZFFnpY1M56bFmxJN2jfkEMmUBk0mzZ97zUD5zJiFMkUTHAKBgOAhaQgfAeA6TSYhc8cddwxHb7NUZI6QoVE95phjhiCxGS9BhKTJD7KJnCF3SO79998/SJ+0CSmzWgKHMFJWz3ZNXEeEMJpUZA/JlgfloaF1jXYyM2VfqLjwwgvHLBsRJPAIN3lCcM205d15dacMJZpFURSbY55oGn/I6le/+tXDYkQWkqfGFhN4cpWMJfeNQZQISCfZS7ZSAJD9xpkQzcrOotgcGzsSbgEQM+QIyUF2dPCYiREznR/x0XGn0HHBdeSNFk8QDzEjDAgGAWHyH6FD5mgq3UvjSDggW45IHQ0ic4hrQJiIT2AwiyCt0kE2ETppiYdYyi+B4xphg0gSUuIiygipewgz9xFK8k/r6Zx6YLK5/fbbRx7cKw2z6BBMjuYINPN/yue6/9wC5JGAUz+0nOquKIqiODAghybZSGesUSbexgbKB7KdSxVZHcuW8YBMN96Q75XDRbF3LIxo6pTIFujQCBLtIrIo6KAhlfNwHqFDNDMLRc6kQwMYB24CgYaOgHA/YojUiud+giC+lQiea/4TKjFTJx2BllW+3Y8gSw9xlDbSqjwEjvj8cwilmPyVzT2C3+71LGkg3bS5zP+ElPiEGJONb/DSaPLDVC7lUyb5IuwQTr6USGiINcFHOBZFUawzjBXzYSNE47gnzSM5TtlAcUCuk++C8UU8E3zy3XhAvhvHNnteURT/HwsjmrRxTNMcp5mnEStmCSQLNuugzuvQtII0iEgfUwfSSAiE4BEGiCGB4HdM6O6ntWT2kIbjs88+O0im6wQEkoasiStIJwKF8DBrjfYVWQTX3BdSKW3XBGk6Lx8CoUQYeR7CavNfLgBIJiCLCCRtJfKI5GYBkbwJfjvnGm0mrSayydTD5C0vRVEU64YQSsoKYwV5nBBrz3R8IY8TNsP0OmXCNM1oLcl44xfZ7Gg82lOaRVH8KxZGNBGorJr2O/6AOqjOuRnR1Mlj8qZNZKLga4gATslczB2C8wSMOO5PPCTTMeYO190XgSFMiR3BkXSkIT7C6D7kEFnmu0P4IMHRnhJErsfPB3lVhpjhQzKdQ1iZ6aVFYxlNqmfLVwRe8igt2ldpI5sIvJXiiPLBIs9KKIqiWGZEEUEuR4nAapQ1AWQu2c3nnpzOeCIYQ8R1LmQy1wRpkv0UBNKTFsuY+8hiihKym4yPsoOcLopiz1hYL2EGRo6QIh1TJw2h2hMIANpL5FKgOYypHXTsKSELQYpAyepxAiJEk9ZxKnimceeD654nDwLBhNTxyaRRdPR8wohJn6BDHmkns3KREJIXgorpn3ZUWoSVlYrqg8BKnXjuZvAsAg3Z5BMqxG/oYBHNQEJRFMWygowiw8lyE3cTfYtLLa70RR8LRrkpsSKRy+S/cYD8dxSPbJeO8YQlKsoJygiWM1Ys/vl8+slu19xP/rIsUZyQwXHZqlazKPaOhRFNHRCxSphq7PYEnToCwAwzJNP5PcV1XUAME5+AQTqnJBOkkzAPaXie+z1bHEQPaeZTiWwyeyPQyKIjFwGLeWgckUD3y7uZNYFHiEkTqaQRFRBO2sq91Yfr6s69tJ8h7Z6xt7jzmNaRsmUm77fypp7nkTqZjyeoa8cDjS8459re4uedbBR/T8/3DvcW3/PTPqaQXuK7Zz7ufPz550/jb/TsvcUH51zfU3xl2yy+84m/URp7er7/QupvPq6Qut+X528WP8/fCPsS3/M3enbyvlH8rWq7+xLfPQcSX9kTfz7uNP5GdSe9xJf/zeKn7uef7/80/xvFTfzN8p/47puPnzSS/83iS1/wvsh0Gkz+7nYzufPOO8dOHgn+O490IqFIo8CqFNepjEUm/+SzBaTIqq8E2ZXEEdF0v3vJeO5f/OntCEKpQAazhO2vDC6KdcTCtjcCAgbh4jNJq8ccYYbovM6LsNkmiFmdhk7nJ1DcQ5hktTnSiKy6z8IZWkX3S9vMNmYTv2kTXUcCCQKCSRrukQ7CRlDkuf4TdOLKI6FEGCUdZv8swiFc4iPqt2e4RznMdP12XXqeKf+End/Khih6LkLKrUB85doXiB/Srlz+bwZCmxBHss36s72Ruo3fp4CsOpeZPkhXmApQ70udTDXFjv6rX1pnZYb5CUUGmsSfukOIK3iPiS+uNKaQR/e4V/zEE6Qz1VSon2ndZKAyqMj3VMuR+K55vufODx7iuzZ9/nx8z1fGvBfxp+XP85VbSFwhEyr3iJP6CxLfffNxEz/PV3bx5/OvLbjP/co/n4a8gedulH/l9449f15LpPzSh2n8QHzvJvcn5L+8axva7Gbx1Y/n5NmJLyjX9PnzbWfRbTdtR5zNnr/Itpv4niv+fN3tre0qv7rfU9tV/pQ9cYVp24W0vWl85XfffN4TX/7F9/zEnyJtN/VPztvFgwbTnsQWebIske/GGVpJ96VuBIQxfvvqyrNM9E34aSXlM/3TvSxRfssLzSVZbdyhaHAkw0s0i2LfsdAvAxFyOr0ZotmmvTT5LBIeZoe+TnP55ZePVdWIHEFDcBEcNla/6aabhjAx60SQdPQ//uM/Hntoup8wYCrJLNZvmseLL754zDyt4KZNlIZV3wQIE8hb3vKW8VzpuYeQIbBsP/SBD3xgCEH+k/a0vOyyy0ZgNiGUCE7CinBUdQQNgYO0ObpGWJkhK/ONN944CKfrBJa8X3nllSNtpvatXtQjT/JG0BLK+TKQ8hlUCE7EmMBURv/ljSY2mlpCdCpACWv1iPyrQ2l7twYm9YGsI9nqyDGTBgjpFS+DgfjedeqPwEf6p7680+fLtwFEuxBfHUsXpOP58s9tQR17T4H7DFTIfkxhBs48W3xtC+k3AVB+eU/+1aX4nq8+BeVxXRp5vud6nxm8pJ13of7EtyhMf3A+xEp89e1dqDvln2qr3ad96jcmDepC+aUByEXqn7Zd+07eQfxMxvQjg33qzzME9U0r7/35PX2+ez1TuWmFvDvnXE8a8q78aTsZgFNOdS7/ni++OgHXtH9t0LO9P/lXpsA9nq3teffyos1JWzk9y7tjzpQP8aeYtl3vQN9O25W2uiMz8vyN2q7+LL4g/p7aLgITuMe7E1/bTduRLsi754vn/SnDfNtVXvWm7hGlkHLPlg/5TdtVfueTf/WcvjNtu3k34nue55p8K4t3L77r4if/5Id6dH76fO9b3gX5SNsH95Lnabv6kec7756UX77JI+/OucB9nkkBIA/KoS5MnLONnfYsn0nT870DbdE70Sc9Qz4Ez3d/8q+tCX47Jx3tC8iF7HIydQOTftp4URR7x0I1mgSSzm2Q3x+NJoEaYoCgEJYEoPv2ptEkBAwahAMBk0HedekY2Pam0SSMpOM57hMMhuISSo6en5DzhFWEO4FocDFAIBeuEaQElkHZoCbN6aC6VVDvymBQTx4IbIPGVMMxfS/uN2jI4zzRM0C4B2GPL5SBR7q0C9IhoKMtVR/Twdpz5UM8EwJpZLBwlDf1ps4NdtLJ86WrHAYqG97fc88949niZgDTRpRLPPWrrQSeH6JjsuHZzGIxp2lj3j3ypD0YLD07+XfeYCaf8m+yREstrjzk+QY4bU578E6Tf/HVtefYS5VpTl7ElYZ60d49T/lD/BNfX1H/8q3s2Q82+fdetG/xDazSSN5BfG2RqXH67lL30lB+zxX0h+nztQv5E+fuu+8eEygTupRfWdS9NuPZ0/Jn0JY/k03vT3yEW/7FRxaUT5vR9qQxJRven3xqe9Jw1OaSf/WnPWs3iZ+8Q9qu8pu8Tttunq/taTtIxEZtN21f/UtDXPn3fHWn/J4/33ZB29XHxFN/6i71lrajjag3bXeeaGo77vVsedf2xJcHbQoB8460vfm2K1/arvvUe56f9ue8vut9e7Z3790lvnxFhqTt5r15vvxrG2Sb9x95lvLLP/kr39O2m/KrF+UH8lD9SSvQftJ2paH9pvzyFJkmn8rqOCWTymWcEaSPUCOe8af3P5Pj3If0Omdsyn1+h0hrXyGlRVHsG5aOaLpGuEULYJBC3AiwfSGahJU03UMo0ABIazqg7QvRlI6BGykUppqaPYGAyzPlizBGNMWTZ4NZhBtSplxbDfWuDFOiKQ/KT/AbHAh4eRPUnbqXJwOOWfy0nO43MCBqBgxfSDJgGWgN+sqqHtWnNAw6GTDkxXORC3FvueWWQRjEzWDturrNYGnAmj7fgGKAoiGmoc1gI0/K592Jr26jwQhCdAxWvnWsDAbdPFv8DJbcH7wbdZHBVj0qX4gW7bABU1x50GbUrXcZrRCykPgxO4r/D//wD4OohuQ4aiPeibaq/Aa6qVZIe0IWaNtp+OU95ZcH706fQnBsJebdTQdr8b1j5UbyvbvERzSkIX1t3LtL/vN8fUz5kcQPf/jDu/3X5N27dwzJ9v6RvRBVda9v0QR6b+oPWVEXITvaoTzKt7I7ih9oP/HH8/4RNm0p+Vd+EFfb1Qb21naVX1xpaBuep92FqM+3Xfd5vvqXf3WW9qOPaXvkWcqf5yNK3r343p/2N992XddW5JtWcr7tavvK79ny7rf46l18797zItPkfdp29Q31Lf+eL37an3ah/NquZ+fdp/ziqz/1nbY7JZravrYrnrKrgxD1TDIQZRYnz54nytqF8pGLrFrz8lAa8ijv3p225/najHbp/czDs70P5fBOafnPOeec8WEMR89RV8rL71KgzTeuCPlanHuipSeP9K8piS6KYt/xrxJpiaAjEzwEPqE1T+783qyzE0yuEQgEAwGIIIbE5p5go3Ry3TXPNggJ08F7T3AfIef5CFe0BIQu4WhgMnj5bRA+VFAeZSOcHQ3u8oQIEfbIht/Oz8N9Bh2E38DmKI3kX3zlUib3zsMzQ3zdC57jPC1ESLB7xJ++I5jGd6/niC/Ii3Ouyf98XEjdG/TcK9/OebbnKpP4/s/HT13l3Rl4U3b5MtCmTnIucJ/gWfImLg1M8u956t156fg/jR+IL5771J/4nqVO/M/zpTlFnu/eTDDcn/fsKF3xHZ3zfHEC/53P892bc7muDCnTfP7z/LQd78B/97omP+Ln+dNng//z7yn1rPze5/T581B37svzHUEaeb40xZfm9Pl+O+f54nkWpJzOp+2l7U4hfp7vnrw78YWk6Zp3MV93kLajjO7Nu5uvE/89bz7/7hUnz/c/9Scv0pROzk0xzb93L7/T50sz5/3fLP607frtWe6X9+nzp3kPPEsc96Se3Jcwj5yXFyHjATlMHpPp/idEvs8H19wrhLxvNF4URbF3LB3R1KFjhpmSzcySNxMw4B5CArFEMGlHhOlMfSosNkrHdfdJx7MJKHHlYV8grnjy7tk0FZ4PBLuBltB1JEDnhfNmmApPYbM62AzuT9lSPgEhpo2SV2XdqJwpk3Ioj7rNOcdoctS7//PIveK5Vz7UaQYAmgfX3OP58wI98T1DfO1DfCFp5vmZUEwhTdeU0b3SUnbPFs/zHaU3/2z/E989yu+/NORfnYjv6P/0+eJO49PYaBfJv+c7J03nndso/8ovjvu8K789X5r+p415zhR5vrKK41nu9849y9Fz5d/v5F+cwH/puu457nWf+PLlt3qVl/nyg7ScT9txr7yLL920Pflz3/TZ4L97E59cSN17pveZ58+XH9J2En/advP8tB3np8/3W3nyfM8C/z0/bVd86Yk/hfh5lnvy7sQX5CXxpbXRu5dH19J28+42a7vz+U8+8/zINeflRZrK5v9G7y7513bk1/PTd7yLtD3P3yy+OOJ7VmS6+PIu5PnTvAfOezfymja6N8iHenOvo3QRXuS2KIpDj0NuOkeyzFKZJJgqmXsIG8IkgsoRCXM/046ZLIFFqDFrMJO5X9oxUbvPrNc1i3zcl4HBTDqO/IQPkz0TqesEntm0dOSRSc2zmBGZUZhYmNQ8byNBOA/3IHW0APKXmbg8eE4GbCHEY1+Ep/SikVF/EaYbQb1HixLTORMaQUuoKzuTknpiTvLb4iz/1Z88TcvqeQS1cwYb/k7qxf3qSBq/93u/N+pcvanTvMsQZGUX3/OZpMRlqmLKsnArX5AKEcrzHcX1fGkaMJnHPVe+xU855EneDIRTJP/eq/S9f88WX/BsafitTbgvz5d/cZXBezK4Mqu5N/kXN9tbqR/Pn8YXVxrAvCvvyb8g79KQL+1iGh/E1x8M5t6dfpP8iycP0nBO/abuIW3R89Wr56u/5F0+lP/1r3/96Ivzg75nC+rQee93Wn5HC9zkI3520/jg/aXtucd7FjfPThv0fPU3bdfyr+zSE1/51XPyL2g/0+dPsae2Kw3P9u78lvZ82xWkIb5+QRYkbp6tDMpCps3LCXET3/M3artp+54/33blXXx52qjtii9Iy3XPme97gneS5yduns+s7Plpu/Px5cFv5XPffNuVf/kix9N2Uwfie39pO2m7qT8h79/z9b1AGjTx5DaNLllKo6ktyc9m0E/0Uz6Y5JJjJjjTvlEUxaHBQledE1BMI/ya+FcJfJMMfIT79ddfP7viiiuGsDHAEiyyI/C94s/HN4dfD2FFUL3tbW8bAxtChLzxF8s9yKa03vzmN497kAbkjH8ZHyfO5J5txfmll146BByyhxDGWZ4vFUFlALHa3OpwQtEgva8wsCo30soviY8RPyV5IfDkUf6sjie0lcUz50GgEqyEbQgrgY1sScfANw91Z2ByrzqcX3VuMEAUDA7qk0A2ODhvEHWkPchAAepH3k0Y1Lm8ZPD0PALcIIfEOM4P1uoc0RWff5V8uO6aNJTD+1cP3sd8XXv34vOzFV/9GsDAwOT54hsI54mm+9RfJiQGrJjf5EFADjwXAdZmnEv5lVN85fZsixO8l5Td85XXcxEldZfBNvHlX3tA+E20xJMv94iv/PKu7uRjStTcJ78mDCZL0vL8xHdv6h+JQLRS9+A+707dqUPtIgN17lN+BMD7U/fT56tr5Vdu9efdp/zJg2crv7pT/miRUk51Lv+en7YDrmv32rNnqwP5nxJN8dW7tuMdajshPvLvXnXm+fIxTzTVlzqX/zxfmcSVhrqTb88XpmTEdWX17sWXB/XnneX5yuv5+tJ823WPvuPd64vSmG+72o54m7Vd+SfX0nb1JemqX8/37vRhRE85ch7S9ubbLkjD89W/5yJjyuLdT+Mn/9qudiRPef7e2q77pm1XO5q2Xe8ubVf7mxJNcT1fXL6ZZDP/XDLV+9QG5NPzpOO3o/pUH2SZMebaa68d8s65qVwqiuLQYaFEU9KEHCd2qxYRTc7cU6J59dVXj1k1opA4hJB4yB8hgyAS1ISq+y+66KIhWAlg90ifNpIAM4OVrhmyAczAwvkcGd21a9cYLBBMGhxaPMKZMJZGnO0NOIgoIihvmxHBzZABwsAWsunZSLaBkkCmVaFJUA/yGq1uoI4IdmXMQiaCFME0qMnj/KAKEdDzRNPiHUKfAPZcJFoelD8C3/OV0/8MFiA9A4T4jsK02RgcxE/wfzrYqA/lEd/AZbCdpm+w8Fxx8/wpPF98caWRwQ4MHJ5ngE4ZpoNJ6mP67BAVyAAlvrjSmObNs9w/zb9zgXvFN4iJ77c0p+VPfO8+dTd9/nz55/MvvkHas/1O/j3DvcovXojCNP/u80zt0TFEJ/FBfHGVIfkP3Jv6k8aUKAWp97y7+fjiiCsNaU3jT9+d+PI/X/68d3U4jS//gnjyLg3xp3C/cosrbEfb9UxxBWkm5N0dTNtNfARXGtO8ybv7PT9pOJf47hXfc7e77cq/cjjvumd5pvGCXKYsoEwg58lCcRFT8jD51wbiImB8oH0lW8m4vJtp/RRFcWiwMKJJIBAuIYO0moSFmTmBSQiEzNHwIXOEBIFFeBFO7kWQxEcWnTPzRZBoj8xsrfxE5jwLgUM0L7nkkmGGInwIWOSSRg/Zk47nIFyEkZmu/Lie2bIZsLzR+nmO+wnE/YE05Rdhpg1QdmUxszd40ATQJCiP5xGGzhG2XgnhTqBmEQABrXwIpnjRPM5DXOlvRDSlqczqx0xfvRPKyiZkkJkXxtLcKEzvm8bdU/zpQAfTONMwxXz8nIP5eNOBLtgsbrA/8RM3x43i+j3FRvGnmKaRMMV83Pk0EifvYAr3zoeNIO5m8SHP3yiN+bgbpTGNn3MwzXfCPDZ6tmPuTbzN8r9RmN63p+dP48y/v2mcaZhiPn7g/3w8+ZjHNH7CFNO4jvPYKL4Aibsv8efLHkzTSJhiGnc+fu51zPNDbMlhE2wWK8oG8tmYwozuPjKZjKdNJe+kjUySiywTZDcNPwWGcUD6G9VvURSLx8J8NGkvCQZaPLNSv5EuQoSg0PkJhggXwgjZMSsN6TEDze/MhhFHM11EijkIEXMdUYvv0tTXTPzMuiPoCSUzZkSQQEPkaA/di8TF78lvs2bx5XN/IE/SQxyVFYkU/EamXVMWZFIemAURYuQaGSVk1ZeyKrcZP1KonMixdOa1J4Fyqmd1ZHsQZJx21XkaAPVDCBPSypd6VsaNypnzypRyzQfn9yX+ZnG3Kv5GmMbfKI39iT8fdz7+RmlsRfzcs1Ea0/jzSJqbxU04mPiJmzCP/Ym/EfYlftKYR9LdW/zcN49p/M3iblX8jTCNv1EahzL+fNz5+Bulkbgbxc/5xCfnKAzIY3IQyWQNYmWKJpMcJwdNzlmDHMUj78h1MpbFh/zmDuD+PKsoiu3BwogmTRqBgQyahZp1IpFIklkn7RyNHCJGEDj6j/j4jfwIU9OM8zSFhIpAwCBctKEETkgmMhUBI0hHXOfcT+gQStJCOBEw582QCSjp0HhGw3ogQiqC17OlQQAq87Tsrnk2won0IoZIpyOBK+/qgxZT3qY+jMqzWb42I5rqK/5LNJsEtnwlr0VRFNsBMot7hck1mRVNJpLJT5N8JEfJQPKZjzvrlf8m5YgoGQfkP4sZuRkSWxTF9mFhRJMmM2SRdpEmLgSHudhvQiLES2DmQISQqJBERJOAQa6Qs5BFBMn9MT8nTelEKxoClXScF0960pCmvImDyGVFqDTl40BJ5hR5tud5FiGIwCKQ8qJM8pHf7nN0jzqTl5BMcUMypbsZ9pVoxvyeMlYgF0VxqEEJgWSy6nBf4ovJXcrXmBBIJJNcpKlktaLJzC4XznMLMt6QceSiCTQyymJTFMX2Y2E+mvwDER5CxFGYB2KD5ERriQgKyGlIT9KgeUSesiBBtqdxBcRQ3I3I4TQdaUjLf+l41jQPiNxm6RwoPEcekL2UhSbTb/mYIuQ45RLkL3naEyH0HOkhmfM+mp6FYL7xjW8c35nno0kYe5Y095RuURTFVoI8JK/IYyQRWaTBZC731Skkk4w0Cc+WaEgmucUsbtJsDcBf//Vfjx1KEFVaTPLtz/7sz8a9RVFsPxZGNEMs90Ze8vjpfXsjUjnmvgMhSFuVzsHC85OXKQ40T9Iq0SyKYplhfIgbFLLIjx/JpMlEMvmrI6CsQGSWxT3Z6xfpjOWLP/t/+S//ZRBN6SCadtQo0SyK5cHWqezmQPMW7duewkb37QnTePty/2bYqnQOFsnDfNjOPBVFUSwKIZlM4iGZdiWx3zBzOfJIk8m9iDuTrejslGFbtqwkRzIjH1l6WHycizWqsrMolgcLI5pFURRFMQWLC5JpBblFPDSYd9111wgWAFk8yr2I3zx/THsms8DY+9hCT5pMrkSZjLPGMK27n885P3b/Ec+iKJYDJZpFURTFwkGTSVNpZw1aS3tj0mIKXHtoNxFRhNFCH19lQzR9pW1qLp9ae/jlW9yIiNJ4Zu9jixyLolgOlGgWRVEUCwWSyUfcfsV2wvC1N5/l9WlJhJOGE2m0shxZZCqPJtMqcrttxJccHGk1mdeR0Xe+852zv/iLvxhH8fKluaIoth8lmkVRFMXCQEtp0Y+V5bZa44dpj0yry21nZJ9l5nBbuVmgyCeTdtJWc7Z1o51kCkcs5yFetj1CSh2lY/eQoiiWAyWaRVEUxUIQTaYvuCGZfDLvu+++odH0f7pHJpJJO2kzdvtg0mS6NtVkBjGfC1kMlC3g3L8RKS2KYnvQ3lgURVFsOUIyfSEumkwEkz+mrdd8/czCHdsX0WIimbYw8vENH6vYjGTOw3XEMmFv9xdFcWhRolkURVFsGbKXr4U/NJn5pCRTOX9Me2Qypdsj08brFvtcfPHF42s/ti+aksy9wbMQWivVE/x3viiK5UCJZlEURbFlQPSQTN8tp8mkxbRP5qc+9amxfRES6hO7NJnM5Jdeeukgm/5PPyG8N4TQWsWOvFrJ7kiDSpNaFMVyoESzKIqi2BIgfvwus/CHFvPBBx8c3y9/9tlnf41kMpPbwsjR9kVIptXl/Cz3BiRTYH6nMeX7aYER87z/3/3ud391Z1EU240SzaIoiuKgwWyNZPrm+BNPPDEIpi2MkE3aRlpGJPPUU08dq8qZy30mkk/mdCP2fUGIpuchsT61+6EPfWi2a9euYaZnsi+KYjlQolkURVEcFJjLfZucaZyJ/P777x8BCfQFIF8DsreljdiRTIt/7Jdptbm9MG3Evj8rxUM0+XrSlH7mM58Zi4x8ztLzaDqLolgOlGgWRVEU+42QPSQz3y3/9Kc/PXvggQdm99xzz9BkIn3M5czi9sVEMJnL7XnJXG5B0IGuFPdsadvsnV8mTSq/0Oeee24Q26IolgMlmkVRFMV+I+QQ2aNVtOjHN8uRzOnq8qOPPnpoMX2xh7ncpurO7evK8r0hhDch54qiWA6UaBZFURT7BUSO1tBXffhf8ou0EbsFObSaNIw2UGcat9gHwUQ2TzvttEEyfe1nf0zlewLCO91LM/+LolgOlGgWRVEU+wwk08IeJuqnnnpqLPi55ZZbZvfee+/wkcwnJe2JedVVV82uueaaQTTtmWnRDwJ6MERwqq0MqdwoFEWxHCjRLIqiKPYJSJ6FNnwhH3/88eGPyVxuhTnSaf9MK8tpLu2RyVxuj8xsX7Sve2TuCSGStJe2Q+L7edlll82uvfba8Tymeb6fRVEsB0o0i6Ioir3C9kXTjdiz6MfR3pX8MV/+8pcPkkmDifTZvuiEE04YxC/bF22FtjFE04p1n6585zvfOfvzP//z2b/7d/9udskll4wV7kVRLAdKNIuiKIpNQYtpZTlNppXlthJCLm1fZIN03y23IOiVr3zlr60sP+uss/7N9kVbZdKOVlO6fD7tzfm6171uHD2T5rQoiuVAiWZRFEWxIRBMi358aSckM1/7sW+lleU0nTSINJk0mL5ZfuaZZ86OP/74QTK3UpM5D+laWMQsLw80qv7zAy2KYjlQolkURVH8GyCQNJX2yLR9kS2LLPjx3XK/bc6OiNIo0l4yYVtZzkfymGOOGYTP5ySjfVwEkvZ8KIpieVCiWRRFUfwakEw+l1aQ23Sd9pIW016ZtJq+ZU6b+Lu/+7vDZI1g2saIVhPJnPpkLhIx68tvgv/TlelFUWwvSjSLoiiK3UDWLPqxfRGS6ZOS9sjkk2mPTCQTkEyaTItv+GX6vCTt5uGHH75w0zUiKcirT18ixL5v7kgDSxNbFMVyoESzKIqiGEDcaDKRtqeffnpsxM5Uno3Yv/Wtbw0SSWtJk4lg0mYimUcdddQwl1ugcyjM14imvNow3jfVaVtpXuUb+SyKYjlQolkURVEMkzNN5je/+c1B1vhhWl0uMJfb1ogpHKG0utyiH4t/osm0p+WhWoQT07iV8PbzpHG94447xtGm8bSxRVEsB0o0i6Io1hyIm6/90GQ++eSTY2W5PTKZyxFO52kq50kmn0wrvfljbsV3y/cV8osYWw0vf0jmjTfeOL5SRLvJhF4UxXKgRLMoimJNgbCFZPK9pB1EMmkxP/axjw3SiWQikszlfDIt+jn77LNnJ5988tg7EwHdDsi3rZdoYPmS0sI6+s46k3pRFMuBEs2iKIo1RUgmDSDzONPz3XffPVaYI5kW1ljcY0/Mc845Z3bppZeOT0syl9u7crv3q+QLagslRPiFL3zhOMrTole7F0Wx72hvLIqiWENY+MPH0Zd9LKRBMi36scrcvpm0hTZcP+mkk8aXfpBM2kz/Yy7fbiDKyoEs02I6WnHOrF4UxXKgRLMoimKNgJwhY/wbbbrOp5Fvo83Y/XYOeUMmmcf5Yl522WVjQ/ZTTjllfIGH9nAZNkanuUR4X/ziF48V747+H0p/0aIo9owSzaIoijUCEmmbos997nNDg8lUnj0yrSxHRJFM3w2nyUQymc3nPym5nUBy5cFKd2Z8ebz22mvH0ecv5bMoiuVAiWZRFMWagGnZ4pmnnnpq9vGPf3yYy6fbF4EFPkjmueeeO/bJdEQyjzjiiKUgmYBoCjSYVsG/8Y1vnF1zzTXj6BOYJZpFsTwo0SyKolgDMJdbkf3Zz352rCinxaTRRDKRT+Zm2xchaggmU7nV5UimBUEW3SzLIptoNF/0ohfNTjzxxLFp/MUXXzzM/HxIaTqLolgOlGgWRVGsMCyMseiHxjIkE8F8+OGHh2bTinMk0iclaQeRNftkMkG/+tWvHiTzUH3tZ38h37SXr3rVq8am8Y4ve9nLtm3LpaIo/i1KNIuiKFYQWfSDZEaTiVyGZNq+6Dvf+c4whyNp009KIpnHHXfc7KUvfelSL6xBfuUP4UzwfxlJcVGsK0o0i6IoVgwhmfbBzEbsTOV8MpFM3wf3PXCrx4899tjhh8n0zFxucQ3tJv/Hrt4uiuJgUaJZFEWxQkAy7YFp+6KvfOUrsyeeeGJ87WdKMmk5+THSWlpRfskllwxtJtM57aatgnYCycz32ZWVdtbRfyvri6JYDpRoFkVRrAiiyaSt/OpXvzpIJk2mLYxsyo5kWnmOSFrkYwN2WwJdccUVg2RmI/ZlWfSzGZQzZfWJTHt/fulLXxrE2tZNylgUxXKgRLMoimIFgHjR5NHsIV2+8MMf00bsNJnO5Ws/NmK34Md2QDSZ/vukpFXcO0GTGaJJg/nII4/MbrnlltkHP/jB2a233jq2bUI+i6JYDpRoFkVRrACiyaTdQzJpMu+5555hNqfJRMzytR8LfpBMn5U87bTTdm9ftBMQksls/txzz41y/u///b9nf/u3fzv7+7//+1Hm7AlaFMX2Y62Jptm/Gb5v5PLrYW4hvATXEvwviqJYRpBP5JhtiqwkZyK/6667Zh/5yEfGHpm0ey94wQt2ryy34McXf84666zd/pjLbirfCMhmFjwpO5O5svrvfFEUy4G1I5qEMkLJ5GKTYn5MNACOhBWBHQLKYZ7QoiVARgm2oiiKZUCIFjlFlj399NO7F/1MN2Lnc2llOZL5hje8YZDMbMRuQdBO2wpoPr9I8jR0a6OiWC6sDdEklBFImktmFd/5ffTRR8fsX/D7i1/84rgeExQhzbkcEfU710o4i6LYTpBBJs1kEtlk+yIazNtuu20cP//5zw8ZxufSpuu0l0zltJn2yFyl7YtieSKbY4GqjC6K5cFaEM2QTFrMZ599dpBKwvjOO+/cbWJyjrN8NJfup81ESmkKBKRTGrSdNacXRbFdQKrIomxf9OCDDw5NpoUwSCbZhWTSZCKZ2Yg92xfxyWRO38naP3lHlJVTeSxycvR/p/ibFsU6YG2IJgKJNJr5E8i7du0aKxWRTeYmX81wHYkkvARkk88Pwf3YY48Ngc7ELi3XOmsuiuJQI5NgJJM8QzJtX8Rc/swzzwzXINrKkEx7ZNJkIpm+ZR4ittNNzPLvU5M+O/ma17xmLHJyVEYb0RdFsRxYG6KJQBLMCKUVmAijbUCyCEigJQAkkwATxI2pnc8TQR5fzhLNoigOJcgo8occsrIcyWSR+eQnPzmsNeSYz0YiXL72Q5PpeMopp8yOPPLIQUBXhWQKyuNLRtwCrr322nE844wzRh0URbEcWBuiSUD73i9hTCNJQJkJH3PMMWMGnC9huHfq44NQWs2InNJohmh2cVBRFIcKZBJZZHJMBn36058elhhE8xOf+MTwIyfjQjJ97QfJtFfmqaeeOmRdNmLf6SQTNiKa11xzzdiuiea2RLMolgdrsxiIoOYcTxjzUTLLv/zyy0c4//zzB+FkUmKWch8y6RvBBDhNqOA3skrY0xzUT7MoikXDhJZcsmckkmmDcmbyBx54YBBOcoosskcmUolcMpWTcSeddNKO+drP/iBEk5/pK1/5ytkJJ5wwymolvf81nRfF8mBtNJoR1sBhHNk08yegrMAkmLIiPT6ZFggxl9NmOs8vylYiSGZ8NKvVLIpiUUAgWU9MfC1ItNiHFpM2k4xCMskgX/VhHrfghybT9kUnnnjiOL/KpAt55uJESUC76bhqpLoodjrWojdm9ss07sgEhTAm0GBa9ENbMF2RLtAc8OvMJ82SRlEUxSKBZJrURpP5sY99bHb77bcP+WQCzLoCyCTzsf0xfbecRtME+mUve9kgYUVRFNuJtZn2meHywzTrpQXg1+RTZcikFZvMUFaj33jjjSPccccdY39NX9qwTx3YPkOwyTEBHgJbFEWx1UAy+YfzDfe9clux0Wb6TyaRaXwv+STyTUQy7ZFptTk5VZJZFMUyYG00mvHlEZjAaQQI7ptvvnlsc4R0EuY33XTT0BogmU899dTQJiQu/x++nEccccQwR9FuFkVRbCWYwpnLkUwyiCy69dZbh3xCMp23cjwkM5pMX/2xObuJ8LrsI0nry+XJnqJktSMrVdykiqLYfjz/r36JX/1eWUTzyHcHQSTImc/5PfG9pOFEPpnQcyS8xGGWsl0G53r70XG2Rzr5Ai2rGT1+XQSvbZmY/pWR8EWSEWaO8waqfOc4dVQUxfZCP7X40PZFrCwI5sMPPzx8xckmRFIfPu+884ZMilyy6MekeB38E8k4AemOwoB1iuuTc/zwu/K8KJYDa0M0kUJm85i9CWTnBLN/JBR5RLwIKQSTn9P0+8C2DLEVknSWeS+6Es2i2HkwATbB1VetJo87DzeffLVMf9V3ySKTXwt/TIRDMtelD5Nx6ouigBWKxpfm184gZHo2bi+KYvtx2C8761otmyasLewhoLJtkc3bOdYzuSBdBDYySXgjY8zlVqZnBSdBtqxaA6/TFk5Ipm+3E8A33HDD2NCZz5dByp5z11133SDRyqU8JZpFsX0wCdQ/EUp9lS8m4mRlOfLkmgmwya+Jr9Xl+q9JI7kUn/F1gfoi66zE/5u/+ZvxpTdy3G4iNLzvete7hsa3KIrtx8rZWAif+TAFEmk1JgHt82y0AlddddXY7NeXJRyFq6++ehAyKzhtG8JcTusZUlYURXGwIJ8y+bWtmu2LaDFpM5FME2JAJvljklexrtDamQyvG8mMTI98N7FGxNWj4P+83C+KYvuwMkSTKSUCZ7p1kcCvKcF//pmAOFqdSWtJU+BbuTR+BDin+nyyDSLIxK0QK4riYBEXF77i/C/tjckfE9G0WDEry01ybV+EZF5xxRVjI3YT5awsX7eJ77S8ZLH/01AUxXJhJYgmgY0IEtjMTPwSH3/88aERILCnwTnXrN60dRHTC3MVvyjmc8I9ZnXC3z2c8sXx+UqrGmO2KYqiOBCQWfwxyRvyymIfJJMmk8yxoIX1xCSYD+bFF188iCYrTLYvWveNyZFK5ecvj3AnrMuCqKLYKVgJH02aTJ+FRBaRRmST9nJfTCjTGXDudc5vhJIGk9Yh5nYaz3yu0kCwbJBv5a6PZlEsJ8gVMsXE1mTWRNZm7Hwymc/tfIFEIpmsLMzkfDJpNfkgkj3LvBjxUABRF0z+//7v/36QdPWpzrg7ve1tbxsEvSiK7ceOJ5qyj0DRQtIEIFRWbPJ5ojEgjNxzIEIZYTMoCMglbYLvop922mm7NQrLJuxLNItiOaFvCtFk2g3Cd8v5Zeqf/iOZdsYgb8gZJFNAmpCoZd5W7VCCXAeaX64GLE6sTRZM+fQmYs79qSiK7cdKEE2CmxaTsPZ5Nis2aTcJ7Xkzt98bCen5c+5LXNf4cNpKxIpGgp/Q57+5bCYa+S3RLIrlQuQJCwnNG2KEZNJk2vuRZlOfRSSPO+64QSx9r5yssUcmTSZ50z76r1CfwOfe5zkRd/KN6Zz1SX11H82iWA6shCNLyBVBg1wS2DSaCWa9BBHyaQuM6ZZGzru+UUh86SVNJvp9NcsXRVGQEzRw5BM/cuZxk+H7779/+Gb6+g9tHE2mCS2CaVIrWGmONNlWrSTz/yN1oV5oMFmarMZ35G5As1kUxXJgZTSa2X+OhsCR4A4ZFPx2Dkkk9DmME1KCWfBUM+l+99A+GBwcrfz0HWEO+bQMhD9htmx+milrNZpFsf2ILOGTaaKKVJJR+YoNS4xrSCZNpj6JYJI1dr/Izhftm0VR7FSsBNEkqGkr+TgR5IQ3wcxhHonKPcgoLSYQ3kwsfC03MoEzc9GO0mDSbiKkfH7iL2UAMDiUaBZFsRn0RRNhJFN/tODnox/96FhdTh6RM0y82deXRs5iFqTTV7xMgtsvi6LYyVgJohlihWwihv4jgQgkzaV7kEZbG1ml6DwhTkvpmM8wTiENaVlkxH+KNhTZRNQE8TYiqNuNEs2iWB7wISSXbKdm0Y/V0foiOYRkkiP6pAksa4lJrO2LWEvIrvbJoih2Ona8jyZBjOxxovf1DJoBqzVtBeKLPnyemKAIc8SS9sBCHtpJ1wTaA//nA/M4zSUiiozRTBg4HA0SWflYFEUxRSa3CKX9e2ky+WRaAGTxiuvkEVlFg+mzkj6ZmElsNZn7BpNqfq/87tW1I+0xd6eiKJYDO55oAqJJMNMCCDSNMZkDUkgjmc3cbdJO25dA8DNjCf5z1meGpwG1VVKClaKuW0CEcCKaeUZRFEVgMkpWIJb33HPP7O677x6+mXHrOeqoo4Yfpl0sWBiQTVsascSUYO4d5C75S67TFN98882zD3zgA7NbbrllLLDi7lQUxXJgJYgmwYxYMjXZ2xLpjDkYIpRiDrffJqFv/7W77rprdscdd+wOnPSnv5m63IugmikzP0PS7qBQFMUU3Fb4iiNA/DGtMKfV5IbDbxyhtLKcFtN+j1aWOxcXnsqUvYNMFyzu5JZAW0xe296OgoCcL4piObASRBMIZ0I6YV5YO5cvatAq0DQQTDfddNPsQx/60K+Ff/7nfx5+jbt27RoCzCBhhozIxvczZLYoiiKTWcSHRcR3y8kOJBPxYQUhP7jkWPTDHxPR5JPJRYdcIaOKfYc6t8iTRYrFiUx39N97KIpiObBSkg25TJiCAKfppDWwxxofKD48BBLhRLPJtEW76cjURROR7UcINP6f9muThtXq9aEqiiJgLUEmkUrkkiWEXyYXHD6E5AWSaVX5pZdeOjSZ/DP5iy/j7hXLjmg0kXtuCkzotJiO3Jq4SxVFsRxYiyk0QkjQ0xxkkRChb2EQEhpBxeQl+G2mTPgjlRYTMW8J4vEDLdEsigLRQWxsm4ZUZiP2uNuQJ3arsJKcJtOm4kgmGRSSycpSHBiQTaQS0Z8G76UoiuXA2hBNZitaSRpNjve0CpzwL7744iH4DQKIJFOW31aAGhTcc/XVV4/7XbMdUL83XBQFmKTyveQnaG/M22+/fRyRTOZbRNLOFuRJNJk+Kfnyl798ENBqMg8e0Wwm+F8UxfJgbZyCaC4JdgKeNoHAv/LKK2dvetObZm95y1vGvpLXXnvtCNdff/3szW9+87jmv5WhSKaVogYOpLX+VEWxvkBmaDJ9ytZuFDSZFqJY8WxXCyTT4h4k0x6Z/DFNcFlHuO6UZG4N1CELk23oaIgdWarI6KIolgM7fsP2/UVmvzG3GCzsd5ctixBIQorWEql09J9AyzWmrmUlmsqnXN2wvSi2HvqXEHM5n0yry5FMfUyfI1tMaGkurS5HMJFNfY88ITva1w4O0V7aDP/GG28c78CuIOqdUoASgfWqKIrtx1qq5TJYEPZ8LWkesom7xT7IF4FlUCDMkDaDCjKKlFpI5HxRFOsDMgOJ5L9Nk2mxoEWDFhN+4hOfGPvwmuRx0bHQhxaTNcQCIB+SyKKfksyDhzpE2H1CWB3/yZ/8yewv//IvZ+985zuHi4LN8IuiWA6sjUYz5NIgYRUowkjDt5HjOCHmXoSSCQzR9N9AYUEREzpySru5bIOGfFajWRRbCzICySQPbHVmGx0k08py25/5Io3rFg/SqHHNQTT5fVsIZEu09q+iKNYRa0M0DRSII/MKnypbGxkwmMAQs3moFsQMIXUfczmtJxOYL3qEbCJpy4QSzaLYWqRPkRW2O0MymcqtLvfxB/JB3+EfaFcLGjULCfU155DMZXW1KYqiWDTWgmgqotWh/HkMDBz3rRL1H5GkiZhHBhfxDDAczg0czDSvf/3rh5M/7cWyOZ0n3yWaRXHw0J/0G3s0Ipl8MhFMmsx8gYYMMPGkvSQbaDNpNbOyvCiKYp2xFtNsRBJZRC5txp7PTNqcnX8V7cR8yKfj+GH50gcfTWkYdBA5aa4BRy+KtUWsIFxtrCS3otxHHWxhZOJmMsePm/8lP8wrrrhibIXG4rGMk9CiKIrtwFoQzWglaCR8g9jAAbQNzFrZakTwmy8ms7htMgSDBgd/Dua0FK5bRFRzWFGsJsgM/tz2yMz2RSamJqD2yKTJRDKPO+64sbKcqdxembYviiZz2dxqVhGx3rBO8ZN1JN9NEIqiWA6sDVOinWAmZwo3ENhL0wARn0tbYfjEpCMTmPOCzdutIHXNoMJP00pHn7Qs0SyK1UJcT6YbsdNksnLE5YYcMUG1SwUTOYIpkB1kQyehi4f3lMkAFyGWJ19jcvzCF74w3lFRFMuBtfDRNHAwfd9yyy1j0EA08xlJA4oZsUHFb+YugwUtpsGCJtQMmfbC6lEDC9JJ04lsLptfYwbK+mgWxf5B3zEh5SITkolc2rrIynL9CYHR7006TUL5ZJqwIpkW/tBkth8tHt6T9+U9kXGPPPLIWOhpM3yKgssvv3xol4ui2H6szbQbmWLyppE0SBBCfKsEC3toOB0JKiQzX5pgMmdGt+qcX2Z8M9eAnxfF2kB/Zm797ne/O0ywVpYjmYJJml0qEFAyhMxAMm3EbrJm4hlzeUnmoUFkMOUAH3obtntXCKf/1WgWxfJgbYgm7WT8Lg0GBhSbLpsRE0oGCRpOm7IbVDj/E1gJzDHO04y6n9bQrLooip2NkEz9OtsX3XvvvSN86lOfmj377LPDREt+IJkIpt0n+GWaoCKZy2jdWAeY+JPl5DbZbKsp/+ujWRTLg7UgmgYARJP5m2ncYMKXxxYlmQHbiDkLgpidLQBgZn/ooYfGwGMBgC9/EGYRZNVqFsXOhj4c9xgTSWby+GMyl1tcYlJpgsrtxOryiy++eHbuuecOCwiLB39NFo/i0CBy19Fk3/vxDk0GBLK5SoCiWB6slemcRoLmgSaTpgLJdKStZBZzjckcKUVGDTQIqb03aTUMRrQehJmZdFEUOxsICt8+/pdkQT4pOSWZfLaZx5HMiy66aOyTSZPJzaaryw89pppjv9U/BUKC/9UuF8XyYG00mjQOTFw+IWkhEIGUmbHfNBYW+2SVOf9Mg4h7kErkM1shSauCrCh2Nmi+TB5ZNFgvbF9Em4lkcqkBMuPUU08di36Yy5nN+Xjz4zYxLcncPpDB5DKZTIlArjuW/BfFcuH5f/VL/Or3yiMzXVqM+Gz6ogcTmE/H8b8KwQw5RS4NNhYPWXFOk2FbE8R0WbcxYTaideUCwOT/2c9+dmhnEGZaGOVkBlRWdaAMylvyXKwLaCr59ekfLBvcaLjJsF44T1bYN9cKZppMWkyry8kKfb+TzeUAOcedCSKnKQpMDvwvimL7sVbfOje4ZOsSmgwrFqOp5GtlRuw/gsa8znzOuZwwc+2YY44Z2wG5l7/nMg42Xqdydnujovi30D8EPtkIZr4AFhca/SYkU/+47LLLxh6ZJpgmZladt59sPzJskeHkHLJJvtEy0zazXJkQFEWx/VgLoolkRiBx+EceFZsgMqAI8bcyiDCpud+iH8QUcaO9pP1DSmMyW8YBR7lKNItiY+gbJpo0l75ZjmgimeQC/2t9gZWDiTzfLbdHJpJpclksFyLbsziTooACgLx2LIpi+7EWPpqEkU/G+XLEP/zDP8z+7u/+bvb+979/fPec6cwA456YwflsIpUGl+y5yVyOjBpslpVkFkWxMZAQEy2WDLtI+HjDbbfdNkzmfDTJABNImjB+2tdcc83u75aTA64Vywcym0ymNLBoi+Up1qaiKJYDa0E0M8jYiNm2RZz9H3vssaHVmJpdIJq96czYIJMZsvMlmUWxs8AywTRusc/tt98+Fv7Q8nOP4RrDJG5C6Ysyb3nLW4ZGky9zPze7/IjMnoaiKJYHayU9EU4LYphZEEvBb4FGM/cURbEa0K+5wDCNI5YIpo3YbVtm4kkeZPsivph8MrmWcDFxflkX/BVFUewUrIUENcONWcyKRIOK1aM5Os8/c09AQOdDURTLC32Uqfypp54aJnKuMvwymc6tLHedO4yV5TZhZypHNrnJZAu0kszlhndossD31jGh8rkolgdrQzQNGnytOPYzkSGX/DCBf5YFQhYJ5FNm0+C8o2t8PTmfV5gVxXJCv2St0KeRTHtkWvRj+yJbfenHYBGgbc2Yyd/whjfMzjnnnOGTjWRGk1kz7PLCeyaLuUT4opPJhKPPB5PpRVEsB9ZmH03EkJ8WfyyBkDKI5DzzGu2HwclAlBCy6TyS6X4DUPw1l1HjwVyojN1Hs1gn6NPaPu2WvoyAfPzjHx9+mY76gn6sndtj0a4LVpYLfodkdiHJ8iOuTmScSQRNtXfMRYLs8365PhRFsf1YC6IZ4oVsEUSCfTL9z36ZPjFpYZDZMC2IYGDKb/dl+xOrGpnil9W0VqJZrBuQTO2bhssnJbV7Gkx7ZEbLpT9o67YvspqcFtP2RbSa9si1clmfLpYfZJx3ThnA7xbRtMjTBIMbFKsVjXVRFNuPtTCdZxAihEIqDTxWntvyyLeN77rrrtkdd9wxVqTOB9cMWAgb7WZM50VRbD/0b1pMm7Drn3aToN1CPvRvE0UkE4m0byyS6ZvlNJl+50tf1WTuDHjfOVrIaRJtiyry2ZFSgIwuimI5sDae7gSS2S9zGpLpSLNJi0k4mQ3TfBig+HQl+HqI8wYvAs1gFrNNURTbDyST+wuCYfsyplQLf/js0WyyRNByIZTnnnvu7NJLLx0ry5FM2k1bG7FUFDsDU8tLSOdG54qiWA6sDdEEWkgkkWbDF36mm/wabAxGTOLTkH00xYlfZlEU249oMhFJlgokkwaTT6ajyaSJIVcX/pc2Yp+ay2k3uY7o23Ub2Znw3shkwWQhv/s+i2J5sDasiRBCKK02N8icf/75Y9BhQrO1iXDJJZf8m+C8+ywWyLYnCGcFWVFsD6KxMnGMJtOWRdxbuME40mTyU9ZfkUwrytPXbWf0ile8YvcnZ4udhanG0vszUaAM8D6F7n1aFMuFtfnWOa0HjQczOf8dmpC9QdWkeggy2k+LBmhCXvayl41zywb5VTY+af3WebGKSJ+0UwStpW+VM5Nze+F3/aUvfWn0ASuPbWfGXG5iqb3bO9eCOOSk2LmIj7xN9//5n/95vH87CphA0Fxfe+21s1NOOWXcUxTF9mItiKYiIll8LC0IopFM2JOZRTwBUY1gQy6Z3WNOj8lmWUia/JZoFquKtG/aSov6rCx/4IEHBtGwGMSet/qqiSCSmT0ykY98UlJ7L3Y24idvyzl+9BQI3CS4QFEG5Bv1RVFsP9aGaBqYzH4RTT5bBBL/LL+j3XBf/DhTLY4CEx2hhsDRiCJlyCbTnEHNcRkGMHkt0SxWFRb16YdWklukZ2W5to1o0GgBMnnqqacOUzltJlM5lxn9tJrM1QFZpz3YzorFiuwmyygCtAFm9KIoth9r4cgS8oVkIpsCv678FqLtJLgQLgMSX58MTAQZkxwzHQ1KFhwwx1uIYPBD5KYktSiKrYF+ZbJHY2kHCH6Yvlmer/0gG/qqiZMJ1IUXXjiI5tlnnz18NBGPkszVAjlNRtsv076Z+eobTWZJZlEsD9Ziw3YzXWYV/luCvfaQS/5dBq0nnnhiaEQMYga0mMOBJtT97mGeE2hQbI1Eayht9xvExNmbOf5QQBm6YXuxStCe9c/0Q5pM24/R2uvbCAeSecYZZ4xFfIim39o4DZf+2fa9mojsmoaiKJYHa7M0L+ZkBJFW0l57Nmi/6aabhmlZ2LVr1xjAaCkNahYb0FQipQY4iw2sbjW40X7SYCJv7nM/rSeNKKJXFMXWINaErCzXR/nl5ZvWtFe0lrSX/DFtxB6SaSLVVchFURTbh7UxnUfLx4+Lf9ejjz66eyEBM7jBy9YoNno2iCGT7mWSQzRpPJFNJnek1QB25JFHjmAGjXjSrLjmWTWfF8XBQ5/lmhKSqa/SZCKZ2SPz2GOP3b19EU0mn0zaTZrM+B8Xqwuydj4URbE8WJtpPuFD22ghDy0lLSSNJNB2IIfIIlM68zpiiWAim847+rIQImkA80URA5y9Nf2Xtms0nBV0RXFw0If0URM+i35YIJBME0TEUz+2oM92Reedd94gmbYwsgjIFjcW6pVkri5CKLUDLlDaCMWBI9lN010UxXJgLYjmdLDxGzE0GDG3cSA3OMVnEek0wPFp5JuJlBJmCeIb4OzR537p0KogqkhmtJklm0Wx/9BvTNgQBSSTdSHbF3F5YUI3QbTLwwknnDBIJi2m1eX6soUhTOklmKsN7YSspdX2+eC777577LDBIqWdUA4URbEcWBuNJgJpoY7PTtrIlx/XFVdcMbb5efOb3zy7/vrrZ5dddtnw82IOz2BHkCGQgXQsLKAx4fslTYNaiGUHuKI4MIRkmtzxpWYi50fNpYUmk4XBdSRTH+aPefnll4+jiaLJnz7ZPrja0E4SKAX4zt94442zf/zHfxw+93YD4fJUFMVyYK2IJk0HDeRpp502NnL2ObpLL710BHtLCrQjzHG0nmBgC4kEg5ggvYQObEVxcNDHaCppovhfMoPym6bN5MrCwkCDZS9MpFI/NVHkm2kXBeeryVwvaDNcllieTEyYzGnB/efbWxTFcmCtiCZtB42mzZuRSQOW4DcNCQJqtSqTerb9mTeHh3Tmt2sJ0+tFUewb9BkkM7tCMJfffvvtwwxqEZAdHcAkMV/7ueqqq8bEkPmchrN7ZK4PppMJbWd+8t/JRlEsF9aCaGYgoxWxpyQfHnthGsRoS6wmd3TeIOe3Ac/iH6ZzcaPZFOaJp1m1GbR7cq0oin2DyRxTp4V4Fvzceeed46hf0nAiD3wvTQK5t3B38UlJ51ge4r5SrAem8tV7978T/qJYXqyNRpMAspiHdgTJ5Dx+yy23DJ8e/j320bz55puHJsXKRd9RRkz5hfmNdCKTSGVWryOh/Djjy+l8iWZR7DtM4uzo4MMCfOtoMa0wD8nkC+3b1UgmczktJp9Muz10f8z1RCYVjgJtNrcJizId/W+7KIrlwVr0RsLIoMQkzp+Lic4q1g9+8IOz97znPbN3v/vds7/7u7+b/dM//dNYgGCvTAMgkomU0rBwOEc2kUrxkVArYPkEuc+giHx2e6Oi2DuihaLJZEGw4MfCH/3SPrf6Em0lQmnh3jXXXDPM5WeeeWa/WV7shi2suDlxq6DhduQe1fZRFMuDtSGaNCP8uQxU9sBkbstXf5jJHWklbV1ks2d7ZBJa4iGP7reqlTDz3WTaS3FoXjifewahVx+hotgzYl0wcaPJRC5txp5Pu7IcIAv8py+44IKxaM+RD7UtxUwai/UGGSuYjGgXPjtqIqKtnH766aP9FEWxHFiLb50TSAgg0wrBZKBDHA1Y/tOQIJcEFrOcQW36CTv3WnDgHouGEFYmmh/84AeDZEqH5oW2FDl1bTv9xpTPYN1vnRfLhrRNmkyaS6vLmcuzfZEJHJKgj9Fk2r7IHpkW7Jng6WttpwVoBzSXWSRma7rXve51Q7ZRClSrWRTLgcN+sSZ2XgOcgHxZdGCQY/aO7yVySNOJSCKNBjXnEUn38SMzCCKcCCuSSSNKC0rL+ZrXvGYMjtGCbtdXSbxOi5KUU75tYsz/lLaIOwAhzM/NggpCGXlOXjuAF4uEiU4mZ/ofdxTazLiraLcmPlxcLPYx4UMe+GiaDCKZ2mpRBOSddkW2BybOCUVRbD9WimgqynxxpuTJNWQLQaRRQR79RiANYsglLR/zudkwAYZsIpMGSAMhEklb6bxzTIA0MPENQli3i2SCMpZoFssEbVJf4t9sMR4tuwV39sm08wNNJqKATNK2I5ksC6wKXFiQT/2zxKEoimLnYSUkd8gV0mdRDu2IAc1vgxuChUxmIQ/iaOBDGJFKWkomdAOZe2g5p2lI10CIiCGg4iCkNJg+X0kDw1RD07mdJLMolhH6jn5l9wZbiFlVbvGPrcQsqHPdRI01wcpyfnY0mUimvlmSWRRFsXOxEhpNJJN2kZaSdgRBRAgNUtE0Gqycd919Bj5aSXFVAXK4J3MLTWb8NJFMaTqXOMtCLkO6q9EsthvaogkdqwGSaXU5cslknr1qgcuKCRtNps3YLebgvkKT2YlbsSekjZmsRI4L2k0nJ0WxHNjxRFP2ESh+X0xyBrHHH398EEu+Xa997WuHOQ5J/MxnPjP8wdyHdNJUImWbIYKLwOKHGYdzA6H/NJvLNhDKc4lmsd1IO/QtalpLpnJ9UzvM4jTX9SM7QZx//vlj0Q+tpi93ZRFeUWyEDFssVaxOrFTaE1nGssQNihtTURTbj5WY8pnN0mgavCz0Magx0RnQaFIIoixC8D1c2hQDHu3KnoKBcTo40obGpzMktOSsKH4d+qNJjX6XRT++WW5D9mwHZvKGUNJiXnTRRWPhjwmccyaFJZnFnkD+CggmBYKdC2677bbhksHv10S7KIrlwMr4aDKfGNwQSmZxAojGknkcMXR9uoDH770F6SUkDYNozDRCURT/H+lnSCbTOAuCRT9Wl7M08H+mdUIozznnnOGPKdBqhmS6XhR7AtlLDpP1FAG7du2affjDHx5kk6KBe1RRFMuBlSCatCMW88TXiwmOidu+mBYU2DuSPyVT95FHHjnMxzQpzHU0KRsFvmKCewyITHoxl2/nHplFscyI2wbLgkU/995779Bm+u8832n+l/qor/34dnn6lj5cklnsK5BNSgALN7Uvmk1HlifKhKIolgMrsRgoK8r5XX7hC18Y5nIDGoLJT9OKcAMYjQrTnXtj/t4MueYo8PuRDn9PA6W0nVs2E5+81kez2A7QZMY9hZkcwWQ21w61PX6X+o92ZzJHk+m/fqS/tv0V+4pYl7S1//pf/+vs5ptvnn35y18e8t7k5c///M+HoqAoiu3HShBNRYjpPHte0nIavDKIAXPKvO/ORgRrWiXTa35Lj+Yl6S7bysYSzWK7YILHPw7BpM1kwjT4a3d2aWBt8LUfnwtkJdD2kM+2vWJ/MSWa/+2//bfZLbfcMjSZ3C/IN0STNaooiu3HSpjODVI0i8gfrSNhYxBjJs9mz+6Jn6Vztiiy/6W9MH3VZxqcY3Jniqe5dL9gJaOj59R8XhT/Cv2KPyZi+ZGPfGT4ZPrtHBOmjdj5YNoj08IfbivZI9NErf2o2B/M60bIdG0wwf8V0J8UxcpgJYjmPAxeGcAEQodZj4bPinMzX1pP53PvfDBbph1lChSPtoZGlCBLuh0gi+JfNZlM5Xfdddfs7rvvHuZy5/Qv+9jaYuzKK6+cXXXVVUPLZCJo8lcUBwsymGXJVkYJy2hpKop1xkr1RkInRHFKBLPAwEpYJJOPJiJJKykkToJzzOOElsHSpyqzLRItDbM0wtlZc7Gu0Pb1I3vSPvjgg4NkMpdbkGFyBhb4MJUjmD4pafsiVoIuqCsOBpHt5DorE035H//xHw9zuSPXDNasoiiWAyvhozkFAhlTCt8wR9pM2kiD4dNPPz3MeCeeeOIwnzODI5dTEGLSQChpZiwgQjYNjrQzQr6JHhK7LPA666NZLAppX7T9NmJ/9NFHh7nc9kX2zNTPtCMuLFaT02Qim1xSDP5xOymKg0GGLTLNItBM/mnKuTdpf5QFRVFsP1aOaPIJC0E0ENJgIon276ORpG1huqNt4SM2NbOkKgyUfjOv04LaCB6BZQbM1kf8O/meZaHRskC+SzSLRWG6R6Y2RYvp4wY0m74CpD/QWprM6Sf6C8JJ84Rkpq0VxVYg8i5+mdqWNibMKxCKotgerBTRVBTkEKk08NFECszeSKfA3EcTadAz+yWQ5hGiSXghZwZXq2aRtEsvvXSYAWlozJpLNIt1gImWfqBv2ULMl7ceeuihocnUv5BMfcr2MkhmJmTamwmavtaBvyiKYv2wcpLfYIb8GfSiQWHmo+GkmWRmYT63p6bBEgGbD1bMOrqOsIpnkDVY2vh9qgUtilWGiYsQkqk/5Gs/fDP1o7iVIJlWlPORi09mSWZRFMV6Y6WkP40cEsgkblN1XwbyhaB8JYhJj/+OLYv4izGf87V0XvA7wX/aPunY7ohmhl+nc7SbHTyLVQeCSZPJHcVkC6mcbsTOJ9O3/02+kMxsxO6rP/qLfmZBXftJsSjE8sSKw0dzakYvimI5sHI+moFiMZPz0WQ+NzAaIGkzEVHmc4NgzMYbIcSVU3mI68knnzx+I6wG2GUzNyt3TefFwSKL6riiWODz2c9+dmgyEU2bsutHSKb+wV9ZW7JH5nnnnTcWyy2jW0mxeiDruG2YDGmvZFk+N0wZUBTF9mNliSZkoIxfmdWx/MmY8yzkQRaZ/KJxmVZFiFeIpoGTppOWhhBzfhk1NSWaxcEibUjfock0UUMyYyr3tR+TOBM1mkzkkqmc2ZzvMkuBa21PxaKgjQraoUmQNolscpfS/lifyOqiKLYfK000QfEQLCtl+VwSSCGaCGOI5kbV4DwSZmZMgBk8QzCXdRBVjhLN4kCh/TBB0hJ99atfHYO4BT+Ipv6DeLpu8kWTiVwimT4p6b8JWc3lxaJB466t8rm/7bbbhl89GY9c8g22aNOkpyiK7cfKE03I4MkESEtjkEQc42e5N4LlujRSVf4vK9mUxxLN4kDBCqDtWDyXleUW/mQvWe3LVkX8ln3lx8KfM84449fcSUoyi0VDO0U2War+9m//dpBNblLkmTb5rne9a/gKF0Wx/ViLEQGBQippMgkiRJOQshrdoIqAbhYMrmbNWbFu1oysInMhnkWxCjAZm64sv++++4a7ia/9aP/au0V0NEb8MS+++OKhyTz++OMH+awmszjUQDjJcXJZIM/9J5+LolgOrM2oEFJIABk0n3zyyfFVE4uELHAQDK7TkPMCjSAzInMivyCDMrJaFDsd0YKbWFlJrk/QYiKZ+oiPHCCQfN+QTF/6YZqk0WQutwsDF5RqxItDDW2OOxNNesKy+s8XxbpiLXojQmgfQCTRilmD6K5du2Y33njjMCsnfPjDH/43wfmbb755ds899+z28UQ0O2MuVgW0QvoGzaUv/egfTOY0m7REXCt8TYv2kibTt6WtLI91YLqgrigWjXlLElnMLUigANCea20qiuXBWowOhI4VibZksbDh3nvvHd89v/POO2d33HHHOE5DruU3kknDSdvDtEigxRm9KHYqDMjZI9PnWZFLK8tpNJFMZkgaIv6XWfRjn0w+mVab2yYMySyKQ4lozh21P24b9j02GbIziIWe3dqoKJYHa6PRNKAyl9tLE9k0mDIL0nDS5EzD9JwB2EIITudIZvZrK8ksdjK0X1p+Cyho6pnJaTJ9t1xbp7UPyYypPF/7MajTZNJ0FsV2AMmkRbdzSFaZX3311eNoIsSdoyiK5cDa2LuYVCzmsRKbpsZAS0hZIJSvAG0UzJDdY9ZspTr/n67SLnYyTJRsts4NxGQLyaTJ9PuZZ54ZiykQSSvLrdy16Md3y32sQH+wulw/aPsvtguRv9qpD2lYaX7VVVeNtop4lmgWxfJgLbY3QjJt1/K//tf/Gn6ZVo0bKJFHAgmBnPqYZQClCTUoO7rPwgez5VNOOWUsjEBUl02r43XyWUKmu71RMY+QTJpMi9ui4ae1NxHTVxDJmMst+EEys+iHlrMLf4plgfZsYhR3JnKc2Tx7HhdFsf1YG6JpEP3Qhz40/DMJJH48xx577PA1s8l0FjSojgyihBgBxsQoDgGGmNGA2hgYQS3RLHYKtGftgtaSW0h2VPCbW4g2nj0ytQ3+mMim/85nNW/bSbFM0G6nw1hkWdtpUSwH1sJ0TuCEJDL/IZg0NgZQ2skzzzxzdvbZZ28YDLS0mD5pRouZVbYVYsVOApJp+yL+lyYdNJnZvogJ3WQMmTQRySclaTP1j3ztJxOSolgmmPxomwmdDBXFcmEtiCbBQxtjVSJyyfznE3vMh7Q7wpe+9KVhXk/If/dko3YLgWgLM4NeA2VwscOhjSKZFvfYdYEG0y4KFv5YBKR9R5OJZCKYFlRYAKSvMJd3ZXmxk1C5XBTLhbUwncdkSJNjCxcra5kKkU9btBhMaTwR0ikMwCGV/NaYzGl4fEPXF1Ki3VwmyGtN5wWkLZgkaQvaPk2mHRds1WUjdvdY7EZzzxcTwbRHJq2/Nj/fJ4pimZA2Tsb7TYZps3GFKopi+7E2PpoGVRuvC4gmLaZFEYTUZgRL1UQbGm3P5ZdfPgZkpvdl3EcwgrdEc32RLq3d09zbE9OCH5+UtB8s87m2773TZJo8XX/99WMzdu3DynKTqA7UxbIibZys4xKSj2iQx3zntWvuHkVRbD/WZiShmSSIDL6O+Z3FPhsF15jLrWp0dH9mzhF0RbGM0H5txM48bgHcbbfdNrYwosk0CTEgm2Qgl295y1vG9jDTPTJLMotlBvlLpn/rW98aH91497vfPfvP//k/z/7H//gfo61zCSmKYjmwFqMJTR3tjQHUavH4aloYdOqpp24aXKft8dv2LhZFSCMawKJYNhh8TYyQTFsWWfBz9913j09LIpnZI5NpnEb7iiuuGNptC+IsdqMFKskslhmZ6GvrJk3a9j/+4z/O3vve984+8IEPjDbPglUUxXJgbYgmH0y+aIijbzVfc801s7e+9a2zt7/97bM/+IM/GMHv+fC2t71t9vu///tD42NjYGlYTNTBuFg2GHyZEC1i4x6ST63yyfQtcxr5mMptbP3mN7959IXjjz9+nOciYhJVFMuMzSb5tTIVxXJirYgms6CFDnwt+Snyt6TRueyyy0bw+8orrxxfmJgenTcgT02LTI/VahbLAq4g/C75HtuyiJncwh+/7aDA5YNGnpbetkVM5hb+8Mm0p2wnT8VOBTksaL/5XRTF8mCtiCafNETTClvB75jIBRpLe2eec84548i0KLiXadG90ugn+IplAS0OEmnRj8Vf0WRmj0yaTCZGLiMmSiZMti9CNqPJpMXMIF0URVEUW4m1UWEYSH0ykvaGH5pB1YIJWiB+Pj5L6R4Dcr5t7n6aHiSVFtM2SEimc/XTLLYbCKRFahZE8L+0spy/mr0y80lJRNRWXD464Es/tJgmTyGZ1WQWOxXkL8uS3T/IbO3c0X+KgKIolgNrN8LwU+Mo/vnPf358es+2PzQ/toCJA3nM4iGiBnJk1Cp0A3dNNMV2IlpMJNPWLkgmTabti5jMkcy0ZYMvTSZ3ESSTdt7CNhMuE6i24WInIvJXG7a4k7UpVidbz1EMFEWxHFgbohkftmxcffvtt89uuummsc+kARrZtIgCmczgS8tp9a6BHBHl/2bza2nV8bzYLkSTiUxql8ilr/3QaCKZyKc2bBU5YmnhD59MA7Fv+2/2gYKi2CkI0WRh0sYt7rRw8+qrrx7/aeuLolgOrMVIgxQikNny5ROf+MRYiUsL9OlPf3oM1kgmEknjSYAZhA3oVvEimOI9/vjjY38257KfZlEcKkSTme2LnnzyydGO+WOaPGnH2jCNfBa+0WIymSOZND1IZs3lxSqAnLY5uwVt2rgJlY9p8LdHQIuiWA6sDdFEIK2+ZS73ZRTaIKZx1zLohjj6z8cnewrSEBnEaT2Z3A3miVsUhwomPtGyP/bYY7+myUQ6EVBtlinRgjYDr8U//DN97aeL2IpVQTSaJlXcQLR5e8M62l3BZKooiuXA2hBNmiB+llbnEkx8ecx+o+2hAcoiIQM68zgy6X6LKmg8n3766aHRDNF0X1EsGtqvgGSaLPnaD3Jp+yLaee4gtOwGV/6XSCZNpvatnXdLrmJVoT1bmKltJ3ShZlEsF9bGfmagptUkhF7zmtcMTc+11147fHsslGBWNFAzsSOkyKVB3SCOXNIiffOb3xwk06AuLUSzWs1ikcgkKeZyrh40mVaXc/0w+UFA87Uf23LRZCKaFgHRZNo9QbsvilVEJmLTUBTF8mCtiGa+b+43E6IBmDkxKxQtFmJWpyWyQOjOO+8cRxqkL3/5y2NAF186JZnFoQDNjPZmwkOLyVR+//33j90STIQsCqKJN3nyAQIfGKCl56dmxblrRbHK0EfmQ1EUy4O1IZqEj5W2TCs0lgZpfpeCVeUC/00LK+64447ZbbfdNgZ1iy0M8kgmjaeBG0nlu1mBViwSCKa2ajGadmgjdprMTHxMeqyu9UlJGkxft0IyLY4IyWwbLVYZ+gBNP/n92c9+dvjQ+0gB16aiKJYDh/1iDdRyGbCtzOXXxvzIHI48upY9CcHgzHzON1Mc96iiE088cWwRQ2vkqyq2ibEx8LKZJOU15UWQbd90ww03DA2YciEhPr953XXXjY27fekoPk0lJcsDGnPv0EQIyaTFfPjhh4fG3XnvOZ+U9KWfqamchj6ToaJYRcSiZFEnpYCFmtya+N/7wps+ccIJJ/zq7qIothNrMRIZcLOxr4HZ/oLO8bk0E0Y8bV1kJS+zuf983wzoBmz+mwbxfFGFMOsWMcWiEC1NVpbffffdu1eW+3iAdqcta4/8MS+55JLhm+mcyU/3yCxWHUimQBGgX+gnNP76Cc0mN6iiKJYDazEa0dQhhgijzXxpf84777yhpfTJyWz5Ypac/TEN1q65hznSYO7oP3OlOEWx1dD+QjJpMZFMWngTIlp22meryBFLpvIrrrhi9/ZF9hREMKuZLlYZ5HOOWShHm2kbuizWZNUpimI5sDZEk2+mxT9MxQZmq86vuuqqYUIWmMSZlAWDt9Xob3rTm0bwtQkkkykG+URaY24uiq0C9w3baDED8sXkL2xlORcIGhqTHxMdrhvar6Pti/hjZvuiajKLdQLlAFLJJ1P/cWQRcL4oiuXAyo1KManMBzAQW2XO/H3uueeOFbpvfetbZ+94xztmb3/722dvectbxn+/BZ80Q0KZJ/n9vOIVrxhao5LMYqugbRoU8+UqC9LiS8yNg08m8yDfYRp57ZavsImPNpk9MrXHtsliHTBt52n3JljT0L5QFMuDlSCaIZPzs1sD9HSWy8xCCEWzSRtk4EYkmSERT9pMv2Mqt5m7TbCnfpkVYsVWIG1WG7WogW/Zxz72sUE0rSy3M4I2jEjyLebyoa3SZMbXGAHVJoti3RCSyY0pO4I4diFcUSwXVoZoIpgGZQt8bAeTrYtsd8EcaRFFfHdoJAkk2k2DtY2uDdyIp2BltnMxkxNmIbNFsRVIm81G7EgmMzmiSauZ7Yt8m9wemb7yg2T66o/2qd0ioB1Qi3VESCZ3Ev7J+ohtvhzzlbeiKJYDK0M0mR45gjM1GrCZHvm5GbgtrEA+XZ/68IQ4Ip5M4lbsIp+EFCGWz0/al42jubhZLFQUBwrtRzsyMdK+rJq1WtbKWdtQIZmuW3RmAuTLVbZr4ZeJZHLhqCazWHeQ0SZblAMmYaxR3Er8J8uLolgOrMRIhTQigYikbYkM1vzbaIYQTxojWxUxUYYozpPFzJAFA3jSFA/RTBrOuVYUB4KQTNp17eqJJ54Yk6Es/GEup+mkTeeDyVyOZNJk8i2Olr0ks1hnRFZzg3rta187FnPyp+f2ZNsvk7SiKJYDO360CmmkpaSBZDqfkkIDMp8dC4H2dREPIhmNp3QRWOkyvzN1VqtZHAi0mZjLQzJtwk77zi/TJEl74w9Mk5lttZBNq82Z0btHZlH8f6Jp0sWHHrm0ZV32OkZAi6JYDqzEiBWyKTCZGJSZG21RZGsiZhWLeiwAYmqJs/hmpBMpZUo3sAvuR1oRTWQ2pvei2B9on8zlvkrlowAIpk2maTRp3rl/8L00WCKY0WT6ChWXDu1yXyZKRVEURbEsWBnViEEcsn2RwdqKcgTT/pc+17cvJBNcozkyK0ZcBdpQJIHJ07Fks9hXaJtIpL0wmca5dvDHRDTtmWmxmntMhLRbGkzaTPu92tJIO9T+iqIoimKnYaU0mogfUwo/NsSSNpIW6ECAbIqLnEoLgfUMZk+EgYaTCb0o9gRtxqREm7Hxuu+W33HHHeOLP3wyaTeRSKtlEUwfEaCBz9d+sjCtKIqiKHYiVoJoGoiF+GNO91M7GE2QuNJCWGmVPINmyqIix/hxFsVG0D5ov+2R6ROS0+8x88/kR8xFIyQTweRnlj0y83GAoih+HVEukMMsAo8//vjYe9Yx+88WRbEcWKlVBdH8RAglHCgQ1/hrMqWDxRyEWxcEFXvClGTaz9WiH1pM3y9HMvn6mrzwJ7ZHplWzyOZ0+6KSzKLYGJHtXJm4n9x2222zG264YXb77bePHUdsR1cUxXJgZUznzJOEDhOlo/8HSwQjzJCGEEzpIpnVZhabQdvQBpnFaViiybSy3AcEaMRpyWkuo8m06Idm04rzkMyazItic5C/XJn0MduD3XnnnWPvZPsmGweKolgOrATRNLAjgbREZrK0SNN9Mw8U4mYvTVscSd9zCLiY64tiCm1GO0EyaS75ZDKVO1pZrk3a44/m0mI1i37OPvvs3QvWSjKLYu+IEoA81td8WQvBdPRfPyuKYjmwMhpNA7zZrS+tWHTBb8fel8yXB0I2pUl7iWRKS0BgI8BKNIt5aGc0mb7sw1+MJpOGxaKfbF+ETFroY/stXzE566yzxi4JdjbgnlGSWRT7BjKakoGcJufJf8cu1CyK5cLKLQYiaAz0/OLMbpFO5JMpBUlkAieg5hGy6h5kAUnlVC4dex460pa6h9+msLdtkor1QFwrtBufOtVemMntj4lw5pOSFvj4igmSme2LbDbNXJ5v6hdFsWdM5XfktqAPOtatqSiWCytDNGmDbEGE/NlYnd+OgZ42iUkln6JkAkcIEEoapgT/kVGk1L3MnvY7lAbTp+9RmzFLn3kzRLNYb4RkajsIJZJJkylYpBCSeeSRR449XWkxbcbOJxPJ5Kup7ZZkFsX+gwwmi/WhhOyVXBTFcmAleiNzo5XhVuvmG7c0S7RKHMStRLzvvvvGyl9EAImkobTljMUZfiOSCClfOiuD7XV4yy23jKN4PhlIgCGzVgsTaBVm6w1aE5MU7hU05yY12o6FCb6zb9KijRx11FFjI/Y3vvGNY+HPqaeeOs7FXF4Uxb4jkzJHJNO+yT524OMGjiwE7VdFsTx4/l/9Er/6vSMx1QQZ1C3EMMBzCGf6plHy2zlkMecRA9+WnieaTJ00mbRRyIJ7aTttnk0jZaUwkmAj92XdfoaWLYuYlI0LAW0uzRqhzCfQYhRlihZYPVartu9Qx0gmDTn/XW2GPyZNpnbEzcLExMCn3WR1+emnnz78NPu1n6I4ePDPZE3Q17im2C7slFNOGccoHYqi2F4c9osVcWZBopArJnOf9qPBNPgjAfw2kSnCSDDAh1yBKhCkQXBJhznUPYSVFcEXXnjh7Morr9ytjWI+d33ZoBzyHi3brbfeOvaXUxeIEYJJs3bdddcNLRsilAUoJZr7BnWsLpFJbhYmJ9obbaY652JBw37ssceOFeVM5fbK1I5oW9R3SWZRHBz0Q/JaP9TnyD0aTkoALilkdFEU24+Vsf0auAkY5hMrefnAmdnS4CGQtJk0mNkGgwkdQRD8pr1kUqfhpAWlqUIk+dbRQtFKZTPtms3XG0gmP2BtiXvGPffcs3v/PppzbTEk0wTl/PPPHxOUtJ2SzKI4eJgY608sM/agJe8d8+nWoiiWAyvFlsxwDeY0dZdeeunsiiuuGCbL0047bWghY67cTHPnvBkxc7L7EUukVRrTxRvuKdYTJi00KFwSmMnjA2zCQqti4NN2fErysssuG4t/uFvwxyzBLIqiKNYNO95Hc4qYfw32TOQxoTB/G+jNcp3PdUfBefcyazIlIwa0UbahoZEKyURAdwLqo7n1UKdcMGgsacC5Z1j043N3zOdIpjak7TCTI5jaUHzFtLeiKIqiWDesjI/mFIrEX8fgbz9MK9Cz2Afxcs4WR0ygCASihQggoxzK+dIhDAKC6RyfO1h2Mpay10dza6A++YFZEIZkake2u2Iqp8XkZoHU2wfzmGOO2T05mX7tx7W6WhTFYkCGT4exyLLKs6JYDqwk0QTFosHL/ph86nzZR/Db6nTXQjSRAUST6R05SHAOydwpREG5SzS3BuoSyVSXfHyzN6vAp5eWWF1zyaC5RC5txM6fl4+m9kNbXpN5UWw9prKOUoG859akz5HbZHpRFNuPlSWaASJJGCEM0UwhnvlUmesIFhP6dLVizOtIwk7SRpVobg20C/WV7Yvy3XJ+mX6bsACzOFcE7hV8eX35B8lMOyrJLIqtBzknUBiwVOmjZDulQPzrKQ2Koth+rLw9L2bxkEjCx8r0rFJM8N95q8zdR2CZHdfkuX4wgIVk8r9E0m1dJPhNu4mU55OS+drPueeeO0hnPinZtlMUi0GIJhcoftI+rvHBD35wTKx9YMOCvaIolgNrMRJGWzclnUwrtFFIgSNyyQQaclkN33qCJpNmhMaSP6+v/dBi2saI6Zx/r/ZhIRWSaeEPTSbtME1mSGa0xEVRbD1CNFmlfFSDVtMk0NF/FquiKJYDa6tyCfFECHaaebzYehi0+HgZoJBJ+6nOk0zkU1thmrO3akimLbCm3y3PRKUoisVBn+UmxHyub/KZduQ2xE2qKIrlQNlVsfbIgEWTiWTywbSy3EbsjlaaM6PThmcjduZyC38QTn6utomiDS/BLIpDC/2XJSLBf6FYLvSdrC9KNIu1RQYo/ph8vWhEkEqryu2TafHPU089NTQkzOFIZjbwp830IQBbGoVkFkVxaGFip++xJOijgglhLVTLBXKWxYimmbwVTO4zMShWG+2NxdogxJLAI+QEAs/WKPbI5N+FYN51111Dk2nVPlM6n157YvqUpK9N2ScTyeSn6VpXlhfFoQeSqe/Z3cFkj989P/ss5CyWB+QukmlCb9cXwW9WpBLO1UeJZjGwDiZfgizCjl8XcziC6Rv4Nl/3pZ977713rGINyTRw2ZEAyWQud7RLgRXnWTxWc3lRHFrQWAometxXbNl29dVXj08PW6THX7pYDpC7QhZuPfroo8NqRM6yGHFXco0CoGRzNbHy+2iuG7xOM8Tuo/mvUB+ZTRNm6iWLBbKnavbJRDR9XpLgI/QMVr4OZdsiWkxmc5pN5xHMmueKYnuQYUsf9nUuH+HQp5nQ9U/WBhrO3NfJ4PYhY5J3xFLkYxcWbdE8cz0yJtlaMB9HIVuNSUJl7GqgRHPFkE69GdFEnEI0EacQzVUFwqgukEnffLea3MAUPyFmc5pNe2OaXfPTVIc0ljQlSOZ555036oqPpq2wVrm+imInQV9FNpFME0rEhI9m97FdPiCa9iJGNrkpmeSbGJgUHH300YN0OtrVw37WtoqjsS52Pko0Vwx7Ipo0ejRyTMBXXnnlMDHp5NForhrUBSKJZNJURsAx3yCZ6gkR9VvdMKmLw9+Ledyqcl/8UU9m3DQlBi911W5TFEWxd2RsQSyZzMlhm+qb9JvkI5s+pOJjF8Ynrkq2i0M8EU7y2ORBiCWpGuqdhRLNFYPXuRHR5BeDSCGWZ5xxxtDS6di+x71qM/8QQeTRLNrXfawmtxcmbaa6QTDjgO4IfjPdmFX7dvmpp546tJi0m8w6BF1RFMuLEJAOa8sF74U8Nsn3IQzmcxYm8pj8taCLBvOII44YpJPMZW0jf5FOwdjFopRP+0qzhHNnoERzxeB1Tonmrl27Zh/+8IfHYhefZTM7RKTMHHVoC1pWlWgyqZkxf+UrXxkCzdEiIBpM16dNXx0I6ofphpCbCrbMpNtdiqIo9g9kssk9ZYcFmAjnM888M1yVjFdka7aoMtknh5FOYxWSaeLPqkQm03K6hpiSzas2fq0iSjRXDF7nZkSTA7ZOqSPH8TpaulWcGaoHZJNwE6wijy/XPJQ/wo6QyzYp6ic+mZ09F0VRHBgyNkUmM6VzbYo8jgwmb8ndbFuFVCKYFADIpsVDtpcTWOTcW9m83CjRXDFsRjT5KM7PHnXozAZXsaOaQSsvcuno/2bNXfkFmkt1k5WPOd9uUhRFcXAgR8lhMjl+8hvJVuMSGUzDSSnC+saMjmTymT/zzDOHC5jzJZrLjxLNFYPXuSeiafaY2WK0demkq9BZlV8ZCbMs8olA25MmUz3EdCNMSWZRFEVxcCB/M/EnlwW/Q0EiixFMYxN5bJyyCJO5nLsXv3maTIs1kc5sNVc5vdwo0VwxbEY0mc4tjGEO1mmt6GOS8D+Eaqd3VmUXCK/4Atm2yJFvpvPzCMFkKlcvTDSCbTUIvQqwoiiKA0PoBTlqXGIu58IVucyHHgHNZN8knyxGIJnFaSyZzI1XWRjkt8VCxi/3i1ssN0o0Vwxe55RoTledI1vZH9K2PToth+qpVnMnI6ZyZbf4x6pGG7H78o9N2LMISHkhgi0bPNtjVOB4nv0ySzSLoigOHGQuMsg30wIgO4DYZs6+xcgmGUvhMSWY5LGFQHwyp3trIpfT9QUlmTsDJZorhs2IZvbRRKIuueSS8bk2fi46MEKVDqvT75QmERIovzGVI9OEGVeBhx56aPbxj39892fOaDSVlQZTXEdCiyBjhsnG7MwyhF3qpV2kKIpi/zAdS/wmm3128sEHHxzBdnO0m6xH0VwKdvwIyRQQTHKavCaPpZVQ7AyUaK4YvM7NiCYihkRdfvnls+uvv3529tlnj5njKoD5xfZNts3gJmBTYCSTVpPLACJqxpxtMfj18P/xnykGAUe8aTTVidlyURRFsTWw68cDDzwwZDMLW9YMsLIhlEzjU80lqxINJyJaUrmzUaK5Ytgb0aS5W5VvnSsrQUVTi2TamJ0AI8jMmH15gk8Q0kh4+eKEYLbMZE6AEWaIpXog7Ag4JLQmmaIoiq2BMcmEn5XJZu32NAbyNppLE36WJFsadaK/WijRXDGsE9EEs2R+Pr42wSzzkY98ZByZy11DJs2UbYlx/vnn7/6cJG0mUwzCKfjP78e5oiiKYmuQMYnpnL88ec2NiWxGLGktkUvyt4t7VhN9o8WOBE0mImn1ogU/vqH70Y9+dGgzmctpMgkyC564CLzhDW8Y33j/vd/7vbEQCsm2VYbPcDLX0GyWZBZFUWwtosQgX1mPuG+RyeSwiX8+hYxolmSuJvpWix0JKxifffbZoam97777ZnffffcgmcznTOn8MBFJBNPipwsuuGBoc7PIpyiKojg0IHNpK5nKkU1ymM98ZfF6oESz2DFggmH+j1vAI488MpzLBb6ZFgIxyRBmNvVlKkcwzZ6RTCsbmcg7ay6Kojh0oNEM2SSDBX6YO9Fdq9h/dMQtdgSy6AfJpLWkyeSPyVxulTnncn5ASCZN5utf//qhzWSesQDIDLr+P0VRFNuDmNATivVBR91i6YFkMpVbtciZnD8mczlNpo1/OZfTdlpZbouikEx+mHw0kU8z6JppiqIoiuLQokSzWGpk0Y8N15FMJnJaTCQzG/6aHSOZNJlM5Ygmkhkn85LMoiiKotgelGgWS4toMpFJ2xfZgP3+++8fJNNebDScCKQNf88444yhxbz44ouHudyWRllJXnN5URRFUWwPOgIXS4np9kW+jZtPlzGbI53f/va3hzO5fUCRTNsWCbbLQDLtzcYnExGtP1BRFEVRbA+6YfuKIZvj7uQN26eaTD6YSObDDz88yuBrP9/73vcGiUQo+WRmb0z7s9kT035sW1Ue9TkN8hbQlOYZed5mz0zcpJNz0zhJb6M05uMnDfdO8zG9nnsOFMnLnvJV7BzMt42EIO952p72BRullfayp3Sm8dKv/J7G21ufmMZ3hNw/H2++/x0Ikp7jVvaL5Csh9XGgSL7mw8EgefM53/yHjZ4jrAtSL/MhONB+tRXYKF/Tdnuo8lOiuWLwOncy0ZR/+bSK3EbszORI5qc//emxfRGSyRyOZCKY55133uyss84a5bI/21ZuXyQvhKr6lCdbJzkaBNSVT1UK8iP4PV+P0kg6Vs2LnzRAXtV/0qClnQoCED/PlobfziUPSHfiuYakO2ZAOBBIW3ryhLhLv9rhnYu0Qe0iQbt2zrW8a20pbdm5vUE7nqYrrbTnpLFRmxFPECd9Qn7SrqWhzUlHmJdR7nO/+OkT8uG6Z4qb+O6VfvLovvTh/YW0kzd1JWxWxn2F/MlP5EzK49yBYr4OUocHirwv+fv+97//a/nLszxDfezpva8i8u7USd7dtC2nXoxN+9qvtgLTfKV/QdrtoXxPJZorBq9Tg9qJRFPH0Cnk3aIfJJNPpt82Z5d/m/z6hKS8X3755eOY7Yt05K1COimh6itDFiP5nrq8yaO6QsCY6D1b4BNK4KYuvYsMwgiy1fG0tNIhkNzjfmWyMl6w0fxUIEkjdSIP4vuUm3PuyWfcPFt+5JW7AdcCrgfKkAEhkG7CFJ4VcaBNEJDyE3/XLKra7nZS7B/ShkxAtD2+zdqHdqQdah/etXZkr1nt0CcB877nIT1x0ra1M+lKE9ImN0sj/VzfSn4E/7VX7VI8bS55kqa+Ii3Pd58+Jf7Xvva10e7JB23TIOrZie958pY8hiilrUP6rGfn9xTuzXV5U0cWIPIP93++L+0P5M97UB79Wz+XT+9LHc/nc5rH+XyC9NSVOpBP9Zc9hA8EqW/58Z6MK+rSe3dNfZOD6oNFiTw7WGK7U5C6SVsk49WRvqU9qgNtUL0Ya9WTd7NoyJfny0f6lzFEe5EX7UH/8O7m26642tCe2tj+okRzxZCGv9OIZgYfA8Yzzzwz27Vr1+y2224bJBNxco3gtJLcl34uvPDCsRE70nn44YcPwbaV+fc8wgPB9UlLm8NbgOQb6vKI5Blk1Kd8CDaJl8eQzQwgBg3vwpeL+JhKh1Byj86OyPEt9T4cpZuvZkjD8+JCIEiLADFweH80ulbc0+hamZ8V+V/+8pfHYOC9SwekKX8JUyHjnmh7XJM3+bn22mtnp59++hBO/UzczgJ54J1qy6wELAPakPahHWmb5IU+pB2de+65w+f5hBNOGMRhnkQlPf1D2yZnED39VJra19FHHz3Skoa2nP6Q+OKKp30mP+L7j8y437NPPvnk4RIjT8ccc8xoj65JA1nU1sWP37Y05dXkyLZm+iPXGuXj563fsZKQL/pP2jpM+8VU0+NZQu5zTd7iF26HC//JnwNB6oM88D7UBVmtXAin+pD/5MPzk095Tj6Tlny6PxNy5ffhCpYf/fdAIE1yBImSv1tuuWXsXey9u+a9nHjiiaM+LMZU997BVsvkZUTqxt7OaYvqhouXvuU9acOXXnrp7LLLLhvjhXez6HqRL883Xulbgj6izRg7tQf9w0Rkvu3qFwLIZ9rZweD5f/VL/Op3sSLQyDIIaFyIEqGg8WhYyFpMzYhRhNV2CQX5IlAJVvl96KGHZvfcc8/otAZH180K5ZnQ1GEdlYNA05m3Ku+Etechd0z1Bier3ZFER/8JEYOVOtWZ1XW0HI46JqRM7jd42JZJ2fxWTiTW4Ooez/PedHqzTGWSFwOq+yyEkgeDkUEJeTSgOIqbPCAU0jODNTC4n7CRhrqkMRHPM+TXIKENRGMUwWkglpb80BgbTAlI9xys0CkODbSfTJi8e21Xn9KOEAaTl7TDkC/tSV/ynrURAblxLv1U23I/Yikd6bE8SFvb0/4RzGg1xQ+kTy7pW55vUqRtSwcJ1Fdc07c8R/7lRTsUpKX96gMmfz7aIB/aunvlMcRN39GutWn5jnZHeRED/UL/UzfyLa77kW79Qns3sfJcdSkNfc1RnhA3pMr90zLuL+RPvciv9OVR+eVN/1Un6b/K5Vny5bnCNJ+gfqWlPK55F0ind3EgUHZ1Ti7IE9KiLal3ZF9egTwJyZQf7WC7xpRDhel44f1oU9o1Ge/dUZKQl7SImXjpU4uuF23K2KR/p48av/QtbULfzPg/33a1Me9ZO9KXXFeGg5H7JZorCI1spxBNecpsWT4NWLSwBi2dVJ50Thq1iy66aJjLaTgItGhbtjLfqTsdzcyUwCBU/TfAEBIEOiFqcDCI69DOIWPqU74IIPVPEOvg/EwNGAY797pHB/Y8aSi/elAWgx1BLY0siPItdwMxzQ5tEe0BwSUt5w2UNEnO0YyqL4OL9JSHIHQv7am9Rt/85jfP/uN//I+zd7zjHeM3DbdZt9k37YS2wczjaJFVyiaNgxE4xaGDtqVNaUPaiEmOtqQta7vacAY9bU0b0WaRirRD79wRxDEI0Q5Ki9WBduv2228f7Vt/lZ5BVRuKqTADmWdo/0iTfOgXBkH/tSltS/Bsz9Kv9I2QTfmQvv+epU+QF/oK7QxtGk2jQVSa7hFHfmjmXdOWESFll7b6kbbJFE3P29/+9tkf/uEfjqBfXHPNNUPm0ACRmfqB+OSovijeRoP1vkJZlV25pKv/0uRKV92pM3UhuE855emtb33r6LuOb3rTm2ZXX3317gk4OSCf8ugd+K/fIxgHCs9WT8qZ9iJPZIvznqF+5B0BV++5d5WhfMqp3XqH2pV+p53rT+rJO/XeWJ0OJdHM+IP8mliRA/IjD9ouHjA15bum7xuH9U39xzvOmKZsB4oSzRVEyNKyE035Ieyj3aDZoPWjqZBf+SLAYqZCkJAonUS+NXz3bCXkKVob5E9d6oyEhTpTd54NBin1LI7BDbGLkNVpCRtpRNuCHBM2IW4EjrjRZCiLtKWVATrCQp3o+AYg+TBwiO8ZNAvybHBXNwZW6RAaBlzEgpBRX9J2n3o0eCqXPEeDQ0MirucL8qlc2o3rhNJW13mxGGhb2qhJiDaIuHm32o42oD1qD9qFNpi2bNDUhhEf71/bSHvWBg1a5ArCGe2+tLVx7UT6CAeSM9X26UuZVAme6RnatIFY29XmtC9peZ78iC9dQXrOkQ/khbav/aZfiC9uJl/iZALmt/abfqlv6HfkXiZUXGBM0tSPAVkcaaq39A159ls/U1Z1dTCDsOcrs7wZ0CMXkPpYIeTZO9AX5ZFMJEs8Xz7kST710fRfR+/Pde8CIT8QyJ9nO5Iz6lU7IFfISdfUlTpWh96HZ+e9rzpSP0gZeZ0+op60Re1af9DGtTPv91Ag+dHGo+HWTrRvbcdYlv7pmr7pnZpEUvRoc/KaCePBtPGOGMUhhQ5pwNGwdQDCnm8LgnnvvfcODUdIkQZOe2cjdtoG/kYGDYJd5xa2GvInEPoGYc+kQfj3//7fz971rnfN3va2tw3NiUHNdR1RRw2517kRPAJGGaVDCCsHbcmf/dmfzf7kT/5kaCJoaAkgnR8IA4ML4U1ASEsa0gZ1Ij1hSvZSF8m739N7NxIQuVf6gud5PpIRco+IKr9yOi+dRdR5sfXwbrWbBH0GGePfTBOmPf/RH/3R7Prrrx9abGRkOkHSBgVENWlo04hG2rXBR9tFbtI2EjZC0tF2DXDInOf/h//wH0bfkq8rr7xyt+840qUPILHyQl54vnOCvEpL/8vzU25HIe3bOXB/tE/pG8mv+3MUxzM8T7/2DKSNZpRFBWlQZ/I47YtbhZRLXh03eoYyJZ/yKLjPBEIdCuoY8VPWIHWT95E6Sj0JuWceOZ9r03ftnLiRf445lzSnSDqubZSHxJmmMT0/j+l9eytP/uf6ZnGm16dhs/Sm52DatsTLM2BP6c0j13P/RnmdxvfbOye7TUZMAMhybSKTOm0XtB99y4TR+ItksuTRhJrQIaDaluccKKrRXEFoEBoG8rBsGk0dgBAymPFh0aD5aWnc0ULIjzwaAGkxHc3ADD4GNYJ30Xk1ABl4CWkDjCONgLo16KlPpNB/Gh+dl6ZBpzYAg2vKIs8GJWVCOg2yBhBlyKBOw0IwuE8ayJ5B3D2Zabo3M0sDIEIuH+rMvZ5vkJGf5NP7pxE1y5YX90nfACQok7S8C+kBAeQ58iktv5XB4DwdmIvlhv5usNcW9BnvUh/StqKp9P5NMLQ/7cy92r0BymBES0VOaDvgqO2Kp726PxoTfVs/0QYNbJ4VjYlr0/xIQ1vUJ9xHLklT+toj2aX9iqPt0eRFe+c+MkSb1f7lV9sUV16UxaDpv35pMqcs7pF2NE76Rfpw8h1NLLmIZMuD/uW39JRHXl2Xf//Vw1b2CWVTfpYe+TQZ919dKD9ZKK/eobol65VDPr1D9SV/grx6z37ru8o6rV99XjxHaag/ZZUH70yZlc3vvGv5kS91LJ5r8qKO1Z36yPhjkiCO9IKk5Zz8el/eo/y4n5yTBwRImf12XnrSkn/n5S35S1ruS3kc/c/9kLJIezqxd6/gv+eII03Pcz15y/O1Y/UpgP+erxzqhdz1WxrqRDvXfrVB9+W5yhoSJ28byVfX5Fc8cdRX3pdzrrkndaGsypY6k77z2sB0HPLfvdLxPvneckXhz8lSIT33aD/qTLn1W+93f1GiuYLQ6JaRaHq+TqFhE6IadpyU5VPH0IgNhEgTkulI+Osg8rpokilt9SEfBjSDmN/qlJAxSOmEBjn5lR95M1uktSRUxJEOoaFjGowM3AYmgkZw3Tsi3Ahuwsn5kEBHwhvp8+wIDHmJUItAlAfvVF0ZkD2fgCOQQjSZ4DxTXuTXoOD9S0uZuC64X/oGKnmVjiAPyhEhKBTLD4MDaM+ZPHiv04mDtmPQ0p4NYvqoNqId04AimgYlaaQ96xfScw4J0H70aW1uI6KZwTj58T/50S/ck/S0R2lpiyZXkVnyImi37ocMtMoAnm/gdk5fkRd9kqwLKTMA6wsGVv04ZVYv8it9+QLPJ6f0UWkru0E3BF3QX+R7K/uEZ5EtZEKIpv/qRjlCFNSZ+ldX8uk9kq/yl3ec95y6JcPcL+0EcQW/Yw6XbshL+r33J/480VR/6lqevE95UGfTNDMRkY40pe0Z7uOCQcmQNL0f5RVHnv3WPgXX5MEzlUve0mY8xz3ScfQ/hIycDDI+Kqf7yEdtwVFcz9COlEN85ZjmTTzXtAchdavdbUQ01Usmd+ogEx3BPSmPdLSn1DeIr548U3loGeXTO5AX9ReyCanb3C/kGdLSB9IutB/1Ih0uKMZh47Hf4stL5L/03ZtJy/6iRHMFkY60TETTszVUnV4H43PIXM7PSufRsUO0mGyZypmokC4dVYPX8BeZR4ggTJBvHVlnVI80sALBRBCqPwNgTBIErQFIh5ZfZUpndS7513G9H0IsAk5aBmgai2iSnJNGhLQjwSNP8iZtdcbUzawnjud6/945IR6iKa77CQuDtXRDRrkveDeep40IhKg8E3ypj0XXf7G18M68Q+1Pu/TO/c+7NPgYbKcywoAYfztHbVobEE+b0L5Afw5JFdd/925END1L8FxpyI8gP86BwZoc0FYzuINBWp8w4fQbiZKX9AnQn/QL7V562q88sIaQd/Lh3qQvbXJHm08/kq6+4T7kxuTLPfqaMugbCKmj5wtTUrBV8E7kC2EJqfBf/SiH9+NdKrOykEWRR+oW6Uv/zrtSxhA279oCR0flyzkygLxQ94iJ5ymjdKSrvtXfPNF0n3pT5wiM58i39CyoRCKlB9P2o149i08ggsNsmzxI1/uUbzJKOgISpC7Au5A/6Si/MrnHeyPTkCykzjPIWpi2F+l6nudazJYt7MR1v3E0igVKkZTFOXlTx8qrDbhXPvSDEE3pe458eifaTfJqDPE89YTUKae6yeRFmiGv0kn55FUePMN7UzZk07sHcZVRu5CH1FuIvGdJ1zuVf/GkpXzS9gxl0Abz3vUnfVtZ9D99fH+x9c4lRTEHnUjH1CE0fp2aPybhEpKpgxnUkEy+iwYIZBjJ1JnTgQ4VMhAbuAg9gphgIBR1RkJMvnVI5dN58xsICp00A6rfyT+BnfsdwT0EEqJoIPHb4Ec4EVIGWitKEdo4czv67zyNKk2luiJ8N6orwtB7ILiUh8vCfffdN8i+MkUgyxckDceN0iuWG9pwiELaoX4UYqcdgjaonWsf2qmBRFtKe5q+f0dpSkfwO31lb21kPj/6vH4SyM+0b8iPe/QJAZHRJ8TXLxBIk1Ga/KwoR0b1C33CNTJFPHE2yp9znqlfIBD6Ablk2yT9wwCMWOnr+nbS2JfybjXkUz4QDORBPrNlGsIk/8iAepO3vBf/xUMoyDD93VE6iIz7xENEEKAsyow7U8hk2ss8pI+IqEPtSFp+k5GIofypS8/0DETR+5WeuJGx6t69gjEicpa8UjZjhXI7j6AhtEgRWeZ+8Twv9QCOGXOUx3Xpeb66US7kS9rKnmcjq967crg3MlMa6of2DyH2/PSdzSA+Qodsqyf3iheLnvSQvJDT1I173Scv8iS4h4wOuTWmKpN8CcoR0ikNdeS9S0PdaSfSSL7B+5eWugqh1NY9Q/8zFulDJmL6/IGgRLNYKHRknZUgMSvTQQnx7H9H0BnMDBrRZFphbtBAsDIYbYdQ1/l0PIKR0JF/HZnw04EJDkezR51ZILTSgeV7Pu/SJUiUW7qZOdMIMNuph8waDaoG5AyqzIA2iLYNkS1XbLwfzS9SLg1EwTM3gufIW4QPgR0NgjIoT4SMfBY7F9qcYBBJOwzxgLRtBER70A69c1oO7Y9WkkZS2xNvCnETxElb2VubSX6Sp83yIy8GS9cMcto+l5Bo8gx2+gUijGBysbHISb8QTFT1E5OwWEM2m3yBfOsX+i4CQy4ZmPWLkEx9djuRvKsjZIQsSj4RB/1Xnc2/D0He1ak+j9AgfMoW2etdI/LeQQhVNG7SR0rI8c2QZ4hP/iAkgjx7LnJJ1iBWIYhkjPfo3XjH3qvzJrsIsDjqnkxyr7ZCNknPexL8di8ChhgbW9SDtqXtajfkqDTUFRKJbJHf0vRs+TQJkTbS5pmuS1+ZXNeG5FU7kC/kW3rqyb3GN2WHjdqYa57nmv4kb9IzJhpP1HHeI5LsHbtf+dRXTNpktXPSIO+NF+rbO3MNmZcv9yiTvGv38ucdpl4j6703dYBEegfRgqePeo5nsJQZe1jsjDEHghLNYiHQiDN46Ag6AGFgI3adRgdyTcOlnTMwRJNJ8Gn4Gj2hsdkAsUh4piAP8kg4yFeEMgGtjISjshDKOnpmnISU6/NQJwY1Qi2zdffF/K5TG+h1ckICHAkEAi8mTVobHZ9rgQGXkCC89lRXhIcBWt3G3C4dAjmkfk8DcrEa0N60QRMdAw8Coh1rQ9qT9qVNIHbay6IhPwb6TOgMiv4jCfJDPszLBCHaFiTUwKs/ZPGP9i2+/Kcvb9aunXef+/WvpOOZy9IvIkvkhfxRL/LoXSlr6ma+nOKROYgieUs2IRkhR9IjV6RJzimn+5Ag8kkI2Use5kGueDbCgpiQX9KUJ/UqLnmnnZF3CK60xNHm3CvkXcmXY+Sed+BdkJGO2qW4iDV5G40gkgquaw+CvEjXMxEt9zsqk/SlLUwtQcojX+pVGp6rbSB1yiItRFQ7VS59SXmm9T5F6kZ63lsIsDZsnEBgpaPOpSs970D6yKyyGT9dVxbt3XvXVuXdc/UdpDWTI/k0hiCbjvKeuhXAeOH9K6t37z55nRLNjDn6lHpw7kBQollsOXQ6HUiHNEMzWzObzKzTbNxAovPFJIxomjVp1ARUOsZ2Qmcj6AguAoKJzlZL8huNKxASMfsom0Fb+TYSzM67blZJMBJ4OntmjQRbBKnnB4SSOiEQCQV1NBUOru8N7iGoIoiVQ3miQY4GiwAqVhcGIYMbEmEgMzBpq0iCyYc+aTDbl8nLVgAJkh+yIlYBbd/AxiUEoZpvm/LkHv+jmdInBL+d01+mfWij/hiCEMKl7CwEtKT6h4kYEia9aVrbAfnU/70n+WIBkk/5lW/ySH3M5zP1pP5MSr1baZC/ZIc6ENwn+I3oeCeC3yEnGyGknzxSh/Lht/ZD3khTGuSe9MhAQOxcd6/gt3PyKl/y67w8Izp5L2QlGSZNpNH4YsJEDiOfIWrJv+c55/nIm0DuKpP6lE/v1zM9W7vxXHUkeP/alOvegf4jPWkb47Tfjeon7U086SG9Sc8zM8bF6ictQdrKYYwwniDHxgr9QrnybPeIl//KL45+5Fz6hpC6zTv2zvyXB/nz/nKPPAmuyad2knfq+oGgRLPYUuhcOqIOoUNT6d91110j8CExkLhOINHgMf/alxLJIgB16H0hTYcCOqROqKMhwAS77377Eof9/hBPA6BOqaxMKgZvwiKmpEC9ZEB1Dy2oo3MEqbTjZ5kBVbpbiQgPdUzoIZcG05jfCXPvZRkG1WJxMPAalAxiTIl+a+NIZiZR2oG2fyjagUHRIBqzqT5iUNMm5cckLxqlrc6PfqlfKCuSGm2Rvh0zvOe7dqCD7FZAHgWEwKBPO4aAqx95FMgoZIH8VE/ud1Rv3q/7yS97ATsiq8qEyJgoIyhkF/msXgQyzBFybh55hjp0lGaeH0iHrJP2NM0pnBMnE2JyENFBzLwTcsoXkIwXJiHaMS1fCCbySKPH7/yDH/zg7P3vf//sxhtvHHKZxi8kLYTO/3mCmOcri+fP16eQehA3dbUnkOXeWwjfND2YT0+5lMX44J0gyP7TBntPt9122+x973vf7J/+6Z+GCxpNZqxo6kFZEdApAU7ep8hz50Pgd/I0X0/7i44mxZZBw4wpgJaE74xOz6SMcOo0gJwhVgSGGSqBZ6aHAGVGtQyQjwgdeUMCaQKZ92kCDYQxJyi3zq6jz5NMcI5wIzwIixBuhM8Aj2hLy3MI60XUgTQJOIKPwPMsQpwpJ2Z0+VEe5S5WDwZXg7OJjgGKBsQAqE1rz8iIdm6AXzSxyqCKZNKsIr4GVO3SpIeMiPZKHrc6P9M+FrKEEHg+oq0/qg9Ek8xyXt/ZLkzlkfpAxuVLPmk0k09aOvelfH7r794pkqp/k9XktLpHZBCTKckINjo3hWdErkzDPKQzDTm3EeQ3Msr7SL6ZzbULhBpxJmOj0UOqpCcv2klkNnlm0hAfXm2KDDdx2Gwy75w8SMdReVLOYFqOzZDrSS9hPi1IesqkLMqkL3hHfofQipfymXzFMpXyGUe0Ae/YffPPOVDsrax7Q4lmsSXQEDMTQ6I4fvsG8h133DFIpsFNJ0MoDWhXXXXV0GYiOFPhuJ1QBh1ax44pI4LMefkj/AgvpIwGkuDT4Qn+zObdF+EkTYJDOlOfG/VBENLqMl1Lh/AUx/2ZjR5sB98I0k3wPHVPeE/N5xsNFsXOhraEWCB0fL5oD7VrREVfzCBlcIe0Q2Er22H6GXmB5DB76hOO2qO2iPjqX+SFPpUBWMige7CYpuF3+oTf2r9+gHAiODSICK/+v12Qr+QzdaBuovUzYVR3MXGGZOT+mGPjymTBDy2yskpDeZUvZAhy3BOSr2mYx76m57ogD8qADApkKxkrj+SVfObeBOdMkshmpOv3f//3xxew/vIv/3L2n/7TfxpHX8NyDSknfz1nPr/zZZm/Dp63N0zvSTreRf5PsdG9ucc1+fSOaNz1U+PnH/zBH8z+9E//dHf5/uIv/mJ8cQ6ZTj+evsvtREeT4qChQxg04pBMg4lkWvTDlGEw0eh1br6YBjWazPgVERxTwbgdIABoHZWBIL777rtnH/7wh0c5DILMFq4TygQacmngcST8kETCnpA329TBky4tkvgIN6Lpv3hTsmqGbRCNnxrNp3pDcueF0t6gHhNgPn6uKYt8EuSEmLwT5pvN9IudC22XiZEmkynRpMd71gaRumgyDejap+vaoWBSpB0GaT/TkPPB/PXpNe1RekivvNDws4CQAUhv/ETJBvFYCvQHxNh9+ih5k0F7X6G9z+dlHrnuXvWjr0/JTfr1IpE8zOdz+j95VGfRxIYs+p+yqiN17R2qa19+IZ/JIfXqXmSa7FLGvfX9ja45Nw1TTP/n9/xxHs7Lv6C+E2Ba3ikxDlx3nmxOWyJjs9CSBpCiQF0pa+ppT3mZv5b/02vz9wRT2Zv7p/Egv3M+ZZy2uVyT52hqjRvKpGwpn4mG95kxVfmCzcaRPH+RKNEsDgoab8xxSKbV18zlBBqSScOps9AKGNCy9Uj8wJZh1qUMZvwGY4Ofgc/q+BtuuGF20003jT0/kU/aAFoB9wrp+Dq1jm9wnJotokVAMtUNH1VpM4cQAIQJ+G8QdQ2pdaTdQTQNqJsJiI3gXoOLZ0f7kwHZtVxPSNryqyzzwqnY2fB+tQOkQpsy2eGXiUAiIAYt/VM7NcnRTnOPNo/Yxf8rmLahtK+0rVxzfv4a+O+52rY2n/0Badac1ye0Qb+dkwd9Qn7IE32QTFGm/cE0X+JO+8Zm+QZ94VD3jWk+5/MoTPO4UT79jjx1v7okgxDNLMjM+/fuTZLnJ8ipj+lzIc9MmF73f5qvBMj16f0Juc9v8DtlnJY1kEfjhsm6gDTKuzJrp8YjR/VBNiubdu63+6bvMc+api8fzklD8B5cF6b5Tt78zrWN7su5vM+k51qel/sclc+E33sRMnlwTdkEv51TdmVzVCcpn7pImgn+J0yfD+6fthtwPfUQC5//B4KOKMVBgbBCMg0IhNidd965e/U1AqXDmFkimQimo/86v46y3SRzCgIgA678I3xm/8pkMZMBkYB2XSC8dXqdHMlUPjNmZVMu19wnHdpdaakbA6e6uuWWW2b/5//8n9m73/3u2V//9V/P3vOe9wwtqns8R+eeCoO9wb3K4J0oh/p3JCgIlggN14UI0nmhU+x8eJ+C96sN0AhmQ2rBhNDEh+b+Qx/60Gh7//2///cR3ve+940JlnYarZdBaNqGTIC077Qj513X/nJN8Ns1eXHd/dJEIpFHkzgTU+QWAdLXLHKQn7/5m78Z+Xnve987XHAsWpGmvrU/csOzp20/i0H8zqA/zfe0TOkXnrVIOZX6EZIP/d+7m+ZTvlK30/MgfxuRBfcg55FrJg9kQ96N4J6E6X/3eGby5ppzOe9/8pXz8pXgf9LKPY7T57hPeabn3Bdy45rzQQgkRQVTsoBwKntcQ4xHtPfGJnUoHfKapp5mX/mlL+35PAnOa6fqbdpWcj15nJ6f1oHgfOo/ZZQXz/V/mlbi+u39GTdpmSkwHJFN1/Rj2miuL/qQCZs8OmZcUgeek/xN85O85L9353nqVNCvQsLlTZ6l7VkmeurkQNBPUK4gNB6NSaMgnDVMHUzDMUPiy4MQpQFHOE0F1J6g8wgaoYZtpmzQMoAZzGhONHQzrGgyOSxT7zOfM2sYvPbnmYuGOtPxMggKBDKh5JyyRjjoeOpTcE45EU2+M0wXZpjqR1waIgO2+jGwRshLg+Dzn2DUiWl4PEt66oiQYVLPbH1P8DzCg5CRjvQII+8mWilp0GAgxt47YZ10Hfe3HRTLDe3ZIKmdGnhNdvRPMsEArA0yQxu89FltJkREezfYkRX8E7VB6WlftIoGcfeTLUnPYKntal+CdiSOowFM39H2pS8/2YhafOcNmElffpz3DH1RfKZ0pCKmQef2BH1CvzawS9fkTXomfvItXfUjf8qqTwghsY7REGbwXQRC1MjM9F99F/lWB96ffCqP/EULHc2co3xuVB/Slm6sKmSQ9y6eCXG0gpEdrnmWeJ6RRTjGCiDTUn/qk1yRL/VHVsmb5xkXPE8dS1c7kB6LD9mmfYgnftwn3K8N5H1Iy3jlXfuf8ia4L2Rc+vKsjSW4nvevTIL70i48WztLG1ZH5Lm6VG71Ih3nvQttXvlTN/LnPuWRpr6UfiE99zqvXqTl3Xm+vqIfKrc8KYt+k/Ri2hfXe5H/EGH/PV/Z5C3tJkEc8Fvdp171KeloI9IOiVUOceQjfc87AHmWH/l3j+fnfewvSjRXEBriooimBicdA5GORHDZMFewAIjwcS0kM3tPImFIpoa7L8TpUGKaF51J3emo01mv/5k5qktH9awTKhdfN0edk0DUcTOgIprZcFda4hEQfnuG9yRtzyZQDaYIq6P0kfK9wTuRR0SBtsozCZkMBq4ToOre+879npkBNYPqvraFYnmhn2rHBg9tQt9E7Ays2oMBy7uftm3n/dY+DXrZQkc/1i5cl5Z2pX1NiZBnaTNpX5E/gvarXcuT/BiIDbTSkB99ALTJ9D35EfQj8QyK+he5FZebvbVR8fQzckq+ySrP1CcNwp7rnvQL/UCdeKZ6MaCSj9N+sdXwfPVNzpAP6kYeWU8QEYRNfUzzKR/yJ47zznlfrs/nUdretbJK36TCf/eGtCKcZJa4rgmAhLimvt0H3jX54r1nciFuyC545+4j/7xveVV/IWfenTahrpEzbcG78Z60AWm5LiibeMiR33kX0+B68i++/HuHgryQ1fLgetJwnzxqCyHNqec8E7RBdab9KK8690z3CCGI2q3r7kM2ld05ZdCOUl55CQlH6ryflFda7jWGKK/fyW8mEcohXflIn/Vu8x7EcVQ2bWmqaFC21Kn0vVv90nPT9uVP+uCa9AT3GIuQauf3FyWaKwiNV2PRuLaSaGqoOrEOqZPopMzBSKbBxznXNcxoMq2oRjYRJyRTB97bc7YLyZdOp7MKU2Hst/zrqH4TwAZjdelIQOiQ6okgUP8EKYHgnUjDgguDpmB27x0456jOOHiHtE79PfeGDNJm3wQjgUH4yI937nnyaBWvfEfIOBIgGQCUPe2h2LnQBr1/fVUbNOAbkLRf/VDbShtM+xOc01e1Q1r6+FJrDwZug6kgTW3ceW3IPdqW+NFYeZYgXX1D2xJHXkJAtEHXTarm85O+Ql5Z1BHSq70afPfWRvU5/SIkS9/QJ9VL6kH6ni3v8q0fyJPg+fJtcJb3RfWJyGv1K4+C/usd6v/yKX+pI/+dF9SFPArk0kZ5VAcJ0lRGZSMPpmlGfklXXXimewTXXSPf1aU8k/N5d3ln8iMfZJZ3lLQ8I2m5j0zyDuRXebUF7SjppR1oV+ILnpd3ERnlv3clLflzj2eGqDnnuv/KJ3/Oi5u2qO7lVZ48N8+XH+nmeeKlzagb9wjyLB+RwepGHciz9qrMyiEP7kveped80nOUnqO8pi2mDO5PWZQx//2WV3GUwf3GnBBs78L1lG2af3n0HGm5T76kmTHDPXm3fjuvDPuLw37Z8OqctULwOs1MCFQmmFtvvXUsajFrJCSQIqu+r7vuumHK1ngiRIXNoPOIT2gTDEgmczCS6Tfho6PpBDqWgcEGu57BJ1Mn0GmXFepNyOCMmJvlRujrsOo1Akd51J1AWOicroE01H9m9ZnZq8M9Qf0QhFMhEAGwN8ibgco7j5bJu0r3nr5b+ZBXz/Mc78uRMIog31NbKJYf3rE2qx2aeGjL2qFzm4l857U1bTntG8kzuLqGXNIESkf7Mphp6xk4kwY4Z/A2iCGr0vFfmxRffmh2tFt53ay9aYvaaUiPPElzXwa7yCx9T77Vg/4s354r7UC+5UG+kQQDaoit+tgXYnsg8FxyM6Qn9atukJZgo/pFMNSLulU3UxkUqAPvSL1LM36L2oE6lIaykjPqwzXvliwBaZJDIUpkI8WF++Q59eY50ktdOS//6t/z/Zc+EkTOaFPSA/LKu4Fp+byHECTvQT6lH0LkXsEzlE0alB00o/KvXuVJGiF00pCu968MNJDahPpxTnrS9gxxBXnxDOVJWZxTTmkjYknTWKGfZELjPuWWniCOo7TUnzymvJH/3mXIprjuk0dlU8ZM0uRTfbhP+eTDb+lrQ9qSdykv7veOkh99SL16jnch/+qAhcFzlEE5vS/XtTPBO5P+/qJEc8XgdWrwW0k0paljSFPjZQbO4hZCQsMXVych9JjJ7eVlv0z/Nc502GWHsur8ESwRlDqpAOqLwCAYdFBhWjZpiJM0BO9kb5CGdJOm33k3e0PeO4FCMHl2hBhM03AveJ73Qph4HgHi3L48r1h+eP/aRNqgkDa8Gbz7tO+0Db/TppOO9iVt58VJm0nbAue0KYOhdLSt5Ec7lcbeIA3xtM/0N/lzbm+QF2HaD9MvnJ+mMc238/KNhHnmvj7vQOHZ8qR+1UvymTylbmGaT/lSH+o29Tu9N/DOI9Ok7zn+5/0k+B+5lTqatgW/pYVsum/altwrvnuSB9edn89z0vRMIK+UeT7veQ/Tdujc/LuQ/vQdy9u0bUpDPQlJI3E8O/Uxzad40+BayhMk7Yxtrnlugv/uyb3TsFF66mWa16SbtjEtn3PguvuElE/67su7lpfpu3Lds6Z14r800/6Sf+m7rh+kL4i/vyjRXDF4nRrJVhFN6Wl4ZjjSiybTwh9+X7QDOocZFc2lPcuYy7MwBvnUWIuiKIqiWD+UARSbwizIjIg5AMnkBG5/TNuRIJlMD8C0wsxkex9fXUA0mcuo50syi6IoimJ9URZQbAiaTBpQZnGr15jKkUw+mVlBTRPKb4P2kj+m1eUW/vCnOVBfjqIoiqIoVgclmsW/AV8N5nIkkw8mU7kv5fDJRDJpOPmEcCRGLC+++OLxxR8+mczlcfIuiqIoimK9UaJZDMQ/E8nk7G0Vn33yfBEnX8VhPuc8bYWi7U8QTP6eTOa2QuGnybn4QJyFi6IoiqJYPZRoFgNZRGRxjy0U7IvJTO4TcdNv4/K7tMejL/0gmRdccMHwz0Qys/KxKIqiKIoCygqKgZBM2xdZ6BNNpq9U2JOLptMeZBb58MW06Icmk2bTeVsflGQWRVEURTFFmcEag4l7uujH5rWIJU2m4LNgTOhWn9sIFqnkh4lg+upPNmKnyTzQ/bWKoiiKolhdlGiuKRBMBBLJtLjHFwGQzI9+9KMjhGSC7YuQTJuwI5nIJvO5PTLjk1mSWRRFURTFPEo0VxSIJGxEAF3LynIbsVtZzg8TwbTC3MpyGk6mcN845YPJJ9P+mDZk94ksn97KVwhKMouiKIqi2AglmtuILMCxkttK73yKy7n5z1PtDxLPcZpG/ueZvgnLXI5kMpUjmb5ji2QyhSOZp59++tBkWvTjS0L52o/tjYqiKIqiKPaEEs1tQgifj//78L1FOAKSh3TSOB4opI2oTkMIp9++Z+o5NmL3Kcm777577JH51FNPjQVBzOE+TXnGGWeM/TEF+2XSZFp1TpNZFEVRFEWxN5RobhMQSYTvK1/5yvgOObM1reITTzwx+/rXvz40myGH+wNEEoGV9ne/+91BZPlhOp9nIplPP/300GD62o9PS9Jsuh/JtBE7EzktJp9MhNMXgJBMmsyayouiKIqi2Bcc9ksyc2D22eKAocpD+JA82wjZp9InG2kOreh+7WtfO1Z074/2ULpI5XPPPTe0ozZcp620FyZtpWuveMUrBmlkFkdobV0kH0iojdhdYy7nj8lkjmQylcsHn82SzKIoiqIo9hXVaG4DYjKnzUQALb6x4hvppNFE/lx33/7A/bSSIZnZosgG7MzxyC2/TM/0rMcee2xcc/7FL37x7Pjjjx8kl6ncV39oNZFde2R2+6KiKIqiKPYXJZrbgJ/85Ce7tY62FfJpR8FvAfmjZbRgZ398NWksrSIPkeR3iXDyAZVWtJ2IrJXmzsvLS17ykt0k88ILLxwbsiOZRx11VBf9FEVRFEVxwCjRPMSYmrcRSmQT4UMQnbN3pXPIoP0tEcF99W7g18kcbuU4gmmxzze+8Y1fS8MxC4Tg8MMPH9sX0WJeccUVg2j6bjnyWRRFURRFcTAo0TzEoKFkxkYsEUxEkLkb+UQUaTKRTBpO15wPKdwbEEqrxqXLLM9MTpO5EVHlb8kn1AIffph8Ms8666zdX/thKi+KoiiKojgYlGgeQiCM/CGRQURTQDoRwXwnnBYT0bQqHGF0/76az7OyHOEU4uM5TzT5WnqeBT4W+lh4hGwylfPVLIqiKIqi2AqUaB5CIH6IJTKJbCJ7NIr2rMwKc9dpI203xITuXppOJHIjzeQUIZC0kXtbvEObiVQeccQRs1e+8pXj+czl3SOzKIqiKIqtQonmIQQtIzM58sikbTuh4447bmwn5IjouYfJPIuDkE5xkNS9kU3k0gpx5NUnIqW3EeFEMl/0ohcNgmnPTPd3ZXlRFEVRFFuNEs1DBASRGdyCn2gps9qbb+TJJ588tIpIoPuQTUTTCnJ+m3w196bRtEIcwbQXpk9F+pKPNJ2n6RT89lwk0yIgJnO/bdTuelEURVEUxVahzOIQgCaSptLemPwyHWkOma0RQmTvpJNOmh155JFD08jPEiG1ibsV5PHV3Nu+miGatKNIJE3pq1/96kEsEVgaS+l7jkU/CK7vl/tfolkURVEUxVbj+X/1S/zqd7EgII6IIjM4kziiyRfS4humaxpF5nFbG8WsHjM58ogs+pIPMogwIqkbmbidQybFkb7/0aJKM+QWybRnps9L2i8T0eSvWdN5URRFURRbiaqwFgxkMYuAmMCRSeQPabSHpVXfyJ9PQ04X5DCt254IMbUKPVsVSWszE3o0ltKi1bQfpqNneB4C6pkWHzHVI5zILl/RENiiKIqiKIqtQonmAoEQ0kxmg3Ym8GzEjkgKSCcNp/uQwSzKoQXNnphM6OJJY0++mogikprV5PmmOXKJZCKTSCUiSpOK2Pof7WeJZlEURVEUW4kSzQUCeYw20xd77I3piz0f/ehHZ7t27Zr90z/90+x973vf7H/+z/85u+mmm2aPPvro0HhGc4lUIpuIprjTrY42A7LI1xJ5jBYTwcxioJjWXXOPcyWZRVEURVEsAiWaC0K0mYghguhzk1aSI53II+JpVbnFPp/5zGeG5tL9NJo0kkggIJ2IptXn4vtP27mZVnP+/EYEMmQUcv9m6RVFURRFURwoSjQXCIQwvplM38idRTjXXXfd7B3veMfsj/7oj2Z/+Id/OH7/6Z/+6exd73rXuOYeC4SQTUTVxu2IJm0nkmoFe4lhURRFURTLjhLNBQAJpHmkgfSFn8cff3z2uc99bmgsbTtktffFF188u/DCC2dveMMbRrjooovGuQsuuGB8EpJ/Jd9KZNVCIOk89thjQwOKtFqlvicTelBCWhRFURTFdqFEc4uBGCKZTOO0kA8//PDsoYceGgTReYtzbKQuWJAj2L7I0Qpwv11DNO2JSQsqHnL5sY99bPbggw/OPvWpT+0mm3vbW7MoiqIoimK7UKK5RaA5FKwgRzA//vGPz+6///6x8OeRRx4Z55588smx4OeJJ54YPpsIZLYkYg7np8lMbr9Nfp1ZYZ4V6LSiyOY999wzu++++wbhdB/NZjWXRVEURVEsG0o0txDIHvKIMOZb5TSbtjBCKF2zelxANKcayaxMFxeptGAnn5Ok5bSpOp/NrEJHOj1DvCnR7OrxoiiKoiiWBYf9kqBUFbYFUI2CT0wiktON1rNPphXl2cMSeUQi7WXpfL5tLm7iIZGIqLgIJLJqWyKbujPB+046f05pMrEL8iCOPTfl4dZbb53dcMMNs09+8pNDQ+pTl2984xvHoiOfn7R5u3SlX5JaFEVRFMVWokRzC6EqaS2tMmfSprG0ajxaS0QwX+d56UtfOjSWtjKyzyVSiaTmW+jiZRuj6SuShvvFEx/htOl6iKJ7SzSLoiiKolgGlGhuMWgfEUTBb2GKaB6Ru/xG8BJvetwM7k/cbLoelGgWRVEURbEsqI/mFiPkLxuvM3NPg3OuuScEbxqPaXyjeNNAg2kBkXunJLMoiqIoimKZUJZSFEVRFEVRLAQlmkVRFEVRFMVCUKJZFEVRFEVRLAQlmkVRFEVRFMVCUKJZFEVRFEVRLAQlmkVRFEVRFMVCUKJZFEVRFEVRLAQlmkVRFEVRFMVCUKJZFEVRFEVRLAQlmkVRFEVRFMVCUKJZFEVRFEVRLAQlmkVRFEVRFMVCUKJZFEVRFEVRLAQlmkVRFEVRFMVCUKK5ovjFL34x+/nPfz772c9+Nvvxj388++EPfzjCj370o9lPfvKTcd49RVEURVEUi0KJ5ooDmUxAPPO7KIqiKIpi0Tjsl6SjrGPFQFtJc/ncc8/NPve5z82eeOKJ2Ve/+tXZT3/609nLX/7y2fHHHz876aSTZq961atmL3nJS2bPe97zZocddtivYhdFURRFUWwNSjSLoiiKoiiKhaCm86IoiqIoimIhKNEsiqIoiqIoFoISzaIoiqIoimIhKNEsiqIoiqIoFoISzaIoiqIoimIhKNEsiqIoiqIoFoISzaIoiqIoimIhKNEsiqIoiqIoFoISzaIoiqIoimIhKNEsiqIoiqIoFoISzaIoiqIoimIhKNEsiqIoiqIoFoISzaIoiqIoimIhKNEsiqIoiqIoFoISzaIoiqIoimIhKNEsiqIoiqIoFoISzaIoiqIoimIhKNEsiqIoiqIoFoDZ7P8Bl7KEG2XsnP0AAAAASUVORK5CYII=)
physics-General
physics-
A difference of temperature of 25°C is equivalent to a difference of
A difference of temperature of 25°C is equivalent to a difference of
physics-General
physics-
A solid cylinder of mass
and
is mounted on a frictionless horizontal axle so that it can freely rotate about this axis. A string of negligible mass is wrapped round the cylinder and a body of mass
is hung from the string as shown in figure the mass is released from rest then
What is the moment of inertia of a solid sphere of density and radius
about its diameter?
A solid cylinder of mass
and
is mounted on a frictionless horizontal axle so that it can freely rotate about this axis. A string of negligible mass is wrapped round the cylinder and a body of mass
is hung from the string as shown in figure the mass is released from rest then
What is the moment of inertia of a solid sphere of density and radius
about its diameter?
physics-General
physics-
A solid cylinder of mass M and R is mounted on a frictionless horizontal axle so that it can freely rotate about this axis. A string of negligible mass is wrapped round the cylinder and a body of mass m is hung from the string as shown in figure the mass is released from rest then A wheel having moment of inertia
about its vertical axis, rotates at the rate of 60rpm about this axis. The torque which can stop the wheels rotation in one minute will be..
A solid cylinder of mass M and R is mounted on a frictionless horizontal axle so that it can freely rotate about this axis. A string of negligible mass is wrapped round the cylinder and a body of mass m is hung from the string as shown in figure the mass is released from rest then A wheel having moment of inertia
about its vertical axis, rotates at the rate of 60rpm about this axis. The torque which can stop the wheels rotation in one minute will be..
physics-General
physics-
A solid cylinder of mass M and R is mounted on a frictionless horizontal axle so that it can freely rotate about this axis. A string of negligible mass is wrapped round the cylinder and a body of mass m is hung from the string as shown in figure the mass is released from rest then A thin uniform rod AB of mass M and length L is hinged at one end A to the horizontal floor. Initially it stands vertically. It is allowed to fall freely on the floor in the vertical plane. The angular velocity of the rod when its end B strikes the floor is
A solid cylinder of mass M and R is mounted on a frictionless horizontal axle so that it can freely rotate about this axis. A string of negligible mass is wrapped round the cylinder and a body of mass m is hung from the string as shown in figure the mass is released from rest then A thin uniform rod AB of mass M and length L is hinged at one end A to the horizontal floor. Initially it stands vertically. It is allowed to fall freely on the floor in the vertical plane. The angular velocity of the rod when its end B strikes the floor is
physics-General
physics-
A small object of uniform density rolls up a curved surface with initial velocity 'u'. It reaches up to maximum height of
with respect to initial position then the object is
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)
A small object of uniform density rolls up a curved surface with initial velocity 'u'. It reaches up to maximum height of
with respect to initial position then the object is
![](data:image/png;base64,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)
physics-General
physics-
A disc of mass M and radius R is rolling with angular speed w on a horizontal plane, as shown in figure. The magnitude of angular momentum of the disc about the origin O is
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)
A disc of mass M and radius R is rolling with angular speed w on a horizontal plane, as shown in figure. The magnitude of angular momentum of the disc about the origin O is
![](data:image/png;base64,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)
physics-General
physics-
A light rod carries three equal masses A, B and C as shown in the figure the velocity of B in vertical position of rod if it is released from horizontal position as shown in the figure is .....
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)
A light rod carries three equal masses A, B and C as shown in the figure the velocity of B in vertical position of rod if it is released from horizontal position as shown in the figure is .....
![](data:image/png;base64,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)
physics-General
physics
, Then
is perprndicular to
, Then
is perprndicular to
physicsGeneral
physics
Linear momentum of a particle is
Find its magnitude
Linear momentum of a particle is
Find its magnitude
physicsGeneral
physics
and
Find ![Error converting from MathML to accessible text.](data:image/png;base64,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)
and
Find ![Error converting from MathML to accessible text.](data:image/png;base64,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)
physicsGeneral
physics
What is the angle between
and the resultant of
and ![Error converting from MathML to accessible text.](data:image/png;base64,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)
What is the angle between
and the resultant of
and ![Error converting from MathML to accessible text.](data:image/png;base64,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)
physicsGeneral
physics
and
Find ![Error converting from MathML to accessible text.](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAD0AAAAZCAYAAACCXybJAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAABGJhU0UAAAAVrfl2dQAAAYBJREFUeNpjYBh64D8ZeBSQA+YDMc9I8/RsIL4FxObD0XNZBPLJHyBWG0kxfReITUfz9BAFw71o/z/qaSI9XUkHh1kD8Rog/gTEv4D4AhBHE9FQeQzEN4B4HRBLU8vTBlB5DRp7+iAQRyKVGVpAfBQqRoybQepOUsvTi4F4LhTTu7yQB+JLRJrLBE0hFHtaFpp0QOAalE/vQvIHkeaC3HaOGp7ugTZUYA2WLjp72hKaxPGZC4phN2j2MKbU0zzQhggblM8CxPfJqKfJ9TQHNI9aE9HjegnEOtQovUEldi2aGIhfToXuHyEgCMQboDFIyCOgSHEB4i1ArEeJp1mgsSyIxTG3oEmKVjGtBPWwConmgmqX/ZR4OoNATCXTyNMa0PY9F5nm/qDE01egIY6rGrlCA0+LA/EqaCojx1xQ6vtCrqe9oC0jfGA5VB01Pb2FxAbQf7SIqAbiheR6+iARXUdQ1XCYBu1jUgo+ZPkf0EaU4GiHY9TTo57GW9QPFwD3HwAHCp8DfaUYiwAAAQ50RVh0TWF0aE1MADxtYXRoIHhtbG5zPSJodHRwOi8vd3d3LnczLm9yZy8xOTk4L01hdGgvTWF0aE1MIj48bW8+fDwvbW8+PG1vdmVyIGFjY2VudD0idHJ1ZSI+PG1pIG1hdGh2YXJpYW50PSJub3JtYWwiPkE8L21pPjxtbz4mI3gyMTkyOzwvbW8+PC9tb3Zlcj48bW8+KzwvbW8+PG1uPjI8L21uPjxtb3ZlciBhY2NlbnQ9InRydWUiPjxtaSBtYXRodmFyaWFudD0ibm9ybWFsIj5CPC9taT48bW8gYWNjZW50PSJmYWxzZSI+JiN4QUY7PC9tbz48L21vdmVyPjxtbz58PC9tbz48L21hdGg+31JHMgAAAABJRU5ErkJggg==)
and
Find ![Error converting from MathML to accessible text.](data:image/png;base64,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)
physicsGeneral
physics
Out of the following pairs of forces, the resultant of which can not be 18 N
Out of the following pairs of forces, the resultant of which can not be 18 N
physicsGeneral
physics
is perpendicular to
and
=
What is the angle between
and ![Error converting from MathML to accessible text.](data:image/png;base64,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)
is perpendicular to
and
=
What is the angle between
and ![Error converting from MathML to accessible text.](data:image/png;base64,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)
physicsGeneral