<snapdata remixID="14134377"><project name="CW S10 Inputs, Conditionals and Variables" app="Snap! 10.3.6, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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s="getLastAnswer"></block></block><block s="doSetVar"><l>Random</l><block s="reportRandom"><l>1</l><l>10</l></block></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="doAsk"><l>Guess the random number 1 through 10 that was generated</l></block><block s="doIfElse"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><block var="Random"/></list></block><script><block s="doSayFor"><block s="reportJoinWords"><list><l>Correct. The number was</l><block s="getLastAnswer"></block></list></block><l>2</l></block></script><script><block s="doUntil"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><block var="Random"/></list></block><script><block s="doAsk"><block s="reportJoinWords"><list><l>Sorry, </l><block var="Name"/><l>, that guess is incorrect. Try again</l></list></block></block></script></block><block s="doSayFor"><block s="reportJoinWords"><list><l>Correct. The number was </l><block s="getLastAnswer"></block></list></block><l>2</l></block></script></block></script></scripts></sprite></sprites></stage><variables><variable name="Random"><l>6</l></variable><variable name="Name"><l>Hayden</l></variable></variables></scene></scenes></project><media name="CW S10 Inputs, Conditionals and Variables" app="Snap! 10.3.6, https://snap.berkeley.edu" version="2"><costume name="Bedroom 2" center-x="240" center-y="180" 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qqxOAiw8BYVc2AZjDqyAiMHjEGytbKkX3/PAHtKusb0nvt7hU0H82bb3jryhsPuUoFw9gOHJwOe1/8x3qHFymHPqKMf+LavqdSC0HP6SVza8Gujyug4aiDAc79wtnwxkjhyTaKQjztTJZ/PbB7jZiu6yR8S5DaR3tsoEEF/AkDcABBadP65aAHwAW6mjTdooRhPOUmQFLBkg5PEn0MWNpObnFbzm5hZzkw/ROBgALpy+wYjx1ZiYseXx4KLNTGAAY3UTqSR8ADJX1THg1Q9VtqrK5QhPAVQZgkbva/DBwBeC/x5Pe88JfNAAHfMggezDfgyP2EwClFJjvxAkpqj78IW3au4s27zFik63NDoDPHDyEBpxRS8e7iNY3dX/04Xe0rXs6MzISRRi69gk2CM9w2MwnJrxKVTablbyMcXOmURb/YbssfnazzQbcer5P0wDsW2T6BKsETut1lB6+6WuuDBjnIdXib6tHZwBSjMVe1FK6SGs6ykwBBslezFmz0FcUedjZLIbbvmK1kfBi10HBSrkyEb96wIBlJy8wVA49AmjCfpuVttL8YOAwKQZyADBn0xLhS2Zs8nND+4uiDpiXAGjT5osPAva0drQB//0m5j3xG2qtLe0cvFEzYKiehd136EE6PzW5qIB32qChNHJkNW3d2kar9rbagiuOP7e3XRwfuOcQjZDYcKXJgHEMLBhs2Nrwu9zWvrSWnnlnY0b9CtBF4o3KQbUFe9F58TKWbbNOXsYFuwmPF9YA7FFQupu9BADAf/7ZQsOxykOzekXLiSxwehZ75PEQHmQCnKy4FSpouxJ+krc1zrEDYM4DzZfyDMCWfNL1pgqcr8MMmcfNxBKb87K1AXM8cYnn4I0DgGH7PXbFCDqpZkhRATCzVzcABoC29T1RsGEVwMqPH8bi9tfmzeKfW1raRGINDscaPXmg+B2VmFr2/7XgSTds2azEZDFfr17GHl5HBe2iAbig4i+Ni/sF4Ex+aMkrWkjCDPMBjMvhReKYCcAykGaqGjnU0DXSZKIYQ3f9XWbAcllEGRy9AjDs2Q9IKTMZgHlVcQ/ycf6dbdoagKN1wmo/uYuWvdREqbrkFA+AmnfsoCr6cM8eJbOFihxMdsqFUwSgAjT37m2l/YOH0KjjfejEwYMdgRaA/N7bH1FHRyftOHhYgCja2437MupX3ncc94y/+9SU57x8EHK0YeW2vBRfKN/2N+rsfJEQL4vmJWa2NN6W2XehAbgUVzXP9xQEgOWSgJkwJDMphgBgsEC52lBAABbYbTphyU5eQgVtZr3KqIYZ6KX6xlxzWBSNMHNVZ2zJCgAWojdtzzj3AUXBBrZpT3LQGChLIeZ5XeO+XFQMmBM5wPkK7bSr86O6V9lQrTKzs8uyUxX6A6Cd2CyD8rY9R6j9/cMiLEguBsFZvDDWqYONRA/QADg1lV2ciy/YVT+KMmFGOt0gnnHZNpsUu2zc+14eXw3AiJuzViPP56ycr6UTcSRnLTIzaX+9kZbNvcV1ZsxNBLARkZw0gx2yhAramg/aBGB+aPFfAYQWFTSrk0VmLTMO2Gq7NRgwcjYbZQGtxR9EYg7THu0HgDNlClOpjN15AX9EgIILT6+UyOQFpzINwNEyYADwKRPLlezOdWMG6ODkdVy+54gYkZkt/g0gdWK0YLMnbPiQWjc1U0fHtkwhiJqRQ2jZ1t00/R/HiTEBwioGG+AWsk7JVD8aOSTW4guw8ba+sYRmRxBHG/ae4zgfoNo8ehD1eQ05nY2UPrAmqT4w7AB46DmzEpsTWgNwHLsm5JheADgDvtiNJsgKByqzehEzQ7YlI1xJrqcLYGTmjOkKFa4FgLkyk5x7mp28WOW7IEU0c9kmURLRDwCrgby7IlIGgBcs6E6paQIwhylx3DL+dgRg9uQOuS5JPj0qBsz3GAcAA2TR/tj8txybMjtO4Tg+Gr2yWgAtVNKwy8qMVjhAjTyTTq+upanl1TS8poYqKivF9REat2BBXagQI7e9IAA43Ugz9moAtpMVABNty5ED4r9dpgod/2Y1euadJTLAZOKf6NIxE3OG1QDstiv1cU8SaN62mVbPul7Zl22+AoCl2FcufC/HBcNrmQFYLsggwolM72SAa6ZogiWsiTNsyXWGhc3VDGPCFMCARS1fsy4vfpO9ojnjFaejtIsDtnpTMwAPb9kk5YY2ABrzhW1ZpME054+c03aR0wzUnoRfpJ2iBmCA4Pl10Xo/szqWNSIQNbPbj485U3gu2zW2z777140kagq3tWax2olnj6Pq2jFZH5V2YwGA6/IAwPmofpQ0Bvxuv160b+PbJmvdKpZAfi4zrywjxlAcx/MJlfzQsWPo0Kl9qN+Ho2joZONjKac11Iv3ngbgIn1RFcu0OQzHOl9WN3O4ELZ3epJRdEEwWCkxR1apQileWDwUppcxAPFAh6k+tgNgqSyhYNYrVtP1933LCA9SVFUSRRRMu4sdAHNCjRxbMnsrm6prAcA1Y8X9reOawWlUSPIOwOJDQZJLsewBP/OMA4D9JN+wi4+V70FWMyMGF/G0lZYQH0dGe0oZnf7xKXTm4YN0fHANXXCWYZ/+jMlsvcrr2vnfpnOunyJU2EGTbLhdK1+Zr/INwF5Ya3eKSZO1EtGwYeOFyKqqpmQc2jraa3LEuN1tLTUAu209fTwKCTgBsBwulJXZypIZi1W1nHay/7/9W2ZqsoqXARgHs9irpbwgJ9uQr5nJngU1thnaZM09jXSU/L3LDFjEC1tSWmbFE2OsdFqUQ1QBMF+L7c+c8tJO9hqA/e1KvwxYViE//vSazMUQWzto0FBHe+2m9Udp86tN1PJSkzgPdlonRis0OFLrVlN6u0cGYDBu2wxq3oZy7JWP4gtRADBYK5rMXLNYq/hiNwhrilLGP03W+kFtJVVUGF7gYydeEIHUXIbQABy/jPUVKJOIwiqLTDEGMzuVnP2Ks0NlwoCkvM/WZBxCBW2WAZQBOAOQeOZMAOaiDCIjltnYG9oNgOWQpywnLBUAy6UPTQCmdesyyTxkBuwXgG94ejmVldurOIt9z8XBgP2ooBmAwWDBbuGNLMDUTGAhM1v8/s7LO7LiZy+onUqfG3++sNO6BT5pAO7erV4A2MpacTbbW+WQJS6MwJEUKtaKc63M1ZW1RvlwaQCOUpp6LDsJCPutIr+xKl5XpGY0w3CgsrUmqRAF76WUkuKaJgDDcxqNWSoXvhcfvTKAy2kqzfM5yYeoy7vrYAYouT6wGFgKeXICYGHPRQyyCfLIpjVTZOBaTfWTjGAlZsiiZrBZr1iw7e3bhROWU/bsGQsfocpzYdMkMr73S6vFAcCcgtIqKaibP3WGkd0JbHfA2Wdkhf+A0SKWtv2jzSJZhYijBUOq7idA98bJk+nmCRO6nQJ9LkWxALDxDKXF/fbq6vJ5lz66pxtsvaD/1LxePBeIhWDWipHZ3poX1urjVly7agB2FZHuEIEEHAFYqp/LIAdGKjtL8e8AZ64VnOXNDIYJe2tdnQBaODEJkJNsxVkAzBml4GmNxvV8TRswfkJRBAH2UlpJWwA2001yHHAmoYjVVmsWX8D4MjvnRB0LTJsxvLKdAJirPEWwNIkcImoA5iIM1kQc7J0MAAarffL5P1HlKX1zPJC7avsIOY2qqabrPv2vGVech+ctoh9++Zu+7bay0DUAW7agiIJQOyYBgEVBlRn3Z52UV9Ya5ROjAThKaeqx7CTgCsDWOr02A3EcrgA4S5gSmDLY5IaHvkzTfvS84VVsjovhEF97/VO/Fc5WfD6ALEvtbTpuia99JNfAP1Ipg62KH428zpmEIAzwihSSwhPazEXNajCu/4uhBNutqDC8tgG4Fi9wp92Ej5OLb55bsnWBgwIw1/tlhsZ/Q5ZchhDMFTHB7+0xwkXQmNVy+kX8hsQV1pha2TaMPivnL6Wbv/jVggKw+Ng06xr/PN0Ua5rN/DBgdwCmum7zUVG/dTUAF/XyFc3kOQbXOmFOnjH7Xy+j8d/8abe62QMAi3AcC8OUUzli7PnmuBhODjfKqL4Rl4sXmJR5SrbZMQALm7MZowwW7gWA2cNb1CM2Y5KffexbtNj8OBCgbDLdHCcRl5XVAKwWkBWAuRf//vPGRrGOxyo7swawyw5lzQplBeD6+gZah4+wEE9iWAZ839JFtP7AfrriC5PpuXd22FZECjHFzKkagKOQojSGBuCIBaqHU0rADoC5M/ilsJeySlg1iqWAAl6kQmWLvNFV/cQZorrQpElGJiyE+mBcE6TBaK9ve5s2txrMRzBUMw53kuJ6qM6Evvjvp6pHd/fAPMzqTd9C9SaJudqNI/qZikv2VN1vjh9oy6RSdNujP9YM2Kfw/HpDW4fn0CP+XQOwzwXw0t2DClozYGTSSl7TmbCStyZiRu2rltKyuwwHKVWDQgmOVR1SAYOcfhYAZhBl9a5QSSPzkBQOJAAYIM1AK4EleuN/YJ8M2HbzszIcuXqSfEw1jpwikwtGONl3PS2hBmBPYrJ2AgD7iQd2A+CG+gbDzyDQbIyTNAO2CE8DsBCIzoQV4qHSp+Y+VABGJ4ATKmUzn8zomTOFfTSrwYvZTO0nAxgY6rfAajnpBTyVzRNxjG2+OG6Nk2S1sqPDU4pof5vBhpPU7nnhL7SrrG+SphTZXILagN0mEBaA5WIEcNpaecevhAo6TAsLwLinla83ahV0mEUo1LlaBV0oyfew65rs1Y1hZnJCmx3lpATCWcn83QqYXB8ko+aVLiSzE+t5fMwOgFG9DvbW7933Ww3AedyyxQDAKKDwxm/X0tI7vxNKMmEBGOf/8/JFdNu8OdoGHGolCnCyBmB/QscLG4nQ0ba3tGSdvPPIYeVgyAcqt0PHT/J30RLoPXRHM82b+bmiuhOA7/i5s2jDa1upoSG00jjye5/3xG+otTY/5fUin7zLgHEBcJiiDAhZujE1ITNzDcAx7QqtghaC1Spoxf6aaVYhcWJV8mkd7e3EMWqtje3i0METt5Ss84zdI1l15DDdf9EnY3piox/W8O2qo2NH99IvFy6R60REf7GAI2bFQQccI6mnJRGA5YQdkJsG4Jh2jwZgDcB2WwsA7CVZuirrkzzmcKkmLUJn0NJ9jILZaDK7tmPW8njMspPKrosJgAG+nBBD2JwTyH6x9jMevJsqp10b01uwsMPGCcBIqtF/wijfN2gFYGTNuvDIELr32jm+x5JPCKuCxvvjokcbhApa2KWbXw01H6eTCx2GJFjhkQOUWmDG5cd2p3kaWKug/QnaCwDjgbhg8mRXmyEchH7U8F268kp1sXo3pSfYNYN1a5ehFm/rna0W93d38fUWAHzrN7JKDsZ3teAjY01uu2sanfDHl2nysCpRV1iRQTP4BSI8E7ZpkS2sBJsGYH+LekIeagJjRhqA/a2La2+fANzw9xxhV39+FrX27aFhSF4AGEK/74fz6bGH5juCMMIXOHTGulAoT7e/7W16e+f+rEMrVjxC6956l666aJqn3LPMru/eddB1L8TZ4bReR+nhm76WeABeZ3pSN1btorNGjxUZtZLaNAD7XxnYgIMwYNh/PzPmY5liDLhyUhgw5mIAMLyx02JenYPL/AvH5QzI4JWGxjzkgrbPhNXjGTDyXn/+QQ3AfnY3VEwAVLR5P3hQgCca1NBomWID0qDoj/OeeuonGYYMMB1iJu1H17vu+jp997s/ypwl+r+wSvx97613Zk0RTK6QrRgAGPK87pkXxUts39TLaPGa5ymh2mdjKbmgRCEXNqZrx8WA8RQcam2m067257xWDAD87f/4ovhAiCsbFsoRbli5TQNwlHveJwPG/tUA7FZk2bJAMgCjBB2H1ogi7MjmZKZDREpE/P3APbfTZ81CAFaQBbOe9427MlcAoN8y+x/pBz/5CT344P8Vv0ON+nJjYxawJwGA//yzhUZJwAS2R64cRl/eVWUWeiB6ZO4s+srXliRwpt1TEnHTIWNQk3qDcQFw+8ld9ObWzb4BuHzPEbru01OzxIVCDP/v6jmeNFFOcg409DngAAAgAElEQVRrA8bYqAl85qevoLETT4oFgPEBcrRlN72/vpMuqj0n5mpI+WfAqkQqeaEsGoD9vYK8qqDlUWXQlAH4hBNOEN12t2zKshmjz+OP/5cAVLxkRd1YqTE7Vs2cAd1a1FsDsP0619WlREYsYexNG5mz6lPJdb6S76TOWm3J33ZObO+kAbDVAQuCSxIA3/SLXxCKyU+dXi28s1ftbY10bQHA+5reot47jmkAjlKyGoD9SdMJgGGfveqqr2RYLYOgDMAAW1Y5MwBzzmGeCQAXqmRmuh999FHWJEX92Pu/bxQRMJvIBnXv92xtyoUGYEzzz8sX0ab7vu9P4DH3RqxvHWqLmir6dIqE+jnJtl8NwME3RVAGbAfAL9xU51pAxG22UTBguSBDHJ7Qwv6bbqSxrf3yAsATdq6gyy/9bI7oorYBu6UQjZsFt/1wPlW/sYQuHTNRfa9rjKpu3LQK2iEMyWqjtUrUymbrUVVHoZKVAVgUArjq+qx+zHJlkJaZteqBTwIAt7/eSMvmqj2+3V5ScRxHWsHZU/vTQGxy80lD1SI4YN2yYqdQ5aOJQgziKUgJFbVbiFkcc7Ub84anl1NZeXU+L5mXa8XJgJe91ETWusBuN2WtgoT+KMTwUQQmgCgAGOkoHzazYWFuUZclZACesXcIVVSMiFUFXb7tb1T76uMagBFypQE4+9F0U0FbbbTy2VaQBGCzrdfaDw8lANqusVqanbusLNl6ngbgbIlwrG/K4mWVBiU281GLfzAwG7ppqoeWusAObfKdzFj4CFWeO9kNP4rueFwAjLKEoiShuc5eBWOtgpQ0AMZ8JtXXU90CIywtakesfAJw+94d9Ok1v4odgN3Yr/T4e90m/vtpFbQ/mbkBMEYDsD6y+PdZA8NRSuXtjE4cWsQnoO/2XQczntP4HWzshm8ans2TzjpdeEbLzl0agL2voxzr++UVO7NOhAo6+wfzL6OAMF3/VHc5Q+9XjK8nnLCs9v74rpa/keME4Bd2vOHbCcsKwJvWH6Un/7qM3vrS/NBCiYIBYxJwxKqcViv2wytdROubolOgagAOvczqATQA+xNsNwDLm9vLt5S/63jtPXrYABFrXAwAjHtCrd5CtwVwuhJ1AbvXUPxLkV80q1hDXYomJSwuCbHAF988t+RSm8YJwGDA59dNpuPU5XkrylWQcBIAePPTK0MXYsBYUQEw1NAPNS2mb35ptrivKOOBZQCuHFTrWW5BOuaDAXt9Y6s+Yey+0YPcK2kA9ic2BmCwVm5VVSi2YCyLU2yvvyt56w22DbbsxoK+sn47HTve4W3QGHsVGoDh8Ty7rD9dbk2wIWoGZ984sv5oAI5xMzgMHTcA+1FBW4swYNorf91Ip1fX0n9Nvyq0gKIC4D+2t9Nn77mHFsSghtYAbCyzHXAH1jVoAPb3/DAAc4YpgJ9I3LBzK+17v436nmrY43bu3JAZeFRVd9qwgcNGZn43qt+azfaTzOu3mvN9zGtsT0SaykICMFjM+Lkjqc9rW4WwRpX1p+bRxtqg4hEIMbKPDag+QCIjlsR2hWo6lTwGjDnd9uiPNQP2+BjDBgwV9CkTy+mkmiGeWLDKA3rl/KU0fup0um/qRR6vbN8tKgDGFc6edwddOeM6EQ8cZThSKamgvb5R7UqXqlYyMACnG0RuhDu0F7S358jOBpxOGyFBdkz0kf+cT7dcMI19ekTfXbuO0cldO8S/t+zamzWBYcPGZ/42GHb39xezbO5gZ1uWB0wKAKfr6wvqxGT1vbFoooXIANRwZeHQJPwGAIaHdH3CVNAagL09t9wrKgBGDPAPv/xNT4VZ3GYYJQD/72eeoo3bWgmaHjSopaNo+YwDjlsF7QWA/YCveD8EFbIGYH+ScwdgdXL8hoZ6M0ZXvfzycWbXmNkTK74vgbpRbp6Bu3n72zRm+Ogs8Eb5PPzG7YPetTR5wuX0k539k8GA4dkd0UvB38p5742X1wIzKQefBfBtoHQiU1Pe88JfaFdZX+83WAQ941RBgwEjH/TACWd5YsAqD+iG+gaRwc7Ly9xN3FECMIAA0RNRe0OXCgB7XS8NwG67Vn38hLp167KzVgQbx/asfACwfHE1cBvbQ7Dqr2bnfM78foHxe4coe3iQ5jXWJAKAwzBgFK547qnfulaZCrvkP/nxLLrFkoYS4UlgE0kjwLhXDcDeV5wZcBgAFqrd+csTC8Dfkbyho0rK0ZMB2AtoawZsPIMFA2CwuhW71tqWFvTDgN0B2FB6IIlHXR0qoMhN/XtiVNANhs0jSGPnEjCG52IKB0KI0s9mp3KdtOpSuWomPHXS0+kUH4yucYH3vCd+Q621/ooLBJF/Ps9JCgNWOWDBu7hs/Z5IPKDFk2zRCLk5VLqtgzUph0ge43aSy/FSsQH7BVMv/Y23ccCmVdD+BGcbB5xO07M7l9Dl1zyoHFADsCEWgG9QABbM9Kt30rNPLhFqd7xYGiJGNfhezZ96WQ4Ac3xwY9Uw2w2D+sG2DyJU2Lj3wE+q/T6tQzYms4yiv92c3N5JAWCVA9ZDv1hMny8fT/deOycSAUYNwIKJ1NfTbTfPjcwZqxQAOAiYBjnH16bQAOxLXJRPAIYtuLHpWbryyikKB/jiZMDtq5bSsrse8Cd0szdU0KgUBaczls07W/9EGxYuiYxdoirS5F1VWQ5YgSZrniTwFuprMgA4jjbjwbupctq1cQxdsDGTAsB2KSjX1dW5hv55FV4cAIzc0Iua0nTbPOMjIWxqyiQB8JYjB4gWZBeo8SJrL2Dq1/Ybiv0ajER7QXtZPO4DAK5oacmcwh7J23etFqFIUTLgUgRgUMAGhxSbTmshA3Cmn6l5gEPahoVbQ3t9IkkHvJ85N7SfvaHsa3pPx5lBC8k48L9SakkBYFUGrBXLHo+kDCGvVxwAzM5Y0+68mkaOrA6dGSspAAyZ/cein1MqgKuPXwD20r8QAFw+/evUOeJjiXzc82ID7gZgwyMZDeFEAIE+J3XH/Mrxvzg25YJpGaFlxQDDoeplhUNVmky19izzvOxUTcVoAw4HwKiV/BtlSk+ZEf9y4ZLAqt51CN+weECrXF1ZFd17WJVYmzqFKhwvwbU/nkW/XIgY4xh0z7wrNAB7fhn5ccJS2X8RfoR6uDdPmJBoBgyBWFlwGFtwsQOwFzANktsw9FMdgAH3eAD+TGWl5YG38UqWEvlv2fwSjTrzwsx5cgwwfgRAo8kAzp0B5AgnQquqgjra+O5a+/Iqmj3z3zNjGvHAyXbCGrqjmebN/JznF6bcUcTnOuY+FpUSaPHml2h9U3/63a9/7ctjWlSZEpFenAFLnSiFH7rGnbuo966dNAo24zXP53piwO6bovhjh025BBJqQk9KAgO22n/h/Twf3s/44HGI+fcr0jgYMDMzFGhgW3AYj2gNwOpV1QCcLZe8MOBcADa2u5qRGsUZ7G25xg3YOWmJ31N1IpwIjTNviSum08QJO8DA4ZiEOGAZyNlLOile0FVHDtP9F33S7ztK9HcH4O5hkRiFSwcipaSXB8Uo/YgYaiPe2vw/kR0LDTm3rc3JaQt1hW9enPb1ERBEMPhwQFGGUmpJAOBs+2+KHp53B80ZMJiuusjQZIX1Vub1iguAMb6VBQetkpRPADZeiPV0x5wblVs6iArajQEHsf3yR06o504zYH/is6+GFCMAC/tebgpwA/BzbX/Z8cHGeT0NgI1VTQuPaWgX4lIDI2mHWB1FWcN8xg3XrfPvlOJv5+e3dxIAWLb/IvTonZd3CNsvt2IAYADLP8+7gy6+eoz4YAAL/mPz3zwlIJFXvCcBsBtYy3Lx8mHv+ORoAPb3YkkeABdXHLBgwLd+I1A2LDDUHzV818Yr3H4doYFY/eJ36dnnXo88bIltxuy01e31DK1G6MfT8+bUAOxNVF5twLKKmRNv4GNXfjkXAwCLz9B0miY1IHOX8bEeRBVdzADsBqgFY79icfx7QWsbcI4N2GBbdipoPAC7RJIOVTiR8eJwVEE7MmANwPySgYzRkHozNz+2wYahpv/efdFk08rYjOWqSQUq2nDD08uprLzaGwoVQa9CM2BZ/Sw7XsmiKxYAxpyRI7rxpdWZsCS/qmjOhPWxjhOpomIE9eryXsox0HaLUAXtB4Dd+vK9RPZprQHY3/YIwoCNQg0pR5tRTwHg03odpYdv+lpgBvyzn36ZLr8GXuHZj0q6fpLpPGWWFcRHi0hOYemHrEBi0yOtZLjHyKgrbNiKjU8w9noO7oXtbzd2956x8BGqPNeoxFUKrZAALHs/i5q6v3+MFuRknCsOG7C8F66d/21qGVSbKdTg1Ssa8kDb1/QW9d5xTHiBlwoAF5T9agbs/1UVDICNZXb6Yu5JAPznny0MnA0LajTD7q0GYF7RtXNn0RkjL1WkBk1Tx85+tCH9K1q8YlVgNTGw/V/mWnJGo1oSqhjmUfXM9wsnrKgYmf+nIvozCgnA7P0MVe137vgqPp2F57O1RSXvOJ2w5DmzPXjyhZfQ1OmGtsQrE85nLmgxsTwxYA3A0T67sXtB4zFE8o0KUQc4e3s/8vIqZXEEfsCMB1at5IgbgMH2NvU6WvC6sWDAsQGwpAoWK4P8zfAQVqrwiVaseIR2PvlLAZh+ubA1Y9ZPrxxGH33mAvqKpYhDtNvbfjTc48U3zy34+kZ1v3ECcEfHNvpbxYe21ZDY+Qo1f6ef9qaoFZ2bc73wDFiummaVuxEtkdtETvKGBhp33dUZEPbChK0AjJFjZcF5AOCCg69mwP5fF0jJP0yq4yuPYE3EgRAhhAfte7+NBp5STQOHjbQFYKhF5XAjHhflCFWMz28xhj+2t9Oq1i0Ff0HnE4CRvxmhQHTZZNsMZc8+eRdtWbHKd6zuqn+9jAaueT6TMQvVkuqFetv/noriDA3A3qQIJywA8LJBu+n81GSlNzDC3Tjm96MFKaqvVxU9UQOwEyjyDO3A0dsdhO/1JBwhH/tvoYpmFu+WqrKYARgSU9EeDcDh95J1hNgZsB8VtLqur5oBr315vqjjywk3+MaQ6xiNE3Q4Zdfic5Cg45YL7szEDqMc4R/baxIBwJhj++uNtGzuLYFWX9hdRcyrQgVtZcB8hVSK3pozkc66/WabcK60UIl7tQkjWRYqwQrNhul0FWeuZ0+CSqXotkd/XPAPLE9z9dApbgZsB8CsfgZLvHrIJXTvtQcJtX9TChuwh9tIZBdo8PARUN9QTzUXfomu+MJk4Rm99qW11Dm4TDnnYlZBqwA4EeCrGbD/58MPAMuju1VDeuQ/Z9vX9pVr/mZ2Tpqg8pbTW8oADDBHA6DDKzjdp39JADC+2oVDjKX6j3DCsgFgNyaMDyVoGrx6R4uqTJzuskBezzk7VwOwp4fZiQEDZD4z5mMCiETM77z/QAmNogRgBlkWCuesx98AXzw+hk14EZ0ysZyuuexS0dUuRlgDsCHJyBVc2gva03Ob6RQXAMdtA06KChqCbN62mVbPut6f4M3edgD81vdvoneRpN3pCcFbB/ZgUFgLg4YqevH9812rKnHmq4E/el6M8IjI9Zx/r2eV8O554S+0q6xvILkm7aRCMGCEHp04eDCtvONXJIpyiI88FA/JLwOWwZLXJTesLviKQXMjf7/WNzTQn1v70T/dPotq+p1oZJCzDF/sAOwmrbyHH/GENAC7LU32cQ3A/uRl17th0qRAAxkAjBCjbK9ULwCMlwpstVAn5niwphuERsHNiYozXwm2rfB6Fuksq0fTc21vx56C0ipADcDuW8qOATP7ffL5P9GI/QNo6Rc4pMsegIvNCzrzzrcAMKICbv9bMz32+PKMXdjqHa0B2JkB5+YpdN+LBqXWiTg8SsropgHYl7hsOwcGYFF4ALVY/QNwZjLCiGtN3WgkUoHDjVP7CJ7V6TShGtJZo8fStB89n9UdQ8++507xG5J+YMx8OWbNe+I31FqLghzF3/LNgGH7HTuoilbe8VVh4uhmiKUPwLxbAMQ3PfYYtQzaLRw/ZRAuZQAOw37dznVVWWsA9veySgwAm3Vwc+sPqzNyJUkFDYkXEoARmkQ5cbOG3JzswGA860S1wrTwrl685vkclbVQUd9zp5EsJJ0mqPfyFRcsnNMstnF/uzs5vQsBwJuf/oOI+X3gyksIjovMeexU0KXCgOVVh7PmrT99KKOOZhDu6QBsB6QagLPfGQXwgu5emuwiCNkT6y6cEFEccJEDcLq+PlCNXODLfff9JCfBhhcVdEYFhyUQACyzaHcAFnZB4fkM15yUAGxrgwr6W/deL+JG4dx19/2f8w3AGENVeckNHmc8eDdVTrvWrVtRHC8EAP/uu38Qtl+EIXW3nsGAUYDzqaWLaN4fVtP0fxxH1316ag4DfiXdSDP2Dim6VJROG94NQDPvDMsgQc/LmUsIBgxzSqyx2AHeFHkFYJHIYecGMU1rGUD8xqUC8W/06/5izl0+33HAPRiADYb5YNb28APAANC0TwbMma+mLFwiAHiSQ7YrI1uXkaMbznVuam2+EeyPf5mLWHFytUWrng3EAhtJR4q/FQKA97/5Do14Z6Ml61XPAOBr5y+lN98/QjO/cAmNHFmdA77YURqAu5+rfADwn5rX56TsFXQPL6NUHfV4AM5+zeWqfjkOGLWAkZDDKRGH1zhgviYAv2LIqSLBh7UhIYgcnjS86pJEhSFhvmEYsAqAEcdLDQ0GQ3VoCEnCBh5+z28sBRucGTAyX/UeVkXHzhtJDz+4ypGh3nXX1+kbX/mKGN8LAAvWfNVoGvipc2nf/pM9h0NZb1MDsPuHh9UJC2ccpy5iG/B3hAd0neEoL1ppAzC+Ix9evihTrhB3rEpPmf9qSA00e2p/OqN2VM6iBqkHbLczvABprDHDDgzYDYDdd3v+e+SVAbsBcOYRFsUYOHOOesk9xwFLFxUq7wsMh5/ulhsfnEgAhnOSQoXrtmUAVkZBhmwGLLwJES7iAYBPn3MjnXX7o7ly+8/5tswTma/QFq854JqwA57SD5gAj/CmO++fb+uIxaz3/Cln0oG2Exz7uskGHxZGkpLib/liwAzA5XuOCLUrii+Urd9DS+9kVX7pAjB8Gf55eXPG3gtZ2CXkSBIAP/unP9Db31lMYydeEGqjewFf4xMsuwU9TzlZDcD+1jCIE1YSqiElzQkL4BsEgLFasoo3s3rmRk65FEJ4Fikkb7g+x4saAC68oBXnwyY4fu5I6vPaVk8pK0WokhnqZAfAzHoBmjOvvJ2gJbn33l8GsouzDADmKMpQCi12AN66m86vM0KNwIDRkAMaLZsFlyYAi5zQSH9rMVnYpaRMGgDvunMRDZt6Uait7gVIYwVfge72YUiaASuWVwNwqD2fObl91VJadtcDgQZTAzDSSdaTIwDDgzljJ81+/JyYKjJfoXlNuAHABhMFIOLjC160cppLgO9td00TZgL0WbFiLd1771ciCVeqW2cNrwok4oKflC8AZvBlAM4komhI0zpRwL70ABi+K/fu3JADvk5FGTQAG4+EF9BWsWbbB0oDsL93jX8ATosXrLpIfPe1e1ImLHHXabzY6v0J3+wtUkF+dXHWubC3b3joy3S5JS6XO3E6yvHf/KnF9kvCWxmpKFXOUux8hYo4XsOJALA/avguXXnlFKG/Qs5dPtdIxmXEMRsAbcjBax5qN4FpAHaTkHEc8gYDVgEwjj88bxFdf/kMum/qG7aZsIoxDAmaMIQZ3TZvTpag3MoSlhoA+wVSr/19ga9mwN4eVrmXBmD/MlOeEQKAZRtr99hGQYWUTSINkQFLoF+uilYwAhv1r6gYQwBR15D6zFTsABjXN9TTRj1jAb4SOLtJFuOiOYUo3fD0ciorz3XMcxs7acfjYsC4z/a9O2iZqYKWAZgLMaDPmmfaaOPjy2ndglRJAfCk+nqRyEZusPuubH7VcQv0RACWn3ivAOz9LWGKWzNgf6+eXAC2xAErnKKM3KtIn2h/Lbs4YfsiDuqEG3ZlCpNmAx66o5nmzfycP+GbvQFgD9xzew6TFbKyADC77QOAVTVdDRVjvS3AQt3ttUiDfDOGmtx40WFteX1h74V3tBv4GiktDwiP7fHnGaFJaKiK5TSfGQsfoTP/14Sir4oUFwA7FWOQARiyBgv+z4+fSItXrEpkPWA/Dw+eg+/M/zadc/0UEWbEDeBrV4CB+wB80fY1vUW9dxyji2rPiT/+tMHeCxpOWGFtwG6AGsT26xt8IVQNwH62cXYqSlZdcgwwRuIqRPKo1jrBOCbHCOPv7jhhIwE8N7yoVXWCK3YdNJ0orIyuODJhVaEm6UWf9Cd8FwCGHffyGfOzxzTDjjpywo6Mbjjn5i//NFDiC6fJG2pyw0Md4Is9YvydckzQIYD3qtGCraP05OXDRtKzO7cS9tCG15bQc085J+mAE9bF55+nAdhmcdyqId2YmpA5EzWB986fJ/5WfbwVkwr6vqWLaHPffjR1erZ2xE31LIOwBmDn15UGYKIEhiGpAdFauBs2SOOBzv42s4sPRlyxFdi5VjB+59rCVVV9BPtOGgMOBcA2+aDh8AQVtKjTi5YiWjt3Fs2e+e85bBkfOegHu2+mf6DPAfVJctUmqLirqqZkqusgfExV9IFV1MKbOQWg7ids05jfc095K+6AWOCLb56rATgAAOMUKwsW2c7SZEnOYW6viNJ+WvdfVMDOIoC9W+XxrFI9g+3KavlSBGA39ot79suAA4GvuJD2gvb12g1iAzbUj87hIXaqZrv4YEw6J/Wl2AVGHDDigzuq+ol7EyrPv7Pz36x/OTEvZgHAt34jJ9OLl8UwvIxzCzLgo6ZixucygCqcnBT9hJR82l+9zEvuY1e1ybA353o8s3OWoaI28hCz6tpPMYdSAWCUrDzYud+z16nX9XFiwBiD44F5PLDgVfPnGTWoLS0qoIwbgK+d/226IhPX3H0TiHnuHFzmSXT5zwUdnwo6agAODL4agHP33pHONhrZt79tXdV8A3BUNuCkAfBpvY7Swzd9LVIANvYz55hG2UEwydzUjADqH/zkJ/Tgg//X08snSCe7jwTDRg/mne0BDsCefeW0TIIRzHHxE/9GGxYuoefafOSGTqXonh/+oOjrAhcKgO1YcM3JE+jb53KJwuJhwNf++qd0enVtjur5lS6i9U3eoaNUADgI+GK17c7zLkGbt4hmwNmCQXzqxLPH2ZZ10wAcBI5yzwkDwN1exrcoJpMWoI4HQ6XSzwf4igfWpmgEjqnmIAo9mOFJmZsy832jrCFYsIjTdKPDGoAdN6gbA8bJABvZFixUtXf8yggfk0ZPOgPGPrvo0YackCPcgl3CDTvhaQBWS0YDcLZcQtuAAcCVg2pty7ppAI4OgP/8s4WBsmFlhfn4UFLGAb6Gt/JoWJRpv8RUu8sSGikz4ey17/02mn3mhWJvwb4rs/BuBoykH6piHWnat3OJ4Yy1cElOGUR5Ve554S+aAdtsUy8ArGbBxqt2gWT3TTIA23k94x6EWn1vq68HuacAcGhA9SVVbQPOEdfxpibq6NhmW9ZNA7DfHabuDwYcBoCNfNBqsLL7VnWr9+t0Zwy03Oe5NsMpCkn7Z99jeDszU33uqd+Kv7ksIQPw4hXzafx5s+iMkZeKJB0AYS5XCMgFCAOcmbnnvuBBg4me3blEhMbYJQbRAGy/kl4BGLbgKRdOIWTGQgMLRorKdVLqxiQDMJwuf/ar/1Tafr16PstS1AAczXsvZxStgs4WCeJT17+5MQAAG6Xncp2t7OJ1s68bXSYsQ8UJxyu5Jc0GjLn9efki2nTf9wPt7O44Wy9WHeMScIB68slfes5oxRODPRf2ZISOwat8165j9M7WP4nUlGhydSZ4Yq99eZWomIR0k5yxS051aWTCokzd2XoRJ2x8ewsPaDgDTf8EjRjxvghFQhUtcZeSlzzGswPhG3/+c+o1oTucJpCAC3xSIW3AfOtWj+hHlj1DI944TDd/8atU0dIilRcNJ6w4nLDO+sWddM3HZ9DYiSdlTY49n+28nZ3u5FhLJ72/vrNo44Dd3hR5Z78Qtgbg7C0H79wNa56h0z8+RZlRyJ4Bq4HPLjGGdaMDHETqQov60ckJK5Pgw8Pzn0QAbn+9kZbNVdlx3W+oO87W7bHK/gwBC0bGLK+JrRh8u5PWm9dDjmfTJmuED7GXrMFSH3l5vijeMNOmKhKnuES4GADWLhxKlP7EnkiRSMjBIVVGjmmksMyVlaiIFFGIjPtKxNMjCQCMO0OBBpkFy7bgpDJgJ9tvEPUzr3BeATjdQLPL1OUIgybicHtTaAAO/yyHtgFDNbr51SYxk/FnnptjS3MCYLvpqxhp+Fv1N0KpAbAcZ+tHEpw8xUt2K1Gx6N7rRbUiDg3qvpaRUGP1i9+ljt3viSQbyPl9+L1Gmv1PF1K6IU1rj+7NAKZdsQcA++Wf+kAM++z3fu34YdCdgvOgUbnJJu3mjAfvttXg+JFVIfsmBYBz44LTVHNyl/CITioAI+nGS2W7RXlFa/PrfCWfn28ABmBeOmZizj3EAcAFAV/NgHNfMQDgjo5Oeveva2n81OlKAK6orKThO5sL+X7yfe10n/60qnVLYuKAcQN4ya6edb3ve8EJQQHYSMABj2J7AOMJARyvuWa80Ew8++QSYePlBnX0lVfeIlRIIu7aBGCouPHiOHaeUb4w5VKWUNwL2O1crri01dbTGawfDBilC51U6cKb2lJmLpCQC3hSUgAYIpg2aGgmfeOm9UdpxbLH6f9dPSexAKzK98xLGabohwbgGB4IrYJWC9UtHCmGpeiRQzZMmhTovu3jbI1wHXgMOzlpAYChinYqsiDnnIYpQGacbIPGtWDzBQAblY26Sw+CIaEf/gsAv/P++bYlB40UlNfT+PP2KsseAk9nX3mnUFfjeqpMWixIDcD2W8qrE5Y8gpUFYx/M++wldO+12RWFAm1kM0xUogAAACAASURBVCmMfG4YZg2AXblqqdL5Koz6GfMrZgBOpPo5AAMWp+ATP6Ef2KFV0JkHIZPO0G3pgj52+jxIIDgAo7ARau7mJtpgRyjYV8envqhIQ2lsY6iMn3xyg1DnqpoXAAaiggGDmW7ftToHgO+7718yDNoJgDOsWzhCp7I+DOT6wezg5VQRCfZfYQcu4pYkBmyNC37oF4vp8wcH0L23Gt7vYVuUTlh2iTfEjjfj44POVwNwUMk5nOeTAfcoAEbZsspp18YgdT0kSyAoAFvjbLslagDrv9b9HxGfC+9lsGVSADXOcfIm5tKBAESrzZUZ8CuvLKZX1m42ARi2WSMTF86B0xSqFwHIRVpJ5J0OsPSYB1dE+uVCexU1Dy08qTUAKyUNBvzCjjeoq7YPDZxwljLvsepE2RlLAFlDmhbgAzDAelpPiRKAT6ivF1oXVQtj/8V4SQHgPzWvp7ZzZlG1jw8gp3UK8kxGsOzGEBqA1aLkcKSKaddSr8ikrQfKefnUc+pIf7IBKzRigY1EFzIAy/G+HO4z7BowUXXmLKiHVSE97IQFALVmoRKViq6ZRYt/92Pa99zrwuY6vOoSkT6yYsipNOrMC2nfzq3CbswAbOc05XTnnCMa1ZR++bUlngG8bt06fwJNWO84GXAQAJbtwBAVPqaSBsDYo/+8fJEy85WXsoNetgA+PG6cPDn+coQorGLjhBUlABcUfDUA2285DkeqqBhBQ8eOKfrMQl4erkL0SQcEYMzVYKG55RhV1YY405Shkkaxg+xvYjsmDPY8+x7kaDacpOTGwA1U5OIQ3R7vRtpIqIynXDAtU3nJr4zheLXhta2eqyHx+BqA1ZIOyoBVtYJvu3pOJpbb77pmfTJa0osGtQE7eT8HSb6huqekAHA65d3RMLHsVwOwMwC3bmqmjj5HRThSa1lfzYTDvGVszo0cgFFisKFemWyD2aRR7s+qpksLRykVEwZ44xy5hjPqN3M8sTXvM0AYnso7n/ylAF5kygITDsqA3dI/q0R7yZLf0pgRZ8awYvkZMmkM2GoHXvNMG528o50e/dKXQgskKhU0qh6dc/2UjMe2PDENwOpl0gw49PbNGiA6JywiQmUku3CkaKfd80Y7LpLewwRieCMHabKTFJ9vJKjo9kS2jgu18j994Qt02T/0VXpJ2zFhnCc32QmKVdVWVoPsVvKxIAAcRC44Z8bCR6jSUr0n6FiFOC9pAAwZWJNyIDXlRxHY2qMAYAAJwo/isv9mnq8iVEHHVskoigdD24CdpajDkaLYZfZjxAHAKPXnxhq72bARJtTd7JmwmyR4GLkoA86BGhnOWPkE4LH33k4XXx1NmIzbfcdxPIkAbLUDYz2TAsDI/XzrTx9S2n+xPmHif7M+LDUAR7vdNQC7yFOHI0W74Syj4QNn2V0PBLqGEQuMUKRuAAWDvfnLPxWFEtyaEXs7mq4RDlrZaUAxzpYVq+h7TxlFF8I0VmHnE4DhFHbxzXMTlXjFjwyTCMBWOzDCkb45YXZoO3AUDPjeNS/Qhs2v0xVfyK5ZDJlz/mc/8rfrW4w2YNyLlQUXXPXcrVIQGsA7FBm/4GymYhI9Iw7YFJBbcYYoNnWPHkMkr8guTu9VHioAtibM8DKWKEJUV2emnOQiFt1OVCisEAaEmW1rAPayGkafJAKw1Q78+NNr6MIjQ0In5IgCgG/6xS/og9pKmjq9OkfIYRNwWBnwjAsnUOUHvb0vZpCeLl7Qfpywkg3AaYIfzB1zclNuagAmIrfiDEH2lj5HkkAIALbWBYbz0933f982sYaT3Nk2/IlPjM1iw0b4kb8CDqrrcChS3tY+laLbHv2xZsAWgQf1guZhREy52QBsb/x2LS298zuhljUKALarfoSJReWAhbEOLW+ms08pM2qmx9kiBuA4pxpm7OHt7XT3lVfSIg3AajFqAA6zvdzPhYZh3szPuXdU9LACsEgFaeMB7fUCzIbhJW2ottOibu8TK75vpJr0WkbJ6wXj6qcBWCnZsAAsO2LhAnD4WxfSESsKAD573h30T7fPylRukm8+bAYseSwNwNE+sBqAXeSZqY7U1qoszhDtcvS80fCBc/9Fnwx84911gVHvdy3de68R+hO2wW4L2/DkCZdnKiEZqSt/KbIghb9C2Bm6n3/PC38p2vj1JKqgIXErAD88bxH98MvfpM9UVroviE2PKADYKQNWVA5YzIBPGzomkgxgjgLTDJi0CpqI3KojBX7q9IlCAlEDMFJQhrHXyssCAjx9+tfpuus+lnH0Qqxw8/a3KaxdOB/LrwE4V8phGbDVEzoJAOxU/zdKByxI80DTFuq94xhdPJR9JeLZyeXb/kadz7xoaxv1awOOZ5bhR9UM2KMMdTiSR0H57CYA+NZvKL39jKFEdQKb42m6666v0ze+8hXBUp1q5PqcVlZ3qKKv/vwsuuqiaQKI2S7spaZwmOuGPffGn/+cek2YEHaYgpyfVAZs9YRe+etGkajnvqkXBZZTWAbsloJyZfOrgedmPTGvANz5oq13sAZgdb7vyBY64ECRJuLImoMORwq4JM6nuQEwhxm1dtWIgYb2bqGdRw4TspT16uqioYf3CmCErVYUPAhgo4UteUD1aPVETacbWIM53An/3bVrLSEblpfrRaESDyJ8UREpK8Y5yCiFOaeYAHhi/wGhPKHjBOAoPaDFTkgTHWptzg8D1gCsw5D49aPDkeJ5EUPF//BNX1NuNKOqj1FUYGZNe2YC21tasibD4Mw/tjVlH5c7V08wgDxMa+sdlb0PHtaiTpwxnRzbdThL84wH7y7aal7FAsCb1h+lza820dIvfDnwlgoLwLDxPtS0mL75pdk5c4jSAxqDoyLShpXbQsc+uwlLqKA1ACvfi11Vw6jpmnvcRFiQ47ExYAbg0z8+hcrKc2PtCnK3JXBRAPCff7ZQmY6SARjsE97JcnOCpo72dtoewinGVawecdGtW3VX90cFX/OE1uepdTeKRRj1WwHK+9uCJQNBbDP+V4ytqAD46ZWhQpHCAnA+ijDwHtIAHO3TFMwGjBdiMut9xwbAIhxp8+tUcewkUR3p0Kl9HFfitPeOKY/zeXbHgy5vrz32rC9rzG3vuF9ixBmiz/HB3WyR533o+Enu5/vo4QTAIlPVk/vFaAuiKLzqY15xdYXDzPZhhgMLPhS4yazeyujRB6yeX9SIS+52w7aHeQ3AuavITlinTCynk2qGeK4HzCNZk3Hg97ApKeME4LA1gK0SxP2/0tCoGXBELwgNwB4FCQAW1ZE6thFYsFN7t22Ht1HbWr31i7DXxFNOdR1t/fvvZfepHkqnVxuB9yeXV0daFcoJgHE9qKDBhKGCDhPqIQBvZzNVmOCn+ttVMDF2UMFo5re/lztsVbDlna89JfZjy5I/qFmymaozxmnHNnTcDLinAHCUIUhYbA3A0W75qAAYH5bwiSl0882AAQCHXnnNwQs395bKy09xvc+Th3hXU3+wu43Qn//Lg1v/li+KYwIQba7Dx10nSkSdne976Sb6tI8cQmd++opIMyy1v95Iy+beop5DXR3d+6X7xbGrJ1e6xh8Kkyo6m+g1vKadKirdz/MsgAJ2xC0xawZjlpky26VZbc2s6pZH/03M+NjxjgLO3P+l8wHAfWrKfU9MxYDDhiLFyYBLFYDbzplF1bfe6Xv9knZCVACclPsKBMCbn15JMjOUwYvBiUEXf3sBYD+g5lV4Ttf1A/h8vdY3thJSJDo1w9u3Dw0bdoyqqqbQd1YtzS8Ak1FwAc5T/3AGObJgVIT5H1PDPrR3pXAALhHNddYSyWxZZsn4t9Wu3HHiBxqAJemBKfy8sZFSVqcCjw+hHQDfdvUcmlnVL0vD4nHInMQx2dW53EexswEjBviPzX/zrWZ3umISGPA7O7bQ4iOjKRUyA5m7ZOPv0eMBmFNNAoCr+w6ylXjb4b0EwLrmmvGeVgVgZdcQLgMwVYGm0xw8XdhjJ9wPmhHCY9+eemGVYOZomC/U0+OnTo80wxLYzupZ19tOQvaGVtmCDUdi/P8UzazKVjN7FEdJdWM7sx1bZlDmmz56vCNSs0IUwoyTAUcNwCjKMOKdMle76PCqfhnRyKaQuBhw1Ek4MHkBwOlGmrF3CFVUjIhN7enkBc0APPP+++N1toxiI7uMoQEYzlVrnhEM2A388KBYk+q7MUiV/MEqn3xyg6UObR5WW7rEtm1/oxEjujM82V398cf/S/RjwI4DgHHthkmTHAXAtuAHLADLalmomdHywXgNqC+OZrUt4+/WxnaSQTiJ6umkAnD5niM05cIpWTmXvQKw1x1jB9R259sx4MhjgDUAe11Cz/16PACLXM+mCtoLAA89Z6RghAAlgBjaddf9b88C547MLDFOIRp/TPC1WdUsz4WzPvF9Yq4r9+6giWePo9baaFPRuQEwIG/eE7fTR0Mv82QLjlumDPywxQ6vMbzF+SMgXx8CYe8RTDndpz/J9uSkqKyTCsCQuTUftAHAG+maYePp5K4dNHDYSJulie6zTQbpR15J00tlu+m6T0/Num7UMcAYXDPgsE9d9vkagH0AMIAItl2AMIO1FcgYWK02YFY5yypfqKLlsaJdWvvRwGbxEYEPB2bj1t6Yr3yvbAPG/dGIMwoAwEjqVEdXPXI/DZ1cSUmJbpUZpog/tgBydK/c+HYH3wP+u2H9dnGhQrPiuAC4/eQuWvZSU2AbsAqARWrShgahgj52dC/1eW1rZrGOnWeAcZ+TYN5KCV8KNCcTld+VFo5WImNr9m6LC4D3Nb1FH+s4Uaug/S6Uon+PB2CvNmDIDgAseyuzlzJAFcAEG7GXJmyamZzC6VhV0aw6lufFDB6/4eXBYGs3dxxnlh8XAKMotZeUjam6BXTVl2YkggU7rbXMkPF2ZG9sPicsMNtF/7Ld169Knue7vPWDgoMvZBQnAL+5dTOddnVwDY6VAXNd4EdvuCFTOYvXmff0vp3GuwGFPAQgSyDN9oxjR0dSxZBTadT+k2lfleGP4oVNwzHynOun0MiR2ZEXcQIwCjJcVHtO5DZgOMmhVWx+1TYTlrYBl1AiDr8AjILt8AoGsIEFA0hhJ5W9o5k5yuFF/EAyMwbzZeB2CjeyvuTtwovsvK5xHVXD3GXAkz2s+V7kMeX5tvSriDzJv1cAhmvzvY+scPWI9vIhlI8+DJQGO4adOi1U1qljBwJ5zMLTG43HsoJ7UGDHPJebtuFCs99SAmD7PSZ9Qpn/fOX4FjrQdgLte7+NOnYbsfgM1FYmjWNg0zurpogc6NPuvFoDcD4e6IivoRmwDycsMGAAsKw+YuZrBTDVOjHT5P8yExaskignDtjOJs1qLPkaflVa+GhAswNu1f3AAxwfH+J9EXGSf88AbBZFuOqRFYlnwXbPqmx7BRg7xSln1MNSMg6EYwUFcLs5oYaFcS23BJoRv4FshouLAePuUEwgDAO2VkQSzk7zl9OCBQsoFZf8oOY2ZSWzaai2oYKedue8HACGbbpzcFnkC4Z0lO+v74yFAfNkncoRagbcgxmw7DlslKXrVuHKscJgjFBJW+OHrewyiBd12CeK520dx4sqGvcfCwA3NCjzQdvd6yVLfksX115M8yYHL4wQVo5hzrfCnFV1zGPj90xss5SIJCjTtZtzvRxQHObGIjo3LgD+c2szddX2of4TRgWeqRWAMVBDfT0tQNa2uADYYbb1DQ00aFouAy5mAEaVs9b/vovumHNjzp1rAO6hACyrncVD19AgNocTcMmslxmnDM6wKVtjcZ1soSqbLu9QqKedEoAw2LPK3O6Zlj8arH3YC7wzgOe30xsPTiz4n+dWZKpor/fVrWLu9q4Om4JTvrYqhArXhO0XLQnqZ8yj2AC4vr6e1hUIgK+dr7YBR50Fi/dRPhiwAcBL6I45E9UAvOZAxpFu2DAjN4PQAkpfph3t2ZXPYi3Q4vUBt/TTKmgfKmgZgGVvZ7sMVWwLZiZsB45Q7bIKGeDLzl5YKz/2YacwKll9zolArHZrJ0DOyQgWMQC3r1pKy+56wHYbZ9XsFSmuUnTluHNoWFlf1wQIAZ+Ngp7GhDRKpsuqbyug40W9oVeFBmCPK65mwA30wP3302cqPRZF8XgtL91UABxHEo6sD7mGNN04eXLkTlh8DScARp8/Na8XXbOywmU9NMaTAzMfHLs+qK2kigoj9ejYiRd4EWte+vR4APYTBywDMLNft1Wy2n2tYM0gzSyYATjq+GAGYMwXSUCsTcXUHQE5agBGPugf/0KEaoy9qh+dNnQM9SsfQGM6zxRpKDMPZm/jBcextwj7EbZ0t4Xo4cfZycqqsuff20y5JkVMcTJgFGIIkgeaZaME4L9rcK4+PJI+MeoAXc5xwFmbMp4d2rGzH9302GM5XtClDsBu+xRqarQtRw6I/3bt3JU5pWnXTvHvCVXDqPewKuN306elm033oeFVl9D2YUZp0LjYtAZgH3HADMBYELb9yhsB6mQr2/WinsYYrB5GXO6LL24SiT6ibAzAcKLieGY3my9fX+lgFnGdWXwIcYnGE07qDhFBTmcR42gjDKyDBmD3nQInK7HPFHWV4f2sAdhdhm4ADDpWp7ABswfzmOGjxRAcWuQ357NqhhqAva+b3PPdfr1o30YjJGzLEaxLt5ObeL9n/p/BovF3zcghVDmoVjBqLknb78NRIi9B0KYBGAD8ahNN3HfANRUl21+tITwyUNkVa3ADZ1ZD5xOAMW+rvdfrBwNFDMB9elVQxYcn09Dehu3Ti5cvbJeaATs/+nI8MhJFWBuAeUOv7Ymx/fL84mLAULePv2JE5Ax40eObqe21Rrp4qDq+GCpVDiHsNkUZX0XjzWQdMkCLlfLAoAsFwIeWN8fmBQ1ZodnZgIOCXdDzmE0bYJ3NqJlNi+Uyny98cBmJVxAqlmufltl0RWUL1U+qp0UKW7dQs4sc99lN/FK3IOjtxHpeoGpI7/51I9Uc7PAMwHwHYLuyQ5WXCkgqVS9+Y+/quACYM3bZeUDbrYrKIQu/tVwyjcrKvZdcdFp1Bl+UG8x57zicqAHY/VnCw+qkJfhKQjJfWe8kLgCGF3RYFbSqItKaZ9qo8aXVjgDM91jd10jKgaxZ1paVoIMPptDXSNIx8JTqLAZdKAAGJaw5uYsqPzASZwRt7XvVtdPHvfsudT7zotIJK+i14jyPGXXz6EEidtsKmxkclb6sANj42Fj+33fRIoW3txMAt8+6W7DxpLW8ATB7HFsBFQKR2S4LSHZiUgE1xwSjP+zLUain5MWRAZhzO6sSbjgBsZxEZPO4cyMBYOxHMN4gnr7sMRzk3KRt3Ljmw+CrGh8viV+uTx77xVzjAmAw4PPrJocu0WfVJiAW+Ilf2wNw2PWVGTTGMp5Fw6cdylNrHDBswGtfWhsqDhiFJ1RtxOAySjekabpZ0Y0/KLZtM+qkjzDnlgVCadhcd5HMGNEXdlhuZ40eKxgm22vlvtyPbbajyvqL0waOM9T6px88HlbEeTvfap/GhS8dk+vt3aMAGKnP3Oyu1hAg2d6rUt06gTOH8/Cqy/HFcQKwXe5nzMMp/IjnyTmtowJgvMiCuqfgZartv/bvDVXIkdwbHzBPtOTfa9fLm67YABiA9507fhWbRz6rZVl2DHpth0fSctT1XpCbHf3n6abAHxoINeL23p4D1L9rX/eyyWpRCWWtFg75uWbA9AuaYJYAVzunKtmhiicIkJavd0Zt8JhvL3s1rj49CoCDqqBVIMtfqF6dnNA/XwwY1+IwpO4vafstZE0kAnYPG/grvXvT6R8fR4eOnxRo/3XbfCuFA6JfEGbVqsqu6TShOPI8cRIN63Vhn946yKilrGp797bSNolllO06iY5UHSUwjEGDhmadcnHf8z3JWa7IJPaVzVmQw5NrXqBDp/bxNC46BV1rzxeQOkYNwHCc6dXVJbJGxcGAMfX6eqMgQz4b7gv1jRdYAFjlBQ1Gi6pNVrviBNND2ImdZryFiRIJblY7rZ3XM9amWFi0BmDLk8RVhEQ2KItxXAZba+iRU1YsvoQcC8w1eIM+yKpkHWDrTok4lJ7OigmwajwqAMYl4Ols9c51u3e/AMzqaowLYHRrcpgT923b0Uytu42wBDvbFY6xbWbokH5UbVO2EcAsJ8/HC/PDPXsy0zplg3Gd1lrjv3YJlpzmgdNQ51q0EWdk3XJL52Hq6HOUWnza8BAahlbbr6/4b1R+ANb1iAOAOzq20bJBu+n8VPQqaMz/4XmL6OxTyvJqm7MDYMwnJxEH3ln8P1PgsgaJn+1iUue6PcfycTcWjb52qu5CsGgNwIrVBfACLBEqZG1ebKpWoGNwllNScpIPsE25qQoxqOzJrCaWz+XCEeJdbkmhqdrEKmaPa2Ge4nwiOu388wKzIrb9doMhKkR5Z8IGAKvDanA/XPygtcsoXmDX5Pq3RzrbaMfBw9T/kKF+a/mgKXNa+RnjBDNFk9mptQKNnxdC3H1hlwzTwNCd2tqWTurTvo0gm8oTzowUjOMA4Bd2vCHSUA6ccFZg1SzLw1oRCb8/suyZ2HMkW9fDCYDlVJRgv53vbKQvPblCMEBmiL3NmFg5h0WXFB/LqtxCAFCYvRv0XDeQtgNoXC9qe7QGYBsABghZ0zk6qaLdPKW50hBfDnZaxOtam1sRBpzHTXW+7NglZ8Pic9xU5qwmx3Uefa2Nzvz0FaEBGNeWC8J7ze1seEBnM2dkenpil8EYuciB6kHk/MqIfeUXvczskDHn1NEniFNr+p0Y9FnuEeeBuW97eQ9t3NZK40YMjQyE4wJgeECfVDMkFgAG4L3z8o7YwnNUG8oJgOVyhDIAT+bkE0S0z3Rm4rFViStwzGprldW4PQWcIQc3gEafqFi0BmAHAOaMVV5ZrxwfzDWF+TdrhSVc1qriVjmAydNTpcOUaxfLKmge30mNrnrY5WQhAODxU6fTrjJDFem1wfaLNv54R5Z9kr/AW7tqRGB7rktJ9hUQvyrX2MW9qOKHeVyDtZvFM0w2CyZ74uDBGmS9Lp5LP3zUjRtxdSQgHCcAh8mCxSJQMWD2hI6jTq6d6NtP7qJlLzXl2IDR3wsAB1n6RimrlMygodUCe0aTHaF6EkB7AWnZ89vOYQzOZ6yptHoV4J1WPv3r1BlxsqYge8F6TqxhSAxcDERyMQZ5InIOaPxutQnLfa3sF8esKmhVPminvM8qQXIYknzMSRVtnbO1ahOKgEcJwB01NYLRssoYJfecwos4sxPuRwZi3qwGG15NbTv6ZW75/fH9NOBG8ZTZjAEAWvL8GrqgdmpoEE46AE8bNDSn/B/EAkesGRdOCB0f63WZAMBvbt1Mt82bk3NKXADMF4qCPWOsngDQANSM3MwMXPhbDrvC37Kmgf+tAmBK1VG7mZnL617JR7+8ArBTSA/frNWLWGbMOHadIqcy1wf2C7JOAlYBMIM9h1MxY+Zx2L4sO4jxsbAA/C/HO2ynK+y7Jj+Gc5YXv1J2ygLLhWcxexIn2Uabjwci39fAPoNteErN9FCXLlYAhiMW8ph72bOhBGSeDCe8N98/UhAADjp/ZtBW+7NKddsTwFklR1WssNxPFSudeVOam6+8/BN5Z8mxA7BcVQgCkTNLqcBWFpqVVaqADf1hX+Zwn6Cb3HqeHQCjHz4k1r31rshjLTc5NMo6XpwADDb8RAtnxXKO9WWmu3LVDpp49jiqvladCjAqOepx3CUAW+jRQ9U0ZsSZ7p1tegQFYA43sg6L3+GEFTYLFo9rx4BX/rpRMFK7lJSBBWJzYjECMN+KFwZtl4yjpzmHue0bObf1YqTLhMkNORZSbsY8t5H9HQ8MwF4ScWAqVgCWQVi2w1qzYVltxU7g5icRh1t9YBYfezD7E6d9b/GRMPkfqNUmzMb+TOPzTJW0XnXO8i6jEhJU0ohxZWaBEIvH96wRnp1Osozqfkt9HGsYlHy/bt7Qcl+Oa97S0kanDu5Plaf0FR7SXAoOfb3EEwcFYLt1AgAjDKllUC31SvUO7YSlqoiEa7ulpIx6HzkBMEwCq0xPdjsnLPH+kqoFWW2SA83cx1HPO+h4duyZ7c/WGN+ewqAZgN96e5OUbSyFKj9BRR3ovIIAsAzCdrOWPYztmC+fCwDmTFl2amHui35obCeW1day1zTXG/YiVTtvagZ7TsM59LOXxA7AUEWzXRjxwki8BxX9+vffyynB5uXeSqWPHWD6Acu4ZMFhWlt6HROX2P/mO9T5jhHChQaPc8QRn1xeTd2WsezZxAHAuAJY8KahB0OnerUD4CQxYC8ALDtUQT5QC1trUcOxSvacjmvf+BlXs+duacFbWnaoxceIsYZFAMCYJuI/3/2rEcKDxAVeC9urNozsHS0flwsuuG00q3dy1EAqrp9TZUPOEdVtwRpVZpTsglpj6DmzCCkouQVJwpApvOCz/uyTRw7Tio3/LWJOPz7mTKUDjJtck3qcwRSANWDPbgO0Bg+hTU1viH8jbAbtaMvuzL/x98jBRoFxuQ04w1+C9uNdRL3C5dPPuj6Ppxp3/zs7aOueTnEfSG/IbVRNdRZLBkOOGoDlSaIgw6a2g3TJ9E/ReyMOBmLDKgAG4M2fv1w4YVUcOym2YvXyveCpPdTarLQB+wFgO4BVMU5+O6g8nnluSWPOmFcpeW/DRsxs1z7bXZEAMBan6shh6rWnhT5o/B+R6JyTWVjBWKWCjvvF7hTfK6ugmZnyfFShSTgmkqVLq9adjdk+USNUvgDgdy++2JMK0U4mQQAYjHd53610xZwvFlXIkJwIg5kpq2ihOsfHhFiPwWXCcWzA2WfQqONG/DfCo1StvQjjkq1gXHnwQ3FryPzF6Tihskbr3zVKMOSDnfvF31E7M0EVjSaYcNtBGj15IPWf4D9XsBWA8RH1u+8vEWMjDAkNqS/jbnEDMM9fZpzWWGE71oxzk8acMScre8ZvVm9kHUXRZwAAIABJREFU/OYU+4zjhVBvq9iu3R4TjqxJV0GrJo+6Gh2vNxK1tVLl1t0CjLlQAwBPzirl9wGzBVNPjNRIr8+sFNceKIpJG+30MfFVBJmzaD1dffftAVTO2RLyA8BP7Wim5btX07HKEXTNZZcmDnyZuVrBlcEEdw47KDNYMNbTa2qzGGcYBhrmXL/71mt/1Zy8zhMMefOe3XSgaUvmcigCULN3CFH10MhZJeyny7buprHV/aj6vMmCDcvtOKkBFOUI0W5MTSDsgVd/v17E4mKcfDlf8TydAFjOB21nAxbathAFUVT7opRYs3x/Xry343AO88J2VetQtACMmzmt11E67b1jNGzjGxn9OjNK2GUnnXV65p7lrFNBEmZgoBEjUF6suxms1L10QL7ytuYbgAG+69/cSEcmDqbrPj3V6/s/tn4y2IKttr9/WKRhRMMHApyNwGShOgaLlRlsMbLW2ATpYWBmyJv27hL247L13TmycXqUdVA5jhZsWLQU0fjKEeKfdgk75EpBG1YaewCOgBPNgg8ebjGyLlCnI+ypTpFMPQeAf/8YfWnnrixWGgcA882p7LSqFJhWlXYSWbPdPeF3K3uWNQJhsmLJwGtuTV/7pqgBmO8UTj8N9Q20wNwlTpCIzYWalvlipb5WI2TnfAEw5PtKUxOt72qkadOuLpitF+pjMFvEtMr2SjBavJihgkRzsrl6ZX5+lyaucf3OI5/92X68r+mtrMt+rONEwY7RYHdFC6L65fAlsOKWrYYdHk31vONVcKi6nyi8gBblB4FfmQKAzx55Jl3xhck5p6oAeIGlV5wA7PdeZIZpzU2NsawezvgtibZm1X17Yc84DwwagM5+QGFMMCUBwEOhBn3gczR/6mWu+2nxmudFsYJ8sVLXCUXYIV8ADFszXoLnXD8lr+CLl1V786sCcJnZQnxchAHMduygKiHRUmC0XkHca78It5rjUMyOsVbQRFjZMcC40qbCk12MsHxBthHjN1SLsmthwD5KWZUSAEMupcia5fV2896W457DgK/x8VikNuCsBxJsrPGnQiE8u6y/7RcXBAsAvmPOjVE+X3kby1pPky8s8o6Wf4I2nn56qOILPJ6TDZhtvvlkvgDeJ5//U4blguGOnWA40fj1KM7bYukLZUkAHwkbmppyvKs/1scowZgvj+RCLAsAGPbrOdflJj3JBwPGey/HKWtYVaZmcFiGyu9VuzrLpWZv5vsNC74lA8DwjoYdmNINQi0Anb7KRpFUAFYBq6pYNRbMaq9Av6ZhVSKbys5x54ji7V6SKDi9iOwAGEC/ctVSqpxWGzpG08uLMCuD2RnjhAdyKTFcLzIotT6O7NiBGRezHDgF65135ppr4gZggB8Ym1yEgWXJv8sV2ILI2Q2AeUw3L20DkLq96jmEKmn2Zg3ADrsEsYljHrxe9ABYGfZeI54xnwAcBFQxR5UNxcmVHi7vK0d+NhLm68aAkdoybocrvJDWvrSW2EsZdWEnpiYEeS/oc4pEArAdI56a7fjCq/pkY81LgRlzhi/25p584SU0dbpRRxz7/Y/NfxP/HrjnEHX+/jGK0gYMc9HsqZfZhuNwyIzIVBdwv3gFYD/DW+OBVfZmfl+yVzOPH5bRu81TA7CDhOAZfeimCwX4Wr/wwgJwlKCKwtBR2KHzBcAc52utuOS2Wb0eZ+Dl2Ftmu6Vgy/Uqg1LuBxU0ml1CEZkZt6/akS2KImfGbLOGvbrlg94Z5x2ERCHvNTd46asAmEE0CLBAiwQmCSJi9yHPnrxBmWYcAMwy8WpvRn+Z5Qe9Fy/PoAZgNynVTxJffdiwrIIBIINdYkOyDVhOjo0hVYWuVYnGgzBVtykHPW4FYEQZ26UO9HoNrgfM1ZA4w1Ucdl+Z8cK2iwYmhMxLbiCcNOcjr/LV/dwlYI03lmONcXYpMGM4MqLJHt3IfsfRHCylMACMMazvQFn6MGEhJCdMKss4Adh9p2T3cMtDze/uMKxZA7DbqkgAjK4QmJwAm9kxD2MXB4bj+GrkOpFRMFa3qfs9HhcDxjwYgEW874H9yjAKv/OV+4s0fKuWZ2J09w0+TRyGKg4xvKyShBp6/IQJkaZjDDNvfW7+JABmzLHG0I6IhB9mK2RoURQSkJkxxhOe4ekGsqbmDwvAzCLxDlQ12UwX5L6SBMA8fzd7syqXNs71wpw1ALvtkvpJZOeRJ58aViXtNg2/x+0YOcaRnbIuv/SzmaHjBODxZj3ghnRDpPG+Mut1SzGIhAoMxGDFyDGNBBpaNe13dxVff6uGo9Q9qYce3kutbyxRArBMEmT2FkQtHfVOSCIA+71HVXyzHYZoAHaTbgIBOIj9mB2ycLv80FnDqOIG4LYdzfRS2e7IMl2xZzMyU3H6R7t0grhvpBS0MmIOQ9IhSG4PQmGPx2UiYHsxnPU42xkz42JmxU4ADCcpVhcnzVO4FADYypxZW+AUTRPUaU1+KksiDjjnNRMzALNKet9GowoRWr7sx/+x6OdZccxxAjDua+OW/6F/+HjfSBJuAHyfb9oSKLE+y1lmxPjtsgmjqHLM/xKHNSsuLOAW6uqwFyMdppzfG/HFfu3ErBIOkqUrint3AmD2aZGvYxdfC3tuPmsGxwHAcv1jlWxxf1EAoN26sWzjBGChBk+liFIJrwfse3OHBGBmqwyquD6rgAvtlJVvAF77yh+VOWz9rsnjT68h9nDuHNxdd9bvOCpGLDQEptOWZsV+JRpP/yDsN8g5PPssL+rXu0SRFjQ/jLjYANjK2pgIMFPG38yW44ypjRqAOW6aw0jlHco5naOKYdYAHMfzHwKAAXBWpyzxgi8zPHQLUd5KFpEdAI+fOp12lfWNTJrwhN756gqqPLd3JukGnKZGjjTiF/20TEINfO1F3GRGDE9ZpKV0856OeAp6uBASCAq6DLh8aThqoYEJyw58fBxmixH7B9imwAxxC5Gd6pcB+7kwGB28nVWgLLPlIDblOAAY3uCXumQsfPZPfxChpl78ffzICn01A/YrMbl/SABOcqrKfAEwEpq07P8rffNLs4VkudKQXwCWPZ3tKteEWWqZEXN+6AO9B4ohP375P+SUFgxzLX1uYSXATliYxdEWoxiDXIQDf0MTwhWvxN/H+9CWXsfog9VtBitOcExxnAAMWVg9g+WqR2GYctQAzONhzk5JRGAKbGho0ADs87E8oW7duo98nuOve4EBmL2ZVQWkcSNytiu/jDofKugjnW308o414mXGZQahQp5y4RTf9X5xHmxzCCVycrbyt8D2va2MGD3BirX3dFQSzh7HD4N16yuz2g/37BGVrlDMAU227+JvjhmHI5+1hrPddWAr/uuz/0OozlRRMSJQRaZ4pGiMGjcAe5m71RtYTm5hZ1eOGoB5nhy/jL+V6TLN+uxhU2mq5KIZsJfdYtenwAAMkERjVbbTrcghRV5uOR8ADJXxgd5bstgviiHcMmO6lylm+og8t4t+JeJ88aLMBwBzIXZ4TuOlDbU0M2LtPe1r+WLvDKB8t2UHbd3TKfaG1cGOJ4APQTQw20GDhoaq4wwQ/mCREQXqxz4cuzASAsB8n8yWZRLBNXStGafiAmDMBWM7ERmYBoOozd3WUwOwm4ScjhcIgLvzqhKlJvch6jrmchcpSje42zrkQawADIexxUdGU9UNn4/EBgz2u3HbcvHFyV+WYLF4+fn90ozC6znMNuBzrS92APGUmnLhPa09p6OQcO4YzGbBZKEChirYidHyCNCUoFlZbZSzlJlwkkA4CQzYq5yd6gLn0wPb63z99tMA7Fdicv8CATDAUQDX5A3GbFwAGBoU/M+PzVkNwAeo6oYfRALARpHptKiZzA12liBpKB9Z9gyJ/LYhvJ7DbAM+l+3E+NuqypSzbLnlK45iLqU6BrNZ3B8YLWy0VvusfO9sq8VvbnWc3VTXfmQK8BWe8um0SEuL+OGkgHAxATDLnBkqZCnHKuN4GLuynzWNo68G4DBSLRAAwysPrfewnTSq7LLMHcjhTAKXzRJh7Gbvxw4cJwCr2C87UV0x54u+7L84b8nza/Jm+/WzXcCI0eTqO3HZiaMEDz/3GEdfZrXscTxgz25bGy2uD00DPsA4xWicrNbr/TJQoP/aZc+IPQCbcBJAOC4Alm2pLCdrZq0walyh0DcBWLUOTmzZeF921ybG32Hm4nUfuPXTAOwmIafjBQJgTAlqaHz7de0clpkhAJkbfucN5wd4+fw4Adhq+8U1oX5GY2csr8uC8xAOki/br9d5oZ9sJ+ZMSvgdtuIo7MQMun7AN+q+fsZj2cnnsDaAbbTo48RqZTutzGhxXpLU/GDAaGDB+KBY9Lulwk8gCUw4DgC2q4YE0xWIgfggsXNy8vhQuQEwD+PFCxt944xZ9nhLQi52BSqiSkWpE3GU9SdrakcrwHldsHz1iwuAVeyXnaj8qp9xnnixTRiVL7GEvo7VexpgzFm24gCQIAAp32SY860xtBjXzeuYr83ex2MnnCN+Or2mtqiKZEBurzz1DF1z2aXiw4DtwVyD2G/2rNAbTxogTgB2cvYMG0/rFYC9ykrlic3ArKqXHjVjFmr1Nc/b+rxoAHZbyQIyYLephT0eFwCrbL+cQMNvDWCct7alk+KI+w0rP7vzrXZi2XsadmKoT4sxy5bVNstMFv+1s9HKbBb9ksxog+wHqJ7xAcHrKUofPv2HgrPgOAAY8skA2rAqunTMxByRsfNo0IQWUQMwJuilmlFc9X81AAd5quRzQgAwvgadileHnVrY8+MAYBX7xTyDej8/9IvFIoa40M5XYWVt9Z4udDUmVfYn9i7me7WLm5VlAc0EPjjwUcEt6o8LFUMPw9rDrmXW+em0sF2P+PTUzM/C/NK0paD2YAHA/72E6iwJ48KWI2QQ5jAilSxhE/ZSik91bhwA7HW9nfJhY4wg9mUNwF6lb9dPA7AvCeLlc6yyMyvOl9XPftlvkp2vfAlFqsSE86ze03ZZtsKCDNsocU14E8vNzbMYfdnxCf/mjFAAaZRw5BalSj3s/fpdkyj6s+33krmzM+pzVk0jm1qh7MFxAjDkJrNKqxzDqHELCcB8H272ZfTzypg1AId9yjQAe5agHfs1VNI2GWgcRkfIEhJvFJP62bOwiHKSRThVY7IyVraz4nrMVFXgbjcftr9CtuxIxizWzRZrB5TFCKB+1suur1UNjX6QxeqFiw2nrJMn5D1vtAHAd+WkVgQDRgNLDcLoopCX0xhJAGCv9+jVI1vbgL1KVNVPA7Bn6alsvzgZMbxwVKnpd6LnsThkCSW2ABD5yHzleXIRdbRm2uJhoZ7mcBv+zVrHWDUFtrfiGBgrGmyuaGMHVSln7cRgCwGoiVY326w7NA2bmt6gKZbsboW0BzsBsDXGlm/LzlM3ou3uaRinkB1PAxSgk4oxQ0UPecIEqQE4zKKUCABzTmkWBYcNyIk7jExYwRJxcM5nsDg5y1VQ9TOXHBQ1LntAg80QsgNgWtXFuH3ZxsricGOqPUBsibhFZrtz/unaTJgUf0jIntGpWKvOZovCDoDxkTxq6mU58bFOeZsBIpkPwSMHYpV5MQKwk0C0CjrsdikiALbWHnaqO8wu+LInYxgAVtl+IXqtfnbfgOygJb/A3c/SPZIkAaihkShEdsbi+W0z61fn0x7sF4B5rqq8zVy3nO2eQR2svKxXXADM48pziPM+ZHlqBuxl5e36JAiA3QDWWnvYb93hoADMtl9VjG8Q72d2voKdslTtv7zdoIbmcniyCrMQ6t8wj0mPPzedpuehxTBLbsryyHLKOnkC5SM+OCgAO62j1+pGYZywogZgkQxX4YMikxPOIhhm3nZy0ww47JshTwDM4IrpyhU7+OsTv9sB7MBxo+n0g8fD3ikFBeD21xvpSNVRZYarIADMZQdLIfzIbVEYgJHla2Jqglt3fTyhEmBvaHi0q8KwcBzVvPLFguMAYCeWbFfdyO9yRQ3APJ5T8pCwsctaBe13lf30jwCAAZD7Nr4trsq5nK3qYbncoOydGCTFpJ/bk/sGAWC2/c66bCqNHGmUepMbvj7hpesn/SS8n5E9Kl91f4PKK4rzyvccEWFJdi/uKK6hx8iPBFgNjVrXKue2fFZOihOA3aQJ0JPjhK25onG+HduMGoBxLXh+c0U2O6ISFwhrBuy2W9yOhwRgZrBO7JWnEAWLdbsdp+NBAFhUgTm5i674wmTl0H4BmDNm5bPubxiZhT2Xizmcf9X0okrDGPa+S/F8BlgnW37GMzrm0KRCAjDWVvYMfuvtTWK5vbDkOADYqoZm05y8B1nrGLVdWANw2Cc9BACHvXS+z/cLwE62X567XwBGyBISGJRy/C/LBurnfU1viUxfKuedfK+/vl44CbA3tJ02g+36wiYpPlzjiw8uNAC7SZJZstyPCyfgN3heR22TtWa6ss7Rb41yt3vkDxHthOVFUnZ9NADbSg8vkvIznNXLHM/rJQsWs19xwR4QfsTezwg/crtf7ZQV5iHO37lO3tA8C3bKGvHG4dhKFyYdgK0smRmo1eMa/aJkpXYZvKIGe15rzYDDPnsagJUSZNsv1G1OCTa8AjD34zJ+Pcn7WU7mH3a76vPzL4GsjyPTG1pOTamaEbPlj/U5Ixav6LgAWACKGQtsVeVGAWKyClq2JcupH/MZlxx2N2kADitBDcBKCTp5PltPgFPVFXO+aAvUMvOF6hnxlMVefMFt28nhRxqA3aSV/OMMwm7e0Fl3kk5T+6odsbDgOABYPKdSHuQ42KrVBlzouOSwO08DcFgJagDOkSACntannUFVPgkAbI0RRoYs5DP+w6uvCZsvmC9aMdX9DbO12PsZ93vm4CFFWZ4wzP2X8rlu3tDyvaMv2pT27mpSUcgmLgCGqcRahhC+I5xZD0xVlWnL6z35ccKyi0uWo0iiYOVe567qpwE4jPRwrgbgHAk2b9tMJ53W5jm0CHG9aJyfGGFJne9szBq3pzBfvmn2foaq3Q6Atd037MNbmPO9eEPzzAZtbaNVq5ZT1Gkq4wBgLzG1KMEKb+egDk1+AJhlaGXJXryt87UzNACHlbQG4BwJsv33m4qsPypxQ3WFLEGq1hOyXanuWwbgiRNSyhAkvMjlpA4akMM+zPk5n+27iI3fq4iNt85ifbqJhr5+NFJbcBwAjHkDIKF65uxRnKcAueYRRol4Wnh45xOAnVbV6vnMntb5YskagMM+cxqAlRLctmeNYLReHjQ4WEHVDNuutaHqTylWOnLbdii+wJm+nAAY40Rd4N5tbvp4eAlAtTylptzVux1XAmB3PLSUKipGUK+urvAX/3vyibgAmJ2wVHnmeeIi6UXAuwjCgN0u5SUmOUpPa3k+uPbiNc/nlIWU2TuOB5UXjwPbfPn0r1PniI+5iSPS4yfUrVv3UaQjWgfTAGwrXjBbRAu5gTDsvYt+t7RHZLZy24tcWhEMGOkn8fHBAGxluByuglKObX1PzCr43qu325X08XxIwFYrkU7T2pbOnBKFdnNCwYayXSdFVjc4LgCOW6ZxALDbnFXe1lHVStYA7CZ9t+MagG0lxIk4ys8Y52oPfugXizOMz03kpXxc9n5mAHZywgKT0lmyim9HsDe0WzgS3xn6v/r79RqAd+4SIomLkdrtpLjsyBqAwz67GoA9ATA6OeV7ZkesUg8vcttuDMBynLMTAIMZoelMWW6STd5xfDz5KbIh1NYReUPbMWCwvTiyTEUl/UIwYLe5h/G21gDsJl234z0IgCGKOc3r6cobfkC7ynLttVZRMQNGlitOpKEqSYjzoK6GSq7UE2y4bScVAOM3u0pI8JJd8vwa8sqk3K6vj+dPAnCi29T0hi819Ih3yjxN8Hjv3o72YicVNC7Azkj5ZppuNwdbZhgnLrfxgx6X7cictcuLt7UG4KAS5/N6GgAvWk9X3307tdaOcZWcDMDoDFsvSq6pQJgB2i3loutFS6AD7L/yh4gTALMqE5WhPjPmY8oqOyUgkpK8BfaGdirOIN+4Uahhtyhugoa6wWhBHLPsAJiv52b3LFT8bFIB2G2D2mXtgi0Z5KPOJrUuA7R2wrKTsAZg270HAG7/aHOO6pnVzVaVNBJy9HQAtoIvC9fOExoAvPaltaJkodcXudvLQh/PnwSgVoYTnao8oXUWDNi9dxyj04aOEUBc+UEwbzsDgJdQncOb3c3uWQh2XKwAjLVUZe3C7wjb0gAc9JnTAGwrOaeEHAzCqI3KuaLxW/v7hzPev0GXpJjPk72f5fuwA2D04cQOumZw8a08bPgDzj7DNpTM6kXdPn8pffvOawVratvRj9a/uZHefP+IAGS0fuUDxH/7H+p0ZMjl2/5Gnc+86AjATtIsFEOOA4Dl/NV8z5zHOm6mr1XQYZ9ZDcCBABgncY5nVkmzHZi9f8MuTTGebwfAbukonze9yLUzVnGtOpJsjBxc7j2Wu6GB4FMxfGc/caPbh42hjvZ2WtW6hTo6OmnjttaMAJwYclgAVjE6q80zDoYcNQBz4hC5mAOzUv4tjvvgRdIAHPZ57aEAvGn0uRnJ7dl/QPz7w/ZW8eXd8kFvqtm7Q3yZn3FBraP3M8KP0JB0Ag2qVNgze2LyDdx/UAAGk4LstDNW2Ac6v+dDe7H/zXc8e7G3/7qRvv2FyY6JGbjAfNsLe2n9+++JG2oZVCtU1gdOM3JKX5B+MRQDdmPHOG4F5CiqFEUNwA3pNM2eehlxxi75vpDD+q23NzmqiMPuFg3AYSVYRACMDSVAziwXZs1Wc8ecG12lMWfRekrV1YmqJ2hc/QT/ZvVXbT/DQ/rdth10pOqoLQDD8QoevABfqJ656EJPBWBOP6nSAMARa/yECTkpKVlFyd7QkJ2dx7Tr4uoOeZeAF09orPH6prRIyLL+Fw20oK7ONTNSx85+gh0bz2iaNq0/Sn/dsoPaXmsU6upUOi28iZ1swGGFobIhY8wwHtZxADDSZl5+6WeVt4sUmo1PrgiVv9pJjhqAw+6yhADw/2/v3GLsKPIzXr7EtwVhz2B77LEXj9kEWGWF0ZHYZMkDixYULdpdRSIPkRZFygNIiRTlJQrKw26Sl81DniLlAecipCgXAlIUFHaVhZh9WGANnsVeEjZrsMdee/DYsWdsDL7hS/JVz/9MnZ6+VHVVd1ef87WEbHy6qrt+XX2+81X961/oKAvvfVAosBJvkfUC4JegjQD/xT/9jRZgtfgVMDl5PZfgS7OH1LGCJByY8x11xyvwspYfmWCLIqHxBb3tUpJNDLmzbYN6fLs+y2cTcMnJLVHsj+TkTccPK6Rp/eTsBfXInt1aNCHAPodM/UxjODsn+tan/rKy6XWzEEAc4pCL5l1DCzCu2x+G7vUU5n6z3LD+3vNIoZnHhAJc1lvKPm9BgE0nm5dzFZ0aIe44bDbGdhHgr//pX5VR0Z8feP8j9cZ963MdMKKescvRKM/52gowzisKxGI0tFWXbO0kiDKOdIrQov2BJbhObho/rn53x3gQ0YQI73366SB1VYGal38ZdRU55DoEGNdEvfgulY0kzDbJvsYYqg4dlEUBrtJ7zDI1CjB2DjGHepfGe3tqx9SW5C62bdfzOtvuuU//7+E33lRqeq/qTScreiC+Np3GRYB/81vPqKurdpaSKxJg2QFpVPb3LYNV5oBRviwQS5apaKfUgrMpayM/XyIgLhkC/NK+19Q9e+4bCMQSYcb0DEaJIL5wwe9b7jBWxrptAS66v7IIa8zL1hkYVcYu5OcUYF+aNQmwBACsmnx8cbS3pzDcOzuxWi8/kOOdC+e1AF88d17/08cfHlb3rluvts58Tw9X4YAbLuuwdQjw7OxqtVdN66jN9AH3ixzRo556UriMn72czINjh5yco0yAUUyCsfKGNH27O8uHJSACbKaklE025EoQXomTOPiNx4LcQMwCjAbGuAY5CPhUJRRgX6o1CXDifntq5skndXQxjrTI4t+2ju3UW4tt2zCmz0nPyR6feU0dem5GD7JgDiPPEdchwLgfuGBEYm59dGd/VyRxv6MabJXV5cz9f/O6ZNE8sJSRYUtGQ/u+2PWXh/jiOH34JzoNK+buPz17VgcmwvFClBcOvq/Fd/07Z9VXH90ZbMg4dgEuol/mkG1G/Op/unZXoADbcco/q1YBVmq699Sy6OKpDXfo+1l59qT+c9vOi2pyLj8Yau2NE+roy6/odbcIxMraHrAuARbHjoQBJ8fO6GvjPjj3O9il8jJgpTte0Tyw/kFmbO3IaGjfl9u9vG0AFs776GSyBOnc8ffUhVWb1BOP/JoOuMIB8b128owedtb7Qh9/zyr62faOqwpwLJshDItDpgDb9ti882oUYO1ov/47vnc4UP7113+mzn3/L/W/mVF9LgJsG4SVvnEMSX93/oT6782fjvRa3zwHbBOMZjMMjS9XDGkjy5hNisOgHYyVaQLibvH3n80nW+hh4wUcEFU4XDm2rtug53lx4N8xDWHGBODH2W/MrFDf/oNHg9EVAa4SWITvimRebFpPb+GwiWAOdvMlFXXJIVOAHXrFzcVzVy7+iVzH6//4a1bDQgLaZqkPqscQdB0CjDqzHHGeAGMu2lw3fOvXf1XdNfXlTGoTE19Uc3P7c4maAixfNA74h/rUvAQc6UabAmy6LfPvMgzN3NDNdRlxtDNnz+mLinsVUdWivG75DmIQXklCg3PMmAiIMA4MQ//znt2ZI1eVW/j/qSyffvppq/iQ9DV08opvPaMWrpxSC//5X/3o4SYyR9m2tysOmQKc8URFaD9Zm+w2Yh7I+tTP+PTG3+oF7UVzq1LWVYBffe17qkjsbDti2XmmIx6InF0M4JJ/Gx9/SO3adUXtnhhbFgH94J6vqM2TF/uXwq/ruYIhcQjxKSSD3zCjTs8n0dyXH7izX37hzttGKhOWuB0bB2wzDwyQSE1ZlBvadqi0rP907XOfdourhaPdePaN+EzbAAAb5klEQVSMOrYYOAdHK4fpbG221rxw8Gjf9WaxxEgG5n//+sknB96xENx16tc3X1GHnntRVydLF8tWTkCA06Ng+FF/+OcfqEPvzgwEf2IpZFN5lW2Y+KxBtqnf9ZyyZVUjtxsSxPf45cvLAp9k0AXZnhAMhbRuDyxcUNt++qKe0yyLNK4iwKu+/rianLzf9Zk6n68d8dz8QDkIrRxZS44mJlarz048nPuloDPxzP0gV4gxN4xDJ5S/cF4d23heD83hGEV3bOuAwadsHhjnIBoaB3NDO78O/QKmq0VqVDyjLLE1nS1+POKwTaUKgYULzluOh2vu+ukl9dWxM2rTxqtq991fKnzvqrb27bdfUBf+4W31wg/36cHlorW4WQIs18V3CQ6I8ep3Z/R3o4g7/ixbjVH1/l3KZa1Bxlrfsna7XMP23KEX4N969ye3smCIk8Vny5bwILJ4y+06uEmyR5mBSy+/PDjMik73wsuv6F9+EGLMh6Qj8WIWYNvOgvMgvFlBXHl1lAlxuhzcMVLn4dDueNt2nc4Sh+uXm0u72jpX3C+ub+OAcV56HjjT1U1Pq30HjyouR0qebJ7zNedqEYH848NH9PkyJ2v2C3G3Ns7Wtj+JAEvUc1q49QhbRmV1inHfGS+6WdMZ41Yg0i5xILPIiHdsnTp37vUBdxzTvLEgFocsyTfqnuMeegF++MXntQCLyJpOFjmLN28eV5/53Aq9JV4v1dU/O3s40+FlDbH2h2CeezEz0rjLAlzmdm2+bPBDuGh+2KzDdMcf7ryol2iYgSshvwBt7r3Oc8xgG/zdxjnZBGJJNPQwLEeqOmxcVA7z5JivNedq5TmL0Po4W9s+I+u/s36Awf1+8fSx0rzPKDv1wIQaWznp9OPY6h6np9Wrf/98f1MCCBLEyUWA5TrijtW+t/r1teE6y9rdpEMeegH+k3/9x1t5TrbsQeR9Dlf31sFXc4vLvKq4YTkRvxydgrB6SL5R/xB0VkMgujhc3K4Nz7L5YakDTjhJEKcWfz1fWaq+N+iOu+yMIboIsnHJCGY7D4zN3tMZlmyeURfPSYtt2tnOz3+o52ybcrYuDGVoWy83unO9Lqp/jE2/papkfa5LjPHuHj3yhr6/DZ950KWJuefCHeth6kSJooyqNm8+dIT10AvwgVu3tAPu9ZM6Buk3utMUBRpNzB7q76KB+RQMtxQJsEu0cZgWDNYigls0rxvyumlHjBcxU2xzLnp6aoteV4wDayi7Om9cNgeYx9xmHthmp52Qz7TtutBeHDE4W1cWCMYyBVivCz99rJIAm9dGLMemyangP6S1XC6KZtH3oA0Hccab5ub196rkZI4pqtpsR8gI66EX4Fu3DmTOAdt0jLJz0nPBWefrX3h79Q6d+mOsu5NlPQJff7CYu7co2rjsflw/r8vlFt2HzAnjnIXZmaXIyQSCaxMGz190xhJR3YVoapsUlFlQbIahJTd01nKkqsO6fg/Ir3RWFDJqzHK1+Pc65mz9WpBfOi3AO145obYicU3AC9Yrxsn3m68Ym83VWfwij6pOPx5Xh0wB9uzgNiIs625l5yLZpQiiWxZt7Hl7A8UTwe01mqdfoiAhtulI63TbkkANY6i5QuOnF7+xuuKKbVJQZmGoOgzdReEtmq81hTZrzhaf28yrV+hqQYss6wfT0+prl6bUtg1IIxv+qFOMzR/ZIQRZ4mvMqOpY3bE2FuuTJCswWvjOXzU3299HB6OhZiQ4BThA3y4bjg5wCecqxN2iYOh53LybcRHbogZdvzaf/PIN8PsfQ9USSR2jI8YXL4SjyqYUGIbGIVvcZW1557ocyUag8xKAOHfSxQLprFFIz4gDm1OYy35MscXfhykYT6YiZNMF2+CrqszNcnWKMa7juhKirE0YVex/RxjLnGTNccy5oE2HLBHWEOi87+jOrwOucwja7ChtibAptE3N35ovlY2zLXuh8j4P4YhlrjhWR5weenRhZTMMDfcIQYtlPbCsrUU7s7JGme3HEHI6e1SXA+6Knq0pwBhS/8MbCy5dIdi5IsZ1fpeEEuSuRFWnH07aIePzvPXRFGDHrh2ic5mial4eL4UcZuYpx1t0Pl3aVKfYljnikx9uT9YRlrpi2UF5qcb7vzDV/59Da8bUsbs+r9cUxzA06SPANsPQkpay7vXAWbmPJVsU4OfN04qrHSY36/yCLUY962j4Gwu6h39l41Vdzf+e+UT/uXrNUmKcKvVXKVPnWmO5nxDfl2bbsqKqY8vG5fIswglwT23/5hPqw8Vd81zuwefcFU05YJ+bjKmsKbY61+v5tdHcHoadEiHOniceH1/Xv9cd25MtHNMHBBgSjd2Y2v7Sz1p+4gLbRoBlPXCZANsMPcu9pV1s1lradDuy1tbinGF1tC7PEef2l6PdWNC55Xsq2RXp5s3PqAunVui/l8VQuF7T5fymxBj3VJRBz/ae4Y67ElVd1CYKsO0T7+B5IrbzN2fVilPXWn3BbfFBhHEkc8RKme7Wtg45D2KMbFuImm7aEUsCDsxx+uyLXLYcyUaATfcKNsgIhQNrZ3Fg/awWgMUde/I4m3mQcU7bP3Bc+0Pb50vijSd0Uo1kB6Xlx0119MinrTpj3FNda43N9oYO5upiVHU4AVZq+ze/Qwfc1kveRbFNs8Kv8E3rtqlb29aojeqqdgZwBSLKrmxFgLE9YtPriKukoMxqn8wD5zlYBGEhmOmL33hMF8/atQf/ng52yrpWnovFueJkpVwMw/uu/aHt8+0EeI12xTjQ/2MYpWpCjNHeUMPVXYqqpgC3/VZWuH56rW2bQ1e2t58W0c1bki+Z3Xf/wmIVsgnk8hqPHrnadwS210ufJ0PT4w3ND5flALZtR1kgFnZFEuHM27VHrkXHaku9vvOQ+7nYAeddOw5nXHdEtdl6WXXhu9Qp5qjqcALMOeDa3tpQy39qu0GLimU99B3bBvOmrFyJIJRkM4b8I3EFx2bmKgtx0244hACXzQFLAJa536wwpGO16JQtnFJdgAedMW697R/eTYpxCHdsRlVjDW8MOzlRgFt4CYsu2VWxFYcrznbJ3YqzlV2Y852u3aO4qaan31HXry1FPtuVWzqriUjpqikozbYUuV+Z+216aN2Vdd75LtszhrpmFPVMT6vvFM4Bu97l6DnjkHPH6ahq0LfdN9n1SWWdH06AOQfs/DzaXv7jfMMZBWTeFh+Z7jZxtjjE3YYSYNS5Rh09ctHLDe+rOb+0rwDD/d6/Z08/CUcaPeZ+ETTlE+AV4vlXraNqhrCq14um3PS0eqpXvtjO/n7jmzNuYq2xycdlJ7Y8rm1FVVOA7Xu615kxL/8papg5d5vvblFDSIG1Q+07N1ynE5YlSC67INm6Xxl67qr7RTtHTYDxg2rT2Y/VuePvBRbgvHclccY4sNa4jXXGuHYTy5sGxbh4Ex27b5bkrCaiqinALk/E8tyuim26efbuth0BDuGE61oz7CPAZe4X2xAi4MrcXceya0Zz2igJsLQV8PUOSEEdcNEjTdzxebVWnZ85HsWa/65FVIOuzvU/N6+3h5IpQiRTCZECmALs+ZXU5eU/9u7WE1LNxWN0wsiAVdWhFkY+T0+rfQePOu0vXDP+StX7DtFXuqhnIfwwyjrgbNMHnO6O+S16xyMc91+bVxhB2n136MQ3riNPg85Y/yhoIQsXrttFMTYFeXrvXp1UxeegADvQ67LYurnbsqhkB2iNnBrfnHBVAS6KfDajnqts7tDIo7C8SBcF2HSy0sys9dVIN7lj7R619epBtf3SlPrSQ0miExxjK5FoJuT75SrAS3PGMTnjpiKqQ+5x/MKf/TkFuK5UlF1ca2t+9w2Lu7X8PtenxeSEq+aAzst8NTZzSr2474eVXbULxybOldSMGCVYs2NLK3m7xdGaDhZJTbQrPH1sGQY42pM5e/jC4eIw4ySkgvCu1+cJ5Ql2HNHUaFlzYuy3x/FL3/69aAR4r+qpr33zCXXy9s26c6y8ccOnk1iXDZYLuqvLf7JIYe4Wx8apu3RGKTns1txas4/wxDiccNUc0OmhZ8l+hT/f/vdk3rerUc/pzhIqU5hPJxRHm+dipW5zKDnreiK+WQKMzG6bJjFEHdL1+rQ6T4AHnXEsqWubE2MwdQvgik2AewguUD11c9WquAW462Kb5W5tMkr5vLbNl3UdWlu6Qx8nHCJjVhUBzgu8wnrfl/a9psW3akR188/O7opVONnVPHiWRCDjX+Fwxd2mZ+9MIa1ynbQAx+V8XVsk7x9GlpaiqVFLW3PGTSxvckn4EZMAw8v3nnpWfXf+hPqfK5fVbdt/ST/w28c36j/v+Pic2nx9jf57SHdc6oCHYa2t+eqk8yUPr7utLsA+0dEQYBxYJ1xV8KoIS17glaz3RcRz0xtKuH5lVzm/6lC9y7XkeegvosV9eLNCZ3wFGMPPu6Ymki85qwxvLq1o+lzz/Rtca9x2Bi6QaGJ5U5kYxyLAyUB6T/WefUrNXr5PzVy6oP/lo1Mn1MmrS4GDO9beUFuN/w/RowYEeBiW/9i7Wx+BCoE+/jpCOGHlGOVYZRekrMArON+fzc+pH7/6o8o/BOJ/QkpVDVbLa5u43fVza9TJqwcHdpf2FdisayaRzchn7pvhrQtPy7zHeKKpIcaYbhtbORlkaVDWk0iLMZYmtRmEtbQrek+NP/aQeuihewo70IH3P1LvXJHkSEqdHNupz087ZFd3vOKVf3vmVgw7hoR4fbLc7fKMUnIlCnA58+pzwlX3FXad28wbejaTbbQVpFTO1/+M0OuB++uvFze+lzsMKb7D5XR9nmF8zhitqXt5E8T4rYOvKjhgpK18cDIZ9ahyVFmGBPHFdX/xc/co9ciD6uqqREyLjtmJ1erUidvVzTt3aIecdscoW8Uhr3j22acGs/uX3UmLn9u726KbzBJe/JvtL/B0+eEXch8n/HdrxtT1rbus9751je7NGnoehkxXtq+Zb8ISiWDedfw9fcmQQittWL1mRm3a+Msj6nTTT7Ls+yIeZ4w7rzOIa+/evUlijmRtU6Uc0jYCvOR2dfYP7fInJ++3fcVKz5udXa1OXZrXDhnzx/euW68dMgT5wm3jurzMIacdcmcE2G83oKyXoOomB6MnwJgTXpi9TR3++QelnTF9wvc/vldhP2Hb+WAXAc4aekbE8w+eS7YY3Lpug+r6et8y4OauUS7bJZoRzJjXlTndkAJMp5v19MoEGGXidMa1ifFihiyIMf5DX7wxManhlbljWwGG6OK/hYkxK8db9t6lP89zyB9/eFgHdEGMcaTnkKMR4PzdgHDbEEubjuuKbZTPd+dZ1QmbkdFlgmgKcJGgZA09m+LrIkZd7AXmGlxZe5s31G5GMSPDVB1iKwzL53TL+l3Z5118WiHueXScMUR4/5uvqEPvzmh3jOFiHHrIGAFkl5MgKRxZAmw63vHHfl898isbahFd26eadsgSYQ1Rbl2Ay/MlX0m103ao2BbPqJ5X7YtuYXbM2Qm7zAeLABc55jzxxVpf/StzBJyvmVVK1uFmrXFOO13wCSnAEFys1ZWdvMqjl8v6Xdnno/q+LnfGscTu1OaM0eQcdyzOOC3AIr5wu7sff7RV4TV7KhwyIqxxYA75xMVL6uK58/UL8ChmlBr+r4ibav+b552aaYpwUVCUjQCns10Nk/M18yWnM0zptcwFy4DyHkjIYWWZz8W1RjN62anbN3IyRqZwYNcmHG2tM9Z9YmJMbZqcUp+deFhtnrwYvP1pdzxwgV5P3f+FKXXX1JeDX7euCmt1wMXuNpbMNnWhHe56XZ2w7fpgiYLOG0LOynY1TM7XJruUa/r6EALs7nSHu//H1br49jQGH1lrHGLXo0zexu5K+Lyu+d06n7WXANu5Ww4p1fkA2627uhNe2XswN38xRChLgIvEtytzvnn5k83cyXVkmHLpJ3C5169NLe4+NIprdF1oxXpuXHPGTa41xhOZm7se64MZuK/KAlw+dysOlwLciZ5Q8SZv3tykjs3M9Ye/yqpxmQ826zLFF0POOLrofPMcrt4ByNh+z2x7CAdb9lxk6DJxLbfrfXDL53NtauU57RGI0xmDR91rjXENc0Og9p5B8ZVzBdjO3aJyCmysD7fJ+3KNkMb64PG7Pp+5TEhc4k2VKG0XnW9e/mS0x3S4TYlrVl9Y7nRxFoMcm3xvmrtWfLmppe1NiHFznN2ulCnAbnO3FGA35MN6tlvWLAjwBYt80em1vrKzESjGmuEqy+XmOdw2BFi2/EPe5aVMcbLagAI8nG9ofm7qWKKpwb3WiOoIH+yKf3n+t3UmrOHbDShC2lHfUpgfUi5OGMPR+7fuyhXSPPGNZb43PZ+LNbYxOdxkWNl1PresH5R9HnUn583lEohrznhUxHjFW2/9kRbg/JzJ7LOjQSDUF2uyZdf+N+dKsUGAi3ZNSs/7ypxvDM437XLzlge14XAB3nS5bu93WT8o+7z0sfOEaAnEO2c8rM54xYED3ckFHW2/HYobq/rFmlfOLkJagrKydk0SAZZhZ6yDbWNbwaz53FjmcaXruTvdqp22aj+pej2Wa59A4o5jWGdsOuO61ho3yZsC3CTtqK9V9Ys1fyMLmwjpogQdSLiBA85Xlulg3hh5npschk7vh2tGK7flcKUrmetzmxnFqtpPou78vLlCAvE64yb2Na6zc1QQYL6AdT6Q7tRt3w9s5oWxacOx+zb0hRWuc+rOcbXxP76nkYjQ9R2zUjqKGsfCnbflril24WnO6abnc9sWWrMd5fmWXVrNc0kgi4DN+x2XMxYxRmtqS/4RuLNQgAMDHZ3qbF5QoVG+m1LW+mBsNi879WQJMNwwjhCOOGtON5Zh5uz5XGaSG513rY2W2rzf8TpjEOvC8iYHAbZ5IDYdJVQ9NtfiOXERKJ8XxvKkHWv3qK1XDw4436x2QLRPz29RJ8fO6CVNmB+2dcTmvO76d86qrWNnSq/XBMvm5nJ9W8P32Jfg8JYfdMZoZ5v5qXH9WIO4KMDD+xZE2bKyeWEMRUNQbXbskfzSsgOKrSPO2wsXwNoaaq4etdzWY6YAt0W+C9fFe47jvFqrzs8cVwvn10Zz2zGJsYMAR8OPNzIUBJb/SvZtVlqQ0/XFMqRsulz96/zueL6clj8DCq1vv4y7vOvzdT3fbP3gWuO2XbHpjNuKqKYAx/12DPndJXNIb+8/EqSdIsCoTIampeJ0nuU2nG72jkK4w5jnc32+cIM8VlZSKwHX5+t6fvrmk3ceznjFqWvq6Nx8ra1zqbyNiGoKsMsT4rm1ELCJkq7lwjVWmj2Xm79kq8ZbYdUkEDmB+LJwAVgTQVwU4Mi75qjc3v434/kl7MM8f99cX+fgc1csSwJxE4h5ztgcqg69vIkCHHe/HJm765oLXj6Pi31zcXAzg5HptGxozQTidMYhg7gowDV3IVZvR6AsOtqulvrPyp/H5W5C9dPnFUaNQOzO2HfemAI8aj068vbG4oSzHS7dbeTdh7c3dASy4ibidMYQ441Td6mxlZPWmbgowEPXYbveoPKsWXW1EMsiZC/sO7bpTcK4S1hdsFkvCVgRyI6dEGeMKi6cWhFVNLU0yyaIiwJs1Ql4UvMEwq8TljbA3eK4fm2qv21fsh92CIdrG2xle17z5HlFEugmgTidMVjmzRtTgLvZ00bkrhM3vHDlVH8rNJ+Gy/wt6qjP4doKq+15Pi1mWRIYNQKD+aljWmcsT0LEGMk/KMCj1j873F7MD+PAvqTiYqU5cLPpQ9I7hnO3HYbHWyeBkSUQrzOmAI9sp+xiw9fom0YmnfSBeSA56nO3XWTGeyYBElAqTmdMAWbfbJkAh2JbfgC8PAl0mIDP90f7zpgC3OGuNxy37vMCDQcBtoIESKAqAd/vj3b3NKYAV33uLDckBHxfYFcMTV/P9f54PgmMEoGs97E5Z0wBHqW+xrZmEGhaEJu+Hh86CZBAPoG897EZZ0wBZt8cEQLyoklzQ6z5HRF0bCYJkIAmYK7EwP/77mlMAWbHGiECpghTgEfowbOpJBCIQFhnTAEO9FhYDQmQAAmQwCgSqD5nTAEexf7CNpMACZAACQQkUM0ZU4ADPgJWRQIkQAIkQAJLBAZz2qfnjCnA7CskQAIkQAIkUAuBYmdMAa4FOislARIgARIggTwCiTOmALOHkAAJkAAJkECjBJK89hTgRqHzYiRAAiRAAsNHoFqCHQrw8PUEtogESIAESKBRAhTgRnHzYiRAAiRAAiRQjUAi2HTA1eixFAmQAAmQAAlUJEABrgiOxUiABEiABEjAnwAdsD9D1kACJEACJEACzgQowM7IWIAESIAESIAE/AlQgP0ZsgYSIAESIAEScCZAAXZGxgIkQAIkQAIk4E+AAuzPkDWQAAmQAAmQgDMBCrAzMhYgARIgARIgAX8CFGB/hqyBBEiABEiABJwJUICdkbEACZAACZAACfgToAD7M2QNJEACJEACJOBMgALsjIwFSIAESIAESMCfAAXYnyFrIAESIAESIAFnAhRgZ2QsQAIkQAIkQAL+BCjA/gxZAwmQAAmQAAk4E6AAOyNjARIgARIgARLwJ0AB9mfIGkiABEiABEjAmQAF2BkZC5AACZAACZCAPwEKsD9D1kACJEACJEACzgQowM7IWIAESIAESIAE/AlQgP0ZsgYSIAESIAEScCZAAXZGxgIkQAIkQAIk4E+AAuzPkDWQAAmQAAmQgDMBCrAzMhYgARIgARIgAX8CFGB/hqyBBEiABEiABJwJUICdkbEACZAACZAACfgToAD7M2QNJEACJEACJOBMgALsjIwFSIAESIAESMCfAAXYnyFrIAESIAESIAFnAhRgZ2QsQAIkQAIkQAL+BCjA/gxZAwmQAAmQAAk4E6AAOyNjARIgARIgARLwJ0AB9mfIGkiABEiABEjAmQAF2BkZC5AACZAACZCAPwEKsD9D1kACJEACJEACzgQowM7IWIAESIAESIAE/AlQgP0ZsgYSIAESIAEScCZAAXZGxgIkQAIkQAIk4E+AAuzPkDWQAAmQAAmQgDMBCrAzMhYgARIgARIgAX8CFGB/hqyBBEiABEiABJwJUICdkbEACZAACZAACfgToAD7M2QNJEACJEACJOBMgALsjIwFSIAESIAESMCfAAXYnyFrIAESIAESIAFnAhRgZ2QsQAIkQAIkQAL+BCjA/gxZAwmQAAmQAAk4E6AAOyNjARIgARIgARLwJ0AB9mfIGkiABEiABEjAmQAF2BkZC5AACZAACZCAPwEKsD9D1kACJEACJEACzgQowM7IWIAESIAESIAE/AlQgP0ZsgYSIAESIAEScCZAAXZGxgIkQAIkQAIk4E+AAuzPkDWQAAmQAAmQgDMBCrAzMhYgARIgARIgAX8CFGB/hqyBBEiABEiABJwJUICdkbEACZAACZAACfgToAD7M2QNJEACJEACJOBMgALsjIwFSIAESIAESMCfAAXYnyFrIAESIAESIAFnAhRgZ2QsQAIkQAIkQAL+BCjA/gxZAwmQAAmQAAk4E/g/cL+wSAlKvbwAAAAASUVORK5CYII=" mediaID="Stage_cst_Bedroom 2"/><costume name="boy1 standing" center-x="17.5" center-y="40" 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7OIbX71UQil0PxnkDKc8j0BwmREw+xk3MUFqUi9tWtwgRWDOXWgPteOudXXAnIjgZFmmxsROmY9Vf6rHhUC3umDQOO9uGYZbrE7y4rBDb398HlcwekyUdTJ6MkHyQx4aW+OiF2dLB2/fX4+LZEw45O5+2saX4tMpweTF7eiUGD3DJ69x33q+Od61v5ZdG09MPlMhrwYiKzTv2IdjWlnSBHVHAn52N26eMlWOeVm7veWjDVvK7nErt0lWnTIhPHp8kaBSh+MFXkmpF3R+X0CBxucsYPM7FKy1d34U7D4NzqGvceirpGi/9Ji65jft95dRLj5PPSiTXZIv5P+1CpKfWczDpAAAAAElFTkSuQmCC" 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