Converted by 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T7pwYliPC4ssBBmFIuVeVQoaAP2qQQ6YxZAl0SAFVGrqWNh5LU5KvamlqVYC6uZEz2lKiWmURsY6bdY147rnQxz85wiAhx66N+bPv1b+X7SojO23P68l2XJFwLPXfUC121jtvFE7ANvPX7p0lnx3d/cY/OxnlyGHazERi0DL7i2XEMa/PwvgZq9q6xAAdFmYfzAnlcLmJ16ALf/zcKSDrKRYyfdQysnvmFPTmVCnwbI4LItFEwKayHihMC1cbyKToUTQETCJYhEGk5h8TyWgZdu0JgTw2prIGUtYGx8bNwN9+xzY95oa9d/3OVYtDFLzgPeOGs0DSnddJCbR5T2XMePPidEu9pqZJO0FVH4GTOu9tj4by2gCHH1liAuZXM4BWoBDDtkLW231svx/991/xxZbnOZf40P9e/ToP+PZZ19ArbY77r7pG9gANXwcAOMbkwHsqDYynnJ//x+AMYAAlMdLABaTKCag9joAe599tQx+nSOU0s4F5nHyt6UL2aTZhPA9S3UiVTHQYapRvFWvMNwvg1RVqUmdfiaKn/3SDkD7LpOAZk/ydf7NgwCwz1nihV9lp4kQjG7o1ez7Uy603A6g9nvwtZF/7/bMNl4GPF8C6sKN60DsecRjlmL/Nhrm4IP3xNZbvxIBcMKEVgL4w0Tg2LF34OGHH8NDf/gjxtRK2McBinf3MQfCjd3ftwKg0mRUlip4IwBPAJjnbpivlb/6Pex8yiXoLKg65fT5heM2aZRUZoAbgEzVJlcQuPRtKQO1SBGReF7KVBC3y9BFH9fN8v/QATySPM5rjEJ5XpcHXRiasex74ebQ2D0ZORwRzs4sSHo1yO8mqQyQMf/nJyzHdczGDJiKl+dxVXS+/WlSl2HQ4Nhjj11uSBctWoSJEyeKBNxss38mAP+Mc844A6MWLozcIAJuCwD/z6X30QYcDmCWN4I/AHBJS2qlvrkgCDD2l09g8KYfd4Y1BzK2gThBHZkkBuWArixQLpWQKeSVeJFJ1rTcBFWHNHFpolkPkAhSAhwpSmxLkeMky8ebIRphE0FK7UcmO9CIpxTya0Z89acfZAyYOX68MI0yuQP9EW87VumSYeNmk2Bgpg0XDJ+yVqsgye4F4sEr3UQfoa+X5aPaGULrl1VaEfC1eiApXVSVVO9NL44tKrvO+2CSLG2POsJ6AgkxYXRRVd3YckFTzdPmkxVpRyLJjOiLlwPgM888IwC8666/Y9NNP3wAjlrwChZ3jUFX8ULcdO21yAP4gpN4fDw+b9yLANjK2YMl55AQjFTDrwMYAeBNr4DgrfFb45NXPolEklkwMSmlpHRSACYRgkYNQVjF0KE5DO5OolqugcnIYTPdmj4fsJAnJZnJQZBo4blE3XmRDQWgZt4YaZuV+KvrS+O8TZUcOi0aLvPvkxNI+kI4NCSCBqpVzepJpNJi49ph2VvESV8FWLIoRKVSFweFP2Emh0SGNJLWhjQr/ejMpTFyeAGdOSAr/VyaaNI25Xeqyozun4Mlt+lqPYSjdyuQCzJJaY8m6jVIjXTFmQr2PGlISv67AfApbLzxhw/AsfP+IWM455VTUXvuObwB4GDnWFDi0QbkNBCItFb59zbO5tsewCPuHJ5L+485oK+5WZmdTGHLP7yDREc3kgl2EKghm82IgyE2SUprIoSvawQIawEyJGDrZTTqdXTmC8jmEsjlgUIeCDioTlSJinNMq9lKgauHoIQRDzKtqVRGyZC89flB357iNUrlimRZJxPaZ4axYU6oSOMAKDKe3Gigo0Ml2tJlIXK5AL29VSxa0gskO5FMZ1Gn1CZgPAkkXnm9IZ9nckKZ4pLZ0mECQa1J6KAjn8Am66YQlkM0anWkMukoecOYDhLvvGy1pg4Zj1oVaKaBdBZYtoz8agnNMI9ipYohQzLo7W2iO59YOQA32kgB6IfxfM/og3p90n0/wYXT78DHenrA4NpaAIYAeBrAeADnMFnAScKHAZGSCwCQ0XwewO4AFjpJSPCpWwUUAXRf8gC6J3waiSAdea0x7aHeaLUuWVeoMeLBRMxmIBNYgXJYzABOh00ML4ToHpwWEGYEHC4lwKgIxx8KgUyEiCcc82lUwb7D4NtpfeUq+pBDz7IGSkUqwAT6GmVkMjlkqJKpfmWxxKDm/Vqyq5HazHIJmk1UapSmccmAUSlSgEUTwgE8lQPqpHXqSWn3Jhk75V6MGpLA0O4C8nk2OfIKqUIyJkUsqadQ4bglU+jtKSGT75BxpDQUliCt5guPcrmMdDr37gC8886nMH78qS5kZUmoltRpoayBX/c9qVZOMHbF3+317p6ZuOXW3fCf5OQc30dvl1JvXUe7HDhmDJbNnYvH6nXMAdApCZ9JlBoNsBqEjsdOAB5jjNSFxSgNU6fcinV2/HrEQRp94RvRBILPzRmHp15u3PNPWkI1A+Qzdaw9PINMoKWQjNtKEx5H63DQhQYRD1hBysQCIrdGKUq7sAEsKzbQ31dFs55GpdpENaXZKnY/6SCOJVfqNVpgUXxZCGMhgmM1aZkwYg64+hLLoM7S2Qrj3i8MtRnPJwsh0AiPerVAPguEdUo0tiJJodHU3EES0QQUzZM0bVyxGbW00A9r1p3dZAKsEtQHBuC1116LtdZaC7NmLcWOO5Jhiw+fV2p5YwX/rO75fX2zMWPGQ5gz82HMmTYZ6WZTgEUJR5WqJq7+3nz77VHu60Oxtxe1ahWV/n58YqedcO/tt4tE4g/VM8FXSiSQXXtthOk0SqM2x5Dt9sHwbXdFbu2xKBSoilvz2yycxPu3Rj+Uku0FNvyfqqmQdXW6KWBoIY3BZMm5+p3A4WKjWlraWxWbjYDOFfJYVqpgWQ+J7y6Uq6E7P3Des3aUslCfUCz1UCeX4yBEWiJKIiWwtQHlwADkZ6q1spDsugi0UktKTcOEFGnxs1bNx3Hm/6VSU8j5vsVVFPvLwn0OHTIcy3qWRM/Ca+fzWYweMxRTp76FLbfcAL39dSQzKbz44kvYcsvNketwjpqzU8WZezcbkF7wuHE/XRWcvS/nTPnLoWjMfBA7fPaz+MwuuyDlmuctnDsXT0yZgrdffTUm0NJpHHTssaiUSnjm8cdRKZcxZswYvPnaaxg6dCheeYIkDJDIZPC1I4/E8HXWwdSnn0bP0qXYZJttBIgXnn0OyhN3xhZn/DlK2rQySz8SYfSDZUrboqK512iWxUZEI4l6LUAik0K1WEYmzQnVom9+vq+vD4lUFlUaRp6TQa+x2qhLp1XSEvSaowaVBLzn5YrUZH6MKzhvsqbPiROhNl3Zo02GhcsIfgZ2pCDK9fPjfZX6GuhbWsTChUswbuy6KBdrKJVKGDy4Sy4x9dVp0lNxyJAh6OUir1jDySoazQoSQUZUeuQwSTOiEPVGDYlEE6lMVkwS2pc8Cp0prLvuMLz55jvo7OzUrKB3A+C9976MkSOZnvXhxIL/dM3WGF0rihp1s6S/Uylsus02+PLBB+PC445Dpa9PBv4H552HbC6H26+7TiiT3SdNwr233SZSaubUqegePhw/vPBCnPO976G41IJ1esmALXRrNczM5PDxySWhGWzi/YQB6xZg4EtIRwGNj2pRZ6A0RaWBRJBEHeqVZrJ5rS92DSr5nRnW7dIocoeUT9L2EiCrCqZcEu1Hj1uYnriDKj/WrFPFx61+G3KyK+d0lA7vzchw1hQvWdKPwd0dmDOzF6NHD8KCBfr5+TMWoFymRK7LvZv92dHRgWKxKJKO6pWLkeOQTmrBFnmCdEpDlX5KG8Fb6MihWOwXaRgk2QpOa665ADOphPjvQhGlUlKTE+y7777L0TBdXV1CwxCAa6+9KvmB4ouvhhQc+PxicT5efvF6zHr9D0gWF0SqlwKGkExls/jBuefipgsuwLzp0/G9s8/GpSecEH0zr/qV73wHd//2t5I39/2zz8Z5Rx+NsE5YqMIhVcPGkrQPa52DsfVVL6Jj7dFRZMLIW2PzqX5bJFagQX8OotqMqmP9SIQ1YOTr5u0auW0REMtq0bRQa+sWp3iZNPPTrOx7hMag/cROrV5kRuzUqnrBdBJIuTQqCcyY/g4q5RD5dF6QznvlIuEasnYfcq06JZeFIpULtLgz1baYG+7Hz/GzOLKNiQFBvX1tlqnconKA9prQPwNJQLvAPff4APRx6oPt/X992rS7sODe7wuw6LUaYAiFWhDg5xdeiLNOOQUHHHQQrr70Ui3ScUvggl/9Csd+//v45a9/je8cdhiKlYo4LkxYoC1ZcI4Mrz19yAhsdtOcqHezpcH7aU6+I+IXfJsDxd/W1IfjZmEn6xdYqVRFBZlHavyfTQIBSEnjZ8pYuI2fMWlsDkS1WpHrWYTG7pn2JZ+p2g+8/fYsDBs2DIsWLkFTXtfUq0atIqHAKFHBTR3tO16TwCbQzEa1e1VwkgzX8CXfz+fz8locP45bF/OelVvU1C3+zd/aOJOt7DS7RtiAgw56YQXBJQ0hJZMuK2Q15Nt7PXXatDux+P4faEKkO5YQMI7T40D8+qqr8MwDD+DZ3/8e5d5eIZvpHZ92zTV4dPJk3PXUU3j+zTej2mo+Bekb+gZ2TB88AhNunttSNMOJMlXE8+zvKG3KSRzzLpuiTlQt26FpW/qf5gaq1DFA2cSKDdQGQANfXC6pF+L3SY9qptwLoQsU+2toVquYNXMeEKax0YZj8cZrCyOwSwxYKtvimDcn3RaVaS2V9nSwtDtWHDrUehpTmT4wzfPluQQc37PPxmFD3ZnAnl0TcHUHAbtmcPDBUwWAA6VUvZfX29OxdDJjPvHd/iYAlz5wdARAWm+MavgHjdhbbrkFR+6zD0Y2GhEAz7zhBrw4axaOP/HE5dYBp3JLFzPmm28PHoFNbySBoypUpJLDEWk72s5RQ20XuDdaQQPvoVAOZgfxNX3d2uMm0Gy09oQJvXYDBgSNojiJkGDNcBrc0oCTW8glUS4BM2csQtegIRgyJIEXXpiN7u5u9CzpQSGZR09Pj5MwLi/PSRdOtklfTTJV6WcAIU9gKtZMAgORREq8rS38NDGLi8fPrdteKEVFblUXDUs8TdL7qWi8D9I2vLfgoIMUgB+lY/r0VgCSWCaFxIcbPHiwPCAHnQ/BR2ViwtsA1gcwdN118dC8efJeoVDAoEGDRNQvXbpUBolqeDP3sD4AOfDVCksYW3u72LhwQfkZ0bZga/Uqcjmq2Bh8KrE4KU2JE9tClkXo0mniCXOd9kOtq6WTMXfufIxaZwRmzlyA0SPXwqKFZcyaOR+5XE5UL59d1CFJbgdwTrCvJk3KWo1ve9s13gslnm+j2UI0Fep7/5oDqO3hDNgWwjPV7H+/jkHcLN3yFQV0XkP14MADP3oS8O2370TPQyoBKZCeAbDOqFE45JBDcOmll4qH9qMf/Qh33nknnnvuOQEUs14IQEZDWLm76667YoMNNsCVV16JddddF/vttx8uv/xy9PX0YKKzFwnAja+bO+Dai1Ssk4iqMnRlt7ROk5riOJ8uTlGiuLesmtavIND6+vrR3d0hErZUrKGnp4hcJodiTxl9fUWRdgvmLURHvgvNBmmcokqrUG0ozfROol5R+8ocAFN31ozcbE+z7fz7IwCNE/RNBJNsBmL+b1nX4r1WyKzqIUkJLpRngLTxoA3I13gYHWWOjUnaYP/9X/3IScAZM+5C78OtABwxciQOOOAAkCSnu3/kkUcKAF966aUBAbjDDjtg0003xTXXXCNA3GOPPeTvdgCOv1pVcGz3tSeExv8TgPQsLc1fPFXPphLDuh5HUFQKaBPH+ND3JQadyeLFF2aIbcdNc7LpHBJigyZRq9IxYX83Tn7NRRcItqSAhp+3ibdaDlOBlEikPWim2C5RfrzZJFmlUnbZ3QpgldrK9RmwDOgWPuRvahdem78plXkvZisa56cLQptemsNiRL4tAhn3b3zjownAvkdiG9BUMB+AKpW/qYZkUACRaNOcBKSnzPN5cCJ4PgeBE8JBaVfB61/7Tksthe+ADCgarXWBdSltW76WL2hlnA2WnjvsQISsAAAgAElEQVQHhLxhvRyiUmxg8bylGFQYikWLl0Xp9EKB1JWqiGkddQp8b9JsM5M4fI8//f39yBG07vBVqUkcX1qZpDPwmKSKbTjNsokkolS5qxaQaxdVEnIBEIzJVEIWh4G35uLfsf2nnzX7j8RnsN9+BKCN4odDODvh7SVJtX7vzJl3ov/RYyInZJlzQgYS1Uy7GulSrqiCafIzXX/RAOjhe8wlNL+eKnjsVbMj700TOQdWCDYpLMwxgOik6nZbdlj+n+TAsReL1D0kpTPrG6/Nwchha+GdWfNQL6nEYYoWJYTREyxiUskZb+0Qf3fca9qkiNlWXGxim7lWCmLTVqtRmSTJZVsIplJNxbY+j8X645Qx0xBMJVM+T3vTZJLqcJg9m0rH26BJkZSYUEo66/PFcXDedyfJ+q997ZWPnAqeNesuFB+LAcgB6HHAcu31hL5l+v3abuZJwxgA+RIpG2bDGDQYR97QxZQNLNO6R2DdX6sNqAR0a6tcyyy2LqZ6Ygw2aUHBpEr3WbETXfsPnkrHZPpbczFmzEhMe2ueFuYw948ErTW29DojcNIYajO7yQeMSTmz9XgO1R9BZoAV28vRSAIQj380EPi0igHLyGejUgzcMZ2ijgcTDcxrlhzENNPYNIFVriGdu5hnqc2YEpSeUHNDHQ9dWOYYcbEEkyZ9NAFYerwVgAYaRjDocHDYCSqqXEYuyRNu0NYElVAhYC2JtV0oEoDjfjVX8ur8NHY7z8hfDUm5DgfG09j2BQlNUJUIRxOS4Uz6Zs6cXixb1IOwqtSHestMo8qiWi5JoqdQHSklqQUMjNk6SWZerUmpdgDaPfpEOXP5GlXmN2rUgtcnCM3+M6rFp0R4HZOipjqN2/NVPK9TKZcicAnAszlR+5YRwxiwL735VEak6wJQr5v3J1QVs7X33ZcA/Gip4Nmz70TpiR+2ENF8MIbRWD61npOGJJZN8rFOhKn5LEundOQTmawiEdLWnVcGajol4C/nSiyWIJTsYxf8j6Vi3GG1wu2vWLBNkInqUYn59tuzMXbMaLzx2ix05bpFKtFREnvIqVSLKVNd29+qJiuRI6DloLmITjE+0aSMAMrxhXYN4/YIGgOQAY2qndeMnBOnCn3JZs6Hr1rtb5XiVoCv0tZsSYtk+M6NqWbjHPndPM/u0a7ne/HBPvu8vJwKNjdaV1kct219PZYnA52vRHRrR055ZbnX9fq2kjmICxY8iqceOay1Pa2LdDAplcAiEKl+aesxWfUdL/2e/1NKUkXTx2UPLVbHMaTnA7GRymCbK+eihA7JSBkytCAideHCZQKgEaNGSlIqvdRcjpIM4qUmwwSmvjxTazmYYFoPUSios1OvliOWX0Dc4gFTImg4y0BCAJqjZGoqSrdy+8vZSAuF4faU4+fNAzUpSRWuMV6NQJikswgGEyn4Nz9HKstUr0lbfk8cRtM54Tm+qrfvJbh4n/xui2xYaYCpYLs//m8LxsJyioUQwd57v/QRswEDFIuzMO2eXQU4oiIc4NZx/9MepCMhyaWepGOYjYS0SUiqZP7PEB0P8oN+sw6CeNZB96GRH4pkOi0DPaRrCObPny8pSAsWL8CErTfF3LlzMWrUKKFUin1FLJq/FI2K5vSVCQpRw4xkWAYi05+yAmI/gVTDUJlo4tTWivup8B5JhFuM1ffITbplE5qAaqDypYmF2cxObJdkqWRSM3WcWjYAGpBMmjG1LeFUJZ+Bz2m8og8gWxh+cgH/Nq/dJG2Vkl1IdP1+U8vCYuy550cNgKwfmI2379sVw9wT0r5jMoHFKFh0ROlG0plql78p9ei/UfKxEGm2qwuhi0EvmcdMB0BbcQTg4kOfQDnRiUJnB0r9jux1ISU1pHX1cvAIUFII/H9Idxd6+/tQ6BokvB0niu8zS9mAQ3vMWH9+nke9qrFQixpYYoDZYTyPwBDVSU4uqelQpoZD127NpArf4/Uo0WxiDVC+/WgS19c0dp8Wn7XnNNvRJLFJVLn/OrUBrW9m2+hO9PZsHC8jnHltkcashXY2Ke/VrmUeevDFL774EZOACsAZf9stAiBtP94kM1l4GAAJKNIw9psSkdkzBCtVLiUowWtANlDayiUA5x70EOrpwVFkwWwpW70mJcQIr1QiO8vsmmRaIwPScZSAyWW99CNNR7IJpe1Yq1QiT1CkuyOyzbbia/zb7D/mDwpp7Qx3/qbhb3yegcjUnjkfZqP5TogB077LvG0DhklTA6vdhy0KU5txpCMApVvaJZwaiW3v2/VsrHhdk5A2B8Eee3wUANjKA5ZKs1oASGARdFx31vuFYTrSoFSplHL8TfDRxqOsobfMNH5WxVnHQJ5H6WjJZATgnAMeQFCg/FTi2rpDGRCMkrAAuvFeJm2YYGkTKBOc1vinAcS3jw0spk5NYhjAjAs0W05oGVe556tL36YyyWjSyUDjq2/7rP1uD7XZNSxMZlIyAonLeBGy2TkVNi7WR8ciM+0xZ5OQ9ttooOgedtvtowBAe1T9XSrNxqwHYwnY68BHjp/2HyUhQUYHhHYfJSBtQoKOv/me/dB+VIWhn6U9uCIA+iqLA8tkBh4Rc++MdF8S0iaLBpdEtrfVla12k6aUXuWqRg/MPjP7yadKeB5VqgTuQ+UFffVqUrVdOvO6dj3ek6l3H1D+IrDn5W8DtS0wk/gWK7b7NbDa/bYvMLM/+du8b5Py9n0mleWzX/jCPz5yKpgAnPPw7pHqpDo1eoVqlBVv5AEpDQkuApG2ICMmhAyBaIkMPIeSkAfTusgZmi1JCTh7/7+hkR0S2W2kLszwtkGmmmF9itk6Jt14np/dYSrHfptNZQCkRONhgDKy2FKf+DkjmGNVGmdc+6C16xjgTL1m2UXVte9QaaPPbpLLpLOpQwMMwWGS2Bwc9q/O5DTuLIvGFdDbOJhKjmw/5vs1NC3LFonvcKQZinTcpNw/8xQ///l/WF2LfMkHVedrMs7PE/Tlnv86AfjOIzEAzeaj5CLvR++WoDTVSnrFWrRRIvJ/xnwJUqpkk4CUpJSQluhqAAzzZiWqZLLBa+HWGObK5aKOBgYys9XM87PJsQgFn9FsIJNsJhlNMnHCxGsuFsVbNMAqOGxXJWdjOi7Pxs6XXHRaMsk4kUAB7khfl5ls9pyB1JwGk2xmO4ojVK+BNm70XWwT4jUaMgdLvFky+SzzdHXPtljsGUU1111ExS1E6Q2z886UgH5t7/vzt+9tre7ftAHnPbZHJAGNPiEAmXRAmoWv0QGxxCCCjBKOAKQkpANC54Wq2ADI/3mYRBQb8JsPIDloRCSVfFVowDF1YoNqvzWNXVOObGIsG4Rq2rxXm2RzFEwVmTSybBGTKCwxTbqMFPKGvvozycVzfaLagJ9wNR/8DL+XJQEmAfnbvtteaw+/6WeUQJYO/lL0rs6DxbnN5DBnJXJaCFZuG8Z0LX6/S+E3tU8JaAtGnp088Y47akq+L/n0RnWyBnq9/TU7//16nRJwwRMxAEkyGwdo0tCASKlGtct1SuARgFTJJKkpCan0LPmAioQg1KJDJbOnT5qMZPc6EXls6sSAKOSyt5GzGd/mSHBALT3dJp3XtutQTfMwyWqTaTSMRQ8MQOZJxveh1Ibxb3ZfwhWyCaXbVEY8WxYZtWXOWLNMXp9go11r+Xx+jiABYZ68qVBKNH7OACmhM5dM6tt+pqIz+VxLwoNQRo4X5BhkU2rGMDNJnqlRR/C5z624JsRXkR/m3+XybCx8MgagcXu8B6NcjGA2LpCq1mxAJiEQsHQ6KO0sQYkrje+pz6sAnPOf9yNRWCtKyTIpIQY+6ymcU2HqmO9zwDlJ5MPMwDZpZmEo49AMSL4n6lMl/udEOlU04dQkVFz8pK+xviOigBxn6NuQfkb3xPlXYLPFt2JZZhz+Ou4KVJGN7Fh/kRjgzEO1dr92H2bLmnduC8rGypfKZlPaomnBjTTGbNs16jOfIQAH8kN8asS/zAf/erk8C4v//sUWFUwng6rUgEcgUfIRRLTgCDTKGr5GUJKoJgD5GQKQT8j3qZDMduRnZ06agjA3TBIs/fQl4d3CJtJZ5f8MEIwSmJ1mg2w2kGyh4AbYJCM/Zw6CqWcjjcUrZtTB8X4CijKzTGK1S0CZClZpqf2gfUeGKpvfq1IpgQwqmPTmV/GprdI44ltj8NRzPbji+ndwy0Z/QSOIU+LtOrG6ZtWcFgwZ6HxzwRwKc1JUQ6rkbK+kM8TYQhSV7pIRKLkDZtAwrr7dds879MUxXz/++8H+PXASRKUyC0ue/lIEQD4MOT4CyLpiEVT8sVYdBKQdBJm0lfB4QapoOib8sUMk4H73RTygGea2stn6ghLQ1KQV3BBwtupN/Zqd5zsnJkloEyVdLQTP89WuTbQY/Qx7ISETapygHyfXTGjN8fOljqllWSSNEr7++p448lvrYNTILK67ZQ66ulKYuGUXLrqtgT+sr61W7D7NdjVw+TFbu38jrk262fiZxLRnqjPtyuuib5SOLV7bt47XE/uY7eo+/ennPmAaZvWTXHt7n8fUFw8aMIOlRaR7/5BusUSDgUrkB3rIBvsBTpqCID+0xdA3ukTtprIAhpPPbJlkPu6nl05mpDDIQlmUZuY0kLrJ8DOhpl2Z58tJMYDxc2ZTySSzfbCjKfzFYOdRwlI6csJ9AJb7+5Hv7EStWsI3X9sD3/v2KLwxrYi//q0X9436X2zYfx926Lgfy3rq+H33eZiX3zpS8wZeA4Q4G85e9JsNipRuNkC7js8lz5yMs6VtUZmtawvIrzNmRaBJTH4va12CT37ygwbgiiCz4tcXL56M7OvHLZeO9W5XompmNGSgtKsVfe7N3DD0fe2eyDM0W8hitVzNobftgNg+3tZXojMyGqclcMSbLWkOniUUsPDHAvkmEYxHNPvPJIIvYcyDNhVo9InvpZtHabTR/m/uhYP26cZnPzUEhx//Jm7Z+O6Ik9vt7SOwdvVVVJHDb8f/pUUCmsSnB2vXEqCkVB2blCQAeT+RU+Tt6uQD0M43OsmIbuYLmlQVz5kb23ziE88OkI7V6gX7HrHfG9AmdqCa4va64Havuv2a/vmLF09B55urB8D2jOhVgf3ruaHo+/p9UUWZqRpf+pAOkMElGcswVD6uvRWQNNVpkIGtN8BtEcw54T0wVcsmwpdc5jkasMyR4DmWMWKfM7LZ7su3Afk5vv6VGYfiK5/swwGT1kFffwNHnvQWblz/jqjBE0FQqM5HtZlEPTM08lbNORIi2lXJ2b3YRo88R4AYKsEstioXoosp2cKxhUSblJLap3xkLNiZwTlu/J+JFsG22y4PwPbJW90Wa+/lfN40JeCgt/45ADTPT2wk6RykKlgAKPUioaggHtV6DRlXa8H7lkzkQNWjgY1VcmZz+fyZgcoIbAOkSRjL2zPj3ox5mchqFdlCITL8d5h9MnZe+zmc+AMWJehxxfWzcMcr43DXmAuj1Hw6Abw3czSM3zQPX1pguswbsQndzpxm31qP6MiGZX9DZ0+aTWkOk4HPFhTPy2TVfDHQN1g+MHGiAvCj1BlhyZIp6Jr24QCwd5/JSro2a26nnyaKPb1AuSJeWrKpCZ5Ct9DLpRPhtwdNsCVbRpohsSMWyylJ32S6O8WLzhbySOfyqPSTT2wimdGEVOPRzGuOuDdHFgs4iN1UAmlmQTONK5WSXjc0DUxtbrbwVuxS/TUuPGOT5YT+hVfOwCNTC7hjw5ulC1aauYR0YEgAp5KoS22K7m4kCyAZJwb7dIktFlmPK9irWNRuMlbhZkeLw+a8XkZCbGGaVA222eYZW/TLPcBAkuy9SLdVUYu8PgE4ePrxq2UDrqkK7vny3QjqFaDaR32JhnT5SUiH01p/UTpyie3neqZw8jgJ5hELjULqhc17snnptUbClh4t05QamQAh+3fk8ugcPARsGG6eJkHBijmxqaSlm5Y0mqRkKKwZVpDKZBCydliK4zNyPr93WN+L2Gvusbjq/M2iRubX/24O/vbIEmy9+SD892Fjce9Di3HL7XNx51pnYX5uC90FPRFIc8xan0ojy3lMZdV29XlBPnskrdly3FXE2eumjumcpDJxGNDMErMHxWmRZpjxhjiyCLfa6pkP2AteFdi1nrNs2YcEwOwQ9O5+OxqVElJhFfXeHiQ7u5FEgGq5ghzjqM7wFi7PEdNUFwSF8F8l5fHE62P38ExWDOhASunqYHEi0/3ZJWHIuHXRW6uDJZJq52VQdp3jfdXPvyX5tVJEMqWVdrVKVaRsyD63TJNv9uA/53wbF5y2MYYMVqr9vMvext/eGovJ3adjm+JvsFXlT/J+oxnif057HY/nD8LLHV8SjirIZpBkv2DG0YcNwbL+PiQSGiUnncJFZeo4shOhDpfcKxNR+YzOHhQwSZNMzej2D1PPXERG2ZjqDrbYggB8b0VJxeJzmDbNysFXHXBBMBMTJpy8XAPMZcsmY+jMEz54CZgZjP4drlX1w9Fjsz0xsh2RQwnYUZDYZoJGNQPtuvNM1D2gVq6ox8YwV1e3eoz5DCphA81aWZtHBilJq0KQFrXHa3EiqLoJQPbEtURWGT12Q6hUMLr4FNauTcWzmX2QZi1JvYYU9wKpV3DAksNw7HfHYMvNlNl8/qVenH3VEvy24xJkHcBHVF7E7sWf4dMfH4xPTuwCVfKfun6BxYm1tBCKfWsSSdSpOvNZ1Hv6EHR0CPiEihGnRNuwicSDdnmQBcdEVKcdjIZi5R9LG3w1TW1gAKSTZqaDPCaTGCZMeHoACeiT0i1YHrARZbH4LN5+e+AeK+8Gx0RiKjbd9Gh3SrwIenqmYNisDweAS7f7dWSXZNMZlItaA8HuqYHLBAnZXj4AMh0FhMWKtNKlZLQj5xwCiZrUKlEAnRvDaGsNNfx51EpFJPJ5jQ1T9YYJpAs5VCl1ZLfzEGG5Kh7mQYv3l8/cMPQ3Iv3oWXJyv7b0KHxz9wz22s2CisAhP3gJv+++HH1hJwrNxdio+Thezn9ZuopvXLkXo6vPIt9YhLsyx6GScelntF89p0PtuKRuap1l86M6kgUFuNhsVYIvRfdVHLAkeVRHX4jka9bRDF09MFWy7fbtdVL1VbA4P5ttNhAAV12K8UwCcPr0NQPgJpsYAOPvJACHz/7gAfhGZjCWfOJXyLsAvVSL9fVZMz4gx7bwIfKpDKpu9/NUrYkye6pkM9JK2KIBNknc1cjpJZWmzmi2tsO0lVhEzMiIZJ5QbbPdBcEgGdBZKVwv1Ofhe4XjsWRpHdflL0exoTk8e/afjt03n4+jvh1vxv3wE0tx1q0dmNJ9GsZVn8COxYswep0sru09DrODjRCypkXqMmInQO4jGe/9K55uVRMcwmRC9gOhXYo8Ww27pkzpjLzHe+UCpUxkQZZxh0zdqlFKu4J4P3vGKCTjQu2awSab/P0924Cl0rOYMcN2ZVt18FICbrQRN9ZqPXp778Facz54AL6e7kbx09doSwvWfPT3IcjnpaWv7qdV1e7eJaYXBch2dyFdD1GslKO8N7lzOiAdHVpDy4lxDktYqyLVyQ5Y8WZ9QUOdGHM0mgGN/oYDawLJeiBbOWwe3o+Tt5uMd+ZVceH0wzAjvS22L12NnYY9htOPY0V0fBx1wqv4feF8dFRnYaf+83Hl+ZuBr92Q/xVqiQ6hh6SMsqYxWIKPDpJENkgIM9uHuY5uUx3ygVxgbIrE82mzShY4tKF6Np8TR6Yp1YCufzQLrbixDyWgiyfzej71ZKCLYuZUwRttZABcUf3vyl8nAGfNWjMAjh///eXqgvv6pmDtd378wduA6W70fOKXSGe0nQSlH73euqNZqDYlZEQ7jxIqLzu4iESQkFUqLftqNOkJM5HUtk/Iukq2YhFBhhLN9fyo1pApFKKMZfGGwa7ydfGA2Q2rxA1cMhl8vno+fnZov+yvdtYV8/FGdkd8PJiMy87etAV83IPt8B+9jKfTX8e2td/hinM3k010/vsnb+HGrqs1xEiHJ5dz237F+4wwrkw7Tmxg2XopFMlsNhtVMFO8IuJbdknS9CzhBNn8KVdADxduIYuQvRXZm6bK7Rkocd1eXkadkPbhmLoNmCl1g/Hjn3rPErBcfg6zZ68ZANdfXwFojhAnt7d3CkbOWz0AsiERE1VXJxRHCbh04iXIUuqxcXe5LNLLsjtcMxMZULkwszdc+Elio0zUTOfQYBKBU1VisPNxCFhGTqASQuxKcoVu2wZKQQneu6ImUU38XzYzTODA2nfx619MQDIRYNqMEv48eYGoXf7vH4uX1nDCGa9j7Ogc/ueo9ZDLJnDtLXNwwfN74M3kp7BJ4yG8mtsD5XoS6ZxmR3NBUE1yoUW8JstO8/mobpj3V+0vijdvFXkWCbHsHtkWrs5k1bRESYQBcGlsSkgzQ1ppJnFMkgp+4VGdWg/WX//9AOCzeOcd3XN4dY4gmIr11iMAW4++vrtRW3DyaoGJ1W9+psuq3Edfugv1/7giaprDz9D7pBcpBCpVpetGEGRSssF11DyIUoOOBT1JVzORZT++IreoyqHGTA9pOKMql3+n6Vn2F2WSLH2K32mZKGYfhZUSvpU+FtdetPmqPMZy55x10TQ8Py2H7tQSabj0f9mfYkl2I/l+3gttO6rWKL+Ptb6dnfKeZUgLgKxElBKe2TwGIIKJ6jOTlgXDwqzS0mW6mSfVMyMq7BrLZIOUSlSJh3OHKeZXckE6JiBYd90n3xcJOG/emgFw3Lj/Xm4Ai8V7MHzBiVEi6arMgqXoD5QJs6LPT890o/ipKyNPTqQXQ3CcKK+gWnL0SFM0WCiuq1l5L24Uk0LIfEF2VmCH+f5SlMgq0kW3LdI4MmuEi2X5nJDP/JzsdqTeqDgC9QY2qN6HH35qMg4/kFmNq39QLS9cXEU2m8Axp7yBmwbfIM9DSoS/TbLbd1b7+pDv7lYtUK1G2dwi1VwcWD5D25c0jUViyjX1ljPcHoK2bF06MyWasremRC5p32YoWYXKSkW7iVr4Lxg37r0DsFJ5DmsKwLFjBwbg6IUnfig2IFWw2H22DYHUx4Qq+WijNNzmLFzxrtG32ExMQGDenktWZcESj2qxJKrMklg1eqERAlNdPE8yWVht5zJnzECnmprU/Cl+ftwwjBtt1SyrD0J+4vgzXsdve47E/Jzuj0xAMBwoHjDTwvKqOqOcQJdYat9GIBlQRF1zpx0HSKFvikXkurujpFqRkE4CCG1T0XSzBseTNBa3k3WRFIkRN2sIxox5fwC4YMEqSMBxzwLHHaMboJ17KYK3Ehg9enkAlkr3YMyiDweAfZ+4QsZbvLVMWlYq7RZSF7L3lYtK8H3uRad0RiNuJqhN7+QaEues1mSCLV5Lj5rAtfoIywtszwWMIBZWcCD+Z43Vr11n3oIqfvi/s3Fz4SKV1JTsDbUv68xbdNV3Js0kD7FDbcBoG3lXYRcRyS5ZISKavZi0PT/VuyxMjh9VLekmMgxVetHxLkk8v54IEYwa9cR7VsHV6nNYuJCJ8O9yZO8Drv9VywnBkftjndyly32oVLoX45Z8GADsQu/Ey1vqWLmKzWgWkpW8lyNSLUBvtIZ4t8yCcZMpBr7zkgXUjs6RCWFxkjPoJX+Qk+OMcwMBP/OV8FQc+fUsdtreWjOtmfRjWO6yN7+J6altovBYOlOIUs8kVsuEWldSKcVQjj7he0Inyc6Xao5IelVTU/VNorNBf9Su0/WF8XMA6UWzrph1v6R2JLTpEm6pIYTmGTnyidWqC27PB+QcEYCLF68EgMeNBSZu1zqaD92BdW7X1/x8wHL5wwNgnwOgqUA6HuYUSDq+Z1QKHUFbxtl2lJR+vFRUdzUmYsX+o/MxAAAtOuKr5U2b92LfMXcvx/OtCQQZGbkueYl0YrV7DDI59c5NIjbVno2q/rhhosv8kaQI8+Rt5yOqZHczogXSyYi2Ec+W7zrbWOpdSOozmuQWMnepN15Q7G3WBY8YQQlotcB6dU3NUmrk3f/W8wnAJUv8qowBhuxjbwPHH9/6xq/PxdovHBplgPBNfm+5fA/WW3bSh2ID9n7sUuGluNJ9SWchJlFZLqVebKV0a5GQhKAcraAlkqpyo2RMt1+alVAyNOcnqFoWDL/joOQxuPLnE5BOr44rNTA8Dz3mZdyGU1BJjxCzQieSPF0gSaFiAojE0/awlHAkqnlkk2lUenqR7MyLjUgJL4BxNcdi1xnn6e0tJ3XERsLTpGFkhGNj+4k11W7mIYVUjCattdbjLh+wtSjJJIJOhA1I3HDSf71Wew7Llq0EgPzWa/cE8m6zrGIfgkPPw7BhtAFbeUACcIPekz8UAC7b+mIZEEsM9fP+bGopySjtJL3KGe22UsXbc9spySQyZGeeo9u9RjhAUh9MQLCtu1zNLBNdmVw6vn4PvrP1vfj+YX4HwzWRffqZV1/vxxmXzsNtmfPVHpMO4UFEmFv/ZkvD14VGByVAxhHwVMESE6dN3Gigo9AhbUvkXJegS2ZUOT/ygKmY63Ot7WwhilPHHorc2mHQIHWKSGYPG6YAfC8HAdjTswoAlJl+TUnncBOQBxw69KjlvrpavRcb9H44ErBv4mUt8VzejGUAm+STwXKeI21EGVShV0IwgcEcCpEMss1qI9pyVvYB5ueFZE5JRgknLOpIIEkIaXw9eTIuPHkURqzl75D3XmYFOOMXb+G2GbvjleQu+oz8dle+qU5WaweCdJrd+huy57GeF4NLzIua2ok8BHQuNcukO+PEVrogKtyZIxFxTcC5TBuRlBzLIUMee88ArNefR2/vKgLQG1MCcPDgIwcE4Ib9H44E7N9WnRAZYPcTlUU6KkZSk6jGaE+5Sn+hVXp7kcypmhIjnXFR50USVKLSbQ86/rb3XT9nk7y81oGJo2PPN0gDHRsDfS+tGIGDtgJ6X1jufXKApsKLpYbEhK8LLoocK+4LLAuA5AvhJE8AACAASURBVHJeM7mNh2wybzGZirzYdJJdTdOSqUOGoFYsoWPQoIiwprmRLuQ1Bu7MGJGOpQpSrE/OZWU3ezpffEZmh0uxVrUmmdlMAgm6uw2Aa14X3Gg8h76+gXbmWNkKnoru7iOWywes1e7FRsUPAYApesGXRUS0D0CTUHwC4ezMzvNaTUi9bzKlxTpUW82GErBe5ZypJ3vNPEqqevOqd0tchhHBGwrARBYn/rwHfcuW4OI/TAFeOHC5QbzglhF47fkncNmdzyD5/L7R+4/+fSlu+N07EgsmCHfdYRimPLgYtwZnY1k1G9WCWDxXCHIX35VFyKQchhttL7dSA+l8QV6XTQCqLDvQBpziuHDDbUp3x4UGuayk+DdJRTW0qL/KXtTuMxIhYleJ/iIS6YzYiEFX16OrKQGX74xACVgsrhkAu7oIQP9gm7B7sXHpQwAgkxG2uSSSAnIXpAlcfp95i3zZKBfj94w6oU0nNRZOpTRrdVHPtLEiEtcVbFPt0fCX67n95TZNPIIvj7wDc+dXFIDdn8QhB18j51xy12vonPqV1uHJjMAhR9wnr5181V0YX4w3FGfd79E/mSoxZErC2/8yH1MeWIR52AB3hsq3cqGYfU8+MD2I9cSO+2NUhjSUa0VXL9fQ4DbuBGY+h6BJ50OJdQGgo0S4qOT5XZIGpb55u+bMyYIjkc1nZ3EUa1xyWQSdnasLwOWlWqPxPEqlNQNgZ2c7AImB+7BJ+UMAYKoLS7e+OLJnxItlQXmhENl1NoDtALRRIDdGSUD6hjaNeLkDAFCu7dSU2I+uDRxVLz1fZrRY7Pet9AnoLSax9djXgLm3LTfgC4efgTffXIRPbsWdcNSJsoM1IH+8cz4uOnOTqE7kmlvmYPLjDfwucWYUBRGqSUoH3KYyNA+K/QgKeSHhJXum1oi2rxDbDRlxUij5JXpUKkfZNFyQXIzihFEyBvR4swI0CWsyFuwSKeq9fQhSaTCtKygUHnnXumD/4fzKOf91ArBSYce+1T2molD4rpMI+lnddeheDK/8NGokKatmgEv7ZAUtUPaIebfONe2XWJDqQtF5wZIk6jKOhTczEDENn+lYbKxDEHnRAFOhMon1BjIJzRT2Ew3sO+WalIASBdM73yD9LA7d5I844b/Xww9PeQ1HHz7uPYffeN3Jf1uEP/x1vqRusQs/j+tvnYMbHx2F+xLfiTayoeQrWK4fbdpiUew1ZnhTVQrVktZsGFGdrgyzo1tLD8pLerR4y0WPklktX8h1dGhX2VxW7EeWK6QKfK+KIJ+RjG/JKqK6z+UeESLawNXeoHJVXm82n0e1umYAzOW+O8BG1iyF7Pde78Xoyv7o9mD4RjAS1cxVzl6JwRuGdQyr7I8R0k1Gj5npbiza9HQlZMWbte1PEkCarS11Xy0/V02SEtxWUwI+qlpOiEuXMmpG4qpUXUxL4r5xTMh0nqYuqCDyDPkdPgB3TF+H8w5fholbdeH+R5bg4SeX4CfHsP3mez8MhMwPtOPwY1/GTbXTUJJ2nrT3lIhmyzY2TCLRzjGy2l1/wVVLJaQKmjFjsXLGvM0eFBUbZETiCQ1lKV9WT0Iqir0K8yyGUruaZatBNqsS8L3UBVMC1utrBsBMZiAA+oDivT2HCbWjWnjB6chiaeZuBAHJVP/8Mtar7o5u2UVED97ZW1tdhmRmEOqsZXD7ZJiNZomk0Z5buu25GM+Srcxwr220RzXrvtCyi0XlkHLgHh/MJnZ7jrCbvRxCYLtiHdpUrqJs9/TFuOR/klh/XB4nnPk65ixo4oQjR2PCJssnltGjveu+Rdj3S7Y73spBesnVMzH7nTLOPnkjOfmeBxfjzD+OwwO1/eT5Uh0dQqLTs6XEElCKKi5Kwb0UxZMsjrpDNMU8kbAdkwlYoccsHyGxWXaZEU1gJLX1jiEHyvOY3BpmkkjW3YTl0rSJH44A6D/SuzWoNMDa+WH4PBoNboiwusdUpFLfafnQgHXHzd9im+alLTsnzUAGi1J3IQiYb+Zfoh8b1r+EQdIbSw8O7YubnILkoPECQGsPYY5AJM1c6EyAaCuSgCNtwNpeCkqRnup0RGE4phlVqssBkKSt8Icuk0YmkgVHLoS3ZfJuTNroIdkF/anX8/hr7XvYL32qdDjYaANtkP7wk/Rs5+BjW3ThiINXPT2rXGniiONewdxwPD43/h38+AfrS4rWUacvwO/CUyW6wVZzsjgyGVGzBCH72/C32LHptFAn1rC9b3GPLErzkiNO1MKXTR0ja09MSWeOnLAA3MuOAOSQsIw1L3U1CsD3coTh2wjDx9boEonEN1b6uVTzF9gq/H8t572JApYl73RNeP23qli3weaW8a7ehOKz6x+F9LBPtDbJdo0mpc7Xsf8kimXvOFd8w91Zpbk2l6+UX+rqt/YbFpwXqZBJq1qxrvOu1a6pLfZvbtD+oc2YVDJ76+T9SKOE58O95SEyzaX4avYM7Pq5wfjmV60v7EqHaLkTvnvcK7i3tB/eCP4DewfnYcPBCzByRBZ/mjoBT6a+1VK7y/vTODfttrxUwzHPj8+WZVkqmgiqDYS5NBo9/dKsvFnIMLlQylmtPrjRSCCT121hJfpSZ810EmQG6DE3y00t9E8nUe93e+kFwUOrCcAPvkFlu8uRDs/D1vhTNMi8g5ewEYrB1S4J33+EBkaEe2OstKfUQwA4/vtID5nYAkDJ2XO1EGY4k0BtAWCV3F4CzIiWzjAVzQZZEQD5WUs0sF7PNsE0wrlJM+mHGtRbZj9A4whNotJr3CN/JUYk3sSXdhmOL+4yHIW8Spf2g42IOjvi98gBkop5tH9XvFDfGYlcVqTQurVHkU2U8HLjsxFFZLUZvKYsGnKCTY3TskuCdEpoNCAJq11dqARNZMKE5DxmBnVIdgwbq1vnBKSZkq82r4wns11oDxcryDYDVEq6kU89bMj3SFZNYrMLQg6AFNmQ8a+pNLDwk5/twZtkHxGKbkkl4oS4HcRp0NJYJ8dje0ykZINj7SciCZ9J7SHMdO1awMwRFnF3aFjLUQK8Lu0S2lFMbZLJmXMHtn3n9mjsCYTnxu6P5lq7CFiYNMpzbX/czJsXYPPeOIpAWfiPTU9GpmvjqD7Dctz85xRpFmgfPKn/YBit1pSCdUkxp+qtxY2H7IaE/acn6FLUZYstV5rox9QpCVgrSylJCSNSp6i2l4EgIoHZhy8dYmLidoxPPIOU9HaFAJEgY7cD+79Wb+K048ZjnbWzeGlqH064rIE76sdEqlKyccQOU9PCwmn8vIFfYuCkUMJAxkDiwMlA1CY93WYqIVpB6mY4V3Q06g0UXPKtlJhyQTuuT24upb1p2ZOGUjUP7pPCJIQ0UNG2IEGw6fmhtdyKJAYD50Su7WPrmHEtPm6IW83yRaLdEi1llVPFFMvC9/BmhazlimCSYj6PVCOBkpQ4uqKdBFuaMfyTQCrPjAvaI7moisvShJrLXsZWr50bNRtfEiTwxsZnItkxMir4ZupPgmEhEpzLXsCEty+JnJbFSGDalr8AUp2amu71KTZ1KSo0EFknVIrUzGZ0IYa07/xqMVdmKUVEPIdZJNwVk59x1442i+Y1rb1ZsSRxVl6TtSVN1ki4/eQMDBGZ68ae1Afv6YvJC3DhjzLShuPYUxhPh7Riy2YSuPrm2SSH8L1vj8bHt+6SIvXrKucpV8fgP6UR95Jj1ZqL7EhOItv9uoxso56UB9Nn6ezuEu9YOxowJb+K1KBOcUwq3Bu41pCSTdqM0imWTpckPTQlxb8Kln+qbUnpKuFLt8hZsplMZxFgk5+HxurbKmww89fVuVoZorxH28WaGHJFMRTlilnE7Wa9BMMw0jGK6duBhGQIToI32dSwFVcXQ+O0pwSAPFfoKs0vswwMhmrqlIBBiMHPH4vxtR5Rg/8Y9mlURn4TQTqnhTWuG6n0YGHriDBE4bVTsVmZm7UCL3ZOQG3DYyP7LDKi25IbCUDW7RKAYcptM8CUtEpVWmNY+MnUr2SEpJKy8GquRwzVlt0PKR9WJkbZMQRqSidYbE1u61Vl14V4SwJqACO/BZQOgAdljsUlZ22Ko0+eigeqX8eo9NuYkHkKX9hhGP40eRFurv8vvpn6MU750QY47edv4bra+dqJq1TWdCjOgQOgJE1Q4rncQJOCljTBOeBrDLtJJnMiIc5JccFCimCloggoOhXS1kTvXwQUJaSUrKYEKwztGa7q3CXKaUra1RJkoQS0VKQ6EcwTeFGpgqIK0qIaqliRBm57UeO3hF6QXDFa62lVYZQg2YyuBq4ml5aUzw2SzFiRogzvhOwKX1H2nWopkdL92koll40hhoKmStUWIP/auSh3bor6qAOQSGYQpLRzleXX8f7ITUlFW6UH2TfOZwATpfWORTLbHXF0RiuY7WJZwdxGoFbSmteQ/VLomHDBMMvZ9TixcJIkZHJcGE5i5Zt4ytpZn7QDJ5HSkLuEc4wkJswwXcAFouWMQS4j4ysqnAuak17QrGW5vuwGFQj490/+UHZZf7Q+CdNSn0MhWcJXGsdLzHdqdSIexUHoqM3CpNzPUWwUcEv9dC0CYi2yq3kxQSDgc16ujYVpP6uFETrGOVaU5qyZFmlfrao9yGgIqRhmelOVWqFVXx+SboszyZJxmzcadyixche6zGU7EKQ2vzC09HCGoQStFq9kCMXtX2sI96v8RZy6rUflgyy/c93lBf2kKmoadJfK+qQaqVxBDHBnA7U7SzUSzwSqW0XcAos8VLmk0tHxZg23Gw+XDic9nVOuyg7ZSirNLqZZqT7TxaATLAPa0MRTGQxHlEaTbS1pmY6USkqPF0nYlG7nMQCthZmmG1WR6ChEAJTWvmGccMrFUKbjYa0tSFRDq9MMgIyyyBh6dRo0WUiN6Fxk5Poh8yfZ/MgRu7zvbYK7MCQ5Hw+Gh0T1trlMDdVaDk2pKNf0ryguywuyr431NyR5ToeKKWGUWG5ROT3t7HyN/YoNyXw/4UgbUopJGqZcLomK5yEq2G1QY0m6EoKz/oq0+8gbshcOVXiVdNZG54kKFpDwIdMaVJZ75U2Fmh0hD84V7wLV0jGAaTpMMmQ5XiqJTEoHi5PAvDipBS1XtZmPU48Uz1HhN9OOOMiuXQQnyuxRsZO8ZtySDsWH82yWVFrTpCIKJUgKZZDqLKDeW0TKcXeWeVKvMkOD5LIrq3SZHzJYEnZKi6QTqcCdxbvdSieQq1pcLi3anH0mko7dEpwXKarZhausGN00hhgYzj60pFeGvGibWXG4xF85We5ZBbgORPwuVt7RrhJpylJR00ouBi3aKquqkSAhbRKECdVQLllAns2FGc1ZMmkrqp8/YpcnVQO4rB0/A1p6AXrvWdE9wVYNGwLodEdBvWkuLidQtBOEqv/0oAIq7ByR3Pjn4k5pg5kqy4Yj5ltrHyDGrAya64VsN1WjrZjOoCFb9DiCkTYH9b6rBciwVQO9p0pZ2RXnbcsgUyLSdnDtMOyBLSxmtoqlNIl6cFEMZZ+9EIiE0jLSwoyZG0aC+g0XDYDWDpf3FbXfMFuGk+fqKKjCRDtQcrk9LsSpcjatJKI6G8cmoR2AkiljEtCl/dtYRgDyskfMpBBTxO1PbHFkyTHMOElFA4oSi+NpGckcEWoYCx3S3pTNyuIdjji27ARhZk5EoVi7NEp2B0CR8l7hVaWvqB6xW8DkMsWztji6VAhqfxhWD4rTwTZuLqU/5HxRerI4Ka1CL0htol6wZvXS9vDaJoi6SsZGNKmUfD7qDceQTZBIIqRolouT4tY2tJbOTSBwUCSCwBXq2pKJfZDRPimqveOtoowiYfq2gMG1wGVvPBY/x0Z6nPIkoCiQbigL+BjySadYEK0hOS0Eb8jgm1o26cTPRvdBp8DKLMmDcdVy0F1vO6pnv0bEquaiSSYt5KQ8ewdy0fiUjzlNFug2k8B/3TQSE0C58QxpC9IgImE4JhwzjrXVX5TYRCmFtDAJdQEJuTpkdNPalu+gR+r6swyUNGHPYYtDqvk4B7RjG6FkwAhFxjxAmrxsYsQUNgKuGaJSq6LQ2YliqSgJpyasGBWSnUh7+xSwgzqUQqMKttVLAFICSlq16GDSKBn9LQ+tle/ytzSdzophzbazujMMg+2hEJhUwZKGTrvMecVCOVi9hKAuGan0Wrms9bPWnYCgc8U00vhH7JO6LBLjJgkwX7XV2U2UrSdKZVkUiTQ/5xfKxPafqHM/zmmUEx0KR9XIVl1UqzQzanWVlrRVLWYqUlPHSaSc4zLFGcrlhKQVdehJIOW+tEjdujDYa5baL2Pruq/m2EU1rItXLk6ANEpKAGXtlCr7uRVrSHXmUaFxWa0hKz2pixEAlbPT0KR0brWSUR28uCRRZ13H1KWPyZyTwZCa5yo6u7vRt2SJChKnjXj/sjVFqaLJqwIsV7rgknMpTJiwSgElZgDdKzq66c3ODcWecyeaulAVyZtz+f9cTeV4+05/ozzpDm/1AWLc54QiEVVH/omp2KwWI83h2XlcXbR7eIgdxmah1CyFjK6umrY700B+Q+xNkVSuZFAb42hrC8lCYepQkJRVxoqrZDKLGi0ARjcoIXNZNHuKIk0i1eNUqtlnsuUo76FGzz8t0pyf5QBqcoKS9r5NrP2h2bpDqQ0+o+07TJJcWho5L7qWUqJXMkOcyjQAmskh3UpLFSGBJRXedZYXr9PZvGbYy6Yx/SUk6VFTHbpITbTjpavSM+/WJL2uf1JCrt0uhQYdItrNlPIkpen8uOIp0ZJ9RQRDBwkBzQWg3K06eXLvfCY2HeB9c66dtjCaz9qUcM41oSGDABv+r0hA0evS7UlbcFWZy0+yue42x6M9wV4gzuahZLDC6ujzzpZpAaARxJQUnAznWFCKmkNgvJpQGH0lpFmhz6yVRig2nSwErnQHpHYAagYuowsZBSC73Avx6Zwc0hHS5yRAotKQqAYPUasOgBqSY6YKX2MtawKZQieqxX7pERjbceqxCl1Fgr2jA2ILk/5xUsbKHPkZPjYbEjEmKqq4I6c1EZS0QnfF+8KZrcvO+Ezb4thr11Svzx7B7jxLfo+YD/0lcbyEXyUP6xw4WdBesTm9VFbgEZxS90KNV1HnirweVT4BSCdSIkGMMDnNIB59Tx/QlVdqjUkVbEREU4qaQbJpAnUACUQ2w8yqB8yDY8P7lsVs3jY96WCjs0IxNDk4jq8yL422Fz0reb+QBfpK6lzI8lFj3URtJDmJbOkrrO8nHXcoNiCpE+u5RxLbdRSgehDyM51AguE5rjZ6TuxMWqsgRbuNg0L7jOEwLhJKJv5PDUgHiis9nUKGTRSpgqWoOisgrtGSkIlsIEnploBmg7D9WBCIuhQ6hw0b62U0KQVI2jJw7poVKWDZckPTk3QIGHqsodDVFWWQkLMzKWNF7SSyaSuL6kmwXjYjkysT4xwpk8j8bJAl31YXkEpUid/jxiiKF7v2HwJqRhUY3iSPJRSPa7BJ+sntUMnvlrYjjvGQ50klZHdOPo2klDFUSOnMZAw6M/SkeX3bxJsqtlPVqNQOUziwUN/lBcr90h9woVGpMfFoL9qGHGeR3hIaTCPABmeEFnYzMNnAyup2DL94PIxbWqyvrbLL1JA03MkVUKdoZxoSSV0ONukKV9YnAHdFPuT7pMM8VVtHDgm39xqzi4VQJn1DacMIDF14V6NLANIgNuqGxrC0Bas3tT9LMiENtkvL+hHks0qfSIZGUwhgWfX1phCp7P2sIrGBeqVfAZjOaA4blA4imLTFXUYzhwkoV6QuGkMmNxVxj+Lh0dYLmxJJkSbo0uTS2UGuXS6NdikWZ1xYQlZqP6uEjAt/2IFfJCoB7jxTS/ykZhDVz9IA9iA0Z4XAcSYUP0tiWRawKyMQB6Kqmc/8rKlcWQROrXJvEqOUhEjPKS9LLtbsSna/ImZE2qOp6Vau84HMjyt1ELubvLJFRLhVFwFo3c6FrGWslivDudT0qKyu04xzYe5djw9x1V2VlNgBrpBZX1evWFKuUzlJWTd7U26Y3CFbmnFVcFBTOSTCGpOf0GD9AXk2JgE4FZQOyM6rTSgUCdU0oyns5MkVnMwAtTLCahFBdpDj88rS70/KARtBFNO1+7Y6DZ/yESOcK5cOmQyWCx3SFst1Su5fJplGPctUIzVb7B4ToWsEFHUICKKidAWQ2o/WiZ6g40EqSiQkNY4lOLoa5EaJfJlSKUFaVb3FcE3dirdOR4CANsfCxXWjWD9DaHSKCJ60zoUoJlezTNBZAi7njV51jZV+BKyr97AOErJeXVG9dQKzTqqUwBxz8nziKDEphRqutx9szyFhWNd3RpwQQbzthM0oA2+OAKHdZZX8ThRbc0Fxw73APtUYJ9kYcGX/dbURgKlcpzyIeH9OfX126wD7bD9wmpGKpA/+uPvvwN3PxmaFLQgh0Rs1sM9zFFrkwHYNQaVUlqyYMJ8WO9BoCRZyh45HJEBYU1umnekkFieGXQEkOO86ppotbOFASiQekswgpRIhGuUSkika+RUkO7rlfePYZJwdbSRNkyyc6kwka7TEOS50DUK5r196QdMMiVLnXTRLuvCT+w4SqPT2yRYVlKzEgNh1rnET51AEiPGljtkwh4TqVdp/MEmBtB23b+Aecb39yOXyKBf7NYIkNrJTwfynkA3x4PV7YPDg7jjr1QHTACpeLJpYsnDl7djWGjUWlWoNixYtxheOeAT9fbqrJFfO5SeNx+6f/0QERv/69nBr8rvasxAPnbxHVDK4IgjnOrux3Vn3yNvTZ8zCTkc8F7WY4ORTylfLRYwZDHxtpwZGD3/v/Vra72XmoiSue2AQlvapsS9Z1mK5qOMnal9oIN0b5NOb1HHsQROw7dYbf/ArczW+4Y93PoYf/bosmBHmg5EOJ5AkvY7UGR3dZb3IFjpQ4VYVHQX1njH6lFAiHpkEnvzNrhgyxPYTX/EdDLp8J3SsSgOdVBpzD7lbLrR48RJ88huTxc76zDZZXH1OW73ruzywAXFVxuTqHx+Mn2w4a/lTB8j17z36CfTS2wdw4a/+gF9NLsgGhbqZTA4H7FjGqcfsE632lS0ITsD53/octumKC6JWdM+TrngUi6pKpP/oZ3/G7Y9lVU25CVTKh9k2gXCpn16vhBt+vlfL5VY2Lmv6/nlHfRWnT1h5mS2HtPj9hyOttvHXHhD7utFXFBOFTpGFXc3Dl1xRUnOO0gqCsaeFFL011PHyHZNaHvCiiy7CD36g2yiceuqp8sNj2FW7ouABMDvpHDTeegL1Z+KkUTkxmcLMA/8SXXPCnrcjmUzglAPrmDRpkkzsM888g7feegs777wzPve5z+GOO+7Annvuie233x7nnHMOBg8ejC222AI9PT3Yb7/90NnZidmzZ+O8886Tc1588UV5/7rrrsPHP/5x3HTq4ThxfTbs1SN/5B9QupxgD5Ca+JWWe1z634/KdXlceeNduPQvBABT5tNohglMvf0L0XVWNpk8kTZQxyWfaxmbFQEwHLE53tnzoujtTSbdp84IOVSXLtWoFIFcWop4bjxpFCZupZJv0021U/6rr7464OU5phMnTlzuPX7uueeew5QpU7DXXjGYTznlFJx22mnR+dd//4s4cZu4qItvdJ4zA33HL984af53/qZSD8AFV96BKx8YggwTUMtVKTsQe5Y2r9MqRsCLqSORnrGnheKl5FJ44XdfjG6CNsrvf/973HPPPTjssMPkpo877jh5f+1r9lhukFMT9x0QgG/vH6fSb7XPn8RkOXn/Cr761a/KtTggG264odzotGnTcN9992HcOH1QAv6FF17AmWeeialTp8prBOROO+0EDhpf46C+8847cn/bbLMNbjnjSJy0QQzAzK7Hojr5fBR+eC+KF3y+ZVIWH/Uwli5dKq/9+jdTcNlfM+p0sA9ergMv3rpjiyly/fXX45FHHsEBBxyAI444AmeffTaefvpp3HbbbXjppZdEbXZfsXPL2HT89FlU7jhjubEhAGfufn50/YkHPioArLE7lWuV26wzMVg3P3z+N5+J7p0Ljsfll1+O7373u3jttdfwyiuvYK211sKCBQswfPhw/OMf/0BXV5ecM2jQIJx//vn4xS9+gbXXXhubbbYZdtllFxmz0aNH49Zbb8WRRx6JRYsWYeTIkfjND/duAWD6M4chLC5efn4BvHPYvVFG0rW/+T9ccN8YZJnrx8RkZlFLQi8zpdWsEULbefukmiIA1jMJPHPLbtFDcjINIPz7+eefx6hRo0T6jL5x71Va5ZSAr39Ni4m4qidO+qsA8ISv90cScHVsv8suuwxHHXXUu6rE31/wY5w4+pUVCZ6W13t+8DjmzZsn17v65ntw5ZQONKoV3eOiGeA5b9IJrsMPP1ykHAHAiaQ05rhssskm8jw09If8apdVWpzNERPw9i7nRvez9demANwJM6+ty2RcSL2oz4inr/9UdC4XwE033YS//vWv2HvvvUUzPPjggxg2bJgsEC7aPfbYA+uttx6uvPJKTJ48GSeffDIuvvhiuf/tttsO3/rWt6ItGf7rv/4LV111FZ544gmpjvvtcfvipFWUgDMPvjsC4HU3/wkX3jdGnBzxtEndcacplzXN5/KTH0i5BVjvtFDIwnQST964izzkytTN5i/+Eo1XJq90klPH3I8XZ8Xlmp844AG5gWP3fCeSgCu9yGqewNXOFb6yo7dnGV55VaUqDwLwqvu7EFLcMN4aBnj65p3e1RlrtwkZfht65RdWaXGG4/4Dr3/6xOj6HBsJWaWyQu8wpIYikwzSEt76+1WfWGVbdGW26sren3L5yfje8HfpzOUN7lvfvEMAyAVz3c1/xhV/W1d2kyqTpCZ9w5g8oz8M3VkqlovOVGnuBBucEYqeTiXw6PU7R5emqqN4fi8H1ZJ/bPeth0XN/LANgKZS5s6di3XWaS1FpHqlWvggDtqPmwC2UgAABP5JREFUdlxz8z24+v5uJFLMl9Ptq564cYfV/tqNN9oIg4cMWennpk+fLtLXju0OeVSkU73JDXCYR5cVopyJHoyMPHLpViu95j/7hBtuuQNX3TNOY9edeTT7ipIx3swybFmPivujqA+TFrD+6ZKSzzyzB6+K7Yyttlr5Az/66KNRAikffrfddsPdd6vXy4N0AtWUHZ/99mOSfLnzpvPwk6PV3jRVz795PR4LF2qvQdoyPKgyPoiDNueyZcvk0r+77XZcdu96CFxSA7nQBy75WPS1tkhW5T5s77l3O/f111+PuhHwvM8c+rjbGkKTMyw/k55wUMjhwYvVJOJc0XNfd911V+VWVngOr/9+LGzamnZcf/OfcdX96+nWsqlAnCcmCHNHpYA7azIS5rJxyBezt2AEQBKOt587QYx8Httuu+1KH5CAsZYOPHmfffbBH//4x+hzJKdpU/BYsmQJvnrCm1Hq971XqJdGu2X99deXv3k9//N2zQ8KgH//+9+je/38d5/WMkIXU2Zi2gOXx2PgL5R3GxhbRP45XFC2mPzX2ZPFjs8f+azkMUnmOI0+18MmIe0rkvj+rn348h6fltOZW/duRxQUsOSIFZz8fowrtZyVRfz04vvx4JtjkCMFI/mlgZRHlGu6/SzT61glx0OyYWTH0U1+FvJNBp5zqTquOXMCuru7xaPaYIOVN8qJwkYDPOSTTz4pN7F48WIcfPY0VGo5iedKg+pkEkfs3ou9dvtkFNxfKeI/gBPueeBZXPZ/adQaupWAxS5539/9wnx8ZS/1nEnxrMoxc+ZMXHLJJS2nRlku3qtcrPR2efz+D3fiivvXBRjFkCRSrgWtwsvmB6FSYVJoAlMu2kzGivNDx2NND84tHZP343jqqafENn3y2ddx8o0pBB05ybDhwWJ+lg4wNix1xa4UgO9ZUkWADU4Ps9mc5HKx7kE3K6lIUiN5GupwCbu5TUfETnErS8JuEtNNRdt+MhXLCss1PVsrxshnIdBMEkv5Br28hDYzlLQhBu8pmvl3jVET3TRabpY3z+Y3FO1MFuBG0Ez9djmGks/IeLB1NOX9ujCiFb6zM5O01uDW80wSIMXh9r+I0omYYsQUJwb1s1kc+MmX8IVddsKQVbDrVndCSXtMue8RXP/QxmLnNYtFhMzDcplJlBiZQUNQrTILWisMd9h8HjZee0368Kzu3a36+U/NGIvn54wUKUc6T3bLpFBj3JvtepkPyeeTnF2tDbb+OEFi47NEAhIkDIRnOgsCQKYPSUsyt0EdQWB1ChLbTCSkBJIF4Yz3SXxQdoPMSIaJbWslrzNLd/AgVGquhoPimarZAZDbnfJ/qwmRBomSK6b5blY0k2RCQzdz9Epi0Mq+ti5HUCQxY9eu5RivwYVlvVukqCmXRDqbR1CsqhQma89KuUIOzWJFUreYrSIVYKwtZmq5az0RJRswrcutZPFaGwkZXEmr6imhmWXGR4CAKWEk6/m+q6eWhFIG5F2vQKa2JQJNtmASKiTPUJMXJAmXKqtzsNhRrE6s9vVLAm+dXjoTPzPcwVezjSR9i3XVqSya3IJLssk1hUeKn5hQmyogaLA7aRHpfLcmlGRTUh/y/wc+0RW0ggk07Qc63wa0x4cBkVjAK3DYWCC7JEHLskD2g+KbFXIML/hU2S/fGJh5ueAlIPgeuW8/wUvPIGH0D7JgArRyCHp7FAA+veyNKBaGUQAAAABJRU5ErkJggg==Converted by SnapinatorReports True if the first input string contains the second input string, otherwise false. Comparison is case-independent by default; use USE CASE-INDEPENDENT COMPARISONS to change that.

pt:o texto de _ antes de _ ca:text _ conté _ ?

100100

pt:o texto multilinha _ ca:multilínia _ Reports the part of the first string up to the first instance of the second string inside it. If the second string isn't found, reports the entire first string.

pt:o texto de _ antes de _ ca:part del text _ anterior a _ Reports the portion of the first input string starting after the first occurrence of the second string. If the second string isn't found in the first string, reports an empty string.

pt:o texto de _ depois de _ ca:part del text _ posterior a _ Reports the character position (starting from 1) of the beginning of the first input string inside the second input string. If it's not found, reports 0.

pt:a posição de _ em _ ca:posició de _ en _ If input is TRUE, comparisons made by functions in the string library will be case-independent (so "FOO" = "foo"). This is the default. If input is FALSE, comparisons will be exact.

pt:altera comparações ignorando distinção minúsculas/maiúsculas para _ ca:ignora la diferenciació de majúscules _ Reports the portion of the first input (string) starting at the position given by the second input (counting from 1, like LETTER n OF) and ending at the position given by the third input (also counting from 1). If the third input is empty, reports the portion from the first position to the end of the string. If a position number is negative, counts from the end backward, so -1 is the last character, -2 is the next to last, etc.

pt:o texto de _ entre as posições _ e _ , inclusive ca:part del text _ des de la posició _ fins _ Reports True if the first input string contains the second input string, otherwise false. Comparison is case-independent by default; use USE CASE-INDEPENDENT COMPARISONS to change that.

pt:o texto de _ antes de _ ca:text _ conté _ ? Reports the input text with lower case letters instead of capital letters in the input. Uses the user's locale's rules for case conversion.

pt:em minúsculas _ ca:_ a minúscules

ca:comparacions ignorant majúscules? err_reset

Hello!60§_pianoKeyboardMenu11(1) sine=1 (2) square=2 (3) sawtoothe=3 (4) triangle=4b1lastlast-

BFDad BF...

Created by Mr_OwlsssSnap ---------------------------------------------------- Creates a block with the code you give it. It has two options: XML or blocks. If you are using blocks, make sure to put in a ring. Requires JS.xml,block xml

othermotion looks sound pen control sensing operators variables othercommandcommand booleen reporterblocksblocks xmlTells you if JavaScript is enabled with no error if it is not.

error1Catch errors. Runs the first script. If it succeeds, nothing else happens. But if it has an error (something that would otherwise result in a red halo around the block), then the second script is run, with the text of the error message that would have been shown in the variable ERROR.

pt:tenta executar _ e, em caso de erro _ , executa _ ca:prova de forma segura _ i si _ _

de:animiere Setter _ Getter _ Delta _ über _ Sek. beschleunigt _ ca:modifica setter _ i getter _ amb delta _ en _ segons de forma _ pt:anima com modificador _ e inspector _ de _ em _ s de forma _ 501

de:Grad _ ca:graus de _ radians pt:_ radianos em graus 0.5

de:Fehler _ pt:assinala o erro _

de:gleite _ in _ Sek. beschleunigt: _ ca:llisca _ en _ segons de forma _ fr:glisser _ en _ sec. accélérer _ pt:desliza _ em _ s de forma _ 501linearlinear quadratic={ quadratic-in quadratic-out quadratic-in-out } cubic={ cubic-in cubic-out cubic-in-out } quart={ quart-in quart-out quart-in-out } sinusoidal={ sine-in sine-out sine-in-out } elasticend timetime in milliseconds1000deltaXdeltaYreportertime in milliseconds

de:animiere _ um _ in _ Sek. beschleunigt: _ ca:modifica _ amb _ en _ segons de forma _ pt:anima _ de _ em _ s de forma _ x positionx position y position direction size ghost effect color effect saturation effect brightness effect fisheye effect whirl effect pixelate effect mosaic effect negative effect tempo volume balance501linearlinear quadratic={ quadratic-in quadratic-out quadratic-in-out } cubic={ cubic-in cubic-out cubic-in-out } quart={ quart-in quart-out quart-in-out } sinusoidal={ sine-in sine-out sine-in-out } elasticy positiondirectionsizetempovolumebalance1 reporter12

de:Beschleunigung _ ca:de forma _ pt:a forma _ linearlinear quadratic={ quadratic-in quadratic-out quadratic-in-out } cubic={ cubic-in cubic-out cubic-in-out } quart={ quart-in quart-out quart-in-out } sinusoidal={ sine-in sine-out sine-in-out } elasticquadratic-inquadratic-outquadratic-in-outcubic-incubic-outcubic-in-outquart-inquart-outquart-in-outsine-insine-outsine-in-outelasticunknown easing function ""

de:für _ = _ bis _ _ in _ Sek. beschleunigt: _ _ ca:per _ = _ fins _ _ en _ segons de forma _ _ pt:para _ de _ a _ _ em _ s de forma _ _ 01001linearlinear quadratic={ quadratic-in quadratic-out quadratic-in-out } cubic={ cubic-in cubic-out cubic-in-out } quart={ quart-in quart-out quart-in-out } sinusoidal={ sine-in sine-out sine-in-out } elasticreporterdata:image/png;base64,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ghost0i-30401cubic-in-outghost0

true1052510525myself121190-55440117You crossed the l