<snapdata remixID="8800347"><project name="Lab 2.4" app="Snap! 5.1, http://snap.berkeley.edu" version="1"><notes></notes><thumbnail>data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAKAAAAB4CAYAAAB1ovlvAAAXG0lEQVR4Xu2de4xcV33HP2eeO7OzO7vr3ay9L3tt/EgdxzgpifsihFKSmrakUekfVQsC1RIg2qIqFVLbICpU0ZRKkFYtKOWPlkYgCKW0ARFBBIEACSRxiOM8HMeO3/uemZ3nzvNUv3Nm7Fk/d9Z3hXfnXGm03vU95577vd/5Pb7nd85VWmuNOxwCvyAElCPgLwh5d1mDgCOgI8IvFIFLEvD555/niSeeWNGBjY+Pc88996zoNVzn1z8CFxHw29/+Nlu3bkVCQ6XUkn8OrR/gs+/ezGBUXfGu/T7FPZ97hplc2fQfiUQYHh6+/pFyI1wRBBYR8Kc//SmxWMwQQ45GftL4vfG3S/3/q1//LO/MPLZ4kNLPJXKc8Lv+liP9v27OzWaz3HbbbStyc6bTnzwPH/sn+J23wRcegVQGZp6y1xv4FbjvA3DiLDzyGEz8CAJ+SKTgjj+BP/698+P62P7zbcaG4A/vhq8+Bs/9t/37l78Jf/73tr9Xj8HmUbj/w1e+r3d/GJ55Ef7ivfCDZ+Czfw3bNsGXvgkP/x/c8Rb4l4ehWDo/Zunxxn0wm1z8t8b9yM9bfgkOvHzxfTZG07iXlUN9yT0vIuD999/Pvffee87yZTIZ9u7dy1NPPcWdd97J1NQUg4ODHDhwwJAzGo0Sj8eZnJzktUceYF/lx+cuHNn/ZSqHv0/18PepTR1ZNCAh4KGut5y7zp49e5Y84JZPFAJ+8Rvw+b+zTffth09+FG7daQnYIOOnHoJIGD76PkvAP7oPHvvC4svJ39/xfjjwPxcPo7mvpQ7ycm2EgEdPnifwLb8P3/hXEOI3iPbAfZDO2vHKce+fwb63wp++x5uxLfUervG8RQR88MEHDeEarrdYLHLDDTeYS/T19ZFIJNi+fTsLCwt8+tOf5uMf/zgPP/ww27Zt4/j/fmYRAcN/8ACUCpR++O/o1JmLCHggvPvcdW6//fZrvI0rNL+QgHe+F/7zH+zDbCbA1nfCk1+C9f2XJ2Dj4f/jX8H771180be/D147Dqd/sPR7kevvfTM8+rnFbS4koFi8p78K8Rg89xI89kP4mw8tHv+VvgDL+XIs/S6u6cxFBJyenubw4cPL6nD6O5/nrtKTS2orFvBpdaM594UXXuAjH/nIktot66RmFyzuTKzcke+ctySNTo9+F7pj9jexdNt/e/HlGpZS/vrJf4N//i8YH4GfPXL+vOZ2Uz8Gn+/qQ3765/C7H7LnNa7R7IIf/KL9UjSs7vhvwrHHQcKbZmJdjYDNI2m+l6uPcEXPuCgJeeihh9iyZYu5aMMSNkZwpd/FQi7VlT777LPMz89z5MgRPvjBD67oDZoYsNkFN1+t8dBKZRh+63kCXM4FXzjS/ffDpiFrjZqPC/tbyh0eOgLv/ACcfdLGgM0u+MIxS4wnx+kp2P8e64avRsDriHTNt7P2ZZilEFAQEcvy1Feu7oKb0fvMf0C+cDEB5ZxW3V4yDTvfdWUCSsLy9e/Cp/7SjkISvBt+1X5x7nsAfnQAnv7KxXRvdSxL+cJ4dM7al2GWSsBcATa93T7My7lg6Usy18bR7ILlITcfZ34IoeCVH9OFbZpd8KUs4NBvwPHvLe63mVziysWlN47mbL95JNeRNVz7MoxH31TXzcogsGwZRmZL7r77bh5//HF27dp1/cowK4Ob69UjBJYtw4j8sm/fPj7xiU+wf//+61eG8Qgo183KILD2ZZiVwc316hECa1+G8Qgo183KILD2ZZiVwc316hECa1+G8Qgo183KIOBkmJXB1fW6RASWLcN861vfMtNovb29HDx40MkwSwTcnbYYgWXLMI8++qjR/772ta9x1113ORnGMWtZCDgZZlmwuUZeIeBkGK+QdP0sCwG3Km5ZsLlGXiHgCOgVkq6fZSHgCLgs2FwjrxBwBPQKSdfPshBwBFwWbK6RVwg4AnqFpOtnWQg4Ai4LNtfIKwQcAb1C0vWzLAQcAZcFm2vkFQKOgF4h6fpZFgKOgMuCzTXyCgFHQK+QvFw/1Sq6VoPGR86TbTWCQZTfv9JXv+77dwRciUdUq6ErZahWUdUKWrZX0xWo1GQ7AwiGUJEIOhhGBa+yeH0lxncd9ekI6OXDEOKVS1AuoUpF9EIBCnlYyENpAVWropUfol3Qsw66ulHRTmsR2/RwBPTgwWtj6cpQKkFxAV3IQS4D2RQqnYLsvCVhrQodndC/AT04BgODEOtua1fsCLhcAsrGQBLfVStQKkKxCAtCvHlUNoVOzqHSc5CchkyCWn4Bzibx3XwjrB9Hb5afY9AVR4XDyx3Fqm/nCNjiIzTbFlcqIBZP4jxxs8UC5NKoTApSM5CeQyenUPOz1KYm4dUz+KbTxgLqO96CuuV29JabYWwzxPtQ4Y4WR7F2TncEXOKzNJmsWLtKGVUpo4V0Et/l05BJobIJdGoGNS8Wbw59+jT68Cy+9AK1ahE60/hSMfTbbkbdeCtsezN65E3Quw4ViS5xFGvvNEfAqz1Tk9E2LF49uShkUfkMOpNEZefQqVlUZsa62jdO4XtjHvJlCFapjYTxBTXVuST+44ra23aitt+C2ioE3AK9/Y6AV3sGbfn/4i6FeLWKyWoluZAYTxXSlniZhLF0CPHSCTh6Bs4UYKGE7lKoN/VBZ5fdRDKfoXLsBIHjFfitXbBlD2zehR4aR/UNQEekLSE2kqh7VdcFz17cbEPHKxeh3CCezWrJCvFmYV4sXhKOTMCsuOYq9ANjAxDrgUgc7Q+hSguQmqD6/Ev4J8vwjt2weTd6002ooU3o7j6jCbbr4QhonrxGC4FEJqmVUeWSjfGKOdRCBp0VV5uE3JwloGS2R1OQqIKuwgYFwzdAtBc6e81PHYqiqFmiThyl9vQL+BIleMceGN+NHr8JBkehu8clIe367RP3aGQULQlG2braUgFVzKHzaVRhHrJzkEtY65eYgqM5yAO+CnqDDzXYD5FedGwdKtqHjvWgOmLgD1gtcOYEnHwJ/eTzUKyi7vxl9KabYXwn9A9BVw8qFGrbR9CWFtDOzVrrpWoVO3thiJeFhQzkU5BLGvJp+ffENOpUFcpAqARDQehbZ9wsUYn15COWrxsd7jRTbZTLMD+LOvManHgR/b2fozp96L23osQCju1ADQyho11tPR3XXgSU2K5OPCupFFGlApRylniFFDqXROUT6FwKdSYF00AFCBdgOARdfRCVGE9I12P+rTu6INyJ6oiihXzynr1iHmYn0CdfRh0/CN8/BBuisOfN6I03w8g2WDdoEhUl1rJNj7YgoCGdWD2J14yAXERVFkyMRymDzs8bN6sWxPKl4HQW5uQlMwqiGRjqtNZOSCfk6+hBR+OGdISjqHAUHQiCL2BfTlOronJpmD0Fx1+G4z+HJ47A9jh6x24Y2wVDWwwBVTS2tBfarFGCrmECalMGpXTd6tWkOkV0vDy6nEcVM7Agel3SulmxfKdKkAnaypW+HHqgC9VhCUekBx2OoyJddTcbhXAYFQjZAgN/wM7pSlwpU3NiQack/juEfuMF1E9Ow+5+k3yojbvQGzZBvB+i518OuUY5dsXbWnsEFAJIUmE+IiDLp4iqFtHFLKokxEvDQhKKaUjOwdkALIj1KsO6LPR2Q0jcqpBPLF/c/C6ZLaEIKhhG+8Ti+Szxml/JJdeXDFpmR0wCcgj9+rOo55Jw2yCM3gSjO9HrN4JIMB1RVw2zFr555v3GWGtnfoqrlSkwcbXlHKqcRS+kUcWkJWBCXncag5IfAnlYlzeFAQQbxOtGh7pQ4Rg6EIFgh00uxM0a0vkvTRwRnosFdCaBmnrDEvDwc6iX8ui9G1Cju2BkB3pgDLp7UW0sQq8JIVqsnXGz8uAlxtN1V1stQEXq8DJQEouXsi53Lg+pHqgoCKWgrwyRGDokVk4qU6z108EoBDogEIZAyLhXjd+62SvV74kFlNKrzFydgAfRBw+gTlTg10Zh6Cb0yHboH4GYXK99CxFWOQEbMV4VkLL3MtRKqNqCJV65Tryi1OKl0QmFynbZquTwLPTKz24IiqUTyxdDBYWIUfCH65+gtXSGdEt486VI2pLsSFnW/Bxq+iicPgQHXoDZGuzdCMM3wfA2dN+QKUx1BGy8Fn2V+WFdq6B0nXi6CLWCdbXVHFTS1vIVUjDXCcVOGw92TKK7fKigJZ5xt4GGtYtYa2diu6AhnLV2SyNeAz4jbIsFlBmQqaNw6kXUM4ehotG3jqOGd8LQNnTvICoSs269jY9VmYSYJEOKBCihqgV0NY2qZqA8D5WcrUBOxtGlDhQL0DUFUXGnXWh/t7F0BGJofwT8HeCX2E6I50f5Akg0uSixaIEgshZESQyYmkQJAc8cgqdfh5CGPdvRG6QQdQv0DEKkEyXyTRsfq5aASmI9LXHePFTnoJSA9Dyk4lARq5KGeMJWmvjF0nVbAvqiqEAU7WtYuwBKBdBKoUROudb1GdUyWsq15qdg4gicfQWeOQ29VdixA4ZuRA+MWwkmEmvrcvxVGwNaC1jCTMpWEqjSJPokqIrIIhPQPWuSCOXrBn8cAnF0QGYcOtG+DpQ/hNZi7fzG6lnSebMwSFdKpvxKzU+iJ4/AxCuon03BmA/Gd8AGyYA32hkVEbHbfGnmqrWAku0qCtb6lSepnVD4ZKqt4yBEgyixeL5eCPSghYgS76m6y5VsVuQUie+u1eJd4D7NvHIhjUpNoKdegzMvoZ5Lo7f6UWPifrej+0ahqxc6ouat9O18rFICiuQiVSwFqKVQtRmozKAnFaoQR4dPQ3cRFRDr1wO+uLGE2i8ZrsgeNt4TTc/Txy8SjNQQ1gnI1GE4/SK8WEHfFEKt3waD26FvBN0ZR4U6PP8CrDYyr0oCmgo+SUIk+0Uy3xToBLqcQKXzkBix4nLvlJFX8PdaEhqrGLXJhwqi8KMl222eybiWJ2gWLBXRsjIudQY9dRh18iAcCcKuMAyK+5UEZAjVKVY57Ai4aiuiRYIRK0gRpXNQk1VnGXQ1hSql0JP9qGoYuk5BlzzouhX0daMCEgtGUD5JViQB8dkM+FrI19AAK0VTzqWSp9FTr6KOvgRnI3BzFAa2o/uFgOvNnHK7SzCrNgkxFlASEdnmQldQqgh6AXTWkJCqyDEp9KyIzwMQTkBfHvxiAePmo/1iGaMg2TAiOPtMUcE1xWQyIyMl/FLYkDqFccGHj8BcCHbHDQHplzL8QZQsUA+0twa4qgloSajNLIiZglNllLhkLTsQZKxFrKRsjd/0GEpVoOcshKX8ycaGWkkxqM2MDQmVHy2WsEXx+ZwILWVfQsB8EpU4CdOvwCunYcEHO/thYCv0jaO7+s0OCe1cB9jAbNXGgOceuhQhKJmWq4gOg6KIri2gjDVMoyvzqHKS2mQcXyUG0bPQreokFGsoUk3M6IP4JS5suOTWExSZBVEmBpxDpU6iJw+jXp4BXwl2DEP/VnTPGMTWQTjiCLhWVsWZShghoSnBKhsiIiSkHhtW01BNoVNl1PwQ+DLQNwdBiQslS+5Gi1htXLJYQ1vt0qpLNtNw5QIqL1tynICZ1+BQGmIFGB+rE3DUVFKrUMRm4m1+rHoLuPj5NapiJDmx1tCI1dUsaLGGKVQhiZ4aQuGD7pPQGasnKN1GL1QyRSditUlQWnPJpgSsLNt0zKLmj9cJWIb1ORgah97N6PiwraoOyjVam2dei1xdYwS0yYlou7pRmoXszVeoZ8r1BKUqJIygCr0QmYae0jmt0CQqdZes/GG0rlvDJWTJloB5yM2gkscg8Tq8LEs2szC4Bfo2o7s2QETmo50GuOqTkMtZhMUuWWJDmTeWuLCeoOgMupSETA41J5phEXonISRZco/JlrXPTt0RiFgSSoJyFc3QTMNJRU5+BpJvwOwrcCQG4zl0n8gvm6BrvUmEjAjtjrW+M0JToSoydVdEIxtFSpacQVeSqNL8Ys0wJkUKEhvWXbJYQ7/VDKUgFSlYuKQ1lMXtEgPKvjFT6MQxlGTBJ9fB5jy6dwvEN0JsEGSeOtS+W7I1f+/WnAu+0KhcnKCISxZrKAlKk2Y4Byo7CKE56K1rhlLIIAlKQOaRpYpGXPKlNUMjCRkXnEXlJiEppVivw2w/bCmiu7dA9yiqa8ASus3rANeMDLN0LyYZsmTK1iWLZqh1DlWryzXlFCqfQs+MolTVaoZSMHpOuK7PoCixkCE7jdekGZoMvCouOAvZSUgdRZ08CZk+2FKFbon/RuzSzmCk7esA25CARrq2+8Cc0wxL6JokKIs1Qz0VR5Vj0CmlXQqU1BLG0aqRJUsZlRSSBk0doXHLpkSsYQHPwPwxOJGAYgdskox7Mzo2ZJd4igUMtO9i9LZywZd1ybJ2Q7Y8kARFSChyjXHJohkm0ckSKj0M/gz01jXDc1U1Mo0nMxkdJkExep7hdhlVSqMLE6jUMTgu04NF9GgXdI+jYkNoSXQCYSdC1x/Mmo8BL58p1+UasVqSoCiJDYWEWUNCoxkWU+ipDaiaD+J1zdC45MWaIUo0Q9F+ZCYkDbkJyB6HN8RIJmFDvyGgjkgGLIJ3yBbDumOtZ8FXfsKLNUOxhiVrDRvVNaaoIYme6UDlRTOcsZqhSU5spixl/vgiaAJ2s6NqFp2fQGWOw4kodE3DuvXozjGISgYs61FCy55vXmucbVsLeNFccmMnBTOfvAC1HMhCJ1lbUk5BOodOjKD8C/U6QxGsrWZo1pz4JENWdlHUwhQqcwLO9EL8DPSOoTtHoWMAFZKZFil8uNbir7VBxbYn4PnH2KQZSpZMCa3zKCFio7JGxOvpfih3LK4z9MlquxhIPFgrooqye+oJmBqBdWegewwdHYVQHwTqRQ+OgAZ6R8AmQ3JOM5SyKpOgiEtu0gzrRNRzNVRmPYSSdi8Zn1jAbhCJRtoKUedPwNybYP0kdG5EdwxDSNao2EVR7rAIOAJekgkNa2gra0ydoVkAlbZFDeKSCynU9CioGsRPmxVu+DqhVnfDyWn0/BbUcALE+nUMoYNSeSMZcHuvBW5rGWbplqehGYo1FCKWUGYRlNUMTdV1OYme6EZVuiA6ge6Sc/x2U6SEbNG2CUayEBmF8CBayr+Uk2AcAZfIwsUuWYhYsiVeTdN4Rq6ZL0FqCAJpdPcpuzvXbCeq2g/DFQjXCWiSFSfBOAIukYDnM2XRDOszKI06w4ZmWHfJVjNcD1UfKvIiFIYN2fSgHxUeQQf7UbIzg6zGcxrguSfgYsAlkvGSmmGjzlBiQ5OgJNDTHZDvta9oiCSgX3ZlWA/BdfWdGUSCcYWobToXvES2Xea0S9UZ2oVQohnaqmvZmUvnSjB3A6ovZ17HSmAALcK1knUgobZfC+xc8LXxsGlJqF2Nh7bTeEYzNK5ZhGy5iOy6JUWudZ0Qif9kSxAnQjsLeM0kbKzGk2WhFZTsL22soVTYyPyyzA5LxYtsYi4lXLI43i79dMd5BFwMeM1sqGuGIlzLOhSqKCV/k+oYifV8dvu3ejW1m4JbDLgj4DUTsLFAvr5Tg6nLqh/mn+Ju7S5cjnwXg+0I6AEBz8s1Vrxu0M7stOrivSsi7AjoIQFdV60j4AjYOmauhYcIOAJ6CKbrqnUEHAFbx8y18BABR0APwXRdtY6AI2DrmLkWHiLgCOghmK6r1hFwBGwdM9fCQwQcAT0E03XVOgKOgK1j5lp4iIAjoIdguq5aR8ARsHXMXAsPEXAE9BBM11XrCDgCto6Za+EhAo6AHoLpumodAUfA1jFzLTxEwBHQQzBdV60j4AjYOmauhYcIOAJ6CKbrqnUEHAFbx8y18BABR0APwXRdtY6AI2DrmLkWHiLgCOghmK6r1hFwBGwdM9fCQwQcAT0E03XVOgKOgK1j5lp4iIAjoIdguq5aR8ARsHXMXAsPEXAE9BBM11XrCPw/yfPoTWJqoHoAAAAASUVORK5CYII=</thumbnail><stage name="Stage" width="480" height="360" costume="0" color="255,255,255,1" tempo="60" threadsafe="false" volume="100" pan="0" lines="round" ternary="false" codify="false" inheritance="true" sublistIDs="false" scheduled="false" 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JlzrjNM/Iux7I9iNj4LvooYcQ3iNi1ErVKmDAQF6n4Ylnn9UvKyCT3EIB7uMrfNnO6LoyYMVoSKGOseMLQREkAPFAKiC5X/neU8/i5PrA7Pe7at87U9zc+jz+up/FBYMWmngqWi2lMRG23SrMJYoodvNGx6VOk7JqyjpUoS3IteW08bfylU5rBZBvsgK/63tOn6ZjP/+5nZcDMyisNvk+y7HKkkhZgMqVSnrR+WEUvVUII2Ld5R3e8diBxjkh36rDaOMZ9drBIR0UUlAR1IMZbt38NF4a9FSFgAYBNSzqCHixjlMRpBiWA3JoZC5EWxv/+Mnj9gVEZLsX4+azz3ExWcQrWqvaE+aWeEKKJspiqnWYqaCnymLG0ZWW4zIkoawabqJyTTVr3CqKfLOHY5WD/K51ejeajfSGHY1SPe8nltikeapTA8rhVA+s+gKOGMPQBz2KHmNmDFuPNUPoOYcexjj6zFM4IdcjcXRwEcvLn+BS3uBW0AgmYsEKNRlxMGEHTSJ61ywkYkDGzEViKXuwCNn60/HkxgFz5Ososl3xvS8+VmfHVk2DQilXLKNYJPFTZeLUaD3tdFqERdTtMiKWPoYyVqHlA4O2vHp7J4qs2nP/XaSsAPJ/Wp5dUvCe328HG4e0qWBT8bBCkxNUrhsaRG0GnsJApCTRqU6tGyLtkIIa6UTKus/pU8MMa8KIS+32xl1c2f4Cn4hyC4wqishQcQ1NtYrwakfyTmAkrJDBo6c0esHBbkd/+OQJcyKx0rbbMez+6g182t6Jn+apWrZi45vQAxKGHTxTNk4V9NQqP/c6LmKMZWAuNUI9X+s1g5tbbjptwrHmsntv5an1O0GyAsj/aWl2BYm9smemwzQZJ9qGoDPdUgFSPc12IIx5iBiwU+NdtnzEgcYSPeZt7PcPxmefPELPhwiyOyXa2eWPw4Uh9O0Q4clirsALRVSSdA0qSK8UYmQdFRlmZOLvLh2IZFBMljHtHeYXn93QR6XsJfNEas/zzy+ps32l7gYlvteYJhYTHXckKAphapSeU/BzlQlIuFzUXFHP177yrr9ofVnM/eVf/GKl9v0dEFkB5F8vTIy0+d61ZLgv14t+YvrRpsj6CcVGWmiLqG2fGIM2YhgDhtFzB5DANOaIMTHsTIXHn31Rn+oZ9EMUsysh+fjT+jZdzgpUMaAkUeICC6XRAYQUeSZEJQ6LEkHEDghU+IAhgIEhJLdLf/DkS+ZknmFtN4rEG1/hyvaXuDTKMKsDyizFNoFnpCUfEYYdc9FpheAWqrDLCJS6KZulCa2e1o1EkUPJhj/7uvKd6dDq61+swAogv70cXa/H35jt6rYpRqkhtkkv14mPOpOrlQ2qF6IdeMKAQxgqScw9jzjSyAXsS4F82sTh/qfUi4fXcVTAIdFjUuHe55fiR2NS9wOhNRoTJR2BhIUIdpWodKNEEBYNr44BKRgpg3ueaRA9j7Sh/nIZE+wPx44/Y54Xq1JJ+ltG9dklfJB53CCDmoGZ/bqqZeS6FWbQemJZGqvMsuWmTNO0bDSa0qIubtwJs1XZd3XF+kYH447eKtnXs0TD1KbRpj7tpToiY+96zKpP0QxahFH8mjEPO7yHUhirAFsl2HzhebxsSHo6oFghXL6Mj9QM18igQQcM4SswJyJpdCoZQRS6jgIQlFR6dRIZmQrocUS/8Twm0CjRMb0x433PHdfHDwxxuN0F4L05bty4jHNrBqL2rY3otDSmUWFKhjpJfBIwZ3Jzp+NS8hGjQm2XoXlgnKu3SrcTRSAM+yqK/NbDsoogXy/GbqdgVq0ZI9Ej22fqWGYEnUNJG63qMdt+QBiKhD06LT0eoxBo5BnjjJDda7C2cQwvHRzjyNfR484Et298jo/GCSY+oiGDbat4Jk4l6JL0UCmtax2DF5MfSdJDDAkzckTdA6MfdkA4JIWRa2O2SMKTLx03JxOFRJ7mqOA/v4IP/TauagGhxiwREGohEHlKlqaWMYOSgW9u6S0vQxPrBKFu1noNf3HHdVEEKxPsf32QrgDy9Yq8+67ZSI9ZiR5xnCVFMEkLnaVERfSqYK36is1AAOJYjdBiHCNGPtJI+j+4hfUjfvaFo3RceIxIEF15/eklfGgb3DIWFTPm1mCiFKaGeA4tJF8oI/TOFUsjUhCpSUgYyELU/eh4EEEDAYkDxqlCcWceRo9tqhefOkRPitpXdFqTEneuf4yPRgnutRGNJXT960quWypOSIvSV8+19fMYeKFsLEXt25a+gfEO27Wr823Raa3mjawiyL86J3ZJwdH0mMbatkW+ZpNQpQ0oN456mlWPyUjCLSYMI2Y9ZlHsMo890ygBsqnH/qMv4JVBgfUARAvwl/fwxf0ruNTPO75jqSMm2mLalWJ1EFHhEqRL8qiVRaeNCpKkE6wKIfeke2L+wFIMiBg5v3OVi23MppoPnTyhXk009UQKLIWAy9f44/Yr9UnaU0I8duSh1mIXxDOiONVaT3ejyELFWDZJUppm2ZRlkD6sVhL20Y1ZuPBXq/bcr5+QVQSJUCcuXrDT6VALKYhhmhReJzbtpcG1PYkeKnaCxCFrDERvxQHj3VbaoQWGZYvMHOATzz9Fz/Cu4ULtsfjkPN7vRdxTBmVUXfIsbPeUTHf96QASva+MMTUUHLwDW0vRIQnKZ1GpnliURu4UwsMQMPaB96WKintl7I2OhOeee8IcayNIokjZYvLpRZwbRr7lCE4RTVLakZ8YIww7pgiYaYt5YLdUkUukXCVVaObGO87Hrpxf9pePHZMosjKcW4kVAbz9tn7zJ2/ZrXLLZJnRBdukVjqjNM+0d70YbCGRgxBGQemRcxhFyQmEOY8YJkC+7cOhF17Wr+QJRmIAZwjhsy9xZXkbnxSWSyjqVLewmBiNKekwA7Sw3EsTfRURGy0Dnw1YKxA7JASbyvwQFUNfchz2esSRR97TOBDGViG/U8X9L5yIp/YXXR7UqX1v3cOVrSs4P8pRuoiFpp3f2YGkq2hhZqBnUE66D0sdk3KJstZVaK1qWn5Q+za548+uvH13VT3fqLzzyH6Tev3MGZO0hwyvFzZ6a9OokyiyRFJFoKQILfpBhwEJUy4A8ZKgY+SBtYTQm5Sxt7apTm4exFOBIbNq1bzmB5+fpw96FhMCSmhsa7WTNCcqyMM6g9LzhLAMwoNQ24YaTIC0hiillYFHFskWgdBHCMPIeiy/WyJXiFgzCv1lhSKu8TMnn6UXgshZdtS+ywsXcD5rcV2qZtKMaOV9KEy14SlinBmjZ+jKwW7hmUvKuJLOw7Lcbt2i9b+VsO95V8a9fcV6+2197NRbZtSDHkgLbVymadpLdNMUgahQjep7qEHUeujF+G2H8+iuOlLBUqCs1nj8xRN4lUhO+y4XaD++ik9wD5e7OR8Gc2Ow3T2gHf8RpPw6N9BzTW6prK28a9rESkkJSMRbUSRfcJnqeBfT8zEMALEt1RK1Rr7lMYPGVqO4PQ+jY8fVq4+NaT0wZAqP+mqbb978mH497GHBjFJUvnK9E52WNpKLQMSMs8RgJjoth6RSsawaE1pVOeenjZ/eXYbL/7Ri2PcyQNSJty/Y7OhOWbef77M1I02bJmelcqWTnkjZnZze0ENR6kpiLporH3hNE+XTGsMnnscrj43wuJfkQyx8pvjqy4/x4TDFPHI3umBiREioeUomTpTWUxswg8VCy0T02NSBYgsbfV4BsyKn3MMgIvXB9TjYIqJryBpEpUfc8pqPNPRBRJE8qh1ldRKeOHVSn5TK1y5Im0sf4yJm+FwnaEX6nkgUk6uWODLKVQuYKRXn0t2rOZbOJKVXy8Zq324vWrderHtce8/vdZ3W3gXIu++aNzffNK65Z1VuDbuRBdV54angJMmj8wNHRkYVDD0wDDundpd76MCDlikPBTZfOI6XAFixHwkR9fmPcSGbx+uUqkaIOqOwrUUfZTAFQnf/7+xDtVsmiHVbc50W3LCPXT9IS4qUV4YgvegqU6x6gawM2hm6EEaIwt53QB3vgAT9e0vkR47xK0+s08bXUeT+ku9dPU9nB5anEVRKz0jSGTxAZPAdwy7vRcHPo4xWiLFC5DogNCm59q7otG7O/V6PInsTINJG+8vLdnSwp7GWWUnMOSWbNjpXWvVASc9VGEQtFSRIAizO7JJ/jDsuIiK738b9myfUK4f6OPB19Lh1F1/c/hwXRnlcBB8XWtO2STCR/EMk6ARMVdQzuVpFiktjY8nETd0El4TIWsTug4E03xoVq1QhT70M+mzRlyjCKow89DBKibnFmgfGUKIHi9lW4MffeE2fTExnHCHqYf/5dXxW3omfiNrXRyyt4omxJPqsqaEwJZHEA3MQFkZjSajrClxHVdSxuue5d8C3d87u6YR9LwLkN4l5KmXdYt0AyIqItPVt4bXqaWcHDhgAYeBYddY9PnCn1lVAr/XoJes4duxpHOedEmtsPJbnz+PCoI1fRqMa0pIYi3dVZxE6FR6Cop6KSFGzK6FZyqx11ctr/2AW0oLZcIx+plRzYEzeL5MedGYcdaCNbPvynjiEUWRh8TF2jLFEEwHFdImsOIzjz2/imIQi3Xn7Yn7x1+H9vqK7rFUleVCn09I0jRSmHWkZ9FyiiKG4ZM2ljlwBedPOJ+380Li9/8k13svtuXsPINJGu/4TK2rdg/3EeL9mc6oyVpR5UkXkpK+8mC0EScyHUa40vxldwGuJIrvtcfDky3itn2IsvR7SK379Jj7bvo5P+pIYeyzJiB6KtuVqRXJaR8wIeiYyd0mMTcVi3dOYXlFPqnvehh3nH/ky2br2OWy+3HlfEUrGuQ0QTV/eV2AtZthj5TCWYTyBeS0BZTfruH7qVXVykOPArisjX7+Ja/e/wMVegnlQqBKDByRSFyn7UpwKgBl6LsA13JYhxkpxqEneV/3AH5zu81d2nFD2JMO+1wCyGz1eN+kx6LSZJZibVOVFqnxbtKx6OtpBUGEoziS+U+vKFQbjzqWEuFc11Btt4PmnN/CsiBF31brbn5zHR0PCHY7ckKbt7nTWu7wHwoyinkWDmZXuPo6lTdNqUaKpCG3ebnEzbULa+DgXC5MnD1Ovgo2MFFWdNqlKI1NfezWIUfXZ6GHwvNaVfANJq+9YEUZViSSO+dmXX6QXRe0rPSMto/7kI7yfNriFruzLU0Nda+5MKclL4kSA2703dsvAsYIOSyAIw+6Kg3X76aW9a/KwlwCi8Pbb9Ob6T2yyL9fcTwxFm+bQqXOUO00F2PaUgogRO28rL5xH2GGwA7CmI+wkhideekW/klsIgdhZ+Hz8KS76e7iaJqhkCpSBmErzVFvalru+3gWHKHgjt6UJXJks1DPlGpTOo1j3Ny5djsAxbOTXVJMaRfsys0+lqYo6CaQzr1QOnfQEsGpX8uKjHvGOxam0+44Tg+zmLB54/iV1cn2ExySKCIDv3MeXVz/F+U4wCTSJwsQmHcPe8SM7BOJOdJMoIgDWzPUCvnGxaeqFC/WVbX/hrRNur/WM7B2ACOfRP2UkMT84Sk2bW9vjQRrqZvfhUz12dqCkpMphJNGjO6E9Rq2odQ169xcYbDyHE4+vY1MS84SArybYun4J54YJHvgoY9DwQBxGSHRQCW3L1aqrFBkzo7Rd6CZWEj2WhCapHri708Z3D9/6cQbew4mtg7S+XlAXSXSe5P2xDarKjKLciXCytX2S9yjAjSySl7ELNIqBuyjStJRWGW+eeoleMqL2FdNUwF26xBfUhK7qBFJdk5mHE5Iot2s4J2LGGDBX1i0sxzKapDTijqqn7aRyXhj2tNlw7/2s8/bdM5L4vQOQd981Pz32pk1nW9qHxA4HJkWlUyaVKU1FcGrAUAOJIMx62A28cd3VSiZCjbxD4gc4evI4ThCkmQnKMdzFc3zeNnRdG64QaW4tHnQGCt0cj65SNNPez4ONC6V5aSJXbQx1O/dtcnjs2kvXwnsiM/+Hf2CcPh0lygmQN3Kj3OG+7fcOWO2R6KbOoalwrIoYxW5ox7Gx4TUAACAASURBVGrIBYwRu2R9KF5cuUZxY4LRUy/gxScOYvNrh/jJElsfn8NH+y22GnCTEG1bzVPsjHabUgwyQXfG8HNKeZFwUrpY1aEMLff7zXYON/jkGr+3x/y09gZApNfj+Fvm6H8+bvzygcn8PuuoygJRRkIKOhpIYxIrM+gY8515HqPgSSpFI+kzf1Bi9MLLeHk8xGGx8LEEXL2D23cv41w/w0xaWa3Cdnci044dqKYwM6SngJvHEEuI9omD9H40y7as50vHM1HPXnzH/4sJUG+/rf+yf8qYgz1drWU2z9dsnFcpAhUCksiqJwUEaDOUCBcCd07yjmlE6Bwdk/uMw6+8yq8VCQnR2LWNfPI5LjU346ei9mXmRSptuSKcNDTVKkw16amWRi7lFp7iMjVJWVVlY3quXi5aJ3nSXtNp7Q2AvB31m+vXLA72TK+/bnVYJqbWWWOosKQK30UPI2PTOiLO7bizizBxrCwGTRkze1A9d/xZPB8ZpjNMcCjP/xrnCo63yKiq0zyJnMOQdPNN5IEzWs+ilFBVXDBz5XS67GPRbFO/3d6+7Q6OluGXx37hoE7/a+Wsev1MNEl7wwx6lorhIavCIlHUzxvfFjaowgU1ZC3jpTGE9MTLVcvxWgCNE43e1gz9tSN47vln8KyPIHFVqVtsXzqHj3oBt52GE0BbLVJ4kcHQRFh2CmGuTZyzigtoLjNOS41Fs7XwbnBo3Prl5fDLPeQQ/+gD5Lc6BQ+ODhtg0SXmXuUZfFuomPR9R8JhhzUXnZWcxlK5Yh4lmvJJgwPHX8Wr/Rz7xCNXE+KnV/HF5AucH/awZGCZdNGDp8bStpZ+D/HLhZ9rG+exbipoU2ZpVpXzabN8bOQGHnzr1ll39nd55O6+7+HwuB7XD2yW77NhUaakdd41cJmkpxwGMgsxKD2UCVYssxBbdGrfhGL+1VIdOPkaTu0rMBa1r0hhbtzB1duf4tyox5ULtDCEWZLsVNwkX5L/3lH8unkQbiTG6uuot811sxNFNvzZN/bGMJ5HHSCd3mq4MdTr+zKjY5pIVYilrOuQB3Y9wA66StXug9ZVrFqMvMLYAP1ZjWzwOE6++DSOegaJWnfRYHbxffx6oHEXhErGoUlSLv3fIkgUx3WQl2vXIlO8IJOUIVZ1yr6eiIxDEnPp3vt9pm1vv61/uvHTZHB0g4rbE6sG48Qo6Y9vxX4o92z7sQ1Db/Swk98LX+N57BWNVeTBolQ9taaefu1kR2iKt28MAeW5c7iQ1biuEm7BNMtkvLSBvPcuF7FyLdTSO+8WLnCZ2rTycVFH3W8n5VZXddsrOq1HGyDS67Fb1h25xIia3fR15kFZDFQw214MYeiVHsLzjvHbTnlXCLih1UjnEYdOvoLXMtvJTiR6hEuXcaW+Ey8luaoQxVYH213vt6apUWFKRk+MwTwqLJSUTQNXlkNdBt+4g6O2S8y/YbL7+pkzVuT4UvY9GNMkKJ1a0hmUyn1UfeVU3ysl8pKREIgdP8I0FJbdGvRuTTF87iWc2tiHQ243imxt49bV8/HXaz21cMxLDZp2UQQyb6SzCuquhzCYI7Sl9I1wmlZps3ALtI0A/Gh+2L/zzt/+y9zpEeyKeJQBol7/H2dM8tIhM6bC9gf7TFBlqkyRM7VFDKqAt4OohDHX3eCbVipCHpKDrBm5WpXoHX4Wr2w+hicdQxSE2Jri3uVzODdK8YAJpVYQMIiNzyTZkbPPNOJcNE4m4QXqWDU6LXWcN0E17daD2neJ+VvfkJmOp+nN9/6vRPKn9cxov7Bp2tNpoygXkCshDoPqBJUchUBEZ4PaMO8zmoZVjaxJ8cRPXsVLkZBJuk4KzUcXcSls4/MsQ80Bi8Rim6TrsNNpdfMPp1r5RbRmoUO7jJYrvww1eddMEuflqvWPf3/Z4fTPZO7hI/v1yALkrbff1lu70aMYpjZf2NQrSmEoJ6ZeHW0vchiK4UJg3TmViDt76zDGjkgxry02Xn4Fr8p8QZGRB0Z77gI+tvP4eTSxNYqkW2+iLU+NoW0Vg+QeM62i9HzPlY4lmVCC88oZuHJ2x+mbc//LxQf+W0yc/RfasXWkCYphosXUwbcFkyrY2aF8ljbogfSuM2MtNLzmiEZa1L6TWBx5Xr187AieELWv5CLbS9z75Nfxg2Gmtj2jEnJTXBkl/9gBSZgi6nmSYsa6XSLGijyXBr7xxrs6X3NX/r+L/t9U4B4xqDyaAIlRvX4WZr+9k6wXVs+mNskGJiWi7mriYtKPDgMoDKSFNkTunNnRYtRqWksUZ/cWNDp6Eq8e2YfHHEPcp9X1O7h561OcHxWYeYdSGqGM4QkRTRITpsSiu9KzaN1CxH+ak5ISVM1y1jR66OLidpjPP2nf+9nPvh3ZJp/n786ax19/3GbIbA1j5fNAU268KhqQ5FEDQA2EF5HOR+l6dJ7XoEjagLN7jMM/fR0vG7kq7qp9P72KzyY38ckgRymdiNIzshtFZkqFTqcFredWuQXL55FcCqhRzjqThxt7oOz7KAKkO3EH8/26u5Z0J65OdK0zRZRxUAUr2zmFMIehj0pyj6E0Q8kDpQwNXIsMIzx18jhekYGbMo22Cag/+DXOFz5eZ62aFGLKtnu96vRNcZrIUE0p7ZJbWm2XXFZ1k4fGKNfU27Xzd5fhl/90zOH0Qxgi7OZT8pkeD4mNfZOY2Evb0PakZ8QLeRjCgFWXsHdeXXLVapnXiGgwK5GNNvj4iaN0NDBIokjpMPvoDN4vNO5GGS+NHW9fETJKFJGCgwYWwrIr5Rba2FIxqhaLBtRvUW+FRbLufvnBO98mIv6oYsyjB5AY6S8vw5oetJCCfewTiVSqVJ65etnjtFfEGoNu4GbXHbgzT1AA4iPWtEIybXHgxVN4Za3AAYkelqL6/Mt49e5VujQqMPdy2ire1l3VimcEmpLdIdrkQZLoETyXWZbV7RzNIrnn094Bv3UZDy/V6KLiWfM4HrfDUWp4apPYHyRRN10UaUF9eNNnEVrucDnjIHPapbolFTmF7NYc62/8BCeHPazv6rT4+m1cvf1ZvDjM1KIGV4UmUQLMSNS+UvqVf4+YWeMWXQ9L4NKV3CR50UzUvXbrwQG/MboY3jnxaFoFPWoA+U1iLmXdNCQW0IkmnWlDRQhJgYiOXNudYT6UgTfyILWexwlRf9YiX3sczz5ztCuNqkRKOzVm5z7Ah2PEr7yObQKS9tUuOZeqleQdO167eirRQwculeOKs7ym7QftzDR+Pm++u0zj66rci5t6tITJ4iJ10sDuqfCaChbCUwjEuCuVkR4W4UY874OlYVkhUSM8K2VfmUMi88U8UH/0Pt43JW5RigaMaSLJOu1ESCER7Q5I5lG5pSVeMsdaJ76qJ65B7sNWse7f+9U77lvkVT+aKPJoAeR0pDf/4lryxL5c1y4xGK0luq6yaCjXItFopSRq+p3HVOxaVqXi05V2HTCiCLsdcOT11/FykWAkiQIp8MWP8en8Trw8zNWcIy+MkhZaESRiQjpMtNJTYSDJuLmcssomVVItGxS9ellu+a27Sw9ck/7ub5d7/FvneXXinYv2+MZQN7sHQKqM2GRlPrRFhFS0rHQe7oBE7IlYZrXLVatj2LPbE+w7/gpOHl7H4+LtmyjEW1u4+fmleGGcxu0QqE4sTzqy03RFiA4gMlKBtJtDxaU3seyFUFWL0NJo0LZbNxxGG+FRLPs+SgDposfRlw6Zwb4NI0bSS11mRDqzSuVNq/oaVq4gA+e6sq6w5WsyusA7HmlLvUWF4uAmn3j6CXpGmOeEoLbmeHDpQ3w4TrDFYgwtnIeQgZ2/1W+VReEW8vAYE8vIXIPz2qh77bx3wF+5g++PeT4d6S//5LINRwZmJOMZ2CYt+qkKTY+JcjkERFMmh0DHjUhTVdwpX4N47J1KZ4l68k9P4WWjkUiUjIr9x5fwUXNfXc1yVbPfsUjVYjRBNNVSxvZhThTnZOI8IbtsQ10lMTStcDu6db1i3V/bMXn4bofAH1lseWQA8mY39OZNE2Z3dFBZEpVJjKLUGsp9oKL1qg9SnUNhVHrgHEs34Dh6GrHqtFd2qfHU66/hpUSjkOK+DLW5cAEXmge4llssoTDvEldJYG3HmE8hmivqjNiWIF4qz1UaufHeNYEad0/Kut+zfY58VmDTrB/sGRsSmwxGaWjqnIIvvOkX0aEvverd3JLd4oOokqP4aWnx9qXB0edw/Mkj2BRv367pa4mtD8+I2pe3fKQmSbAtVaxOpyW+WsLvyIhp+AVZXtgQS+W5nhahWZOEffu2+1KKEN+uhP1HBod/+3YeDYCcPk1vHX/LZKP9lo8e0trPrVE6DbrIlV8WLiY97PAeoxCkhbZjzTvdlXhMGYtiUtPg6Iv88uGDnTNIp9a99QB3L5/Hr0c2zjzHKknwQAv3sWvjKUBB9DOTmpkNbRl9LI1JZX55s7V9z6VPSfToTA++35nkp0/TX/7Jz62ofQ8js25kk8D9hEJTIFLPsyqUKJN3OJGh97wmHsISTaLGOIaY3PPq8J/+J7zaS7qcTFwZ46ef4dL2zfhpr1A1B55bMbrrZozwzCQ00RxmID2TnhGjY+lLrnKb1bqH+t5iy2G6Hq58dNaf/W9vyPnySPSMPBIA6aIHNs2yO1HX7bBYWK77WZW0PRLGXMDRhmETIWrdzgTOex65SF2TUZD21v049tpJvBgjUkleW4/6/TP4KG/jDZ3EkkFz4Qk6YrC7WgUphc5ijHNjohhFl95zhSyv7XS7vY3afS+J+e84Y1//H2fsS8/t12HfptY8scbY1HudByFCjSqCVwOwGYZuVJzunFmkouWZ9yWWiq1p7O/fUM+efA7PthFavH2bBpOz7+NcL+I2K7RG8TTrRijsWJcKWKRjUkW/EDKUiUvtubKNr7bXvMsWre8i5iMURR4FgKi3LkRbVzBD/8Dwmk1GGKR1aApDKm9j0lONH4heKWDXgMFj1PCOx67ole6WGL/8Bl5d62N911sXl77Aja3PcG5Q8BIQj1tpn+0Y8697JyQXmZN1C+XjMhWApFkVq5mL263jIwfcR/fPhj+Yx61EzbfeMr3iOFEDa9Q8JZi0ailTxhfs0r5EkaAwEF4kyKg4prEYUITIa4ZUdrNU+197A6+tD/5Z7Xv9Jq7cuITzw4IrVjKeAZNE2oepE2JOEcPCKj1VGWbWt2XUXPoQKiZ25n7Tzqn2a8mG/7tHRO37oweIRI/19JjFKNUHQmIrbdKMelnDbaFYFV7ZAXaUuoPOcG2HRJOy7hpp6i/qmI6PqBdPHONnPZMWAm3ZYPH+r/DhGuErlhHL0ush9qFS8hTjNYkeWk8IfqEtL+T6ZSxXYR6adtBvetPbfvvKtn/nm+qtHvImLnKax069ZSblHaM5tRmNE2drqdjlTghRb/tQYdD1ru/0i0geMnKB1rTmwaykQo/w9J+cwos+wgoh6gLKDz7E+aSK15VRrVS50y5Zl6i5c73sRijAyzVrHkV+orkSswrJu5YT55E2ATc22nf+qmvP/VF//bgBcjrSW2/BZDfu2PzYIeOmi0QPdKq8GDBQwdH2XGfd093FB9IIBSYRJYojyFBTzKes9r/6E7wuZV2JHpYQP/ocV6ZX48W8UBXA80TRhCxPkt1TtJvvoTDTcAtK49IGrpYxNHnoNff0luvdXfrl1qb7IR6Qvz5zxm63h8z6aEMvaJ5K7oVWZ4lRknsV3mMQaWcNuklVYjgn8hqFcZrE3pfbqn/iNZza2I/Hvp7Bfvs+bn/yAT7Y18fCeyyF77G73IiRhD2GuZJchNwsVXHJIVYUuGbvm6V3bc/s89v5Rf/O75Pz/wig8+MFSIzqrYsXbe9uQcXBnlGUpS7qJCHKGpGyQ/VErStXjBgxlIfCMY/Z07COvC8hFPcXVBw5hpMvbGKzZSgxfp4s8ODDM/hwLcE9jqjEFdFYmshV4+vpUIr8LCEzI9X+5uHQja8r17RinFNv3Hfv/FA+Urtl3ycOHtOQwpO1KZFOlaG83T0kOlEm7/Svi1I58k6BAoRh3SJbEp74zz/FS6SR7ybX7Qcf4lK4j8sm5RageS72qYqnnXpACTEaZsL/KLglVCxTzWWMoYnBNwtxVF06vvLRnR99wv6jBcjXibkkqbnbNvJgsNaZ1XkmjVBeyro7lRzxtZLEvOvbbiVRjTw0kbLS4PCpN3AqNSiU2H4S3Nlz+Mzdw6dphpZi52vVPRhJQt3oNKXCLJHTU7u5Jl7qkNZlXP6mrKuHh8IuH/BDycA77dnR9nWDZksf2J9YpUcp6TqXgwJRibR/EFkNfVeg4FGUXvvAYy8O8Yb7d+5TceQ4Xj7+FD8hs6ilKWxW4v65f4rvj1K1HZhrGd2QdUYUOx7DYltqlZ+RHBRJu1Qhlizqgdw3KQ3aZopHIor8OAES428Y5ceosDyyVqlB2romJ1a5RI+o1CA66ZPYZZQjC+cxbBlrCTjfqtXw6An1ytOH8bhEDynr3ryHrz5+P57f31fbIaJMqKtYddGDouQfYaqsnqno5oRmqZQtY8qNnvi6GjXt1sKFW7jlzr7xugd+wGmxuyYPTxzs6dSnJjE24YFJy5IKMiqPngaRzKDhbpybGFKsyRiHRgznYjcIKL/n8Nh//jO8nCYQAwsYxeH8Z/TZ/ev4eJRz6SMtC4NtaSU2MtJNi9ewFnHjjJRbahWXjrgkDnUMvUbpLVcW6/6jvz8bzv6377nM/QNezX6UAHnz9Ltm8y82zU6JEzajRZLofuZM0zURRZFbuDB0UQ9lrkYrD8UOcz6OzEMOlIU+njr1Bl4RMzhSiC6g/dX7uJDOcFXlaDvzN8JM2mc7Vpm64ZszS5h74+aJlDgD120INbt+U9k7/l5xyP/yF3g4te533PS33o66t37Nyprs54ldGJumupfF0BYBqqe87TsKA5lUJRUtkdZ089195xA/vD9DOt7Ei6eexzNfq32XDWZn/zfeHxK2guJaeB9raNtAetfDVFst+chCUZxHGxeyJtGnlc5QN9Ptdnvuw2Jj3f3yF3/r/oVry3f8rD/ky398AJHc452Ldu3ompHTsjE26RmTek1ZjEqG0/ZC64eeTXdaiju7mC+IRaeT+X6G7L1lPHDiDfXqwTWst51aF7h+A9evXcSltX6cuxCXqahahe/o7Hs6UeKMzE70sDYuoueqdVyH1jepRI9pE/6D79zqr89Es93eMBJVZV3ImJQs5UQqD203xnrgZNbijtfwuBXjOTk0OrUvZV8ssP/PfoqXRv0dtW+qwFdv4Nq1S7iwL+dFq0iiqpS7ZyQVLbluUZhb0410mCnVlpKwax/qmBcNTR+4r47sc/jHi+GdH+lg0B8XQCLUX589Y9r5fl0c3DQpZkkDneSqlza6zdGqPvyOILGRMc3AUADSyn2baawV+osGee8xHHv5OE7sOrNj2aI8ewYf9mrcDBYu0bzdgaL704kSp1a8bBnzJC4XnJpldFwhhKZh1wJrbjvHf3SPtnrr7UgSRaRoEUWCokwSVS9lbgs5PLySnhFxZexM5zqydEe0KSYPGFV1THisjv3paziuFEzcGelWnz2D9/UCN3WKhiLPZM7I1wcHIcxJYWYyPU2U6w6OqLlKslwiTnNrAa8fXAvX/uGaf+9H2J77owKI1P176z+xYV+uc5fI8ZjkWqfOUOYj9UK0PYQdObt3XTIuitwRO5K/1yjATjQOv/ETvNJL49hHJTPG4/mP+fL2l/TpMMfci4WP4YkBddacBmLCIG2oepZqN/cUS3kIchMqPw3tlFs3ogP+g79/z/2HPwC7EpT+OKMBZya3aWIHOpE+fGnPVS7ptTJWOoo5d1fVknxErEulgLGWGM6/2Kbxy6/ziScO0RGJrmKvemsLtz45h3NrKbbbyE0qnZSaphR5ai11M9ilbyQR4pTa0vikVLasltPQUHSuMY3f/pGaPPyYAPIbte7T+zLjwgFrpEtUSMGm7XFUhVO2r2IYtr4bm7wjY48SQTBOwYN7Syo2nseLxzbxrPRmy+bfmWH64a/w4QGDO2LsLDV/0W6kqpvGNLEqzLTR0kA0V2gXCZKlD1VNed602w9a2fz07jL839+zIPFh79lyiCz6p8wL42MU80kaorH5oJ963xTMVARvB8xBSNOhE2WBx1hajttII6N4rXWUSNn3z3+KlwwhF0c7pRA++BAftVvxinBDHDBPbDc9q5OhdBHWdCCZK+GGVCz1DsNe57HX+oj23o80ivx4AHL6NP33P/m5neiBeXx/Ymi0ljR1lSFQzlaahaz0eUgFRjxqxd2jGy4jABGvKIpktzWe/LP/hJOpjYMgszIVwvvncKm+E68WSVwyQQR63R3byGwPaavVYWatnka4ZaZiqVRYhhDqpQpO3W9diaX/Y7s+SAn8VHrMNqMNcaOwQSONvs6lL8bHpBe62eth4CVhlypWp0vrTLr3pZGK2zMMnjqB51/YxFGp8MlBsjXFfeGH9hvccQpO+vFTKXvv5Gki/59R9DK5dx4ML6KPVUZcBefrObwzcx+uVlP3fSubH/Yg+aav+3EA5DeJ+XEzru9pt5bYXA1TF5qiYZdH0y/QYMiEATcYBtX1l49d7OaHjyzQm1RxsHlcvfTUETwpjLEk5l89wNb5s/hwf4KJDJcx4swuraZSueomwoaZQpySNnNSbWkEIDZ0rHnvftNOMheAw+7v3lDfr1r3m+7e7/q+3cPEjDPyYnmUJGnQOo2W8sBUeGd7rPwgBiPSm6GT9XK8JusVGWtQMb1d86H/+uf61WEeB56V+IHh08v4+O5VfDzoce25E29OE8XTSNQZPMh6yVVUaye9I2UgLi1ndbmYu55r2rvugEsGZ8Pfvf66h/oBy+DfYT1/FADZ6fXYNAdmuTYqS0JtUioo8ayLEFWhYDszZ7k2CBkoZJhIvaVy1Y1NdjFtCvXMn/0ExzUhZfnUjPZXZ/ARFvgiMd1cj7lVvL0jRsQkkQqNCTMjPRDaLRTVlSFT1pEb5V1z/27jxmHuv/p/PvDvvPNXf2yaI/Xmu+9q6Y8prm2Z4f7EBm1SVr1Uh7ZwTvVgbK+b+S6zFwOGLvJY1stLLmLRvztBb/1JHHvlOJ5vIkh6RpoW0//1v3FuHHCLDbdi0i0gIUU71T6JJujIw7lNhGHnZQhcOxdqtG0zyV3QD6qw+Q+b7emHMa74Dg/6w770jx8gnWr1b8xadduMa6tDlqbZYJC2bZOR5B1yZWA/gFfDEPSwK12CugRUeI9OUlJh9OJrOHXkwI67oESPz2+KuyDOjTIsIjq90fZO1QpTAUc3okzmiEfMtWpLgJeJ5TrOQzvtD5p0eiMskzv+7974I+19iFH9919eTpqDPe1rqw/tT5NEDdLSIfdxJ2GPGkPnwyh6PfACkEjjZoczWjMc8y8XWPvpf1GnDg6xJuYVEkWufoFr1y/go/EIS+ewFI6oAwm6KbqidJ4xxbmmOE8Ql0FxqZrw/7f3Zk92lNe+4O8bM3OPVaVZCKEDsgUSYjAGG2wGH99z+tpxX/HLeeh7X+yIG9H3X3D5sV/7RHQEfumn+wLv3R034jYYg7FBYhISg2UhgUBDqYY9ZuY3dqxvV4miLDGppCpw7QhR7Cl35vpyfWv6rd8qnfPGcedkGNsXv0UQlE2vIKko+L8+JQ+MISvyp6tRpqXIbOQNaE3GvuW5bDui8fGYKEjkXUrzchna5ZhlxQ72/YcexN0+QqVeD4PRq6/grSLEi5yxkonQ14In+lACJgoak0xgRO4GWYzDyMKYFpr8aQlnF1HZrLvHX3zjOffcrzad9bi6WZLsjv7bU4LQvneFXWrIh1pYkXMtGs6wBgJrG8HaIYg21UOow5Iyf8ZhWim0eyNeyC4OPPowjpDsOAG1PMpXXvPv6FJ8yAQMWY2MaFcTuQNPpN20sSiGvoUdZQgjLrIyjkZmnNlaUpflQulHc6/ZzSy7FSFubgVZ9qWz29pSWC05V1Qxz2pZ5zxQU5BuuYCEt0rM7OReRXTrNL+Pd6QMxfyYzTz0GHtouoVpYmaXHPHUhzh78V2cbDWRuHWlwqJME2CXMzPa92QQAy7sMLI4LjI9Mg5lWOqZfKZrz14+6/QH8/73m79zLmX+nji6S6qZfVL0BlorkfkgiqBYEaGbtUcrgTnJcpgwRfFI6rT0fJoYxT6eR/vID3H/XXuwe7moyj65jE9PvIY3tzcx8BwjFtErMvREJHeLsoC+LynzF+2QRTMKmRxrn1UhQzXsLVhytar35+2RU8+52dm/G/3wTb2hm/K9zawgy4v7kFThiuSd7TIXyJyrCu9dwVWrYWu0HfdtZ9BFIPeKGM5Dtw7U74DmYIRi2wEcue9QysZwYkfsDbH42it4q6txxXtUinrLyb2Kabhljynf0xA9yd0gII4VC2PBQ8msq6KzZlRY35K77OyRFJhv/rbShHqG2tc7L2LRyhq1yliT6+B5wSJRIamWjb6DKNLwIFIOikeIBYUBHWtR9CL2/vMTiZWxQdfMAUL7vje8hNNZToNB0dc89KhFd0I4R2BG6h+JAxHjkKk4ynyoRtZXIne1i11zZQFet+E3XYJjjZptWgUhbNHuByGzMWQrLClwqS0XmfK8qMCbLKqGIZTuBK1Lo5C7jvEO8VtFysb4WPQZ2/noT1KvR5N6PThHOPY2Phh9gvcaDdQ0VFPSLEECJRJ0gnL78H2CTsRohxL1OBZyHL2v9MBbdDvmZO+8n/sfpze+KPg19stfP3NMNcmKhFw2KAQfCY12M0cwjbFNVEGt6HwCdlJKnFK+LnKqH003VGx/usCKfffg3vvuwh0UiyS07wgLx17G8aksLAbwMVXTcwIzUv+65IkAW0jXYwDx+o5WbzTjVrteGl7wVD/a9upBu5kD9k2qIJE9/ewpdeTOaRldJvtBykLLTGuRMEUOscY/4wAAIABJREFUrOE5a4XIOt5Meswp9oiRdyqL6Vwgnx+hc8dhHP3+HdhfT4qC7PI8Lr/+Z5zY2cKCC6GkqUqaOgVj8psTjY+EI1zRUFIu38SxaGVl1hvUF6K1MszY8+cJV3TY3lK07tdQhmt9NHUetp6Wtb8g7vreHlEOB5mU7SzGumEibzjPWi6i7cA60YuUCTTAlLNhBuAd72Jx2bGdTz2O+5qNxERJrmp460T428LH/FSriXHwGGcaCxIhkV8Tb5gUaVhoPwg7zGOkrNYYlNFy3oyDsR/yys1NBoPeqtaAry3JTakgK5CSIzOFmO/nOu90leQgNp1GaXmTcdUiuETlKDAX7QSXSAvKu6BaiIm5bbDbf/QoHuAcGfV60KTXV17Fu6GXKP8Nj2GJ+J4keI8QuyJLY9OIHXEQgyVqm5GwoWTKVwjOwJfm7KAOt6pT8Guv5Bd/4SoK4UidiWybVgMmdUM088qbBjOMhoO2Y5RtGqOQiqykJCH1qk8pEbrzfZYVe9ndP30AB1cGCZU1hq++jONN4DKTSGPoNMk0hn4a6Qbf1zr2CMMmBSU71FhwlMYP626w5oqadvUnp92///K/W2BzxiKbUUHY08+eTNajqPaIMkcmZZlVjucMRDytyV1qB4Kx22Vam8kU2m7lMU3sgZfHmL7vAdy3fw/2LFsPnPsE5995Eyd3NdBzkZjZwxJlrgSot4HcK78kQ0pPDpUkxo5YKuNLW7i6EB17ceG8G5245H7/629PkWutO70iV7LKWXdGjeoyzwXPnXFNyGbDGtd2nnVDECnZQVktY8N0ZLwrEIvzAzbz6GO4b8dM4iyOGQfe/xDnzpzEiZk2hj5gTG7WCtqXM9/L9ATHljadGEc602OuxpWNrh4vGtvIrT9J/fubFO272RSEPfV8FAdwVh5AU2ZSqzAldbQij5GmteqGZSnr0jbGdz1BJagK7EPCWwnwdu2Q8w7ufORHuHeFmb20KP/0Ck7kBh9xSb0egcw/VcwTEYMWcUlq0YvRDZWIQwE1qmxZNWVR8QBzZf6Sq/3AbXv1v9vNnnX5IkPy9NPPiuZ/fVhtN4XY1sh1mOpqw5CxyjRAbitTTaIJMoZqIaJL46WrEKac413GMDUcQ8UuDj71KO5mgKJhps6hfvUVvM5G+EQWKSvYJ5IHySd0QTTzkCyzkLFPtRFKeDgbyhYl7BecAazrZbV/Y5PGdZtKQWZnI8eTZ/XQFKLZ3SUyjawWJZEw5Ao02ZW3TCTrwci1mnDPEpSdMFfgxGCu52rs/OHDuG/3dmyvlgGJ776PMx99gPdmmug7hlHKuKRuQb5E6d3U/CNFXwoMYc04qDBa8ZWLYOxFXrnNuoBfyxVbhuzs29cRFLBPqUzXivrXGzlq05BKNyrrOj5OYhHadJIlMWGaZjbmijXOzbPuQ4/gyO17kNC+ZEUuXMaF11/HW9syUCdmLVhYLCRfInILkZjifZ82IB0wEMqMgo2l474krJCwtSk3sRXZTArCfv3rZ2TzP/9S7g65DB0lhehmtUMhvCkCdMME1/aOTaDa1MtA5APU+OPJT0ZrcYTG1G049ND9+H6YpHXRG2P4ysv+rTbEBSZQUbWcCoIZ54tpARMq1Q0kZF8Jk1wrxogEztVFVde0ePObCK37tRTiGh+eBOwPym2+KfI9uQpc6aBEzj0vjOGNyFXL+jQOu22IJomKhyFMJVgK41PWQg8l9j/1UxzNFPKEsSHQ5/Fwov8pP9NuoST0QUZMKCsFRCL6pi5Eas+NdiRVHHGux5UfVlnf29oZO79vh92MhdfNoyDLvQxHRFu2dKZ0d0oFV+Zc88JZTtNoGyYSwI51bWQEI6GWUcq4TNHAShGgFyJue/wnONpspPQvoXXD62/gg/4F/LUoMETEiNK61GsuSUGk72lCobKYiJkZ6jFjkgCJVcM160/4pVT1PTthZt+0mZavpzSR/fqZ43Lv97eJsWqp6c52WVejLFMTNzZQRiuwlo2s7WgoKI3FjoG4tAj5O60ZmmeX0L7zEL5//z24a6Wff2kJV179c3y7I9klCBgZsUSDQYFA1EDLg03dQAU5ZMIMOeK4sqHKjK9rbeoLc7XL7t7j/32TteduFgVhv37mmGwefUjuDpBqGsrW4zx4kTPFCmd104s0Li1NhkqzzBMB2mSmoFShtTjkjTvuwZFDd4EmKKVej0+uYOHYK/HNHQ02byOqjMCImi/RJKhJO63vKRF7gsuBjGZEixZ5Vno7qEW3bcrhBY8zi272W5bW/VKFWUEoiLbc31XCyBntVZmbkhdK84ZzrEmubAysS0pCsq5pjkrkUwGYEjFmH5ds18+ewAMzbbRXcFonTuG9C6fx7nQblQsrViRV1ymNTgQYfcFp8q8dShlH3oaSi1BZ42pK+1peTRIhmwihsCkUhILHI//1YUWxx/Ztu6RQyLylwZl1EZA1IkfLukS+kNjZUyMUmX2ax0fz+RyyscaBJx7FYaXQXEbr2pdfxkmUOJsJlMTMrlTK01NwnihEmfA9idgXIo5kDKPIQuldqIVsVhVg5y+f3vSFrC9Vhut8gHBaTz15QDZnDogmgx5Wo4zLZuajIU4xwmpRz0zHJiuSirAJ+Tt2yYq05kdodvbg4KM/xCEXwSWA0RiDl/6Et9sRHxOFEsV5RDiXZoxQ70hKiLi+8NR5GIdch7GwoQqZr721dYVpi8HZcPIWke59FdltBgVhs8+eVM1D25S3Wra8lCMlshBFI4ussI41nWCUfuxYKmIlyzEhYaDYI1doXuqD2AHvv+M23OYdopLA6fO49O7reGt7C32i8KGMVUrtgobfxImSaLEkox1FpUbR1mXOsrL0A1NHa/thbJd3s83V6/FVVvWrfGbZilAsUkzvEU0FPVLjjAVRMMeapCQGxGcs08xD6jpMSRHHad7ItOYozg4w/dijeGD/TmyrHaKUYB+ew7kP3sbb2zsYliaMCyLdW1YQmqtCFXbOQI1VwxjNKLJYcuErlTUquwhbLl7wn+751P7+VlMnXUdmG64gKzsZ0JSdLNOu29G8rjIEngJzAiP66NsEZaeMCsUe1O9BUHZw3qlqZJjCXU8+gnsiQ0ZAIW9R//ElnMgsPpYCYwIkEhED7WSJukZEovTpEaSEFAQhjCJCWWhfj6mANW++E2ndL9GTSc8IDsgD7QMcgyXd1FL7TOQSopFkb1w7CtmqyXI7wmdNXFvj+bSSaC+NUYhmOPDEE/ywj9AyAjGgfOFPOCmHOMPzFIv08sTKSLEeBe4E5aHWXNHPuB06hPGK5W5ktu75KUNWhCZyzW6CuG9jFWRlF9t5UBQtCDFE5hVyNapzo1kRPG/5lNaVV4F0RMhg7SQwzySKuTG6P/gRHqK07rL1iCf/hk8+fCeemG6xUQSZc2qACktKpGYoovFfiswNCgLTiTgEDyU19UjnTdbtmNMnz/vR4ubyhb+KUfgGn2Gzz0fRmzuvdu/dl2I/Vo6zKoqCMdYUk8xhK0RJGS0Cgia3lmaNEE4r0yjOLaDzwEN44NB+7KodoCTY+Yu48Mar8c1tLdZzIRHwUTIkWRJOWDeOvhSxz6Tsq2hGEnoMhmS9Rbc2amG7kztOh4WDB+0s+wYTgb+BIK73lQ1VkBUQHaV121HJulC585yqu1nNNBFPtx2B6NLQTZbcKsJdUcVcAa2BQaO1C9979CF83wZIaugZDtF/6Y/+RFeIi5GjIupQTVASqnuQP0w1Dx57OZODIMxQUGDuQ60kdb216gUJN4k9vt1Fwa98jyxvUvtva0u5kCnRnVLWlTk0L7jhjTqoVoDvuGULTnUnGj5U0xpwdEpC+8Lf/q9PinulRgFqrALsn9/Ae4OLaQa78R6DnFoKEsFD6EsWe9TnD+8GOotDAjNK+DGyog6Dvu3XtenN1Ztik9o4BZmd5f/HI79V9W2XJMUeDa40RGLfyKPjTR9YK3DZ8tZ3PRKUPc0StJZPEZWPkigultjx+OP4wUwHHe8RBUN89QTOLH2EdxsFSkKYqogloVdaQ8kHnqB1GbcDGcJQiqwau1Hta1dTPp4W5o0dp+13J6375apCG9XdR3dJG3KpuFaZFDpkzSJ6UxCQ0QfVIiIMakqbzGBPxdkpE/lUJtC60AOxxRx96B7stw6gWGRhEYsvvRhf39Zg8xEoqfZU0NRcwVP8R8E7Z26gGAaMh0GyIqqsiWssC9ZcoIC9gMNzcBuJ9t0oBZmkdad3yWTaeV8xLTPpeV5HTvy6LS9Yi6YkecIF8TTPg6j7iZ6GrEfzShlb+w6yux88jDtrD64FcHkO83/+C97ZnmHOA6WMYSnLqKJLmauELiUy6kmqkZsBo51L+KoO3mhnzYKccTgDN/s07LeFVODLb/8v/8Ts7Cyff+TfVLac9oXRGbqtTLg69443K1qPiDYg2xQDWuq7WbbkRMzHgfz8GLv+5We4b6qTekqiYghvncKZTz/EqakmRjRGIRNhSapE8JCCdZGolFxfsTgIMVKGoHQiVNG42gZjFa/ce5O074YlSjZEQWbTEMqnZNNcElJnymmpuRJZpnlRW94UXjWr6NsEd6CaB2VQbODd2oOaeLrOIRtK7Hnqcfyg0ChCACg2f+V1vD+6gPeLAnWyHkSTSbiglEVJad2+FqLPvB0wGUZSxMqpvNJLPTPqdM1o4azHH8662W8hA+CXq8EXfyK5u9O75N5Dim8PmerVKpNa5DHkRXBoUpHWg6U1mUBQJokSsiI5R3t+EPPGXnb3Uw/he4T2hQSrKoxe/IN/vc3ERQaUkVPPyASnRbFgwmlxR+26wwQSjWHMWCi59XXecOYcDePByJ38P1+zG0WMsREKktK6uHNazrg9kjOoqMaZ8CK3YI3oUlGwZZzvENEyLYRbjj2ImV0w5FfGcer++9mRA3fg9tqB5RI4+wkuHD+Ok7ubWHSW0Lo0LCP0tJrgrWiehRKxL6XsUxuomlRyaz1dVKP5K6ZctB4lFQWfc5sVen2jSvCF34+RPXMccmQgKZ5rqoE2Xua54hmtSwi67SNaxIBC1iNhtKgWZXjqZZciFh8N2PTjj+K+vbuws7aIWgHvf4CPPngX72xrYEAo6lxgUUiKQ3hPwS8JJcjVGirEAZMxrYsXvmK2URcWpsfhPlw6HTYqJrzlCvLss1Gc2nFWNWcK0ezn2iipIXkmjGgwndK6E+Ww6Bgm0mQkY1ILaFcIdOoSuehi/2OP4f4IaMGAysC88FJ4p6j4hyKD5SAis0DNUNSKmEBzShO5MnUQ2mFAGNNuxbOi5hb1BcD2zpyP3VOn7T+i9VhRHOriPPIwVPODS6KzbZesieTBJQgKZRSbTqiWT0kTQTRBXercpOwWZbYYMFVVUZctdtd//AnuYRwqcjDvYV7+E97kY3ysNcoUsMtAdK6JXkmxmCyJUmIgqTYCM2Y1uVq+iqWtNaw7ndW+W5+2G5H2vaUKQr4unv6tRHlBzlBPglR6ZAjVPun1YF5TZ1uLKubEiujZZHQB0fVXjk9rCf3pMG5/9BF29La92F1bIFPAu+/jo/dOxnd3ddiStRhTjzlNZF2p5CbOpuj6TMmBhBnHGMZahEoYV88nX3e7e08fd5ulOHVTLcWXNFaRde/t64i9TcWbLNfCqNx4Ys7nBYJuRYm2qX1KmhAknpgsK5NikhmlUXx4BVOP/gj37t+P2+zy+nz4MS4dPxbf2tNg8yVQNwQWszRKO0xcX0497LGfMznk0YyE1CPDxyVZkWF/0enmtOmfP+WxASQPt1RBVrIlWXefYB4qVsi4r3KueG4SSE61InybKuZp2CbIz53EHpxSiiWyxs4EbzgSAzgN3ByUGL/4on+7GcV5oWAStxULS1KSaxV6ArRDxV6Wyb6I1B9dj0WRlcIPa21a9UjC1ZdP+4V/lLTul2gfbWIzj/ybWvBNsWfPHqX4UHvTyjzqAow3bFAtR2lfGmkXibo0UGYrEWBHjqmqhh4q7P/FE7iXMo2RsL4UH76Kd8p5/K3IQF0Ig9RYJUKfOjoTVkv5nsKyFYlmbBDKFvOltc5cpuziBlmRW6YgBLM+suNh1TSF6GzTUvFpXboyF4HnYFnDezQtXDtMAHJEvtBx4IlcuZ7EHvqKwc4nfxzu37adz1QW0Arxrbdx5qPTeH+mnSAlKVOiBSeu2EkgSMBEjZ6wdpwwV1qPhBvVZe3q6Iydww4HvLApqrYbaDmu/nSMkf3++HH53pld8uCOfSLL+rqWQnNPFXZeeM+allwt4iDzfoqsCMUjFLhT8TCXaJxdiO2772F3P3AEd5GVp1hkYQELL/4Jb84IzHkOkwML5PamDCOnWSOeMHF9JeVAwY5DCCOBUFLT2mBx0TpJw6Z79lZvZLdKQVJal3Lt3ZDLyLUSsqNdrApPaV2um9Y4glnTHL0u+bdUjKLYg9g1OEd7aYB8952454cP4HvegAnKtQ/Qe/llvNmMmBMKFWMJyr5ITH9C8J4OPhWkhMSArIcJ9ZgjlLx2tVTt+uPFC35GjLasxxrNnI2Rz//7afVPPzxIPTUqkwOdG5lZ8CJy1vBeN51Aq7Z+KjrRtWTpA0+Naw6YlgzZuYHf8y9Pivt3zqBtLKA0wltvhw8++oB/MNUGIRyGVF0nV5jadigO4cynCnum5AAUi8QwzkWoet6bMG+tmxrb/vn+LXW1bomCEFr38f/yoMx8U2BPrlasB2O8ISPtSqpJRSjalZwPXRoPVgdO04+6jqHLA/Ri8Pv++afiaLNNA2AAHuFeeQ3vD+ZxuqkxjpFoMMMisbNnWOaJ5SRwQeneYQhmJHJdit6oBmx1ZWbKjhZA/T5udhOzamyQVWGzzz8vgANyB5pySmplnMx4m2sXeeFcRiiHFhg6de2naDhooDWbBOwz1Lw2N0SjuxMHn/gx7qa0L9WpBkMMXvwTTjQCPo4SlnBaGfGSTeoiSUESeZ8QfUSy+GEkWShr62ueter+/CX3ac+GW5lMuQUKEtkzzxyXF/buVTvu3MNbw0HmrMhYJvJAbBpMNzzS1KOOD2kK6xShRilrRcFfkaN5qYfGoSPh/sOH+H5rEDMNduY8rhx/FW/OZKBBN2MJLAqFpYziDhF7Sgh6fSC9G0odBgZxzGyouaaKuTWZrN0F6vU49Zz7ts7Pu6nKEyObfe6U2lNMy+aOTI5KpaUSOiieRUZzIHXL+jTqruOjX3aLEwvKNI1UkAL5RwNse+IxPLCP0L4WMddgb7+Pc++dwDu7uxjURPLAsUTdh2RF1KRHJ7laQpGrhTFHPbbMl7lvmF5csC7MWArYb1WPzs1WkORa7dXbRHNvIbbv3KWyepRZ2cxcrItos0biYwo+0feYCS9swvoQGDHN+jDIYhMHfv5YOEL0/RTyeRPM//cS3pU1/1Ato3UzNWEpSTT83FNKt1dw6vWQoygxakSMrR3Ww+DtJPYYuT0fzPvf/OYWT6S9qXf1+h78mWNRjc6cl76rOK2dq0dZsDxjushjsK0YWMvQiGlCWS9vbmkWu+VTnKHdr1DwLu74Dz/F0cihBBCtQfX8KzgphvFDoZmlinpGFmR5HiS5XDKmrNaA8TjUMY651mPjRrUsbT2GdXW2w/f/xwu3JCV/UxUkpXUPPy333Dktm1QUlANtV3xZx4h8umGta5nIupFijwkVP1XKOwRnyCSaF/qx/eNH2Q9u24tdtkLMMrD3PgwXThxnb+5sM6KaGaWJUGkaVCJiSAoiSTmkHOhIvmwc++hLqRp1JRbJTbaUucp2Hgy/+SFu7cjm9b2Hb+bR0uaW3d7l1DMysyOT26VK6+cVz1Ij22TcXdMQXi6IDjVWUdch9bKncds6NM4t8s599+P+owexuzaAzsE++RQXj72CN7a3MSQICo3azlLcSOMTqJmNWqHFgBNDSoZhYCiZKauqdjWcsxemV3Bav7vp3L43U0Gu+rG3q5aiwDxyoWQURbREDkDsiKrpvW9T1xq5VYmszAVyr6YZ0sDNvLEDB598BHdTMoRIGKoS4//5R5wo6viJkqyiFKFWWCJmxOTLEp0PKQgTQykwisGMaAdSDvU4wLJwxbrc+vryyC8MTcSpywH4Q5id/W2MKSP5j/1gmGWzs8DJk4fZ9H+4k5OC/NPUQd4NV64mV+CrHJHnzjMi8Wsa76l/PcWPPq0j71RImUdqTWgsROz9j0/hvqyBIrrEFWD/cAzvDz+Jf+3krKTJXgWt4WSicC8pS2JDIc5fDG0040YI4+CDqaWrFwdlTbHI3YuX3G9ucnvuTbsjVvLp2c6mmFgPaCJhoExIsLzBhGraiBYx3hIXrLWhG0iwqY0WU4qjmC8x89jj4aHtM3zK1ohSIb5+Inz0yWn+znQjVpExqr6mYTeEFiXyadp9FI99RUUnacYBsYx1qKT0yb0aMOumlhXkrwC2DU389M4y7j1T3DRZfGtV7shh4NWzvHNIMso+5lFJz7tKKWRVqHNnWCG5btA6huA79WSkGxFpUIGXZopMaYnGx4toHrgbR398L26vDRhZkUtzWPzzy3h9JsO8jwl53WuoNPOwTyl6ikc43EBKOYjejrgKY1pHMF8NtakzOTOpX/3i5vaM3LSbYvb5KO8A5BhzckruUCGO85ilabQF86wZompZ4zuOT/itLA3dNOiWIQ22by6UaOzYj3sefRAHjQeXClicR++FP/p3dih+yTNWEfnCMkKXGnIIupCoZSSNNMgwCtaUYLGSItTBe2NYcGPecaKcC3Lowmibj/2a+E+ATiYZsO9bey+v24mfP4/pkYvnDhwAhhf4nj17UCgwXi4I1pgR48sjXbS4cp5nQbBMMt1wNZomeIob24EyWh6d2ofp2vMuF2gjoPFphZ2/+Hk42mrzrqe0L4d/7W2cuXAGp6ZbCYIybHLCaaHPJ1OGqXjYV1z0ZcAocoy4qsZlHSohXc2Csb1bgPa9KQoysR6/VVPikiy5lkVDZTEIasLJObLCGNf2nrU9Ewk+7VxqwklKQkG6lMgWLHY9+SR+0Gmi5WyIQvL4lzfwt8VzeLfVgEm4KkxcK8EDQab7JFwt4kB4jJiIY1IO+hdcMK2isG40cPVU2xmPWLuFWF4Knxtf0Dq4ffOPM1g3TbjOgS7PpTdyxRiwHSO5wLIBY6IpREMzXg+4jJwrLrkmBeFWFx4orHOtwIgqiDKSojNZU3RJSSSL7YUx0519OPTkwzhoXRRSMQyHYfTCH+IbDYiLUqKkwm5GbtYKCwqN34anEQoDqeSAh3qss9T9WXvjjJiZsmcSAvvmjXS7GQrCnjl2TI7MLil5Q2Wl0tvbQlWlKDxnjch0wzpSENl2fNI+m3BXAd1xwHTGUFweofO9wzhy5G7cUdvItGa4dAFXXvkTTu3IcSWNa04DJCeMGeSrSu4HiouBYG4ELscCNlkPwWPNY2ajKL0tg2uK6IcARBYDBmtukvbNvvu+RccfALYRY6NmNFgKTjPOPBeZbPARq5Q2TFnBNCLLIVXujWtaz1qRiyahIAgiFGJoE58WudCaI/+wh5knHsORO/ZjR10ntG/84DTOv38inphpsgHhqQmCQgwoNKOevAKa9EUtutTHTvGkirHkzFeCN6qLfMFdTdffJBT2uivI7OzzEncckHuOEinlHtV2o9xannHGCyt4k3mVzDHzok0FwdRfTnUPj27q9fDIqgK3P/nT8KCWXBMte4zBv/QXfspcimeznFnyUymgI8FR0w3N6JYcA878iMdYkoKA2UrKaEIgLt7ouEcAj567GIQqQokSOtDRaSbM1uPaEhhDcLIkgOFgWoLDF8JWtfRgMjIox5mWUeVVcDTSreGAJiASTZP1aFM8QkVgJtCpKqhxE//0i8fD3VzwNA4veJgX/oi35BgfSYmK6JkKicXJIJ5JbSTBUMjVEhiJaMbW+7FSoV6yzqSU/dmRw7mb08ezrgpCOJ7nnjulThXTktKCXaZU4WUeIs8NWOEjawGsbYMksFua60FNN37C1E5MGfmlIaZ/8DDu3X87bqttRKYZPvhruPDu2/y9HQV6tUdNCiFEGGjOKdMxoEq5AIaC+TFkrARQcY6axWiZUlT38LS01tchlzrQKDals2gNDUf6/CNbflpf53V6+VrvXe/za1+n76/8xtpj0evrcZzrqfu1jv9F50PvkZz8qOZ00sEZ6mvjJkCwwIRXiohMVDQuc0AeIYvgfTME0Qgh9Y6QyzXhFIhoK4H84yvo3v9IuPue7/M9FaXtVWR/O8sunXgDb+1oYN5FGC2wmLyDZU4t4hJQwSWclpdmzEMcB4QSoqhEXLCjuRlXi9P+v/3yoFnvuS3rqiDPPvusuNh6WopiTjGp1ZSSOhI7IuOFd6zBhWrVKZgTpCCpYk7/aqIOZYTWjZnczu76yaO4N8YoOGc0erh64Xm8WxhcIDIy6hQUikY2g9K4A0HBG41JE3zEBUrpfS2kqHx01BfiIo9eMeVdsIEJBC5UAIGDlh9CkRX5ug8NGACa/nODD6PX8Thpr7/BE1q5NsAzyz47nALnltmghOTgIVgeopKROQVCZkeWuZhGbBchEl4LTR9403u0TAxtb3mbyTRoVcwF3PaLn+OeRhZzHwHOmP/LqzhZXsTfmk2UNmBQ0OQv2gip+5CYUIjXl8e+VnJAVoRomiLLy2hhltycbWDkzt2EbtB1VJDIZp+dQBNqKiqVSttMZhnlyxlr+Khb0bm2TYBE6vdgqQmKTHBiyGDILlfY8dijuG/HLuwwZD0Ui2+dxMfn3sWZmUYcW8+qCZduGAnFh6QkXIDGf42pb4rB14KBvGYrRLTcwXmOwLgMIiIyjhAiZa0k6DndSZ5tFT+up1Gfl5Ejd4hpJZkJjlO7AYsQAUzSX8+hY4COEJl1oREiGoEarVxoGsabcEh97ZLINnpo7j+EO3/4APYbQ4RaDFcWsfjyS/GtGcEuesBQs1suQo8UJNVxkaDEAAAWKklEQVRDKNbkjkg4BuBxRBZEqDDWxtcXV6V9/9svv0c7xDfY9K4thXVTEIo9Ov96UGV1JgjcprJuVpVVQZkr4XQjAO2UCiTXCjSkhScSOMpaaYlWbxSLbQfY3Q/eHw45y5lSCa07fvkFvNtCXARnVk4UYsAYxlpiJAirw1ACoWaC14J5w7kwZGmEhwf3gZjHeUTkQkQWfCCgI/HS8CiSEAPz6yaDG9y6N93XPy8jQe2BDFLABc8ZIw4ZL4KDiFxwMCgfvIpMaJAlcchDRGFDaETHG56j4R3SqDcJqI9rzPz8iXBo13beMi5CKRbffhsfXPob3mvTSDdHY/ASTmt5xDT1jKCP6AZaygGPZixVGIPlpc1RLwnYugffr19Y187Ddbk5CB498/+cVlOiLfNtu2RVD7OmaOmIunA2a1QRrehdm2YKkvVwXkyC8wRM5F3qS1+A3/fUT9l9rQ6nBhwIHsKfX+MfXTnnP+kUogox1oqzATElksWAQCliGmdQg4eaMRjBuQ0ITnLuOAOF5RSGxygQ4SmsFIH+bj2+gQSEAGGfGQOLwXMIQSyKdP8ISn/QKywGRTS9wYOSK9p5FDRCJAY0IqWCPZrOoamymC8NWNbYjX1P/RR3+OVRFaMhhi++7E90vfgo0ibHsZQneiBCSKRJYITTGnAW+zqLIxfCWPowtnI57Wtqu+QH7o//1xtuvUge1kNB2DPPHJOjow/J7gyk7A10wdrKe+TRm2Yg68Fc25NrRVNpie/V8ZS5SmMLBJpLAzT2HcF9R+/GAWMAsh7nL4TBay/x01MaoxCjBcNYCUauVCl0yplXPAQDzmslYFiEA4eLMQQmuGchBC540gZKhF29JciocD6xHssvpjzmquf0/yuvrXxv5bMrz+l9em3l7+rvrP7sVznO6tt15Zhrz2ftOV3rfNYeZ+U7a69zrXp81WuLy+5oCGBE0hdiYAicxwiOCB5ISQARIpT3QTNAh4DMU17C89xENKJFYTkaGff6k5Fo/+gn4a6Dt/N2bRCpwv7uKZz761t4Z3s3DHzgadhRpnmanstFnBSEueiD25HmccSlJixXNSRWxmjt5TBjmyfgfnPhd349UNo3rCDU6/HLXz6szNEDXBO/a3dKoYK2vG7wmrdMICJksiCs6xgNvkGXxjYnnlcaXh+hS407Hv8p7lM5KPsBFuBe+CM+cQu4oiRMpKwU8VzxWHHBKhZRM4VaUvaRwUZyo1I4MflHy0WWg5Fi0P5GOx9HpGOnx+q79npaslZr1mrCl2nXFx139Xtrtel6z693zmu1dLVWXEuLr6XJX/XaVp9DpNialirtQJwHMBrJQv/vWZAIXJLCeBcygJOi5MFTUM4yH1FQRqusoOsmtv3yX3A7E6BYJhqD+s9/xkk2CH9Tihsa40YtDJxIsFmgMW49sioRcSg14SEG44Zsj0Z+aFLx0NTW613+/557zj73q1/dsLtwwwqSYo/DB9X2Q/s4tcWGpXHeUjyrwQvpdXNcu06kCmuyGKwbfaKtpOB8Ski05ntoHX4EDx64A/tMHaEzhjPn0H/7T/i4m8NYT6bWV2CiIqshRVKK9I8sBm3knKXQwgvOJwqy8lhREhqCxK4fuNFBiL6fHitTclY/l6u39dUmZY15WH2clWPdjOOQ6UrHXas0a83VGlNxzfO71rWtNTHXeE7IzuV+c+o6p/CO4hCeqALo/2kxfJCgyQgUk0Qo56F9jHkEKQ3yhhbyox7yIz8I++4/xLqlYUEX4BeJwuklvLGjg573YawEX8oFlpCIHqhA7PuM4PCIA6XjEDS2wobaVL4e7qlqecaFC8ffN+vBUHOjCsKeORblyJxPrbRFnmWZk7mnPnNkhTNokXtlHfHqiq4Pk7FptQOhdds1zQDp4uCjPw5Ho6BiIlBXMP/zeVzOLfoMcFToE/AGXFCJgAJ1KhRasjJMwE0yUwiIZOwR0shnsWw9lhUj7XITcrnPfKJVFiJ+gfJ8hXvlO/sRRvDm6/mQnAq4kwwgKQpZE9pdPCAoZHchcM64jA6CXgOiplicSisxsuR6CUW1Wsh+QPt/+dewuyi4Ch6RI7jX3uDvDj/CqU4btXcY5HoCK2Ii9DVij9wtySVRyI64CCPBs8rrYW2MqW3ZN+fmxmE9WFBuSEEIc/XII/+mToq2JCKGolZZR4nMGNcIod0kojFqhmJRJKtBLbTEUEKulZBoXBli+sHH8KPdu7DT1CHqjLM3T2Lw4du4Mt0J3lrY4MnMesOYsIB3AHeUmRKMORZjQGRJMaj4Bzbh56W/ZDHiVzSw5H594V1OUlr7iWu99mWqsl7Hod9Ze6xvcj7XO87yXb8chF/3qugnHQcTk88nd4uUhidLkkQmEKP0lGBPSkLKARECYRVTzSTLCoiFJch9h7HtkfuIUihAZJwNeph/9Q94bVrjsmcoJ5aD+LSWqUuFT25WRhktYUZa6/HQjeq6tLUZlkZfqUOzecD+6lfsK94F177MG1KQZ545pi58f5s4vLMp7YJWTHV1ppH7oWkGoZuMFMR4GnyTsFYUf5D1kBKNxRGa03vDvQ/+gN/rIxSnTpklmJf/gMW2QOkoyA7cIMAiElcuHIN3XAjHGCkGKKQIYCzQKlAFlV6kv7S5fdm9uvr9L/rwioBWPnOt+3L5fvrSn1x9rG/Lcb7ookgmJHiSNwNW7kR6znwqO9FWlYJ2zhjZeghaa1ISzqE8oJmElBxyfoz88Z9jevs2ZNZGYgT0b57Ae3N/Da9Pd3lJYxRyQvtSD/vyvJFUKJZUFzGJttSKvILrm6rZqfP3z4fFSb/IDfH63pCCHDsW1Ytnzsvu3ly2+XbliYRC8Yxb3hBBNytM3CtEQVCSZEGonQ8+ZOPAdz34RPhZ0WDTwcUoFce5cxi/fhyjdheRescotkDkLlKJKmUS4ZOYGWjKWoJp0aDOlZstpLd4sh5rXesYKTxJe93W4wYkwMkyXycmISUhl4xMCX3Gk2JMsB+kKKm4GDntZymNKCiUYixITb5SH+zAPWg+cDfVS1Lel5Wj0Dv2En8xc/hE6VBxzgm0uJjYT7joCeX6ZEEYM8MY4liyrPIK9aK9YnYuWv/pp5/aTaEgO/c3VIPNKOfLXHhq6mcFKYjxrkPttPDJxep4i2lBjVBjTO+9Bz/63l3hXuc4wUTJiY1lxb0xBAdJtoDKe2mTigjp/68G2mT72SRVu+IlrOzi6TNxVQqXAHHXSNvewD3yj/3VZdnSnT8x2JTuJbjIxL1K0MYUlCCGVS2aK0F9epvR27SvpaPQEx5jYFRvbOZBEiOgC4FJYuy/yE//7Q38oaWwGBgqIWjOSGKrofHdCYunWRhGGce2CpVsFdU4LtiunHGfHj++8QpyYgAR1BUlq0y3dFurrMrNsgVxzrVdZB1DTTQmjWaekQz6wgjb7vkBnrrtNhwyBpEzqk2kMC9JKwl4Rf43ZOP+se/lb8XVL29zV3e7VNmlhC+NO+astxQ+fvcv/P9tsLAQOK8ziQWp0EMgfJYYAI6yWMQOP5LMV1416qQgc7XbcAvyzLFjqr78ECdwIsFLWqpL1dNceNP0QTdDTBNn29Z4ymJ1jA9TnPF2VYZMdPk/3fsj/LPOYif4GJOCpB2JhJP+TFQjss9M+rUCgpV49VpBdIpIPgtIPhcDJD1MLtnnA5brHOdzSrt8501Od/k4kSdHfLVVSye+aqedXM81X5q8SLaOGJ8ne8RV6/h3Ps3y76xc2+fEkvwcSuV9/eNcwxpfU0ZXZfoF1/Y55VwbfF29NsofUskqpcHosBMRhRiZ4JQVG554FX8cX8H7RR6qCD4i9hpqrQZxaOk4ALVWc0PEHaNJDAIzCFds79PKNTc6Bpmgdx+UU7e1pV/IVFdL7YLIM+r98LzBQ+r9aBO8JDqkSbU+cHKzsn6JRrELh/ce8LcrzmSMyZ8SgWK7ZJo5mW5OPi2FHZP/rq35TgR6vWr19coC16sXTj7/WV7z7yviq3Oek9++vvv2+c9+1Wr2l5Qy/q76v9ZKfNHv0NiOiSw/c0E/k9/XOd+vLqPrVeknJ0GlE1pxSnqlSiO50V6p6L1j4ZML/FL/LN5uKAwgUg2M+kMSmUMimuMYMI0halNqqceOo9KhZ8fO2FNnR+5w8zX7qxssFt6oA8Oeffakqg5tU7xUosGUckOZq5znIrLcGNaKYC0bWDsG0Y4e7TrNG0RHCTT6I6ixJUgKGjShlrIawUVNAcayRnx2v6zE1zeUtFu+nehY63UcOuR6Heu7epxrySitQaqakMfgqSuOC+YkUBN0JDJUiqHsFjCRJ1KHgZaTERZCeoK+DyTkkMEMXRYrUYdKt4uqxKKt1LRb+uS0+99+edAQdGztJvJ1nt+ogoBSvdNHd0nU+0RDQnmVUneZK+s8BN4kK+K8awEyITmdCW3nedsjtKiaygPPrUfOGbLgoRAhAxLUViRkj9+Co3+dBf1WfTaBSAHOCdQFzzmjlKzlETVEqLngVYiouMBQAQMpMeAKQx79AFEMubYjyYmeNKtGZlSj9mbQMtbRMKQ9e+yvH4Jb5bl9I9HcsIIAs/zYM/9JXHjoIdVzC7IxVKrORaajSFaEed3wEU3nfStCJFxWcKCWzFRIpL4BhIT41IEKSRMUBU/uVUxe/Tqc4zeSzdaXbrIEaHdP8QenjDAVfxOWjtARBjHUQvCS5klyhJGUfMglhor7QWBxlDE5CtyMPIuVN6GWLVeNo7WhZ33em7enTh1el+Gf63LzER7rjicPyCaaEu0dwg0GKitkLgPPfc1yHnWTBTRc9A1HShKIDys0QcTVQOEdsohAfQQK4CJS2o8yvxRnLldovwDx8HfLeL24YC1G8Fp4xNUH+6L08FqM4LXOb+VYX/c414ttvji++CwWW/17XwWfufaaV0diq2V0rfjo617b6phkVdo+UN6Xal1MwLIYLBgnYo6Ss1ASQ42SYgj4oYYgCqAxhBkzFUvHs6oww3rYaJm5wZyv52r/4I7T9mc/+xk5rDfkXpEc1kdBKGXy3Cl5eN9hMQhX5IyVIhNTysQyd7C5snnBtc6dpy4zT0zuzRBFI7hQRPDMO+TgUCEGxZaLSClmS/nyVGTaenzXJDDJ1FGTAriGj1QSFsmhtoSeIC4zwXgVpS8VE2PO/DgijgSXYyZRcl2X0YbacV/p4O0lZl2bb3c4f8qfWsdJVOuiILR2hMs6fPhpuXjntNxd7SGCdWl4V8lQ5kzxjCyJYLpwtWuAs8JTE00QuSNMjg8ZA5eR4g8CqCMIRhhdUpCtltjvmmpcvR4qeSxbK5+KwTyhJRwXMGDeMCFqGVEh+jJjYuyFLZmMpWSxqnisvfF1QzbrpcGC7+6s3YeXR/6PwzfcesDcV05y3RSEDkhp39GOh5UZZnz3tBL1UKtsSihGjOCBZx4sZ4FoMhx1muXBs5w6zqij0AUQVRl1o4mUBCfloDLFloJ8NxWEHKDlEhS1XRFkaNIe7R3jwhKvAII3HLHiERXLZBmYqQRiZWQ0ucnr2g/suGWtDjO2tXQ6DIdvuBtN664V9roqCLlszz//vDhxYp/Y/cODfEcNMaLMVj3SUXFNShIF0zrqzBlK6zpyrXQITDHC5UBQgC4Is5OsR/As9T4v95GvzRauZArJ5lwrc5syw9QoQgeljtGUVZyIYOWQq/+uCGftsa5mmJfTsCvvL3ehXv3tz33uGud0FQl2jXNam+Fd12tbvsivKqPV8rx6rWuy2V9XRqtlO5G/v8oLQPFHSK0KnvAmVmBZSQJZEtT0L2amZj4aj1AxG0zWaNqshpnL4C8eOx2OHj3v1yvuWK0k660gVBhlx48flydObBPNQwdYNndFhv3bRRwPdW6EdpwpUpQgoKXXmlK7wbukIFxI7qKjbo50LyUr8iUWZG2D0zfdbjfbceg61jY4fdeubYU1hXERQnApUGdM+ugcUc84LqRl3BqwWJPVKFRm7HBkM+dtlnXMXHbej9530Ria8/JDEte6R6vrriC0iGkQ5O+PS623iUOHDrC6C7F0eUlmQirLuXI1V5IzlWdMOgvFSFccVKKSWVaKQK1pK8pBdmXlDl57l6x9b/Xza723cufdyHHou1/1nNaez9rf/ybHudbvf9XjrP3utb53vWNdq+1y9c6ydo2+6JxWyZ8HBML4hoCgFPU0WM9jtKQkUkXry2hVlts8DK1vt2x/BH9x8YKnno9zzXG4mdOmboqCTJQE7He/e17MPLJP0GzC6Zbk006KSkrFm23JRqWMmvynxKsk/QTILrynpAZtH5pxZ2/a+X3T3Xjre+snASFV9M4ynivqCo0xGKp+eeFjMAw+ILqsyB03Y5954oT3bg7WIdvhW0sIRfGC/9lTT1FBYN0tx00J0q8lOgrcW60H5XAq59VA8e1d6jCWMjS4iJ4JpZo8+lIQFwlyQDnGnQOn/tqCg9Hfa1F1fhFN58p5rP7uCqXnWmrRr3scOvb1jvtFdKUr36O/q8/hWuez+rOrP79avmvP4VqUqWuvbbUcN0pGa6+NOkHpvMpQxYbMUmco57k3qgy8Dr7RDi4z7TAaLfpF6Tzman+xVYWFV8/79eg5/zJ1vyU79Mootg464nt37mN6njjIFgTnUkrJmNGMa8N4LcCUYrwmlisKrAnLtvX4TkuAzATRh/usiCGMo9SN4P0wCtnylekFPuj6okAYthHKM+cjKcfum5Ctup6Qb9kNSEqy5z/9VugTZ0XzkGTFPKWzOGs2BZ+zUkyRWy+nWK0/A+cKAVZeHjIQamvr8Z2SQEHIo3bKLMby8iCtMU2RyepOcG4xFoUPn9oYuyZEY0K80qrD0fYB/7+feS6sZ53jy4R6yxRkEpdE9qtfPceffvqIGI0aCblw6JBkA+JnB9DrcZZlE+uxa9ek28y5zw+5+bIL2nr/2yKB7ZBygdH6zs8Dnc72ODc3h243xG3bdhE/Vjx//jxGIxcfeWQcTp486Z9++ulwo+DDryudW6ogq04u1Uvm5nYmxdixg5TlAICzmJuTrCgEK0sf6e+2bXtuWgD2dYW19fn1k8D8/IW0tnV9NmbL4+9IIXbs2BfpPjhxwsXdu03cseNweOopUEFsQ+6DjVIQkjQDZlmMv42/+90L4sknJ8L/4IN2OqfpaRqqeXj9VmTrSJtUAqfSeS0ullcVYHr6oXDq1O/S89nZ2WXylI05/Y1UkOte8Wyc5YefO7wpz21jlum7/aunTp2Ks7Oz124X3eBL37oJN3gBtn5+c0tgS0E29/psnd0GS2BLQTZ4AbZ+fnNLYEtBNvf6bJ3dBktgS0E2eAG2fn5zS2BLQTb3+myd3QZLYEtBNngBtn5+c0tgS0E29/psnd0GS2BLQTZ4AbZ+fnNLYEtBNvf6bJ3dBktgS0E2eAG2fn5zS2BLQTb3+myd3QZLYEtBNngBtn5+c0tgS0E29/psnd0GS2BLQTZ4AbZ+fnNLYEtBNvf6bJ3dBktgS0E2eAG2fn5zS2BLQTb3+myd3QZLYEtBNngBtn5+c0tgS0E29/psnd0GS2BLQTZ4AbZ+fnNLYEtBNvf6bJ3dBkvg/wcOwJ3UOKOJBwAAAABJRU5ErkJggg==" id="77"/></item><item><costume name="Untitled" center-x="240" center-y="180" 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id="78"/></item></list></costumes><sounds><list struct="atomic" id="79"></list></sounds><blocks></blocks><variables></variables><scripts><script x="30" y="30"><block s="receiveKey"><l><option>space</option></l></block><block s="doAsk"><l>How Long Is The First Side Of Your Triangle?</l></block><block s="doSetVar"><l>Side A</l><block s="getLastAnswer"></block></block><block s="doAsk"><l>How Long Is The Second Side Of Your Triangle?</l></block><block s="doSetVar"><l>Side B</l><block s="getLastAnswer"></block></block><block s="doAsk"><l>How Long Is The Third Side Of Your Triangle?</l></block><block s="doSetVar"><l>Side C</l><block s="getLastAnswer"></block></block><block s="doIfElse"><block s="reportEquals"><block s="reportOr"><block s="reportLessThan"><block s="reportSum"><block var="Side A"/><block var="Side B"/></block><block var="Side C"/></block><block s="reportOr"><block s="reportLessThan"><block s="reportSum"><block var="Side A"/><block var="Side C"/></block><block var="Side B"/></block><block s="reportLessThan"><block s="reportSum"><block var="Side B"/><block var="Side C"/></block><block var="Side A"/></block></block></block><block s="reportBoolean"><l><bool>true</bool></l></block></block><script><block s="doSayFor"><l>Its Not A Real Triangle!</l><l>2</l></block></script><script><block s="doSayFor"><l>Its A Real Triangle!</l><l>2</l></block><block s="doSayFor"><block s="reportJoinWords"><list><l>The Perimeter Is </l><block s="reportSum"><block var="Side A"/><block s="reportSum"><block var="Side B"/><block var="Side C"/></block></block><l>!</l></list></block><l>2</l></block></script></block><block s="doIfElse"><block s="reportEquals"><block s="reportEquals"><block s="reportSum"><block s="reportPower"><block var="Side A"/><l>2</l></block><block s="reportPower"><block var="Side B"/><l>2</l></block></block><block s="reportPower"><block var="Side C"/><l>2</l></block></block><block s="reportBoolean"><l><bool>true</bool></l></block></block><script><block s="doSayFor"><l>Its A Right Triangle!</l><l>2</l></block></script><script><block s="doSayFor"><l>Its Not A Right Triangle!</l><l>2</l></block></script></block><block s="doIfElse"><block s="reportAnd"><block s="reportEquals"><block var="Side A"/><block var="Side C"/></block><block s="reportEquals"><block var="Side B"/><block var="Side C"/></block></block><script><block s="doSayFor"><l>Its An Equalateral Triangle! </l><l>2</l></block></script><script><block s="doIfElse"><block s="reportAnd"><block s="reportEquals"><block var="Side A"/><block var="Side B"/></block><block s="reportNot"><block s="reportEquals"><block var="Side C"/><block var="Side B"/></block></block></block><script><block s="doSayFor"><l>Its An Isosceles Triangle!</l><l>2</l></block></script><script><block s="doIfElse"><block s="reportAnd"><block s="reportNot"><block s="reportEquals"><block var="Side A"/><block var="Side B"/></block></block><block s="reportNot"><block s="reportEquals"><block var="Side B"/><block var="Side C"/></block></block></block><script><block s="doSayFor"><l>Its A Scalene Triangle!</l><l>2</l></block></script><script></script></block></script></block></script></block><block s="doSetVar"><l>Side A</l><l>0</l></block><block s="doSetVar"><l>Side B</l><l>0</l></block><block s="doSetVar"><l>Side C</l><l>0</l></block></script><script x="939" y="282"><block s="gotoXY"><l>0</l><l>0</l></block></script><script x="664" y="187"><block s="setScale"><l>100</l></block></script><script x="682" y="400"><block s="clearEffects"></block></script></scripts></sprite></sprites></stage><hidden></hidden><headers></headers><code></code><blocks></blocks><variables><variable name="Side A"><l>0</l></variable><variable name="Side B"><l>0</l></variable><variable name="Side C"><l>0</l></variable></variables></project><media name="Lab 2.4" app="Snap! 5.1, http://snap.berkeley.edu" version="1"></media></snapdata>