<snapdata remixID="10326350"><project name="Lab 11 - Number Cruncher (Student Version)" app="Snap! 6, https://snap.berkeley.edu" version="1"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><stage name="Stage" width="480" height="360" costume="0" color="255,255,255,1" tempo="60" threadsafe="false" penlog="false" volume="100" pan="0" lines="round" ternary="false" hyperops="true" codify="false" inheritance="true" sublistIDs="false" scheduled="false" id="1"><pentrails>data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAeAAAAFoCAYAAACPNyggAAAgAElEQVR4XuydCZQcVfX/733VVZMJS4JCgkD8YURFQBgICMLvhyw/A1mmq2pCs8VAAgiRHUUBF4jigiCgKAIBBCSgpMnUq5pASESIiAhKBAT8iYBEJyBElmGbSXd1v/s/d/7VnLbpnumemTCLt87xHJJ+9ZbPe/W+79774kWQRwgIASEgBISAEHjPCeB73qI0KASEgBAQAkJACIAIsCwCISAEhIAQEALDQEAEeBigS5NCQAgIASEgBESAZQ0IASEgBISAEBgGAiLAwwBdmhQCQkAICAEhIAIsa0AICAEhIASEwDAQEAEeBujSpBAQAkJACAgBEWBZA0JACAgBISAEhoGACPAwQJcmhYAQEAJCQAiIAMsaEAJCQAgIASEwDATqFuBp06bZU6ZMeRIAPsL9JKKXEfFn3d3d569atertoei767pHA8B+YRie0mh9mUxmqziOzweAE40xbVEU3dFoHVJeCAgBISAEhMB7RaBhATbGnMXiNmfOnKnFYnEpIj4cBMHCoeiw67rnIOIuWut5jdTX1tY2q1gsXoOIlwDA+caYY0SAGyEoZYWAEBACQuC9JjBgAeaOep53OABc2NnZucuaNWtiz/POAICzAOCDAPAyEV0chuGlbDC7rrs3It4MAF8mou8i4g5EdGs+nz+xqanpKAC4oXLwRPRwGIZ79Qelra3tA8ViMdXT0/Nqc3PzWiKaLwLcHzX5XQgIASEgBIaTwKAEmF3GSqlzUqnUHtlstphOp/e3LOvJIAhe4f9GxDsB4FNhGD6eCPBviOh+y7IWxHH8tmVZjxDRyWEYdjCEgVrAJYDTp0/fRAR4OJeTtC0EhIAQEAL1EhiwAPu+/3EiugURlwRBcFllg6WYccllnQjwStu2p2az2Ve5vO/7c4noSa31oyLA9U6ZlBMCQkAICIGxQKBhAS5dwgKA54wxF++xxx6LFy1aZEouaURcSES7AIACgInGGJfdwSzAALC8p6dn+1qXtsQCHgtLSsYgBISAEBAC9RBoWIBLFm1l5Z7ntQDAPcVicWZHR8eD1SzgegRYKbVnEASZejpfWUZc0AOhJu8IASEgBITAcBAYMgFOp9MHKqWW2rbd8vrrr3eNHz/+dAC4wBgzp14L2Pd91xhzJSL+t9Z6bb1AMpmM9frrr4/bZJNNNiGiPwPASd3d3XdNmDBhA8em661HygkBISAEhIAQeK8IDJkAz5gxo8lxnKsQcS4A9ADAdUS0D994rleAuY6mpqbLAeBYABhf7y3odDo9Sym1vBKaMWa23IZ+r5aStCMEhIAQEAKNEKhbgBupVMoKASEgBISAEBACfRMQAZYVIgSEgBAQAkJgGAiIAA8DdGlSCAgBISAEhIAIsKwBISAEhIAQEALDQEAEeBigS5NCQAgIASEgBESAZQ0IASEgBISAEBgGAiLAwwBdmhQCQkAICAEhIAIsa0AICAEhIASEwDAQEAEeBujSpBAQAkJACAgBEWBZA0JACAgBISAEhoGACPAwQJcmhYAQEAJCQAiIAMsaEAJCQAgIASEwDATGvAC7rnsEIj6stX52GPhKk0KgLgKe532YiPYMw/C2ul6QQu81AfQ871hjzKooil54rxuX9sYmgYYEONkkDiOi1wHgliiK3tyYWDKZzNZxHGsA+CS3p7WeV6093/fnEtFHiChPRMujKPoTl+M0hfl8/teIeLXWekmjfc1kMk4cx0cDwCRjzBL+8PjvCoXCGUS0SVKf1lo/2mjd1cqPVL7pdHo/pdRnSn3u6em5YuXKla82MubW1tadLcvyEfHxIAgiAKATTzzRXr9+Pc/dZAC4NQzDzkbqrFU2mffDEPGjRLQqDMOHhqLevurwff98Y8x5iGiMMVOjKHqpsnwmk9k0n8+fjogO/2aM+WUURb/l/06n08cqpY63bftATqGZZPg6SGv9xYH2vbW1dctUKnWMMYaMMTd3dHS8zHW5rnsIIvI39ZDWetVA6698j+dYKeUCwD8dx/lFNpvlrGgb7Umn0zsopdoB4BMAcFlfrNLp9J5KqUMB4FnbtpfWSlPquu6viejwyvlLsr2tIaKzoyi6a6gGNXv27I+kUqkjiOgvu+++e/uiRYvMUNUt9Yx8AnULsO/7Hyei2xFRG2NsRHxKa339xhyi53lnAABqrX/QVzue591JRE8DQDciHm6MOaa0sQ2mf67rnoOI2yEiEtGBXV1d0xzHsZqbm+9GxJVDKcAjmW/CYVcAYMbQqAD7vv9+IvoZeyIAwOPNMgiCmzzPuw4AUkT0T0ScnsvlDlyxYsUbg5kzfjepd1MA+AsATO3u7v78qlWr3h5svbXeT8YXdHd3z+irnXQ6PdmyrFVEFFQKcGXdQyHAruuexYdHANgMEXduaWk5+LHHHtsSAC4xxnC+7VYAOC8Mw9JaHjCi1tbWfSzLWgwAISJyXu7faq2XDbjCOl70ff/bAPDnIAhu6Wd/mA8A5/L+xTwQ8Rqt9Zpq79QS4Dq603CRtra2/zLGrCCiUCn1PwDQHgTBZQ1XJC+MWgJ1C7DnedM50b1t24eXnx5Z/ADgNHbxep53MxH9mEUQALYCgAOI6C5EPMgYs3s1i5mtlTiOvw8AnweAV40xC5uamu5hSwEADkTE9cnGX9PSLO8DbzpKKXz77bevaW5uXouIW1bmBU6sjaNbWlpm1HniVL7v35dKpfzXX3+9e/z48VdprY8ZylkfyXxZgInoicrcykn+5oeNMadHUXRvPTx8329jj0ahUPimZVmRbduH8HryPO+bxWJxdUdHxz311NNXGd5EEfFLWuvfl8q5rrs3Ip7KXhT2NADAj3jdAsAVRLQHIrLrlz0sn9daL61WfzqdPlApdQMAfAAAluRyuZMdx5mplNqXiGYBwFJEfD4IgmtrvD9ZKXWl1vqw8t89z7sUAL4AACu01jP5t0SAeY3txt8SImaCIOhl47ru2UqpaUEQHFUPqzlz5kwtFovf0lp/lg1vfoe/u0KhwAK2IgiCX9dTT19l0un0XKXU/i0tLZ8v/6bKBa30nQLAlwFgCyL6BCL+kYg+7jjOPtlsNl/ZRlme8XlE1ImIx/X09PypubmZ94fpiPgkET2PiLcGQfDXau83NTX9rlgszuno6Hiu9Hv5AadibfDh+hkimk9EHY7jzM3lclsopf6W5Cjfp+RRSQ5ebITMBoD7bduezmOYMWPG5uPGjXsEANqCIHisFjfP884DgHVa65td121FxEW2bX+ylnU+2DmS90cegboFOHG9fpuIDiKi6x3HuY4XWy0BJiKum0+bTyUuovOqxWF5QyYiL5fLfS6VSrFL6UbHcQ7J5/MLGxHgMguY6/PDMPxzslm9SzwSV++uYRj2WiL9PXPmzNm1WCye29LS8tkHHnigmYUdAN6PiPxxnVDrNN1fveW/j2S+iQV8EfeXiF7u6enZPrH00HXdeY7jrMhms/+qY7wcR7tOKXWtZVl/iOOYD2fPJiGNo40x50ZR1Kc1U0cb0NbWto8xhoX1CSL6AYckagkwIrL4LORyxpgzlFJV3b6ZTKY5juN7EXHBhg0b/uY4zo1E9HNEtBoU4N6NnMdRfjBk67hcnBOBuLBQKHiO40wuFosXhGHIGz0LMLtct+nPcp0+ffomySF0Mx6j1vrG0jeBiDyfv0PE1iAIXqmHa19luK3x48ez9caiel0qlbqJhaSGAC9iy5WI9kdEDkfMNMacUM1t77ruSYi4Y1dX15c23XTTvSzLusgYM8eyrFPrEeCE6+1a6/15+dYhwByuWGLb9jVxHPP8fj8Igt/xe3xQIqKlJQH2PO9yRHzhtddeu3zzzTfffuutt/774sWL4yQEsoCIbusrTOe6Lh/m2J3N91Q+CABN3d3d+2xMb81g51neH1oCdQtwqVk+3TmO8zVE3F5rfYTneXdUs4B5obLFkVjE/LEsqibAldaV53krEXFeEATra1lelQjKXNCdxWJx6fLly/9RKlNvHbWwuq67EwB8Vyl1XMVGpTzPY0tmntaaXXlD8oxEvoNlyGAWLVqkHnvsse/wQakUumALAgCOJaIYAHYEgKzWevWQgPz/QvU/iHilMeY4FsoaFvCi0hoteW+qxRKrCOSRlmVNCYLgksrfavW/r3I1BLj3MJAI6e1hGM4YCJuk7qhQKLQtX778+aQOXr8nsGBqrdkTMCRPYhXyPJswDD/fhwCzCJe8EN8zxpxSTYDLRS/xlt3d3d09m0WqUhCrDYD7Y4y5a926dfuuWbOG11nvU8sCLu9vlb2pUoDvNMYsqNbvemC6rsvewtlE9BXHcYI4jld0dXUdunr16g31vC9lRj+BugXY9/1d+HIFi5Dv+7sR0TW2be8Xx/FSth6IaL1SaiUR8Wnu8AYE+GhE/MykSZNOfPHFFz/OVkBnZ+dB/LHUu/GXW+GVU1KtDraAjTE7R1HEp++aT2I1fQMR51ZaCckpdyEi7q615o1sUM9I5tvHPPRawEqpO/qyopLLVj8GgN9X3htIXKGfIqLvGGNmDfZiH7f10ksv7eE4DsebObxxDSLyRvkXtmZs224tFArns9s5cUHXJcDz5s3b5I033vgNX9CJ47izqamJwy2LwzC8e2MJMMfFwzA803VdDxEP01rP5UWWWMCTue16Ft0hhxzyvubm5mVKqaPb29v/WSbAR3A4QGvNseJBPZ7ntdi2/Vw2m33d9/1PE9H5WuuDPc9jl+6ZxWJxHK8TANiXz2PJ/+oRYL7wuJ3jOOcWCgVeJ19L3PSmHgFORPtXALDMtu2f5HI5vvBXBICdlFInTJw48fiuri623Dfj8AQLsGVZcy3L6srn85FS6vQgCJ5gOFUs4J+x61lrfV06nZ5abgHHcTzftu3bstnsW7XAep53FBEdum7duhOmTJmS5siA1vrIQU2EvDyqCNQtwOl0+jNKqWsAYHsieiqxJn7l+z6f4G4lIrY62TV7YSMCXB7j4RuKiHhCEAT3JxtN1dhjJeFqApzE+Z4pK1seX+Mbp/NaWlqm9xUDTuottzoWAMBvAIDr5RvX7UqpU4fChTeS+Za7oBOeO7A3oxQDBoAztda8yVV9koPMg2U/Pt3Z2bnzlClT2A3KXpJ7lFJfKm10g/mC2JWfz+d/yoLFGy3HBlOp1OlvvfWWcRyHLwjxvQS+EPY+ADiHhaAeC5j75Pu+a4y5GhEnAMAPbNv+enJjuWpst3IctYS6yjrbgUMcvL7Y1QwAD+Tz+SNXrFixLvkuzuZbzFprvmtR8ymr92lE/GoQBNnSXBDRBkRsR0QWmEG7oNva2g4rFot8WXKbJDRzEsfgPc/j2O1ivv0OAHwRjg+rdQsw3xyP4/gmPncAANexoPSvDuoR4GTe+Db8DUT0KQB4yrKsQwuFwquIuAoROcbOrvnxWuv5ruvehIh8MGEr9Ota6x9VWb9LWKzb2tq2M8bw3YF9AOBe27ZnlmLATU1Njxlj2qIo4lhw1Ye/n3Hjxi0mIj5Y/VEp1dbe3t47x/L8ZxCoW4D/M3DIKIWAEBACQkAIvDcERIDfG87SihAQAkJACAiBfyMgAiwLQggIASEgBITAMBAQAR4G6NKkEBACQkAICAERYFkDQkAICAEhIASGgYAI8DBAlyaFgBAQAkJACIgAyxoQAkJACAgBITAMBESAhwG6NCkEhIAQEAJCQARY1oAQEAJCQAgIgWEgIAI8DNClSSEgBISAEBACIsCyBoSAEBACQkAIDAMBEeBhgC5NCgEhIASEgBAY8wLsui5nZ3q4WipEmX4hIASEgBAYPIEkx/qeYRhycgp56iTQkAAnkA9LEqjfMtjUcf31MZPJbB3HseaUaQBwC2cgqfaO7/tziegjRMQZipZzAnYul6QM/DUiXq21XtJfe5W/c27epqYmzlfbVCwWf16WS/VdVaXT6f2UUp9JfniFU5/FccyJ072ywr1/n2TQ2YHL27a9mP9cKjN79uxtU6nUCT09PT9auXLlq5zdJ47jowFgkjFmSRRFL3DZ1tbWnZVSLiK+bdv2jZwGbiz1wff9g4hoP2PMPVEU/bbRuatWnnMSP/LII58nooeiKOJ0hRv1SafTPMec0YjXwWXV8gxzBzzPm56k6QNew47jXNFXGrtqnXZd9xDOkAQAD2mtV9UaGGcXyufzpyOiw2WSbFFrC4UCp/3bpPQe/30QBH9NspVxysn7+M9l9XIqyuMR8R+l9tLp9J5KqUOTtJO9fchkMs1xHPN3O5mIVnEy+7HUh3Q6zdmf+JBfKH3bQ7Go2tra9iGiliAIOAMdDUWdfdXh+/75xpjzENEYY6ZWy3FcOW/GmF+Wvs10Os0Z5o63bfvAZH+bpZTqzWc90L63trZumUqljjHGkDHm5o6Ojpdr1VX+DSHi80EQXFuxH/Ja7/17riNJ6bl3GIbXldc5Z86cjxQKhUzpG+T1m8vljrUsazwA3FTKHFZa60T0muM4P81msz0D6UPdAuz7/seJ6HZE1MYYGxGfqsztOlDQfUA9g/cIrTWnOav5cNo1TvQOAN2cCtEYc8xQbNqe5x1PRB8DgBQifnrSpEn7LF68+J2k3uUd4pR9SqkdiIgTnlcTYE5ht7dt2/+Tz+e/i4j7A8C4zs7OvUqJwpPcpZxndj9E5MX7bJIKcDtERCI6sKura9qmm246KZVKcS7jDhZmAPiA1jo9RvqAnuddSUQfBIA1vGkPxVwmQvdhTpcJADmtNaeW3KiP7/vfBoA/B0FwSz/r91JE3JzXzkAE2Pd9XgOXGGM4HWgrAJwXhuHKam1ySkT+hhGx9/caApzhzTSO46JS6mZE3GCM+WoURZzPt/dJp9Npy7IuJKK7eZNta2v7L2PMT9jbRERHGWPO4vKu6y7hQyIArAeAOcYYHwC6xkIfXNfl3MbXKqU6eO6GUoA9z7uGiLa2LOuUjZ2i0Pd9Tn0ZdHd3z1i1ahXPVdWH145lWau4LBcoF+DKF9Lp9KAF2HVdzlPNa3szRNy5paXl4FrpY5PUlLxPv1ZNgImI1/0HtdatnuctBoCPJ9rCc9j7JOlV2YLf1RjzKT6EuK7LezUfVicCwI62be+fz+d3QsSbiIj33+350ML7yUD6ULcAJ+p+km3bh5dbbOW5eD3PY/H4MYsgAGwFAJx79S4WE2PM7tUs5kR0vg8AnweAV40xC5uamu7hUzoAHIiI/OGyuOpSHtDKyS7vA0+aUgrffvvta5qbm9ci4pbGmNkVmwef1o5uaWmZ0Vc+4FI7M2fO3Jo/rnXr1h1REsvKPrD4AcBqPuFXW72e551njPlHFEW3+L6/25tvvrl20003XdHZ2fnpUp0s+JyXlNcCJ4uvcJsr3/fvS6VSfi6Xm4CI1xeLxXmpVGpHRDwyCILjxkIf5syZsyOfxIMgmD/UJ3/P8/hAx8nVT7Nt+1gAYO+C7urq+vTq1asLrut+lYjWNjU1ZfP5/LWIyHlaLSJ6uaenZ/tqm1N5Pmsi6kTE43p6ev7U3NzM63c6Ij7Jm3PJoqyxNi4loqWVa4c9MOPGjeN8sm1BEDzW32mBv6VCocCivyIIgl/XEmCl1De11idV+9113SkAcJXjOJx/9335fH4cIp6ZeCJ6BTiTyWwVx/G1RPTzJC/xv1k5vu8v5HUcBMFlvu9niShr2/a9hULhhjiOT1ZK5cZCHzzPWwoAX9Za88FnyJ4ZM2Zs5TjO9xDxHgBoYkPH87zvcD5krfXPPc+bSETh5MmT/3f9+vV8WF9CRNtyB4jo3DAMv1dj7g9USt3AB3YAWJLL5U52HGemUmpfIpoFAEvLrcQqolo17zULDwB8gded1npmckBjAT4GADjf8laImAmCgMfD1ufZSqlpQRAcVQ+0OXPmTC0Wi9/SWn+Wdb/WNwQAP6kVakzEkT0wK9Pp9O6pVOrFYrH4izAMP12qz/O8LxMR52M+iYgOL/cCJOJ8X7FYZE3aSSn1LWPMsZxfnA2rMAy/kHBoqA91CzC7QvnjJiJ2DV7vOM51nHy6lgATEdc9iS3lxAV3XjU4vu+3EZGXy+U+l0ql2GV3o+M4h+Tzef6I6xbgMguY6/PDMPxzMtnnENET5QKcuNJ3DcOw9yRX65k2bZo9ZcqUJwFgKhF9KQzDy2uVLUta/yYRXeM4zrmlg0omk3lfHMdLu7q6Zq9evZoTfcP06dM3GT9+/C9LAswWRLFY/KbjOMfFccwnq38T4Dlz5uxaLBbPbWlp+SwfGlzXZTciewbWK6V2b29v/+dY6IPneXx4+zIAsDeBDf9TBhI+qDJPyvO8W23bPiGOYz6k/bG9vf0Oz/NuMMZc0dTU9Kd8Ph86jjO3UCh8gohOtW17bhzHpxFRTxiG7Ap81+O67kmIuGNXV9eXNt10070sy7rIGDPHsqxTGxHgZAPj+p/u7OzcmQ9lSQhlARHd1l+4p2zuf4eIrSVXWY1N9G+8sRPRH4hofhRF/I32PryJJJbNXRV/x6EAFmD2UPyYiK5mL0WlmzE5BPwCAM4PguD/2traPmCMeTQ5kJ/BCe7ZklJKjeo+HHDAAeMmTpz4YMKIQwxRsVic29HR0V2PqPRVxvM8FiZLKbXaGPNDrfWc1tbWHS3LWqS1PtLzPA5rfVRrfbHruisQ8bw4jv9u23Z7V1fXjNIeU95GEgq4FxEXbNiw4W+O49yYHKC4nUYEmOeNjQS2gN8xbJI5vVJrfViZAF9YKBQ8x3EmF4vFC8IwnJ3sycxrm1pemlK/eY9MjKjNAGCh1vrGWtzKDgHsXfl+EAR8YOl13fOhksOQtm2nS3ty4gniQ2+vAKfT6V2VUidprU91XXd1pQD7vs/ljgqCgHWJvxP2pH2NiJ4pFAqfvOOOO14bUB8aXSx8Kncc52uIuL3W+gjP8/ij7BWLcguYT/SIeGpiEfNmxIvn2cr2eOMoF0jP81Yi4rwgCNZX/tYH/JILurNYLC5dvnz5P0pl662jLw6zZs3awnGcZUqp05YtW8aCXPNJTqf8UZyqtV6TTNZ5RPRiGIZ8+ux9KgXY9/0lxpgePoECAMe073Qc5+JsNvu867o7AcB3lVLH8cbK4QBjzC18qiSiwxJ3NVvNvafD0dwHz/P4lLtvLpc7K5VKbZNKpW587bXXDmYLtdG1Wl6+tbX1Q5Zl8VrldfkhIoq11iek02k+5B1sjPm5ZVn8AZ7OZdmtiIgcv+XY6oVBECyv1n5ysu61XhNvzt3d3d2z2Vou/62fNVPVAh7AePmQcQIfeLXWp/X1ftLXE4nok2EY9rrjk43q2uSg+A7vRJR7BTiJq/0YAEIA+AgAMMtL+DB74okn2uvXr+dD4T1a62UAoFzX5bAVi/nvecMHgMPDMHyc2xvNfWhtbR1vWdZ9AHBEV1fX37fYYovFfE8kiqJfDmDe/u0V3/fbjTF81+MVADjacZx9d95551ceffTRZcVi8XOWZbGFeyFb3p7n/SSJ3bPw7NbV1fW/1b6VKgJ5pGVZU4IguKTyt1r976tcDQHujQEnQnp7GIa8RzX8JHVHhUKhra97OFwxh2OI6FfFYjHd0dHxXLIfcojn3vJvuFKAk4MMe1pfBYD5iJjt7u7+Lt/DcV13b6XU2alUagHfzWhtbd1HKcXGGBsLpySubb6n0/s01Id6afi+vwsA/DMRgN3YyrNtez+27IjoB0TElthKIuILCYc3IMBHI+JnJk2adOKLL774caXUlZ2dnQexBVCveJZb4ZXjqVYHW8DGmJ2jKOI4ar9POp3mGMTPU6nU2cuWLfsLbxy5XO44ALg3iqJnyitILlFxnPwo/i2xfnWxWDy0/HRcRYB7L5Ildb0jwPl8nuO/32B3aMmqSU7IB9u2fVKxWNzOGLM8l8vtuWLFihy/P5r70NbWtocx5lzbtj+7YcOGj1iWdblt2zPKwx79TliVAonHYO8knMElZnV3dx8wYcKEOI7jWwGArTR2oa1JLjSx+4w/yAf6utTEbm0i2o49HoVC4VNE9LXEDWcGK8CJQM23bfu2Oi9lsQAfwZcWtdYcP+OT/Z6I+OHK26mJWJ5LROPDMDwvEeDLEPE+jvWUIywXYN/3P0pEpc3mHQF2HOeufD7/Uz7glDxLbHXl8/k/WJZ1qGVZ/8zn8zfxpbQgCPhgA6O5D3y48DyPY79fyufzzzqOcxMAXBGG4QMDWZ+ld/jikWVZKwCgFG+fBgC3suvZdd1jlFLjjTHTwjD8HF8qfPTRR9uJ6PdKKfasvXNJqLIP8+bN2+SNN974DVt2cRx3NjU1cbhwcRiGd28sAUbE6WEYnum6roeIh2mtOaRTugA1mduuh9UhhxzyvubmZjaAjmZPX3Ix9URjTHvpUmqpnsS72c4XXBMjjq3fGzo7O2eUhw8rBdj3/c+V3PjlAtzc3Lwnh0dt255X+gaTUNY2Wuvz0un0Lkqpa23b3re0RzXUh3oAJB/yZ5RS7IbbnoieSiy8X/m+P5uIbiUitjo5FnJhIwJcHkMDgGcR8YQgCO5PJupd7uNq/a0mwAwBAMrFsTw+wTHgeS0tLdP7igGzRQ8An+WxKaW+EQQBbzAcrOfb0Y8h4qIgCPjDY6uzVPY5RDxXa83xIf573txe0Vpz4L/3KZUtG8uCcvdKhVv/ziQmXCrO1oomopsQkeM2HCP/YhIbGvV9sG375jiOOaZ0Cq8HY8zxQ3AJi92mkTHmpNIH6/v+T4vF4s1RFN3ruu65APBpx3FmJzc4+TYvWzf82ADwU9u2T652COCboXEc8xrgmClbdjyXLOa97txqsd3KNVzmuuKfuku3UEvrzBjTFkURx4KrPnxCR8QHiWgDW+2IeHrZYe07fOEvlUp9mvtfUfYW27bP5I0lsX5vnDRp0qGli4alsqVGiejhMAz3Kv25/KJN8t/veAlKZZON7SIA2JRjwT09PSc1NzfvUtbfUdsHz/MOSOKv70PEy1Op1PmDPSh6njdHKfWx9vZ2dnrfBtEAACAASURBVKGWDlDnhGGYSTxb9xPRVxLjgdf17exQAwC+wb5OKTWnvb39D9UWiu/7rjHmakTkC6E/sG3768l6rxrbrayjllAn+1W5dbsDAPDFLj5obcOH2Hw+f+SKFSs4vtobA07uDrAFWfMpq/dpRPxqEATZhAn39wkiOjYMQ94f+Vvr3SeJ6C9KqbOCIOgNobiuexkA/KY83FjZ38o7Qq7r/rrkgnZd9w+IyCLc+3DZQqGwxnEcjrsfxJpHRKexd2ggfag7BtwXKPlNCIwlAq7rng8AL4dh+BOOYRaLxXscx9mH/6nXWBqnjGV0E+DQmG3bK40xB0dRxCGPRQCQ11p/a3SP7D+n9yLA/zlzLSOtkwBbNgBwPV++47ALAHylrwsgdVYrxYTAkBJgV2w+n2eLlkMCfFt/ZXJPhL1i8owCAiLAo2CSpItCQAgIASEw9giIAI+9OZURCQEhIASEwCggIAI8CiZJuigEhIAQEAJjj4AI8NibUxmREBACQkAIjAICIsCjYJKki0JACAgBITD2CIgAj705lREJASEgBITAKCAgAjwKJkm6KASEgBAQAmOPgAjw2JtTGZEQEAJCQAiMAgIiwKNgkqSLQkAICAEhMPYIiACPvTmVEQkBISAEhMAoICACPAomSbooBISAEBACY4+ACPDYm1MZkRAQAkJACIwCAiLAo2CSpItCQAgIASEw9giIAI+9OZURCQEhIASEwCggIAI8CiZJuigEhIAQEAJjj4AI8NibUxmREBACQkAIjAICIsCjYJKki0JACAgBITD2CIgAj705lREJASEgBITAKCAgAjwKJkm6KASEgBAQAmOPgAjw2JtTGZEQEAJCQAiMAgIiwKNgkqSLQkAICAEhMPYIiACPvTmVEQkBISAEhMAoICACPAomSbooBISAEBACY4+ACPDYm1MZkRAQAkJACIwCAiLAo2CSpItCQAgIASEw9giIAI+9OZURCQEhIASEwCggIAI8CiZJuigEhIAQEAJjj4AI8NibUxmREBACQkAIjAICIsCjYJKki0JACAgBITD2CNQtwNOmTbOnTJnyJAB8hDEQ0cuI+LPu7u7zV61a9fZQoHFd92gA2C8Mw1MaqW/GjBlNTU1N5wEAvzeRiFYWi8WTli9f/nwj9UhZISAEhIAQEALvFYGGBdgYc1YURXfMmTNnarFYXIqIDwdBsHAoOuy67jmIuIvWel4j9aXT6d0tyzoNAL709ttvb2hubr4dEV/XWh/ZSD1SVggIASEgBITAe0VgwALMHfQ873AAuLCzs3OXNWvWxJ7nnQEAZwHABwHgZSK6OAzDS9lgdl13b0S8GQC+TETfRcQdiOjWfD5/YlNT01EAcEPloIno4TAM92oUhud58wHgvFK/Gn1fygsBISAEhIAQ2NgEBiXA7DJWSp2TSqX2yGazxXQ6vb9lWU8GQfAK/zci3gkAnwrD8PFEgH9DRPdblrUgjuO3Lct6hIhODsOwgwc6UAu4EpLrul9BxE9rrQ/Z2AClfiEgBISAEBACAyEwYAH2ff/jRHQLIi4JguCyysZLMeOSyzoR4JW2bU/NZrOvcnnf9+cS0ZNa60eHSoCTfq0momPCMFw5ECjyjhAQAkJACAiBjU2gYQEuXcICgOeMMRfvscceixctWmRKLmlEXEhEuwCA4gtRxhiXY8YswACwvKenZ/tal7YGawG7rjsFEe8momvDMPz+xoYn9QsBISAEhIAQGCiBhgW4ZNFWNuh5XgsA3FMsFmd2dHQ8WM0CrkeAlVJ7BkGQaXRAnudtDwCriGixiG+j9KS8EBACQkAIvNcEhkyA0+n0gUqppbZtt7z++utd48ePPx0ALjDGzKnXAvZ93zXGXImI/621XlsvjDLx/enrr7/+Y8dxiN995ZVX8nw5rN56pJwQEAJCQAgIgfeKwJAJMP9bXMdxrkLEuQDQAwDXEdE+fOO5XgFO/j3v5QBwLACMr/cWdOK6vqgKtAVa6xvfK5jSjhAQAkJACAiBegnULcD1VijlhIAQEAJCQAgIgf4JiAD3z0hKCAEhIASEgBAYcgIiwEOOVCoUAkJACAgBIdA/ARHg/hlJCSEgBISAEBACQ05ABHjIkUqFQkAICAEhIAT6JyAC3D8jKSEEhIAQEAJCYMgJiAAPOVKpUAgIASEgBIRA/wREgPtnJCWEgBAQAkJACAw5ARHgIUcqFQoBISAEhIAQ6J+ACHD/jKSEEBACQkAICIEhJyACPORIpUIhIASEgBAQAv0TEAHun5GUEAJCQAgIASEw5ASGRIDT6fQ2SqnpWuubAKA3E5E8QmAwBFzXPQIRH9ZaPzuYeuTd+gl4nvdhItozDMPb6n9LSgoBITBQAnULcCaT2TaO489xQ4j4XCqVWprNZjnrEbiuOxMRv5fL5fZcsWJFrlZnpk+fvsn48eP/CgBrLMs6c9myZX8bSMc9zzuViC5CxE0AYIdqmzS31dzcvBYRtzTGzOaMTANpazDvZDIZp1AonEFE3E8gosfCMAxq1clZnQDgZES8RGt95UAOM5lMZus4jjUAfBIAbtFaz6vWXimDVL0ZpwbDoda76XR6P6XUZxI2ecdxrshms29lMhkrn8//GhGv1lov4d89z7sTAE6rR5CHap35vn++MeY8RDTGmKlRFL1UOZZ0Oj1ZKcXrmLN37ROG4UMbg1V/dWYymeY4jnmu3w8AS2txSqfTs5RSB2mtv1hlLMcqpY63bfvAbDZb7K/Nyt89z7sUEVsB4NtBEPBhvNFHeZ53iG3bqwbSfqONSXkhMNwE6hZg13X3BoDFiBgQ0c6IOK6lpcVdtGiRaWQQvLkWCoXZRHS6bdvTG/3Qko3m7jiOZ99xxx2v9dc2Cw0RPTEcApwcAh5gZvUIMJfJZDJbxXF8vTHmmoH02fO8M/iMpLX+QX9skv7dHobhjP7Kbozfk0PArgDwNBG9I8DV2mpEgBOOg1pnvu+/n4iC7u7uGatWrXq7v/Gz+BDR0uEQ4HQ6vZlS6tdE9Dgi/gMAHK01H+be9fQlwP2NsZ7f+aCez+dvNcac09HR8WA975TKTJs2zZ4yZYru7Oz0JI93I+Sk7Ggl0JAAI+KpbFG1traOV0r91hjDFsxpiHhRI5YUW2n5fP5uY8wnOzo6upM8wA8bY06PoujeWjA9z5uOiJ82xhyOiLcAwCu2bf+kUCh8kohuBYDt+PTf2dk5v/QBVwqw7/sfJSJ2sX0CAK7SWp/GguW67iJE5E1rLQDM1VqvGeykDlTgPM+7EBFfC4LgMu5DOp1my+TolpaWGbUOPJlMZtN8Pn86AByIiOtZ1ABA27b9eKFQuJqIjmFeAHC01no111ulf8zh64h4LiK+CgCHBkHwRDqd/hgiLkPEHZiZbdtnN3pwqsay2uGolufC9/12Y8wLiHgcEf22p6fH608YB7rOXNf1lVL7EtEsXk+I+HwQBNem0+lDlVI/TazMxS0tLWeU5qNSgFtbW/ewLIvX5IfZItRaL0os+8sQ8WQAeMIYc2QURU8Ndp15nnc8ALQka/md6lzXZVE+nC330gHGGLOjUorXwm4AsBUiZoIguIf7DwBfAIAVWuuZpUp83z/SGHM5Ik5AxKOCIAj76S+vIc4Lfn/Je+G67tlKqWlBEBxV610+4CNipWDvYIx5Syn1o+Q9n4guCMPwO9XGZtv22nw+P+R8Bzs/8r4QqEWgIQEuWcCIyFbLK0EQ9LqkqwmN7/tziegj/Ltt29dms9nn+b993/82EZ2FiN8MguCipGP80c5zHGdFNpv9V6MCnMvlPkREXW+++WbXhAkTOlKp1Ckl93YVAeZNBoIg+IHnebtqrR9ta2vbxxjzuUmTJi186aWXdkTERVrrOYNdNuViwnUR0blhGH6vwp3/dBAEfJhgNmx1sTuT/+drrfkwwO5Xjs3t2pf7ui8BzuVyu0dR9Eff9/flcYZheGy1eeODlWVZ9yDirEKhgEqp5jAMOz3Pu80Yc9Ebb7zx+IQJExYrpa4NguB3g+VTcoMn9Tzd2dm5c62DEwsIET3oOM5FhULhimKxeGcURdHGWGe1BNh13Z0cx3n+rbfe2jBu3LgVAHBkEAR82OE5+jcL2Pd9PpQ+adv2rblcbucoiv7U1tY2q1gsHuA4zrn5fH5fAFgQhuFxg+WYuH7vqxTHPgT4wkKh4DmOM7lYLLKgzU4OeuxOv1JrfRj/ecaMGds1NTWFSqm2np6eF8ePH78tf1fJIfboZE2/E1Zpa2v7L2PMMwDwe9u2vdK37LouH3a3CcNwZV9jrWYBJy7+PxSLxXmWZT0GAFFnZ+fB22233d2Vhwul1I4bg+9g50feFwJDKcDtAPCYbdsdJSuoEQFO4pyrB+qqq9GWS0RXAcAHkoG+ExeuFOBZs2ZtYdv2NwBgTyJaEobhVZ7nsSDdUILEG6fjOLsN1sqrZQHXEuAkdslWOVsoA3oqx8vCHMcxx+PSAJACgCWluHC1/rW1taWNMezGftEYc8Hzzz//9ylTpjwJAL2HKX6MMUdFUfSLAXWw7KW+wgOVv5W7oD3Pm8/VaK1vrCXAg11nycb/jhglB6Rjiej7ALAlAHSXx4UrBbitre0DxpgLAeCjxpjroyi6qeLAwVWylfg/g+XIh1pjzFNhGP6svK4+BLg3Blw5/5VjTqfTByqlZlfGi2sJcPL+N7XWJw1kTH0I8L/NA9ddbWxEdBh748raHhK+AxmLvCME6iHQkAVcckFXVtyIq9V13f/lS1wVl0R6LWCl1B1BELCbtOZTrS3Xde8HgC8aY561LIsPCAtK9Vdu5Hwadxznubfeeituamq6u1AozLVtm11dmXw+f2Zfl8jqAVpephEu/F5ixabDMPx5+QUstoCNMWxFRf31oXK8idt0YWdnZ2bbbbf1lFLpWgKc9HdqGIbsdm5FxNlhGJ7keV6AiBcEQcAWyJA9jQqwZVlfeOWVV9ZOnDjxF0R0aRiGv6nVmcGus0oxOuCAA1ITJ07kMMkRqVTqjWKx2E5EXuliVqUAe57XMnHixL+sXbuW37vbtu2Z+XyeL5x9YvLkyd9YvHhxPFQgfd//DBFdrJTyLMtaV7K4Pc+7GxHPLBaL4/jbAgD2gLCHZ3oYhme6rush4mFa67nclyoC/DGl1BK+xBjHcVfJAq7Vb/bgFIvFg6IoylYcBNgCnhyG4d19jTlhfF+hUDhy+fLlHMt+V59K71cbG9/g3hh8h2qepB4hUElg0ALsed7NAPDZUsX93QT1PO8GY8xqtghK75RiwABwptb6V40KsO/7ZxHRdwFgXSnOmdTB7rDS0xvbSiymK4moCRF/2tnZeebUqVNNHMffJ6KFfLms3EoczJKpdEH3Vy/HWpVSt+Vyub3LDwJJDHheS0vL9P4uvVWxgPlW9CoA+BgAsAvwX1rr46vNm+M4T8ZxvJyI9gcAjk0eH4bhA57nTWNvASLumPCoevO8UVbVBJgPGwDwrnlLYpSfJyK+9HdxGIZsXdb8J2+DXWfVLGDXdb/F9wSI6ClEfMsY4yLi9hWxy14PQ+mmPjNRSv1wt912+/pDDz1kO47D8VEWPAcALqt2G7lRjnyHwfd97te5vK6VUt8NguCbnufNIyK+OPk4APBFshM4fk1EfEjdBgAeyOfzR65YsWJd4mEov4zXO8e+759ORN/kYbAbuKOjo2YMOAnlXFx5i5pjwIj4Sa314f2NzXVdDk99GwCa+V84JDHgd1nA1caWy+XWbSS+/XVbfhcCAyJQtwAPqHZ5SQgIASEgBISAEKhKQARYFoYQEAJCQAgIgWEgIAI8DNClSSEgBISAEBACIsCyBoSAEBACQkAIDAMBEeBhgC5NCgEhIASEgBAQAZY1IASEgBAQAkJgGAiIAA8DdGlSCAgBISAEhIAIsKwBISAEhIAQEALDQEAEeBigS5NCQAgIASEgBESAZQ0IASEgBISAEBgGAiLAwwBdmhQCQkAICAEhIAIsa0AICAEhIASEwDAQGBIBTqfT2yilpmutOcFCzf+D/GEYnzQpBAZKADlNpTFmVRRFLwy0EnlvSAjIXAwJRqlkpBGoW4Arctg+l0qllmaz2R4ekOu6MxHxe7lcbs++0vlxonNE3K0Eoaen54qVK1e+2giUJM/ryYh4idb6yoEIfiaT4QxBGgA+CQC3lNLzVfajlL+ViB4Ow3CvRvo5VGXT6fR+SilOY9f79MVM+DZO3fO86Zymj99ExLdTqdQPs9lsnjN0OY6zhojOjqLormSd/7qUBL6/lsrzFBNR3nGcK7LZ7Fv9vTfQ32fNmjXVcZzxQRA8MdA6NtZ76XR6T6XUoQDwrG3bvG8Uq7VVnuO3/Pdqc9FIX4diLjgbFyK2AsC3gyB4J5NbA/1QnucdYtv2qsHmGW+gTSk6wgnULcCu6+4NAJzaLCCinTltX0tLi9tferzy8bNAAMAB/D+uZyACzPVlMpmt4ji+3hhzTRRFnOe0ocfzPE44j1rrH/T3YqM5ffurr9Hfk0PArgDwdD0CLHwbI5xsrJsT0fPlAtyIQFQry5s+zwV/K0S0fGMLsOd587kfWusbGyOwcUsn/eI0ibcDwCREvEZrvWawfBvp9VDNBRsh+Xz+VmPMOR0dHQ820odp06bZU6ZM0Z2dnd6aNWuGLBd0I32QsiOPQEMCjIinsrXY2to6Xin1W2MMW2enIeJF9VqJSb7XRSWrk4UdES8kom0Q8YOIeHQQBMs5OX0cx1cBwJEA8Lgx5tNRFL1ZQuh53oWI+FoQBJfx3yU5c49uaWmZUetQkCS8Px0ADkTE9Ymoadu2Hy8UClcT0TGlfMJa69VcbxUBRtd1v46I5yIiW++HstXBuXwRcRki7gAAV9m2ffZQnHT7SlpfbTkJ38Y+MhZgIloahuFDpTeTXMB/A4Dx5fmtkyTwzxDRfCLqcBxnLlvLtVpM1vbhpZy/6XR6llLqc5w0HgAmGmPSURT9lhPZE9H1ADAbAO63bXt6YoVvPm7cuEcAoC0IgsdqtVMll28pJzFbbS8S0RcB4K1CofBppVSLUuog7lPSv95vmnM+A8BSAPgAAHxPa805gAcVTkryfP+uWCzO6ejoeK6ML3Oo1oe7EfHf+OZyuS2UUu+ai1rMNtZcJPXyt8/5nO/XWi/hv+Ncx0qpaUEQHNVP25WCXcp1/KPkPZ+ILgjD8DvlnoBkbk+zbXttPp+/DBFPBoAnjDFHRlHEObvlGcUEGhLgkgWMiGyRvRIEAW8m1USqJpIaApE1xnwGEd+vlDo7CII213W/opTafKuttvr6yy+/vE0cx//q6OjoTj48/iD5f77Wei03xvUS0a5hGAa1Gu9LgHO53O5RFP3R9/19jTGfC8Pw2Gpj48OHZVn3IOKsQqGASqnmMAw7Pc+7zRhz0RtvvPH4hAkTFiulrg2C4HeDXRslNzjXQ0Qv9/T0bL9q1SpOrl71Eb6NEWcBBoAvJHz/LdRQKc6e57FIL7Ft+5o4jn+OiN/va46rCTC/UywW2RW5OwDMCIJgoed5lyPiC6+99trlm2+++fZbb7313xcvXhxnMhkrn88vIKLbyg+fNQ5e77KAk/5v2dPTc/Imm2xyGgD8s1gsvlwpfrZtz+eQjDHmrDiOO5uamm4xxnx1sBt8cpC5XWu9f7mYJweRagJck2+VuajKrBEBbmQu2tra/ssY8wwA/N62bS+bzf4rEWA+TG0ThuHKvlZeNQs44fOHYrE4z7IsPmBFnZ2dB2+33XZ3l0IdJQFWSu1YLBYPcBzn3Hw+zyGTBWEYHtfYapfSI43AQAS4HQAes227o2ThNeKmrSEQpVP4hwHgR1rrmZ7nscvqHK31s+XQuK3x48dfpbVma3VAT6VVmVjbHNdJA0CKN9mShV5tbG1tbWljDLuxXzTGXPD888//fcqUKU8CwEdKHTLGHBVF0S8G1MGyl4bIAha+tQ8s77KAS0UrN/1yy6SeealhAVcTnjuNMQuiKHppoOulmgu6hnX/Luuzu7t7YXNz81pE3LLUPhF9JgzDuwfaH36PD8vGmLvWrVu3b7nbtZYA98W3igA3xGywc5GI5Te11icNhEkfAnyl1vqw8jqrWcBEdBh7GsvKsRX+PwPpi7wzcgg0JMAlF3Rl9zeSAPPG+C/HcS7p6enZFhFfZgs4sWLTYRj+vPxUzcJujNk5iqKoP7yVm2c6nT5UKbWws7Mzs+2223pKqXQtAU7GOjUMQ3Y7tyLi7DAMT/I8L0DEC/pyFfbXr2q/17PRl7/XwAFH+P5/z0lDAmxZ1lzLsrry+XyklDq9r0tPDWz6P2PXs9b6unQ6PbXcAo7jeL5t27f1d4HL8zx2ge6ptT679F3UEOADlVInTJw48fiuri4O32zW1dW1YOLEicuNMadGUcRW3pA8bMHHcfwrAFhm2/ZPcrncZADgC1g7VfaBvzcWnlp8qwhwVWa1Oj7YueDDRLFYPCiKomyFWLIFPLm/w8oBBxyQmjhx4n2FQuHI5cuX/4PrSET9XQKchDrOLBaL45RSfMdlXyLak0MXkydP/gZ7R4ZkgqSSYScwaAH2PO9mAPhs2cl5n/J4WoU4/FtZANiBiLYsCXsiHr0WcOJqZpE9CAD+aIw5mN1wHGtVSt2Wy+X2Lr9xncSA57W0tEzv72JYFQuYb0WvAoCPAQC7kv6ltT6+2tgcx3kyjuPlRMRuNY7BHB+G4QMcQyOiJYi4YzLmHSqt94HMdrkLur96K/srfPsnXk2kks26PGbX6xFxXfcmRDwCADYAwNe11qX43bsaqojLdhtjprJAVot9trW1bWeMuQ0A9gGAe23bnlmKATc1NT1mjGmLoohjwTWftra2DxhjeLNm1/Y7MeAq8e3NEHFV8q8R+MLWeK31/HQ6zfcirkfEDwFAb38HY5GXOur7/keJ6AYi+hR/L5ZlHVooFF6t1odqfGvNRS1m1QANxVy0tbXtY4y52LbtA8vvdnAMGBE/qbU+vL/V5rruWYj4bQBo5m/TGPOWUqqaAM8jIr7w+jgAcLjphFwut85xHI4/8+U+BwAuK90t6K9d+X3kEqhbgEfuEKRnQkAICAEhIARGHwER4NE3Z9JjISAEhIAQGAMERIDHwCTKEISAEBACQmD0ERABHn1zJj0WAkJACAiBMUBABHgMTKIMQQgIASEgBEYfARHg0Tdn0mMhIASEgBAYAwREgMfAJMoQhIAQEAJCYPQREAEefXMmPRYCQkAICIExQEAEeAxMogxBCAgBISAERh8BEeDRN2fSYyEgBISAEBgDBESAx8AkyhCEgBAQAkJg9BEQAR59cyY9FgJCQAgIgTFAYEgEOJ1Ob6OUmq615pR+g0riPQaY/kcNwXXdIxDx4aFIPPEfBa6+waLneccaY1ZFUfRCfa9IKSEgBEYLgboFOJPJbBvH8ed4YIj4XCqVWprNZnv4z67rzkTE7+VyuT3LMxSVQ0hSk51s2/Yt2Wz2Vc/z5hhjXoyi6LcbC5brujshYhsi/nm33XbT/WVJqqcfmUzGKRQKZxDRJlyeiB4LwzCo9m46nd4dEbfn31tbWznr04KmpqYfcqabetpqtAz3LZ/PHwkA2yPifVrr1Y3WUWMc+ymlPpOMN+84zhWcHi9JGP9rRLxaa72Efy8lEO9PkIdjPSQp4ZjPE1rrR7m/PC+pVOoYYwwZY27u6Oh4eSiYcR3pdJqzHx0KAM/ats3fC6fie9dTnv+1/McZM2Y0OY6zhojOjqLorkb6layFUxzHuZbnyvO8eQDweGncjdRVb9my8f5ea72q8ltJ9o5bgyD4a711SjkhMJYJ1C3AnBYMADhFVkBEOyPiuJaWFrdeUUvy6P4OES/p6urKTpw48VdEFIVh+L2NAZjFFwB+joghEU3jNINhGF4x2LaScTzAHPoTYE4lCACHTJ48+ZD169cfAwBf7O7u3mvVqlWcYmzIH8/zfkBEWwAAJ1f3i8XiiR0dHeVp9QbUZpIScVcAeJqI3hHgapXVK8Dv9XpobW3d0bKs9iS9G6eA41R8fHg8CwAmcV5cRNy5paXl4HrXdF8wPc+bDwDnEtHtXD8iXqO1XtOIAA9ospKXklyz9wPA6QDwOwC4L0lh1zvuoX7a2tr+yxjzE/aGENFRxpizmpqafll+WAWAjFLq+Pb29kGvyaHuv9QnBIaDQEMCXMrb29raOl4p9VtjDFtGpyHiRUT0cBiGe9UahOd5E4noYgDoUkpFxph9lFJbpFKp8wuFwtVExAL1CgAc3dLSct8jjzzyM0S83bbtjkKhkDXGXB6G4W/YKmhqanrYGHN6FEX31mrP9/0vENE6rfXSWbNmbWHb9k1a6/RgISfCcXsYhjP6q8vzvEUAYCmlAmNMKwB8GBF5w+ccqbcCwHYAsLSzs3P+lClTdiWii/L5/GzbtvdGxDMdx8mw1ZTkOmYuM/oSB9d1Fyul/pDP55nbNUR0YRiGnFN0UE9l/mSuLOHAQr+lMWZ2FEWcixZ83283xryAiMcR0W97enq8ageO93o9zJgxY3PbtlkI5yDiSyUBLoGZM2fO1GKx+C2tNee2NoMBlqzR3xWLxTkdHR3PlepKp9OzquUDThKwP0NE84mow3Gcublcbgul1N84Xy8RvZNjO8mTfT0AzAaA+23bnl7No5Lky/0KALxcLBbXIOJHlVJ527aviuOY155LRJ2pVGrO2rVrn/jgBz8YFIvFi+M4fqipqamDiL7Ia4e5jRs3jnMRtwVB8Fg9XHzfX8j9DoLgslJ513WnAMBVjuO4tTwB9dQtZYTAWCLQkACXLGBEZGvolSAIel3S9YhSciL/JhE9zwmllVJZFl3btr+cy+V2j6Loj77v72uM+VwYhscmGw1bmSu4Da31dxPw6LruPMdxVmSz2X/1IfgHIyJvAJqIdgGAHbu6unZbvXp1YTATWC48XA8RnVvLiudk78ViMUqlUrONMc8gR8j6cAAAIABJREFU4h7GmPPZ2iKirjfffLNrwoQJHalU6pRly5b9jQ8NAPB+ItoTEecFQbCe2/A878NEtGstV3dpPCxqAPBwIvTfDILggsGMtWzzPIcPWcmfn+7s7Nx5zZo1Mf+5UpzZAiaiBx3HuahQKFxRLBbvjKIoquzHe70eKsbyjgCXzedmALCwUpgHwi8Z2+1a6/3L70T0IcAPAcASPjTFccxem+8HQcBWK8/9pUS0NAxDLsN/vhwRX3jttdcu33zzzbffeuut/7548eLeuSh/eM0AwMmIuMEYU1BK/ZIPzJMnT77s5Zdf/kR7e/sjrut6Sql9gyD4EgskIvKh9wH2oARBcC3Xl4QZFhDRbVEUvdkfDy5fKBR+AQDnB0Hwf2Vr81JjzC8bdaX31578LgRGM4GBCDC78R5jy7R0kq1HgBMX1ZeJ6BeIyO657xDR+Y7jnBLHMV/eYus0xRuR1prjVbzZnMofci6X22HFihVvNAra87zpAMDW5JMAcGwQBG6jdVSWr2esZZs9WxsX2bZ9JRGdqZQ637KsRcaYTxDRVQDwgaTsDhwzTTwL/6eUuioIgpLg1d1lz/OuI6JnjDFaKXUbEZ0WRRG7Hgf1VLOAywWNiJ4oWcDlLujEDcuHp3e5PYdjPZQODNUs4EQ0o0Kh0LZ8+XI+JA744cOjMeaudevW7Vs6qHBltQS4PAZc5UBTKcB3GmMWRFH0Ul8d9DyvBQDmENEflVJ7G2MCpdRhAMDeqp8DwEHsnUnc0l9M2HwDEY/O5XK71LrL0VebJ554or1+/fofAMA9WutlZWuExf3arq6u2YM9AA94UuRFITACCTQkwCUX9EBEqXQi11r3fuytra0fsizrG8aYW5VSCzs7OzPbbrstn8jTLMDsQisWi9ciIltP22utOZ7KT68FrJS6IwgCdln3+STu528Q0VNhGF7ZX/n+fm9EgD3Pu4Yt3tJm6bruDUT0bURkQfqiMebZJC65gAXYdV22jl9mN2k+nz/uzjvv/Dv3h9kZY3auZkmW+ptcMHowsZyf8jzvMmPMX6Iourq/MfX3e6MCbFnWF1555ZW1EydO/AURXcqhg8o2hms9JPHsd7mgDznkkPc1NzcvU0od3d7e/s/+mPT1e3LB7FcAsMy27Z/kcrnJAMAXsHZSSp0wceLE47u6utg7sxmvdRZgy7LmWpbVlc/nI6XU6UEQPJHMfaUA/4xdz1rr69Lp9NRaFnByZ+OAknfG8zy+B3E0ALA7+cDOzs6F22233XHsmuZvMomRX4SIHJ8tBkFwCbefjGW+bdu38WWuWuPOZDLN+Xz+pxxSqfTUuK57WXIpUA+Gq7wrBMYagUELsOd5NwMAx816n/J4VTks3hAQ8fCSACcWx5W2bZ8ax/EqAPgYX5QCgH/Ztv35OI6XGWMuaWpq+m0cx3zx69owDDtKMWAAOFNrzZtc1Sep/29E9JpS6oepVOqyoYg9Vbqgyy32KiJzuzHmlJIAl9yJ7PYjInapryvFvRO38cJUKpXJ5XL7saW8YcOGGWyJJDHgeS0tLdP7igF7nnc4Ef2Q47JEdKfjOAv4xvlgF201AU4E9JmyuldorWfyGAHg80TEcdSLwzC8sNo/TXuv10OV/va60qdMmRICAMfzn0bErwZBkB0sL37f932O8/OB61MA8JRlWYcWCoVXEXEVIu4GAHwIG6+1nu+67k2IeAQAbACAr2utf5TwKb+s1OsZSmK7twHAPgBwr23bM6vFgNnaRsRdygSYXdJ8J4H/t4qItkFEvln9t+7u7vM32WSTjmKxeGYcx081NTXdZYz5Gv8LBY4BNzU1PWaMaYuiiMW71vfG8e3lZftA752QxLV946RJkw6t5iofCtZShxAYrQTqFuDROkDptxAQAkJACAiBkUhABHgkzor0SQgIASEgBMY8ARHgMT/FMkAhIASEgBAYiQREgEfirEifhIAQEAJCYMwTEAEe81MsAxQCQkAICIGRSEAEeCTOivRJCAgBISAExjwBEeAxP8UyQCEgBISAEBiJBESAR+KsSJ+EgBAQAkJgzBMQAR7zUywDFAJCQAgIgZFIQAR4JM6K9EkICAEhIATGPAER4DE/xTJAISAEhIAQGIkERIBH4qxIn4SAEBACQmDMExABHvNTLAMUAkJACAiBkUhABHgkzor0SQgIASEgBMY8ARHgMT/FMkAhIASEgBAYiQREgEfirEifhIAQEAJCYMwTEAEe81MsAxQCQkAICIGRSEAEeCTOivRJCAgBISAExjwBEeAxP8UyQCEgBISAEBiJBESAR+KsSJ+EgBAQAkJgzBMQAR7zUywDFAJCQAgIgZFIQAR4JM6K9EkICAEhIATGPAER4DE/xTJAISAEhIAQGIkERIBH4qxIn4SAEBACQmDMExABHvNTLAMUAkJACAiBkUhABHgkzor0SQgIASEgBMY8ARHgMT/FMkAhIASEgBAYiQREgEfirEifhIAQEAJCYMwTEAEe81MsAxQCQkAICIGRSEAEeCTOivRJCAgBISAExjwBEeCNPMWe500HgH25GSJ6LAzDoNRkJpOx4jg+GQDez3+HiLcGQfDXoeyS53nbA8CPEPF7QRDcP5R1j+S6fN/PENERb7311vF3333364309T+VWSOMpKwQEAKDJ1C3AE+bNs2eMmXKkwDwkURMXkbEn3V3d5+/atWqtwffFQDXdY8GgP3CMDylkfoymcz74jheAgAHJULWgYint7e3/7ORegZa9oADDkhNmDDhUUScSkQfC8Ows1SX7/v/TUQtAOADwAta63ml3xYtWqQeffTRuQDwPgD4qjFmQRRFd9TbD9d19waA5T09PdvXmgPf93cjol8T0QlhGN5eb91cbqDz0V8bnufdDACfTcp1A8AKy7K+vGzZsr/19269v7uu+xVEPCWXy7WsWLHiX+XveZ53AQC8rrX+QbX6BsOs3v5JOSEgBIRAwwJsjDmLRWLOnDlTi8XiUkR8OAiChUOB0nXdcxBxl3KRqqfeWbNmbWFZ1k5NTU0PxnG8GQCw0KzVWp9Qz/uDLeO67icQMQKALiK6OgzDayrr9DzvUgCYVG1spcNNiW29/alHgOutq1q5gc5Hf20mArxea/3FTCYzIY7jHwJAS1dX1z6rV6/e0N/7g/2d2yeiJ8Iw/N5g65L3hYAQEAIDJTBgAeYGPc87HAAu7Ozs3GXNmjWx53lnAMBZAPBBAHiZiC4Ow5CFh1gsEJEtny8T0XcRcQciujWfz5/Y1NR0FADcUDkIIno4DMO9Gh1cIhz7a61nNfruQMr7vn8+EW0LAOw+PkRrfQiPucLqes8F2HXdPyDinkk/Fmitbyzvk+u6h/H8IeLHAGADEX0rDMPveJ43v7/5mD179rapVIqFczYROQDwZ8dx9spmsz39MSwXYC47e/bsD6ZSqb/yIYqt4La2tu2MMWydthJRjIi3GGPOjqLoTS7f1ta2X7FY/D4i8tooIuIvgiA4NlmTHwaAZ5I+dBtjpkZR9FLyG8/BF6r0b0npYFSL2QEHHDBu4sSJTxpjzo+i6BauI/F8rEHEy5kt/3nixIlfI6KFiNjElj0inhYEwSv9MZHfhYAQ+M8jMCgBZhelUuqcVCq1RzabLabT6f0ty3qSNxz+b0S8EwA+FYbh44kA/4aI7rcsa0Ecx29blvUIEZ0chmEHox8KiyuxqJYT0U1hGF63sac02XT/AABfsSzruUKh8JBlWTtWur+H0wJOROXKcgGeOXPm1o7j/MUYk46i6D4WmM0333xCSaz6m49ERPO2bX8+m80W0un01k1NTS/xOuiPeaUAt7a2fsiyrMeVUjv29PT8y3Gc+5VSv9qwYcMFtm1PRET2tPxFa31SJpNx4jh+EhG/GwTBjdOmTbO23XbbraIoeqHiwMNC/KdyAS79Xo8FXI2Z67rfZtEvHbA8z5vGIlssFnfq6Oh4mdevUuqQQqEwe9y4cbl8Pn8VAIwPw7Dkbu8PjfwuBITAfxCBAQuw7/sfJ6JbEHFJEASXVTKrdKsmArzStu2p2Wz2VS7v+/5cInpSa/1ofxt+f3OSbIZ3AcDmALAmn8+33XnnnS/2995gf2f3s1JqxYYNG3badNNN387n8yzGPwrD8N8s+pEmwK2trVsqpf6P++o4zg+z2ey7Lir1dSDyPO8nALAbAJxSmr96WZYLMPfDsqzLAWDTlpaWOY888sheiBgYYz5Wsng9zzsAAG4tFos7vPDCC/GUKVOY8cNKqa/XivN7njfkAtza2rqjZVkPsrtca73Wdd0fKqU2C4LguBNPPNFev379E4h4ahAEv2QW6XR6V0Rcufnmm+9w8803D8k9iXoZSzkhIARGPoGGBbh0CQsAnjPGXLzHHnssXrRokUlcfIcj4kIi2gUAFABMNMa4HDOuJ145FBbw9OnTN2lubv4iIs5PLuC80d80JIcD3lh7n0Zc34n7edfu7u5eF+j48ePPB4BPaK1nVlhk77kLutR+NWuOf2tra9vHGPMtANifiH5lWdZX29vb/1j2Xs2YfCaT2TSO40UAcBwRsWv40t133/3HpbXQF/OKS1hdAHC9bduLstnsW+l0ehYiLioPPVSKKf8ZES8iolYAeIyIvhGGIXtb3nk2hgDzpblHHnnkbgC40xjzE/b2IOI8vl2erLu1iGgDQJx0xAIAOzl0/ttFsP7WpPwuBITA2CfQsADXuijkeR7f9L2nWCzO7OjoePD/tXfucXIWVd4/p7qfnsyAMKBEBcIqsCsaNzREEV8XiLiiuUw/Tye0XLMIarxxU5fLq68QZFcEV2S9G0FBQVaamaeenoFZWMSIyqISSRZcXfGCDAIGkIlAYLr7qfN+TvbpfMZhuqd7Lszt1/+QpOupOud7qvtX51Q1NVoGPNaJ3aSE97owDAsTQa+HsjzP+62IHKnl74n01ejZ5GdEPyYiLUUOf23zPO+vi8Xizi/dmZYBDzc24aULh66hoaHF/f39Q/p+M/FITnLrnvfVzrn3lEolPYzW8DWyBD28se/7RxDR9c65v+nt7dUT0nrWQDPgq4eGhl5Vs03/vVAotJfLZd1vvcgY86rh2fBYAkxEv7HW6gJi1Fe9RYvv+/+gJ+xF5AJdBCxcuHDphg0bKske8a+cc6eUSqXvjcUA74MACIDApAlwLpd7szHmBs/zstu2bRvs6Og4k4gudM6taTYDzufzvnPui8z8d1riG094dA+4XC6fy8wrp/pUbVdX1+JUKvX9OI4P0j3ARBR0j/I+EdEs7ts1H2aaACeiu7vneQPFYlEPyZ3MzBcMF+BG8VizZs1iY8xv9dBVsp/8Q+fchycqwF1dXR2pVGqziFz/0pe+9J8effTRPVOpVHccx7eXSqULli9f3pZOp1/58MMP/0YP/iU/8yoZYxY3K8DJT5T8SqXy9ptuuunJ0eZZPQEOgqBTD5wRkf7UrNtae9mwGH+OiJYYY07u6el5SMvrRHSgLkjHM5fxDAiAwNwmMGkCrF+MmUzmy8ysv2vVk7BXisjheuK5WQHWPtra2nQ/UMu5Hc2Wgkec2t0qIj0icvHIgzmTHUrf9z/GzIdba7UUuvMVBIF+ES+y1uZHnKqttdlx6jbJ0mondnc+75xb1czvgUeWzpMO7h8YGFi8zz777KkCqRxH+L3jNHQ+n3+tiPTr6W1m1oNTdxljzunp6dkpFo3ikc/niyKip8zb9ffNRPQFz/MuG88hrJFxSWz7PBFpNqw/7fqiirFmmvl8Xv+nJfq75leJSIqZtQx8YRiGPUm2PNoJ7r84Da19OOe+zsxvJyI9wb0jHrlc7qWNmNXs9H1f5/k/GGNe09PT8/vav2sZuqOj41P6G2cR2V2Fmpn/2Vp7/WTPPfQHAiAw+wk0LcCz31V4AAIgAAIgAAIzhwAEeObEApaAAAiAAAjMIwIQ4HkUbLgKAiAAAiAwcwhAgGdOLGAJCIAACIDAPCIAAZ5HwYarIAACIAACM4cABHjmxAKWgAAIgAAIzCMCEOB5FGy4CgIgAAIgMHMIQIBnTixgCQiAAAiAwDwiAAGeR8GGqyAAAiAAAjOHAAR45sQCloAACIAACMwjAhDgeRRsuAoCIAACIDBzCECAZ04sYAkIgAAIgMA8IjApApzL5fY2xhxjrb1Gr9OdR/zgKgiAAAiAAAiMi0DTAlwoFPapVCrv0VGY+XfpdPoGvYpO/+77/gpmvnRoaOh1w+9rHZdFyUPLly/fra2t7RQRaYvj+Pq+vr4/NOovl8sdaIx5q+d5G5q5kcf3/RP11qYoisLJ6DeXy71Jx0/6esLzvC/Vs2PdunXe1q1bTxKRlxLRt6Mo0qvtRn0VCgW93lBtXeicu3aqb3iaSMxm+rPKslqtniUiu6itIrJlrPg361NyNWWeme8Nw1DvRB51IZrcmx0M67fhXFm2bFm6s7PzeCK6z1q7uZE9aoMxxmfmZzzPu7pYLG6r175Ze/X5Vvptxd5m2aIdCMxVAk0LsF59R0QbmDkUkcXMvCCbzfrr1693UwEnCIJ36ZVzRJRm5qMWLlx4uF5HN9pYvu9fxsxHEtGCgYGB1+s9sY1sSu6Q1evu9Ettbb22rfSbXF5/oIjoQqHhl2oQBFeqXyLyCDMfMzQ09Ob+/v4/1/HtPGbel5lZRN48ODi4dOPGjc9NBfO53qdeF9je3n6nzuHJFGC93lBEvsnMdxORiuvlYRhqNeh5rxECrFcWvsHzvCNGW6x1dXUdlEql9JrFZ4joi3qNZL0YrVq1ar90Oq3C36uLNSJ6ubU2N1r7Vuxtpd9W7J3rcw3+gUAzBFoSYGY+XQVLL003xvzIOadZ3xnM/KmRd/cmd8ne7Zw7s1Qqfa8ZY0Zro5e9azb50EMPHVdPWPP5/MFPPfXUA7vuumv/wMDAUY0EOJfLvYiZr2XmrxDRiY0EuJV+VYCJaGMURT8eI0vRC+dLnue9Tb90gyD4RBzHG3t7e28fg5HJ5/N3pNPpfLFYfGy8POfzc4kA3xhF0fKRHHK53CnGmBOz2ezyiSwq8/n8aiI6LAzD88diHQTB/3XOPVgqla4bra1WgTzPW8jMa5j5j40EWCtAzHxVHMdr0+n0Qcx8fBiGp41lw1j2ttJvK/aOZRfeB4H5QKAlAa5lwMy8RLO8MAx3lKTrfLGx7/trM5lM/3gEY+nSpd6iRYt+TkT7i8g5URR9tlFAksvQ/2MsAQ6C4JN6ET0RlWsLisnoVwVYFyJE9JSIfDWTyZw/WlZTKBRSlUrl35n5NyKiJcITnXPn1/sSrtm2Zs2aJXEcn5/NZk+eiEDMh0ldz8dknj7AzC9JMuDzoyi6VP8cBMEBIrJkgiVp1uqGMeZrPT09dzViXSgU9qxUKjcMDg6uGquikcythgKsY/m+fyYzX0FEW40xh/T09DwyRrybsrfVfpu1dz7PRfgOAkpgPAKsJbEtnuf11gSmUWYxUcwrV67cI5PJdGum3d3drYI86qsZAc7n868WkW4iuoGZ93HOHWaMuSwMw1EzkNrioqOjY0xhrxkVBEGnCnwi7ptGM1ZLgESk+9taKj+IiIrW2o31fPN9/zVEdIkx5rQwDJ+YKNP5+vxUztP169ebLVu26OLufmvtVWMx1uxXRB6NougbY7VtRtB0bjvnrmPmgogcy8xHW2s10x91i6hZe1vtN1kI6GJ0zAXDWH7jfRCY6wRaEuB6GWOjDNgYc9NERCMpGV+fTqf/sbu7+5cTEeARB8mmRIBXrVq1Tzqdts65E0ql0q/r2auZcLVafaOIfNI5t7JUKj01Wlvde2fmi5j5pIlwnOsTuRn/GgmwZsDOucWlUkn3UVt6JYfqvkBEP2lGfJPs18Zx/Pbe3t7tYw3WjAAHQXACEb3F87z3xnG8r3Our96hyFbsbaXfmh/N2DuWz3gfBOYDgQkLcBAE3yKik2uwRORw3Qet7QET0dnW2u+2CrPWr4g8aIy5KAzDr9frY6QNRHRqo/2yZJWuwrZjT3sy+h1m7++Y+Xxr7Q0N+v0MEZ0uIrcbY84Jw/C+Bm1vJqLhe5Zj+tYq6/nSfmQJmoiurcU/2QNem81mj2m1xJ8skoaXnO8fGBhYXO8sgma/uoVjrd3QiL0uCoho+CKubr9J5eUaZl6pJWgi+oi19voGi7qm7G2l31bsnS9zDn6CQCMCTQswMIIACIAACIAACEweAQjw5LFETyAAAiAAAiDQNAEIcNOo0BAEQAAEQAAEJo8ABHjyWKInEAABEAABEGiaAAS4aVRoCAIgAAIgAAKTRwACPHks0RMIgAAIgAAINE0AAtw0KjQEARAAARAAgckjAAGePJboCQRAAARAAASaJgABbhoVGoIACIAACIDA5BGAAE8eS/QEAiAAAiAAAk0TgAA3jQoNQQAEQAAEQGDyCECAJ48legIBEAABEACBpglMigDncrm9jTHHWGuvISJpenQ0BIE5TgCfjTkeYLgHAhMg0LQAFwqFTLVaPUtEdknGu9Nae6v+2ff9Fcx8ae36s+R2mIY3DY3X5mXLlqU7OzuPJ6L7rLWbG/XTStuurq7FqVQqz8z3hmGoV9LVXUj4vn8EMy9zzm059NBD++rdnjMKM9vIZrXBGOMz8zOe511dLBa31fNvNN+WL1++W1tbm94z3BbH8fV9fX1/GC9nPEek8SuXy8cz835xHIe9vb2j3kfdaL6P/GxMJdeRc7hQKJhKpfIBItL7p2uvunOw5i8RvYKZ72h0R7V2lsvlDjTGvNXzvA21u8FH80/vHr7nnntWM/NB1Wr1O319ffc34tBsv63Yq20rlcqJRLTQOXdtqVR6OAiCLBEFw2x5wvO8LzXyZSrjh77nH4GmBTi5yu1OZg5HCvBIbFMlwF1dXQelUqkeInqGiL7Y6MrBVtrm8/kXi8g3mfnu5AN5eRiGms0/76UcOjo6vkxEvxWRv2fmr1hrr63Xtr29/TZmviV5v+6X36pVq/ZLp9Mq/L36JUFEL7fW5kbrt55vQRC8S0ReRURpZj5q4cKFh2/YsKEy/6b1xD1OrtPUuG0VkV8w817WWhWz572mar634sVoczidTl87QoBXGWMu7OnpuWm0voMguEJE9iCiB5g5H8fxut7e3uHXFu58zPf9y5j5SCJaMDAw8Pp6Vy/qA0EQnCsib2XmnxHRmmq1elS9xWGL/bZi73nMvC8zs4i8eXBwcGlnZ+dBwwR4dyJ6g+d5R0CAW5l5aDsRAq0K8I1RFA2/m1azX53YnxKRu6Moer0ao19IRPRxZt6biA5M7uftTlbNpxhjTsxms8tbvXdVMzzP8xYy8xpm/mMjAW6l7XCA+Xx+NREdFobh+WOANb7vn2OMuT8MQ10U1BVra+0/jBUkXfUz81VxHK9Np9MHMfPxYRieNtpzY/m2YsWKl+lK/qGHHjqu0RfjWDbN5/dzuVyOmU+Iokizpp3VkCAI9H7mM6y1v9E7oEXkCwmn58330T4byedDK0ZfIqKXMfMHanddJ3cSj+uzMdYcLhQKe1Yqle8MDQ2t6u/vH6qzkNhgjPlpuVy+0fO8r4rIxVEU3Tta23w+f/BTTz31wK677to/MDBwVL15lmSetznnVlYqlfKCBQuuj+P41lKp9JWJ9JtwbNreYWOZfD5/RzqdzheLxcdq/653NDvnHiyVStfN53kP319YAq0KsK6MX5KYuPNi+CQ73inOSUbwLedcVyqVEhHZkM1mj1bB1Uu7RWRJFEW1TLplj5MvtoYCXOu0lbZExEEQXGmM+VpPT8+oK/9kRf9OIvqGlsGr1erb663maxfAawmQmbcQ0buttZvqOez7/pnMfIVmXcaYQ3p6eh5pBGekb0uXLvUWLVqkZdL9ReScKIo+2zJcPLCDgLIloieiKLpyOJJ6AszMo873kZ8NveCeiG5n5pP22muvXz/66KN/VSqVfp3Mqwl/NurNYRUYIhqoV61JxlfbtAp0ADN/IgzDCxtNh6Qa9B9jCPBelUrl2yLyDWa+iIh+z8z3hGF4Tr2+m+l3PPbqM2vWrFkSx/H52Wz25FoCkCxObhgcHFy1cePG5/ARAIEXikCrAvy8DFgNrSPAO/aAE1GwAwMDwWRlY62IarNtdZ9qy5YtnxSR+621VzURAM7n88eKSGCtPWmM9iYIgmOJaK21tqvOyv/VzrnrmLkgIscy89HWWq02uAaCrdWH5y1EVq5cuUcmk+k2xpzR3d096r5lE/7N6yZBEJylpXxr7WeaFOBR5/son42/ZeZz9bMx2YDrzeFEYHoGBwff3khgdPEpIr92zlljzHdE5IxSqXTHRISyUCjsXqlUdLvm++l0+rxqtfpaZl5irVUxHvXVggC3ZK/v+68hokuMMaeFYfhEbXBdnIjIo1EU6aIaLxB4wQhMmQAT0dlavguC4CgiOsdau0pLeZoBO+cWl0ol3e8c16tZUdXOm2m7bt06b+vWrVpK/EmT4qtdcy6Xe5sx5jhr7amNHCkUCqlyufw+Zj7EWvvu0doGQXACEb3F87z3xnG8r3Our3aorVUBzuVyL2Lm69Pp9D92d3f/clyQ5/lDQRAsJaLr4jgOent7fxUEgYrG5iAIukVE9x61SnGLiByXoBp1vo8U4GR74JZUKpX705/+9IfddtvtFcMz4PF+NhrN4aS8+nipVPpavbAmh/ruYua1YRj+TxAElzvnflmvVKz9NCmUulVzizHmkieffPLOzs7OG4jo8kYHvJrpt1V7k6rcRVp5GC6+yeLExnH89t7e3u3zfNrD/ReYwIQFWPfBiOjkmt0icrgx5kkR0QMs+xHRZt1LC8PwV9om2edam81mj2l1D1jFm4h2lOuS1/0DAwOLR8usW2mbfDiHl5yb6bdMRDdXq9XT65Wgh9lQFpEeY8zpwz/8w2OtpUkRuYaZV2oJmog+Yq29vo5Yj8ph0aJFX9dYiMiDxpiLanuLL/CcmjM0FyljAAAaJUlEQVTDBUHwfiL6BBHtRkRfttaenc/nV4mIllQf1MNKRHRxvfk+2mcjiqIf5/N5Pan+L0Skvyj4QO0sw0Q+G/Xm8P777/+iSqUSxXH8trEEJgiCd4jIv+o2k4jcnMlkTi0Wi3+qMwf/4nOfnPO4uk5bXcyo8O4jIpdGUbS+3q8MRjIbo99W7NW9++HnV3ZsoSWl+SestRvmzMSFI7OGQNMCPGs8gqEgAAIgAAIgMAsIQIBnQZBgIgiAAAiAwNwjAAGeezGFRyAAAiAAArOAAAR4FgQJJoIACIAACMw9AhDguRdTeAQCIAACIDALCECAZ0GQYCIIgAAIgMDcIwABnnsxhUcgAAIgAAKzgAAEeBYECSaCAAiAAAjMPQIQ4LkXU3gEAiAAAiAwCwhAgGdBkGAiCIAACIDA3CMAAZ57MYVHIAACIAACs4AABHgWBAkmggAIgAAIzD0CEOC5F1N4BAIgAAIgMAsIQIBnQZBgIgiAAAiAwNwjAAGeezGFRyAAAiAAArOAAAR4FgQJJoIACIAACMw9AhDguRdTeAQCIAACIDALCECAZ0GQYCIIgAAIgMDcIwABnnsxhUcgAAIgAAKzgAAEeBYECSaCAAiAAAjMPQIQ4LkXU3gEAiAAAiAwCwhAgGdBkGAiCIAACIDA3CMAAZ57MYVHIAACIAACs4AABHgWBAkmggAIgAAIzD0CEOC5F1N4BAIgAAIgMAsIQIBnQZBgIgiAAAiAwNwjAAGeezGFRyAAAiAAArOAAAR4FgQJJoIACIAACMw9AhDguRdTeAQCIAACIDALCECAZ0GQYCIIgAAIgMDcIwABnnsxnRaP8vn8SXEcP1AqlX400oC3ve1tey5YsOB9mUzmc8Vi8empNFDHam9vP1PHEJHyCzHmVPqDvkEABOYugaYFeOnSpd6iRYt+TkR/nXy5Pc7M39y+ffsFt9566zOTgcj3/ROJ6E1RFH2wlf4KhcKelUrlWiI6Wp9j5l5mPrOnp+eRVvoZT9sgCD5DRB9Ont1ORBEznxGG4RPj6W+mPHPMMcfs0tHR8U9EdCoRtRNRb7VaPauvr+8Po9kYBMHNIvL9KIouHfl+EAQHENF/Oef2L5VKf2zgowmCYKOI3BFF0f8b1o6DILiNiG6x1l7WiFGhUNi9UqmsFZG9mPkfmxhzpiCHHSAAAvOMQMsC7Jz7UKlUumnNmjX7x3F8AzPfHYbh+yaDm+/75zHza621a1vpb+XKlXukUqnXtLW13VWpVF5ERDcS0QPW2ne30s942iYCvFBtLhQKe1UqlYiI7rbW7sjCZulLBe/rRPTiSqVyyp577ln+85///GVmfuXChQuP3rBhQ2UUkZ0MAaYgCM4ioncNDg4eunHjxqqOs3r16n3jOP65iBxWKpX+pxmmLYh+M92hDQiAAAhMOoFxC7BaEgTBO4jo4oGBgddu2rSpknx5foiI9iOix0XksiiKNEMU3/ffwMzfIqJzReQSZj5QRL5dLpfXtbW1nUBE3xjpnYjcHUXR61v1OhHyI621K1t9ttX2wwVYn83n8x8TkcOttV3691wu96JUKnW5iAREZIjo6qGhoY/29/cPadbIzKHyEJEeIvo9M39cRE6Loujb69evN5s3bz6DiM4TkZfpYoeZPxyG4Q+7uroWp1KpHxPRwdba3yRC9VfOuS1xHB/e29v7y3w+/zci8kUiOoSInmXmC8MwVGFt+EoWV/ekUqlDuru7f6uNly9fvldbW9uvmHlFGIb/uXr16pc75/5FRFYzs/qlJd8LahlwLpfLGWP+mYgWE5FWBriZbLQmnMowiqJ7k3n2LiJ6j+d5byoWi7Hv+xcw83uJaG8R+QMzf8Jau2G4U6MJcK2KIyJroyhSdjqHdX6StfYjSfwaMsvlcqcZYzQ7f2Xi14dGjj0WX7wPAiAAAkpgQgKsJWNjzHnpdPpQ/WLM5XJHplKpn2v5Vf/MzDcT0Rv1izQR4B+IyA9TqdSplUrlmVQqdY+IfCCKol41ZrwZ8PBQJiXIPhG5JoqiK6c6zMMFWL/0RUQz4C9FUfSlxKdriGgok8m8/7nnnmtLp9N9zrnboij6ZCLA+8VxvMYY80MRuZGZdQ/1WGttkM/n3+ecO6tara7s6Oj4fbVafZ+IXFgul5ccdthhWzdv3qzl2luiKFKhUzE5W0RyhxxyyN9v2rRpQSqVUsG+NAzDawqFwivL5fIPiOiEKIr0v3VfurBSMc1kMgdrXJOGmhXfLSIbHnrooa8vWrTou0T008HBwY+1t7dLW1vbLSLSrwK8evXqw51z3c65E0ql0g+CIDiUiO5oRoCTRcf3iehma+0liV86P75rrb0i+ftbnn766btvu+22batXr845566rVquL+/r6Hqw5NR4B7urq6mjELJfLvcoY82Pn3JGlUum/tH21Wt2lv7//sameZ+gfBEBg7hEYtwDn8/lXi8h1zHxtGIaXj0RTyzZqJetEgG/xPG//YrH4pyTbOElEfm6t3TxRAQ6CYCkR/TsR7UZEm8rl8uqbb7750akOWSLAumc9RESeiHwoiiLNxiSXy73UGPOLOI6X9vb2/i7x8TgiOjuKov8TBMFNuq+5ffv2Kzs6On7lnDuKiPRL/oPW2lVBEPynZrBRFH1Tny0UCqlyufwzIrpUM+QgCN6p+88LFy5c+uSTT7pKpfJjEfmctvd9fwUzf3pwcPDgWik3CIKvEtGgtfa8MQT4nSLywZHVh9o+rzHmJhV+59xBpVLpqUQUd5aggyD4kog8HUXRucl7ze4B7zBLFxJEdLxmvE8//fSebW1tevbgjbVMf7jtulfd3t7+ABGtqmW19cYcKwMei1kQBK8goi1EdOH27du/NllnH6Z6jqJ/EACBmUmgZQGuHcIiot855y479NBDN6xfv94lX3rvYGbN0l6blFs7nXO+7hmrABNR37PPPvuKel9ck5EBJ1/IH2Hmdw4NDWX7+/v/PBb6ZHFwV61dK6XvWgaczWZP2bx586eJaP9sNrtGmSRZ2P1E9CQR7WBERBkReXjbtm1/29nZWSKiG7Zv315sb2//b93jJKLXqQAPDAz4euhteLl0pNB1dXW9JJVK/beKDxGVNQNl5ldbawcTcf6aCu4w/3cRke9EUaQHq+q+giDQLYGPep6XHZYB6wEpFf8rnHOPGWM+OzAwsFi3HkYR4L/YD251PzbJNO9OpVIHx3Gs8+YD2Wz2qGSecS6XO9UYoz4cpFUcEdkzqbTsKCuPV4CbYeb7/t8bY9YnseqN4/hjWu4fa47hfRAAARAYSaBlAa5ltCM7CoIgS0S3x3G8ore3967RMuBmBNgY87owDAsTCZUeyvI877cicmRtH3Ei/Y0hVrqHuOMQ1ooVK16WyWTuY+ZA92n18JBz7hcjy6PDREJL9KMKsOd5XZVKRUu+n9ZsV5+pZcDGmIvCMNQ9Y91z/rpz7ilmfkZE9oii6P36777vH8vMF3ied8gwEW0KQy6XW8LMdxLRq6MoGtCHcrnc3saY/2bmv9PDWSLyLc/zXlUsFp9dtmxZurOzU7P1G7UEHQTBDUT0S2vtBcmzbzLG3NpMCbrmZ6VS+ZGOwcxHEtF/1srPuVzuzcaYf4vj+Oje3t6fjzMDfletDO/7/jXM/LjuAbfCLKlufEr3uD3Pe2OrjJsKBBqBAAjMaQKTJsDJF+MNmjVt27ZtsKOjQ08BX+icW9NsBpzP533n3Bf1S95aq2XFll+6B1wul89l5pWDg4OHb9y48bmWO2nhgZGHsLT8SkQvt9auXr9+PW/evPnfReQRZj5LM1Pf9xel0+k9uru7/0tLuvUE2Fq7wvf9jxpjjmPmXCqVeqharX7QOXd2uVzemdnn8/m/E5HrNQOO4/gkXfwkwvxi59x9RHRJJpP5ChHFQ0NDS6rV6iNjleZV6KvV6n845wZ33XVXLXPT008/fbUxhg4++OBjN2/evJuI/MIYc+Yzzzxzc3t7+2eJaAURfV4F2Pf9d+thMWY+olqt/lUqldLxD3DOvWaMnyHtJB8EgZavjyeiveI4PrJWws/n8wU93FepVA7t6Ohw5XL5fGY+R0T052sNM+BkYXI7M981ODh4QWdnp57e1+2Tz6sA5/P5hszy+fxCZs709PQ8XCgUWH+WJSJaKocAt/CZQVMQAIH/JTBpArx8+fK2TCajP1U5SU/cEtGVepJVT/g2K8DaR1tbm36Zn0JEHc2WgpPSYe0U9VY9USwiF5dKpYenOtAjBbirq+ugVCr1U+fcm/SgTnJaWA8PaZk4Q0Q/cc7931KpdMdYAlwoFDLVavUTIqJCsYtWGFKp1Fnd3d07S57r1q3ztm7duklL3IODg6+r7feq38lhKC2LH64CTUS3VqvV0+v9lnc4K7Vb95P1UJeIVPQ3386582p7vrpYEpGrEp/+iZlf5pz7owqwxnHBggUbRETnwr36u2g9KJX8jKjR74B3mpCUofUU9F3W2mW1En6hUNi1UqnowbZcUl7XU95rROTdKsAj5kKtv+217Nv3/SOS0/j7ENG/MfODIrKgdgq6ETNd7Djnisz8UiLS0vsPmPnsMAx1oYMXCIAACLREoGkBbqlXNAYBEAABEAABEGhIAAKMCQICIAACIAAC00AAAjwN0DEkCIAACIAACECAMQdAAARAAARAYBoIQICnATqGBAEQAAEQAAEIMOYACIAACIAACEwDAQjwNEDHkCAAAiAAAiAAAcYcAAEQAAEQAIFpIAABngboGBIEQAAEQAAEIMCYAyAAAiAAAiAwDQQgwNMAHUOCAAiAAAiAAAQYcwAEQAAEQAAEpoHApAhwclXdMdZa/Z/kyzT4gSFBAARAAARAYFYRaFqAC4XCPpVK5T3qHTP/Lp1O36B3werffd9fwcyXDg0Nva6/v39oMgn4vn+i3q4URVFYr1+9NahSqWi7hc65a1+IW5Am08eZ1FdyA5Nes6e3L5GIbGnEvhXbu7q6FqdSqTwz3xuGYanRYk3bGmN8vefY87yri8XitnpjTVW/rfiGtiAAAiDQKoGmBdj3/TcQ0QZmDkVkMTMvyGaz/vr1612rgzbbPrnr9vNEdJ9eeF/vOd/3z2PmfZmZReTNg4ODS6f6HuBmfZht7ZIL7u/UOE+mAOtduyLyTWa+m4gCvYc3DEOtmDzvtWrVqv3S6bQKdK8uqpL7lfX6wee9pqrf2RY32AsCIDD7CLQkwMx8ugphV1dXhzHmR3rnrTHmDGb+1Mi7e5O7fe92zp1ZKpW+1yqaXC73Ima+lpn1MvcTGwnwsL5NPp+/I51O54vF4mOtjon2RIkA3xhF0fKRPHK53CnGmBOz2ezyiSy88vn8aiI6LAzD80djnsvlDmTmq+I4XptOpw9i5uPDMDxtrPhMVb9jjYv3QQAEQGA8BFoS4FoGzMxLiOiJMAx3lKTrfGmz7/trM5lM/3jEMAiCT4pIv14kXxP+sRxcs2bNkjiOz89msydPRCDGGmcuv5/E8gFmfkmSAZ8fRdGl+ucgCA4QkSUTLElzEARXGmO+1tPTc1c9lr7vn8nMVxDRVmPMIT09PY+MwX2q+p3L4YZvIAAC00hgPALcQ0RbPM/rLRaLcQMBHrdb+Xz+1SLSTUQ3MPM+zrnDjDGXhWF4XYMv7NcQ0SXGmNPCMHxi3IPP8wcbZcATRbN+/XqzZcsWXVjdb629ql5/Gn/n3HXMXBCRY5n5aGutZuSjbndMVb8T9RfPgwAIgEAjAi0JcL1MtFEGbIy5qVVBHHHga0wB1v1pZr6ImU9qdSxMj78k0EiANQN2zi0ulUq6P9vSa926dd7WrVu/QEQ/aSS+SaZ9AhG9xfO898ZxvK9zrq/eAb+p6rcl59AYBEAABMZBYMICHATBt4jo5NrYInJ4FEU/ru0BE9HZ1trvjsO2HY8k4rpj77leH0EQ3ExEw/csT7XWXj3eMefzcyNL0ER0bY19sge8NpvNHtNqiT+J4/CS8/0DAwOLN23aVBnJOwiCThG5hplXagmaiD5irb1+tLhMVb/zeQ7AdxAAgReGQNMC/MKYg1FAAARAAARAYH4QgADPjzjDSxAAARAAgRlGAAI8wwICc0AABEAABOYHAQjw/IgzvAQBEAABEJhhBCDAMywgMAcEQAAEQGB+EIAAz484w0sQAAEQAIEZRgACPMMCAnNAAARAAATmBwEI8PyIM7wEARAAARCYYQQgwDMsIDAHBEAABEBgfhCAAM+POMNLEAABEACBGUYAAjzDAgJzQAAEQAAE5gcBCPD8iDO8BAEQAAEQmGEEJkWAc7nc3saYY6y11xCRzDAfYc4MIuD7/nHMfLe19jczyCyYAgIgAAIvOIGmBbhQKGSq1epZIrJLYuWd1tpb9c++769g5ktrV8Y1c4PReD3t6upanEql8sx8bxiGei1eXcHXtsYYn5mf8Tzv6mKxuG284+I5omE8H/Y879vFYrE8GpfkdqozRopsoVBIlcvl7zPzV6y1104lU52v5XL5eCJ6BTPfYa3dWG88vU/4nnvuWc3MB1Wr1e/09fXdX69tK/1OpX/oGwRAYPYTaFqAk2vq7mTmcKQAj8QwVQKcz+dfLCLf1AyKiAIiujwMQ826n/datWrVful0WgW6l4gWEtHLrbW52R+y6fHA9/0uZr6CiL4jIrvpPKh3zWQ9AX4hLQ+C4AoR2YOIHmDmfBzH63p7e4dfh7jTnCAIzhWRtzLzz4hoTbVaPaqvr+8PdRYXTff7QvqLsUAABGYfgVYF+MYoiobfu6vZ73nM/CkRuTuKotcnGfEbiOjjzLw3ER1IRHo/b7e+l9wpe2I2m13e6p2yw/Hm8/nVRHRYGIbnj4Y9l8sdyMxXxXG8Np1OH8TMx4dheNrsC9H0W1zLXI0xHwzDcEvNouELrSAIDiCiz1trV+Tz+R7n3MPMfJqI/OjZZ5/VxRK1t7erGL7EObeqVCrdpP9WKBR2rVQqXyYizVbvdc4dVSqVnqrdJ+2cO7NUKn2vVQq+728wxvy0XC7f6HneV0Xk4iiK7h3Zj2a0lUrlNufcykqlUl6wYMH1cRzfWiqVvjLamM3226q9aA8CIDD/CLQqwDu+QBNMOy+9T7LjneKcfDF/yznXlUqlREQ2ZLPZo1Vw9YtaRJZEUVTLpMdDnYMguNIY87Wenp5Rs5pkIXBmkrVtNcYc0tPT88h4Bpvvz2h8Ozo6bvc874jhZed6AqwZsIjclclkPlWtVj8Xx/HNpVJJqxE7Fmwicl9NgH3f/6gxZre99trr448//vjelUrlsd7e3u1ExL7vr81kMv3FYvGxVmMQBEEnEWml5ABm/kQYhheO1kehUNirUql8W0S+wcwXEdHvmfmeMAzPqZMBN9Vvq/aiPQiAwPwj0KoAPy8DVmR1BPh0a+3apUuXeosWLbIDAwPBpk2bKhNFrPt1W7Zs+aSI3G+tvapef/l8/tXOueuYuSAixzLz0dZazd7dRG2Yb88XCoX2SqXyQ8/zjioWi0+PlQEPL0EHQfBObW+tvXo0AQ6C4EYiOm+yD2XpAk1Efu2cs8YYLZufUSqV7hglA969Uqn8VkS+n06nz6tWq69l5iXWWhXj572a7Xe+zRH4CwIg0DqBKRNgIjo7iqITgyA4iojOsdau0gNTmgE75xbXMqJWTF63bp23devWLxDRTxqJr/YZBMEJRPQWz/PeG8fxvs65vtohsVbGRNv/JRAEgVYstixcuPCfH3nkkd2NMe1E1MnM/+J5Xle1Wr1ARA7VErQKcCqV+vATTzzxQGdn57+JyGeiKPpBHQH+jIg8lslkPv3ss8/uw8yPD8+AjTE3hWH4RCtxWLZsWbqzs/MuZl4bhuH/BEFwuXPul3XKysb3/VuMMZc8+eSTd3Z2dt6gZwtGO7TVYr+tmIy2IAAC85DAhAU4CIJvEdHJNXYicrgx5kkRuYWI9iOizcx8QhiGv9I2yR7w2mw2e0yre8BJyXN4yfn+gYGBxaNl1lqCFJFrmHklEW0loo9Ya6+fhzGeFJeXL1++b1tb2zeI6M0i8qAxJvfcc8/dn8lkImZelhyO29Nae2wQBJ8hoveLiFYbLoui6OIgCPYnol8PM6Y/2S/Wg3Ual6OJ6GfOubcM3wPWhVy9w16NHAuC4B0i8q+6ZSIiN2cymVOLxeKf6mS1S4lIhXcfEbk0iqL19U7Xt9LvpIBHJyAAAnOWQNMCPGcJwDEQAAEQAAEQmAYCEOBpgI4hQQAEQAAEQAACjDkAAiAAAiAAAtNAAAI8DdAxJAiAAAiAAAhAgDEHQAAEQAAEQGAaCECApwE6hgQBEAABEAABCDDmAAiAAAiAAAhMAwEI8DRAx5AgAAIgAAIgAAHGHAABEAABEACBaSAAAZ4G6BgSBEAABEAABCDAmAMgAAIgAAIgMA0EIMDTAB1DggAIgAAIgAAEGHMABEAABEAABKaBAAR4GqBjSBAAARAAARCAAGMOgAAIgAAIgMA0EIAATwN0DAkCIAACIAACEGDMARAAARAAARCYBgIQ4GmAjiFBAARAAARAAAKMOQACIAACIAAC00AAAjwN0DEkCIAACIAACECAMQdAAARAAARAYBoIQICnATqGBAEQAAEQAAEIMOYACIAACIAACEwDAQjwNEDHkCAAAiAAAiAAAcYcAAEQAAEQAIFpIAABngboGBIEQAAEQAAEIMCYAyAAAiAAAiAwDQQgwNMAHUOCAAiAAAiAAAQYcwAEQAAEQAAEpoEABHgaoGNIEAABEAABEIAAYw6AAAiAAAiAwDQQgABPA3QMCQIgAAIgAAIQYMwBEAABEAABEJgGAhDgaYCOIUEABEAABEAAAow5AAIgAAIgAALTQAACPA3QMSQIgAAIgAAIQIAxB0AABEAABEBgGghAgKcBOoYEARAAARAAAQgw5gAIgAAIgAAITAMBCPA0QMeQIAACIAACIPD/AWYf6I9MZt61AAAAAElFTkSuQmCC</pentrails><costumes><list struct="atomic" id="2"></list></costumes><sounds><list struct="atomic" id="3"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites><sprite name="Sprite" idx="1" x="-229.45330296127554" y="-160.6833712984016" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="80,80,80,1" pen="tip" id="8"><costumes><list struct="atomic" id="9"></list></costumes><sounds><list struct="atomic" id="10"></list></sounds><blocks></blocks><variables></variables><scripts><script x="442" y="13"><block s="receiveMessage"><l>Part 2</l><comment w="90" collapsed="false">PART 2</comment></block><block s="write"><l>Part 2</l><l>14</l></block><custom-block s="New Line"></custom-block><block s="write"><block s="reportJoinWords"><list><l>Pi-?: </l><custom-block s="%l contains a negative value"><block var="pi"/></custom-block><l>   </l></list></block><l>10</l></block><block s="write"><block s="reportJoinWords"><list><l>E-?: </l><custom-block s="%l contains a negative value"><block var="e"/></custom-block><l>   </l></list></block><l>10</l></block><block s="write"><block s="reportJoinWords"><list><l>Fib-?: </l><custom-block s="%l contains a negative value"><block var="fib"/></custom-block><l>   </l></list></block><l>10</l></block><block s="write"><block s="reportJoinWords"><list><l>Cubic-?: </l><custom-block s="%l contains a negative value"><block var="cubic"/></custom-block><l>   </l></list></block><l>10</l></block><custom-block s="New Line"></custom-block><block s="write"><block s="reportJoinWords"><list><l>Pi Inc?: </l><custom-block s="%l is increasing"><block var="pi"/></custom-block><l>   </l></list></block><l>10</l></block><block s="write"><block s="reportJoinWords"><list><l>E Inc?: </l><custom-block s="%l is increasing"><block var="e"/></custom-block><l>   </l></list></block><l>10</l></block><block s="write"><block s="reportJoinWords"><list><l>Fib Inc: </l><custom-block s="%l is increasing"><block var="fib"/></custom-block><l>   </l></list></block><l>10</l></block><block s="write"><block s="reportJoinWords"><list><l>Cubic Inc?: </l><custom-block s="%l is increasing"><block var="cubic"/></custom-block><l>   </l></list></block><l>10</l></block><custom-block s="New Line"></custom-block><block s="write"><block s="reportJoinWords"><list><l>Pi Max: </l><custom-block s="max value in %l"><block var="pi"/></custom-block><l>   </l></list></block><l>10</l></block><block s="write"><block s="reportJoinWords"><list><l>E Max: </l><custom-block s="max value in %l"><block var="e"/></custom-block><l>   </l></list></block><l>10</l></block><block s="write"><block s="reportJoinWords"><list><l>Fib Max: </l><custom-block s="max value in %l"><block var="fib"/></custom-block><l>   </l></list></block><l>10</l></block><block s="write"><block s="reportJoinWords"><list><l>Cubic Max: </l><custom-block s="max value in %l"><block var="cubic"/></custom-block><l>   </l></list></block><l>10</l></block><custom-block s="New Line"></custom-block><custom-block s="New Line"></custom-block><block s="doBroadcast"><l>Part 3</l></block></script><script x="15.000000000000085" y="10"><block s="receiveGo"></block><block s="doSetVar"><l>pi</l><block s="reportNewList"><list><l>3</l><l>1</l><l>4</l><l>1</l><l>5</l><l>9</l><l>2</l></list></block></block><block s="doSetVar"><l>e</l><block s="reportNewList"><list><l>2</l><l>7</l><l>1</l><l>8</l><l>2</l><l>8</l><l>1</l></list></block></block><block s="doSetVar"><l>fib</l><block s="reportNewList"><list><l>1</l><l>1</l><l>2</l><l>3</l><l>5</l><l>8</l><l>13</l></list></block></block><block s="doSetVar"><l>cubic</l><block s="reportNewList"><list><l>-27</l><l>-8</l><l>-1</l><l>0</l><l>1</l><l>8</l><l>27</l></list></block></block><block s="gotoXY"><l>-230</l><l>160</l></block><block s="clear"><comment w="90" collapsed="false">PART 1</comment></block><block s="write"><l>Part 1</l><l>14</l></block><custom-block s="New Line"></custom-block><block s="write"><block s="reportJoinWords"><list><l>Sum of Pi: </l><custom-block s="sum of %l"><block var="pi"/></custom-block><l>   </l></list></block><l>10</l></block><block s="write"><block s="reportJoinWords"><list><l>Sum of E: </l><custom-block s="sum of %l"><block var="e"/></custom-block><l>   </l></list></block><l>10</l></block><block s="write"><block s="reportJoinWords"><list><l>Sum of Fib: </l><custom-block s="sum of %l"><block var="fib"/></custom-block><l>   </l></list></block><l>10</l></block><block s="write"><block s="reportJoinWords"><list><l>Sum of Cubic: </l><custom-block s="sum of %l"><block var="cubic"/></custom-block><l>   </l></list></block><l>10</l></block><custom-block s="New Line"></custom-block><block s="write"><block s="reportJoinWords"><list><l>Sum of Pi: </l><custom-block s="average of %l"><block var="pi"/></custom-block><l>   </l></list></block><l>10</l></block><block s="write"><block s="reportJoinWords"><list><l>Avg of E: </l><custom-block s="average of %l"><block var="e"/></custom-block><l>   </l></list></block><l>10</l></block><block s="write"><block s="reportJoinWords"><list><l>Avg of Fib: </l><custom-block s="average of %l"><block var="fib"/></custom-block><l>   </l></list></block><l>10</l></block><block s="write"><block s="reportJoinWords"><list><l>Avg of Cubic: </l><custom-block s="average of %l"><block var="cubic"/></custom-block><l>   </l></list></block><l>10</l></block><custom-block s="New Line"></custom-block><custom-block s="New Line"></custom-block><block s="doBroadcastAndWait"><l>Part 2</l></block></script><script x="10" y="558.1666666666675"><block s="receiveMessage"><l>Part 3</l><comment w="90" collapsed="false">Part 3 </comment></block><block s="write"><l>Part 3 - All Lists Positive</l><l>14</l></block><custom-block s="Test Positive Block"></custom-block><block s="write"><l>Part 3 - Remove Odd Values</l><l>14</l></block><custom-block s="Test Odd Remover"></custom-block></script></scripts></sprite><watcher var="pi" style="normal" x="0.8292216930194627" y="0.829221693019548" color="243,118,29" hidden="true"/><watcher var="e" style="normal" x="10.116504654838081" y="0.7462996895619405" color="243,118,29" hidden="true"/><watcher var="fib" style="normal" x="20.067164971073794" y="0.4146111781984452" color="243,118,29" hidden="true"/><watcher var="cubic" style="normal" x="28.93983708638177" y="0.4975331816560704" color="243,118,29" hidden="true"/><watcher scope="Sprite" s="xPosition" style="normal" x="0.8292216930194627" y="8.540983603945683" color="74,108,212" hidden="true"/><watcher scope="Sprite" s="yPosition" style="normal" x="0.8292216930194627" y="10.28234932513103" color="74,108,212" hidden="true"/></sprites></stage><hidden></hidden><headers></headers><code></code><blocks><block-definition s="sum of %&apos;list&apos;" type="reporter" category="lists"><header></header><code></code><translations></translations><inputs><input type="%l"></input></inputs><script><block s="doDeclareVariables"><list><l>sum</l></list></block><block s="doSetVar"><l>sum</l><l>0</l></block><block s="doForEach"><l>item</l><block var="list"/><script><block s="doChangeVar"><l>sum</l><block var="item"/></block></script></block><block s="doReport"><block var="sum"/></block></script></block-definition><block-definition s="average of %&apos;list&apos;" type="reporter" category="lists"><header></header><code></code><translations></translations><inputs><input type="%l"></input></inputs><script><block s="doDeclareVariables"><list><l>average</l></list></block><block s="doReport"><block s="reportQuotient"><custom-block s="sum of %l"><block var="pi"/></custom-block><block s="reportListAttribute"><l><option>length</option></l><block var="list"/></block></block></block></script></block-definition><block-definition s="%&apos;list&apos; contains a negative value" type="predicate" category="lists"><header></header><code></code><translations></translations><inputs><input type="%l"></input></inputs><script><block s="doForEach"><l>item</l><block var="list"/><script><block s="doIf"><block s="reportLessThan"><block var="item"/><l>0</l></block><script><block s="doReport"><block s="reportBoolean"><l><bool>true</bool></l></block></block></script></block></script></block><block s="doReport"><block s="reportBoolean"><l><bool>false</bool></l></block></block></script></block-definition><block-definition s="%&apos;list&apos; is increasing" type="predicate" category="lists"><header></header><code></code><translations></translations><inputs><input type="%l"></input></inputs><script><block s="doDeclareVariables"><list><l>last number</l></list></block><block s="doSetVar"><l>last number</l><l>-10000</l></block><block s="doForEach"><l>item</l><block var="list"/><script><block s="doIf"><block s="reportLessThan"><block var="item"/><block var="last number"/></block><script><block s="doReport"><block s="reportBoolean"><l><bool>false</bool></l></block></block></script></block><block s="doSetVar"><l>last number</l><block var="item"/></block></script></block><block s="doReport"><block s="reportBoolean"><l><bool>true</bool></l></block></block></script></block-definition><block-definition s="max value in %&apos;list&apos;" type="reporter" category="lists"><header></header><code></code><translations></translations><inputs><input type="%l"></input></inputs><script><block s="doDeclareVariables"><list><l>max value</l></list></block><block s="doForEach"><l>item</l><block var="list"/><script><block s="doIf"><block s="reportGreaterThan"><block var="item"/><block var="max value"/></block><script><block s="doSetVar"><l>max value</l><block var="item"/></block></script></block></script></block><block s="doReport"><block var="max value"/></block></script></block-definition><block-definition s="make all value of %&apos;list&apos; positive" type="command" category="lists"><header></header><code></code><translations></translations><inputs><input type="%l"></input></inputs><script><block s="doDeclareVariables"><list><l>index</l></list></block><block s="doSetVar"><l>index</l><l>1</l></block><block s="doForEach"><l>item</l><block var="list"/><script><block s="doIf"><block s="reportLessThan"><block var="item"/><l>0</l></block><script><block s="doSetVar"><l>item</l><block s="reportProduct"><block var="item"/><l>-1</l></block></block><block s="doReplaceInList"><block var="index"/><block var="list"/><block var="item"/></block></script></block><block s="doChangeVar"><l>index</l><l>1</l></block></script></block><block s="doReport"><block var="list"/></block></script></block-definition><block-definition s="Remove all odd values from %&apos;list&apos;" type="command" category="lists"><header></header><code></code><translations></translations><inputs><input type="%l"></input></inputs><script><block s="doDeclareVariables"><list><l>index</l></list></block><block s="doSetVar"><l>index</l><l>1</l></block><block s="doRepeat"><block s="reportListAttribute"><l><option>length</option></l><block var="list"/></block><script><block s="doIfElse"><block s="reportEquals"><block s="reportModulus"><block s="reportListItem"><block var="index"/><block var="list"/></block><l>2</l></block><l>1</l></block><script><block s="doDeleteFromList"><block var="index"/><block var="list"/></block></script><script><block s="doChangeVar"><l>index</l><l>1</l></block></script></block></script></block><block s="doReport"><block var="list"/></block></script></block-definition><block-definition s="New Line" type="command" category="motion"><header></header><code></code><translations></translations><inputs></inputs><script><block s="setXPosition"><l>-230</l></block><block s="changeYPosition"><l>-20</l></block></script></block-definition><block-definition s="Test Positive Block" type="command" category="lists"><header></header><code></code><translations></translations><inputs></inputs><script><custom-block s="New Line"></custom-block><custom-block s="make all value of %l positive"><block var="pi"/></custom-block><custom-block s="Write %l elements named %txt"><block var="pi"/><l>Pi</l></custom-block><custom-block s="make all value of %l positive"><block var="e"/></custom-block><custom-block s="Write %l elements named %txt"><block var="e"/><l>E</l></custom-block><custom-block s="New Line"></custom-block><custom-block s="make all value of %l positive"><block var="fib"/></custom-block><custom-block s="Write %l elements named %txt"><block var="fib"/><l>Fib</l></custom-block><custom-block s="make all value of %l positive"><block var="cubic"/></custom-block><custom-block s="Write %l elements named %txt"><block var="cubic"/><l>Cubic</l></custom-block><custom-block s="New Line"></custom-block><custom-block s="New Line"></custom-block></script></block-definition><block-definition s="Test Odd Remover" type="command" category="lists"><header></header><code></code><translations></translations><inputs></inputs><script><custom-block s="New Line"></custom-block><custom-block s="Remove all odd values from %l"><block var="pi"/></custom-block><custom-block s="Write %l elements named %txt"><block var="pi"/><l>Pi</l></custom-block><custom-block s="Remove all odd values from %l"><block var="e"/></custom-block><custom-block s="Write %l elements named %txt"><block var="e"/><l>E</l></custom-block><custom-block s="New Line"></custom-block><custom-block s="Remove all odd values from %l"><block var="fib"/></custom-block><custom-block s="Write %l elements named %txt"><block var="fib"/><l>Fib</l></custom-block><custom-block s="Remove all odd values from %l"><block var="cubic"/></custom-block><custom-block s="Write %l elements named %txt"><block var="cubic"/><l>Cubic</l></custom-block><custom-block s="New Line"></custom-block></script></block-definition><block-definition s="Write %&apos;List&apos; elements named %&apos;name&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%l"></input><input type="%txt"></input></inputs><script><block s="write"><block s="reportJoinWords"><list><block var="name"/><l>:  </l></list></block><l>10</l></block><block s="doForEach"><l>item</l><block var="List"/><script><block s="write"><block s="reportJoinWords"><list><block var="item"/><l> </l></list></block><l>10</l></block></script></block><block s="write"><l>           </l><l>12</l></block></script></block-definition></blocks><variables><variable name="pi"><list struct="atomic" id="600">4,2</list></variable><variable name="e"><list struct="atomic" id="601">2,8,2,8</list></variable><variable name="fib"><list struct="atomic" id="602">2,8</list></variable><variable name="cubic"><list struct="atomic" id="603">8,0,8</list></variable></variables></project><media name="Lab 11 - Number Cruncher (Student Version)" app="Snap! 6, https://snap.berkeley.edu" version="1"></media></snapdata>