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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="true" codify="false" inheritance="false" sublistIDs="false" scheduled="false" 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daO+A36ufZoBlyFe5exSAlxO+upbBCZAQAI8AXglrJrZ4ucEAa9y5+3AbMhtxMrnkQDnQ6mKykiAqyiYcqW2CEiAkxnvrod9UUMDfxw5f22wAmjIcxYsAU5mSEtmlQS4ZGjVsAiUloAEuLR8x9v6gd/77GlT+CMC3gmcAEzPLUWPfB54sCsJ8HihV2g9CXCFBk5mi0C5BThOudhrLKlL8WozzolgybBRcXa7cbc73/eQzvoUHfTRwX3ss4ssrLZI5lJR1rMyjDjNocWMI4k40o2FQf9ydLPDPPozZAVD/G814ys6B1xtI2JkfyTAtRNreVplBMqdCcsf9XlZWGUp/tzheQZzh0NsRptHtDrcG6dcxNkbwdb0Xn5hp1lXlYUl546v9YCLqetMMbMelgXGCneOCow6dxZhrHI4IuDZLFkRbAkCvpNaZtdXIxP5dDgBCbBGhQiIwLgI+FY/I3ROxIgTRywApozQUJxyMQN0YWTNeSJyfp7O8A92jD09rs4roJK7x5+v8Z8UO6mjl3oC4txXzVljoVluxSB+P5x7Mn1sJ8PWKavt8QpwTyYWgYAEuAgQ1YQI1CKBcKt/NF5iBd6I0YA/Zzn1UCSxCEdxykVz9rjzyxRcaivsqVpgN0SM4VHqSDOlu49pU6Y/y6y9ja4ZjXRai8X5ofXUAAEJcA0EWS6KQCkIDKRcXAS8qoCjNrEpe2MBThvvthbbVQrb1KYIVAIBCXAlREk2isAwBMqdCSvO+AQcifMKCXANDNF4Sf3466axP1rMjKk7eOjPOzCLVzb0jJOABHic4FRNBMpNoNy7oCXA5R4Bk9R//7tsWPivp9EXnkXICzDfRDr4BXs+8PPczyTE4wqGBHhc2FRJBMpPoNwCHG7x90TGKnPeiTH1kCM1owHSEnT5h09+Fsy+9ngif0GssODxDU+nEflxGNvAfk1gPyVtD9Hr22j74DP5NapSgwQkwBoLIlChBMotwJnN/mJPcULKuGLIudZ8aEqA86FU9jJr0zRP/wBunxjelPgMt+/F7D9w+zZtB34LV2fLbnYFGSABrqBgyVQRGEqg3AIcp1ysb+AknPgC+WOAmblDN/H18qM/EuDED+W1AbNnHEtk7yLyy0YQYMe8B7cHgK+QqfsW3XufhKujxLuXEAPH+kVJiJkyQwRE4FAC5RbgOOXi1CmstoDLgZOB+ZC7/Sc9Ru5jCXDih/PGFLO3v56sXwy8ZmRzc7PgfTjfwqOv0/Hor+Dz8ZlvPXkQkADnAUlFRCCJBMqeCWuzN3Qb8+oDXujGCnOWYCx0WBgn5QhgiscJOpyp2LMZn4DdwK2pqVxq82vjHHASx8+oNq38twb29H4Q7A04p45S1nH6gJuxcANtU26Cy3orzt8yGSwBLhN4dSsC1UAgl2DiFlLtC2huqOfI+oAVkXEUTlPkzDLjuNz74ViEBx4zdjrc3t3DNU3H2d5q4FB1Piz+4mw693+YiFfjHDu2APtPMNtAW/1GCXD+o0ECnD8rlRQBERiBgLsH/IYU80kzjXo6SdHFFBpZEEYsiaB5sGoUscdCttb38ZidYPHsSU/SCMz85Fo8ugD8GPzZ2A1j5sAM2H+K+QbaGm+QAOcfTAlw/qxUUgREYAwCz0m5GAvyMhrpYBoR9QerTiNOtdjJZ+m2q00bdpI4qprWxRurlgHTxgo5TrzkfDORb6Bz2U1wkb5U5RlTCXCeoFRMBJJGoNyZsJLGQ/YUkUDTunwzXMVfoLpx/wHY12lv/wFcLQHOMxQS4DxBqZgIJI1AuXdBJ42H7CkigfwFOD73uyN3DClKfZ2ORY/ARVV3x3MRyT6nKQlwqciqXREoMQEJcIkB13Lzzes+i+eOlh1FvIlu5Cd+nfA7Iv8PgtSNtH1gHyg/dL5DRwKcLymVE4GEEZAAJywg1WTOvE/NJxNdSBSdh3PSkPueU8+6mTsD3I7breD/qeXnwgeABLhwZqohAokgIAFORBiq1IiNKWbumEGQmk4QriQTrh2YEc8acDiCXBasJyG6CfPv0NZyl5afCxsOEuDCeKm0CCSGgAQ4MaGoYkPcWPDvR9DT9yawC/svZsglVXkC/EHgLoxfkkk/QNf7d2n5ubChIAEujJdKi0BiCJQ7E1ZiQMiQ0hKIs2J1dq+gJ3gVEafjFqcb3Upg92PR3UTTtnMg1QHvUgrKAiMhAS4QmIqLgAiIQM0TuHBj/7vgG7XjeSJjQQI8EXqqKwIiIALVSCBOMTr0sUN3Ng/+XDueJxJ+CfBE6KmuCIiACFQjgaECfJj4VqPD5fFJAlwe7upVBCZMQJmwJoxQDYhAWQlIgMuKX52LwPgJaBf0+NmppggkgYAEOAlRkA0iMA4CEuBxQFMVEUgQAQlwgoIhU0SgEAIS4EJoqawIJI+ABDh5MZFFIpAXAQlwXphUSAQSS0ACnNjQyDARGJ2ABLg8I8S3emMILzfjZcAZw1nh0IWzM3T+x+ARD+mMUnQ0TmevzbOO8liuXpNGQAKctIjIHhHIk4AyYeUJqsjF/HFfkY14V2Bc4FHu0vrDHyO+ki++KWibOwfM6HBnSzrgW7bcflVkk9RchRKQAFdo4GS2CIhAeQj4Vn9jCG/HOBtn+ihWOE6fBWRwuiN41Jxr0yvspvJYrl6TRkACnLSIyB4REIFEEwi3+qeAlzscW4ChfcB2Av4+vcz+u4B6KlrFBCTAVRzcyXXNjRWfb6K760jCYBZ1tg3L7uWJD3ZPrh3qTQRKSyC71T9ncL7DqgJ6kgAXAKtWikqAayXSpfJzMGXdBT+s566HXkc2+kPcWjDuo4Eb2fXBO3NdK51d0SOgTFhFR5pXg9lW/zwR52GszKtCfyEJcAGwaqWoBLhWIl0qP5uueTPYaQSWwjkeaMF9FvhuzO7D7E5SqdsI/WH2f2B/qcyoxXa1C7o8Uc9s9Y/hvNIsN96DPK2QAOcJqpaKSYBrKdpF9XVtmub5M/CuzwJvHKHpEPwRArsR82+yr+FhuKy3qGbUcGMS4PIEP7vFLwQuwXgR0JCnFRLgPEHVUjEJcC1Fu5i+zvqXZlJ1zyfj/w/nJaM03Y7xOM4nyIY/oevKJ4tpRi23JQEuT/R7H/MT0yneF8+CHRbkaYUEOE9QtVRMAlxL0S6mr7M/vpgwdTHwpzgnjdJ0/MHThvNFzL9N25r+d8J6JkxAAjxhhONqoGOLz58ScCnO6xxWYgQ48QX1o32eSoDHRbu6K0mAqzu+pfFu9dp6npp5FNnocvA/xFk+SkfxMnQvzjeIohvovPLm0hhVe61KgMsTc9/jM6IO3uzwCndWW8BUnKkDy9HxZ2p64M/Q98N9ONsi+If6FTqGVJ7IJa9XCXDyYpJ8ixZ+ehl9maMIww8ScRowf2SjPcKJ3/tuIApvoPPDP0q+g5VhoTJhlSdOvtFTnauZO20q88OAI81Z5cYqnCVAnUGLw2JgxhALe93YHMHHGpbb18tjuXpNGgEJcNIiUgn2NK//IjAb93gTSnP8oSMBroTAycZiEfC1HnAxddQzlRRzCZkXhvHvBOkoYIkZS+y5X0x7HbZ4lh/Vr7TfFMsOtVPZBCTAlR2/8ljfvH4rHu/+9HjmO9YxjP6cuO5fxdlIx5qflsdo9SoCpSHg/Wfh4z8Bv8FYQBPGEdneIStDAZk07GIqe3QZQ2niUImtSoArMWrltrlpnRdgQh9uB8C/QMi36frQXQXUVVERqDgCOUG+kYALD9uUFQFuSkpTcTEtlcES4FKRreZ2CxPgdpytGP9CGP2Mzit2VTOayfRNmbAmk7b6EoHiE5AAF59p9bfYtP49wBEY5+GsBp87vNPm4HvAfksUXUMHd8KazuoHNDkeahf05HBWLyJQKgIS4FKRreZ2Z13fTNR7BGRegnEC7ifhnAxMGzh+EXsfi28GbCvYzYR8kc62B+DqbDWjmUzfJMCTSVt9iUDxCUiAi8+0tlo8d22a+5tfQhj+E26rwKbntDcWX7d9mN+H+41kgpvpad8OV8fvwfQUgYAEuAgQK6gJ/71Pp4nnRxGvdXihPfeYU78nTuiw2+F2c+72gM60caA7w+6pK217BblbE6ZKgGsizKV00o1516wgtD8ia38BHI2TATaD3YbxK9x+w5RwJ09p+bmYkZAAF5Nm8tvy7b4qinhFFPEuI3fmuP5Qq81wd7IGz0Swz/pvYdoC/DjdYl9Ovpe1ZaEEuLbiXRpv566dTjRjMdnoPDyIc+OGGLuw6GGC1BZm1+3m0b0ZzX6Li18CXFyeSW8t+5j/uaU426Pc/uo489bIRwCdLEYGI3LnceDGuha7Kuk+1pp9EuBai/jk+GucuzbFLUQS3dIBVyas0rFNYsvhVv9XJ7fX4sUF2vekG9+oW24fKrCeipeYgAS4xICrsvn+xAPxE//dfyZYZxurMtRyKjkEsq3+eXeONzizQKskwAUCm6ziEuDJIl2N/QwKscQ30dH1zd6QrePMwHmFx7Mny10WcOgT5+veGUX8LxH31E2hA6eTBg7YXGtPtIP5Gnfq9XU80beYVH07Oy7ZW2lfGmMBxjkeCXC+EU98OQlw4kMkA0WgMALHzOCYIOIqD3jvQ+3s9Ud9SZTKXZ33JwZHu+WuznvOY06cMrTLjceAXWZ0RyHbMX5e12K3FmZBwkrHXxQXf2Y2PX1HAcdBdAAPNnPSKQ9zy3kVcywu3Opr3XmBm78ivv7QLO+Pb82AEzYkB83JO4IJtV9miUDNEhguE9axM5gTRHwN+MqDnbm/8Va/IHQuBF4LzBzl3tr4dUI8E+4zIxNFbDb4cnqFfb4yIa9Ns3LOVLJhQDfPpy+6iIhzMJ4h4KfMmP5ZjuAAM47uqwQhzm7215LipcCfOT7N8ldgCXBCB7AEOKGBkVkiMBaBQ3dBL4Yp06fzSYvYsamLfxisH271ax3OBl4wVptDfu47d26zRx99YMN5b7vgTw+td9xUPoLx9/F/N/hRFPCWeLadb/urp/EWh68OmQlcPPiFYWgbQ8s53OcBb3y4nYfz6qf546dB6uM49RjTceZhPhO3eHfwM2DbIPo++E84cMU9x85gdvzlJYIFQ/uJVxQs4gbr3wCVewyGtXcsu4ZyG86fY2ZwVhDxy4PtOB8djGXPFj+mLuCV7sSZ6OLrDg87hjRC/xLgsQJTpp9LgMsEXt2KwEQJHCrA8Ye3RXzmUJHKbvXP9vR2vbixYepx+fYZHybdu3d3z6ZNv/32UAEenGG7c9tQkc+33bhcbGcq4iODoj0ocB7wnofbuS0uM/hlIv73jg4+8AR0F9IHiz49h86eC4iIr84cRqhyaVIjjFtxvk1Uv+HY6EPvMet7YdxPFHDZSEI/nL352BaLrxlnDfodf7mIYM1gvAZeHfzbYN+Hrmb4Zp8bpngFxl8Bx3oUzcDipehgrM9xCXA+ASpDmbECVwaT1KUIiEA+BIYK8Eiz37idzkd6v7T/mT2vnD9/0bx82h0o4/v37+383e9+/b2hApybwQHjFd/h+h/O9pw4GS8al/jGncxdfwpZ3kDoV4x+XzW7wf5vVnTLrXP9pxdZ0Lk2iPjoaAI8aG/g/GK4WftwPo72JePQFYuh9WPeHrAo5rD9957KNvICUrzW4LhsmFnwzN49K5uaZ2cb6xv7sNwXjSkD6WCf/Ww3nvCIDXUrbE0B8VfRSSAgAZ4EyOpCBEpBYKgAD86WwoB/GJxFDvaZedw/ScRZBqeN8v73UBMPE+DR+piIf4cK8HgE7rD+Z657PZG9DfxVcPims4PlnR6z8P650Y+nT2HLZxtt681BxMFZ6AhiOuxKw2gMDp31x2UHl9fduH6kLxrPEWD3Hlpp6Ahpqq9jbipi1Q9/8I33LFrcMvekE894hIAjcY7FaX7OTndjy4AA/+1E4qS6xScgAS4+U7UoApNCYKgAH7p8OdSA7BZ/G8Yf41yA0ZCncYcJ8GAf5lwXGVcffCc65D1lnm0/p9ihs8ODS6/OZ+PlVoeXxxVGE6rnNLj42il0+cVE/jai3JnZ0TJGZUvaJJMAACAASURBVFJ0PNHEvbu6+o582/L661LDCfCh74GjgLMP/aIzmu9DZ/Rxufhdfa58xG8D4/XDvUMfdkNd/9G/4Kn7aZzfTNMVV1z81myUPXPNmk9+dt78hdMiZ5kZC/EhcXa2YfymrsVuGU98VKd0BCTApWOrlkWgpASGZsIa6f1vbEDfY35aKuAtwJsifL6R1/mVYQU43oyEccfgjG04kSjE6cH6kdE6TJvxu9jc5q7RltgP62/OtS8h9FfnvnC4x0ePRv6cc8/Ws7sL+FxfdsGnj0lfPnWsGfB43oMPCrA534zzMg8KePzfgbceKsBDVgGWj7bB7YSm1MVm9taWY49923e++7tO+piZyXAEKeoGuUS9PNOQZq+12P5CYqOypScgAS49Y/UgAiUnMNoM2Lf6gqzz1gDe5sYq96jeLDcpHO33f8QZ8KHvR8f7vnY48Y2NGmmpe7hl3GHBNq/7GbASz+0UHuOJopR3PR4y9TqyqRvyEeC4wbxtGeh9cHfzobP44djlK75x0+NlPxYV/XxyCEiAJ4ezehGBkhIY7f2sP+bNYYo/wXmzuz8vk+1rrkvXY2aHJeQYNDLeBb1r13Y2bLiOL/3Hx+OZ6NkGD8XHdA59zzz0PWW+u5VHEt+4/5HeAY80WzwMbNO6+DhUfFlB41jQjdAb/Qlrjn7DDH5PmraDVUY7XlWo8I22CWvoZq5CxDc2tBSb4sZipp8Xj4AEuHgs1ZIIlI3AaEu0frfXMYdFWWPFzie3H3frLf/z/lNPPefJVatOzJiRdlhgcGT8avLgrNiI9j79VPv9v7vzey99x2svHnTsUOEZ6UjO4IxvOBEbTXwH+zl0hjnSUvfB40rOGQePXzWt689Pnt+zD+dWQj5POrjzGP/g3LGWoAd9DuCaobugD8bAc9cFHnZOeLhjSEOXnwsV31JtissPm0oVg4AEuBgU1YYIlIHAoZmwRnsPfPz09EfTdamrp0ydzry5RzJv/iLmzl3IsmUrf/6Wi9//yymNU+Pl2nnu/TuGwyhrt/3yfxdu3brph39x9RXPOb4yNJlEXHa4DUmjCfChSTiGohvaVr7JOg7aM7gZrGn9VmAa5nHyjfhYziiPbQH/Lqn0tezbt/uYGVcvO1SAD02OMVJCkLEE+OCMdYQEJocl4Rhi9XCCXugyeBmGqLocg4AEWENEBCqUQL6ZsA51z/t30sZ/UjyAMZum+ORstofFcWKHgfIeBTxRH7DTltgzSUZ02Ix09voziXgp7n+E57J/jbQLOgLuwe1G2hs/A3O74aI4J3bin4lufku8gzVioAS4RgItN6uPwKECHHtYyAfzgBDH1VI8QR091BH0b8zaB8yqp49Hydh5lugLC3LvoI03HFyCPvL6qXS3rSTiWAiW4rwG/CSgefDLBRD71I37zUR8i86mG+GSLMQZspL9FLQjPNmu1Lx1EuCaHwICUKkEhhPg2JdDb0OqVP/Gsnu0Ze7+um6ce0uK++6+nCjehGbPG5gNx8eOnsZphehHmP+Utq674epYfBMvwLlXDc5bx50lbCyw+vmkEZAATxpqdSQCxSUwkgAXt5cqaG3uJ55HNvUmIn837g1grcAdBHyX0H7P1GgHT63prAJP5UKFEbCjpx5+Q8rUejbfu5+Dh7bjzR5dfaw61DeVE5d4TGgclGccHDOFfzFjdgRfGPq7qXg8Nx59wfJpnamj5h/w063PZ3UTpLrxaN8c/017k98yLx3u7zXrjt8H5x7xK894rjWdOWEa8231NH59qLA63Lipk2sG/3ucccfI3Sf6nEflxCW30KfxUq7fj+8BJxnsGvqLqXiwxgLr/7yKnl1RfpbL2tymrOOmXX25Ptf0+1sufVs9PZfOVY8IiIAIVBGB/l3e8RP/7VjyN1ZVEX25UgABCXABsFRUBERABERABIpFQAJcLJJqRwREQAREQAQKICABLgCWiopAkggcmgkrSbbJFhEQgbEJSIDHZqQSIpBIAjqGlMiwyCgRyJuABDhvVCooAskiIAFOVjxkjQgUSkACXCgxlReBhBCQACckEDJDBMZJQAI8TnCqJgLlJiABLncE1L8ITIyABHhi/FRbBMpGQAJcNvTqWASKQkACXBSMakQEJp9AnMEn7nVo1rrJt0I9ioAIjJeABHi85FRPBERABERABCZAQAI8AXiqKgIiIAIiIALjJSABHi851RMBERABERCBCRCQAE8AnqqKQDkJKBNWOemrbxGYOAEJ8MQZqgURKAsB7YIuC3Z1KgJFIyABLhpKNSQCk0ugagT41Ovr2BEtIgg62HHJXl0fOLnjSL2Vj4AEuHzs1bMITIhARQvw4J29i65bTG/vaYTR8yDYT8rvZ1bdL9l8aZ+EeELDQ5UrgIAEuAKCJBNFYDgCFSvAzR+bhTWcRNoDQjsG56V4dApYG8bdBHYTQbCVTPduDvzNPkVfBKqVgAS4WiMrv6qeQMUK8MxrziWybwINGAFOGkiBOXgWowuzr0F4E/uv+DngowXTt/vsMOLVBue7c/wIZWMhf9iNb0cBu93pbAjpJMs+W2W9VT9Y5GAiCUiAExkWGSUCYxOoyExYc65dRBS9kpB/B+oP9zInwj6lIX3vmne8YPN73nxKdlZT4+ogsGgYIu042yzgbo8404wTcObHDRwq2gY9bjwdRTyYCmiLIvYHxvYg5Ae20raPTVslRKD4BCTAxWeqFkVABEYiMHv9mURcSOTvhdzMd9hn2cKm/R9595m7X3v+Ucyc0TAnsGEE2MhETrtBG7AcmAnUjQI/xOm2gIw7z+BsSgWsteX2WwVMBMpBQAJcDurqUwTGScA3e0NPmoX1Aa8258VRv/Ac/jh7HO5x+B9P0RFFdDZm6OAJ9tl5lh1n9xOs5kbT+jcBfwb2EvDUSA1ecPaK7If/8g86Tzt+QWN9XaphxI6NKPc/i5ewyefzbHA5u92hlZC/rltpt03QMVUXgXERyGfAjqthVRIBESg+AX/SjyDDstB5O85pBgtG6KUtigXG+TUB3ebs84jt6W7usBOso/iW5dHi6s9MZ2fPW4n8bTh/AAQj1bp2zXnRG152dGbRvOkji28eXY5SpN2dx9Mp3m3LJMATQ6na4yUgAR4vOdUTgTIQ8Mf9VJxjss7fGb4MbOoIZsQzvQzQCWQNdjjcnkrxj7bUniyD6dB87SUQnY/zImDhaDPW6/7updGrzl2RPXLu9GHeExfFeglwUTCqkYkQkABPhJ7qisAkEwi3+t8ASxze7O5NZjba77BjxO893eBph1+n6rnMFtm2STa7v7vm9XfhLAGfP1b/1699WXTBOSuyC4+YJgEeC5Z+XrEEJMAVGzoZXosEslv80wQswHlV7hhP/s8zDndl4d1TWqw1/2pFLNm0Lj7uE2+8GnHpebC3f/3weeEfn390ZtH83BJ0KT6nNAMuYmjV1PgIlGJgj88S1RIBERiTQLbVPx8ftQFeXoECPOp53qHOv/P1J7Zd/mcvyKxcOrM5CGzE3dJjAhu5gAR4AvBUtTgEJMDF4ahWRGBSCCRFgOPd2GEDLyfiZcAZwzrvdGLsIMolv9h8xhu/uu6ZAz1H7NnftbCzK3sEuZXx4R7zs5535PZrrzi35/mrF8w1Y1aecGOBj9uMl94H/zlSVQlwnlBVrHQEJMClY6uWRaDoBPoe8/dZwDKDd7h78xjvgIf2X9QlaH/Yj4gaeKM7Lzc4YThHI+g1eMadOwjYsWN3u234/sMtX/3ugyf8/tE9pwKN/Rmwhi4xx4k4iJYubLrnv/7xFd0vOnXxIgKW4rll6/jzavR33v1JOMKBdkdb6pYAF310qsFCCUiACyU2CeX9CZ9DxKsjz6XWWz1Cl3FqvYdyqfVC9niazoYsHXSxz06wvkkwU12UgUCm1c8LnKMdrshms0vT6XS+y7PFFeBWPyWMuBzjFcCcUVDEgthhRq+7d3b3hI/96Pat3/mTNd97kKy/G/cXA0cM1B/cud0xf/aU/9twzaujs09dssKMYwaW2+MkGyOeHcZzu74P5PJJxzvA45mz57JtLR1I0hEL/uBzwJ3NBFxWt9xuL0Mo1aUIlGRzg7BOkIA/7sdHzrsdXmiwaNjmnJ7IcztbHwgC4qQC+wy2pVL80JbYjgmaoOoJJeDbfVG2j+PMWGvGau8XmXy+SBdVgMOtfqU7f4Jx8hjZp2KS8Yw0wuk1Y2s24mMN/33Ljfz7b95OxDuIcmeCY2Htw9iN88sZ0+p/9neXnP3Uey8+yevSqUUGy81ZjjFvYCNXLKpzgYPHsNzpdmObwX9ZxDZLMSuKaLSAo3EWeX+mrNxjsD+CzXXwOWuxhxIabplV5QTy+cWtcgTJcy+7xS/CuBxyieWnjWLhs6n1YK9HPOhZ1tYfbfcmzytZVAwC8cUDZFkVOh/CeD6W2xEdzwzjmfBov89FFeB4N7bDy8xYVYBf8crM9rsf2P25M97y3/NJBUcQcRIeHYtbff9FDLYHuIsg9X/T6uy2x25+02Mzmuc31YUsCgIWR84RKSMdGUeZs8T94Ow5NqML41FPs6FuMb/J7bZuJUU9czN9LAo8J965xyPaQ2dbwwF22mnWVYAPKioCRSMgAS4ayuI1lH3MP4vxeiz3DX+sGA3uLG1z2JKGv7IWu7N41qilJBHwrd5IliPCOs4xZ1UIS4P+CwjmB8YU73+vOhdnKjYk13L/askdWXjvlBX2+ER9GtgMdj5wVAFt9UXOE9/44abv/tnffP+vIBbdw554PMdC/H08exMN07/Dnrnd7hfGlzHE73QDHsCYzhzSzA+zuYQe/aIKPWHIEw0ZdnEMg9m+jFbqaaKep5+9/OFAI2FzQM+Nt9N30UUWz9D1iMCkExjrw33SDVKHkG31/wYuwEd9t/ZcVE67G1sc3l3fYneIY/US8Pgy+1tIfemOTy49afULF55ywhkLPMjNRGcaNOeu5DPmBUOWZyNntxu/zqT4x2lFyIQ1XgHuy0a7/n3DPXdcue6W1w3M3IcPlNkOIv8hHnyKjrAV1nTm/H72SbOTOnqH3KiUJSJNH3eRsQJFNd7VnQk4MZXmAnfi99LNhxkWJzWJ2GVwSxjxyzjHdn18pWFAm7XY/uodcfKsVAQkwKUiO4F2s63+NTy3uWV23s1IgPNGVQ0F4+RWJ81suKqhrjF1168OfIIZNNJHGs/NgBeGxmLzZ995esjeKGTLU41sWrLEuifKoG+rv9/gT81zy+D5bgTr6+zu2/tPX/z1lk/8x51n4KNsqCLOV+13EPqXoe8ndP7tUxO1ebT63uoxs7OIuNgs9+rnsBSf8TWHFv+eOY+a8SgBPbEgR8b9dcvtZ6W0T21XJwEJcALjmn3c/xPnlTz3/dbolkqAExjJ0pp07FSuinvY1OlXD3lVkeIZpnR3McOiZzNlRUbP1C7aOYZOG+5qvwJNzbT6+eZcinM+RlOe1fsOdPTuX3vd7Xs//bXfxDubRz4mFO9oNuK9DN8gYzfRfXlJ7+z1rf7iyHiJO3+ZW3ka+UuF48TvsnsIyOI85hHfrjvKPpYnAxUTgYMEJMAJHAxhq1/uzl/hLMt7diEBTmAkS2vSoAA/1NUvxJP5dG32xXVp1gTwWodl+fTt7pl97b1tH/n3X3Zdv/G+eHf/GALs9+O+gWzqhpILcKv/U+icMpBhbKxUmfG+81iI4xfPTzpsrFth8aZJPSJQEAEJcEG4JqdwttVf6RF/ExgnOnnOLiTAkxOcBPVSTgFu2+RzpjTyHjNeg3Nsbhd2PGscZVk5G0bRzj2dmY9+5jb7yv88MPolC7kZ8OQJcNjqn3HPJRQ5p8AQ78wJcIu9v8B6Ki4CY+6wFaIyEOh9zE9MB/ydw1m5YyZg7gSjfluSAJchUuXtclQBjjcstVw3n0yY5olLd2C5DFNFe+Ld2NmIswPjFDdWAPNx5uXOJUPKnNkDS9MHL4zoy4Te+mSb/8Pnbg++8YNNo9vi3gd2Dx59jTD9Lbo/WNKz7blNZXAcztkFQpIAFwhMxZ8loBlwAkeDP+4rIucDUcSLzVgOuZ2e8VnP0ZbstAs6gbEspUnHTWNN3P6mTq452E8svMd+YjrPNJxMNjopd47c/WHqU3fy1Pt2F1OIfaOnOImpPQ3MSTtHBwGropClBNSZcXScPMNjIR54tu44sHDz4/u4bsO9fO/Wx8ZC0w52O1H4JbCf0bFm91gVJvLz7OP+WQ853ix3V3EhjwS4EFoq+xwCEuAEDgh/yOM9rSeEISs8YKnFqfRy96gy06HBrP/fD7kNZ7/Dw+5cVr/Cfp1At2RSSQlcmGLO6asgPYMgmkPWX0XEGbjPIOAhLPgGqeAeGqM9PHGgDa7OFsMcdw8eeID08WkaaKaRkAZ6CTIwv66OI6OIxYP9XHLVjz+9dUcbD23dy5O7B4/pjmCF+xOYfQ8PP8WM7u08eVVJk2Vkt/glxLugnTdiuS+8+X42SoCLMZBqtI18B1mN4imf27nZxXlMpYM5WWeppVgaRcw2aIxnF3FqvaFnFR3ic4gPh87nGlfYw+WzXD2XhcDctdPpbfrqwM1EAeZTBvIgBxgZnDaMWzH/Ohbewr4PHyi2nQPndPsvTHiKxs4upk9LM32wn/PfedObN2975tinn+k+pac3O9ou6HiD0++w4JvAp2kr3heGkXzOPOpnkeKlBu8ayG0drzjl80iA86GkMsMSkABXwMAY+GCLMwClaCZFwNxshkUW5TJl5R432sIs2xsaedKKcM6zArDIxEECs/6lmaDxWLLZz+DEtwwN98SZpB7D+BkEX6Au8zBPX9k+qRBjO6O603B/IcZqcmeIbQnuA2du4/fUHueM7sP8VpybaG/4KuzNwNWx/SV7Oh/yIxsaeYU5lzmsBKbkcftSbI8EuGRRqf6GJcAVEuMhWYD6U+tFNHREz2YBml5PNpcYYHGc8N5K+mFVIciq3sznzexPtHGvXzubILyA0C4Fjh7F8Q6wR3D/NzKZW+n5m9byQHLjkt+kufFn/0xkbyC+ZKF/yTcL3g22lyj6Du7fpbPlFrgoHs9F3UR2qN9+v88Kp3E+AZcAJ2I0D2TqGmsmLAEuzyCqil4lwFURRjlRiwQO7oJOX/sDCC8Fewnkds2P9MSJI3ZD9HUs2Ejbh+4qHzc35qz7Q0J7I86bcK8HexL8d7jFs9+78PTDdL4/3nxVUvGNGfjvvZ4GloR1nGTOsshZYsZih8UDQhyn+VxIQLy0P/RKxG3uuXPAuQ1xekSgEAIS4EJoqawIJIhALMBZm1H/aOPVPyUbfRDPXes32t28sQDvgWgDZjfQtqa8l3bM+9R8sn0nkw3OGLiOcD/GdsLUAwT+FG3T2uFd8R2/k/LkVpkeoK59Nk2NPSwKjOXxTu4IGnDmxzc/ef8ViAfPMBu0Gvw41WLXT4qR6qSqCEiAqyqccqaWCMQCvCf1qpP3Buc9DP4G4rujPffucqQnxH0PzgYCNpRdgA+zcm3AhccbN15U9tuJhmwoS+WyPk9hOinmk2VpGD6bJzpK8URdyHZbbjtraezJ1+IQkAAXh6NaEYFJJxAL8KN1f/cXWZ/VDR5vHBrrGZgB+zew1A20fXByj6s9e5tR/LnjxTyTPJbj4/n5c/ZdQIo9NBAyhZ7nLEH3kKXbVlnvePpQndomIAGu7fjL+womEAvww+mP/62TijcpjZ7asd/PeDl3FxH/RWTfouvyeybd/UERLnJmrkn3Qx2KQBEISICLAFFNiEA5CMSZsDal1n0i/76tDTw+I/6v9GV/Qc+Ht+VfVyVFQASKTUACXGyiak8EJpNA87qf4N4EFmecitM+jjwTduL3lHdi6X+hvvfBST8HPJlc1JcIVAABCXAFBEkmisCIBI745EJCnkcUvROPzgE7mJzlkDrxUZ5HgZvpja6lt/PxYqWjVHREQATGR0ACPD5uqiUCySCw8t8a2EUTqb74EoR5uF1A5K8H5uWuCCSXXSoW3w6cu/Ho2zg30tm5u9TZpZIBSFaIQHIJSICTGxtZJgKjEjiYCWt/Lg84XLgxxU+eeClh9HaclxLfJW3ei9tu8E1EdjsW/YzGafex5687+8VZjwiIQLkISIDLRV79isAECQx7H/CcaxcR+Jlk/L1EPh9oAx4Eu5ko9VumZbfxVEe3Zr8ThK/qIlAEAhLgIkBUEyJQDgLDCjDX19H8zHSi+rm4pyF0plof3dn9tPd2An0S33JES32KwOEEJMAaFSJQoQRyAhwEPNQeXn3QhcPP1xqsNbg6Xm7WknOFxlpmVycBCXB1xlVe1QCBPAW4BkjIRRGoTAIS4MqMm6wWAYZfghYYERCBSiEgAa6USMlOETiEQJwJK/5Pmzq5RnBEQAQqj4AEuPJiJotFQAREQASqgIAEuAqCKBdEQAREQAQqj4AEuPJiJotFQAREQASqgIAEuAqCKBcmj4Bv9ylhltdYwB+68/wReo6TX2zF+HYUsb0uTQchnTzJfjvTuotl7WGZsIrVsNoRARGYFAIS4EnBrE6qhYDv9LlRL29zON/gmBH86o4ingqM2zB2e0Q7AXtScK8tt/hGoqI82gVdFIxqRATKRkACXDb06rgSCXirnxI6azFehOeu/xvpCXE6MXoN9rmzyWF93Qr7RbH8lgAXi6TaEYHyEJAAl4e7eq1QAuFWvwLjre652W/dKG44TogRAZ0GWyP427oW+99iuS4BLhZJtSMC5SEgAS4Pd/VaoQTCVv+MO68GlhTgQrc72825PH2Ufa+AeqMWlQAXi6TaEYHyEJAAl4e7eq1QAtlW/yLOK4BFBbggAS4AloqKQK0QkADXSqTlZ1EIJEmAlQmrKCFVIyJQNgIS4LKhV8eVSCCzxdcEAX/m8Q5oJ52nDyWZAefZt4qJgAgklIAEOKGBkVkJI3DhxhT3b5363Y9c+KYzT170F03T6483mJanlRLgPEGpmAjUEgEJcC1FW74WTsC9/3ek5br5dPS96qSj5rziY5e96NQzn7do9oypdU15NigBzhOUiolALRGQANdStOVrYQSOvH4qne0XY7YYPBbbkxfOmbbqyneePvMVZy0Pli5oqkunA4LAAiD+M9JTEgFWJqzCwqnSIpA0AhLgpEVE9iSEwNp6mpsX49FG4NRBo6ZNqeMlZyzj5GPm0bKk2Y9a1LyvZcnMjrkzp2bSaTCzWe5MB+oPOmJ0utNqxhXp5faDYjmoY0jFIql2RKA8BCTA5eGuXpNOYO5nFhD1vpBM9M/AsUPNTQXG9Kn1zJ0zlRNXzjlw+kmLdl7wopbfL13QdGD6tLqjgKVA85A6HcAjbnysbrn9rFiuS4CLRVLtiEB5CEiAy8NdvSadwKxrTiIK3gz+FpzFQ82Nf2mClJFOBUxtqOtpml73+IqlMzee+4Jlv/jou0/vic8IRyELBuuETlecCavX+N30FttVLNclwMUiqXZEoDwEJMDl4a5ek0zg1OvreKzrLDx7GW7nAHNGMTcbmO1MB76hcVpw04F7PrCJbmYQ5Jah+58smfZu2maEtNsJ1lcs1yXAxSKpdkSgPAQkwOXhrl6TTCBefg77ziaKLsP9ZJzRdjtncY9ntRsIohs4cOXdk+WaBHiySKsfESgNAQlwabiq1UomMHP9p3FagDNxj2eyoyXcKJsAKxNWJQ8y2S4CIAHWKBCBQwk0rXsUmAHMywNOFtiB8zVCu4muy+/Jo46KiIAIiIAEWGNABA4j0LTO86bi9IBtBb4I/gPaP/RQ3nVVUAREoKYJaAZc0+GX88MSKESA8b0Q/AbjE0S999L+//aKqgiIgAjkQ0ACnA8llUk2gXPXptkyfwY9fUuIonpS4TbmLNvPgxeNb8dx87VrIFre/w6YVYyY89nimfLjOLfgfg0dc7bAO+JjSJPyKBPWpGBWJyJQMgIS4JKhVcMlJzCYp3nl5+ZyoOt1ZDgH82bM7mVK6ivseN8jORssJ5T5PzM/OZMoXIXxUrATgBPAV+BMjVsbaChusw/8d8D3yTZ+nq75T8FFYf4dTaykdkFPjJ9qi0C5CUiAyx0B9T9OAv/WQFPmL4AVGNMwPx5nOe4NmD2FcRdmd+LBnUz3h3nig93j6uiS6+u4sf0vCXl/fCXDwI5oBw9x2w/+cyK/iXT4vxz48H4oUOzHZVR/JQnwBOCpqggkgIAEOAFBkAkFEli9sZ4nty0kYgNwxgi1493JdxPYjeDfZH/7Trh6HEvSbsxZfxqRvY7Q3wHMAm8DHsX4JVHqdoLe+zjQ88T42i/Q9yHFJcDjZ6eaIpAEAhLgJERBNhRGYO4nFhClTycb/SMeLw+P+DyDcx9R8AmC6G7aP/R0YR0NlF70z3PobjiGKHoZUXw8ybowdhDZ/TRkW3l6yl64tG8yZ7+aAY8rkqokAokiIAFOVDhkTF4EZl1zAlFwMfCnuMcXHwz/xEeEjG24fxEPf0DHhx/Iq/0xC7lx7i0pbjk3nGzRHWqaZsBjBkoFRCDRBCTAiQ6PjDuMwOq19exsPp3I34dzDvjcUSjFWap2g38D8420XfnrvIgObu7q33DlI2zi6v9ZGR9lwiojfHUtAkUgIAEuAkQ1MYkEFn56Gb19pxNFl+KciD/n2r9DDQlxdufyNJvfQNuaO/O29FkRLnwXdd6dqKAIiEAtE5AA13L0K9H35vVf6L9v1184cCwoNYob4xfgSmQjm0VABCqKgAS4osIlY2levxVn2hhLz4Ogsji7wL9GGN1E1+TdVKRIiYAIiMBYBCTAYxHSz5NFoJA0kbk8zTwOfAFP/YCOD2xKljMTs0aZsCbGT7VFoNwEJMDljoD6L4xAIQIMcV7mezD/OFHmnmrL06xd0IUNHZUWgaQRkAAnLSKyZ3QCTde+F8vlaT4H59iBawOHqRNnpPJtYLcS2jo6Z22ezDzNkxFGCfBkUFYfIlA6AhLg0rFVy6UgMOv6ZvxACwTn4azGHsjpgQAACsFJREFUOTnOyjhwYUIw0OVAnmZ+n8vTnLEv0r3kycnM01wK1w9tUwI8GZTVhwiUjoAEuHRs1XKpCZz7szT3/vZtRP5BYCVYPXgsvhk8Xn72X+HhNwnqf0zbB/aVM2lGKVBIgEtBVW2KwOQRkABPHmv1VHQCbsy95mTC4DWE/pc4RwAdYI/gditwBym/j/1Ld8I4ryYsus3Fa1ACXDyWakkEykFAAlwO6uqzeATiqwPT4VFk/HycGZj1YLaLKHqAbHobXYv2woWZapv9xgCVCat4w0gtiUA5CEiAy0FdfZaQQJyn+aoUt1xV1jzNJXRQTYuACFQJAQlwlQSyZtyokDzNNRMPOSoCIjBuAhLgcaNTxbIRUJ7msqFXxyIgAsUjIAEuHku1JAKTSkCZsCYVtzoTgaITkAAXHakaFIHJIaBd0JPDWb2IQKkISIBLRVbtikCJCUiASwxYzYtAiQlIgEsMWM2LQKkISIBLRVbtisDkEJAATw5n9TIMAf+9zw6n8WoLON+d40eAtI+IRzzF/xcF7HansyGkkyz7bJX11jJYCXAtR1++VwMBCXA1RLFCffBWb4mct7vxIpyW4dwwo9OdJ925k4D9BgeIeKo74s4ZK213hbpeFLMlwEXBqEZEoGwEJMBlQ6+OM4/7Syzib3Gej9E0IhEji9OJk7GAPR7xYMr4R2uxe2uZojJh1XL05Xs1EJAAV0MUK9SHcIv/E8abHZYAqVHciC9YiAb+tLmzhYD31S232yvUdZktAiIgAkiANQjKRiBs9S+58ypgbt5GOB0OrekU77Zldlve9VRQBERABBJGQAKcsIDUkjnZVv8q8PKBW4zyc10CnB8nlRIBEUg8AQlw4kNUvQZKgCcWW2XCmhg/1RaBchOQAJc7AjXcf7jF/w7jHQ7LxngH/CwlzYAPstAu6Br+5ZHrVUFAAlwVYaxMJ7KP+evduMKME4BpeXkhAZYA5zVQVEgEkk9AApz8GFWthb2P+YkpY60ZZzksyMtRCbAEOK+BokIikHwCEuDkx6hqLfTHfUUY8SGHc61/GTo98CcY0WkJsAS4an8j5FitEZAA11rEE+SvP+6zwgwv9jSrzXMCPD/+4zAjgLTDPINpDvVDzG5zeJSQS+tW2q8S5M6km6J3wJOOXB2KQFEJSICLilONFUrA3VO0MgNnfphilWc5OgiYG8EUnOODgCOdZ7NkOewHHk67MmEpE1aho03lRSBZBCTAyYpHzVnjuLGRgAtJ8TANNNNIhjoypKlnYRiy2PzZRB1utHk2l4jjQWuxWIz1iIAIiEBFEpAAV2TYqtdod+9//3sLAScwpauT6VONKYMed2fITDHaWEGnmWWrl4Q8EwERqHYCEuBqj7D8EwEREAERSCQBCXAiwyKjRGBsAsqENTYjlRCBJBOQACc5OrJNBEYhoF3QGh4iUNkEJMCVHT9ZX8MEJMA1HHy5XhUEJMBVEUY5UYsEJMC1GHX5XE0EJMDVFE35UlMEJMA1FW45W4UEJMBVGFS5VBsEJMC1EWd5Wb0EJMCTFVt348wbG9m+czH1jbt57JI2zHyyulc/1UdAmbCqL6byqLYISIAnK96LvzibvgNLyHI0HjyJpR5n76U7JMKTFQD1IwIiIALJIiABLnU84pkvGPM/eT4Z3kDo5xL4Zozv8czlXwT6Z8GaDZc6EmpfBERABBJFQAJcynDMXH8e7u/NdeHMw2wx+FzcOjB2YL4J+BFRdAdtVzx6UIxLaZPaFgEREAERSAQBCXCpwrDon+fQ2fBnRL5+hC4cowf4PviNBOGP2NfdDldHpTJJ7VYXAWXCqq54ypvaIyABLlXM51z7B4TRxURcOkoXEcZOnI1E/iU6lj0CF/WVyiS1W10EtAu6uuIpb2qPgAS4VDGfuf5tuL8Z5+UjdxHvgvYunJ/g/jUaox/y9JXtpTJJ7VYXAQlwdcVT3tQeAQlwKWK+/MuN7Nt7GdiFuJ82ahfufZj9Ao82kI5uZN+HD5TCJLVZfQQkwNUXU3lUWwQkwKWI95xPvYAofCeRvxRnxZgCjN2Ghxuo8xskwKUISHW2KQGuzrjKq9ohIAEuRayb1n8H81NwjgRSEuBSQFabEmCNARGobAIS4FLEr2ndTmAm0Dhm804Pzq149HUaOr/NM1e3jVlHBUQAUCYsDQMRqGwCEuBSxK9pXb4pJuNy+3D7AZH/N50zboN3dZXCJLUpAiIgAiKQLAIS4FLEo2l9O3gdkB5jCTo+8/sY2NdI8yWeadsJV2dLYZLaFAEREAERSBYBCXAp4jHz2tfi0QW4vwjsuOG7yB1ByoLdReRfoSP8GnR1KhFHKQKiNkVABEQgeQQkwKWIydzPTCfTdRqWOgH3Y4j8JZgvxW3qQHfx0nMWvAOCH+LcQPv0H8K74tlvvsvXpbBcbVYQAWXCqqBgyVQRGIaABLiUw2Lt2oAvHDmbrvariHIJOeIjSYZ5NxHPgG0D/zah/4Suzns1+y1lMKqvbe2Crr6YyqPaIiABLnW8l69tpH36mYT2dpzX4V4PthnzOyC4mTB7P/VTdvDMZdr9XOpYVFn7EuAqC6jcqTkCEuCSh3xtwPzpR9Drx+G2EiwFvp8gtRPLbKUu2MdTy3rgorDkpqiDqiIgAa6qcMqZGiQgAS5V0ON7gEe843dt0N+tbj4qFf5aaFcCXAtRlo/VTEACXIroxuIbv+vtf3xkIS5F52qzVghIgGsl0vKzWglIgKs1svKr6gkoE1bVh1gOVjkBCXCVB1juiYAIiIAIJJOABDiZcZFVIiACIiACVU5AAlzlAZZ7IiACIiACySQgAU5mXGSVCIxJQJmwxkSkAiKQaAIS4ESHR8aJwMgEtAtao0MEKpuABLiy4yfra5iABLiGgy/Xq4KABLgqwignapGABLgWoy6fq4mABLiaoilfaoqABLimwi1nq5CABLgKgyqXaoOABLg24iwvq5eABLh6YyvPqpyAMmFVeYDlXtUTkABXfYjloAiIgAiIQBIJSICTGBXZJAIiIAIiUPUEJMBVH2I5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s="gotoXY"><custom-block s="xStage for xGraph: %n"><l>1</l></custom-block><custom-block s="yStage for yGraph: %n"><l>165</l></custom-block></block></script><script x="20" y="265"><custom-block s="go to xGraph: %n yGraph: %n"><l>1971</l><l>0.25</l></custom-block></script><script x="20" y="304"><custom-block s="plot point xGraph: %n yGraph: %n"><l>1962</l><l>0.4</l></custom-block></script><script x="17" y="336"><custom-block s="average: %l"><custom-block s="ages, data: %l"><custom-block s="Gr6 age-height-weight-gender stats"></custom-block></custom-block></custom-block></script><script x="517.6953155" y="755.000003"><custom-block s="DerekData1927to2015"></custom-block></script><script x="12" y="397"><block s="receiveKey"><l><option>1</option></l></block><block s="setColor"><color>41,11,0,1</color></block><custom-block s="set graph scale, xMin: %n xMax: %n yMin: %n yMax: %n"><custom-block s="min of list %l"><custom-block s="heights, data: %l"><custom-block s="Gr6 age-height-weight-gender 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s="reportNewList"><list><l>137.4</l><l>146.52</l><l>40.52</l><l>F</l></list></block><block s="reportNewList"><list><l>141.3</l><l>152.12</l><l>46.0</l><l>F</l></list></block><block s="reportNewList"><list><l>138.5</l><l>142.0</l><l>33.1</l><l>F</l></list></block><block s="reportNewList"><list><l>137.6</l><l>150.82</l><l>43.58</l><l>M</l></list></block><block s="reportNewList"><list><l>139.2</l><l>148.46</l><l>40.0</l><l>F</l></list></block><block s="reportNewList"><list><l>141.7</l><l>142.88</l><l>34.84</l><l>M</l></list></block><block s="reportNewList"><list><l>146.1</l><l>155.51</l><l>47.76</l><l>M</l></list></block><block s="reportNewList"><list><l>139.8</l><l>148.55</l><l>48.55</l><l>F</l></list></block><block s="reportNewList"><list><l>140.5</l><l>138.63</l><l>39.85</l><l>F</l></list></block><block s="reportNewList"><list><l>139.5</l><l>146.83</l><l>38.68</l><l>M</l></list></block><block s="reportNewList"><list><l>144.0</l><l>149.31</l><l>39.5</l><l>M</l></list></block><block s="reportNewList"><list><l>146.6</l><l>154.5</l><l>58.55</l><l>F</l></list></block><block s="reportNewList"><list><l>141.5</l><l>149.85</l><l>40.72</l><l>F</l></list></block><block s="reportNewList"><list><l>144.8</l><l>152.6</l><l>49.5</l><l>F</l></list></block><block s="reportNewList"><list><l>144.3</l><l>149.31</l><l>40.67</l><l>M</l></list></block><block s="reportNewList"><list><l>144.5</l><l>150.48</l><l>40.8</l><l>F</l></list></block><block s="reportNewList"><list><l>137.5</l><l>141.09</l><l>45.28</l><l>M</l></list></block><block s="reportNewList"><list><l>145.5</l><l>151.5</l><l>39.5</l><l>F</l></list></block><block s="reportNewList"><list><l>145.6</l><l>137.8</l><l>30.8</l><l>M</l></list></block><block s="reportNewList"><list><l>143.5</l><l>153.88</l><l>44.46</l><l>F</l></list></block><block s="reportNewList"><list><l>142.5</l><l>147.25</l><l>44.0</l><l>F</l></list></block><block s="reportNewList"><list><l>136.1</l><l>132.32</l><l>27.49</l><l>M</l></list></block><block s="reportNewList"><list><l>140.5</l><l>152.29</l><l>51.85</l><l>M</l></list></block><block s="reportNewList"><list><l>144.1</l><l>144.33</l><l>35.87</l><l>M</l></list></block><block s="reportNewList"><list><l>136.5</l><l>144.62</l><l>36.89</l><l>F</l></list></block><block s="reportNewList"><list><l>136.0</l><l>158.81</l><l>56.4</l><l>F</l></list></block><block s="reportNewList"><list><l>146.8</l><l>160.2</l><l>55.05</l><l>M</l></list></block></list><comment w="90" collapsed="false">27 sixth graders with age, height in cm, weight in kg, and sex</comment></block></block></script></block-definition><block-definition s="round %&apos;input number&apos; to %&apos;n&apos; decimal places" type="reporter" category="operators"><header></header><code></code><translations></translations><inputs><input type="%n"></input><input type="%n"></input></inputs><script><block s="doReport"><block s="reportQuotient"><block s="reportRound"><block s="reportProduct"><block var="input number"/><block 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