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Hello!12de:ist _ leer?
de:behalte Elemente, die _ aus _
1de:kombiniere mit _ die Elemente von _
1de:wenn _ dann _ sonst _
de:für _ = _ bis _ _
110ide:füge Wörter zusammen _
121de:Liste $arrowRight Satz _
de:Satz $arrowRight Liste _
de:fange _ _
cont3de:wirf _
catchtagde:fange _ _
contde:wirf _ _
catchtagde:für jedes _ von _ _
de:falls _ dann _ und pause $pause-1-255-220-0
de:Wort $arrowRight Liste _
de:ignoriere _
de:Liste $arrowRight Wort _
de:Zahlen von _ bis _
1101de:wende _ an auf _
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1cB7zv+hbLK2nGf+X5b9y2Odvd5vHEd50z1dbz3vLAia/qZ6zu3vONR63I7tlFzkzy1zIZv5aH1LUxC9XnED+ixkkkv3uqXki+71Ubxa8EvLocQwHGZCfqIrYBflH2GKr6uucOT6RfavPFou/z2P8W26Rg1lvWTnuFKb/OT/WKj/OjvXPgHqWvuD+Q6tNHub5WypbZy7Fcxaj+2rRzruX3myn4gedPPVF46Zqvxi+2sTWyMAO6QiaLNMAL+tu5Fmle+Xa7qxgjV15+U8hfaytK9YTrqrKrd3r2orAXVR+w1/Vz2wpKN1Pz8oswzVbHqu7Z9aiMz3S1tPib0s5A7RTnjvc80+TY/6e7NWnRM6Gchd4pf6D4J4NAzQP3YCtT2N85HBUknN5qsKJU6wVbe+q3YNh2nxlwWKTfBL6XUCbfajRP8/KLjX6pKpbpr1tZH831NQ8VXz9Z9s6d7io73U15a0US/ogqvnrX7Zk83YMDzEcAB8SkdbwHvy35M5m8b1+WFNlS8PN5dx6e7rPd8zGUT/IpWmNTP+6N+uVZu696HbahU3Q+ZVwsCkff0S9b0c2m4ZAX8WrALeQgBHFKf2rEV8Hy0QtJl4wLh4zZU2u4pR7FtP3hjkecm+Lns4yUb2amf90WfkumcZvOmFTY4tUcZBh94wAYiz31KGucnreBRhgEnpIXSBHALSBySLAFfvjytgx58YNxj9e7VfYuX8I3n1tZB9Ru6D+qxCX6LtWjJ9XZ99YajHb4aT5T6ybh9tX+r+xYfiHtr7vUnSh0wwW+xFh24K/fWzs5RMyFAAM+EKufsaAHvz/bJvbp3cfW1WUr/tQ2t+a+OHlQbm896b59rm19a/tdrbLQlP1/xssOV3lQNka5ay+59NlwadyWijQPpwFIv89zhm6Smn8v7SjaKX0znkgCO6cTQVhiBxqMFf7nlOb571zvwd9hQadxnk2H66pSqjUcLNv1c9o6SjUzJz/uz75D7R2pjrj644XE/3K4qPdwpBqH7zHruHS7V/aSHXanDS3YjfqEnZpL6BHAMJ4WWwgl4PnOFZFu3RfyZ1q9fsqOHyIfrMr6VM95zhY3zW6/fLJnqQ+Qbl6J/JumQRghfYYPF6mfKvFoQaFyK3uYnXVG0An4t2LX7EAK43eLUi62A93f/lbxcvXxXf1KA26tseKz6uDxeLQh0+8l/VVaq6WfyV43Z6G75eX/0Krm+2ihblqWfbYNrqqHCqwWByHtfJXnTL63Ks9fYTfi1YNfOQwjgdmpTK9YCns+sluzERpNjNlQ8PtYNx6y5jOdWm9T0K1phj/w8H90qKVsfpn/DhkonxWzIsW4n8lzTz6VvlKyAX8xmjACO2YTQThgBvyjbq4rf2KjuKutIu7x4d5huOq9q1nt6t+xwtc1POrJohT3y8xXREqV1V+2T4Nqr0mtDa6sbe/BqQSDyXHX3saZfRepdawX8WrBr1yEEcLukqRNbAe8/boG866HmF69cV9tw8fzYNhyzxo7z5Qu69Ng2P+nqohWmxc/zmasl+7vGkB9VedH+dnnhiZgRxLadjPdebfKm3yJp/4LhF5cJI4DjMhP0EUzA89GVkrYGxhPaNPcg+9gtvw/WUIcVjjw3wW+uNh50i02Pn6+I9lda1YcLzKuxuK6wYb6Q1eoSiTy3vzTOjy9ktUrXluMI4LYwUyTOAp7P/Eyyw2s9mj5ng8Uz49xv3HrLeO5nJtX9ZJ8r2si0+nl/9vNyP60x7v+0oeIz42YQ536ynvu8S02/ohXwi8mEEcAxmQjaCCPgF2QPVZf/vFG9LKWfZkNrHgnTTedVzfpJh7rSTb+05j1tjX11Wv08372vVP5d89vpm+0wu2LsF52nFabjbn/1vmU90fQzlQ8bs9X4hZmOCVUJ4BhMAi2EE/B89hLJ39N49/slGyy+Plw3nVc567lLXKr7SV8qWmFG/Dyf+ZJkr23M0wdssPi+ztMK13HGe79k8rqf9IGiFfALNx3NygRwDCaBFsII1B83mP2V5AfVf7H7qTZYuiFMNx1Y1WVZ5X7lUs3PpVNLVpgRP+/Lnirzf68r2X02NHZwB4oFaznrPae6rOZn0n1jVsAv2GxsK0wAx2ASaCGMQOM5tN9sVGfj/ylOQ+M5tE2/mdz4v/GAjOpl1H1rbbodb8NjY1NsObGHNx6Q0fQz2fFjNoJf4BVBAAeeAMqHE/B8tErS2fUOeP7sVGci8lzTrx3Pn/X+7LDcL2xcrbjGBktvmWrPST4+673Drrqfy64p2Qh+gRcEARx4AigfRsAHuufrkfJvJS2qdZCyF9jKse+H6abzqnZ79/yyFjT9THrBmBVm1M/z0QskrWtoPaZ90/vbwJrHO08vTMeRn/wCKdX0S2vD/msMvzCzUa9KAIfUp3YwAe/PnCO36gPMq4+8+4kNl54TrJkOLJzx3nNMXvNz2U9KNtIWP+/L3COzZzeuWpxlQ6XPdiBfsJYz3nuPyWt+rspZJbsJv2CzQQAHpKd0SAHPR9Wdmw6o/zPULrbBsY+G7KfTakeea/qZdPGYFdri5/nsxZJ/uOF1vw0V61+g49WSQNZzF7vU8PP7izaKX0tyM3MQ74BnxpWzxljAB5TSI9Hm5hWgOY8faB++48EYtxyv1nwgFen2pt/jsgPvsJG2+Hn/cQfJu35dv3Ih137FLhtQJV5A8e3mOH/ZQV2aV/eTvKhju2QD+AWaMgI4EDxlwwl437JnyWqPzau+/mBDxaeG66bzKi/znmelZE2/ohXa6uf90R+q0VuTS/mzbGXp3s5TDNdx5Lk/SHU/lz2rZCP4BZoOAjgQPGXDCXhf9DqZvljvwAo2NNYbrpvOqxx57+skr/mZVBizQlv9PB+NSjq5MX+vs6GxL3eeYriOI881/Uz+ujEbxS/QdBDAgeApG07A89mBLd+82roT0IdsqPiucN10XuWs9w74OL+iFdrq5/mo+hnmxXU5H7Ch0vs7TzFcx5Hnmn5bruIPlGwUv0DTQQAHgqdsOAHvj74o1+vqv791pg0XPxeum86rHHmu+u637ic/s2ijbfXz/uzZcq/eg1x9fdGGiss7TzFcx1nvOdtlTb+iFfALNB0EcCB4yoYT8Hz0U0mNJ8KUn29Dt/0gXDedVznyXNOvLHv+bTbSVj+/MLNUKftuQ+6nNlRs3JbUeZYhOs74KUtNlaZf0Qr4hZgI7gMOpE7ZYAI+sGSuHnnqhurXdyRVtO/vF9jA3RuDNdRhhZf48rlP1WNNv99r0YK77fq2+jXm8IkGHXM4xTXUmMOmX4g5nGLLs/Zw3gHP2qllYJMJ+EXZ56vi32v82T02VFyCVOsCWc89f8tDF5p+RSsE8fN8VP3m7l/XO+cqRuszWD8y8lzTL8RVjKn2O1uPJ4Bn68wyrkkFvC9zlsw+Xf9D/zcbKr0BqtYFMp47y6San8v/rWSjQfwmPJ5Qzo5YrU9h7cjxjyd02VklG2FHrCkaTsfhBPB0KHKOjhHwvmitTC+pNWz6pA0Wz+uY5mPQaOQ9ayWr+0mfLFohiJ/3R5+S65xGH2ttqJiJAU/HtBB5rrqNaNOvaAX8AsweARwAnZLhBLw/e4+8vheu5B+yoVJbb6EJN/LpqZz13nu8uZewPlRq8y1IW0cx4VYk9vKe8uRudyvST0o22pa9vKfc6Cz/AQJ4lk8ww5so4P3RDXK9ov5fK2fY0NrPY9S6QOS5G6S6X0U6Y60Vgvh5X3SGTPXLpqav22Dxla2PgiMj7zlDsq2Xnb9etAJ+AZYFARwAnZLhBLw/+3m5n1Z/A+yn23Dp2nDddF7lrOc+71LNz2Wnl2wkiJ/3ZU6TWT38za61wbHTO08zXMcZ7z3N5DU/k64dswJ+AaaDAA6ATslwAgTwntkTwHvmF5efJoDjMRMEcDzmgS7aJEAA7xk0AbxnfnH5aQI4HjNBAMdjHuiiTQIE8J5BE8B75heXnyaA4zETBHA85oEu2iRAAO8ZNAG8Z35x+WkCOB4zQQDHYx7ook0CBPCeQRPAe+YXl58mgOMxEwRwPOaBLtokQADvGTQBvGd+cflpAjgeM0EAx2Me6KJNAp7P3iH5MbVyrhU2XLyiTaVnRZms5+5wqe4nrShaIYifX5jpU8qG6m3YHTY09qJZAdymQWS8t8/kNT+T7hizAn5tsh9fhgAOgE7JcALeH/1YrsYDBPzjNlR6a7huOq9y5LkfS3U/l328ZCNB/Dyf+bhk9W0wTXfbYPGIztMM13HGcx83aes2oncXrYBfgOkggAOgUzKcgOez79sSHQONd8BX23Dx/HDddF7lrPe+z7f6SVcXrRDEz/OZqyX7u7qgD9hQ6f2dpxmu44z3Xm3yml91Pks2il+A6SCAA6BTMpyA9x1/oqyyutEBm/hPcSqO994TK/KmX6hN/D0f3SbpuPo7YD/RBks3T3EoiT488lzTz1U5sWQ34RdgRRDAAdApGU7A39m9WJvKDzQ6+B8bKi4K103nVe723sVledOvaIUgfp6PHpO0V/0N8NzFNnzLQ52nGa7jyHNNv7mas/gW+xp+AaaDAA6ATsmwAt4f/UGu/WpdpMt/aR+97ZdhO+qs6pHn/iDV/cqyv7zNRtrq5/2Zw+T2/+rvfvWwDRb/rLMEw3ab8VMOM1XqftLDRSvgF2hKCOBA8JQNJ+D56BZJL6v/AvdTbbBUfcIPrxYFIs81/Vw6tWSFtvp5Pnq1pK80AvgWGyye0GLrHCYp8tw2P+mWohXwC7QyCOBA8JQNJ+D5aFBSvvEL/D02WPw/4brpvMqR57b5Se8pWqGtft4X/ZNM9S8NuQZtuHhR5ymG6zjy3D9t+adn40tXNli0EfwCTQcBHAiesuEEPJ85V7JrGh18wYaKbwzXTedVznjuXJOafkUrtNXP+6MvyvW6xhWMc22w9C+dpxiu48hzX5Tqfi47t2Qj+AWaDgI4EDxlwwl4/7Jj5Kk7Gh383IaKh4frpvMqL/PeY1Lypl/RCm3183xU/cz5kJpcxY+xy0rrOk8xXMeR55p+rtQxJbsRv0DTQQAHgqdsOAEf6J6vR8obmh3su34vG1i3PlxHnVW527vnl7Wg6bdeXXutsxva4ufnLttb+6T+1BQrL5pvlxee6CzBcN0u82V7p7RP02+RNL9g+IWaEQI4lDx1gwp4PnpUUuMWGj/Nhkr/GrShDiseea7p5/LTSjbaFj/vi86Q6bMNrkdtqLhPh9EFbTfynjMka/oVrYBfwBkhgAPiUzqcgOejD0u6uN6BFWxorDdcN51XOfJc08+kwpgV2uLnfVFBpp6G2IdsqPiuztML13HkPQXJmn5FK+AXbjqq+3DzQiB5Ar6i+2Cly/9d34teZXWV/9w+cttvkiexeyPu9tzBZanpV1b5z2+z1TPq5xe/5ABtTt9fvXu79v2hrvJi5qz1+XuJn3RAWtv8yiovnuk5a727ZB5JACdz3hl19Td4PvqWpO4ahnufDZcuA6Z1gchzTT+X95VsdEb9vD/bJ68/wUfSN22o+PLWu+XIrPf2eeMJSFW/ohXwC7wsCODAE0D5cALel/0bmf9zvQP7rg2NvTBcN51XOes9f+Oymp9J3x2zwoz6eT76rqSl9elybj+a4pKJvOe7ktX8uP1oingzdDgBPEOwnDb+Av627kWaW65uqzin8Uv9cBss/Tz+ncejw27vXlTWgqafK3V4yW6cEb8J20+6Htem9P525Zrqfsa8WhDYbvvJx9PasP8aw68Fuhk9hACeUV5OHneB7TZ1uMQGS/8Y957j1N92mzpcUrKRGfHzfPYSyd/TGDubp0xxEWQ9d4lLTb92b54yxXYTczgBnJipZqCTCWy3r/CDNlg8EKnWBbbbV/jBohVmxM/7sg/IfHGtM/dX2nDp6613yZFZzz3gUs3PZa8s2Qh+MVgWBHAMJoEWwgn4eUvnaOHC30mq3w9pepMNFq8L11FnVV7qS+cs1AHb/ORvKtrotPr5hdEbldLW+4wf1X2L97Prry93llS4biPveaNkTb/FWrRwyZu+AAASR0lEQVTf9YZfuBnZVpkAjsMs0ENQgQkPd5fYmnKKsxF5z22SHdf4sZ9P99aUno+qj847rH5+L9pQKTvFFhN9eOS5pp/LiyUbxS8mK4IAjslE0EY4Ae/LZmV+67gOlttQsbphPa8WBLLem3VN9CtaYVr8vC+zXGb/1myjko7ssjWlFtriEEkZ71lu2uaXlkdrbBS/mKwOAjgmE0EbYQW8L1opU3+jiwdUXnQoewy3PieR966UvOm3SDp0T/cY9vOWLtTChT+TtPVz5ZU2VHxH610l+8il/sqFC7V5nJ+vLNoofjFaFgRwjCaDVsIJ+N8v21sbU9VLdfs3uvigDRWrz03l1YLAMj9175Q2TfArWmGP/Lw/80G5vbdR/reaWzncPrS2ugc1rxYEMt77QZM3/Sqac/ha+xp+Ldi16xACuF3S1Im9gPdnzpHbpxqNPqFK5Zl22drqdou8WhDIeO85Jm/6VZR+5lr7+m75+YXLDlEqda+keY3S59hQcVULbXCIpGX+ikNSKo/z83OKNopfzFYHARyzCaGdsAKej26X9KJGF1+1oeJrwnbUWdUj771d8qZf0Qq75ef56KuSXtUY/X/YUPHYzpII223kPV+VrOFn/1G0EfzCTsmk1QngGE4KLYUT8IsyR6liP2h2YH6iDZZuDtdRZ1XO+MlHmVJNP1flxJLdNCU/78+cILdvNEee8qNtZemHnSURrtuMn3yCKdX0c1WOLtlN+IWbkh1WJoBjOCm0FFbA89lrJD+31oXrQW1Yf4h9Yt2msF11TvWs565xqe4nPbhevzlknbXm58uXzNXBT/2lvL5phMyvscHSWzpn9GE7XeJL5j5Vf/FLbdt045qSjeAXdloI4Jj601YMBXxFtL/Sqv4SW1APARuxwbFTYthqLFuKPFf9IlvTz6SRMSu05Of5aFTSyY2BbVBZf2GXF38by4HGsKnIe0Yla/jZBsn/omgF/GI4V7VfLTHti7YQCCrg+egzks5sNuE604aLnwvaVAcVj7znM5Jt85OfWbTRnfp5Pqq+U/vkuGGusqHiOR007KCtRt77FsnH+dmqoo3gF3RWdl6cAI7x5NBaOAEfUEoPZ+6V2eGNLqqXoF9qQ8W14brqoMo+kMro9ntNmuBXtMKkfp6Plm3xrW6Gkm6M8qfat7jEBlTpoFEHazXy3JP8ijp2iWwAv2CzsuvCBPCujTgioQK+4th9lJ57h6Rn1ghMD8vsKFs59quEkkxp2Md6bp+50jY/6WFT+agxWz3Bzy/IHqo5vk6u/RoF7tXG9FIeN9gad9ZPOtSVXidt80trw1IeN9iaX8ijCOCQ+tSOvUAtHLq8+q3erQ9ruFtPpI8lHFqbukY4bPOT7k5rw7Fbw6HxTOZqeGz7R84mW2pXjP2itQrJPqrxTOZtfvV/5Cwds9X4dcDSIIA7YJJoMayAX3T8S1WpVG/r2Hp59CYNFXNW/Y40r10KHO+nvLSiiX5FFXL+fpkeiUbGfemq+oSj47nMv0vS+gE+kIp0+5P8dnSZv8WzclgbBQjgNmJTqnMFvD/zNrl9bNwIPmRDxXd17oja23nGe95mmug3ln9szrj9t6sN/a0NFf+5vZ11brXt9t+ufkbyt0Ubwa+DppQA7qDJotWwAt4XXSXTW7d1YR+zobELwnbVOdUjz1215b7gpt9rSpvU/6Un6gMwu8wGx/o6ZzRhO81479Um/7utXZjssjEbwS/stEy5OgE8ZTJ+IKkCvnx5Wgc9WN3VqXubgQ9r39JFfFt316tiuS9PP+iP3SLT8VuPfv3YJr39q4/fkv71gSfb9TwkfpeK9cvOQ5JWbD3WZTcfqL16rjf8dukXswMI4JhNCO3EW8DPz+yneVb9Fu9ezU5dI9qUfgNfzNr53FWfOPWHeV1fftN7F5ywYe62Xz1zylpdSW94Hd/a3blf9YlTaW36gku5cUc+Ok+bnnGz3fzHeP/NobvJBAhg1gUCUxTwfFR9Pm31curWhwVUz/Aj2eZeG/z2fVM8XSIOrz3dKJ0qyLXk9/uYVr5+vorP3fqdthrBjzYr3ftt+zp+k6yIxtONCpKWbPtj+/e01r91ja15MBGLaBYOkgCehZPKkNoj4Pno3ZL+97Yd5fwhVXSKXVaq3hbCqyHgF2aWKmXVLSaftvU/yf3d2aF9UpI3/Vx6SEqdUrIb8Ru3ejJ+ylJTZYKfS+8uWeFSFllnCxDAnT1/dB9YwPPZ18r98zLNr7Xielxmp9vQ2JcDtxaL8pP6yJfbcOnr1Qaz3vNal31eavhJj5v89DEbxW8HPi5bXrKRmh+vzhYggDt7/ug+BgL1d3i6UbKnN9/hSddp3/RZNrBmcwxabHsLft7SOVqw8LMy/a9dXSGovsOTKjeaNM7Prktr/VlrLJl+S33pnIU64LPSNj+uELR9Gc94QQJ4xokpkAQB7z/uIKlrdfUzzm3j9YfkqfNseOxrSTDYOkbvy54qqz0U4IBx497pZ+TH+SsO6lJ59fjPOF32UEqV88ZsNFF+We851WVP8uMz8tn3t4gAnn1zyogCCTS2VbxN0nMntuDfUEoX2MrSvYFaa0tZz2efI1WGJTtxu4Lf0/r1kX1i3fqdNdLYVvFJfi59Q7ILSjYyq/2yfspzKqoMm/Qkv/XqitbZDTv1a8skU2RaBQjgaeXkZEkX8IElc/XIn90sWbSdRXWbxcs1b96AXTq7bhnxd53wFD3xxEDj3tQJX22W+bf069KJdr2q49/la4kvn/tnevRm24HfPG0amG233JzgJzzlCc2Z1M/l3ypp7xPFPb67XDudeAAB3ImzRs+xF/D+ZUfIU9WtK5ubTjSa/p3c3qv9xj7Z6Zt31B7Z+MfMW+X2gS3/uHjqdpNyq6zydhtc++PdmaxlfvIRKU3uZ/L3junFn+z4R+3VHtn4nbeaJverqPL2tXbTbvntjjk/034BArj95lRMkIDno9dv2bTjw5L+crth369UKm8rb72+Ezn8ouwbVPFBSdV7ose//mvLIxbyNlj89+kYV+S5Hfql5PlbbbQj/bKee4NLk/vJ8kUbmRa/6ZgDzjFzAgTwzNlyZgRqAr4iN0/pRy+W7D2SFkxkqT3q8CrNm/+FuF+aru8CpuVS6nzJj95uequfT16i8qKVdnmhscHz9CyAnOfmPSpdbNKT/Fz2A6ly1Xxt/kLcL01n/JT9pPLylOx8lybxs0sWyVcWbHr9pmcWOMtMCBDAM6HKORGYRKCxg1Z184QzJ/njjZK+JvdP6/4DC3HZF9kHurv0x805ud4s2SskzZ2k91XqKr/LPnLbb2Zy4iM/+UDJLpVsh34u+/SB2qsQl32Ru727a7MW5CR7s8l34Gerytr8rtts9Yz6zeTccO7dEyCAd8+Nn0JgtwU8H71a2y4/zpvkRL+X+ypZ6hobGrtntwvtwQ96/iVHS+kzZTpHrv2efCrfKLP7VLYL7LKx6jNp2/aKPLdLP5dWpZS6ZsxuDOL3Eu89Oq3KmZKdIz3Zz6WNJrvPlLpgzL7eVr+2TRSFdilAAO+SiAMQmBmB2qXprsdeU393Wbv1JDXZG2fJql/E+Z5MP5J0p9zvtKHiA9PRVe1duet5StmRcj9qy7vwFzTuxZ3sd0NFrtVK6dPavOgr032pearjqV6afkz+muq7y535Wc3Pv1fbr1u601W5s2g3TYtf413580x2pKvqZzv3k1fvdf70ItlXuNQ81RmffccTwLNvThlRBwr4xS85QJvTb5bp7ImbeexwMI/ItE7udymVekBl3SOv7PxBBpY6SKnaRiEHyv3IRtju2wLXjyVbpa7Nn5npy8wt9DLpIS/xkw5IK10N4rMnPrBgJ37SOpfuSkkPSKl7KtJO/VLSQZLX/FxT8zNp1WaVP8Nl5t2d4dn5cwTw7JxXRtXBAt6XOVZm1ee9vlHSxPtq2zeu6n27n5NVrrDBtd9tX9k9r5Tx3mNNHgM//1xFqSvW2khH+e35DHCGVgUI4FalOA6BAAK+ovtgzak8TxWvXyI2q+6y9ewtT2GaM03tbNoS9D9pXJ79kVS5U+U5d9rla349TecPeppuzx1ckT/Pa5eIdZTVdymbMb+KdOcc6c41VpgVfkEnLwHFCeAETDJDnF0CtW8mP7LxSKnrCMmPkXTalluAuiT7b8l3tONUl1yHyLRJrmuVsjvkm+/WvnPvStoDI6rfTN6ohUd2yY9wqeln0n/7zvxkh0iq/oPlWpPdsVm6e67W35XUB0bMrr9VYUZDAIdxpyoCCCCAQMIFCOCELwCGjwACCCAQRoAADuNOVQQQQACBhAsQwAlfAAwfAQQQQCCMAAEcxp2qCCCAAAIJFyCAE74AGD4CCCCAQBgBAjiMO1URQAABBBIuQAAnfAEwfAQQQACBMAIEcBh3qiKAAAIIJFyAAE74AmD4CCCAAAJhBAjgMO5URQABBBBIuAABnPAFwPARQAABBMIIEMBh3KmKAAIIIJBwAQI44QuA4SOAAAIIhBEggMO4UxUBBBBAIOECBHDCFwDDRwABBBAII0AAh3GnKgIIIIBAwgUI4IQvAIaPAAIIIBBGgAAO405VBBBAAIGECxDACV8ADB8BBBBAIIwAARzGnaoIIIAAAgkXIIATvgAYPgIIIIBAGAECOIw7VRFAAAEEEi5AACd8ATB8BBBAAIEwAgRwGHeqIoAAAggkXIAATvgCYPgIIIAAAmEECOAw7lRFAAEEEEi4AAGc8AXA8BFAAAEEwggQwGHcqYoAAgggkHABAjjhC4DhI4AAAgiEESCAw7hTFQEEEEAg4QIEcMIXAMNHAAEEEAgjQACHcacqAggggEDCBQjghC8Aho8AAgggEEaAAA7jTlUEEEAAgYQLEMAJXwAMHwEEEEAgjAABHMadqggggAACCRcggBO+ABg+AggggEAYAQI4jDtVEUAAAQQSLkAAJ3wBMHwEEEAAgTACBHAYd6oigAACCCRcgABO+AJg+AgggAACYQQI4DDuVEUAAQQQSLgAAZzwBcDwEUAAAQTCCBDAYdypigACCCCQcAECOOELgOEjgAACCIQRIIDDuFMVAQQQQCDhAgRwwhcAw0cAAQQQCCNAAIdxpyoCCCCAQMIFCOCELwCGjwACCCAQRoAADuNOVQQQQACBhAsQwAlfAAwfAQQQQCCMAAEcxp2qCCCAAAIJFyCAE74AGD4CCCCAQBgBAjiMO1URQAABBBIuQAAnfAEwfAQQQACBMAIEcBh3qiKAAAIIJFyAAE74AmD4CCCAAAJhBAjgMO5URQABBBBIuAABnPAFwPARQAABBMIIEMBh3KmKAAIIIJBwAQI44QuA4SOAAAIIhBEggMO4UxUBBBBAIOECBHDCFwDDRwABBBAII0AAh3GnKgIIIIBAwgUI4IQvAIaPAAIIIBBGgAAO405VBBBAAIGECxDACV8ADB8BBBBAIIwAARzGnaoIIIAAAgkXIIATvgAYPgIIIIBAGAECOIw7VRFAAAEEEi5AACd8ATB8BBBAAIEwAgRwGHeqIoAAAggkXIAATvgCYPgIIIAAAmEECOAw7lRFAAEEEEi4AAGc8AXA8BFAAAEEwggQwGHcqYoAAgggkHABAjjhC4DhI4AAAgiEESCAw7hTFQEEEEAg4QIEcMIXAMNHAAEEEAgjQACHcacqAggggEDCBQjghC8Aho8AAgggEEaAAA7jTlUEEEAAgYQLEMAJXwAMHwEEEEAgjAABHMadqggggAACCRcggBO+ABg+AggggEAYAQI4jDtVEUAAAQQSLkAAJ3wBMHwEEEAAgTACBHAYd6oigAACCCRcgABO+AJg+AgggAACYQQI4DDuVEUAAQQQSLgAAZzwBcDwEUAAAQTCCBDAYdypigACCCCQcAECOOELgOEjgAACCIQRIIDDuFMVAQQQQCDhAgRwwhcAw0cAAQQQCCNAAIdxpyoCCCCAQMIFCOCELwCGjwACCCAQRoAADuNOVQQQQACBhAsQwAlfAAwfAQQQQCCMAAEcxp2qCCCAAAIJFyCAE74AGD4CCCCAQBgBAjiMO1URQAABBBIuQAAnfAEwfAQQQACBMAIEcBh3qiKAAAIIJFyAAE74AmD4CCCAAAJhBAjgMO5URQABBBBIuAABnPAFwPARQAABBMIIEMBh3KmKAAIIIJBwAQI44QuA4SOAAAIIhBEggMO4UxUBBBBAIOECBHDCFwDDRwABBBAII0AAh3GnKgIIIIBAwgUI4IQvAIaPAAIIIBBG4P8DuIFILA0iQn0AAAAASUVORK5CYII=I made first circle!2803036I made second circle2That is how you make a venn diagram!2Draw a venn diagram!580