A quick experiment of using a Markov-chain mechanism to let an AI doodle in the style of a scribbled sketch. - Under Construction 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dyrAeihU0Ja0v8A0WVvEXTT+YQAAAAASUVORK5CYII=A quick experiment of using a Markov-chain mechanism to let an AI doodle in the style of a scribbled sketch. - Under Construction -de:Entfernung von _ nach _
de:Länge von Pfad _
de:resample _ auf _ Punkte
64last1en:_ -grams of _
en:next item in _ based on _
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tmA/oLvAv9uv23Xdf7P6fNeByvdvU7fCU4NNmp9qD15qmkZGR9+Sc+s96yWPX5M9qCt0Hqa2LcH356ya7rof3dn60Nu0bC/TqbV+68XFhYwRmP14+tp/fxiGl8wmPJIDJrprHpQm98vLy/8oo+ity/l2rbWsoCb/NrYO2S9A46EPrVarO5aYSXAklJxmoQABuBCwVnKzBrE9mOm+vu/fPnU+stGC1FI9i2NIsq2HuHn4y6pLY/9isBbkPNB2mjrbtpWlDWX08yYfZ5GOyRpW13WykMRn7WtbrVa3PfDAA1+K8fc0G0c3x7rffx0B2Aq80qLgDq6SZn0ZgT320wZfuuxFO2RdlIT+cndvY1lm9JZTCCye4Ltevcy8vCYtPmO6cuRebLpsrvqL39/3/VtjyiXHIEAAPtIyMBf0PIFD5omO/YFbfw4NtLGbqpVSH+37/nWe75WHj7293U7N1Dd31RkUNReAfRsuRNc4PTW67KUoz8/Pf1z2+3UdtNZ/5+Li4p+VFKcx8DrN/5valdR8z87Ovu6svhV0cGr90X3eHi85h2jvEoN9pvW0GC2y6lvXde8zI8jl9KPHTOzzWvnu4xAgAB/Hfdo6S8+errPNsefn529RSv1S4HK9D1entvfEMAzf5gnAv2D60uRP3pplYO6qvbn8VO16pzYmGaX04XpqrVl9mp6dj1yOrJ2XzPnJ6GPfQKCtkc1On3+w9usMwIoa6DZeTCAAZ5kdys/Ls2zoIsHXMrM3yZj9PR6KC+dRV4AAnOFv9syVVaTGN97/af1vaenb9x640vw47sAT1Zw6MXd1bmH+zcIP8nZvNmnYrHNs9+U2TfMTwzDI6OvNJ7SHbWwNOLScZUoANvdrvRayLEbR9/23pN72iY3sfV8lK3N9QWstC6HcFRiJLk3L0r/7s4FFMaQmJYPfZJSt7Wk/6KdeXOz1sqMHYElGXdd9v9b6D5wLO+qgYpcjpdTntNZ3L7HeuRWA7RfRyTETqWWP409XgACceG8jtsAbt/CTwLaXQGw36Zqt9Wanv/jmrrqjlX0UToAdD1mPinZqlqHa72Z0tN3U7WwM710UI1ATk3Pw1sZDt7Lrur+vtZaRw/JJHlBkmoal+T51VTEJ+F/t+/5WydhMpXqx1lqCbmjaiwwEkilGn3MDhD19TCl1Kd8TWvjDKadJ6zkH3GdHwif+lK7tcM/1LN6c7o4zSBmjcG0QZHRwAgTghFviWeVpKrUE378oax8vvP+sPLil+VYe7lFzNCfmrr6z7/t/4LsIk8Ye7OMe5k6F2alJe5p+N/sCOwOzvA/Erus+crWe8z0mY1mf+K+a606qxdojqJVSyWsbd133Wa31jyQUla1DZQSyUupHzYpgO0tASq1ca32fmVoV3MTB1xqglPpQ3/dvdM/N6b+f3TXJTu8LwKExALkm15nOcZudKZB7bm3bynKgLzbpj/aFJff6SZcucJIB2ASPdzdNI5sQvG6JnWmcPjWR/oZS6k8j19X98jAML0q/PbspnKa0/661/ler1epNUyNUQ5sHhN7S3RHW1llsbaZgatDeUdKeJtv1whzW5gg7axpPBQGt9V1mQ/mkzeg99y21Nhha93mJ2ylTimSlMGmyDI7ANdcgL0M7tebQC0VsE3/g5cvX757kNn6vmW/7NqXUE1pr2Rd6/Mj820/K9e+rpUgy8tz/xWu/1rXazdBZXksUKr7jeAROLgCbB7/sFSujfsdPUf9V7GL3odseW1OdKzYTTaHvGIbhPaH0vmk85tjQ4Ct7gJT9tZLHjzm2OzVxWchhtVp93Fq1amuhiFC/sBOA7T1pxyUs7c3oo5aS9NQakx6MnvnHc7dp8u9SFrTWH76aXiQjsaOmvQS6Adb5hDazcEaeJwWdpZqgPYunhGzWq0mZFwwZMLbYVo721ooyer3v+7uLbuBE4twlVvd1Pnzv4QucVAA2NT15cNtzJ8e7kPTgtW+dvaBB5C2VB6tM2rf3Yo2eBuLLY2ajhckXjJS5q54lD6WW/R1yTuMG8G3b/q4JxOtTHR9s5sEt/nZNbWtVLFMr2TSjm9rf1iIfngCwvj5nIFnUS5UngEY3DfpaDswAnp3maLPT0CNaa1k9zO0rloAiNV0ZDBUVdK1alW/hlNky7Rt5Hll2FxmEFdgkIuYUnhyG4akxB8Yc43Q/JDXFx3y/89KYPfAtNS+OPw2BkwnAXdd9SGv9euu2yIhd6Vsb1w6WP0lzlzQpRn8CtQF5iL5DBgOZZlh7/9lx+UW7OUryS6qF2CfomUJh/3l2iklsAPYcJ7WSl1oBdT3q1tMXLiOf5YVjs4i/OUH5NxkFvLVhgpN+Z4Su88Kzub7UjeJ9ffZa69ddXFx8dK4AGAtpSfG9zO0kt7/XM+Ure97xxL3batK3T8jsAf1F83IUNU7ACSS+JujoaUiBEeNu90XwFmitX3ZxcfGFuXs093ePnZRHeQa8ZS5tzt+d5u6vDMPw/JzvIc3NETiJAOwZmbzexccEx63m6LEWF3uLPU2YEnzlYTTZTOaek/RhXlxcSJ9X8mfiIRwV2CcGj21eCjybHaynUjijp9fNvp5+Nd81DWdnZ/f69vqdGqHreeHZPPjPz8/vMf3Akt/s9Ctf8/HVrk/v6/v+3qmbkNB0an/NpmbtCcDZrS8T9y7YAuDU3Gdf0FyLwCCsl/R9L/s5z36mmsxnE3+zRaV4YwvZaEFrLYP43NaKx4dh+M6Y80g9pus6GeEuA7Hkk7RZSGpeHH8aAkcfgN2HhTvHz/Sb/s7V9JMfNrcsqTbiPMSjgq/k49TWmpS1eD0PRLc2PR4SNaJzoh/TDsBbfa7jJveejRS+Wyn1eq31GwI/ARlYJAFnsyWe53rsvDaBy9PHvVU79iyPORWENmam33Wzi5JpjdhpCjbfL1v+vXri5y3p5OXLHRC1CbKeF8LoZm+PlbxAStOm/Zl8+XDyTyrvkoldg04NJmZf4Q9OPR7N/ZCmenEcp+rZrSfJ52znZ+Z9f9xaP9v+c9Kc6JTHvPOizFzgFLwbeuxRB2DfSFvflmu5NYK2bWXvVXkgj5+ofkcTgO0gI/8UvRZv5EN4p2/VV4adZfLcQ9YB2FPjWS+o4QkkElSD81e11r8eU8sPjdB1WhtCO/zErLy1szymWT95bE62g6X8mwS4l17N2X2V6cP1UUrtTwa7SRO83de38zLkvnwV3nt74NmY12SN2ukrTy53TquHNNt+b+xI5cB88zfJ9pgzI73tBV+iXixDz2xnnXH7sKjfTG4scMrF3gJ97vmR7vAEjj0A27UD7wPbBEO7Tyu6achTc4zux/VsAB/dh+YJwDsPYRPsxs3ZvSVrpula0owB2Dfi2F5ta7LkKqW8C2mEEjmLcMiqRI9dzWd9ltNc6H3ZcWvBSqk7+r7frMy1ftPpOnvt6LE74ssyaDjzJ7jVjBtoot3ML/Z0W5Tce3sji9gALKtYfb85ODpvc13ywikj3cdPdJNtoLzNvrQuuVmG+b3bq4XZtzy7KyCm3DAKOkaJY2yBow3Ann66uZHA9o9yNpB6HiZJfWmeADyb50TAsmsH42E7yz7a6SOXTvw/TdP8sTOtSAZMyRSuqVWfHrV2N5Jsox/y5gHpux779CebINu2lTnesp/rTkDyBD/Zuk+uRdZajvlIjc/dI3bnfNz9he3R3J4aWMm9z6kBT86xdhEmdl+SQ2f72sfv88wWmA2+pjxsDfqyVw+LuWFOuQ+NGo++jtQ8x+OdsrfXYJ97jqQ7LIFjDsD2g2m2ycoJiLMPBs+DfDYP+9Y6W8HJn7KnITm72ozZTAY9p5Ypc0/t0eDJpVCWkdRaf17mr5o1jO2AlhSAPTb2+czuJuPpC5b0gxn1Llsujp/1qPeI5UPH43+taZp/b62zPf77Th+uZ21te7S2PY86adlM98YEBjQFH+72i+NcIDMD795m+vNDo72jApdnLMaX+r6/LaageV52s/tPQ60+SwzsmroWT7dEdr9/jBnHnIbAUQZgT+13tobRdd3vaK1fKbdt7scYaGJMGpnprNectHSip4biqzEGg559rea7ZA9Z71aEU8VYKSVzgN+9Wq2+ZO+96+njTArAkqcM1rm8vHzS3vj8aoTy05RSn4nZdzaw4Ip9OaFBUTK95cJMIVsfr7V+5mq1kjWbPxPY/MG3xaK7QtYmUDldF9l9gRNrYU8FYPu8vC+NM7svST//bzRNI4OY5BMbgF2P6ADkCZolZr4Bi0UvQXOPenOf5Pc1vsQktZbNfT9/P12BYw3Adu03asSk82CdrAF3XfdBzyjfpCBj11plZHbf97fnFqPYGrCpGUrty14FbP2wbtv2fwd23fGeloxUVUp1vk3v3QCf2gec6+BLF6jdbgWo2I0JJgLezkAmT9DYPOS7rvszazDXbGtLyCO0E5QZZS6BZufj1MzdEeY/q5R6pdb6eZ6kMiJZjpdBZnaTcGwAdpvKo38vntpj1G/ad/2el085bG8B0czR/6zVZRMci7Jkuee7TkPg6AKwM80hurDHBuCJvtOopQ/HYuEEzZKHsHcwlBv0fOctu+r0fb+eLuTpkw6VYGkCllWbgkslegLDbAvEPn8uzgpoO4utJARgd+T6eNo7wSSwwcUzTAIZbzB+smxm5loHa8BO8760fEitLLTXsJzjg1rrf2ovTuJsRzg7CMvTIpVU4/TMNsjuPw28tGQ3aU+8HI3bSf6MVfPd6yjrff6G+O46AgcZgK0lDWUk51vtPVGdXV68O8EEagb2w3Vq/mho9G/0g3TJ7c8m5vBuamWy1rP0Wzr9vG4tUBbzn1oFTAYf/WLMGsXuQy5lb959FnNZfMHXfB0TgD2rjf3Xpmn+spxvaPEWz0AsWVJTWh/EWtJd9n2fPPI6YgCdN0DJGtxKqd+zjCUg+Pp25d9l/eWLwF7FSTVgz9SjpBqnZ/nTpO4eu0ztOwCbFy/ZTlJmILi2yVO+9vl74LsPX+DgArBp2pNgaY/CHZtR3SXyUoKiHYDfNAyDDLjZ+TgBzx4Rm5KXHcRnaxATb9mbvXQ9x8joXhmx7G4ZuLWRu/E8N8tEegfamIURbo1dp9h5YEY1Udb8KcS0fjjHSD+otK6Mi0OEpkRJv5/d3P/mq752sV7Plc7dhMMzwMvlW/edy/StcSELpdTjWmtZbGZq6UzZa/i3r5qg75+ZkxsdgAM19aQ+XE83QvRvzYUJbB1ZXAO2RopL8HW3lHxIKXVf3/f31yzn5H18AgcVgGdGq8q6xPJQlEC6bjqTpRJjye0m2FCNxl3q0Ey1GaekRI9idh7mfzgMw/fFnud4XGgLQet7ZP1lma+5eeDKA1/68Uz/o6zhLAtGxKxlnNTn5tynpPuQ6rDE8XNb83laLGQZU/EbWwy8NU63tuXZqCGpJijX6qkNlo5gl/XKPxDTsmGVvZQA7Gu2T5ox4L78pPyundqvbw1reRGKHpHtlrfz8/NXXm07+tOBBWjkeSRlQ1oT+CCQLHAwAdgzeEIKt9TmNjUMM81ElrCTT1K/qm9NY1fLqf1Kbea11oIGUX3Anod5coCKaIL03Wiprf/fpmn+UnIp+ObgG6ltR33MHq8yF1cebskb3EdlsuBBzn3duY++AOD0a4ZGE8816yfde8+6z+9SSn3fOHo/lsRMGfttpdTD7iIlMd8ROwhrYtBa6gudPW2rpP/Xt2ynXHLSi5C5Lmn9sPt3N3Q5W0rGuHPMzRM4iADsWS5RmgAlwMoyiaGBMUnNVM6gqJ3arPPAXe804zTvRgV8z4CUpNqA9GNeXl7Kgu5jE/wjMj2nYB6vNFd+TAbamOuxm0zXJT51gwpzjjLqVVoHolxq/rSmtuYLbf4Qs7NN13Vv11q/d+LaogOwp/VHaq6ya9M9nibPr1zNV77D3Ds5B3lRHFtqksqb79ydtaAfHYbhFt9xOaO0fd9jjxpXSv1k3/e/lVpeZlqMZu+DlAN50VFK/ejUcqtz65ynnjfH32yB6gHYDVimL+Xt9m3xTAtKfaO1V8cnkTbxAAATf0lEQVTxLkXp1JLG/WftGk7Um7lnkYnoB2JgGtFzr5pDpYbgrkwlrQPykJb+KLuZWf5Nll2Uua7y4Nns2jTxwIyeMjLeFwnC8r9j5uzW/InZI3qlBaXv+29xypa9bOXmQe0EZmld+E6339Q0T8pGH6HPw8MwfO/c9U/cl1DScacqd87rIqNwYzYV8Ly4yHKg4xKW0TVgT+BMLosRLUYyKv0fjVuHSleWvNTK70Zr/ddNV01o5bcnlFK/ePUC/KHYMRJz95u/IzAKVA3Anh/O1MIBEoTGT/QPXBLYP3Lf6kBu7Xfc0MH+95im1sBbeFTgDjxE1k3DgQf0loFZ1Ui2YJMai3fT94lt9k529OZUMPE0+W49/Nu2/XdN07zQFLqd+xizLaMs+qK1/qppxVg/9K3/PEcp9bKrbfP+SuIj6VHT3yy14/HzyNnZ2e2+7R8Tv1t+LzGLedgtU/LCJyPopQlYPtGDsDwDzlJbtsRTBsOtA6jTTZV66fbxs7t6lXw5aRFYl9eaDG3byjrE32POYWozBXd916RmT7M92SdMPlvNUZ5VbDbf3XXdj2mtf9ekk5rlLTOjR+2+rJF2tvnr5S9/+QtXq5XUpDZv4XZLQGBP2Oia9Xgizn6l9q1PrnXULDcpeTsvHZvA4N73q80gdqa0OcF7Z4lMZ9BeymnFHCs1L9mo4p97lsZ000srh9xD74tXTGb2Mc5KZ74XD3ft5tvlJaNpGumWkE/UyPhAH3JSAPYsCvM+rfVWC1rk9a+3mRRvpdRHl7KMzJvDbqhAtQDs2Td08ofXtq0EwG819ympxuYEMLfmaAfNneZpZ2H9qSUAp3YPCo6gNn1/P2f14W1NI5Lrndv+LqXsxq6qlfKdh3ys07cq07akaV4+sjjFpp/dt42lsQ8OEDJ94f+58ousjMCVlpJFgq+5Znswk28VMLv2OzaHb70kx8wN9+0dHJPOnKPkJ+dh75UsAyfFYZwp4RbNh6/2BZdtJeW+S3rpNx+XJpVurcUMD/k3wbkdjkC1AOz0ue6sXuS8kbs14OA8Xh+t80ZvL8+31YemtX7ZxcWF/CA3n7la0Higcz3yUJQf+bh3bqj5Uh4U9qCo9dZ5dr+tedjsTK/InVoRWNjjlGvAoUF89m0Ovvx5lpy015iW+yKtOJvdk8wI2aKNLyIfDxJIPj8Mw3sij48+zBnHsBWAPc3um7JjbxyxWq1u8y1j6vy2drYNjAnAvnXAxy6iiZHZknVyq1E0GgcikCFQJQCH+lxD5+/ZaSVppRxnHqg8uORNWD7jQgvyv6dqt5t1bgNNlfaCGeuBMCYAj/3W4/KO4yU+x8lb/l3OS14sNoOmnIfVnzvb5EXva+x8j7t4hPz5ZANwYF1vm2R2CpZvYN3VXsq/aWpa7uCdtWXECGkZ2CXrc8tv0K55yaA6Cej2v32HZ3pZUlNtyrPBWeFrKx9nOt9W94rTHDwZ7Cbm/E+WRc/ayzu/Xc8KZePlE4BTCgLH7l2gVgC2F26f7c/11EJm0zhBx7enqn3I5Khqz+Cl0E478p2b2vzEg8DOWx608n2T83DbtpWpSS+2Ekb1s7klKDCgK6lJf++lcsEMpJlYa/1OrfXWHr9KqadftXj8mzl3ORVT63NbK0JnuQkg0vWhlPrxqz7Jr9sHy0BArfWHQy9bnnsmrSTublZR89JzKEPTtjxBc+scPL9T70uCZ8ChvHSOLUHBMROBoO3bKtL3knkUc9Zz7hdpjlfg2gOw058ZFUQ8faBJAbjruo9cjQ62R4y6AVAeJNL8G/w4A8bkODle+hNlsv742QrknkXmt77fLJhw91zeJgjsLPoQ01zneZj7Fo+IXuXreIt6+ZkHAsA4FWzMYC+tCb51p33rOJdepdPEbO9xLN0p9kyE0Opgdp+5t8bpzPtfd7s4Lxhb5dEEdim37qI8twfWsg51O1ADLi0gpF9UoEYAtn/IUYHUUwONSmdLSTCUmoi9/6zsA3t2dnZ/zFxW89YuA3fsZms7C+9IVHPuO3MMzXSo6LVjfQOxMgOwLCL/q/aJ53zPoqXwiL5M7qdS6r2yMIqZ8nKbUuqL4/aD+9qa0ZkSNbundS6pXYs11yfLm0p+z7K2WJyqpW4F6svLyxd9+tOflmlK60/ot+x0Ez0+7tccWITmwbOzszeGplxNNP9HTQnMtSMdAqkC1x6AzY9QRi5KH6bMtZv9uDUPrfXr7O3TZr9gwQMCtaBFp4H4TneJKRuW/Thfc50VATitgJha4otXq9UgL292v+jZ2dmtS8zFdc/I03WQNBc+9grPz8/fopT6pYnjZ7cA9Wx9OW6m4s4U2NSwnSl/oexju2vc2vr4fckv7rFuHIdAjkCVAJx6op6gV7XPUoKhqfXIaFd5u3/ZdUxhcJshlVIv6fteBm9FfwKBnCboaMHdAyUgmwX7/8W+dsTx/AZm55fnXJKZWvUHgU08ZOCYBDHZCCT4MfPNZf68vUKbvGyPswIk7c7CIc6UP/f75Xd2V2R3jTtrYvyuvXQP5DiTBgEROJYAbK/MI+e9twEoKcVC3tpzFrtPycM+1rPv6uwIXk9Nyvdw2tuI2txrJd22gKfpNmsUfKyreVHbOjwm+I0JfFOFrC8L1qLN0qHSr775rFarJ2O6iWZ+Kwfz3Ii9Bxx3+gLHEoC3mq5uapOppxkya1BJ27Yy/WWzp6lS6vl938sC/3wOVMAzwljO9OBfnDw199km7CVugTP3f/2VN/W5sYQn37EfgaMIwM6KOU8Mw/Bt++E47G/1PMySNqWwaifulKaDf5Af9p3Z/9n5ug5Sd7Ha/1n6czADCD+ilHpcay0jlydnHCxxnp7lW58chuGpS3w334HAUgLHEoDtNZmjpi4tBXRI3+Nphsx6GfHUDgjAh3SjA+fiWUaUQUVhKxnouRls6NsJ6whuOad44gJHEYCdgSHJ/Z6ncg8DuxklB0/PlKbk7zgV02O6Ds8yogTgcADeWb71GJrsj6k8cq7lAkcRgMfLvO5BT+W8y37DglOR3IFYBOBlb9Vevs0zvefGvozGALstBlrruy4uLj4Zk5ZjELgOgaMKwNcBcsh5yJ6/VytvyQL29idrakXbtn/aNM0z5YtWq9UtqaNMD9npVM/NMwiPhSUmbra9OYQ5DK9T/XEc6XURgI/sxnmaIXMD8PubpnmtWZHrtiNjuJGn27btzzdN827r4gkoEyXBM20va9bAjSxsXPS1CBCAr4V5uUzch0rNVcGWuyq+KUbg/Pz8HqXURwjAMVrrZS/dNaEJwHF0HHVNAgTga4JeKhtnyzf5WvoBl8I98O/xjAGgBjxdA3Y3HhmGYZCNH/ggcBACBOCDuA3xJ+GZ38hI2Hi+oz/SWY6UADwdgN21p/eyfOfRFyouoJoAAbgafV7GpXsj5+VKqkMRaNtW5rbKHFf5EIDTAvCNXUPgUMov57EtQAA+shLhjoSmD/jIbmDh6ToDsQjAE55mXWnZWGL9UUo91vf9dxXeApIjsJgAAXgxyuv7orZt/7hpmu8xOb5pGIZfu77cyammgFmUpldKPV1rffcwDLIVJp+AgNNkTw2YknJQAgTgg7odcSfTdd0HtdZvMEfTBxzHxlE3UMBpsicA38AycMiXTAA+5LsTODepBWmt36m1/pNhGN5zhJfAKSNwLQJt28q8aZk/LZ9Hh2G45VoyJhMEIgQIwBFIHIIAAscp0Lbtq5um+TgB+Djv36mfNQH41O8w14fADRdo2/bPm6Z5yje3BGYe8A0vDgd1+QTgg7odnAwCCCwt0LbtC5RSz+77/jNLfzffh0CJAAG4RI+0CCCAAAIIZAoQgDPhSIYAAggggECJAAG4RI+0CCCAAAIIZAoQgDPhSIYAAggggECJAAG4RI+0CCCAAAIIZAoQgDPhSIYAAggggECJAAG4RI+0CCCAAAIIZAoQgDPhSIYAAggggECJAAG4RI+0CCCAAAIIZAoQgDPhSIYAAggggECJAAG4RI+0CCCAAAIIZAoQgDPhSIYAAggggECJAAG4RI+0CCCAAAIIZAoQgDPhSIYAAggggECJAAG4RI+0CCCAAAIIZAoQgDPhSIYAAggggECJAAG4RI+0CCCAAAIIZAoQgDPhSIYAAggggECJAAG4RI+0CCCAAAIIZAoQgDPhSIYAAggggECJAAG4RI+0CCCAAAIIZAoQgDPhSIYAAggggECJAAG4RI+0CCCAAAIIZAoQgDPhSIYAAggggECJAAG4RI+0CCCAAAIIZAoQgDPhSIYAAggggECJAAG4RI+0CCCAAAIIZAoQgDPhSIYAAggggECJAAG4RI+0CCCAAAIIZAoQgDPhSIYAAggggECJAAG4RI+0CCCAAAIIZAoQgDPhSIYAAggggECJAAG4RI+0CCCAAAIIZAoQgDPhSIYAAggggECJAAG4RI+0CCCAAAIIZAoQgDPhSIYAAggggECJAAG4RI+0CCCAAAIIZAoQgDPhSIYAAggggECJAAG4RI+0CCCAAAIIZAoQgDPhSIYAAggggECJAAG4RI+0CCCAAAIIZAoQgDPhSIYAAggggECJAAG4RI+0CCCAAAIIZAoQgDPhSIYAAggggECJAAG4RI+0CCCAAAIIZAoQgDPhSIYAAggggECJAAG4RI+0CCCAAAIIZAoQgDPhSIYAAggggECJAAG4RI+0CCCAAAIIZAoQgDPhSIYAAggggECJAAG4RI+0CCCAAAIIZAoQgDPhSIYAAggggECJAAG4RI+0CCCAAAIIZAoQgDPhSIYAAggggECJAAG4RI+0CCCAAAIIZAoQgDPhSIYAAggggECJAAG4RI+0CCCAAAIIZAoQgDPhSIYAAggggECJAAG4RI+0CCCAAAIIZAoQgDPhSIYAAggggECJAAG4RI+0CCCAAAIIZAoQgDPhSIYAAggggECJAAG4RI+0CCCAAAIIZAoQgDPhSIYAAggggECJAAG4RI+0CCCAAAIIZAoQgDPhSIYAAggggECJAAG4RI+0CCCAAAIIZAoQgDPhSIYAAggggECJAAG4RI+0CCCAAAIIZAoQgDPhSIYAAggggECJAAG4RI+0CCCAAAIIZAoQgDPhSIYAAggggECJAAG4RI+0CCCAAAIIZAoQgDPhSIYAAggggECJAAG4RI+0CCCAAAIIZAoQgDPhSIYAAggggECJAAG4RI+0CCCAAAIIZAoQgDPhSIYAAggggECJAAG4RI+0CCCAAAIIZAoQgDPhSIYAAggggECJAAG4RI+0CCCAAAIIZAoQgDPhSIYAAggggECJAAG4RI+0CCCAAAIIZAoQgDPhSIYAAggggECJAAG4RI+0CCCAAAIIZAoQgDPhSIYAAggggECJAAG4RI+0CCCAAAIIZAoQgDPhSIYAAggggECJAAG4RI+0CCCAAAIIZAoQgDPhSIYAAggggECJAAG4RI+0CCCAAAIIZAoQgDPhSIYAAggggECJAAG4RI+0CCCAAAIIZAoQgDPhSIYAAggggECJAAG4RI+0CCCAAAIIZAoQgDPhSIYAAggggECJAAG4RI+0CCCAAAIIZAoQgDPhSIYAAggggECJAAG4RI+0CCCAAAIIZAoQgDPhSIYAAggggECJAAG4RI+0CCCAAAIIZAoQgDPhSIYAAggggECJAAG4RI+0CCCAAAIIZAoQgDPhSIYAAggggECJAAG4RI+0CCCAAAIIZAoQgDPhSIYAAggggECJAAG4RI+0CCCAAAIIZAoQgDPhSIYAAggggECJAAG4RI+0CCCAAAIIZAoQgDPhSIYAAggggECJAAG4RI+0CCCAAAIIZAoQgDPhSIYAAggggECJAAG4RI+0CCCAAAIIZAoQgDPhSIYAAggggECJAAG4RI+0CCCAAAIIZAoQgDPhSIYAAggggECJAAG4RI+0CCCAAAIIZAoQgDPhSIYAAggggECJAAG4RI+0CCCAAAIIZAoQgDPhSIYAAggggECJAAG4RI+0CCCAAAIIZAoQgDPhSIYAAggggECJAAG4RI+0CCCAAAIIZAoQgDPhSIYAAggggECJAAG4RI+0CCCAAAIIZAoQgDPhSIYAAggggECJAAG4RI+0CCCAAAIIZAoQgDPhSIYAAggggECJAAG4RI+0CCCAAAIIZAoQgDPhSIYAAggggECJAAG4RI+0CCCAAAIIZAoQgDPhSIYAAggggECJAAG4RI+0CCCAAAIIZAoQgDPhSIYAAggggECJAAG4RI+0CCCAAAIIZAoQgDPhSIYAAggggECJAAG4RI+0CCCAAAIIZAoQgDPhSIYAAggggECJAAG4RI+0CCCAAAIIZAoQgDPhSIYAAggggECJAAG4RI+0CCCAAAIIZAoQgDPhSIYAAggggECJAAG4RI+0CCCAAAIIZAoQgDPhSIYAAggggECJAAG4RI+0CCCAAAIIZAoQgDPhSIYAAggggECJAAG4RI+0CCCAAAIIZAoQgDPhSIYAAggggECJAAG4RI+0CCCAAAIIZAoQgDPhSIYAAggggECJAAG4RI+0CCCAAAIIZAoQgDPhSIYAAggggECJAAG4RI+0CCCAAAIIZAoQgDPhSIYAAggggECJAAG4RI+0CCCAAAIIZAoQgDPhSIYAAggggECJAAG4RI+0CCCAAAIIZAoQgDPhSIYAAggggECJwP8H4Bnbhjim17UAAAAASUVORK5CYII=turns212128-2100model13drawing400