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will stamp text on the stage at the given font size. The direction of the text is the direction the sprite is facing, and color will match the pen color.de:drucke _ in Größe _
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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e0lW17Pyvw0W11Mfr/X9PL3rdhVL08lV7m+vPIDL7/JBtf/YEYnOUsHX+G9B6RUuQgvef22rJ2WrrdvjslB9dYeG5MDU+m9w3ZfW3LQ431LSion1yk05cCl04pWGJODFX70riltruegLH/TehsiB7M0q/Np2jTgeXC2vT/zXZm9tfYp8T22Ov7GeMv2c5bvpYXpf5Tp0IafP6Wyn2M3FP/HTFJ5LnOYlLpd8v1G63isUtfJ27qlyAeiY+T6erX5+vdssHjgTM5xto+d8ex3TarmQOX3xHbvuDlY7ofvlVb6H6XmHLj8nKINzWgOMn7kYSmVb3epngOXx12yk7d1S1HkRxwjpSo5SL6eLlqBHMz2sM6T+dOA58GJ9lzmk5JdXlvqly0fn7i9ZftANCDX9Vt93hxU1y4ft2vv+/10kvmF2YVKbfyETMlXpA0vX2X5YrLF5DZfnovulHRC9YAdHz+d856NY2W895PWkIPYCtvNQeS9A5I15cClwV1U+vh9Nr05yHp24UbpE1JzDly+qmhD281B5Nl6Dlo5fjaeO+Y8NwVowHPzvDa3suTRhKn0d6t9Ss/oheeX7mjzDb+4+49V9q9IekN9MNf3lfY/s+uLP5wONr+g+7Xq8uRioC0XiSXD/lKp8kq7fn1y7+q2m+/ZB+2iRbv8UqY9KgeVSwfyCMLtn5Xlfvhb06rlQHrmeXUt3dHmG7WLoJpzIH3fZX9WtLXTkoPqVdqpr0rWlIOytHK9Fbabg4P8qF120Ujy9XMlByWVDuQRhNPxXydjtEOABtwO5Q6o4bnMY5IdUJ1Kqs/yDxZ2NC1Pmtwuu9wq6aSGJrxRKbvMVg9PaYs/7+8+S1b+tGQN9/YmXyenz7T8umd3OLfcIVmpvLZ6nP/A8sU37eg9/FzKePYxkyo5SEl9D1phhzmoNrnNt0o2mgP5RlPqsuEpbvXY7b1nlWWftqZ7vPX1tF44c53tOAeHeDZblio5cOkHRSuQA4I+awRowLPmVE1tot4f/XXD17x3WD4+rdURPdd9iuR/23RVsulOpUv9du2Gp1odp/KXZPW+3WQzhcZ7OjfJUxfZ4PDnWx3Lc1FyodCp1f6rK20w/nir753Px0WeTa6Ern3d73fENtRyDro9e4pLzTmQ7iyp1L/B7ptQDqr37XZd23hvr0ubUvKLhm2o5RxE3vtFyao5kK6MrUAO5nPAZ9naacCz7IRNdrq1Z+Ym94Imr99ot6eX2qrvJ7eZtPTyXOZ1cvuqTH/c8IbkqtiTLB+vb2UQzy3/Iym577jxa21/TF5eOZGvj/3yNy/Qc3smXzu+slb3IMvH/9bKHOb7MbVn5tZz8LQWL/2+rWk5Bxk/8nWmcvJrgzE5iK3QUg6We98fpVW5x7v+6w2XP1ZWeeVEvj5+s69csKc2NuSgfFBs95KD+R7yWbR+GvAsOllTnarnoh+PPrTe/9TyxfsnMqZfrpSei66W9KGG9yVPWrrS8nFyAc02Xz7QfYncr5K0U8NBt2q39Lm2at3IhOZRuWLa/qX2np9YPm7YrGMiI83PYyPP1nPgKv9p0e6dUA7kl6ciPTxuDmIrbDcH3Z69xKWtcuC3pvXiuetsYjnI+BGHmVL1HMRWIAfzM9KzdtU04Fl76iY+cR+IPi3Xh6vvtFssP/zBiY+SbGOZ6ZUruU9z7/r7TRuUKp1s1234eeOYfl7PEi0ofUHS4Q1/nmyDeIbl4+otRBN8ea7785KfXV2GrrHVcfIwdl4tCkTem/zuvZIDk98ybEOTykHG+3olv92k0RzIN5SUOnmDrW3KQfXeXh83B7EVJpWDbu/9vMuqOZBfE9sQOWgxAxzWGQI04M44D22ZhfdnDpZZ7apSe1yP7/0aW7Mm+QQ74Zdf0vMKlUpflvSu+ptdT8t0zpbtLqvP7U32GbbRe3tdG9Q1tlG3OgFfuTKt/Z78ef1+Yfd32mDxO62+n+OSC7H6DjZ5JQcmPb63Fr9mjU0uBz1+1CtKGmnOgfxpyc7Zst1lsrmHy26zhnt7tY1G3er5Wekr009q48+33C/ssncWbS05aBWQ4zpCgAbcEaehfZPwXJT83nZp9UODHWKDw8NTqe65zMWSJVtZjr5cN8vsueSSq63Gvsry8Vb3+06suvd3d8v8wdq7fmn5+FUTG4GjE4HIs/UcmOyQYVs7pRxkvO9ikzfnQLrZpOdc2ioHflVsQ1PKQbf3dbtGcxBbgRwQ7VknQAOedadsahP2XCYvWX91FB+0fDE3tRErD0RI7t9MNkP4w3HHcj0h03GtXqy1vfnMxPynuv7Z+P6MZ/MmVXKQbK5RtMKUc1C7wGvbOZCekHRcqxdrbc91JuY/G88jc57dAjTg2X3+Jjx7v2hFRqlUXHvjzywfv3bCg4zzBj+vZ7EWjDwk1ba83HKM66caWfAO+8wDT09LnVyUPGJu/8pY5XJkN6wvTse4822MFd6bScnqOYitMC056PGexSNa9NDolpf1IPx0gTa/4wGbnhxEnq3noCyP1tsQOZhvIZ4D66UBz4GTOJElePJrv1zm16MXUKWWT/XRg372Qbtpl5ddL/n7tjGXr8o3XWCD33lyInPd+ljPHbJMKm+ofXp/UvniPlb5AMdrwgIuyyj76y0XUKXky6f66MGD/LDdXqadrndpmznYpJ0u+I59c0o5OMR7l5VllRy49GRRhX2Sq8kmbMAbEAgsQAMOfAJClPf+6HPJxVK12p+2fLz172pbnlbtub1bb1X4I5l+L9d/rQ/k+pW8fMJUPrF6rnILVPVKV9fNNhif2/JEOXCMQOTZz0mjOYitMOkcVLesTLYutdGtS+U/klK/l3w0B/JflaUTpvKJNfLsaA6km2MrkAPyPSsFaMCz8rRNbdKe636X5A/URvmh5ePaFpUTG7d2AVayq9VojpKrnkd2PV8vPVXWLouukKzxL3WX+9U2WLx0YpVqn3lzUfKIuTdW/5cdavnhb01mHN5TFej27LtcqucgtsKkclC7AKspB8lVz7vKz39KT5UXaa8rrPlCLHfZ1UVbO6kcRJ6t58CkQ4etQA4I9awUoAHPytM2tUn75T1deraUXBi1Z2Wksr/dbihu2R1ph4N7/8F7Swu+tNVjC5P9mz+w5RakLYP4Rd19Snmyn/Q+o5+G7duy8imWL/5kh8VqB/hFmYOUskdqn36f1u7pJRPdwKPVWvPluB7v6Spp5yckq+TAlXp70e5pOQcH+6F7L0hy0PzYwkoOttyCtMWy23v7XNaUA5O+XVbqlKLd03IOMn7kQaZyNQfyp9N6cclEN/CYL+eXdXa+AA2488/RjMzQBzK3yu2s6t9j/ikbLP5lK4WqDVW3ND231+3bKo+8127ckOywNOblH1q+lzan7pTZfx9twnpG8g/aYDHZknCHL+/PXCGzyyoHmt9mq4sNe0nv8O0csA2BjPfdavJKDlz+qaINtZSDpKEmm7k0Prc3aagj0ns3WGHcHCTPGU4pdaepIQfSMy7/YNGGWspBxnuvMFVzkHzKLtpackC6Z60ADXjWnrqpTby6SYaGaqP8h+Xj2oPaxx/XV755gfb9g1Uy+9hWR7T8O+Rx7xm2ZHP/kX5b/dAL21uR56LvSXpL9R8M6rXB+N6pCfDuRCDZJEOyWg78P2Ib2m4Okv2X/0C/X2XyMTlo9XfI27hn+G9H9Gz/Q7b9HETe+z3JqjmQ98Y2RA6I8qwVoAHP2lM3tYlXHmjw2z2fkNeep2v2Nls9XH1m8FYvz71zf2mnb0o6sP6j5N7eVOp4W/3glltZWppQ7avkf9rqnuEfy8rH2Or1/zFu/YHuA+X+vys/Mz2jlz+9ZCIPkmhpYvP0oNoDDZL7cyvP0zXZ24Zt7bg5eKf37r+TrDkH0hMppY5/0O6ZUA5qXyWPyUFZ5WPW273j5qDb+w501XIgPfO0Fi+ZyIMk5ukpZtkdLEAD7uCTM9NT81ym8VFun7B8fMXY5hudIelGSYsbfvZ1+aZzJntbUeW2pZftcpNc762PaXpRZb/MBotb76aUbPSRfC36V7VPPXdYvtjyI/Rm2nAujJ/x3i/a6CP9PhFbYUwOIu89Q7IxOdiknc6Z7G1FyW1Lu6jrJslGcyC96NJlRSuMyUHk2XoOXH5HcQKPUpwL54k1zD0BGvDcO6ctr8j7M++W2V21T5b/y1bHyY5WlZdfePDL1bXgM2OapNtfWn44ueJ1yi/PZd4n2eCY5t5V+mDjc4Z9IPo3ee3xd+5H2WDx7ikXZ4C6QMb73m3yag6k/xVboZ6Dgz378gWyz0je1CRN+sthK0xLDjKefZ/JByVr+kdeSaUPNj5nOPJs8qjBymMQXXZU0daSA3I8qwVowLP69E1t8j6wbJG8K/n68eXVrlt+kw2u/4EPrHi7PPWPTV8TJztapcpHbetr4snOxHM9+0sjdzXtoNXw9bb3rzhAlnqsNv5vZSNLdvT74snOZb6+b5kvW9Sl3es5KMvftN6GfrDC+96ekjfnQP7TsvyobX1NPFnDHu/df0R211Y7aNW/3l7hvQekZPUcjOjZJTv6ffFk58L7EGiXAA24XdIdWsf7o3+S6cTa9D4q85Lcmj/ZJBdKpRcN2LX3/X4mluEXZhcqvTH5innrx8l9WlKyhWWy8ULysedOG4xPmok5zPcxI88mv4+t58Clkklbf8L920UqDdxnM5ODrGcXbqz+qmH7OZDujK1ADuZ7aOfA+mnAc+AkTmUJnlvx51Lqa7UxNkla0DDeszI731YPJ5+CZvzlA5mj5HazpH0bio1I6qr+7/Kxll//zzM+kXlYYIX3/nlKts0cmOz8YVvblhxkPHuUyW+WbNwclOXHrrchcjAPczrXlkwDnmtndILr8Q8d/jKNvPAbSYu2euu/Sn7iRDbLmGDpcQ/3XJRs2JH8Rd+z1QEvqWvRnjP1KXw65j6bxzjcD3/ZC0qPmwNX6sSJbJYxHQ6RH7GPVPk1yJgcLFJpz5n6FD4dc2cMBFoVoAG3KjUHj/OzD9pJixZdJbNLtlpey/f2zhSL56Lka8jqV8+jr9v1bPpcu33dizNVdz6Oe5AftNMi7XWVSWNy0Oq9vTPlFnl2nBz47Wm9eO46Iwcz5c647RGgAbfHueOq+IXLX690Ovka723Nk7NHLD/8jk6YsOeib0s6eKu5/EiuY20wrt4XzGtKAss9+/q0NCYHJj0ybIWOyEHk2fFzID82tiFyMKUE8OaQAjTgkPqBansuOkOu5IlIO49OwcuSpSSVNFJ+td20/leBplcp6xes2FddqV9ISstVkindMJ/Ncn3UBuPVIec422vX7u1NnohUz4FLZZMqOShr5NXr7V+C5mCF/+m+KXVVc5Bks/p/ay/fLOmjsQ2Rg9kexnk6fxrwPDrx/pEVu2pT6jZJKxuW/YLcky0ml0s6utr9dLYNxn8bksb7ow/Ikj2nK69vym2tzK+RtGt9Xqa7NaL32Y1x8rtLXi0KrPCjd01p85gcuLTKpNEcSGfHVgiag8izH5BGc2DytS5rzoGU3A/8vtgK5KDFDHBYZwjQgDvjPMz4LLw/c7DMkotaXtdQ7Cey8tHJvb2ey5wq2RdrP/uW5eNDZ3xS2ynguSh5TN67qof4aZYv3lH52rwr/U253jz6Vn9SJTvBbowfDDnf2VI7430HW/Xe3qYclFU+Orm3N+NHnGpK1XMQWyFoDiLP1nPgKp9WtHvvqH1tnmyJWc+BS0+adEJsBXIwW8LIPBue4wrGnBXw/sxHZfY3zQv0W/T8Cx+xWx59rtLizs3soYWWbMawQPJNSnftZ9et+88QKH5JzytUGnlcsuSWqE16yZfY54rPVOaZbB5S7lol04eb5ma6xlbHW98/GmL6HVsz49mPmtSUA5dueUGbP/Ko3V/JQcaP3MNUruTApU1d6tpvnd0VJAc9ftQrRjTyuFVvjdvkSi0p2j2VHCzzlYu69LtVkjXnQHZNbGvJQcemkIk1CvAJeA7nwT/cs0SbR74iWVRfpusZmfcnnyi3Xrr3RwWZeisj+sPyAAAYlUlEQVR/bnaGrR7+QggeH+g+Xe63Vz/8asgG4+yYueai99R+j72k4WcPS35Su2+dCmE0kZo93rdkROWvWGMOKo8BtP6irR2Tg8h7C5JVcmDyM4ZtKEgOur33dJdVcyAfim1oTA4iz75HUvJ77IYc2MMuO6ndt05N5JxwLALV/754zUmB2qYWfy+p8rD16it5oH35hG01qNrezMnvBrfZ+NqB1fQPAflZli/+3Xh1fWDZfvKuf9jqXtGNks60fPzVdsy102vUNrX4e8nqOUiucC4rdcK2GlR1b2ZVc7CNxteOdTf+Q8Cls4pWGDcHy/zd+3WptFUOfKNkZ8ZWIAftOFnUmJQADXhSbJ37Jr+8p0vPjeQlO79hli73q/WrfS6zNWuSK0nHffmF0SuV1q9rV5q+IKX3tfy6Z9u5Ws/17C6Vkitvk41BSippn+1dZOWXK6XnMpdKljzBZzTP7l9Uedez7cbCS+2cf6fU6vGerhHtnE92sGrMgcuu3kcvu2yNbTsHkWdfKY3mIK2F+66zr7c1Bz3+nt1Lemk0B9I+273IypXKKHupSU05cOmLu0pnF2x+5qBT8sg8xhegAc+hZNQeXLBmq+f2/kqu0+yGOLmYZYcv74/ul6l64Y37KTZYbMv2g1sm5v2Zk2X2pWp9PWCD8WE7nHRyaPUiszsl7d9w/P9Rylfa9cV/b2WMuXJM7cEFzTmQJ83stNiGWspB5Nn7pWoOXHZKsU3bUG45BxnvO9nk1RxID8RWaCkHtYvMxuTAVV5ZtHvnVQ7mSp7n8jpowHPk7Hr/irNkqWQf5dq+yZXPg3dXbinKx8mn2pZePpA5T548fq7y+obl4+R3bG17eS76uqRjKgXNz7fVxc+2WtzP/5M91bXwpoaHSyRvLcn9Yhss3tDqOLP5uBXee1ZKlf20R3NQuU2nfHZs97acg4z3nmeVxxBWTsQ3Ylvb1hxE3vd1ySs5cPn5RRtqOQd/4ofuuVALbmp4uEQlBy6/uGhD8yIHsznD82nuNOBZfrYr9/a+lP6CzP+sYSkvyHW5DcbJ/ZITetU2wHi89qbf67flfezv1v9uQoNM8mB/34pd9fJU0iReVhlipLzfZDYE8Vz3+VL5Ssmqj1msvu5ROn1GqCu7J0nS8tuSe3vT2vwFl5pzIL88tqEJ56C2AUY9B2XttM96+2ZbclC7T7meg7JG9pvMhiDd3nd+WX6lbXncZvUfE/eklT4j1JXdLZ9QDpwXAjTgWXya/aLu5Up58hi5VzcsY8pbNXouSu6l7K6NubJdFzR5LjpOUvLVafIatnx8yGRPj1+w7E3q6kq2WPwv9TGS5wxb5SrpdZMdtxPf1+1HLneVx+Zgils1Rp5tykG7LmiKPNuUg9gKk87BMj/8TV2qbLk6mgPpCZefVLShOZWDTswmc9q+AA14libE+6NPyLSqafqum2XpS6d64ZQPRANyXV8d29dYvnh8O5g8l0lumaru0mW62FZPbatJP69nsXYq/ZVMA83z96stX/xYO9Y00zUiz35C2ioH0s1pvXDpOpvaBXSR9w5IVsmBS2uKVmhLDjKe/YrVd2vzi6e61WSP9ywuaZe/Su4ibzwfLl1dtMKcyMFM54zxZ0aABjwzrjM2ql/Ys1Sp0pdllS0Dt7z+n6x8sa1ePy33a/oly1+jUvpntcF/KxtZYqsfemHGFrVlgw3vSjaAqH5tnC7tb9dt+Pl01PSLo2NVVvI7xL1Gx/NHNJI63m4a/ul01Gj3GD2eXVqSf1mqbCFaz0FZfvH6abpvd7n3vSYtr+dgRIuXPGRrZjQH1Q02NtZzUJLtv8HWTksOIu87VvKmHLj0SEql44ftvlmZg3bnjnrTK0ADnl7PGR3NB6Jj5Eqa7G4NhR7WiJ043Y3Ec9GGZMOhSh23Y2xwONn6b8Ze3t99tMy/USvwkOXjxsYy5bp+cferVPJ/lCnTMNjv5TrdBuMtD6Kfcp12DBB53zGSb5UDe9g0cuJ0N5LIs/UcmPyYYRua0Rx0e+/RLqvnILbCtOag2w9/lSudXNnfnAPZ6bGtnVU5aEfWqDGzAjTgmfWdltG9p6dL/3XkZpmdVR/Qk28FdZV2f3qVrfr+pmkp1DBI0/N4Xf9gg/Gp012jcTzvj+6Q6b21P/uo5eNPT3e92j3SH5f0idqTn7aUuEOPP/1+WzP9jtO5htq9vTebGnIgd8muelqLV33f1kx7Dpqfx2v/ENvaGc1B5H13SF7PQWyFac9BzfHjkn2i9uSn2mnyO57Wru+fCcfpzAFjzR0BGnCHn0sfWPEWeSq5MKnhIhJ/XGU/1W5Y/z9navo+0PMGeen/VD8B6xn96uklM9WgfOWbF2jfPZ+QaY9KPUv/oa1e96MZW9tFKzJKpZJ7TBsvXvuhXCs79TnDK/yIt6TUnAOXHnelTl1v98xYDnr8iDeUlKrmQHrmaf18yfdtZv6h8mZ/84I99Zrk6+dKDtIq/+E6u3fGcrDCezMpVe45b86BfCXPGZ6p//oYt1GABtzBefCB6JzKfsdNL7tLm1Jn22fXJX9RzejL+6NHZDqoUqTsWbuhODQTBf2iTK9SVqg1+0dtMH77TNRpHLO261fy+8DkitvRl+tCG4yTe0g75hV53zmSN+XApLtSsrPX2doZz0HkvY9IVsmBq5wt2r0zkoOMH9FrSlVzIH80tqEZz0Ft16+xOZAujK3QUTnomEAykWkToAFPG+X0DeQfy+yhF1NfkPyo+qjuz8tSl1t++Nrpq7T9kTyXSb6m+1T170O/zQaL75+J2t6fuXX063W/zPLFv56JOuON6bkop+r2hYsbfn6PNr90un3m4afbNY/x6iRPJkqpnNzbW8+BS8+npMuHrdC2HGQ8+3GTKjlw+W1FG5qRHGS899YtX6+7dFnRCm3LQeTZnORXSNaQA7/nJW0+/WF7IGgOQmaQ2jMrQAOeWd8Jj+4XRocopeRioX0b3vxDpfz4dm+p6BdGb1Za/1Gbx2+0W7zEVqk84UVt5w3VvZyj5FNcsv9wsm/VW+zG+PvTWWNHY/lFPW+VjayR2Zsajv215CeHumc48uwhqjy315py4EofX7S727qlYuTZ5Lm79RzEKiyRTW8O5EpFyo7mQHpLbIW25qDHj3zriEprTM05cPnJ3DO8o/+K+PlkBGjAk1Gbofd4f/egzC/aavjkOa1/L3nlea3tf9nFknat1f2c5E9N7xwsuTXo3NqYv5O8dv/x9FbZ8WiWrPF9knZvOtbtBhsc7t/x+6fviG7vHXTZuDnwQDkwNefApzkHpuYceKAcWCXrNiYHJr9h2IbamoPpSxQjdaoADbhDzowPdPfLPd8h02EajQLu/e3aS7rb+/pd5KATA+jyfvaS7sQzM3vnRAPukHPn/ZlLZNa23+t1yLJnxzTcP2SDxevaMdmMZy8xiRy0A3uCNVz6UNEKbcnBBKfG4bNUgAbcQSeu+im4XL0Vp6Nedmb9Vg3XnTL/wbRMz+2AhicX/ULyv5+WcadzkLKesRuKg9M55I7GSj4Fl9V5OTA15EC60zU9OTDZAQ1PLvqFd2IOlHqmaGvbmoMd5YSfz34BGvDsP4czvgLPRVdKurRW6FrLxx+ejqKei5Kn9HyoNtZVlo//YjrGZYyZEYi8N3nCVD0HsRWmJQeRZxty4FfFNkQOZuYUMmqHCdCAO+yEdOJ0fGDF2+Wpf63MzfVTG4xfNx3z9P7oJzK9tjKWld9hq9c/Mh3jMsbMCKzwvren5NUcyH4a29ppyUHkfT+RvJKDsuwd620tOZiZU8ioHSZAA+6wE9Kp0/H+6EcyvX66muVWTf3HNhi/oVPXzrxGBSLPJjtTVXIwHc2yuanrx7EVyAGBmzcCNOB5c6qntlDv775W5pfUPgVfaYNxsqfypF/eH/21TNWvGt2us8HhLV9FT3pM3jjzAt2evdalag6kK2MrTCkHkWeTzTYqOTDpumErkIOZP41U6BABGnCHnIhOn4bnDlkmlZMn4yQd8weWLzZuWjHh6Xsu85iqF99ISi23/IMPTXgQ3tB2gUO8d1lZVsmBSz8oWmFKOch49jGTKjlIyZc/aEPkoO1nlYKhBGjAoeRnWd3ajlXJM1OrG9ebvc1WD393Msvwge4D5f6/a+/9hXaLXzvdO2xNZl68pwWB6o5V9RyY7G3DtnZSOej2vgNdozmIVXjttO+w1cKSOASBUAI04FDys7Cu5zI3SXZ+Zepl/6TdUFw1mWX4RZnLlbJPVt/rn7F88YLJjMN7wghkvPcmq+XA5Z8s2tCkcpDx3stN1Ry4/DNFGyIHYU4pVQMJ0IADwc/Gst7f3S3zB2tz/67l47dNZh2ei5JPvwdW+68dYoPDw5MZh/eEEej2vm7XaA5iK0wqB5Fn6zkw2SHDtpYchDmlVA0kQAMOBD8by1YfaF/6haR9KvNP+QF2ffGHE1mLX5x5o8q2ZSOPX2u39Ktt1bqRiYzBsWEFkgfal7SongOXHVC0tRPKQcb73mijG3n8Oq0XXr3OyEHYM0v1dgvQgNstPsvrNT060OxSWz38NxNZkg90f0zuV1U//c7cIw4nMieOnbhAxvtuNflZyTtNfumwDU0oB93e+zGXVXLgstuKtnZGHnE48ZXxDgTaJ0ADbp/1nKjkF0eHqqz7q4vxRyxffMdEFua5zL9KVn3QekqH2fXxAxN5P8d2hkDkvYdKVsmBS48UrTChHGQ8+68mVXMgPyy2IXLQGaeWWbRRgAbcRuy5UMovzC5UeuMvJb2isp50aX+7bsPPW1mbX7L8NSqlf1Y79j9VWrzUbiy81Mp7OaazBLKeXbhRquegJNt/g61tKQfLve81aXk9B4ulpQUjB511hplNOwRowO1QnmM1PBd9UdKptU8vl1i+2NIzfD2XuViyLU+TucPy8WlzjGZeLSfy3i9KVsmByy8p2lBLOch478VWz4HfEdsQOZhXyWGxWwRowGRhwgKeW5GVUmtrb1xv+TjTyiCei4qSVlSPLfdZfn2hlfdxTGcKrPBsNiXVcxBboaUcRJ6t56As9a23AjnozFPMrGZYgAY8w8BzcXgfWLZI5a7HZao+OnFTeh/77LontrdWP69niRaUfl05xvWMUiP72eqHXpiLPvNlTct85aIubXxcquYgLdtnna3dbg56vG9JSV7NgfTMiBbv95CtIQfzJTSss0mABkwgJiXg/dE/NTzL9zzLx5/bbgPORedK+mytAd9pg/FJkyrMmzpKIPLsPzU8y/e82ArbzUHk2dEcSHfGViAHHXVGmUw7BWjA7dSeQ7W8v/tomX+jtqRvWT4+dAcNOLnK9V3VBmzH2ODwN+cQx7xdSrf3Hu2yeg5iK2w3B5Fn6zkw+THDNkQO5m16WDgNmAxMSsDP61msBaXkKtjdJJW0+aW97TMPPz3eYH7+n+ypnRY+WfmWUnpOm9JL7bPrNk6qMG/qKIEe71lc0qJ6Dl7Spr0ftgfGzcGf+KF7LtSCeg7SemHpOiMHHXVCmUxbBWjAbeWeW8V8IPqqXMfWPtW+3waHbxu3Afd3nyXzWys/M33NVsfHzS2J+b2ayLNflao5MPn7h21o3Bx0e+9ZLqvmQPpabAVyML+jM+9XTwOe9xGYPID3R8fKlPzlm3yvXLB8sW/cBpzLrJUsWz1Mx9lg/LXJV+WdnSYQed+xkldy4FKhaIVxc5Dx7FqTqjmQHRfbWnLQaSeT+bRVgAbcVu65VczPPmg37bJL8vXjYsk3aeHOe9nV9z/XuEr/6GG76aUXn5JsgaSNev75pXbLo03HzC2V+beag/yw3XZR1y8lW+zSpp21ea/7rTkHh/lhu72onZ4yaYHkG5/XyNJHtzpm/smx4vkuQAOe7wmY4vo9FyUX4Bxd+3R7qg3G/9DUgPuj98p0R+3Pvmn5+JgpluTtHSgQeXY0B/JTYxtqykHkve+VrJ6D2ArkoAPPI1NqrwANuL3ec66aD0QnypXcipK8vm75+M+aGnAu+h+S3lP91lEn2er4zjmHwIIUee+JktVzEFuhKQeRZ0dzID8ptiFyQG7mvQANeN5HYGoA/rHMHnrRkq+hd5H0gjal99pyhXPtSumnJC2S9Lx29qX2N8VnplaRd3eiQMaP3MNUrucgrRf22nKFc+1K6XoOXKmlRbuHHHTiiWRObRWgAbeVe24W8/6oIFNvZXXl8gl2w/qvJP+vX7TieKVSX678uWvIBuPaBThz02G+ryry3oJklRyUVT5hvd1bycEKP+L4lGo5kA/FNkQO5ntYWH/tS0EgEJiigPdnTpPZF2rDfNny8YmVnpuLkq8ZT6g2YD/dBovJQxx4zVGBjGdPM6meg9gKlRxEnq3nwKXTi1YgB3M0AyxrYgJ8Ap6YF0ePI+AfWr6XRtK/kLRQro3aPf3KymHPln4jS66Q1kvqKr3art2QfA3Ja44KLPfD90qrlgP5xrRerOSgpJ1/k1whneSgpNKrN9h95GCOZoBlTUyABjwxL47ehoD3R/fLVN2GsFy76Cqlr1c//eoBG4wPA2/uC0SevV+q5UDl6sV3SlVzID0QW4EczP0YsMIWBWjALUJx2PYFPJc5W7LPV4/y2leMVnvOq3/Q8sVbMJz7AhnvPdtqOXCpkgOTKjlw+QeLNkQO5n4MWGGLAjTgFqE4bAcNeOBd+8k3/0xSV/Llc+3o3SWNyHba31Z/K3lsHa85LvAuf/d+m1UaNwc7Kb3/t+xucjDHM8DyWhegAbduxZE7EPBc9KCk7q0OG7Z8fAh480cg8uy4OYitQA7mTwxYaQsCNOAWkDikNQHvz1wks8Gmo937bbB4Q2sjcNRcEMh470Wm5hy4vL9oQ+RgLpxg1jBtAjTgaaNkIM/17C+N/FiyVFXDy1LX6y2/LvlKktc8Eejx3v1HZD82qZIDl8pd8tevsyFyME8ywDJbE6ABt+bEUS0KeC7aIGlZ7fCHLB8vb/GtHDaHBCLPNuUgtgI5mEPnl6VMjwANeHocGaUm4P2ZK2R2WfUDsH/KBot/Cc78E8h47xWmag5c/qmiDZGD+RcDVrwDARowEZlWAb8weqW6ag9nGNFJdmP8m2ktwGCzQiDybLIJx5aHM5wUW4EczIozxyTbKUADbqc2tRBAAAEEEKgJ0ICJAgIIIIAAAgEEaMAB0CmJAAIIIIAADZgMIIAAAgggEECABhwAnZIIIIAAAgjQgMkAAggggAACAQRowAHQKYkAAggggAANmAwggAACCCAQQIAGHACdkggggAACCNCAyQACCCCAAAIBBGjAAdApiQACCCCAAA2YDCCAAAIIIBBAgAYcAJ2SCCCAAAII0IDJAAIIIIAAAgEEaMAB0CmJAAIIIIAADZgMIIAAAgggEECABhwAnZIIIIAAAgjQgMkAAggggAACAQRowAHQKYkAAggggAANmAwggAACCCAQQIAGHACdkggggAACCNCAyQACCCCAAAIBBGjAAdApiQACCCCAAA2YDCCAAAIIIBBAgAYcAJ2SCCCAAAII0IDJAAIIIIAAAgEEaMAB0CmJAAIIIIAADZgMIIAAAgggEECABhwAnZIIIIAAAgjQgMkAAggggAACAQRowAHQKYkAAggggAANmAwggAACCCAQQIAGHACdkggggAACCNCAyQACCCCAAAIBBGjAAdApiQACCCCAAA2YDCCAAAIIIBBAgAYcAJ2SCCCAAAII0IDJAAIIIIAAAgEEaMAB0CmJAAIIIIAADZgMIIAAAgggEECABhwAnZIIIIAAAgjQgMkAAggggAACAQRowAHQKYkAAggggAANmAwggAACCCAQQIAGHACdkggggAACCNCAyQACCCCAAAIBBGjAAdApiQACCCCAAA2YDCCAAAIIIBBAgAYcAJ2SCCCAAAII0IDJAAIIIIAAAgEEaMAB0CmJAAIIIIAADZgMIIAAAgggEECABhwAnZIIIIAAAgjQgMkAAggggAACAQRowAHQKYkAAggggAANmAwggAACCCAQQIAGHACdkggggAACCNCAyQACCCCAAAIBBGjAAdApiQACCCCAAA2YDCCAAAIIIBBAgAYcAJ2SCCCAAAII0IDJAAIIIIAAAgEEaMAB0CmJAAIIIIAADZgMIIAAAgggEECABhwAnZIIIIAAAgjQgMkAAggggAACAQRowAHQKYkAAggggAANmAwggAACCCAQQIAGHACdkggggAACCNCAyQACCCCAAAIBBGjAAdApiQACCCCAAA2YDCCAAAIIIBBAgAYcAJ2SCCCAAAII0IDJAAIIIIAAAgEEaMAB0CmJAAIIIIAADZgMIIAAAgggEECABhwAnZIIIIAAAgjQgMkAAggggAACAQRowAHQKYkAAggggAANmAwggAACCCAQQIAGHACdkggggAACCNCAyQACCCCAAAIBBP4/nRtCSo4QSPQAAAAASUVORK5CYII=Draw two stars with different colors!5100