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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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zbZxh17pLOrZa3i3N5YtoBbT7+W1E0f/Juj0V2f2LRJS9N0zjABHMueog8EEAgmML/PD87nG/ftfca48L0xJy3O+j1rgy3KDgon52O7a43Gn49tusHrWlwdth/E2vf4vgjgNKwSPSKAQNsEiv1+mqQLZNplXPh+8o6ZWvrDS+3uthVm4CkLbO+KZJLuddOZ1TX2kSkXaPMABHCbgRm++wV6/Kiz6vLdu3+m7ZthTnb3qF11Qfsq/P3Ihx7n++w6S5920yvG/W1qf5/YSbvYaj3INbm/5Dm9trra/hpbv2P9EMCxrgx9pUIgCV+Xzk9Fs5E3adLZnQrh3pL3bpU+Z9Jjx7Gs3yId/+2y/TpyKtrbjsCD3JXqd1bX8aOX22iMaARwjKtCT6kRKPhLzzXZstQ0HHGjLl9Wta+d184Wk3N76/tqmZvOkZRv1eqKc0rb6ZaWsRv3Zd5X75LpzQ84Z/i9+9V03siIJWsdzYMAjmYpaCSNAg8I4LUuT/3VeTq5DibrlZT8n9odwPMX++Pz9caBVtvO7e2mqyp1ct1ir3XEQn9+PafPjb96mUtVr+n4dSP2f7H0TwDHshL0kUqB8QHc7gBJJdAOmu6UX7HfSzJ97G/O7ZWuuO8+va5brivcjftjKnNKfsc/a5Y+beN/x++6zUxvHC3b8FTGnq7XEsDTJck4mRToVIB0K24n/OYv9oPzdX1XUvPnXfPOOmdXhm1Vt7oyr/sFiov8dNV1/rij3F2mgytr7IehnQjg0CtA/VQLdCJAUg0UwSfg3j4/sJbXz8ZayZmOvGaNfaObXZnb3wr09PuRbvr62J/WXAeuH7ZfhHYigEOvAPVTLUAAT235OuVXKPmoScWkW5NeP1q2T02tc16dJoGekr/OpU82vwBRpVq2nhj6J4BjWAV6SK1ApwIktUARfAJOWiiUfIlJK1rtXF0p20u61ZR5/b1AseTJp98jWwG8tFq2lTE4EcAxrAI9pFaAAJ7a0nXKb16fP3ZGXr9rdXvvfbN0wHWf7Y6buk9tBbr/1Yee5Pvssrmx9rsms91a0wEbRuz3McycAI5hFeghtQKdCpDUAkXyCThpo6fkG1w6PPlvc50wOmzJ7QZ5dLlAT78f79Y4JSn59cO3R8s2L5YpE8CxrETkffhA795SbaTxGxTN6LOhtbdF3nJH2iOAp8bcSb+eko+/atlXKmV7+dS659VpECiW/MuSXtYK4LNHy9bRS54+lBEBnIYdFEGPvrT4EZne1GjF9VFbUTklgraCt9DJAAk+2TY00Em/5FKFntcvW9O4O3+vDlj7ReONZBvWNZYhe4/1vWu7Nr5+blyr3Wp60uiI/SqW/gjgWFYi4j58Sc9TlKt/X7LZzTZ9k+q5g23l6LZTOyJuv62tdTJA2jqRQIN32q9Y8o2SntPYxa6F1WEbCTR1ynZAoNDvfWa6vFXqu5Wyze1A2QmXIIAnTJXdJ/pAzxWSj79jTPJe8kobGj0muyrNmXc6QLrNu9N+xZK/VdJ7Gp+GpC+Mlu1V3WbKfO4X6Cn55106rvUnb6uU7b0x+RDAMa1GhL34YOFF8m0XLbir1eIejf9v/mJbXv1mhG13rKVOB0jHJtahQp32W9DnT8vldWNrenfUN+mAdVfYnR2aLmU6KLDgGN8zN7vx9fNeSdl6TU9fN2I/6WALOyxFAO+QKLtP8GXPnKW/PmKjzOY0FNzf3Qxee3vrf1+vh/9lri27YXNWlTodIN3mHMKvUPIfmdTa0zq2Mmxf6jZX5iMV+/2VMn2x8aNLur5atmfH5kIAx7YiEfXjg8VBuS5qtfQ7Kd/awLUfSTqgGcY6w5ZXlkfUdkdbCREgHZ1gm4uF8CuUfJlJ57amNlwpW6nN02T4AALFkpcl9bcC+LxqOb7bhhLAATZGGkr6G+c/Wrvmr5f0qNan3VfbiupnG5t5aeEkmV3SmsefdG9tjn1s/R/TMK/p7jFEgEz3HEKOF8Kv53h/ttc0diH+v266WwdsvNI2hXSg9vQKzH2Fz569e+Pr54c3PifkddDoZZZ8cIjqQQBHtRzxNOODhRVyW9LqaIMNVbbdQ7URwgPF9ZKaJ7Sbr7Tl1aXxdN+5TkIESOdm1/5KofyKJU9+F/jUZIY519HXDNtV7Z8tFTolcES/H1U3fbVV76eVsj2tU7V3pg4BvDNaGXmuLy0eJNP/SJrVvE+6z7MV1WvHT9+XFg6T2YbWLd42y/U8W1EJfnuvTi9RqADp9DzbVS+UX7HkydGwb2m+f9RnR4ft1e2aI+N2XqCn3y9x00mtyu+rlC05+j26BwEc3ZKEb8gHit+S9ILmp1t92pZXXre9rnyw+Cm5Xtv6u/+yocoLw3ff2Q5CBUhnZ9m+aqH8Cn0+1/L6Tmtmf7y1psfdMGKZPZiwfSvc+ZGf2eez9snrt5IenVT3mp5bHbHk/O/oHgRwdEsStiEfKB4r6QutLm7TrPqz7IPrbtpuAL95wf7anPtfSXu3/v44G6o0jjrMyiNUgHSLb0i/YsmTKyI9oWX5okrZkjeePFIuUCx58kFg7PTIX1fK9sRYp0QAx7oyAfrysw7aXVsf9n1JBzbKm95myysPeeK6DxbfKm9e2EDSzzXj9oPtgh/eHaD9ICVDBkiQCU9z0ZB+hX6/wExnJlNy179Xh+2N0zw9hgsgUOj3j5npX1rremF12M4K0MaEShLAE2LKxpN8oJj8TqwZuK5faOZu/2AXXP2QYepnHbm7ttzzA5me3FJ6qw1V3pcNMa6ENdV1DhnA8/t8Xj6v5GDCJIB/X32G/p+WWX2qc+L1AQWWea7wY/2fmR6bdFGraf76kcaxKlE+COAol6XzTflpC/bXzNz18uZh+6r7q2xldeyr6IdsyJcUjlPOPt94kumv2lKfYx/a/tfWnZ9ZeyuGDJD2zqwzo4f2K5T89ybt39i6dR0xermNdmbmVGmHQM9C7/Gcrml+htBN1bI1gjjWBwEc68p0uC8fKHxSsrGDrXb6gKq/OXBL/ikbqr6+w1MIUi50gASZ9DQWDe1XLPkqSae1prS8UrYzpnF6DNVhgWLJkwsHDbbKfqhSttM73MJOlSOAd4qrO5/sg8VD5fp265SiLXI9d2dPKWqdupQcVTqz8ebTdLgtr1zXnWL3zyp0gKTdN7RfcZEfIdfahqPrV5Vhe1LaTbPcf7HffylT86ArU29ljTU+Dcf6IIBjXZkO9uVLi+tkGrvQxiobqoxdgGOnuvCB4kpJzXecrvW2orJgpwZI4ZNDB0gKyf6m5dB+fX2evyWvm8eu+FZ3zVs3bMmbUR4pE1jQ74fnTGO/7/3TfjU9ZmTEajFPgwCOeXU60JufUTxBdV3aKvUnzajNsQsmd1lJP2v+o7V13OUrczrRLqp8rgPTCFYidIAEm/g0FY7Br1jyiyW9ofm+UR+olu2caZoew3RQoFDy95v0r62SH6+U7eQOlp9UKQJ4Umzd8SI/ee7DNHt2cr3n5o0V5GfaUHXs5guTmqQPFM6Q7MLWi3+nTZvm2MUbb5/UYCl4UQwBkgKmB20xBr/CYn+R1fWN5j8B/aQybE9Ps2lWey/2+40yNS456Tm9uLraor9VKgGc1d3avJ7zOyX9W5PArldt9+faqqvumwqJn37ULsrf/R3Jm7d7k95lQ5V3TGXMmF8bQ4DE7LOj3mLwm3uyz5x9h26R9IjGvwTpOaNl+96Oeufv4xHoKfkhLn231dFfNu2l/TZebFvi6XD7nRDAsa9Qm/rzgd4nSLXk2s17Nt/514+0FeuanwKm+PClC14sy13dGuZOKX+QDa399RSHjfLlMQRIlDATbCoWv2LJPyOpeT1o1zsrwzZ2u8IJzoSnhRQo9vt5Mo290b+kUrbXhOxnorUJ4IlKddnzfLBwudz6GtMyfdmWV14xnVP0weKVcr28Ob6P2PLqwukcP5axYgmQWDx2to9Y/HoW+9Fe11daAfyjyrAdtLNz4fnhBIr9/kOZGvcrt5xeNrraxu6EFK6pCVQmgCeA1G1P8dOLRyjfOvVC2qQtfoh9uPrT6Zynn1p4qmY2vsab3Ri3pl5bVYn6lIDJzD+WAJlM7zG8Jha/3tf4rrV7G19DP6zhktezKpfZDTEY0cNDCxSP92eqpuSa9Mnj9vyu2m/tZ+zeNLgRwGlYpWns0Zf1ztBfa9fJdEhjWPMP2PJqW4769MHC++XWPCrR9T09PH+oLVu7dRqnE3yoWAIkOMQkG4jJr1Dy1SYtak3lbZWyPeR10Cc5ZV42zQLFkie3Gmxcj96lNdWyLZ7mEm0bjgBuG22cA/tA8U2SPtLq7mbZ1jm2fMNf2tGtD857hHxGcpT1Y1rjn2JDlY+2o1aoMWMKkFAGU6kbk19xkR8rb90JzPXdyrDNncrceG1nBIr9vlGm5zQ/UOi4yhpLzR3ZCODO7JEoqviph+6jWbsk13ver/Wp9GRbUfl4O5vzpcU3yJScZ5n847hFm++bYx++7tZ21uzk2DEFSCfnPV21YvI78kTf/Z4tja+h90jmt7Wmp2wYsZ9P11wZZ/oF5vX5gTPy+llr5Lt2m6n9rr7UUnM3NgJ4+vdEtCP6QPF8Sa1bc/l3tHf1MFumtt79xZcpp9sK10r23BbMBTZUOTtapJ1sLKYA2cnWo3h6bH7Fko9I+qfm+0WdPVq2C6KAoontCvSU/CyXkp9ryeM/KuXWgaUp8SKAU7JQU23TB3qeIffvyrRrY6x6vWgr11WnOu5EXu9LFhSUy1Uaz3XdK7Pn2NDojyfy2tifE1uAxO71wP5i81uwyBfmXMONADZtGF1jY5doTRttJvrtWeTr3TWv8SPN1L9ujV2epokTwGlarSn06kuLV8n00tYQa2yo0tEDFXyguFpjB7i4vmYrKkdNYTrRvDS2AIkGZoKNxOZ32PG+16xa42vo3ZKf6fm8Hr/2MvvdBKfD0zoo0Hu8H1Cr6TeScpLu2ZzXftdeZnd0sIUplyKAp0wY/wA+WHip3K5qdXqHcjbHLhr9bSc79zN6Hqe6Jwdk7dWoa36ULa9+rZM9tKNWbAHSjjm2c8wY/Yol/5KkYxpf2JhOra6xsYMW20nB2DspUFjkp5jrw62XXVEp2yt3cojgTyeAgy9BexvwZb276rZacom2ZzQr+TIbqp7X3qrbH90HCudKtqz1tz/W3vnn2LK1qThf78G8YgyQEGs72Zox+hUX+QnybTcouaZStt7Jzo/XtU+gWPLkNpJHNN/Q68TKGkvdjV8I4PbtjyhG9oGesyQfO0jh/1Tb/GxbdW2Qr2n89MP2Un7WjyT9vyaOnW1Do6k+yCXGAIli402wiRj9Cov94arrFpNmybVVde1fGbE/TXBKPK0DAsU+f5RyukmmGS5tVk77VVfbXztQelpLEMDTyhnXYH5K736aWbtepn0andW1yFZWyiG79CXFknJa0/wwrlu1JT/HPrI2+Z1bKh8xBkiaIGP1K5Y8+ZVN45gJl15fLdun0uTa7b0WSv46kz7ZmufXKmVL5TElBHAX71QfKCa/u0ouvJH8GKnYULUnhun6QGFUsmKrl4/aUOWUGPqaTA+xBshk5hLiNbH69ZT8dX7/D/irK2V7SQgfam5foFjyr0s6Mvlbk14/mtI3SARwl+5wP6PnENX9OkkzGldirvthtrK6MYbp+pLCXOXs2sYVd6WtytmhdtFoKm//FmuAxLDOE+khVr/5J/qj81t0U2OPuu7zvB6Txq84J7IGaXtO8isCq+lmmXZJfrbVZmr/9ZfaH9M2j9abhzS2Tc87EvCB4v0HKMgutqHRf9nRazr59z7Q8++Sn9yqeY0NVVJ5oEusAdLJtZxKrZj9iiX/lqQXNOaX0oN8prI2sb72AQfJ/VelbC+Mtdcd9cUn4B0JpfDvfWmhT7bthPTkOs9zbKhyc0xT8YFicn3o5LSkxk3Q5b7QVlSTqxCl6hFzgKQBMma/npKf6tKHGvnrunJ02BqnJvEIK9DT71e4qXH7VJNOGy3b2KlIYRubRHUCeBJoMb/ET+ndQ7NHZR6HAAATMElEQVRqyZHGT2gF2zm2ovqBGHv2pYV/ldn7W739Wpvzz7aPrL0rxl4frKeYAyQNjjH7tS700Dhf3l2b/B7tt+4KuzMNrt3a44JjfE/bTbeYNW9zms/rcWm+UAoB3GU71QeK/ybpna1p/US29RBbvuGeGKfpg/N2k89Ifvf7tFZ/77Chyrti7JUAbs+qxBzAyYwLJa+YVEj+O42XOmzPqoUbdfylQl2qVsvbDuYM19QUKhPAU8CL7aV+eu8ByteSr3WbNxWXXm5Dla/E1uf4fnyg+DJJX2792e2q5efYqrWpufRf7AES89o3As5feq61Ls7i8mVV+1qQi8Q86BushX6m5TR2rnrqLvYf+/rvbH/jb5bhdZ1Vvdwu3NkxYno+ARzTakyxF19avFSmExrDuH/DVlQbh+nH/vClhatl9uJm3/qcraicGHvPY/3FHiCxO8buV3iVP8lm6RetvXnn1rr23TBiUX6jFPtaT7W/eX2+24yc/iDTno0fFZv15Orn7ZdTHTfk6wngkPrTWNuX9MxXzte1hrxPVp9ry9f97zSWaNtQPrjgWfJccopUclpB8l3fAls5ur5tBadx4NgDZBqn2pah0uBXLPm3JR3W3Js6rnJ5em743pZFCzRocaEfq5y+0Cp/baVshwdqZdrKEsDTRhluIHeZBovJD4lDW11cZEOVM8N1tPOVfaCYfJV0RuuV12l55XCz5CJEcT/SECAxC6bBr6ffz3HT+1qOn6uULTXf0MS89jvbW7Hkl0rNb/jM9ZbR4W0HcO7sUNE8nwCOZikm34gPFF4nWeuybPYH5XNz7MK1f578iJ1/pZ/Z+0jV6tdLvm+zur/ehqrRX/4vDQHS+dWceMU0+C3o86fl8rqxuS1126117XvDiG2e+Cx55lQFntnns/Zpfv28dzJWvaanrxuxn0x13NCvJ4BDr8AU6/ubCg/XLEuu97x/a6glNlRZNcVhg7zcB4qnS1rZ+kF3kzb7HPtoNeoLrKchQIIs5gSLpsWvWPLkjmKHNH74u45eN7zt9p4TnClPm4rAgn4/Kmf6amuM71XK9pypjBfLawngWFZikn34QPG9kt7SevkPtGnT8+zijVsmOVzQl/nJc2dq9uz/kfQPrUbeZ0OVtwZtagfF0xIgsRqmxa/Y7++QqXGEdnKN6GrZ/jlW027sq1DyTyTXfG69OT+3Mmxjp1qmeroEcIqXzwfnHSif8X1JuzemUc+9wFZe898pnpJ8yRHPV67+X6053C3berAt3/DzWOeUlgDBb2oCPcf7s72mH7ZG+XPl6dpXy6w+tVF59YQElnmueKP+IOmRyfMtr4NGL7PkYkOpfxDAKV5CHyh+UdIrm1Pwz9tQ9R9TPJ1trftA4T8le1XrD75kQ5VjY50XATy1lUmTX6Hk15v0rEYImF44usbG3ihODYFXP6RAzyJ/gbuS63In3z78b7Vsc7qFjABO6Ur6QM8LpMbF4pPH3TI/yJZXU31O3NhS+GDhSXJLPm00P9nLXmhDo1H+sEtTgMS41dPk19Pv73bT25rvd7WqMmxLYjTttp6K/b5SpuT4kOTo5/eMDtvbu2WOBHAKV9L7njlLj90n+V3pQa2Aeo8NjXbNpmz8fBvoebfkzR920g/1+1ufZyM3RHfkaZoCJMatnia/Qp/Ptby+03K8qVK2x8Zo2m09FUv+e6l5kKnX9NzqiEVxW9XpcCaAp0Oxw2P4YGGp3IaaZZPNOWOODa29rcNttLWcD/TuLW29Xmr9kDMfsOXVFW0tOonB0xQgk5he21+SNr9iyX8q6SmNT2PSgtGypeKCMW1fyDYV6Cn5fJfGLjD0s0rZntqmUkGGJYCDsE++qJ9efJTyjdv4Pbo1ymttqPKZyY8Y7yt9oPgaSZ9udfhH1TTHVlX+FFPHaQuQmOySXtLmV1zkH5Tr7JbjBZWyjf13bLRd0U+x5OdLOqsxGdP5lTX25q6YWGsSBHDKVtOXFi9KrnvV/PBr39aK0fnWODah+x6e/JNb2rNe5s1LzrmW24rK2NWyophw2gIkCrRxTaTN74g+n1fPa+xT768qZXtSbKbd1E+x5MlxLU9M5pSraf41I7ahm+ZHAKdoNX1J7xzltm6UbFaj7Vx9nl20LrkEZdc+/IwFh6uea/2j882qz5hrK9cm3wBE8UhbgESBluIATt71Fkr6lUmPb7wn7LLfSca0P8b/zt2l31TLSRBbV33YIIBj2nE76MUHit+Q9KLmp0H/rK2ovjpF7U+6VV9auERmJ7UG+KYNVZp3TorgQQBPbRHS6Fdc5CvlraNyTe8ZXdM9R+VObTWn99U9i/zd7q2jzk2rKmu676hzAnh690zbRvPBwivkdkWrwG2yrXNs+Ybk6MCuf/jgvMfKZySfehvXgZX5Mba8emUME09jgMTgNtZDGv16FnqP53RN432wdGO1bM+IybRbeimU/McmPb3xT76uI0Yvt9FumdvYPAjgFKyonzx3tmbPTq541Tj6Um7/ZitG352C1qetRV/a83aZv6s14M+0adPBdvHGTdNWYJIDpTFAJjnVtrwsjX69vT6jtp9+M3ZqTN00Z90aS8WtP9uyiG0YdMEif1bOGwebJo+b8rfo8WvX2tY2lAo6JAEclH9ixX2w5xy5j90O7ZfanP8H+8jauyb26u54lp/Su4dm1X4gqXnQi9lbbPno+0PPLo0BEtpsfP20+hUX+cflal4P2tU11yaOZW+Mv/a2TJ+orLE3xNLbdPZBAE+nZhvG8oHiY6TGO8FHtP6x/5OtqPxnG0pFP6QvLf6jTP/RavQvkubYUOXmkI2nNUBCmnVDABcW+ossp+SYjOTxg0rZDo7FtBv6KJY8+cavcVMWr+vF1cvtm90wrwfOgQCOfFV9oPhxqfVOW1prQ5XnR95yW9vzgWJys4neVpFP2FAl6DtjAnhqy51Wv6OO8l3ueph+N3aDgK01PWXDiEV705CprVJnXz2vzw+ckdfPWlX/vMftOuCqq+y+znbRmWoEcGecJ1XFlx7xPFnt25LlJG2Raofa0PrknWFmHz4w/2Apf52kmY33xp4/3FZck1yWM8gjrQESBGs7RdPsVyz5pZJOaEzL9K+VNfbBWFzT3Edxkb9Zrg+05vC5StlOTPN8Hqp3AjjilfWBYlXSgmaL/mEbqp4Wcbsda80HCh+S7NRWwXU2VCl0rPgDCqU5QEKZja+bZr+ehX605/SV1nyuq5TtsBhM095DseTXSjq08b6mrpeNXm5fTfucHqx/AjjSlfXBwmK5XdZq78/yzXNsxbXJPTEz//Clh+0rm5X8Xrxxf1CZH2/Lq6tDwKQ5QEJ4PbBmmv3mvsJnz9698TX0w5N55fN63NrLLPnfPCYp0Hu8H1Cr6betl/910906YOOVFvxsh0lOZ4cvI4B3SNT5J/jph+2lfCNgHtcMGDvLlo9e2PlO4q3ogz1nyv2CVoe/VW3zHFt17R2d7jjNAdJpq+3VS7tfoeTDJi1M5uaugeqwRXfDkBjWeaI9FPp9qZkaN5px6fJq2fon+to0Po8AjnDVfGnxPJne0WjNdYPqezzHVl3VlQchTJbfTz9qF+Xu+q5Mz2w5vdNWVM6d7HiTfV3aA2Sy856u16Xdr7jQj1VOX2i+UdZoZY0dMV02WRynuMivkaunMfe6jqtcbl/sZgcCOLLV9VPnP14z8z+StGfr0+9LbPno1ZG1GUU7PthzpNy/3mrmTm2pPds+vD65QELHHmkPkI5BPUihtPstOMb3zM1ufA29V+Ptck37VkYsqjt2hV7jidYv9nlyp7fk12xJLt1R36QD1l1hd0709Wl8HgEc2ar5QLEsqfm1i+mrtrzysshajKodHyx+Ra6jW00N21Cl1MkG0x4gnbTaXq1u8Osp+eddOq7xoc31xnXD9u+hXdNYf0G//0vO9LHmjz59YbRsr0rjPHamZwJ4Z7Ta/FwfPKIor49d7/Qeef0QW7HuJ20um+rhfemCp8ly35O0W/NNS67Hll9T6dSkuiFAOmXVrQFc6Pc+M12ezM+lb1TLdmRI07TWLpT8apMaN1px18LqsI2kdS4T7ZsAnqhUm5/nfX157X/z92U2p/Xp96dyD3Jkb5unOv3Dmy2W66mNgd2v102POdhGRmrTX+jvRxwfwJLWunxtJ+p2Sw2TJRdVaVxYxeXLqva189I2t95jfe/aro2voXeXtNWlTF2nfbrWy6S3S5oh6e78vTpg7RfttukaO9ZxCOBIVsYHi4NyXRRJO+luw3SGLa8s78QkHhDAnSjZtTXSGsDJghRL/mVJ/LpoenbnVyple/n0DBX3KARwJOvjA8UBSR0JjUim3M42Bm2o0jiVod2PHj/qLJfOb3edLIxv0tmjdtXYqWWpmnKh5EtM4hSkaVg1l5ZWy7ZyGoaKfggCOKIlan4K9uRoSh6TFTC7o1OffsdaTEK4Lk++fuQxSYGc7O60hu/YlIslHzRpr/okDbL+suR6uy7dUSlbZj6IEMBZ3/XMHwEEEEAgiAABHISdoggggAACWRcggLO+A5g/AggggEAQAQI4CDtFEUAAAQSyLkAAZ30HMH8EEEAAgSACBHAQdooigAACCGRdgADO+g5g/ggggAACQQQI4CDsFEUAAQQQyLoAAZz1HcD8EUAAAQSCCBDAQdgpigACCCCQdQECOOs7gPkjgAACCAQRIICDsFMUAQQQQCDrAgRw1ncA80cAAQQQCCJAAAdhpygCCCCAQNYFCOCs7wDmjwACCCAQRIAADsJOUQQQQACBrAsQwFnfAcwfAQQQQCCIAAEchJ2iCCCAAAJZFyCAs74DmD8CCCCAQBABAjgIO0URQAABBLIuQABnfQcwfwQQQACBIAIEcBB2iiKAAAIIZF2AAM76DmD+CCCAAAJBBAjgIOwURQABBBDIugABnPUdwPwRQAABBIIIEMBB2CmKAAIIIJB1AQI46zuA+SOAAAIIBBEggIOwUxQBBBBAIOsCBHDWdwDzRwABBBAIIkAAB2GnKAIIIIBA1gUI4KzvAOaPAAIIIBBEgAAOwk5RBBBAAIGsCxDAWd8BzB8BBBBAIIgAARyEnaIIIIAAAlkXIICzvgOYPwIIIIBAEAECOAg7RRFAAAEEsi5AAGd9BzB/BBBAAIEgAgRwEHaKIoAAAghkXYAAzvoOYP4IIIAAAkEECOAg7BRFAAEEEMi6AAGc9R3A/BFAAAEEgggQwEHYKYoAAgggkHUBAjjrO4D5I4AAAggEESCAg7BTFAEEEEAg6wIEcNZ3APNHAAEEEAgiQAAHYacoAggggEDWBQjgrO8A5o8AAgggEESAAA7CTlEEEEAAgawLEMBZ3wHMHwEEEEAgiAABHISdoggggAACWRcggLO+A5g/AggggEAQAQI4CDtFEUAAAQSyLkAAZ30HMH8EEEAAgSACBHAQdooigAACCGRdgADO+g5g/ggggAACQQQI4CDsFEUAAQQQyLoAAZz1HcD8EUAAAQSCCBDAQdgpigACCCCQdQECOOs7gPkjgAACCAQRIICDsFMUAQQQQCDrAgRw1ncA80cAAQQQCCJAAAdhpygCCCCAQNYFCOCs7wDmjwACCCAQRIAADsJOUQQQQACBrAsQwFnfAcwfAQQQQCCIAAEchJ2iCCCAAAJZFyCAs74DmD8CCCCAQBABAjgIO0URQAABBLIuQABnfQcwfwQQQACBIAIEcBB2iiKAAAIIZF2AAM76DmD+CCCAAAJBBAjgIOwURQABBBDIugABnPUdwPwRQAABBIIIEMBB2CmKAAIIIJB1AQI46zuA+SOAAAIIBBEggIOwUxQBBBBAIOsCBHDWdwDzRwABBBAIIkAAB2GnKAIIIIBA1gUI4KzvAOaPAAIIIBBEgAAOwk5RBBBAAIGsCxDAWd8BzB8BBBBAIIgAARyEnaIIIIAAAlkXIICzvgOYPwIIIIBAEAECOAg7RRFAAAEEsi5AAGd9BzB/BBBAAIEgAgRwEHaKIoAAAghkXYAAzvoOYP4IIIAAAkEECOAg7BRFAAEEEMi6AAGc9R3A/BFAAAEEgggQwEHYKYoAAgggkHUBAjjrO4D5I4AAAggEESCAg7BTFAEEEEAg6wIEcNZ3APNHAAEEEAgiQAAHYacoAggggEDWBQjgrO8A5o8AAgggEESAAA7CTlEEEEAAgawLEMBZ3wHMHwEEEEAgiAABHISdoggggAACWRcggLO+A5g/AggggEAQAQI4CDtFEUAAAQSyLkAAZ30HMH8EEEAAgSACBHAQdooigAACCGRdgADO+g5g/ggggAACQQQI4CDsFEUAAQQQyLoAAZz1HcD8EUAAAQSCCBDAQdgpigACCCCQdQECOOs7gPkjgAACCAQRIICDsFMUAQQQQCDrAgRw1ncA80cAAQQQCCJAAAdhpygCCCCAQNYFCOCs7wDmjwACCCAQRIAADsJOUQQQQACBrAsQwFnfAcwfAQQQQCCIAAEchJ2iCCCAAAJZFyCAs74DmD8CCCCAQBABAjgIO0URQAABBLIuQABnfQcwfwQQQACBIAIEcBB2iiKAAAIIZF3g/wNfj/s7wTpVgAAAAABJRU5ErkJggg==3030num_sides15030num_sides1Draw a triangle, square, and pentagon!580