Multiplies dinosaurs (not done yet)data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAKAAAAB4CAYAAAB1ovlvAAAAAXNSR0IArs4c6QAAIABJREFUeF7tnQd0VUeyrj/lnHPOOSBQQEgiSoiMDRgwGMcxtgdsDx7nGefxOHtsjxM4kE3OWYAQCASSEMooopxzzumt3Wc4tt99797rNV73isOptbTsvam9d3fXf6q7/66uVhkbGxtDKcoW+F9qARUlAP+XWl75WdECSgAqgfC/2gL/TwCmp6fj5OSEmpra/1jhhoaGqKmpISgo6H/sm8oP/e+3wH8AYEJCggDfvysSePOPfEVfYRLwnw8zPeY8gm7AbPHJsrIyoqOj/93PK5+/Q1rgVwC8fv06RkZG/9+ip6amoqqqKv49JCRE/Fe6J0lYWNivntPR1qbwL6GE22mJ+2ouk0FFRa4z2lbNWFu1uB5zmULdrL+J/x8eHkZLSws3N7c7pAmVxfx3WuBXAKyvr6e1tVW875tvvqG6uhp1dXVcXV3FfyVwjI6OUlhYiI+PD3V1dejr62NtbY2ZmRmdnZ309fURGBhISEgwZW9MIcxWC/WA+ahaeTFal4f65NWMVmaIbwye/1wGQOcpVE1/U16P5uZmpk2b9u/US/nsHdICvwJgQ0MD0p8kGzduxMLCQu7xEhMTmTp1KioqKkieMjQ0lOLiYkxMTDA3NxdAdHBwEKCcOXMmurq6VL4dKQAoiWbMc6jaeDN0ZTNq3rNgqE8OwFHncMojX5M3mfQjmDFjxh3ShMpi/jst8CsASuCR/kSXqaaGjo6O/N0SoHp7e2Vg0tQUXe/cuXMpLy/HwMCAwcFBAcKenh66u7vRUFen5ZNYQmw0/+vyec+maMJ6uV57ezuzZs36r59TatzxLfArAEqzUOnv9xKrsVZG8s/9l69TDVhE44iuXE/qymNiYv7L55QKd34L/AqAVVVVSH+S6Onp4ezsLLrc31NGRkZoa2sTXfRtaWxsFF7ztnR1dTFnzpzf87PKd43TFvgVAJOTk0VXKok0sZD+fm+5DfKWlhYxlpS6cUl+CUhpoqMcA/7eLT8+3/crAErjuZSUFDH5kCYWkgf8vaWjo4ODBw9SUFCAjY2NGHMuXbpUzLIlkbzh/fff/3t/Vvm+cdoC/4GILioqIi0tTQBBmlz8Z7zg71EnydvV1taKV0mz6PDwcOzs7H6PVyvfcQe0gHIt+A4wkiIXUQlARbbuHVA3JQDvACMpchGVAFRk694BdVMC8A4wkiIXUQlARbbuHVA3JQDvACMpchGVAFRk694BdVMC8A4wkiIXUQlARbbuHVA3JQDvACMpchGVAFRk694BdVMC8A4wkiIXUQlARbbuHVA3JQDvACMpchGVAFRk694BdVNYALZ1NqCrq4eWur4wQ3d3J/m3MggNmi43y83i6zjZeKGvbyjutXU2cqs0X64j7YNu6qjAQNsSfT0DoVNUkou2jhaOth7ienRshMQbBwj2mi8CeCXJLUxB30QDZ8tJ4rq3r5v67lxcLcLl3z5wZBvToiOwNJC9p3egjaTU88yeulxcS98+dX4v0yLnYGxgLu7VdGbQ3F7NBMdFdwC0/ntFVFgA/nR1PfeEvIW+poUMFEXJaJp24mkeK2+ZuLz3iHR8Wg7ApOItqPdbMzlgntCRduedSPmE+2PeRFVFlicnpWQ3ToZRWFs4iOuO3jpOnt/D/QufRVVVpnMu60um+T0qB39nfx1t3bU4mQfLv/2P7U+x4cGv5e8trklGU9UAJxs/OQCvFu4kwmuNfLvC9bLdOOhOw9pKcSLGFQ6AkudIzNrNoFoiM/0/EyAor82jdvg8HWVGzApfiYamBtn1+6mr/p5Qlz2Ym1tQ0X6VK8lbiQ5fhbXxTCQPKukM9hZiOHg/k8Miibu2meyqXUx1W0/YxMX0Drfyzb5nsdKAh1fuZmR0hENX3kVbK54Iz30Y6ZtR2X6Di7c+YajCkbmR6zEzsSC+5D26+66xJPgQuhpm3GqJJ63yC1z05jLJZS3dfa2crXiJyowu1ix5CxuDQM7nf0LL0Hki7V7H3izyv+de7gAthQJgTtEVTC0NOZL9JE5jU5ge9hq9gy0cu/43fBwrCHXdy4lzx3D3dCW1+AWWRrxBTZUjDq4WHMrcgFFrDwtiDnE6YTf6Nj3k5G9nsvP7DKv0YmVux8mbG5jmMQVns5fIvZVERedlNNSzWTltOxmFudxIyWTU/Thh+vfh5f0QZy8d5GbVWbx9O1gw6QBlzSm0tNeR3/g5sR6vY2M3nZK2S6SU/YjVgAOLpn9JYeNFsvOTqWiJ58nojTR1DdKjVsaN6h1YdNqwIPqfdwCs/vtFVCgASuO8Pho5dv571ix8XXi/7sFGTpzdSWCIF77WCxgY7qatp4bS1kRCHFajqa4ndOKv72CCayzONgFCp7D6Gi1NLcwMvR9pL3NXXyOnL29lRvhSbEy86B/oJb8qEX19AzysI4VOdW0ZhZUpTPKaI3YVSl14Q18mRtp2mOk7izQnHd1NlNal42EdgYGhbOyZWnAUL4cpqI3piuwS0vdziq7h7ThFbFeVniusTcRU213UyfBfz/33zTx+NRUKgL9s5pTSHQy0GDIt9B5xOyv3OvWjicwJfF6udjL1M4Ld7sXazEXcyyu7QsLVo6x/4GNx3TfQw7ErnzF/yjoMdE3FvcQbh2moaWX54j+I6/auRr47+CrPPfgVGmqyVCbf7f8Lc6bdj5NVoLiWAJ6Yu5UZXuvR1dMT9/akPEOE6+M4WkwQ19fyDtCjUkGMj6x80v7sozkvs3jCu2ipy55JLdlLU/kgC6IfHL+I+o0lU0gASuPAQxff4r5Z78iTK+WXXBeDeQ+niTJQdHdyOf9r5oS8JCYCkgfbd/Iz5s5eiomOq9BpbqulsvsCQfarhI70TE7DfnwtFmBkaC1mqpX1eZTVJxId8rR4pn+ok5zqvfhbr0ZbW5cxRmnovkl5SSVTghbKAXn5xqvEhn0ncvD0D/ZQ25aNnoY5VqYe4r09g02cSvqepdNfQktTW3jFS7lfYD4cwaSQmb/RzONXXaEAODQ4xKjqAAdynsKgr5bY0KNoqutyPPUDKrriiLR7Hl1dcyyNXNl14xG0+3WY7PAWgYFBxBW8Q13baWK9P8DCMIyCkhtcbvwrs10n0FJ3LyETprEz7WFU+irxNX0DJ1s/civjyev6BiftaOaG/lVQMnuyH8JWp5NAqx8x0DXjaNJHDJnEE2X/Bv39Wjha+7IpfhnBjm6EeXyOtoYBH21fg759BdGuH6CtaUJ9bRMJpS8xxX02ji7zcDSczP6cx9Afa8RF/SMCAmU/IkUQhQJgVXM2J8/tZdAolUei/omWrgNH4r+mR+MW2t2qrJj/NbdqUjl44CBmHhmsmr4dTW0jvt/xIdre2Rg3zGbFsme4mnmMnLJ4nFy7meXzJcMq/RTVXKG45RiWfRFMjXiEnOpTVLRdo6cxn1Ux+8i/lc2Abinffvs5H7y0DSMDZ0rbLnL1ehx6Wposm/Eu5XXZtI/lk3jtFMsj38TKyknonLj0Pb42kcSGP0NJQzIXr5wGjTpWRX/MmIoaedXniU/bwqro53GyUqy8iQoFQMkjSF7oyrULBPhNREdHC21NA1ra6+ntGkTfSAsTQyuhU1VzS0wCtNQN0NPVp3eohYG+ETS0QV/Tkr7+HlAd5kJCHPNil4kuOL84HW0tPTQ1NLGzcWFgqAfpkIv4iyeYN/s+VFClo6sFFbVROtq7cLRzEzqjo1BenY+PW4jo6odH+8gvSUdL1Qgfzwn0DXTR3dMlwBfus1ToSMmaGjoLBC8oTTyGRvrIycmma7CO6WH3KoLzE3VQOADetsy2i+uY7voczo6ylQaJ2sjJS+eBZevkxjuW/jaRTuswM5OR1UlFWzA3scfLQpavur+/l8sVnxPt+bKcMM6q34eNVhiWJrK8ORIRvevExzy5/GO5zumc9wl3ekyAXZLOgToKijMI858v//ZnP61l7T2fyknwm9VxmBvbY6X/MxGd3XCAINvl8vdeL92Dq+l0zIxtlAAcry0gnbsjkcrFNTtxN9iAi5MX3YNNZNXtZqjVhCm+y+VEdHXLQWK9t4lxYlpWIlmVO5g77QHsjGaICYcEgJHhAqxVHsfD01O8t6hxF5a9i/APiKFvpJX06t2YqBYQ4PyNmDxI130D11HtiiHMP5ZblTkcS/kQOxNvVs37Kyqosf/Su9RWnePxpccxMjAnr+Y8WVVfEGr/GO72S+jsaWb31T8x1DfGbN9X8XIP4NjlL2nRPkGE45N4WS0dr83/m8ulUB4wOTURZx9T9qStI8YlCA/7v9M71Mqeyy9jY9bM/MAdFDWlMzagQ2LlXwk3XoG+7mzMbfU4nPk8ww1drIzZyZBaG2WtVyip3cg8vzcorQN9dTuO3NjA8qggDDVfo2OwnNq+FHIzf2J17C66+gboG+jkVM5LGPaEs2zOS1S2ZHHg9Nd4eHRwX9QeChqSKc9r49bIRlYFvYS+8TSOnNhFm8kJptjaEeq7idNJW8nLLcR1cipu6m9h6WJGeXkJBT3fYdnvwtypX/6PHp/xmxH1Gx9QKABKVEV7XyVbD73Hs6u+RVtDX9AZqYWHcTAJxsMhREZE91Vwo+gk4W4PY2xoTs9AE3vjPmLOtNU4msp0bmQn0t5bw8zgNWhpa8q4vOyfCHVfgpWJm1guq2i9TllxNQtn/EGMK1t7Kjh2ZicP3PtnMW6TlvNyi67R093L3BmrGR0dobG1kpuVCUybsErwhlJi+IahFFTbXAgIDBReNCsnlWHNZiZ5zkNDQ0OMB/Prz+BgHIyV2e+fNPQ3YuZ3VVcoAP6yZQ4nfUi4/0JsjGRjqrzCTAZ0bzHR4T652q4z7+JvN4/AAFmQQG1nBknXz7M8+kVx3dPTzZkb/2Tu5D+ip2Ui7iXnHsfC1gA3U1kS9b7BDj79fgNPr/kUYyMZWX0y5XMM1VyZGrJYXDe11nDk1A7WLPuTPO/2rssvEOX9oJyIPn1xJ2h3My/8KfGMlI/7cNpfWDjxdYwMzMS9nIZDNDe0MTNQRoIrgigsAI8n/Z0FU16RR6jUt5YwNNKLg0WAsJs0VjwQ/wZLZrwpjzY5dOZrpobPxcJYdkaJlEq4rDOeIIelgtCWZqcpZVvxs5QR0ZJU1OVRWJZAbIQsyXr/QA85tbvwt1mNjrae8GgN3XlUlVcS/i8iWvKMR5P/wkOzvxMTjN6+Huo7szHWt0BH1U6AVPK4Z5I2s3T6i6IOkldOr/gRL5MFmJq6KwL2RB0UCoDScV+DQ/3sS1+HSl8Zi0IPioiUc8nbadU7jkbdZHxconFz9eTQzXWUJlcxM+Bdpk6dxoXS9ykoPE6k7dt4eUVRUH6d5Ob38Dbyp79mGjEx89l19Wk6uouY6vQGXm4hZJbGkdH6Fe5605k54WXRxe7JfBQX3XrczbdhqGtOcul28up34Km1FgNdOyYEhPLD5WVo9hvzcMwOAdIdl9ejYZDFDJcPaKkxZES1m9Tu1/HTD8VQNwYfu2h2ZzyGsVY1E+3+gb2Z4hxnplAArGzKonU4n6PnvmCu/6sE+s8kMXsn17KPEeFnS+zkTew7sZG+4XY0zE+xInwPPX16XM09SEHHXqKsYgmd+DInL/9AVt4V3JxheuC7qOmM8f7bH2IXVch0t7UE+S/lcNwmhoyKKLnRxet/+o66rnzi489Q0n2UPy/Zhp7uv4joG2ew1BwkJvJTKpuz6BwrJjX9K5ZF7URLzVREw5xI/JYo78VMD36Kuq5ssvKu0diTxappH9HZ1UP9wHUySk5gTRgxkY8pjPdTOA8oVUiaDBRXpmFl7ImWtgY6WvqkXr+Cq5sb6hoaIrpY0rlVnY6lkQvqqpqCi5NIZktzWzS0VTHUsRRdXndnPyMjQ5ibW4quUgKH1qg1Y6NjmJlYCZ3BgWHG1PsEeS1JT387+Tfz8PH1FUtxUnfb3dFLW3cDfp6hqKjC4HAvOTfTcXf1Flxhe2czmlrq5NzMYPKkmaJ8EoHd2d2CvpY5enoGdHQ1S/0V5XU5TPBQnDNUFMoD/tI1bDn3DDHBj+NgKos2SUlPYNS4kimuD8vV9ie8T0zwz4RxfPoWTHWcmegjW+zv6etk54m/8eDCN9HVkYX2Z9buR6PLBT8v2Vl5EhF99MrnrJn9npww3nHxTyyJeE0ejS0R0TXtmSIa+/YJpN+fWseamPfR0ZSdzXcp6yd01EzkZLU03jye8jGLp7z4MxFdthtrrTAcbBXnHD2FBGBmQSKtwzuI9JZFRMuim3fTU2VGzNTlwhMm5eyjY/QEs/03CZ36llJOJb9P9JRVOJnOEl5IiojuaL9BkP2rGBmYCiI6t2YfQVarsTKeJGbAaRV7MFAvIMTjS0ZHRriUtRtN43Rc9TaI8eeQaie5jQcovtHBA/c8j5qqpnhvW+tmwt0PoqNlwK2Gq1Q2n2G42YLY6c+IZcC9F96muaeERZNex8stiLhrP5LfsI8o9ycJ8VcS0eNyHNLUUktnbwsH0p9iWehEbM3/TntHM0du/BVttQLmBR6ibawA+oxJanoRm541OFtMwdzOgMMZz6M93MfSiB209VVT15lDVt0PLPd7nsY+A4w0nTiU+zTe2npEBG2mujmfxpHrpCRvZobvJ7h5eNA70MH+1CeI9Q7Dweqv5BdncPjcRubEthDusZeC+jQsjZ3YfPoPrI19CSODeTS1VXKm6HXUm9pYGLmH4rY4mmt7aRj7kQV+74O2BQWZ1RSPfc4EMx+CvT6Vz9rHpRF+Y6EUygO2djSye89W7ENaifZ8BR1dA5KuXqRm4DKT/WbgajOD7r428orTyKs9yIqZH6GtKYuI3h3/BlN9HsHXJVLsjkvLjad3sJV7ZqwX3lCKiL5R8xNqre5Mn3yvWN67nnsaLX0VIjwfFDrtfRX8tH8ji6PX4mTvId6bnBmHibEZwZ7zxfLeoGozcZf2siT6aREoIemcvvIjkzzn4mY/UejcLE4jJyeThx/4oyCrO7pbSLt1gIkuizE1Upx1YIWchNz+AR49s4PwyFCsDLzFEbPNbXUU1ScS5bdKqEhE79XirbgaRePq7CXuFdcnUdNwixkTZONE6ciwGxV7iPRZI492Tso8QkNtM0vnPy50pInItuNv8dDCt8TKiyRp5XvQHLYk0F02WZBWTXIbDhPu/DOB/OG3zzIjbCmTg2WEdnHtNc5ePMz61R/JytfTw47Dn3D/PevFerEk6eWHqalsZNG0J3+jnxm/6grlAX/ZzEfS3mDRxDflg36JiNbUVsFUVxbtLMnp639nXuhff76+solg39lYmsp0pIlAdt1BJtjeJ4+svl76Ey4GszC3kHmiiuoi0rKPsWz+C+Ja4iJvlO1issdD8nP2atvy6GjrxMdVti9YioDeGfccjy38VkwwJP6wpuMG6uhhYyJbuZECEjIrjxHl/bA8Gjujbhs+FgsxN5ZtIVAEUSgADgwMMDQ0wJaEpzDUb+C+yH3oaphSWH+B67VfoVEdydSwZZhbWHAkfz16w1U4a36Gv98EpD3CBYVxTPV+mgD3eykuyyKl9SO0O1UxZjmx0ffy49mnGNUsxbjpQe65ZwWNA5kcTXsD9QI7Hnn0G1lEdPqT6A9VEub2I9ZWDmTXHSCtZhtTrDZgrGePqYEde7IeZbR1lEfn7UVLTZ+E8vepbDhJlP1bOFhFUFiSRXLH69gOeeDivIQAx3nsuP4Q2pQRaPqZIMEVRRQKgFnFFxjTb+RE4j94fOYrmJrNpbT1Euczv8XdwJy54d9x5up21PR7yC7Zz9roTfT26wui90r+dmwG7bl33hdkVhynsCKZjvZUlk/dSXV9Bc39+aQWb+GJuWsxMXqAm9WnOX1pB54O+iyZsYmbt9I4G38MNetcwiwewT8whm27v6Kdm/i6mLN45j8oq8sg7sIR+jVSWLtgC5o6xpy6sIMWg9O4jC4mJupxqtszKK3NoLM/mSiX99DUU6OyM5m8mv3YaAYyxWeDomBP1EOhAChVSBrEX0o7TGzU/aiMqQrKpbg6BWNdB/S0jMSuNEmnsacQcz139PUMRRdX23YTQy07+vsGMTezpLW9iYbGamytXUTKDUmnpDxfBByoq6uJcZlE7wwPj4iGlIhpWffaxfCAiiC0dTQNBE+oqqJJf1+/IJ1V1VREhLaWjpqgf6S/zr5GetqHUNEcwNrMVUaUl+bT3FpHeMgs2XrxUAttzZ1U11QxOURxwvIVDoC33cOOK08R6bYWVxtZpMvpcwfo0ywVu8xuy+5LLzPDZx02lk7iVkrxHrpahokJXyOu29tbuVD4GQuCX5an2UgtPoiRlh1ejrLxXHtPHZt3/JMNT74rJ4y/P76BmX5PiZUOodNXS+bNy0QFLZNTKN+e+AP3T3tPHjV9PmUHjm5W8tQhA/39XK74glmeL8jfm169F3u9yfJobEVwhQoJQGnj+fX0T4mJkoXJSzPVo3FbMDAwZEboChFjl55zmaLGb1gevVXsu5W82cGEN4idugpH0xmypENZu+noyWOq9/OYmpkhEdxlPfsIsl2Js3WUAGh2w07GRiqZ4fepwINEVlc17cPZ4Bnsrd0EXZNZt4eGkg4WRb2Iuoa6IKJbmrcQ5X0QLQ19rmdeYswsA1PVQOxNp8hI8Ib9JCad4+mVX4r0HdJ7C+q348gSfLwV5zBvhQJgb38HoyoD7Mpegc2QFRE+n6OursnJvNdp7cpise/3tPZXYqBhx7mqJ3EYCcdc4z6cnJ05U/4iZhr1xPjvpKWvnqzcFBq1thKi+wzDqrbC6xwvfor+Ug1WL/pWZDio7rtMcsYu5k14EwtLF9S1RjmYtZ5ptgHYW7wueMTtx9/G0a2KZZMPcPj0AabPnMaWM48T67kSf58n6Rtp4afLz2Kh3UNs0C5yipNobWugQ+N7Fge/SUW9DjYWLhy+sYFpbo642X0k98ZKDzjOWkAKvy9qvMC5C4d4aO57WJg7cDX9JHmVl1DvNuaxB1+nq6+JcwlH6VK5wZLID9E30GP71q1o+KYQaf0Uzk6TqG8p40jcjwT4ehHquxJ1DTXSM1OoGj6Ov/kKPFwmCgI5u+oEzdUdLJ7+nBhXNndVsfPoezz/2EYx/pN0pC2VPc1qzAxbKTxxY3s5hbUJTPV9FE01PRGxfeTCt4T6zRHduqQjRUR3qRYS6fUI6uoaQie74gxOZqE4WvqPs1b/94qjUB7wdlM0NTVRXHoTCxsDPBxlY8Curg7K67MI8JAN4KVtjolpR7E38cfL018EqBaWZNKnXs1EZ1n+PSnbVULmZqZPkBHREjlc05VJXVUj00KXCB0JMMevfsE9kX+Wk9XnU7fh7hyIs+VE8V4pfcfZ5G2sjP15/Ln3/HuEuN+Lm7OveE9p4zXSci6xIvoVcS0R5ddKNzPFa5XogiW5kLxf7HFZOFVJRP97sP8feHrr2Q3cF/GOfNujRET39vbgai/L1yLJxbzvifJ8VD4xOHn5e4J9Y+S5YiSCOLfxEIHWsqSRktxsOIqXxTwRxiVJS0ctl6/v4t4YGREtSVrFLoLslgvvJYm0t6Smpho/j8niur+/n60nnmbtkk2CKJdWalKzzuDu5oO5oYxk7u3vJqfmGMFOK0T5pHFhctl3+FguxERflptQEUShPKBERGtoqpNQ+gHdbeeZ5bcXAx1L8qrjyW7+CuP+cCa4rsTU1JwdieuwsWgizG4zFqY2bD70Bl3aScwNXi+2Pbb31nKy8EXstMBO66+4u/qIqOnm7kQ81P+Ip9MsmgZySCz7BFuMmR2yWXTDB7OeQYN6Ai3exsXOj4s39tKsd5zK8y788ZmnMdC0Zk/GH6hMruXpB45ibGLC+cIPKCg5wmS7F5kYsICG5kpOlz2H0ZgvzvqzCQuYw+b4tTS153Bf5Ce4WUcpAvZEHRQKgNcyT9E73EhC3kaenvsSOrrTBRGdUbMbve4xVs7eQ0HzOWrqymgZ2Eug3uuYWflQN3Cdq0WbCLayZ6L7t1R0XuFm9VmaqpJ5aPZWqtrrqGkqJKdhF3Pcl+Di8DgJ6dsZ0i/l3LbT/O21C/TSQEVrGvHXNhFut47wyQuIT95LwrVDLJxlyrRJm6nryhNkdbf2VZ6M2cioijlbdn5Bm8F5ArSmsGDBu1y4doCEi2cJntnLFJePMDDV5pOPPsQ8JJsIh0cJ8l2hMOBTOABKFZIiWaS8LhNdFsjz76UXnsHVPghNFUORb08at1W1ZqE/6oqFhaXoBqVdaWFB0SJVh5SjT4qsqa4pE7F40r9L3WBaXhxu9kGCvBZjwqFWMS5UU9US6dskkvnylQv4+gSgb6gnJiLtnU10dXVjbm4mol+kbFnSJEdtTAdjEyMxoxVpQbpVGFMdwtTISnjSqupKTE1MMTU1Q0NDS0RsOzjZC/Ddjr5WBCQqlAf8pUF+uvYUs/zXifS2kqSkX6BHL4tZXs/J1Q6k/5kAg8fw8pDNLDNr9lNX28i8UNkON2kys+fSqzy++DMBJkmuFv6ErakHzhZh4lqa6W47/DcenPd3eeLIrWefIybkYexNZZuHWruqKay5SrjXcnmAwlufP8zzT3yKga4s0uVqziGGetSYHi7LZygB+3jy5yyOfA4dbV1xL6NmD6NtVgT7K9OzjesfX0dPE9cLf2TmhBeF95I8StdYOR0tvXg6honIFgk4CSkvMTf8e0FMS17x4IlPWTx3FfranmLQLxHEvarZ+Frdj5W1tei6z934BzGTH8TeIoyR0WFOX/0Obd0iYiZ9LgNxQSJDOodwM/oLpsaWguCWgFNf0sa9M19ES1uby9l7aBnZy8KgXbIsrgON5DXuYqzTAl/Hxejp6wqy+nz8Gdat/FROROfX78DH6D6cbKLHdfv/lsIplAdsbK5FQ1ON7y/eh2qPHo/O2ywMfOjyh2jaxBNi9RbtrSo42nqzO2UVkxwm0Fs7j5jo+ezLeRS1rhoCrD5gqF9NTDCymjYSYLqGsX4VzJ9ZAAAPf0lEQVQr/NyncCjvMWwNdZhoKaVNG6ZuOImc6i0s9HwVdU0/BgcHiKtax0x7aTb7Fr397ZxL38iYWiJRrttp7CjB2cWJQzeewF0nihmhMrL6TNFr6I40MT9oO4Xl+VTWFFOltp2l3s9TXKmKu7M/p0tewqClk3lTD4lNSooiCgVAiccb0Ctm164feOGxjZgaOVLSepEdP21i+pRJRIe+QmbONXrUy6ltucK9Uz5ATVWXW02XSC7Yi7fxbMIC7yO3MJWCugS0VdSJmbxe7IxLz7tIVtVBZvk8g69PMFeSEijrOoerkzuRPo8JD3rkyAEKGk/ywkPfo6dvTGFJNs0jGRhrmOPnIstP3d5fwalL37Ao/E1MTczEUt3mQ28SO+VhfF0ihE5TRzmZeVeYOXENOnqyTeoX0rYR6BaLq7Xs7BFFEYUC4G2jiFx6eTdQHdMkKDBMdMGjjHCz7BJTAmS59SSdm0Vp6Gqa4OnmT19fHw3N1VS2pom8LZJI3XBO4TU8XSeIMaD0jHTkQ3lpObOnLxP8nQSYzKrDhDivkBPRh+I2MTVqBhZ6XiLYtHewg9NXN7Fg8rPyHNESV+hgMgkrQ1nAgpQWJD3nKgsjZePP4aFhEvO2Eex6jzwiuqg2iZysHJbNk6XvUARRSABKhtl56TmWR/5Nvm6aW5iMhZ2BPP+epJNasZMQR1n+Z0mkTKWB3hE4WsmikiXiOrV0L1HeD8nJ6uyao+KwGBMTWa4Y6diFhNS93Bf7c5zeydRPmRe6Qf5eaVumlLjSwfznZbRtp57lgdh/yN+bkZ+AvY0TFsY/R2NLic2n+j0sI6JHR7mU+z0BdoswN7NVBOyJOigUAKUQemnj97Hkj+lvPs28mYfE1sj8qoukVX2HDdEE+kSjr20uSOX2thTm+m/B3NiBlOJ95DZ+zzTPP+JhsZTO3mZOl7yArWYHFmpv4u0exNmbn9AyeI5Qy5exNZlMaXUOyc0fYT5qwr1RPzI8MsTWhCextq1isu0PIhq7oj2F9KZvMOwNJWLCcgy0rNmXsQ5TzSqmuu3HUN+cA5ffYVA/HZuBe4gKvZ+GxnpOFj3PYIsa88Jfwt02lBM5r1FUcQE/jb8wZ44s2bkiiEIBsKI+l9zcLG72fMVDU17A0HgmZy8doF4tDpPhNhZEHOFWyyXSruSB3UFmu7yDtq4/hVXJZDRtwbLfgfsXf8XFzJ/oGCukuj6DdXN+oKGnlcq6AlIrN2PWYs/y+74mIWM7wwaltJScY27YCfpVG2gZzOPYhX+w4R5ptjuP/Lo4jpzewdwZxoR7/kBS1gn0LPvZvfcrnl/9JSZm3pS0XeRC9kYshmxYEv2VWDOubsxncDidh+dtQ01bj5zSeJJLN7Im4g+YGa1WBNzJ66BQAJQ8YGNbOdImIF+HWSLxT2dnBzklF9FVsWFiUJjIViW2XeafIWbyajTUtcXCf0nbBfQGvHF2dhU0TWZ2KqYOqhjgJu9uc6pPMNhgha+vv8hglVtwXZDH1iYeWFhYiDHj5dSTRIXOp79vAD09PUEgW9tZoKtpKuIOJZ2GjiL01K1RRU2sVV9Pu4qDo6NIJSJFTUtj1tq6WhwcHcQRDdIQoaYtB30Na8EjGurJuENFEIUC4C8N8vGWtaxY+DRO/zoIJjMnlVs1N7hv7h/lameK3sBLaw0uTp7iXmbtPpHbJdL1CXHd1tbK/rQNPDprk3yCkVy6g75mLWaGyZbEpBnqnrgPeHj+3+U60kZ4b/OFeDtNETqd/Q2kFh0gJlA2wZDkq8NriZISHQXKCO2sqiN0tHUzLVAWjS0R0ZcKv2NW4Fr5OPZq/m60h5yYFBihCNgTdVBIAPb0t5FU8C0R7rKTMIXX6b7JUK+afIIhAedizofMn/TRz1HTp78kdsYyjA085YfFlDXF4252jziSq2+wk5t1P+GoMwtLSy/x3txbV2hvi2da2DuiQSUPnHzzBzzNV+Pp6c3AYB9xl3dibqNLpN8aMZnIzE+krPufLArZ8XMm1boduFgFY28sS04kRWPXtGWxKOxl4fEy8y9TPbaHQMsVOJr/fOTsnY5EhQJgbW0VugZa/JSxBhNUmTNhs+jSDl/9G+0qZwm3fJPBEXUcbT05WPAg/ka+aHc/QtDEYLYkPEFDQw7Loj7F2WYS+RVJXK1+gxDbSLqbIgkNmM0nu1cSEjaE1cjruLl5UNJxlvTSjbizGl8faQltlC1XHsBe34zYSV+iojrKyeSvGTO9ytKALTT31qA+ZM7x4j9i1R7K/Jg3xez4SvPbmGvUMd19B/XtDWTnptOk/x2GdSvxC/PH1sSfY3lPo945zMLQ7ejryhIaKYIoFADrOnOp68ply0+f8c6TuzAylOXou5S1E4MeT1YsfJWK5jRqO3NJz4lnecS76OqYiBx9RfUJ2Or4E+n/mEjDFnf+KCOqVaye/SlDI0PcakyipPEiU9yWY28ZLnSSMg8z1D3AqnnviY3kqTln6VOpIMTpASzMbcm5lUhq9jmsDe25Z+56WtoaiDt/hBHzPJZHvoumhi6Xr8RTPnYQ+8G5RMcsob6xitLqbEb1bhHutl4EOIgDF1Pex2p0FtEzFOeMEIXsgqVJRmdPKz19rejrmggP2DfYxUDfMLUNt/D1DBXdq5Sj71bZTeytPTA1MRcks5Rd9VLSWeZHrxRZEfqHuikszcDPM0R0lRJZXVVbwphmJ14OEaKr7O7uIiF1H/OmPyBO3pSea+msor2zBU+nYEFEd3V3cjH5CLMjVwgiWhrfFXWcwkY/QE5EZ91MRsW4gUA7WTBCV2cnO+Pe5OFFb6OrLTtVs6ThKl097QS5/nzeyJ3uBRXKA/7SGJtOrWVF1LvybY8pGRdQ0ej/1WExexPeZkHoc/Ko6fgbW/H3CpWT1VJuGGl32hQ3WXoMSXLrjorDYnS1jMV1e3cDcRcOsGLROnmky7FrnzDT/0mxn1iSjv5aqioq8feSbeWU5OuD63nyni9+RUQ7OTnJU4fI8lHvIML9EfkzN8p34WE6B0NDWYi+IojCAVDyONIBM601+4icsE1se5S6tPLukxSltREd/gdsbGw5du0jGhvOsTL6IDbWduTXnuf0lfdEuFbQhEUiiuVQ6us4mmrioLMebx8fLt/aSHrBQWb5Poufy3xBsWT1foERqiwI2i48YkLp+zRVnydqwmdY6wdQ1ppEUvkXWIwEE+AgRdVYsfPKevR1Kpjre0Ass0nR2Dpu2QTbPoTeQBi6hhrEVbxES3kXS2e8jY1BgEgd0jF8CTe1tQT7/Zzp/04HoUIBsLa1ABX1IfYmP4FtXwSxs16h4FYG2W1bUO1u5P5Zu8muSGCkV5s6tXeJsn2F1lZXpCianP5/MsPFnQC3L0i8uY309DRs3HLw0nkbCycLju45z5DrEayGp7F41ssU1F2guuca8Ucu8f4LB6ntKKOHKs5nf8mDIX/GyChWRGMfObUVrdEGnn0ojiNnN+MZbE7C1S+I9n4dJ8fJgohOKvqRCAc7Jnps5GZtHBk5yZg6XmWu12ZyC2pRNW4gtWw7/toTCQ997U7H3K/Kr1AAvJ2j79Dh/Ty4Yr3wft0DTVy8cgoLE0eRf3loeFCM0a5lnWThtLWCu5OilpML9xHmtwBTXWcx1itvvEFZfjMzps4W4zYpODWn9hguhjNwcXGTnZDenkF9ebc8xZp0Qnp21XEmutwjCGRpDVc6gLC7GTxcAkU0dm9fN/WdeZhqe6CvZyDTqU3DxtSD/t4RTE1N6exqp3WgBHvTANH1i/zUHTfRVbNiZHgEU2NZGhBFEIUC4C8N8t3ut/H3DiFi4gJxu/BWDtllZ1g+W3YIjSRf/rSBmRMfxt9Xdv7u+eRdIsx+8VTZ4dODQ318tfU1nnnsXTnJnFN/kJ4mDcIDZIfQiOSWCW/wSMxncp1NJ55gQdQfsTeWvVfKDyOd4C5171KuGvHtA4+zPOYlrI1lJHhG1QEqKyvF9k5JpJ1zcTkfMnfi83IiOqPyIN0tKkydqEzRO65/fNJSVnzOxywKf0t4D2nWW991k7ERNXlEijTGu9m0nQjXP8vy7/V0cez8t0RPX4yVsSxEqmuggbLmc/hZrxKR1VLoVXbtAXFiup6ObOmtqiGPhvqThAXJ9vNKy3xl7adwNbxX7C2RiOjOkTKybuQxd8b9Mp2eWi5cf5Z5odvR1ZPtUTkZ9x2TQ6ZiZxUq3puefZmCxvMsCPkzJiamIhr7esOnBDusxMFs6rhu/99SOIXygNK5aybm+mxJehCzsXYWRh0R+fcOXnmHHo0zhFq8grqWpUizsSt9Nd6GrliqbsDHx49vTz/EqHopsX7v4W43hZqOLM6WvIInEzDQW8QEzxnszXkYM+1mJlh+joaqIZXdiSQXf8Yk2wcI9niC7p5Ovji2BBszcxYGfypomR93fYhtSDK+Oq9h4mCAoaoL+3IewlvTixCfD6XFKA6kb0CTm8zy3Ymq9hDVFXVk9L6Fh9YfsLZ0xETNh9NlTzNQ28mKWXswNZYdL6sIolAArGjM5PiZPXRqXGFtzA/o6Nhy/to+hs1zsB41IGLiOzT05FLWkEF962EmO3yMqZm1mCwcjv+KcJfFxESsE+O2jJLT1NfWsG7pN/SPdFNcl0RG6QkcNMOJjniUtILTdGnkUJpdycOLPmdwrJNbLfGcOHGIuWFPEhQwVZyqnpF1DVtTA2IjXqWjt4HU3NNkFZ/m6eWb0NQwIK3wBJnVB3HRiGH29IfIL0kj5XoixeVJ/OWZbejo6rB3zy7a9c+zYPKfcLRURkSP6x+e1H31DnSirS4b4EvS2FIt6A5pYiCJpCOtXEhrrLf5PWkiIhHXt58R7+npkXOEokvubROR0bd1hkcGxTlut98h6UgTCEMDGUcoibRZXtK/fT6IdE8ivaXJz22RJj1aWlryNMDSfenb0uTntvzf1+PaCL+hcArlAX9DvZWq46QFlAAcJ4a4W4uhBODdavlxUm8lAMeJIe7WYigBeLdafpzUWwnAcWKIu7UYSgDerZYfJ/VWAnCcGOJuLYYSgHer5cdJvZUAHCeGuFuLoQTg3Wr5cVJvJQDHiSHu1mIoAXi3Wn6c1FsJwHFiiLu1GEoA3q2WHyf1VgJwnBjibi2GEoB3q+XHSb2VABwnhrhbi6EE4N1q+XFSbyUAx4kh7tZiKAF4t1p+nNRbCcBxYoi7tRhKAN6tlh8n9VYCcJwY4m4thhKAd6vlx0m9lQAcJ4a4W4uhBODdavlxUm8lAMeJIe7WYigBeLdafpzUWwnAcWKIu7UY/wcoOsvU+kFXRgAAAABJRU5ErkJggg==Multiplies dinosaurs (not done yet)

old

de:Wenn Variable _ sich ändert §_getVarNamesDictoldtrue

old

de:hat _ sich verändert? oldtrue

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KBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECByxcQFpoRMBzwAAAABJRU5ErkJggg==THINGS TO DO: Have to use more code to shape dinosaur into own costume ---------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------- have to use more code for options on which costume he wants to pick (wide variety; actually depends how much time i have (i have two more projects im working on) anyway there could be a narrow variety at first, but it'll grow over time.)120