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Aa3clrnQIEIKEgqQIEoKTyk3MCkBiQVIH/A2dWzgKd4k3CAAAAAElFTkSuQmCCdata:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAeAAAAFoCAYAAACPNyggAAAgAElEQVR4Xu3deXwU9eH/8fdsuK9kwyXKoQiIohze2loV8AAvFFRUJHjU1hOyoadtrVZ/aiUbPGqr9WsR8ESknniBlnqgVQiHyKVyiIiYTDgEgWTn9/jsZmCJwSQzSSabvPYfgcxnPp/Pcz7mvTPzmc9Y4oMAAggggAACtS5g1XqNVIgAAggggAACIoAZBAgggAACCAQgQAAHgE6VCCCAAAIIEMCMAQQQQAABBAIQIIADQKdKBBBAAAEECGDGAAIIIIAAAgEIEMABoFMlAggggAACBDBjAAEEEEAAgQAECOAA0KkSAQQQQAABApgxgAACCCCAQAACBHAA6FSJAAIIIIAAAcwYQAABBBBAIAABAjgAdKpEAAEEEECAAGYMIIAAAgggEIAAARwAOlUigAACCCBAADMGEEAAAQQQCECAAA4AnSoRQAABBBAggBkDCCCAAAIIBCBAAAeATpUIIIAAAggQwIwBBBBAAAEEAhAggANAp0oEEEAAAQQIYMYAAggggAACAQgQwAGgUyUCCCCAAAIEMGMAAQQQQACBAAQI4ADQqRIBBBBAAAECmDGAAAIIIIBAAAIEcADoVIkAAggggAABzBhAAAEEEEAgAAECOAB0qkQAAQQQQIAAZgwggAACCCAQgAABHAA6VSKAAAIIIEAAMwYQQAABBBAIQIAADgCdKhFAAAEEECCAGQMIIIAAAggEIEAAB4BOlQgggAACCBDAjAEEEEAAAQQCECCAA0CnSgQQQAABBAhgxgACCCCAAAIBCBDAAaBTJQIIIIAAAgQwYwABBBBAAIEABAjgANCpEgEEEEAAAQKYMYAAAggggEAAAgRwAOhUiQACCCCAAAHMGEAAAQQQQCAAAQI4AHSqRAABBBBAgABmDCCAAAIIIBCAAAEcADpVIoAAAgggQAAzBhBAAAEEEAhAgAAOAJ0qEUAAAQQQIIAZAwgggAACCAQgQAAHgE6VCCCAAAIIEMCMAQQQQAABBAIQIIADQKdKBBBAAAEECGDGAAIIIIAAAgEIEMABoFMlAggggAACBDBjAAEEEEAAgQAECOAA0KkSAQQQQAABApgxgAACCCCAQAACBHAA6FSJAAIIIIAAAcwYQAABBBBAIAABAjgAdKpEAAEEEECAAGYMIIAAAgggEIAAARwAOlUigAACCCBAADMGEEAAAQQQCECAAA4AnSoRQAABBBAggBkDCCCAAAIIBCBAAAeATpUIIIAAAggQwIwBBBBAAAEEAhAggANAp0oEEEAAAQQIYMYAAggggAACAQgQwAGgUyUCCCCAAAIEMGMAAQQQQACBAAQI4ADQqRIBBBBAAAECmDGAAAIIIIBAAAIEcADoVIkAAggggAABzBhAAAEEEEAgAAECOAB0qkQAAQQQQIAAZgwggAACCCAQgAABHAA6VSKAAAIIIEAAMwYQQAABBBAIQIAADgCdKhFAAAEEECCAGQMIIIAAAggEIEAAB4BOlQgggAACCBDAjAEEEEAAAQQCECCAA0CnSgQQQAABBAhgxgACCCCAAAIBCBDAAaBTJQIIIIAAAgQwYwABBBBAAIEABAjgANCpEgEEEEAAAQKYMYAAAggggEAAAgRwAOhUiQACCCCAAAHMGEAAAQQQQCAAAQI4AHSqRAABBBBAgABmDCCAAAIIIBCAAAEcADpVIoAAAgggQAAzBhBAAAEEEAhAgAAOAJ0qEUAAAQQQIIAZAwgggAACCAQgQAAHgE6VCCCAAAIIEMCMAQQQQAABBAIQIIADQKdKBBBAAAEECGDGAAIIIIAAAgEIEMABoFMlAggggAACBDBjAAEEEEAAgQAECOAA0KkSAQQQQAABApgxgAACCCCAQAACBHAA6FSJAAIIIIAAAcwYQAABBBBAIAABAjgAdKpEAAEEEECAAGYMIIAAAgggEIAAARwAOlUigAACCCBAADMGEEAAAQQQCECAAA4AnSoRQAABBBAggBkDCCCAAAIIBCBAAAeATpUIIIAAAggQwIwBBBBAAAEEAhAggANAp0oEEEAAAQQIYMYAAggggAACAQgQwAGgUyUCCCCAAAIEMGMAAQQQQACBAAQI4ADQqRIBBBBAAAECmDGAAAIIIIBAAAIEcADoVIkAAggggAABzBhAAAEEEEAgAAECOAB0qkQAAQQQQIAAZgwggAACCCAQgAABHAA6VSKAAAIIIEAAMwYQqAWBcESOHVX8/7fkP9dC1VSBAAJ1VIAArqMHhmalpsCBt6jZIUt1/4cH6GrL0rIBX+mQIzZIj/WXzlwpddya+HNWfuK/jjStKKqLUrO3tBoBBPwIEMB+9CiLQBkBc3brhqv578TZsq4YoucXddS5PQu1s8332ra4ozL23yx72vPKHDdQjtkGSAQQaHgC/I/f8I45Pa4BgXBEq4cvUddWO6XHBuiprkUa1mmLmvX+NnGmu/tj6Zkx+XpgUj/NMZek3QDmsnQNHBR2iUAdFyCA6/gBonmpIXDtaYo1LZFlN9e2Fw5RiyErpNd6SDFLTzhNdHPRXVoVjugeSePdHlmOZjuWBrp/d+8Rp0aPaSUCCPgVIID9ClK+wQuYs1eDMHS59EovyXF0ZVGe/rUvmIxsPTJmga5642Dp65bS5QulFe005r3OmmRCOBzRKjuqAxs8LAAI1HMBArieH2C6V/MC5jKyqeXzsPTC9Irv53a5XjPTpMOGfaquz/eWOnwnnbA20c5dlto90U/fuvePa7711IAAAkEJEMBByVNvvREwZ8Anr5LmHKgRhVFN/7GOuZO0Xj9YWt86MRt6cn+NcBwtz1qghVMG6NB2WzXizJX6y72zKg7zeoNIRxBogAIEcAM86HS5egWOy5IT3i69+syPB6YjWdkDFVuTrs+fm6GD3Va4l7AtR+MdSxNO/UIfv9NNB+8KKUPSP+2orqneFrM3BBCoCwIEcF04CrQh5QXis5l7qIke1q59dSYc0c2W1Lgwqj+Xt004R5uz5qv1WwdJa9Klc5ZJLx4iMTkr5YcHHUCgXAECmIGBQB0SyIjoszH56r64g5TmSB921l1Z8/VbnhWuQweJpiBQTQIEcDVBshsEqkvAXJIenbg3HP+4E7LCOVpg56pfddXDfhBAIFgBAjhYf2pHoFwB975wzNEZvQv12vK28c222VG1hAwBBOqHAAFcP44jvaiHAiaE226Tzl6eWE3rxLXa/PI0pdfDrtIlBBqkAAHcIA87nU4VgdIz4amSRvFscKocNdqJQOUECODKObEVAoEIuGtEnzRKTsud2vFBF22Vo2Z2VK0CaRCVIoBAtQkQwNVGyY4QqH6BcI62N7HUbmdMd7bdruuHLlfovp8qTbcqVv21sUcEEKhNAQK4NrWpC4EqCoQjelkh/ePihZrhWEprvkMHTXxbq6q4GzZHAIE6KEAA18GDQpMQcAUyIzKveujqWBorS/dYMR1l3qDUyFHPjXlaiRQCCKSuAAGcuseOltcTgXBEv7OjutN0p02Ozticq9eSu1Y6EescO6qXzJ+P/1KaWcGyl/WEhm4gUK8FCOB6fXjpXF0WcF/MMLm/poccDR+1QHqsn74c/qk6P/KqrMxsLS9so97hLSoJOTru8gX6wPRnwX764q0n1L0u9422IYBAxQIEcMVGbIFAtQucNlKzPt5fY366RvPC29Tuy3Spmy1nSzNZB2yWzNKTAy+RUxLS+gHr1ck8B+yuCe3OjK72RrFDBBCoVQECuFa5qQwBKT2ii0PSU+a5XhOs5mP+PGWAjm1kackl87TVBHD8BQ+zZXW6SasvXqyu7raStjuWri3K1WN4IoBA6goQwKl77Gh5igqMHSTHchJnucldSHot4XOOpVP7bVB4QUfdIenmc5ZpTHFIk2b20i/sXD3MWXCKHnyajUCSAAHMcECglgXCES2yozpiX9W694bXt5Iyt0tNSxJnysmvJTTbOGkaUHSP8mu5+VSHAALVJEAAVxMku0GgOgXcEDb7NGfKmdlyRi/Y+6yZs+DqFGdfCNS+AAFc++bUiEClBNwQfqyfLjlvmR5a0k6frmivHTHp9k25eiMewK1ZFatSmGyEQB0UIIDr4EGhSQi4Au59YUmfWpayHUevupeiMyL6s9muKJr4Lx8EEEgtAQI4tY4XrW1gAu3G6pCSNC01s6TN57lDpaO+0qMzZugqAriBDQa6W+8ECOB6d0jpUH0TcM+CzZnvdafJiVk64h+vazEBXN+ONP1paAIEcEM74vQ35QTC2ZorS8eZAHafDY7PgpZu5RJ0yh1OGozAbgECmMGAQF0XuEUhsxylCeBu18sZskJqVixN6k8A1/VDR/sQ+DEBApjxgUAKCLiPHN0wWM7H++vG9yfrAS5Bp8CBo4kI/IgAAczwQKAOCWRGNPOk1cqY003H918v+60nlZkZ0fGO9L6kuZa0tDCqKzpnq/l3lraZy9DMgq5DB5CmIFAFAQK4ClhsikBNC4QjWpOVry6v9VDsjJUKmUU4hp8vZ043TSoOaYz7CNLQC+UUNZOWtCeAa/qYsH8EakqAAK4pWfaLgA+B47L0bM8CDZ/6UmLiVdKLGOIvbihooSkv9tLnpgrOgH1AUxSBAAUI4ADxqRqBHxMIR7TFkm4Zna/chR2l+Z2kmKWjN+XqY1OOe8CMHwRSW4AATu3jR+vruYCZfNXnG2l5O2lXKPHaQvdsmMeQ6vnBp3v1XoAArveHmA6mskBGRMtOXq1ez09PXIouaKFtL/XUn+083cMZcCofWdqOgPZ+HykgCCBQtwTCEf3CkY4uiurnyYtwmMlYBHDdOla0BoGqCnAGXFUxtkegFgXa3KSeaY3iL2A42FyObrtN2tJU2nAvAVyLh4GqEKgRAQK4RljZKQLVJxB/LeE8DVBI80tCKrz/TbU1e+cMuPqM2RMCQQgQwEGoUycCVRBwX8bgWDq5KFdz2o7XcbGY3nSkXLMbHkOqAiabIlCHBAjgOnQwaAoCZQWS3gcsdxGO0n87x9wbJoAZMwikrgABnLrHjpY3AIFwtuysBcowK2KNHaQSy1HIdNv8nUvQDWAA0MV6LUAA1+vDS+dqUqDtWB1XcK8+qMk64vd/k579dc+CTZ0EcE3Ks28Eal6AAK55Y2qoRwIZ2YqOWaBscwbqhqP755vmqfF9R2qNHdX+1dHl9PE6KBRLLDeZ9Nku6T92VEMI4OpQZh8IBCdAAAdnT80pKHDcaL2xrL00Zr4Gv3GwtL2xYucuVci8GKHVTp35eF+9as5YTSj77Z4J+JGL9E7TEv3U3ZdZBcuy9FxhroYTwH6FKY9AsAK+f0kE23xqR6D2BNwz3nmdpEUddy8L+Xc7quvMIhmTB+i2mPTomPlaVV0BbHrnXnbOyNbEUJqeLpwQfzUhl6Br79BTEwI1IkAA1wgrO62PAiZki5qpcNIriedwzScc0aeSeluW/uU4uuLsZbr6tR56eFdafLLUXDuqE7xYZGbrqpil31pSj+TZz9wD9qJJGQTqpgABXDePC62qYwLtfq9Ose91f2FUI8prWjiij8//VEeuydDOjzupyaiF0tS+2rmrqTpvvVMbq9od9/EjE7hjB2mX5aiR2UfymTWXoKuqyvYI1C0BArhuHQ9ak8ICmdmaNnqBRvznQGnAeq2fcZiuypqvV7xcji4z+3mRHVXfsjQEcAoPFpqOgHgZA4MAgWoVCEdUeNZyNZ/ZU80K8hJvMCqdJW3bUYUrqiwjR90sR6scKfu8pfp9+Hu1f6y/HEk321HdWVF5fo4AAqkjwBlw6hwrWpoiAu7l45ClYw/doA8/6ZBoePL9231cxl6hpHu+ZpsuN2jr1iZqWbq953vKKUJHMxFoUAIEcIM63HS2tgRMCDctlkYulsyjQ6d+IT03Y9+PJpWG9r/tqM532zjsAn1+YJEOmnuA7pg7RX+orbZTDwII1I4AAVw7ztTSwAQyIhpjSf9ypGmhRoqM/khr93Uv2ISve3Z8zWClP9NX0czturKHLfv1p5TZwOjoLgINRoAAbjCHmo7WtkA8WI9Xo7H/0E++aan/zOypjy3pKBO24YjukvSbsm06abXU3ZYmD9Dphbl6o7bbTH0IIFB7AgRw7VlTUwMTMAFsOTpDlj7t8J2WnLlCraYM0LEFufrf6LPkzDcLejzyw8vSPz9Tb7TcqcHm0rX5VHTvuIGx0l0E6o0AAVxvDiUdqWsCGRF9L0dTT/tCQ9O3a79mMXV+4A19ZdpZunLWmY6jV89epmlTXtZFye0/5wJNfvE5ja5rfaI9CCBQfQLxAB58sW5482k9UH27ZU8INCyBMUNV8HxvXS7p5fgl5hz9TTH9V5amSkpLXs3KsfTHMfP1l8f66S47T7+76Dw5+2+JT9a62z5eN+silTQsPXqLQMMU2P1GF8dR1r1vaXLDZKDXCHgXCEdUMvALhbpsSuxjcyu1mdFDm4esUOHMnsq0pF8VRjUhnK1XTl6tIXYzDexha/Zzh+65vDxuoF6TdDqXnb0fB0oikGoC8QCW9IesfN0uafTE2ZqSap2gvQjUBYH2v9J+l32s9Wa2c89faPoZK3X+4/1kOdKRY/I1z7Txiww9/vxzGhWO6FpJDybf373wQnWdNk1r6kJfaAMCCNS8gNVxvFruKtEdjqWx5jVqhHDNo1ND/RYwX2pHLNFn/+mmrRtbqp/pbXkTqcIRPWZJCwqjitZvEXqHAALlCfxgEpaZHPJOV2llhg4qmqhVsCGAQNUESq8qzT3qKx318f5qbL7YupeWLUsrCnPVq2p7ZGsEEKiPArsDOJytybLik0g+ycpXH/MLg8cf6uMhp0+1IWC+yK7K0GefZergI79ScbMSNXq6j64oimpSbdRPHQggUPcFzD1gc+HZXCZ7wo7qMtPkcETzZOkDOzd+n4oPAmZMOOZM7tHD1auZpeWXLpIm9defTl2l22Y8F19YosSOKg2qhIC7upUJ4mcP1wXfNdIziukUe6LexQgBBBAwArvf1pLMkbw0HkwIdLlO2S2LtaH1Dt3wk7U6YV4nqcUube/9rZobHTPpqP04OcOXqPgfr6sxYnsCOH452tFdHbbpt8se2vda0JghgEDDE/jBPWDzC8PM2iyKan7D46DH5QmUeTetzJnwpAEaXZSrKe7r9sYMVcmKdnpicTvN2RTVPxu6ZPIZsLHY3FQ7Hp2pZg3dhf4jgMAegb0CODOiLo60hnu/DBFXYOiFWturQJ0f763WGx/UVvffMyPa4EjmRXt/l3TtKV/Iebu75srRCYyfvc+AkxfhwIb/txBAwBXYK4Ddb+3hiN4OWfplQa6WQtWwBcIRPWVHNXJfCu7Z8f8OkEKOZBajmNmzYU/ga5ujY2KOPoybOVpj56lbOKJPJfUmgBv2/0/0HoFkgd0BnJmjv5jVsOyouoYjelCOlth5LE/JcKlYwA1hs6W5HxyOaGdWvhrv6/V7Fe8xuC1M2+2omvhtwYhhctakSyva6dKs+XrC7G9XmmJ/e4OJan5tKY9AfRHY8xhS0jtJMyMaLumywqguqC8dpR81K2BC+JLFij15uN4871M9uytND73UQ0eHQsqzozq5Zmv3t/dwRB9l5euo5W21+v0u6nbpQjlP9JUVctS5IE/rqrr3jIhyx+QrMqeb9EVYciydX5Srf1d1P2yPAAL1WyAewJkRbY85uqMoL74cpdKvVTjUXKvsqNLrd/fpXXUKlC5AYQJntOXoTEmXWtJPCqN6rzrrqal9mQllqzOkEkvPzOmm98fkK8/LWbxxSP9eSt8hmbNgSUscSzcTwjV15NgvAqkpYP3idC1uXqw+snTDxFn6m9sNHkVKzQMadKvNuBm5WGpanFj9aehyffX4Szog6HZVtv4rz9SnMw5L3Kt1Z3hX9Rnn5Evypt5pfaRtjRv2ffHK+rMdAg1JwBp5nn7z2sG6q+zkEAK4IQ2D6uurexZsxtOpl6qowzYVPP1vHVx9NdT8nuKP4sV0UFNHX+w0S4s4WmjnJdZ0rugTztF8R3rUcnSf2Tb+asLs+HyKwyoqy88RQKBhCcQvQZcXtgRwwxoI1dXbzIgudhSfOW3dNFCxqQM0xLx0vniHDtnyNy2vrnpqej8njZJz1FeJs/iLF0v/eL1yi2i4X0Dk6BJZ8ZXlzjIL3jD7uaaPGPtHIPUECODUO2Z1vsVJj7OVnLlSoY5bE7Oj63zDkxpo+hCK6TTzT5cv1BuVbX9pAH8taVtWvrqb8mvT9fb0GTo1lfpPWxFAoOYF4r8U3XtdydVxBlzz+PW1huRVoBZ11PRZT2pEqvXV7cNVQ3T38ra6cnEHtTMvKrGjOnxffWl/nVp13a4tn4cTW7Qo1u/X3ac7U63vtBcBBGpHwASwmWwSK/sNnwCunQOQyrVkZOvRYct02fOHanvvjUp/f7KscI4my4m/Vev3kv5fqq4CZZ4HTm+tNpu26IoT1iraq0DNfuwsOBzR+5KOb1oijVwUv3T9uRzdbOfpqVQ+xrQdAQRqTsDKHqTrVrfR356bsfclQgK45tDry54zI/p6dL46rm8tddqSuMx86DVyDrY1/d0uGu6G74mXyzmwSHrixdS5DB2OaKZieuD0L/RCUTN9/drT+57JXXrZ+b92VD8zxzb7DGVO6qMC9zhz/7e+jHj6gUD1CsQftSj77t/SXygxa5fChfdrc/VWyd7qm0BGji4YM1/TTQCb8fRUX/13R0gnSVqala/e61qrYNrz8Uu4KfPJHKd7FNJBjvZ8kYh/KV2rRpqmEtORcER3SfqN3VpNdat2up0bdkHiC0dl7xunDAoNRQCBahUwj4q8lr+fTk//XjOHLdUQd++OdOPk/rrf/N1ydHthnv5YrTWzs3olEI7EH7sZmJWvPrO6a9uXbdTCkbKLopqYih01YdvdllZ2VOamu2Qfdo2c01fuCdXM8TrBiem95LNb87xwVr5Cizpqxawn1SsV+02bEUCg9gTik7COy5KzvK3UOCZ9MzG+lq8Tf34xEv+mf4OkB0sc9dycp5W11zRqSjUBM24O2Cy12ikta6f4awvN1RXzSbXLsP2uknP4BumVXnogK183bGoqLclUn+Ud9Ul5x8X0dXI/XV2Yp/9LteNGexFAIBiB3Y8hxatvrAz7bm1Kvv+bFMbxUA6mmdSaCgLp2brovOV6em539R/6ifI/y9QbH+2vjevviz8PmzKfcERnZ+XrRTOb+b/dZAZ9TmFU0XBEv8nK110TZykkS05yh9r8Sj2v/FjL3S8cVkgTCycoO2U6TUMRQKDWBXYHsCONLYomVu8pE8APytIJdq4GMDGr1o9PylWY/AhS6ZuRUu6Lm+mDJX1zYJHCP1ulxm6oNinW6uFL1e7Jw9XSsjS7MFeDkg/QgbeoWcuvNfaTh3R3yh04GowAArUuYC4zF8jRVvPOUrf2ss8Fu79UM7KVZVmaxJlw5Y9TQ/vSknzFJC0mddkszX80+Csn4YjedaSn3S+ZP3YE3bWcN7ZQ8c4S7b8pXfmvt9GB41Zq+7N9lPbl/bI6jdX8ixep/2P99Us7qocqPyLYEgEEEEgIlHtJuWwAZ4xT/8bS/I0TZWVma5Zj6Xg7qpYgli8QztbSrAU65IuwNs/ppjbuvVBHOrIoqvn12S0ewLvUbNwn+t70c2FH/WH2k7qjLvS5vAVnyrYrI1vRkHSAY+miss8wl31ioPvPdcy5n+nDVL3PXReOCW1AoCEL/CCAx52qK9e10f9Ne37vcDa/fJ4+XFp/X2KSliz9w87VtQ0Zr6K+G7N1baRtTfT4e100J2u+Hqrvj6aUPsK2StJ2O5p4AUFduQqQ9HajrXZUrco7fu5azm74ZmbLOfRb6d0pif8f4j93tNbOU1fz9+Mv16Fzp+jTisYCP0cAAQTKCvwwgBPPBa+zpOzCqKa5BeK/vHqoSbiVdo5aqB1T+6qpFdOJhRPjKwDx2YfAmKF67fneOr3M6+1S7r5oZQ7w7hcRJM16Lv23d+xo/LngQD9nXSjnvS76XFL38m6jhCP6RlI7WVrvOLrHvA/YNHhxB+W9+ZQibuPryheKQDGpHAEEfAuUewm67FmAqcUE8IxD9en5n+rQRR2lIzYkHjFxHF1ZlKd/+W5JPd6B8XSk/paUX9rN3asm1YVum4U0LOlGO9ffCwMyIhpnQsuMizNX6MWO3+kc0z9ru1rkva/tQffVjGHThqJmKpr0ikpXbE60qjR8M7tuUtqpX8TH9qfuGXzQ7aZ+BBConwL7fKzI/ZZ/3nD9qeNW3fpVa+ndrlKjmDY4TXRkv7Va54awoamLE7NMH0qK1WvzfVoR9OEbPFLO4d8kvrSYe8J14VK0O9noze7KHbBeOV+11tXz9tcjXo+lu7+6eE80nKNr5OihHznzbe9Iy4uiOuSSc7XdbqZmH3ROjBqvHkGPOepHAIG6LVDhc73xRzLSdIZTotfcriRPTnFiusIK6V+y9LCdq1947W5GRDdZ0q12dO8zE6/7i5/V5OitrPk6pa6EXcjSoY6l8Oh5eq8utMm1dc8M3ceGvH5BSL4E7e7bkWYVRTXYz3GsjrJln22XtM6OqnM4oi2SWllS18Ko1rp1me07bZW+bq3TC3P1RnW0gX0ggAACyQKVCmD3LKDteN0Qi+n+pAB+zZG2FEU1IjNH0x1HF8jRB3aejq8qs5ns4qTpCHuCFle17L62v+pM/aWwhX7z9oF6WI6usPOCm7ntBkDWWbp9aVtdubydOsnS+3auTqyu/vrZz4hh+m5Wd804e5n6rklXxsL9tMSRNhdFdVFl9huO6MWeBfr6xLW62my/qZn0797xkvPtqI6szD5qaptwRB/J0cd2nn4x6mwVt9umNLOYRjhHMXdsu3WPHaQdlqMm5u916UtSTdmwXwQQCE6gUgGcfAnOLDTfeKmaTluSWHy+7ISUjIhusaQ/S/rejqp5RV1zz75q4hdeZkRXytLp7b7TxQXN1bkgT+sqautsyoQAABoXSURBVE9N/Twc0Y6WjjK2Wvr5aZ8pesAWpdW1X/ClM3yfsaz4xLq8wiqsfFZ69htzpJUh6feFUU0PRzTDjur8mjKtzH7N4hit1mn7ujb6omeBDgo5end5ukY6TZTvxNQ6VKyDzX5Gf6K1pZfOP7Oj6lGZfbMNAggg4EegwgDOiOjPRdF4oMY/ZZ+lzIxouCM9W/Y+WUaOhlmOZpQW+8FCBVn5+kX8F56le+xc/dpPJ/ZV1g33HY205e+vq01N1FHZfYaz9YosPXjSar1Y1EyL5jyuvpUtW1vbhXN0WdZ8TTX1PXmEdPpKfT3lZXWqTP1lZ0CXPqp2qZ2rJ5PLH32Fsvuv163TD1Prmr63Go7oHUk/OXeZFN4uTRqg4eatTY/1Vyz+IF1ozxeyn61S5kG2WsTHpKO77Db6o25VcWX6zjYIIICAF4EKA7jsTstbzKBttpzLF5R/ya508YJflt1Py506csQSXbN77VxHHxXm6RgvndhXmTL3/b4LcvGQjGxNt6TmsjSkLr+k3jUbfZZia1vr/sVddOfGe/T1jx2XcI4WydHh5lV9F+1U8f7mrmrSJdyxgzTLcjTQ/FtJSDvf6aa7VqXrT+mt1XzVrYkFO6r7U3o2/76dl7jEf8NgLX+8r3q69ZQX/uNO1SRZyjJj0nK0rDBPiYvofBBAAIEaEKhSAI89VYfE0rR4aj/90c6Nvws1/rliiLYs3E/ffB7+4fOV7upBjqXRRbmaktwH8+JyZ5cK4r/wLN1WmKtbqquPyff9fmwGbHXVV9F+TCCYWeNzHk8s6HBslpwT19a9+4xuAN84WM79b+55M9aP9S8zosWj89WnvNnP4YgePHq9On/USefE37CVo5VpjoZ+G9Xy5GUrq+NsOJyjv8qJ3xq5uXkbtfzqz9rmttt4m7c09d0gTTxJTcNbtMPrZLOKjjU/RwABBCojUKUAvvBCHfDWAfqyJLT3oxmlIft8rImuuOJDFX7XRBv/+ao6mAYkrT7k1OYvPPeXe03eY64MsLvNUVfI6VEgvd5DL2Xl6+x1rVUy7Xk1qso+amNb123AlXJONutZVTAZqfTS81t9N2jAgPXKKD17vH1nM9239U5tTLo0fZYd1Stlrkpsdxz9NtRY053ixAzkXSF13DohviBGpT7tfq1Diot1hyUNdwvs9Y7eHC3Nmq9Dvm2u9ek79OYnHXT5208kvgSNGCan8+bS59mlBS0sDf4qV99WqmI2QgABBHwKVCmA3brKTrwqu0au+Xthc+nFQ3a37nk7qmF9rlHeaSs1zj1TkrTIjlb/vVDTvosXS2bpTEf6U1FUf/Hp5Kt4OEeXZM3XE6sypP8cGF+8ZExRnh7ztdMaKuwe24vPkzPrYB1izlTLqyojRxMsRzl2a6XpVsVMue62Xvk8rKGl2++0o2paGsBP21GNNP9eduyU93eznWX98PGfzIj+7GjvqyQ9ClX4kzXKNGWSxpWO/krq8400qZ/GFeXpXvPz8y7Q1DkHJl6N6Ib0dafp7bSYTp7aTyWWdFDyo0g1RMxuEUAAgbiApwAua2eet5WjU5LPPOKh3E8Py9I1Zvsj1+urefvrhdHzNNGytPSxAXrQztX11XkcMiO6zZH+aLVW+qh3VLgjTWnPHB6vYYId1a+qs66q7Ks0hOzDv1H4qK/2Coo6sURjcl9MWx1Hb5oFo4rydGHH8Wq5MyazdvLuseLOeLajSisN1f8cvlG9jlqn/dama/P0GUr/sS9rJU2Vfv9MbTbbZGZromPpNDuqPmXbURrE42MlmmWFND8+YW+LbtbD2nXTQL02pb9Ob1osnblSmmSmuJX5XHyuvuu0tXRiVWnoZmbrKsfyvthIVY472yKAAAI/JlAtAVz6S3iepAHumsdupfn7qXjBfnsutVbHvb7yOuRe6iwbFG12SJubSo3SNGDjPbuXgvQ9KsIRLZH0bzuq31e0M9M2c/l9TboKnpuhdqdeqo/eekJHV1QuiJ+bS8/rWkvf3CvrllPU6LNW2rUrTXq69OUc4WwtcSxdXxTVW6Z96dm6KmTpEbN843MzKv5CV94kPtenvMeyjh6j4s8yE0Gf/DFfZMzKYi/0VnGH7zRvWVsda97CpPu1I3m7S89R4Ss99Wby88zm8bTCqB4Nwpc6EUAAAVeg2gK4vLMXSS/ZUZ2ze7JNtibL0uW7t7X0uJ2rUV4Ph9lvTBockt5USGfbE/Sy2dd1p6jV9ubanL5DVk0+a1up19tF9E/LUQtZurQuz342bhkR9RuTr/wpfXVaLKQ3zJeGz8K65d0D9azj6JOyx+kgW/rZamlSf51XFNULlTmOxmxyf12VHIBjB+nib1rqqVd7aK0dTbxlyP2Uvb2R/LPsgbrTkX7rXno+a7nUblvdm9hWGRe2QQCBhidQowFcXuCUmYQTXxw/6WNmyr60r8PQdpwGl4TiE26ONdu0/07a2HLP/bzsQRo5qZ8ePnSjWu9spBc++pfOq8lDunuCWbZidp5C5dVV9sy86/Vyen8rvf50xWeLNdn2fbXVhK75mFBzj99xWVre3VbPJ1/Yu82mb3026p2j1+mnlVn/echFui0tpj+aNcXL3q6Y1F+PWJZajViska126rK8t/SEaYcxfvJItTKXwcubxFc2oEefpZ2Z29W4Mu2pbV/qQwABBJIFqj2Aw5H4mtHx1+8ln8UknYma9wnH9rpUnK0FsuKTsQrNbcHScuYeYdnFM+bGpD9ckR+/R6kNraRXk9YsumCJ1HqnNLm/RhZG9XRNH+qfXSZnUUd9J6nlPhb5N18wzGMxyy1Hs0Yv0NjikJyFHXX1nMfr3iVQE6jNiqWhyxOOboiZ4HNDsM9GPfXOFF1ivgyZs2TT79NH6i+vP6U/VsY7M6LxjnTPD+YLJAW+CdX/dpM+D0vm0aGtjXWJnaenzOsEexbsnrVsFoi5LZyj38nRHWad7YJcLTVtGHW2Ns/sqcEFefqwMm1iGwQQQCAIgeoP4PEaZU9IrKa0jwBOvNRc8edC9zrbDedospz4JWoTvmssZ68ZuNboBTrfhMIlixIrNZUXejcO0to0R51r4wzIfcSpsLk2Tn458diV+ynt444um9R0YOL1dq/aUQ2p7YNcdpbxvurPzFa2LJ01Ol+DlrbX9WkxnTv3AE0omKg3S88yzUImrU4YLee4LxMhmNZIbb79a/xlBlX6hCOa2SSkERsmxL+8aOiFct7vUu6jbWpeLG1vtOdnY0+NnylfVXp8Ey9UyNHvTQjX1PyCKnWOjRFAAIFKClR7AJetd9wgDfu2uWZMfWnvy5fXD5bz0QG68oPH9n6XcGZE947O101m2cCy+zprme5pv03dS3/5moX0Q5cs1H8ffFM/S9522AW68d/P6f5KGnjaLBzR7yTdZkfV2OwgnK0j7Dwtiv858QXDdHhWYVSDh5+vwo0tFDbvUTaf2gyKjIieGZOvCyu6F570vO4v7ageSs/RUSFHH7mT6pIvSSeHcHX1p7T+eMiX+SJztqQXa9PM04CgEAIIIFBFgZoPYDPppp9UmLd3ALv37sr7Bf5jE2+uOkNztzXRca/21Ht2VD+57rRE2D15hP65q6luNos/VNHA0+Zl72U7jlYU5alXebOx3VBu/50KN7TRsZvu0WeeKvVYKGkxlI12VO3L203Zdpv3Fy9tpzlfPqCTM3+tzmahDCemAaE0DXcc/eGE1Trmlen6yGOTqlQsnK2/2nk1s154lRrCxggggEA1CtR4AJ95kT74oLOOlaMpdp5Gu23fHQo5+mvWfP2qoKUGTXlRs8cN1D/z99PVZrUis3rUSav3ntU6fJjmrsnQcSsz95xJjhuoop1pSjeXpeXI2deEqOpyC0f0hRw9NeojRXc11zfmvqn7Ll3TAju6Z0JW4Ctx3aJQeItKSvv+NzuqG8o6JIdv/yvlnJJYAWvixNnKdrcN36SuStO7stSZs9HqGknsBwEEGrJAjQdw6dnfw5J+7v7iHjpCUzK/12kv99IWO5pYIN8E1Uu9pIIWicPhbnvJOXI6frdnQlB8PeFIfBWp0UEEQZub1POwIi1f1k6xLpsUioU0ZV0r/VOW5jjSN5ajEab9WQs0p3RZxtmFeRoU1CC7aoheb71Dp8UTdfYPZ1674WsmWn3TUnqltwYU7eN5abNtk5Baufdug+oT9SKAAAL1QaBWAthAZUZ0YmFU7+0+oyq9T5ocolcP0ffvdNX9G1pqvKSH7Kjib1HKOksb53ZWu69ba9CmCZpdGuqr7ai6DRype/psVPbUfkqr6UAOR2TODbud9plk3vgzuZ/Gj16gCfGglb53pP+5/Tv+S/U85FvtV3q/+umQo2gQs3JNaFohnVg4Qe9n/EonF92j/5Q9Bmkx7f/tRK1Pvi2Q/CWo1HuOpMZ2VCfUh4FPHxBAAIGgBWotgMvrqAmHNP1wveHMHGU7jqL7CtSbBumLkKMDzT63NlHhzJ76w7bGerBRmjpV9Oo8r+DxM0VHz9h5utjs48ZBemtqP53i7m8fr7e7W5Z+Xfq2p9mFubV7Jpw8kao0RM3l8fgx38fKYWYhk6GWpdsLc5MeK7pFTczbg2r6C47XY0M5BBBAIBUFAg1gL2CZ2ZrUq0C7lrXT1aWXo1fHQjpl0wR9sXvFrYgce6uamDWDvdThljEziC1pe3mXuwdeknhmtlfBnvu/tfm2p8r0y/W47jTd26REN5kyU/qpc8zSl440tiiq+9z9uPeqi0PSA2/+cMENwrcy4myDAAIIVF4g5QLYPXOLWTp6U64+Tp6NnJEdf3H8g0V5um33do6O2ZRX+dm64RwNMc+UmnWtSxkL7ajamj+7bwAyQbsqQ6s7btUnn3TQ0HfCiTWIzxmhnQcX7l6FaZMsnW3n6p3KH47q2zIjog0nrlXz97uotVkzeVHHRABbju5zpFtlqSDNkXX+Et07/TAp5Oi48i6RlzrebUf12+prHXtCAAEEEEjVAL7fjiYCpd04Od9O3PtNPeW8ucdssNf6w5kRdXFM0CavTZ14a9PnR2xQd7Pv5Nfb9f9a6vd1/PV2w4ry9Lz5+ZARumNu18TLGNw6f3mGnm1couFT+2qVHdVB7hC74Hw53zeW/V5n/asoqpyaHHqloTknK18/W5MuvdVdC7Pmq29pfyZL2hSv31HTrAW6ZmsTyYSwpDl2VCcnt62yC3nUZH/YNwIIIFAfBVIygMsuY7iurRpNm5Z41CYzR7c6Tvzy9AFlguRLSQdY0n0h6W8l0vuydLOdq3+Y7W4cpM+n9ksE5mULpcfNwpiJkPrSzlMX88fh5+urLpvUKXmVrXC2zpGlF8peoj3rQk3rWZCYEW0+cztLcyfHZ3Dvvg9b3QMqHNFdkn5jr1VTTYsvgaljxsgxj2y5n3LvVQ+MP/OrDzprkx1VRnW3i/0hgAACCPxQIOUCuGwXqvp6u5NGqXhxhx++3u6wjdIx66SnD5fMKwzNIzmxmA7eNFGfJ9c5fJjWzO6uJ+2ofuP+e3i8+toTtDB5u27Xy9nSVCMd6anSe9Xx4M2MKFJ6Cdi8Q9ksx+nrGIQjetmO6qzyJlUNGKNfHveV/r6kg7Zta6QWK9vp1KPW6a1eBVr599cTj3/xQQABBBAIRsDXL/9gmrx3rfFHZ/rpRjtPD7g/ueE0/XJDS/39ze4qsaN73kVsfl52la1wRHdLiVWWTlmlp7oVaaR7hjvoc6nzZm+vtysbiGVXzoqH8nj1VUwLTN12azXWrSqujGm7cepUHNLtlnSlu71l6fTCXL1h/h4ep58M2KB3zJeKNEf9LEcLkpeSNAbmeWvz3LWkYnc5zcrUzTYIIIAAAtUjkNIBPGSEfh1L090fHlDuQv5PONLXly1SpFFM4++dpVw3gN1Vq8xkqsf6a6od3fOO4rIBPfJcbdpvq9pU5eUO7SLqVSItSz67NW/yeXla4my3/XVqVdwsvgjJbv+yk8vcw1t6xmwmhTVLOuRbLl+gViEnUT75XrXp07ctpOS1t08apRWLO6iHY2l4Ua6ecx2m9Ym/6OC2wjzdUj3Dib0ggAACCFRWIKUD2HQyI0eXW44mV/R6u/8dIC1pLzWOScWhxISswSO17fBv1Lz0Od3HYo7uDTk60rH0SCymozZN1DxTx4XDtGpmDx27dYK+qQxsOKIXHUePuJO1koPfLW8C15EGFkX1VvI+3SB2pKssKcuRVoSkW5ttVYHZbsRn2jKln0Ltt0ktdmpZ/qPqXbZN5kuECeGXE2e48Qli4Yj+K+mnfi95V6b/bIMAAgggULFAygew6aJ5NrgwT2Pc7p40Ss7iDuW/3q7FTmlbk73Wkb5d0s2lZ5Hz7aiOzMzWVSaEqzOsyrtXbd4nfNR6/S5vdnzy1O5Px/Fqeck8bX2sv7aVPYQjF6tJoxI1MmevO9O0wrHU88p5ap/7tr5N3vba01XyRD/1qu0XP1Q85NgCAQQQQMAI1IsALu9Qlp5J7rSjapr887Y5Oibm6MPqDNeKhlLyCyaSt01a+vFpO6qR5f1sH7OWvy6x1HFqP5nT6OfGLNAFG1qp6Mlu2s88j1xRe/g5AggggEDwAvU2gH+MNpyja+xcmRdE1Mrn2tO166nD45PBXrWjGuJWmvSawDVZ+erivixh3CB1L5E+e7yvznAsvTZqgb69f9ae1wieeql+f5CtO2YcuteZvPNlG2lW/Anm2n3ncK0gUgkCCCBQzwQaZAAHcQzDES2W1Kece9XxZ2/NxK1R+VqWPKHK3XbsIDnbG0nmsrMczbTzNDQzR8sdRz2T93fh+Zo9bYYGBtE/6kQAAQQQqJoAAVw1L19bhyPaaEf3nMmW9+yuOSv+96HasampmjrS9KJoYjGPcYNU8lmGQu900y47qibm38IRbbUc5RXmJb04wVcLKYwAAgggUFsCBHBtSe+jnngIh3SZPUFPJG+SEdGzljS8Nu9VB0xB9QgggECDEiCA6/Dhzogoryiq7DrcRJqGAAIIIOBRgAD2CEcxBBBAAAEE/AgQwH70KIsAAggggIBHAQLYIxzFEEAAAQQQ8CNAAPvRoywCCCCAAAIeBQhgj3AUQwABBBBAwI8AAexHj7IIIIAAAgh4FCCAPcJRDAEEEEAAAT8CBLAfPcoigAACCCDgUYAA9ghHMQQQQAABBPwIEMB+9CiLAAIIIICARwEC2CMcxRBAAAEEEPAjQAD70aMsAggggAACHgUIYI9wFEMAAQQQQMCPAAHsR4+yCCCAAAIIeBQggD3CUQwBBBBAAAE/AgSwHz3KIoAAAggg4FGAAPYIRzEEEEAAAQT8CBDAfvQoiwACCCCAgEcBAtgjHMUQQAABBBDwI0AA+9GjLAIIIIAAAh4FCGCPcBRDAAEEEEDAjwAB7EePsggggAACCHgUIIA9wlEMAQQQQAABPwIEsB89yiKAAAIIIOBRgAD2CEcxBBBAAAEE/AgQwH70KIsAAggggIBHAQLYIxzFEEAAAQQQ8CNAAPvRoywCCCCAAAIeBQhgj3AUQwABBBBAwI8AAexHj7IIIIAAAgh4FCCAPcJRDAEEEEAAAT8CBLAfPcoigAACCCDgUYAA9ghHMQQQQAABBPwIEMB+9CiLAAIIIICARwEC2CMcxRBAAAEEEPAjQAD70aMsAggggAACHgUIYI9wFEMAAQQQQMCPAAHsR4+yCCCAAAIIeBQggD3CUQwBBBBAAAE/AgSwHz3KIoAAAggg4FGAAPYIRzEEEEAAAQT8CBDAfvQoiwACCCCAgEcBAtgjHMUQQAABBBDwI0AA+9GjLAIIIIAAAh4FCGCPcBRDAAEEEEDAjwAB7EePsggggAACCHgUIIA9wlEMAQQQQAABPwIEsB89yiKAAAIIIOBRgAD2CEcxBBBAAAEE/AgQwH70KIsAAggggIBHAQLYIxzFEEAAAQQQ8CNAAPvRoywCCCCAAAIeBQhgj3AUQwABBBBAwI8AAexHj7IIIIAAAgh4FCCAPcJRDAEEEEAAAT8CBLAfPcoigAACCCDgUYAA9ghHMQQQQAABBPwIEMB+9CiLAAIIIICARwEC2CMcxRBAAAEEEPAjQAD70aMsAggggAACHgUIYI9wFEMAAQQQQMCPAAHsR4+yCCCAAAIIeBQggD3CUQwBBBBAAAE/AgSwHz3KIoAAAggg4FGAAPYIRzEEEEAAAQT8CBDAfvQoiwACCCCAgEcBAtgjHMUQQAABBBDwI0AA+9GjLAIIIIAAAh4FCGCPcBRDAAEEEEDAjwAB7EePsggggAACCHgUIIA9wlEMAQQQQAABPwIEsB89yiKAAAIIIOBRgAD2CEcxBBBAAAEE/AgQwH70KIsAAggggIBHAQLYIxzFEEAAAQQQ8CNAAPvRoywCCCCAAAIeBQhgj3AUQwABBBBAwI8AAexHj7IIIIAAAgh4FCCAPcJRDAEEEEAAAT8CBLAfPcoigAACCCDgUYAA9ghHMQQQQAABBPwIEMB+9CiLAAIIIICARwEC2CMcxRBAAAEEEPAjQAD70aMsAggggAACHgUIYI9wFEMAAQQQQMCPAAHsR4+yCCCAAAIIeBQggD3CUQwBBBBAAAE/AgSwHz3KIoAAAggg4FGAAPYIRzEEEEAAAQT8CBDAfvQoiwACCCCAgEcBAtgjHMUQQAABBBDwI0AA+9GjLAIIIIAAAh4FCGCPcBRDAAEEEEDAjwAB7EePsggggAACCHgUIIA9wlEMAQQQQAABPwIEsB89yiKAAAIIIOBRgAD2CEcxBBBAAAEE/AgQwH70KIsAAggggIBHAQLYIxzFEEAAAQQQ8CNAAPvRoywCCCCAAAIeBQhgj3AUQwABBBBAwI8AAexHj7IIIIAAAgh4FCCAPcJRDAEEEEAAAT8CBLAfPcoigAACCCDgUYAA9ghHMQQQQAABBPwIEMB+9CiLAAIIIICAR4H/D8BGbVkTtF0MAAAAAElFTkSuQmCCBlastofffactorial of what number? (larger than 0)

ex. (factorial 4) = 24

TreeCountdown from what positive integer?

ex. (blastoff 3) = 3 2 1 BLASTOFF!

BlastoffHow many layers should the tree have?000

25Unit 7 Lab1, Page 2 is VERY useful if stuck

LABEL 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!12

de:ist _ leer?

de:behalte Elemente, die _ aus _ 1

de:kombiniere mit _ die Elemente von _ 1

de:wenn _ dann _ sonst _

de:für _ = _ bis _ _ 110i

de:füge Wörter zusammen _ 121

de:Liste $arrowRight Satz _

de:Satz $arrowRight Liste _

de:fange _ _ cont

de:wirf _ catchtag

de:fange _ _ cont

de:wirf _ _ catchtag

de: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 _ 110

de:wende _ an auf _ 1

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