data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAKAAAAB4CAYAAAB1ovlvAAAgAElEQVR4XtS9CZxcZZU+/NTa1fu+p5NOAknInpCwE0A2RUCdP4qMOuMMo39H/Y/L5zjj7riOOoM6imzCuAPKKiAigrKGhEAg+97pdHrfu7q79qrvd7b33upE9Jtvft83Fsburrp169Z9n/c55zznvOcNfPLmHxcAIJzPIppLAyigwM/Q/wXoFwT4h/w+9xEKBlEo0HsK4DfKwe599FQuFEY6GJVT6qkCvuPmnlPOpYcGA/o7nZueDBYdzsfywQXYOeU5ep9di/yMlkSQyWQQDof5evP5PAqFvL7fTmvnt/fS6/S17Hn6Sc/J8/aQzwQKed9nBuh9dn1zz1/07jnXoDfJ7rl9Dz7XH38U8q99XF1dHcbGx/j7n3Dv+ZqDfC/d7bNh0+9Y/L3/+PW81hGBT9z0w8KC8jAuOnMDQqHQn3Q2utl0gempURzZ+jgqoycHJw968yI0LNmA3QcP46VjQwQTB5TX+jAbUAOV4PVEAPKzhbwf9wIEHgO7riD/FgoHwYOjT8tnEAi9AQsE/PeADswL7m3CBGjCCQDpVYZXvkDTFgsWLEBf3wDyubybvsFQAPl8zjfYAmR6r5ydHicCgV71LsvAf7LjTnIXef6+Ngj9k9x/Bpk/OplOQCeNno9HXoNE5K0egXnjKd/FMBT45H/cWrj2gjMd+FKpFAMkGo3+UTA+d+/38fbpe0EkRY/IWe9A9tWHUUhMuvdOrHkHJte8k/9+fMt2jGUJgN6XnMto3teTY+hahIDpwpXZjJH5z+JBMcjJrfIeehaEQnID8gSik8xouml0fQHHtHR+eneQL9WzDkBQB6BATGpXFyDA2TXRuRQK9llEK8pkAWJhYpqTXAd9Ynl5JeLxqTnfo3hY+HOL3u//3gZCBRR/tk4aNliFOfZk7t33YCRGscCXTqf5U7g4GAwgFivFzMy0Ix1i12g0gnQmwxM38Il//ffCNZdeyJ+0fft2zM7OYvPmzejs7EQsFsOePXvYZK1cuRLPPfcc2tvb8fjjj+MXv/gFtj30A1w3+4Ab6uiVn0H++A5kX3nQ3aXRFW/H6Mq38987uvvRNTIhQ+WmknGBvYVAZ4TjmfTSWAypVMY///QNciuEKW3GnYSRAwLJQFDYMJfL6TUUm3QCNA2+/OddE11UQQHH52H6kpFw5petvgC2+OGNmM5/9z1yxuonGdFgMMjXKYCW++I/twOf/KIf6f8+5rYANifoLjCAfO8hUM0lM7/jIHzhuUU8gf+w0XNfnc14IY88AU2PJwDS9yICoIkb+MS3bi5ccfoKfnLfvn18M9va2pBIJJgF4/E40uk0urq6MH/+fExPT2NiYgJXX301Nt97K96Zftjd7sim9yLzwk+A9Ky7iMGl12Bw2TX89+Y9BzENYtY88kGZSswiBd9NU0YzlpTBJp9kjm9mzOd7r2euTwJE9cVCxEg6WHw8OzonA6yNkqDNHeH/nTxSAkk2d4K/NAeB/KfytzdxeExzfA1+c+sffAKfASDPpnrOhGGfXfx24lq7UucPs6sg52cw0P1yLKgWhl/0LInffXHMTp+sGKdbZkefjL39313cFe8h4+gbA/IBy2fHcPba1UVO/NwgwWy2TAa58KnjB3B58zSCDhwn3vbd8Rgmapehd2AQB6dSCEYiXizCgznnphYIbP4Z4weTTSMLDOhO6E1n1vTxlh1Kd9vHqG4mKscxIxgEhdYc2Ip8Pz3GxQMa5ITCIeTI5yMQOEM8l86C/Eqe7hvfIr1+noM0GHMmgQ9Q/oAix+/zTRYGrl09uQECRJlYMjnoFwm29Oo0QDH2bGhowOjISNHAGQDnepwGQP7qeo00H4jh/vDDe+2krgYBkN6cnhxDLjGj55FB8/tI9J0IaJWVlZiamtRB8xspb97yLPRxejAcRkXzPJBPQM/TQPAjAIjL7x8AAqDxhYFKjhETqq+pHxU0RjgJS9l1BNnG2EeKvXEfQUFFEQB94NfBpFlrM5khoED3eNFjoJM6/wUBn2fGzMk3V8TPanzj+Xi+o2o7ecDlJcem/ijfonk7joBbXl7BJjyREIvkXAUbWiYSvw8pVoknpc/Xs1H2B+F0LgpaCfY2AW0kvdHzYOmpFcVQ5SjYhmauCfO9nXmiJBpFrDSG+FRcX/LfuDxztJgB8rM8ENIXIFPLPgF9ed8kPhGAGgQExTyTr0Cf4vfI2Efk6chn5k/j/wW9o+wjLFAQOURujWfOPfCf4F8py5eURNkHJt/YzZsiqckLIv6QOaLrcwPAYMyjrqEBMzMzSGWTyKZzvlFRjlSGcZNVEOQLOPxmW5BJIOR/HBUGkM/5mcnea8cKyL37okAs0GSzCF1BT2fz5jC/Lnw7ZzDVQZjLnObDnowl/0QAygVFwxGQyaFI+QTtLehJDwQKjhv9A+UCBYWB3iTyyexBA23mgvRFVtyIAQIB0N8cm4YEZOwG8A0QzYpvpASqAlcJZSXSUvDTXWSjpK/xkQWLyjU45bepBTCyJWAHQ2J2isndXbs59fxtlKncPDPN0V6iwQwKKOna+DuaX1oQp0RMnAc4M5ne3aL3KUsKVTpwSsjiA6vGDyJXBUSKcoxY4O8WjUSRSCYFVGr9/J8v90rYn0aaTiEUEJB76EOXXb89ZZPvNU2wDZrze/xn9BlJ5jAHLBtckhPkZvDco6CBmcl7nBClmhRhptFAwufQSFi/FgHZ/EwBkwQGYo0NbDJFRRKS51jD1su1z+eXafB1QkhMrEhzJlfeX+wHqwamJ+RLYHPlPcwL1LMVv2I+k/u0AptXYRFhFL40Eu7NB9TAwelyxYGoAJCvQV5w5pffT4CUobIAxc+mfKwCUaJVeT9Ft5FIFNlsGgXSL53fahNUomh+q/7jkTA1wKQpBjtFux7Y5wYkPFKfuOlHXr7AaW5z0Gc3h0/u+W98AgWEXQ+7ecSAvoBgrnkTEyojwTPIxzryt6f/tbY0Y3YmgWnVkopY1XwxlkhMvlHwCEZ1QtBzAjXBp6fyGwDdV7MRs+vySS9svt1Vy192PmEUg5GOjUl+BgKfXsdg9TnvbLaUsVl6USpyvh0/4Y0L/cWDy+Sp0De/jYDkB7z7W447ka09c86mVQ4ocht8s0mEo3AI+axILKbQCtjEAaNzkLuWSKZ8uqg/y6bjT6k404HmRr7+uc2D6TOpPOuCNATF2RNhKxlw/8O9V9NTJjAbrYvJNLMtsSmxXnV1FZKpFDJpShMa4CVSFksZUnMr5sXOay4oM6G5AwYIU871AouvRXQqA4N8plGJR6kUULG8MQdIOt9dPOyEWwWJ3wy5oMBYgoedsjXCXgTQfCHHPmgkHMHszAxfF+dhmPQCCKjGRqB1Xi4zo18qET1O/vnNr+p5KgPJa+QD0rl85l8DIv940j3i43Oay3GGRAMZZUS6t+FoBNlsTrRXn+nne3sCAIsnmsLUTKI6Ao4HjemUbijdJfbRA6v6TM5LUH+Nhi5EaS8FiItSHWvJR4vv5wnNhGvz0Tgy55eV3chXVJ3JmNl8QZ4U6u+dMNF8EbRF6o7r1SPnnDcBLp9zoncoFEYulz0hOPEYyWZ80Vx0ZtfMJEe9OoCUS+aB1WCF/bYg2EebTSSV2WRCsMnMFdhkptOpE6JcJ8GpiWfx1+9XOuBTsCfXaKbYnyO3iNy+qLkNfl+cAh/ya0GsqOaQflAyo6amBgMDA0479AclDEBlf8+v0vsl1GiygypmTgjz/CS/GRITqYZKHCUnexgb8TznIENyW6ZX0Z8MDp/fJucjR1mzE/RTTTaDjFlY/1PmFT/V2NL8QQGgx6J8u/VvbwIVm3h3Z/ga3Y2X6MfzI9zgeR6hMKPEiho2OaCaT6aumzqqarYLAeRMelH9ztiY/b1CATlFFn3/SDTqRegMLrlfEqDYhQnAHFsrGzv/zJRJff/coMEFRIYLnSCSUfG+czAUlDy4zz/kO0VMjgLCkQiPHSU27OEA6LGMT2snfLBv5WVWA3n1mgIBlJSUIJvNen6hBiDu5AwoMqUeAwQDYR7MaCSCPGUQyIdgx5EiTJrtAiYWV1z0qv4cm2jz9bzXTX52JtgFIh4I/RODfq+ursbUFKUFfdqiY1o3hTh15/ledOIgX4MXNtAgzPWZJZAyxnF+Mw+GHOsGzl84QOY1bwD0BGQZRDG5BgbPV8sjp/6hBBbeMV7wYlGrRA/C0CIHud9dRqXYhHrXKn45vY9Nqc/fLOJ3dQ3EB7EJIOA3DdXvCpwAQJfwYpohUChL8EgVEMwzqlQaCdPlFJtcvRoxfQLekE+fIwAyE9JzlIozSSKQF7DzsTTIynTqd5qOGDJfVFmQwEzv4ZQV+RsB8QmFiAn8cq0qY7tSo/KKcszOTisD+max3mTjPjYrTEHmVpj/Kb6PmEu/JmemTEBqDxkP8bGKAEgBh++eEZhzeTLrPhmGgwhiMT+4NGpFTs2m/q2VAmyeXVGEB8CC+mwOyMpiDEYn/9hEKfYXhfdJePYAWPRd1OA5uvJbBovSRbgoZkCe4xY+a77Fb4r8CHcOuwsYiuUKD3giKXisJJ8aJsCYluaCBtPi1KTa8wY+0vfUTzM5hoMdMosBoCxWilQy6YAtckyxlELHlsRKkEp5wQxdj10jE5NJO5qOsxkvwY5fWLLvLCAJh6XOUKEnQFNZSiQL8emI1Z0UopUlZeVlSCVTSGXl/RRUkIk1ZvKAKIbGD0xhMfEzSXMWlmHnkdlHXrMJotkaP9D8bCgGms0/uyrmN1q0zV/JzLsX7YeCId9390++E38PFOT78+QwYiMf0A9AYS2fECu3xd1cBiZlKYxTThbtqtnlYxQ4zEHBILOhMJM/ovX5jeTTKbi9YzxRm4Icz0yTDi2MUl5WhmAohFRS0k7milpxpZlgjrEUaC5iVnFa/qb/ckWZHKliEgjag4/16XfymVaKpQAyEJq9orsmXr5cYwFYuGgR4tNx9A0OijDN/pLldQ1A8hbGFcsuXjTL8SqfUgVizo0XOGrO5XNIpdMaURsgTgZuL/UnZWoKQAKKZbj5w8190M8PUMlYuWTGiiQmX9rP9/wfBKBMfnPQPQCazMqSilkpDQKkisUf7YpvZsxJTEXDxSYyUGCfz8JwApATjH3BBTOSmk8x274AwnxDnRxOFqJMiJ2PcssqodjrYoLl+9G9sEnB1+UXoVWcliheGc9X9+buj6LbjHo276XRaIJZ9YrNdM+4uzlsRMmDRn50JptBihiUfTjxuxkIpi2ayEsg9LEWM4maZS/IoHdZsWyAzy2EqObUdEOfiWcm1dDVGNUCJfrbGNyCILkuGW96n4DWzU2PfZW7jIXlDcqAFgCyDOMoQ3KsMjSaJ1RWkAjQ2IcG1JNHLBqlqxBVULQ08deEQI3VDBjGTFacGSZhM19AJEg+nAFXwGDaIoucEgfoOSUPLOdS/9Emgc+HNPAQNoOFkMgFvodiTjMpBnwPoMKa6lNqUWc4FObi1oRFdL6ZziGImb+i2jsrWjA28lJxIkqT3ybhjRXMisn2/EFPJjFWVM3PmJUZ1Htkc1nNrAhCJOunMg8fKM9TQYEFNtFojCNrZnRjQb6MYh/UPoWYtmgZgILWpCVL0tJocfW4k4IKCHz6ph+zz+iKLU8GQDdCEhyYzufX01gOoYCDouNoKQuPLFxYFO3yuWp6mRkJPFJixLIM/SuIdpTNZHyBCAEyJDqeRczsF4Z0oshkoMBGCFAnikunqThOzGBBCqjIIYA8Z0h8FTC6BkUKHDygFlsJMT2hcBiTExJJ++UIiYH1vcY0DCJy3ouDEE8+1tJ+HnDS0gwwJmtoVM1kY0I1hYCaDVFgBUi6Ub/T2EsCDDWzeQGVRcx0NvJhk8mkE98lfFKwWSkXf4xXeCFVUVPM+MbW7j740oKUVlQiFJH7BAASA1oAYkzlaeo+KUTjSF2w4ljFhGPV8Oi2kxnk152eBxDDGW2zs6/HBFnHUzCRCdXz00WzGWaTr6ZYgcVfyPRAvnZhQNMWGYS+IMTY126EC4I0Oef9Lcw+V1QRhpf5bsUOlgmQYMErwnLmRs9CLEmTkc2lAkf5z6XEjEnEvCoD6sDTQE9O0kArIPnzZNBdKo5Y0wUc5hMKyCSvLOBjGCpQPVMrKUFatyIAUj2SgS6vWfrOzLycSyedFkSw+2B86iadnENOLC6bcwWUsQOfufknQn5c5SAsEvBVsfoBIIcp2+jPkEbNMkjCkJIP1gGjNRjMaqQZaqTHTKXZC65gEYZiBjO/j02xaIQCEGM5kYEY6KEgKisqUBorxejYiDImyTzFQjQHLoayfB4kmHpxVnE+14AtYPUxoL7BqsBsgnFqzO+A8+90oyVidAC1ARJfRn12r4jA2EPSbyKb2AzmimsdR9L8xESLVEOMKqk7iWD9spCUw0sdtWQzRCcksBnQTa5xLoCZ2SKmEs3Q+Zs+hiUDZqByGRMn5/gcQ58J9zPlHADqgOtUEFB5Eag/v8tg8SUDxIQqgCyjYf4bM5mkrF2EywAjZOUpmyvvZfZRtmOQGAClhs+ZTwYg+YtBVJRXoLy8DGNjYyp00ofb+g9hQmJVk2+InUtiUSRTCY/d2fFXf1OBT9FqkYvhS9fJBJBo1iqq55pgYzVhPgOcRZFi5PwSicKNweQvJCAGo3SbnwEFDMKqFhiISbVUmwJOI2ZjP47v6VwaRYt5zPNznmkUQFGGhc2yYsgmhecT+s24gVAY16iUMaeUytPRx4AW2AQ+fYswoAjOMuDhoIjFNHu8gk5hIA4yFBj8Kw+usp6PrSyFxgymZtR8R6710/dJpsQKGAgsUi5lTCQMaIFGSOIPE7fVXJO4zYURJiFxntnLlBADmi5o5o8/Q1eosbyiEa98d5/pYL+RvVThRNX46HxyxzyJis7t/CEt1RKQuDHR96i4UVRS7/MB/bV9+TylV91AijnNO62QGNDz6QyA8pNYVGoNvdrDDOWuCYSk+Zk513JE8wtN5uHz+ky/RdPMtsbuczI7su7Ek4/8E5GlImeq5b4EPnXLT/geSmVs3gMgi6bFAPT0MwKqrRMnUKjzrwWfYBZRBtMCUip6FGxpsOH8NDHBAhKLZklakRQZA1w1RAKA6IBS98d8S+fn9+lzGv0yXBS8fG719/iG6Ao30RkVQgooKpAQ5vNiSQMb3ye27rRsNcKA5OWFztORkSwOQMSYi8mT9S8cjGh2RZL+FAwpo5qIzKZYmMx8Q8u9iuMvoiAtMrIiXgdEY0efbygMJ4B0Zp6XRJGZ9tZ1+FN5VGjh/EISux2jeSK3mWWb2EVyjq/czCaiFbKaXxn41K0ShJjmZ2VGHmN4UogNMn2YmExv8Nk/DFIQof6asRMVvBBwXNAhULBAQdhPzbcB0PmTGhRY6s5lX8CV0a4Uf87rXMrlD14UxIJBv18n8aql6yTjYVGxBSNWiy53SD5TIzsL3vz5XD6KqmbUiVeASeGB+nyu1MnWxyibqp/Gha4EMs6KWGGBnc98RAkojKXElzOfUypSmMn0PKVl5ZiOT2vAIZKLmVMX/ChbswkOR5FKJdS3tMBGr8GfR2af0gIQkZG4SM2CJGN/E8x92RsOUj99m+iAnhAtJm9uWRWDzxaKW1SqWp+QiuZ3NRplVlIQCENqLkHNNAOSBpQZzDORFsxISb6+5ot4vaBIGM9LuRGIBV8WLDkzrLqfTDT9rnycReAiLdGN8ApUFahUICE+ioqPZi28eyZg86tvUrTnfCBbCmqZBB0g+kypfBH3xoIFMvMWB1IFyWwiIa6Y+pNigjUroqsCZWGQgNZSchJsEAiBsrIKxOMzrkuDi4wVuARGMqtOdLaVfhZ8+Mr42Xzbd8jJZCN2FD+R7jF9ec0t0/t8y0DZzqpbwNQ0F4CWY/UvtbQA0lJ2BjYuqLLKZmNEMo++Gj4WpFWY9swkAafAqTMnsZhsYnqgmwQqzTDaPHmFmJaraJTUjPHCRQK5+oGaS2Yf1p86dJU1YkAs2SaLeryHMS1zm7KeZULcUba+w3QMGgb1d7wlPMKOUiQgoHYVKbbUkQGkUTQVawQDyGSycpz5bT6zLAyoorRbfql+IgPQx15saiUyNrAyaNgn9Ms/lnGxIlavBF+kHU/7E5OtuWjn7/oY0CJinRbks1q+me/hZ5gBvYEUcJngzNPORcIilyjD6DESyWq2Qh1DT+OzLIYEHXRsZUU539TZ2RmnBYpJJsYksBYQCFEWRa/B/EAz4T7A8SSxvLP6gRJFe+xLl0dKkLCft7bEgCP1hJ7kQhNQyoa85ziCU0y6iel7nd5DUSP9pMiR2EgNkfqH6pSrEC4MwI6MgMHyraa7MTC9JZkeq2lwoabZ6g44ilVdTXLCspaDgWWFDT5ZxeSaPFVRa/2h+Jtiuj2zbsUPxqxWpW2RvcfU7v1qCAT4vgqbPwTAz37/J2zA1cAI2HSwSWejcJ8HkQFB2QiJCj2x12MxGXgRhO0YvzhM4I2VxHg9KVWPmDk00BsAJaMh/zhaVV+TBl+icPIpPTaUSaGSkXqzpPWJeRYfj02+rVLy05sVJrhJ6C1Ycjyov/CCUz8DqnAfiURQUU4TK8gry2amZ8UUcpbHBGgDoWVCvNSWXY6YMDNdVO3ulXxx4KCmXDQ/z+eTfKycRQIUrfXT6DnLQNO1cmqm+fr4n/ma6gKoO0HnN9HaAxK4CwR/jvqrMlE8sVt0T68Tg8hQ6o+yaZ7DgEUANLNHgxKiJjJhTmaT70eDH4uVIZ1MqoMvqSyEwkV+mKTkaMAlWiVQchRqvp9GwWZ6pXjAY10CFpttZVPnH6oPaX4dZVBctY0CtKwshkg4hBnKY/LnCevS0k9n6n3aKEtN6vcZ2ESv9EytCC2mCWqGRwyoMCrJVuEIqqoqeYLS4qmZmVnJrXLI7GUuRNLwAdCX2ioqtVLz7ToaWDTMuWLPrIrptFywRriW9dCiGwKYLHIS0YgicDmv9oshAOa4QYiCV/O/phWauM2ug9YC0pl8RQWWn7YgSFJ2AjoDq0ws8gEITSrBkO393G0/ccUIzsHnmyuVvwIc+emvUuaBDcnCFMdQCjqLeDkiVnGaACmaoAyi+ZqcPVFmIWYMIs+l27LUimQhYzLVG30RtAMVsx944Twt4OEOXwxYdR8s66LtKuyaWVC2f0pD5uPJn6r0SarIAbrYP6Q0YxilpaV8rdOzs/r5cm+stk8jEpVp9OxWQKAntMCAweHWhPhSaSY8+wCUVQdQJBiRWChAkWBCWNKKBaw3DP3NQQQ3VyJTrT6hZlPocoh9PRlIzitCsmmMWtDgKr8lSMqyaCkuhMTaxRom31UNeHiiOwBaxOoGRP09toJqVrVogL2XYNDldxmuBqyQaX0iKtPQCfioCsVvNjV1dwIAyQdUcxrUaFyZuTjqtejZommNxFUHJHCRVkfAoIZKDHh/lndOrtgxoE+mkcyNUqaudebjdEEQN7rMkYsSdO3t0tmMKzsTRdtMr5rIOWk7891sYMRkqbRhJtnEWwaFBDGit3m/WwWNiMlmIoXV2OdT7ZCsuuWHRUqU1hoMOq2cMVNOGQoGq67zsONFm8xjxfLlOHy0C7Mz5HLksaCzE11HjjKjcmAyB4DEglLv6IVlgc/fRkJ0cZmV57ATg4i25zQ/MjncyNK0MPX31OcSTU+OZ+DpT1q5ZVkCz+cT34zIjn9a8KOFKOLHWaZF1oPYqjWLei0y98s8IqwHGHz0kxbBmI9rPpzlkxlPypA8seYA0MOsSjj2za1e0Z/upMG3ZkNav+lWl/myIX6w+d6uFSqW61VNzxL76ueJ6dSUlwJBGNOnD7oARKpBGIRqhr1UXLHJZtAS2DSSlY4UwoTyHrlSqlkwFqyidTXTcWTSGqXr51rkLZkWrR20ymou+7LloAUEPv/9n3IY6NfTeFDYLKrpVUfeert5BaX0utTXhUgYVn9PGJFSelJIYAxoJo/OTy0+wmyiCWBeBY2Ve5E+SOXeBg46n60HsSwJF7yqeXTX7xOgxdRLVkWruE7I7xpYzaxKvsb3cEGHvyME+dIKSG39YTqdZDr0xjMBegWr/rQcg9CnrZmvZJ0O2HypnyXRro/ZXJWLaWqWNSFmVGmHgSNtTbJO01OQ5jhOlkBJzXlpaRm7DsmkLFkQE+yB2sTmXNYmhvc6R/x6jbJexBPRBYBiCQXAmqozmfVkADTBVlagERAoCNFSU604LvbpqDJFzDBrfubjhYIKMjFbrphAS/N5fQj7iEBtbTUr9QYI8TGp6FOu1J1TI1sLdsR/1AjXVWD7fDtj06J0nK/q2wCmP+n6eS2u3rCC6Yr6N90TrrdjWYdK7P2Nhehu64Jtez+9rtGrGLriekB/IacVF3A9oALQSuSlbkB9Oh8wyKSJDidmkQDI3hexmZpbZiJXhqU6IJ+LzGTW0xF9DOZMtwKImZCAnxUmdDnpItlFKnLAgY4ENgxACcDR3t6GyYlJjE9MaI+dAIpMsLGIDTZXUlEbLo0obQWaF0CILygMJk66Jf6NEc2khSO0gk4edp4IBR0GKH2e2ZF0QCtYCEuFjARBXtWzF4DI7DLpxwUVWnIvC9lNB7QoVqJT/ixlUHdtzgTbFJVXxPdTbdCV6tMvmtf1M6eVwDMD6t3XgeTBc/9XXMplVTASJWrRqTn9BiD27ywQEIef0mbcWEgzEcKW4vtRkOKyG/xeMbVZOoZ9Na+Uy32+AZ0ibgc2AZeTf5SdJSPja4zkfE3Nluj3ljZz4hOzT2kunPmA5lOZmaOINMrNF7NFUa4MtORu2bRpOk4A49X1if/nVaSQw85jqM4/gYzIVGQVSckJ0wmIy8rKkMmkfJqil0Zz0gwXokrBhAOe5pHlGK101jIvdg0MYNph1VooydOe+S2Khl1xtCejuNmkuV/vb/mNgwuXctPnTtLX1kkVbnmkVYRawt8vPqswbKIyrWDjrl0BLnqV4EDyteazg1kAACAASURBVDTIbEaZDaXggC41xyZajqVLpPuRTqe0Mka1RwKpH5waDHG6Tv1BeV3+uQad+rdFz1Yx41XHWJW1917nA1r7s7Cm1gRQnsTCA6rMJIKzZAvC5KtpoGBiryt/8oHQldxrJMwd+en9VoXNzcNpXa+ANhKR1yUHrYWyji0pAg+zR2w+ogHGpfcsm6F+pjVMCmoJFheYO3nFeSiKIwtZBJOWblT+VjaU97jKFh94BXyeiCwH8vTygdOAqlqZpeJc0CFA8gRf9QEt3SZUxksKtDCmqCqG2U8XDFkFDH0im2UGsIBSihiUEV0tolVJC4Obeadj6ZyWSbEKG9Y8faK5K6CwwlXN/JifyPdHCxj+IADDLpPgsQut4FJdW6JbLY0KBcIIB0MyUJwJsQoX0/zErEr0ayxpALRoWTMq7G+S/xfyBR2ekGyr1ly/QJeMtsIFhYnLLWv1tMsR+yN4r3Tb28/DBz5FDl+7y+FaMYOlR/xxrLCoBCGer2Ts6DoozImcFYoMNlVEXCWzRNVa50cxBZtHlU04jacNv9nsio/I5yGAqcPPuqDmf0n7swDDxGhubOT8Si33dw2SxBWQzIicl45n4VrlFq88TDU+q0PUyJe1UCsHM1nKAPgvt/+MC1K5gIAZSW4sm0i/U+9AJeIyEZb5acQuETapmorjGkADnPqIBmg12yKvyGIjAhWtY6WZKM9pQGNm3jITloLzXVcoFGE2pLo8McNe1bWwF4cp6ut5zY4cQ7niBGLEuSZWHHoR4kNeQtgfKM/FnxheXxGq/wAfAzpZxnxIi3S5qYcCRtrO2VoSDiQULE60ZnYNOMGbgwcLSNRcsommQlSuwqbOqRrBql5o4BLfUdQ7zgvbEk5mPfErY2VlvI6Z2dWyIc4cW3AiQRH7e6zbeJUyRQ2SyBX/lzt+xpkQAY9UPEvkqxkIK6NSmcVytGR6pcxKfEKKaHnROQvRFpmqjsegM+az8wvwJP9rpf8qlzhNsLjG0Pl+bFYlzRcORSS3nM1qMKK+or+EiyNzmWDCoOKfydgJmsQa0z4YvrXOfEbRw0zuEbbys6RXhuXTmIsX37j3mNl1Nlm1UYlqvMSIyBiavXXLJfl1n6QiDKaFDxwJy/JIDhRcREtwosLZrGqUIoWYniisq9kWFbhtAlhNIWFItEdhYloLzVqeMa6yoxUx+LM4lpu27I7LK+tn+gAoIHA+GZlUPzD91cWs0Ul3K1szQpIJkQSL0MQ4DCIxqyLRWJSs0g4zrCc+Ww7YNadkn1MGjH1Mqx9UIJEqJMGHBDcWXEhUrhUumiNmyEj5s5YqeKzkDzb4fGYv9ae9bmtV5rzs/vSbXf8x4g8WP/zSS9GyTGagOQ2IfCVY5vQLi4i8wSbZl23hvK7V+Jm5DgSR4iZSVmFtQFVG1EhZfEUDFr0mfQLzWTLbatY5sJFKagk+pB7QyrwcK7J/qu6ABkDCqJ5vTMcGvvifd0qRORcRUO8WbxGPkzqIGal2j8Vlj8FMjuGfCjIWnw1Y7BdKub7fxIsJl1J+NvlFINWUmitU9TGqMqvk9/Q6rM++puBkBZywlF2/BTPCdMqADNLiJZicP56DlxO3oLAMkB+q3nLDuWDzr5m11/ygZG9Ki10ljcZtUiVHq1XUbBJN73OLmYgNtfRUCd2r7ZNo1RiShpwqYmxZpphXT+jOWm5Zo1w2mby9mAAwl6NsCvmBlPHQyJf9TDpGAEgP9g39aT8O0rySf0kjek0qFYB3FZwWRybKRbW6DJJ9N9X7SFjmrIKfucRUO1lFWxcQ+0kqzdJslhe2NSF6Xo1wLUgpyhcr2A3ownQqOuu2EVo3rX0CfSlDKeiTuj4fViyIYXMcoqbo4qM4sM5hrOLiBDGdczsrmHxT1B1A0SZgK+ZV8RE1tcXuvCxdlcHVhU/KcsQ3UqmiyX9b9O1+anWMRrxc32cMqL6ZmFldnJ4X/56aNDnT6zOnVlvI8ooBkM7NZliWc9LzhDkGJMs68g2pVZ8EQRoVc20iyUEyp1gzdGytjZC+9IO7qbsKeIG4pc1Mv3N+G5UcSSsKEl4NgOT3iQ5IyXhlOvbriPlC/Jy/Ho/GRN4jhQmiFerncnW0t8BcImYPGK68f05LEMu8SOWLmWLxS6Urg7QbsQpmf4MhbhXBTKhgNZ/PR2Nz9UBPvvFznbZnO1lA4gDogdDPigIvDU548HRdtskxbIKtuIAiW2sFZ2VYyiha6Sxt3BRwahota8Gmk4DEQYiaX+6IpWyrpVmi99m6EStmoFrAPGop/xuf4l42LEzzUk+Nov3RtDIwM6gtsNI0IU9j1RYDX/7hzyUIUb1LSt017WYZCQKK/e5b20tFCeJzkc9HM8vYkfxBynIIW1h/QKvzYwC7YEU6ZYl+pwC0JZsiDYp8o1IIm3I1pU741tw1TyBe8aaL130l91a06tpvqi5XrPGxl+TOX2RO9Trmvm4Mp7rzif7eSQBo7MdMaHvL2YJwAiP3WvH5StYtgdNznpjL0a/rDygVL8aALLVY0SlX2HiBiZhJYVv25QyA5NNxFO0FHWL685xPJuBSKzzaxi2dpaiak/pIpVNS9WOg1YwJl2Xp76yMFlXiiFQV+OoP7+LzVFVV8cYpBASJhC2/KwEEgcj8NmEnKUFyPiG9T9d4SBrOW6REfqFkRcQnZPbTTAgLw1qcwGDWdRCOzVgjEv6SaN3WIFMjJEIFXa8nv/gzIgbeE82ouBR0c/zLP0523InmVjA299iiYENNkqRvvR2OrEWwvd/K8f2o5fP4dLSiwEOFZFfUwADSrIJb50HP6DoNzgcTSzGC+R9nMrTWjyDETOSLrEWo9rIn4n8SANWHNJC66hwp2RL/VUBIR5JM44IT51741hNrupABSG8mEyvySzFz0d2gvi7iy5F04gnKAkBdRWdsyMBUn1CLR51eaMsvyVSajKO1dVQdYwB3q9vUgZMARgGoEgyX5HMs4uuI6kv1vRb42BXgBuNUy3fyiNhA8acAUE7hlcWbsbU8qvuEOa18/b7gXBC6ATVfUVnMnpdSeOkJKIAj0FC7Di0IzZNcoqaWi09VL6QoWTvqE9goVyxl+ZqR0QJWCTpMWFYAqqAsa0nMpxNhmyWaXB4xUOV8KYanJpAh0GQIjt4WtrKgyevi4BhQGEkiYGYRZjwCkzAh/SfglNc5U0Jm2Vecyu/X6FXAJIxlmQQBuAnZPp1RgxjR+bS4QMEqVTTay8Vet0XorkpG84c+ADr5RCdIsW2UsLF45V9xoOD+MopUFLmUMU0OfY6Lt7UE68Qo2AP4ySQZ39pt91bnqPucdknueVXPSpTautcrkZKsieyGJMUDIvS4xe3MgpILFtOrDOYWRBXE3KoZZt2P/ybQUXGqFrm6mkNxCTL8eh5Lm+ehurISW3fvxAxNDSrf4nXSmlGxfjXs4+bFBEvRqJbP82ALGNl0mqm0gAMSjMh63gLLKHR8tISaj1sDSGIYn86nzYAkfWcAFFnHgELHW37ZyvgN7FZswKbaqluMea1fla+sis+pPtvJolipdJbKFn+/GzaNcxFk5/U9T9fDa0kKwNTkDI519elexie4gP+jnoiWl6KkqszLGTMDyuo5NrCWjjPm07wzMR4HJZzeE9aUEi8yuZKFoWZJRJnhdAYrlyzBoZ4eDM0mkKOe4jZBC3lkdK8QGshsJisA5GBCAwYGlBaZRm1NB4nA6t9RzpcZTVNxUsSiAPT1eQmFyZ/TKDkk/VakUlqYxzIttgY3TGVXJpuoz8hsbCKzAsFEZq90zAtKnJSiSCr6W6HAOQyNjOXOeOxZBEDz42ztsb6PfVZqih4Apidm0NczgiVLlnDX/f/JDwLX3r17MTI+hrL6Ki+LwZGx1u5Z/ph9TWtYpGVdlEkh4FEuWZdvcu0fSzQcbqM8FkMuk0YklUFpRRUGZqYxnUoLA2umh1KCzL7KuIGvEQC5BMaWQhLYgqDOJ+UlEV1gUmDqESGa9L0QBT8SqPDABBGJRjQ7YpGvl0u24MSrsBbzLSBSX06Z1kyux35WiyeMy0KzglLkE0ul+YTnPwBA+ywTo/WdHm58gqExoROuXccXj113vHQQq1at5gDuz+Xx8ssvIx3KIVwSleyG5XldMYKIy5Zms8iaUp2i72lBAgGII2MBKjXGbKipwcMPP4y1y1egtX0eAiUxHOk9zngirGZ0Ww4uaNBeM4Gv/fDOAgUZrv8eBRy0JBMFrFtxGqYm4uinBtrm82m0G44QaKm1mpprCmJ0YbkJ09KjRRjTW5qpVStsokXrk6DAmkBq2s0WAfmlFO3jwsxmXVwUKUXR70kAaMzHL53ErPJF+Pw9A6Ck+Cx3bFkUOce2zXtx0UUX/blgj6+Tdr7vHxtESUWpNCUiIPja87pSfI6WvTYaJLvYYiQLJDhwoWAnm0VDdS1a6hvQ09ODhx95GCWlZaisqcW8zgVsLfhz6HCrJyThmqzM139EDOgVi9ImdOT/RQsFlIcCWLpkGfYeOIhAJMRI5sCDf+rKOJJWKEPCZpZk3jwzIfl0Vo1CNX6S6ZCxMm3QmhJJ8GHVzqYHSqZEcsMiFtuqOMGXv2jAJ1i7D7Hn2M56AYfuS+I3t7afm26/Kb2w1RsUTM5RmNW/PBkAP/3pT+PZZ5/FJz7xCTz//PP4wAc+gKamJhw/fhzt7e0O/AcPHsQpp5zCnRRI/qKdywcHB5lNqfUt3RMy65OTkzzA3/zmN/GNb3yDj+FdzkdH2Zdrbm5Gd3c3Ojs70dfXB1okT+/99re/jQ9/+MOor68vmiAGwFhVmTarFB3Q1fz5GyJZGRYFGdweRBcu+SpubNVfNpnCxNAIRoaGMT2dxOkbT0d9cwOODw4gSfvEaQFsLqOpPJWUAt/4MQGQDC5JI0FEwkGm1rb6RowN9KOtpQ3ZQhbTqYToceEgyL8TLZBkGMmEmChtvfuozZmYXDkvRcX0kFwt9YWx7gnemg5hMU0BarmWq1LRNR0mi5gyaEUIjgGL+rpI0Slrkv6EsELKmVlewUYbbissffvfutOZEO0raN22ef8JDEgi7Ve/+lV86lOfwlVXXcXf+b3vfS/I9BHYbrjhBnz5y1/mSPTiiy/GTTfdxID7yEc+gltuuQUXXnghDh8+jMbGRuzZswcTExO45ppr8NOf/hSPPvoovv71rzOodu/ezY3EaSHR8uXL+Xzf/e53cfPNN+M73/kOg/Ouu+46KQAHxoYRqy5364GtwFQWL4m8Inll6zeo1TTazJyFaVvuqdXXwwMDyMRnsaCtA889/wIuufwypLMJTCUTmE5neA2NlJNZJkaW/Ae+8ZO7C8RexCkErNJoBOF8ATWVlXjit7/FmhUrsWDBfMykEshQCBTRlWwaFXNQ4gCoGRUSh7UqhXBHx7DZI0lGRWNe9cbPEcNJRkUKCLRLPrtawn4GHpOHXKEBhz9zfMCTAtAYUI72G1SGnAMgvSJ5WfMPZVsuiUD4O/w/AOC//uu/MnsRYIjx1q9fj+uvvx5btmzBSy+9xMz1yCOP4O1vfzuWLVvG5ouan9OxX/va17B27VoG31/8xV/gJz/5Ceh8xHxLly7Fxz72MQbZ9u3b8cUvfhE//vGPsW/fPtxxxx0gFqbP/dKXvvSaAGRZiPO5Ur8nLTwoyLCqGS9jQh0ypFurV/liZVmlgRBaG5pAa3yOdHXhiSefQjKZwFv+4mrMziYxnUohwYvhCYTkD8qiJfr4YgCS6QwWsGxBJ3cZ2Lb9ZezY9hJqa2vRuXghmtpbmQElkS/5XipEJXZzgnRRsQKxnxUjsBemDGhFp177DmM/6biqkSqPvKbqtIuplOCrECgF2IoPDUJ0uaRwmW39ZX7fCSKLvNcQJ7t1y3MqGnvNtPz5YmnX8eLmfScwIA38M888g02bNvFPGuQLLrgA3/ve93DppZcyeAhEBJR3vOMdGB4exosvvoi/+7u/w49+9COsXr0aQ0NDfCwx4NNPP433ve99uPHGG/HBD36Qr+0HP/gBR95tbW289vnuu+/G+9//ftx3331429vehoceegj9/f1417vexa/7H2SChyZGUFpVgWw+yx1f3ToPq1wpWmUnOh6ZYImCLVOSYxbk1m+BEDoaW7B7z268tONVhCMxtn5LT12Mzs5FmEmn0T3QjyypB5zL1jRhMQDFjMaCQGZmGr3Hj3N1bHVlFdafvh6haARj8SltFiSVJOQ7WnWM1PPpWmKrltECBamu9i0q0uJVkUP8C4q8En4BoYDBFp+LOVVdSZnuZACUjVXVUzyJEF2sDXoFpW7Bkm/EzOQzzrWRkb384vN7/iyDEAFgGReWcoeuolScVbyIKZYi1ABrdlLhTOaXfDrJntDmlX1d3ZzxiJWUoLW9HW1t7egfGMDRrsMs/axYtx7BWAxJYlte2G4FsEDg38gEhyO88TPle8tCAcxMjKGtpYWTzvv37sPqNWswNjWB+pZm1xKXfD+pkBFWs6JT16mAmVEzKpp2k0jUt2WXbtvqbyTkZz/z31zdHptj7ed8UgCaj6ng04xOEQX4awKVYe311wKg4K+YQf//AmA8Hgdt30AP8gGffPJJvOENb2Az/c53vnPu1z05A5IPaBUxJwNgrsBRqq1LJgmFHsTwssZDxOjG2gYkJuMojcreLgcOHkAmneHA6qyzzsL4+DhGqXqGIuEgbVnh7/iQR+Dff/pzjoJp4TkBqaW+Gks7F6Cvpxev7tjJtNrQ2Ig3velqTE5PI5XLIBiWKFfSbPI+klGIIVy3A2Y5za5Yt1MfAC3tJlXT3r4fujTFRblSpSz8yWVVulMRdyYgRrLWcm4tiIDP+Yk+n9Cv6flbi9g7TgDqXMlmjk64ZbPHgBQgRKNRrFu3Dq+88gqbXzKndXV17KcRQMj8UjBCJpLMKmlm1N2f/DkKXNasWYNFixbh5z//Oa6++mqOnOl48hF37NjBr/X29rJ/SKaZVxYCDLqzzz4bixcvxoEDB/j5K664gs07mfMrr7zSfTUywcMTwyirIQBqPlmrnL31xNb+zevYzwDU6hYaMOqBQ8xZV13HMUN6NoUXtm3BsWM9DM6qyipcfsmlaG9rw8D4GA719iCZzYJPY6VmlIq74We/YABa7rY0DJSHw9i/ez9HVouXnoruY91oqKtHY3MTQiVRhCKSI6ZBJhFbUnkkzVBpgArRClCLTi0SFRBIzRrtHyfZD/MFvW0iBDcqVisAdacHxpcfgMK6ml7T9/1RALp1wVr3fxLeMMZ2kJ7DgH4AfuhDH2KTRIHF3//932Pr1q146qmnGDz03HXXXYeVK1dyREzBxLFjx3Dvvfdi3rx57OsRWEmWufPOO9lfJFARkD7/+c8zs+3atQuXXHIJFixYgCeeeIIlGXuQT0n+5Le+9S3cf//9/D7apZx64hBwb7311iIAjkyOoKy6TPb9UK3P2vO6dR2+5Zd0HLGbFFdQN7AIZpMJDiQyyQzmNbVgqLcfD/zqYQRDYVx+6SWoqalGLpVBb18fymtrMBSfQjAclnXJbjsJBuA9hUhEGJDEmInhPrTWN6G9uY2ZLpFOYmRkhLekoi+6/uwzOA/Mi5KIvbSuT4ISkmSsnQflenWFmm89B4EtMZvgLyHNg3TJJRe8+ACo7eBk8K07gqefnByAEmXL+m8vKLG7X8SArwVAzc64SmlrC/MaAKTBJ9NIwQIxHAGHzCMFAgSwFStW4K/+6q/wb//2bww+Yqif/exnDJJ//ud/xmc/+1l0dHRw5HvkyBHW+sh/okiW5BliUbrH73nPexjAxJok41iQ8dGPfpSP/Zu/+RveAJEiYQpMyI167rnnigDYP9yP0qpSHD7UhYaGJlTXVmMyHkd5ZYUrufdKqSRaFR1QF767VXd5DPYNor2pBflsFjv27EJZZTVWrViOnu5u9hd37N6NiWQCC5csQX1trUTZuiqPR+mbd97LACQTFwkEML+lEbXl5dj6wkvMfJFoEI1NjXjD5ZdjfGoSY/FJV25FJVQuJ0vsp2kN+kHSi/lNUkxK/huBLIyBgQEWphsbm7iFmsQV0nnVOjNYsakfPHOrVwhQbndLS+vNEaK999Nv3nqO4kzHH3abTuYX2tF+BnxNx+t/0Itkgm+/+Xt45Fe/Ql0oj0wwjFhDM/p7enH9h96Pcy46n61hlsqoXOtfMrmSivOaFuWRz+aRTqQxv3UeQoUgSspK8dunnkJv33HEJydlb2Zqk1dVifbOTtTW1Lou/dYiLvCtu+7jVBwNbkVJCea3NmKkbwC/e5IkhDzmzWtFZ+cCRMNhdHTOx+RsnOv82f/TGj4r3RJAeAKzV0avhfAcxYZx9OhRHDxwEJ0LF2LFiuUsBQSC1OVAFqW7XK/f57Klnr7nrPu+Ad3MvQl5/qBB3vanAdBvel8LO3+uAHz4P7+HXb97lL8a3RGSVshf78pEccE112DT617HzGrFq8JaUpDKWiG/J8dp2Fgkxv7fzOQ0RsbG8NKrryCemGVX7K3XXMO7WR3uPoaJxCxqGxs1/ae1ihRFf/vu+9kHpOAhn5jFqZ0L0HO0Gy9t2451p69nlZ0a3/Qe78X+QwdQCIdw9tkbUBKVCmgp15KI19b+ctigfaKZ1fR38ukG+oe5iSHR8JrVq9HYWIdAkCqTqc+JDLd1TLXaKJflKOrRbAuO/KvgpDBCqNe/GEnNvKKJz+f7fS7I/jgARcrechId8L9CdmSSf//737OJnvugtN5pp512gqD8X/kceg8xoB+A/vNk8gX0J/JYeflVeNtfvVMrp0XrI+ZLJFO8QygDUHd8Ry6Amalp9gHJbfj9s8+gvLqSy/ROW7YMyxYuQlVtLaZSaew5dAgzyRQXZ7OIncsj8J1fPMAyTAQ5VIWDWNyxgMFzpPsY+geHEIpEsH37qwgFw+z4ky1ftfJUlEQkApYGlrb00pr/6Mo33TDGGg8FEEEykcXo6Bi2vbiNL3Dhwvmoqi5lEBq5uX1FXNGAl/e1zIcs9bTksviP5vdp7y99TsJkL5o+UU750wFoYJeFri88f6IQ/V8BBmU+HnzwQRw6dIj9SPLzKKVGojJlSl7/+tfjrW9963/l1Ce857UAaAcfCVTj0zf8G0rLSqXLQx68sJ16b4cjUS7Nowg6k8qi+0gXEtMJbtLe1FiP6poabrE8NjaOwf5+TI6No7mpBRXV1ciEQ5ikGkFeqKQAvPGe+wvUFiMaDKChLIbaikpuUjgwMoynnn4GiUQajc3NWLt6Nfp7e9E73I/XXXwhqmsqdbGQhAi8IEl7/XE6jZixIEEFsSN9kenpFAb6RjE5KTpWYmYGdfWVWLy4A9GI10lrbjGpFR4wc1kVMrfzCPJMskJWMcWUShP6c/1etAbRbdjFKTURuE/SsEpEHGfqhe3oO7lyVe1+/8Jz/z3VMARAil5JMrn22mtZwqEiBGJGiozf/e53cyHDf8fjTwHgRDqP2PKN+ODHPyoL03MFJFMpbn8SDEVFhSgE0HPsOPbs2IHW5jaO5hsb6xEJh3Ho8BEcOXyEAZvPZFFeVo749CwWLl+G8roa2RCHu3flELjp3gcLxGTNdTUoDwAz0zOsPxHSN7+wBaVlZWhtacEF55/P4nQ6l8bIxDj7gVx+pUshZZWb9QtUjU7zp1KMEMD0TAqJmSyOHTuOZCKJjvZ2VFRF0NJUywCW0nsRmj1/TipfpD5QnBZrJUfhGVtci1oNgJa31bYaVk1TBEBzgHza8olm2bLGdm0e45I/tOXZ/55MCAFv586dDDiKfCkq/spXvsJRMeWPKWj7/5IB0/kCoqvPw3v+4QPSBYHMbyIhm5CHItKFgrZbSGWQmJ3FacuWI5fNIpFKMFOSDrp1y1acsWEjVq5YgZJIFMf7BzCZTiBF5lsXQ/GanJvvfZCDkFABSNDGyLkcqiorWFStqa5mc9zX34/hoSHM75iPmtpqlFaUIpvPSAdTazYkza7cqjVXUKob0JDJnI4nMDw0hZe2vcwzu66uFtGSAOrrK1FZUablVicC0LqgesGGr6Zvzr5ttjWDOHlq1q2ca075/lxGOTHi9QAovWX8AAS2PLv7zzIV94d8QLsfx2ZyeN9Xv4F5C+brAvQcxwHJRAolUXKXKNgMIZoPorK6EpPjUwhHI5iMT2E2kcKTTzzBrsTZZ56F5UuX8Xa6mUIBx0dGMDY9hQwvkpeqmMAt9z1YiIZCmBgdZ8G0qbYenQvmo7W5GdlMGgePHGZFfWR0jDOssdISDhzOPutMXWIpHfSlla4UDnCOEGAQC0sKew0NjSIYKEVPTy+/l+rX4rNxvO7i89HaUs86JJs/K4N3uWBv5yZhRh8WDBPmL9qiKlmn5gIbYVHNEM/R8yw6LiqkcWGKNtYlE+wDIA3Wvj3H0FDfwubnz+FBmuPmzZvxwDc+jdnJ8T94yT0zObztHz+BVevXaQNKASAtTA+HpZKay+0orZbNsLvQ2NLCJVfDwyPYsXMneo4d4yrU0lgM5597HuqbmxFPJTFDx89Mq6hdQODmBx4slNDNJVsdjWLl8uVMtdQZlczxY48/jompCWzadD6amlswFZ/kcpr6+jqJWLXcSqqpJBuRTqX4A6i0SCJk6rSaw9RUHGOjcXR1dXNUvWH9BkRjIdTXVWBee4sTrs3XE8D4ixUMA2p6WSAuXtPhGpm7iMazscUm1lbGqV3XKmv/qJzYqsh7ld5N3eH37D6K6uo69mmtsPd/AhhjsRhnQ+hBlTEkipOJf/hHt+HozpdYeiFTW1cSRDxTQHU0wHEAPQ7Hc3jHx/4R687YwOJzgvy/dJa/Ly25zOeCGBkZQ2/PcdRXVvGu9dFYCaaTCYyMjqK/r4+tZlVlJbtvmUwO0WgJ+kdHUN/WgsbWFlddHbj5wV8WShBEc20t2puakJiOIxIpweTEFIZGhvHk73+H0vJSXHrpJWhsaERprASpTJpbmRJrtgAAIABJREFUM5BuRzsEJRMJX+0eeKU8+Q3UZpfCdsqY5LM59PX1Iz6Z4GV+1dEwDnUfw5LTlqKluQ61tZRct6poL0jw9gu2tRjivNFns0nW5kQ26H8MgHSLqf5NdHLdqpVPRObaB2YOnnXBk+1y6VtDbDXSNFn6jo9KpsC6GRRVUPuczLmV1bqe1wU3PuT6ewza0yTsEouVl5W5IMkaYfK38RU6zs4kUV5WwRkY8iv3bX8Rjz/8ICLZQZRFJf+ezOaRSOcxk8xiemQWrWUhHInnsP6KK/GXf/su19ic8sAEwFQyLRYtFMHk5BSOHO7C/LZ5WHLqEqTSafzmt49jbGIcS5csRW1NDXbv2YM3XX01pmdm+BqoliBaUY7SqirdBAcI3PbLXzIDNlbVcNSanJ1Ga1s72/vjvb14eeerGBwa5MrnZUuW4KwzzkCKltNFgqioKEU0QuwmHQaIBSkRTRETDS4zIO9+FMTExCS6u46io30h9j75BCZu+h5y//BhdHR2IBwCzj1no5pMGbAUaU5BWuQck559Gmw45YUX42pwYAGFborDZVNsp73A1QaRgh8ayNraGm4y5pllOZYS5V4fBgWPQ9scbuMgSIUhXWAv64MVCRqNu3f52qjJc9KM0gDIzcS1ZNZ6BRoQKeocGhpmJmtsbNANs23PDi2y5QJTqTSmM40OjWNsZJLL9fft2Y2bP/cxLFtSz377uUtrMTGbwb7eGew8FkdZIoWycBDdkXp8/dYb5Sp0u61UKstVMAREaxSVSedRU1XHSwgG+gcxOTWF517YjNVrVnPKbdfOXdwN//zzzmPrUFFeiompSfQODyCelsXqXJB6y8OPFNJTs0iMT6Klvo5BVVISxfj4JIZHx3Cs7zjGx8ZwyqJFrG4TBY+MjSMSi+Dy11/MhahsirWrKZnvZHIWJbESqRekQodACOlUBtOTcey47XaEH30UU4UCKr/yVWzYuBGxWBClpWGWVQxL5FfQ0FI1idSLitk1EdlkEjPXXmpNNgURX9Hrhm/sNjUZx/T0DJpbmhEKGQOqzhiQLau0bvs1Lam00CgwIGK6IY6w0Jz1I3Mx6+soT9dozRIk0S8V2dYuw76j9WoZGBjiXUZpHQjti2ef518UL/0CDYQFrkgeOD7M5vPBe+7GWTXdiEVD+P3uMZRGg7hgeR1+s2MEA0MJtK8/D+dcfAlOWXqqXItmQMiEJhJJjohpHEhqGRmeRDhYioqKcuzatRPHeo4jnUmjtq6O/T8ij5raWiw59VQsWrQQ5aWlGBkZxnQ6iTil9XjCAoFbH/5VAakMsvFZLJrfgQWd7RgZHsGvHn2Mc3erVq/Gq6++imVLTsWyZUtwrKcHh450o7ahFgsWtunCdO1+QJ0YMlmk0kmuqCb2IomHnNfn77oH43f8EA3JBAvXeyIRxP73+9DW3oaGxhrUVFdg6SmdMvMCAQwNDvFsa2lu9raIVXmGzukfaLaMyh5uC4gIVV5wYzPV8YJ8HWNjE3yNFM2XlckWq5x7YbYU1X/ugqeTIZE7BmSyvAk07XFCUtP/GwDae6VCpcAFGyQE04OmBGlw8alpjI6Mob6hHtXVFUVdWB3stdRd2nUIG9NgD/aOoP9YHw4/9m0sbSvD03vHUV0WxtrOKty/dQjh6iZc9+GPo662QReo80Agk0mztEIAtN07CYj79x3GxNgMystKkUomUV5RwbUDtBvqvPZ2LJg/n8f/6OEj3MaNUnvpXAaj01Ooa25WHyiAwB0PP1yoi5Wgs6EF1dW1ONLTjZ7+fhw+fAQbTj8dqUQCzz/3HDaeuQEtLc1oaWnFbCLNmk84Kg0tOQesLTkoeOF+zQBfAEXCz/7oTgRu+T6i1FFAGaKrohILP/cFrF63Ev19PairrUbHvCa+4bQGlaIpYsSmxkaeccyypisGizeDIcBMTdH+w2FUVVKFjfifdPNoIbRE1dITb2JiioEYi0VQX18lKzFJOHemT02wP1JmQZ3qrIsZjrdmnUmgurqKXRGuw/4DDCjvJSiJKC/2TSabsTPfm4JsLUYsTc49AZuOIQCQCabvUV5eyp9p0bsYfIEggY5yuESDZHm4PZq2eNu7ez9+8a3PYeW8cmztvwSp1Djeum4XHusqwTv/z/9BLFbiACiXV+AiBNqilVjQtoIgjTgUjGJibJJ9PVoL0n2sB0898xSWLFmGJYtP5THbt3cP4vEp/h5UT5At5LC/qws1jY0I8kK4AAI/fOhXhWA2h1gggrJYBXbsehVDY8NsOiUSjnNtF2mCnYsWoWNeO6anSXBMoaauAqWxqOukRVEwRbvkZ1HgQain2fzL696N5WecgY61a9lnmh4fx/YHHkD+bX+JDWeejqrKchaqG5uqOZImH5JKwAhwJPkQfauh99b0slNoNz2AV7bv4n7Ry1cuQUlU2rw5DPEvIR5EysLQjSRXo7amgvsiavZZBzDPzEY30LZuFRejGPT03Oj4BGcJKirKWJ4SupJr4s5bWh3kAZeuSXZiYvDl85hNJlFRUenaYpDASwCkimKaRLTMkhiHTClde3wqzlmouroady+8bV9kMRHtVxyg6yorlwmNPMYn4njinm14/DcPY23HEF7t60BNWQYtFQNoPOMqrN24lj+rpbnN2/+DYoJ0infApP2daSypGxCzYbaAzgWd7Bum0xkuOXv11Z3YdMGFqKutxb69e7kka8OG9cyGZJKJWPpGRzA6OYmCVUv99JHHCqMjkxgdHkZTQzVKI1FePrj/4EF0dMzjxS9VFVW8I+Kx4z38Gq3y6u09hk0XnItoSQipVBKxWJRvOEVDRMm8UCkSxuH9h3D15Veyn0TBCn0RWbsK3H3P/QhGI6ipkqhuzdrT2OBMxieZqahAgeSeqooKqQpUjY+Yxza+phs8ORHHiy++ymA4/4IzUVke06hWDRMHJCEeGGIHOndlZRka6qqAgKyLsIiXnP3JiXGURCMoK5cBpMfccnwC2ORUnKt7iKXKK2JyjO4JTIFbQ10DQmEJCMRlKAYgCbFUh1ddXcM+NPt++QD7lbNkgmMxlMSinIOnIg4ywfR8fUMt6htqeG9k2SHdi4UJJJSHJbektkpA2jcwiHu+9wyuXvMP/F227P0Ntuy7AbGSOFoWLcOWPX2Y3zkf5154Lk4/YyNoY0kpuafoV5ZmzszO8NrvfAbsklH6dtnS01iArq9rZKln//4DmJiYRiIxi4H+Pixe1MmFthUkRKcz6O49jlQui7LqKs6osLvz2HNbC9FQhG05deJIJVLYvHULDh45gssuuYzXpx4+eBC7du3mfOTqVWvYNxkY7ENjM0VjQYyNj3HES2Ytx3IEGwPQBnh7du5BIVuOXD6Kex58Ff0DU7j+r87Bwo4S7DvYhbVnrEZ1VQUy6RSqqstQGgtxmTqZIEraVFZWoKGhXiNTyRfTOlr6PNpQm0zW2Fgce3btx8DAMM4+ZwM65jUjGLJNpgWEVHBLDJJJk0NNgUME1dXEXFHXo1mgFkR/Xy8DvK7OW9QtPqIXYGTSacwmksjmChyRElsZ46VTWTzxxHNYvfo0tLU3qhfnsCxMSzpcKov47Ayqqsq5spyD2AIwO5NgVonGIoiWxJDPB8V3JRkmk+Vi4MqqMjaZvGWsL7omP43AQJO1pbkFg/3D+OY5Q6iZWYmZ8HFMl3ehYVUKF19+AQ4d/w12Hv09QlUtWNF0ATqbVuBg4mlc9tcbudWKEEaeLYbsQZJlU0wYSSbSaGlq4ep4urfDw+PYtu0lDAwNsX89PDTIY9Qxbx6TDtUTEE4yeXDhKwUrrDg88uQzhYHjfVi7ZhWCYSqdCmP33r04dKQLy5evwOgIlU+JP9jZuZABQLOfdgafTkyxiaRjaBU/rYqi2j6iWi5EjEZx151P4Pp3Xs3gbGhswdHuEdTVBDE2OYmbbr4f5164nH09MrdLly5GVWUJ+gf6OGoOFPKIRMNon9fGX5JuKkFganKSc9QEEjL1B/Yf4agsRFU9EWD9+pW6HsWXy2UpaIqDhkioBOFoEFVVpSg106nSBbFo3/HjXFXcQuo+ZXVU0nGJkECA3YxkMsVrpYkNTHSnY4eGJ/DC5pexeFEHTluxWM7MvlnOidXEXInZJBKpJEe0JTT7uZl4gQFI547Goqwm0Fra8fFpZmkSdCkSTiRnuKi3tbWZ3QhjWLr3Pcd62NTPm9eBl17YiR9enUQ1OjAZPIp5KyoxcjiLYCSPjdfV4Ky1FxTpn+Rabcndhsuufh3y5ILN0PYX4pcSM9N9yaYzqK9rQF1tPS/T7e8fwkvbXuFiirqGBrS1taKyqpwTD329vewanXrqqaC1xRRnDI6NcEk/qxtPPP1c4WjXUbS1tqKishy1tfXo6u7G7r370d8/wP7NQF8fm8IVK1byDaTkOF3ogs75WLduLWZm4ryEk3LK1B2J96soFPhiv3/Lk2haXYP21lZc/4Y38IC+vHcvvvzzn6N9tgEL5odw3rlnobq6knvQkTQwNNQnYrHKKLTLYgmBLRDkGUgUT3JQrDTGemXPsUG8/PJOLDvtNJCNWLi4DQ0N1Z4yS1uWZsSRJjNGdW1lpTEuAysrLSsyseR/DvT28fecP7+Dq4DZ/3QFDuKN0jnoWPIXCXz03ekfmfquo73oPtqH8opSrF9zGiiGIr+PUpqNDU2Wb+QAhhZwk/8ovjRFuzl2FShSJxYi14XuxcjIOEpjMj69x/u4YGRoeBCbLjgL5eUxDjXoQSa6r7ePWb2tvR3Hj/fjS1c9gIbkCtTHL0Fy1TO47vo349mtT2D3Y1MojZVi0bo6FKomEJ6tw8DeLMZ7MvjQ1ha+59mspD7TqbSs4wlHuD0IrQ8KByMYHhvHxPgUnn/+BV4/vmBhJ6/16evvYxWConkSIs4771zQ/sLkC9KkGxwelARG3+BwofvYMU6ZUBQ3PjmFvXv34ZUdO3m2VVVVcGNqWl5HN7qmtoYjU6rUaGtr0cEj05GV+rx8DrPJWRaSKX/8kx9twZ7Rrbj8wk34X4W9KD2+DUdOuw5ffmY3Llh0IfbseRZvv/YqRIjKgwW0NNZhZGSIB8xmdmtbC8rKyhmA5BDTTabBrqioQGI2hZHhKRw4dBRDw8OIRsI486yVWLiwnXfXFGdAFlZPTk7zQpoEDXpJhBspkhmT7l0io0xOTmB0ZJRBN29eO6IlUZVyxPwXaDtWFDCTmOXAgGwmmd7S0ijKK8qQyQax/0AXjhw5xgA9/4z1aG2r5saOpI/RulnyjQnWtD0tVZHQvnj0XrICAsAE9xskC0J+KF3b+PgEm+VgkDqWBdndoNz9WeesQX1draoLBUyQfjsyyt+FetL8y6c+i00t42ivjeGe300i+eTHUbUohavfcyaqy+vwzPNP48hDMbRMb3L9cLorH8Z7ftOANevXuZV3klkHpienMTg8gu6eXoyMjKKr+xgvvyC/nizVooUL2V176plneBKXlYulogVVJM3Fp6ZQWkKtr3Jc7BzYvmNngSK+8opKJNJZHO3uwQsvbEFTc6tEL+EA0slZdrgpCFm/bh2qKirF3ykUOCJ78IGnsXhRGy697GyNPqUf9K/uux+v7A/jM//0Rv7gA//xt6iYOARc9Xmc/sZ34p77N+PnH7keZ7/vr3HKurVYvHgBIsECXnrpFXR0tHCjI/ra1TVVaG1tY/+IVHmKEGly0IQgv273rv282oqWCpJf0tAQw4IFba6cgGA4PjHJLEj+H5lCYo3K8gqUlZVK9399kBmJT02yeWhqakR1jb/vH0FPektT9EoFmdQml0BK3ZpLy0tASaBtL+3A2ESctbGVpyxAc2sN+0zHjnVjXkcH+9CZXJ6BlstmEC0hH1w0UzLNtAY8kcygJBrjQeRdmKlhQDaDqfgspmcSONJ1lCc56adnnblRInbnokq1xgP33Y/tD34HF62sw293jmJ/vAbReDuajr0R2eFqrLouj7M3XIipmTE88cst6N1aQLA8jTX/qxRLrgrjossuOiF5uG/vATy3eQvSmTxqautxqOuIZMmWnoqO+e04fOQQl9sd7e5mF6a6qppNN7EjuWdTE+Pszs3vELAGnn9xa4Fys+PjU+jp7Wend/++/dz2gXrfvfzyNi7jJkmFdLUlS5bi/HPOQXx6mqMbKk746P91GwqBRnz+05fijI1rOGKlmX3/pnMxFohg44c/iPVveQvq6+qQSsxgfGoaux96CIduvQ01Y6MYOOVUXH379zExNow9ew7hd8/24x/ef46rZG5orHerv1iR5y13aODLMDw8ykWzVKVB65ibm5rYDzzjjDWc6WAGLFDyfJTNGWVCaBEWRQFE2OS7Un5bjiugr6+Xa99oclEWhj5bWNRGl+SEDLNRKiGd4qNhUgDyiBEAkwV0dQ9w5Dk7M4Mz161Gc3MdZhOzGB4aYAWhsooYi0R7XiTLDUEjJVRnR5XGuv5Zits0vysFE7LNQh4DgyP43e+e4gCxc34HB4deCw5J59Eku/7tV+Nvzy5l0fl4YQHedf178dvvv4xrzv8AHnv0cXQ/Wo6yhdOYd1YBzW1NyOXS6DnejX2zD+PWn93utavj+EvkqgceehT7Dx9DYwNlY8px4PB+nsDpdAqxihKOB5LTs7xir7WlFb/5zW/Q1tqCVCKJhQs70dLUiJUrTuOImtOsv3jksQLlfKuqanDw0CFe6bRx4wZ0tLdxs5xt27ahu6cHCzs7uRvTueeey/adpJbO+fORzWVwx+1PYXSiFijM4uIL23DNWy9EIJfBr6+7Fu2zs9LCPxLBTDjMLWEpLswmkyiLRHAomcR4YxPO/MKX8eijr+CVXUmcf94KfOqfLmY2JTMkSX6Jwoj9yNGmL1BSUsrmgKJJYrYtW7ZifkcHWpqbsGTpfFRVlWnnoSCmpqZ5UCi4Eb0yiwoKZGIlnNyXbebzOHz4kMuB0g2idbiEVIYfd1Mlc07gSzEQyUckOYTMamlZOfr7xjA6GkfP8X6GTHNDLTZu2KCd/ulj/JsPSqQurXEF5pS1oGvRGh3ZD9umgNahHTl8lAE+NDSI1GwSF110AacWOarUSOmxXz2Cfb++EQ2VEfy+twof+adPYnxiCk//4FVc97qP8hl7Bg/jjv+8Ha2RtUjl4+iJ78C55+/H4ZlJ3PDjX/HSWXZ/2QWmMQjhFw8+gmODQ4hGoqiprGBSobvTN9CPvsF+jI2MMIbmd8zjghYKoi7YdD6qKyu4uor2oCZXg/Bz7jlnIfCJr3+3UFFegZbmRuzdswuFXBbN7GCGePUa0ef555/H0SZ1dCIzsXTZUs7Ltre0Yv68dtx668P43dPid9Ajn5vEm+K/QdvoEBpiMYynUqiKRjFDoiWtmo9GMZRKYSyfx6mxGF5NJPHreW9DpKyZ33/O2YvwmU++UfYg4YJX2ZyQfEySa8hskUMcCkawe/c+1tGo8oIjv7Y2TE1NYuXKJWhspHIk2eaK2pzRz2kSaQMB1vlopR/5KCRBUcBD5yTnniQW9l/KynjpqAjSwkgkiZAlkO3IaGGWLNKhFg1UJd7V1Ysjh3rYNaA8aWNTPZYuO5VXEDKHaaqMk8Asn1DPKIGbazwuWDTc+X4pIJXOYP+Bw1x1QrIMTbjmliauSnL5cQTw5c99EpvqunH706P4wrdu5SzR/n378NK9R/DOS/7RjdVtv/4sPvW9D7IP99CDD+DIk7cjnS3gyr//GlasXOVy1eQOkRzTNzjMQKYualRuRZE6kcILW7ZyLxnKklBFNJXkEVaWLFuKlSuWo7GungsXorTWfGYGR4924cwzzkDgE1+7sRAriSJWEkZFZYRn0fDACAYHh/jEdGGrVq5E15EudMzv4ApX8pFoAOtq65BKJ7Br12H88KfdzpHPZhOonngFf7exHv0vbEb17CxqwrQtVh7JQgH92ltuCRWsBgJcIfsCKrF5wV/yjTnjjE7840cvVTHZK8/nlB8XhhaY9kkrPLB/H0ZGx7lgkhbGkL5UWVmO9tYWNFBzxkBGNnbW5YR0R0kkF2+OWn0U2Cejc1sTRd7DzHqE8DHUE4WAIvlRaego6yIIJ9L/WIx0d/cx1vh2797L2h7dMxL0iQl4/XVAMh0sZ/HmNDnZxVLL1EVuPEkZjxYCUJkVpeSowuTFF7cx85GbQP66lYMRQ//7R9+BhtIcqtdfgwsuvoTTo7fd+F3UTy7DX172MQfAe565Ee/+4tU82cZHR3HjJ/8ai5tiaL/gfXjdpZfKmhm6N7k8+nuPoywcQKykFNHSSlAz00RyFn19A9h38CAXSdCkoEiYroEkmOGxUXYxMqkMFi9ajKbGWk67jo0NobG+AYE7H3y8QJFjW2ujZDVmE9j8wlaUlpZzOdbRnmNsrqgoYN2a9Vhx2jK23QRAYoruY0e5fe+XvvQIEklpmDMTP463X/tGfOFTV+OVZ57BT6+/HvVTUxgvFNCdTmM1+V0lJYjOn495F16IwCmr8E9fegDBkjpES6qxfl0rPvKhizVPq1uz8n4gZARsr7gC60x00+Mzs9wzhXs1B4DmpkbUVFWhtbmJ38NrSFTnIwDwWgQWg61ZtuzwZLv6sA8lW1HKZtHWSoLpXffTsJ2NtITLtjYl6aqn+zhLKCRXUd8/KgxlhrJOXdotVGpLclIGpqxH0hVlk9g39Kyv84cnxsZBICQQU/sPKuZoaW1B58IFvBqNHgSke/7173FoJI8v3XInC8CvbN+O279yA9648j148xWSEaHHjsPPo/ysEWw8+ywuNP7KB96OVW0hVGz4a1x+xRWyG0AwiINHunHwwBGUhgosmY1NTGExaXuZFAdDFBQd7erGwgWdWLR4IbM/+aUziQRmkykMDgxy49OBgT6cd/65PF6lpTEE9hzqLpATTrlYMre9Pb3YuWs3Ohcv5tlKTEMmjaQaoteSSITNEkWIJMUMDfbxtpxPPvki7r2vH9nsLPK5DG6/+YOowiieu/ZaVGazGEylUHbVVbjsk59EW0eH1JVp531inLf85fewf98ulJa14B3XLcZb33qZ5pi12SWbO2mGKXuaBJlt0tr+lQaDTGhdbY1W4jazj2rAcvtkcPBuWxLQwIuTRQCVZj1kSCU5YtUk/JNxJxsJ2n9sQm0PDJJmZmZZwqLjyYJQEn7+vA5mhvKKcmY6qzmUX0hj89rD0SdYv2aHEPPBuNYxiNGhER4XWklHx1LzUNLb2ua1c/Ev+aQvbd6M/t/djD2JNnz8X77CRHLDF7+Ajq0BzNv0Blz1Rg+AwxN9+NJ9b8N37vg+tr6wGTseuRWLmkqB096Mv7j2Wp4Y5Goc6urBk79/Fqd0dmB2Ns4+Avm2xOQjw6NsIQcHhjgILCstZbbnNePk9+fyiMen2YpMxeNYvnIlV85MjI8j8MCjjxUSM7PoXLCAE8+pZAa7du/G2Pg4lixbhramJi5EoPs1m0phOj7DEeXwyAjWrF7FG9eRjFPfWI+bbvwlXtzWi4bGhfjtQx/GLa+7EDh8GDXRKMrf+15c85nPnJBTtRt9w3cfx0233IXT17Xi2//xcWZZyY/KDjzsO/mqTejGDA4NYWIyzi3BSOScmZ7GyOgITl+3jv06chFIFLU2ZHQ3abLwVqiqa9mebLa0jl62Xsha5snHSt9oKY0SSywgDpAuWChwLp1K10nzIteAMiV0X0SoLkVzazNPYM7bGrXZ4m4f2k5w/Zz3qd0LjnRzPp6a/pAey/5sLMamnqL8h+79BY5uvh/nnVKB3b0z6Ljg3ez73vH1b+FdXWcgfuVaXHmlB8B0Jol/+uL5aDx3AWqzPWirKcGy9nI8uXscr3/Pp7F+w0a+utGxSdZ1d+3cibbWZixevJAndyRagqGBYW4rvGPHTgbrdDzOJLFw4UJOFtD9WLFyJQYGBnlN+KLFnczclAwI3PHTOwtkdjecvpEXoZMOtmfffkzPJkACMGlc1F7BdD/OX87MYCo+jXkd81nJJ4V/1aoVOHPtavzDR76JyelafODyGKa+/GXuNzO0di3ed999Llfqn932+133voivfP0ufONrb2GBmQpgKT1FcodsJeWZpCw5xIUCq+8ZXa9KpotyyPSTzC+BjzI1pLFJMQBr5Cqo6O6O6r+5PdxIPnP+nLelqmx1L76Qlw2WyhMKT4b6B/CNL34BF7/hCpy76UK+0WNjoxzINTc1s15JDBiiUnjqEqrmlrAstYz2hPi7BlDXHVgZmiwUBVNUzf3qqzsY+BSFUuFnKBLG1ueewfDWn+N1K+vx690JTKWAulM2MDOP3b0D5w0vxviVq3HlVR4A6ZP/8zPvwM6KAzj9zZtw2RVvxPYHv4uldSk8O3UqPv6pz0kHDPYDqf4xzsXK5NdRNooYjUqxDh05gl7KIIXC7ApRZo2C1Z07d2B8fAybzj+fNcHZmThqaqs4B08uXOBn995fWNS5CNESygiE0dc/hJ1792Dvvv1SD5aYQXVVJVatWc0yzdLFp3KZz4FDh1BXX8/LK4mtFi/sRE1FOW75/q/wyP3P49qBh4CpKa5lO/vuu3H6pk0nw5177uf3bcOXv34P3vPeFZx5oVV35EdQzpAS7KxA8EBJTSGlc6jFB0VioyMj3JGTuneRr7p8xQqWb4hBKcBgo8oDrexFDKiLy3mDaDXCnvZh+qEBwxXZu+sVUEtN3w9vuQk7tr+Cd73nf6OltQ0T4xNcpkTZI1r7THnryqpKlFWUySY3OplkRyrpUCoPWVXoMaS7MgEmFwTk2Oeidm000LQul0ruK2uq8c2vfBHz8scwncpi0fnX4pLXv4H9wh/ceitmb92F5VOtGH/jKlx59YeKxuLXt/wLDnVtxmW3XI83vfktuOGrX8Sxl36NVZe+C+9//we4gIAm96EDh1l+qaiqRKy0DPsO7Mfg4AAHb5TJIT+XEgaEB8pnU+vhffv3oa2llTVlksco4M1kqd5xirMEpO3AAAAci0lEQVRZga2v7ipQVoE0n9GxMRw+0oVDh2gp5ghnAWqrq3Da0qUIl8Xw1DNPY/3K1Vhyyqms/9ENLCst4ZtN0TIJo1/5xy+h9bF7UJGeQXtpKY4vXIj3P/44+yev9bjxtt/j5tt+hc9+/hLuhUIXyr2EdY80ccppwMXk0TUSyKrKyzEwOMj+K4nnpC9RkxyKEmnmUmJctp4X8BKSZQdLZVStQJaVqpY+ngtAU+U8ppJjC+g6chg3fOELeN3rr8A5F13MudKB/n7WKume0JpYOhvle0neIrxrDTZHV1yE6moHC6A+ZTRp9WrdeiU6xzS5GMMjGBkeZmYlP5AAfMrixfx9k7MzeO73T2LFqtV43SWXIBylFsphfPMbX8Pot17GsngLxq9YiSvf9OGioXjijq9hcNcWLPz6xbj+PX/HAc72l17Gxo1nsR9H2yz88tFf40h3D++akEwnWf45dOAAWpqaUFlRzt+ThHuSqGhibH95O3r7+nHo4EEGZVNjE7sKp522DK+8sh2tbc08QQNbXt1dILO1b99+XlhCEkVDbS1HkjRrQ+EoRyy//u1veZ+vdStXschIQQgJ07Oz05iZmcb44CC67vkFyjY/j/ZolPW+nnweb37gAS5Gfa0HOdP/d2NXAl1leaafmz0hJIGELEAWWcJOZRFblarTqigoarVY1zPTsfbY7WAH61hbLSoUS4c6dhS3KhZHLadaRWVcKoOUooISwmbYsrEmZE8uIdud827f//0hML2Hc0hy7/2X73+/d3ne533f6295ClVVNViy7BoUFxWLtiMtxQROCRwMHKNolcwcccwo0qV+ehUVFWzmCNMcMjSb/bj0tFTGyFweg6NNCTb0oKHLEkhFtZF2D2VBc+GoXpPpq74+PLFsKfbs3IX5Ny7A+ClTERdJREe0HbW1NQwLjRo9hmslRnCQoPUqdlYNYqzLK2tAEMSkre20ppq0GPlbVTW1aG1uYb+W8EqyDMRIJniDLEEx+YGJRM+SeR4E5NPGeuH551D2wNv4SvNIbE2sRtY3Z+PbV/4UqcnCd1y/6rdo/XwL0h+ejrt/II3QraKLlyouDlu2l2Nr2Q4kxSdgUGoK8qjTVa9oY0pMUK56wsRJqKyqxMRJE7Hx4w3sA3eejHJzU0rLjSkdj8EZ6WhuakRd/TF2ryL/9YeXYgX5wzl3R50KMtIHMUBLAtbe3obk1EHYtftLfFlB+dY+FI0o5IMUFo1kmIESzJ/8eQ0q1r2DofHxmJ+SgqOdnUhKScPk363A16+/7qzCR2+uXVeOXz7yJuLj2vDss//K2tJR7xwmZrVeRPfqRVVtLav8rs5TDFtQios08dYtW5hES35RtKMd2TlDuaEmK09Hh1dNp+xlNm8629cuVlJP8vL9Pv9myrd9gSd+S51KI6ztqJrwwksu5a5iZJrGjiEAOoE5jVIkRTNWqEw1wr1zaIAP08yIjmbCRtE+DwuS/033kiN/4GAV43XEIqFNl5+bxwEJvSjXSkEJM6UVwlGQCe+sXYvXFz6NS+pK0YR2lKMadRk9uPyaH+DKi+7AxpcfR3TzVjT8KBcPPvLIac+LtkVnL/B52Xb0RKNITohHWuogtLQ1o6c7hprDh1Gxbz8jCe3RKFsiwgApP37u1MmYMWM6duzciaPHj6G4pISFMTU5ha1V5LEnVsbGlpYyC5Yc3MrKg6zZqLCEggsCc/dSyN8TU/ueitzcbIwdO4rNB3VO3bNrF95e+XvEtbTg/O5u9CUMxnvZl2L+TVfjgXvnhpL9/e/uky2VWHjfa+js7EZBbhRrXlvcz9kX4RE8lNUia7CysnIGg+lvZIroQXAtcmoq+6aEvVFWZ/r0aUwYJSfaajICIRP4xb0YohG/zn8pAhNQ/LkovQu3LljAHa0kQ0b4ZByv4+TJU3DPT+/BxIkTFGB2BQWu1laUjNSHSBwiHaMc9KNaSMBlqQmhwIPujdrlbi/bzkJLZF06J1UyUnu0c0aVCEOHC+3FsdhRXo77b/shbqqeyUelv1ahDp9hH0pGTkJ+Sh7yKtvx8eUNWP3aa6F7l6AogrrGVnz08SaUlhQiOysL3T08UpN5i9u2b8eX+/YL8TQnh+WncHgBhufnoa29hYnJ4yZMwOfbytgaEDeQJq8zieNvn26PUeEOdzJCDHv3H8Deir2C/PPCSgCQmpyKadOmo6ioCFu2fMY+IP2clZXBdaBf/H0z1r70Ir59w414fE0V4pIkrXbe9BLcu/AKjBklBUf2okZFL6zehJde3sw4Eb1umH8OfvSDb6nOUcyM39HaWxUMmpVetmMnawPahfV19Ux9ogCEtCBF0VxTwcI4hPPYDLcQAcEJFyNcKlRWwqn6xn3GE06LgtQe/3nNn7Bs6aPsO3ee6pRRZQw0ixCuePxxzJw1kwMHsuEaP+mYAilOYu2qc3YtGJaiLdlo8gERVErtkU9FPhkpCgJ5ictHE5PYZ05JYeEtLh4p2SL3ZWqt1o25F1+COyrO406m9oriFI6gCVlIw5BIOl6dtgNrP3iftbm9JL0Xwd6D1dj4t82YOGEchufloqb2MLts9Q0nkJGRycXnBA2dP3MmcoYOwaC0ZN4oxG2k5uQZmVmsBanL7tTJU5m8QMFZpGzHPm5QWd/YiIbmJuzctZtxHNpxUyZPQSTSixEjC5i4WVt7SMDnuuOcJ6aSzaHZOVxtRvT0YdlDUJKfhwce+gM+/aLd3QRhQjOmFWPW9BJewOqaE3j/oz3MYrFXLNaN3yyZw8xsM5Zkhx1KYcMJFTpZ//EGvibyI0jzUXd4mnOSNyyXJ0Hy6LD4eEyZMhm5Odlmc51p76Vim5NRJGVQvliKmFhL0tm7u9DXGUXCYOpprNCIVomR+aSa5VsW3Ii8vHw8vOTXeO6ZlVj3ztt8K+S/XXDRbCxZ9pgyuAV3FJkOCqmCJxxMDw/tUNH58qdIBG0d7ewKpQ8ezAVbRDolX2zcuPFobhau5qBB6Sg5p0gnigabh879L7fejHPXD0Je55kne75RXI6n//oqhuUGysI0++Ejx7HvQCVXGZLbdWC/jBPLHTkc9cfrsHvXLmYWRdvbeXMQvaylrR1tnVFuSjBh4kSMG1vKJFyymnz9xHXcvG1XjFQ717VGIsjNzefiEjoJ5eyI1MiVT93ibJJpJp7b3n0HkJxKXbKAxKRUNDQ3ctPKG6+ei/IvynHfA+8BEdlJPksjvMjBbyMKevH8swtdVZkJoQC3OjxQRzSQvmxoauRFINZu5YGDzGghl4Gww/HjJ7AgEAhKYKgmIPSBiig07y9DQ0UZRl11RzB+q68Hrfu+wOFP3sOwcy9Bzle+zgEIlaa+9ZfXMWfu1cgYnImXXngOzz79FJ5Y+SxTjAgPq66qxDMrn0R5WRmefOZ5jBk7NhAg02QD3Txtsn4dE0zrsJbUwKm1vY1rsunqiVtJQkj1FrT5RfsJm2fM2NEYmpkVci3oHh558Bfoe+EgStvClsi/pE05BzFvxXdx9bXXBoqBDTmYYFp96BgGDxmCtIQkJtNS1ulovcQB1KqDlEDPqVMoKBjBzQs6OjsxY8a5aGpu4vIDKrIalJrG6EVRUTEOHqxEZM37H8VqqqpQWFjEH9i/7wCaGgjH6mbK96xZM7Fp09/Zv6AIkQS1sKSYuyGdPNmNY8dOMEmUqstysjNx2cUXISM9Dfctego79/TwjfR0t2B0SQoOH+1Ed08Eqck9yBzci+ONOfyQyAzdd88sXHrpBa62QQRQLJDfRNJpxAhVih1De2sH06oaGuvYNM2YNoOJqbQbuR+g4oduvJdGwL1dndi9einGL1iI+JR0RA/vw5FP3kV8WgaGf/UqJAwtMMeTMbBlDz+Ee2+/BmPiq/Bh62iU767AHd/9Hhb9+G7M+tpF+M4t32EBoKaNRcXFjmbVULYB2RNmIS5FIk53L1RXs38bYkmpyCyeEConNp9StB/tD8JnjwpdTlueUEaC/F4iIZB5owNQsDN50njG6mTuYsBifGX1amx78E1Mbyw6kw7AkdQWJC+ahIWLArYMLVdXXy/WvP4WjtY1YWRRMWJdXWhtakRnNIqp06ciN2cY3vvgQ34e8ejjDdLLExSSccXFF6N03BjuhNbd28NEXPJdSfsRsz3yxzffjRENnTj/yUnJmDBuAt5+Zx0aG06gt7sTyakp6GjrQEFBAfP6aRc2trYImk9NqpNTkZKUjPPOm4HcYVlaw9uH6soa3P3DVYhLyMbEMb347fIf824lf4RYyET6vOmW5ehFDoamH8Fzz/2Cd7I43QS/SH8XiR71Zx6MI9PXOXzgIYfyHuWryc+j2hXG0SjCVBPGGpAfpJaFsxKM4eD//gXNNXvR130K8YlJGDV7HtJHjnWDvoiyQBARC05vD3p3b0T8lheRMuVinJp2G2KROIaoCIOjPnkWvXDZL2u1PtRv/QDHdnyK0VfcjLQRY/hYpxqO4NDHb/LPJf/0LSRmDpMoXSNvuz+BnzQFiQgqq6qYhkWkWYJ1aqprOfNDrgDdN2VICJNja8bcQEsmAjvKyvDYzT/D3COTzyiAvZE+vDVjL15d9yZjdsEGIBJuDPsqiR/6OZczUD9HEjxSStRwvrJaUIlpk8bhmSefwJy587GlfDdrvIkTx6NgeAFKS8cylYtwUkJQcvPyEFn6+6djJJGEJ40tHY+25lb8df1HyBiUgpbGOtQdr0cGTcNJSMK5X5mGMWNGIy09lf0uimgoEU3g40UXnM8BC2nODeU7UHHwIPoyh2BWVg6G52SiuGSU3A/TUyTBvflvG9GTmIKK7pNoOnoMpXl5mH/RbC7bI4fezRPmPKyLQBRQVnTPX2VlrzDY61Gawgm0YP37ek/hxK7PkJZTgPSCEm4XIZOY1OQrLijemGyE3pNt6D1agYSCUsRSMlio5cpEN0ukHm4Z11q1BxXvvozkrGz2z6JN9Si5cA5yp1zA6zDQi90WDb8kUpbNQBuYirdo4xE0Q+1TCPSWwnlqqyegeyC8cmVUHPSjO+/EqPXxKOkIzxD2z79x2H4sWPljfPPyK8QC8Hxl6VzLNUPNzdjw8Qa2gMStPHToMG+ErKwhmDppArLTk7HiN49i8SNL8UnZTuyrqWVslhoczJ1zJWJECu6hwYfUWS0DkTc+3BBLjE/k0kKy4dVVxDDpxIXnz8Shyr1MTLj2Wwvwzv98yOWBhYUjuNqdomASQgIeMwdn4rJvXIq6o0cQ6+lCYUkJ1h06hNTeXlyQn48/vfIKrr/hBpZ4Eao4VslvvP5nnhz0zv79GJSYiCtKS7Fv714MzshCfkHBgA/G8DnuecIag5sFu5pdIwcEBlzEw9J4DG6f5SVBZwDO0DlCOLTuA2sZTEXj7kmxHLoQOnQW0rIdRytZGFLzSxCXJBomiMqt96FjKuiG1RGzHjokPqKdxxd20Xpyh7IhJKimFF4f6o8dx9VXzcX448MwqaUAWd3hSZr0raakKLZd1oEXX/vvgOCqkTBdK1VM7tm3nzlEdfWNnFakSsPrr52HkhH52LT+A6x67in85N8WYfKM81F75Bi35qupqsbIEcO5swZxDhKSKNMFRP7z2RdjhYXFrm8zkQuvvPIbGD+mCGteXsUzaB9ethz7aw5j9+4KNXNZGDeulLMmhHYTHEDo/N4vd2P2BV+T24/FODSn1r6rVq3C/ff/XIqoFffq6u3BksWL8f27vs/m3W/uuHHT37lr1mkIsL/uynRmVMtpIUukWmLNHoS6cwPLRlhQfGkzYXTzgwfUVeE/Eh7o/cVYyrYmoTeDywusw1m3RzCSwj4mjCETXvqrpC9lT1rszf1h8dZbb2LV3SswMpqFT/KqkdKXgJyONGSoIDJdDEBiLAGX/+I7uPLOG50LxNtMkYDW9g6GzqjLBLlSRM+j2ub4WA/eeHU13nt3LW667TZcMmceXxsB7vQSWF0mcPZpDVVk6849MWI3SLljFPn5wzFyRAFS4nvw+PJHUVt7BIuXLkN8Ks0WE3YwaTAWvOQU5vgTl5DMTgUlngsKpKWa9kehMVNUV3HZZZfrvhTHmERk/V8/QlVlJe763vdc+okQfprSSDWtIoADS42fnrPcqZxAoA7zp/zv95MtfYYhqT5d5gnbO6vg9n9T87ha69FPOnzR7Cd0A53Ev2Kr9whGVrBhZpVtrHGXdAzJOW0JClhuueZGXLgpDy2JUVRnNuNn769ATXU1GhsaeJkotbbzJ2tRGB2C+pR2tN88DIt+9XPk5FIVj/W90c3teiNy4zxe7/hYDL9btgRbP9uMK+Zdjdu/eydPyNRR5AqkybNnWhxd+tHGlhixEyQalQmY3DbxVAeWLX6Ae4MsvPc+DC8qRFxiAshc84w4EjlmCju0irswvfrKK+xPGkWd2sLecuvtHGDYy4SDCASr/7gKgzMyOLlO/USG5Rdg9sUec2aA52LfD4TMjhxgZ2GHXqdz92vn67SS+aayyrpR5JhnG9XlSVO/H21QtrCsT79OXnoNpEzIKPAS0FpeHg7IvqW5vqepaM/35CuWhp7uLgRkX77k12j/j52s7dadsweT6nJx/vIbcNvtt7nrIDbRoqm3oja5ETMai5HVlYpto4/j5sV3Yf5112mNjrV9C1wZfta9QG9XN1Y8thS7d+1AYdE5+OVDDyEpLUVviXxIurZwbj1ytP5EjA4gDSZl/BYJWFysj7tY5WTnIS45MTxPw4RO6emU+iGJZs3GVPWATRxqR6am2RZYsl7ejfBQFNNIvuTpMe2zBuxywEDf92tiefqHthCR+yI/JawVTxcdw96kVa8UDPnmU57owDr0zIJ4Zp9wQAE0X1VbkATH9Tp99TtZ6Br1PfZPNYIgUsILzz+P95a/huyULEy/85sYMmwoXnlwJSZe/1Useew3rpMY0cL+ec4CHK6txV2/ugc7Pt2G6p370ZrYiXvv/3fMPgulThAGQuO60XXqJFpaKQ8/jClXVjsTymXaNmuJRmMU4VB/OzejQ6M+EiyhRHkmzTh1/F7Qk4SFT2nstvm4rYVGqdITTwp5WPOI+nFdB0wbWS5UPhxoAxFUtTfef/x3k1X+uEEQWnVmJ+svULoATjt5gYfivxr5+bnhf8CJPIM0mjdh/WVMmP2Ax8B34cT0l7R+eWt7gHxAga3camk/Y/qdapN37trBUBHlYBOTUzg92NBA6EYmwzia/+Ej0nzi7du24ap585jbaGN2BfaSxQzuwdsi6vsq3VbSklrXPNAmsW9GuqjEy/e0mCsnwmF+FgcOUnUT0p++KWTPgLl2Qlpnzp0fEaoDawRQeUs0kzWtlLqMflGqPQnXe9kE2FrRalkjaWC6RhN4Nbdn99/6+UyOh+dpurAbdlZld9Y3dWaemGTvk4RKhaRNdhfXpJiQmUEe4MkLThocT0ycdblWa6JjLWR/BlNMZamE1W1jz8hjC+hn6s86Moh3PM8aiLzo+AzOh5ux0O/b9Xg37kpITxHCqC+3ONzmLhAMfpuT+ap6VCOagJGJYwHUAm4u3GFOmi9M/TSgXoxRRU0D9t/6YX9PLlUNqvdR+Yu8tJGk/jrQKC73uHxJCD3I4IkaKMzf+QctcJD602uVHem6bPXXbsIH1M6pnmzatdv7dP6wsAoLx38JDClCEIrHrWe79lh0GogwWS9xJzit+Hl2zzY8sv+57BgCuaqwuR+D70tGivWhHNJr9BQ5earLnctMqlWEmWbifaLcOREAESYRWPHP5KVmWX09XwPKz4pLKRQjtREe4cAl7YO9L0RUPbqdSLVpoNplZwbCKpFaGMELPacBf3G70hbTItmBP60SGdbYJCC+gIXIrP/PJbicualt78v8jHn/q1vjjiWOvbiogcYxEFn8QZUlHiopz4uzTHSt1FqZvypXLTgtVdcFqyepwTNcvIvAdaSFZa/UCpqLIfSwQFu7tW6Pdoox9Pw58fmCh+4HFb4wiFBqVKTfp/oAEUUaRhfe6z40YscXenxg8mWL2MmFwxeIt5NEFWHtyexWx4BXwwEDyMJtHDsEceZokLYKWbArg4UO+a+nrb9ijv2A7UBDBa6CcCjkWgK6lfp0OlnKDn9Wf4mXW7qsOnmgnz0kwhdEESj9pDeHWcVR2D/+NAudKmqiJ1NLrYG7ty4h1MD5ByLAlgWy+X1OIKWk1b8/XvPmjig/NdYYXIStAuTlJiVapb9LxEmRlbY51r4mQpqkfwQymomU6FMFWbWmCbsvyPK3IBfqP+v+EIYLZkyde8NeTJgCTSvXzW3H+5kkJlZo32cfSjLczple3eG6q8KbwTSSiQOfQ02iWzN1m/X+ggfgrY23T21MWX95dwaOBdBzEfTcTvAcKK3fCM8fC+aiqBBJ5jEQaDPHvlaVmSsSBjKmx5pU2hq7Cj5dJ7n/wNSyPtEBlBLAeH4hCWBDW5s+4yCqZaUstTJOA0kxNwmXLLAFGRYhW2rMmcEQ5BLAMiKH4QCFI+N/QADNRLlNghgnzakPicynC/wovg7PkeeFYAVC3aciSExKYiJpKI2mytcW2Hc7AhkTqIpSlwTuUn2wHVuENPDJBAWQd0/DAsmUqlaUzScix0MRvU3rYltnR2Wi02kWMeSH6be8zeOOq9rYrpn3EAuYyA3lqkWTSS5eBMhAHbkw/p3H8GrPHDXXTjANHfevkp+FXrt2W+Dj1De1iQmOKB3caUMSEs+8eliaaDiBVKTizCJS8wEDAWOzw13IrBRcvmyazLSfe0j0AINi2YAhojejqXZ51rz9LKo0pzcCGtYiAbvQ901hcMZGA6P4pERm7Lq4Sh86+3De03U7lk8oH5KGltIlS3LBBikFjr90w7eV8oIRVjnSkyYQwEAF8ugxvf8ATBfz7f9uQirDeEQozFmxzIMJC/9vbUE88yn4L9WlBEJv6TL/8yKs0sbdAhFaU+ruT5uYiu9Nc3PaTaeT+lCTyJi2WfFYTpG6xlYGoq1XAP0sLSpsXc0kazuLUABhgiQRs3zX89m0BtGve5W3gzoI91xdAOIUgD5XO79y2xjlDzrP00L4pp6FjTVKkA+mRSOqGVGqiFzLRpmnfvdJpMg1t6bJjASqu51X33xSC5q0273TuZ4AqQZkiEO2dsDL49/lAsMajIqakphtLFCnUilc5Oo1j3ERpAq94X+GwZJ5jAlFza7K/FsJJlhVukWmmXtmWVgYxU7IcKB+5lIEWj5Bn6XOYkTjo57RTjOasHuRNZt18zfVp5Txt0Dk+IlmFUDq+NQrTrIulJhKy/1JyaIfnLgAQmlLLMgKUItG0354uttZCZuAujW1oKW/Dxg48fwYzTfVBdK4RTaOZ8OIOkQ5TV+N0RmoT0tXJ3W1p3skAoPcpi0O0Zjo5WbMeftAnlk4vOXyThrq5fBJp5Pcg3PuiEWYHljkfDp5dOpT2cbSzeCUq4C/dG+CdQZBjZlOkymOelXr+76iPXATtkC4PAdUb8EE1p+jx5rPGxYumpA0KFHYxLcLzqfa0jPfdCz2IdVsW1fayLH6Jl4n4phxzoPNqgYS1qBHT0B+lmkb58cp+BwWPtOeWs3vmyKLkm1xdUFFCwcv+YrkVHmwsZqgoJWQZOHoqn3/ihfBevDpU3Gm0MO2pPWWteIIfF0+jykqdzmK/rsI3z4Q9o0C/eZpT0/fq3JWkbNMgac9qf0cD/iWdTPqmLkEjmDraTF58IEPySTdAbIVIW2mGomv1wMWwxFqEP2yb2cC6AVAtlkDDStFWQxs+9iizmqWgEcJxqwJI/g/mR8SNamIQhoAAAAASUVORK5CYII=data:image/png;base64,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'T FORGET TO JOIN YOUR CODE IN A WAY THAT WORKS! (in other words, test it to make sure the game runs correctly)Game OverbeginINCOMPLETE -How many chances should the user start with? -Fill in the empty space with the block(s) necessary to allow the computer to pick a RANDOM word from the words list INCOMPLETE! Fill in the empty and unassigned portions of this code! -How many times should the host ask? How will the computer know when to end the game? This block should check if the user has guessed this letter already

index1INCOMPLETE Fill in the blanks so the code works correctly! (this block should report the status of the word after each player guess)word guessed?

i1true

INCOMPLETE! FInish the code so that it reports: TRUE - if the letter is i the secret word FALSE - if it isn't

false

Takes a text string as input, and reports a new text string containing all but the first character of the input.

pt:_ sem o primeiro caractere resulti2

Takes a text string as input, divides it into words treating one or more spaces as a word separator (only spaces count; punctuation is part of the word) and reports a text string containing all but the first word, with one space between words and no spaces at the beginning or end. (Note: consider using SENTENCE->LIST and processing the resulting list instead of doing recursion on sentences in text string form. List operations are faster.)

pt:_ sem a primeira palavra

Takes a text string as input, and reports a new text string containing all but the last letter of the input.

pt:_ sem o último caractere resulti1

Takes a text string as input, divides it into words treating one or more spaces as a word separator (only spaces count; punctuation is part of the word) and reports a text string containing all but the last word, with one space between words and no spaces at the beginning or end. (Note: consider using SENTENCE->LIST and processing the resulting list instead of doing recursion on sentences in text string form. List operations are faster.)

pt:_ sem a última palavra 1 1 11 1

pt:a primeira palavra de _

Takes a text string as input, and reports the last character in the string.

pt:o último caractere de _

pt:a última palavra de _ 1 1

Takes a text string as input, and reports TRUE if the string has no characters in it of any kind, otherwise false.

pt:a palavra _ está vazia

Takes a text string as input, and reports TRUE if the input contains no characters other than spaces (therefore, no words when the string is considered as a sentence), otherwise FALSE.

pt:a frase _ está vazia

de:füge Wörter zusammen _ ca:uneix les paraules _ es:unir las palabras _ fr:fusionne les mots _ pt:uma frase com as palavras _ 121

de:Liste $arrowRight Satz _ ca:llista $arrowRight frase _ es:lista $arrowRight frase _ fr:liste $arrowRight phrase _ pt:uma frase com as palavras em _

de:Satz $arrowRight Liste _ ca:frase $arrowRight llista _ es:frase $arrowRight lista _ fr:phrase $arrowRight liste _ pt:uma lista com as palavras da frase _

report a list in which each item is one letter from the input word

de:Wort $arrowRight Liste _ ca:paraula $arrowRight llista _ es:palabra $arrowRight lista _ fr:mot $arrowRight liste _ pt:uma lista com os caracteres da palavra _

join all the items of the input list into a single word, and report it

de:Liste $arrowRight Wort _ ca:llista $arrowRight paraula _ es:lista $arrowRight palabra _ fr:liste $arrowRight mot _ pt:uma palavra com os caracteres em _

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