data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAKAAAAB4CAYAAAB1ovlvAAAAAXNSR0IArs4c6QAAIABJREFUeF7tXQm8TVX7fs9wXS7XLPM8ZoqKPqI0SFEZyvRHRUmkopIUfSljQpH0aZBUKIWMpaR5kDSYZ0qSIfPl3jP8f8+71rv22ucc7k1yT5xVfueeffbea++1nv2843q3JxwOhynREiOQTSPgSQAwm0Y+0S2PQAKACSBk6whEAXDVqlW0ZMkSysjIII/HYy4Okvp0fy9TpgzdcMMNlJycnK2DkOg8+0bABcBFixZRpUqVTvlqcufOTbMGdqACvmOZnqNx/yl0LOyn9PR0ypkzJ1WoUCHTYxI7nH0jYAD4ww8/UI4cOf7WHRYrWpS8I+qS35v5aTxtx9G2lCq84759+6hRo0aZH5TY46wbAQPAJ554gm688Ua+wW3bttHw4cOpf//+VKRIEdqzZw8NGzaMATp27Fh6+umn6bbbbqOJEyfSkCFD6MCBA5SamkolS5akpKcucgHQW6gMJbcfR2nPt3INXvimMbQph8O2derUOesGN3FDmY+AAeCoUaPo8ssv5yPWr19PdevWZSDmzZuXdb+CBQuyrub3++ngwYO0YMECBh10uN9++428Xi+VLl2Kkp+u7wJg7kEr6Miw+kTBDNfVhFqPobXeMmZb/fr1M7/axB5n3QgYAG7fvp22bt3KQEJLSkpisOF7KBQicRcCjPh39OhRypMnDx05csT8VrlSJUoe7QbgiUYs3P55+vFofv5506ZNdOutt551g5u4ocxHwGWEzJgxg5lOQJj54e49cFyd4rkoX56Ukx4aCARo5d4g/bn/IO3cuZOaN2/O/SbauTcCUW6Yw4cPs1FwJgIksH6hY54q4M+96Tr77jjhiD775vRfdUcJAP6rpuvsu1gDQFi28AWWKlUqy3fpDwfot9XLMt0/5E+mYlUv5P3Wrl3LOl+iJUYAI2AAOHfuXKpcuTLrfrBys/L505AbqEWp9CyN5N5en1FaWhqfFxEThOESLTECBoDLli0zkRD4/tasWUP58+enXbt2EeLDNWrUYNDA/QLjAU7pdSNbUfPSQTOKvjIXUnLbp+no6CujRnZHt8V07JgK0f3555/UpEmTxOgnRsBhwG+//dYkG3z99ddUtWpV+u677+iCCy6g77//nqZOnUqDBw+mKVOm0Pjx42n//v20ZWw7FwAxnil9P6CjY6+JGtpttyxk8KLBym7WrFli+BMj4ABw9uzZ7BJBA/jQ4IA+fvw4RzwOHTpEuXLlYhHq8/mYIXdM6BwFwBON6caO77HTGg0ObAA70RIjYETwihUrWNz+ldSoavkyKN/nz2Y6ioFq19DypNq8Hwydvn37ZnpMYodzYwRcbhgwFJgQIbnT3QDsK664gi666KLTferE+f7FI5DwA/6LJ+9suHQDQIjf1atXG0Pkn8iA/qsZ1bVr16ZChQqdDeOcuIcTjAAD8Pfff2fXCLJfsuL/y6qf0N5v56bVlPTWXeR3svxjXpLX66GSj39DB4+kEZIWihYtmgDhWQxfBuC8efOoXLlyzH7Tpk2jjh07mk8Acvr06dShQ4coBzUMCiSSyufJgPnW8yOpX56lZiiTbxxM6UvGU46r+1D6oqcofOyg+S39vs/ot32HuL8vv/ySunfvfhZPwbl9awzAjz76iAoUKMAjgUxnrAtBljPYB+6XHTt2MEDhpsmXLx8nrA4aNIgee+wxGjFiBD388MPspC5btiwnp0JsnnfeeZxqhf1hfMx6aSz1T/3EjHbKg0sofPQABb6dTpS3CGUsec78ltZ7Kf2yez9/Rzb2NddE+xXP7Wk7e+6eAfjOO+9wOj3aI488QiVKlOCJr1ixIlvEwWCQChcuzPvUrFmT4KguXbo0Z0U/9dRT1K9fP94O5zKczUiv+uOPPxiMtWrV4vPMf+056p/6qRm53AO+ouPznqCkxndS+tzBFPzlB/PbkV5LaMvOPfz9559/TjDg2YO3qDthAM6fP5+dzZENDIawHNgRq9f+agOTbty4kQ9bPONl6p/n4yyd4kCvj2nTth28L9w3l1xySZaOS+z07xsBVzICkgX+qcxksCJEum0Ji84ow4bvADrYd+/evbwsoHXr1v++UU1ccZZHIOEHzPJQJXb8J0YgAcB/YlQT58zyCMQNAN/65jfyYsUdecgbDpPX4yW4DMVtCBEu4ttPTkEv2e6nEHm85BLx3rCX/OQnjwf7h5D9yAPjDZNehxLUx4TJg+P1ij/ziX15G5HHGyKiMMFP6QvjWlTepNenPn3hoNoP2/TKQuxPHpwXvWK/MHm8YfLw8erOpC9vCKVQnO/qQvU98WlwnJpXOcaeZVu1ibnGxiqzwsflVF6P7G5xCUAfQIiJZEC6B50nOOTkIP4dAHoADgYtAK+AZPsy0Xe2ApCBj4fDDcBw2HlYbP1Z/sY1RzYboPxbSnxEmOIGgO98t0sRhjCUgA9s6PW6Vs7ZDCigiWRAZiX8F/Yx+4XBUJohAXA+DgzDrONmQIkG+dAv74cZE4YjiwE1QLLAgAoTYOFQTAZM8iiGZeLTDBrmAYkGoGJ058HEX3xPsegsBhh5tzyFs5v8FJvHS31AG4B+LYpFBEeKHAGgLTJjAjDsI4hhnnhLRBsAYtKZ+aIZkEGvH4IzDUAHXQqSwJsP18K4w/XifiIAiN8iSo0q7J0g9plX5X5md4srAMqDnQR9Tz/RDELXUxwmA0AGiZc8Xg/5maE0s/ExXvKEIa5xhhDrbgpsYEZ9Ts06AKBPs6NLN9PTd1oBCABpBmZ46Gu2GdDUrMXaHA1AP9+PBqA3EAVAb1AxZWSLEr2yQ77zsht78cWAs5bvYjEC6IVDYCTogJBHapJELILP/Kzwa7DpT4hLRenayMB0aOUf20VXZCx73MfLTACYOAsYBv3zOfkAGA8irmEboG+A2RHBfnQcIRrVw6PYygGCw2Doix81ZrjoSslhfmiUaIXhJAD0ehwdWK7dLkhmHiJct0azfXYelvxFEwC0R+CvADAphsUqijdPpgayApsjqhRolUUbyQwAqA1AMUDOFAC9rCa4xSoAyNesdWPWGGCJexwGdAAYw/BgtjWmszPcAGWBYgkA2iMw+/s/lHvkBAxoxBWFKQfrQW4GNO4agojVk8a0EVIiD5OpWVHcHfaEi2i2GRCg5uljtnMYUNww/JMGsx99WUoYW+tieGSBAT1hh9WMzqt1OGUFq2eJ/5l91QPFDB+pFzJjOoaN2RFXGQqRp3CJBADtEZizYrcjZgBEPYFhGAgiXrENlbs0AxpQisuGf4cfUYsrdrPEdlnYho38HSmCDQBPWQRr/+NfBKB9X/y3Bh8/HFoPjGRLv2VFM9jCYQW0SMsEAMTa7/NU8kl2t7gxQmwAGoe0pQPKpIBVkiw/mNvwiACgF7qe0vds52w47LCn7eCOBKDS/tBOVQf8mwAUQ4wlg6NiMtnqJkWk/D5HB8U23o5xivEWDvzmLVY6u7HH/ccNAOct36WdvkqmMDC0998ASLMidKBIEaziJmBOKOwwIqSounM+NeJh/t3og1qUY4KPHtxL4+6qR7lTfHQkLUR3jlpAxcpVUwNlWeI+nJ8NBJxH9QMrNbIp/2JkU2DmKxHdDvcVzjBshZ/lON4Xeq2ocvqhUKJYGSf29cl29eQ4IthV7QxGXIn4qEwRNwBc8P0frkgEA1APsABQQBMLgLwvu29CFgCZNyIAFCYfu2W01Sy6ZDBAI7tUphdGnU85kryUdixIvfqvpaa3PEINbuyeCQCJ/B7wp7tB/EX7gVU4TgHQ0WW9oQAj0li8vAf0QrWvASCITXmU+Nw+fNEPFgNRW8zqMDChgF2dx+iQpcpGXW92bIgbAC5csdsAEAvi2RGsjZJYAIwEELszmCHD5AkFNQM6AHQGN0xJVsxYmHREh3LUr1c5GvW8WpJarXJueujuctT9gdV0ZacB1LDlneYU0Qx4OgAYdCJBmgHDBGtXAYgBqBlTAMiuIv2AIdJjAxAAVeBzwC43wKHMMuWyA2/RD2m8REIW/aAyoKUxmLRB4fjwlNXn8wZdOp3sKwD0sfsB4Tc1JTjeYRu4adyGyZ5f19PrA6+DykSN2/Wnhi170sKXB9H3i1+jl8ZUZxC26TuBajRswZfHURcO0akoCibZx1qaai6fX5QRoCzzyOaDuqGNKQrAeEADEhUwmV81AIOs2ymPgbLasbcCm8tnyPs5fYluiG2ecvHxWoy4YUAbgMJKGGAnbKYNCVjFFDAANEaEmUCAIRqAjs4IvcntiB57e206dvgA1W5yM7W6e6zBxuSBran9Vbvp/Mq56fa+q6nnmEVUtNz5lKT8w1qUqon/uwD0BBTrM4CEAcNBCiPCY21jWGpRje0Qwbi3MKEIvBuAMEBiAhAqSPmKCQa0RwAANB58iW7AYGDHqwq3ye9eDrshpUmH3DgZQNGDEro6SmGHvaxUJzh9HetZ+QiRAibbkAQAtniybVma/GwNvsxAMEzd719NA6b8RKn58qlr0ezHf9o+QNE7NSDcM237CzndQLFmSK7do4wvZjyAW4lWr2xjACqGNC4nZkANQMtiNgCULtk6DpE3FCKqcuovJDqdyI0bBnz/x71RRghy7BCiinSjAJSRVnBShBNYiWXFhG4RDHe027dodEcN/FAoSMP/rxpd1Sg3tW/pRAx27U6nAUM30tBZW11GiRLHltNXQKXBED1hbsNASVud9aL/VnaKun7cGh4QEcEhPIBaHIsO6KEMJ2JiDBHFgMZtE2LFkCgYIDq/8unE0SmfK24A+MFP+wyoRI+CrmZbrHKXfosNBYgsFq1hEACKO8ZlcUYkfor1jGMO7f2dRnevRy2vLUKtrjuPjh8PUXKyo98t+XwfvTlrDw15Z5Pp7XQAMBxUrKaCJ3AVuQHoYaey0gNDYHBx1hv3TEAxv3YHKr+hApxxzGvfIIUC5Kmu3lKV3S1uAPjhSrUOWBomFeBDkD9SNNsMyOIJcVz2/UWE51hURWc6s4M2Yl8A9YvZL9CHU4fS8EcrU2oeH9398FrKkTOFMo4fpfHDqrF/EG3M/7bTzv1F6MEXnHXOp8qA5v0rLCYVYMT9xFYsrNsIIyQEvS/SDwgG1CKfQchsF2KVxDixZVsog6imKsGX3S1uAPjRqgOnBEABkj9WdOQvAHD2uHtpy/I59OyQqrR5Wxo9OWYz3fbkDCpfuyHt27mVxvVsTK88o/RBtN4D1lK95nfRtbc8zN8zA6D7tRfRIhgMKAD0eZQLygYg66jCgACglbzL/bNYdsQ4AxC6XjjIAGQjSTOgL3icqPb52Y09NW7ihnnjjTeocePG5qLOdHGijz7+lMrWU++q46dbM6DogLYVywMdwWBuAOo8OxZJmTNgMJBOQ9qVp7o1U2nFykOUnJJK/af8QEnJOdXFhIk+fWscLZ83hkYPVqILc9mtzyq648lpVOmCRi4ATh7cjbav+Z4en/aDcc7At+m0aDdMKACmUwzo9yKR1g1AiGCjA2JNSRQAAy4AkgAaPlV9Tj5/KEQAoKdOHAHw2WefpVat1MsEUcEeJTheffVVnmSU6b344oujnpZIgEbucCq/z5o1m+o2vcXk7rEFrEUoqrI6T0eQQ1/iN1OKuLMoiEEsqVf6IAEsTOew5PuBaXS604+fvUvJufJQtfpN1RHhMA3vUpuqXHwl3dRHFeEc1LIUvfDU+UYnDAbDdMf9q6nfpM+psBXa6n+9CnM9NXe7ApWOejjX706nYv+c6IDifGeLVblg2AgBo+mH0xghlpFjH886pHTG+iSc8wECiGEB+/H9IhVizO7GDIga0FIbpmXLlryAHNUI8AZNFAeSsh3/9MWiQtfhnOVdAPRFrhTjeC/8bnrRko7DhsOIDztOYPGpSSTAWNIepcRzto2cA3NrR/gB50AGDe1QgerUzEs/ryd69M1VtH3NMpo+pC2NG+roT0fTgqwrDpu9iXz+JAoFg/Ro6wrU4urC5Cnfmxq1uC0GAN0JpQaAmtXYItZsyPoqu2mcuLK4YcQ/yB3EsKKZBPjWQhwd4ggRGBD/6sURA27evNlgC0wIAKJgEUpzFC9e3JTX+KcBiPPvOF7AABDgczz9qndmMraOlWNawlEq8zjCYOH9navm8B0ylbxgCAVAY3nGyEgG48EPOGHyr7Rqo4cGvP4zPdaqtPENypnXrD9CoyZupxHvbaVjRw7S0M61adywqnTvoG305IzVUQC0u5LohEqd0q5FgEkbDBzh0JasEsFhfoD0eiXlnuHjrHthsavJF8cyoAE+gDBEfvy7JI4AKPVbzgTAMutjV0gtF2Rw6UiIAZ6spRUA6jQrFS2J4YcDgLWuKOdgRAKAmgFl0iGWpYnV/fKjbemispuoRdPCNPK5rbR+0zGCj/Ch3uU4OmK3GXN+p/c/Vu/YGz6wMhUpmER39ltPw99VtXFsIwTrgg3wdOqU7YaxrVhliABE+gGEk9wTNCLbZMNIZo22pg0AeSFeUK21hkgPBckXDFNywzgC4IYNG8xYfvfBu3Rw4SjCyrQz0VpOXsPFMaXtpsLGwFCefnUddjwYll0kA9qZIyZRgY9zr/W1dUDDgJxhomY4GAzQ423KUb1mnenaboNoRKdqNGl0df5t3caj9MWy/dStY+xs4lXrDlONqnnMvXS9bxWNnKOSG2wAhoNqjYvapj5DOv7rxHJ1Jks4pNbIWCKYr1U7lQWYkknD7GrpgAxsiFxIB60DeoMBSmlc80xMb6Z9sA64bt06s+MnDzSk/6uRmxaV7031rmuf6QlOdYfFk5+mDmlzKM/I7WT3f8Bb3FjBkk/n9gOqWK5aA+L4/bBSzraM1XU5Ya9Iq9kYJfoGOOKg09UHtSpNza4oRO9/vJdy5vTSxJGnxhZw1dw5fCEVLS2WsxKXIQ06FwvyD44fUMQuM5mtE4bCFOKMH+0vZJ1CZT+LlazEN9QXuGaUda3cMuozKRSi1MvUQ5XdzQBQrNbPH7yUdte/mzp06WqubVqrGtS8ZI5MrxWQKPnaRgKjwpJGiV37tQ/QKYWd4JYo9l4vKj98BQNQ+j/kU+yidD0d0xXRqy1bVQZDMaPxA1p/y4WqXZz04VggNPtai4JeHNCGyudbT7e2/3vrJnb+cZyGjttHA19dbliQQacZ0f47yCISQFLqgbCeyyAJadbEjWmWY2MF28VK5kiIjohwxCSggacsewDQHwhQgSvjiAHx0hkBwJcPNaYmz3xDy5cvp2uvvZZ2795Ne+6+mArkcERylTl7aX3LQlT5nZ204abiLmAWnbqFX2IjAETdaUw8zr9kyRIu6YsilqiyuvvXLfTI4GG8v/R/NIdKFY8EoAM4ZIA42SzYV0VC3KU11DkcI8QOxUUzJbjU0QGh5z3WqkyUsZHpExixA/sK+66moTNV2M6I3bAjgmUb8l6cJATtaIQvT1gRJwhqywLZ2GL1CiixrxgxEn7jc2oG1KKZoyMZQSp6dRwBENXxZYK+6n8ZXT72a74ZlNlFpdO9veu5AAjgpa3+mjL++IV2jb/XNeznvbaZ34gpALT9dwBgjx49uK9Jkyax7te/f3+uzi/9pyUrH1osAIpvD9nDUY5o6yoErEr/c6NCEhMclpTF7G7n8Myx91Hq0cXUtePfW7wDMdys2wiq06SNAaAn5DZCIA2wfl7EJItUDSKVWQ89zgnVIR0rMmynEa6ZUQGUfaOwfDVLGr0x6KFSTeNIBK9cudIA4JsBTajx6C/5fsqXL09btmyhP++9xM2A7+2j9TcWosrv7qQNbdzrS4tM2cQiVQAoYMD5AEC8qAYvxAFIAcABAwaQ3X96SnlLtOp1sK70eThlnXxAAWKShTSnz+iU+FiVo8S1Y0M1FAzQf9uUpZfH/r2JCoXCnEs4cNpq9hMq0areRgDgGQYE4BhsClwsUqHvcfaB5RdkHVBivSJqlfuGjxF9TzufVSzZ0Rn5QQ94qMJ1ccSAqMMs7dtHrqBGT3/hel3DwT4NKL8lgk8mivJOWs11pVGc3DCZFsFLly6lunXr8nY4vwFA1KS2+w+kqlRxdhyjtIYpJKTW9Sq3CQoN6e9mUVF0cR9xlpn1wDia/4/xaYlgWUg28IYSf1sM4142bk2jkc/9SgOmruRLCgej3TCKwRQAGZT41MaKEcMCTmFFV56fLt+mwcZAY3+gY0Wz1a3DcVWbq1enZXdjI+THH3801/HdwKuowUinmDh+KFWyBG1evzbzaw0T5ciTl5/sWEwDANoNZXhRbd/uP5zfAiBBt/O50rRwvM+qA2PAqpND5bvqBwuAImvLOIaLzc72dWGiDu77nZ6+7aK/zYByXrhk+j7/NaXkLaRyBIwbRi9OsrbJb8J+CjQCHm1UGWe1Zkxx9UgqlwaasoiRA6j0SWUCBahWC0UE2d0YgHjPh7Tlg66m/4xw0oywfVvvhlQpNXrVV6yLL/b6VtbpRATDEpYWC4B41YPdv6dgBccPCAbUKec2oNmhqtPXjS4Yo7SFqmhwYgCeaPABgIHXl6Axg6tQgfxJp2WO9v6ZQQOGbacHX/mZQkHNcpZFTJZv0IhmpkulA7KLRQwODUixdm22NPvA/8dUDv1RxZqFXTEuF90YRwCEOJS24r/XUP1hH7P+9/jjj9Mtt9xCaQ9dbnRAf+GSlFKrMeWq2YCSzitDvw5yFxEv+Mp6Dt0JAPG6V7GCP/30U5doBwOiD7t/X+FKhj3hbJaMX2E2Fs06o9ll2VqLb8w6kZisGA1IuXdhnh8/mUVfv/kgPdn/9K2bkOyZB6fA5+pz6X9KXLotY8meEXHMyQhmwbl2qWirGEALan1SsZ2wIowQ7boJOpnROOclreqclgfr756EGRAuF5lgAPDiIR/xy2eQEYPXeB3r38QAMEepKuQvWIwKtu0b0wou8PI62rRpEzVo0IANDXlLOs7/ySduZkU1fCQ82P37i1S2AKjq4kkTtmOvfuR2x91nWcjil3AP08lELyZn0A0lWffDXP68+jDt+P0YNW1SiPwITpuLyUFU4SGiA98R7VkUYx48ROXuJ0rbRrRrJv8OMXzvSz+T15tsRLCwHcJzAjAjgrWhIkwnxgjrcsbgUGDESjkjqsGYMFag/zGLKhEsialIaG3UOj7e18wARMqVsMmPg6+lC59Y7BrQ9AFXuqzgk6FeACgMKG9JxzFgQLvBxzhkyBBO+ZL+cxY/34ALQj8agNjmrm6lDBZHRTDMKNXVImOxJwgz4rhARgYNblOWcufy0eGjQQ6tIRMMEuzBns5i7tDFS+j2S9VrJ14ZfzFRUL0N3rT6S6lrA1UEcvKrtxAdWM4ARLv3JeV4hzsFEQxlHDgAxD4uKxluGOPHs3RB7XA2YBNgGgZ0rGw71hwOeanJTXFkhCxbtswA4KcnrqM6j79vGBEDUe7wdto7+vbM2dbvp+ODP+IXX0uTNC98/+yzz1wxUTDg0KFDye4/d8nqBoBc/UJHMmzW8lu1XWI5lTO/ULWHnFMYBQ7o/7YqRcXOS6ZeXUtR6RI56Xh6iO7qtybKGnYBcEJDogz3kgKq/wl1baDK4E6eejfRvqUMwPu6l6HnJv9O3Sf+qCxdBiKSRH3RCQqWRSsWsRLXusKVHQUR69ly70hITsBsyDsYomvaxZEO+M033xgArhzSgmo/ttA1hxP796Tq+zO3gv1+L132wlJ2XkuzX7cKANoN++Fdc3b/+UvXcgNQSz0bgLzIJiLL5URiNStgZJEXCNJ/W5ei7p1LUsN6+fkwAd/AvhWoYrlc7lN5cxBVHUOUtpFo6zPR3cD8rvo0Ufpuos3D+XcAEKIdn7c+u4z8OXIZ0PlghIi+JlETy08oYhmfKtNF+fY4BswWMVw7ajterWZcLlpvFJ0Sw+kLETVrH0c6IN79Jm3V0Oup1qAFDAy8NRMvIAwNakYFk7OWHeMZ/Q2/5UhEMF56aDcBIdL/8Y66kSNH8rvnDGDL1XTivMbz5zYcjG/QigdnBWiyD0+ObjKx43o2oka1D1Pr61Tp2pOC7690pvfNyAhTr/5r6MUx1WnDlqM07rXj1HbIYmOMeC0rWK5J2VCaJXVKP4Ak21kP5CgJEk8dw0YAKEkMkS4fGDTXd7zwFO7i9B/COiCynqWtGX4j1Xh0HhsPOXLkUA7hwc1dOmClGdvp2PrlMY2Q8Kiv2MEsANy3Ty23FL3M/nz33Xdp1KhRnHUtrWjFCxwG5HSs6KpTuvJjlH8wq8MTCcBA+nEa2q6C8fmZ6EUs5stqJxH73fPIWqpQNhf17VGWF7n36LeeOo37wTAgyj5HMqAYFbYIZQDi3FbUQ7Gil8Es/4QB7XPiMDAm6km37HTRKd7J6T2MAfjFF1+Ys64d0ZLOH/AevfTSS/z2S7wV0/dECxcAi94zjvdPOq90lBsm9NSXtH//fqpfvz5nxYANT9TAgKNHjya7/5KVHQCyEyYTAJ7KcEQCcP7/BlLx4FxeByzukpzJXpr4VNbTsOZ+sJtZ8+bro2svf/7Nfpoycx8F0tOYAaHW9nhoA3V85nsVGUGnXBxLcgT139rZLHqiYUad/SK5gypsBzJ0A1AKW8r9yvFgwNad44gBbd1s/VOtqWr/2a55TRpyQ5atYN/YZZxBIwyIv+0mK+/QJwA4duxYNk6klT2/nsvFItttHS96TZnbWrYBZotaZgCE6HUtP5mQl/pcS7ffeIQqls3FBke1xm1p/beLqF3zFLri0oJZxjhKuk2btYsOHgpQnztVUgXA98r0ndRl4mra+t0i+vTFPlz+rfJV3alm857KEtZ+QKXEOWlTUtzKZkCj+xkDRIlgFDuQ+xbXjmJQDxs5Zhw1e7brHEdGiO0e2TCqDVV5aFZMkXkiUXqq2yGCn3nmGZd7pnyNS04JgLagNk+8BR17WyQAD+7ZSeO7qpV/ta9sR9f3HktIRhjRtiw90LMs1azmZDlnFY1px0I0cPhGOuYpRDeP/MRxPIdCdOzwn5SUki9yTm0VAAARDUlEQVTCGa1qwrDOZ9KwkNUiDmrHpWKiIzphgf2AlhVsmJRfg+IhqBR2XiTEd8cucQRACZEBSBufvokqPjCTXn75ZY5SPPjgg3TfffdlddyztB/evg73S86cOWn8+PFk91+xVoNTAqBditYGm5gb9rZQBAMqVnEgLBOYHgjQ6HblOCXrsv8oyxjGxNKv9lGeFD9Vr5qb8qX6zT3v2ZdBSMufOXcXHTkaorot+zDLCYPJeW09zWzD0gOd9YKVdYhmADyoRhl5PIttbXyIngjnspxL9ueFSlrEu6RCKEydbokjAH78sXqRNAC4afTNVOH+t6lMmTI0depUatiwIb+3V4wHxHl79+7Nq+auuuoqTrFCTh9W0tWuXZuGDRtG7du3pzvvvJPPV61aNY6IyPEI8QF8yIKB/vfcc8+R3X+VOo0yBXE4hiMZ8LF1KJwEWcamgKg+K/YJ6o0ukYVVEybUJf45D718z2V0V1uiqhVT6JOv/qRXp/9GhQomUZmSOWnFz4dc14r7rdCgFVW9vCMVLl+Hi1uBfWIB0L5WWK2IU/D1mIoGSq8THVFEtYhgk9unwRhy5RhCFxRxDmDq73pdMdw4XW6NIzcMQCQA2TK2HRVqO5TK1qpPc+bMoZo1a1L+/OrpRwOYbr/9dsqVKxf99ttvHKqT9KsPP/yQqlSpwoYL2qpVq7jaAixhtAoVKtDw4cM5BxCfZf37aeDEtxnE0n/1i5tkCkAAK7LFBCCq62nvkc0O6l1J7mhDSBs79n4oZj6mrcqMnrd4N81ZfIgCx9OoVvVUan5VIRo5fht5/X66uUVBatakEN3xwDrq/MI6S9w6lq37vE4ygrBhQCcmcMgMPk42NCwAWj5BYTUR2fgEADl10PYdRhxv64Fdb4sjAAI4ouRvfaY9JZW7iL5IL0cPPfQQPf/885yaf7J2zTXXcE4f1nycqAF88C0ixiyfRSddwYuSwKYCiFr1r5BiAupUUet1oVTH7iWSAZk1dAKSimRxgpMWa0bfV+djEeawqDoX0dh2ZWjYI5Xo0RFb6O6pG2lKn8aUfuA3tnjzl6hErZ9cQJNvr0LXNy1M8xbvoc4vbDAg4P4sy1ZlMqvklkiLVUXPJNNZDBF1+6LDybm4aKpkxLBrBQB0rt8YIdYrXl2lQcJhur1rHIlggKxyZVUvbvu4jtS+egq9e+R8ynNxK8pd/PSXct389SJqd2Q2JXuCDMDFi1Xsee26DdThNpWyL4CMBTXURYj8XWWsa4vSA8VbyplB5HItMw7YqxR3Lel0PSkAMDJNnsVmmGjZ7An05bQR1GPyWvIlJdOhPTtoah+lJtzx6hYGRzAQptn/bUYHd22hThPWOAAkFNGw4rEa1KFgDJ+dFsG2uIa7BOLSlRkDfTWW0zrDiYTYVrCEDyJ1wDu6xREAMZgffPABD+pFFc6j5BdVkaAz0Xbe8RGn/XPfl17lApYyCqPp7nQBkFkHy5EiAOiIMfV7pA6359eNdPzoISpSoa6yAYJu0SfHA+4BzYLywECswsaIMkQi1okYhovwDaqwmzY4tN8P+3pD0GEjkxicch72OALU3bvFkQgWoCH9ynYKnwkAog8YOm3a3Wq6M8YBmMxewiiT4XEsTzmIDY6If2pVpmJANjK1OGbXhE6bE08GsmnkeAMgs/ZHrd+Q7TBiFCiVeFQLz6L75wK7ll4m5wgGnJR8AaadJW2Y3ArF2QaST4PVJcb5nO4HVipoRUoLjEuPrrXO1PSetJ+4qQ948KhTsMeIYA8vrY6eXC2C7TvLDIAAH//jxT/eKACKG8ZW4iWbXRjQTLgWlycDIJ+HPBSIAiAA6wag6tO5T1uEOsBzQM6JCxbgWURbDGjYznqRje2MBgP2vD2O0rEwkXPnzqULLlBJimKRygSfie9IWihRujzlzKkyRFhV8/ALFYzRwYMOnSuGESJKvD0xNgOy/gc2ZFgAANAJlZ6nRLBS4rlfbUnGBiCALAyodM1IBlTHKy9KgA0E1TezJf7Wq+LcrCkAg4hW2Sz2P3HHKHGr+nfYExWv3CJY/ei8Rd02QuAxuDueAIjkgYMHD/I1P/roo9S6dWuuCSi1AQWA+A0+PNQQXLBgAe8PV823337Lf+M3OQf+nj17NtcdlOPwm2yz2UvOjxhy5SqqCikPPnshNFup1Q3KNaEtY5duZvnxHBGmHLlgvQBqSgEEXNzHH5USL6Bh4HC+ncpEVG45R/yqB8BvQOKAFbEwsUQ9FAyq/qADKjEtv+GcCrguEIUzNOBU38ryjbbMgWxf0FnWKePIFRB07qTDmlwKLAaYPdSnexxlRL/22mumOirS6eGja9euHW9DTBffL7zwQjZUunTpwtERpNyjhiB8gmidO3fm1Hocg3UgV155JScidOjQgd05eKpff/11rowA8Kanp8fUDYqXKOsMGANAMWCI9UEFQMDIfvoVWKMTOrmKGe8fpgxtAStR7N4XYFCso7PaYwDQsDKnuisAusV1QB3PmfHays0iAJW4luMV+EQkCyObhxIMGJG8qmg7uuagFAyTB9wGZlwBEClRN910kwEE/HlYrTZz5kxCQikylpHd0qlTJ46QQFxjLUeLFi1o+vTpxoK+9NJL6aeffuKF5xDnqAuDqAnAWbhwYV79Bn/jiy++GBN82FiyVHnHGGARqQAY9nKtVANAGUyHgaIV+zBWn7HLBQ5pnQLPa20tg0OL5owYAFTiOdK4QHq+zyUmFYCCGnxgTC2aLQAiDV4ArqrnujNfkI3t+CFxPEMupnETubAde7pDkfotUVoPwAMowpjBGCLqe2ccWcFICrUBeEJ0WD8g2vHLL79E7VqxYkVelHSqrUxZ9QIV1tcg+k7AgCcDoNGduEa3ckUjImIc05YVKfumGwCgb4/S60zanVXFIBSmQEglf4peFQ1A6HEhvn7onKyuhXGM+lsAaLOacy79kDEba9PJ0veUHhzN9pwlrgddziWVEqQfmRNfyBNfAERkQgBYqlQpevKa4lTxNK2HzQyIN49fSn9kOJW3yleobDGFBqC4M7LIgJkBEG8piFTyj+O1WBEiWMKptqjFpAKAkYZCKOyIYGHAWABkEFpOZ+dBUuBUYlwYUDNrlEGidEBbh7SWRfO1MSsqLVJJaCmSHsb7lr3xBUAkEAgA0w//SeXfakfTU1pS09sezAw/p/z7dwtnULMtz3H5qh1dlRMcrVLlqrpygGYAVuKdsBkmB344drsowafAYDly5YlXLKWBxXlx4r5wACi6XMDr5ZQmfuEBHMVgTi69J9YrmEcdH4ixVgPREGXkKKYNhIKE+LL0qc4r1i0+henkmmzmE+NDGTBKh7PFthLxNoNyZRkdaTEvABNEu1YFIs5M1L97HLlhYLHefPPNfKMAYOo7vcjTY5YBxfzX/keNvnkhS2Cr+OwntP5gwNSGcVW3JyK4W5Duj0SGdSt/oN5HXqVfb3vfpO1XrlLNYQIeUDVZPBF66WsgBH1QWbSxAOiwmwAQk4tJVZNt586JKI0JQO03dJzNiqHEpWOzKBJCxcrGZwYDHwDUWS5cfTVrAFROaTdLu8BmMaLZbrGqmSjtyI4Uwcgyf7h7HDmin3zySQPAwNEDNG/uXOpw6x28ZnfgwIH0+J2daGCKU0UVN1ThlZW0uVt0haWCfSfRtrzlTQZNZLIq6gUigwYVF+bPn0fFXrqatt+y0ACwajVVjcqZAOWkhU6VVQA6IhPHaievBcAAzhXhyI0FQAaUcaPINcWucHo6AYjXP9hRjUh1IVL8Ki+A2whzBlHBUcQ1/vaSL74ACItWGDCYdpAWfvQpi2Qki95zzz30xF1dogCIhUkb20e/9r0AAJhazrz2wb5x3DxYAIvV4Z6ZP38+FXvpKtrWZYEBYI0aztuIskS5iZ3+1SPAoThkPgOArKweO0TzFy9lAMIFA1/ekF630MCU9a4bPSEA+0yirallqWBBtZZCFGI5GK4ZMCD8ifPmzaMSrzSlLZ3mmXQw5B8m2rkzAgaAYoSEjx+mue8vMYwIETrq/rvoIZ9Twu1kw1NizFJave8Ypaam8m72q1LBhnBSQwf89ddfCWxX6tVmDEBptWrFh25y7kAge++UAQinswDQk3GU5iz80OUXLFmiBG3dsNYq960vGopKRHp8St4CFNBugFi3Zpdoa9KkCZV57Tra1PE9s6vEo7N3WBK9n6kRYACiSKQA0BtIo9kLFrsAOOmJAXR32udZuqZiIxbR6oMhDuGh2dWx8D0SgGWnNqeNHeaYcyNUl2jnzggwAJEsIAD0h47TO3MXsQgGeFBc6Im7Ort0wBylqpK/UDE6+qO73BqGLd+9E2lz7jJc4BwNBocdi7RrBF522WVU4c0baH07x+WDmHOinTsjwADECjWxgpPC6TTzvYVcTByxXiwsGv1AjygjpAoXKo9etJ0XAEwpzWs/Jk+eTIcPH3aNpl0j8PLLL6eK026kdW3fNVYw+k20c2cEGIAAiwAw2ROgt2bPd4ngsf16RgHwREOU956JtCmlFBUrpqrnS5qX7G8vggcDVp7RitbcNNMAsF69eufO6CfuVL2wGut6BYA5vUGa/u5c8x1jVCBPLgr0y3y9LvYtOulnWr1lO2fE8LEFCvCnXaZXviN1q+rbbWh1m7fN78i6SbRzZwQYgP369TOAS/GH6c2Zc1wMWLxIYXqjdS2yK9SeaIhunbOS1m371Yheuz4gjrHrwACA579zM61sNcMA8D//+c+5M/qJO1UMCACKEQIAvvH2bLr++uvpjjvu4OoIEx65jx6NCMWdaOxSez9PG3KWMC+5jqyOJQBE1g2qJFR/ty0DUFoCgOcWKhmADzzwgAFgnhweem36O8yIiNciW3rCo/fRoNzOK10xRIU6DaC9b6jKn3bL03sCrc9R3FRHQHUs2wqOjA3XmtOBfrpxmjkFVsgl2rkzAgzA+++/3wAwNdlLU6bNZAZE7RdkMY/q290FwBylq1LOSnXp4MfTowF49wRan1ycqlevztGQFStWnHQ0a7/XkX684U2zD7KqE+3cGQEGYJ8+fQwA8+Xy0+Q33nLpgC8O7k+P5lqTpVEpMmw+/bD7GKfuo0WW65D6gN26daOuXbtSnXmdaEWL18255fcsdZbY6V8/AgxAlF8THTB/ShK9PHW6KxZ8MhF6KrUB4R8E+HDeCxd0oe+bTzUDCddMop07I8AARMqVALBgnmR6ccqbBCNBXDNIHDjdbfv27cySFy+6lb67doo5PeLDiXbujAADECvXBGyFUnPSpFff4IxlVMjHb9u2bTPpUni1KtKp0L766iteQ3zvvffySjewISxnLLtE8Uk0rKwDuO0Su1jMJCXc6r1/Gy1r9qpxw1xxxRXnzugn7lS5YXr16mUAWCRfCr338hha/nuAUMkUAJTiQRgvhObwtvMJEybQwoULucJ9z549GZSosHXo0CE2PvDuDzSsHwZQpe3YsYNdNPjM5zlGV68eRt80fcUAEIZPop07I2AAKCIYAKzwdnv6rMn/KC0tjWbNmsXumJM11AdE4kLkq7gijwGrlihRgtkVnzvfe5ra5F7LAJSWAOC5Az7cKQMQFUolc7logTwMwONhH81IaUkVG1x32kfk8M7NdGT5bGqTsobzCb+66iXTR9OmTU97f4kTxu8ImOpY0OGg8xUvVpTKv3HDGbti730f0ucrt3J/mzdvprvuuuuM9Z3oKPtHwFWeDaV6Z8xwwmJn6vJgkPTo0YMLnSfauTUCcVMf8Nwa9sTdyggkAJjAQraOQAKA2Tr8ic4TAExgIFtHIAHAbB3+ROcJACYwkK0jkABgtg5/ovP/B9RMyKbOjs3zAAAAAElFTkSuQmCC

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KBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECByxcQFpoRMBzwAAAABJRU5ErkJggg==index11 temperatures Are greater then 75 degrees 21highest temp Is The highest temp for the week 2These blocks checks all the numbers inputted by the user in order to decide which inputted number is the largest. This blocks wil then report the highest number that was inputted by the user. WeeklyHighList1234567index1lengthThese blocks check all of the numbers inputted by the user to see if the number is greater then 75. If the number is greater then 75 then these blocks will report that the number inputted is greater then 75. 0902090,80,70,60,50,40,3011,2,3,4,5,6,7