[b][color=#741b47][size=100][size=150]Vamos construir um triângulo retângulo? [br][br][/size][/size][/color][/b]Passo a passo para construir um triângulo retângulo (triângulo com ângulo reto (90°)):[br]Observação: O exemplo estará com o passo em andamento colorido, para que você possa se localizar no desenho.[br][br]Em uma folha de papel sulfite, utilizando lápis, régua e compasso, siga os passos abaixo para construir um triângulo retângulo.[br][br]Utilizando o lápis de forma sútil (fraquinho), siga os passos abaixo: [br][br][b]1. Desenhe um segmento de reta AB e marque um ponto C:[/b][br]Faça um segmento de reta (que comece no ponto A e termine no ponto B) no seu caderno e marque um ponto C sobre ela. Esse será o começo do seu triângulo.[br][br]Exemplo:[br][br][img]data:image/png;base64,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[/img][br][br][b]2. Faça um arco com o compasso:[/b][br]Abra o compasso com uma medida qualquer (nem muito pequena, nem muito grande). Coloque a ponta seca no ponto C que você marcou e desenhe um arco cortando a reta em dois lugares. Marque as intersecções (encontro do arco com o segmento AB) com dois pontos D e E .[br][br]Exemplo:[br][img]data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAqEAAAGNCAYAAAAhJKiOAAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAADsMAAA7DAcdvqGQAADumSURBVHhe7d15cF1net/531nujoUgAAIguO+bKFFbS62t1YuWbqm71Ys9Y5c9cTm24yQT20n1TDmezDhOPI7jcTyuGY/tJGXHnhrbbUsttaRuSS3JbbX2jaTEVdzADQtB7MDdzzJ/XIAi3wYokAQP7gW+nyqW8D7Pc0FAxAV+OOc951phGIYCAAAAImSbBQAAAOB6I4QCAAAgcoRQAAAARI4QCgAAgMgRQgEAABA5QigAAAAiRwgFAABA5AihAAAAiBwhFAAAAJEjhAIAACByhFAAAABEjhAKAACAyBFCAQAAEDlCKAAAACJHCAUAAEDkCKEAAACIHCEUAAAAkSOEAgAAIHKEUAAAAESOEAoAAIDIEUIBAAAQOUIoAAAAIkcIBQAAQOQIoQAAAIgcIRQAAACRI4QCAAAgcoRQAAAARI4QCgAAgMgRQgEAABA5QigAAAAiRwgFAABA5AihAAAAiBwhFAAAAJEjhAIAACByhFAAAABEjhAKAACAyBFCAQAAEDlCKAAAACJHCAUAAEDkCKEAAACIHCEUAAAAkSOEAgAAIHKEUAAAAESOEAoAAIDIEUIBAAAQOUIoAAAAIkcIBQAAQOQIoQAAAIgcIRQAAACRI4QCAAAgcoRQAAAARI4QCgAAgMgRQgEAABA5QigAAAAiRwgFAABA5AihAAAAiBwhFAAAAJEjhAIAACByhFAAAABEjhAKAACAyBFCAQAAEDlCKAAAACJHCAUAAEDkCKEAAACIHCEUAAAAkSOEAgAAIHKEUAAAAESOEAoAAIDIEUIBAAAQOUIoAAAAIkcIBQAAQOQIoQAAAIgcIRQAAACRI4QCAAAgcoRQAAAARI4QCgAAgMgRQgEAABA5QigAAAAiZ4VhGJpFAEDtCApjCvKjCvKjCkt5hX5ZYeAp9MtS4El+5e0w8KTAU+h7lbe9UuUduHFZtivLcSXbnXw7Jk2tndiFmhVPyU4tkZ1qkJ1sMD8UAJg1QigA1IDAKyrIDivMjyooVAKnnx9TkB1UWC4oLOcVlPOSV1IY+FIYTP7Xl4LK25btSJYtWZZk2bIsS7IshUEghYEUhhceZ9mOZNuS5Vx4nGU7khuXHUvJiqVkxZKyM82ykw1y0o2yk42yUo2yM02y3YT5KQDAJQihAFBlQt+TP3Fe/lif/PH+ylHOYlZhcUJhKaeglFVYyiksFxVKF45K2sl62Ym6i45mupLtyJoKhLY7GS4rfyzLmQyhnhT4UuBXgmvgVT4Or1ipTR05DTwFxQkFhXEFhTGF+TFJkuUmZCXSsuMZWfG0rESd7ERGdqpRTv0yOQ3tcupaKx8PAEwihALAfAsD+dlBeaN9Csb6Kv/NDcnPDirIDVeOUMZSci6EzQZZyfrKfxOZSvhLZGTH07JiqUrAnPwjy5Hlxs2/cVZCrySFlWBaCad+5YhrKaewmFVYyiooZhUUxhUWxirbAgpj8vNjUjkvWZbsdJOcTLPs9FI5je1yGjrkNrbLySytHJUFsGgRQgFgHvi5kcqRztFe+WPn5GcH5E8MKsgOKQwDuQ2TRxAb2iqnuePpytHFREbW5BFHO5aqnFqfT2GooFxQWLoolBYrR2qDwmjlcxvrkz/WL1m27EyznLpmOXUtchra5DS0y21sl51aYr5nAAscIRQAIhLkhlUePClv8JS8sT4F2UEFE4MKvFIllDVOBrJMi5zM0kpgyyytXCRUg0K/LD87VPk8s0PyswPyRvvkj/bJzw7KdmOTn2NzJYw2r5bbvFZOmkAKLAaEUAC4joLihMoDJ+UNdskfOStvtFdBbqSyX7KhTU5Dh5y6lo+PEGaWfryHc4EJvaL87NDkEd9BBRPn5Y31yR87pyA/Kju9RE7jcrlNKxRrXiO3eU1ljyuABYkQCgBzLCwXVB48qfLgSfnDZ+SN9CqYOC8n0yy3dZ3cppWyM0sreyUzzbLjKfNdLAphKVcJpZNHSr3hM/LOn5CfG5o8Mtwht2ml3Oa1cptXy44lzXcBoIYRQgFgDoR+Sd7QGZUHuyaDZ4+80V7ZsZTclnWKtayTu6RTzpLllYty8GP87JD8kR75o90qnT+u8sAJqVyoHB1d0iG3aZXc5jVyl66U5VzdxVYAqgchFACuQZAfVbF7n7zzx+SPnZM32iN5Jbmt6yvBs2mlnCWdchraKler45MFvryxvkqQHzotb7BL5fPHZLlJuY0dchra5LZuUKJzBxc0ATWMEAoAV8HPDqnUvU/lvsMqnz8uf2JAsebVclvWyV26Sm7TCrlLlldumYSrFpTy8kd75A2flTd0SuXzJ+QPnZZd16JY6zrF2rcq3nkDR5eBGkQIBYAr4I32qdS7X+VzR+SdP66gMKZY+xbF27fLXbpCTmOnnEyT+TDMAT87JG+kR/7wWZX6Dqncd0h2sr5y1LltkxLLd8hpaDcfBqBKEUIBYBa84W6VevarfO6wygMnFJaLindsU6xjm2Kt6+Q2reIVgSIS+p684TMqDxxXufeQSj0HZMUSirWsV7x9s2LLd8hd0mk+DECVIYQCwAzCIJA/ckbF7skjnwMnpDBQrGOb4su3K9ayTs6STvZ6zpMw8OWPdKs8cEKl3oMq9xyQbFuxlnWKtW1WfPl2OUtWyrJ5ZSagGhFCAWAa/sSACifeVPncRyqfPyHLcRVfvkOx9i0XrnSf91crQkUYyhvtUfn8cZX7DqvUs18KfLktaxVr26zkujvl1LWYjwIwzwihAHCR0CuqeHq3iqd3q9SzX1YsqcTyHYq1b5Xbuk5OfZsswmdVCsNQ/vg5eedPqNR3SKXu/Qq9guLLdyix6mYlVt28YF8IAKhFhFAAmDz1Xu4/quKp91Tq2acgN6zE6lsU79ypWMt6OfWt5kNQxbzx8/LOH1ep50MVT70vO92k+PIblFhzm+LLNnIUG6gChFAAi97UqfdS9z6Vzx9XfNkGJdbcrtjy7XK52rqmeWN9KvccUPHkOyr1H1OsdYMSK3YqsfZTnKIH5hkhFMCi9eOn3lNKrr9Tic6dclvXy7K52n0hCANP3vnjKnZ/qMLxNySvpFjHNiVW3aLEql2cogfmCSEUwKJjnnr3JwYm9wzeovjyHbITGfMhWACCYlalnn0qnt6j4un35dS1KtG5Q/HVnKIH5gMhFMCiEpRyKhx5RcUze1Q+f0yxlrVKrL5d8U7uLblYeCM9KnXvU/HUOyoPdCnWulGJVTcrufFe2XFe4QqICiEUwKLhjfQo/9HLKna9LVmOkuvuVHzFTsWWbZTlxMxxLGChX1a5/6hKZz9U4cSbkkIl1n5Kqc2fk9vIPmAgCoRQAAtfEKh4do8KR19VsftDxdu3KLnuLsVX3CA72WBOYxEJCmMqnd2nwonXVTr3kRKdO5XccK8SK26UuMk9cF0RQgEsaEExq/yRf1Cx6y15I71KbbpXyXWfrlx4xB5ATN5f1Dt/XIXjryl/9DW5S5ZXjopu+gz7g4HriBAKYMHyhs8qf/hlFU6+I8uNK7Xl85VXz8ksNUeByq26ut5W/vBLCr2SkmtuV2rL5+Q2rTBHAcwBQiiABScMfBVP71bh2KsqdX+oeNsWJTfdp8TKm2XFuB0PZhaWiyqe2a3CkVdUOndY8c6dSm28V/GVu2TZjjkO4BoQQgEsKEFhQvkjP1ThxFvyx/qU2nC3kuvvUoxb8GC2wlDl/qMqHHtN+eOvy23smDw9f7/sZJ05DeAqEUIBLBj+xICy+55VsWvq9PvnKqffr+KVcUrnjij77l8r9MtyGpap/q6flx1nf+Bi4o+fV6HrLeUPv6zQKymx9nZlbnjkqr6eAPw4Lv0DsCB4Iz3Kvv+4CkdekZ1pUubmbyq99QtXFRj8iQGN/cMfKSjl5C5dqdz+55Tf931zDAucU9+q9NYvKHPzN2VnmlQ48oqy7z8ub6THHAVwFQihAGpeeaBL2d2Pq9D1puJtm1R38zeVXHenrFjSHJ2V4undKp58R/Wf/jk13PNLarjvn8lp7DDHsAhYsaSS6+5U3c3fVGzZJhW63lR29+MqD3SZowCuECEUQE0r9R1WdvfjKp56T4nVtyqz62tKrLxJ1jXc47F0ercsNya3YZkkKbPzESU33G2OYZGwbFuJlTdVvrZW36riqfeU3f24Sn2HzVEAV+Dqv0sDwDwrntmj7J4nVOrZr+TGe5W58SuKtW02x66cy6sn4cfF2zcrc+NXlNx4r0o9+5Xd84SKZ/aaYwBmiRAKoOaEQaDC8TeU3fukyv3Hld72oNI7H5W7dJU5elViLesUFCbkDZ+VJI2/8Wcaf+PPzDEsQu7SVUrvfFTpbQ+q3H9M2b1PqnD8DYVBYI4C+ARcHQ+gpoSBr8KRHyl38HkFuWGltz+k5Ob75aSbzNGr5g2d1sgLv6ugOCG3aaWKp95V/V0/r7pbfsIcxSLl54aVP/yy8gd/IDvdpPS2h5TcdC/3EgWuACEUQM0I/bLyh19S/uCLCv2SUju+qNTG+67LSyuWeg+ocOw1SZKdXqrMzkev+kInLExBcVyFIz9Sdv/3ZbsJpbY9qOSW+2U7cXMUwDQIoQBqQxAod/AF5Q58X7JdZW78shJr75RNMMQ8Csp5FY6/ody+Z6XAV3rHF5Xe+oB0DRfGAYsFzxIA1S8MlT/2I+UOPCdZjup2fUPJ9fcQQDHv7FhKqY33qm7XNyTbrdxT9tirEsd3gE9ECAVQ9Qpd71SONIWB6m56TIl1d8hyXHMMmBeWE1Ni3R2q2/U1KfSV2/eMCiffNccAGAihAKpasXufsh8+paAwrsyNX1Vi/ae5+ANVx7IdJdbeocyNX1VQGFf2g6dU7N5njgG4CCEUQNUqnz+u7J7vKBjrV3rno0puvEeWwz08UZ0sx1Vy4z3K3PCogrFzyu75jsr9x8wxAJMIoQCqkjd8Vtndj8sb7FJ6x8NKbf6sLDdhjgFVxXITSm6+X+ntD8sb7FJ2zxPyhs+YYwAIoQCqkT/er+zuJ1TqPajUls8rte0B2fG0OQZUJTuRUWrbA0pt+bxKvQeV3f2E/PF+cwxY9AihAKqKnx9Rds93VDyzW8kN9yi942HZyQZzDKhqdqpB6R0PK7n+bhVP71Z2zxPyc8PmGLCoEUIBVI3QKyn3wdMqdL2lxNpPKb3zETmZZnMMqAlOplnpnY8osfoWFbreVu7DpxV6JXMMWLQIoQCqRv7ID1U4+iPFWtcrs/PLchvazRGgpriNHcrc9FXFWtapcPRV5Y/80BwBFi1CKICqUOo5oNz+52TFU0rf+JjcphXmCFCT3KWrlbnpMVnxlHL7n1ep94A5AixKhFAA886fGFR275MK8iNK3/CI4h3bzBGgpsU6tit9w6MK8iPK7n1K/sSAOQIsOoRQAPMq9ErKffiMyueOKLnxPiU33COL193GAmPZtpIb7lZy470q932k3IfPsD8Uix7f6QHMnzCs7AM9/ppibZuU3vElbsWEBcuOp5Xe8UXF2jaqcPx19odi0SOEApg3xQv7QDNK3/SY3IZl5giwoLgNbcrceNH+0B72h2LxIoQCmBf++PnKPtDCmDI7H1W8fas5AixIsY5tF+0PfZIb2WPRIoQCiFzoFZX94Lvy+o8otfl+JTfczT5QLBqX7A89d0TZD55W6BXNMWDB47s+gMgVjr2mwok3FWvfqvT2h2XFkuYIsKB9vD90kwon3lTh+OvmCLDgEUIBRMob7VPuwHOy3JgyN31VTl2LOQIsCm5Dm9I3PSbLjSu3/zl5o33mCLCgEUIBRCYMfOX2f0/+2DmlNn9W8fYt5giwqMTbtyq1+X75Y33K7f++wsA3R4AFixAKIDKl7n0qdr0tt3mNUls+J1l8C8LiZtm2Uls+J7d5tYpdb6nUs98cARYsfgIAiERQzCp/8HmFfknp7Q/JyTSbI8Ci5GSald76gEK/rPyB5xWWcuYIsCARQgFEonDsVZV6Dymx4kYlVt9mtoFFLbHmdsVX7FSp96AKJ94w28CCRAgFcN15I93KHXxBdqJO6Z1fluXGzRFgUbNiSWVueFR2ok65A8/LG+k2R4AFhxAK4PoKfOX3f1/BxICSm+9XrGWdOQFAUqx1/eRFSueUP/CcxEVKWOAIoQCuq2L3PhVOvqNYy9rJi5EscwSAJFnW5EVKa1Toelulnn3mBLCgEEIBXDdBYVzZD5+WgkDpnY/KSTeZIwAuYqeblNn5qBQGyn7wjILCuDkCLBiEUADXTeHEG/L6jymx+hbFV9xktgFMI75yl+KrblG5/6gKJ94028CCQQgFcF0EuRHlD70oO1mv9A2PyHJi5giAaVhOTOkdX5KdrFf+0IsKCmPmCLAgEEIBXBeFrrflj51TYvVtcpeuMtsALiO2dJUSa26TP9anQtfbZhtYEAihAOZckB9T/qO/lxVLKbnlc2YbwCexLCU3f1ZWPK38oZcUFCfMCaDmEUIBzLnCyXfkj/YovupmuU0rzDaAWXCbViqxcpf80R4VT71rtoGaRwgFMKeC4oTyH70sy00qve0BWdySCbgqlmUpve0LsmLJyt7QUtYcAWoaIRTAnCqe3i1/+KziK3Yq1rzGbAO4Am7zWsU7d8obOqPi6d1mG6hphFAAcyYo5ZQ/9KIsN670tgcki28xwDWx7MoZBSem/MEXFZTz5gRQs/gJAWDOlM7skTd0SrGO7Yq1bjDbAK5CrHWD4h3b5A2dVOnMXrMN1CxCKIA5EZTzyh96UbJspbY9INmOOQLgatiOUtsfkixH+YMvKPSK5gRQkwihAOZEqXu/ygNdirVtVrxts9kGcA1ibZsVa9uk8kCXSj0HzDZQkwihAOZE4aMfSmFwYf8agLljObHKPuswUP7wS2YbqEmEUADXzB87p3L/ETkNbYp3bDfbAOZAvGO7nPo2lc8dkT/WZ7aBmkMIBXDNCiffUegVlVh9m6xY0mwDmANWLKnEmtsUekUVT3LzetQ+QiiAaxL6ngpdb0m2o8TaT5ltAHMoufYOyXZU6HpLoV8220BNIYQCuCbe0En5w2flLl0tt2ml2QYwh5ymFYotXSNv+Ky8oVNmG6gphFAA16R44k0pDJRcd6csbssEXFeW7Six7k4pDCrPPaCGEUIBXLWwnFfx9O7KXrVVN5ttANdBYtUuWbGkiqd3KyjlzDZQMwihAK5aqe8j+RMDirVtllPXarYBXAdOXatibZvlTwyofO4jsw3UDEIogKtWOPqKJCm18T7Jssw2gOvBspTceK8kqXD0VbML1AxCKICrEmSHVOo9KDvdpFjHNrMN4DqKd2yXnV6iUu9B+blhsw3UBEIogKtSPPuBwlJO8RU3yk5kzDaA68hOZBTvvFFhKavS2Q/MNlATCKEArkph8src5Lo7zRaACEw997hKHrWKEArgigXFCXkDJ2Ql6hRrWWe2AUQg1rpediKj8sAJBcWs2QaqHiEUwBXzBk4q9IqKtazlZTqBeWLFknKb1yosF+QNnTTbQNUjhAK4YqW+g5KkOBckAfMq1l55DpZ6D5ktoOoRQgFcsXLvZAhdvsNsAYhQfPl26aLnJFBLCKEArkhQGJc3fFZWskHOkk6zDSBCbtMK2ckGecNnFBQnzDZQ1QihAK5IeXByP2jrBllOzGwDiJDlxuW2rq/sCx1gXyhqCyEUwBUp91X2nsWXsx8UqAZTe7NLk89NoFYQQgFckQv7QbkoCagKU8/FqV8QgVpBCAUwa1P7Qe10k5yGDrMNYB44jR2y003sC0XNIYQCmLXywAmFXlHxts2yHNdsA5gHlhNTbNnGyX2hXWYbqFqEUACzVu4/KnEqHqg68Y7KrZpKk89RoBYQQgHMmjd8VpLktm02WwDmUaxtoyTJGz5jtoCqRQgFMGv+WK8sJy6nvtVsAZhHTn2bLMeVP9prtoCqRQgFMCuhX1YwMSg708T9QYEqY7lx2ekmBRMDCv2y2QaqEiEUwKz4uWGFXlFOQ7vZAlAFnIYOhV5RQW7YbAFViRAKYFb8kR5JktvIrZmAajT1C6I/2me2gKpECAUwK/5Y5QebU99mtgBUAaexEkK9MfaFojYQQgHMyoUQ2kAIBaqRe+FIKCF0oXnm/fP6vWdOXvLnzSMj5ljNmbcQeqQ3pz987rR6h4tmC0AVmvrBNnW0BQvXkd7cgvthtxhM/YI49QsjFo5ndw/omfcHLqx7h0v6k5fO1nyGmpcQWvICPf72OT3x9jm9eXTUbAOoQt5or+QmZKeWmC0sIB8fIChJkkpeqL96vY8gWgPsdJMsN86R0AVqa2dG33p0jb716Br9ysOrdPJ8QUd6c+ZYTZmXENo7XNK+0xP6yq3L9PwHAxov+OYIgCoSlHIK8qNyMs3cnmkBK3mB/ur1Pg1OlPStR1dP/sBbrTWtKf35Kz18r65ylhOTnWmWnxtRWMqbbSwwCddWXaq2Xz55XkLo+11jWt6U0Nc/tUyD4+WaT/LAQheM90thwKn4Ba53uKQfHhjST9zRro6mhCQp7tr6qbvadedGjoDXArehXQoD+RP9Zgs17lB39sIWmT987rRuWdegTR1pc6ymRB5CS16g1z8a0V2bl2hNa0qf3rRE/3BgyBwDUEX8icpeJCfTbLawgAxOlFUsB9qxsu6SekdTQj/3meWqTzqX1FF97LrKc3TqOYuFqbk+pkTM1v7T42arpkQeQnuHS3r3+KheOzyi33vmpA73ZPXDA0Oc5gGqWFCofKOzE5eGEwDVxZp8jgbFCbOFGnfxntBvPbpag+MlPbO7tn/ZiDyE/vDgkGzbUjphazTnqa0xLj8I9f6JMXMUQJUIvcoVmFYsabawgCxJu4o5lg53Zy+pZ4u+vvveeWWLHCyodpZb2UYRlgtmCwuM61gKgtAs15RIQ2i26OvJd/r10I0t+vc/ueHCnxtX1+u77/Wr5AXmQwBUgakfaJZLCF3IOpcmdM+WJj3xzjn1j05dHR/oO+/0669f75NX4z/wFoOpXxQJoQvPsb6c/vSls/rTl85O3p6ppAdvrO0tUpGG0KN9OZ0ZLOiz25deUr95bb3ePjaqE+e4mg+oRsFUCI1VjrJgYUrEbP303e1ybEv/1wtnLvyw+97uAT12e6saa/xK3MXAvhBCa/v+kbjUZ3c06c5NjTozWNCZwYL6R0t67PZW3W/kqVpjhWEY2a+2B85M6Lm9A/qFz6+45JvZmcGC/tsrPfrabcu03dgQD2D+jb/535Q//LIaP/erSqy6xWxjgTlwZkJ//cbHNzy/YVWdfvJO7oxQC4qn39foy/+nklu+oIY7f9ZsA1Ul0hAKoDaNvfqnKhx7TUse/HXFl28z2wCqRKnngEZe+A9KbrhHDff8otlGjQjDUJZlmeUFJ9LT8QBq04U9oZyOXzByuZzOnj2r7u5u5fNshVoopp6jocee0Fq0e+8+/e2Tz+pvnvy+fvD3ryqbvfQiwYXmuh0JLZfL6u3tVbFYVGNjo5YtW2aOAKgRwy/8rso9+9X82O/KWbLcbKPGHD/ZrR+88pZOnO2XZVlat2KZHrr/Tq1Z2WGOosZ4w2c19NSvK965U0se+JbZRhX7wStv6c+eel0fnhhU6KbU0hDTY7d36h//zNfUUJcxxxcE5zd/8zd/0yxeq+HRcX37qef0vVf26JXdJ3Ss67QUlLV6JT+8gFqUP/yygtyQ0jsfkR2v7VfoWOxOnj6r3/+zp/QXPzqnt0+VtedMSe8dHdRQ7wndsGmVGurZl1/LQr+k/MEXZKUaldp0n9lGldr74T79xh89ozcHWpRr2K58Zq36S/V66709qgsG9ambdy7I0/NzfiR0bGxM/89ffkf/5aXTyqpOvlOnjJ3Tpsyg/tdf/pru/tQu8yEAqtzQU/9a3vAZtfz0ny7KEOr7H98fc6ZvmdPVZ1vTNHVzfSU1TVMPw1BhGOr3/u8/1x+/NiF7xd2X9IOTP9SvPNiuX/mFn/qxx2qa9zddzVxPma4+25qmqZvrK6lpmrq5nqmmGepmzVzPVNMM9dnWNE09LOU0+PS/kdO4XEs+/y+nnZmppmnq5nqmmmaomzVzPVNNM9TNmrmeMl19NjVzPWW6+mxrmqF+ce0//8Xf6Nm+DbLbbrxkJvCKajzwR3rh//t9bdiw4ZLeQjDnIfRvHn9Kv/bHP5K//iuX1Eu9H+izHf36j//TP1JjY+OFuvnXm+vpaub6YmbPXM9U0wx1s2auZ6pphrpZM9dTpqvPpmauL2b2zPVMNc1QN2vmeqaaZqibNXM9Zbr6bGrmesp09dnWNEPdrJnrmWqapm6uZ6pphrpZM9cz1XRRffzVP5WXG9aSL3xLsi7dSj7TYzVNz1xfSU3T1KfWQXB97zHseZ5ZmvFjMevT1cz1dLW5eH9mvVgs6j/812c0tvPXZBn/joFfUuadf6v/+Zd/SqlU6pKeZnh/U3WTWZuLz2W6tVmfrmaup2oz1U1mzVxP1Waqm8zaTJ+LuZ5tLQx8Tex5UnYio9S2B2ecu1xtpvrl1perzVS/3Primtkz19PVzPXFNbNnrqerzfTY6Wrm+nK1qfrTP9yt0h3/Rk7y43w0pfz67+p/+4UH9Ku/+qtmq+bNaQgNw1Bf+elf0uvWQ9O/xvS7f6Cfum+NNm/efKFk/vUz/UOb68vVZqpfbn252kz1y60vrpk9cz1dzVxfXDN75vpytZnql1tfrjZT/XLri2tmz1xPVzPXF9fMnrmerjbTY6ermevL1WaqX249VZupbjJr5nqqNlPdZNam1sVT7yvwikquu3PaudnWptYz1WdTm65+8ZHKKNi2PeOpsenqs6mZ6ynT1Wdbk1HPZrN69aNRxe77rUtmpow//jO67/Ztam5untX7m249U00z1M2auZ6pphnqZs1cX8zsmevpaub6YmbPXM9U0wx1s2auZ6rlDjwvO55SatNnLqmbs+badHF/ulmzZq4vZvbM9Uy1i13u4zHXM9U0Q92smWvT5T6W6WrmeoplWQrDUH/17KvqXfdLctJN5oj0zn/Sv/+nX9Iv/uLCu9vBnIbQIAh098M/qSPt/4PsRL3Z1sTf/6ZuaM5p+/btF2qX+4cxmTVzfTGzZ66nq5nri5k9cz1TTTPUzZq5nqmmGepmzVybLu5PN2vWzPWU6eqzrU250o9lppqmqZvrmWoXu9zHY65nqmmG+mxrUy73sVxJTdPUzfVMNUnK7XtWQX5Udbf+d7Kcyj1+zVlzPVNNM9TNmrk2zfT/xrav/00/XPfSm7bP9LFM9znMpja1nql+JbWL3/Y8T//xT/5aZ9f9suz4pRc6+PlhrTj+x/rWP/2ZHzsSalnWJ/49M9Vm+ljMuelq5vrimtkz19PVLre+XO+TajPVL7c2azO9PVPNXE/VQr+sked+W059qxo/888vO3u59cU1s2eup6vN9Njpaub6crWZ6pdbT9VmqpvMmrm+uGb2zPV0teke+7dPfV+/89Qpae0XLpqUvIGjuqvppP7r//4/qq2t7ZLeQjCnIVSSfv6f/Ss91b1BzrJL7yUYeiUl9/6h/t2/+IZaW1t/7B9FM/zDTLeerna59eV6n1SbqX65tVmb6e2Zaub64prZM9fT1cz1VG2musmsXcvHMl1tLt7fTHWTWTPXU7WZ6iazNhefy3Trmeqzqc1Uv9zarA0//zvyB7vU/I3fl5P68dNFn/T4i9cz1a+0NtP7MwMiLvVf/uKv9dtPHNfEkhtlJSoXIQWFcdUNvaN/+9O79I9+6uvmQ1BDgvyoBv7mn8ttWaulj05/xBvVZ3h4WL/1B3+uJw/aKigl30kpaRW00jql/+UfP6wvfu7SPdwLxZyH0B+99qa+9Ucv6ESwTmGqVZabUFiakDOwT790T51+69d/xXwIgCo3/NzvqNx3UEu//n/IbVh4v40vJoVCQX/wJ/+vnt6XU/f5CcmSOpdm9NjN9fq1f/KzisVi5kNQQ/yxfg0+8a8U79iqJQ/9a7ONKjYwNKL//Jd/q6PdY8p5MS1viuv+27foyw/db44uGHMeQiXpb576gf7y+b062l9W6KbVlAx1/3pLv/Evf0GN3P4DqDkjL/0nlc7sUdNXfluxpavMNmpMsVjUs8+/rCNHj0mWtGnDBn31kQflOI45ihrjDZ3W0Hd/Q4lVu9T4ucrV8agdnufpxIkTyuVyam1tVWdnpzmyoFyXECpJr7z2lj7Yf0h+aKl9WYseffAzqqsjgAK1aOyVP1bhxBtq+uK/Uaxtk9kGUCXK545q+Pu/peS6T6vhvl8220BVuW47+O+7+w79i3/yc/qVX/pZ/fdff4QACtQwK5aU9PHLdwKoTmG58hKsU89ZoJpdtxA6JYorVQFcZ27l9agDXo8aqGrB1C+Kk68hD1QzEiKAT2RN/kALy0WzBaCKTJ2tsF2OhKL6EUIBfCIrNnnfSI6EAlUtnHyOXnjOAlWMEArgE9nsCQVqwoXnKKfjUQMIoQA+kTV5au/CfjMAVWkqhE49Z4FqRggF8ImsROUlHsNS1mwBqCJBcUKSZE++GhZQzQihAD6RU98qSfInBswWgCoSTD5HnYZlZguoOoRQAJ/IybRITkz+aK/ZAlBF/LFeyYnLziw1W0DVIYQC+ESWG5eTblKQG+biJKBKheW8/OyQnLqlsp242QaqDiEUwKw4jR0K/bL88fNmC0AV8MfPS2Egp6HdbAFViRAKYFacxg5JkjfGKXmgGk1tl3EaKs9VoNoRQgHMijv5g80fIYQC1cgb7ZEkuZO/MALVjhAKYFacxsopPm+s8oMOQHXxJo+EEkJRKwihAGZl6nQ8R0KB6nThdDwhFDWCEApgVpxUo6x4Rv54v8LAN9sA5lEY+PLH+2XFM7KT9WYbqEqEUACzY9lyG5YpLGUVFMbMLoB5FBRGFZZychraJIsf7agNfKUCmDWnaaUkyRs6Y7YAzKOp56Q7+RwFagEhFMCsxVrXS5LK/UfNFoB5NPWcjC3bYLaAqkUIBTBrsbbNkmWr3HfIbAGYR6We/ZJlK962xWwBVYsQCmDWnPo22Zml8oZOKyhmzTaAeRAUJ+QNnZadaZZTv8xsA1WLEApg1izHVXzZJoXlvMqDXWYbwDwoD5yQ/LLibZslmx/rqB18tQK4IrH2rZKkUu9BswVgHpR6K9tj4h2V5yZQKwihAK5IvH1LZV9oDyEUqAbl3oOSZSvWtslsAVWNEArgijj1y2RnmuUNn1FQGDfbACIUFMbkDZ+RU9cip479oKgthFAAV8aePOLilyp70QDMm/L5yn7QGPtBUYP4igVwxeKT+0LLk3vRAMyPUl9lW8zUXm2glhBCAVyxeHvlfqGlvkMKw9BsA4hCGKrUw35Q1C5CKIAr5tQtk13XIm/4rPzskNkGEAE/OyR/5Kycuha5da1mG6h6hFAAV862lVi+XfJLKp39wOwCiEDx7F4p8BVfvoP9oKhJfNUCuCqJ1bdLslTsekthEJhtANdRGAQqnnhTkqXEmtvNNlATCKEArkqsbaOchjZ554/LHztntgFcR/5Yn8rnj8lpbFNs2UazDdQEQiiAq2K5CSVW36rQL6l4+j2zDeA6Kp56Vwp8JdfcLsuNm22gJhBCAVy1xJpPSY6rQtfbCn3PbAO4DkLfU+HkO5LtKr6aU/GoXYRQAFfNXbpSsaWr5Q+fljdyxmwDuA684dPyh8/IbV4tt2mF2QZqBiEUwFWzbEeJdZ+WwlDFE2+ZbQDXQfHEm1IYKrX+blm2Y7aBmkEIBXBNEqtulhVLqXj6fYVe0WwDmENBOa/C6d2y4hnFV+4y20BNIYQCuCZOXYti7Vvkj51T+fxxsw1gDpX7jysY71e8faucumazDdQUQiiAa5Zc92lJUqGLU/LA9VTseluSlFh3h9kCag4hFMA1i3fukJ1qVOnsBwqKE2YbwBwIihMqdu+VnVpSeZUkoMYRQgFcMztRp8Tq2xRkh3gZT+A6KZ3dqzA3osSa22QnMmYbqDmEUABzIrXxPlnxtPKHXlRQypltANcgKBeUP/SyrFhKyQ33mG2gJhFCAcwJt3m14p07VT5/XKWe/WYbwDUo9R5Q+fwxJTpvUKx5jdkGahIhFMDcsCyltj4gy02ocPBFbtcEzJHAKyq//3nJTSi1/SHJsswRoCYRQgHMmVjresU6tqnU/5HKfR+ZbQBXodz3kcr9HynevlVuy3qzDdQsQiiAOWPZttLbHpLsmHIHnlPol8wRAFcg9MvKH3hOsmNKb39Yls2PbSwcfDUDmFPx9i2KtW1Wqfegyv3HzDaAK1DuP6ZS70HF2jYp3r7FbAM1jRAKYG7ZttLbH5QsW/mDLyj0y+YEgFkIfU/5A89PPqcekjgKigWGr2gAcy6xfLtirRtU7N4nb6DLbAOYBW+gS8XuDxVr3aDE8u1mG6h5hFAAc892K0dDg0C5Qz+QAt+cAHAZYeApd/B5SaFS2x6UbNccAWoeIRTAdRHv3KnYsvUqndmj8iBHQ4ErUT5/XMUzexVbtlHxzp1mG1gQCKEArgvLjSu981HJcpT94GkF5bw5AmAaQSmn3L5nZdmOMjc8ItuNmyPAgkAIBXDdJDp3KrHmdpXO7lXx1PtmG8A0iiffVensB0qsuU3xzhvMNrBgEEIBXD+WrfTOR2RnWpT78Gn54/3mBICL+GP9yn34jJy6FqVveFSy+DGNhYuvbgDXldvQrtTWz1d+uB56UWHgmSMALlyM9IL8iQGltj0ot7HdHAEWFEIogOsutfE+xZatV+Hoj1Q+d9RsA5BU7j+qwrEfKbZsg5Ib7zXbwIJDCAVw3dmJjDI7vyyFobIffFdBccIcARa1oDih7AdPS7KU3vll2bGUOQIsOIRQAJGId96gxJrbVe49oMKJt6QwNEeARatw4i2Vew4oseY2JTp3mG1gQSKEAojG5EVKTl2rcvu/J2+0z5wAFiV/tFe5/d+TzcVIWGT4SgcQmcpFSl9QkB1W7sD3FZQL5giwqATlgnL7v68gO8zFSFh0CKEAIpXceK9iHVtVOP66il1vS2FgjgCLQhgEKna9rfzx1xVfvk2pTVyMhMWFEAogUnYio7pdX5eTblJ273dUPn/cHAEWhfL548ru/Y6c9FJldn2di5Gw6BBCAUQutmyDUju+pLCUV3bPd+Rnh8wRYEHzs0PK7v2OwnJB6Ru+pFjrenMEWPAIoQDmRWrjvUquu0Ol3gPKHfwB+0OxaITlovKHX1S596CS6+9ScsM95giwKBBCAcwLy3GVvumrirVtVv7Qiyqeepf9oVj4wkDFU+8qd+AHirVvUebGr8hyXHMKWBQIoQDmjZNeqrpdX5edalR2z5MqD3SZI8CCUh7oUnbPd+SkGlR309dkpxrNEWDRIIQCmFex9i1Kb39IYXFC2b1Pys8NmyPAguDnRpTd+6SC4rhS2x9SrH2zOQIsKoRQAPMutfn+yv7Q7g+VP/yyQq9kjgA1LfRKyh9+WaXuD5VYe6dSmz9rjgCLDiEUwLyznNjk/tBNyh98QcWT7ygMPHMMqElh4Kl48h3lDzwnt22zMjd9VZYTM8eARYcQCqAqfLw/dIkmdv+dSqf3cKESal8YqHR6jyZ2/53s9JLKPXIzS80pYFEihAKoGrH2rUrvfFQKQ028922VevZLYWiOAbUhDFXq2a+J974thVL6hkcUb99iTgGLFiEUQFVJrr9b6W0PKijlKkG077A5AlS/MFSp77Am3vu2glJW6e0PKbmBl+UELkYIBVBVLNtWevuDSm/+rPzxfmXf/zYv7YmaU+4/puz735Y/1q/U5s8qve0BWTY/coGL8YwAUH1sV+mdjyq5/i6Vh05pYvffqTx02pwCqpI3dLryNTt4SskNdylz45cl2zHHgEWPEAqgKlmxhDK7vqbk6ttU7j2k7N6n5I/1mWNAVfHH+pTd+6TK5z5ScvVtyuz6uiw3YY4BIIQCqGZ2skGZW35C8eU7VDr1rrIfPit/YsAcA6qCPzGg7IfPqnjqPcVX3KjMrT8hO1lvjgGYRAgFUNWcuhZlbvlJucs2qXD0FeX2fU9+dtAcA+aVnx1Sbt/3VDj6ity2Taq79Sfl1LWYYwAuQggFUPVizatUd8s35TatVP7wS8odeF7+eL85BswLf/y88geeU/7wS3KXrlLdzd+Uu6TTHANgsMKQm/ABqA3Fk+8qu/dJeSNnldx0v9JbPy+3aaU5BkTGGzqj3Ecvq3D47+U2rVBm19eUWH2rOQZgGoRQADWlePJdZfc9K2/ghBJrbld6x8OKtayXLMscBa6rcv8x5fY/p+Kpd+S2blBmxxeVWHObOQZgBoRQADWn2L1fuQ+fVrnvsGId25S58SuKt2+WLHYYIQKTN6LPfvCkyr2HFevYWvka7NhmTgK4DEIogJpUHuhSds8TKnXvk9u8VnW7HlN8+Q7ux4jrKgx8lXv2a2LPE/IGTyneeYMyN39DseY15iiAT0AIBVCzvJFuTex+QqUze+Q0tKvu5q8pvmKXLMc1R4FrFvplFc/sVXb34/LH+5VYuUuZW74ht3G5OQpgFgihAGqaPzGg7O4nVDz1rqxkg+pu/obiq2+RzQ3CMYeCckHF0+8ru/txBYVxJVbdWgmg3IYJuGqEUAA1L8iPKrv3KRVOvCHLiSuz6zElVt0sO7XEHAWuWJAfVeHkO8p+8F3JLyux7k7V3fSY7FSjOQrgChBCASwIQSmn3IdPK3/0VSnwlNryWSXW3iG3aZUsrpzHVQjDUN7QKRVPvqP8oRclJ6bUhnuVvukrsmMpcxzAFSKEAlgwQq+k3P7vq3DiTfmjPYqvukWpTZ9RfPk2WU7cHAdmFHollXoPKn/khyqd3i2ncbmS6+5QeseXZLl8LQFzgRAKYGEJfBW63lb+6Csq930kp2GZ0ju+qMTKmzg9j1kJ8qMqnn5fuf3PyR8/r1j7ZqU23qfE2k/J4u4LwJwhhAJYkMqDJ5U78LxKZz+QwqByen7NHXKXcnoe0/ux0++2q8SKG5Xa/rBizavNcQDXiBAKYMEKCuPKHXpRxZPvyh85q/iqm5XadL/iHds4pYpLXDj9/tHfV275tWSFEqtvVXr7g7ITdeY4gDlACAWwsAWBCiffVeHID1U695Gc+laltj2o5OpbOD0PSZKfG1HpzO7K6feJAcXbtyi58TNKrrlNsnkVLuB6IYQCWBS8odPKHXhexbN7FXplpbd9XvEVNyvWskaWEzPHsQiEflneQJeKZ3Yrf/hlyY4pseompbc/LLdppTkOYI4RQgEsGkFhXLn931Px1Pvyx/oUW75D6U2fkduyTk5di8Re0cUhDOVPDMgbOK78kVdU6tkvp6FdiVW3KLXzETmcfgciQQgFsLiEgQon3lT+o3+QN3RaCgMl1t+l5NpPyW1eLTueNh+BBSQo5eQNnFTh5NsqHn9dsmy5zWuU2nSfkuvulCxOvwNRIYQCWJS80V4VPvp7FXsOyh/tlp1pUXrr5xXr2CZ3yXJZNq8/v5CEgSdvpFvlnoPKH35JfnZQTmOn4h1bldr6BbkNbeZDAFxnhFAAi1cYqtj9oQpHf6TywAkFEwOKd+5UatO9clvWy8k0c4q+1oWh/OygyuePq3C0curdzjQr1rJOyY33KtG5k39jYJ4QQgEsemE5r8Lx11Xoelve4GlJgZIb7lFi9W2coq9hQSknb/CUCiffUeHYa7IsS27LGiXX3K7E+rt46U1gnhFCAWCSP9av/OEXVeo9KG/kolP0bZvkNi6XFUuaD0EVCssFeaM9Kp87otyhlxRkB+Qu6VSsfavS2x6QU7/MfAiAeUAIBYCLhaFKPfsrL/t5/riC7KDc1o1KrbtTbus6uY0dsjiCVpXCcl7eSI+8gRMqdL2lcv9R2Zlmua3rld54n+LLd3DqHagihFAAmEZYLlRO0Z96V/5on4LckGKtG5Rce4fc1vWVMMpp+qoQlnLyRnvknT+hfNdb8ibDp9PYoeTqWydPvXMUG6g2hFAAuAw/O6TiqXdV7N6nYLRX/vh5ua3rKkdGW9bLWbKcPaPzJCjl5I/0VO73efwNeQNdcupbZTd2KNG5U4k1t8tJ86pYQLUihALALPiFMZVO71bx9F75o92VMLp0lZLr7lRs2QY5De2yk/Xmw3AdBIVx+WN9KvcfU+HEm/KGTsupb5WzpFOJlTcpvupmOckG82EAqgwhFACuQFDKq3Rmj4qn98gbOSN/vF/ukuVKrL5VsZb1ldPAmWZZsYT5UFyD0CvKnxhUkB1UeeC4iqfekzfSI6d+mdwlK5VYtUuJVbvYrwvUEEIoAFyF0Cup1P2himd2yxs8JX9iQJYdU6xji+LtW+Us6ZSTWSo7s5Qb31+lMPAUZIfkZ4fkj/ao1HtQ5d7DCoOynLoWuc1rlFi5S/HOnbLcuPlwAFWOEAoA16jYvU/lnv0qD55SkB2Unx2Sk1mqWPtWxTu2yKlvk51plp1qkMXLQl5WGAYK8qOV8Dl+TqXewyr3Hbrw/9TONMttXqXE8hsU77zBfDiAGkIIBYA54udGVO49qFLfYfkj3fKzQwoLo3KbVyvWvlWxlg2y61vkZJplJzLmwxe1oDghPzukYHxA5fNHVT53WN7gKVnJBjmZZjlLOhVv36xYx3YuNgIWCEIoAMy1MKy8TnnfIZXOHZE/fk5BdkihV1SsbZPi7dvkNq2UlayTnaiXlaxfdLcQCsp5hYUJBcVxBYUJecOnVe49pHL/EVluQnZmqZz6NsWWbVK8Y4vcJSu4xyewwBBCAeA6Cn1P3sAJlfoOqtx/XH52QMHEkCzLkr2kU27TSrlNnZVT9hdCad2Ce0nJoJxXUJhQWByfvLq9X97IWfkjZ+UNd0sKK8Ez06LYsvWVoN6yTpbDflpgoSKEAkBEglJe5XOHVeo9JH/krILCuILihMLihGQ5lTC6ZIXcJSvkNCyTnayXlaivhNMaC6VhOV/5/CY/R3/snLyRbnnDZ+SPdEthICtRJztRJztZL7dpRWXLQvuWmvtcAVwdQigAzIOgmJU3dEb+6Fl5I5X7jlYC27jCwoRkWXKmjpQu6ZRT1yrLjVeuAncTspy4rNjkf924LCdm/hXXVeiXFXolhV6x8l+/JE297ZUUTJxXefisvJGz8obPypIubD+wk/Vy6lsrn1fjCrlLV7JHFliECKEAUAWCcl7+8JnKa58Pd8sf71NYqOyXDIrjCr2S7FSD7GTlj5Wsl5NqrFy4k2qQFc9UAqoTr1yBb9uSVflj2bZkOZW3L+pZliMpVBgGUhhIQfDx26GvMJh6+6KeXwmZYSkrPz+msDBWuZq9MK6gMFb5kx+T5cY/3lqQrJdT3y63qVPukuVymlZytBMAIRQAqlFYLlZeD3148kjpaI9Cr1QJgeWiQr/48VFIryhJlXCayMiyY5LjynbikuNKTky2U6nJjlf2Wdqu7Ml7awZeSQo8hX5ZCsqS7ynwy5I/9XZJ8j2FQVlhMaugMCZJstzE5NHZhCwnUblB/+SRWadxudwlnXKbVshdslyWy837AVyKEAoANSD0/ckryUcV5EYnjziOKiiMKsyPKShmK2E08BQG/oUjmJcczbywrvTDMKi886kjpJYzedTUPIo69bYj2W4ldCYyk0dmG2WnGitHaNONlXWiXpbjmJ8CAFyCEAoAC0DgFRXmRxWU85JXloKPj2ZWjnD6lX2bfnmy7kmBV3mw7U4eOY1JTkyWE5dsp7LPdOooqu1Kbkx2LCUr1SibI5sArhEhFAAAAJHj9eMAAAAQOUIoAAAAIkcIBQAAQOQIoQAAAIgcIRQAAACRI4QCAAAgcoRQAAAARI4QCgAAgMgRQgEAABA5QigAAAAiRwgFAABA5AihAAAAiBwhFAAAAJEjhAIAACByhFAAAABEjhAKAACAyBFCAQAAEDlCKAAAACJHCAUAAEDkCKEAAACIHCEUAAAAkSOEAgAAIHKEUAAAAESOEAoAAIDIEUIBAAAQOUIoAAAAIkcIBQAAQOQIoQAAAIgcIRQAAACRI4QCAAAgcoRQAAAARI4QCgAAgMgRQgEAABA5QigAAAAiRwgFAABA5AihAAAAiBwhFAAAAJEjhAIAACByhFAAAABEjhAKAACAyBFCAQAAEDlCKAAAACJHCAUAAEDkCKEAAACIHCEUAAAAkSOEAgAAIHKEUAAAAESOEAoAAIDIEUIBAAAQOUIoAAAAIkcIBQAAQOQIoQAAAIgcIRQAAACRI4QCAAAgcoRQAAAARI4QCgAAgMgRQgEAABA5QigAAAAiRwgFAABA5AihAAAAiBwhFAAAAJEjhAIAACByhFAAAABEjhAKAACAyBFCAQAAEDlCKAAAACJHCAUAAEDkCKEAAACIHCEUAAAAkSOEAgAAIHKEUAAAAESOEAoAAIDIEUIBAAAQOUIoAAAAIkcIBQAAQOQIoQAAAIgcIRQAAACRI4QCAAAgcv8/V39eQXuxsO4AAAAASUVORK5CYII=[/img][br][img]data:image/png;base64,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[/img][br][br][br][b]3. Desenhe dois arcos com os novos pontos:[/b][br]Com uma nova abertura, de preferência um pouco maior que a anterior, coloque a ponta seca em um dos pontos (D ou E) onde o arco cortou a reta e desenhe um novo arco acima da reta. Sem mudar a abertura do compasso repita o processo para o outro ponto. Esses dois arcos vão se cruzar.[br][br]Exemplo:[br]Ponta seca em D. 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[/img][br]Com mesma abertura, agora ponta seca em E. 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GkoBvl7Tkiahup3E/G6UMeHJgNkZGwAozMrOmE5bzmWorWYM4r1rxZizkgwEGIB6e7uoa6ujvr6Bvr7+xkaGiIrK4vq6tVUVlaSkZFJRka6LGmZ4DRNY3x8HJfLxdDQELdu1XP9ei0ej4fMzEzy8nJZuXIFq1atIj09Xf9ycQ+h/sbocKG+BiJj/aieIUwZpViL12LOqcLgzMbozEIxyr4C4nOapkZ7EcYGCA+1Eui8Sqj3FgarE2NyNqbMUixF67Dkr5D9EcSck2AgxDwXCoWoq6vj2rXrdHZ2MTQ0hN/vp6qqiurqNRQVFU3MHUiRseTiC1RVZWRkhIGBQdrb27l27RqNjU2kpqaQmZlFWVkpq1evZsWK5fqXCoBIiED3DQIdlwkPRYcLoaqYC1ZhLazGlFaIMTkbgz1V/0ohvkANeomMDRBx9xDsuUmw8ypa0IPRmYMxrQBL0VqsxeswWB36lwoxKyQYCDFPeTwerly5yvXr1+nu7mZgYJC0tDTWrFnN8uXLycnJITs7C6tVhgqJ6fH5fAwMDNDb28uNG3Vcv15LMBgkKyuLkpJi1q6tZvXq1fJ/amJCaaDjMqHOq4RHugiP9WFyZGEprsGcvwqjMxOjM1tWFBIPRFMj0Y3txgcI9TcS6LpGuL8RY3IWxuScaEAo3YjRkal/qRBxJcFAiHlmcHCQS5cuU1tbS3//AENDQ1RUVLBuXQ1lZaVkZWWRnp4uy1GKBxaJRBgaGmJwcJDbtxu5evUqXV3dZGdnkZeXR3X1GmpqakhJSdG/dNGLeIYItF2YnD+gegYxZi7BVroJc9YSDMk5GB0Z+pcJ8cBU/ziR8QHCw+0EOi4R7KrFYHNiTMnDkrsMS/F6zFll+pcJERcSDISYJ1paWrl8+QqNjY309fUxPj7OqlWrWLeuhuLiInJycmTugJhxbrebgYHoBmoXL17m9u3bpKenkZuby4oVK9iwYT05OTn6ly06ocFWgh2XCPbVE3H3oQXGMOetxFq6AVN6McbUfAwWef+J+NHCQSJj/YRHugh2XSXYfgVNAWNyLqasJVhL1mPNWwEyoV3EkQQDIeZYU1MT586dp6mpmf7+fgDWrq2murqa/Px8cnNzZJlREXd+v5++vn66ujq5cuUatbW12Gw2cnNzqKqqYuvWLeTn5+tftuCFhloJNH9KsO82kbE+UFWsxTVYimswpRZiTMmV4UJiVmlqGHV8iMhoD4GeGwTaL0WXwU3OxZRZinXJVqz5KyUgiLiQYCDEHGlpaeHs2XPcvt1Ib28PycnJ1NSsZeXKVeTm5pCVlSVLSopZFwqFGBgYpKenh9raWq5cuUIkolJQkM/y5cvZsmXzoggI4ZEu/LdPEuqrJzzajaIYsZRtwlpUgzE1H2NyFopBVhcSc0jTiHhdRNx9hHrr8Dd9RsQ7jCk1H1NWBbbyrZhzl6PIsFIxgyQYCDHLWlpaOXfuHLdv36anp5fk5GS2bNnCihXLyMnJIT09XVYXEnNOVVWGhobo6+ujtraWs2fPo6oq+fl5rFy5kq1btyzIIUYRdx++plOEeuoIu7oAsJZtxlayHkNaIUZnpmxEJuYd1TdKeKSbYPcNAi2fEfGNYEotwJxdibV8G5acpbKbtpgREgyEmCVtbW2cPXuOhobb9Pb24nAksWXLZlauXEV+fj6pqYk30VPMf5qm4XK56O7u5urVa5w7dx5Fgfz8fFauXMmWLVvIycnWv2zeiXiG8DeeJth9nfBIF4qqYindiLVkPab0IozOLJBAIOa5iHeUyGg3we5a/C1n0PxujKn5mHOqsFVsx5y1RP8SIe6LBAMh4qytrX1iyNBtenp6sNvtbNmyidWrV08EAln/XMx/mqYxPDxMV1c3V69e5fz5CxgMhjsCwuZ5GRC0oBdf40kC7ZeIjHShRUJYSzdFA0FaEYbkLOkhEAtOxDtCZLSHUPd1fM1n0ALjmNIKMOetxL5sF8bkhdebJ+YHCQZCxMnw8DDHj3/CzZu36OnpwWq1smXLZlavXk1BQT5paWn6lwgx72maxtDQEF1d3Vy5cpULFy5gNBrJz8+npqaGHTseweGY+82ZtEiYYMdl/M2fEhpsQQ16sZVtxFqyYSIQZEsgEAue6h0hPNJNoOsagZYzaCE/pswSbKWbsFVsR5GVtMR9kmAgxAwLBAKcOXOW8+cv0N7ejqpG2Lp1K+vXryM/PxoIZA6BWOiicxCG6ezs5MKFC1y4cAGnM5myslK2bt3CunXrMJnmZvJusK8B3+0ThPtvExkbwFq8FmvFdkzpxZiSs2XIkFhcNI2Ib4TISDf+9gv4G09jsDgwZ5VhrXgEa9F6FFnIQkyTBAMhZoiqqly/Xsunn35GS0sLIyMjrF1bzdatWyktLSEzM1MCgVh0VFWlv7+flpYWTp36lPr6enJzc6msrODRRx+lsrJC/5K4iYz146s/TrCnlrCrC1N6MfZlOzHnVGFMyUOR5R3FYqZpRDxDhAZb8DedJtR1DUNyDuacpdiX7sScU6l/hRBfIMFAiBnQ1dXF0aPHJ+cRlJcvYfv27VRWVpCbmyvLjopFLxQK0d3dQ319PSdOnGRwcJDCwkJWrVrJzp2PkZmZqX/JjInOIzhNoP084aF2FJMF+/LHsRSswZRehGKy6l8ixKKlqZHo/IP+2/jqjxEe7cKUVoS1YDW25bsxOrL0LxFikgQDIR6Cz+fjxIkTXLp0mfb2DlJSUti58zFWrFhOQUEBVqtckIjE4vV66ezs4vr165w6dZpIJEJJSTFbt25ly5bNM75ZX6DrOv76Y4QGm1ED49iWbMW2ZAumzDIMtmR9cyEShhYKEHZ1EOy6jq/+KJoaxpxZirV8O7bybSjGuRnqJ+Y3CQZCPKC6upscP/4JTU2NhEJhHnlkK2vX1lBSUjwvJl8KMZdGR0dpb2/n3Lno/IPU1FSqqpayb99eiouL9c3vW8Q3iq/uA4KdVwm7ujDnVGJfvgdzVgXG5GxZ012ICarPTWiohUDTafyt5zA6sjDnr8C+8knM6UX65iLBSTAQ4j6NjIxy9OhRrl27Tnd3N6tXr+Kxxx6lpKRENicT4g6qqjIwMEhLSwvHjh2jtbWN0tISNmzYyGOP7cBut+tf8tU0jUDHJbz1xwkP3AYMJK3Yi6W4BlN6MYpxZnskhFgMNE2N7qDcU4f3xvtEvMOYM8qwVWzDVvmoDLcTkyQYCDFNqqpy6dJlTp06TXNzM1arhb1797Fq1QoKCgowyLb0QkwpFArR2dnJ5cuXOXr0OFarlcrKCnbv3sXy5cv1ze8p4hnCe+MDQl3XCbt7sBRWY1+2C3NWBQa77AcixFfRQv7o5OSWs/ibTmKwpWDOWUbS6qcxZ5bqm4sEJMFAiGno7+/no48+4saNmwwMDLBx4wZ27NhOWVkZSUmyTrQQ0zE6OkpjYxOffHKCmzdvUlRUyJo1a9i7dw8pKffe+VuLRAi0ncPfeJLQQBOK2U7SqqewFKzClFYoy48KcT80jcj4IMG+evz1HxMabMOcWYqlbBP2qt0YLA/QkycWDQkGQnyJSCTCuXPnOXnyFK2traSlpfLEE/tYvnw5ubm5MmxIiPsUiUTo6uqmtraWDz/8iEgkQkVFOXv27GH16lX65kS8LrzXDhLsvoE6PoilbDP2yh2YssoxyOZNQjwwLRwk7Oog0H4J362PUUwWzLlVJK05IL0HCUyCgRD3MDIyyuHDh7l27Toul4tHHtnG5s2bKSsrxWaz6ZsLIe6Dx+OhubmZkydPc/nyZQoKCli/fj1PPLF3cu5BoPMa3ptHCPfVo1gcONY+hzlvBaaUPJlcLMQMiXhHCPffxlN7iPBQG+bMMmxVO7FV7JCVixKQBAMhplBbe4OPPz5KQ0MDqampPPvsMyxbViWblAkxg1RVpbe3j9raG7z//vtEIhFWrFjOs0/tJWO0lkDLOcIjnViK12FftgdL7lIUs4RyIWaapoYJD7Xhb/oUf8NxlKRUrIVrSap+VvY9SDASDIS4g8/n4+OPj3L+/AW6u7vZtGkjjz32KOXl5VgsFn3zably5So//enP+Df/5g9IS0vTl4VIeF6vl8bGRj788GN6b1/hqaUmCm1eMlKcONbux1q8AWNaAYrMJRAiriLjQwR7avFefQfVPxrdNXnFE1iLa/RNxSIlwUCICR0dHRw69B719fVoGjzzzNNUV6956LkEH374Ef/23/57Dh58i9zcHH1ZCAGo4TCNn7xC+6evEhlqZdyQgjt7A8/+8j8lp6hM33xafLc+ZuzM3wNgSisk7ek/wGCVTc+E+DJaOEBooAlf/TGCbecwpBZiK9uMfeWTMjE5AUgwEAkvEolw+vRpTp06TWtrG0uXVrJv3z6qqpY+8IpDra1t/Nf/+v8QDIaorKzgrbfelmAgxD2oAQ+eq28TbL9EwN2PN3MN717upaHPS0XlUh5/fDc1NTX3FdADnVdxHfy32Cq2Y8oqx338T7Cv2Ef6M/9O31QIoadphN09BDuu4Ln2LigGLAUrcdS8iCk1X99aLCLGH/3oRz/SPylEonC73bzxxpucOnWK/v4BnnhiH/v27WXp0kqs1gfb8GVkZIT/8B/+T5KSknj++QNcuXKVzs5OvvOdb+N0yo7IQtwpPNLF2PmfEWw7j2KykrL526StfJyc8jWEIypXr16jo6MDt3ucJUvKMJmmNxly/OxPCLSeJ33/f8BWtpnwSCf+2ydxrHtRNnMS4qsoCgZbMsbUAkwZxWhj/QS7agm72jFYUzCl5ulfIRYJCQYiYXV1dfHyy69w6dJlLBYL3/rWN9m6dQu5ubkPtVlZW1s7f/d3/8Dv/d7vsmPHdkKhEBcuXOQb3/i6BAMh7hBou4jn0muEem5gyVuBc+NLWAurMSWlkZGRQVFRIenp6Vy7dp22tjb6+vooLS2ZVk+e9+rbBNrOE+6rx1v7HsHOq0Q8QzhrXpTN0ISYJsVkwZiSiymjFMVgINB2kchwG1o4gClzCcpDnCvF/CT/oiIhnT9/nr//+59w9epVSkqK+ZVf+WU2btxIaurDXzD09fURDAYpKCgAoLS0FLPZrG8mRMLSwkE8V99m/NKrhAYasa/ch3PDS1jyVkzezVcUhZycHB59dAff+94vk5qawrlz5/m7v/t7Ghoa9D9ySqb0Ypxbfhnnxm+R9sTvkfmN/4HBkalvJoT4EorBiDmrjKTVz+Dc9G0inmG8N95n/PzPifhG9c3FAifBQCSUYDDEwYPv8NZbB2lubmbnzsf49re/xYoVKx541SE9m802Yz9LiMUm4htl/Ow/4L35IarPjXPzL5G08ilMGcVT7k2QlJTEunU1/KN/9F3Wrl3LjRt1vPzyLzhx4iSqquqbT7IU1aAGfRjTCkla/QzBruv4bx0F7v0aIcS9GZ2Z2CofJWX7r2OwOvA3nmTs078hNNiqbyoWMBlKJBLGyMgIr776Op99dga/38/XvvYCjz76KAUFBfc1qfGrmM1mPvzwQzIzM1ixYjk//enPuXr1Gt/61ksylEgktNBgC+Pnf0aw4zJGRzrJm7+LtXQjRluKvuldDAbDxNCiIpKSbFy5co329g7cbjdlZWVT9sgZU/JQx/oZP/tTfDeP4Lt9Auf6r2PJX4ViMOqbCyGmQTGaMSbnYsooQfO5CXZcIeJqRzHbMKUVThnuxcIiqxKJhNDa2sZbb71FfX0DmZmZPP/8c6xatXJaY5XvVzgc5o033uLHP/4xhYVFZGdncf36dX7847+WVYlEwvK3nMN34zChwWYsJetJWvkk5pxKFMP0JhPHjI6OcuXKVd555x0CgSCrV6/ixRdfICfni++t0HAboe4b0QcmC7Yl2zBYJZwL8bA0TSMy0oW/6TTeug8wOrOwVewgafUzslvyAifBQCx6589f4MiRIzQ3t7Bhw3r27NlDRUX5tFc3eRCjo6OcO3ceVVUpKSlmbGyc6upqbDZZDUUkFk1Vo3fs648RcfeStPoZbJU7MKY+eE+d3x+goaGBQ4cO0dLSSlVVFc89d4CqqqX6pkKIOIp4XdHQf+VNMJqwVWwnqeYFDGbZ72ChkmAgFi1VVTl69DjHjh2jr6+PJ598gu3bHyE/P/+BL0iEENOnRUJ4rr2Dv+ETtKAHR82LWCsewZiUrm9631RVpa2tjY8+OsqZM2coLS1l//5nWb9+nb6pECKO1KCXYMdlxi++ihbyYy3dgGP9NzEmpembigVA5hiIRSkUCnHo0GGOHj2K2+3mxRdfYOfOx8jOzpZQIMQsUAMePBd/gb/xFIqm4dz0HWwV2zDO0FKhiqKQnp5OYWEhJpORK1eu0NHRgcGgUFJSIu9zIWaJYjRjTMnDlFZAeLCFYF89kdEezFlLMFid+uZinpMeA7HoeL1e3nzzLc6fvwDA1772NTZsWIfDIWOLhZgNEc8wnou/INB+GYM9FeeGb2EpXINijs9QOpfLxZkzZzl48B2Sk5PZvn07zzzz1JSTkoUQ8aGpEcL9jYxfeYNQbz3m/BU4138dc3alvqmYxyQYiEXF5XLx+uuvc/nyVVJSkvnGN77B6tWrHngXYyHE/QmPdDF+4RcEu2sxZZTgXP9NzLnL4j4hcXzcw6VLl3jjjTcB2LJlM88//1xcFhgQQtyDphEabsNX9wH+xtOYsstxrH0ea7EM8VsoJBiIRaOnp4dXX32NGzfqKCkp5sUXX6Cqqiquk4yFEJ+LLUca6mvAUrweR/V+zFlLQJmdLXP8/gC1tbW89trrjI+PU1NTzTe+8Q3S0mSssxCzKezuxVd/DF/dB5hS87Gvehr70sf0zcQ8JHMMxKLQ2trGyy//grq6Oqqr1/C1r71IZWUlRqOsVy7EbAj2NeA5/3NCffXYlu2OhoLMslld19xkMpGTk0NBQQEdHZ3culVPf38/ZWVlMpRQiFlksDoxpRVisDoJtJ4nMtyBYjRHbxSIeU2CgVjwmptbePnll2louM2OHdvZv/9ZSktLZfKhELMk2HOT8fM/IzzYjH3lkzhWP4MpNV/fbFYYDAaysrIoLi6ir6+furo6enp6KS9fgtMpEyGFmC0Gix1TagGKPYVgx2VCQ61gMGDOKp/VGwbi/kgwEAtaQ8NtXn75FzQ1NfH447t5+umnyM+fmwsSIRJRoPMqnou/IDzcTtKa/SStfAKjM0vfbFbFViwqKipieHiY2tob9PT0UlZWRnJysr65ECJOFJMVU2o+RmcmwY7LhAdb0TQVS06FhIN5SoKBWLDq6up45ZXXaGtr44kn9vHEE/vIzs7WNxNCxEmg4xKei68RHunCUfMC9uV7MDoy9M3mhKIopKWlUlRUiNfr5erVq3R3d1NaWkJKSoq+uRAiThSTBVNKHgZnFqHOq4QHm9EiYSw5lbM2/0hMnwQDsSBdv17La6+9RmdnF88++yx79jxOZmamvpkQIk78zZ/ivfImkbE+nOu/gX3pToxJM7NHwUxKSUmhsLCQUCjMxYuX6OnpoaCggPT0h99kTQgxPYrRhCklF2NKLsHuWsIDjWjhMOacShSDhIP5RIKBWHCuXLnKG2+8QU9PLy+++Dw7dz4mq44IMYt8jafwXn0bdXwI54aXsFU+isE2f4foOJ1OCgsLAbhw4SJdXd3k5+eTkTE/ejeESASKwYQxJRdTah7BnpuE+m+jhXxYcqvAIAuFzBcSDMSCcu3adQ4efIfu7h4OHHiWRx99lNTU+XeXUojFKtB+Cc/Vt1A9LhzrXsRWsWNeh4IYhyOJ3NxcVFXl0qVLDAz0k58vPQdCzCbFYMTozMbozCDc30B4oAkUBXNulb6pmCMSDMSCUVd3k9dff4Pu7m6ef/45du3aKWOFhZhFga5aPJdeJeLuw7nhm9iW7sRgXTgr/TgcDgoLC1AUhbNnz9HX109JSYncXBBiFikGI8aUPIzOLEK90Z4DjKaJPU9kQvJck2AgFoTbtxt57bXX6erq4vnnn2Pnzsdk6UEhZlGw5yaei69MTDT+Gvaq3RgsC29X4aSkJAoLCwCN8+cvMDg4IKsVCTHLFMWAMSUXgyODYPd1QgO3UYwWzJkSDuaaBAMx7zU3N/Paa6/R0tLKc8/tZ9euXbJZkRCzKDTQxPj5nxMebptYfehxDNaF+x602+0UFBSgqhrnzp1naGiI0tIyudkgxCyKhQNjUjqBzmuEB5pQLA7MmaX6pmIWSTAQ81pHRwevvPIqjY2NPPPMM+zZ87icvIWYRaHBFsYvvEx4oAlHzfPYl+9ZEHMKvko0HOTj9wc4f/4Cw8MuKirKSUpaeL0gQixU0XCQhyEplUDnFcKDLShWB+aMEn1TMUskGIh5q6uri1deeZVbt+p58skn2Lt3j8wpEGIWhV2deC78nFBvPUmrnyZp5RMYbIvnPZiUlERBQT5er5eLFy8yMjJKRUU5drtd31QIESeKwYgpNR+D1Umg/TLhoTaMSemY0gr0TcUskGAg5qX+/n5+8YtXuHGjjscff5wnn3xCliQVYhZFxgcZP/dTgt03sK98kqRVT2G0L773oMPhoKAgn9FRN5cuXWJ0dJSlSyuxWq36pkKIOImFA8XqJNB2gYirA2NqPsZk2bR0tkkwEPPOyMgIL7/8CteuXWPnzsd4+uknZb1xIWaR6nfjOf9zAu2XsC3bjWPNs/NmR+N4cDqdFBTkMzQ0xJUrV/F4PCxbVoXZbNY3FULEiWI0YUwrQDHbCLSeJzzahTlzCYakxXdDYj6TYCDmFa/Xx6uvvsaFCxfYtGkjBw7sJysrS99MCBEnWiiA59Kr+Js/xVb+CI7q5zA6F/97MCUlhby8fDo7O7lxo45wOExVVRUG2ZVViFmjGE2Y0gpQjBYCzZ8RGRvAnFO1oBc7WGjkE0/MG6FQiHfeeYdz585TWVnB/v37yc6WbkQhZo0awXvtHfxNpzHnLsNRfSChuvJLS0v4+tdfJDMzkxMnTvLRRx+jqqq+mRAijgwWB/Zlu7Ev20OwuxbPxVdQA+P6ZiJOJBiIeUFVVT744AgnT54iJyeHr33txYm1xoUQs0LT8N78EG/9UQzObBzrvo4xNV/fatFbunQpX//61zCbzXz44UecPXtO30QIEWcGWzJJq5/GWroRf/sFPJffRAsH9M1EHEgwEPPCyZOn+Pjjo9jtdr7+9a9RWVmpbyKEiKNA6zm8N95HMZpI3vgS5uzEfA8qikJ19Rq+9rUXCQQCvPvuIW7evKVvJoSIM6MzC0fNC5izyvE3nsRb+x6aGtE3EzNMgoGYc9euXefw4cOEw2G+/vWvsXr1KhTZ+VCIWRPquYnnyltoIT/ODS9hKViT0O9Bo9HIpk0bee65A/T39/PGG2/S3t6ubyaEiDNTejHO9d/E4MjAd+tjfPXH9E3EDJNgIOZUa2srb775FiMjo7zwwvNs2LAeo9GobyaEiJPwaA/jl14lMtaHc92LWMs2g0HegxaLhR07tvPkk09M7L7+BoODg/pmQog4M+cuw7nhJTQUfLXvEWi/rG8iZpAEAzFnhoaGef31N2hvb+fZZ5/hkUe2yfKAQswiNeDBc/FVQgONJK15Fmvloygmi75ZwkpKSmLPnj3s2LGdGzdu8Prrb+D1+vTNhBDxpChYitbiXP911KAHz5U3CLs69a3EDJFgIOZEIBDg7bffpq7uJjt27GDnzp2y26gQs0hTw3ivHSTQcRnbkm3Yl+/FYEnSN0t46elpPPPM06xatZKLFy9x+PBhWalIiFmmGIxYl2wlac0BwsPtjF98FdU/pm8mZoAEAzHrVFXlyJEPOX/+AlVVS3nmmadISUnWNxNCxJGv/ji+2ycwpReRtPY5DPZUfRMxITc3lxdeeH5iGdMTnDlzVt9ECBFnBrMNe9VObOWPEOy8iufq22hqWN9MPCQJBmLWXbx4iaNHj+F0OnnhhRfIzc3VNxFCxFGwpw5f7XsoBhOO9d/ElFaobyJ0lixZwte+9iKRiMqhQ4doamrSNxFCxJnBlkxS9QHMWUvwN57EV39c30Q8JAkGYla1t7fzzjvv4PP5ePHFF1i6NDGXRBRiroTdfYxfeo2I14Wj5kUsBav0TcQUFEWhpmYtzz77DL29fbzxxlsMDQ3rmwkh4syUVoBj/TdQzLboZOSu6/om4iFIMBCzZnTUzRtvvElXVzdPP/0kGzduwGCQ/4JCzBY16MVz6TXC/Y3YV+7DWr4NRVYgmjaz2cyjj+5g+/ZHuHXrFm+//TaBgGy6JMRsM+etwFHzIhHfKJ7LrxN29+mbiAckV2ViVoRCId555x1qa2+wefMmdu3ahcUiq58IMWs0Fe/1QwTaL2IpqiZp5ZMYLDLh/345nU6eeeZpKisrOX/+AkeOfIimafpmQog4UgyG6GTkVU8SHmjCc+k11IBH30w8AAkGYlYcO3aczz47Q3FxMfv3P0tqqkx0FGI2BVrP4as/htGRiaPmaxgdmfomYpry8vJ48cUXcDqdHD16jEuXLumbCCHizGC2YV++D0txDYH2i3ivHwIJ6Q9NgoGIu7q6Oj788EMsFgtf+9oLFBbKREchZlN4tAfPlbchEsCx/huYspbom4j7VFW1lBdffAGfz8fbb79DT0+PvokQIs6MjnQcNS9iTErH13CcQMcVfRNxnyQYiLgaHR3l7bcPMjIywnPP7WflypX6JkKIONLCQbxX3iA80ol9xT6sJetRFEXfbE6FQiF8Ph9ut5vh4WH6+/vp6ellcHCQkZERxsfH591YfoPBwMaNG9i3by+dnZ28/fbBefd7FCIRmDKX4Kh5EcJ+PFffIjIuO5Q/DEWTwZEiTiKRCC+//AuOHj3G9u2P8J3vfFs2MRNilnlvHMZz8TVM2eWkPPabszaEKBAI4HK5GBkZxe1243K5CAQChMNhQqEw4XCIcDhMOBwmEomgqiqRSIRIREVVI6iqhtFowGAwYjQaMBqNmEwmAMxmC2azCbPZhMlkxmw243Q6SUtLJTU1+pWenq7/LcWFy+Xif//vH9PY2MgLLzzH008/rW8ihIgzLeTHc/EVvDc/wrb0UZK3/RqKMfp5Ie6PBAMRN2fOnOUnP/kpaWmp/M7v/A75+Xn6JkKIOAr21eM+8edo4SCpu36IJX+FvslDGx11Mzo6wujoKCMjo5PfPZ5xvF4vXq8Pv9+Px+MhHA5jNBoxGAx3fUUv8KMX+SaTCbPZjNFomAwQ0e9hQqFomNA0DVVV7/putVpJSrJjt0e/kpKSSE1NITU1bTIspKWlkpaWhtVq1f8xHkpDQwN//ud/idFo4Pvf/z7LllXpmwgh4iwy1s/o8T8hMtKDc8t3sVft0jcR0yDBQMRFb28vf/qnf8bQ0BC//uu/xsaNG/VNhBBxpAbGGTn2vwj33sS58TvYVz7x0EuTqqrK4OAgPT299Pb20tfXi9s9js/nxefz4fX68Pl8GI1GnE4Hqalpk3fx09LSsNlsmEzGiV6Az3sCYr0Cd/YOKIoBVY1M9iJEexXuPI72LEQiEUKhMGNjY4yOjuByjTI6OsLIyCjBYACTyTwZFqKBwU5GRgb5+fkTX3kkJSXp/6j3JRKJcPTocX7xi19QVbWU3/zN3yAlJUXfTAgRZ4GOK7hP/AUGWzIpu34Hc2aZvon4ChIMxIwLhUL89V//mHPnzrN//7McOLAfs9msbyaEiBNNVfFcegVv7WGspRtJ3vZrGGxOfbNpGRwcpLu7h97eHnp6enG5XBO9BKMoCqSkpJKeHrsrn0Z6eipJSQ6SkpK+cAc/Xp8DqqoSCAQmeyh8vtj36LyFaC9GNCyMjLgYGxvH6XRO/J5TyM7OIS8vl4KCaFh4kCGPHo+Hn/zkp5w/f4G9e/fy0kvfkH1ahJhlWiQ8MXzyFSzF60h59DcwWB36ZuJLSDAQM+7IkQ95/fU3qKio4Pvf/8ekp6fpmwgh4sjfcZmxk3+FwWIj5fF/jjmjRN9kSqqqMjzsoqenh56eHnp7+3C5hifmCYyiqhrZ2dnk5+dTWFhAZmbGlCHAaHy4nomZFAgEJnozYr0aXkZHR+nri05w7unpYXx8nKSkpMnejdifMdajYLPZ9D92Sp2dnfzZn/0FY2Nj/Oqv/gobNqzXNxFCxJnqd+M++VcEu2tJqn4O57oX9U3El5BgIGZUc3MLf/7nf0EoFOK3fus3WLZsmb6JECKOVL+bkQ//kPBQK8k7fh17xaPwFasQDQ4O0tTURFNTMwMDg4yORucKqKp6VxDIyMggJSVlYnJv2oLdpFBVVcbGxnG7P58T0dfXd1dQcDgck3MTSkqKqKiooLy8/Et7PTRN49y58/zN3/wteXl5/LN/9sNZmwQthPhcaKCJ0aN/BJpG6uP/HHNOhb6JuAcJBmLGBAIB/uIv/j+uXr3Kt7/9LfbseXxe3TkUIhGMX3wF77V3sZZvI/mRX8Ngnvpu9/j4OLdvN9LU1ExXVycDAwMMDg5is9koLy+nvLycvLy8RREEvoo+KLhcI7S1tdPc3ERHRydOp4Ps7GxycnJZsqSUiooKiouLp/x8CwaDvPLKaxw9epQ9e/bwne98S4YUCTHbNBVv3UeMn/sHLEVrSdn9QwymmV10YLGSYCBmzLFjx/n5z19m2bIqfuM3foDT+WBjmoUQDybYe4vRY/8LxWgibd+/xJRedFc9EAjQ3NxCU1MT7e3t9PcPMDAwgKIolJcvoby8nOLiIrKyssnOznroSbkLVSQSweUaYXBwgL6+flpbW2hqaqG7u5v09DSys7PJy8ujvLycysoKcnNz79obor+/nz/+4z9hdHSU73///6C6uvquny+EiD/VP477kz8j2HsT5+bvkrRir76JmIIEAzEjent7+Z//848ZHx/nn/7TH1JVtVTfRAgRR2rQy+jRPyLUexPnlu+RtHzP5BCizs4ubt68SXNzdKjQwMAAgUBgomdgCaWlJWRlZZGdnS2BXicSiTA0NMTg4CC9vb00NTXT2tpGf38/WVlZ5OREQ8LSpUtZtWrl5MTlc+fO8Vd/9deUlZXxwx/+jqxSJMQcCPU1MPLRH2KwOkjd97uYUvP1TYSOBAPx0CKRCH/91z/mzJmzPPfccxw48OyUXexCiPjx1L6H58IrWIvXkrzjBxisDtra2rhy5Rq3b9+mt7eXsbExSktLKS8vp6SkmJycHLKzs0hNTdX/ODGFUCjE4OAgg4ND9PT00tLSTFNTM263m5ycHIqLi1m9eiVr1qzBbDbzd3/3D5w9e5Znnnmar3/9a/ofJ4SINzWC5+rbeK68ia3iEVJ2fB8MsvHZl5FgIB7a2bPn+Nu//VuKior5nd/5LdLSZBUiIWZTaKiN0aP/Ey0cJG3fv6DVFeHates0NTXT2dmJ0WikpqaaqqplZGZmToYBGfv+4ILBIAMDgwwODtDd3UNdXR03b94iNzeHwsJC1qxZQ2ZmJj/+8d8QDof57d/+LelJFWIORLwu3Mf+F+HhdpyP/Br2iu36JuIOEgzEQ3G5XPy//+8f0d/fz2//9m9RXb1G30QIEUdqOIj7kz/D33aBwayt3PTn0NjUTGdnFw6Hg5qaapYvX05RURE5OTn6l4sZ4PP56enpobm5idraOm7evEl6ejpFRUW43aPculVPdXU1/+Sf/Pa0lz4VQsycQNc13Ef/GIMzm7R9/wKjM0vfREww/uhHP/qR/kkhpkNVVd588y2uXr3Krl072bVrpwwhEmKWeW+fZODs69zqD3K8J4mrN25hNJrYsmUzu3fvYv369VRUVOBwyCY/8WI2myaDQGFhISUlxfj9fm7cuEEwGKCvr4/29nYcDgcrVizXv1wIEWdGRwZqwEOw4zJoEaxFNfomYoIEA/HAbtyo46233iY7O4vvfveXSE5O1jcRQsRRy61rdB/5Y/q62jk+mImalM2OHTt47LFHWb9+HWVlZQm7stBcMBqNpKWlUVRUSGFhAaWlpaiqytDQEB0dnTQ2NmGzWSkpKfnS/RCEEDNLMRgxpeYT7LpGaKAJS/ZS6TW4BwkG4oEEAgF+8pOf0tvby3e+822WLavSNxFCxInL5eLo0WP0nP4ZofaLjKYso+yxb7Pj0UdZt24dxcVFMmRlDhkMBlJTUyksLKCgoJDKykpCoRCXL1+mvb0dj8eDyWQiOztb5nkIMUsMVgeK0Uyg5RwR7wi2JZtRDDLKQU+CgXggn332GcePf8KaNavZv/9ZTCaZ5S9EvIVCIS5cuMj7739A46UTlHqukF+yhLL9/4JV67dQWFi4aDchW4gMBgMpKckUFhZQVlZGd3cPnZ0dDA4OMDAwSF/fABkZ6dLbKsQsMTqzCQ21EOq9hSk1H1N6sb5JwpNgIO7b6Kibv//7nxAI+PmVX/meTGgUYhY0NTXx/vvv8+mnn9He3s5jWS6qciwU7vweedV7JBDMY4qikJGRTnp6Gjdu1GEymUhNTaWuro7u7h58Pi85OTnybyhEnCkmC8akdAKtZwiPdmMr24QiOyLfRfowxX07evQo3d3dbNu2jSVLlujLQogZ5HK5OHToPV599TVOnTqN0+ngm7tWU51nIrOihuQVj09uZCbmt7Vrq9m4cT0mk4mysjIef3wXbW2tvP/+B/zsZz/n6tWrRCIR/cuEEDPInFuFdclWIsMd+BqO68sJT3oMxH1pb+/glVdeISnJwS//8ndlN08h4iQ6bOgC77//ARcuXMTn8/P447vZtWMbpWPnMQXdOLd8F3N2hf6lYp4ym81kZGRw7tx5QqEgzz13gCVLljA+7uHq1Wt0dXXR1zdAamoqqany2SpEPCgGI8bkXPyt5wgPt2MpqsZgk+F8MRIMxLSpqsovfvEqTU1NPPfcAdaurUaRO5VCzLjBwUEOHnyH06c/paWllerqap566gk2bdpI6lgDgdufYC1eS9Ka/ShGmd+zkKSlpTI8PExt7Q3S0tLYvXsXBQX5ZGdn09LSys2bN+nu7kFVVQoKCmRyshBxYLAlQyRIsP0SWjiItXi99LxOkGAgpu3GjRu8++4hiouL+MY3vi6rnggRB9evX+fddw9x4cJFzGYLBw7sZ8eOR1i6dClmNcDYpz8GNUzyI7+KKSVX/3IxzxkMBnJzc7l48SJtbe2sXVtNUVERRUWFFBQUAHDlyhW6urpwu90UFhbKZ60QM01RMCbnEey+QXigEXOOLF8aI8FATEsoFOLv//4fGBwc5Nvf/rbMLRBihgUCAT766GM+/vhj6usbWLVqFQcO7GfDhvWkp6ejKAq+Wx8SaDmDbelj2Kt2oShyN3khcjqdqGqES5cuE4lEWLu2GrPZTE5ODgUF+aSnp9HQcJumpmb6+/vJyMgkPT1d/2OEEA/BYLGjGC0EWs6gBsexlW2RXgMJBmK6Ll++wocffsSqVSt55pmnZXlSIWZQdOjQu5w6dZqRkVH27dvLnj2Ps2xZ1eR7TfW6GPvs7wCFlO2/jtGeqv8xYoFQFIWcnBxu3LhBc3MLy5cvn7zwdzqdFBYWkpubi8vl4vr1Wnp7+wBkaJEQM8zozCLUe4vwQBOmnEpMybLKogQD8ZUCgQD/8A8/YWTExS//8i+Tn5+nbyKEeEDXr9fy7rvvcvHiRVJSknn++ed45JFt5OXl3TWHx1v3AYG2C9irdmGv2C53thY4m82G0Wji/PnzBAIB1q9fN/nvbTabyc/PIy8vD7PZzJUrV+ns7JShRULMMMVkQTHbCTR/hup3Y1+yFRK8Jzax//RiWq5cuUprayurV6+mslJWQBFiJgQCAY4c+ZA333yLq1evUV29hm9/+1s88sg20tLS7mobGR/EV38cxZaMffk+CQWLxPr16yguLubates0NzffVTMYDFRWVvDUU0/yzW9+g3A4zPHjn/Dzn79Mc3PLXW2FEA/OUliNOaeKUO8tAj039OWEIz0G4kv5/X7+/u//Abfbzfe+J5uZCTETxsfHeeuttzl58hRjY2M8/fRT7N69i8rKSoxGo7453tpDBDuuYF+2B1v5tsk7yx0dHfzn//xfOHz4fRobG1m7tlqG+S0gFosFk8nE+fMX8Pl8bNiw4QsrvSUlJU0OLXK7x7h69Sq9vX0kJdnJz8+/q60Q4v4pRjMGq5NAy6eoXhf28m0J3WuQuH9yMS2XLl2mvb2d6upqKirK9WUhxH0aHR3l1Vdf5+TJU6SkJPPtb3+LPXsep6io6AsXhQBhdz/+2ycx2NOwL9sz2WZ01M2f//lfUlCQz9atW7ly5SrHj3+if7mY59atq6G0tJTa2hvcvt2oLwNgtVqpqVnLiy8+z759e2lra+Xttw9y6tQpNE3TNxdC3CdzwSosecsJ9TcQ6LymLycUCQbinvx+P0eOHEFRFJ566gm5EynEQxocHOTll1/hzJkzrFixnJde+iZbtmzG6XTqm07y13+M6nVhW/ooxpTPe+xu377NjRs3eOmll3jppW/w/e//H5SWltz1WjH/OZ1O9u3bi9/v54MPjqCqqr4JTAwtKisr44kn9vGNb3ydkZFRDh16j48/Piq7JQvxkAxmG/aVT4Gq4r1xGDUc1DdJGBIMxD2dP3+Bjo5OampqZHlSIR5SV1cXL7/8Cy5cuMDmzZt4/vnnWbFixZcG7vBoD/6mTyd6C3bf1aNw8+ZNLBYLKSnRHTs3b97M8uXL73i1WCjWrq1myZIybt68SX19vb58l/T0dLZv385LL32TUCjMBx98wOHD7xMKhfRNhRD3wZy/Ekv+SkIDjYQ6r+rLCUOCgZiS1+vlww8/wmQy8dRTT37pxYsQ4ss1Nzfzi1+8ytWr19i5cyfPPvvMtO7u++uPofpGsFXtxOjMvquWlJR012OxcDkcDvbu3UsgEOD99z/4yh4Aq9XK5s2b+Na3XsJisfDxxx9z8OA7eL0+fVMhxDQZzDbsqyZ6DereBzWsb5IQJBiIKV29eo2uri5Wrlw5rQsYIcTUbt9u5O233+HWrVvs2rWTffv2kpf31Uv+Rrwu/C1nUWwp2Cof1ZcpKChgeNjF4OAgAG+++RZvvvmWvplYINasWU1xcTH19Q00Nd29QtFUzGYz69bV8Pzzz5GcnMKJEyc5dOgQ4+Pj+qZCiGky5y7DnFNJaLCZYF+DvpwQZFUi8QXRXY5/wujoKP/oH32X3NxcfRMhxDRcvnyFQ4feo7GxkX379vLEE/vIzs7SN5uSv+E4gdZz2Cp3YK/coS9js9no6+vjo48+5ty585w9e5YNG9ZTUSFLCi9EFosF0Lh8+QqhUIgNG9ZPORn9TgaDgfz8fDIyMujq6uL69et4vV6Ki4ux22WvAyHul2I0oZhsBFrOoIX8WEs3f+X7cLGRYCC+4MaNOo4cOUJFRTkHDuyfcvlEIcS9qarKZ5+d4fDh9+nq6uKZZ55mz57Hv7A/wb2oQS9jn/0tREKkbPtVDFPscuxwJLFkyRK8Xi8pKSls2bKZvXv3yPt1AcvIyODixUt0dXWxdm01KSkp+iZfoCgKubm5ZGdnMTw8zKVLlxkbG6eoqBCHw6FvLoT4CgZHBoGOK4SH27AUrsGYFN2VPFFIMBB3UVWVn/3s5/T19fPSS9+kpKRY30QI8RU+/fQzDh16D7fbzbPPPsOuXbtITr73ykN6/paz+BuOYy1eT9KKvffc0CwtLZX169exfv06qqqWSihY4Gw2G+PjY9y4UYfZbGL16tX6JlNSFIXs7GxycnIYGxvnwoULuN1uSkpKJBwIcZ8UoxnUMMGOS6CpWEvW65ssajLHQNylubmF+voGCgsLWb16lb4shPgKly5d5tCh9/B4PDz//HPs3r0Lh2P6E4W1SBDfzQ9BMWJfsS+hN9pJRNu3b8fhcHD+/AVcrhF9+UtVVFTw3HP72bRpI+fOnefgwXcYGbm/nyGEAGvZZgxJaQTaLxIe7dWXFzU544i7fPzxUUKhEDt27JBVT4S4T3V1Nzl48B1GR0c5cGA/O3Zsx2a7v7Hewe46wkOtmHOWYs6u1JfFIpednc2GDetwuUY4e/asvvyViouLOXBgP+vW1XD27DneffcQPp+sViTE/TA6MrAt2YYWGMffdEpfXtQkGIhJ3d3dXL9+nYyMDDZt2qgvCyG+RFtbG2+//TY9PT08/fRTPProjokJpfdBjeCt+wA0FfuKfSgms76FWOQURWH37t1YLBY++eQEXq9X3+Qr5efnc+DAASorKzh9+lPee+8wgUBA30wI8SVsVbtQzHb8TadRfaP68qIlwUBMOnnyNF6vly1bNpORkViTbYR4GD09Pbz55ls0NTWzb99edu/ehdVq1Tf7SqGhVkJ99RjTi7EUTm98uVh8iouLWbVqJX19fVy+fEVfnpaSkmJeeOF58vPzOHbsOB98cIRQKDHXZRfiQRhT87EUr0MdH8TfdkFfXrQkGAgA3G43586dw+Fw8OijX1wzXQgxtaGhId588y1qa29M7lPwoBM+fY2nIBLCXrEDg0WG8iUqg8EwucLU0aNHH/iCvqqqihdeeIGUlBQ+/vgox44dQ1VVfTMhxBQURZlY/MGAr/44WiQxdheXYCAAuHbtOi6Xi9WrV5GXJ/sWCDEdIyMjvP32QS5dusTWrVt46qmnSE394tKi06H6xwi2X0SxJGEt26QviwRTWVlJWVkZbW3tNDc36cvTtmbNal544XnMZjMffHCE06c/RdM0fTMhxBRMmUswZZUTcXUQHmjUlxclCQYCVVU5eTI6uWbnzsf0ZSHEFDweDwcPvsOZM2dZv349zz77DFlZmfpm0xbovIrqdUXXzXZObxM0sXiZzWYeeWQbqqpy6tRpfXnaFEVhw4b1PP/8c4TDYQ4deo8LFy7qmwkhpqAYTdGd57UIvsaT+vKiJMFA0NbWTmtrK0VFRZSXl+vLQgidSCTC++9/wOnTn1JZWcGBAwfIz8/XN5s+VcXfcBwA+9Jd99y3QCSWmpoanE4n16/X3vfSpXcyGo1s3bqFAwf2MzY2xjvvvEtj44P3QgiRSKzF61CsyQQ6rhLxuPTlRUeCgeCzzz4jFAqxdevW+19FRYgEdP78eY4dO05mZiYvvPA8xcVF+ib3JexqJzTYjDG9CHPOUn1ZJKj09DTWrl2L2+3mypUHm4QcYzabefTRHTzxxD66uro4ePCg7HEgxDQYHelYi2vQ/G6CHZf15UVHgkGC83g8XLx4CZvNxqZNG/RlIYROe3s7hw4dRtM0nntuP1VVVfom983XNDHpuPwRFPP9r2YkFq/HHnsURVE4deo0kUhEX74vVquV3bt3s3HjBurq6jh8+H3C4Qeb2CxEIrFV7QRFwXf7BJr6cO/D+U6CQYKrra3F5XKxatVKsrJkXLMQX2ZsbIy33z5Id3c3+/btZcOGhw/TamCcQOt5FLMdS9lmfVkkuLKyUkpLS2hvjw75fFgpKcns3/8s+fkFnDp1mtOnP9M3EULomLPKMWWWEh5uJTzYoi8vKhIMEpiqqhw/fgKAXbt2osi4ZiHuKTav4OrVa6xbV8Pjj+/GbH74DciCXddRPcNYClZhTM7Rl0WCM5vNbNu2jUgkwqefzsxFfHFxMc89dwCj0cj7778v8w2E+AqK0YytYgeokUW/E7IEgwTW1dVFc3MzBQUFVFZW6stCiDucO3eeTz45QU5ODvv37yclJUXf5IH4bkfDub1qt4RzMaUNG9aTlJTE5ctXcLvd+vIDWbeuhieffIKBgQGZbyDENFhLNqBYkgi0X0INjOvLi4YEgwR27tz5iUnHmx9ol1YhEkV7ezvvvffe5LyCsrJSfZMHEhkbINR/G0NKLubcZfqyEABkZGSwZs1qRkZGuHHjhr78QEwmEzt3PsamTRtlvoEQ02B0ZGLJX4XqdRHqvaUvLxoSDBJUKBTiwoWLWCwWNm2SzZSEuJfP5xX0zNi8gphA5xUIB6LL4cmkY/ElYjvSnz17Tl96YE6nk2effYbCwiKZbyDEV1EUbJU7AAi0nNVXFw0JBgmqvb2d/v5+lixZQk6OjGsWYip3zitYv37djM0rAEDTJk4uCrayLfqqEHepqCgnKyuLxsYmhodnbi31oqIinn/+uTvmGyTG7q5CPAhz7jIM9jSCPXWo/pkZ1jffSDBIUBcuXETTNDZu3CDjmoW4h6tXr/LJJyfIz8+b0XkFAJGxPkKDLRhS8zBlzMzQJLF4Wa1W1qxZg9frpba2Vl9+KNXVa+6Yb/AuHo9H30QIARisDiwFq1D9bkI9N/XlRUGCQQIKhUJcvnwFi8XC2rXV+rIQAnC73Rw6dJhQKMSBA/spLS3RN3kowY4rEAlGhxGZZqgXQixqmzdvhIn5YTMpNt+gpmYtdXV1M7b6kRCLkXVJtIfX33JGX1oUJBgkoNbWVgYGBigvX0JmZqa+LIQAjh49RmtrKxs3bmTdunX68sPR1ImTioJN9i4Q01RWVkZWVhbNzc0MDQ3pyw/F6XTy9NNP43Q6+eijj+nt7dU3EUIA5pwqDEnpBHtvLcrhRBIMEtDnw4g2yjAiIabQ1tbGJ5+cID09naeeenLm5hVMiIz2Ehpuw5iajyl9ZnsixOJltVqprl6D3+/n+vWZHU4EsGRJGbt372JgYID33z/y0DstC7EYGawOzAWr0QLjBLtn/n041yQYJJhQKMSVK9FhRNXVa/RlIRJeKBTivfcOMzo6yt69eykqKtQ3eWiBjssQCWMtWS/DiMR92bQpOpzo/PkL+tJDMxgMPPbYY5SUlHD+/PkZn8sgxGJhK98GQKBp8Q27k2CQYFpaWhgYGKS8vFyGEQkxhStXrnD16jUqKyvZvn3bzPeqaSqB1nOgKFiXyDAicX/KysrIzs6ipaWFwcFBffmhpaen8fTTT00GZJmILMQXmbMrMTgyCPY3EPEM68sLmgSDBHPhwiWYuOs04xc8Qixwbreb9957H0WBZ599huTkZH2ThxZ29xJytWNIycOUVqwvC/GlosOJqvH7/dTWzsxmZ3o1NWupqVlLU1MzJ0+e0peFSHgGix1L/iq0oJdgT3zeh3NFgkECUVWV69evYzabZRiREFM4evQYbW1tbNq0iZUrV+jLMyLUXRcdRlSwGsVo0peF+EqxTfauXbumL80Iq9U6ORH544+P0tXVpW8iRMKzFtcAEOy4qi8taBIMEkhfXx8DAwMUFRWSkZGhLwuR0JqbW/jkkxNkZGTw5JNPzPiE45hg13UALEWyVLB4MGVlpaSkpNDY2ITf79eXZ0RZWSm7d+9iaGiIw4ffl4nIQuiYc5eB0Uqo7xZaOKgvL1gSDBLIjRt1qKrKqlWrZBiREHdQVZXDh9/H7Xazd+9eCgtnfsIxgBryE+y/jWK2Y86u1JeFmBabzcbSpZWMj4/T0tKqL88IRVF47LHHKCsr4+LFS9y6dUvfRIiEZrCnYsosRfWNEnZ16MsLlgSDBBJb3m7t2rX6khAJrampmevXr1NaWsr27dHVJuIhPNSCFhjDlFWBwerUl4WYttWrV0MchxMxMRH5qaeeJBgMcuSILF8qhJ51ouc31hO8GEgwSBA+n4/m5mZSU1MpLi7Sl4VIWKqq8uGHHxIMBtm7d09cJhzHBDujF3EyjEg8rBUrlmMwGKitvYGqqvryjFm7tpolS8q4dauBxsYmfVmIhGYpit5oDXRc0ZcWLAkGCaK5uRmPx8PSpZVYLBZ9WYiE1d7eTm1tLYWFhaxdG8cLdk0j0HkVUCbvMgnxoDIzMykoyKe3t5eBgQF9ecZYrVb27HmcUCjERx99FNcQIsRCY0orxODIIOzqIOId0ZcXJAkGCeLq1eidyjVrot3PQgjQNI2jR4/h9wfYvXsXDodD32TGRDxDREa7MSbnYEzJ1ZeFuC9Go5GVK1cSiUS4eTO+4/+rq6spKirixo06WlvjM6dBiIVIMZox5y2HSJBwf4O+vCBJMEgAqqpSW3sDo9HIihXxWYJRiIWoq6uLy5evkJOTzcaN0SUg4yXUewvUCJaCVSgGWaZUPLw1a6LLTsd7h2KHw8GuXTvx+/189NFRNE3TNxEiYVkKo8OJFss8AwkGCaC/v5/+/n4KCgpkt2Mh7nDs2HE8Hg/bt28nJSVFX55Rwe7oJjjmAum1EzOjrKwMu93O7duNcVu2NGbjxg3k5uZy7do1Ojo69WUhEpYlbzkoRoI9dWiLYKidBIMEcOtWPaqqsnz5MlmmVIgJvb29XLhwkdTUFLZti99KRACaqhLsqwfFIMuUihnjcCSxZEkZY2NjtLe368szKiUlhR07tuP1ejl+/BN9WYiEZUhKx5iSS2R8kIhnWF9ecCQYJICGhui4t6qqKn1JiIR18uQpxsbG2LJlC1lZ8e1JU73DqJ4hDMk5GJNS9WUhHtjy5csBaGi4rS/NuK1bt5CRkcGlS5fo7u7Rl4VISIqiYMqpBE0lPLjwV+6SYLDIqapKY2MjBoOB8vIl+rIQCWl4eJgzZ86SlJTEzp079eUZFx5sBk3FnFMJinzsiplTWVkBQGNjo7404zIzM9m6dQtut5uTJ0/qy0IkLEtO9MZraBFMQJYz1CLnco0wPDxMTk42qalyp1IIgLNnz+Fyudi4cQN5efFfISjYH72bGzt5CDFTiouLsVottLa2Eg6H9eUZ9+ijj5KcnMy5c+cYHl74wyaEmAnmnKUAhCY+6xcyCQaLXEtLC6qqUVFRgcEg/9xChEJhTp06hdFoZPfu3bMy7ybUFz1ZmHMlGIiZ5XA4yM8vwO0eo7+/X1+ecbm5OdTU1OByjXDlyuLZ1EmIh2FMzsZgTyMy0o0aGNeXFxS5UlzkYjtVxrqbhUh0zc3N9Pb2UV6+hKKiQn15xqlBL+GRLgz2VIzJ8e+dEImnsjI6ob2paXbGNz/66HYUReGzz84QiUT0ZSESjmI0Y8paghYOEHZ16MsLigSDRS427nTp0mg3lxCJ7rPPPkPTNLZt24bRaNSXZ1zE1QlhP6bMMhSj7F8gZt7SpdFgELsRFG+lpaUUFhbS1tZOV1eXvixEQlosw4kkGCxigUCA7u5ukpOTycnJ0ZeFSDjj4+Ncu3YNu91OdXW1vhwXwYnJaLGThhAzrby8HEVRZmUCMoDZbGbTpo2Ew2HOn7+gLwuRkMyxCcgTQ0cXKgkGi1hHRyd+v5/S0lJMJrlTKURd3U1GRkZZsWIFGRnp+nJchAaid3FjJw0hZlp6ehpZWVn09w8wOjqqL8fFxo0bsFgsXLx4kUAgoC8LkXBMGcUoJiuhweYFvdGZBINFLDbetKKiXF8SIiF9+umnADz66A59KW7CQ61gMGLKKNGXhJgRBoOBsrJSIpEIHR2zM745NzeX8vJy+vr6aWpq1peFSDgGSxLG1Hw0vxvVN6IvLxgSDBax2AmiuLhYXxIi4QwMDHD79m2ysrJmbc6NGhhH9bgwOrMxWB36shAzJvY5394+O8HAYDCwdesWNE3jzJkz+rIQCcmUWQpAZKRTX1owJBgsYp2d0UlhEgyEgMuXr+Dz+ampWUtSkl1fjouIuxe0CKYMeQ+K+CouLgKgs3P2Lkiqq9fgcDi4fr2WsbGFvUSjEDPBlB79rA8Pz05AjwcJBotUOBymr6+PpKQk0tPT9GUhEkokEuHs2bMoisLWrVv05biJnRyMadGLNiHiJXYDKHZDaDakpaWxcuVKRkdHqaur05eFSDixYBCSYCDmm8HBQQKBAHl5eTLxWCS8jo5OOjo6KS4untUetFgwiJ0shIiXtLQ0nE4nAwMDhELx3wE5ZseORwA4deq0viREwjFN3AQKj0gwEPNMR0e0OznWvSxEIrt8+QrhcJjNmzdhNpv15biJnRzME+NOhYgXg8FAQUE+gUCAgYEBfTluli5dSlZWFo2NjbhcC3fCpRAzQbElY0hKI+LuQ4uE9OUFQYLBItXVFQ0GRUUSDIS4du0aBoOBDRvW60txo6kq4ZFOFLMdgyNDXxZixsU+72drZSIAm83G6tWrCAQCs7bzshDzlaIoGNMKIRwgMjZ7AX0mSTBYpGLjTIuKCvUlIRKK2+2mu7ubnJwcsrOz9eW4UX0jaP5xjKl5KAYZzifiLxYMZns34lWrVgFw8+YtfUmIhPP5BOQ2fWlBkGCwSHV2dqEoCgUFBfqSEAmlpaWFUCjE0qVLMRhm7yMvtlydzC8QsyUWDGZzAjITe+WYTCZu3ryJuoA3dhJiJkwGA9fs9dzNpNk7S4pZ4/P5cLlcpKWl4nQ69WUhEsrt29Ht6auqKvWluAqP9gBgTMnTl4SIi7y8PIxG46z3GKSmppKbm8PAwOztvCzEfBX7zI+4e/WlBUGCwSI0ODhIKBQiPz8fRVH0ZSESSl3dTQwGA1VVVfpSXEXcfQCYknP1JSHiwul0kJqayvDwMIFAQF+OG0VRqKqqIhKJyC7IIuGZJoNBv760IEgwWIQGBgYBZnU8tRDz0djYGF1d3WRlZZKZmakvx1XEMwSAMVneh2L25ORkE4lEcLlc+lJcLV++DID6eplnIBKbweZEMdui5wBN05fnPQkGi9DQUPSCJCsrS18SIqE0N8/N/AIAdTwa0A1OeR+K2RMLwLHzwGypqKjAZDJx61Y92gK8GBJixigGDEkZaEEPWsinr857s3umFLMidkKY7TukQsw3t25F717G7mbOGk1D9QyhmG0YrA59VYi4matgkJ6eTk5ODr29fbPeWyHEfGN0ZoGmTfYcLyQSDBahz3sMJBiIxHbz5i0URaGycnYnHqtBL2rQi9GRCYp8zIrZE/vcn+1goCgKy5ZF5xk0Njbqy0IklFhPcazneCGRM9YiJEOJhIDRUTc9PT1kZWXO+ntBnRhbKvMLxGzLzIz+Xx8cHNaX4m7ZsmjP3K1b9fqSEAnFOBEMIhIMxFzTNI2hoSEsFgvJycn6shAJo729nVAoRHl5OUajUV+Oq9jJQOYXiNk2Vz0GAJWVFSiKIj0GIuEZndGbQhIMxJzz+/2Mj3tIS0ub9YshIeaTzs7oBmNzsft3rPvY6JBgIGZXamoqRqNxToJBeno6DkcS/f0DhEIhfVmIhCE9BmLecLlcaJomE49Fwuvtje4jkJc3+xuMqd7oMA7pMRCzzWKxkJKSgtvtJhwO68txpSgKOTk5BINBmYAsEpoxOQcA1TP7Q/oelgSDRSb2YZyRka4vCZFQ+vqiwSA3dw6Cgc8NEJ18LMQsy8jIIBQKMT4+ri/FXSyI9/REd/4WIhEZbE4wmlH9C28ncAkGi4zbPQZASkqKviREQunr68NoNM7J6lyRQPR9qNhkno+YfSkp0f93o6PRgDqb8vKiO33HeuyESEiKAYPFgeqPngsWEgkGi0zsDpHT6dSXhEgYHo+HsbEx0tLSsNls+nLcxU4GBpu8D8Xsi33+z2WPQazHTohEpVgdaCE/WmRhzbeRYLDISDAQAvr7+1FVlfz8fH1pVmj+cVCMGMx2fUk8hIYeL//tndbJr88aRvRNxDwJBr29vfoSly5e5vDhI1/4qq+/rW8qxIIXuzGkBTz60rwmwWCRGR+P/geUYCASWWwYw5IlZQDU19/+wsXIp6fPEArFZ3KmFhhDsdhlc7MZ1NDj5Y8Ot9PjCgIQDGv87HSvhIMpzGUwyMrKwmQyTTmU6NKlK1y6eFn/tBCLksEafR+qgdl/Hz4MOWstMtJjIMTnwxhKS0sAaKi/zaenzxC+IwhcunSZTz+d+XCgRUKoIT+K1aEviQcUDKv87HQvQ+NB/uWBUv7lgTL+5YFSyrLt/M0n3Yz5I/qXJDSnM/p/by6Cgc1mIy0tDbfbjc/n05fJzc3h6aefuOtr2bKl+mZCLHgGSywYLKx5BhIMFhkJBkJ8Hgxiu8ACpKamsHff45MXI+vW13DyxGm6u2d29RQt6AVNnTwpiIfX4wpy7MYwL23NIz/dCoDFZOCXtuexbWmavnnCczjmrseAieFEqqoyMDCgLwmRMGI3hzT/3LwPH5QEg0XG44kOJUpOlosSkbhi45u/bNne9etrsNmsNDe36EsPJdZtbJSJxzNmaDxEIKSyuvjuv9P8dCu/tquAZJts5ninWI9B7Hww2z5fmeiL8wz6+vrvGtJ35MjHDA/Lngdi8fl8KJH0GIg5ND4+jsFgwG6XSY8icQ0ODmE2m3E47j2cx263k5aWyvjYzN7Nia1IJEOJxFyZyzkGTMwzYOJ9KESiip0DFtqSpRIMFhFN0xgfH8dut2M0yh00kZg0TcPn85GUlITBcO+PuFAojN/v1z/90NSJFSgUc5K+JB5QptOM1WygtuPuC90xf4Sfne6VOQY6cx0MYr/+VD0W+jkGTzyx50t79oRYqGLnAC3o1ZfmtXufNcWCEw6HCQaDJCXJBYlIXMFgEFVVv3L/Ar/fx8iIG+dMD7uLRFfNUUwWfUU8oPx0C7tXZfDKmV56XAGYmJD889O9vHtRxrHrxc4BXu8XJ//Ohth7Lx7BW4iFInYO0CbOCQuFBINFJBSKbqJhsZj1JSESRmwllK8aTnftWi0A5eVL9KWHoqkTqxwZTfqSeECxicaZTgv/7Z22iX0M2jh+Y5jvbM+TOQY6JpMJRVEIBufmguTLgoF+jsHhw0dkCVOxOBmi5wAtMrMr38WbBINFJByO/uczygWJSGCxixGbLbp6TczoqJuPPjw6eTFy+dIVHn1sOwUFM7wJ2sRJQJk4KYiZUZWfxD97uoT89OhdOItJ4Tvb8ziwIVvfVEyEg9g5YbbdKxisX1/D+g3r7npOiMVKiV2LxW4WLRASDBaRcDg6ztZkkgsSkbgCgehQkzuHElUtW8oj27diMn/+3li/fh2PPLIV8x3PzYTJHgOD9NzNtKr8pIk9DKJfEgruzWg0zlkwsNuj773YezFm/YZ1X9jD4Omnn5CwIBYlxThxDpBgIOZKZOJOpQQDkcg+7zH4PBgsW7b0Cxcjj2yf+VAAn58EJu8WCTEHTCYTkcjcTMq22WyEw2FGRmRX6oWioaGB8+fPU1tb+4WeHvGAJs4BMpRIzJnPewxkvK1IXAMDg4yNjaGqqr40K2Ingcm7ReK+dHR08OHRT3jn8Iecv3hJXxbTNFdDifx+P++//z6tra3UXq/lZz/7Of39/fpmYp7QNI2f/eznvPLKq7z66mv8/Ocv87d/+3dztqLVYjI5nFR6DBYnTdPo6Oigrq6Onp6Z3Sl1psgcA5HIVFXl4MGDvP322wwPD3Pp4kWOHTumbxZ/0mPwwK7dbOSP/u4d/stPP+W/vnKV//qTk/zp//7JnN35XshMJiOaps1qQA4EAvzt3/wthw8fISnJgaYpvHfoff7qr/637II8T/3sZz/ntddep6mxhcEBFx3t3Rw/doK/+Iu/xOtdWMtszjsTw0kXWo+B8Uc/+tGP9E+KuwUCAX7yk5/wyScnuHz5Krdu3mJgYIAVK5brm86p4eFhTpw4QWFhAVu2bNaXhVjUfv7zl3n77Xfo7xvE4XDi9fq5desWaWmplJWV6ZvHTbC7llBfPdayzZgySvRlcQ+NTc38l798nYO3jHRGChhS8mgZMXDu4hVSDW7Wr12lf4n4EkePHsfj8fDMM0/P2r42Bw8e5NVX3yAjI4vc3DzS0tKx2ezcvHUTt3uErVu3oiiK/mXzSiQSmQxUsa9IJHLXcewrHA5/4XHsKxQK3XV851cwGLzrOBgMEggEJo9jj2Nffr//ruM7v3w+313HsS+v1/uFx16vF4/HM3l88+ZN/uiP/pic7DySk1OxWq3Y7XaczmQ+PX2agoJ8li5dqv8rEtOkhf346j7A6MjAtvQxfXneUjRN0/RPis9pmsaf/Mmf8MknpzAajJgtFiLhCKFQgF/9te+xf/9+/UvmTGNjI//5P/8XNm3ayG/91m/qy0IsSLG7xbGPKv1HlqZpXLlylf/yf/9X0tMzcTqTJ2sDA/04nDZ+//d/j8LCwrteM9XxnY+n02aq4/HLr+OrO0LKjh9gKVl/z3b3c6x/fK9j/eOH/bPcaTq1e7W5V/s7j//2p6/x4/NhlNLH72gJqs9FTtfr/Pl/+MdkZmZO+dqpHt/rWP/4Xsd3Pp5Omy871j+e6vh+20/1+M7jv/mbv2VwcJAf/vCfYLVap/x1pvuzptNO0zT+5//8IyrKl31hqWBVjXD605P88Ie/Q3r63ZuZTfWz9Mf6x1P9Wbjjs+Jh6D9vpnusf3yvY/3je/1ZpmqjP9Y/vtfxnY/vfP7atWt0d/extHLZHS2juro68frcvPfee/qSmCbVN8rgy/8Ec3YF6fsXzj14CQZf4fTp0/y7f/sfWLFi9V2TeoeGBgmG/PzBH/w++fn593xD6v96p3pz3qvNlx3rH2uaRnNzM3/5l3/FunU1fOtbL03ZZqpj/eN7Hesfx/PPMtXxnY+n0+bLjvWPH+ZY/3g6x3c+nk6bLzvWP36YY/3jex3rH0/1Z5mJkzRTnKin+n18/PFRAv4weXlfXHr06tXLrFhZxaZNmyafm+r3rn88nTZTHQdazxPsuYGtavddPQb6dvdzrH98r2P944f9s9xpOrV7tblX+zuPf3bwOK41/wKjPe2OllH+0/+NnRVGqtesnvK1Uz2+17H+8b2O73w8nTZfdqx/PNXx/baf6vGdx5cuXWJ83MOWLVuwWMxT/jrT/VlTtdP3QqiqyrFjx/n617511/Mxb7z5CkuWlLFkSXTfkDt7DjRNm3x8r+PpuHPY1J2v+6rjqZ67n/q9jqd6bqaOp3rufo9v3ryJ3xdk+fIv9sZ1d3fR19fFiZMn9CUxTVpgnIGf/RamzCVkPPcf9eV5S4LBV/i93/s9Otp7yMnJ1Zc4f+EsS5aUsHHjxnt+iOr/emf6w/nO44GBAU6ePEVJSQkbNkTvVOrbTHWsf3yvY/3jeP5Zpjq+8/F02nzZsf7xwxzrH0/n+M7H02nzZcf6xw9zrH98r2P9Y22KC4VIJDLlyWg6x1M992X1q1evsmrVWnJz8iafjzl37gxDw/1s27Ztsn3MVMdTPXc/x+GBJkLDbVgLVmNMiX5uzNTP1h/rv8f7eKrnZur4pwePM7D8n04ZDAKf/neeWu2kZm315HNT/Yx7HU/13HSOp3rufuoPczzVc/dzfPDgO/T3D/BLv/QdHI7oTsj6n61/z96PO1+rKAqapvEXf/GXLK1c8YVdxzVN4+SpY/zO7/w2mZmZd71uusdTPTdTx1M9dz/1ex1P9dxMHU/13P0ed3Z28n/9X/+JLZsfmazF3LhxnW9882v85m/+hr4kpinWY2DKKifjwP+pL89bEgy+wj/+x9/H5wuSlfnF9bI//ewUgYCXrVu3Tj431ZvvXsdTPfcwxyMjo5w7d56Cgjyqqx/sBHo/x/rHM3k81XMzdTzVczN1PNVz93s83edm6jj2/WEuEpjiQuHO7/d7PNVzX1Y/cuQIba2dlJZ+cRfjCxfP8uyzT7N+fTQs61+rP57qufs59t8+gb/xJEnVB7AWrb2rjb7twx7rv8f7eKrnZur4H155mz89OoSh/MnJGkBkrJfC4SP89f/vN8nO/vxzeKqfca/jqZ6bzvFUz91P/WGOp3rufo7/03/6v2ltbeUP//C/k5KScleb2PeHfc/rvfLKK/z0p7+gqLAIk+nzVbk6O9vZum0Tv/u7v3vX71PMLVVV+R///X9w/JNT5GTnYrPZCAT8uMfc5Ofl8Pv/6vcoKirSv0xMU8QzxNAr/xxzThXpz/47fXnekmDwFf7wD/+QEydOU1ryxQuOs2dP82u//qtUVVVNPqf/cP6y46mee5jj7u4e/vqvf8zKlSv45je/8YX6TB/rH8/k8VTPzdTxVM/N1PFUz93v8XSfm6nj2PeZvkiYTXV1dfy3/+d/4PMFyM7OxmCIbu7U3dPFkiUl/Jt/86/vulMZT56rb+O59BrJj/w69mW79WVxD23tHfzHP/kFh28b8RvTUSwOCI6ROl7Hf/jV7fzKt1/Uv0R8iX//739EZ2cnf/Inf0xSUrTHIN68Xi8//vHfcP78BQYHhjCbzSQnJ7N0aQXf/8E/Jj//i0P9xNxyu9385V/+f9TfasDvD6ChUlZWyne+821Wr16tby7uQ8Tdx9Drv4slfyVpT/2BvjxvSTD4CvX19fzZn/45/f1DpKamYbVa8ft99Pf3sXbtGn7/X/3eFyZazZX29nZ+9KP/yLp1Nfzwh/9EXxZiUfvoo4/4xS9eoburB5PZghqJsKS8lB/84AesXv3FMbTx4r1+iPELL5O89Vewr9irL4svcaupg3947TCXW1z4wkbyUi3sXpvP93/5G3eFWvHV/vW//rf09vbyF3/xZ1gsFn05bjweD++99x5/8id/SlKSg+9+9zvs3r37rsn/Yn7x+XycPHmSkZFRLBYL1dVrKC8v1zcT9yk80sXwm/8KS2E1aU/8S3153pJ9DL7CsmXL+KXv/hKFhXkMuwYZGh7A7/dSvXY13//B9+dNKOCOHY/nYlMbIeba3r17+ZVf+R6bNm/E43FTWJTPD37w/VkNBfD5/gXaAtvUZj5YXlHMP//1F/mD7+3m97+9mX/1K4/zg+99U0LBA4idB+5cNGM2OBwOnn/+eYqLS6Lnz1/6JQkF85zdbueJJ57gpZe+yQsvPC+hYKYs0M0uJRhMw5Ytm/ner/wyzz9/gKee2scLLz7Hb/zGDygsLNA3nVMSDESi27FjB9/+9rfJz89nw4YNc9MVvkB3u5wvsrOzefSRzTy19zHWVs/Bv98iEQ6HMRgMGAyzf5r3+/1YLBYyMjLm5NcXYj7QIqHoQeycsEDIO3aaqqur+e53f4nvfve7vPjiixQUzK9QwB3BYKaWiRRiIbLZrJjNFoLBoL40OwzRuRoLbbdLsbiEw+FZ7y2ICQQCMPFeFCJRxXqNY73IC4UEg/s0n7u0Y5NHpcdAJDKrNXox4vf79aVZoUiPgZgH5jIYxN57sfeiEAkpdnNIegzEXJGhREIwuYb6XAUD6TEQ88F8CAb6/QyESCTSYyDm3Oc9BjKUSCSu2F3K2HCGWWeMrgCjhudoKJMQE0NKJRgIMYciE+eAiXPCQiHBYBExm6Mz3+dsbLUQ88BcDyUyWB0AaEGvviTErAiFQmiaNqvLlN5JgoEQoAY9ABiss7OPyEyRYLCIGI1GrFYrXq9ckIjEZTQasdvteDxe5mKbFoPVCYAWGNeXhJgVHk/0gmS2NjbTGx+P/voORzQkC5GIVH/0HGCwJutL85oEg0XG6XTi9/tlnoFIaFlZWfj9fsbHZ//iXIn1GEgwEHMkdmHudM7Nhfng4CBMvA+FSFSxc0DsnLBQSDBYZJxOB6qq4vX69CUhEkZeXi6aptHX16cvxV1sKJEqwUDMEY8n+n9vru7Y9/b2wsT7UIhEFTsHKJZoL/JCIcFgkXE4ov8BYycGIRJRXl4ewJwEA8VoQTFbJRiIOfN5j8HcXJD09fVhMBjIycnRl4RIGLEeA4Ntbt6HD0qCwSITOxHETgxCJKLc3Oidytidy9lmsCajhXyf73wpxCyKDaGbi6FE4XCYoaFhUlJS5myOgxDzgcwxEPNC7EQwF2OrhZgvPg8Gs99jQGwCsqaiyspEYg7EPv9jPcizyeVyEQgEyM2V3gKR2NTAGNyxIMVCIcFgkYmNKZVgIBJZbm4uiqLMWY+BIisTiTk0lz0GPT09cMdwPiESleofRzGaUUxzs2zwg5JgsMh8PpRILkhE4nI6HTidTgYHhwiFZn84z2Qw8Lv1JSHibi57DGK9dLFeOyESkhpBC3lRLA5QFH11XpNgsMjEgoHbHe3CEiJR5eXlEQgEGBkZ0ZfizmBPASDicelLQsTd2Fj0838uegxkRSIhQPWPghqZPBcsJBIMFpmUlOgkF5dLLkhEYotdmMzFykTGpAwA1PHoeu5CzKbY539aWpq+FHexHgMZSiQSWWRsAACDI1NfmvckGCwy6enRC5KhoSF9SYiEErswmYt5BgZndGOniEeCgZhdmqYxODiE2Wyek+VKe3t7MRqNZGREz0VCJKLIePQazDhxLlhIJBgsMunp6RgMBgkGIuEVFhYC0NHRqS/FnTE5G4Cw9BiIWebz+fD5fKSmpmI0GvXluHK73bjdbnJysrFYFtaESyFmUqy3OHYuWEgkGCwyNpsVh8PB2NgYwWBQXxYiYRQXF2EymWhpaUFVVX05rmLdx6pHArqYXcPDwwBkZs7+HfvW1lZUVaWiokJfEiKhRCY++2UokZhziqKQlZVJJBJhdHRUXxYiYaSnp5OXl0dPT++sT0A2WpNRTDZUjwu02Q0lIrHFeouzsmZ/CMPNm7cAWLFihb4kREKJ9RYbndJjIOaB2AlhcFDuVorEtnz5MiKRCLdvN+pL8WUwYHRmoYV8qAHZ5EzMnrkKBpqmUVd3E4PBwNKllfqyEAlFnZhfJkOJxLwQOyHIPAOR6JYvXw7ArVvRO5mzyZA8MQF5PLo6hRCzYWgoOpRotoOB2+2mu7ub7OxsMjMX3vAJIWaMpkZ7i81JC27XYyQYLE4SDISIqqgox2QyUV/fQCQS0ZfjKtaFHLtzJMRsiH3uZ2fPbjBoamoiEomwYsVylAW2oZMQM0kNeNFCvgW5IhESDBan2AkhdudIiESVmppKQUE+/f39sx6Ujck5cMd61kLMhtgQ0uzs2R3CEJtfEOulEyJRRcb6ATClRM8BC40Eg0UoJyf6n3FgQC5IhFi5ciWqqnL79m19Ka5MqQUAhEe69SUh4kLTNAYGBrBaraSkzN6Oq6qqcvPmLUwmE5WVsiKRSGzhkS4AjGnRc8BCI8FgEUpPz8BqtdLb2zvryzQKMd8sX74M7rijOVuM6UUAhF0d+pIQcTE+Ps7Y2Bg5OdmzuoeBy+Wit7eX3Nxc0tPT9WUhEkpk4jPflBY9Byw0EgwWIbPZRG5uLqOjo4yNjenLQiSUsrIlWCwWbt9uJBwO68txY7CnodicRNy9aJHZ+3VF4urqit6pjG3uN1saGm6jqirLl8v8AiFiN4NM6SX60oIgwWCRKiqKnhi6umQYg0hsKSnJFBYWMjg4SH//7A2vUwwGTGlFaEEvEY/M9xHx19kZDQZFRbN7pzK26lesd06IRKVpGuGRTjBZF+RSpUgwWLxiwaCzs1NfEiLhrFmzBk3TuHHjhr4UV6bYcKLhNn1JiBkX+7yfzR6DQCBAfX09druNiopyfVmIhKL6x1C9IxiTc1BMFn15QZBgsEgVFkYvSCQYCAHr1q3FZDJx4cLFWV221JhWDEBkRN6HIv5iPQazGQxaW1vp7x9g6dKlpKWl6ctCJJTYZ33sptBCJMFgkSooiM6Gj50ohEhkRUVFFBcX09zcTE9Pj74cN5M9BjIBWcRZOBymt7cXh8NBevrsXaB/+ulnADzyyCP6khAJ5/P5BdGbQguRBINFKi0tFYfDQV9f36xOuBRiPjIajWzZsplIJMK5c+f15bgxpeaDYiQ03K4vCTGjXK4RvF4v+fn5s7Yikcfj4fr166SlpbJy5Qp9WYiE83kwkB4DMc8YjUYKCwvw+XwMD7v0ZSESzrp1Ndjtdi5cuEAgENCX48JgS0ZJSkMdH0QNePRlIWZMR0f0giQ2v2w21NXVMTIyypo1a3A6nfqyEAknPBSdTybBQMxLsXGmbW0y8VGI7Oxsli6tpLe3j+bmFn05bswZJaBGCEuvgYijWDCYrfkFmqZx6tRpFEVh69Yt+rIQCUcNeomMdKPYkjEkZejLC4YEg0WspCS6hm5zc7O+JERC2rZtGwCnT5/Wl+LGklMJQKh/dndeFokl9jkf+9yPt4GBARoaGsjNzaGiQnY7FiLs6kCLBDFnlqEYZmc4XzxIMFjElixZAsDt23JBIgTAypUrSU1Npbb2BqOjo/pyXJhzqkCCgYijcDhMW1s7VquVgoJ8fTkuLly4SCAQZOPGDVgsC3NZRiFmUnjiM96SG/3MX6gkGCxieXm5OJ1Ourq68Pl8+rIQCSc52cmaNWtwu91cv16rL8eFMb0YxWQlNNSCFgnpy0I8tP7+AdxuNwUF+TgcDn15xoVCIc6dO4fJZGLjxo36shAJKXbzJ3YzaKGSYLCIWSwWyspKCQSCdHXJsqVCAGzdugVFUfjss89QVVVfnnEGqwNTeiGab5TI2OztvCwSR6xXeOnSpfpSXLS3t9PR0UlJScmszWkQYj7T1AihwRYwmjFmzM5wvniRYLDILV0aHd/c2NioLwmRkCoqysnNzaWpqXnW9vmQ4UQinpqamgCorIx+3sfbqVOn0TSNbdu2ztrSqELMZ+r4IKrXhSk1H4N1Ya/QJcFgkYudKBoboycOIRKd1Wplx47tBINBjh49iqZp+iYzToKBiBdN02hsbMJgUCbnlcVTX18/ly9fITU1lZqatfqyEAkp1NcAgCVv4e/nIcFgkSsuLsZsNtPS0kokEtGXhUhIW7duISMjg4sXL87KTsimrHJQDIT6b89KEBGJY3R0lP7+fjIzM2dlx+NPPvkEt9vN5s2byMzM1JeFSEjB/mgwMOfMznC+eJJgsMg5nU7y8/NwuVwMDQ3py0IkpIyMDLZt24rH4+WTT07E/WLdkJSO0ZFFxN2H6pud1ZBEYmhtbUVVVZYuXYrBEN9T+uDgIJ999hnJycns3LlTXxYiIWmaRqi/ERQDpqyFv3RvfD9FxLxQVRUdxiDDiYT43I4d20lJSeHcufMMDMR3UrBiMGDOXQZahPCg7CsiZk7sc3025hecPv0po6NuNmxYP2vLogox36m+USLuXgzOLAyOhbuxWYwEgwQQW6mioSHa1SWEgNzcXDZu3Mjo6CgnT57Sl2ecpXAVAMHu2VkmVSSG2Od6vIPB8LCL06dPk5SUxK5du/RlIRJWqK8B1DCW/FUoce61mw0L/08gvlJlZSVms5n6+gbC4bC+LETC2r17F06ng88+OxP3oXbmvOVgtBDsvoGmynwf8fDcbjcdHR1kZmaSm5urL8+os2fPMjg4xNq11RQXF+nLQiSsYNdVACyF1frSgiTBIAGkp6dRVFRIf38//f39+rIQCauwsIB169YxPDzMZ5+d0ZdnlNGRiSmtkIi7l8iYvA/Fw7t9u5FAIMiKFSswm0368oxxu92cPHkSm83K3r17UBRF30SIhKRFQgR76sBkxZy78CceI8EgcaxZswZN06itvaEvCZHQHn98N0lJSZw6dQq3260vzyhL4RrQVILd1/UlIe5bbW10WNqaNdFhavFy4cJFenv7WL16NaWlpfqyEAkrPNKNOj6IKaMUoz1VX16QJBgkiNWrVwNw7ZpckAhxp+LiYtasWUN//wDnz5/Xl2eUtbgGgEDHFX1JiPsSDoe5efMmZrM5rjsej4+Pc+zYcSwWC3v37o37ykdCLCTBrmuwiIYRIcEgcZSUFJOSkkJLSwvj4+P6shAJy2AwsGfP49hsNo4ePY7LNaJvMmNMGaUYbCmE+xtRAx59WYhp6+vrY2BgkOLiItLS4rd/wZkzZ+nq6mLFiuVUVJTry0IktGBnNBhYC9foSwuWBIMEYbFYWLZsGT6fj+ZmWS5RiDuVly+hpqaanp4ePvnkBKqq6pvMCMVkwZy7DC3kIzQoyweLB3f9ei2aplFdHb87lX19/Xz44UfY7TaeeGIfRqNR30SIhKX63ISHWjA4MjBlFOvLC5YEgwSyZk10ONH167JcohB3MhgMPPnkk6Snp3Ps2DGam1v0TWaMZeLOUqwLWogHce1a9P/PqlXxmV8QiUT48MOPGBgYYPPmzZP74QghokL9DWjhAJa8lShGs768YEkwSCDLly/DZDJRV3eTSESWSxTiTqWlpezevYvx8XHee+8wfr9f32RGWPJXgsFEqKsWLSLLB4v7NzY2RktLC6mpqXFbOrShoYFPP/2U3NwcnnrqSektEEInNlfMWrJOX1rQJBgkkMzMTAoLC+jr66Ovr09fFiLh7dy5kyVLlnDt2jUuXrykL88IY3I2poxSwqM9hEc69WUhvtLt27cJBIKsXLkSi8WiLz80j8fDu+8eIhgMsm/f3rjvkSDEQqOFfAS7a1GsDsx5K/TlBU2CQQJRFIX169ejqiqXLl3Wl4VIeMnJTp599hnMZjPvv/8BAwOD+iYPTzFgK98CmkqgLb6rIInF6cKFaGjduHG9vjQjzpw5w61b9VRVVbFt2zZ9WYiEFxpoQvUMYc5djsGWrC8vaBIMEkxNTQ1Go5FLly7JcCIhplBdvYaNGzfQ1dXFxx8fjcv7xFpUAwYTgbaLMpxI3BePx8vNmzdJSUmJy7j/7u5uPvjgCA5HEgcOPIvdbtc3ESLh+ZqjG2LalmzVlxY8CQYJpqAgn8LCAtrbO+jp6dWXhUh4RqORp59+iuzsbE6dOkVjY6O+yUMzpuRhyiglMtJNeKRDXxbinm7fvs3o6CgrVqzA4XDoyw8lFArx/vtHGBwc4pFHHmHZsmX6JkIkPC3kI9R1HcXqxFIQn8n/c0mCQYIxGo1s3LgRVVXjNoZaiIWuoKCAPXsex+/3c+jQe3i9Xn2Th6Mo2Mq3AhqBlrP6qhD3dOZM9E7l5s2b9KWHVld3k3PnzlFQUMATT+yTzcyEmEKovxHVO4wlb8WiG0aEBIPEtG7d58OJwmEZxiDEVLZvf4SqqqXcuFHHp59+NuN7G1iLa1BMVgLtl9DCQX1ZiC8YGxujri42jGhmdzseHh7m0KH3UFWVp59+koyMDH0TIQTgb/4MANuSLfrSoiDBIAHl5+dTVFRIV1cXPT09+rIQAnA4HDz77LMkJyfz/vsfUF/foG/yUIzJuZgzy4iM9hJytevLQnxBfX0D4+PjrFq1ckaHEQUCAT788EMaGxtZt66GTZtmvjdCiMVADXgmViNKxpy/Ul9eFCQYJCCDwTA5nOjChYv6shBiwooVy9m9exdut5uDBw8yMDCgb/LgFAVL2aaJ4UTn9FUhvuDcuegqVps3b9aXHpimaZw9e45jxz6huLiIAwcOxGUJVCEWg1D/bVSvC0v+4hxGhASDxFVTU4PJZOLy5SsynEiIezAYDOzdu4f169dRX9/AkSMfzujGZ5aiieFEHZdQQzP3c8Xi43a7uXXrFqmpqTO6GlFjYyPvvnsIi8XC/v3PUlRUqG8ihJgQaP4UAOsiXI0oRoJBgsrPz6O4uIju7m46OmRVFCHuxeFw8NxzBygtLeXEiZN89tnMzTcwJedgzq5AdfcR6pvZoUpicamruzk5jMhut+nLD2R4eJiDB9/B5XKxa9dO1q+Pz74IQiwGEc8wga7rKPbU6A72i5QEgwRlMBjYtGkTqqpy+nQ0AQshplZQUMD+/dE13Q8dOkxDwwxdxCsKtqWPAeCvP4amafoWQtz1Ob1ly8wMI4rNK7hxo45162p44ol9GI1GfTMhxIRg+0W0wDiW4hoM1pmb4zPfSDBIYOvXryMpKYkrV64wNjamLwsh7rBuXc3kfIO3335nxuYbWIrWYkjKINhzg8hYv74sBL29vTQ0NJCTkzMjw4junFdQVFTEc889h9Pp1DcTQkzQIiF8TadAMWKvjN7MWawkGCSwnJwcVqxYzvCwi+vXb+jLQog73D3foH7G5hsYrE6spRvRQj4CrTIJWXzRZ5+dIRQKsXXrFqxWq75832LzCsxmE88++4zMKxDiK4SHWgkPtmLKKMGcXaEvLyoSDBLcY489hqIonDhxgkgkoi8LIe4Qm29QUlI8o/MNbBXbwWDE3/ypTEIWd/H5fJw/fwGbzTYjm5rF5hUMDw/z2GOPsXHjBn0TIYSOr+EYaCr2qp0ohsU95E6CQYJbtqyKvLw8mpqa6Orq0peFEDrR+Qb7sVqtHDp0mOvXrz/03ABTZimmzCVEXJ2E+m/ryyKB1dfX09/fz9KlS8nPz9eX74vH4+HIkei8grVrq3nqqSdlXoEQXyHidRFov4zBloKldPEHaQkGCc5isbBt2xYikYhMQhZimtavX8fjj+/G4/Hw5ptvc/PmTX2T+6IYjNiX7QLA3/AJPGTQEIuDqqocP/4JAI899iiKouibTJvf7+fYseMcO3acsrIynn/+OZKTF+c67ELMpGD75eik46K1GO1p+vKiI8FAsHHjRmw2K5cuXcbj8ejLQggdg8HAk08+wY4d2+nu7uatt96mqalZ3+y+WIpqMCSlEey+TmR8UF8WCaivr59bt+rJzs5m5coV+vK0BQIBPvnkBIcPv09mZibPP3+AkpISfTMhhI6mhvE1ngTFOLmC3GInwUCQl5fHsmXLGBoa4saNOn1ZCDEFu93OgQP72bJlC83NzRw8eJCOjk59s2kz2lOxlGxAC3plErIA4OzZswSDQTZv3oTdbteXpyUcDnP69Ke8++4hkpKS2L//GdauXatvJoSYQniwlfBgM6aMYszZlfryoiTBQACwc+dOAD755BPZCVmIaUpJSeH55w+wfv16rl+v5Z133qGvr0/fbNrslY+B0YKv8RRqYFxfFgnE4/Fw7tx5rFYLW7du0ZenJRKJcO7cOd555x2MRiNPPfUkW7cu3h1bhZhJmqbhvfnhxKTjXShGk77JoiTBQACwfPkyCgryuX27kdbWVn1ZCHEPWVlZvPDCC6xZs5oLFy5y6NBhBgeH9M2mxZxZhjlvOZGRTgKdV/VlkUCuX6+lt7eXqqoqCgvvfzlRVVW5ePESb731NqFQmH379rBz52MYDHLaF2I6wqPdBDsuY3BkYi3dqC8vWvIJIQCw2Ww8+ugOwuEwJ06ceuhVVoRIJAUF+Rw4cICyslJOnz7NsWPHcLvd+mZfzWDAvmw3KAb8DSfQIiF9C5EAQqEQJ06cRFEUdu68/3HNmqZx69Yt3nnnHdzuMR55ZBt79+7FZEqMO55CzIRA4ym0kA9b2WYM9lR9edGSYCAmbd68mbS0NC5dujRju7oKkSgqKyt48cUXyMvL48iRIxw9euyBdhS3FlZjSi8i1FdPaPDhJjSLham1tZWGhgaKigpZs2aNvvyVGhsbefXV1+nt7WPTpk288MLzM7IxmhCJQvWO4G86jWJJwrY0OtQ6UUgwEJPS09PZsmUTXq+XkydP6ctCiK+wZs0aDhx4lrS0dA4fPszRo8dwuVz6Zl9KMVmwLXsctAi+uiNoM7CBmlg4VFXlww8/RlVV9ux5HLPZrG9yT6qqcvPmTV5//U3a///t3fd31Hee5/tn5SiplAoFJCEkkUQGA+2E3bZxzqnTzD0zs7M7aWf33L+g/4B77u7e2dntu+HO9IR2O7Vx29ht49DGgQwiCAmBMsqlXLnq+/3eH0rGdrXbDTYSCL0e53xPlVXvKmyDxOf1fX9CXx9btmzm6aefxO/355eKyDdI9hzBjE/iXr4RZ/HVT+VbzBQM5Ctuv/12fD4fBw8eYnp6Ov9lEfkDdu7cyQMPPEBxcTFvvrmPd9/df9UdOG/dLdiDZaT6WzCmB/NflpvY0NAQp0+fpqysjG3brvwwJcMwOHPmLC+++DKdnRfZuHEDzzzzNKHQzb/vusi1ZKbjJDp+i83pxr/63vyXb3oKBvIV1dXVNDc3MzExwbFjx/JfFpE/wGazcc89d/PQQw9SUVHBO++8y1tvvc3g4JUP8O2+QryNd4CRJtH+vg48WyIsy+KDDz4knU5zxx23EwgE8ku+Vjqd5sSJk7z00ssMDg6ybdtWnnvuOcLhcH6piPwB6cGzGJP9uMJNuMJN+S/f9BQM5Hfce2+ufX3gwMfE4/H8l0XkCtx555089tij1NfX89FHB3jzzX1XteOXt+E2bN4Ckj2HMWLfbpcjWVzGx8c5evQohYUF3Hrrrfkvf61kMsnhw4d58cWXmJiYYOfOHTz//PNUVlbkl4rIH2AZaZLn9oPNjm/tfbAEd/Faev/F8gc1NjaycuVK+vsv6cAzke/gllu289RTT7JqVROHDx/htddep6PjAuYVrBtwFi7DU3cLVnKWxMUD+S/LTeizzw4SjcbYtm0rpaUl+S//jlgsxqeffspLL71CMpnk9ttv57nnnqW4uDi/VESuQHrkAunRDpwltbirrn7h/81AwUB+h91u57777sHhcPDhhx+STCbzS0TkCjU3r+PZZ5+hubmZs2fP8sorr9La2ophGPmlv8O3+h5sngKSHQcwouoa3Mymp6f57LOD+Hy+ywdOfpPp6Wk++ugAr776KxwOB3fddRdPP/0kBQUF+aUicgWsbJp469sA+JofwOZ055csCQoG8rU2bNhAfX09HR0XaG9vz39ZRK5CQ0MDzz33LJs3b6Knp4eXXnqZlpaWP3jKuKu0Fu+KWzBj47mugdYa3LQOHTrE6OgoGzdupLa2Nv/lrxgfn+C9997n9dd/jd8f4N577+Hxxx/F6/Xml4rIFcoMt5MZOIuztG5JHWiWT8FAvpbL5WLPnvuw2Wy8++5+dQ1EvqPly6t5/vnn2LHjFsbGIrz44sscOXKEaDSaX/oVvrX3znUNPsKIXt3uRrI4TE5O8v77H+L3+7n//vvyX77Msix6enp55513eOuttyktLeX++/fw4IMPXNW2piLyVVYmOdctsPA3P4DduXTP/VAwkN9r06aNrFy5kvPnO2hra8t/WUSuUjgc5tlnn+W2224lnU7z4osv8eGHv/3GHYucxTV4V+zAjI0T7/itTiW/CX3yyadEIhG2bNnMihUr8l+GuZ2HTp06zd69r/P++x+wcmU9Dz/8EPfem5v2KSLfXnq4jfTQOZylK3DXXvk2wTcjx09/+tOf5n9RBMDhcBAIBDhx4gTj4+Ns375Nd6VEviOv18OqVU3YbHYmJiY4evQYsVgMn89PcXEx9q/ZBcMRLCPZfYTsVD+e2m3YPcH8ElmkJiYm+Jd/+VdsNht//Mc/oaioKL+EyclJjhw5yt69rzM4OMimTZt4+OGH2Lp1CzabLb9cRK6ClUkye+ifMWMTBHf8CFdpXX7JkqJgIN+ovLyc8+fP09Fxgbq6Oqqrq/JLROQquVwuGhsbCIVCRKMxzpw5Q19fHx6Pl+LiEB7PV9vYdl8hZnSMzFAbNocTd1UzaEB4U3j33f20tLSwY8cO7r77rq+8ZpomPT29HDjwMfv2vYXb7WbXrp08/vjj1NbWfKVWRL6d9MAp4mf24SpvILjtOWz2pd2BUzCQb2S32wkEghw/foJIZIxt27bhdi/Nlfoi15LNZqOyspK6ulrS6TQ9Pb2cOXMWgIKCAgoLC79S7ygoJ9l7lOxEH56ardi92n1msYtEIvziFy/gcDj4oz/6arcglUpx5sxZfvObdzh06BC1tbXcffddPPjgAwSD6hiJXAtmJkH04M8x41MU7PgRzhIFbgUD+YPKysro6OjgwoWLLF9eTU2NvnFErpXCwkJWr16FzZabVnLs2HGi0ejc1KLQ5fnjdm8hZmKKzGArlg3cVRs1jWQRsyyL3/zmHU6fPs33vreL3bvvvPzaxMQEhw8fYe/e1xkeHmbjxg089NCD7Ny5Q+sJRK6hVO9xEud+gyvcSGDrs0u+W4CCgVwJu91OQUEBx4+fYHR0jK1bt/7OVAcR+fZcLhdNTU0UFhYSi8U4e7aV3t5e3G43fr+fQCAAgKMgTKrvGNlIN+6q9TgCOshqsRoeHuaFF17E5XLxR3/0EwoLC0mn01y82Mknn3zCW2+9jdPpZNeunTz55BPU1S3tec8i15qZmGb24D9iphMU7PgxzpLl+SVLkoKBXJGysjI6Ozvp6LhAKBSioaEhv0REvgObzUZVVRU1NTWkUml6e3s5ffoMiUQCu91GYWEhnmAIK5smfek0VmoWT80WbHZn/kfJDc4wDPbufZ3z589z++23cdtttzI0NMzJky288867HD9+gpqa5ezevZuHHnpQh5aJXGuWRbz9PVKdn+Ku3khg02PqFsxRMJArYrfbKS4O0dJyit7eXjZt2kQwmLuLKSLXTlFREatXrwIs4vE4Z86cpbOzE8uycLlcFNeuITt0lsxIB67SepwhbQiw2HR2dvHKK68QChXz5JNP0NPTw29/e4D9+/eTSqVYv76ZBx64n1tvvRWnU8FP5FrLTg8xe+gfsdldFN76f+AoKM8vWbIUDOSKlZaWEomM09bWhmWZNDc3f+3WiiLy3bjdblatWkVZWSkAkcg4x4+fYHJyEofLSzBUin2sDWNmBE/dVmxL+DCexSaZTPLCC79kYGCQ9evXE4/HefPNffT29lJXV8f3vreLhx9+SFOHROaJZWaJnXiF7HA7vtV341t9d37JkqZgIFcst4tKBSdPttDV1cnatWsoKSnJLxORa8BmsxEOh1mzZg0+nw/TNLl4sZOzZ1sxvMV4k6P4EoM4AiW4wo35b5cb1MmTLezduxfDMPH5fBw+fISioiK2bt3Cnj17uPXW7+Hz+fLfJiLXSGbkPLHjL+IIlBK89U+wu/35JUuagoFclUAggGmanD59htnZKJs2bVSrW2QeuVwu6utXUF+/ArvdTiwW59SZs0ylbIStMWyzg/hXbMfh1RaWN7rR0VF+9rP/l+7uHtxuFzabjebmZu66azd79txHOBzOf4uIXENmOsHsoX/GmBkhsPkpPNUb8kuWPAUDuWpVVVWcO9fGhQsXqKmp0aFnIgsgGAyydu0aSktLsdmgbyxKLHKJYHKIbDZDsqAOvz+g6X03oEQiQVdXN3v37uXtt3+Dy+Vk586d7Nq1k4cffpjVq1dpG1KRBZDqOUri7Fs4yxsI7vghNocrv2TJUzCQq+ZyufD7/bS0nGJkZJjNmzfj9Xrzy0TkGrPZbCxbtuzy9KLJjAvb2Dmme07TNWVnOm3HZrMTCCgg3Aii0SidnZ2cOHGSffve4vXXf43P5+Opp57kkUce4bbbbsXv1zQGkYVgxMaZPfhzyCYJ7vwJrpLa/BJRMJBvKxwup7e3l/b28wSDQRobG3TYksgCyU0vqqeqroF0Ool7qoux/gu8d2qA8akZUqk0Nhv4/X7dib4OpqenuXixk+PHT/Deex9w6NAhOjs7AXjkkYf4y7/8CyoqlulnpsgCscws8TP7SPcew7PiFgIbHsFm082Tr6NgIN+Kw+GgrKyMU6dO093dzdq1awiFQvllIjKPCgoKqFy1BcdMP4XpYdI2L+0jCU6cOMn4+ASpVAqwCAQCCggLYGJigo6OCxw5cpT33/+AkydPEggEcDodRKNR1q9fz1//9V9TWKhzCUQWUnq4jdjRF3D4iyn43p/g8Gu88vsoGMi3VlJSQiwW5+zZs8zOzrJhwwZcLs3XE1lIdqcbX0kl7ulOagss/DWbcAVLGRgY4OjRY0QiEeLxxOVzEHRq+bVlGAajo6N0dFzg8OEj7N//Hm1tbYRCITZs2MCGDesZGhoG4Jlnnmbt2jX5HyEi88hMzBA99E8Y0QiBzU/gqd2aXyJfomAg38ny5cvp6Oigra2dcLic2tpatcdFFpijoBwrOQOR8zTUVLL+ricpLC7B4XAwMjLCkSNHGRkZYXp6hng8jmFk8Xq92lHsW7Isi6mpKfr6+mlra+fQocO8//4H9PT0EA6H2bRpA7t372b37jtpa2vj6NFjbN26lccee1SdG5GFZJkk2t8n2fFb3FXrCW57DptDP/e+ic2yLCv/iyJX49SpU/zP//m/CQYD/O3f/i1VVZX5JSIyz8z4FNPv/ycy470U3Pon+FbtJhqNcubMGc6da2NgYJCxsTGcTicNDQ00NTVSVVVJeXk55eXlGrBegWg0ythYhNHREbq7e7l48SL9/f2EQiHC4XLq61eyceN6Vq5cid1up729nf/6X/8bPp+P//gf/5bq6ur8jxSReZSJdDK9/z+BzUbR3f8e17JV+SWSRx0D+c7C4TDj4+O0tp4jnU6zbt063YkUWWA2lxe7t5D0wCmy4z24qzfgLSylpqaGdevWEg6HCYVCOJ0ORkZGOX78BBcvdjI+Pk4sFiOZTGK3O/B6ver6fUk6nWZoaJjOzi5aWlr47LOD/Pa3HzE8PExBQZBVq1azc+cO7rzzDnbu3EFJSQk2m42ZmRl+8YsXGB0d5ZFHHmbLli35Hy0i88hMx4gd+VeyE334mx/A23h7fol8DXUM5JqIRCL8l//yd4yMjPBnf/an7Ny5I79EROabaTJz6Ockz3+At2k3Bbv+GJvT/ZWS6elpzp/v4OLFiwwNDTE6Osb09DTLl1fT2NhIXV0doVCIUKiIUCi05E7hNQyDmZkZpqenmZqaIhIZ58KFC1y82EkymSQcDhMOh6mrq6OpqYEVK1b8ztoq0zR55513efnlV1i3bi1/8zd/rS2dRRaSZRE//wHRQz/HVd5I0b3/J3aPDoG8EgoGcs0cPHiIf/qnf6a0tJT/8B/+lvLysvwSEZln2dkxpvf/XxizoxTe+Rd463fml8Dc4HVoaIiLFzvp7u5iaGiE0dFREokElZWVVFVVUlVVRTgcpqioiOLiEEVFRbjdXw0ai51lWUSjUaamppiammZycpKhoSEGB4cYHBxgZmaWsrIywuFyli9fTmNjI01Njd94/kBPTw//+T//PwD85V/+BatXa/qCyELKjPcx/f7/jZVNUnjnX+FZvjG/RH4PBQO5ZrLZLP/wD//IwYOHuO++e3n66aduukGEyGKQvPgJswd/jj1YRtHdf4Mz9M1z27PZLD09PVy4cJG+vj6mpqaZns5ddrudyspKqqurqK6uoqSk9HJHoaioaFGuTYjH40xN5ToCU1NTjIyMMDAwyNDQEGNjYwSDAYqKckGovLyMhoYGGhsbKCv7wzc7otEo//iPP+fkyRYeeuhBnn76qfwSEZlHZjLK7MF/INV7FN/aPRTs+DFoeuQVUzCQa2poaIi/+7u/Z2Jign/zb/6U7du355eIyDyzjCyzB/+B5IWP8TTcSsHOn1xxGz2ZTDI0NMzg4BcD5VxQyN1R9/v9VFdXUVVVRWVlBcFgAT6fD5/Ph9+fe/T5fNf9poBpmiQSCRKJJIlE/EvPE0QikbmOwCDDw8N4PJ7LQae4uJjKygoqK6uoqqqktLT0ik+RNgyD9957n5deepnGxgb++q//isLCwvwyEZknlmmQOPcu0WMv4Ayvouiuv9GZBVdJwUCuuY8//oRf/vJFSkqK+Yu/+HfaiUPkOjCiEWY+/Dsy4z0Ed/wI/9r74Fuc9BmPxxkcHJy7hohEInPz73MdBZ/PR1FRIUVFuYF17gpRUBDA7w/g9XovBwa3243L5cLhcHzn4GAYBplMhmzWwDCycwP/3BWPJ4jH43Ndjxmmp6e+9Hwal8tFUVHR5XUUFRUVVFVVUllZSTgc/tZdkLa2dn72s59htzv48z//M9atW5dfIiLzKD3YyvRHf4/N5qBw91/irtT34NVSMJBrLpvN8q//+gIHDhxgx44d/OQnPyIQCOSXicg8S/W3MPvp/8ICQnf/7TXZqm96evpLc/AHmZmZuTwYzz3m7s6bpklJSQmFhV+EhkDAj8fjweNx4/X6cDgcOJ0OnE4XTqcDh8OJ0+nE5XJit9vJZrNfugyy2VwQyGQyZDIZUqkU6XSaVCr1lYH/9PQ0s7OzX+pi+L/S0QiHw5fXUVRUVPzO4uFvY2Jigv/xP/4XXV1dPPLIwzz22KP5JSIyj4xohJkD/51MpIvAxscJbH4iv0SugIKBzIvx8Ql+9rOf0d3dw/PPP8/3v3/Xt74LJyLfkmURPfkq8TP7cC1bTeEd/w5HoDi/6juJRqNMT08zOZm7Kz81lXucnZ39nbCQyWQwTRPDMDAMA7vdjtPpvBwW3G4Pbrcbr9eDw+EglUqTTqfmAkCGVCpJKpUmm83icDhwOOzY7Q4cDgcejwe/34ffnwsBuU5GiOLiIkKhYoqKCgmFcusGrkUQ+LJ0Os3rr/+at9/+Ddu2beVP//RPltxuTiLXk5VNEz3+Eolz7+Cp207BHf8Wu0vfg9+GgoHMmzNnzvK///f/h81m4y/+4t+yevXq/BIRmWdmKsbMx/8v6f6T+Dc+RmDz49gc320az5VIpVKXd/r5PCwkk0my2SyZTHbu7n+uG2AYxpcCg4lpGpim9aWBv32uu5A7H8XlcuNy5ToLTqcLl8tFMBgkFMqtEfi8Q7EQLMviyJGj/MM//COlpSX81V/9paZPiiwkyyLZfYiZT/4njmA5RXf/e5zFy/Or5AopGMi8eu21vbz99m9obGzkz//8zyguvrZ3K0XkD8uM9zDz4X/FSExTePuf4Vmx84Y6xCy3ViB7+TEXFsy5gf/n04tceDye/Lded5cuXeLv//6/Mz09zY9//CNuu+3W/BIRmUeZSDczH/03zOQMwZ1/jK/xtvwSuQpXvxJN5Crcf/8e1q9vpr29nQ8++JBkMplfIiLzzFW6At+Gh7DZbMROvEo20p1fcl25XC58Ph+FhYWUlJTMrQGooKysjFAoRDAYvCFDwczMLG+8sY/R0VF27tzBrl1ff2aEiMwPIzZOrOU1jNlRvA2341u5K79ErpKCgcwrv9/PE088TmVlJfv3v8fRo0cxTTO/TETmma/xDrwNt2HMjhFr+RVGbDy/RK5COp3mo48OcOzYMZqaGnn00Ue0jkpkAZnpBPFz75DuP4m7egOBTY+BXd+D35WCgcy72tpaHnnkYTweN3v3vk57+/n8EhGZZzaHi8DmJ3Av30T60ini597BTMfzy+QKWJbFiRMnefvttykrK+WJJ56gpKQkv0xE5ollGqS6DpI4tx9HaDmBrc9i9y3MuqKbnYKBLIidO3dw5513Mjsb5bXXXmN4eDi/RETmmd1XRHDbsziKa0ic20+q8xMsM5tfJn9AV1cXr722F7vdzv3338+aNdpYQWQhpQdbibW8hs3tJ7DpcVyldfkl8i0pGMiCsNvtPPjgg2zduoXOzi727XuLaDSaXyYi88xZvJzA5iexe4JEW/aSGjiTXyLfIBIZZ+/e15mcnOS2227lzjvvyC8RkXmUnRwgduJlzHQc35p78KzYkV8i34GCgSwYv9/HU089SUPDSj777CAff/wJmUwmv0xE5pm3bju+NfdANk3s+CtkJ/rzS+RrxONx9u/fT2vrOTZt2sSjjz5yeQtVEZl/ZnKG2OnXyY734l1xC/71D2Gzayh7Len/piyocDg8Nx+3mH373qKl5RTaMVdkgdls+NY/iKd+B8ZUP7FTezHik/lV8iWGYXDw4EE++OBD6urqePrpJwkGg/llIjJPzEySxPkPSXUdwrWsicDWZ7C7vPll8h0pGMiCa25ex3333QfAr371GhcvduaXiMg8szs9BDY/jatiLameIyTO7cdMaXrf17Esi9OnT/PrX79JYWEhjz/+GBUVFfllIjJPLCNLqusz4mfexBEsI7j1GRzBsvwyuQYUDOS6uPvuu7jttluJRCK89tpeBgYG8ktEZJ45gqW5v2BD1cRb3yZ54QBmRmeN5OvouMCrr/6KdDrNvffew+bNm/JLRGSeWKZJuv8k0ROvgt2Ff/1DuCrW5pfJNaJgINeFy+Xi0UcfYdOmjbS3t/PGG28yMTGRXyYi88wVbsK/8XHs/iJip14n1X0IyzTyy5asS5cGePXVXzE6OsauXbu499578ktEZB5lhtuIHn8JjDT+1d/Ht/ru/BK5hhQM5LoJBoM8/fRTNDU1ceTIUfbvf087FYlcB76Vu/A3Pwh2B9ETr5K+dAq09odIZJw33niDzs5OtmzZzBNPPI7L5covE5F5kp3oI3b8ZYxYBG/Dbfg3PqpDzOaZgoFcV5WVlTz11JPU1Cznvffe56OPDpBKpfLLRGQ+2Wz41tyDf/U9kEkQPf4SmZGlfRBhNBrl3Xff5ejRY6xdu5ann36KoqLC/DIRmSdGNEKs5TUy4914624hsOUpbC5PfplcYwoGct2tXr2Kxx9/bG6non0cPnyEbFaHLoksJJvdiX/DI3hXfg9jZoToiZfJTl7KL1sSkskkBw4cmNuBqJZnnnmKcDicXyYi88RMzhBvfZtU7zHcVesJbHsOu1fBfCEoGMgNYevWrdx///243R5ee20vp06d1jamIgvM5vIQ2PoMntqtZEYvED/1OsbsaH7ZTS2bzXLo0GHefHMfZWWlPPHE46xYsSK/TETmiZmOkWh/n0Tbe7jCTQS2Pa8diBaQgoHcMHbvvpPvf/9u0uk0r776K86fP69wILLA7L4iAtuexV3ZTLL7EPEzb2FEI/llNyXDMGhpaeG11/bi8Xh58MEH2bRJOxCJLBQznSDR8RGx02/gKKwguPVZXKW1+WUyjxw//elPf5r/RZHrwW63U19fTzQapa2tnYGBASoqKigrK80vFZF5ZPcEcYSqyE5eIt13AiwDZ3Etdrcvv/SmYZomp06d5qWXXiGVSrFnz33ce+892Gy2/FIRmQdWJkny4gFiJ36F3VtAcPNTeOq25pfJPFPHQG4obrebRx99hI0bN9Db28frr/+a/v6lOc9Z5Hpyla0ksPkJHEWVJNrfJ3nht5jJmfyym4JlWVy4cJFf/eo1pqen2bFjO3v27MFu11+RIgvByqZJ9Z8gdvI1bE43vjXfx7Pye/llsgDUMZAbjsfjobGxgeHhEdra2hgfH6e2tpaCgoL8UhGZR87CCuzeQjLjXaT7W7C5fDiLl2NzuvNLFy3Lsujs7OQXv3iB0dERbrllB88//xxerze/VETmgWVkSfUfJ3r4XwDwr72PwMZHsWlb0utCwUBuSD6fj8bGBoaGhmhtbWV6eoaamhqCwWB+qYjMo1wQ8JAd7yF9qQW7twBHqAqbY/Hv529ZFj09Pbzwwi8ZHBxk27Zt/PCHPyAQCOSXisg8sMws6YFTRA/9M5aRwbfqLoJbntJZBdeRgoHcsPx+Pw0NKxkcHOTMmTPEYnFqa2sJBPz5pSIyj1ylK8BmIzvRQ+rSKRy+IhyhamwOZ37potLX18eLL75Mb28v27dv4wc/eF43H0QWiGUapAfOMHv4nzDTCXxNtxPc/tyi/7my2CkYyA0tEAhQX1/P8PAQJ0+2kE5nqK2twee7eRdBityInKUrAYtspJf0pdM4AiU4Cpct2s7BwMAAL774EhcvXmTr1i386Ec/1HRFkQVimQaZ4TZmD/0TZnIGb/33CN7yQ+xOHWB2vSkYyA2voCBIfX09g4ODHDt2HICqqiqFA5EFZLPZcC9bhZVNkR3vJj1wFru3COciDAeDg4P86levce5cG1u2bOZHP/ohhYU6PElkIVhmlvRgK7Ejv8CIjeNdsYPgjh9jd2s2wI1AwUAWhYKCIHV1tfT393Ps2HEsy6KysgK/Xz9IRBaSK9yIlUmSnewlfekUDl8hjsKKRbMg+dKlAfbufZ3Tp8+wceMGfvzjHxEKhfLLRGQeWEaW9OBpZg//C0ZsHE/tVoI7fozDq27djULBQBaNwsJCVqxYwcjIKEeOHMEwDCoqKrRQUGQB2ewOXMtWY2VTGFOXSF9qweYJ5joHN/A0AMuy6OvrZ+/e1zl79iybNm3kRz/6ISUlJfmlIjIPrGya9MApZg//M1ZyFu+K7QR3/BEOX1F+qVxHCgayqBQVFc2tORjm+PETJJNJKiqWaW6wyAKy2e24wqvBMshODpDuO4HN7cNZWInNdeOFA8uy6O7u5pVXXqWjo+Py9KHi4uL8UhGZB1Y2RarvBNHD/4KVSeKt36lOwQ1KwUAWnYKCII2NDYyOjnHixElmZmaoqKjQHGGRBZQLB6vAZst1DvpPYnN6cBRWYHfdOGcAmKZJV1cXv/zlS/T19bJ9+3Z+8IPnKSrSXUqRhWBlkiR7jxE78q9YRhZvw60Ed/wQu1vd/huRgoEsSoFAgKamRiKRcU6dOkUkEqGyspKiokJsNlt+uYjMA5vNhru8EewOjOlBUn0nsNkdOIoqsbuv/+YApmly4cIFXnzxZQYHB9m1ayfPPfccBQXaklRkIZjpOKmew0SP/AKw8DbcTnD7D7DdQDcP5KsUDGTR8vv9rF69mkgkwtmzrQwNDVFVVUkoFFI4EFkoNhuu8gZsTg/G9BDpvuNgs+MoKMfuuX4DcMMwOH++gxde+CWRSIRdu3bx/PPPaTczkQViJmdIdn5G7OgvsTlc+FbtJrj12RtyuqF8QcFAFjWv18OqVauYmpqitfUcly5dYtmyZYRCIex2e365iMwTV+kK7N4CjOkR0n3HsDIJ7MFy7L6iBQ/qmUyG1tY2fvnLXzI7O8Ptt9/G008/hcejAYnIQjCiEZIdHxE78Qp2TwDfmnsIbHoSm3NxbW28FCkYyKLn8XhYvXo1U1NTdHR0cPFiJ2VlZZSUlOBw6Fh1kYXiLF6OPViGGR0lfek0xuwIjmA5dn8xNtvCBPVEIkFLyyl++csXSaVS7N59J48//jhu9+LYTlVksctODZA4t5/4mX04CpfhW3svgQ2PYLPr7+PFwGZZlpX/RZHFKJFI8MYbb3Lo0GEcDgfPPPM0Gzdu0NQBkQWWiXQTO/EK6eE2nEWVBLY9h7ti7byfdTA7O8vRo0d57bXXCQaD3HHH7dx//x7dIBBZCJZJJtJN/MybpHqP4Sytx7/hIbz1u/Ir5QamYCA3lWw2y/7973HgwMdEo1GefPJxbrnlFm1nKrLAsjOjxE+8TLL/JHZvkOCWZ3HXbpm3003Hx8f57LPPePPNt6isrGTPnvu49dbv5ZeJyDywjCyZkfNET7xMNtKNa9kqAluexl2xJr9UbnCaSiQ3FbvdTlNTI36/n6GhQQ4dOoLb7aKsrEynJIssILsngLNiDVZyhuxEP+lLLdg9QRzBsmu+I8nAwADvv/8B77zzLvX19TzzzNNs3bolv0xE5oGVSZG+dJrokX/FmBnGXb2Rgp0/wVW2Mr9UFgEFA7kp1dTUEA6HGRkZ5dChwxiGQUlJKYWF6hyILBS704Orch1k0xjTQ6T6jmNzuLD7i7F7v/uORaZp0t3dza9//QZHjx5j7dq1/OAHz9HQ0JBfKiLzwEzMkOo9SvTIL7DScbx12wju+AnOwmX5pbJIKBjITau8vJy6ujrGxyMcPXqMyclJSktLKCoq0o5FIgvE5nDiWrYGbDbMWIR03zHMVAyHv3hux6Jv972YTqc5f/48r7zyKl1d3WzdupUf/vB5Kioq8ktF5FqzLLIzQyQvfkz0+CvYXB68K3cR3P5DHD4dHriYaY2B3PTGx8d5+eVXOXv2LOFwOY8++ghr1qzRomSRBZbsPUqy9R3SYxdxlq4gsPFx3JVrr3pq0ezsLGfOnGXv3tfJZNJs27adJ598gkBA0wVF5ptlGmRHLxJvf49Uz2GcRdV4m+7Av/Y+cGg70sVOwUCWhFgsxr59b3Hs2HHS6TSPPvoIW7duobi4OL9UROZRdqKfWMtrpAfPYnN5CWx6AnftFhz+K/teHB4e5tixY7z11m8oKSlh166d3H//HlwuDUhE5puZSZAZOkfsxKtkpwdxlTfiX/8gntpt+aWySCkYyJJhGAaffPIpH330EQMDg3z/+3dz2223Ul1dveAHMIksZUZyhnjL66R6j2ImZ/E3P4C34TacoWr4Pd+LhmHQ3d3DBx98wLFjx2loWMl9992nRcYiC8SIT5LqPU685TUsI4u7qhn/lqdwFS/PL5VFTMFAlpyOjg7eeGMfHR0dNDevY8+ePTQ0rNQdR5EFZBlZEm3vkrz4CdnJfty12/A334+rvAmbw/mV2mQySVtbO6+//mvGxsZYt24dTz75BFVVlV+pE5F5YFlkJvtJdX5K/Ny72H2FeOpuwb/pMRzewvxqWeQUDGRJGhuL8Otf/5pTp05TUFDAY489yvr1zQQCgfxSEZlHqf5TxFv3kRm5gKMgTHDrU7iWrcXuyw04pqamaWlpYe/evbhcbrZs2cJjjz1CMPjddzUSkW9mZVJkxi4Qb/0N6UuncRbX4F11B/4194FOMr4pKRjIkpVKpdi37y2OHj3G7OwsDz/8EFu2bGbZsmWaWiSygLLTQ0RPvEpmuA2baeBbdz/u2m0MxSyOHDnO/v37qaqq4o47bmP37t06yVhkARizY6SHWomd/jVmYhp3eBW+5gfxLN+YXyo3EQUDWdJM0+Tw4SN8+OGH9PX1s3XrFu688w7q6+vxeDz55SIyT8xUjMS5d0j1HiMV6SUdauCTS3CofYQVTat55JFHWL16Vf7bROQas4ws2fFuEhc/JXnhI+z+EO6qZgIbH8dRUJ5fLjcZBQMRoL+/n3373qKtrZ1AIMCDDz5Ac/M6SkpK8ktFZJ5YlkXfsXfofP/nZEYvYNhcTBRv5t4f/Q0V9et+78JkEbk2zMQMmeE2YqffIDt5CWfpCnxNt+Nt2o1NW5EuCQoGInMSiQTvvvseJ04cZ3R0jDvvvIOdO3dQW1uL0/nVxZAicm2lUim6uro4cOAT2k8eZE+Dk5UFKUIeC1/j7Xib7sRVthKb053/VhH5jizTJDt1iXTvceKtb4PdgatiDYENj+Aq10niS4mCgUies2fP8t5779PRcYHq6iruv/9+1qxZrcWOIvNkfHycc+fa2LfvLRKJBKtXr+ahB/ewLNNHsuMjMuM9OArCBDY+gmvZGhzBMnUPRK4RMzlLZuwiifb3SF86gyNUhadmK/4ND2P3aEOOpUbBQORrTE1NsW/fW5w5c5ZoNMoDD9zPxo0bqa6u0sJHkWsknU7T39/P4cNH+PjjTygvL2Pbtu3ce+89l08xzoz3Ej+7j/RgK1Y2ibfhDrz1O3GV1V/1icki8gXLzJKdvET60ikS5/ZjZZO4wk1413wfb+12he8lSsFA5PcwDINDhw7zySef0NPTS1NTE7t330ljYwNFRUX55SJyhSzLYmwsQkdHB++//wFjY2M0NDTw/e/fxaZNm/LLMdMJEq1vk+o/QXbyEo5gOf7mB3BVrsNRuAybzZ7/FhH5BkZsgszYBZLtH5IeasVRuAx35Tr8Gx7VAuMlTsFA5A8YGhrm3Xf3c/58O7OzUe6+ezebN2+mpqZGh6KJXKVEIkFPTy+HDh3m6NGjlJeXsX59M/fdt4dQ6JsDd3roHIn298mMXsBMTONZsRNv4+24yhs05UHkCljZNNmJPpI9R0h0/BabzYazdAXexjvw1u/6ncMFZelRMBC5AoZhcPToMT799FO6urqpqqrk7rvvZtWqJkpLS3XugcgfYJomw8MjtLW1sX//eyQSCRobG7nrrt2sX998xd9DZjpBsuO3pHqOkJnoxe4J4m9+AHfVehyhamw6dEnkd1lW7lyCkXYSbe+RnejFGarCVbUB/9r71CWQyxQMRK7CxMQEv/nNu7S1nWN8fIJdu3ayY8cOVqyow+vVfGeRrxOLxejq6uLjjz/l9OnTVFVVsmnTprm1BN/uTn9mvJfEuXdJj7RjRsdwV2/Et2o3ztJ6HIFSzY8WmWOmomTHe0l2HSTVdRBcXlzhRnyr7sKzfLO+V+QrFAxErpJpmpw6dYoDBz6ms7OLYDDAnj330dTUREVFhRYni8zJZDIMDAxw7lyuS2C322lqauL737+LVauuwWFlRoZE50FSXZ+SiXSBzYGn4Ta8tdtwltZi92gnMVm6rGyK7NQA6cGzJM5/iBmfwllcg6dmM9619+LwFua/RUTBQOTbmpmZ4b333ufs2VaGh4dZu3YNt956K3V1tZpeJEuaaZqMjIzQ1dXNxx9/Ql9fHzU1NWzdupXdu++45t217MwoiXO/ITN8nuz0IPZACb5Vd+OuWocztFxnH8iSYpkGxswwmdELJC8cIDN6EUdBGGf5Snyr78FdsTr/LSKXKRiIfEcdHRf4+ONP6OzsZHZ2lh07bmHr1q3U1tZQUFCQXy5yU5uYmKCvr49Dhw5z6tRpwuFyVq1axd13301VVWV++bVjmaQGzpLs/ITsWBfG7CiuZU25g9HKm3K7F2n9gdzMLAsjNk52opdk56ek+k5g9xTgLK3NLdSv34nN6cl/l8hXKBiIXAOZTIYTJ05y6NBh+vp6sdls7N69m+bmdVRXV+Px6Iex3Nzi8Tj9/f2cPNnCwYOH8Hq91Nev4Pbbb2PdunXY7QuzpaiVTZHsPkKq5xDZiT7MZBRP3Ta8K7+Hs3QFDn+J5lTLTSe3jqCPVN9xkp2fgmXiLK7BXbMZb9MdOHyh/LeIfC0FA5FraHZ2ls8++4yTJ1vo779EVVUlt912O01NDVp/IDel3DqCQdrb2/noo4+Ix+PU1dWxfft2du7ccd1CsZGYInXxE1J9J8lO9oPNjrfxdjw1W3CEqnIDJQUEWeTMdBxjapD0cDuJjg8xYxM4Q9W4KtbkFuMX1+S/ReQbKRiIzIOhoSF++9uPOH++g5GREZqb17Fr1/eoqammrKxMAUEWvUwmw8jIKL29vXzyyaf09PRQXV3N+vXruOuuuwiFbow7lNnJfhIdH5EZ7SA7NYjdW4C3fhfuqg25gOC/Mf49Ra6GmY5jTA+SGblAsusg2ck+HAXLcJbV42u8HXdls4KvfCsKBiLzxLIs2tra+OSTz+jt7WVmZoZNmzayZcsWli9XQJDF6fNA0N/fz9Gjxzh//jxlZWU0NKzkjjvuoL5+Rf5brj/LIjPaQaLzM7KRTrJTQ9h9RXhX5gKCs6gSuwKCLAJWOk7280DQfYjseA+OwmU4S2rxrtiJu2YzNocO3pRvT8FAZJ5lMhlaWk5x7Ngx+vsvMTs7q4Agi04mk2F0dJS+vi8CQWlpKStW1LFjxy2sXbv2xv9zbJm5KRedBzEiXWRnhnD4i/HW78RVtQFHUaU6CHJDygWCIbJjF3MBd7wHR0E5zuJaPCtuwVOzFZvr+kzbk5uLgoHIAkmlUnMB4TiXLl0iGo2yefMmtmzZTHV1NeXl5Qu2QFPkSn05EBw7doz29vOUlBRTV7eCW27Zzvr1zTd+IMhjGQbpoVZSPYfJRLowpoexB0rw1u/MnaBcWIHdX6wth+W6M1NRjOlhspFOEp0HyUa6cBSU4yiuwVO3HW/ddmyua7v9ryxtCgYiCyyVSnH8+AlOnDjBpUsDxGKxywGhoqKS8vIyXC61guX6SiaTjI6OMTAwwPHjxzl3rm0uENSxffs2NmzYgNPpzH/b4mIapAZOk+o+TGa8B2NmGLu/BO+KW3BVNuMMVWIPlGKzKbDLwjLi07mzCMYukOo+Qna8B3uwNHdAWe02PCt2YHf78t8m8p0pGIhcJ4lEguPHT3DyZAtDQ4PMzkZZu3YtGzduYPnyasLhMH6/P/9tIvNqZmaG0dEx+vp6aWk5TWdnJyUlJSxfXs327dvYuHHjzRdcjQzJSy2kuo9iTF0iOzuC3enDs2I77uqNOIqqcBSU6xwEmVeWZWHGJzFmhkkPniPVexRjZgRHQRmOoko8y7fgrt+BQyd6yzxSMBC5zhKJBKdOnebUqVMMDAwQiYxTW1vLli2bqa9fQTgcpqioSNMaZN6YpsnExASjo2N0dHTQ0nKKsbFRwuFl1NbWsHnzZtavb775AkEey8iQHmwl1X+S7HgPxswIAO6azXhqtuAMVeMoCOskZbm2LBMjOk52eoj04BlSvccwEzM4C5fhCFXjWb4Jd81m7AoEsgAUDERuEJlMhnPnztHScoqenh5GRkYpKSlm06ZNrF69mmXLwpSWli7+6Rtyw0in00QiEYaHR2htbaWl5RSZTIZwOExDw0q2bt1CU1PTklz7khntINV3kszYRYyZYax0HFfVRjy1W3CGqnAEy7F5CxXY5Vsz0zGMaARzdpTUQCup3qNgZnO7DBXX4anbjrtqnXYZkgWlYCByA2pvb+f48ZP09uYCgmVZbNy4gebmZioqllFaWkpBQYEGJXLVLMtiamqK8fFxBgeHOHPmDK2t5/D5vCxbVkFjYyNbtmyivr4+/61LkjEzQrL3GJmhVrIzI7kDpEpq8VRvwFnelJvmESxXF0GuiGUaGLFxzOgY2fFe0oNnSQ+fx+4J4CgI4yxvxFO7FVd5I7YlGMjl+lMwELmB9ff3c/z4CTo6LhCJRJienqKuro7m5mYaGlZSWlpGWVnpTT/FQ767ZDLF+HiEsbEIHR0dtLa2MjQ0TElJCeFwOc3N69i2bRtlZWX5bxXASEyT7j9FevAMxuwIxmwEm2XirGrOhYRQNfZgmU5Ulq9lJqMY0QjG7DDpwVbSA2ew0jEcgTLswVLcletwL9+EM1Sd/1aRBaVgILIIRCIRWlvPce5cKyMjY4yPj2O321m3bh3NzeuorKykrKyUwkJNbZAvmKbJ1NQUkcg4ly4N0Np6lvPnO3A6nZSWllJRUcG6dWvZsGE9hYWF+W+Xr2MaZMYukho4Q2asEzMawYiN4wxV4a5ajyu8CnugFEegGJtHXb2lzErHMeKTmPFJMmNdpAfPkhnrxO4twBEsw1lSk/szU7kOu0s7DMmNQcFAZBHJZDJcvNhJa2srPT09RCIRJienWL58Oc3Na2loaKSkpJhQqJhgMKBByRJkWRYzMzNMTuamC+W6A+cYGxujrKyUsrIyGhsbWbduLfX19Uty/cC1YiSmyQycIT3USnZqCDMWwcqmcJY34l62GmfpCuyBEhz+EuxeLRxdCqxsKjdVKDaJMXWJ9Mh5MiMdWNlMrqNUEMZduQZ31Xp1B+SGpGAgskhNTU1x9uxZzp1rY3h4hPHxcbLZLI2NDTQ2NlFXVzsXEkIEgxqU3MxyYWCWqalJJiYm6e7u4sKFTrq7u/H7fZSWllFdXcW6detYt26t/jxca5ZJJjJ3R3j0ImZsAiM+AZaFK9yEK7wKV1k9Nn8oFxI8gfxPkEXMyqYxYhNzW40OkR5qIzPagZWKYfcXYw+UXu4OuCvWYHPqhGK5cSkYiCxyhmHQ2dnFuXPn6OrqYnJyisnJSWw221xIaKSurpZQqJji4hCBgAYlNwPLspidnWVqKvf73dXVw8WLF+jq6sbtdlNcHKKkpISmpkbWrVtHbW2tOkgLwErHSY90kBntyG15GpvEjE9gszlwhptynYSSGmzeQuy+IuzeAp2PsNhYFmYqipmcxkzMYMyOkhluJzN6ASMxlQt//hDO0PLc73nlWhz+4vxPEbkhKRiI3ERisRgdHRe4ePEi/f39TE5OMjk5hd1up7GxkaamRpYvX05RUSEFBYUUFhbgcGhQslhkMhlmZmaYmZllenqa3t5eLlzIhQGXy0UoFLp8OnFTUxMNDSvxer35HyMLxEzFyIy0kxm5QGaiDzM+gRmbxGZ34Cytw1lWj7OkNjeQ9BVh8xVqrvkNyjIymIlpzOQMZnya7GQfmfEespFuzORM7vcwUIyjqAp3uAlneBXOwnD+x4jc8BQMRG5S0WiUc+faOH/+PH19fczMzDI7O4vT6WTlynrq6+upr19BKJTrIgQCAQ0ibzCWZZFIJIjFYsRiMcbHJ+ju7p67erDb7RQUFFBUVEh9fT2rV69m9epV+HwaXN5ojMQ0maFzpIfOYUxeyt1xTkUhm8IRWo6rfCXOsgacRZXYvEHsniB2tx9sWgNyPViWhZVJYKViud+r2DjpsYsYY11kIt1gt2N3B7B5AjgKluGuXIu7ch2Oosr8jxJZVBQMRJaAmZkZ2tvbaW8/T3//pcsDzUQiQUXFMlauXEl9fT3V1VWXQ0IgEFA34TrIZrNEo1FisRjRaJS+vv7LYWB8fIJAwE8gECAYLGDFijrWrFnN6tWrFQYWETMxTWask8xYJ9nx7tyd6FQUKxUDlxdXeSPu8gacZSuweQqwu3zY3D5sLj82hw44nA+WZWKlE1iZOFY6gZmKk53sIxvpIjPWiRGNYPcEsHlyoc1VWpcLcmUrcRZV5H+cyKKlYCCyxESjUbq6vrjrPDU1dTkoOBz2uU5C7ioqKsLn8+Lz+fD5fLjdOsTpWrIsi1QqRSKRJJFIkEwmmJiYpKuri66uLnp7+3A4HJeDWmlpKfX1Ky53e9ThWfwsw8CY6icz1kUmchFjamiumxCDbBJ7MIyzZDmOompcJTXY/aFcQHD7coHB6dG5Cd+CZWSw0nGsTAIzncBKzZKdvJS7pi6RnR7CZvu8KxDMbS9a3oCrfCWu0npsLn3vyc1JwUBkCTNNk6GhIbq7u+nq6mZgYIBoNBcS4vE4xcXFVFVVUlVVRXV1NeXlZfh8Prxe3+XAoO0ur5xhGCQSibkrSSIRZ3h4hMHBIQYGBhgcHCAWi18OAgUFBdTU1Fye+hUOl+d/pNxkzMQM2Ugn6bFOjEgPRnL6i8FrJoHdHcBZUoMjtBxncTWOgmXYXF5sTs8Xl8urBc1zLMvEyqSwsinIpjCzScikMGITZKcuYUxeIjs1gBmLgNOLzeXD7vZh8wRwFtfgKmvEVb4SR+Gy/I8WuSkpGIjIZYlE4itz2Ccnp+buZOfuaNtsNqqrq6isrJp7rCQYDOB2e/B43Hg8HjweD263e0nvgGOaJul0mlQqNXelSadTzMzMMjg4wMDAIIODQ4yMDGO3O/B6P+/KeCkrK6O+vp6VK+upra1Vl2Yps0yMmRGyUwNkJvsxpgYxoxHMTGJu2ksCyzRwBMtwFIZxBMtxFJTjKKzA7gnmuglOD3ZX7tHmcGGz35xTkSzLhGw61wnIJLGyKaxsEjMVx4iOYcyOYs6OkZ0dxYyOgmliuzxFy4fDV4SjuBpH0XJcxdW5MwYcOlFelh4FAxH5vSYmJhgYGGRoaIjBwUFGRkaJx+OXg0IymaSgIEhpaRnl5WWUleWukpISfD7f5bDgcrm+ct0s0uk0mUzm8vV5CEgk4kQi44yNjRGJjBOJRIhEIiSTya+EgGAwyLJlFZe7MlVVlTqBWL6RmYx+5U53dvLS5UFw7s54EiuTxOb24ygoxx4sx1kQzh2u5Qth8wZzAcHhxuZwwefPnXPPb9TFzpaFZWawshksIwPGXAiYe26mk1iJSYzYJMbsCMbsGMbMCGZyeq6T4sXm+vzRi6MwjLOoGsdcCHAE1Y0TQcFARK5GJpNhaGiIoaHhuakvg0xPz8wNiJMkk6nLd8pLSkouh4WioiKKiooIhUIUFBTgdrsvhwS3O/fodDpxOByXr+vNMAwMwyCbNchmvxj8ZzIZ0unc49TUFNPT05cfx8ZyAWB6ehqv1/ulLooXr9dDcXEJVVWVl7stVVVV+b+syNUxjct3xI2ZkS8ekzO5qTOZ5NwUmjQYWbA7cPhDuYO3fEXY/SHsvrnLH8LmdOemIdmd2GwOsDvm/vlLz23X+PvTMrFMA0wDLGPuefaLr5lGLhQkZjASUxjxKcz4JGZ8GjMxhZmYwsokc//OTtcXQcDpwe4NYg+W4SyswFGwDEdBGEfRMmwOdeJEvo6CgYh8J9FolLGxMUZGRhkdHWV8fJzR0TGSySSpVC4oZLPZL10ZQqHiy2GhuLiIoqIQBQVBvF4ffr8Pj8eL0/lFSPjicmKz2bDbbcA3P5qmBVhfebSs/Mu8PPj/PAh8fn2+FiAeTzA7O/OlADDD1NTU5a1fP79yIceN1+vB7fZQUVFBeXkZ5eXlLFsWJhwOa7GwLBgjMYUZjZCdHsKcHSUbm8BKzmJlEmBksIwslpnNPTez8Pk/2xy5O+sODza3F7vbn5ty4/Jhc/tz8++v8cJbK5uemx4Vh3QSMx3HzOQWBpNNYWXTWNk0OJzY7M7czkx219yjE5vDhd3lBU8Qhz+EIxjOBYCCcq0NELlKCgYiMi+Gh0cYGxtlYmKCmZko0ejn1yzJZIpsNpMXGL46MP98gO31euam3/jx+/04HA6cTgd2+zc/ZrMGppkb9H/+mD/4z2YzxONx4vFcCEilUmQyaVKpdN6v80UAcDqdlwNAMBi8fBUWFlJaWkI4HKasrCz/f4fIDcNMTGEkZrHSUczELFZqFjM5i5WOYaRikEnkzlgwTSzr8zv22S/u3lsmWBZYJmDNPbewvvQcPh9a2HK7Jtls2L70/Iuv23PrkezOXCj5cmfC7pjbqtWPbe7MALsniN1bcPnR5inA4SvUegCRa0TBQEQWXDqdZnY2d+BaNJrbrz8ez52r8Pld+s+fp1K5jsPng/nfvev/9ZfNZvuDl91ux+GwX+5GeL1e/P7Pd13KdS+8Xh/BoH8uABQQDAYpKSnO/08SuemYmURuIW86PrcrUm6Pfyubyk31MQxsVi54fxEeTDCzX4QGmz036P/SYP/z6Ug2uzPXBXC4sLt94PJhd/nnOhO5LVlFZGEpGIjIDS8ajV7e4jObzf5OJ+B3H825wb4dh8P5ex9dLhc+nxev10sgEMj/ZUVERJYUBQMREREREeEG3ZdMREREREQWkoKBiIiIiIgoGIiIiIiIiIKBiIiIiIgoGIiIiIiICAoGIiIiIiKCgoGIiIiIiKBgICIiIiIiKBiIiIiIiAgKBiIiIiIigoKBiIiIiIigYCAiIiIiIigYiIiIiIgICgYiIiIiIoKCgYiIiIiIoGAgIiIiIiIoGIiIiIiICAoGIiIiIiKCgoGIiIiIiKBgICIiIiIiKBiIiIiIiAgKBiIiIiIigoKBiIiIiIigYCAiIiIiIigYiIiIiIgICgYiIiIiIoKCgYiIiIiIoGAgIiIiIiIoGIiIiIiICAoGIiIiIiKCgoGIiIiIiKBgICIiIiIiKBiIiIiIiAgKBiIiIiIigoKBiIiIiIigYCAiIiIiIigYiIiIiIgICgYiIiIiIoKCgYiIiIiIoGAgIiIiIiIoGIiIiIiICAoGIiIiIiKCgoGIiIiIiKBgICIiIiIiKBiIiIiIiAgKBiIiIiIigoKBiIiIiIigYCAiIiIiIigYiIiIiIgICgYiIiIiIoKCgYiIiIiIoGAgIiIiIiIA/z/zqwWkQxjaFQAAAABJRU5ErkJggg==[/img][br][br][b]4. Marque o ponto do ângulo reto:[/b][br]Marque os pontos F e J onde os dois arcos se cruzam (interseções). Escolha o ponto F para ser o vértice de um dos lados do ângulo reto (90°). [br][br]Exemplo:[br][img]data:image/png;base64,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[/img][br][br][br][br][b]5. Faça a reta que formará o ângulo de 90º:[/b][br]Use a régua para ligar o ponto F ao ponto C e, posteriormente, ao ponto D. Pronto! Você formou um triângulo com um ângulo de 90°.[br][br]Exemplo:[br][img]data:image/png;base64,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[/img][br][br][b]6. Complete o triângulo:[br][/b]Use uma caneta colorida e a régua para formar o triângulo, traçando a última reta saindo do ponto F a qualquer lugar da reta. (Não se esqueça de destacar seu triângulo de outra cor, como o da figura abaixo). [br][br][img]data:image/png;base64,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[/img][br][br]
[b][color=#0b5394]Agora observe seu triângulo e identifique no desenho:[/color][/b][br][br][list][*][b]A hipotenusa[/b] (o lado maior, que fica em frente ao ângulo de 90°);[br][br][/*][*][b]Os catetos[/b] (os dois lados que formam o ângulo reto);[br][br][/*][*][b]O ângulo de 90°[/b] (o canto reto do triângulo, que você construiu com os arcos).[br][br][/*][/list][br]
[b][size=150][color=#134f5c]Você sabia?[/color][/size][/b][br]Embora a régua e o compasso sejam fundamentais, existe uma ferramenta projetada especificamente para facilitar o desenho do triângulo retângulo de forma mais rápida e prática: o [b]esquadro. [br][br][/b][b]Descrição dos passos:[br][br][/b][b]1. A Base:[/b] Posicione o esquadro sobre o papel e utilize um dos lados que formam o "L" para traçar uma linha horizontal. Esta será a base do seu triângulo.[br][br][b]2. A Altura (Ângulo Reto):[/b] Sem tirar o esquadro do lugar, utilize o outro lado que forma o "L" para traçar uma linha vertical partindo da mesma quina. Pronto, você acabou de garantir um ângulo de [math]90°[/math]![br][br][b]3. Fechando o Triângulo:[/b] Agora, basta usar a hipotenusa (o lado inclinado do esquadro) ou uma régua comum para conectar as duas pontas das linhas que você desenhou.
[b][size=150][color=#b45f06]Vamos construir um triângulo retângulo no Geogebra? [/color][/size][br][br]Passo a passo para construir um triângulo retângulo no GeoGebra:[/b][br][list=1][br][*][b]Use a ferramenta “Segmento”[/b] para desenhar um segmento qualquer.[br][br]Os extremos dele serão os pontos [b]A[/b] e [b]B[/b].[/*][img]data:image/png;base64,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a ferramenta “Ângulo com amplitude fixa”.[/b][br][br]Clique primeiro em [b]A[/b] e depois em [b]B[/b] (nessa ordem) e digite [b]90°[/b] para criar um ângulo reto em [b]B[/b].[br][br]O GeoGebra criará um novo ponto, chamado [b]A'[/b].[br][img]data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAqQAAAHpCAYAAABUaC6GAAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAADsMAAA7DAcdvqGQAAClvSURBVHhe7d17lNb1Ye/7z8wwMFwVvCMKiIAMd5AYjTGiiGhCc6lJ27RNz/Hs0yQ7WelJs3fiOXu1q7tdXcY0vewkp6dpdtOd7J7T3BrT4AUUlRiv6AzXGW4iF0FUUG4DMzDM85w/wNF5NEYU+A0zr9da/uH3931criSa93pmnudTVS6XywEAgIJUVx4AAMCpJEgBACiUIAUAoFCCFACAQglSAAAKJUgBACiUIAUAoFCCFACAQglSAAAKJUgBACiUIAUAoFCCFACAQglSAAAKJUgBACiUIAUAoFCCFACAQglSAAAKJUgBACiUIAUAoFCCFACAQglSAAAKJUgBACiUIAUAoFCCFACAQglSAAAKJUgBACiUIAUAoFCCFACAQglSAAAKJUgBACiUIAUAoFCCFACAQglSAAAKJUgBACiUIAUAoFCCFACAQglSAAAKJUgBACiUIAUAoFCCFACAQglSAAAKJUgBACiUIAUAoFCCFACAQglSAAAKJUgBACiUIAUAoFCCFACAQglSAAAKJUgBACiUIAUAoFCCFACAQglSAAAKJUgBACiUIAUAoFCCFACAQglSAAAKJUgBACiUIAUAoFCCFACAQglSAAAKJUgBACiUIAUAoFCCFACAQglSAAAKJUgBACiUIAUAoFCCFACAQglSAAAKJUgBACiUIAUAoFCCFACAQglSAAAKJUgBACiUIAUAoFCCFACAQglSAAAKJUgBACiUIAUAoFCCFACAQglSAAAKJUgBACiUIAUAoFCCFACAQglSAAAKJUgBACiUIAUAoFCCFACAQglSAAAKJUgBACiUIAUAoFCCFADgBGlp68j8ry3PjNueyI49h7s8u6txV+Z/bXla2jq6nCNIAQBOmCXNu7Ov9UgG9++Tf310R+VjfgVBCgBwgixo2JkPX35OPnz5OXmoabd3Q98mQQoAcALs2HM4a58/kGvrh+Xa+mHZ9kpb1u842Pl8+NB+GT98QAbV1XR5HYIUAOCE+NdHd2RI/z4Zd8GAzBg9OO8Zc0a+vXhb5/MZowfn6783rstrOEqQAgC8Sy1tHXmoaXdmTxza+Q7o/Jnn5KmNe9/w4SbeqKpcLpcrDwEAePvuatyVW/+hqfI4SXLbh0fljz84svKY1xGkAADv0qe/syZJ8u3/fcIbzp/ffSj/+oXJfnf0LfiRPQDAu7Bjz+E8tXFv5s88p/JRPj1nxBs+3MQbCVIAgHfh1e8bnXnJkMpHGXfBgIwYVtflw028kR/ZAwBQKO+QAgBQKEEKAEChBCkAAIXyO6QAAG/TN/7vb6dh5doMGTQg11/z3nzkw/Mrr/AOCFIAgF9j/cYtmTnripTGfCh9zhqX0sGdqT28O1dcVMq9P/5u5XWOkyAFAHgLW7ZsyXuu/82UZv9Vqqq6/rbjwRU/zIcm1+UH//1vupxzfPwOKQDAW/j0F/9L2md88Q0xmiQDpv5WHlz9cu65d2HlI47DG/+TBQAgSXLw4MEsfeyX6XPmiMpHnQ7Wnpv/94c/rTzmOAhSAIBfYfPmzel/4ZTK4y7Kh/bn3rt/XnnMcRCkAAC/Qn19fQ49vyLlI4crH3Wq7ts/t335y5XHHAdBCgDwFm699X9N1eZFlcedajb8NJ//3GcqjzkOghQA4C187S//a648f18Or7mzy3mpvTVHHvxK7r1nQQYMGNDlGcfH1z4BALwN//GLt+XHP/lJhlw8LQd3bs55556Tb93xp7n6fVdWXuU4CVIAgLepra0ty5Yty7nnnpsxY8ZUPuYdEqQAABTK75ACAFAoQQoAQKEEKQAAhRKkAAAUSpACAFAoQQoAQKEEKQAAhRKkAAAUSpACAFAoQQoAQKEEKQAAhRKkAAAUSpACAFAoQQoAQKEEKQAAhRKkAAAUSpACAFAoQQoAQKEEKQAAhRKkAAAUSpACAFAoQQoAQKEEKQAAhRKkAAAUSpACAFAoQQoAQKEEKQAAhRKkAAAUSpACAFAoQQoAQKEEKQAAhRKkAAAUSpACAFAoQQoAQKEEKQAAhRKkAAAUSpACAFAoQQoAQKEEKQAAhRKkAAAUSpACAFAoQQoAQKEEKQAAhRKkAAAUSpACAFAoQQoAQKEEKQAAhRKkAAAUSpACAFAoQQoAQKEEKQAAhRKkAAAUSpACAFAoQQoAQKEEKQAAhRKkAAAUSpACAFAoQQoAQKEEKQAAhRKkAAAUSpACAFAoQQoAQKEEKQAAhRKkAAAUSpACAFAoQQoAQKEEKQAAhRKkAAAUSpACAFAoQQoAQKEEKQAAhRKkAAAUSpACAFAoQQoAQKEEKQAAhRKkAAAUSpACAFAoQQoAQKEEKQAAhRKkAAAUSpACAFAoQQoAQKEEKQAAhRKkAAAUSpACAFAoQQoAQKEEKQAAhRKkAAAUSpACAFAoQQoAQKEEKQAAhRKkAAAUSpACAFAoQQoAQKEEKQAAhRKkAAAUSpACAFAoQQoAQKEEKQAAhRKkAAAUSpACAFAoQQoAQKEEKQAAhRKkAAAUSpACAFAoQQoAQKEEKQAAhRKkAAAUSpACAFAoQQoAQKEEKQAAhRKkAAAUSpACAFAoQQoAQKEEKQAAhRKkAAAUSpACAFAoQQoAQKEEKQAAhRKkAAAUSpACAFAoQQoAQKEEKQAAhRKkAAAUSpACAFAoQQoAQKEEKQAAhRKkAAAUSpACAFAoQQoAQKEEKQAAhRKkAAAUSpACAFAoQXoK/c3dW3LuH/4idzXuqnwEANBrCdJTZMeew/n3p3fm+knD8u3F29LS1lF5BQCgVxKkp0jDs/sypH+ffOaGEdn2SlvW7zhYeQUAoFcSpKfIgoadmT1xaGaOHpIRw+qypPmVyisAAL2SID0FGjftz9KNe3Nt/bAMqqvJp+eMyL/8ckd27DlceRUAoNcRpKfAkuZXMmJYXcZdMCBJMvOSIcmxH+MDAPR2VeVyuVx5yImzY8/hfPCrjdn2yqHKR7ni0jPyr1+YnEF1NZWPAAB6De+QnmSvvgu64mtX5qV//EDnH9/9zMQ0b2/x4SYAoNcTpCfZgoadmTXmjFxwZt8u59fWD039hYN8uAkA6PUE6UnUuGl/Fq9+OfNnnlP5KIPqajJ74lAfbgIAej2/QwoAQKG8QwoAQKEEKQAAhRKkJ9C6devyyCOPpKWlpfIRAAC/gt8hPQHuWbgot/3532TXy3sy4OyRadm+Kh+/5WP55tf/svIqAAAVBOm79MDDT+S3/vDLqbr6z1JV/doX3B9q+knmXdYnP/ynv+1yHwCArvzI/l1Yv359bv2P/ynV1/xFlxhNkn4Tb8nipj35q7/9VpdzAAC6EqTvwj//j+9n91lXVR53qhr/m/n2P/9LSqVS5SMAAI4RpO9C0zPPpc85EyqPO1X3G5zNa1fkwQcfrHwEAMAxgvRdGDKwLh37tlcedyqXjqT/wMG5+uqrKx8BAHCMIH0Xbp47OwPbX6w87nRk59qMG3VFHvjnJ7Jr2+7KxwAA+JT9uzf/t/5DHto2JAMmfrjLeelwSzruvy1/8fH/lAH9BiZJLppwQWbdNDlnnjeky10AgN5MkJ4A183/nSzfNSjtfYakuv9ZOfLKhvR7/uEse+qx1LSU07ioKbu2v/YO6SXTLsrMGydl8LCjoQoA0JsJ0hPkzp/9PEseXZqWA22ZNa0+n/nDW7s837xqWxrva8qel/YnSaqqqzLu8lGZfkN9Bgzp3+UuAEBvIkhPoVKpnGeXbc2y+5uzf/eBJElNn5pMuHJMplw3PnUD+lW+BACgxxOkBeg4Usr6pZuy/ME1ad3fliSp7VebiVdfmskfGJfafrWVLwEA6LEEaYE62juy+pENWfWLdTnc2p4kqRvQL5OvHZf6912amj5d158AAHoiQdoNHG5rz6pfrEvTIxty5HBHkmTAkP6Zet1lGf+e0amu8e1cAEDPJUi7kbYDh7LiwbVZ8/jGlDqOzo0OHjYwM26YmEumX5SqqqrKlwAAnPYEaTd0YG9rlt3fnGcaNqdUOvpfz9DzhmTmjZNy8cThldcBAE5rgrQb27erJQ2LVmfTym2dZ+dcNCwzb5yY4WPP63IXAOB0JUhPA7tf2Jun7l2VbWtf6Dw7b9TZuWL+1Jw9YmiXuwAApxtBehp5aesrWbpgeV7a+krn2cX1w3P5vEnmSAGA05YgPQ1tW/dCGhauzsvP70mSVFVV5ZJpF2XG3InmSAGA044gPU2Vy+VsXrU9jfc1Ze/O182Rzhqd6XMmmCMFAE4bgvQ0Vy6V80zjlixb3JyW3QeTzjnSSzLlusvMkQIA3Z4g7SFKHaWsfeLZLH9wTdpaDiXH5kgnvX9sJl0z1hwpANBtCdIepqO9I02PbMiqX6zPodbDSZJ+A/pm6uzLMuGqMeZIAYBuR5D2UIfb2rNyybo0P9p1jnTa9RMybtYoc6QAQLchSHu4tgOHsmxxc9Yv3ZSOI0fnSIecNSjTb6jPJdPMkQIAxROkvcSBva1pvK8pGxu3vDZHev4ZR+dI6y+ovA4AcMoI0l7mzeZIzx4xNFd8aGrOG312l7sAAKeCIO2ldr+wN0/dsyrb1r02Rzr80nMz64NTctbwM7vcBQA4mQRpL/dmc6QjJw7P5TdNzhnnDO5yFwDgZBCkJEm2rX0hDfc15eXtuxNzpADAKSRI6fRmc6TVNdUZN2tUpl1vjhQAODkEKW9QLpWzoWFLli1uyoE9rUmSPrU1uezKMZkye7w5UgDghBKk/EqljlLWPL4xKx9am9bOOdI+mXTNuEx6vzlSAODEEKT8WkcOH50jXf1wxRzpdRMy4cpLzJECAO+KIOVtO9zanpVL1qbp0WfS0X50jnTgGUfnSMdebo4UAHhnBCnHra3lUJY/sCbrlj772hzp2YMy44aJGT11hDlSAOC4CFLesZbdB7Ps/qZsXLa1Yo50Yi6uH155HQDgTQlS3rW9O/enYVFTNq8yRwoAHD9Bygmz+4W9WXr3ymxf/2Ln2fCx52XWzZPNkQIAv5Ig5YR70znSSRfm8nmTzJECAG8gSDlpnlu7I42LmvLy83uSV+dIp1+UmXMnZdDQAZXXAYBeSpByUpXL5WxauS3L7mvO3l2vzZGOf8/oTJ9Tn7pBVp8AoLcTpJwSR+dIN2fZ4jU5sOdgcmyOtP59l2bKtZelb3+rTwDQWwlSTqlSRylrH382Kx5a02WOdPIHxmfS+8elT1+rTwDQ2whSCnHkcEdW/3J9Vj+8Pofb2pMkdQP7Zcrs8Zlw5RhzpADQiwhSCnW4tT0rHlqb5scq5kjn1GfszJHmSAGgFxCkdAttLYeybHFz1j+1qesc6dyJGT3FHCkA9GSClG7l6Bxpc55p3JJX/6c57IIzMvPGSblowgWV1wGAHkCQ0i3t3bk/DQtXZ/Pq7Z1n5kgBoGcSpHRrLz+/J0/fsyrbN7w2R3rh2PNyuTlSAOgxBCmnhRc37cqTd63Irm27O89GTbowM82RAsBpT5ByWnlu7Y40LFydV3bsTY7NkY6ZfnFmzJ1ojhQATlOClNPOq3Okjfc1Zd+ulsQcKQCc1gQpp61yqZz1T2/O8gdemyOtqa1J/VWXZupsc6QAcLoQpJz2Sh2lrHl8Y1Y8uDZtB47Okfatq83kD4zLxKvNkQJAdydI6THebI60/6B+mTL7sky4cozVJwDopgQpPc7h1vasXLI2zY8+kyOvzpGeOSDT50zI2JmjUlVt9QkAuhNBSo/V1nIojYubs37pppQ6js6RnnH24EyfW2+OFAC6EUFKj9ey+2Aa72vKxmVbO+dIzxp+ZmbcODEXXWaOFACKJkjpNfbu3J+nF67OltfNkZ578bC8Z/60nHvxsC53AYBTR5DS67z8/J48dffKPP/MS51nF447L5ffZI4UAIogSOm1zJECQPcgSOn1tjY/n4ZFTdn9wtE50urqqoyZPjLTb6g3RwoAp4AghVfnSFdsS+P9r82R1vSpzvj3XJJp108wRwoAJ5EghdcpdZSyoWFLli9uzoG9rcmxOdKJ77s0U641RwoAJ4MghTfRcaSjc4700MHDSZJ+/ftm4vvHZtL7zZECwIkkSOEttB9qz+pfbsjqh9en/dCRxBwpAJxwghTehraDh7Jqyfqseez1c6T9M33OxIydOdIcKQC8C4IUjkNby6EsW9ycda+fIz1ncGbcUJ9R5kgB4B0RpPAOtOw+mIZFq/Ps8udemyO9cGhmzp2YEZedX3kdAHgLghTehb079+fpe1dlS9PznWfmSAHg+AhSOAFefn5PnrpnVZ7f8GLn2Yjx52fWzZMz9PwzutwFALoSpHACvekc6eQRuXzepAw5e1CXuwDAUYIUToKtzTvSsGh11znSGSMzY+7EDDyjf+V1AOjVBCmcJOVyOc8ufy7LFjd3mSMd957RmT6nPnUDzZECQAQpnHyljlI2PL05yxavycF9R+dI+/StycT3jc3kD4w3RwpArydI4RTpONKRNY9tzIqHus6RTrpmXCZePdYcKQC9liCFU6z9UHtWP7whq3/52hxp3aB+mXbdhFz23kvMkQLQ6whSKEjbwUNZ+dC6rH18Y+cc6aChAzLt+gkZO3OUOVIAeg1BCgU7uK81yxavyYanN3edI507MaMmX2iOFIAeT5BCN7H/lQNpvK+p6xzp8DMzc96kjBhvjhSAnkuQQjez58V9eXrhqmxt3tF5Zo4UgJ5MkEI3tWvb7jy5YEVe3Lyr88wcKQA9kSCFbu75DS+m4b6m7Nz6SufZ6CkjMvNGc6QA9AyCFE4TW5uePzpH+uK+5Ngc6aUzR2X6DfXmSAE4rQlSOI10zpHe35x9Lx+dI62uqc5l770k066fYI4UgNOSIIXTUKmjlHVLN2XFg2u7zJHWv29splw7Pn3rzJECcPoQpHAa6zjSkeZHn8mqJevTdvBQkqRv/9pM/sD4TLp6bGpqzZEC0P0JUugBXpsj3ZD2Q+1Jkv6D6zLtugkZ957RqeljjhSA7kuQQg/SdvBQVj64NmsefzYdR47OkQ4eOjDT5kzImBkjU22OFIBuSJBCD3RwX2uW3d+c9U9vTrl09B/xM889Okc6cpI5UgC6F0EKPdj+Vw6kYdHqbFqxrXOO9OwLh2bGjRPNkQLQbQhS6AWOzpGuztbm5zvPzJEC0F0IUuhF3nSO9LLzM+smc6QAFEeQQg9y6ODhfPe2n+SZxi05a/iZ+fzf//6bzos+/8xLaVi4Ojufe90c6dSLMnPuxDe9DwAnkyCFHmTb2hfy47+6N//bHR9/W2G5ZfX2NNzXlD1d5khHZvoNE82RAnDKCFLoIZoe2ZDv3vaTzj//4Gdn57rffW+XO2+mVCpn0/Ln0nh/U/a/ciA5Nkc64coxmXrdZeZIATjpBCn0IMf7DunrdRwpZcNTm7L8dXOktf36ZOLVYzPpmnHmSAE4acy3AEmSmj7VuezKMfn4l+fl8psmp25Av7QfOpLlD6zJj756T1YuWZeO9qNftg8AJ5IgBbqoqa3JlGvH5+O3zcu06yektl9tDre25+l7V+VHd9yb5seeSceRUuXLAOAdE6TAm6rtV5sZcyfm47fNy8Srx6amT01a97fliX9fnp9+fVGeadiS0rEVKAB4NwQp8JbqBvTLFfOn5uNfmZfx7xmdquqq7N99IA//6Kn87O/uz+bV2ytfAgDHRZACb8uAIf3zvt+cmVv+87xcMvWi5NgC1IP/8/H8/JsPZPv6FytfAgBviyAFjsvgYQNz7SevyMf+eG4umnBBcmwBatE//TJ3/z9Lsmvb7sqXAMBb8rVPwLvyZnOkF112QWbdPDlnnjeky10AeDOCFDghtm94MQ0LV3d5h/SSqRdlhjlSAH4NQQqcUJtXb0/j6+ZIq6qrMnbmqEy/od4cKQBvSpACJ1ypVM7GZVuy7P7mtOw+mHTOkV6SqddNMEcKQBeCFDhpOo6Usv6pTVnxwJoc3N+WHJsjrX/f2Ez+gDlSAI4SpMBJ19HekebHnsnKJety6ODhJEm/AX0z5drxqb/q0tTU1lS+BIBeRJACp8zhtvas+sX6ND+6Ie2HjiRJBgyuy9TrJ2TcrNGp6eOb6AB6I0EKnHJtBw5lxYNrsubxZ1PqKCVJBg0dkBlzJ+aSaRenurqq8iUA9GCCFCjMgb2tWXZ/czY0bE65dPRfRWeeNyQz5k7MqEkXVl4HoIcSpEDh9u1qSeN9TXl2xXOdZ2ePGJqZ8yblwrHndbkLQM8jSIFuY8+L+/LUPavy3NodnWfnjTo7V8yfmrNHDO1yF4CeQ5AC3c6bzpFOuCCzbjJHCtATCVKg29q+/sU0LHrjHOnMeZMyeNjALncBOH0JUqDb27x6exoXrc6el/Ynx+ZIx11+dI50wBBzpACnO0EKnBZKpXKeXbY1y+5vzv7dB5IkNX1qMuHKMZly3fjUDTBHCnC6EqTAaaXjSCnrlj6bFQ+uTWvnHGltJl59aSZ/YFxq+5kjBTjdCFLgtNTR3pGmR5/JyiVrc7i1PUlSN6BfJn1gXCZefWlq+pgjBThdCFLgtHZ0jnRdmh995rU50iH9M+26yzLWHCnAaUGQAj3C0TnStVnz+MbOOdLBwwZmxg0TM3raReZIAboxQQr0KEfnSJvyTMOWlF43Rzpz7sSMNEcK0C0JUqBH2rerJQ2LVmfTym2dZ+dcNCwz503K8EvP7XIXgGIJUqBH2/3C3jx176psW/tC55k5UoDuRZACvcJLW1/J0gXL89LWVzrPLq4fnsvnTTJHClAwQQr0KtvWvZDGRU3Ztf3oHGlVVVVGTx2RmTeaIwUoiiAFep1yuZzNq7an8b6m7N1pjhSgaIIU6LVKpXI2Nm7JssXNadl9MOmcI70kU667zBwpwCkiSIFer+NIKeuXbsqyB5rT1nIoOTZHOun9YzPpmrHmSAFOMkEKcExHe0eaHtmQlb9Y12WOdPK141L/PnOkACeLTT2AY2pqazJl9mX5xG03Z8rsy9Knb03aDh7KU/esyo/vWJi1TzzbuQJFV3fccUeqqqpSVVWVkSNHZseOHV2eL1iwoPP5wIED09DQ0Plsx44dGTlyZKqqqnLHHXd0eR3QOwhSgAp962pz+bxJ+cRtNx97Z7Q6B/e15rE7G/PTv74vG5dtjR8uveaOO+7In//5n+fpp59OuVzOT3/609x0002dUdrQ0JDPfe5znc9/8IMf5GMf+1jn8+9///v51re+lXK5nG3btnWJVaB3EKQAv0LdwH55729Myy1fvinjZo1OdXVV9r3ckl/8YGl+9rf3Z2vT85Uv6ZZe/+7kyJEj09jYmJEjR2bBggWVV49bS0tL7r333vzpn/5pZs6cmSSZOXNmpk6dmu9///tJkm984xuZPXt25/PZs2dn9OjRefrpp7v8tYDeS5AC/BoDz+ifq2+ZmY996caMnjIiSbL7xX1Z/P3H8vNvPpAXN+2qfEm30dDQkN/+7d/Oz3/+85TL5XzrW9/qDMPLL7+88nqXeK38460Ctr6+vvIozc3NaWlpyZYtW7o8HzRoUEaOHJmf/OQnSZJPfepT+fznP5+qqqqMGDGi8+8P6D0EKcDbNOTsQZn9u+/NR794Q0aMPz9Jsmvb7tz9D0uy8DsPZ9e2o1+2350sXrw4s2bNyuzZs5Mk8+fPz6c+9amMHj06gwcPrrye+fPnp1wuv+kf8+fPr7yeQYMG5aabbsrnP//5Lj+ifzU2X1UZrK//8wsuuCBbtmxJuVzOV77ylS73gN5BkAIcp6Hnn5G5t16dD33uupx78bAkyfPPvJSff/OBLP7eo9nz4r7KlxSmubk5I0eOzKBBgzrP6uvr33D2bnzlK1/Jtddem+HDh6eqqipf+tKX8sUvfrHyGsCvJEgB3qFzLx6WD33uusy99eqcNfzMJMnW5h2582/vzy9+sDT7XzlQ+ZJu753+yP573/te5zupS5YsyXPPPdflXdDm5uYu9yv/HOjdBCnAuzRi/Pn5jS9cn9m/+96ccc7glMvlbFy2Nf/29UV57M7GHNzXWvmSU6a+vj5btmxJS0tL51lzc/Mbzl51vD+yfzM7duzIkiVLUl9f3/n7oq8P0Fd/r/SWW27p8jqg9xKkACdAVVVVRk8ZkY/98dxcfcvMDBo6IKWOUtY+8Wx+8rWFWXr3yrQdPLoCdSrNmTMnTz31VB566KHk2Dug3//+97Np06bs37+/8vo7cscdd+Taa6/tDNzbbrsto0eP7vy91S984Qt56KGHOr/O6aGHHsqmTZve9ENVQO9kqQngJHg1Rpc/uOZ1c6R9Mun94075HGlDQ0OuueaaHDx4MBdffHHuvPPOfPSjH823vvWtt/2u56/zB3/wB51f83TxxRfniSeeyAUXXND5fMGCBfmN3/iNJMmAAQPy8MMP+zQ90EmQApxERw4fnSNd/fD6HGo9nCTpN6Bvpl43IROuvMQcKYAgBTg1Dre2Z9Uv1qXp0Q05crgjSTJgSP9MnzMhYy8fleoav0EF9F6CFOAUams5lGUPNGf90k3pOFJKjn2/6fQ59blk2kWpqqqqfAlAjydIAQpwYG9rGhetzsZlW1MqHf3X8NDzz8jMGyfl4vrXfvcSoDcQpAAF2rerJU8vXJ3Nq7Z1np09Ymiu+NDUnDf67C53AXoqQQrQDex+YW+eumdVtq17ofNs+NjzMuvmyZ1fug/QUwlSgG7kpa2vZOmC5Xlp6yudZyMnDs/lN03OGee8cXseoCcQpADd0HNrd6Txvua8vH13cuyL9y+ZdlFm3jgpg4YOqLwOcFoTpADdVLlczuaV29J4f3P27jy6qlRdU53x7xmd6XPqUzeoX+VLAE5LghSgmyuXytnQsCXLFjflwJ7WJEmf2ppMuOrSTL52XOoGdM8wffzxx7N169bcdNNNGTJkSOVjgE6CFOA0UeooZe3jz2bFQ2vS+vo50mvGZdL7T+0c6a/z8ssv50/+5E9y+PDh1NXVZc6cOZk3b17q6uoqrwIIUoDTzZHDHVn9y/Vp+uWGzjnSuoH9MmX2+Ey4cky3mCP93ve+l4cffjiHDx9OdXV1+vbtm0GDBuWmm27K7NmzU1vbfeIZKJ4gBThNHW5tz8ola9P06DPpaD86RzrwjP6ZNqc+Y2eOLGyO9IUXXsif/dmfpbW1NTfeeGNKpVKWLFmSI0eOpLa2NsOGDcv8+fNz1VVXpbq6mL9HoHsRpACnubaWQ1n+wJqsW/pslznSGTdMzOipI075HOl3vvOdPPHEEznzzDPzpS99KVVVVTl48GAWL16cJ598MuVyObW1tTn//PPz4Q9/ODNmzDjlf49A9yJIAXqIlt0Hs+z+5mxctqXLHOnl8yblogmnZo5027Zt+Yu/+Iu0trbm937v9zJ58uQuz/fs2ZP77rsvjY2Nqa6uTm1tbUaNGpWPfvSjmTBhQpe7QO8hSAF6mL0796dh4epsXr298+xUzZF+85vfzPLly3PWWWfli1/8YuXjTi+++GIWLlyYpqam1NbWpra2NuPGjcstt9ySkSNHVl4HejhBCtBDvfz8njx976psX/9i59nwS8/NrA9OOSlzpJs3b87tt9+e1tbW3HrrrRk/fnzllTfYunVr7rrrrmzZsiW1tbXp06dPZsyYkY985CM577zzKq8DPZQgBejhXty0K0/ds7LrHOmkC3P5vEkndI7061//epqbmzNixIh89rOfrXz8ltauXZuFCxdmx44dqa2tTd++fXPVVVdl/vz5OfPMEx/PQPciSAF6iefW7kjjoqa8/Pye5Ngc6ZjpF2fG3Inveo50zZo1+bu/+7u0trbms5/9bEaNGlV55dcql8tpbGzM4sWLs3v37tTW1qauri4f+tCHMm/evMrrQA8iSAF6kXK5nE0rt2XZfc3Zu+u1OdJx7xmdGe9ijvT222/Phg0bMmbMmNx6662Vj49LqVTK0qVLs3jx4rS0tKSuri533HGHd0qhB/MFcAC9SFVVVS6ZelE+9qW5ufqWmRl45oBjC1Ab86Ov3pOn712Vw63tlS97S8uWLcumTZvS3t6eG2+8sfLxcauurs4VV1yRurq61NTUZNSoUWIUejhBCtALVVVXZdys0fn4l+flivlTUzewX460d2TlknX50VfvyYoH1+TI4aNftv9WyuVyfvazn6W9vT1TpkzJhRdeWHnlHWlsbMzOnTtTW1ubj3/845WPgR5GkAL0YtU11Zl49dh84rabM/PGielbV5vDbe1pWNSUH331njQ9siGljqNftv9mnnzyyezYsSOlUilz586tfPyOlEqlLFy4MLW1tZkwYUIuvfTSyitADyNIAUifvjWZet2EfOK2mzP5A+NTU1uTtgOH8uSCFfnx1xZm3dJNKR/7sv1XlUqlzndHp0+fnnPPPbfL83fqySefzL59+9KnT5989KMfrXwM9ECCFIBOffvXZtbNk/Nbt92cy64ck+qa6hzYczCP/ltD/u2vF+XZFc/l1c/CPvLII3n55ZdTLpdPyO+OJkl7e3sWL16c2trazJgxw5fkQy8hSAF4g7pB/XLVR6bnlv88L5fOGJmqqqrs29WSJf/fk/n3/7Y4m1Y/lwULFqS9vT1XXHHFCfvQ0WOPPZYDBw6kb9+++chHPlL5GOihBCkAv9KgoQNyzW/Nyse+NDejJh39wNIrO/bmR39zV9rW1aS2vS7XX3995cvekba2tixZsiS1tbW56qqrLDVBLyJIAfi1zjhncK77/Svz4T+ak+GXnpu9e/em6lCfDHzl3Pzw6wuyed1zlS85bo888khaW1tTV1eX+fPnVz4GejBfjA/AcXvk/sez4J/uT9ue9pTL5ZTL5Vww9uzM+/3ZuWDk8b+zefDgwfzlX/5lqqurM2/evNxyyy2VV4AeTJAC8I6USqXc/cNF+eWdS3No35HODztdOOHc3Pyp63P2BcMqX/Ir3X333XnkkUcyZMiQ3H777Rk4cGDlFaAHE6QAvCvt7e352f+8O0/evTztBzpSKpVSXVOViydfkA9+ak7OOGtI5Uu62L9/f7761a+mpqYmH/nIR/LBD36w8grQwwlSAE6IQ22H8pPv/jyN963OkbZSSqVSqmqqMmbmRbn5967PoDNee9dzwd335PGnVuRg6+GU2w9kQL+aDBs2LLfffnv69evX5a8L9HyCFIAT6kDLgfzoH3+WlQ+tS6m9fPQd0z5VGX/l6Nz0yevzu5/+o6w9cF7aa89M9YBhad+5IaVn7sp3v/P3+eQnfrPyLwf0AoIUgJNi7+59+eE/3Jk1j25M6cjRML1rw0PZNeKq9J/Q9VP05fbWVD38f2Xd0w9k6NChXZ4BPZ8gBeCk2vXiy/nB39+Zu/79njzZ95zUTvtk5ZUkSfuLTbl28Irc+S/frnwE9HCCFIBT4mOf+FQe2DM+/UZdXfkoSVIudeTQv/1OXti+KQMGDKh8DPRgvhgfgFNif3s5NYOPrj29marqmhw8uC+PP/545SOghxOkAJwSl9ePypFdzZXHnUpt+zJmwvTMnj278hHQwwlSAE6J/3Dr/5IzXnq48rhTac2Pc+unPpnqav/XBL2Nf+oBOCXGjBmT733nG+lY8l9SOnKoy7NDq3+UedPPy1f++PNdzoHewYeaADilFt2/OF/+s7/OSzt3pv/ZI9OybXU++Tu/nb+7479WXgV6CUEKQCE2btyYl156KdOmTUv//v0rHwO9iCAFAKBQfocUAIBCCVIAAAolSAEAKJQgBQCgUIIUAIBCCVIAAAolSAEAKJTvIQXgpGpp68jvfGNVnnxmb+WjfPczE/OhGWdXHgO9jCAF4KR6NUg/PWdEl/i8q3FX/uh7a/Pj/2NqZowe3OU1QO/iR/YAFGLmJUMyYlhd5THQCwlSAArR8Oy+XDZ8oHdHAT+yB+DkeqvfIb3i0jPyr1+YnEF1NZWPgF7EO6QAnBLf/czEvPSPH+j8Y+H/OSPN21uypHl35VWglxGkABRixujBmTPprCxo2Fn5COhlBCkAhRo/fEDlEdDLCFIACtG4aX+Wbtyba+uHVT4CehkfagLgpHqrDzX5YnwgghQAgKL5kT0AAIUSpAAAFEqQAgBQKEEKAEChBCkAAIUSpAAAFEqQAgBQKEEKAEChBCkAAIUSpAAAFEqQAgBQKEEKAEChBCkAAIUSpAAAFEqQAgBQKEEKAEChBCkAAIUSpAAAFEqQAgBQKEEKAECh/n/Jn7AgSAmexQAAAABJRU5ErkJggg==[/img][br][/*][br][*][b]Com a ferramenta “Segmento”[/b], ligue os pontos:[br][list][*][b]B até A'[/b][br][br][/*][*][b]A' até A[/b][br][/*][/list][img]data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAosAAAHECAYAAABRDGAzAAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAADsMAAA7DAcdvqGQAAFRDSURBVHhe7d15eNT3fe79e0a7kJAQkpBGy0iAENKIHYyxscHY7LZDHMDO1jZO0yQ9fvo4y3E4aU+vnnNaF6dO4rZ+mqRJk5OmSYxxEmIbsMDG2KxmEyCNFgRIo2W0oBXty8w8fwgE8wPZLJKYkd6v68of/X0/4zpN7dz+zXy+t8nj8XgEAAAA3ITZ+AAAAAC4irAIAACAIREWAQAAMCTCIgAAAIZEWAQAAMCQCIsAAAAYEmERAAAAQyIsAgAAYEiERQAAAAyJsAgAAIAhERYBAAAwJMIiAAAAhkRYBAAAwJAIiwAAABgSYREAAABDIiwCAABgSIRFAAAADImwCAAAgCERFgEAADAkwiIAAACGRFgEAADAkAiLAAAAGBJhEQAAAEMiLAIAAGBIhEUAAAAMibAIAACAIREWAQAAMCTCIgAAAIZEWAQAAMCQCIsAAAAYEmERAAAAQyIsAgAAYEiERQAAAAyJsAgAAIAhERYBAAAwJMIiAAAAhkRYBAAAwJAIiwAAABgSYREAAABDIiwCAABgSIRFAAAADImwCAAAgCERFgEAADAkwiIAAACGRFgEAADAkAiLAAAAGBJhEQAAAEMiLAIAAGBIhEUAAAAMibAIAACAIREWAQCAz2vvdumJ753W/C1HVdPS63X29qkGPfG902rvdnk9x/AgLAIAAJ+3v7BZl7v6FRkWqN8eqjEeYwQRFgEAgM976+QlfWphnD61ME7v25t5iziKCIsAAMCn1bT0qtjZoeXZMVqeHaOqpm6dq+kcPLdMClGmJVwRoQFen8PwICwCAACf9ttDNZoYFqgZieGanx6p+6ZF6SfvVg2ez0+P1MtfmOH1GQwfwiIAAPBZ7d0uvW9v1iO2SYNvDp9YEKfjF1pvWHTByDB5PB6P8SEAAIAvePtUg579sd34WJK05VNp+uZ6q/ExhhlhEQAA+Kyv/rRIkvSTr2Td8NzZ3KPf/tUsfqs4wvgaGgAA+KSall4dv9CqJxbEGY/01ceSb1h0wcggLAIAAJ909T7FBVMnGo80IzFcyTGhXosuGBl8DQ0AAIAh8WYRAAAAQyIsAgAAYEiERQAAAAyJ3ywCAIB77l/+v5/o5NliTYwI16MP368Nn3rCOIJ7hLAIAADumXMXHFqwaLHc0x5X4OQZcndeUlBvsxanuLV7+8+N47gHCIsAAOCecDgcuu/Rz8j9yD/JZPL+ZVznmW16fFaoXvvZD7yeY/Txm0UAAHBPfPUbf62++d+4IShKUvicp7WvoFG7dr9jPMIou/E/HQAAgBHW2dmpY4cPKDA62Xg0qDMoXr/e9nvjY4wywiIAABh1eUfPKCjOZnzsxdPTpt073zQ+xigjLAIAgFHhPF+vj946o23/uEsludXqrDglT3+vcWyQOThMW154wfgYo4wFFwAAMCL6e12qKqmRw+5UZXGNerv6Bs8CAgO0M3+n9l2OknnGk16fu6r3j38iZ1mRwsPDjUcYRYRFAAAwbLo7e1Rhd8pR4JTzfL1c/a7Bs5DwYCXPTJDVlqSUzAQFBAVo3We+rIM1EQrNeWpwzt3XJfeBv9PObf+uJQtmDz7HvUFYBAAAd6W9uUPl+dVy2KtV72jS9dFiQnSYrLYkpWZblDg1Tiazyeuz7/7ykF788Ss6WXpcsZkL1XmpXFPi4/TqS3+rpQ8u8ZrFvUFYBAAAt62hqlkOe7Ucdqda6i57nU1KiJLVZpE1J0mTLdFeZ9drqGzSm6/ukyQtfWa+GrvrFB8fr2nTphlHcQ8RFgEAwCdyu9yqLWuQo6BaFYVOdbR2DZ6ZzSbFp8UqNTtR6bNSNCE6zOuzQ9n5o/2qK29QbEqMnnxuhfEYPoKwCAAAbqq/16XK4hpVFDpVVVyrnq5rm8uBQQGyZExRanairLYkhYQHe332kzhL6/TOzw5IktZ9bZkS0uOMI/ARhEUAADCou6NHDrtTFXanqkvr5Ha5B89CwoOVMjNRqTbL4ILKnXrz1X1qqGySZXq81nzlYeMxfAhhEQCAca69uUNlZ6tUUVijekej14JKxKTwKwsqiUpIv3FB5U5U2J169z8PS5I2PL9SMYlRxhH4EMIiAADj0KXKpoE3iIU3LqjEJEYNBsTJSZO8zu6W2+3Rjh/uUUt9m6w5SXr0i2w8+zrCIgAA44Db5VbNxUuDXzF3XjYsqFgny5qTpLSc5FteULkTF05V6INtx2QySZ/+5mpFx0caR+BjCIsAAIxRfT39qiqplcNerariWvV2X2tQGVhQiR+8A/F2F1TuhMft0Rsv56qtsV3T51v18NOLjCPwQYRFAADGkKsLKg57tZyl9V4LKqHhIUrJSlRqdqKS73JB5U4UHbmgIzvyZDKbtPk7azUhmho/f0BYBADAz7U1XV1QcepShXeDSuSkCUq1DVxvE58WK/MwLKjcif4+l7Zv3a2u9m7NXDJND2yYZxyBjyIsAgDghy5VNKmicOANYkt9m9fZZEu0UrMtstosivmYBpXRdHZ/iU7szldAoFmbt6xTWGSocQQ+irAIAIAfcPW7VXvx0pWAeOOCypS0WFltSbLOStKEqJFbULkTfT39eu3Fnerr7tOsZZlatG6WcQQ+jLAIAICP6uvpV1VxjRx2p6pKvBdUAoIClDxjiqy2JKVkJY7KgsqdOrXHrtPvFSkoNEhPb1mr4DDf/XPFjQiLAAD4kK72HlXYq+WwO1VzoV6ufu8GldSsgd8fJmVOUUDg6C6o3Imezl5te3Gn+vtcWrDapjkrsowj8HGERQAA7rG2pg6V51fJUeBUfUWj19nVBhVrTpLirZPv2YLKnfrorTOyHyxVSHiwNm9Zp6CQQOMIfBxhEQCAUebxeNRQ2SzHlTeIrZcMCypJk5SaPfAG0Z+r8LraurXtxZ1yuz26/4m5yl463TgCP0BYBABgFLj63aq5UK+KQqcqCmu8FlRMZpMS0uOUmp2otFnJPregcqcO/e6kSo6VKTwqTJteWKuAQLNxBH6AsAgAwAjp6+lTZXGtKuxOVRbXqK+nf/AsIChAyZkJA28Qsy1jbumjrbFdb7ycK4/bo6UbF2jGonTjCPwEYREAgGHU1d4jR0G1KgpvXFAJnTDQoGK1JSlpRrxfLKjcqf2/+UgXz1QqcnKENn57tUx+9ltLXENYBADgLrXUt8lhHwiIlyqavM4iYyZc6V9OvKcNKqOpqaZVO17ZK0la/rnFmjonxTgCP0JYBADgNnk8Hl2qbJKjwKmKwpssqFiiZc1JktVm0aQE/11QuVN7f3FIlcU1ikmM0obnVxqP4WcIiwAA3IKrCyoOu1OVhU51tnUPng0sqAw0qKTNSlL4xLGxoHInGiqb9Oar+yRJK7/0oFJmJhpH4GcIiwAADOHqgorD7lSVYUElMDhAyTMSlGqzKDUrccwtqNypnT/ar7ryBsWmxOjJ51YYj+GHCIsAAFynq71H5flVqih0qvbipRsWVFKzE5WabVFyZoLMAVwFc73qc3XK/Y8DkqR1X1umhPQ44wj8EGERADDutdRdVkWhU46bLKhMnBwxeEF2nB82qIymHa/sVVNNq5IzE7Tq2aXGY/gpwiIAYNzxeDy6VNE0EBALnGpt8F5QiU2aJGuORanZ43NB5U6UF1Rr36+OSJI2PL/Sr5tn4I2wCAAYF1z9btWcrx+44qaoRl2GBZXEqXFXOpgt43pB5U643R7t+OEetdS3KW1WslZ84X7jCPwYYREAMGb19fSpsqhWDnu1qkrq1NfTN3gWFBKopIwpstqSlJKdqODQIK/P4tadP+nQh68fl8kkffqbqxUdH2kcgR8jLAIAxpSutm45CqrlsDtVc/GS3K5rCyphESFKybLIarMoacYUFlSGgavfre3f263O1i5lLEzTQ5sWGkfg5wiLAAC/11J3WQ67Uw57tRqqmr3OJsZGKDXbIqstSfHWGJlMLKgMp8LD53X0j6dlNpu06TtrNSE63DgCP0dYBAD4HY/Ho3pHoyoKa+SwV+tyQ7vXeWzypIGAmJOkSVMmep1h+PT3ubR96251tXcr64FpWvKpecYRjAGERQCAX3D1u+U8X6cK+8AVN93tPYNn5gCzEqbGKTU7UemzkhUWGer1WYyMs/tLdGJ3vgICzXrmrx9XSDgXk49FhEUAgM/q7e5TZVGNKgqdqiqp9WpQCQoJVNKMBFltFqVksaAy2nq7erVt6271dfdpziMztWBNjnEEYwRhEQDgU7raulVeUC1HQbVqyxq8FlRCI0JkzbYo1WZRUgYLKvfSydwCndlXrKDQID29ZS11h2MYYREAcM81112Wo6BaFYXOmy6oWG1JSs1OVLx1MgsqPqCns1fbXtyp/j6XFq7J0exHZhpHMIYQFgEAo25gQaVp4ILsQudNF1SstiRZbRZFs6Dicz5664zsB0sVEh6sp7+7XoFBAcYRjCGERQDAqHC73KourZOjwKnKIqe6jAsq6bGy5iQpLSeJBRUf1tHSqe0v7Zbb7dH9T85V9oPTjSMYYwiLAIARc3VBxWF3qvqccUElSMmZU5SazYKKPzn4xkmdO16m8KgwbXphrQIC+d3oWEdYBAAMq87LXSovqFZFYY1qLtTL4772XzNhkaFKzUqU1ZakxOnxBA0/09bYrjf+6R15PNJDmxYqY2GacQRjEGERAHDXmmtbVVHolKPAqYZq7wWVqNhIWXMsSs22KC6VBhV/9v6vj6rsbJWi4yO14RurZDbzn+V4QFgEANw2t9ujS47GKwsqNbrc6L2gEpcSI6ttICCyoDI2NNW0ascreyVJj3z+fqXPTjaOYIwiLAIAbonb5Vb1uTo57NWqLKq5YUElcWqcrLaBij0WVMaePT8/qKqSWsUkRmnD8yuNxxjDCIsAgCH1dvWqsqhWDnu1qs7Vqr/XNXh2dUHFaktSSlaCgkJYUBmrGiqb9Oar+yRJq55dquTMBOMIxjDCIgDAS+flLjkKnHLYq1Vz8dKNCyrZFlltFiVOY0FlvNj5o/2qK2/QlLRYrf/6cuMxxjjCIgBAzbWtctidchRUq9HZ4nUWFRc5EBBzLIpLYUFlvKkqqdWenx+UJD353ArFpsQYRzDGERYBYBxyuz2qL29QRWGNHPZqtTV1eJ3HpcZceYOYpOj4SK8zjC87XtmrpppWJc9M0KovLTUeYxwgLALAOOHqd6n6XJ0qCmtUUehUd8e1BZWAQLMSpsYpNduitFnJCosI8fosxqeys1V6/9dHJUkbnl+pmMQo4wjGAcIiAIxhvV29qiiqUYXdeZMFlUAlz0yU1WZRykwWVODN7fbody/nqq2xXelzUvTI5xYbRzBOEBYBYIzpaO1SeX6VKgqdqi1r8FpQCY8MVeqV+w9ZUMHHOXe8TAffOCmT2aSN316tyMkRxhGME4RFABgDmmpaBy/IbjQ2qMRFDtx/aEtSbMokFlTwiVz9bm3/3m51tnZpxqI0Ld240DiCcYSwCAB+yO32qN7RKEdBtRz2arU3d3qdx6XGyGpLUvrsZEXGTPA6Az6J/WCpPnrrjMxmkzZ9Z60mRIcbRzCOEBYBwE8MLKjUX3mD6FRPZ+/gWUCgWYnT4q9ccZPEggruWH+fS9te3Kmezl7Zlk7X4ifmGkcwzhAWAcCH9Xb1ylHoVEVhjapKauXqu7agEhwapOTMBKXaLEqZmaigkECvzwJ34sy+Yp3MLVBgUICe/u56hYQHG0cwzhAWAcDHdLR2yZFfLUehU3Vll+S+fkFlYpisVxZUEqbGsaCCYdXb1attW3err7tPcx/N0vxVNuMIxiHCIgD4gCZnixx2pyoKnTc0qETHR8pqS1JqtkVxqbRnYOSc2J2vs/tLFBQapKe3rFVwGG8VQVgEgHviaoOKw16tCnuN2pq9G1TiUyfLmjNwQTYLKhgNXW3den3rLrn63Vq0bpZmLcs0jmCcIiwCwChx9btUXVInh71alUW16u681qBiDjDLMj1+4IqbnCSFTmBBBaPr6B9Pq/DweYVFhGrTlrUKDAowjmCcIiwCwAjq6exVZdFA/3LVubobF1RmJsiabVEyCyq4hzpaOrX9pd1yuz1asmGespZMM45gHCMsAsAwu9qg4iioVr2j8YYFlVSbRVabRYlT42QOYEEF996B10+o9GS5wqPC9PSWdTKZubgd1xAWAWAYNFY3q6Jw4A1iU02r11n0lIkD9x/aLIpLYUEFvqWlvk1/+EGuPB7p4acXafp8q3EE4xxhEQDugNvtUV3ZJVUU1qjC7vRaUDGZTIpLjVFqtkVT5yQrYhILKvBd+351ROUF1YqOj9SGb6ySmbeKMCAsAsAtcvW5VFVSq4rCGlUW1dy4oJIRL6stSVabhQUV+IWmmlbteGWvJGnFF5coLSfJOAIQFgHg4/R09qqi0CmHvVrO0nr1X7egEhIWrOSZCUrNtig5M4EFFfid3J8dUHVpnWJTYvTkcyuMx4BEWASAG3W0dKksv1IVhTWqL2/wWlCZEBU22L+ckB7Lggr8Vm3ZJe368QeSpDVfeViW6fHGEUAiLALAgEZnixwF1XLYnWquvXFBxWqzyGpLUmzyJK8zwF+9+eo+NVQ2aUparNZ/fbnxGBhEWAQwLnncHtWWXWlQKXSqvblz8MxkMineOlmp2YlKn82CCsaeyuIa7f3FIUnSk8+tUCxb+vgYhEUA44arz6XKklpV2J2qLK5RT2fv4FlAYIAs0+MH70BkQQVj2Y5X9qqpplUpWYla+WcPGo8BL4RFAGNad2ePKuxOVRTWyFlad9MFFavNouTMRAUGU2+Gse/imUrt/81HkqSnvrVa0fGRxhHAC2ERwJgzsKBSJYe9WpcMDSoTosNlzbYoNTtRCTSoYJzxuD164+VctTW2a+rcFC3/7GLjCHADwiKAMaGhulmOAqcqCm9cUJk0ZaKsOUlKzbawoIJxreRYmQ797qRMZpM2fnu1IidHGEeAGxAWAfglj9ujmouXBhdUOlq6Bs8GFlRiZLUlKW1WEgsqgCRXv1vbv7dbna1dyrwvXQ9+ZoFxBLgpwiIAv9Hf61LVuVo57NWqLKpRb1ff4NnVBRVrjkWpNotCw1lQAa5XcOCcjr19VgGBZm3esk5hkaHGEeCmCIsAfNrAgkrNYIOKq//agkpwWJBSshJltSUpeUYCCyrAEPp6+vX61l3q6exVzkMZuu/xOcYRYEiERQA+p725Q+X51XLYq1XvaNL1f5uaEH2lQcWWpMSpcTKZTV6fBXCj0+8V6dQeuwKDAvT0d9crJDzYOAIMibAIwCc0VDUPdDAXVKu57rLX2aSEqCsVexbFJrGgAtyO3q5evfYPO9Xf59K8x7I1b2W2cQT4WIRFAPeE2+VW7cVLqiiskaPQqY4WQ4NK2mRZbUlKn5WsCdFhXp8FcOuO78pX/gclCgkP1uYt6xQUEmgcAT4WYRHAqOnvdamqpEaOKw0q1y+oBAYFKHF6vKy2JKXaEllQAYZBV1u3Xt+6S65+t+5bP1s5D88wjgCfiLAIYER1d/Rc+XrZKed57wWVkPBgpcxMVKrNopTMBAUEsaACDKcjO/JUdOSCwiJCtWnLWgXy1xjuAGERwLBrb+5Q2dkqVRTWqN7ReMOCitWWJKstSQnpsbe1oLLv10dV8tFFPbt1Iz/QBz5BR0unXn9ptzxujx749HzNvH+qcQS4JYRFAMOioapZDnu1HHanWm6yoGK1WWTNSdJkS7TX2e0gLAK37oPXjulCXoUiJ0do47dX39Y/mAHXIywCuCNul1u1ZQ1yFFxpUGm91qBiNpsUnxar1OxEpc9KGbYFlX2/Pqoz+4okSVUltZKk9V9/RCs+f79hEhjfWurb9Icf5MrjkZY9c5+mzUs1jgC3jLAI4Jb197pUWVyjikKnqopr1dPVO3gWGBQgS8YUpWYPXJI9Em/+9v36qHb+6H09u3WjbEszZD9Yqt/+w9v62g8/q+SZCcZxYNx67z8Py2F3Kjo+Uk99a7XxGLgthEUAH6u7o0cOu1MVdqeqS+vkdrkHz0LDQ5SSlajU7EQlj8KCivFr6MsN7Xr1L3+lT/3VY7ItzTCOA+NSQ2WT3nx1nyTpsT99UKnZicYR4LaYjQ8AoL25Q2f3l+jtf3tfv/0/b+vQ706qsrhGbpdbEZPCZVuaobV/8bCe+Z+P66HNC2XNSRrxoAjg1pzItUuSYlNiCIoYFoRFAJKkS5VNOvFOgX7/gz16fetundidP7jJHJMYpXmPZetTf/WoNm9Zp8VPzFHitHiZ+cE84FNqyy7JWVonSbpv/SzjMXBHCIvAOOV2uVVdWqfDO/L02j/s1Fuv7tPZ94vVUndZZrNJCemxWvzEHD393fXa8PxKzVuZrclU7QE+7djOfEmSJWOKEtLjjMfAHSEsAuNIX0+/ys5Waf9vP9Jv/vdbyv3ZARUfuaDOy10KCAqQ1WbRQ5sW6rP/8wmt+9py2ZZmaELU8GwyAxhZFYU1aqhskiQtXG0zHgN3jLAIjHHdHT0q+eii9vzioH79v97U+78+qounK9Xb3afQ8BBlLLDqsT95QF/4uyf16J88oIyFaSOyyQxgZJ3YfVaSZLVZFJsSYzwG7hjb0MAY1NbUofL8KjkKnKqvaPQ6i5w0Qam2gett4tNi+d0hMAZcyKvQB68dk8kkffqbqxUdH2kcAe4YYREYIy5VNA10MNur1VLf5nU22RKt1GyLrDaLYu6iQQWA7/G4PXrj5Vy1NbZr2vxULXv6PuMIcFcIi4CfcvW7VXvx0pWA6FTnZe8GlSlpsQMdzLOS+N0hMIYVH72ow384JZPZpM3fWasJ0eHGEeCuEBYBP9LX06+q4ho57E5VldSqt7tv8CwgKEDJmQmyZluUkpXI7w6BcaC/z6XtW3erq71bWUumacmGecYR4K4RFgEf19XeM9i/XHOhXq7+aw0qIeHBV75eTlLSjHgFBHIxNjCe5H9QouO78hUQaNbmLesUFhlqHAHuGmER8EFtTR0qO1slh71alyoGrsK4KmJS+MDXyzlJirdOZkEFGKf6evr1+tZd6uns1ezlmVq4lku4MTIIi4AP8Hg8aqhslsNeLYfdqdZLhgWVpElKzR7YYI5JjPI6AzA+5e0tVN67hQoMCtAzf71ewWH89AQjg7AI3COufrdqLtSrotCpCrtTnW3dg2cms0kJ6XFKzU5U2qxkFlQAeOnp7NW2F3eqv8+l+atsmvtolnEEGDaERWAU9fX0qbK4VhV2pyqLa9TX0z94FhgcoOQZCUrJTpQ128JbAgBDOvb2GRUcKFVIeLA2b1mnoJBA4wgwbAiLwAjrau9ReX6VKgqdqr14yWtBJXRCiFKzLUrNTlTSjCksqAD4RF1t3dr24k653R7d9/hs5Tw0wzgCDCvCIjACWurb5LAPbDAbF1QiYybIaktSanYiDSoAbtuh351UybEyhUeFadMLaxUQSHMvRhZhERgGHo9Hlyqb5ChwqqLwJgsqlmhZc5JktVk0KYEFFQB3pq2xXW+8nCuP26MHP7NAmfelG0eAYUdYBO7Q1QUVh92pysKbLagMNKikzUpS+EQWVADcvf2//UgXT1cqcnKENn57tUx8M4FRQFgEbsPVBRWH3amq4lr19VxrULm6oGK1JSklK4EFFQDDqqW+Tb//fq4kafnnFmvqnBTjCDAiCIvAJ+hq65ajYOD+w5qLl+R2XVtQCYsIUUrWwP2HSTOmyBzAb4cAjIy9//eQKotqFJMYpQ3PrzQeAyOGsAjcREvdZVUUOuWwO3Wp0ntBZeLkiMELsuNoUAEwChoqm/Tmq/skSSu/9KBSZiYaR4ARQ1gEri6oVDQNBMQCp1obvBdUYpMmyZpjUWo2CyoARt/OH+1XXXmDYlNi9ORzK4zHwIgiLGLccvW7VXO+fuCKm6IadRkWVBKnxl3pYLawoALgnqkurVPuzw5IktZ9bZkS0uOMI8CIIixiXOnt7lNVca0c9mpVldR5LagEhQQqaUaCrDaLUrISFRwa5PVZALgXdryyV001rUqaMUWrv/yQ8RgYcYRFjHldbd0qL6iWo6BatWUNN1lQsciaY1FSBgsqAHxLeUG19v3qiCRpw/MrFZPIz2Aw+giLGJNa6i7LYXfKYa9WQ1Wz19nE2AilZltktSUp3hojk4kFFQC+x+32aMcP96ilvk1pOUla8cUlxhFgVBAWMSZ4PB7VOxpVUVgjh71alxvavc5jkycNBMScJE2aMtHrDAB80flTDn247bhMJunT31yt6PhI4wgwKgiL8Fuufrec5+tUYXfKUehUd3vP4Jk5wKyEqXFKzU5U+qxkhUWGen0WAHyZx+3Rtq271NnapYwFaXpo80LjCDBqCIvwK73dfaosqlFFoVNVJbXq6+kfPAsKCVRyZoJSs1lQAeDfio5c0JEdeTKbTdr0nbWaEB1uHAFGDWERPq+rrVtl+VWqKKxRraFBJTQiRNZsi1JtFlmmT1FAIAsqAPxbf59L27fuVld7t7IfmK77PzXXOAKMKsIifFJz3WU5CqpVUei86YKK1Zak1OxExVsns6ACYEzJ/6BEx3flKyDQrM1b1vEzGtxzhEX4hIEFlaaBC7ILnTddULHakmS1WRTNggqAMaq3q1fbtu5WX3efZi/P1MK1s4wjwKgjLOKecbvcqi6tk6PAqcoip7qMCyrpsbLmJCktJ4l/sgYwLpzaY9fp94oUFBqkp7esVXBYsHEEGHWERYyq3u4+VRbWyFHoVPU544JKkJIzp8hqS1JKVoKCQlhQATB+9HT2atuLO9Xf59KC1Tmas2KmcQS4JwiLGHGdl7vkKBi4ILvm4iV53Nf+Xy4sMlSpWYmy2pKUOD2eBRUA49ZHb52W/eB5hYQH6+nvrldgUIBxBLgnCIsYEc21raoodMpR4FRDtfeCSlRspKw5FqVmWxSXSoMKAHS0dGr7S7vldnu0+Ik5si3NMI4A9wxhEcPC7fbokqPxyoJKjS43ei+oxKXEyGobCIgsqACAt4NvnNC54+UKjwrTphfW8i0LfAphEXfM7XKr+lzdYEDs7ri2oBIQONCgYr1SsceCCgDcXFtju954OVcet0dLNy7QjEXpxhHgniIs4rb0dvWqoqhGFXanqs7Vqr/XNXgWFBKk5JkJstosSpnJggoA3Ir3f/ORys5UKnJyhD7z7dUym/lpDnwLYRGfqPNyl8rzq+WwV6u2rMFrQSU8MlQp2RZZbRYlTmNBBQBuR1NNq3a8sleS9Mjn71f67GTjCHDPERZxU821rXLYnXIUVKvR2eJ1FhUXqdRsi6w5FsWlsKACAHdqzy8Oqqq4VjGJUdrw/ErjMeATCIuQriyo1Jc3qKKwRg57tdqaOrzO41JjBgKiLUnR8ZFeZwCA29dQ2aQ3X90nSVr17FIlZyYYRwCfQFgcx1z9LlWfq1NFYY0qCp03LKgkTotXSlai0mYlKywixOuzAIC7s/NH+1VX3qApabFa//XlxmPAZxAWx5nerl45Cp2qKKxR9Q0LKoFKmZmoVBZUAGBEVZXUas/PD0qSnnxuhWJTYowjgM8gLI4DHa1dKs+vUkVhjWrLvBtUwiNDlXrl/kMWVABgdOx4Za+aalqVnJmgVc8uNR4DPoWwOEY11bQO3n/YaGxQiYuU1Tbw+8PYlEksqADAKCo7W6X3f31UkrTh+ZWKSYwyjgA+hbA4RrjdHtU7GuUoGLjipr250+s8LjVGVluS0mcnKzJmgtcZAGB0uN0e7fjhHrXUtyl9drIe+fz9xhHA5xAW/djAgkr9lTeITvV09g6eXV1QsdosSrUlsaACAD6g9ES5Dmw/IZNJ2vjf1yhycoRxBPA5hEU/09PZq8qigettqs7VydV3bUElODRIyZkDDSrJMxMVFBLo9VkAwL3j6ndr+/d2q7O1SzMWpWvpxgXGEcAnERb9QEdrlxxXGlTqyhvkvn5BZWLYwNvDbIsSpsaxoAIAPqrw0HkdffO0zGaTNn1nrSZEhxtHAJ9EWPRRTc4WOexOVRQ6b2hQiY6PlNWWpNRsi+JSuW4BAHxdf59L217cqZ7OXtmWZmjxE3OMI4DPIiz6iKsNKg57tSrsNWprvtagYjKZFJcSI2uORWmzWFABAH9z9v1inXinQIFBAXr6u+sVEh5sHAF81pgIiz/Y6dDWP5br51+z6fH5scZjn+XqG2hQcdirVVlUq+7Oaw0q5gCzLBnxstqSZLVZFDqBBRUA8Ee9Xb3atnW3+rr7NGfFTC1YnWMcAXya34fFmpZePfPPZ2WZFKL2bpd++1ezFBEaYBzzGT2dvaoodMphr5aztF79xgWVmQmy2pKUnJnAggoAjAEn3ynQmfeLFRQapKe3rFVwGG8V4V/8Piy+fapBP3m3St9+wqrnf1mi//iqTfPTI41j99TVBhVHQbXqHY03LKik2iyy2ixKnBoncwALKgAwVvR09uq1f3hbrn63Fq6dpdnLM40jgM/z+7D41Z8WKdMSrr94NFmf/Zd8PWKbpG+utxrHRl1jdbMqCgeuuGmqafU6i54yUanZAwExjj5QABizjvwxT0WHLygsIlSbtqxVYJDvfvMFDMWvw+KpsjZ9+Sf2wbeJb59q0N++fl47t8xXYvTovuZ3uz2qK7s0GBCvb1AxmUyKS41RarZFU+ckK2ISCyoAMNZ1tHRq+0u75XZ7dP+n5ir7genGEcAv+HVY/MFOh963Nw/+TrGmpVfrt57S/948fVQWXVx9LlWV1KqisEYVRd4NKuYAs5Iypgx+xcyCCgCMLwdeP67Skw6FR4Vp0wtruQcXfstvw+LVYFjVdG2D+KrF06NGbNGlp7P3Sr1ejZyldV4LKiFhwUqemaDUbItSZiYqMHj4//cDAHxfS32b/vCDXHk80kObFypjQZpxBPAbfhsWh/rK+e1TDfp/f1ms7c/PGbZFl46WLpXlV6qisEb1hgaVCVFhA78/zElSQnosCyoAAO37r6Mqz69SdHykNnxjlcxmk3EE8Bt+Gxa/+tMiSdJPvpLl9by92zUsiy6NzhY5CqrlsDvVXHvjgorVZpHVlqTY5EleZwCA8a2pplU7XtkrSVrxxSVKy0kyjgB+xS/D4qmyNm165Yz++U9n3vS3iT/Y6dB/Hai54a3jx/G4PaotG2hQcdir1dHSNXhmMpkUb52s1OxEpc9mQQUAMLTc/zig6nN1ikmM0obnVxqPAb/jl2FxuLj6XKosqVWF3anK4hqvBZWAwABZpsfLmmNRqs2i0HAWVAAAH6+27JJ2/fgDSdLqP39ISRlTjCOA3xl3YbG7s0cV9oHrbZyl9XL1X9egEhaklJmJstosSs5kQQUAcHvefHWfGiqbNCUtVuu/vtx4DPilcREWBxZUquSwV6u+vFHX/1ueEB0ua7ZFqdmJSqBBBQBwhyqLa7T3F4ckSU8+t0KxlC5gjPCLsFhSUqJLly5p7ty5ioiIMB7fVEN1sxwFTlUU3rigMmnKRFlzkpSabWFBBQAwLHa8sldNNa1KmZmolV960HgM+C2fDou73snVlv/9AzU0tig81qr26nxt2viU/vXlfzCOyuP2qObipcE7EDtavBtU4tMmy5ptUdqsJBZUAADD6uKZSu3/zUeSpA3Pr1RMYpRxBPBbPhsW3/vwqJ7+ixdkWvp3Mpmv/Xawx/6G1swM1Lb/+KH6e12qKqmRo9CpyqIa9Xb1Dc4FBAbIkhEvqy1JqbZEFlQAACPC4/bojZdz1dbYrqlzUrT8c4uNI4Bf88mweO7cOa186ll1PXDjG0RJ6s/7hTZmTNaD6UtvXFDJSpTVlqTkGQksqAAARty542U6+MZJmcwmbfz2akVOvrWfSwH+wie3OX7xf/9TzZMfMD4eZM7eqD9+uEd9fX2aEB2m7Aema81XHtYX/u5TWvb0fUrLSSIoAgBGnKvfrVN7CyVJMxamERQxJvlkWLSfr1RgnHczy/XMIZFqqCvVpLlBevp/rNf9n5ory/R44xgAACOq+OgFdbZ2yWw2af4qm/EYGBN8MixOnBAq1+Vq4+NBHne/wiMmav1Ta41HAACMir6efp1+b6B6NvvBDIVFhhpHgDHBJ8PiulWPaEJfnfHxoP5LxZqRtljv/eKoGqqajccAAIy4wkOl6unsVWBQgOasmGk8BsYMnwyLn/vsM1oQ36VO+x+NR3L3tksnfqwvLduouvIGvfmv72nv/z2klrrLxlEAAEZEb1evzn5wTpKU8/AMhYQHG0eAMcMnt6GvWvHEZ3W6IUJ9gRNlDpus/qZShTg/VN7xwwpo9+hUrl0N1dfeLE6dm6IFq3MUGcM9igCAkXNid77O7i9RUGiQnvnuegWFBBpHgDHDp8OiJP1hx5vaf+iY2ju6tWhutr72F896nZfnV+nUHrta6tskSSazSTMWpmneymyFTwzzmgUA4G51tXXr9a275Op3a9G6WZq1LNM4AowpPh8Wb4Xb7dHFvArl7S1UW3OHdOVS7qwl0zR7RSYXcgMAhs3hHXkqPnJBYRGh2rRlrQKDuKoNY9uYCItXufrdOnesTKf3FamrrVuSFBQSJNvS6Zq1bIaCQoKMHwEA4JZ1tHTq9Zd2y+P2aMmGecpaMs04MqSq4lr9+Bu/VVdbtyZbopW1ZJpqyxr07NaN/OYRPm1MhcWrXH0uFRwsVf4HJYMVgKHhIZq1fIayH5yugED+KRAAcPs+3HZc5085FDk5Qhu/vVoms8k4clOXG9r16l/+Svd/ap5WfP7+weCYlDGFsAif55Pb0HcrIChAcx6Zqc1b1mnOipkKDA5Qd2ePju/K1/aX3lHRkQtyu9zGjwEAMKSW+jZdyHNIkuY/ln3LQVGSKotrNCkhSg9+er4kKXlmgmxLM4xjgE8ak2HxquDQIC1YnaPNW9bJtjRD5gCzOi936ciOPP3u5VxdOFWhMfhiFQAwAk7mFsjjkaLjI5U+N8V4/LHqHI2KnjLR6w3ilLRYrxnAV43psHhV6IQQLX5ijjZ9Z61mLEqX2WxSW1OHPth2TDt+uFcVdqfxIwAADGqqaZWjYKBZbOGaWTLfxltFwN+Ni7B41YSoMC3duEBPfWu10mcnS5Ka6y7r3f88rLde3Sdn6dCtMQCA8evY22ckSbEpMUq1WYzHn2iKdbJa6i6rp7N38FldeYPXDOCrxlVYvGpibIQe+fz9+vQ3Vip5ZoIk6VJlk9752QHt/NF+KgQBAINqyy7Jeb5ekrRwtc14fEtSZiaqubZVh/5wSrqyGW0/WGocA3zSmNyGvl31FU069tZp1Vc0DT5LzbZo4ZocRU+Z6DULABhf3nx1nxoqmzQlLVbrv77ceHzLbnZ1Tndnrz77148bRwGfQli8TlVJrU6+U6BGZ4skyWQyaercFM1fZaNCEADGoYpCp9795WFJ0pPPrVBsSoxx5I7t+/VR1ZU3EBbh88bl19BDSc5M0JN/9age+fz9ioqLlMfj0YW8Cr3xT+/o0O9PqfNyl/EjAIAx7MTufElSanbiXQVF+8FSvbj5R7rc0C5duXfx6B/zNJuqQPgB3iwOweP26Pwph/LeLVR7c6c0WCE4VbNXzKRCEADGuAt5FfrgtWMymaRPf3O1ouMjjSO35bf/8PZg+JSkZ7du5K5F+AXC4idwu9wqPnpRp/cVqbu9R7pSIZjzUIZyHs6gQhAAxiCP26M3Xs5VW2O7ps1L1bJn7jOOAOMGYfEWufpcsh8sVf4H59TTNXD1QUh4sOY8MlNZD0yjQhAAxpCSjy7q0O9PyWQ2aeO3VytycoRxBBg3CIu3qbe7T2f3l6jwUKn6e12SpPCJYZr7aJZmLEqTOYCfgQKAP3P1u/X6P+5SV3u3Zt4/VQ9cqegDxivC4h3q7uhR3ruFOnesTK7+gZ7piZMjNG9ltqbOTZHJxO3+AOCPCg6U6tjbZxQQaNbmLesUFhlqHAHGFcLiXepo7dKpPXZdOOWQ2z3wf8pJCVFasDpHqdmJxnEAgA/r6+nX61t3qaezVzkPz9B962cbR4Bxh7A4TC43tOtkboHKzlYNPotNnqTFj8/RlHTK4gHAH+TtLVTeu4UKDArQM3+9XsFhwcYRYNwhLA6z5tpWHd+Vr6qS2sFnlunxWrR+tiZbor1mAQC+o6ezV9te3Kn+PpfmrczWvMeyjSPAuERYHCE3qxC02ixauHaWouLu7q4uAMDwO7bzrAo+PKeQ8GBt3rJOQSGBxhFgXCIsjrCq4lqd3GNXY3WzRIUgAPikrrZuvb51l1z9bt33+BzlPMRl2cBVhMVR4PF4VJ5frVN77Gq91CZJMgeYNWNRmuY+mqXwiWHGjwAARtGh359SyUcXFRYRqs3/Y50CArkGDbiKsDiKPG6PSk86lPeuXR0tAz3TgUEBmrlkmmY/kkmFIADcA22N7Xrj5Vx53B49+JkFyrwv3TgCjGuExXvA7XKr6MgFnX2/WF2DFYKBynl4hnIeokIQAEbTB68d04W8CkVOjtDGb6+Wycw9ucD1CIv3UH/vQIVgwYeGCsEVWcpaMpUKQQAYYS31bfrDD3Ll8UjLP7tYU+emGEeAcY+w6AN6u/p0dn+x7IfOy9U3UCE4IWqgQjBjIRWCADBS3v3lYVUUOhWTGKUNz680HgMgLPqW7vYenX6vSCXHLl6rEIyN0PyVNqXPSaZCEACGUUNlk958dZ8kaeWfPaiULFq3gJshLPqg9uZO5e2160JehaFC0KbUbItxHABwB3b+aL/qyhsUmxKjJ59bYTwGcAVh0Ye1XmrTyVy7yvOpEASA4eQsrdM7PzsgSVr3tWVKSI8zjgC4grDoB5prW3Vs51lVn6sbfGbJmKJF62ZRIQgAd+DNV/epobJJlunxWvOVh43HAK5DWPQjN60QzEnSwjU5VAgCwC1yFFTrvV8dkSRteH6lYhKjjCMArkNY9EOVxTU6lWtXo7NFulohOC9FC1blKGJSuHEcAHCF2+3Rjh/uUUt9m9JykrTii0uMIwAMCIt+yuPxqOxslfL2FKq14VqFYOZ96Zr3WLZCI2iDAQCjC6cq9MG2YzKZpE9/c7Wi4/lWBvgkhEU/N1AhWK68d4vU0dIpXakQzH5wumYvn6ngMNpgAEBX/n75xsu5amts1/T5Vj389CLjCICbICyOEW6XW8VHLurM+0VeFYKzlmUq56EZCgymDQbA+FZ85IIO78iT2WzSpu+s1YRofrYD3ArC4hjT3+tSwYFzKvjwnHq7+yRJoRNCNPuRTGUtmUaFIIBxqb/Ppe1bd6urvVtZS6ZpyYZ5xhEAQyAsjlG9XX06836xCg8bKgQfy1bGAisVggDGlbP7S3Rid74CAs3avGWdwiJDjSMAhkBYHOO623uU926hzh0v864QXGVT+mwqBAGMfX09/XrtxZ3q6+7TrGWZWrRulnEEwMcgLI4TAxWChTp/yqGr/5HHJEZpweoc+lABjGknc+06s69IQaFBenrLWgWHBRtHAHwMwuI403qpTSffKVB5QfXgMyoEAYxVPZ292vbiTvX3uTR/lU1zH80yjgD4BITFcarR2aITu/JVXXqtQjApY4oWUiEIYAz56K0zsh8sVUh4sDZvWaegkEDjCIBPQFgc5+rKGvTR22fUUNU8+CwtJ0kLqBAE4Oc6Wjq1/aXdcrs9uv+JucpeOt04AuAWEBYhXakQPPlOgZpqWqUrFYLT5qVq/iobFYIA/NLBN07q3PEyhUeFadMLaxUQyC0QwJ0gLGLQ1QrBU3vsutzQLlEhCMBPtTW2642Xc+Vxe7R040LNWJRmHAFwiwiLuIHH7dG5E+U6/d61CsGAoABlPzBdcx6hQhCA79v/m4908UylIidH6DPfXi2zmWvCgDtFWMSQ3C63io5c0Jl9xeruGKgQDA4N0qxlM2RbSoUgAN/UVNOqHa/slSQ98rnFSp+TYhwBcBsIi/hEN6sQDIsI0exHZipryTTaYAD4lL2/OKTK4hrFJEZpw/MrjccAbhNhEbest6tPZ/cXq/DQefVfrRCMDte8x7KUsSBNJr7mAXCPNVQ26c1X90mSVn1pqZJnJhhHANwmwiJuW3d7j069W6hzx8rkdg1UCEbFRmreqmwqBAHcUzt/tF915Q2KTYnRk8+tMB4DuAOERdyx9uZOndpj14W8isEKwcmWaM1fbVPKTCoEAYyu6nN1yv2PA5KkdV9bpoT0OOMIgDtAWMRda73UphPvFMhxXYVgfGqM7ntiruJTY7xmAWCk7Hhlr5pqWpWcmaBVzy41HgO4Q4RFDJtGZ4uO7zwr5/n6wWdJM6Zo4VoqBAGMrPL8Ku37r6OSpA3Pr1RMYpRxBMAdIixi2FEhCGA0ud0e7fjhHrXUtyl9drIe+fz9xhEAd4GwiBFTUejUyVy7mmsHKgTNZpOmzbNq3spsKgQBDJvzJx368PXjMpmkjf99jSInRxhHANwFwiJGlMfjUdmZKp3ae61CMCDQrMz7pmruo1lUCAK4K65+t7Z/b7c6W7uUsTBND21aaBwBcJcIixgVbpdbpScdOv1uoTpau6QrFYK2B6dr9nIqBAHcmaLDF3Tkj3kym03a9J21mhDNtxbAcCMsYlS5+l2DFYI9nb2SpJCwYNkeylDOQ1QIArh1/X0ubd+6W13t3cp+cLruf3KucQTAMCAs4p7o6+lTwYFSFXx4Tn09/RIVggBu05n3i3XynQIFBJr1zF8/rpDwYOMIgGFAWMQ91d3Zo/z951R0+PoKwTDNe8ymjAVWKgQB3FRvV6+2bd2tvu4+zX5kphauyTGOABgmhEX4hO72HuW9W6iS6ysE4yI1f2W20qgQBGBw4p0CnX2/WEGhQXp6y1oFh/FWERgphEX4lPbmTp3MLdDF05XXKgSTJmnBKpuSZyYYxwGMQz2dvXrtH96Wq9+tBWtyNOeRmcYRAMOIsAif1HqpTSd258thdw4+o0IQgCQdffO0Cg+dV1hEqDZtWavAIBbjgJFEWIRPa3S26PiufDlL6wafJWcmaNG6WZqUQJ0XMN50tHRq+0u75XZ7tORT85T1wDTjCIBhRliEX7hpheCsZC1ck6OJsbQ1AOPFwTdO6tzxMoVHhWnTC2sVEMjNCcBIIyzCr1QU1uhkboF3heB8q+avsmlCVJhxHMAY0tbYrjf+6R15PNJDmxYqY2GacQTACCAswu94PB5dPF2pvHcLvSoEZ9yXrnmPZSt0AhWCwFj0/q+PquxslaLjI7XhG6tk5motYFQQFuG33C63Sk+UK+/dInVeHqgQDAwOkO3BDM1alkmFIDCGNNW0ascreyVJK75wv9JmJRtHAIwQwiL8nqvfpaLDF3Tmfe8KwZyHZ8i2NIMKQWAM2PPzg6oqqVVMYpQ2PL/SeAxgBBEWMWb09fSp4MNSFRy4ViEYGhGiuSuyNPP+qVQIAn6qtuySdv34A0nSqmeXKjmTO1eB0URYxJjT3dmjs++XqPjIhcEKwYhJ4Zr7aJYyFqRRIQj4mTdf3aeGyiZNSYvV+q8vNx4DGGGERYxZnZe7lPdukUpPlHtXCK6yKW1WEhWCgB+oKq7Vnl8clCQ9+dwKxaZwKT8w2giLGPPamjp0ao/du0LQEq0Fa3L4OgvwcTte2aummlalzEzUyi89aDwGMAoIixg3Wuou68Q7+aoorBl8RoUg4LvKzlTq/d98JEna8PxKxSTS2gTcC4RFjDsNVc366K0zqitvGHxGhSDgW9xuj373cq7aGts1dU6Kln9usXEEwCghLGLccpbW6eQeuy5VNA0+S5+drAWrqRAE7rVzx8t18I0TMplN2vjt1YqczF+TwL1CWMS4V2F3DlQI1l2WrlQITl+Qpnkrs6kQBO4BV79b27+3W52tXZqxKF1LNy4wjgAYRYRF4PoKwb2Futw4UCFoDjBr5v1TNffRLCoEgVFkP1iqj946I7PZpE3fWasJ0eHGEQCjiLAIXMftcqvkWJnO7Cv2qhDMfjBDs5dnKjiUCkFgJPX19Ov1rbvU09kr29LpWvzEXOMIgFFGWARuwtXvUuGh88rff07dnT2SpOCwIM1alqmcpRkKCKJCEBgJp98r0qk9dgUGBejp765XSHiwcQTAKCMsAh/jWoVgqfp6+iRJYZGhmrsiSzPuS1dAIBWCwHDp7erVtq271dfdpzkrsrRgtc04AuAeICwCt6C7s0dn9xWr6MhFufoHKgQjJ03Q3MeyNG2+VWYqBIG7dmJ3vs7uL1FQaJCe+e56BYUEGkcA3AOEReA2dF7uUt7eQp07US6Pe+Avnej4gQpBaw4VgsCd6mrr1utbd8nV79aidbM0a1mmcQTAPUJYBO5AW1OHTuYWqOxM1WCFYGzSJM1fbaNCELgDR3bkqejIBYVFhGrTlrUK5HfBgM8gLAJ3YaBCsEAVhc7BZ1QIAreno6VT21/aLbfbowc2zNPMJdOMIwDuIcIiMAxuWiE4M0GL1lIhCHySA6+fUOnJcoVHhenpLetk4jfAgE8hLAK3oKezVz/f8obOn3JosiVaz/3bF29aCeg8X6+T7xToUuV1FYJzUrRgle2m88B411Lfpj/8IFcej/Tw04s0fb7VOALgHiMsAregqrhW2/9pt7780qZbCn2Ogmqd3GNXi1eFoFXzVtqoEASus+9XR1ReUK3o+Eht+MYqbhYAfBBhEfgE9oOl+vmWNwb/5/Vff0QrPn+/18zNuN0elZ2u1Km9drU1dUhXKgSzlkzTnBUzqRDEuNdU06odr+yVJD36xSWy5iQZRwD4AMIicAtu983i9Vz9bpUeL9Pp6yoEg0ICZVuaoZyHZ1AhiHEr92cHVF1ap9iUGD353ArjMQAfQf0EMMICAs2auWSaNr2wRgvXzlJoeIj6evp1+r0ivb51l87uL5Grb+Cib2C8qC27pOrSOknSwjU5xmMAPoSwCIySgKAAzV6eqU1b1mjuo1kKCglSb1efTuzO1+sv7Vbh4fNy9buNHwPGpGM78yVJU9JiZZkebzwG4EMIi8AoCwoJ0vxVNm3aska2pRkKCAxQV1u3jv7xtH7/cq7On3TIfaUdBhiLKotq1HDlxoDFj882HgPwMYRF4B4JDQ/R4ifmaNN31ijzvnSZzCa1NXfow9ePa8cre1VeUG38CDAmnMwtkCSlZlsUm8Ll9YCvIywC91j4xDA9+JkF2vjf12jqnBTpSjPMvl8d0Zv/+p6qzw38rgsYCy6eqVRTTaskaeHaWcZjAD6IsAj4iMiYCVr+ucV66purlJKVKF1phsn9jwPa+aP9aqhqNn4E8Cset0cnc+2SpKlzUxQdH2kcAeCDuDoH8FE3qxBMmZmoRetmKXrKRK9ZwB+UHCvTod+dlMls0sZvr1bk5Nu7hgrAvUFYBHxcdWmdTr5T4PVmceqcFM2nQhB+xNXv1uv/uEtd7d3KXDxVDz413zgCwEcRFgE/UV5QrVPXVQiazCZlLEjTvJXZVAjC5xUcOKdjb59VQKBZm7esU1hkqHEEgI8iLAJ+xO326EKeQ3l7C9Xe3CkNVghO1ZwVWVQIwif19fTr9a271NPZq5yHMnTf43OMIwB8GGER8EOufrfOHS/TmfeK1NnWLV2pEMx+MEOzllEhCN+S926h8vYWKjAoQE9/d71CwoONIwB8GGER8GOuPpcKD5/X2f0l6unslSSFhAdr9vJMZT8wXQFBAcaPAKOqt6tXr/3DTvX3uTTvsWzNW5ltHAHg4wiLwBjQ292n/A/OqfBQqfp6+iVJ4ZGhmvNolmYsSldAILdk4d44vitf+R+UKCQ8WJu3rFNQSKBxBICPIywCY0h3R4/O7CtS0ZGLcrsGeqYjJoVr/iqbps5NldlsMn4EGDFdbd16fesuufrdum/9bOU8PMM4AsAPEBaBMaijtUt5ewtVerJcnis909FTJmr+KpvScpKM48CIOPyHUyo+elFhEaHatGWtAvlZBOCXCIvAGHa5oV2n9th18Uzl4LPY5ElasCZHSRlTvGaB4dTW2K43Xs6Vx+3Rg0/NV+biqcYRAH6CsAiMAy11l3V8V74qi2sGn01Ji9XiJ+YoNnmS1ywwHD547Zgu5FUocnKENn57tUz8BALwW4RFYBy5aYVgVqIWraVCEMOnpb5Nf/hBrjweadkz92navFTjCAA/QlgExqHqc3U6mXtjheCCNTmKjJngNQvcrnd/eUgVhTWKjo/UU99abTwG4GcIi8A4Vl5QrVO5BWqpb5OuVAjOWDhQIRg+kQpB3L6Gyia9+eo+SdJjf/qAUrMtxhEAfoawCIxzbrdHF/MqlLe3UG3NHZKkgMAAZS2ZptkrMhUaToUgbt07P/1QzvP1ik2J0ZPPrTAeA/BDhEUA0pUKwZJjF3VmX7G6BisEg2RbOl2zls1QUAgVgvh4tWWXtOvHH0iS1n1tmRLS44wjAPwQYRGAF1efS/ZD53V2f7F6u/okSaHhIcpZNkO2pdMVEMhdebi5N1/dp4bKJlkypmjNnz9kPAbgpwiLAG5qoEKwRIWHzl+rEJwYprkrZiqDCkEYVNidevc/D0uSnnxuhWJTYowjAPwUYRHAxxqoECxW0ZELgxWCkTETNH+lTelzU6gQhNxuj3b8cI9a6ttkzUnSo19cYhwB4McIiwBuyUCFoF3nTzrkvq5CcMEqm6xUCI5rF/Iq9MFrx2QySZ/+5mpFx0caRwD4McIigNtyuaFdJ3MLVHa2avBZXEqMFqzJkWV6vNcsxj6P26M3Xs5VW2O7ps1P1bKn7zOOAPBzhEUAd6S5tlXHd+erqrh28BkVguNP0ZELOrIjTyazSZu/s1YTosONIwD8HGERwF2pr2jSsbdOq76iafBZarZFC9fkUCE4xvX3ubR96251tXdr5pJpemDDPOMIgDGAsAhgWFSV1OpUrl0N1QMVgiaTSelzkrVgNRWCY1X+ByU6vitfAYFmbd6yTmGRocYRAGMAYRHAsPF4PCrPr9apPXa1XqJCcCzr6+nX61t3qaezV7OXZ2rh2lnGEQBjBGERwLBzuz26cMqhvHcL1d7cKQ1WCE7V7BUzqRAcA07tsev0e0UKCg3S01vWKjgs2DgCYIwgLAIYMa5+t84dK1Pee4Xqbu+RrlQI5jyUoZyHM6gQ9FM9nb3a9uJO9fe5tGC1TXNWZBlHAIwhhEUAI87V55L9YKnOflDiVSE4a/kMZT9IhaC/Ofb2WRUcOKeQ8GBt3rJOQSGBxhEAYwhhEcCo6e3u09n9JSo8VKr+Xpd0tULw0SzNWJQmcwAVgkb/dmCffnVsoEYvdkKEfvq5LylhYtTgeW5Rgf5u1w5JUlhQkH7w1Gc1NzlVklR7uVVf+c0v1NDRri/e94D+8qEVg5+7U11t3dr24k653R4tfmKObEszjCMAxhjCIoBR193Ro9PvFanko4ty9Q9UCE6cHKF5K7M1dW6KTCYqBHUlKL6Rd3wwAJ6uqtA/7tmpf974OSVMjNLpqgr9zdu/198//pTmJqcqt6hAr37w7mCg/LcD+zQtNl6rs3L0d7t2aMPs+YNB8k4d+t1JlRwrU3hUmDa9sJaOcGAc4K9yAKMudEKI7n9yrja+sFYzFqXLbDbpcmO7PnjtmHb8cK8q7E7jR3xSblGBlnz/77Xk+3+vJ378is5UV+qJH7+i3KIC4+hta+/p0XFHmTbOWzQY8OYmp8oaM1m/P3NSkvSbE0eVnWAZPH9waoZiIyJ1prrS6481XNoa23XuRLkkaf7KbIIiME7wVzqAe2ZCVJiWblygp761WumzkyVJzXWX9e5/Htab//qe6soajB/xGaerKvTS3p36u3UbdORbf6Pnlj2mr732S0nSnKQU47hXsDT+6+PC5bTYGysUyxsb1N7To0vtbUqbHDv4PCIkRHERkXqvpFCS9NScBXr1g3e15Pt/r/jIiXf9VvFkrl0et0eRkyOUsSDNeAxgjOJraAA+o7m2Vcd35auq5FqFoGV6vBauneVzFYL/dmCfjjvK9K+bvqCIkIGrgF7Y8boutbd5Pbsb/3Zgn3bbzw5+rXy6qkLf/P1vtTA1XX+79lP6f7b/l55ZsFirs3K8PlPe2KDvbdjs9ce6Wy31bfr993MlScs/t1hT59wYiAGMTbxZBOAzJiVEadWzS/X4f1uh+NQYSZLzfL3e/Nf39O4vD6ml7rLxI/dMeWOD4iIivUJh2uTYG57djb98aIWyEiz69E//VUu+//f65/17tdY22zg2Ko7vOitJikmMIigC4wxhEYDPiU+N0eP/bYVWPbtUky3RkqSKwhr94Yd79cFrx9TW1GH8iM+706+hv7dhs45862905Ft/o1984cu61Ob91fOFhnqv+fLG4f/qvqGySZVFNZKkBWuuvcUEMD4QFgH4rOTMBD35V4/qkc/fr6i4SHk8Hl3Iq9DvXs7V4T+cUuflLuNHRk3a5Fhdam9Te8/AZeO6EtSMz65anZUzGPqM/7r+a+SPU3u5VUW1Tk2LjR/8feL14fDq7xgfzcz2+tzd+ujtgbeKsSkxSpmZaDwGMMYRFgH4NJPJpPTZyXrqm6u0dOMCRUwKl9vlVvHRi3rje+/o2M6z6u68MZyNtAfSp8vR1KBDF0ulK28OD1w4p4b2NrX3dBvH78i/HdinL/3XfwyGzx/sy1VsRKQenDpwt+HnFt6vwlqnTldVSJIOXSxVQ3vbTRds7lR1aZ3qygcC6X3r6X8GxiMWXAD4latB8fS+ousqBAOV89CMUa8QvLpw0tXXp9gJEfr7Jz6jv3nrd3pu2WO3/Lbwk7yw43UduHBOuoNLuYfDjlf2qqmmVUkzpmj1lx8yHgMYBwiLAPxSf+9AhWDBh+fU09UrSQoJD9acFVnKWjKVCsFhUF5QrX2/OiJJ2vD8SsUkXgupAMYPwiIAv9bb1af8D0pkN1QIznssSxkLqRC8U263Rzt+uEct9W1Km5WsFV+43zgCYJwgLAIYE7rbe5T3XqHOHSu7ViEYG6F5j1EheCdKT5brwOsnZDJJn/7makXHRxpHAIwThEUAY0pHa5dO5RboQl6F3O6Bv71NSojSgtU5Ss1mk/dWeNwebdu6S52tXcpYYNVDmxcZRwCMI4RFAGPS5YZ2nXinQOX5VYPPYpMnafHjczQl/do9hbhR4eHzOvrH0zKbTdr0nbWaEB1uHAEwjhAWAYxpN60QzJiiRetmDV74jWv6+1zavnW3utq7lfXANC351DzjCIBxhrAIYFyor2jSsbdOq76iafCZ1WbRwrWzFBXH7/GuOru/RCd25ysg0Kxn/vpxhYQHG0cAjDOERQDjSmVxjU7tKVRjdbN05dLvqXNTtGB1jiImje+vW3u7erVt6271dfdpziMzqfYDIBEWAYxHHo9H5WerdGpvoVovtUmSzAFmZd6XrnmPZSs0IsT4kXHh1B67Tr9XpKDQID29Za2Cw3irCICwCGAc87g9Kj3pUN67dnW0DPRMBwYFKOuB6Zq1fIZCw30zNOY7q1R3+bKWpE/ThJDh+XPs6ezVthd3qr/PpQWrczRnxUzjCIBxirAIYNxzu9wqPnJRZ94vUtf1FYIPz1DOQ6NbIfhJWrs69e+HPlC/26WggEAtsqbr/rRpCgkMNI7elo/eOiP7wVKFhAfr6e+uV2AQDTgABhAWAeCK/l6XCg6ck/1A6WCFYOiEEM1+JFNZS6b5RIXgLvtZna6qUJ/bJbPJpEBzgMKCgrUkfZoWpFgVGHD7f44dLZ3a/tJuud0e3f/kXGU/ON04AmAcIywCgEFvV5/O7i+W/dB5ufoGKgQnRIVp7mPZylhgvWcVgo0d7frZ4Q/V09+vxelT5fF4dKqyQi63S4HmAE0MDdXSaTM0y5Is82001hx844TOHS9XeFSYNr2wVgGB9+bfHwDfRFgEgCF0t/fo9HtFKjl20atCcP5Km9LnJI96heAfz+bJXlOtCSEh+tzC+2UymdTV16eTFWWyO6vlkRQYYFZMeIQenj5DmfEJn/jn2NbYrjf+6R15PNLSjQs0Y1G6cQTAOEdYBIBP0N7cqby9hbqQ5/CqEFy4JkcpWaNTIVjfdlm/OHpQPf39Wp1l07S4KV7nbd3dOua4qJL6WpllUmBAgBInRmnZ9EylTR66seb9Xx9V2dkqRcdHasM3Vsls/vhwCWD8ISwCwC1qvdSmk+8UqLygevDZaFUIbs87rnP1dYoKDdMzCxcbjwc1dbTraPlFlTVeUqDZrEBzgFImxWjFjCwlTIzynq1p1Y5X9kqSHvn8/Uqfnex1DgAiLALA7Wt0tujE7nxVn6sbfGaZHq9F62ePSIVgTWuL/vPYYfX092t9zhxZYyYbR25Qe7lVhy+Wquby5Suh0awZ8QlaNj1TMRMmSJL2/OKgqoprFZMYpQ3PrzT+IQBAIiwCwJ2rK2vQ8V1nvSsEc5K0cE3OsFYI/vr4UZU3NSguIlJPzV1gPP5Y5U0N+qjsoho72gdCY0CAZlmSlRUcp30/PShJWvXsUiVnJhg/CgASYREA7l5lcY1O5drV6GyRrlQITpuXqvmrbHddIVje2KBtp46pu79fn54zX5ao239z6fF4VFJXq+MVZWrr7lag2aye9+s1sSNQM7NTtf7ry40fAYBBhEUAGAYej0dlZ6uUt6dQrQ3XKgRn3Jeu+XdRIfifHx1SZUuzkqIn6fGcOcbj2+L2eFRY49Tho3Zd3ueU2WTWX3z3KaVN560igKFxmRYADAOTyaSpc1L01LdWaenGBZoQHX6lGeaCXt+6Syd256u3q8/4sY9VUlcr5+VW9btdWpw21Xh828wmk2yJFvWebZHJZFJ0ejRBEcAn4s0iAIwAt8utoiMXdGZfsbo7BioEg0ODNGvZDNmWzlBg8Mc3rXg8Hv3s8Ieqa7+stJg4rcnOMY7ckUMH8nVk20mZTWZ94TvrlZ1pNY4AgBfeLALACDAHmGVbmqHNW9ZpwWqbgkOD1Nvdp5O5dr2+dZfsB0vldg1c9H0z9hqnGjva5fZ4dF/a8FyU7XK5dXJ3gUwmk+Iz4wiKAG4JbxYBYBT0dvXpzPvFKjx8XYVgdLjmPpqlGQvTZLruMmy3x6MfH3hfTZ0dmh4Xr8dm2q77I9259/ec1Mk382U2m/Xlv/20pllH50JxAP6NN4sAMAqCw4K0aN0sPb1lnWYumSZzgFkdLZ069LuT+t33c3XxTKWu/rP7mepKtXZ3ySPPsPxWUZJ6e/t05r1imUwmJc1OJCgCuGW8WQSAe6C9uVOn9th1Ia9iMCTGJEZp7sosvdVQrJauTmUnJmnZ9EzjR+9I7tvHlP9OocwBZv3l/9ms5MSRbZwBMHYQFgHgHjJWCLZ0daopuFdBc6L1pccfUXjwnV25c73Orh795H9ul7vHpWmL0/TnX11vHAGAIREWAcAHNDpbdHznWR07XqKu/l6ZZFLs1MlavmGhUtOnGMdvy9u/O6zi988pMChAz7/0ecVOmmgcAYAhERYBwIcczzund7YdVld9h9weSfLIkpWgRz99n6ZYYozjn+hyW6d++rdvSP0eZS/L0Bf/dJVxBAA+FmERAHyM2+PR+x+e0eGdeeps6JTHI8kkpcxK0qMbFik2Psr4kSH94Tcf6MLhMgWGBOq/f++Lipo4wTgCAB+LsAgAPqrP5dLe907q2Dtn1dPSI49HMgeYZJ2Xosc+dZ+iJn188GtuatN//K/fy+SW5q22afPTdEADuH2ERQDwcb19/dr1zjHl7bWrt71XHo9HpsAAZSxO06NPLNKEiNDB2Td3vKlDR06qo7tX7nZpalimgicEa8s//anCw+5+WQbA+ENYBAA/0dndo7ffOqL890vU390vj8ejgOAAZS6dpkfXLdLmz31ZRW1x6guMkjk8Rn2XSuU5v1v/8sN/11eefdz4hwOAW0JYBAA/09bRpbf+cEiFB0rl6nPL4/Hodx/9XrWT5yss6wmvWU9fl0wfflclJ97TpEmTvM4A4FYQFgHATzW3tuuPbxzUH369XQc6gxQ4+7PGEUlSX51dyyPP6A//9RPjEQB8Iur+AMBPTYqK0J99eY0Cp7jlmphiPB4UGDdT7+3coc7OTuMRAHwiwiIA+LnL3f0KiEwyPh5kMgeos/Oyjhw5YjwCgE9EWAQAP7cwO039DYXGx4Pc3Zc1LWueHnnkEeMRAHwiwiIA+Lk/f/bPFFX/ofHxIHfRdj37J5+T2czf8gHcPv7OAQB+btq0afrlT/9Frv1/LXd/j9dZT8HrWjNvir7zzee8ngPArWIbGgDGiNy97+qFv/u+6i9dUlisVe1VBfrcZ5/RKy/9L+MoANwywiIAjDEXLlxQfX295s6dq7CwMOMxANwWwiIAAACGxG8WAQAAMCTCIgAAAIZEWAQAAMCQCIsAAAAYEmERAAAAQyIsAgAAYEiERQAAAAyJexYBwE+1d7v02X/J10fnW41H+vnXbHp8fqzxMQDcNsIiAPipq2Hxq48lewXDt0816P/9ZbG2Pz9H89MjvT4DALeLr6EBYIxZMHWikmNCjY8B4I4QFgFgjDl58bJmWibwVhHAsOBraADwUx/3m8XF06P027+apYjQAOMRANwW3iwCgJ/7+ddsqv/3ZYP/eud/zFdhdbv2FzYbRwHgthEWAWCMmZ8eqcdyJuutk5eMRwBw2wiLADBGZVrCjY8A4LYRFgFgjDlV1qZjF1q1PDvGeAQAt40FFwDwUx+34MKl3ACGC2ERAAAAQ+JraAAAAAyJsAgAAIAhERYBAAAwJMIiAAAAhkRYBAAAwJAIiwAAABgSYREAAABDIiwCAABgSIRFAAAADImwCAAAgCERFgEAADAkwiIAAACGRFgEAADAkAiLAAAAGBJhEQAAAEMiLAIAAGBIhEUAAAAMibAIAACAIREWAQAAMCTCIgAAAIZEWAQAAMCQCIsAAAAYEmERAAAAQyIsAgAAYEj/P4AWmfqIQ09EAAAAAElFTkSuQmCC[/img][br][/*][br][*]Pronto! O triângulo [b]A B A'[/b] está construído e é [b]um triângulo retângulo com ângulo de 90° no ponto B[/b].[br][br][/*][/list]
[b][size=150][color=#274e13]Hora de práticar![/color][/size][br][/b][br]Para responder as perguntas abaixo utilize o triângulo que você criou no geogebra, se julgar necessário, use a ferramenta"mover" para mexer os pontos e lados do triângulo.
1. Se mudarmos o tamanho de um dos lados do triângulo, os outros também mudam? Por quê?