L'éolienne<div>&nbsp; Une éolienne produit de l'électricité grâce à la force du vent, source d'énergie renouvelable et inépuisable. En haut du mât de l'éolienne, la nacelle s'oriente automatiquement pour être toujours face au vent. Ce changement d’orientation est effectué à l'aide de trois moteurs et d'engrenages. L'hélice, généralement composée de 3 pales, tourne sous l'effet d'un vent d'au moins 10 km/h. La figure 1, ci-dessous, présente l’intérieur de la nacelle :&nbsp;&nbsp;</div><div>​</div><div style="text-align: right;">​<span><span contenteditable="false" class="image-container" style="cursor: ns-resize;"> ​<img 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fNoQ6hePPcO2cBjnFVlnZASCajkYsxbGKaM8Vnzts2jBcuqJTKWXkk5qPcdwp3O0YI6Ck2420nqUtNhSFz3zU0QIZSHwAfzqEjnNSKSQMU4pXE9jZiuC0YQZx3Ga63QEIhUlQvpg1wlvI6Px+VehaGq+TGpLKcZzjrXJi5JtI6MDFxbZ09og9+la0AwoFZtqMNitOJSeBXGemmXo+MEc1cgyW6VTh4xmr0H36iQ1uXh90UEUvpS1mWNqG4/1Zqc9agufuGnEGc9qX+pkwAflNfO1wf9KlycHceMV9DamcQS5BPynpXzvcj/AEqXAPU134Xc4MVsQKQQQfWlX7x57UgFBB6/hXb1PPSEP4UpbaeemTSEYU57UH5lH0o0GBOR1P5UgJHWjHyjHanbQR7+lAWQoxjOaTdkHNKB8pz6UbeTiiwxMfljpS57YIo2EAk0hBLfhRYkXaPl5NAO16FACgk96U43CgPUdweopMAsOoFPIx0700fexTSQnYUKNp5OfehcAdaB3pAPlqrCFBHTBpRyvSkVByQfzpRw3XNMOhIMDoe9PyFBxziogDjpin4PP1/pTViGOBzilUgsR0NIG2+9Kp56c1cbEy2FCnJ+lO5wKCc9eDSZ9adiUluMHPFJgtxwR3p2KVVyD2pPfQp2SNXQNNfU76OIA4B+b6V7TpOiWNlZJFHAhI7kd64XwVY7LdZtvzk9a9DinEaAH1rixU3eyOvDRja7LMNjbxtkRqreoFaaIuwDoAKoW8u8Z960UkRgMV5s5S6np01Docjr/hOHVb0Tn5SvtVV/ClpKUjkgyFGCwruXRW5qAoqnOK2jiJqNkzKeGhJ3scLeeBoYW8y2BIxyK5tNAmW7kIgbg9+9evNwDjGPeqbQw7i21cmtoYya0bMKmEhukcl4fCWautxD5Y9GFdDatYBt8RXJ9KjvreN4HAABI4IrlbSO4t9V8tXZkXmnb2mrZF1TaVrnepIjHAqwGyOKyraTcwHfHNaUbDFcs4pM7KcuZaDJyQp9K567ba5J6eldHPt8skmuW1N1VmbPStaKTZjWfKtQhn3DcGBAPHtVLU75VidSeT05rGfVvIV0z8xPArmtR1a4kdlDHaO4r0IUG5XPNqYhJWRPc3KLeIwPGea0DrUSLjdz35rkGlL/ADEnNG5ivU12umtDi9rJO5t3t6szZBzk+tRx3Hz7QecdBWYiuQoAJ5rZsrLcA5Ug1T5UrEc0pSuWoSSOcg+9K6k9KseUF5xQ6fLkflWV9TeMWkVDL5eBjJqGW8APHXFPuMKMdOOvpWXLMisSRzWkI3Mpya0Ibu4eWXv14FRlAV3HjjvVpLiJiuQvXk1PdwRzQJ5bgf1qnfZGbRgyfeAFMbGTgk1ZmtHRuemODVfYQ1ZyizppySVmIWxgmnIwBB6+1RODj8aegIYccZqb6mkoponaVZFIC4IFRglVJ7+9OwqsSD1FMc7uB6U7kqKS0HF9qnByakVux6VAB+ppdxNAclglYFTz0rU1PCeHtKiO0Fg7k49WJFZTYKt6gcCtjxACtrpcRXGLVG/MZ/rXNW+JI66GkHcw1UMpI5x0o42jHWlAwvHFG3PI6Vr0MHIN2Vx3zXXfDUH/AIT/AEw8f8tef+2TVyIIyOPWuv8Ahr/yP2l89pf/AEU1Y13elL0ZrQ1qx9UfQVFFFeAfSHNeK13fZfbd/SufC8V0viVdxth/vf8Astc9txxXsYSX7pL1PnsbH/aG/QhCkdKcqY61KFFGM8V03ORRI9tNIzxTzTSKYWLOknbqsH+9iodej8vWJ/Rmz+Yp1i2zUYG/6aKP1q54pg/4mcbA4DKD+WRXO3y4heaOlxUsK7dGjAYYpVOaHXk85oAwa6zgUWmOxULcOalppTJJoCSbWg0HnFIV+bNOCYNO20GfIyIjBrt/CX/IJb/rqf5CuN25rtPCgxpTf9dT/IVxY9/uvmellcWq/wAjeooorxz6QKKKKAErzP42f8ipZf8AX6v/AKA9emV5n8bf+RSs/wDr9X/0Bq0o/wARGOI/hs8JJwfamEdwacRkijGVGfWvWPHe40ZyAaVuQAPWnADccGkI96QXFCYGTTcYYU7O7APSkwcnnoOKYtQHHHvSD75pcZP4c0pGMY6miwxvQ8GnA560BPmpSMN7UaibsCjB/GgsAxFKASAAOaFAPJ696aFe61EBzn6UdAKUijbxiqsHMGQelIFO7JPFGMHj86eEUqAWoFcb1PFPXhs0bMHg5p2AAueeaOopE9rlrpOG+9XpmkLtiTHJ4615vpyl7yIDP3ueeK9N01MIuME+gNcGJb5j0MJH3bnR2q5RfWtOE9Kz7UdK0I1w3Fc6OrYvR8EVctx89U4skjNX7ZctzUyZUdy2e1JTsYplZmgtQ3P3DUwqG4/1dUmJnN6n/qZP90188XfNzN/vH+dfRGpf6qTP9018+XgxezAAEbjXdhdzz8W9EVMYGPamhTj9ak+9mlUcn6YruseeREHafekA+X8KkIyv0oVRt+p5pDI1GDz6U7atPKjdTcHPSgBuSucHrSgEMD19akC9OBxSqBg/0p2BsY3QDn1pCAV4qTaOOp470m0dOgpom40L8tKUHanFcdBupABnuOfSna4XQmDmkKk5xUhBU560oXPXI+lPlDQYCu7ntQQD0OKcFXcc5/KlC4bA5HvRYVxqjKkGlAKg8cdqeF45NKAp65p8rHfQajArjGaf0Uc0mAucEj8KcBuHTtTsQ1oJ16jNLg7vYCgjGKM5YYpoT2FAJKkc+tJ0zjk5pQxGcEClXg00FtARTJIEHetO30eabYV6VTs0XzATnOa7LTZEEaoOn1q9ErmEpe/Y6/w1Zi305EP38VuSRAJz1rM0uTbGmOlX7i4Vga8qonKR6lPlUNAtpyrsoNa1vIdoJrmkcCbcD14IrZt5lES5PJFY1KfY2pVDXWTK8VIq7utVIWBxg1cTla52mjtg0xrxZQisu6idEO0ZJrZPIqCaMEdKIuzFONzBaOVgAemKfb6VlS+BuPtWiyBAeKlgfK49K1c2loYezTepmR27QS7mHy0PfpE2zdk1rOgKtkVwviOc2TB09aumvaSsTV/dRujcur8Ij5PGOK4HUNUnad1U5XnrUlxrInt9wk5AxtrAt5Hu53AyevIr06FBR1Z5OJxDmkkMud7Bpy3Ppms15iThlqe4WaNmjkDYzxUUgUxrhea7YtdDz5XvZkKRF2wvc9KtSWJjVfm57iptOt2LA9zWy1luXcRkjvRKSTNIw5kZVlAcjit+FdiAVURFRuO1TiTAyazlJNlQi47lhFCnJ5+tV5JgrHgYqTzF8vI6mqE8i7Tk/lSincuUrIrXs4JOOlYsrbmNXLmZRgE9qzWYnNbfCjmfvMNuR1pxmZVVRkYNMV/lyBk0wvleetTzM0UWSmZ5CA54pGYDsKjHQe9BwVHrSbYJO4x1GcnpQBu2gdKGHzD8qeF6YqLI259BP4j7d6QpuY4GfpT9pyAaeAFNVYnn7EG0Bh9ab0HHrVg7DSxW7XEqxQqzux+VVHJNJ2W5pGTbsVgrEfdyK2/E4C31snI2WcPfp8i1XudLvrB4UvLaSAuw2hsfMMj0qfxW+7XpV7IiJ+AUD+lckpKVRWOpJxg7mKAtA+796gCnBemBketb9Dl1vYj5/Cuu+GmP+E+0zH/TX/0U1cqFVvzrrfhwgXx/pvbHm/j+6asay/dS9H+Rvh/4sfVfmfQFFFFeAfSmD4iGTb/8C/8AZawCoAzXQ6+ARBn/AGv6VgsOor1cK/3aPCxn8Z/IjP3aQGn4HemnvXTc5GRnrTT1pzd6YelaGYsHFxGfRx/OtvxSnz28n+yRWGh2srej10PikF9LgkHUMOfqK5KrtWg/U7KGuHqfJnKMM5+tIKeQNoPeox1rtuee3qDfeooPWgU7hcXNFN70oGDQFxRXZ+Fv+QW3/XQ/yFcbXZeFv+QW3/XQ/wAhXFjv4XzPSy7+N8jdooorxz3gooooASvM/jXz4Ts/+vxf/QXr0yvMvjYP+KUsv+v1f/QHrWj8aMcR/DZ4UaCTjAx+NBOD7UuM9K9ZbHjPcBjuOaaSvfinFd3UcA0FTjHSizEISuR24oO3aMc5p2w4GSDkYoSIs2ew607FOSEGAzcUEHcMCpNg6mnbd7Kq8EinyNkcyIdvzdaUcjA4Oamkt3jIyKhb5WH60OLQJpjysYVSGO49fam/dyPb86dEULYYcMatlInPHHGKpRuTJ2ZTAJxxS4PccVae2K9OwqBlO0A8HNVyApIiAJU+lOxjFKuADTgdo46VNhhtBWjb0HqaTIH09amxgLz1qlG6JZd0hG+3JjG0c16XpgygBGPcCvOdFiY368EqBzivStOXKLj5QRxmvLrv32erhdIm7bA+lacXTpWdbKRjJznpWnDjbWBuy1H2NaFuOaoIMADvWhb9ahlRLFJS03NQaBUM/wDq6mzxUFwfkojuKRz2of6qQ/7J618+364vpuv3z0FfQOpD91IPUV4FfqRqFx7Mf516OEV2edi9kUOvA4pwXkmpCp7YzSqvAPfPNegkcBGI8ZzSbNoNS5zk/hSlAQQeoHNPlAg28ClOOlSEbdooGC3SlYBgGAP8KADzyaftAJ/SgZOfpRYQ1QW70pHrSqFAz1zSlcg4BosIRRQVO4ZbqaUDr6Up4xmmkABRu55oyQ2DwO2KQ4JBNLvAb0HvTBCdzhjS8Z9aXqxpMBec0A0JtByKRcjPXApy8scUY4PPPcUwDHyk5zn1pQcdKTOVAA7c0mMLjvQHQdk8ZGBSZG7im5J6nNO2ndz+lBIfxU5RluOlIFX1qeDGcZFUldkyfKrkkMbg7gK2LG88pgH596gtp4YoTxk0GeHaSFBJrblWxxSk27nb2GqEqoU/KB1zWj/aCsOvWuCsr1kG0/L7Vv2bSOgc/UfSuapSS1OylVbVjfjmPLZ71owXGec5BrAhlPr9auwTCMcnJrmnTVjpp1GmdRb3I24rTgnDLwa5eC44Ujqa0rW7BOD9K46lM7qdQ3lfJ60pINUo5c1YDZ71yyVmdSlcV49xPpTQoQYAxT1frUcsiou5jgU4tsGSPyhGetcn4m0U6jA23IZR2710LXK7c7hj1phkRwMHdn1rSlKUJcxlVUai5WeJvoWoQ3BQI559KtaRazWuqJHIhBJ6EV6+bW3Y5CLk98dKzX0KB9QSbAypzn1r0FjvdaPPlgUndHPa7oKOkUixjewGcCuZ1DQZ44CyxHr0xXrc1skoXPOO1QyWiNgMoI9MVlTxjiXLBxkjy7SNLnluFjKEHqciuwj0DELsy9F9OtdJBp0IlLhArY9OtaXkI0ZQqAMYxU1cZJu6NKGDjFanlpsEAkZkxtyBWHdMYWyDwa9T1DTY0jYKmd3WvPdW0WR7o+WDtHauvDYhSfvHLisM0vdOcfUirbck1DJdb164zTdRtZba4IdOPWqqDewGK9FWlqjyZxlF2Yx33HJORjqaiIJUnB5q6lk77cqdtSXkSxwhAvvkUtxxaiZwGFx0NMOeTwQeKlCYHtSbMKPrSsXzpjR0HtS7RkYpxXI4pQg2+9Frk85CU9fWpcbaVl6UpXIzSsPnTWpGSSfSjvgjtnNP2MxHaui0eHQBZOdU+0NcEnaqH5TWdRuKutTSklJ2vY5wqwXJAFdv8NtE+2as2pyLmO1+VPQuR/8AXqtZ2Gi31rdzpZ3LC2XdzJjNP07xpJpGn/ZtLsEhjY7tzvuO49+lclWpKrHlij0KdONJqc3oa/xIPm69pMCg5LenbIrh/EOX8Q3/AEIEzj8iRWsmr3mueIrJ7xlZlf5dq4rI1FPN1m8KgEtcORn1LGlQpuEkpdELEV1OPu9zOCZXKjI9qTG1eeCK9b8PeDbPT7KK4uolmupRuG5eFrlbzw1JqPjGewgCxIzbmGOFX2qlio8zS6B9UnypnGBegPU8gAV1vw5/5H3TT1/1v/opq7OX4baM1nsjeZZiOJN3f6elc34Q0qbR/ibZWU2C0RlBZRw37puaiWIjUhJLs/yLWGlTqQk+6Pb6KKK8U94xde/5Yf8AAv6VgEEA5rf17/lh/wAC/pWE3SvTwz/do8PGL96/kRk460wkU5ulRsD+tdaONjG7009KfSGruPkViMds/wB6uq1hBN4eDYzgK3+fzrluc118qeb4bI6/uAfyGa4sVK0ovzO3CQvCce6OHJ54HFN/CpF75Hc0px6V33PNVK+pDS/w0pPJ4oNNGbVnYb3pxpMZpTTFqtRy/eFdn4Y/5Bhx/wA9D/IVx8QyorsfDQI01s/89D/IVw45/u/menlq/e38jaoooryD3gooooASvM/jZ/yKdl/1+L/6A9emV5v8ZU3+FrRR/wA/i/8AoL1rQV6qRhiXak2eDYyaTHzD0q15GFIzzTFjIbHpXs+zaPD9pFjoGjXdnkUs0SKMqcqalhWEqQ/XNS3FuuwMnIrZU9CJVLSKSpnjaeOf1qRYWALD5RjmpYx5e0OMA1qPcRLYsqIpJ704wSJdS70MMMRjArc0i0tJ3UyH5wOBWIxw33QM+lWbOVoJkftmohvYJbXNjW9OSFDIhznsO1c4yYfn0rtopYL+3ZGPJFc1eWflSOAflB4q5QuiYVFczkHzDCZ68/hUkfGcetNPJOO1OQ981mlY30ZYjlYbifTHNMIVyCV70m8ngDA9aTlTwa0TIUbMb5SqCdvGaYy/LU24t8h6Cm46fN3qWir2I1Xg5qcLgKMZpFOAR15pxBI4OOOTSSsK92a/h9T9t3Z6jpXo1gcbQByB0rgvDajzSwwAep9a9CsEwqnrXj1X77PXoaQRs2w5BPQ9K0IsdKpW4z1q/AAOnrWTOjXoWY+Tmr8AwCazUdF4LqpHBBNXopoQvMqfnWcpR7lqnLsW8009aj+0Qk581PzFODBuRjHqD1qVZ7MrlkviQ41XuOEqxUFz9yqRLMDURmNiRnivBdRXOoXOOPnP8697vvuvg44NeD6su3VrlcZ+c816GCfvHBjI3jcoY5z+FG0DvTsmhQMkmvTseYthFX5cDuaQgtgjuMGnE4bj0pFp9BiFcnnsKCMY9PWntTc0rAJilxyeKcOT9KFHX60WFsNVQPlxilAO3jrmnEHtQFppE7jADg8Y96CFJ9KlAyBSEcE0WAjKjjBzQw68VLjpR/EBRYCNlILE8Ck29hzT2+9SetBVxqoeT6UKnf1p9AHcjHvRYBoX73sKQLyKdyeOvNP2nJxVWJcuhHtIzx3p2Oc+nFPCkdaNrYX60crFzLuMIXcfWnIpPTg0oVjwOOadt+bA600ncTcWrMFZsdSB3xUsLKWOeQPWmKCDg09PlzWkbnNNR6F+3LTT/KOB1rstJUeSqHnd39K4SOZo33g/drf0rWzE5aQcVnUi5bCpTUdzqXhSJsCmGTA47d/SsWfXkYswbIqjc6zhPkNZKlJ7m7rxvodal55ajB57n1qSPV3SUJ2zXEQ6lMyb81ZXUSyk5+YCm8OmhRxTTPTLTV0ZfmfpU41233FQ+favH5NZuN4UPtXPNXoL8lt29iCPmrnlg09Tpjj2tD1631KOVR8/0qG/ucxYHOa4fTtUZIi7MSQPlzU9trjSTkSdMVz/AFRp6HSsWpKxuXN00UOWfj0rPh15UXDNtI7GszUL8yo53/L6VixTGeTB5HrXRDDprVHNPENS0Z6Ba64jqcctVhNWGSTXAmd4GJByBVmG9Zl3E1MsKi1i5X1PQI9RR1zUqTrKeK4i21FiNnvW1bXmzGTmsJ0OU6oYhSOrgYFs1ZJ4z61kWdyHrSSQYriqRsdtOacRXRWGCM5rJvLCIsSEBNa5cdqp3DgA8ZopuS2FNJnCa/4aW5tndPlfkiuMs9AuZroIF4U4Jr1a83SNgDA9KpeUsedqbfXivTpYiSVmeXWw8ZO5yt/p1vY2ZjfiTGK4+UONynkZ4Neh6jY/apQ7Z2ngise6soYgUUY46110qtziq0DiypxSbTgVtz6WiwySL2ORWTscseK6YvmRxyi4shC+vFSAdqcYXbtVyGy3KC4wapCScin5BbAPPtUotyWwOgGcVrRWgGC3IqHUbZlmiSMZZxhV/vGuTFYn2VO6R6WX4D6zU5G7FNLN2YfLnPIFSm2OwApgit+PwJrRiR3eOMMBhWfGBUd54L1u0t3uNySxxDc21snjmvK/tWfY97/V6hG1qh3Hhm2hPh4E2UYWZdpX+JvrXn+u6dHYatNEiBRnIUdBkZrp/h3K32W7RiWO/Iz2rK8SKZdbumK7tpHHpwK1wFRym5M5MzoRox9nvYx/D0BfXbZgo4Yn6YBqKJYk1U3EzDBmLEnoOa2dDTyr5pVH3UYn8qwJ0Zl54zXocvPN+h40vcpp+Z7Gmq2rWMcoliKMoC/N147VxcGuLB4yfULmCSC0kXy/MZcAds81l+DtN+360HkdsW2HUZ4NdX8RCE0RECgbnXPFebKmlV9mup6sKznS5+x1LahaJaG6a4j8nGd+7g/SuA0XUodW+K1tc24/ckyBTnr+7auCLSBAu9imema6X4fjHjfTcHvJx/2zatvqfsqcpN9H+RzLH+1qwjbqvzPdaKKK8c+hMXXf+WP4/wBKw26Vra3/AMfa/wC4P5msmTtXqYZWgjw8V71ZkR6UxulSEcUw10nPy2I26U2nvTCOOasBo612ViPO0ONT/FEV/pXHAYrtNNPmaPAD3jwf5Vw43aL8zuwK1l6HCMNrEH1pKdMu2Z1P8LEU3PNdqbaOF6OwzbzTSnNS03+KqTMnBN3YKuKNm5sCnU5F43UXHyJqw6NdoAPWuw8Of8g1v+uh/kK5JRwCa6zw5/yDW/66H+lceMd6fzO/AJKpZdjZoooryj2QooooAQ1578XQP+Eds89Pta/+gNXoZryT4ysVm0f6S/8AsldGFV60TlxrtQkebqsYcEpuFR3ECF8ou2pIJSFA4yKtRtG6sHHWvo7Kx8rGbi9TFEWZcD86uKoRMHmnXFi8WZI2BUntUC5Kgk/hSiayvJ3EuA+1WPTtxUAfau1uhq3kuvHIFVJP9cT1xUT0dzSkk9BrBdwAGalRBwxPNRj71G50OQetQnrcuUbqxsadIiNy+KffWySkurY/2c1kRTOjc+tWGmdlJB5PWtL3RzuDT0KTRFJGBbHOPrTdvygDpUrI2QSvrzTQRk98cYrOUWdMZKwwdQD0p2M9PWlK8nFAyFwODU6l3HKBuOfSk79OKF4IzzU5Cso42mtOhMtyNIjK2FBLenrQFIPJIwcYpys6MSCR2oAJyBztHSs5aRbL5btHTeGkA3Hb8pPJNd9ZLwo24XHUVx/h1WFrGMd8nNdpak+uMnivEqO8mz2aceWKRqW9aEGfy6cVTg6VfiPyis5PQ1hfmVjyfxRc3MfiO8SO4lUB+FVyBVbTbPW9Wm8uxkuZP7zmRgg/HNdJoGg2mteItRe8BKQzthf73NdDeLrsd9b2ulWUdtp6SDe4Iyy/SuTkUpXbPdlio04KEY6nAarput6KiNe3MqbzhQspOT+dereEneTwzZPI5ZynJY5zXI/EuwuXa3ulQGGJQrMT3Nd3oX/IEs/+uS1UI2kcuJmp00+poVBc/c9KsEc1VuxlcV0I86RiXqna3fivDNXX/ibXQI24c17dqK5hkH+ycflXhd6pS/uQRk7zj2rvwS965wYuVolXA3YzgetJjBODn3p4DN1IOe1G3Gc8Yr035nmryIwnenBcj0qWKJ5TtRGY9gq5rVsfC+taicQWMgB/iYbQKl1Yx3ZapylsjEIHHPel2cZAzXZw/D+5jUvqOoWlqF5I35NTppng7T3Aub+S9kUcrEuR+dZSxcFsjSOFm92cLgbsgYzx15/Kr9nomp3zAW1hO4PQhCAfxNdzZ6lDuZdA8LyM38Es6gA1uLF4mvtIeKaWKwuWcbRH2Fc08ZKWyOiOEUd3c4i1+Hmtuoe7a3soz1aVxkfrVhvh+G3LH4g01m/hBYZP61vyeBjcAm81W5mfvnpn86pv8O4FB8m6lVsd6hV59y/YRS0Rjn4eat/yxntJsdNkg5/Wqc/gXxFAu77AXT0Vgf5VsnwdqEDfudSYEdMk01tJ8TwEeTqDNj/aNae3n3J9hDqjmZfDutQfNLplwvsEJqlNY3cTfPa3Ef8AvRMP6V2/2zxtbMoE3mADGCMimt4k8UQuPPsI5ceqdapV590Q8PDszg3UI+Gyp9G4zSAKzYXn1ru38XXLNi88PQM3fC4/pUb+IfD05Ju/D8isOuzAq1iJdUQ8OujOJ2+hzSY+bBPviu+05PB2sXZto7GeB2UkZA7CuW1eLT49QkTSXdrfGCWGMVpTxClLlaMqlFxjzJmcib2+8OOwFSqg5yM0qJyc9qmjTOOMc9xXbGJ5s6kmPis/MXONtSGwJAwea0LZNyjPrWvBaRuu4ryKUpWZMYuRzH9lyFhnih9NdDurq3gRSO1R/ZxnkZ9Kn2iL9k+5zKaZI4GetEmlyIOa6dYQB8ueOvFMeHchzj05o9qhypOxyr2jKmT2qHDcHJHNdVNYBlweOOw61n3GnfKqqBnJ6VpGcWZum0tjHOV4Bpu1j1NTSRMjEHjFRjjqetXoZWsPWQqhUGhZCqkZ69aYQQabg9c0a9BWQ9uetTQTlCPSoM5FLzkAHpRr1DRG1FqDGHYG5HtUlnduis7nJHTIrFgk8t8n8qfNcFwAPlHpU8qZaqNFmfUZlldc8NS2l4ScZ24GazmGeT1p8IIbrinyE8zvc3XuPMUc4B7+tXbNMrgNkelc+82AMDp71Zt9UeEdKicHYqFVJ+8dLbwOrEg5/pWnEWRQw49a56x1uMuA/Getaj3YbmN1IPOM1yzptnbTqwex0Vle7GHpW1Dfo4GePeuTs1d1BHeotRu57NMg8Zx16VxSo80rI7YVnCNztPt8YbbvBNPEiyc+1eYrq8iuG3sWzW7Y+ISsXJJfFEsHKOqHDGRk7M7EQI+SVxVa4tx128AcVm2mveauXIAHXmn3OuQIOXyW6CslTnFmzqwkjNvbpI3ZDw4rm7y48x+MYzVvW5xK4eM5JPOKxw5LcD8K9KhCyuedWneVhXy6bTkA9feoRYRnkGrKA96kBbdgdM8VvzNHLy3KZskUcD6mpUgAwByPerZY4bIGCKjVWLDvRzBypaksNruwDxxnFQ6gkw1fTkgCLLuGxmGRnNaMCEj6CqWsPNb6lY3MMLSNEdwG3ivMx75oHvZQn7bTsdNrmkpI9u2ta7Lbtt4SA7Aahi1zRNA0e7t7a+ubx5FYKHy/zY6Vkz+NtUnYedpEcm3oWUnH6VG/i28Kt/xJIhkckIen5V4d+lj6JUZPe33lzwJcxw2907Z3M1TajpklzdSzIR87ZxnpVfwfG7WlxvQrmQnBXFdBNbsUGDjivTwnuRueLmCUqrTMOzsHgadnQ48ojI71zU9sVO1xgj1HUV6tYWyDT2LgMccZrl70N5zl7VJBnjAxiuyliGpM82thYuCK/gOErcXTlQCAozntzVPxhq9xqN3JaNGixQtgMp61fstWj0pZPLtGWR8Z/wA/jXO3jPcXEs5XBdskDtV04OVXnkZVGo0uWJj/AGbcueR9a6HwJEy+NdOOOB5mSP8Arm1Vo7UkZIz610Hg638vxTZNjH3/AP0Bq6cTO9KVuz/I5MNTftoNrqvzPV6KKK+bPrDA1kZu1/65j+ZrJetfWf8Aj7X/AHB/M1juK9TD/AjxsRb2jIyaaKcehpp6V0nOyNjimnpTyM0w9KdyBK7DRTnSYPoR+prj667QjnSox6Fv51x4z4F6nbgH+8foclqaeXqVwvbzGx+dVtvJIrT1+PZqkpxgMQR+VZueK6KMrwTOerFKo15jabnmndaQDJrW5i1qKOlPH3BSIOcU8Ci4D0Haus8ODGmn/ro39K5MDBFdZ4d/5Bx/3z/SuPGfw/mduB/i/I2KKKK8w9gKKKKAENeS/GT/AF+jg+kv/sletHpXkfxobbNox9pf/ZK6cJ/GRy41P2LsedRwMSCi5NSzQvCheRT0qva3oQ5wePepbjVfMG0jjFfQc9kfMezbldlNbxwpXnnjBqN27imFgzZHFI3pWbmdEaZftpUWIqR171TlUCQ7eQacu45x6UqISwWqV2iIrlkyADP1FPRgDgrurcs7GCSI7l3E9/SqN1YtbzNtXco/ipNNFqaehVdUbnGD1pqPtI9DSOxJxnHtWxpelC+tXfIDLVKzB6FFZldNpAGKqMgWU46GrM9u1vcsjjBqE/Mx5xjtRLYmCtK5EfloyTzS8nPf60AHH3cVmb3QoA4B60oY7QuMjt7UxW7mp1JYjiqREu4h5XHU5owY2Ld/pUyx7toIxk9aRo+VAOdz4qavuwZVKalNJHcaCuIIz1OAa660TP4859K5nRkCQR4ODgCuqtwdo4H0rwd2e5G9jRtxjgVej7cds1SgXGD61dXPABwB29aTjdWNKcnGVzx/UJb+31m9a0a7iDTNkxqw3c0W2razBPFM0t84R95Qs+G9jXs8NtCTzCh5z92rf2S26G3T/vkVySotO6Z60cdDl5XG54x4h8QX+vmMSW00UajBRQ2CfWvXdDUjRbRcEMIhkEYqz9itf+eEf/fNTqAuQqgY4+lVGLW5y1qsakUoqwtVbvp+FWqr3ONtao5Gc/fglJMEg7TjFeVnwjrOoahO8NkVjZifMfgGvV777rdqwLjStY1LTY4XvjBtkYnb3SuilVcNjCpTjJanKL4Cjt1V9V1m3tx1Koy7qUW/gjTmO1LvU5V7Kzbc/QV0Vn4F05XD3ks102PvM2MGuhttF02z4gtI1467ea0lWlLdmapRWyOQtdZv5AE0Pw1BbLj5ZHiGR+dXG0vxfqke291YW0R52wKFP04rsECopAAXHoKXcDyKxc9TaMLHIwfD/TyfMv7i5vH7+ZIeP1rbsvD+lWCgW1jCvH3iu4/rWmTigEf/AKqTnIOVCYIUKAFA7DgUmwFslcj0Jp9KKV2XZERiz65pDGfXA9amNJQIrGEMeQDUL2aOvHGetXynpRtFPYDHe0dfunp2qBlcHndnvjpW8U5PFRtAp/hFCbAwSgY/MinHcjOaieztnzvt4jn1QVtvZKWwOpqs9m6scDIqlOS2ZLimY8en2kErPDbRo7DGVXBFUH8KaVJuPkMpPJ2ueT+db5hZWORim7PfH9acakou6E6cWrNHNv4P08tlGkQ+m8mom8Hxq2UuXAFdTs49DQE7VtHFVV1MZYSlLdHMp4bljIKTBiTxuq/HoN+yZQKy+3Fa/q2M47Vcsb0W42SJuU989Kf1uo99SHg6a2RzzaHfr1t2akbTbqMZML8dcjpXaJeW0vyiTa3vSvbysu5JQSfTmhYqa6B9Uj0OY0lVtoZlmtVYLzl1yc0STafIf32nAc9VYj+tbkhvI9w2KwPXiqrXBz+8tYyenpUe1u7lfVkkZbRaJIpBjljz6MTiqM2naMckXskR9GUH+lb7PaSLh7VQfZv/AK1VJ7DSbot5kEsbY6hs1cK9urMp0H2OZuPDVldNuttWhz/dYAVUbwVesu6K5tJF7YYZNbk/g7T5+YbyRc9mH/16qSeD7mHBhu5NvqDXTHE9pHNPCJ7oxJPCOsRqSLXeB/dYHNUptB1ODHmWEo78KTXR/wBi6xbt+61B/bLkUKfE0GdtyHwccnNarEytumZSwsUtmck1ncRj5reUc/3DTGUqfmUj8K7u11HX2uo47qGFomb5mZP4fzpl3qzrdOJNFgkiViqsBglfyqlipPS1zKWCja92jhQBk57U7A444rsH1TRXBa50GRW6Zjbt+VM87wjMBvtr2Fj/ALIIH61axVt0ZPBrpI5IrinKPSusOm+FrgfutVkiJ7PH0/WlXwzYO2LTWraQ994K0/rcOt0R9TnbRo5Rlx1pVXK9a6eTwXeO2be7spfTEuD/ACqs/hDWYSQbTeOoZGBBrVYqn3Ilg6q2RghdvINWIJnR87mI+tXH0TUo8rJp8y+4UH+tVDZ3EbYkglX6oapVYSWjIdKpFrQ9B0G8jfTv3jAsorntZu5prplz+7B4FZ9tPJGpQb1x7VJJcFlAP3j3NcyhFSbudrm3G1iIRtnOff6VYh3Lg5NNTcFPerCqyqPpWzkYRi1uSfaXXp8uKrG4dnJL9fanORnB60xk7iklHsVzPuKLgjAbkZoJXfuA5oCBsU9VAzntTlHsCd2Pt186UAnAB/KrEmyKUgc+/rVVDjpwakQMzDPaoae7LTWw8KzLnHBqeC3LHJp8ZwgBFWI1Gcms3K2xpGOpPbxbWC4z61rREbeg44HFZsYffkVetVdzgetctV3Wp10W4vQtKg7gc+1XIYYypBRSCP7oqERtuC4rVs7XC5Ncc+W2h3wnUfUrfZgeQoUdSABSNbqxxtzWm6KvAqMBRUc7Ww5R5ndkCKEtGUDHNVhpqSHJHXpV1mAhPH8QqdQOAB2pKTTui3BNJMyZtHgdMbFLetZL+Gl83IQba6wpmnKvqKtVpR6mcqEX0OOn0Zo0KoiqD3xU3h7TGttat5Cfu7v/AEEiuolgDg1FaWjRXyP2Gf5GqlXbg1ciOH5ZJ+ZsUUUVxnonP62cXif7g/mayX61ra1/x+J/1zH8zWS3WvUw/wACPGxP8RjCODTcU+md66bmCQwjrUZqTrUbDvRcLCYrp/Dku+xdO6MfwrmK1fDt15N80B+7KOPqK5sVG8Gb4WSjUVxnilT9vQjuo/rWKAcdK6LxQn+kwN6oR+v/ANesPbVYeV6SJxUWqrZGR8vSkCYqXbTWX5a3uYJDFHzVIBmhBhacBxTuOw8Cup8PDGnH/fP9K5ZeBXVeHznTj/vn+lcmM/hnZg1+8+Rr0UUV5h6oUUUUAIa8h+NYzLo3+7N/7LXr1eR/GofPo/0l/wDZa3wv8VHNiv4TPJsbQPrSgZbmlVScZ9aUjp617iTPDS1EC/N0zS4DH0NC8txxUyjGatRQSlYInMakU5BvkGD1ppX5hxSoCrZx9KpaIwkk9TqbK0EVpuYbjjisue5CRyLJySeK09Jv0mh8h+GxjNY+qwML0pGNy9eKE+5Fla6MsAM2fetCx1B7PcoqnsKHlabkbieRQvIp+9oWr2f7TLv/AIqrKdjH3oXvj+VBBZ+g6daGXCNkMYZbpmkPB/DpUqxM2G6460jKM5B/Cla5XOk7DEQMoHSpVGGzTQtPXtmqSM5yu7IlL5X7vbrRApaeADpu5zTckKMdO/tVi2G6/hTGR1rnxcrQZphI/vDvtKQqi9AGxXSWicAHsa53TEwqkDOOgrp7X7oycV4aZ9DHYvRKMVbQfKKrQjn2q2g6AUNlFy3HAq3jBqpBnNW15rNlRA0lOPSmilqxhUFx92p/pVe4Hy00DMO/yVYVJaM/2ZFPzDHQ0y/UlDjmktbiH7KincHHU1ZJbVEk3OvylRyPWkxSJMjcL+tOwR3zQtCWNI5oAp231o+6emaBaiEU0fe46U5jtXk81AHIb2p2AkYhTjFKORTd+45NSAgjNIdxpU0qghqcCKMgdadxBTaVmHao/M4+7RuIkABoIx0qETeuaUvnvgUbAPJx1pjMCKAryfcUsKkFm+MllX60XGVHRX6ioWt1YnjI9q01gt1HzOWb0WnBkj4jg59WOaOZFGOthNIxKIzY4GamTSZCu6R1ix1ya1Y2nZxnG3/ZGKT+z2mkYlsA+tK4WM021hH8r3BZvamtBYN0nYVqHRIW6u2faom0GLtIw+oouFigLC2cZS5X8afHYzI2YbtSB23VM/h9v4Zv0qJtEuVJ2uD9Dimn5hYtJ9qVRvSOTtkYzVmO3Rx88YXP94VxWta5Y+HZlh1C88t8/dU5P1qpbePtGmOItXCj/aGKNe4WfY7/APs2AZ+SM59qiOkwMrLsP4Vy8Hi+1k/1WrwMOxZutXo/E25vkurdxjk7qRNlY1G0OI9Ay/jSf2OVPyuy81BDr0z4BSN9xAyp6ZqTUNUdWMCAo/8AeU07sFYedMLAiRQ3oSKryaEjElSVNVxqt4nSQMP9oVKuuXPcRsO5xQLRmfeWL2rbXwwI6VWK7mx046Vcurl7qZpG49Fz0qAhdwxVRbWwmlbYrvCjDGxffIqFrC1k+9AhP0q6Au457dKNoxxVc8kTyRe6Mt9Dsn5MCr/u1X/4R6zxwhU+oatoqO9SC1nMQZI22EZBx1qlWmupLoQfQ5xvDyDBimdWzyQe1WLuzvpVhS2vJIxEgTAbAPvWwYHXIKEHvxTCpA67efSm60n1J+rwWxjINdtxsS/dhjks2cVYTUtdhQbzHKB13KDmtEqxyOMU0qV7Cr9t5E/Vl3M/+2LzdibTIHB64iFObUbGY/vdGQEdSq4q6q4+Yk+wxTdvzYIH0xT9qn0IeGa6ldH0WQ5+ySxeuCakMOiN0nljJ/vA4p5iV8/KMCmtaxyAZUY7imqqXVieHbIjpGmyjKaoik/3jimjw07qrw3cMgb7p3CnNYRMhXGBnsOlDxEwxoPlWPOMHrVfWWtmQ8Gnuis3hrUUOVjDDHVWzmqj2VxbtiWF15/iU1pItyjfu53jO3salTUdTiwDIsqjtKuatYmXcylhEtkY4g2/wknPWrUEG7Hy1tQ3llccXdkFY/xRnFWVstPmx9nuWiPdXGc1p9autTP6tZmQsKBuBx3qaOLDZ28elaH9lSx/OGWRMfNtqeC2DMKzlVXQ0jSaepDDbsUyF6VraZa7MsRyangtwi4AHPWr0aBAMDFctSozqp0upGlsokLAcnrVsKEXihBTsdq5222dcUktBnl7uaa8eOalHHShz8p+lBXKUmHyop/vVc2fpVPrLGPeroPT9aASALRt5pd1ANItJClOKdGuHFANOXG4UmPlV7ktFFFSUYGtDN2v/XMfzNZTrWtrP/H2v/XMfzNZrc16eHfuI8jEL94yvTX4GacepprjK10XMLEeMUxhkcVJimMMKaLoZGT6ZP4U+2cxXUcg42sCD+NbGmaGXhSSRyqshBA681qrolii48vJ/vE1y1cTFXjuddLDSlaT0KPiZAYLdx/eI/MVztdRrkDz6YrKp/dncwPpiuXxwDRhZXgRjI2ncKKKK6bnJYKVaTvinAYp3AXtXU+Hv+Qcf99q5btXU+Hv+Qef99v6Vy4t+4dmE/iGxRRRXnHqBRRRQAleR/Gk/vdHHtL/AOy165XknxoBMujn2l/9lrown8VHNiv4TPKVFGOaBx2PNO617tjw27CAYxjrmnKSSfWkUHcD6U4L3HU1aM3qO69aei7sDNMUErk0qMUOaqNjKaaRdt42SVXTORXRWVuLmRWZQSR3rn7a68k52hj71u6brMSTDzEA9KU12MabtLUq67pwt1DrwM84Fc8ww3rXd6jcQXVs2SvTgVyLWDszOMHB9aIJtGkpq+hS6D6+9SR27TOFUEmlMDxtyO1WrKfyJtxHHWqcdCJVNTc0vQx5DvKuPl71z15bbLhwF4DHmurt9ZSSJYQfmYVRudFnnmLKMK3NZp8r942u5L3dTnTCy9qj2/Nz2FdVB4ZuC33S1WF8D3lxNkFY4+hPelOtSj1HChVk9jkAMgD1PNWtPVjqcZABULxzXoFl4CsoCHunaYngL0FRal4PMOopfaeiJHtCNGBnGPSvNxWKjJcsT08LhJQlzSLOmqVUdSMV0NuOAOn1rGsomhUI+QR6ituFcEcZrzz00XocVcjHzCqkIq7HwBQxly3HJqdajg6VJgg1DKQp6U0UpBxSLzSGGKr3PK1YqC4+7TQMxL3OxselRWVq8kCsqE571Le5Ktg4OPzq7pJLWKZ4wT0qyCt9gm7LirMNvKvDir2Of/r0tJsCm1uw5HNQEFeDWlTXjRxyOaVwsikoDHlQ2e1MeCJnKj5TnvVp7bHzA4IqN0KtkjIzTuGhWMDr/DuHqKjJZTj9Ktjcn3HwPTrTXCucOpH+0B1pklbcR1FBY456Va8m3CjLE0o8pOEjz7tRdAVVDsvCk/QVJHaSH72FHvVlmkDDaQoPoKPJlbpn8aLjsRCCJfvPu9hTi0aL8kfPqanWzYgbiB64qZLZF6rn8aVwSKfmyOAF+Uf7Ipy28knXn61eVFToAPwp4+lK47FRbJVPNWFt41xhafiilcqw3aFPAxxSrxS9aMUXHYKOe5zRRRuFhMUh9AcU6mtyw9v1oA8B+O1uItespwq/PH1x1ryMsM5788V7t8ebdW0/T5wnzq23d7eleDuvYfe9aWo9STc4YKCV9t1bGi2klxfNFPLcoNuV2sRk9/6ViKzGQMdpOc13arufTZlbaGUj5e54qoq5nNJI17CWbTmjaC4lBQgjcxOcetar63qNzO07XjB35KjoKxzxuAyPc1dsWzE4OGGcZxyKoxiaKavqCtg3BI/3c5q3Fr99uC7U/EYzWYwKrtPGBxz2p6MyxgdD1JzQNaGwPEk4wXhUn2xT18RjzAGtWz3wawGcuyoDnHJLGlYgzDbjoPmA68U72GdZp+rwahcCIRurn1FbCWryABQM/WuI0MldTtyCcHOa9FseZJMccUagUGs5gfuE/QVfinuINMAAYOrYUEdqvDPOf1FGcqoI5HvTK2MwapcAfPHG3rlaRtRRyN9tGQPQYrRCKzHKj8qa0MbDBQflSsySgbyxdT5loB/umkDaY/JikX6AmrbWsDDmMfnURsYOuwj8adu40V3h0tuRNIhPXKmj+z7NyBHep7bjipG0+M56imHTVzkP+dFgA6NuBEd1C30YU06JcKuFaNjjjawpr2JAJD89hTfs1wo4kOfY0WYXE/si+AJEZOPQioGsblSQ1tID9K0p2uVtYo43O5RliD3qJbu/ReGbjqTzRqCszNMDL1jcY6fL0pnlDccg1rnU7zAyFPsV60q6k54e3jOOT8tF2hadTDMOScHn0zQI3XoeT3zW417auwLWan/dOKQy6azYeBlz6GjmkDjF9DOtr17eF4wpIY8nNXrbUrYFVbK+vHSnpb6ZOAimRWLYHNMuNNtEEjLcZZV5WqUrEumupt288EqAxyKx9AeatjHGWx+FcpZ6eJoUliuVQMOh61eht9Stx+6uUkA7E1EtSlHsdCh6U8nFYkd7fxria3ViO6mr0F55o5jZW96mzKWheprnCn6UzccU133KRnn3oG2QqQLhB7Zq4o71SXcLlcAEY61aLZpk3HmkAxSK2aM0i1IeDT0JMgqIHipIjlxikNPUsUUUVJoYOs/8fa/7g/may3YrjFausj/S1/3B/M1kSn5gK9LD/Ajya/8AEZGfWmk5FONNOMVvcxWo2mkdPrTj1prdKLgtGdXKZzYwmCdIECqWcruIHHA7U+zh25fzZZRIuSzt+HTtWTp+twwW8NtMkjOW2Aque/eugLiONmb5VAyc9hXkTi4ysz2qc1KCaM691K2gvYNMJBluBgKTyF55/Q1nP4dmMj7ZEC9Vz3rnrtPtGrXV+ZGE0zKUbvGq/dA/X8zXZaLqf9oW22UbbiMYcev+0PrWsVOlHmXUxl7Os7PocrPC1vM0Ugw6nBH9aZXV61pYvIvOjGJkHb+IelcnyGIPBHauylVU436nBXouD8he+acvNMGc08DFbHPYd0rqPDxzpp/3z/SuYAzXUeHxjTz/AL5/pXNivgOzCL958jXooorzz0wooooASvJfjP8Af0j6S/8AsletV5N8Zv8AWaR9Jf8A2WujCfxUcuL/AITPKCcqOv5Uq9DzTsjbkUEDAA7176PBb0EUc07GMfSk/hAHrTjnGfwoJFHCj60u3IpB0oUksPrTRM9USrjdzUgA3Z5/CmKMNk9KlVC3T9K0jZnK1YcZZFAG4kemaVblkVgB196QpnqpBFCws3AQlvQVUrRVxRTk9EK0jPjcO1KsZJBCk54wBya29L8J3+osHZfJiP8AEw5Nd1pnhewsVVvL3SAfebkE1x1cZGC03OylgJzd3scPovh+/u5Y5Vh8uMHlnGCPzr0G101VVUf5mUfexxWikapwUCgdAtPZkjBLkKPevMqYqdR66HsUcHCku5ClusbcfpUyx9cZ/OqVxrFvESqfvG9KzJtWuZtwXCriuaUpPdnZGMVsjfdo4uXdFA9WrIPinTfPeKBjLIpIJAOAaxbqRxbyOzsxCkkk1znhlGa28w/M0jF+fc1JR6Cl+l2wYQqpPfFW4VywPI9qy7NSNmAMd62YlyFY/pQhMtRjAq3GOBVdV4Bq1CPmoYRLsIwtTUxBhadUM0QHpTU7049KaKQBUFwPlqyKgnPBpoGYd4u4GrOjH/QR/vmoLxcqam0bJtWHTDVfQze5p0lLR9KkoSij60GgQHBHrSYBGCMilHBpaAIWhRug21CbZgchiRVliFyx6AcVFZXDThyASASKY7CJaO3PA+tSC3jUZY9PeuN8d+PD4YaGC0iSeaQEtlvu1wkvxb1h/lFrEoBznd1qo05S2Jcoxep7ijw7sBlz9afvXsa+en+J2vGZmRIlz79Kmh+K2toqiSKKQ98MRR7ORLqo+gVYN0OTS15d4Y+ISaqfJmcRXXeNjw30NehWN+lzEDuG7uKhwa3LjNMv0UgOfTFLQVuLSZHrTdyrkk4HvTPtER4DqSOtFguSg0E1Es0Z6OKeXXHUEUgHZozTcgjil/hoQxaa2e1OHQU1qbA85+Mtqlx4JdyufKcMvsa+aSzdB0XrxX1h8R7ZrrwTfoF3EJn6V8nN/ripz17etSAi8KeDz7V21mUk0WzkLncjYyO3NcYBtABzgqO9dXor+ZoMiAjEchP14FUnYzlqjo9wIGW7Zz61NbSBWbp83PWq0fMSYG7K/lVm2iknlWG3TMh61W5kiyzqDhnDYGcetIr79pDEAnPzA1tad4J1G9ZjJMkQPQYya2f+FYXBQEat+8HfZ0pNlqLZxZcAjlR2p7TA42gALgA10M3w01iCLMF1HKfcVQPgnW0lVJ2SIbgSQMggUXHZrUteGLcy3BmHKRjv3NMfxxqNlczQxwQsFkYKTnJAOK6awsYdPtRBHjcAcn1NYngqCyn8U30d2iySBm8tWXODuOaxqptLU9DAqCi5TV7Fb/hYWskYNkhHsj/4Un/Cw9VLANawLnscg11N42vRXkiW2iWjQq+FbPJFZ/jy3s4dDtnlt44r5iuVQdD3rPlk+p1xqUZO3KdNpt095p1tcyKA7puYL0q3nJJrP0QMNEs8gsfKA/U1oBHPRDXXB6I8evZTdu4hpp4bFSOjIjPIAqKMlmOABXD6h8SNLtbh4IoZJyjEFlHBNaJOWxlJpbnZtzTOBnNebXXxQmLf6NYhVx/Eaybr4i61Mx8vy4lI7DNaqhJ9CPbRWx65/wABJ/Cml41OGljX/eYDFeIz+LNbuBta9kAz/Dxms99RupNxkuZWDc53960WGkQ68T3prqBVyZo9p/usDmhLiGUkI+cCvLvCWriRJLCZyXHzIzHkj0rr4pyjA7sduK55QcZWZpGaaujeN4itsReR/s5qlJqMysR9kG0HqDU+mIZrrOATXRtp9vLGFdAPUiqk4rcS5pbHJJqau2Sqjt8y4zV2O9tSo323P+yc5rSuPDttKp8s7fY1lzeHLiFi0W44HBBpOUXsDU4mhavp80iOuY5AcjJ4qd9JtZ5HdZTluSOOa5l4L23JBTcVHcYNLBezQHc/mKe+TxU8nYFU7o6L+wEAISUhQeBikbRZgMLOuPqaoW+vydmVhWnba5DJgSAqfX1qXFouM4srnTL9DmOQkD0ekNvqyfxEj/eBrZjvIZD8jg596n3ZGQQal3NLRZz7XGrRdULbfQA5qM6tqEZIe3JH+6c10hApAox91T9RSCxz8WusrYmt8KOpFaUWpQSRLJnarcKrDFWJLO3kPzov4Cq82lQyIEPQEkAduaaE0TRzF5Mq6svsc1LuzWV/ZstscwsSPTNWIZplZVmTB9qCbWLyt2qaBsyYqoXAzTrSUNcqvc5x+VDjpcFLVI1KKKKzOgwtZ/4+l/3B/M1lHAY5rV1jm7X/AHB/M1kuDnivSoP3EeTX/iMYetR4p9IRkVtuZpWI2FNNOYU0j1/OkHUm02JpdThCjO1gx9gK3fEl59n09YlJDTOEGPTvTPD9oEia5YfM/C/Ss3XLlZrtC56ErEvr6muCpLnqpHoUo8lJtmWQD71JbzSW9wk0LbXU/gw9DTMUo612SXMrM4YycXdHbWN7HfW6yJw2PmXup9Kwtd00xSG5jX5GOXAH3T61n2d5JZXIkQ4X+JezCutgmhv7XevKOMEHqPauNqVGV0egpRrRszh8fNTqtahYtY3LKeUb5lb1FVlOea7oyUldHnSpuMrMctdRoH/Hgf8AfP8ASuY711Ggf8g8/wC+f6VhiXeB0YWNpmtRRRXAeiFFFFABXkvxlGZdIB4+WX/2SvWq8m+MozJpH+7L/wCyV04P+NE5cZ/BZ5VtCrycjPanKFbOM8U+NFPBqYoir0r6FR0Pmpz1K20HBHUdqM8D1PUelSEBm44xTMYbjtStYuMroU96XjnHX3pP5ZzTj1OenpikuwPYdzhc8+uK0dJQvdplCQT0PSoNPAe4RNhcseFA5Nek6L4dRFSaaPB67T2rOpXjTWo6WGlVlsU18MxXAyEALDP0rZ0zwzYWGHESvKe7c1sxQKi8Ln0FTBSvUD8q8uripSdj2aWEjAjVNoUYxjsKczpCpZyFHvTLppI7Znixketc3JNJKxMrMxzyoNcrd2diVjUutWVFK2wyx/iNZMs81wxaRyyHsTkU3IDcDg9qULg8dPSgZEACo4oUfeJ5qUgAcCkKgL14JqQKGqSeRpVy/GVU4rO8PxlbK2JHzFBnFWvETbdK24+8236iptJhKxR4XaAooA6K1UbRgVrwD5Ris21HArUgHT0oAtIKswj5qgQVbgXJoBFtPu0poUYFKRmoZaGmgUpHFJSAKimGVNS1HL9000DMe4HDZp2jMDDJg5w3ekuiQGqHTJ0t4py/GCCPerI6m11pcGkt5Fmj3qOKlIwvvUalWuRkcUnWmXd1FaW7SzuqIvUs2BWdpPiDTNaaVbC8imaJsOFOStNaomVkzUoo7/hmimCI7j5baQ46LWVpl0iROjHaWyOTzzSeLNS/srwxeXhzlVAX6mvFl8a3xUEEjPTnpW1Gl7Qzq1HAz/EmmS3GvXkltdTSxK5CNPIXOPxrnA5QskpAZc5wOCc10D6uxd2aPdvOWy1UbhorkHbCqt65r0Fh3FaHJKspPUl8P6XFq+pLBI5EZHzFTzXYr4D0gAZec/RzXHaZff2arCKHbMx/1it2rSPiW8x97H1aiNFvcaqRSOkXwPo6upjeZSCNpLng1rDxtp2kXX2CYzrNGAm4jIPuTXA/8JFe7lIfHpWXf3cl7cGWRVLH7x9aiphnYuNaLPojSNdS7iSQSK8bjhgeK31kVwGDZz6Gvm/w/wCJ59EVgVaWH+FM9D7V12nfFeHcBc200Sqeo+bNcdShJbGkKybseh+IfEum6YhgmvYknPJUnkCsO11WC7QvZ3iyoeSVb5vyryHXNVj1fVLu9fc0k0mUy3CrjHSsq3uJ7Zg1tPJE+c7lOP0qlSfKDqps95W7kWQ4dgewOeani1O5XblyR/ECDxXi0njXXjYvbxSwmQcLIykMf1rMk8b+IA5El00fHG1c5NZezkr3LjJN3PoT/hIGQbS469zzVpPEMIX5pU3emRXgujXmpatFGXlea5mk2Kqtyfwrsk8CeImUNI8UbMMgNLg1xTnJOyPWjhKbipSlZs9KTxBbvJt85QMeoq/BqVtOBtkU+4NeM6t4a13SLb7Vc7XgGAWikzt+tXND1+1tLGOGe58p92QztgH8aunOUnytEV8LGnT54yueqa3aHVdDu7ONhumjKrz3r5a8Q+Cda0Cdjd2u5CxIZOVIz7V7tJ4he3t/MhlSVD90q2QawLy4utXyH2spBPl55rblPP8AaHgbIFcpIhB9D2rpfDeDp10m35cFiB1H+cV6E3hCw1K6Iu7by1bqyjBFZs/w2lsUuX03U1MbR8Blxkgnjr7ik42ByuilaSg26sCcYwMVqaHIF1eFWbljxzVDStKu4LIJcsqlTjI+bNemeH/CGlwJDcyu8s+AwPQCqWiM7Ns67R4glqvGPrWocd8H3FUpLm00yyeeeRI4Y1yzseBXk/iT4uXE8j2+gwhYlJH2iQZ3H2H/ANejlbehp7sVqewPcJENzMFPoaoTarbHKO8ZDdiw5r58n8UeIrvLzak2T2UYFZ015qkz73v7jd6hv/rVssPJmbqxSPoSS406feBJHGwHZgAK43wXqllp3iXUlunVFd22SNzn5iOteVR3d/H1vJWGedxre0+CbVImeAbnj+8p6gVNTCybVjrwuIppOM3uel32jWdxevMniy5j3tu2LOcL7Dniq/ja/wBO/wCEbtrOG7W6uU2qHzubjqSa89ntrqAkyRkKegBOarfvAwJjP1zULBV36HQsTh4NNvY9k0bxHplpotnFNdRLIsYBB7VYl8ZaUgyL6I4ODivD3V3Yk8H69KjMTbcE4969GGX6K541bFqU20em+N/F0V34feDTr+MuzfMFyCRXkxUD7owuastFu6j8PWq7ptbBPArohhlSRyyq87GZxSj+dIOWOP1pCxBxiruT5AQBjHFC9wTigHPJ7UvvjPrSAltrmSzuY54yQyMGGDXp9ldpd2UU0e1ty5JHc15Vk44H05rqPCmq+TK1lKdsbjKn+6a5q9NNXRrTm1oejaBeYvmRjgAD8OK7mMqUBXpXmOlzYu535+8F/SvRdPnElquO3FcE9ztp7FwUuB6UinIpayNhjxI6kOisPQjNUZ9FtZ1ACbD7DitGgZySDxRzNEOKZxV5pEcd4YUAZsZyvBqu9ldW6rsZz/ssM1uSrv1tyeNorc8tHQBlUjHHFaudkjJU7tnDJcywsd6lW7FavQavMqYWfPoGFb1xp9lK2ZBsPqDWVc6JbkM8LoR+VNSjIlxlEt22toy/vhg+tX4dSt5cBZFFcZNA8CMYSzkfw5ql/aF5AwSawlXHVlpunHoUqkup6WrqwyGB/Gl46jrXEW+rui8s6n0fjFdNpl79pjCkfMBknsaznBpGsZpo0ajkYKhc9hUlVL9ylq2PTvUwWpU9IlE3HXJ/WpdOctqUWG45yPwNZRcnvV3SGY6lD6c/yNbyhaDZxRl769TqqKKK5D0jC1nP2tcf3B/M1mY9a1NX/wCPpf8AcH8zWaa9Gj8CPLrL32yDFNpwpCOK1M0Rmlt4WnnSJfvMcUYxWzoNoF33TjH8K5/Ws6s+WNzWlDmlY0Z/9HtFhj4+XA9h3NcBfXZu9eiKcwRIyqRzn3/Gum8T33l6XcKj4kkQqB6L3/OqUGmx2/hxLgr+8k24JHQVw001NSZ31WnBx7FEcihetApRXpHlWshatafqD2FxuBJQn5l9aqbqSolFSVmaQlytNHY3MMOrWGUIbIyrehrknRoZWjZSrKcEGr2lambKUq5JhJ+YenvWjrVms8QvLcBjj5gv8Q9a54N05cr2OmSVWPMt0YA5aup0D/jwP++39K5cCuo0H/kHn/fP9KvE/CZ4b4zWooorhPQCiiigAryf4ycy6T9Jf/ZK9Yryj4xD97pP0l/9krqwf8aJx47+Azy1eHxVg8p/WoAOc+9aFpJCoYSDcCK+jjex8rK/MUgjHoO/501vkJwK6BHsJIwCmMDsazrq3iVTJE5wx4FTbS7NIyadigDtbpV/S9LudXuxDaoTz8zY4Wr2heG7rWbgkDZbKcs5H3vpXqWmaTbadbJDbxKoHVu7fWuHEYpR0ienhcNKb5pbGboPhS00hQ5XzZ/7zDp9K6JY8kZPP6U4bR7VXub6O3Xsz9lBry51JTd2erCnGK90tABNxDAeueKp3GppC2I/mbvisye7mnbLnC/wqOMVAfc8/wB7uKzZoTT3s9wTuchT2FVduOlSFdzA0nUmkMhdfm6Zz3FKFIHNTFTwOmKAhLAU7gRMMjqKrTzC2tpJm4CjIz3rQ8pj6VkeI/k0vkhRvCk/3uaQMwdTvnvGtIWP+sbcF7KPrXRaYmxVxwfQ1zkVuk8kcgfY8eMhhkMPSujsLmJD5cp8tlPJ6qPTmgVzordO59O1aUPCjNZ1o6Pt2OGB4GD1rSjGcdx7UBcsx9au245qpGOc9qvQ8DPapbsNFiikDZGTRuFIuwp6U3NKSMY74qPPOKWgWY+mOMqad9aRj1Hei+omZF0Mlhj86o2clol06XL7d5AUN0zWjefextzzXE+InRJP9Yxf+FV65rTdaEqx6PEqogVB8uMj3FPBA5Ned6b4zXT9Kjh1CQiZeFbGcirMHxB09QRJKxB6AJWUpqLszphh6klzJaHD/FHxJNf61/ZkUzLawHDqvG5q5Xwxr0/h3WY763zsztkT+8KNYinvdXu7obSszlgc9s1mvbTW6h2wM9MV00505LlTOerh60PektD6d0nUYdU02K8gbcki5znofSrm6vPfhut1p1ubOfLW0wDxN/dPpXoQxn2qJx5ZWIhK6OO+KLMvge4C/NulQfoa8EU7VAORngcV9C+PoFuvDyQFsbpVOPwNePnQCZCA8YwTxsJP867cIlFXMMReTsc6SNvPzY9qNzDgcDFdQnh9/my6BeOkR/xqZPD6ktmRunaL/wCvXY6iOZU2jkuQeT29eKVjjBAyDXZjQYiuB52SOoUD+lPPhyIbf3k+PRmQf+y0e0Qey6nEEOxBAOPpU0dq8ilsN9MZrtk0G2VB/rGboR5yf/E1o6LpscSTIhUorkAsQzYz64qXVRTpruefWOnTTzTQgZZRnb3xVdrGeIPuTABxk13llbpb+O7qEsoV4EcDIwTk1g+Lb2Nb82Nsu1Y23Oe5NS6kZboHGy0OYCpgtuOVONpFTwSWyJN5sDGRlxG3905qFWMkyvhfvj6VJeKVunDDHfA461Nk2TbqRuquqkZ3dyfWo2Qcq6hhnvVqRFjijUD5iuTzUWQyKBHly3bvROKaLi29TtfhlFDH4htAI1AJYge+OK7fxfNocOtuuoXF4JCvCxFto/KvLdIv5tMlhurZ1WaJtw3dPoa7eb4gzzIkl1pNrIxHDsvLV4lTmUmkj6FUrxjK90a19p0V54JlutL1C5aAKWEcjEBsHpg149ftC10qSNztyQegrvNW8d3Opac2nw2tvbwvgMF9PbFed6ymJRIMuAMMAetbYZNTu0TiY8uHab6lhJ5o/lhmdQRgbW4p8V7KkxdpH3DHzK3NZUNyGLCF0VT0Q/41c85DIVkiI2pkleQK9NRjPQ+fakjutN8TAwCOQSSyKvy7UJI+tWoLi41aJnjJEasV2njmuM0bXDpMzzRwvKHXbyvSpbPxFqenXDyQxu6ytuMTL8vX1rKph7K6NqdTozszptyCOB71v288kEQw+3aOSPauVtfGaXDBJdPkRwvO1vlz+VO1HVbi9094ra28qR0wHLE4rndN9TT2iWxg+LPF82t3jWEc5+ywnGAfvH3rBG3ggg8YOR/KpYvB92G3faVDFstlec/nWpD4WuSuwTIW91ropOMdGYz95mJyAOlKc9Tmnz28ltNJDMpVl6+9WbeyknQMq7veu2Fmjnaadiltz1Ga0tE1OTSNSjnXbsdgki54IPFP/sqcDPl4FVWtXDFSmCKtwjLQSlJSudxq1xp+zdHcxsG+YAMCRXLyzW+TiUD8ayJomRlx0x9agAmJChsH3WlF+z0KneZrtcQk4DimmVP7wNZL+YB83U9OMUmH3MN2MHpuqniEjL2LNMyx+ufr2qGZkdTtPIPrWewYZ3Nxj+9Ubgs2BIOT0DVlLEsuNFlsnLY6UFwOnNVV87ICqzeu0ZqWPTr+dv3dvIw/3CKxliTRUWP89R3A7UhuBg9DgVaTwxqzxFzAgXOcFuTWbPY3Nu2JoJEwPTipWIb2LVKw9bhSMEDB96sW93GlxG8jsiKwYso9KppbMyghgDjuOlWPIKR4BB9cjrTi5SWpNkmek+HNcsNRaTyZx5ueVf5SR612ekasY50hzw3avBYDJBMksZCupBUr/KvUvDVyb2W1uD97GG578VyVKck7s6Kc+iPWEfcoPqKeWqCA/ugd2eBxT2dV6kCudG/qSFsVC11BD/rJUUjszU2WdfJkYMCVQmuBvYUvJGeUsxY8HceK87F4z6u0rHXhcM6xJf66X1OdIXDPnC7T1qxBruqKAnlN06k1jW2lRW17HcBmZVydpPJqxf6jcoxENuoXrk81NLNaUl725VXL6kX7pcuZ9Ru33O+323VGtvdmIpJcuwJxgGsk69dqoVoo8A88HNWhq+9CVR1fGePWuqnmFGTszlng6yL6W22RMuzHPPNaTRefqAU7io2gr+ArKsriR3j8wBSWFdHpqB9SmY8gMMflXd7SMo80TmjTlGVpBf6VAlq82MkDoasaHAI7cP1z7VLrLbdPcDqT0p+lrttkHsD+lS5OxaiuYv5rL1mQpCqjoWrVxXPa/JiZEHXGaKavIdR2iUGfH0q/okm7VYB1zu5/4CaxWlJBz1rQ8PsTrdsN397I/wCAmuuov3bOKn8a9TuaKKK849Uw9Y/4+l/3B/M1mmtLWP8Aj6X/AHB/M1mNxnFd9H4EebVXvshdcHikIwKXr1oPvWjMrWESN5pkRByxwPeuoYR2VntJwiLyfWs3RLXdI1ww4XhfrUet3m+QW6HhT82O5/8ArVy1H7SSj2O2klShzPcxdRL6iXTHzSMFUemSBXS6zEIdEEa9E2KPwrF06NW1CAEZ+YGt7XxnSnH+0v8AOlU0mkgpu8G2ckeBmkp2OMUjAAV13OKwlFA6ilPWmMB1rV0vVPsx8mU5hPGD2rJH3hTzzUTipKzKhKUXdF7UrdLe5xEw8txuGOcCtzQf+Qef98/0rmFJOMknAwM11Gg/8g8/75/pWNZNQSZvQd6lzVooorkO0KKKKACvKfjD/rNJ+kv/ALLXqvavK/jAcSaVn+7L/wCyV1YP+NE48d/BZ5aoOD9acoOABR6+mKVfbqelfQ69D5uybHAkMCH6V0Phzw/NrFwJZlK2y/8Aj1VNB0OTWr9UAKwKcu2K9as7ZLOBIIkCxqMAAdfeuDFYiy5UelhMLze9JD7OyitIEjgRVjUYwB1qw7JEu5jj2p+Aq89BzWbfzpKFVeSOteS227s9dRSVkR3OoM4xCQo6E+tUW+c5bOffvUm3tsBFLtz2x+NAESqD1UgjpmjA71KAWAHvSrFySR3pMaIlQ8Y4FO8vOSOmelWVjA+XFSrAOCKQysIuefwqRYvTB9qn8k5z0qQR8cDn1oFcplVjhMj8KvWuI1q7bV5WQFhAh+XH8RBrp9cuR/x6K3GMsQa5zy1GFAAX60XGyrDbuMEg8Dj2+tXNrNDsk5DEM/8AStG2iDIGAUirBt0ZeFGfSgVijAkiS+fHI6vgBR2UetXYLzVY7Xy47kM5IJkPUe1RogRW3KygHGanRk2jLDNMRoR6zqK3EZMKtEq/N/eY1pxeJblI3eazfkZRFGWP19KyISRzw341bjlBIBBB70cpNmX18Ut9nRnspRMzHMYHQeuelTf8JTbG6WLy5NoXc77OF9jVUTocdMfSnB4SD8q8jnjrRyotNk6eK7JhM7RyLHGSA2w4bHoKhPjG1S1jlEEzNI2Am0g/WomaHG3YuPTFR4TC4Qe3HSjlQ+Zln/hLEe4MaWszJs3Fiv3Wx0xVV/Et/MoMVhg5y27gAU0DHRdp7+9Kd7A4UjNLlVxc1ylc3up3LANL5cRU7lHUn0rMaFFy+CWBHJOSK2HhY5JbpWbcMFYgAE/zpvyGk3ocprbJcX1tAVIBYKWz6mulvfBvh7TliN1c3PmSruCpGzdvaub1dN2rWoG1SXBBP1ruNVm8VrFa/YbW0lQJyyryBgepNck0m22erGc1CKi7I5yfRPCsETsLu7UgE/PC4HT3FedauyJDuTLLvKqc9RnivcNGOp3Gn3ieIbWBEVSUbaOleTtb280l0CcIsrmMkA8Zp00lJMqU5SozUtTvNC8Yacum2sZlUPEgDNnvXodldpeWcdxGwaN1yCK+bZNOR1YxO0bHnI6E13vw38WJpFq+laxcMDuzE5+6Aa7ZtNXPDg2panUfEPUUsrG0B6s5/QV5c/iMLKyjcSCeVYAfzrpfjHq8Spo6wyrJG+9htOQcbf8AGvKjco7FgME104acVCzM6qbeh1h8Rk44k6dnX/Gmt4l8pCBkknklulcuLkKvy8n6Cp7K0XU1uPmdfJQtnA5rSdWMdSFGTN0eJnwAFGB2LHNbGk3T6tDM7lVCEBWXd/hXnEd00SheX5IDEV1vh3XUsdHmbKiZm6N/hWcq0WroHGS0Na+E9i6qXDMeRzyKqrczLl0lKluTzjNMXxLpN4wOqCWKZR8si8BqV9X0S6Hl6esjydSX6VwRxU3U5WtDqnh4KHMnqAkkS4a5jY+cw2ls8kVFPBHcMzzDc7DkkZOamSPzsmFSSP4aPnRhuBBPUYrs5mcMjJk0hklWSGUHnJU9qh1IEXaApwwUE4rfKOTkIxz2C0G0llIzbSMByPlqoVNR7o5y6cLKFA27VwKbBO0F0sibd6EkZ6dK3JvDlxc5kjimVmIAGzis290e/sEZ7i2eOMHG5l6mtvaJuw3F2SKUrSS+Y7Ajdljt6ZrqdbAHh3TRs/ebeormYGdpUjbp0A+tdFeXkOoWFvZx71kg4YHvWypxbWg/aSStc58H5s57elMdMsFK7geua1hp0mfun8qSXTnVd+D8tbezh2MXUqPdlW38P2xjV2i+ZjnIIrb03SrZIGyh3KxXg4yMCmxRvFEhb7rDK1oafzDJn++f5CvKzWTpUeaDsz2clpxrV7TV0C6dAFAAcYOcbjSnT4eDmTj/AGjXX2c40rw/DdwWkM8szEO8i5Cj0xUOv2yNY2mpCHyJLgESxgYAI6ECvn5YivGN+d6H0kKWGlU5HTWuiZ59qztaSMIHZTxgls44zU+jajfrD5t8u+0x/rFUkAf1qvrkhj1FWKA7cMVPTpTbe4d7UoXwjknYOgr6fCRdahFvex8fmCjSxE4paJs62yn06+jRre7gk3/dywDZ9Mda1RYSKo4245IPevOEtLeI5jj2MOQynBFddBev/wAIdIjSu0pJCEtyPxpYiDox5jHDxVaooopeNtJEVvbX4UF2Yo4Xnmrfw6sodSW8hmCrsIZWbjg0yz8J61q2nx3EcgeGQBlV2JwanXwF4ij3+SVTdwdrEZ/KvPWLqcuiPb/sugnrM6LWdGhsiirsIJ6g1ytzYIsxb5RnJ6e9RraanputR2l5JJJKBnbvJH61vSaHfXKq8ZTeRkqR0rtwuKbXvHDjcGqTSjrc4/UdOXYrDar57+lZTWAZcF4z6kAnH6V20/hrU5VKEBc9sZquvgq9YHdJ26rxXS8RG5wqnI4w2CFTh0wB3Rv8K6my+G91dabFfRzI8co3EKpDKPxFag8Ev5SgO2QuWbPX2ruvCk1x9hS1ktmjSAbVY98VxYjExv7p0U6TaueanwbbwMBceZjphkIzVmHw9pkbZSyjZ+o+XJr1u7t4p4mDRK5xxxWDPZywIXEapGvGdozWftG3qwkranJQ6SEbMNkFJ7hMVdj0i7duEROP4mC5rqoNNuLhFfzQqkdKsroabcySFj9ad13DW1zk00hs/vJ41PtzRLo1iyGOdWlz1AXg11N7pttb2EjonzBTzmqmioj3Ts43EDjNEdFdEu97HlPjbRbDR/sj2cJi84tuU/TiuRLDv6V6H8X2261p6AAAQlsD6mvNXcgEk4A4rupVLQuYVINSsS5G5QK9O+HiI9oGkO0K5Cn3ryhJcuqryc4Feh+HNYttN0hEEu11fc6leuayr1U42HShJSPZJbyG3i2l1yB0rk9V8ROH2xAkeormn1hr0N5UxZCT1PI9qhV2ZvmP0ya4lGyOt7m/aeIZQ+2UNtYYP41ry2NiLF7w3UdvHjJ80hV/OuYsoVdfmAOR61U+JMpg8CxKn3WkI6+wrmr4enVXvI2o1Z037rNF9V02CBJpNRthG7FFYSA7sVailhniDwzRyIem1gRXzuWfhDkqDkKTwPwr1L4WweZZ3sj72CsAoLHAryqmUQesXZnoU8xkviR2rW8bksUXOfSnKiLwFT8q1tPsEnmCsvyDk5NdDDpdmmMQLn1NYRyqrzavQ2lmFNrY53+zMWUFzjDsw4rU0mIrKzn+ImrWqbEijQEAc8Yqrpb5Zc5wM/zr6KjHkpKPY8SpPmqcxNrjA2qKOrMBV+3QJDGB/dGazNZ+aW3QdC2a2FGAMdMVctrELWVxa5TXJN+oFf7orqicAmuJ1CXzdRmI/vVrQV2RXfukQXuav6AR/bttg4+9x6/K1UEwFw3ar/h4Aa5Bkc5bB/4C1dFX4GctP416o7uiiivNPWMPWP8Aj6X/AHB/M1mmtLWP+Ptf9wfzNZprupfAjz6q99kJ60IjSSBFGSxwBSHqa0dGgDzPcP8Acj5BPrTnLljcUI80kjQnlTS9OVF5fGF9z61zDOWYsTkk5Jq7qF2by5Zv4F4Ue1Uz0FRTjZXe7LqSu7LZFrTB/wATOD/erc17/kFv/vL/ADrE0v8A5CcH+9W5rgzpUn1H86zqfGjWn/DZyC/Nz6U/ANA4FLXScttBpAFN7mj+I0veqTC1hP4hUlIOlLQIWun8P/8AIP8A+Bt/SuY711Gg/wDIP/4Gf6Vz1/hN6HxGrRRRXIdoUUUUAAryn4wj95pX0l/9kr1UV5X8YB+90n6S/wDsldWD/jI4sf8AwGeXAfMf0qzZWzXc8cMfLMcDiq4XB/zxXceCdKwzX0qf7KZH617deoqcbniYalzyR1ehaTHpNiluoyzcu3qa2VyGJHJqFQv09KiluNvyAnd3NeHKUpSuz3oxcYpIju55HlZASqr71V2nbnOTUjZYk55zk05VLDpxUFkQXPbFSJCck4zVhYMAVOseFoAqJF61OsAPUVZSLPSplix1pMaKiQgEnH0qRIsCrYg6VKIaQyiIunHFI4EMTyHooJrQ8niqGuDyNLkYHkjH50AcHdO000khOCxJ/CoQgIGMADmny48wZPGOlMxlTjIwaQFqyl2OUOD36Vqom5ARgVhxuFcMMjnk10EK71Rx90imAjx705xwKgtbeOVH3j7prR8pdp461DbReV5nmcLmmJlRSEdUVhlicf7NTKzIciTd+NX1t7VnDlVHy5BFPEFm3PygjjGaLiRnG4IYgHPoM1Ik0isCEx+Oau/ZLRsnv2INOa3iSMlck4x1ougem4qENEG4B+lKc8ZA9uKbAB5WD61MFyTnt0o5lewDFXHWl28YycU5jjilXAGSfwouCTKN7uiiAUjc1Y7ruHI5PU1qXrbmyAc9OtZ7R5GcmjUfqc1remz3TRvCv3R+INUHv9f06NU+3y4IwAHJwK6yRcgjd9Tisy/sxNCyjJIHArKVJSep2Qxs4wUUkYi3euasWikv5GRuCpfqKovamymeCXPmL0K1qabiG9SERlXDEM2fasm6nL6ldLMfnDbSM1UaKTuRUx85QcdkNaIspwzLhufekNuXUKyhlI74qVUYodp+6cnJ9quWsHnwgqu7b1xWjjc83Xcwb7TPtqRo0kh8rO1GYkLn0rNbQpLSRFnjYBh8rHvXVANBM67AWyBhu2T/APWrd8Q232m0sQqjcE6ge1Uo3LT7nna6dEGJ2Zx0qzBa+TuSMMobIYDjit5NLcgEJ2qaLSHdshMA8mk4vZiuzmksFUlhHhR9Oak+xIeFTjcD06966ldDZk4XGOlTLoZDcHdtGORRy6Dd7XOTayDqA6bhngnHFKliEYbEKkDrXXjQCVGUJz1xUq6Ac8cegxR7PW4a21Ofsbo2c6NtLN93n3r0nQ7S2ubXzJreJ2boSgri9X0drSBbg5CKwBwK7LwrPHcWBSM52cEVaeljNqzNxbO1UcW0Qx/sCpViiUcRoPotLig07BqCgLyMfSuO+JjZ8LpnI/fgfoa7DPOa474lc+GY8n/luB9eDTgnzXCWx5AZBCNw5PUt6YrQ1FltdXDxElMBsjvWepSIn5AxII2tyKfcTm4l3ngY6DpXemzC56Fp8MWoWSXMZBDD5gP4T6VYk0pWhZcZGDmuW8IauLG/+yzH9zN2PQNXomUB65U1MpyTNoWkrHHTwr/YsMpBzGxQn6HFR6ac27/75/kKvXwC6DfoCPluHK/TcaytLuYltDvdVYtnDGvPzNTqULRVz18lqQp4m8nZHcaGdbisTLpTpKhYgxcEr7kNgD8KXxNO621pazTCW7XLykHOCe36Vy6anHFxFd7R6JJj+VMa+gd973Cs/UszZJrwHGq4cqiz6Jew9t7SU1bytf5mFrMAmvsb8BVA6VUgheM8uSqjsKvai6SXTNG4ZNo5Brc06809YY0kjjL8Ak9zX1+C/d4aLa6HxOYOM8XNJ3V2Zmg2cl9rlnA8cjJJJhiynGME/wBK9M8Y6NY6d4QujDEiMq8EL7V0tlawxW8bxWcS/KCGC4NY/jsTyeFbtNgJZeAOSa87F4iVRNHXgKSpVIyPJ7XUtVTZbWt1OoPyoisa9K0+4m8I+HnvtXvZJrqVflid84PYV57ot3No98LkWDTuv3Ayn5adr+q6lr14Z7iJgiDCxYOFrzYuUVoj6OvShVqJKyRpeHNQl1jxxb3V2SXkY8Y4A9K9k8iHH3FAPtXifgu3nTxNalkdRknJWvY7mNJY/LMxByDwcV0Uubl1R52ZqCmoxeiRDLbIzHocdKYbRBjHpSNKsHyde2SaiN2mM7hwOea2SueU3YlNuu0+gFT2cqPFtDrvXllB5FZ5vo88OD+NP0zR1t9QuL8SsxuFGFzwKmUV1HFtGsMEDB6GqGtHGnkA9WFN1rWbbQbX7RdbihbaNo71y+o+PdIvLYRoXBDAkkcVHtYxdmbRwlWrHmijsrIf6HGD/dzVjtiuNg+IeipCiEyZVQPu1qaN4u07XLw21oXMgTeQw7f5NCqxcrDlhKsI3kjS1X/kHyehGDWdoXLyelXtYJWwftziqugp+7lPvXRFe42ccneSPJvjFc7fFNqhGFFtyT9TXBJaT3y+TCjbm5GOCfzr1jx14VTWvF0d5cXDCCOJUMYHXnPWuZ8QQJpOp2tzbRjyYk4VeMfWtaE/ssmrG6uc1ZaPtvjbFGgmG3PmeuOvGa7mLwDf/wBnrdvqcCxjnbyf6Vyq3rajrcl4Bt3lenbAArudQup4fDIUSttPGK7XSulYxhO+rOTCDT9ZjSG5EyswDFc46+ldHlWbAOc98dfauGW6a0uVuANzqcgE9604Nb1ojMdqjZ5AC1z16bvoi6VS6O7sP9WMLwByfSuU+JFzcT6LBbxxyOiuSxUE4/CrOj+J7j7UlnqNr5TyZCkcAmtqRlkaYSKGBABUjNck4NOxvCaseFBSHIIbPfB5r3n4Macp8OXUssZw8nG4Va0vQNJM8UjafAztySU613WkW8FvaskEKRJuPyqMCoatuXGdy3DaRQk7UANT0d6KATs7mVq7Y8vgdCelLpMWIi+Bkio9YwXXntVvThiED2FV9kz3kUtT+fUbdB1HNa5PPHbrWROQ+vRqOdoNbBGegolshx1ZHK+yF2PZSa4J3LSu55JOc122pP5WnzOeymuAZtxJFdGHWtznxPRFh5QMsTkGtHw7Ju8QWo553dv9lqxVX1PIrc8OKf7btW9N3Qf7LVvU+B+hhT+JeqO+oooryz1zE1f/AI+l/wBwfzNZbsB+Naesf8fQx/zzH8zWU69K7aXwo4aifMyMnmpo7tksmtwMBmJYj0qEr81GMVbSe5MbxdxtMJ4p9NIwKBFrS/8AkJwf739K3db/AOQXJ9R/OsPSf+QnD9f6GtzW/wDkFy/h/OuWp8aOml8DOT9aKRmxQOea6LnOJtJpKcxwvFN/ip3ExQR0p4pgHenincQD71dToX/Hgf8AfP8ASuWH3q6nQv8AjwP++f5Csaz902oL3jUooorlOwKKKKAEryz4vjMmk/SX/wBlr1PvXlvxdH73Sv8Adl/9lrrwX8dHHjv4DPNbeEzzRxgZLMFPvzXrenQLb2kcSDCqgAArzjw7CH1ZGIztBbFek27hUx3rrx1TVROLL4e7zF4zbF4GD2FVtzOxOMk04gsy4qdIiDyK4LnpESxZ/qasJH8vSpUjI6DOasogJqWBCsQOOKnSAelTLHjoKnSPPUUrjSIUhA7VKIs9RU6RgVIEFJsqxAsQ9KeIvapsAUUmx2IggHUVieKSPsCJ3Zhx681vn2rl/Gkgh09JGO0rk0XCxxFxg3JA+6vcetRdWC+gyTnrUcRJiLHO5hnP1p2CkLZ+8FpksejhmYbgMcEV0dixezjbjA447VxsdwkMIkd0Ds2ACetdRpBdrZlO3IY9D1qyLmrv244BNEnzj0z6UwbVz1PHanOkghyuBjnmkxldrhY4yi/eAINV1Ks2WQsew3U3aSpcsvOaen3yO9Iat1Oe1zXLnTb8wwLGFCg/Muaop411RF6Qjj+5VjVvsH/CUI2pFhbKgLbe/tWvqdtpuoy6A9rarBDcTlGBHLKBmuGSk5OzPepyo04RUo3MVPHGqgHCx/UR10/h7WbnU9NNzc7d+9h8q444pn9saWniddE/seExlxGJAeeTjNPsII7C5vraI7YluXwPTgVrTTi9dTmxU6co2jGxqNcHPFOW5+U5H41VLjcCOlCTKp55JNdJ5Y6Rt5NV346DpVuOeFmbdxx2pxEDggOvPamhMx5AwyDj5qYyB4TleF4wKu3iBJAo7VDGv7p8+uaYjn7y2hs9chcbgzEMpzxVbV9Bc67NJGMxy7XOfXFafiBU8+zlL7flGB61vSPCDG0gAYxqefpVIye5xLac9rLFIwBRnCYx61d0i0MesXNoU4HzAdK2fEMlv/Y+Y1y6yIQF69RVKGVV8Vo+44ZFB9uKZD0M7X7MWl8n91wCR6V0qW4urK3zg4QYPpWT4tO+4tiOGwcD16V0FgSljBgYygzQhvcqLpaKwxwKsJYRKcgZb1qxuO3gcZ6+tLuO4g9hVWLsMS0QY+VamFqjNkovscUKelSKTuxQhCpaooGFqUQLuGMflSAc9cU9eTx+PvTBmb4htA+g3YBGAN3SsrwDxZXAHKhh9a3NbONDuhg/cPFYPgPm1uWy33utStyKm52mabyTQvNLtIzVE3Gse1cf8SDjwyueR54z+Rrru/8AWuR+JAz4XGBk+avP4GnHdB0PIFdFZWIyobOKQ7Wzt6E5xTuNvzjHv60wLtbI6dq7fMwdr6ksbLuBLMoB49jXoVjqTfYoQ77iB1PevOskDB4JPerseoTRxbS+VHQiri4tBbld0dNeXobTdQUNjc7HA/3q52IiWDbJyoPy8VCt6Zrd1DE7mOfzqeMbYVHWuinFdNjKc5N6iLDEjcJ83qakDZ4JpBywpM7ScVtZdjO7fUfkAEH0zmo9MElzqEccTfNuB/I05EeeRYkbaXO0MegzXW6D4cXRt0kjiWdud3YD2rixVRRXKdNCDk7neW97qt1YyJBJCJEX5Ay8GuD1L4h+JNOu2tby2jiZeMlRtauy020jvLcrHcyxPjqpHWqmp+GEn41K4idG6M3WvHUkndnelK2jOHf4ka+/SeNc+iiqk3jvXpBt+37eMEhetb1x4A0PzFxqUiKvVUGQK2tB8DaHY75C41ASkL+86KPwrXnp22C9VrWR5tL4z1l8E6rMApGNrkV0Fp8TNVitET7FDJKBtMp/iHqa1fFfgTQ7BRfQ28irI2CqvwrfSs+y0LSZyizGYYwN24DP6UoSpt6kyU3LcpS+PNZlbnywSc89BVvw/r+qaxr1pZ3E6bJX+cL1x9a62y8K+Fyi77dnOejPW/pPhzw9bXSSWNnGsyHIbcSRVTnT5bRQowlf3i//AMI5p4+crI20dA+Qa1IVWOJFVcKBgAdqc67IGHtSR8qK5uhsjjPiR8ugQjPy+af6VxXh3ww2t75pLhILSM5ds84rtviXkaBFggHzD1/CvLY7i4jhkhjnlSKT7yKfvVxTaU9T6TAQqSw1oOx3Ou+DtHsPDk2pWcskrKPlYuSDVT4bkf8ACRyHb83kHJ/EVtXZA+FwGR/qumeaxfhuMeIJc9fIP8xTSTmmjPmk8PJTd2j0fW+LQY6E1F4fGbdyO7UuuPi2XjJ3UuhLtsy2MHd616H2D5p6zOb8QSD+2nHQZAIrivFaTJbPMikwgYyTXU68xOuzZ6cY59q5vxNcO/h10ZgBvAFOj8RVT4Ti9K5uskcZHArtdbdl0FQeAelcXpTqtydx6N34rqdfvEfSo0WRCcdM5r11sjhjKyaOPYr5iFgCAwyMZzXqHhvxJoFjpJWQoJwOjDmvLnOWTjJPWlXhgTznngUpU+bQSnym74h1dNVvhNFHsRGypB9K6qJd0KOC2Sqk5+lecLnawBxgV3+kO8um27u+75ec1z4iCVka0ZuR1tiwUxsTwq5JNdbpkiSWu6N1YZPQ1y1rbJcxOjttXYRuFbHhXS/7M050MjPuYkMx7V50zsirG9nNLikWnVBZhaw+Lnp0UVe0590QOKzNXBa8I9SBWvZxiOFVq+hlHdmdFh9fc4+6tbOeuKxbAF9Ynf0GK2iQAfepkVDYy9fcJpbrnlmAriHUr0NdZ4mn2QRRHqzZrmEOedw47+tduHVonJXd5EKFiMHnmtrw42NftlB+U7uPX5WrN8sKwcjHtV7w7n/hJ7Y9jv4/4C1aVPgl6GdP416o9Eoooryz1jF1b/j7X/cH8zWTLncBWrrH/H0v+4P5msuTqK6qfwo5J/EyJvu5o7UHmkJwKtskbTCacxwfamUEl7SOdTi+p/lW5rX/ACCp/wAP5isTRx/xM4se/wDI1t6x/wAgubPt/MVzz+M6aa91nIY3DmnDikHApa6TFRsxhPakxxmnMOPemc4xSJlFrUkX7tLSL92lFBI4DIrp9B/5B5/3z/SuYHSuo0L/AI8D/vn+lZVvhNqPxGpRRRXOdQUUUUAJXlnxd/1ulf7sv/step968t+Lv+t0r/dl/wDZa68F/HicWYP/AGeRx3hk7b5s8HaeK7qGVgw+bdn9K4DQpvKvwCcAjmu2t5QWXB5Y8V0Y6NqrOfL2vZG/AnAA+tW0TpTIEO0Z9KtqvTFcR3ColWESmoKsIKkaHKvFTKvyimp6GpgKhlIRRTqKKRQ2ijijvQAjcDOcVxfxCfbY26AbtzgZ/Gu0Ppx+NcH8Q33NaRbipVweKAexygG1FU7hk4omkWKNmPRvlUfhTm5ZQOSDyc1Xu4JZkXy0DFTnBPWrRkZd5bu7jZ/DjqetdT4XluBA8dwAEzxzya851Ked9bUbmXaQAobjNd/oRnimkSSNs9TntTQkdWHRCBzjPFSGdPmGKoKJ2blFHcc1IYpSeqimyytMAJWGMj+VJCVDhieKfcEAgFssBVfBbgHpSQHIeKW3ay+Om0fyqU+JI0g0dY0JexkLt78YroZNCtdQmLyxFnPBG4ip08GafIgJgZCDzyea5vYy5m0e1DGUJQUZLVFMeKvDH9p/2l9hf7bw27b/ABVNot4+pw3V4V5muHbHtgVabwhoyL/qDnudx/xqe0srTTLcxQLtQsW4JP8AOtIQknqc2Iq0JQ9zcAjMchNtBRl7cdac13HjB5HrSC8iwQDnPrWp5wzY3BA6ioHVxkg5bPFWzOjAYIzjHWopVK5brzQJlN53XiQMT608MVTJz7Zp3mRTgoxINVJ5Xt28t2VkA4JpoXQzr1H1G6jWSVDtbCKDzUutoXt47k3RiEYCHcfSsyzZH8QwPgDD44NP8QP9o0fU4jwUl3L7c1fQyMu8uiAsUd0ZlJy2BgVZsb5jqUUxbIGBk9q5q33Bdg5B+8Seladu5WaFMZGRnPQVMdxM7DxVgi1bOd3/ANat6yOLGAf7ArnvFQ/dWRBGQvI7dq3rAk2EGQfujrWgupcPJFM3cY96N3zdKaeWAx+tBr0HrxznJ9KlU4/Gol561IB+lNEEofgVIrdM9KgUYqUNkimBW1sj+xLsDoENYXgRs20+Xzz0rb1hj/Yt3jqUNc74PuYrSwv55vlWFS7BfQVL0JlG7O2HHFLuyc1w7fFPQ35hjuJe3Axj9Ka3xOsNmY7GbAP8Tjn9KuMXJXRD00O5Y1x3xGYDwyvzMT5y9O3BqgPiU01vPNb6ahMZ4RnOMetc5rvjS716xFpPaQwqHDbkz/U1cYu6uS0rHMxxLJ5m6QKFUsCf4jjpUY/3qUKmzIfJz0xTgtdaWhm7HoHw+8PWOoWM95eRrL8+xVYZAGM0ur+G7Ky8WIsTxxQMofYwwCM4Ira+HsPleG1PUySlgF/Km6r4eTxN4ghvnu3ihhYI0OPmYg56+lcPtGpO50qF4nnutadb2Hia+tocCJJCVA6LnnFQ5YE/pV3xAd3ibUnzkfaHUZHYMQKo7sYxXrYbSKOKt8QjEg8U7IC4FJ9eKb/C2Dg4NbN8qM0rMuaW6HVbcbwDvHB6V6CWVi23DHoa8z01bUzs120gCjK7Dg5rvtEjN3NaonmASHG7vjNeVjLtJnbhtGa2mObK7B3Eox/Ku0jltryFeVZccq1c9LoFwl0yQpI8agEMe5qeLRL9fuqyn61wXR2WLd34dtplJtx5Tdl9aw/7LvrG/ixGxXeAdvQ811FnFqUI2TeWy+/WrxypG4c+9Fx2MfUdLW80ue2kXKld4Hoa4i2soVg+Z9sijGPXBr1BlV1ZWHykHPNcrNo2mJeCFpJBIw3hQR3ouBze50bj06iui8KOz30hPKhavp4b09SCwlbI7tWha2NvYAm2h2sw/iJOaTIsWJbiJpZLbnfsyFxwasRf6sAjBxiucuL7VIr1Ua3hEbsFLKpyB9c10SHIzQO2pheLdDn1/To7e2dUZXJJbp0FcFP4A1C1ZEknjy5wMCvXlOPxrH1cN9rtFHJ3dzWTpxk7s7KePq0I8sGcMvw/11rcRm+QxdkycVteE/CF/oeqPc3LxsjRlML65H+FdsOg9cdBSMyryWC/U0KnFPQqeOqTjyy2Zka+QIY+e9T6IcaepIwM9apa5MkqxpG4O05OKdYahBb2QiXczkGunlfIearKdjyvxZ4zgtfEd5bQ2zvIkm1m7A4Fc1feKrm8h8s2kYj/ALrc8+tV9dSWfxLqMsw+Zp2OR7f/AFqoNAwY9SufWtadN2uRUqa2RCLmdpgxwo9F7Vcad36kn61EhABVhg4BBxTvoc19Tk+FhVpt1Fc87ETcZaApYHJp4c54plLXs/UKC+yczqS6k1uymaMSttQuu4/jXotsE3oIXQxkDlTxXm6BSDnniui8H2ry6gZRNIqIQCucgn8a+Rzaio1mo7I9HDP3Uem28zRMrjt2rq9MuHuLYMy7a5FVJbA/veldhpybLRB6ivDlax6K2uXRS0g6UZqB3Odvjv1Aj/brciIWIEdhXPXTf8TAnqS9boYJaEnpsJ/Srl0M49TP0UFrq4c9N2K2G4zgZ4rK0NR5Uz/3nrWPfFJ7jjscn4mbffQoDgKpP5//AKqwiPnQda2tXYz6nIAvCgDNZrQEtmu6lpE46jvIT73Ud61tAC/23bnGCN3/AKCaoJHtU8Vq6GP+JvAe/wA3/oJpVX7jJp/GvVHZ0UUV5x6xiav/AMfS/wC4P5msx+Sa09X/AOPpf9wfzNZjV0w+FHPJXkyEnmjHrSkUjN8tWTy2I2puKf8AWkpNhyl3Rh/xM4/o38jW3rP/ACCp/wAP5isbRSG1NPYN/KtjWudJnx6D+YrCXxG0PhOSzRTVNLuFb8zMhD1pMUtFF2FriqOKUUgpaExOKY8dK6fQv+PA/wC+f6Vy4NdRof8Ax4H/AHz/AEqKr90dJWZqUUUVznSFFFFACV5d8XBmXSv92X/2SvUa8u+LfMulfST/ANlrrwKvXicOY/7vL5HnFvKYplcdc4rr9IujPcRJ0II71xjE9hirljqbWdwnzYIIIz3r0MwpPSSPKy6qo3gz2qD0x2qyuMfWsnQtSTU7BJlILDhgO1bKKDg15LPcHoKmU4NMUelPU81JSVidKlWoVBPIqRDjrSGh9Ju5pc5poHNJlBigdaKB1pAgJHf1rzrxyztMGVQQrDqfevRCCelcP4ut/MaVAPm2ZFAM5FtpwwxlgPwqdRtKk8qehFVYBmFSfXFWkO5VI6f3asg4HxDC0GvHYOGYMBXo2iT3k4aZVQIyjBP0rI1HQ7bVJo5ZiytGP4TjNdRo0SQWqoBwDhR7UyOpaSK7JG7aM981VmndPlD5weasXl55UZSNiHwefSqMZMozy3PPvQWKqO7HLZBPFXYbYFgG4xzSRQKp3dT6elSvOIxnvjFAmXIxEhDAAY/ixU5lHfv096zI7oNgEdO3rVhZct0ByOnpTuLYdIwZiMc1nXBwCe2MVffnjp71SnXlifypCsZkjFSFAwT3qEu4AI5GeoqeUbDu+9t4warkFVBHA9BQWMZmALAMPemrqEqMUYFh3HtQzNtOW69s1WnJX5wTk8HFAWJ57tWZJI3Hy8hsdfarkjLf6aWAJYKccd65q4kKLwGCqOFzx9a0tCvA0Twux6ZHNCZD2Mi0SS21O3chgDJnmrl/FvfW4mzzGr9Pqaz5HxqW3zWZVkGOegzXeXdvC2lXU6wjzGhwzY6jb/8AXquhmtzyWCOVrZZUQ+XnFWbTHmhictuGQemfSun8FaI+t3io4K2kJ3OB0b2q7418Lpo19Hd2ce21mYbgeitUxlqPkbE8TqTa2WeCVzt9Olb2ntjT7YFtxKDBA4NYPibmzsu7BOTnk9K2rByumW2AAAgIHpWqJ+1YtfNu+YE/SpFX5s7SMetQKWJB3HJ5NWQD/e6juaZeoikFuKkUmmcnomMd8U5eBk8CjYRICcUZO7FJu2nngYoBOM5xVKwmQ6puOjXQHeMjmuQ8ORPJomsQxqWdoGGPU11epOTpV2pOf3ZrA8E7vJvQGx+76/iKzluPqeRW0Xk70yRIrkOrDlT6Vaj/ANU31HGa6/xB4XuZJJtTsYQyMSJlVc8jvXImDc21H+bncOhB966aUklZGU4u9y7pLYujEQdsqlSCapH5JXTPQ460kSMroxdlQHG4HpT7h4YPMSN1ZSw2kgbjW0pJK7IUXIjz8xOcDFamleH9S1vcLGIMi8M5bCirmjeANf16ye7t41hjP3RIPvCtPw++q+EL2bTL+JSGO9lXgj3FYTrrZFqlbc7vwrp503SLbT2dXnQs0gXtkk1t3FvZ2UckxXEgU4z3NYmnapavEXt5SkrfxOORVqa8Sbat5cxtHnheOK5W7u7N00onkGp217b3U1zcwOiTSu6s3Q5JNVA64DFgB9a9K1zUdMuLH7FIRc7X+RQPu0zwvomnT3b+fZxSKqjBZc4rvp4vljZo5Z0OaVzzxMyMFRJHJOAFQmpjZXbRM32SfYoOW8s4r6CttP0qEKYrO3jI6bY1FVtU1my05fswhSQsPmTAxUzx0n0Ljhl1Pndri1BCx5VyNrK2Mk+1e+eGtDht9J06UrtkESsR9RmqOjab4W1OSS4Gk26zxtk5QHmujfUYYNiImE6BenFc1avKatY3p0ox1bNFTu+gPFAYbuorPFy7JvRlKn+HPIqq1y28/Pg1goml7GncXCQqCSoycc0xJUkwSwPoPWub1c3MkUXkkt82TzVFtXvNKs5Lq7jxFCuSe9UotsHJHX3lx9mtZJQoYqOFNcjqUi3NwLp5PLKqFKjqKwp/iZPet9ltrBZNw43E5NZcnjOK4ytza/Z334bBOM9K09jLsZ+0VzrY9ZktoypnLAjjdxxVKLx9Y6c3lT3BkIOCAM4/KuX1rXYEtDHA4kkkXAwAcD61ysFtcMm8QsUH8QX+vetadBy+IznVtseq6h4hkumW6s23xjDBs8fjWrpPj2zuWEd0vlv0LKcrmvIVjvFiaNJHSM/wqSBmrmm2MkAaRpkwvzMrdDVzwlldMiNe7se7tqkDW6zW7xzIxwCrd6xry8M9yjsqp5fIOa42ynSDYkUoVGIchTxz7V1sCJPJbxsQUcHdjHpXNGNr3Nm7lZ/E5klMSXAY5wdvapJzdBEdmZlIyGB4/Gqv/CLx/apnsxtctkip1NzafuJlZRjo3Q1PMrlciYyOSYbtzqd3HHOK8/8AHF9eW7KI55Ik3Y+U4zXochRtu1dnPOKybjTrfU5nSaJZAvGGHWtehny+9Y8k5chmcsxyxYnOaXnJI613mofDt3Lvp7MpIyI2Hf0rl9Q8OappeftNnIqDqwBxXbTqQskYSpyTuZqcK4KgkjGT2qAcVMrZVsdMVD1619Rk8oqD1PPr3vqKOaM0gIzwR+dKDXsOce5z2Y5BnPbiu08KKtpZ+fIGUM2QSOtcWiuyOQjMcdhmvcdD8KRv4dtEmO4tGGOeME818VnNWP1ho9TC024kNndRzEOjqRnnJ5FdVY6hC0SoWwRxiubufBDo5msbko3UKT1rOe41HSXCXMROOd2K8LlT2O5Stoz0hXDYx39aXB6cVxmneJg6kF/+At1rcttWW7mEa88Z4pONiuZMoIvm6kuT/Fmt26wtnJxwEIrCsju1DjnHNbWoPs0+Uk9sVUlsRB6Mg0Vdtj9WrRztUk+lUtJQrp6ZGM1ambbBIx6BTUfaKVuU5KZjJezP6tUZGWzSj52Zs9WJofP3T3rvjojherFOMdQc1f0P/kLQY4Hzdf8AdNZZODgDgdq1NCz/AGtBnn73P/ATUVPgY4L3l6o7KiiivPPVMTVzi5X/AHB/M1mO3StLWP8Aj5T/AHB/M1lOORXRB+6jGW40nmmE5GKc3BzTDxzTuybCHrSHijNITmmFi/of/IUT/db+Vbes/wDIKn+g/nWLog/4maf7rfyrZ1n/AJBU/wBB/OsJfEbRXunHjpSAYOaTdjigthc4rZMx6ji2OtG8Uxm3DjimAGi4MnVu9OHNRK38NSKe1O6EPHWuo0L/AJB5/wB8/wBK5cGun0I508/75/pWdR3RcFZmrRRRWJsFFFFACV5f8W/9bpX0k/8AZa9Qry/4tf63S/pJ/wCy114D+OjgzL/d5fI8z70ktuLiPaH2uOVb0NPAxSj7wr6OpTU48rPlqdRwlzI7H4c+JEaWbQ7xFiukO5GB/wBZXpyE4AP5elfOt7bT/aYrzT3MV5CwdWHG7HavXfBHi6PxHZMkw8rULfCzRscZ9xXzmIoypSaZ9Thq8a0U0dmtPU81CpzzU4rnZ1bkgPFOBqPtUi9KCkrDgadmmClzSAdRTc0ZpWGmOOMcnFc34nhyscwHB+Vm9K6LOTjPFVry2S8t3iYdRgfWkDPH5AtveSQsSFY5U1Mrnco96va5ZPFKUYBZ4umR1FZMTq21jzwcj0q0QXx99sjoBk1tWxW2sQxbJ5IzWJbMsjhTn5jzV7U5gsMcadCQKZJEjPdO7Z5zzmtKCPaePSqVqqwQhj99uo9fSrySBYS7cN3HpQULcT+UpUVQe5Z2AB+tV57gNvwSTu700rg7x0xigW5bgf5j83etGF+c47VjxMQRjgVoQMcZJ78UBY0t2VqBx1zTkfd2ye49Ka/tTsIoTp1PaqjrhvatCZcrgdT1qnIhHU8DpSsaFN8lOMf4VVkA2gH5iWq44+QkDkmq8inAxwQKCWY92vzMCDVSyvfsd1IxfAVPlz681o3kDNGCJCu05zj73tWNdWrXQkQPtYrjpjNCIZFYSNcF7g7XIOWI7V6fBuuNB3jb88BwM9eMf0rzjStNn0y0d7qF2tt37wp+leleFJEuNMsw0eUwyqCM8bj1qr6ERVmcNonxCTw5bS2kGmlpFch2L43fpVu8+Il14jjispNNhRXcdZSSv/jtZnibyLfxNfaZaaQrTO2VIG4gcnIFZGi2lxB4itkvIJIgG3fOpFZ21NNTtvFDr5NqpGfm6itWyINhABnAXjNYviSVZIoArE4Ynp06Vr2cipptvliQVHIrcy5dbl0usaNI5wqjJNcJe+N9RN1ILZUjgVyqkrkkVt+KtQlj0v7PaRSPNKwXaoJAFcKuk6o7YFjcYHVthrNtplpF+bxTrE53i+KgdFCf/XqF/EWqSZBvJBtA6HFRjw1rckg22xX2YYqwvg/WXY5WNf8AgQqW5A43LGm+LdSsTte4MyNyytya9D0XVI9W01LhFZTn5gT0rzqHwPqbH95JGqkfeDiuo8NaRc6B5ge681GH3SKqLd9QcTo9QAbTrkHj5DWH4K4a7B+VdvX8RWxK7TwPE5wH4yO2ap6Vp6aSsgjLEyDDFjnNW2g5dTqrBIrRG2qGD8sCODWNq/gnw9rLtN5MltMxzug4yfcVKt06psB4UUr3TnGGPPoai9noy7KxhL8MdEBbzL25YDoAgGf1q7p/gPwxpc/neU9zMvKmZhhfwq+rM64DMT9aa1i8jMdsgOOvNNzk92JJGyt+kaBEeNEUYCrwB7V5d4gnW78YXcgkZgDsBArsl0i5YnEcjVwdxBPHrt150bI5k43DrSVrhNaG5pi4xk89uKdqT8BeRjnin6agEOCDnPrVbVCNzAcYHX0qtGZLYyooftGpRqN3ByeK7TRrc6ekjKSzvjORWF4Vsf7S15oyxUJHkkd69Ii0CNFUeYxA7VLLjG5jvNIxDFyPYVXmt47iTzJOSRgNXTLolumc7iD2zUi6Vap/Bn60cysXynK29rHaM5gBVm6n1qUlnPzE5HfFdWLK2HSJPyp32aEdI0H4UuZjUUcqEfaMCT8B1qWOK6Py+S7g/wB4YFdQsaDgBR9BTsBelHMHKcrJpF1OjPaPJA/dXPy1yXi+e/g8M3dteJFvYhQVccjPp1r1OVgu3jqa8N+JWm3EHigzTO7QzoGQFvlBA5FaU7uSIqK0bnLWFqty5xcfZ3UfKxOM1pf2PYQANd6khPJKgbic1lxJvctLE5ULkbT0qrLHl2URnnnB7V6qi1qcPMdAZtFtUZobee52j7zDC1NbeKYl8O3GlG2Cu7lkkHVcngVqfDiyF7cTw3MCy22MfMvBNejW3gTw9bXL3AslLMc4YZH4VxzrpSszaFJyV0eIK9/LhY0kYEelWbTS9RnuFEkUixn7zE17bqHh22McUVpbRoSTnApkfhl0hwWQNj0pPFJqyQ/Y8rucDBp9y+NsTMqjaDkYOK3dPS8s7BsSAT9VJ/hrQuNGuLRSUV1Hf0NLaxtOyJIjOc4Pl84+tYXs7l6lfTdUv7O433KLOD1ZeDXSw6nYaiAj7Fdh9xxg/nU8GjWsKg7CSRzk1Hd6Da3Cfux5bg5DDtUNpl2a1MnVIIre6Aj+7jOB2NNGmzRbZghG4ZDL2outKvocZcyIDgH2rp4GTyI0b7wXBBpydlYUb81zBg1CaF/3kSyoOrYwat3WsaeqBbm3dkYcgpkChbhItQl3JuGcYxwKt3kSXthKkSjcy46VD1NeljmLjwh4Y16dbhYZIi3OYztU0+L4ZeG0YkwzMPd//rVb0zTrq1iEb5+Xoa6OAsUG8cjir9pOKtFkKEXujAg8CeHIFIFgrf7xzVqPwpocX+r0yD8VrYLc8Cm/OW9BS9tVt8TH7OHYqR6PpkSnZYwjH+wBVwBEUAbVVeAPSkCBm5c5qlrJSLTZ5cbSEPzbu9ZtuTuxpLoT3sgjtXk3E4IGV7c1Wt0sLtQXAkkA/iFcRpeo6ht2GUyRd1bmuigvvLCkRrx3Apq6B2K+ueE2urh57Fo4wQPlxjNULOO80fBmhkVgPlYfMprpI9c+UBk645rQjngvEwwUr3VhVKTRDjc5+zuY4LoNIeoHIrU1O5il01jG4YMRx3pLvQ7a5+dQUfsR0rPGiXqS7Q6PH6560+ZPUhxaN+wULZRgf3aNQOLGTB/hqSCIxwohH3R61S1eYQ2XP8RpRV5FaqNzChi+UZomQ8k9u9JHcAgDHSnmdW4xXbsjhvqV9mO+a1NDA/tSH1G7/wBBNZzAbhWno2P7Uhxwfm/9BNRU+BmlP4l6nW0UUVwHqGFrXF2n+4P5mspj3rV1r/j7T/cH8zWS33eK3j8JlLcYzHtTCSRQTzzTM4p3JFzxSUm+gtxQBp6Ec6kP91q2tZ/5BNx/u/1rE8PnOpH/AHDW7q4zpVzn+5WUviNI/CcP15pcnaBTc46UA5rTQiyFzSZNITzRmnoJocD3qROfmqEtino+cUhdSwvK5rqNB/5Bx/3z/SuUz2BrqtA504/77f0qZ7Fw3NaiiisjUKKKKAE715f8Wf8AXaV9JP8A2WvUDXm/xRspbuXTWiUttWTOP+A11YKSVeLZw5jFyw8kjzDHJz6UdxipZoZIX2uhHbkUwD1FfS3T1R8g7xdpCHcMHr/Skt3ubDUI9R0+TyrpPvE9JB6GnH3/AArX0fSXv5QzLtjXG5iPvfSubFRg4e8dmBnUVS0D0Pwr4stfEVuyj9zeRDE0DHlW9vUV1KHPU15rN4eRLqO+0xvs19GOWB4cejetdFoviZLib7FeA292vAV+A309a+elZPQ+r3ir7nVgjtUimqyOpbaD9KmU/n6VJZLmkJpAKXFIBc0lGKMUAGc0dKKKVgMTXtJGows8agTqOeOteXX0Mmn3RYxkYyHUj1r2zH5enrWJrehQanCzbAkuPvYpoGjznT7hHUFHBfrj0p97K0lzbAnI3YqLUdCv9HuHlhTdGOu2q0N/HLLCX++rcqaq5FmdHdEx+UmOGI/Gory4EVqgJ9KfqLE2sciDJU7ufT2rKvZhKEHYYyCeaBocrb+QQeck1Oh9Rx6Zqum1eqjDDqOlTZVQCc4A/GgRYBCnOCMc1Zjc4BDYBqmHAUEHOf4c09GKtkAZx0z0oGaaPnbxz6VKvzg5OKoRSZYZPI5zVyJyDk96dyRWiPU81XeIEfdq516UjKAOe/SkUZLxbck9D1qB4R8xHT0rWmh+XBHNVZIzt4GfcdqYzMa28zKjk44I7Vm6hpiqoV+TtyWFdTb2pVt6hTnqvrVS7t1u7oxYPI5x0FD0JscWl7cWTvBco89i5+dQ3zKPWvRfDM9gLWL+zHHlqd21jyPWuV1fTPs8kYVgQRx3z9aoab51rel7RxFLn7obCmpuJLU9EvbK0t/E0l8sam4mTG7HIpl3pMd2VlkjBZT8rd6E1bT9ShgXUHFrfrhVJ6MfatRoHiTy37crzwRQWc7JpRRGcwhlXgkjOKYkZ4UJkAcDHSu00+JHtXVlDAnnPerS2lunSGMf8Bp3Ycpwv2eQj/UtjPpUy2Vy7fJDISemeldx5SDoi/8AfIpwXGcfypXYrHDppl+zFRCR7k1PHoN8/OxFH+9XY4yMGgDHQ4HpRzMLHLJ4auXXLOgHpirMXhp8fNOB2+7XRAZJ96cBgUuZjsYS+GYgPmmY/Tip4/DtogGdzY9TWtj1oxjpRdj5TPGjWa5xCD/vGpI9OtE4FvHx7VcPzdsfUUDjuKnmYEK20CE7Y0HHYVJsXso/KlxwcHNKAeKpMVhu3HtVC90ewvzm4to3P97bzWgc7sVDNcJEpBZd/Zc4ouDszCfwzYxMFjQoCeMGoJPBFnM2+SaQjPY1sNdK43kAMvJBqaC7WTG7YuemWFVd2JsippXh6w0eVpLaP94wwzHqa1wM4oGPx9cUo4qW2WrBtGc4pcU0nFLS1HoLig0ZpKYhMCg0p4pCaYEEvUVxPxD0r+0tBkkGPNtCJkPfaD8w/IGu3l5YVznjOUW/hXUJsZJiKE+gbg/zq6d+dWImk4s8W02e2VJPMZQSvGR1qjKm92eNeAefYZrSs7K2a1JZATj86zLgbHZQ20Z6Zr3UvdR5clZ6HTeBvEN3p2vWtiXV7SZ8EFeVNe5xMHQMK+e/DSpb69a3NywW2Vss3XFes2vjfRolWNrkdeTg14eJqQU33PWoYWtKF0jq2H+lKB6VOBjpXLf8JroTT7/tyr6Ag81vafqNtqdqtzaSeZE3RsVzqopPQudKcV7yLTKGGCMjvmq8dlBDMZI0VSeuBVjPPtR34q7tGdkwxShcdKcF4o9u9FwsrkbpuXBGRTBFzu71M3A+YgfjULTRKOZEX6sKerBpdBfLRSTtGW68daeoA6DFVG1C1RsNPHn2bNRtrNkrbRIWPqFNLULov7RzxRyOR0rMfXLdWwqu3uRjNQPr4GSITj03CnqPmsbY554FI3p3rA/tyZuViXH1zUbavdM3BVR9OlHKwvc6LkcHj3rI8SfNo8iBgSxxWa19eM2TckZ7AVCzSSgiWQt82cGmok3KlnbCFFbqasD7pI4JNSJGzsRg47HFSJZzDouR71WhLEgiVmGeBXQWioFGAOBWILK4C5CNweKvQbrcB5nVFxyS4AoSuK5rYB7UoGByayptfsLfIMwZh2UZqhN4tQLi3t2J9W6Uezk3ohe0ikdJkeuPwrldc1MTS/ZkDAo3X1rPuPEl/cZQFVU/3az1lcuSzFi3UmtqdKSldmNSreNkXFmZWOO9OWQjGG5quGGwOTjHHNAfJHIHua6mtTmsXllBYk54rU0OQNrEGO+7/wBBNc+shGDnjvWp4fYN4htsHP3sc9Plasqi9xmlP4l6o76iiivOPVMDXP8Aj7Tn/lmP5msljjitTXWxeJ/1zH8zWOzcmtY7GT3EbGKZn1odxjk1AzhsY4qgJWwOlRseOKj3+9G8etAG34c/5CB/65n+lb2sf8gi5/3DXPeGW3am/wD1zP8AMV0Or/8AIIus/wDPM1lL4i1scEOlBOOai8yjzM9K0JJS1AOai3A9acrYPNAiQD5uaeOCMVFvA6dacrg9aAJUY7uTXXeHTnTM/wC239K43dk8V2Phs50v/gbf0qZ7DjubFFFFZmgUUUUAIa4fx/qS6e1luXduD/ptruD0rzL4rf63Tc9MSf8AstdWDSdZJnDmM3HDto4nUNTF4CAgXnrWaAWXrQeuAK1tJ0h7tt8gKxKfzNfQ1KkaMT5elTliJ7CaTo73soaQbYlPJ9a7e3gSBFSNQFXikhgSGJURdqjsBU2V2jA69a8HEYmVWXkfS4bCRox03HKoBGckdie9QXdlFd7TMmWXlHHDKfapgeuTwOlLuIXJ59OOlczOwp2up6pohdbom6tSflcfeUe9dZpur2t/CrQSBiRyM8iue/iOODjnPQ+1Z82morvPZu1pM3deQT9OlKwXPQ1fIB7etSBgRkGuFtvE13p/yajBlRwZUGRXT2Wq2t4imGRSGGaTGjVoqFXDcgjH1qYGgYZxRnnFIwzSA0AOpp5yCMilzSGgDNvLVXVsgEehFchqnhyzuAzqnlSDkFe5rv2UOvIqhdWCyoQOKYmcWkDC0+zyNu2rgZ7VzWoq8N2WHTPJ9q7q702WPcVG7iub1e0dkEpiw6jkDoaaEU7OcPBtIP3uB3q4VVmLDjHesm1eFlG0lGDYPrWqqP0DAjHA9aAF8vBHQmnhCSC3QelGxs8cfSnHcBznGaOoEsWOucc1bicHr26VSGegAqxbqQTgEtzxjpQSX4iWBzT1wQe9R26sw5yKkYbWA7d6ChpTcMZpkkQACjjNTqMg9OtPKhmXPIpoCO3hVVyMg+/es+7/ANdvzjb6CtgjahwPlH51mzxbySOeeB6/WjcDIvx9oKl8EqOCKw7iIW74MZZScnb1rpp4iGb5Bk9h2+lU5LZZFKHhsdT1oaAbpLPdxFmjzDGRhm5IPtXeWLtcaYwk+Zl+6e9eZQ3l1o10rRNuj/iRgCtdFoHiVJYpkmIUsxPXGKQrnc6cP9HPu1WiQKqadIGtVIPBPBpby5e2QMibifegq5azSk4rn21m7ZiqQfQjJpF1HUpSQsTL/wABpAdBuGcUZHqK5wf2rKwB3L7nFP8A7P1CX70rL/wL/ChAdB5iL1dR+NMa7t0GTIv51hrody33rk/99Gpk8P4PzzN+FFhamk+pWq9ZV/CojrNovR2P0FV18P26nJZm/SntpVlbxlzEzc8jcaLBZitrcAbARj+NMOuDHyxfnU8FlZTpkQFQPfFS/wBnWiNkRfmaWgWZQ/tqR/4AB6irEV2sq5Mm2rYtoEQ4iTPXBFUywm+URooB7LimO+g6VsplHY8VVS1kuHJZvu+tWZYtqLgVPZg7HPvRYSIFsC3Lbak+xqV2s4BHTHaru3+VUj8znJ5DYpXBlmJCibSS2O5NSAGgEE8UtJjQhGaWkGT0BpSdq5PA9TTGIaAfWoXvLZFLSXESqO7OBUCarp8svlx3tu7/AN1ZFJ/KgC6TxTScVA17bqdpfnOMYpyzo33c/lTC4SMC1ZWvW+n3elPbanMsVtKwUljjNaLN87H1rz34tP8A8SjT4i3LT5246gc1cE3JWIlKyZYi8HeHniZbbUUCt2VxxVc/D3w7buHvNRBXqQzAV55ajbp8jIzKM/eUlT+lZ/mSTTJ5s0ko3YHmOWH616Loz5fiOSNSN9js30K1vPFY0zTnVLQjIf2rWvPCnh2wuPKutXdZV+8BzisWz0mS/wBahsbW4Ns7RBldWI59OK2LfRtS0G/uEvNHGqhsbZWw2ePfmvCqR993R9SqjVOKjK2mxHqvgq3tdEOq6feGeFefmHUV13gOZE8MwruA9eai1aN7zwFIxtzpnlqxMCgAGsrwqxXQYQCR+NXTirnLWqSlRbl0Z3xvIlz84xUD6nGvR6wNxOfmP40q/MuM7voK6OVHlXNaTV22/Lmqk9/cPjEhHpjtVdYXborY7cVLFatjJU8nkYo5UO5A8sjZLSOcU1Qz8ksfqa14tO38t0+lXVsoY1A2c/Sk7ILs5oxtkZX9KTGG4AH4da6k2kHdP0qB9NgcNgbc+lNNCOczl+Vz/SpFUk4GMGtV9Ptol/eSouPVhVY3uk27czBmHGF5zVWuS3FESWbvt2rj29Pepl0uVsnOPf1qCXxLDAgW3tifdqzLrxTfSKBHsiGf4Vz/ADq40pMh1YpG6mk7QDK4XHrSldOt8mWZMjsDXHT6ld3DZluJGHoCR/KoVZd2SGLeua1WHb3MXiUtjrpfEOlW7bYw0h9hVC48WTE4trdVX/a5rngQWOBj61ZXaqjIyx74rSNCKM3XkyzJreo3LfPMUUnooqDz5Cp8xmYE+vWlUqTyPpSMqlRgVapxRm5yYxAXLHoDSvH8pwcf1oDCPp+tIZgchsgnsO9NRsTzBHFxzx7U5vbjFCyoFwM/T0okdOPegdyMsV+U8r1pd+7BABHp6Uxn9DilVkx/d9qBrUCWbGG+tbPhlceI7U4P8f8A6C1ZaKGPHBrc8Nn/AInlsDwfm7f7LVnV+B+hpTT516o76iiivMPWOZ8RNtv0/wCuQ/8AQjWK8g6VqeJm26lH/wBcR/NqwWbvmto7Gctx0jg4xURbPemM3fNRlveqYEgYg9aQuRUWfemGQk49KSQjpfCh3am//XI/zFdLrH/IHu/+uTVy/g9t2py/9cj/ADFdTq//ACCLz/rk38qyluaR2PMy4zQHx0NQFsijNaEljzMHJ5oE3WqwYbsUpYEcUEy2LIkwM08S7ulUw2BTlbkEGgI7l5X967bwu27SSf8Apof5CvPhJk133hFt2jE/9NW/kKmew47m9RRRWZoFFFFACHoa82+KSl5dNUdcSf8Astek1xHjmyW6u9OkY4WMPkHvnbW+GkoVVJnJjabq0XBdTz3S9Ge4cSSDEa+tdTHGkSbAu0ADGKSONUX5RhR2qcHAIAzxmtq+IlVlrsZYXCxoxSW48Y7H60uc4ApmQFPPzZ/KnDHy44Pr2rmOuwq9++Kdux7VHnBK/wAqB7HafU0hjmPXmmN9wfWjPynPNRngeuOxqrgJJhl2OoYHsaYieQxaPKjAwAfalY/jk9KjZsK2Tx2A7VLA0bXWp7cABt6DrurZtfEdrLjzSYmP97pXIsxbBHaoXfPVeaBM9LjuY5gDHIrA9MGpd6tjB5HUV5X9smtiDFK6MT13GtW08X3luFSVVlGeWoC9j0Enikrl7bxnZSriZWiPTBFbFvq9ncf6udGP+9QO5o7u1NbPpmo0kR+QVP0NSb17GgCNokdSCOtUp9JglUhlyK0NwzyRSk5HWgVzkbvwraBmAXbuOQy1GfDkO75HIXH3fWuou1LQnb1WucmuJonOAfcdzQguV28PHCkSnAPT0FSx+H0D5aQ7TVhb9ygyO2MUNfynoFA9xTAVNGt0XnJ55pXtoozuGMAcYpBczOMYIz71CyTNgEEZ6c9aokA4Vsj/ADzUikHtkHrUaWbheT+tTrbsCB3qSiIxgMWTp6UqfMwwelS7GXgcHv70hTuPlP8AOqtoJsR24xVd044qYj1ppGVyOKVgTuVGhJOcZJ/SqU9uQMjlgc5rWx8wzxTFT5jkDnrSGYLwxyKySRqykZ965qeF7SZtvHzfKR0ruLmzZQXThcdqwrq384FGOOeeKANnwv4mQQpbzNt9Aa7hHjuI88MCK8QKPaTAEsFU5GOK7Dw54q8tlguW6nAOetAHfRwRx5woH4VKAB0A59qignSdA6tndUpYZ64x2NJ3GOGPSkFRyXEcS5kljQD+81U5Nb02DIe9iVu+WFJ3A0l+9UorLg1ezuE8yOUMgJGR3qT+1YcAruIx6UtQuXzntUF7/wAe75qt/agzkISPeoZ74zRMuzqfWnqFy1p5/dH61cPaqOnj5Dj1q/2oYkIwG059KqxRBccdTVlx8p+lIi8CkmVYp3nG0dKlsh+5z71DfNlwO+Ks2oAhXim9iepKzYBPpWecKxkJwBlj+FXXICvnuKy3crDMQGYqjYX14oWxTPObz4u3ovrmC00xWVJHRGZsZwcVSk+JPiSZThYovTHOKyLTwpq93K8n2cQh5GbdIcDBNa8fgspn7XqSgHqIzmmotmUppGfP408Rz/I9/tH+yv8A9es6bX9alz5moTMSOik118PhrRLZgxSad88szHH5VeSCytv9TYwKPXaCa09mZ+1OAS21O9QMFu5Qw6FiK3tD8M3cWpRz3nmQRJhuG5rpXuJCuC5VT0A4xUe5s5Lkk9MnrVKmkS6jZvTatHG6KmMDua0ra9WRQY3DDuveuPC5YYXcfQVLEs8T7k3Rn13YqnCNgU5JncpMGPPB965jxz4Wk8SxWrR3KxPCSQD/ABE1atdRcKTcshC/xbsVan8SaRbKSZhK6rkog3HpWOsXoaqXMtTzgfD7W0tRFG8D7u+4jH6VJY/CrUpJR9ruIkj3AttOTXVXnxCihZktbCRmAzuZCBUmmeJtR1VNxjSJCueBW0sRUa5WJU4Rd7HO6p4P1yLVlfT428uJVWOQHB4pzxeNoV+abAUYznJJrrnnuJeHlc+gDdaYkDtyEzk9zmuX2KbbZ3rHOKSstDhb2DxTqVu0dy0jxk8qDjNdN4esLi20yOCdCsi9R2rdisXdwOnrWjEltaKd7xjHXcwpwp8uwquMc48tkkUItKd1yelaUGnRRKMjJqN9asIshZVbHZarvr6Mh8tM+hNaKMmcLnFdTWESLwEHFDbVIJKKPftXKz61qDvgFET1GM1i6lc3c74NxIVPUBzg1rHDykYyxKjsd1PqthbZMtzGv45rLn8ZaamRHulI6FRxXAtborEkc5yc96FCLtPr1Fbxwq6mEsW27I6mfxpctkW1uqe7GsufXdVuN2ZyFI521nI47DrxT9xxjArWNCETN4qT0EaWdyDI8jHHdutPhZVc5zkVGSAM9/WnLxVKEexPPJ9S1NN8qgde1VOWb370rOGXoB2oXGTngAd6rlsK76iEY/h/WpEO8HPFK0BbBA4qSKEliDwKVx2EjTJGOateQWUDHFSQwBelXETaozUtlpFIREc96Vk+XjrVpkCqcfhUQHzHJzntSuFimycHPaq0hwxPr+laFwAqnn8qov8AxYHFWiGQmQqpA/Omu52ikJwpzioy3H+ND3GiTcSopwKnHWoS+MHt29qEl3YI6VLVyky2km0kAcZ7mtzwwf8AiobbGSDuzz/stXMFwWBHPrnvW74Tk3eJ7QAcfPn2+RqzqL3H6F03769UeoUUUV5Z65x3iw41KP8A64j/ANCaufLAjrW94tP/ABNY/wDriv8A6E1c61bx+EzluMkcqeKjZ/loznrzUbcYxVCvYcJDSMxFNyaQmgm50/grnVJv+uR/mK67VhnSLvH/ADyb+Vch4HOdSuM/88v612GpjOlXf/XFv5GsJbmsdjyVmNIZCFHrTAxPU0pFaEi5796cDioR940/JoJkPyaevAzUIJzTgxHQ1SFF2Jd3PvXoHg0/8SM/9dm/kK87By3NeieDP+QIf+uzfyFRPYcH7x0VFFFZGwUUUUAJ2rlfGAy1oCP7/wDSurrlPF5+e0IGcB8/pTRMtjmycBvcUu4BVHOcVGGBxz1pWYbR78VXQhaIkI49jRnK4z06U0kKAvf1oHoehpjJGGG69uMUhb5eTu9qYWUEc0x36/xZHGKQD1bI+YY54waYeWYhqMjt1qJiTzmgA3HdweajZs9OTSZAyeaaxx6YH8WaAGs56Z61C7YU4PanMd3PSoXYFcdyaEAyZs4ycgCq5YEZxjB6Ush+bnnBpvBbPPSmIkJUbiTzwBkUqsVcYdgMdj7Uw5PUkjI7UqjdyPX1pEl2DUr2JQI7l1/GrsfiTU4uDOrbTjlM5/Wsfbuyp9eKR22qcZzjn3p6IZvt46u4Y2Z4o32g+2aIviTjBmsCqk8Yf/61cTeymRVjBx1yRVY9+MDPFejhcIqivJHj4/HSpSUYbnpa/ESwdTutpV/I1Rl8X2U82Y0fn+8nT9a4LvgUodk5B5yK7JZdTSujjp5rVcrM77+2kkbhcCni/ViO9cxZzF1yMc+1aUT8gmuKWGjFnrU8VKcbmwmpMuMHPNSrqb7evTpWOO3Tr2qZW4OazdKJoqppDUnYYJpx1FuME/hWWCVxgZ+lSqfTr3odKI/ayNRLtmxyT71OsxduazI22kAdKspKQaj2aRXO2Xc7uvHt60HI4xkVErbuvNTAg4xzWcolxkJtG3nt0ppQDrnnt6VIV6nr/Sjtz+dZtWLuCoGAy2B6VnXlh5is0Qw3oe9acfOR6UrICc9T60gOQuNMScN5qncP7vFU1sbOFlAjkDA/3un6V11xb5y6gZPpWRc2+9WOCrKKCismpXcOEhnkVV6Zanpql75h8y6kbnpuqmyncFIDYHOaaygrkBRk9M0Aa8pGoRGOV3bI67q5XUNGns1Z1zLGWzuyc4rbtZQp5HzZxitUEOpwFbjuM0INyp4a1iyeyjs2fZKhOQwwDXR/MoKnBHYg8YrmbrQ7S5y2wK5HDLwQasWEuo6aFimInhzhW7qKBWOj4AGO45py+tRRuJFDDpjpUyjIoEamnDMZ+tXulUdNP7ts8c1eyKlmkdgbJB+lCnAFI7BVbnHHFZgeZ2IXJHtUoB96p83cefpVlJUjiUE8gcjFVBbzOuTu9ye1F6jxW0sxfBVCR9actiVeTJmvVzwhOODmqznfDKAdjshx9a4uyur27UT3N/KH3swVTxjPH6V0LeJNKs7ZTeyDzCAApGS30rmpYynUm4LdG88POMVJmDcQ3EGEmDALx161AVO4AHOeeBVnV/H2nPDJFZ2jTybtiMyYHH1rlh4pu/JwkEauzEBtvFehCSOCcdTohG7AkKc+uMU2VY4oy88kcYHXLc1xsmr6lcoC91IuTnavSqpXcu+SR2L9SxNNzIUDr5tZ0mALm6MjdtqZ/rVGfxVAOLSyd+cbnOB+VYPkqvAAbb3FS8ZHyKv0FLnbL9maD67qMzbkMcKjqAmT/OoTfXTyq0t07MewHFS2Wl3178tvbyHn7xUgfrXS6b4LnZg964BH8INLmY1A563S4vZlijdmJ6gg4rsdG0D7MocIGmbgnHQVsWmhwWSjCBcDrjk0zUri4gtHS2fY5U4I60LVj+FXJE0WLBaVIlJP8Q6UxpNF09Sk17Cu3svWuYi0bVdShMlxeSs3oWIFZNz4Zu4nbehIPfOa6qeGjJ+8zjq4qS+FHVT+MNAtdwjWWdx6LgfzrGu/iHMxIsrGONT0Z2yfyxXLXFk8D7Dk+2KgEByM16FPAUUr7nl1cfXvbY3z4m1i/kObvavoi4p9vJNPJ+/nZiT/ABGqFnaFVLlyDU7Ha2QeaJUoLSKKp1pyV5M6izsU2gl1xVuRYkUKJM1y0d/JDjaxzj1p/wDaLsfmYmsJU3c6lUTOmECScluKiubFGQMH2lf1rFTV2VcZ6U46s0y4HI9KhQkiuaLLUlkigM3zfSqz2aKchTj+VS28kk7jqVH6VecBcE+nHvVqTWguVGJLGikBQcDvTVyVOasXTDLY4J7elUTMFYjPGK0WpnZXJyqbcknH1obGPbtVRpxt45FMN0FAI6GqBFrbu4zzUygBgCQQKzTdhWwDjjPNOS8O3nHB61EiubU2o3QtgZBHr0qYsgUgnH0NYJvTuLA8EdqUXhZiN2Kz5blKR0UUqcfNwOlWPPV1IB5rnVu9qjBzTxeuxB6fSlyFcxsvOF4Jqu10oIx61mvcO/vTPNIyTRyhzF2efeuAee+KrNIPmwag3EZIPNRb25z1zVEt3JWfsRk9j6VEXy3PXFBkXG09ab5mWGQOB1oAUyDaB6nn3pofGAKiZvm4OcGgEbuRg0hosbgVGeo9K2vBzA+LLIEnJ38evyNWAsm7JBBArd8HN/xVtiM9d+OP9hqip8D9GaU/jXqj1uiiivJPZOK8X/8AIVi/64r/AOhNXO55Oa7HxHphvLkTrIFKRAbT35Y1nJ4dEmlmUMVueTg8g+1H1iEfde4eybXMcyajbnGOc10Oo6ZFa6QFCEyKwLNjp61P4Z0oODdToCoyEBHBz3pPExtdA6LTszle/vSMcAZ610E/ht5NRmEMoSHdlS3pRpOhR3rXS3DHCEqrDjn1oWLp9BfV5dSx4HH/ABMLn2jH867HUv8AkGXX/XF//QTXM+EdPmsNSu0lXClBsb1Ga6PViy6PelfvCByPrtNNyUtUNRa0Z5CvXHX6U45x0PXiug0bTzBbxyTRB4poUcMR/EVyRV+K3trxo0EYADbjj0rmeOjGXKzdYVuN7nGk+nWlB4rtb3wva3N4ZInMKsBlVUYzWRpmkD/hIWt2+aOBuSRwa3jioOLZi6DvYwQTnnj+lSrz711PivRMN9utI8RkfvVX17HFc3p9sbq6ji5+ZsHFaRrR5eZmTpvmsRj71eieDf8AkBn/AK7N/IVy2t6H/Z5SWDc0RHzA87TXUeCx/wASI/8AXZv5Cl7SM43RXs3F6nR0UUUigooooASuU8YMFe0z1w+P0rq65TxkrFrPBA4fr+FNCexzCu3HC+9KHG3J5qNifMx157VBpWm32v8AiTUbGHVnsYrW2gcbIEcsXZwc7v8AcFO+hKVy3v8AmwAPegMvHWtJfh7qJGB4suOP+nOLP8qU/DzUcf8AI13P/gHF/hRcfKZhYdv1pgOD0x16Vq/8K61D/oarn/wDi/wpf+Feaj/0Nlz/AOAUX+FFxcpklsdTUW4Y7VtN8O9QPXxXc/8AgFF/hTf+FcX56+Krg/8AblF/hRcOUwt4BHQ89KjkbJJC4X0zW+fhtfH/AJmm4/8AAKL/AAoHw1ven/CVXB/7c4v8KLhZnNs+QB0xULFtv8OO2a6k/DG7P/M03P8A4Bxf4U0/C66P/M1XP/gHF/hRzBys5FsZORjNNIHr2rrv+FWXX/Q03X/gHFS/8Ksuv+hpuv8AwDip8yFys5HjPUdRUvBI4HXsa6j/AIVZc/8AQ0XP/gHFSj4X3PH/ABVNz/4Bxf4UcyFyM5ddoYdqrXjqjEluQOldl/wq+6HTxTcg/wDXnF/hUUvwomlbL+J7o5/6dI6FJX8hShLl03PO1PzlifvfpTiPlOK77/hUbdT4lufxtY64vVtKk0PxDe6U9010sKxursiqx3KSeBx2r3cHi6bapx3Pm8dgayTqyasVNvFJtzwadlt2MUuPWvSWx497O6LFpJsbaTxWzDINoGetc+PkIbPeta1lLbT7Vw14WPYwda8TWTt3zUgOfwqtG3zDAqwv8OefT2rkcT04vQdkkjHHNSqArdajXfjjrmn5AbJGPWpsVFsmUjdkGp1bBqBACenHWpAwHXlR1AqJJGi1LaNyMVYQ+nAqmhO3JOfTParCE8D2rJmiLSnoKVwCmQKhV8qAamRm2kgZ9qzktDRMRDh9v51MB6UioCTn86kQZ4rJxHcYEBXFV59OLgsnBI6+tW1DbelSKSDz27UrFnOXejys2VA3Acgd6pf2LcsoYR5A7iuwba3T86SKVUf7ygdwTihoDiZNPuofmKkEHsKs28si/K6EceldwYklXcUVl9hmo/sEG7JT8xU3sBzIG7GMr65FKcdifxrrE0+1YcpTX0e2PRead0Fjm45ynHXNX4p1Zea0f7FgPGKifSFj5jyaLoVmWbFJEi3qwVT61aeRUUtLNgVjus8ShBIwQdqhZC65JJOeMnrSKTaNC61K1tIS+HkPYLWFf+MLyJmFlpTMqcbmbqT+FXlgYt0znr6CrCWUj7jtAX6daVhXZxd34r8TTf6uFYFxg4Unk9KyY5tT1K4Eeq3l3Gmcnb0z6GvUY9KG3dIAdxyR6VOul2235o1POTlaGk1YFdO5wjxxWsRKSFgq4AC4LVy+rGW+vY5o7aUKjbcMK9mexs1HMaDnP3aY1vanLC3Rsnj5a5qWFp0pua3ZvUryqRUX0PExpN+TxbSEec2So6ZJxUq+HtXkhjC2MgUSYOTz9fpXtAAH3YlXJycL3pfLc/L2Y5NdfMc3Lc8fi8Ha22FaBVGdoLHoK07fwDqEixmWeOMnIYFd2B7V6esDt14PUc04W+OpouHIjhLf4fWyqvn3MrkDkDAzW9beGNMtmDQ2YZuOW5roViQDmnhVHSpuVZFJLTYQAqqvoBgVYSFEzgfXIqUjjNIehp8wWRTuNxHIrE1A7cE9c/nW7Mf5VzesuUgdgcEd/StKavJIirpFksF8qjZlQR05qC9vo1hZeC2PWuOe6nWVgGY+hpZXumYbgxBFenHDpNNniyr290nuBC825hkn3rPktkG5xyAeKczNxlefpTlVjklTuP8ADXVH3Tlm1J6oiO9OFzz2pQCy4IBPrUpiLMMKelPS3OckY5ockEYN6EcKqAcjn1pjhQxxyatLD8uMZOamS0Ukk8cdKzbN4xsilBGhAzWjDDbquSPl7jvUL2+xdw49qhZmVQR1xx7VDVzRaGxHcwxKMYUZ+X/69V7rUmXIG08c/wD1qw5LqTldpJz1qtLcP1IOaOQUp6l64ui/U4HaqjuRkk9qqvNJuBHT0pfMcYwu4Y59qdrEcw8ykDBPbPFRF25P/wCqgPuzleo+9TQ+F24Ix+tUidRysxyT93HepQQFyM54quGPPy5wOAO9OLOcEoe3FS9wTdyxuwuRzSibDEnHSqjl8DJwccH0pGlcEDGcDrnrSt2L5mjQWZWweMfWp1nCLwBn61jea4ONhOe1L5j8EA/4U7BztmqbtVPB5P6U37VubBOaz8ykhgOT2pyrK3BjLH2padSryNET5HBzSByevHPNQxQlugNWUTYh4y2eRUNIpNkRJ5PvSbvlJB5odyM/LUDuSpPQ+lO2gORIHIyDj60gbBGTxiq6lip9alycDncMct6GkxKZOPcgE+ldD4KwPF1p3Pz/APoDVzG52ByvOfzrovBJ/wCKvsABj7+Qe37tqzqfA/Rm9J3mvVHsNFFFeSe0YGvz+XlFPzMgAH4mrkYAhhj74Gaqa9odvqqv50kw3Iqfu5CmMEnII6Hn9KltofIWGPLvtXaGdiSfcn1ry6kbVG29zqTTgrdDlvH/AIjh0mNbCJQ13NA8qqewXGP1/lT/AIfeKYvEnhi2kwqXMZMc8a/wsO/41uajoGlardCe+toZJghjV2+8FJ5ANVtC8G6R4eubl9OgaIz8yfMTu/zmhrSyK5o8qT3L99JFFEpZwjMSFyetV9NWNbHzo2DCVi2Qcg5NS6j4dsNTnt5ruNnktt3lkOwxuGDwDzVew0Ww8PacYrZfKtlfKqzswDMcDGTxyaydPW9xqata5s2agSEjnj+tLq//ACBr7Of9Q/T/AHTTbDazswYFsAMoPQ1JqTMml3TLjcsLkZHfBr0qCapo5p/GcjHqVtpngq0u7iQCH7PEqs3csoA/U1ieCPFen6tqWoadkx3ds2dr/wASjgkfpW8dHtvEfhmxtr6LERSORokO1QQARjHbNVIfh3otvrcerRQyJeRgYZZCAfqK8+cY8zbXodkWkrXOqJjjt2kkdVCqWLE4ArhtG8SW8vjm90yQfZ52bzELniZMc7fcH+VdZqOkJqljPZXLMYJBhgrYJH1FVU8FaNNcw3UtvuubdsxyFjuXHoaKeqaaIfKtbm1NJEltI0u3YFO7PQ+1cT4e+ynxJLbefH9ojTzDCCMqDXX3+jw6pp8llcljDIAGCsVzg569e1ZJ8B6KurRatHFJFexAKskchXIHGDzzVKUnFxexEeRat6m2USfcrhWRgQwPpUfhoRLZXCwf6tbh1H6VMbJVTYGYqwweaZoOiWug2LWln5nlGRpMOxYgnHc9uK2wradmRUaa0ZsUUUV3mAUUUUABrkfGhw9l9H/pXXGuQ8a/6yyB6bX/APZaBPY5Un7xPGelX/AOf+E18QZ6/Y7T/wBCmrMLEKMEZPXitL4etv8AGviH2s7Qf+PTVT2FE9KFB6cUAUEcVGpRVuomuLWWITyQMykb4iAy+4JBH6V4fp+seILn4wXXhOTxRqq6fFna4MYkPyqeuzHf0r3duRkcivnFbFNS/aKvraSW5iVnPzW8rRuPlXoy4IoXxJD05GztvGMOu6Xp0l/onje8VLV/Luft5jZATkA7lQYwcetdT4R1sxeA7TUtd1m0uWVGM14jgo2GPfjPHtXN6/4ZPhf4aeKrYTSzxzuZ1klbc53ODyTyT7mvP7jRtR1T4KeHJ7JPMhtp3eeAMA0uWIGB/EeOB19KE916Ca2Pa/8AhY3hASCMa/ZlzwFLnJ/Sp7fxz4YuTcCDW7SQ26F5Qr8oo6kivNrvT7vxd8TNB1TRbK7trXT4h9ouZoXgxxjaAwBPpxmsrQjt+MXi7PO23cjHQfLQ+4b7eR7JbeL/AA/eaZPqdtq1tLY25xNOr5VPqaIPGHh+5WzaHVrVxeP5duQ/+tbOMD3rx74Yn/i1fin/AHn/AK1sfCDwrpGq+BtMv7+zSW6t7h5YZf4lKucDPpkdKfe/RCv+dj03U/FGiaLPHBqWp29tNKMqjtyf85FaaSpNGssTq8bjcGByCMdq8B8GNrWteNPF8CR6dJfTfu3N87hkTkYTaDx0/SvWfAOh6h4b8KwaVqV5Bdy27MqyQsSAu4kKcgdOlCs0mPrYv+JbrWbPRLiXRLe3nvApKC4k2IoAyWOB8304+tcV8H/F2r+L7XV7zVpkaSO4VI4412qg28gDr+Zr0XUE3afcjv5TYP4GvIP2fEMWm69GcHbdgH0OFpR3a8hy+FPzPa15Ud6WhRwKXFMQhrxDxqufiHq3/XK3/wDQTXt5FeJeNFZviFq+3r5Vv/6Ca7Mv/jo8/M7fVmYm1QTQq5FTJA5zgZ9ad5LKQMV9I5pHyUacmr2KxTrVqzdQwHcUwRuGJPBHSlXKybgOCOeO9Z1UpRujfDPklY6G2t5JlDoaseRIG5XH9aqadftAFBUFa347yGZMHGSOK82baPbpO8bmZt5wecdBT0Viw469qleMGUBR37VMEMThz1x0rKUnY3Q6Kwmdd3RaYYdkhDHgVaa9fy8AYqhJIzkk5rK7ZoiyTGikg96esuV4GPaqBJJIAp6ZxySB60MpGkj575NTq+Oh5xzVGPdtGasKfWs2jRFxJOMd/Wn5I5HNQISOnSpF6c9aloY5WYUpdieaQjHekDc8ikO4uT0FZd/byMpeNjvP3wDWnuJBGKhcEdRkVEkNHD6k+oW7b7e4mUL1QMaz4/E+tRuGW/b5eqsM121/YpKpkXgnqMVxWr6W0TmWGP5T94VNh7F6Hx1rqMCJo39mWt3S/iFdSMiXcMQycFlzxXnm0qyEL06+1KpcN97nOQKnQlnvdrfpdRK67dpHare8ba8m8MeJXtZzBcMfLJABNem2dwl1CrI2QadkXFk5VJOqU37PCoJI+XvU6rzzT9oxjHFAyKJItvyDj6VMq49MUKoA4FLj0pXGLikPTFHNGOaVwEwvcUhUdhxT6KAI9vtS0pAoxRqAYoxS9qTPpRqKwYoNIPel70wsNPSkb7tOIpjUCZUn4UVz2pQif92T9410M/I57VgXrbZ0c8YP51pT+JGdTWLMVNI2MxK554qd7EsgDLgVfN2gY5OPake5DrwM16LqSVjyuSN9TIksY1ORTPsKg5TpWoqb+1HkcDBFV7R9SfZxuZy2RZeMContnXjtnmtWSBlXI6+1VW80EfJkDvSU2ypQVih5ZQjcO/GKZISvzAVoFHJBC/mKJYA0ZLDB7CruSo2RkvudaiZcLgitNYFC/eAxUFwiFfvrRcaS6mVJa7juU8VA8BUD0zWg5UdDnionjyynOM1akzPlRU+wu/zBc1dg0wOoAQ570ql0ICn5auQXskCnCZJ71EmyoqIsfh5G+8cGmTeHkC/IamXWwoKSId3YVZj1OGSLJ4NZ3kXyxMkaBuBYHBFXodBia1VJAd+eGq3DeoXA9eorZtp4pEAYD2pSnJFRhG5yN54XeJfkbO7pxVA6FOq5KFl9cV6Q0kDoUODgVCqxBcECoVSRbpROFg8NTOwJzz0qZfDzqSAM+vFdi8qRHAxj0FMR0Lbj3NP2khezitTkl0cwkkrk1KNOUMCUxXRXiq2SMVQd1TOeMd6rnbFyoxmgCNwNp71QmbBYDp0zWvcOW7VlTqCenftVoiSsUn+6TnHGKqsSCB6DOatyr+7OATzVVkbceSfbFVfQhiq2Rk9WoG7+7xTQGOCPxp3zlecrSJsx/mfL6EV0PghgfGNhknJ8zj1/dtXNYXacNnB6+ldH4GB/4TKwJwf9Zz/2zas6nwP0ZtR/iR9Uez0UUV5J7pBOMrn0rG1a4EAiYs67uMqan1VrnzwsJIUqCQPXJrJurK6vY08wMQOgPavNrNObSOulHRNsw/EN+7W9kYcy7pCpZnwQMj867+Nv0UfyrkW0MTLGHt9wjOUVj0Oev6CtBLfUTk72Hp81YRXK20a1FGSSWljoPNQbhuAIOOTXB/FC9vLTw7a/Zi2W1G3Vgp5ZdwOPzAramt70Hc7AYOSawPFfh7U/EGmKNPEf2hLhJlaRiFyprVSTav0M/ZqOqY74b3k1xqviqVmnmhOpMsbscqNoxtFd5qG6XT7iNEZmeNlUAdyCK53wdpVzoNrexXCoXubtrgCIfKNyqD+oNdSZCP4DXZGcVGyZzzT5rmRpdvLp+lWUc4XzYoERxn0AFaZMbqCCpBGQQaq3tmt+w3hwApHDY6n/AOtUCaWsUaINxVVwCWNc07K9tS9Jat2ZcSVDK65BxT1kRQSCv51QTTFR8Zb86lm0tGUbMg98k81nGMrXsNqN7XJ47mJtyh1J9M0rSKI+CDz61lrpADBhgHOCRkUyXT/LcLvIJGc5NS5SSu0XyQvozXMgKjkce9WIW3JketYY0pyMhz+ZrV0+JoYCrHJDGt8PdzM6kYpaMu0UUV6BgFFFFAAa4zxy21rEk44fp/wGuyNcV49YiSwwcfK//stAnscpv+9jt61qfDsj/hMfEDdjZ2nX/emrB3A5BXJ9j3o0LX5/DHiLU7s6PeXsV3bwIrW7RjayFychmH94U+hMT2kNntSnkYIrzr/ham3j/hFNX/77t/8A45QfisB/zKur/wDfdv8A/HKCro7y6t2uLWSFJ5IGddokiwGX3GQR+lcJH8I9Mi8QNrqa3rQ1Njlp/NjyeAOmzHak/wCFq9v+EV1f/vuD/wCLpP8Ahavb/hFdX/77g/8Ai6VtbhzdDrNc8PQ6/oMukXd1crDMoV5I2UOwBB6lSO3pXmHjfwTa6D4O0rQ7S91KOzF5n7a7hhaZxy4VVJXOSORjmukHxUB5/wCEV1f/AL7g/wDi6Q/FPdx/wiurj/gcH/xdJxY1JI8utPCV7a3ltc6D4+bVtQjlUpawK5LDPJOWIxjPavXZ/hvpt9qz6xJcXtte3cCx3iW7qqyjbhgcqSMjjgiqY+Kfb/hFdW/77g/+Lpf+FpleB4V1bj/bg/8Ai6YrlvR/hhpeh6FqOj2Woaktrff6zdIhZfXadnGffNafg/wZZ+C9Pew0+7vJrYuXVLl1baT1xhRWF/wtQgZPhTV8f79v/wDHKP8Ahap/6FTV/wDvu3/+OUw0NC++G+k3XiI69a3V9puoMCHks5FUPn+8GVga6iwsUsLVII2ZwOWZzlmPdifUnmuIHxSdjgeFNXz/ANdLf/45Tl+J0jZx4S1c4Gf9Zb//AByhXSsGl7nW6xpL6tZm3XULyyBPzPalQxHp8ytXNeFvhlYeEbpptL1bVVWRt0sLyIySH3+TP5Gof+Flzdf+ES1f/v5b/wDxykt/iXNdXRtofCervKBkr5lvx+PmYoSa1QNq1megDgUZrix441L/AKEzWP8Av9b/APxynf8ACa6njP8Awhmsf9/rb/45Ryy7C5o9zsT0ryHxHbtP8QtaYDhYrfP/AHya6s+ONR5H/CG6xn/rrb//ABysqwt7zVvEGr6pe6XPYR3AhSKOd0ZjsUgn5WYd/Wt8PJwqKRhiYxqU3EyIbdIlKFcsx6+lbml6HDeZeVOAOvrVl9IRcuo+bsKntJprUbSMCu+pXcldM8qnQUX7xg6vokUDlYFLHOcVhvZYVgQV/wAa7a7mVssBlj1Ncxdyukr4T5fpWlKq2rMzq4eLleJl2zFGw38JwM960I5dje/rmsqaUJKDjljzV22dHB3NzzVTaZdOLSsbEczBg2e1WhPvUd89qy4CHPyntVobomHc/wAq5ZHZEsMxxx0HWmZOOlIsnUYz607zl2kEY44qC0IjYbJFO3AbnA68Uwn86arfKezetK6LLKyYxgVOrArz1qmjfxfzqZX7jkVLKRcRyGHf2qdH+U54NVEfK8cVKj+vP1qWMsqxC4znihcnkGo0bPPcipFPYUhjGyc+1Rs2BnmpiMj61E4G32qJbFIQsT6fiKz72yWZWZV3ZHzKKvMO4/WmZYHIOPWp6FnnuraW9qzOgOwn5vas3+MEfKMcZ5r0m+skuFJCjcfvA1xGq6c9pPI0a/Iwxj+7UWZLtYox7kcMTk7hn2rr/Dfic2k4inb5M4zmuPXhhkdeCacm4ZIbnNMSPebO7juoVeNgVYcHNWRyK8r8L+JXtGWCZ8oTgZr020ukuIleNgwIz1oKTLK0ppAc0ZqCg5oz7UE4o3UAGaQ0m40bvWmgFNJQW9KbvzTAdnijGKTNKWNAA1GcCgHPWg9aADdz0pjcU8jFMfpQJlOc9TXP6jl2UZwCa35z1rnr9sSoRztOa1p6SManwspNBkcHb9aCgRPvc+tXVuYTCpIH5VW1F4ZLcLG3zZ6YrtUrvU85xuVmvlRtoOfcVehieSEOORWCtuyNznFbloblYQArAVU7JBCOo95RGvznbioDfQlSAct2qpfiV5tpVutRLb+WwJQ89KIpWFJ6lr7Q8jYC8YrMvNSZFaMKRg9+taLxznG0YFVbjRZplLqOevJ5q00tybN7GTJdSNFkEj1qk07Fj8x/GtRtNnRGyOB2JqO30n7UxycY64rRSiQ4SMpp3DYBz9KmWaZgMKSMccVuf8I8ir0z/WpoLKKDAwAP5UnNdBRg+pkwwyuiuVb8qgkuHRmU5FdTHPCq7OPQ1WmsLedSwVd1LmuaKBykkzOVJzj6VLHKQwGce1aJ0wJnftGfU9RTEtIlDADB7ZquZEuJDBK6NkZPNatpcylgiglgMkZqG0tkLcMFx1JrSgjigYsMDnn3rObTLjF2JHuHiUliRkc+1R/2jzjNSzyRlDnBBqjJGhUMijNQkX8yz9qZ2BPrip1djnB6VlPPsABHOakTUQO2aGtAuaRdzweRVS53Nn5eKkGoRH+HnHpVK4vVZuFNCQXIJQSvOapOo3Ec8GppJ2deTxVfeVLYb5T2qyWMZGP3RnNQmPZ8xHJ6jNTpcAAjb071XkmVl460ibpETDG4gcZxioS5A57ipDIo4J53VGxVlJyM9qaJbuMLMwXgZ6iuj8CMx8Z2GV/56c+n7tq5oqu4fTmuj8CBR4z0/A6eZj2/dtUVfgl6F0v4i9Ue10UUV5J7pE0KOwZlywGAaBDGvQfrRRU+zi3ewczEMER6r+ppRCgAAXgdKKKPZx7BzMR7eKRSGXIIweaSK2igj2IuF9MmiilyR7D5nYkWNF6DFLtFFFPkj2C4bRRtFFFHJHsINgznHNKVBooo5UFxuwelRvbxSMGZcsBgHJooo5I9h3ZIEUDAHFKqhc4GMnNFFNRS2C46iiimIKKKKACsrVtAtdZMRuXlXygQvlsB1x6g+lFFAGWfAemH/lvef99r/wDE0g8BaYCf9Ivef9tf/iaKKdxWQp8CaWes95/32v8A8TSf8IFpfH7+84/21/8AiaKKLhZCf8IDpeMefedc53r/APE0o8BaWDnz7w/8DX/4miii4WQf8IHpf/Pe8/77X/4mj/hAtLyT595z/tr/APE0UUXCyAeAtLBz595/32v/AMTS/wDCB6X/AM9rz/vtf/iaKKLhZC/8IJpmMefd/wDfa/8AxNJ/wgemf897z/vtf/iaKKLhZD18D6avSe76/wB5f/ialXwfp6jAluemPvL/APE0UUXCyFPhDTyMedc/99L/APE0th4TsNOeWSKWd3k6s7LkfTAFFFCbE4p7mgNKhH8cn5j/AAoOlQnHzyce4/wooo55C9nHsL/ZcP8Aff8AT/Cl/s2HGNz/AKf4UUUueQezj2EbS4W6s/5j/CopNFtn+88n5j/CiinzyF7OPYiHh20H8c3/AH0P8Kim8K2M64dpcexH+FFFUqs+4nRh2M6b4faTN96W7H+66/8AxNEfw/0uP7tzefi6/wDxNFFP20+4KhT7FiLwTp0P3Z7v8WX/AOJqU+ELBus1z/30v+FFFL2ku4/ZQ7CjwjYA/wCvuf8Avpf/AImj/hELDn9/c/8AfS/4UUVPtJdx+zj2A+EbA/8ALa5/76X/AOJoHhCwBz51z/30v/xNFFHPIfJEUeErEDAmuf8Avpf/AImnDwtZDpLcf99L/hRRRzy7hyRHjw1aAYEtx/30P8KcPD1oP+Wk/wD30P8ACiijnkHJEcug2q9JJv8Avof4U4aHbL0eX/vof4UUUueQ+SIv9h239+X/AL6H+FNOgWp6yTf99D/Ciindi5UNPh61PWSf/vof4Uh8PWp/5aT/APfQ/wAKKKLsLIQeHLQNnzJ/++h/hVW78HabeKRK84z/AHWX/Ciii7CyM3/hWOjZz9pv+uf9Yn/xFIPhhoo/5etQ/wC/if8AxFFFFwshV+GejoVIutQBU5B8xP8A4it3TfD1vpgxFc3Mg/6aMp/kBRRRcLI1BEAMc0eUPU0UUhgYge5o8oe9FFACeSvqaPJX1NFFArIPIX1P50n2dfU0UUDshfIX1P50eSvqaKKAsg8lfU0vkr6miigLIDCD3NNaBG6k0UUBZEL2ET9Wf8Mf4VTn8PWtwBuknGPQj/Ciimm0Jwi9yqfB9iRj7RdY/wB5f8KVfCFiv/Le5P1Zf8KKKv2s+5HsKfYevhWyU/62c/Ur/hV6PSYIowqs+PUkZ/lRRUupJ9QVGHYgk0C1kbczS59iP8KYfDdoTkvN+Y/woop+0l3D2MOw3/hGrTOfPuPzX/CpV0C3Q5Esx9iR/hRRR7WfcfsKfYa/hu0fO55Tn3H+FJH4asogQhkGfcf4UUUe1n3F7GHYU+HbQ/8ALSb8x/hUD+EbGT701wPoy/4UUUKrPuHsKfYh/wCEJ07n9/dc/wC2v/xNKvgyxUYFzeD/AIGv/wATRRT9rPuHsKfYY/gjT5CC1zecf7a//E1F/wAIBpn/AD9Xv/fa/wDxNFFT7ep3D6vT7Dh4D00dLq8/77X/AOJp3/CDaf8A8/V7/wB9r/8AE0UVXtZ9w9hT7CHwJp7DBu73H++v/wATTv8AhB9Oxj7Tef8Afa//ABNFFHtZ9w9hT7DD4C01ut1ef99r/wDE0DwHpikEXF5x/tr/A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</span>&nbsp;&nbsp;</span></span></div><div style="text-align: right;"><span><span>​</span></span></div><div style="text-align: left;"><span><span>​</span></span>Quand les vents dépassent 90 km/h, pour des raisons de sécurité, l'hélice s'arrête automatiquement de tourner. Le dispositif de sécurité est piloté par un programme qui donne l’ordre d’orienter les pales afin qu’elles n’offrent plus de prise au vent.</div><div style="text-align: left;">​</div><div style="text-align: left;">À l'intérieur de la nacelle, l'hélice entraine un axe. Sa fréquence de rotation étant insuffisante, un multiplicateur l'augmente jusqu'à 1500 tr/min pour faire tourner un alternateur. C'est lui qui produit alors le courant électrique.</div>Question 1<div>&nbsp; Expliquer pourquoi l’énergie électrique produite par une éolienne est considérée comme une énergie renouvelable.&nbsp;&nbsp;</div>6.0Une énergie est dite renouvelable lorsqu'elle provient de sources que la nature renouvelle en permanence, par opposition à une énergie non renouvelable dont les stocks s'épuisent.Question 2<div> Identifier les raisons pour lesquelles les éoliennes ne peuvent pas être la seule source de production d’énergie (cocher les affirmations exactes) :&nbsp;</div>4.0Le vent n’est pas toujours régulier, il est parfois insuffisant ou trop fort ;Les éoliennes ne peuvent pas être installées partout ;Les éoliennes ne peuvent pas fonctionner la nuit ;L’air de la mer ne permet pas à l’éolienne de fonctionner.false1noneIntérieur de la nacelle<div>&nbsp; La figure 2 ci-dessous illustre une représentation simplifiée de l’intérieur de la nacelle. Entre l’axe lent relié aux pales et l’axe rapide relié à l’alternateur, il y a un multiplicateur composé d’engrenages :&nbsp;&nbsp;</div><div>​</div><div style="text-align: center;">​<span><span contenteditable="false" class="image-container" style="cursor: ns-resize;"> ​<img 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0wM9K9hop9biPDbrRbxtW1/T7pfF7X+pX8n7mxCJaXELHCM0rRsAoXg5PGMYru7e2Wf4h6ba2zO9t4f0xo5ZGOT5ku0KpPdtibj9R6129V4bW3tmlaCCOIyuZJCiAb2PVjjqeByaS0G9dSzRRRTAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAOf8G/8ga7/AOwrqP8A6WTUUeDf+QNd/wDYV1H/ANLJqKAAf8lDk/7BS/8Ao1q6CufH/JQ5P+wUv/o1q6CgAooooAKKKKACiiigAooooAKKKKAKepn/AECQf3iq/mwH9arL/wAf9r/vN/6Can1I/uoV/vTLx645/pVdP+P6192b/wBBNMDWooopAFFFFAEU8yW8Ek8rBY41LMx7KBkmsbwdC8XhPT5JgVnuka8mU9RJMxlYH6M5FM8aMW8LXVojFZL9ksVI6jznWMkfQMT+Fb6IqIFVQFAwAOgFADqKKKACiiigAooooASivNdc1/U9L+LNnGLqT+xhBBFcW/8ACGmaRFf8GVB+NO1LxJqI+K1jbQXMi6RbpNDPCp4mmEDSnP8Augx/iTS6X6BbWx6RRXMx+L4JdI8PagLaQJrUscUa7hmIujOCfXG3HFcnY+K/EEY0CKFGuxeaxewTFpEBZEaXamW6YCg5H93HenbWwdLnqVFcFa+NFtLayigstS1K4vr+7t4kaRC+6NmyN3yqE44z0Uc5NN1TxbPeQWCQR3Om30Ot21ne20jKWCvzjKkhlZSCCOtIR3+KBXEWPjCKDToI7e31HUb67v7qC3t3kQu3lu24ljtVUUDjPIGByavHxZdPaReX4b1U6g9w1ubRkVQrKMljKTs2Y6MCc9AM5w+g+tjqaK861nx1qL6Gs2m6bNb6hBq0Fhd28skeULOmQGyVIZWADDpnPGK073x6trPeJDo93dQ6dgX80UsQEL7QxVQzAyFQedo+mTxStpcOp2dFYWn+JbXUtYnsbZWdI7OC7WfPyyJLu24HXoufxrEh+IP21dFFjod1dXGqW0lzFEkqLsCMAdzMQB16/h3p9bAdxRTVJIBIwSOR6U6gAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooA5/wb/yBrv/ALCuo/8ApZNRR4N/5A13/wBhXUf/AEsmooAB/wAlDk/7BS/+jWroK58f8lDk/wCwUv8A6NaugoAKKKKACiiigAooooAKKKKACiiigDP1E/Paj/poT/463+NQD/j+s/8Arq3/AKA1S353Xtsvojt/6CP61Gv/AB+2f/XRv/QGp9ANaiiikAUUUUAc7rX+l+KPD1gOVSSa/kHqsabBn/gUyH/gNdFXPWH+meONXueqWVvBZL/su26V/wA1aH8q6GgAooooAKKKKACqUV9bz6jc2Mblp7ZI3lUA4UNu2jPTPyk46gEHuKkvbyDTrC4vblxHBbxtLI5/hVRkn8hWX4WtJoNJa8vYyl9qMjXlyrdUZgNqH/cQIn/AaAMfXfB9zrOr63cGaFIb7TI7WE7jujmR3dWIxjAJU5BzweKrWPgrUY5NBnvLm2kubeS8m1GRC37ySdCMpleQCQOccAfSu9opaWsO7vc85svCHieODw1p11caUbDQ7pJFeNpPMnRUZFJBXCsAemSCe4xzNH4O1mys9Je1ksJLuw1a5vSssjqjxymTjcFJDBZB2xkde9egUU763JtpY8vl8O+ItI1Dw8unx281xHqWoXLOwdoFSXeyh2C5UkNjOD83rWi3gzVrmX+0by4sv7RuNXtr64SJmESRQjaqISuWbHOSBkntXf0cUhvU8/tvB2saaLG9sprF9Tsr28lWOZnEMsNw5YqWC5VgNpyARkEc0mq+FfE+rrZzahd6fflLiWWbTHmkhttrKoRQ6qWfbgn5lwSx4HFehUUW0C/U8xtvh9q9poepWtv/AGRBPNqkGo2sMIZIF8vyyY2AXIGUI3DOc5wM4pbv4fXx1DUrmHSvC94+pSee0+o2/myWkjKA4XKHzFyMqCU6816ZRmmBxUnhvXNO1r7boUmmtHPp8NlMtyGiERj3bXRUUqRhj8nyjgYNReGvBuoaNc+HZLmW2kXTdNntJjGxyzu6MCoKjjCnOcfjXd0UJ2AKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigDn/AAb/AMga7/7Cuo/+lk1FHg3/AJA13/2FdR/9LJqKAAf8lDk/7BS/+jWroK58f8lDk/7BS/8Ao1q6CgAooooAKKKKACiiigAooooAKDRRQBm3fzainosJ/Vh/hUY/4/rP/ro3/oDU+fnU5PaJP5tTBxfWf/XRv/QGp9ANaiiikAUUVkeJr99L8Manew8zxW7mED+KQjCD8WKj8aAKvg/9/pFxqR5Oo3s90D6oXKxn/v2iV0NU9KsI9K0ey06L/V2sCQJ9FUKP5VcoAKKKKACiikJwM0Ac34h/4mmqab4fXmOZ/td57QRMCFP+85Rcd1D+ldLXN+Fx/aMl74ifn+0XAts9rVMrHj2Yl5P+2g9K6SgAooooASoWuIUnWFpUErglYywDMB1IHU1NXh/iDxNYt4o1DxMtxKbvRr2K3s4khcrJAm5Z/mC7fmLv1P8AAKV9bBbQ9xorgPGHjG/8Nz2F7aG2u9P1WIQWiM6oY7huUcsTzGQfm9MD1qtq/ijXLPWotAjupRPa2Uc93eW2jy3hkkcsAoSPhE+UnJ5PQdCaYHo9L2rC8K6pfaz4ft7zUrKSzvCWSSKSF4slWIDBXAYBgAwB5Ga5PTvEfiN/BsviG81fSYEkkaKJbi3ZUiAmK7yVbLtgHCgDJxz1yPR2Bao9IpCQoJJwB615WPHWqwWviSJL5L9rLSxfWt0+nSWp3ZZSpR/vLkAhhx1HOK2/7X8QaXqWnWur3FleRarBMVWG2KfZ5EjL7cljvQgEcgHIHrik3pcLa2O2iljmjWSJ1dGGVZWBBHqCOtJDPHPGJIpFkQ5wykEHBweRXm/hnW9d16007T9Im0/TRbaVb3UxNnvV3k3bURFZQiAKckc8gCsnRfE+paV4V8OaNaB4rm6F3NcTwWEl40apOwISNOTlm+8eAPcim1Z2EtVc9kqKWaKFVMsioCwVSxAyx4A57mud8Haxqer6fdHVLSeKa2nMSTSWclr9pTAKuI3+ZepBHIyDiq1sx1/4gXzSnNnoKpFBH/C1xIu5nPqVQqo9NzUdR9Dq2mjWRY2dQ752qSMnHXA71FLfWkLmOW6gR/7rSAH8ia4PQdLnT4rapc3ep3WoSWWnxxvJOVCxvKxbaiqAFUKi+5zyTXO6ho15Y6reeJ/EHhzQtRsLvVFXfLIZLlIWZY4ymAVwBtO3JJyelJatIO56/LdW8Escc1xFG8hxGruAXPoAev4Utxd29oivcTxQoSFDSOFBJ7c968j1Ky07WfB3irxfrFulxeSyXEOnvIMtbJGxjiEf91i43ZHJJrStdPs/Ed/r2p+KLeK8ttHhSyiiuBlIysSvNJg8biWA3dQF4pdH5Aeo01WVs4IODg4PQ1xegXF7ZfB+zu5LkwXcWleaJpU8woAhKkqSN2FxwTXNeFz4mttJ0PwvY6pBDe3No2qXV7JahjbxOwIQKWw7l2bLHHHaqfxW7CT0TPW6K8203xZrkl9Y6JcXEE9+mty2U91HEFWaCKLzGbbyFb5lU46Gn6z4v1mOXXk01oXeLUbTTNPVlGDK4VpNx78N+GKXaw/U9GqOWaO3iaWaRY41GWdyAAPcmvNfEmpeLfD8lpFe+IBb2bo8k2rRaSJY45Cw2xOgYlEA/jOSc8kYqzrOqXGo2MFtfSWs0WmWQ1TVZLZiYJXVS0Uak9VZl3kHsoHejzGtdD0XioZZ4oFUzSpHuYKpZgMsegGe59K8vtdV8fy3fhyCTVtOW41m1eSSE2WVtVVVbzMhgWf5gNvC5OO2afpniHUb+70nT9UltL7y9TvS929qo3w2y8SBeQjbyBuHpTe5K11R6nS15TpniLxhNa+Gtau9QtVt9Wv1gXTltfmaFyzBy+chggzgDGAM5rTn8X6kvgvxBrETxGVdRktNMzGMYEixJkfxfPuNAz0Dcu4DI3EZAzzilyACScCvH9T1fWdF8V+JvEIvFvjZJb6XbWi2hJklkwyqCrZ+VnBOBluBxitvwX4g8S3viFrLVItSuLKS3aQ3F3ozWIhkBHyKSSGBBPXnihaoHoehRyRzRLJE6ujAEMrZBHqCOtS1yHw3cv4MhQcxRXVzFCfWNZ3C/hgAfhXX0AFFFFABRRRQAUUUUAFFFFAHP+Df+QNd/wDYV1H/ANLJqKPBv/IGu/8AsK6j/wClk1FAAP8Akocn/YKX/wBGtXQVz4/5KHJ/2Cl/9GtXQUAFFFFABRRRQAUUUUAFFFFABRRRQBlv/wAhG4P+yg/mf60n/L9Z/wDXRv8A0B6V+NQuAe6oR+o/pSf8v1n/ANdG/wDQGp9ANWiiikAVzvij/SZdF0wf8vmoxs4/2YQZzn2zEq/8Croq51/9N8fxr1TTdOLEdt874U/ULA/4N70AdFRRRQAUUUUAFc74rmkl0+HR7Z2S51aX7KrIcFIyCZXHphA2D/eK+tdFXNaV/wATfxPqGrtzb2W7TrM9iQQZ2H1cKn/bI+tAHQQwx28EcESKkUahURRgKAMAD8KloooAKoaxqMWj6Pe6jKpZLaFpdg6uQMhR7k4A9zV+uc8Q/wCn6no2irys9x9ruB/0xgKt+shhHuCaANW0S7k0mBL+VVvWgUTPAMASFfmKg5xznGc1W0nQLLSPD0Whwh5bSONoz52C0gbO4sQACSSSeO9a9JStfQDj7T4daRBbpb3E15fwxWTWEKXjqwiiYkttwq4Y8DccnCrUr+B7cm0lg1fVre9trYWpvYZkEs0QOQr5Qq2Ox2g+9dXRTAoaPpVvoumQ2Fr5hiiB+aVy7sSSSWJ5JJJNY7eCNOPhq30MXF4kNtcfaYJ0kUSxyby4YHbt4LHgqRiuoooeoHCap8PftFhrTwaneXWq6jp7WRmv5VKEZypIRBtwf7oA5PBPNaOmeCrWynhuLjUNRvp4LcwW/wBqnDrbqwAYJhRyQMbmy2O9dTRR5Bc5FPAFhBBYpY6jqljLaWi2X2i2mVXmhXor5UqcZOCACMnBFLF8P9MttK0yys7zULWXTTJ9lvIpl89A5JZSSpVlOejKeg78111FAGRomiQaHaSQwz3FxJNK00091Jvklc9STgDoAMAADHSq+i6LPpmt67du0TW+oXCXEQUnepEaqwYYx1XIwT1reopX1uBlWGh22n3+qXqPLJLqUqyT+aQQNqhAq4AwoA6HPU81z9h8ONOsrq1L6lqlzp9lN59pps84a3hfOQQAAWCk/KGJxXbUU1pqg6WOMj+HmnLqguGvtRewW6N5HpbzD7Msxbdu24yRuO4KTgHtTtT+H2n6pqd1dPf6jDZ3rrJe2EMwWC5cADLDG7kKAQCM4FdhRSWgbmbrGjW+saDd6RKzw29zC0DGEhWVSMfLwQPyrCvPAkd0thLFrmq2uoWlv9l+3W7osksROdrjbtPPIwBiuvNFHmHSxxj/AA505LXTYtP1DUtPmsHlZbqCVTLIZceYWLKcs2BzjjtVjTvAWlaZHaRxT3rrbai+ojzpQxkmZSuXJXLABuOc5AyTXV0CmHkchrPgO31bU7u+i1jVdP8At8ax3sNpKoS4VV2jIZTg7eMjHFTp4G0qLwxe6BHLdJbXpPnShx5hGAAoJXGAqqgGPuj15rqaKForB1MgaDajXodYDyieK0NnHHkbFUsGJAxndwBnOMDpWNbfD7S7WERx3V9xYz2KuXTcFmcu7/d++SevTA6V11FIEYn/AAjFir6EweYJoqlbaPcNpynlgtxyQucYxyawofhnp0c0Ak1XVpbS2vRe21m06+TE+4vjAXJGSepJx0I5ruaKfmKyORn8A2FzHrMU19fmHVLlbsorqpt5lIIeMhcg5VepI4FJB4TvNLsdRmsdWur7W7uEQLe6nLuEa542qq4AGS2AOT1Pp2FFLoO5m6JpVvoWjWemWv8AqbaIRqT1bHVj7k5J9zWlSUtPqJKwUUUUDCiiigAooooAKKKKAOf8G/8AIGu/+wrqP/pZNRR4N/5A13/2FdR/9LJqKAAf8lDk/wCwUv8A6Naugrnx/wAlDk/7BS/+jWroKACiiigAooooAKKKKACiiigAooooAzJ+NTf/AGoUI/Bm/wARTf8Al+s/+ujf+gNUl8Nt7bydNysh/Q/0NR/8v1n/ANdG/wDQGp9ANWiiikAVzvhv/Sr/AF7UzyJ9QaCM+iQqsRH/AH2sh/Gtm+u4tP0+5vZ+IreJpXPoqgk/oKzvCdpJZeFNMhnGLkwLLP8A9dX+d/8Ax5moA2qKKq3t3DYWU13cPsggjaSRsE7VUZJwOTxQBaorz27+LugW7vFHb38sqHBUxCPn3DEEflWFcfGmcsy22gqq54eW6z/46F/rT5WBt/EL4nweBrxNPms5Wlu7R5La4UgokmSAHHXaDgkjJ9q6fwhJpcvhXTzo12LuxWIKk+CDIR95mzzuLZJz3Jr598Za1N421nT7/Ura1CWSMqwIrbXyQfmO7JHHbFdBpvxN8Q6cyKDaSWqAKLfyAiIoGAF242j86OVge/0V5xofxf0HUXjt9R3addu20LkyIx6D5lGR+IA969GBBGRS2AWuc0X/AImHiTWdWPMcTLp1ue22PLSMPrIzKf8ArmK0tb1JdG0S91Fl3m3hZ1jHV2x8qj3Y4A9zXPx69ofgXSLDStY1EJeCEPJiJ3MrsSzt8qn7zlj+NAHY0V5/cfF3w5GD5CXtwe22LaD/AN9EH9Kw7j40vvZbXQcp2eW6x/46EP8AOnZgeuUV4fcfF/xBJ/qLaxhHujP/AOzCsW8+IXiq9OTq8kA/u26Kg/kT+tPlYrn0VRXzH/wk2v8AnCb+2tQ3g5DfaX/lnH6V1+j/ABd1azVI9Ttor5BhTIp8uTHqeqk/gKOVhc9torl9F8feHdaeOGC+EVy5wILhSjE+gJ4b8Ca6fcPWpGLRRRQAUUUUAFFFFABRVXUNRtNJsJr6/uEt7WFd0krnAUVFPq+n2+mR6nLdxLZOEKz5yrByApB9yw/OgC/RVeK6glllhjmR5YSBKisCyEjIyO2RzzVigAooooAKKguLiG1t5J7iVIYY1LPJIwVVA6kk8AVKrBgCpBBGQR3oAdRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAc/4N/wCQNd/9hXUf/Syaijwb/wAga7/7Cuo/+lk1FAAP+Shyf9gpf/RrV0Fc+P8Akocn/YKX/wBGtXQUAFFFFABRRRQAUUUUAFFFFABRTHkWNSzsFUDJJOAK4zXviVo+kF4rYm/uB/DCwCg+7f4ZotcDqNRH7qJ/7kq/kfl/9mqu+RdWbek2CCOuUYV4b4g8Vaz4pby7h2W2DZWCHIUemcck+5pdC17W/D19bkXMk9pvDC3mffyAcjJ5GRnB9arldhXPoeiqOl6jBqunQX1s2YpkDjPUeoPuOlWJrq3t03TTxxL6uwUfrUjMPxmfO8PnTxy2o3ENiR6pI4En5R7z+FdFXzh8Q4Luf4xW76H4h+xwXaR3MlzFcHy7dlUxs2FON20dOp347mvWF+IWg2FrDbC7vtQkiQKZVgLNIQMZY4AyevFOzA7esrxJAtx4Y1SJyQrWkoJHX7prk5vilbLnyNIu29PNdEH8zWPqvxGv9Qsp7aGwtLdJUaNmeZpDgjB6KPWhRdwI7mxtb+EJd20cq443KDj6HtXEap4ftrXVHt4Zp1iESOFLhiCxYEZIzj5RWk+s6khWRriMpH8zRrDgOB1BJOR+H/1qk1plfWQ46Naxt/489bbkGHHolopy3myezyMR+XSrC6dZqci1hB/3BVgdKWlZAQTqsdpNsG3EbYC8djX0Vbj/AEaLv8i/yr53uButZR6ow/SvoVYxLYLGGK7otoZTgjIxkH1qJlIxNf8A+JhrOjaMuSjTG+uB/wBM4CpUH6ytEfcK1c94sVZ/FdxBKqPH9ihJV1BBy0nY/SuG+D2rePNa8UXE93LHdWFui2l1d3iFnUIzMI42BGWJckk54xnooru/FCsPGEzEfK1nCAfUhpM/zFKG4M4y/wDB9hcb5LUvayEcKgymf93t+GK5q98N6rYIXMIuUH8Vvlj+K/e/LP1r0N54ohmSRFH+0wFRw39rcyPHBcRSOoBZVcEgVs0mSeVA8kdx1HcUtenX+kWGpqv2u2SRl+6wJVl+jDmuK1Pw/Ha6u1tDcyrCIkcBgpYElhjOOny+lRy2AxqD0rWXRrcfeeZ/958f+ggU5dHsA242ysw7uS38zRZjMNpIxkM6c9iRW7ovjTXtDYf2feXE0eMeQyNNH+A7fgRVpYI0GEjRR6BQKko5QPSfB/xGbxBeW+m3+ly2l5KrbZF/1bFVLHgncvAPr9a7814r4IAPjjTD6ebj/v01e1VnJWZQtFFVry9tdPtXur25htrdBlpZnCKv1J4pAWaK5v8A4Sa41H5dB0m4vVPS6uM21v8AUMwLMPdFYe9aWlw6rHHI+q3dvNK5BVLeEokY9ASSW+px9BQByHxA1DztV0TQVsry/jeb7dewWkYdjDERtBBIGGkK9/4TXLLqLf8ACt9X0Ca3ubeXStQtliiuV2SC3e4RoiRk9Blev8Nesx6TYx6vNqywYvpolhklLsfkUkhQCcAZJPAGe9VNR8KaLqt7Ld3tn5k80SQyOJXTciOJFBCkA4YA569unFJaffqDPOdSvL/w5qfjjUNOuruS6kv7O2QO6MqeakfzANhdyg7V3HAGM1cbUPFGk22tRy/2pFbDR7i4jfUrq0knjmRflZPJYsVOecjAIGDziu5uPCeiXd9fXlxYrLLqEIgugzsUlUYxuTO3IwMNjIx1qG18EeHrKG7iisXIvIDbTNLcyyu0RGCgZmLKvPQEUdB6HJvHray+EbQeJdS36v5kl3MfLLACEMVjGzCjPTIJHXrSNrmoWWmaxpc+u3vmW2rpZW06WyzXcyOiv5agALvwWAYjgDJrvTomnGbTpjB8+mhhatvb92Cu09+fl45zVO78I6HfJdJcWW77VcLdyMsrq3nKoVXVlYFSAAPlI/Wm3qStEkzzHVr7Urvw9440i7udYW2ttOiuYF1F4vtALb9ykpkbTtHB5+la13eeIJ/EM+g2D67NbaZZQMr2NxapK7yAnfI0xG4DGAFGODntXaW/gnw7bLfJHp2RfwfZ7syTSO06c/eLMST8x+Y/N78CmT+BfDl1DbRTWUpNtEYI5Fu5lk8snOxnDBmXJ6MSKBmD4X1zXL7xHpcGqzKJJNFklmhikRkaRZ9gfKErkrjOCQMkVlWeq6xrJ8PWq63dW6Xup6lFNNAV3tFGzlQCQQMBQAccCu3u/Bfh++hsoZNOEaWKGO38iV4TGh6rlGBKnHIOQalsvCmiab9h+xWCwrYSSyWyq7YjaTO8gZwQcng8DtijTqI1oITBbxxNI8pRQpeTBZscZOABk/Sp6KKBhRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAHP8Ag3/kDXf/AGFdR/8ASyaijwb/AMga7/7Cuo/+lk1FAAP+Shyf9gpf/RrV0Fc+P+Shyf8AYKX/ANGtXQUAFFFFABRRRQAUUUUAFQ3E6W9vLPI21I1LsT2AGTU1VdQtBfabdWhOBPC8RPpuBH9aAPE/Fl7q2vLJPHeTmEsCtqpZVAz8oK98jox/pXPWsFu8KSRxs25QQX7fhXUSLcR6l5M8TxNCiwyqxwC6sTkHuPT/AHqzLCaI2u4RgK0kjLx/CXYj9MVtZdCblZUl27QCq+ijAplxYySWr7QyuBvQjsy8j9QK1/PQdEpk14sdu7leFUsefQU7CKdte3qWSQx3V0tuw3rEk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"> </span>&nbsp;&nbsp;</span></div><div><span>​</span></div><div><span>​</span>La figure 3 ci-dessous représente l’engrenage constituant le multiplicateur :</div><div>​</div><div style="text-align: center;">​<span><span contenteditable="false" class="image-container" style="cursor: ns-resize;"> ​<img src="data:image/png;base64,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"> </span>&nbsp;&nbsp;</span></div>Question 3.1<div style="text-align: center;"><span><span contenteditable="false" class="image-container" style="height: 95.75px; width: 153.001px; cursor: ew-resize;"> ​<img src="data:image/png;base64,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"> </span>&nbsp;&nbsp;</span></div><div style="text-align: center;"><span>​</span></div><div style="text-align: left;"><span>​</span>Indiquer le sens de rotation du pignon 2 par rapport au pignon 1 :&nbsp;</div>2.5Sens identiqueSens opposétrue1noneQuestion 3.2<div>&nbsp; Indiquer si le pignon 2 tourne plus vite ou moins vite que le pignon 1 :&nbsp;&nbsp;</div>2.5Plus viteMoins vitetrue1noneQuestion 4<div>&nbsp; À partir des valeurs données sur la figure 2&nbsp; et de la formule ci-dessous, calculer la valeur du rapport de multiplication.</div><div style="text-align: center;">​<span><span contenteditable="false" class="image-container"> ​<img src="data:image/png;base64,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"> </span>&nbsp;&nbsp;</span></div>4.0Orientation<div>&nbsp; Pour orienter correctement la nacelle par rapport au vent, un anémomètre et une girouette mesurent la vitesse et l’orientation du vent. Les informations sont transmises à un calculateur.</div><div style="text-align: center;">​<span><span contenteditable="false" class="image-container" style=""> ​<img 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</span>&nbsp;&nbsp;</span></div><div style="text-align: left;"><span>​</span><span style="font-family: var(--font-primary);">L’éolienne se met en sécurité quand la vitesse du vent dépasse 90 km/h.</span></div>Question 5<div>&nbsp; Compléter l’algorigramme en vous aidant des indications fournies.&nbsp;&nbsp;</div><div style="text-align: center;">​<span><span contenteditable="false" class="image-container" style="cursor: ew-resize;"> ​<img 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</span>&nbsp;&nbsp;</span></div>6.0AVitesse du vent > 90km/h ?BMettre en sécurité l’éolienneCAutoriser le fonctionnement normalSi vous n'obtenez pas les 6 points, réalisez la remédiation "Algorigramme"