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	<title>Azul School | Ariel84 | Actividad</title>
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				<title>Ariel84 respondió a la discusión Leccion 4, Tema 8 en el foro Grupo de Python</title>
				<link>https://www.azulschool.net/todos-los-grupos/grupo-de-python/forum/topic/leccion-4-tema-8/#post-23408</link>
				<pubDate>Sat, 17 Oct 2020 23:14:04 -0500</pubDate>

									<content:encoded><![CDATA[<p class = "activity-discussion-title-wrap"><a href="https://azulschool.net/todos-los-grupos/grupo-de-python/forum/topic/leccion-4-tema-8/#post-23408"><span class="bb-reply-lable">Reply to</span> Leccion 4, Tema 8</a></p> <div class="bb-content-inr-wrap"><p>Ahora entiendo, ¡Gracias!</p>
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				<title>Ariel84 inició la discusión Leccion 4, Tema 8 en el foro Grupo de Python</title>
				<link>https://www.azulschool.net/todos-los-grupos/grupo-de-python/forum/topic/leccion-4-tema-8/</link>
				<pubDate>Fri, 02 Oct 2020 23:48:11 -0500</pubDate>

									<content:encoded><![CDATA[<p class = "activity-discussion-title-wrap"><a href="https://azulschool.net/todos-los-grupos/grupo-de-python/forum/topic/leccion-4-tema-8/">Leccion 4, Tema 8</a></p> <div class="bb-content-inr-wrap"><p>En la parte teórica de Index y Slice, en el comando frutas [0:2] ¿Por qué solo muestra  [‘Plátano’,‘Manzana’]</p>
<p>y no la &#8220;Naranja&#8221; cuando esta se encuentra en la posición &#8220;2&#8221;? Gracias por el apoyo.</p>
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				<title>Ariel84 respondió a la discusión Problemas para descargar Python en el foro Grupo de Python</title>
				<link>https://www.azulschool.net/todos-los-grupos/grupo-de-python/forum/topic/problemas-para-descargar-python/#post-22867</link>
				<pubDate>Sun, 27 Sep 2020 17:42:03 -0500</pubDate>

									<content:encoded><![CDATA[<p class = "activity-discussion-title-wrap"><a href="https://azulschool.net/todos-los-grupos/grupo-de-python/forum/topic/problemas-para-descargar-python/#post-22867"><span class="bb-reply-lable">Reply to</span> Problemas para descargar Python</a></p> <div class="bb-content-inr-wrap"><p>Funciono, gracias por la ayuda brindada.</p>
<p>Saludos.</p>
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				<title>Ariel84 respondió a la discusión Problemas para descargar Python en el foro Grupo de Python</title>
				<link>https://www.azulschool.net/todos-los-grupos/grupo-de-python/forum/topic/problemas-para-descargar-python/#post-22862</link>
				<pubDate>Sun, 27 Sep 2020 01:48:48 -0500</pubDate>

									<content:encoded><![CDATA[<p class = "activity-discussion-title-wrap"><a href="https://azulschool.net/todos-los-grupos/grupo-de-python/forum/topic/problemas-para-descargar-python/#post-22862"><span class="bb-reply-lable">Reply to</span> Problemas para descargar Python</a></p> <div class="bb-content-inr-wrap"><p>Buenas noches, este el mensaje, aun cuando seleccione &#8220;add to path&#8221; </p>
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				<title>Ariel84 respondió a la discusión Problemas para descargar Python en el foro Grupo de Python</title>
				<link>https://www.azulschool.net/todos-los-grupos/grupo-de-python/forum/topic/problemas-para-descargar-python/#post-22860</link>
				<pubDate>Sun, 27 Sep 2020 01:46:52 -0500</pubDate>

									<content:encoded><![CDATA[<p class = "activity-discussion-title-wrap"><a href="https://azulschool.net/todos-los-grupos/grupo-de-python/forum/topic/problemas-para-descargar-python/#post-22860"><span class="bb-reply-lable">Reply to</span> Problemas para descargar Python</a></p> <div class="bb-content-inr-wrap"><p>Buenas noches, este es el mensaje, seleccione la opcion &#8220;add to path&#8221; Y sigue igual, gracias por el apoyo.<img 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ynsnuPyvaXSuWtLxSgVje/oLT5GdVLX7G8J7qv1sqlr6js3aO6d5/alQdqu3z5K5b377N88DVVObZ/n9LePQpy3cF35C9/Q2r7HsmtL0nvfEVm9z7JnS+Ib31G8fo3FK59Tf7qA9IH90gffEXu+gMEOKsv/7EOsdfvEzv4koUrX7Bw+Uulxf17xK58RfL6N6RufKuUvvkdmdvfKmXvfMfjyt/5nsKLPyBgW7j1HYWb35K79i2l69+zcfefWL79EzO13zKcfpPJ4vvMVD9mrPA+I4WPGMp/zED2Q/ozH9CXfp/u9HuP1J//iN78h0o9uQ/ozr5PNPMekfS7RFNvM5h9n1+s6nJsWMqsmwusGnOs6jOsazNs67NcMRW5Zq1w3VJiX5/lkibFnjbNdtcSK21z1FpnWe1cYNOQZMucZduUZVWXYEUbZ82QYcOUU/fcca2w7qhSNufJ6FOkdGlSxiwpc46kucCsNsmcPsO8Oc+cKceMIcO0IcOCtUjcWWXJUVGuhzgfKUeFjGNZObQpS4mEKU/KWSLpKBK3ZIiZUiwZk8QNSfXHMmNIUzDnqFhyLNsKVK15pZq9yKqzzIqj9AhoN9wVNrxVNn3LrHmrrLgr1FxlpRVvVYGsuLECuKu+OugKzAoU1bX5aN2IbrAV3WS7e4vtyAbi/Il2I5vshDfYC2+yH93mWvcuVwObXPWscuCqcdOzwmuBLd6N7PJReIffBjf52L/GF6Ftvgxt8plnhc+8y3wd3uS77i2+D2/wB3FQxT31bvCTe50/udb4wbnC944a3zlrfO9a4QfvOv8Q2lFA+/f+Lf7oXOV78zLfGIt8bynyva3EA2OWz7QJ7ptzdUc2sM63jjKfmzLcsxd44Klw31vlnrvMp448v7Wk+ciU5BNLlo8MSd7pWuKNrkXe1Cd4x5blLXuWN6xZXjYlecWU4WVzhheNKW4ZEtw2JnnZkuOus8hNY5I7tjQvOfLcsme57cjxsq/MS74KNz1FBbGXzCl2LCm2zEk2LUnlVgrwCQjKA0jNU2TFXVb/blv+GlveZbbcVTY9ZbZ9VXaCNbbDK2yFV1iPrrDevc5K9xq1aE3B6nqkzFq4xGqoqCB2PVJFwLYWKCLbArbi0Aowr3pL1NzyEJRXD0GrroduvgC1K8eKM8uqM8uaK8emu6DAU2D05xIgFTWOr5jTrFpSrFoySsuWNI9LwFUkTqyAq4CqglVjktzPJIAqx2RN6mKPlNIvkTbEyRjFEU3UQVY95OXU5yRvyvK4csYMWUP6LyTHGpJrG9DbWOUz97hypiyijHz+zfU1bZEHzjwpS56k/D9gKzyqtjSqLo2HVFWJeXhdyppF9jP2+uuTpjRpa4Gip0LJU1MPtOqeloy6r8BqY19WeZ08BGcdhUcPwenG/ynOGhlXjZSjqv6/SXtWlGOq/t9x1xSkCqgKtCZcy3Vw9a2oapK4qYXgBqXwFtXuSyz37FHrvcxK3z4rvQfU+g5Y7r3yUFep9ta13HeNtaFbVHv2KUf3uDL1Kivde+yP3WF35AbrgwcczL/KyuQ1rlffx9oxxoUzQTq1w5w4F8DomUPrnuKJY2ZOtoZ45riFJw7r6bKPKOlc43j7Enh74oSH8rSbhjjTGUHjukizZZh250WMoRim8BKntH08dcbB4RY/T59z8NRZO03WAZx9cZqtfXS6R+jyDGPvnSM4nsQQHMPWM43WNYTGOYjG2Y85MIajd5o2ezee4Tk0vn4FsMboKLrQEI7hWfTRcexDczQ5ezjv6KXJNcgxY5Rm1xjPdwVpE5AKzNDmn+WCa5JWXx2+zjonOWIYoC24oAD0rHOc4+ZBnumI8IK+n+PmYU5axjlmHuXpjm6e0/TRGoxx1jVNS2CRlsA8Z5yTCnbFqRXXVoDONJjjiHGY45YxzrpmOGGd4IxzmrZQHMNAnuc0/fyyKUCTb55nu7qVq9samqMlOKug9aR9hNPOMc64xpHjZ1yjvGAUUBzg6Q4fHZFZWoOTnHEOcs49yBlXL2fdfbSGRjlhC3FU76bV06dczCZnBFPvBO3BXo4ZHZx1++kI9XDBJ2AcpDXcQ0d3v1qbAhFaQv1oeicxDM6h6Z2iLTxGe3gSAcET1n5O20fVz0V+BppoGsNAgWb/Is9r+9XP55R9HNHzum7k+xD4ltc1+8fpiFzkiCHIs51ODmldCuxavH3q6+sMDGDpv4gmPIC5fxRNuI82Xze66BC24Rn0PWPItS2BAQWdR81+jph8PNlu4ay7h2e67DzdblWu569b3fznI138b0+e5z8908x/O66lIzRFk3cYbc8M+r4Zjuo8tPkH0ERG0USGMQ9cRH5WJ0w+Wr1DtAZGaPONcsbRwzG9n0OdLl7QeDhh8PF0s4nn220802Lm1+f1HNe4EXDVh8YUiHf4+7EMTKjvqys4iC4yon5HOwPDCpSParzqAeOvXtCoB4S/PmVTDwivfP4/KRx8wvpLPzJdeYfs3hfk9u6xtP47Kte+pXz1Gwr799V26eBrilcekN+/p1Q8uEfl4AEVgcyDBwoy8wd14Cxe+07Bp6ylG98qZ7N4q74tcCgAKvv5G9+QuXqf1P59YjufK8m2aHH7Mxa2PiWxd+/R8cKN78nf/Jb01a9JHXxF9vq3FG//SPbW9wpS4wf36wB7+Uti+/dIXH1A6vo36rxcIxArQKtg9tb3ZG//QPbFH8nc+YH0Sz+qbTmWv/MjpTt/oHLnjwpe1178R0pXfyCx9RUz1d8xWfyQicIH9bX4kQLYvtzHiHofqif7EY+rO/cR0eyHRDIfEE6+RyjxLsH4O4REsdf5Rd5YRKlR9jdmKRmyVARqjQUFuBVNkmJnTKmiTVDRJynoYhT14hAlyWsX69v6pDpX1iWoGlLUjFmlXFeCnCZJTicQmyStz5AwZojpkkx3xZjVpZk1ZhXIzppyTOnTTOpTTJuyzNgKTFlyzIhba8qpa2LmAoumPDF9ljldinmzQHCGBVOSeWOCmCHBkj5BQi/vlVJ/mKvWYh1a7UUFtQ2wFaBdd1cV1Arols1ZSqaMWsu2PBV7QWnZWWLVU2XVV4dYAVmJG4hTKw5tLVCj5ltm2b+s1r9wbf01BHjXgqtqle1GPEHAdi+wzp53lT1PjWv+dV4Mb/FadJc3ZPWv8qK1wG/cVd4LrPG+f5XfBTf4sneXbwb2+aZ3V7m1f/St8QfvOj961vjBvar0rWddlft/jFzim+AGnzuX+diU50Ndhk8Mee5Za8g1P/hW+dGzwn17iS/MOb6w5JXz+rk1z8e6BL8zZ5R+a8nwgSnFu/o4b2oXH+n19lne7Irxtj7Bm8YkbxgT3DUmuaWLcbVrjhuGBDfNKW5bs9y0ZbllyXDTnFbrHVuOm/Yct1x5bjrz7FtTXBLn1Zxgx5hgTbfIvquAlNrFpazpYlR0i8qhXLNm2XCJoy7/RgKV4s6WFcTueGvs+lbYC6yx43sYOQjVYwLiwC4HypR8BXKuFFVfllV/nvVgkY1Qic1wVUniBTVvnqo7S8WVoexMU7anKNnSFK31sn29fJ+gaktRc2QegeyyPU3VmlTOacm0hEgc1X9fCcrGhPosVc0pGmpAq4BrI0agogSPua8CtFlVpv//XjOqpB/n52tcs0i8a+mRljpjPK6kNsHjks/w40oaEogaUQBVDVHAmlVuadqUQyQPrg14FahMSGneKmX2cv0BVeDQvUzGtUzWXSPnWaHgW1Pb8gCbsMpr8ipSlPcsU/StUPKv/gUECxDLNQLDOXdVXVPw1tS2VG4Krqqq4AjMChArqBWAdSyr8n/OtYIq+XvXyPrWFMhK+b8Y2qIY3lbKhTYRFSLblCI7lCPbqhqzHNmh2r3Lco+AbB1mqz17rPRfpTZQ18rgNVYHbyp4XRu9g2hr7CU2R+5wfeFNdsde5Mr0K+yO3+bFxNtcW3ydtYlrvFT7mJ3C6xg7hrnQFKLDMKTA9WhLgL99XsNzJy1c0EQ50ezl0GkbOucIgcG0glhbaA69ewJLaAF7dAl7NI45uEC7bYIu1zTtzmmePe/lP/3Nef7zk60cbQ9xztTPBcsgxvCsihTo/BNYotMYghMKYCUq0GKPcs4YpN3Rq6IE4spqvUN0uftx9E8Rmoxj67+IfyKGNjxMV3AYXXSCZvcAXaFJDnX4OG3rx9C3pErp4q5qo4ucNA/R7Jl6BKdHxB01jXLOPcNpx0W6ulMct4xwwTvDcxpx6/o557rIedeMch6f6ezhpG1CAWxHJMEZ55SC22c6ozyvlRL1iCqtSxSgNTDLBe8cx8xjvGAY5nntAMct47SHEwqC5T4Cxc929dIZjSNurrz3ObdEBRYUzDYHZhS8nnKM0h6Z45RjmKc7/Yhj2xGZ5oRVYgg9nHUN0OwfpSM6oYBTgFYcyhZ3rwLCZneYM1Y3zZ4ATW4/Lf4A1pFRzrmcdEbCmIZHsIyOoe0bpDkQ4bTLx0lHgDOubs57+zjtjCowVvd1CHDXYw+nHRMK0uX7Ou0QZ3pG/Wzk59nkm+W4VRzfITqi8+j6l1Q5/4gxpGBb7nve04O2dwLn2DzGvgkMPSPYh6fQdw8jX3OzO6hA1jIwhrF/jPZAP+fc3cqFla+pIzpGZ89FBdvNgWE6uyfp6rmoVl3fHBJrOC8RF++kilA82eahyTPKGfsALf5RDP2zGHouYh2apTM0SLOnm67IAO3+Hs47w5ywBDli8CvXVuIHzb4hWvzDnLaEONTp4NlWC0c0Lg512Pm70138zbE2nrlgVEB7UufhBY2F0xYXJ00uTpklrtKLJjSk/l3O26M0OeoRhQvOAQ5pApyxD/FfjmoYyOxx/eO/p3jtc5a2PmTj7h/ZeOUnMvtfkr3yFZn9ewpCG25o/up9stfuU1/vqW1xRpPX7pO89rWSgKMoLcB441syN78jd/s7Vf5P3/harbLfOJa6/kCBafzyPUQCqSKJAsQufaHiALKmDiQK8J1S5to36hoB2cKtH9R7yHsKyC5d+UqpAbHy/gKxsgrANpR5CLICsZmX/8D81a+IX/+a2hv/zMob/6wgOX/9B7Zf/x9Ub/xE7vJ3xNa/YLryWyaLHzFREJj9kPHCxwwUfkdf/rf05n6r4LU781EdWNMfEEq9Ryj1vlqDyfcIJgVg6xAbWHqH4NLbRGNv8YuEIUdcmyGhFxclS9aYI6vPktenKerSlPQZyto0xa64UkGbIK9LkOlaJN25UF/b58l0LJDXLFHU1UFXYLeqT7NiypHpWCIrMKtLkRU3x1R3UwRm53QJpvVpZoxZZi15LpqzjBtSDOvijOgTjBqSapXtEW2ccW2Ci7qU0rQmyVRXnCldnCl9jFn9ktKiPq5ANq6r/wEWR6liL7HmqiiYbcBqA2YFUgVa86Y0GX2CtE7+2CcoGtMKaJWT6ygi14lDu+wWB7CsXNnVYI2yp6wcoaKrTMFdpuAsKcm+qOSuUPZUqXiXlWS76hHgXVFgK9nbDXER/TUuBSXXucH18AY3Aitc85aRXOUdf4XXwqu8Hl7hrdAq70Y3lN4L1Pg8sM4DybGGtvk+sst34R0VSfg8sMkn/lU+8q3yrq/Kb1xlXrXlecWSVWX9N20l3ndU+MK3xheuKp+J++qs8KmrwieOEh/Z8nxgqccD3jVnFKS+qlnklc55Xu6a51VdTEHr28YUHznK/N6/qt7vXXf9fcR1vapfYl+/xFVTkhuWHDdsebVeM2W4akxzxZhC3NZda5Jtc5J1wxJr+hhrxiVWDXGq+pgqr0tGVErxm44C684Ca448K7YsVUuaNXnIcJVYd5WVCyvguudb5iC0xvXoptq+FKipiMGWX/LPZTZCFSXlsnpzbAdL7EWXudxdYze6rDK3cp3EBiQzK1EC2RZYFWgtS2m/IQHWxyTnCsYYef0CWe2cWmW7oYJugcdV1CwiKmljSvKA2FDjgbH0MAcredhHWVjJx5oS5PR1OP1frVndEmndErKmtDEy2hhJzSJpzaJaE/o4P1dctxK2CzMAACAASURBVMSSvq4FzQI/16J2kYbkobEhqYQkjCnEKU2a6lWXhCmLKG7J1SWVloeSjGnSVa0DrOTkH3M484F1iqFNBYridmb8q6S8NZKeZVX6lzJ/vbxfIm7Ls2TNqcpMwl5Q+1KlyXnrwCswKyoH1h6pElynGtqg4FlT+VWBWdmuhLaVysEtin5xWbeVBGSl/J8PbtZjAJEdKt2XqER3fqZdytFdBbkCupXuy5R7LlPuvkKp94By31WqA9dZHrxBbegmqyO32R5/masLv2Ft+Ab7s3fZmbzD1aU3uBR7lWv5t9lK3sVnmkHfMURzWy8nm8M0m4ZoMQ+jdU6gc0wot9UVWSI8UsDXn8TXn8bonUbnmaLTMU6bdRSjf452+ySHLvg5dCHI8fYeTuv6+fVZF8+c86DxTuMfLeLoT6ILzCiQbXUMYutdUCArjmyTJUKrvQdjaByNdwhn/xwdrn4skUm6PBJDCGOKTtDi6KYzIEDQR7O7j67QuCqXnzD3YBvJqIhAm38aKWU3eya54Brn+c4Q//tzncpJPOOYUDGBJ5qCHDOOcNI6qjKsT3dEeKIloIDyma6wOi7xAXFqBWrFffXPbaHry3LeUwdV2Rb4lGysZGgFYCXbKpGCJ9siCu4ueOc5ahpV7qy4uuLoihPbHo4pJ1egT3K14rqe915EwLXJP80515jKv0qZviUg8YUBBa/iwp6y9ys3VnKe4jCKY9gWHKXJO6gynlJmF8hv90RpcoVo90tZvof2QEhJ192rgFbT3aMAtiPaq9zZMwKxNi/HzB4VLTjn6VUge9oZoTkgoDusXFnJ5baF59UDQMN1FrAXh1Z+HvJ9NAemVIa3q3cO/WCMru5pBdpdPROYhmfR9IhrG6Al0McJq49TFh9t/j5Omr3KOfZOLeIYm1HS9Y3T7O+ns3scbd9FTjq6OWIO87xJ3OQJmgKjHDYGOW7r5skOp8oMP9MVVCCt6Y2rBwKJaRzWR/h1q5O/PW/i2S4PXdFJtD2TtAYH1f27ukfwXlzCN5umNTCkohXGoXnlSp9393PSGlHRhRb/oPrda/UOqPWE0c9zbVbl0h7udHBc7+FXZzsVzB7RWjncZeak3sUpg1tlfo8J6Ha6lZrdQ8qh1vXM81ynj/OeMfbf+5HN175VMJu78hmxzQ9IXPqE6u3vyV65R3zn98o1Fec0e+0B2etfk7v+NZnr9aypQKxAY/yhEte+RiTl/IZSN7+mofStbx6V9WVbjgvwyj1EDQBuQKkAssBp45wAqUCrHJdV9hsQ3bhH41wDpOUaJQHaBsA+3E7f/p7Uiz+Qf/Unind/UqAr98nf/J7ll/6BlRf/gdTOAwWx4saKEzuef5+x3HuMZN9TsQCJE/RmP6An82E9MpB6n3DqnbrrmniLwNLbBOJv/nmNvUUg9hsCD9fu+Jv8Yt6QZU6bJiYuqSGnnFKBWin/Z3QZBbQVU56yMackcCdgmNTEWOqYJ942p2BWQDbbuUhBG6ekjVPoilHSJKgYMxS0KeXIpjqXiHUsstQZZ0mbZEmfYl6fZErA1JBWEDthTCtwHdTE6H+oAe2S2h7oWmSoK/YIaCc0CcY1S1zULimQndHFmNMtISArimmWlBKa+ENXNq/c2IIhRV5cZUNK5WYbeT7J++WM4uCmFcSKMytasRcR51Y5trZ8vWHMnqPsyFNxFik4C6qkKeVKKV2qsqct92hbNaO5SnXIfQi6ArgCtuLgKrf2YR5XGsukDC7gdclbZcdV4Iq3ws1gjTvhVV4MLnPbX+G2r8wtb0nlR990V/jQv8pn0R3u9V3my759lbF9x7fC685y3fl0FnjFV+XVQI27/hVedld5yV5S5f33PMu8bS/xnr3MB54aH3pXeNdZ4R1Xhfe9Nd5yVXjTWeYNe5G71pyKCMj6uqOozr3jKPORu6aA+W13lbv2PLdMaQWv+4Y4l41xrpjTXLVmuWbLcc1a4MCS4cCUZc+UYs2YoGZeelRil1L7ii3Nqj3HmiOroE5cyjVnQcUEpKFLgHTdVWTFnlMAu+4oIdp0lB4B766rzGXvMjcim1wJrrLjLlOzZqhZU6y786rxaz+6yqVAWTWDXeuRxrBVLkeW2Q2W2fQWlcMq4CqgWjJLKT9G3rCopFxWc1w1fAngyrmMdo5U14xSRjPL/0oCuDlNQwsUuurKaRZUhUOqHA01oLbR1PX4KlArAPsfKdW1wM+V7JxHFO+cZ7GrDqrzXfM8rrnOOWa75hTEzmsfXvPvrPJZm3/4mXv02TMkiOlTLBhSxEwZFs0ZYpYsC5bso4YqyaOKBGQFTgViG8oE1sgJZEa2KPfsUuq7pFTs3SUb2WTJX2PanmfSlFY51jlLRt076SojkveZk3O2vHrvxvsL5EoUKe0qk3VV6q6vZ63uwrpXFbg2QLYU2FSObM6/Tta/Tsa3puIEf87CriuoFbDNy9ca3qQY2aoDbPcupe5dlW8ViC32XKbQvf9n9dahtiiRg+GbbE3dpTxwwNbUy6xN3GRn/i7l0QNW5u7w6t6XDPvzHPq1AYN+jKb2Osh22MfpdExgDy9iDy5gdE9hCy3g7UupYybfDObgvIJYg2+GM5oepReagzx50sE5/TBnDcOcNQ9zxjSAIThPYKyEcyBFp2eSdtcoGt8kbc4hLN1ztDuH6HANKnW6B/AOx7F2T+EZiaHxD6tyrWsohiE8iWcsiS48iVXAKDSJJjpLq/8iCva803SEF1RuVcCzIzivmq0EZP+vIwb+7ryLZt80hv6MAlPJdwrESnRAogV/d8HLL5s9qhQu5XA5J8clHys517bQEt6ZDQVvT7VHlTur60srGP1Vs181Y0msQBrEpMFLwM40VKKrO60avARi5XVHTSPKhe3qTqh8reRqpQzfEV1UOdlft/lV/lUalVoC9ZL8SWkwctSdV23vvGpSklJ/e2RcZTxPWMK0h8a44BngqDGgnEbJlra6ggpiLYOjmAeG6AxFaPH6afb40Pf1o+3ppSvSS2tI3Ncgpx3i+IZp8vVxzOxDAPaUI6xWAVnJ3ooDfMFbd4klViFqCy3S7J9TPwuJQ0im97RrkFPOPg4L5Ok8qvTfHhmlJTjIeW8v7eFBTjuCdEaHMQ1NYR+fxza2oHKw5uFp9XU83SHAaeM5rYMnWk0cMvg4aonwV2d1HDJ189ctDk65R2jrnuPJLj/PGSL8t7NmnjNE0Q/l0A1m8c5vYBjOoulPctjQzVMdPn7ZYlc67xnikN7LYYOHY5YAT3VYOGL0cEjvQoBbXG5xenX9M5iHFjANzquGsmZfHWCbXL0IzEpFQBcZR5xWiRs8cU7LMy0GBGKf7zDyq3Pt/Ppsp9KTF/Qc7rTzVJNRgazkl5/vcPNclwfzYFw1p/lmlnnxs//B2isPyOx/TO7gdxRv3CO59zsFtGuv/T2Zq1+pBilpkhIHVfQIHgU0xQk9uP+/hNkGxCpovfUNArANiJVjDThtgGkDTgUo5ZisDTiV/cclx38OsI3zDSh+BLSNOIFECm7/oKBWHNqlaw+ovP6PVF79B3UvcXzXXq1nYhdWf//Qhf2Qscy7DKfffqTBpDR0vUm0ofjbRJJvEUm+82gNpxrQ+vpDeK2vEicILf6G4OJrROZf4xcThqwq6y8Yc8SMeWKmHEuGLHF9lpRBMm15FQUQp1ac1MezbqqEaEgrKMxqYmQ1S+S0cXJdS6TbBWxjFHVJapaiguCMJsFi+wILbfMsdC6yoIkzq40z0VV3Wsf0SUZ1CeXGCsj2dS3S27mgIFa2RXJc3Fm5VjSurTuyArGz2rrmtTHmNIvMdyzU1TbDkvwx14ojVZe4rrKtgFy3yJJuEckPSpk2b0pRMqepmDNKy+YsZVOakjFF0VAH4AbwSjOMdEyrTuifNac0mlWkCe3xqQqyLa6tOLVVT6U+DeFhLldldD1VNt0ltl0lth1FBMj2PWUFtAeeElfcRWS96i1z3VfihqeoHNtXQyu8EV1X0w9e8dW45SgqeLzhKnHTXVa65anwonuZVzwrvOFb563gFr/xr/GKZ5m7riqv+lbU9h1HCZE67q3xamCV14JrapV7v+SpKgkQvyGg+3B9xVHkjrNQf297nsvWDPu2rOrUl2590b61yL4tzxVrUe3L91rPltYzp8v2LHXlVQ5V3FYVH7Bm/9yo5yopB3s3tKamEwio7gdWuOJfUfC656mq7WuhdV4a2OVm9waXJEtrjFPSzFPWLii3V/b3XHn2PUWlHVeOdXuKNdufpwPktfPkdPPKUS0YFimb49TsaQXDArsy9aJgkXL7AkudMyQ6Zkh2zpLqmiOtEWCcfbQvxxrHM13ziOTh73FJVaOgr0t+3/49Nc7LKg9l/5Gy2jiijGaJdFeMVOciyY4FEu3z6mF0qWueBQHWxzTfOYtormtWHZ/X1M//m7VrXn3uGp8/eZAUqF0wJB5JcuuLZlEdNhetORZsORbt9WkA0lQVdy+T8NRIeldI+VZJBtbIhDfJdm8r5QRkh65QHr1KaeSA3NBlUn07JKIbLLjKzNsKSjFnGdGcNa8mDsj0gbij7tyKe9vYFoBWDV4SMXDVSLvXyHs3HjVlyb4o49tQSnvXSbpXibtXSHhWSfnWSfs3yATWVaOWataKbFOM7iiALfZeotS7T7nvCtWBq1QGRdcfqTx8QwFsZeQmtfE7rE+9Qnn0OjuLr7MyfZv1hVfUdILdwtvMj2xh7BjlzGk/etMELZo+LN45BGTP6frotI6hdUzijMRpNQ5h9MwQHisrt/Z4W4jDF7yc1ffxzBk3z53zcqKjl2bzOI7eAlrfAtrgHNrgbL0r3TfFOcsgF2zD6ALSoDWD1n8RQ2iKZlu/AlrXYBxdcBxjeFp1r58yBegKjtAsGdneeZqdw2hC0xi6F1UzlmUwq9zSw7o+TENFbCMVnunsVSX8E+YxjH0Znm0PKaiUa7qicQW50qglUwQaECv7Lf4ZJBsrHf3iJAqISbOXZF6lE/+JZq9q5BJgk9iBZFqlyUvg7YRVsqt9qsnpua6ImjLgmqwoZ1Jc3EM6cVLHlYv7gmFIvU7fn6nfwz2hMrDiwF7wTan7HNJHaQlKlvYix8wR1WnfGZ1C1zurytua7mnlJEpDk6b7ompskq59U9+0cgfPWMN1GOwfx9wrExuGMUR7afP46fQH0Pf0YOjtVVDbHgqj6xnANDCqXNATJk/dGQ0NccYZUUArDVVnnCGa/P0KZC/4BlXOVUr3HeE5NN1LtAXnlKPc2b1AW3iWM+4h5Lq28LB63RmXfE+DdERHaY8O0RYZ5ITdj6ZvDE3vBNq+SZoDA0jm9bg5wK/bzDyvc/GrFoNyhju6J5Xbetgc5bRnlKOOAY47R/mVJsQJ1xid/QmOOcZojixyWqZMDKR5StOndMQ6znOGQU44L3LIOEBbdBHtYIL/57yNQ/oI/+20nifa7Jx09PKCKcAxS4inumwctYQUhMsxcYBbgkPKERYYF6DXdE+oaQnSYNYWHEYbHVN52zO2kMrYiiP7bKuR59pMHOqwKDf2mMbO0+f1PHlWq9xbcWZ/dc7Ak01m/o/nz9MaGOMFfUBFDTpDcyR33+Lgg5/YfP1rCjc+pXD9c7LXv2Bx57fKfRXnVaYCSPOU0tWviV//lsSN74hdvU/s6j2Wrn2lFL9+H1HixgOl1K3vEOezIdlP3pTXfqPUaMRq5FdlFTe34e7+fG04vXL8P3KCG+cFbBswKzGDnIDsw7iBQLNcJ66vXLP+xr+w+/b/pHrrD8zVfsdw6jeMpN9kKPkGQ0tvMLD0BoPx3zCQ+A19S6/TvfiaUiT2GtGl3xCJv04k/uc1lHid8NIbhGKvqixscPGugtfg/CsE5u4Smn2Z4PSL/GLUlGfGXGDOnGfBUlAZ1EVTDlHcUiBtLSmoVWVCmTBgyqoGLWmwkHOSe5OJAHXQE9hLU9AnFczmNXG1vWIrs2wrUbTkVZOI5FYlvxrTJJjtjDHRvsho5yKjHTFGOhcZ6Ywx2LnAQMcC/Z3zDHYuMtC1oCB2WLdUB1hDkgldkgltnGntEjOaRaa7FpjqnGemc57pjjlm2ueYbZtjoX2WxY45Yu1z6g93QmIRD0FWADdpjJMwLJHQLpLoWlAl17wuTllyvuLKauMUNUvKZc51xVS0ogEOOV1CubgCto1ObhWfkG5vc051exetBTUGrGQrIiOCZF/Wsr1EVUrivmUlgVjJeEqJXDmMzgJbziK7HhlhVmbHWVIOrYJbd5HLvgpXQytKB8EaB76qAt59V4nLziKXnWWlfXeVK55lDrw1rnprXPeu8KJ/nddCuyqLK5nc2+HNR5IJCjeD62qSwp3I1qP1pe4d7kS31Tm5356jxK4lX59S4ajwkqfGyz5xjde4HVzjqn+Zy66KgvFNW551S5ZNc5Yti2ReC+xaS2zZC2x4Ja5RoOLMUXWJyy0/r1w99+qSbLI03ZWoOgpq2kRj4oQArjToXfbXHsGrRArEhRU3e99X42pwTUHsrcg61wI19lxFNR1g3SBNiTGWO+ZVDnddH2NF4LZzllLHNMWuGYqaeaXGlADJvIoEYlccGdXMteYuktTOk9DOqzK9wKyU8TOGmFplX8r5jTWtl9+9+nnJqoqTWpQHJ6Po4cOSrOa0qgbIKlEYmbShKgQPj8trpDoi+vNEjsZkjr9cG1M71O+oPqEe4OQzEO9cUJ+Hx5vBGtvqsyCfB4kQdMjn5y+10D6DaK5jhumOGfW5k8+ffA4bVRHJqi8ak0p/htmUcksXrGkWbRkFtCoi4Ko+gtm4b0WBbDqySaZnh0zfLpmBSwpes8P7ZEb2yY0dkJu8RuniDQpD++QHLpGKbrHgX2bWWVJu7bS9wIwtT8yzrGB3Sb1HVQFz3F191LAlkwMEUhvQqoDVWVPAmglIHnYbWZP+DaV0cItseOeRCr2XKfRd+jfK9+/zuAoDVykOXkMgtjJ6i+Wx2yyP36E6dpviyA22F19nefpFaosvU5i5yU7xbTaKb9F+oZcL56JoDWO0aQbpMo1gDyxyrqtHRQUCAzkFs97eNDrPNF3OSdUA9ncvGPjbIwYON/s4re3htKaPZvMonc4Zujxz6PyLNFsnMEZjWPsSCmRbnGO0usbVtrVnEXN0XsGsZGV1gUkVMTCLu+oYVGOYOnxj2MWZHYnTGbhIYHYZ80CKc45xOoKLnHNOc9QgedZ5TttnaA0klJ7XDGHoLykn9IJnmqP6AQRiZdqAdNWLnmj2I/ECGZt10jqsQFXK+KdsQ2ok1TnPOCdsg4+athojpaT8L3EAcVBFf3XCqiYUyEgsGZ0lECtNXpKRFSgWV1hc2L+74FdxBWkQk3tIY9ghfY9q6JI4wVn3BE3+iw+B9qLaPu+V5rIITX6Bp3rTlTiuAqydkQnVZS/uq75vSo2dktFTHVL2F+DyyFirQTSBHhxDo1j6BmlxeWnzeLH2D2AfGUHX3f3Qoe2mxRemLVDPhR43ujllCdDqkyjFAB2RIZr9vZxzR2gK9D6E0THMI4uccw+r8VYymUDGa0mGV9sXU1MUDhkCHDX7OG7zcN7XreBVGsjOeaNqX7btkwsqYnDM4ldurUDs35zXq9zvOe8AF/xDPGvwcsQc5LR3kOeNYX6t8fOCtZ9j7jF+re3medsoJ70ztMtDTV8G7UhJrSe9s5z0zHMunOCEe47DtnFOeGY44ZmmJRrjqH2Y095JugbitERmOOsb5bRnmGOOHuUiH7OGOWGPcsop+z3qa3hW4+A5rVPlhQVkdb0X1fgvFTMQh1ZA39f3aKLCEY2dMxY/FxxhlY/VBgdpkUYyrVtJMrbSKPZkk1FNM/h1i4Unms0qGnJI6+OvTxt5us2Lvi9O6eZH7L//Jwo3fk/yysckrvye5PUviV+7p6YCzO9/yfz+V8wfPGDx2nfErn/LwrX/fyAreVSBWYFYyaM2JCApcPrvAaw4vXK+AaUCro/v/9wJ/jnkyvnHHVoVMWhEDSQze+Nb1dhVffknll/6CWkoS2x/zsXyewpeBxbvMhx7jaHFVxlceI2BxdceAW3f4mv0zN+lN/a6UgNqowuvEpm/S2jhLgKsjTU890odXGdeIiiaflEpNPUivxg255mQSQHmHHNWcTWKzAvQWmRWYl3SXFUfT1Nk3pBB4gh12M2zqEsrl1byplJ+r5fgSyxbijQiCXmJFuhSpHVJkpo4UuqXsr84plOtc0y1zTPRNsd46zxjbbOMtc4z0jbLSNs8w+31daRjjrGuGJO6JaYMKaYMCSZ1CSa6Fut/RDvmmGqffSQB2dmOWaWFTnGA5xXMCtTKH3BxYkVqWydzMOsQKyVYyf4KsJY1caS5rdoVp9K5pJrdSl1LlLVJSvoUkhcW91lAVxrcxEkr6ZOUDWmqpgxVmZRgzVGzFajZ8moVCJPjCsZs9fFfCl49FTbFiRW5KnWQfVgul6albc+yOi7NTY8g11vhcmiVK5F1VToXiLvkrkOvgK80j+35VtTrtn019kLrXIlucRDZ4kp4k4NgXfuRLTUW7ObgFW4M7CPrS2M3lG4PX+V63x435fjAvrpOrt/yrbDuqrAm2WNDRoHpgWdZAbOAt3ydq456A5aMOJPvt+Fw1yx51m0FNmwlVmWShHSQ2zJKRWdeRTaKtiwy61cAVhqqqraMcmclXqDuK+dljqpkRrWxR6V5yZSWdfWMqawVfZxtV4E9yRr7qgqur/mWueapcuAqc8VeYMeYYtuQZF0Xp6ZZpKqpu7UVvdxrUTViNcr5eYNkTRfJaOWBZ56EZq4+EUBGXj0cbSXjrGRW689XmWcs35fMN5VYStlR+EvZS/X9h2vFUVbRlZKzTMlZpLGWXRXK8nNRa4Wq8z+Wuo+jrB6c5GFKHqQKlvyjB61GflYytCLJ0D6ux2MLjWtkzWnr2VvJyi7oFlnUxx4ppos9ytjWR2XJuKy61GQRS5KYUlo5s43RVksy8koysJKHDW+Q7t4mN7BPbvAKmZEDUiMHJEaukBq7SnbqJsWZO6wu3GUn8Qabsdcpjl8j3bdHun+XeHSbOd8yF51lLjqLTDsrzHmqLPhWWfDVWPKtkQhskAxukgxuK6XDuzSUiVwi3yMwekCu7wrZ3n21NmC0NHSd4uAB5WGB02sUh69SGDogP3jlkWQ/23eFnNyj/4DC4DWKQ9cpjd5UAFuduMPy5G1yI1fZjL9Bceo2y0uvsJZ/k5XCbwh5MzQ399LSPoDJPs3ZlihdljG0tgnOa3vwD2QwBeY43RVF675Ih32MXx018l+fauWp0zbM4QVMoQV0/llsPQklSzSBTkrMjglanJN0+qbQS2e9e5Rz1n66AhfRhqZp946jC88oyTGB2Q73GC32Ibq8E8qptQ3EMQ0kOC1jsuwyK3RROaritJ5zznDONc8xk8xwzWIfW+cZzTDPaAY5456nozutAFdg94J7lrZAjPbg0iOgldyreSiPtieugFOcVwEx0S+bHFzwjqs5rr885+DJZo+C28O6qLpWcrACoaInWn3KRZX7SCZWpgl0RRfUZIRft/gUPAssi+Mr7yGNY9IQputNqBxti3+KtuAMh7SSpR1Rr2/2S15ziiPGiMq9ykxUgVVx/WQ01AVvr4oNHDN46vng8IhyAc/aw4gEQGUslYwfa/eGsPb1owuF6fD6cAwN45uYxNjdR4cviGdyBvPACC2eUL0hyeJTEwHa/UM0uWVEl7xfROm8R+IGUQW04tBKfrTJJw8Soyq3K/NZ1dfs7Oe0s4cXjF4kbypxhY7IAObhi2h6humMDtLVO0pzsI9znh6e1zl5ot2sRoed8w5xwt5DU2Ac3dASLdFJjti7eUrj45cdHv621c1ft3kVwD5rGeY5yyitA1kFq60DeSzTG7QPFGjrL/LLrgGe1I9w3LvIM6ZxjnvmOBuK09afpb0/w/OWIf6m3ceT+jAt0Tlae+Y47RvjXHCctu4ZjGMy1mwCGWV2xOJX48laJHPcPcYZTzfPG1wK1E/apXmtW7nO4ihf8PWpSMRJm19NQdBHR5HpBc0umZ4R5bw9pDLehvAY5+0RFTE4bvQqB1eay2QEmExdeF4jEx08Kjv7VKtLNdjZJwoUbn7Mrc//J9mbnxK/+imxg8/UaKu5g3vMXbnP7MF95q5+w/w1Adl7LFz7Uq2L179CFLtx/zF9TfzWtyTvfE/i9ncs3fyG2I2vlWRbSvsNd1a2RQK5si4eiMtbP9ZY6w6wwHNdAqsNoG1ArqyN+EMDZBurRAekUUwkDWTVF//E+iv/SOHgG0ZzbxKZukHv3B0FsIMLdxleuMvQ/CsMzr2sJPtyvH/uLj2zL9M3f1epe+4VorMvE5l7mfDsS48UmnmRxxWefpHQ1B0iDxW9eKcOsqMyJcCUURMC5hwlFuwlBbUCt9KEJaOwxLFtTBSQ5iwB3UVrkQVjliVxLC3Z+pgqd4U11zKrzqpyYUvSrdy5RLwzRkxiBa1zKlogWVmJF8y1zyvXdLplhotNU0xeuMhk81RdrdNMtExxsW2mDqid88rtaZQtJUogDqwArFwz2TqtJNviykreT/7IznfM1dU2w1zrNPMt08qdFYd2sW2GhdZp4u2zKuurnFhdQkFsuSNGqXWBdX2GVW2KFU2SFV2Kmj6jGtkkA5xvX6CmWWJFRpJp42r82LohxaYpo5zHHVuBbWuRTVtdG9YC65Y8a9a8OiZQKqAno6Nk7Jc0fKnxX+4yq46iOicOrbrm4XXiUMp4sO3QOvu9O8rNldftBFfZDdS141/5f9l7z+e4ki1PDPoDtFKsNBqzr99rxybZbDYtPOG9L7iC9wUUUCh4VwCqABQK3pMgSICeRNOz2Ybd7Gb7eXqxMzHSSJ+0mt4ZrUZmdjak+TCfJhShUPwUJ4sHnUzeMgBJNNmdiDhx8tjMm/eg8ENW3ryYy5/AdL5HHP81VzrrPTu1WQpyuQAAIABJREFUZBpT5ilxgsJc6TwWyhexWLWMNes61lsu4nTTWZyxnsf5tkvYaLmIk3WrOGs9jzNN61hr3MCp+tNYqjyJ2bJ5zJYsYK54FotF0zhdvoj16pPiSLHpwgm488YwXjCOyeJJjObRw2+PV6GzXeKhOXrwjo8/G88dEQCPwB+txNJLK+joKGdyn3crQbrDe+RUUo/3hIz4LgFWPSn09b/3iCo6PYOALT385cmgfyK8MaQjG+2LpbNb6SUEtFp92uQWYHYtz41zBRNYp60IOW7xogJxz3LojFen2FMrHq5K6xcvExjLGhQAmziN1Zk1JEAlXaN42I+uU2wdcW3tgRYP+RWOY7xgAuNFtC96Ep5iOuliChPmaXiKpzBeNInxwuktTrqJ4llhpyfzRwu9Dyq5ydc8i3GKK5mDp2QGnqIZkcMXdxd485Od+ps0z2GqdBZTJfOYKZ3DbOGkqDuqIa4/qkEm+keLiVbBt+hxfdJLB4azhjFELxtIo6P1+sXDY/QCBHoZgjjVIKX3Cd6X2gui7rQ+75aDTO+LCAjQdue40UMPdZln0F86B0flMgbrVuGyrsPVeh5O+3kMt1+Aq/MSxnquYrTjElZG7mN96kvB5wfvYnH4LqZ7bmCo6SxcTefgbDoLZ+OG4K7GDQEchxvOwmlZx3DtGgYqT6KvfBmOqlNw1XuBJoFNorHGc6AYIVvPY9J2GRP2K4J7mi+CwOi49RxGrRuCRprWt9pjzecw1nzhCXK3XMS47RI8rd488z3XMdlxBe62S5hxXIen/xquX/y3cPScx29/m4hDx8w4kViP9Nx2HDyej/iMJhRWOcRxWtml3eKs2H3huXjzcCbePp6FPaG5SMi3oaZjBrm1DqSX9SA0tRaRmRYcS6tFdB6d5dqP2II2pJb3ICLbgpgCK0IzaxBtakR+0zAyqnsQmdsgAC2B2fBsAq8tOJ5aKXhh47DgofTEe0oN6GisrMYxcWoAncGaVDWCjIYpRBcPIaVmAu/ENyK6xIk/DSvFwUwbEqqd2Jtcj70pdYgx9+K1sCKxektglrYW0IosAVl6KItWY9+JLxHnnNJDQAxgY8va8VpEjti+QPtrabWWnn4nsPpOfJk4UoqOyIqr6MGBtBqxckvHUdFDXvSEPB3xdSSjToBWepnCu8n0IFiT2KZAoDWlpl880JNc3SdWNOnlB7Tv9b002hZRIY7VogejYkosOJJdggOp+Yg21yG2zCJW/GLN9QjNKUOEibYH1CPb0ilAU1huuXj6nkDo4bQ8AVgJyMYVFgkwW9jcIlZkCcRm1tQjqsCM5Io6cbIB+dNKLOUjIPtuYi4OpOYhqrgSSdWNSK1rFhRtpr26xWLbAR31RavGdCYtHf9FL2R4Ky5HHIcVU16PrKY2RJdUCKLTEN5NycbhrAIcM5Xit1Ep+ONjsWLbQEZTL47m1Yg9tRmNQzheaMWbCcX4r0NTsT+zAkcLm7A/m4BpGX4Tb8ZbaXU4VNiGgwUdiKkfxe+SGvBaQh3CyofwerIFR4sG8KfR1Xg7vRlHivvw28R6HMjrwNtpjThosiO8vB/HSzuxN6MefxSRi+MlrUhsHERMdZcAtO/n1SLU3IijBErzKwSYJfB6LL8SYUXViCypw4lyi9g2QXt9aUX53bQ8AcwJpDNQp20atCJLREd60YkFUaYK8bIEemECnbZxPLMEdN/ofv4uKkX8o7I3MQf7knLF6QyHMmhrDL3MwYT/4t0YvBVXBPvcNUzf+D26Vj9C5+oDdJ7+Eh1rX6F97RsBZG2nv4N99Ruh61h79BjQfi2ArAxmxYrt+vcCxBKgJRDbdfY7wYW8RlsRvCu0W+D0zHcCqHaufi24CmIJ4BIJ/8fbHWQwSyuzvJ2AOIFYArZ8KgKDWefZ38O9/gdYnbdR1rqBup6raB28hcaea6i1X4Kl8xoa2q6g3n4ZtbaLQlfX5gW0NfYrqLJdQkXzBZTbLgoqa72IcvslQQRyiRiwEhf2x74US1TZchEhjXSOa7Z765grOjWAjrtqzXCiNX1EbDugrQetqU7YUobRkjwEW9KQaNtTvOe+9tLDXwl9YqWVOJ0Vy0SrsD0xXVt7Yzui2kHE+2TpmJ+u6DZ0htvQFdEq9u11R9phP9aEjrAWsa+vPcImgCf9YaSzKuktQPTHsZu+xqQHUmI6YIuyC/BLnB5QaY+nLQYEcG2wn7CjLdqOjsdE4JWAa19MO/pPtIPAa3e4FcMx7aAjnSZpZfUEfeXswMksN5YzRrGQ5hKAdiKhH574ftCRZOMEbhMHMHWiA6eSHYKWE/pwKmUQq6lDOJXuwjmTB2dyxnE214P1vAmcMU1gLc8jvvJfFqB2CJ6cEbhNo/AUuDFROC5osohexuB9+QLxcZN3FY4Ak3hArHQaM+XzmK2Yw2TJlCACqHwMGB0FRi9rmCyZAYEfT9msePvYaNkMnOZJuMyTmChfEC9vWGw8i6WmdSxbz2PZurHFV5svYq31IujNQitN64Ivk2/9WRE3U3kS0xVLcOdPijecLdecxEL1MqYrFjBVuQB3+azoh/qmF0WIN6AR8CIgl0/HldEb07wnNkyaRkDgkPaa8vmovArKR1MRcB1P7hN7Wz3JPd4XBqQPCuBK4JdWcGl1l06VmMx3i38OaEXXnTEkHqBbK5/DUqEHtM1hNmMYCxlOzKcPQ6wk543jZO7jFW2TR/jRCRLLJTPiRAk6O5jmlO6POGKt2CP+IfDO/YwXUJbMiZdjTFYsiuufqV7BbM0ypiqXxNx7yuhBoGm4S2YFpxdouElXNveYFjBSOiseHBoqmhRP6TsKPOJBqH6T+wnelzcmntwnPkBvwzONizfjEae35A3me8SbooYKJgQnWdY7i6bEiQA0FjoDeZau8zHRW+tkmjPTC0GmMVc0JUDvTIH3HyRxHJ1pHBMm717vcbFFZFTMP90DqmsiAr505q5Ymc8ZFveJji+jlzQ40vrFSQb0tix6s5bYu5rrRn/+BAaKZ8Sq7EDFEvorluCoXxVAdrTjClwdVzDaswnP0G0sjH2EpfFPcHLyIU7PfIHV6S+xMvEAS2OfYt71IZZcH2Np5D4Whu9jfvgu5hx3MdN/C9N9tzHVewszvbcx3XNL0Fz/HcwPEAi+hRHbZQw0rMPZfBGu1ssYb9+Ep+s6JrtuYLLnhoib7bsFT8c1jLdfFTTRuSkA9EzvDUx1XwfJDstZsCx8KVfrZcx238BYy0UsD97GZPcVuDsvYtZ5A1fWvsNw70WEHivH8fByJKS1IDq5AaGxVUjMakZx5SBSspvx7pEcvHUwFW8cTsPvDifjYEwR0krtKKgfRHp5J6Ky6wXwjC+wITrPivfiS5FZ3Y/sWgeOpNHX2m3ijU0JJe2IKbQhsbQD6dV9QncopRLH0mqQaG5HeFaD4LQFgfbS0p5a2opwIK4UcXQ2a1aLeBNWaF4njuV0ItMyi4yGGYTm9eJIVieOm/oQUTSIN2Jr8U5Sg1iJja10IMLcifcyLXgjqlRsP6A8UYVdiC/vQyQ9kJRNYNYmgCytotLDWbQSmlhFX/1XiVVGeshqX0IJDqXT6QA28bQ7gVA63J9eRnAkpwHHTc14/UQRfhdpEgf+nzC3Cfv7aVXi2C9acaWv3YmizbSvtVMA1/ACq/hank4ioKOs6BitA6m04tkI2gtLY6CHuAjEJlQ2IrygQjwYFVNcI46IoqOq6Kio1OpmJBKgKqxCjJne3tWIOHO1WAGkI6toS0GiuViAWAK0aZVVYo9sfHGpALLxpZU4npUvQC+dbCAAcHoRDqcVC5BM56qm1zWLrQfJVfVIqmkQD4PRCiudIkCrsvQUP52WQMd9pda3I7/Ngf2puYirrBcPkMWWVCK6qAxHMvNwIDVH0P7kHLwVm4E3YzOR3dyPpNpORJqbsT+9UjykFVXaibeTSvFuVjX2ppdhb2YV3s2pxZ70avwuqQzv0hnANYPYk2nFvhwbDhX24HipA+9k2vFaAq3C9iC8woWo6hEBcN8zdSK8Yhj/Jr4Kb9GDe2kNiKwigFsugPHbaRWIqOhAYqMDoaWteI9OyChpQkxVM44WliPUXCP4kbwyHM41Y39aHo7llyG+ugmxlRbEVDTgaL4ZbyVkYH96DiJLq5BAZ+CW0r7ZBnH2bXJlE+iMXAK0tDJLWz+OpBXgQEI2wvPKxPFjSdVWMa90v1+PTsa7idl4LTQBhzKLEUX/vOTXILTAgv/s9ePwbD7CzO0/YPDCF2icvY2GuTtoP/MIHWe+QcvKQ9hXH6Fn41t0niEg+wjd618L6lj7UqzSkq3r7E/UeeYbdK599wR1rxEg9VLX6a9hRJ2r9LIDL3WcegSZemjVVqLe099AJgc9NHb6W/SvfoOBUz9RH73ta/FLdLjvw+a4gabeTcHbBm6huXsTzZ1XYSPe4SVr+zVY2q96Qa39EmpaL6LadgEV1g1UtZwX7arWCyCqaL2ASvtFVLdfFpzkctt5lLWcQ6XtvCCKJ6psPocQL0glYDooTg4QPG3o8QkCQ2hMcoAeCGtKGoQ10YGmhAE0xvcLonZzvPfpZFqV7Yrr9j7EFet90IrAKu1RZfDaHtkGItLTiixtL6AVm/GMYYzRvtqYTgxGtwvujO2CI6oNXceaxGkI9FW/94GybvEEdk+MdzW1PcoGW0QLmsKa0RhqFWCWgCsBWQK0Yv9elA2tkTa0Rdq8q7G0AhtlFyB2gE5diGyFI7QZzqg2jMV0YiS6HZPxvZhPdWI2eQgTcX0Yj+2FO6YHIye6MHKiG6PUju0V+pWkAVzIdAnaSBvGuaxRQRvZo7hcMIlzuW6s0oNOaU6s5bhxyTwniNrTtMeR3pyUNQQXfa1uGsEEvVWsZBKzpTOYIxBYNCFoongCk+ZJTJbOwGOegqtgHMN5o3DkuzBYQEcNjcBJlDfqpXy38HGXTmO0bBqu0ikMFY1jIN+NIQJlFQuYrV/FTMMapmWqP43p+tNCP2s5AybyI5qt9/K5hjMgmq5dxULjGSw2bWDWclrkmrCcgrtuGc7KOcxZz2C2aQ3T9afgqZrHeMm0GD9dB13fqapFLJdOYSZ/FOO0wklvrJLOTiVAO57Sjyk6NzabXv06iiXTCFby6XxYD6aLCLR7xBzRvM1VzGGxZgEna1dwqn4Fl+0XsFK1AA+dOZvjxDxtwTBPYqV4GqeKp7GY68ZiHu2rncRi0ZSgWTr3l84FLhjHSN4IXHTEWr4bznw3Rgo9GCmewKh5EmMlU/BULmK8ahljFfSgz4IgV9k8iEbKF+AsmcVQ6dM0WDIDR+kM+s3T6CuZEdRfOrvV7jVPg6ineOop6i6aBFNv0SR6iyYQLO8rnkJf8aTo12GmB5rGMJz/EzlNY6KuqLaIxPUWejBaMC6I5oFp1OTGSM4oRnJccGU7MfqYxrKcGKXtJPTa2JR+jNDrc2l1PN0h7jHdh8ncYXhM3lp10Nu0Muk1sbRX3ynepNWZNYKOnFEMlC2gt2wefbRXtnENTvsFODsuw91/HZPOu5hwfoiJkfuYGvsY0+5PBFF7auQjQR7nPUwMe8kzdBdE44N3MPGYJknnuI3xgVtCNz10T/CxnutwdlzFSNcmqO3uvSGI2qPdH2zpZhx3Me24JWhm8Dbmnfew4PxQ8NmhO1h03Ye7+xr6Gtcw2X8DJ0c/wazjNuYG72Cq7wNM9l3FUMtpzDtv4sra93D2X8KJqBq8f6QIuYU9SM/vFFsJIhKqEZ5QiYi4ChwKM+G9Y/QGLzMSTI1ILqYXG9gQl98o9q9G0hmcWXViJZX2vRIgTavoEWA13twGAq/0elcCtLFF3gezSBeeY0FYdoOwp1f2if2zmdUDSCrpxPH0Opww0RvBqsQpB4eSqnE4pR6vR5TghHkQKTUenDAP40SxEzFml6Dk6nG8HVOPvUmN+G14Kf6rQzn4TVgh3owrw97EcrwVa8Z/vi8Ze+OqxYosnQVLX+3TA177EyuwP5HebEVf9zeKlVA62oqOtKIVUTodgADmgWQv7acjmyJz8U6cGQfT6AgnegVsjXgwi57Qpzz0GlbaY0tAl14DG5FvFQCYADE9FEW56cUFBFZJR+e+vhWTK1Yz6cxTeoMWv3jg3dQihBUQgK4VR1NFm2sQVVwtgBEBVwI+dEQVnXWaVNmAtFqrOGc1taoRCaW1iCmqRGJZDcKyspFeWQGTpRHplVVIKa9AZk2tePDreEauOFuWjuUi/2OZBaD9scezS8WqLG1PSCivAwFYehAsobxGrKweNxWJVVXaIpBW3yZeD0tvxXonPkt8xU4PcR3NK0ZseTUi8s2IK60SORIrahFbUg3aorA/OQ+vhSeKc2oJsL8dbxLHZR3Kogey6Ov7buxLqcK7GVUIL21BbE03jhY3Y09aBd5ILsdbqdViVfZPTpTgd0m12JvVLLYQvJvbDgKt7xd0i20Fv0usx9tpVgFy4yxjYgU3rKIfezMt+LOYYrHCe8DUgPfyGvBmcgneTi1DaFkLoms6cKSwBseLqxFWUo2oinrsTcvF6zEpOJidj+MF5Yinh+PK63EotxDh5gqkW+1IbmjGEVMh9iSl43fRCQL0E5jNtrSjwNYrKKehXazMHs8sFv940L08llWMsNxSsW2DjiIjQJveYBf3m/5JeSM6FX9yNAYHM4qR2tCF30Rk4kRFB0YufY6TD/4HzN//K7Ey2zB7B82Ln6Dj9CP0rH8D68LHsC0/gP3k54JaVz4TvHPtK/RuEGgl8OqljtNfo2P12y1qP/UNula/Rdfq14I6T30FlTpOPgJT+8qXIGpb/mKLOlceQaZueiGCRL30itrlR+hdeoS+5a+2iN4c1jf/BfrGP0HH8B20DtxAu+MW2vtvoKXrKlo6rqCt5wO0dFxDc/tVNNovo8F2EXWttDJ7EXVtl1DffhnWrk1BjV3X0NBxBTVtF1FtJ0DrBayW7muwdG9uUWPXJoisXR9sUYg9YQD2BDoCqx8tdBRW8gBaUhwC1DYk9qIuvgvE6xO6URfXg5qYLtSe6Nyiuuh2NETaYY2kr/XtaImmVVDaq0oPW7WhNaYNtqhWtNAWgcdki2qB/UQr2mPb0B3bjuGEbrhpr2NiN5yx7YLPZA5jOtUBV0z7lm2YnviOtqE70orOiCZ0RVrRHtWClvAmNIU1ojHUgqaIJthO2GCPpYdQWtESTVsVCOBa0RpphT2CYpvRHdGCnkgbBiJb0XfMAle4FaORdjhDm+EKaxFvKlvOcmEkph2uqHY4o700HNMBZ0wXXLG0L7MH7rgerGU4cSXPjYs5oziX6cL5XDfO5YxhI2cUF+n0ANMEVrNGsJLuxGr2KM4VzeJcyTzW8icxm+XClGkU46YRuOmBpzwXPPljmChwb70idyyX9CPw0AsZCicxZZ7GRNEk3PnjcJlGMVQ0iuESN0bM4xglKqRzbUcwmu/GWME4XPljGCkgUOsW/s48r226ZA4L1SuYqlqBu2oJY5WLGK1YeIpk20jFgvBzVy9jovYkJutWMVF3Cp76VXjqT8NDQLZ5A7Nt5zHdugGP9QymrGcxa9vAov0Cllo3BOidrTuJKdoWUT6Hk1ULWC6bwlwRbZkYwWy+G/PitbK0XWISM+LtXB6cLJnBmcpFnK89iQt1K4KfqV3GqYZTWLKcxELdSczVLWKudhkL9cs4aTmN1abTOGe/gAnzBBz0ZqyCUSxVzmOpcg706mHx+uFCelvbJKYKJsScjuSOYijHhYHMIXRnONCX50KfaRQDBW44ij0YKpmEs2xa0HD5HEaql+GqXsJw5QIGy+cwUDqD3pJp9Jin0F086eUlU+gtmxHUUz6DrtIpdJgnYC/2oM08hbbSabSXzaCjfBZdlfOCuqsWIKhiHl3lc09QJz2t/5i6Srz5iHeWTKLTPC1ydxR7+yCZ9dSv6tdbOoX+koknqM/sQf9j6sofgUw9phEw9eaNwJEzIuZrWLwti7ZbuODKGhZEe4K9+52HMEpbRwQNYCzTIciVNYTRwnE488cxlDeG/hyXoL7cEfTnj6OfVqRpLkun0V+5iMGGVQw1b2DIfh7Ozktw9V6Fc/AGhhw3nyDn0G24hu/A5bwr9MMDN6GSq/8mBA3cgrPvBoZ6PsBw73WhG3HcxsjALbj6bjxBwz0fYLDrGhydVzHYcRVDndfg6r0BV+8Hgkb7b8DjuLVF7v4bGOm5ilnXPUwN3sKk4ybGeq5hpOsK5kfuYs51Bwuum5gcuoKbF/5bdFgXcSKiEtnZbUhMbUSeuRuxqfUITSjHkRgzDkaa8F5YLiKSSpFZ0Iy88g5EZVYjo9KO3NoeJBQ0Ijq7DgnFLUgt60RCUSviC20IzaxDakUXogm85TTgBJ13mlaFWHMrovKacCS1WryOlPxiC22IK2pFDB2Tld+K6LwWRGQ34UBcGRKLO7AvuhivH8vBe3GV+O1RE/YnNOBQuh0HU+14M6oOvwktw5vRNXgnpg6vh5fjtePF+LPj+XgttAD/5bsp+Fd74/BvwrLwelSu2Ot6MK0BEQUdCM2xYX9iDfYnVuLd5Gq8m1yJ99OqsSe2CHvi6MEvenirHG/HmnAkqxqH0yvxRmQ2wnLrcCSjCq9HZAl6KyZf5D6UXiNes/p6ZB5Ccy2Ipaf0s+jlCvTAVD0iTI04nF4tYsNNdYjMt4C4aBfUI4zewpVVjnBTDaLpIP+SRhzLLkO4qQpxpRZEFdYiqcqK9PpWRBdXC55YaUFiJR1TZUVoThFiiisRXViO1JpGJJbXITSnQFBkvhkRuUWIyCtEUkk5Usq8lFRSKuTk0goklFYitrgMCSVViCuuwLGsAuxPTMf7qTmIM9cis64V2Q1tSKttQnxpFVJrGsTLFE4UlSKpogYHUzMRnmdGRAE9rV+Lw7RiWEQPnjWKMWY12ZBW34SUqjqkVNALK6oQYSoRdKKoQviGmSrwfkYx3s8owetRmTiSU4PIomYcTK8W+4XfSS7F67F5eCOBKB+/iTXhN7H5eD2pFG+nVmNPWh0O0H7lTAteT67Gm/Rq4KxmHDf34EhhJ/440ox/dTgHR4u6EFbaJx7y+qPwAvwusQL70uuwN70a75sa8VZKKfamluH93BocyqtFmNmC8JJG7M8swltJGdiTlIbw4nLEVNQiwlyBw7n52J+aheMFxQgtLEWEuQwJNXVIrrMgqa4BqQ2NiKuqxfvZeXgzNhnvxKdif3ImjmQVIK6sFtmWVkF03+gehuUWi3k/mJYrfIhT/qPZhYg0lYv7cMJcB6K48kYczi7H/pQivJtejndSS5FkGULT9GWMXfsWM3f+Av0bn6Nh6jrqPNfQt/4lOk49gH35Y3Sufob+ja8FdZ56iNbFT9G+8vAxeUFo+/JXaFt65KXlL54CpgRS7UsPt6h18XMQ2RZ+opb5z8Bkm/sMRPa5zwW1zX8Ooo75z9G58BAds5+jfeYzdE5/hq6Zz9Ez91C8+raH2tOfo3v0Q7Q7bsLWu4nWnmto7ryMxtbzaG69gLbOq7C2XfRSxyVhayJ712VYOmnrwSVYu64Jauq+BmvPJpp7P0BL33W0DNxAc/91tDpuoW3oDjqG76HLdR/dIx+jZ/QT9Lg+9tLoJwihV8X2pgyjk/bBJjnQKh6kGkBTYh8a6MirmDZUxdhRccKGsqhWlEXaUBbRskXl4VZUHregKtSCurBG1Ic3CWqIsMISZYU1ugWWiEY0hFtQH2ZB/fEG1B+vE9QQWg9LaD0a3q9AZ4QFg7F2OGJaMXDChuGEdvH2pom0fgyeaEVfVDM6wyywH6tF89FqNB+rgS20Di0RFlgjLLCEWyDyhTXAEmnxUoQFDeENwtYUboE1rAEtYQ2wh1rQHmZBR3gjesIsGAxrwkiEFePRbXBF2TASbcdcJr3+dBD9kVb0RdnQd6IV/TF2OOLo3NwODCV0CRpJ6MJ8cj9OZg5iKW0Ac8k9gi+kD4qn4+kp+ZP5bqzke7CU58YcHeafOYTJzGHM0lP39Iaw4nF4CugrWSfcuUMYy/aSO3sIROM5w94n+h9/bU5f5dIrc8XX3UUeOE1OOAtcGCkYwZiJVsYGMZQxgMF0hyACcINZg3DmuTCaPybIbRqDJ98NN60umicwWDyBwSIPHIUewbk9UDAubATg+gvH0VvgRh9R4Tj6izwYKPagr3QSvWVT6C+fw2DtIkYbT8HdsiZo1HoKroYleBpPYbr5DOaaz2K+6TTmLCcxW7eMuVraozuLhYpJzJdNYaF8GktVczhZu4jTtUs4VbeElZpFnKxdwmr9Ms5YTmG96TTONq5irW4ZS7WLmKlfwkT9IiZql+CpmcN41Tw8VbOYrFnETO0ipqrp7UsTGC0ex3ipB+4SD4bznRjMo3kbxbBpDIN5I+jJGkZ7mgP2tAHYMxxozx5Ce54TXQVj6Cpyo6vEg57SSfSVTaO3/CfqLptGZ+kMOkqm0VYyhfbiSbQWTwiyETdPwl4yJchWOoWWkkk0mT1oLPbAUjSO5rIptJRPw1Y+h9bKWdgrF9BWPY+2qkXBW0lfPgNb2SxsZdNoKZtBC8UwL5lES4lH5CXebJ5As/lJTnrqu7VsEq1l07CVTgh/4Vc0iubHZC0cwRblu2DNd6Exb3iLrHnDYGrKG0JzzpCYp46sIXRkDaIraxA9WYPoyxxEf6ZD0IiJXiHrwkjeMFy5QxjKGoAjnfbMdqE7pROdqV1oT+lGe0ov2pJ7YE/pQWtqr7gPtvQB2LIG0ZrnQrt5Ar21ixhoOg1Hyxn0Na+hu+UsOtvPo739nKC29g1vu+M8OjovoKv7kuDUbu8476X2cyA/InvbutAJuXUdba3r6Gg/h66OC1vUYd8AU3vrOtqbzwrqtK2j235OUE/befS2X0Bfx3kMdFyAo/Oi4NTusq3B1X8Vg10XMNh5HkPdF+Hqu4Ixx1V0205idvQ6FiZuYcZzHSmJ9di4R3EFAAAgAElEQVS3Lw25pjak57UgNLYErx9Iwp5DKQhLKEF8Vg3i6BisgiZkFjUjKqUE0VlVSC5qQoq5WbxG9kRew9axWaFp1YjKteBQchli8q2IyK7HkbQqHMusxoEEekrbKvTH0qpwJLlKbEGIK2hFRJYFYRn1OJHXjD2R+Xg/oQx7I4twPKUOe8ILBL0TUYjfHMpBbFEf3k+x4kCCBYdSm3EopQlH01twMKkevzmWh7ejzPij99LwZkQ+3owy4fWwbOxLKMKeEya8HpGD4zlWHM6w4EBiFd5PrhUvRjiUVo03o/LwGh29FF+I30VkISyvHgdTyvBWdA4iTPRWqTocTDZjT7T3fM8/O0LngRbiQHIJ/ptDiXg72oRjWbV4IzIXB5JKcSSDwG8VjmZUITS7FofTKrA/vgCHUs04nG5GGB3PVFiHqIJasReS9qIeSisUR2TFlRKwLQPtp4wqqERqjVVsF4gtqcHRrEIcTMlFeF4pjucU43BGHo5m5YvtAKlVFkTllyIyrwgHk9OxLy4Zx7PyEFNUhhP5JYgyFSG9ohrxhUWIzstHjKkQcQXFXiouQ1JZJZLLqnE4LRv74lJwLNMk3qJFK7kJpdVILq9DUhmt7pYhKr8Yh9OyBE8ur8axzDxBe2KSsT8xE4fSTYgxV+NEcQVC8woQWVCMoxk5iMorQmRuMSJyvJxWfyl/Ulk96LrfS87DofRCvJdCD5nVITS3Bm/H5mFvQhHeScgX2xboDNq34nPxemwu9iQX40BWFd7PrceB7FocLWzB/uw6vJlUvkXvpNXgQJYFv40txVtJlTiS34o/iyrCnpQq7Muow7GCFoSXtOK97GpElrXitegcvBmfh7CiehyhPb9ZZhzJK8f72UU4nJOP/SnpOG6ily7Qm8QqEV5oxp7EZOxJSMLe5FS8l56Jwzl5OJiRJdrkl1xbj5iyCkQWluBQZh72xqeC5uqduBQcSssV85vX1CbmmAAtzdvxHDrbtwRHcwpwICVLxB1IzsaRNBOOZhUjvqwBaXV27EvMEQ/9vRGdiddP5IjxvxGbj+iKDjROnMfQxqcYWP8I3afuoWrkPOrGr6J59hbalj6Ebf4eLJM3YPHcQNPUbVin7z2mD9E09SGaJu9vUePEYx3pJWqcvAcmi+cOmBo8t0FUP37rJxq7iQb3LVjGbsHivo3G8TuCmj130TJ+F9ax22gZ9VLr6B20ue95aewu2kfuoNWxieauS7C0bcDSuo4G21k0NJ+BxbYOa9s5NLauw9p+HvaeK2jr34R9YBPNfVdg6bqA+vYNWDouCmrquoyW/k20Dd5Ap+sOukbuonP0HuxDt9DuuitWfgenH2J49is4577GyNw3cM1+DcfMI4TMm6YwkjEqXh3Zk+yAeNNWQg+s8T24ceOGJj0HugZ0Dega0DWga0DXgK4BXQM/aw04F77F6PKfY3T59xhd+AHOhe/RO/slQpZzJzCeMQJnmku8prYjvgetMZ1oimkTA/7xxx+hSc+BrgFdA7oGdA3oGtA1oGvg5a+BvzCZ8KpRoLqihdX+2UdwLHyLgflv4Zj7Br0zX6F96jOEzKcMw50yLF5FS2e8dsR2wh5DZ7o2ayCrQbz+J0bXgK4BXQO6BnQN6Bp4hWrgVQOxNN5ggGzb+MfomnqIrukv0T31peC2qc8RMps6DFfCAAYS+tAb1ydOHbDHdKIx0qaB7CtUuIGKQNtf/v+i9T3S90jXgK4BXQO6Bp61Bn6pQLbBeQstnk/QNvMQXbOP0DH3CPaZLxAymjwER9IgehMH0BnXD3tMF5pOdKA2skUDWQ1kA/6X9Ky/cDpef2jrGtA1oGtA14CugedXA79UIFs9sIkmOrd26jO0Tj9Ey+RnaB5/gJCOGDr7tQcdsX2C2mJ7YY3p1EBWg1gNYnUN6BrQNaBrQNeAroFXrAZ+qUC2vPcKGkbuomn8YzS6P0bD6H1Y3Z8ipCWqHe0n6FWxXrKf6BTnwdIxWrS5Vv+X9Pz+S9JzqedS14CuAV0DugZ0DegaeJE18EsFsg2O62gd/wRt0w9hpxXZiQdoGvsEIbbYLnTSQ14x3WiL7oQtog1NETbUhzVqIPuK/Rf2In8xdG79watrQNeArgFdA7oGXlwN7Nu3D8FQoHvwSwWytb3X0Dh0Gw3Dd1A/dAe1jluoGbyDkI74XgFk6fWyRB0xneKNXI0RekU2ULFo+4v7hdZzq+dW14CuAV0DugZ+TTUQDIgln0Bz8jyBLB7/qDl96VW/YOVA10Q7BBp6rqJx4CYsjtsC0DY578LivIeQwcRB9MX1wJHYi5GUIYykDsKV7EB3jH1HK7IhQ/89dkKBLkLb9QeargFdA7oGdA3oGtA18EutgWBAajA+wYLHYP1U0KrKwebx5xfonhKQbezdhHXgFqyDd9AyfBe20ftodH2IkIV0D2ZTnZhPdWIpbRSL6S4spDrhievWQFZvLQj4n1+g4tN2/UdH14CuAV0DugZ0DQSugWBAajA+/gDjTm0MXpnvNI+vuED1QUC2tuMi6jovo1rQFVR1X0XdwC2EnMmbx3r+LM6YpnA6axwrqS6cTHFiIXFgR0C2sbERiYmJ2yKKCXQR2h74l0DPkZ6jV6EGNm3qPrBMTH+/03v3PaYz98G2udP4HcZt2p7Yy5Y5/b3xZ5jiR3+EmAKNWcyTbdObV8nzVH+KfR/HBfhnnPp4KpcS471fNmwqeq6176czEWx/HKP5DuvOxz3Q8/nLmM9gQGowPr7A4rPqXxSIpXEFqmGxItt1FXbnXXSPf4q+6S/QP+N9MULIqdxpLOWOY8nkxoppHKumcZzOGcNS5tAzAdljG8fAFAjYaiD7y/glDFSI2q7vM9WACp4EENoXJJglwJY5je+3/qD/PEB20yYDu03Y9m0DTD91DQZ1QT4SGPXf3/eYtslz4h1PIIBqdC+C+h01GD/dw2D6Cyr/1r01mBdtC/gHX8/xq1s3wYDUYHyeFbAaxTOIZW7k8yy6QHVLQLZr5C5Gl76FZ/UPGFn5Ho65rzA8/w1CPGkuTKQPYyJjENMZQ5jJGMZs2iCmknufCcj6Aq+Wth7UdrlQ0zG8tWqrgeyr+4sXqPi0Xd9btQZUIPvjj14wGhQQegpE/TxA1uiaZOCp2n+Sgxkv+fgH9mKVVAK6P+X31pv45+AJwG9ch0/fC2O/J/I/dQ8ohsCzDO6DyKNBqQalr0gNEHj0R0/8fjzDNQUDUoPxeRZAaRSrgldVNorZri7QHBKQ7fd8hL6Jz9DjeYDuic/QO/E5eugc2dniKSwVTeBU4biX8sdwKncEi1mDzwRkeTVW5qc+uIXik3+OtKlHSHR/ivqZmwLMaiCrP/QDFbG2/3Jq5Gnw9BOQNQJoDMqm1S0JAsgxMPRy7x+bp0Ggd9VX+mP0BAgMLoe/Gnz6mnzcL0MQqPiSzxPjU+wGq9pPjS2YfqQ8T8yPAoDlaxP3R/6jLo2TcgT1z8gz/KF/6jp1Lg2Gd6EG/IHYYIBlsHUbqB+2B8q3XRDpz98XaPWl95fLny3QNXmB7H30Tz1A/9RncMx9Cefi13DOfIWQmZIpnCqZxuniCawVenAqfwzLOS7MZjz/PbL2S39A/sI3SBp/gFjnh4jqv4HO0XloIPv0H6pAN1Xb9Zy9qjUgAyPvNTCQ/BE/PgXAJBv9wfJh3ydtTRBgSwJjXpAmrxY+Br1bIOyx7CeH37mmMQW5Gvn0tT9dxwEBYRD9iTnYur6n++DrEX775H2y6tw8vRXk6XvwOD+NK4g+uW/Nfd8XPTd6bp6lBvwBxpfVFuh6vVsLbmNk/hHGT/2A8dUfMLryHSZWfo+Q6bwRrBS4sUIA1jSKhVwnZrOH4Ml4tq0F8kpsZmkZ7BvfIH/xWySPf4Y4531ED9xEWNcV/N3/tIH/9Lfn9H+Vu/BfZaBC0Xb94bkbNaCCOS+YYqBJX1FLK6rfTyNTBok+gOwTK4FPxCj5+PfsCR8vePOdw6guvPtQxQqJBJr9zt8TfRrl9OpoPp5+ECz4/p4G7v77egp8inH+dA/U++UTyFJcsHPB90Fz/bdP18Bzr4GXFaz6G5ffz84ffxQ7BNqGrmNg4lMMz3yBwemH6PN8CsfEQ4SczHVjNWd0i1ZyXFjIHsZE+rMBWd4jW1RUBPPq75Ex+w2SPZ8j3vURogduIbzrKmpnzuD//Y8O4B878H/9h5vP/WYGmhht9/0HTs+NnpsXVQNe4Cp9za+AHxk4CVAmr/L5ALJPAD8ZiPlcvZQBrhfI+swR6A+t6E9e1TSunaeuxTAvjeUnEGl4D/z0551b/qeAxyGBYLEt4Ce7PNc/9SXPzTZWZPU+Wf03zLCmuQ41/+l37MXOhT/A+LLaAs0Nrci2OT6A3XEDrYM30TZ8B12uD9E+dA8h103TuJrtwZUcDy7mjGMjexSr6cOYSt7ZObK0TYBBLPHm5mZkzn2LlImHiB/5GJ1nPsD0tatYvnHOC2L/wQ787/X4p79d1x8C+kNA18CvoAaMwZP0wb4FVg0A5paN/Q18dhvI0j3zCZj9jNPHvab5eQJUG/k91Z93Hp5aXTWKlXTG92KHQJbmXfmnJNAfJ23n+tBc18Lzq4GXFaz6G1eg+09A1tZzBbbeTdj6r6N9yAtk2wZvI+T3tRv485p1fFdzFl/WrOFBxQpuFs9hPcf5TA97MZglIJs6+QUSRj/G+v3zwH/q8dI/dgH/ZzPw99XA/1KEf/rxpAYx0h+YQDdV25/fL72ey92dS2PwJI/hMZDaVLYV0O/HdoGsDGrl3y+h55XJAGBYjvPVfgpYytfzI358oj/FpuQMPD9PA2eK2S6Ipbo3jFOu5anxPHUPHl8P6eXVc+W69O+Z//uu50fPz/OqAX+A8WW1Bbp2ArJN7edg77+JzqE7aHfcha3/Flr6biLkQeY4vi1axDeFC3hYMIcH+dO4mzeJazmuHQNZWpWV6ez9P0fM0F383/9h1gti/2M78H9YgP+1HPhbE/6fv6nD3/7N/6iBrP7g1zXwK6iBp4CRwTULn0yDg/YVkMVHdz2xgqmAVwHW5H22Tx33tV0gu4npJ16A4P3qfmuPrdI/fUCLbQXBrlY+BQi331+gPwps986NvAKsXIt0sgHH+Fp9pmvcmgODe7oVr236c07XwAutgZcVrPobV6DPB++K7DUBYDsG76Ld8SHaBu6hffAjhPyh8iT+smoNf6hYxQ/lp/BV6RIeFM/iusm9IyDrbzD/8g+LwD/Y8P/9b1b8y98N4F/+fQf+/m++eaE31N94tE3/B6xrYPdrIBgg613BNNor+vgrdNrrKVb/ggOhAkhKx0Y9CbiCy/FTrUhjeJzziXwGQDaoa9764/7kV/sM1vnoHeJP9yftOZau8wmAv5X/p3vuHdemeDvaVn5lVfXpsUvXv+VLY+YV7p/y/zRnWqfnQteAroGd14AXyH6AjsF76By6j+7Bj9AxeB8dQ58i5JuyZXycM4H7OR7cyZ7AB1ljuJjmxKmknucOZP/x7z4E/r4S+LsC4Md0/Mu/a9QrsQZ/XHSx77zY9dz9QubO19fXv5bfl6dWZV/u+6pXY1/u+6M/F/X9edVrgIBsS+81sTe20/khOoc+FEBWrMjeKZjEffMs7pcs4G7pAm6XzOF68TQ2TKPPHcjSRP7Dv/8Q//Q3S/infzenQeyv5Y+yvk79rcO2asC74vfEquO24n8Zf7RoJfRV2HMqVru3VmZ/GXP/qv/R1+PXdfhLqwECss09V0EPd3UM3xOnFdCJBbaBuwhZz3ZhI4toFBvZYziTM4rT2S7M7/CFCL+0ydPXoz8QdA3sXg0I8La1bWD3+tX3WM+1rgFdA7oGXt4aICDb1HMFrYO30DZ8F/ahu2gdvAPrwB2EnM1z41zBhKD1gimcyR/HKZMbszk7e0WtLoSXtxD0vdH3RteArgFdA7oGdA3oGnjVaoCAbGP3ZdgcN9E6eFuA2GbHbVgH7yLkWvE8BIAtmMTp/CmczHNjIXcME5mOF7K14FWbPD1e/Quva0DXgK4BXQO6BnQN6Br4+WqAgGxDxyU09VyHtfcmGvtuwdJ7Ew29txCymjqCtbxJnMqbwMlcDxZyxjCbMwJPpl6R1UX78xWtnns997oGdA3oGtA1oGtA1wDVAAHZmtZzsHReg6XrAzR0foDazk1Ut19DyFqmB0tpo5hPHxE0nebERNowRlP79Irsr/ABE/2hoT80dA3oGtA1oGtA14CugZepBgSQbTmHhrarqLNfRXXLZZRbL6C08QJCTmZ7sJzpxkLaCKaThzAe3w9XXA8G4zo0kNVAVj9tr2tA14CuAV0DugZ0Dega+FlrgIBsSe0KKiwbqGm5iDrbVTTYN9HUdRMhzoQBTCQNYy5lBIsZ41jK8mA2cwRjyf0ayOrC/VkL92X6b1CPRa9O6BrQNaBrQNeAroGfpwYIyJbXLqO6cQN1zedhab2KprZN1DRdQMhA/ACGorvhiXNgLsON5bwpLOaOw52mH/bSBfvzFKyedz3vugZ0Dega0DWga0DXANcAAdlG6xnY2i6hrfMa2jo3BbXYL3uB7HBcH1yxXnLG9mE4tgsDMe1Brcg+evQImvQc6BrQNaBrQNeArgFdA7oGdA3spAYYsPriBGQ7uy9hcPg2RsY+wtj4p3CPf4rRsfsIGUwchDPJAVeiA7TNYDi+H4MJ3eiNaQsayIaEhECTngNdA7oGdA3oGtA1oGtA18CvpwYA4J//+Z+fiQj4+gKwrCcg291zHsNDH8A9dheTEx9jZvoTzM18jBB39jiGUgbhTBvGWOYI3NmjGMsYhiO5O2gg+8MPP8CInlcxy7mfV87t5pHHQO3txKuxshxsHjmG28HGqn47iecY5mpOfzLHGHF/cbLtWWLVPLJMbTm3apNlf36yjdpy3LO21dwsy3lZJ3N/dtlGbTmO2qr9ecm71Y86Xn/9qjZZVvP4kuUYaqt+qt3Ih2L86eUcav5nleXc3PaVM5DdKI5jZK76+bOpvv5kzsM+LBtx1YflnXA1P+dgPcvEVR3LzGVfbrONOet3k1PfRv3xmJgb+ZDOV7zsHyiH7MttjmHOeuasZ876YDjHEA/kz76B/J7FbtQH65g/S/7txu4mkO3tOQfX0CbcI7cw6bmL2Yl7OHPqc++K7FiaEyMpDriS+jEU34Oh+G70xwW/tYAuXJ1AVQ5mcijGl99O8vnKtV292rcqB8pn5G+k85XHyNdI5yte1u8kTo1RZTm/UdvI30hnFEs6I18jna941vuL8WdTx6D6BpK5/51yNb+ax8gu6+S2ei3ByGp/zyqr43nWfIHi1f4CyZRP9fHXh+obSPaVX43jPlW9KrPfTrlRPiOdPG6yB9ufUS5Vp8rB5lb9OA9xtrGOZeLB6uSYQG2jnHJfPCb2U2XOz3aW5RysM/Jh24vivvpU9arM4/GlZztx9iEu6/21OYZ9titznD+u5vTl68+PbL7igtUHyv8sfew0djeB7JTnOk4vPcC501/h0pmvcOnsI1xc/Rwhp0sXxBu9zuZPY8M0jdPZ41hMdWIiMfgVWboJ6gSrcqAbFcg/kD1Q/udp3+5YjPyNdL7GqPqyTNxXjJGe44xs29FtN4+Rv5HO1xhUX5aJyzHB6NUYjudYllXuz67aVFnNtV05UD7VzjJx6otl7leVWc88kJ39dspfdH51XGp/gWSKV33UnLKs+gYrk5/clxrHfah6VWa/nXI1H8vE5ZyyXrWRn2w3imOd6scy231x9iNu5CPbZR/WyzFGOrL70suxvtq+YllvxI36ZD/uR5WNYtj3RXDun7nah6r3Jat6X3kC+alxqqzGB5LVeCNZzWHk40/3rPGUO1COQPYXNb7dBLIXzz7Ancvf4fObf4nPb/xb3L3wNT668i1CbrddxR3rBdxrOoe7TRdwq+EMrlafwrp5KuitBUaTrE6qP5ltKpcnnm1Gfck62Y/jWSdztu2Ec56dxHLMdnLIvtxmzvkCcX/+qk2V1dyB7Kq/kbydHLIvt5nLuVlHXNZzm+0sy5xtMjeyyzpuc4wvmfTsw5x9mbOeOevlWFknt+UYbjM3ipdtch5uB7Kz3065mj9Ymf2I77RviuM8/nIE4+MrXo2VZW4zl3MY6YzG68tPzrWdtpyP28w5jyzLbbYTZz1xI73qw34cJ8cYtdmP42Qftsl9yHa1Lftvx6b6yrKvnKw34hTPejmX3A5kl32N2mq8KhvFGOl8xal6VeZcvvRkl21ym2O3wwPFB7Ib9cUxMpf9ZD21/dnYV/YJ1A4mxpcP62Uu9yfr5bY/H9m2m0D2iwd/iU9u/4CPrn+HL+/+Ad99/Ff47779nxFyqfkCrtkv4XrbJdxou4JN+wVcbFrH6ZrFHQHZQBPBE8B+vmTWM2d/4qRjWW3vROY+AnHuk8cQyN+XnfP4sqt62Z/7lnWqv5Hsz1+1qTLnYz1x1u2Ec55gY2V/7lvW7SSPGqPmk2Vuy9xXvJEP6zhmpzLHEedcxFnPbeayH/vIXM4hx8hxqs/zkHkMnOtZZc4TDFf7MooJxscojnRGsbKO2sH4qfk5B3PV/iyynNNofLLd19j99S/H+8vPfuzjL6ds4zjWqTLrmT+rnfOo3FdeWU9tipN1ssx2ObfqK9uCaavxqhxMDvLxF8c2mat52RZI78tPjVNljiOu2lhmH5aD5WqcKnOe7eo5LhD3lVeO8+Wj6lWZchjpOLdqU+XdBLIdvR6snPwAH979AV8+/Ct8/ulf4OLGxwhZbTiL+ZoVLNQtY7HuFBbqlzFfswRPmWdHQJYvXuXqxQeStxMfKFcgu9pXIFnNF8hftu8klmOYUz65Lef31fbnr9pUWc0ZyK76y/JOYjmGOeWT23J+f21/MaotkOyrHzUumLEaxfjKb5SP45kb+XA+2Yd1Kg/GR43xJ6v5nrfsr2/ZpvYr27gdjA/7qtxXLOuZU5zc5jxGOiNfX36cZ7uc8zFX+2S9EQ+mLzXOV37Oxf4sB+Lsb8TVWPZR9bIcjI/sz21fcUZ6Ix3lMdIb6bjPYLgar8rB5PA1NjXWX25fNtYbcTV/MDLnUX196VU/I1mNVWWO2a6e4wJxX3nlOF8+ql6VKYeRjnOzTeVsDwRka2trA55oEOypBe8ci0FEch5K69vRP7aA6ZXLWLtwHyHLjWcxXr0Ed+0ixutWMFG3BE/NElzlkxrI+jhWjG8o38hg+bPGUTz3tZNcvmJUvSpzn8wD2dlP5c8aR/Gc0ygX62Q/9ifOdlnHbdUWSOY4latxZDfSyXGB7LKvUT6OJ86+rGOZuS8924kH4yP7B2qr+Z63HKj/YK9JHVcwednHXyzbiPvzZz/2Ya7qVZn9dso5H3HOwTqWZe7Lxno5D8UZ6Vkn27kP2cY62U/NL/vIfsHqZT9ffcs+vtq+Yo30sk5uU+5AspGPrzEZ+ar5/cXKtmDi/Pn4s223H9lfbRv1Y6RT4/zJarwqc+x29RwXDPeVm2N92VW9KlO8kS5QXrb7A7IEYpn8HdEVLJBNMFcgrrgCh5Iy8XZEHN6JSkB8QSVC5hvWMN20hgnrGqaa1jAl+Gl46peeK5CVJ8to0mSd3ObJUnWyLLflfoKJZR9/PFB+jmU/4qyTOdtlndxmuxrPeiNfWRdM2ygXxbGeuZxL1aky+7KeOOtkznZZJ7fZrsaz3sjXSKfGs49RHl821VeVOU7mvnxU/YuWaUxqH750RnqjWNmP7CQHS2q+5y0HGkeg/jhe9WN9IK7GBZIpn+rjS2ekN4qV/chOcrBklM9Ix/l82VhPnH2Js96XTrWrMsexnjjrjDj7qTZfevYLZGc/X9xXvJFe1sltyq3KRjojH1/jkuP9xbGNuFEuthvZ5D52aue4QP2wH3PVf7sy5/HHA+XkWNXPSO/Lh339cX+xvmyqXpWpP1knt1WbkewLyDKAlbkvMBsskD1RWo6UukbEV9cisaYBWc12ZDS2IGSt9TxW7Oew0LqOxZazmG9ew3zTaUzUB79Hli+cub8bYTQR7M/xxFkn+8t69mU/lpmzXo5nnZEP23xxjmFu5Mc24v7sRjbS+YuXbdz2lSeQ3le8L706NvIz6oPjA9mNYtU+VB85N7dVH18y+6uc/VlPMreJq3a2sV7mbJPjfNmNfOT452FXc8j55XFxW7arsUY+rAuWB8ov2ykny2rbSA40Bs6lcjWO7ao+kMxxKpfjVBvJbDeyyXbyU304Vuayj6wPpi3Hctsojm3MjXyMdOwvc9lP1lNbtm2n7S8P24zy+bMZ+RvpOAdz9lFl0qs6lplzrMzZxly2BdMOFMd24nI+WS+3ffnIemrLMXJb9TPyNfIx0sl5qS37qDaWZR9/bdmf28TlGFkvt335yPrttjm/HMc65kY21hn5kI31xNmXuWxT7UZAVgWvqqwC2mCB7LupGXgzMQ1vJqXg/bwiRFfVIKqsAiHrtvPY6LiM020XcNK2gRXrGSw3rWFmmyuyfMGBOE9IID9tD35FRc+VnqsXXQP69/blrjF9f17u+/Oifz91fn3/f64a8AdkZcDKYFbWcTtYIPtOShaO5Jcits6KmOpGAWZja+sQcsl+Eeds57DR6qX1lnWcsZ7B0nMEsvwhy/znmnDdr/5l1zWga0DXgK4BXQO6BnQNPJ8a8AVkGaTKnMCsLHM7WCAbXVKHHFsf4mpsOGqqQGxlE46ZzAi52nYR19ov40r7ZVxuu4QLreex0byOlYblbe2R1UXxfIpCz6OeR10DugZ0Dega0DWga+BVqAEjIMsANVgeLJCNKW1EXLkVkcUNCCuoRXylDe+lFSDkqv0crtkv4or9Ai63nseFlnWcta5haRt7ZGmyebWVuXoDfOllP/ZhLttelfZOx85xzNXrZT1z1a5l/aGna0DXgK4BXQO6BnQN7GYN7CaQfSs6C/sTCxBZaEFMSTNCs6sRXWBByCIvhscAACAASURBVKWWs7hoXceFprM4bz2L9cbTWG04iYWauR2tyPoDWv5s8sQH6yfHvCztnYxdjdmu/LJcux6H/gDVNaBrQNeArgFdA7+eGthNILsnJgtHsyqRVGVHeH49/vRwImIKm+nNXhsgutC8vgVk1+pPYrFq9rkDWSpuFaQZFXwwPkZxvxSdev2B5F/Kdevr+PV8+Ol7re+1rgFdA7oGXv0a2E0gG1vagPiKZkSXNOC9dDP+5GgC/vRoKkKutV/C1VbvtgICtOebzuBs/SksVb4YIEuFqwIztZgD2VV/OadRLOtkbpTDl47jZLuqY5m5kS/biMt2tc1+qp7lQHb20/zV/5DQ91DfQ10DugZ0DegaeFlrYDeBbGRRFaLNdTiWX4HwwmokVLXgjZgsArKXccV2QdDV5vO4bN3AecsZrNZs74UIPMnBgKxAPoHs3Bdz1X+7MufxxdV85Gek86VXfVWZ+2U9cdapnH1UvZb1B52uAV0DugZ0Dega0DWwmzVAQPav//qvd0z0QFiwD3vtTclGpLkaEWW1iC6rQ2ZzJ1IsLQi51HQWV60buNa0gU3rOWw2n8OmdQOXLKsvZGsBTXAgMBbIrt4k1X+7sppPleV81PZ3DbIv51F1qsx+zH3Zfek5TnP9AaZrQNeArgFdA7oGdA3sVg3sJpD9s4hYRJTWILy0Bm8mZeKNxDSElpQh5EHnJj7r3MTD7uv4sucGvui+js/aruCOdf2FANlgwFgwPvJNUv23K8u5jNpyPmqTj6yTY4z0qk6V5XhfuQPFqDm0rD/IdA3oGtA1oGtA14CugRdZA7sJZKNKa/FOai4iyuoRVlKLvel52JeWiZCvHLfwnfMevnd9iO+G7+KrgZt40HEZt61rzx3IBgvGgvXjm6P6b1fmPP64nFNuqzFGNlX3vGV1DFrWH1y6BnQN6BrQNaBrQNfAi66B3QSyqZZ2HDFVINnSgey2fsTVtiCuugEhH/Vv4prtLDZb17FpO4srzadxoWEFp6tntgVkGZypnCeR9SwbcfZhbuTjS8cxzGU/VafKsq+vthwjt9mfdSonO+tUX5ZlH9XXyGbkI+fSbf3hpWtA14CuAV0DugZ0DbzoGthNIHso24zI0gYk1rchvbkH8XU2JNRYEXK2ZgFrtQtYq1/EmbpFrNUtYK1mDksVE9sCsi96snR+/Qupa0DXgK4BXQO6BnQN6Bp4eWpgN4FsTHkj0ho7EVvdgqzWfhT3jaFi0IOQ8/XLuGg56aX6FWzULOBsxQyWS8Y1kA15eYpF/+Lqe6FrQNeArgFdA7oGdA28TDWwm0B2T1IO9qUVYl9aEaLKrYirsSO8uBYht20buFp/Ept1XrpStYjz5bM4XaSB7MtULHos+sNL14CuAV0DugZ0DegaeJlqYDeBbHRZA46YqvB2kgkHskoRWlyPQ9nlCPmgegV3607hfv0q7jecxkf1q7hTs4zNsuD3yPKeTZW/TJPNY+MxyTK3ibN9u1zOsZM8HM/9qjLrd8rVfKq807y7HbeTcXMM8Z2Ol3NwvCqzfqdczafKO8273Tjul7hRLNuNbM+iU/Oq8rPkfh6x6nh8yape7TuQXfV/WWR13KoczDg5hngw/r9GH56jnVw7x77K88vXsJPr1zE/D8DfTSBbOzyJqJJ6vBWfhTdis3Eg3Yx3kvMQcr9uDXcql3Cvchn3qlZwt3IJN0tmcTHfHfTWAv7FkYuQdS9LccljozEFknc6bjVvsHnUOFUONo8vPzWfKvuKe9n0Ox13MHHk4+t61XhV9hUXrF7Np8rB5nkefv76DmTbaf9qXlXead7nFaeOR5W5H1/6YO3s97Jx9bpUOdB4ZX+5HSju12bf6dzIcXL7ZZo/Gleg8bysYw807l+zfTeB7OFsM/YkZiPXPoDk+jb8cWg8DmaZEfJ121U8tJ0X9IXtAr5qu4Qv7BfwYdPpoIEs38SXuQjVsQWS+Zq2y9W8wcarcaocbB5ffmo+VfYV90vRB7re7doD+W933tR8qrzdfM/iv5O+dxIjj1GNV2XZ9+doq+NRZR6TLz3bX1WuXpcqB7qu7foHyqftT66+vezz+7KPT9fTk/W0nfnYTSC7Jy4Df3IsFn98NAaJ1S0wd7sQVVKDkD8fuIUfHLfwVfc1fNpyDvcaVnGzdhlXKmefK5BVC1mWjdqkkyeTfZjLtmDbck65TfFyXrnNuVnHnPUqN7LLOm4TN4plnZGdbTvlck65TflIlkntQ7b5ilXzyDk4nnWyzG3OyzL7qnnZz5dd9mcfOafcln1Zz5xjmZPeqM26Z+X+8vOYmMt9sY7jWfblw37+7KoP52QeKHY78ZxLjpHbbPfHeVzMZV/WcU6WZZ9g2hxPvnJbjvWVm/XM5RjOxzbi27HLcdzeTnww/bMP5zUaI9uMuK9xsS/bmbOeOOuIy7Ls468tx8ttOUbWcz9sl22kY5ntss7IJvv5anMcc9mPdTKX7dRmm6pnme3MWS/Hkk2W2YdjVM52OYZ9/NmC8ZHjd5JfjdfyzoFqoLnbTSB7LLcYb8en44+ORGJPQjZOlNXhjdhkhDwauI7Puq/gk87zuGc7g5uNK7hSO4e10rFdA7JyofKkycUut418OeZZOPdBXO2DbZxflVmvxvnT+8shx+1GWx3LdmWj695uDtmf28TV62ebrFd1qiyPj3OqPqos5/+52+rYVFm+PrlNfrLM16HGB5I5zigX29QcrDeK8ecrxwXbVvOpsjoGthMPto9g/Ti3L38ju6p72WRf1xKsnq9H5nIs61mnyqSXddwmzjH+OPtzHuYcL9tVG+eVfbi9nXjOE4hzbtlP1fmSWU98O/Hky7Fym/OoNtlH7ofbsr8/HdtkHkys6hNIlvPr9vMHtLsJZKOKypFuaUHD2CSS61rwWlQ83k3PRMh1+1lcqJkVdLF6Fucqp7BW6sacyfHSAVkuWObPsyjVnLLMbZUb9c8+qk3Vq7Lqv5tyoLGodlWmsaq6ncoUZ5SP50PNa+S7Ex+jGO7z5+bBjI19iKtzItvkNl8X63zJrFfzBqNnH7UP1j8PruZWZeqDdcRl+Xn0L+fgfmSd3DayG+mMYtiPOfsEkslP9eFY2cY+zGWfZ237y6naVFkdoywHMy45H7XVeNmu2jg/+/iLl33Yj+OD5ZxD9ld1qky+RjrOodpUWY4nmywbtVWdLHNuzkM22c6yL87xsl3VbVeWc+n2qw1k30/PRlpDE1Lqm7A3OR0nyqoQWVKCkI+GPsD9vku4130eN9rO4GrzCi5bFnGuYfe2FlBx+StO1fYiilHtQ5bldqC+ffmqelUOlPdF2gONRbWrMo1N1T2r7Ot61bzB9B2Mj1FeX2PYbX0wY/Pn488WzNzI1+srly+9HGvUl2rfiaz2rcovql+jsRr1LfsZ2Y10gWL82f3lM7IZ6eT8z6Ptrw/VpsrUv5Eu2HHJsdRW88l21cZ9qD6s9+Uv27fTNupH1alyoDGo/qq8nXiKVf3VfKqs+pPsi4KJVX0Cyb760nrf92E7c7ObK7J/ejwMexKTEVlSJlZiw4uLkWqxIOTLuU/w/eID/LDwAN/Nf4Kvp+/jS88dfDyy+VxXZGliuOCYy5Ol6mRZbst55Phnbfvrw59N7Vf1ZbuqV2X288c5hrg/v+3aOC/HbVemuEAxso/qK9t4DL64Uawcz3bicg7Ws86frNo4JhDnOOKBfLdj57wco8qkN9L58ld9A8mcx18/cg65bRSj2uX8O2mr+VTZaAw76SeYGKO+5Tgju6p72WR5/Dttq9ck51Ftqky+Rjo5h7+2HEttNZ9sV22cV/VhvZG/P185zqhtFKvqVNloDHJu1V+VtxNPsaq/mk+VA/n7G6sauxOZ8/O4+BpYr/mzAdrdBLL/+v338cfHj2NPYiKOmkww9/bicG42Qu5P3MGnU3fwxex9fLX4Cb5e/BSfT93FLeflbQFZuUgCFQr7ygXEOpn7s8u2Z20b9ck6zs0yc9YzZ73K/dnZFiyXcwcbE6yfnJvaatx27UY5OCfnUmVVz3bibFO57MNt9lFl0qs6lolznOwn2wO1nzXeX345tzo+fzbOGchHtlMMy77iVbscQzaOY87+zFn/vDjnZS7nZR1z2fa82pxb5Zxf1bPsy8565uzPnPXEVZ0qyz5GtmDscn/bbXOfzI3i2cZc9mEdc9kWTNsoTtWxzFzOyzrmso3bbGPO+mA5x6mc4lnHuXzJqp795RxGPqxjLsfJsbJe9WWZeKAY9jHKJ+eR/XzpjfpiXzm/7CfnVX20vH1Qu5tA9v30VOxPScJbcTH4bXQk/vWhg14g+9XKQzxa/ETQw/n7AtTeHbmGa46NbQHZYAsgUJEFm+dV8/N13cFex7PGB9vPTv2CHV+wftsZh5pTlbeTa6e+P0efOx2rjtv+h7WeMz1nugZ0DegaeLoGdhPIxpSaEZqfh3dTk3E0Lwd7EuOxNyUJIQ+n7uPhzEf4YvZjfDHzET6f/BCfjN7EB/3nnxuQ5T/yzNViYD1z1f6qy3xdzF/161HHz9fFfLt21X8nMvfNfCc5dMzTH1J6TvSc6BrQNaBrQNeArxrYTSAbVVyIrOYmxFVVILayHFGlZhzJyUXI52N38JnbSw/ct/Gp6yY+HLqGza715wZkfU2A1utfDl0DugZ0Dega0DWga0DXwKtZA7sJZM1dnahxDqFsoA9JdTUIKypClLkMIZ8Nf4BPhzfxsXMTHxENXsHd/gu41r66LSAbaCXsWe0/Z5Hz2In/nOPQfb+av+j6vun7pmtA14CuAV0Dv8Qa2E0ge8xkQnR5GYp6e5DebEWatQnJ9RaEfOG6DgKznzk38UCA2qv4aOAibnSd2RaQpRvEgM/XzXpWu6+8z0vvD6gGGvvzGoPOoz/sdA3oGtA1oGtA14CugVehBnYTyGZam5BYW4+YqkqEFpkRV12LxJoGhHzvvoVvx27jW/dNwb8ZuY6vnNf+f/buO7qN80AX/my7602ysZ04ttUre+8kSKIRAFEJgCQAAuy9iqS6LVkusuUqS5Z7j6vcJBdJLnJL4pLEceLeZDuuabt77z35zj3f3t39cu7znYHyXk8mQ4BNI0p8/uB5560DzPwAPDOCSDyx6dYpB1n5oCcLfDPtP1Yndq4+rmP1fLku3yRpgAZogAZogAZmYkAOsn/84x9n9HP48GEcOXIk4c/evXthiERh6+pFlsuDVVY7Ml1elIaaIP380n147bL98Z+fX7YPr+3Yh1e2P4jntt4xrSArH5CZhsJk89UHXTlebMulcpxoF23KuthWl2KsXIo+9bYYI/pFKdqV40WfXCr7uc03EhqgARqgARqggRPNgJ5BNsPuRFmoCZlOD4ytHWhYtxGloRik93YdxDs7n8B7Ow/gvasP4L0rn8Bbl+3HKxfcM+0gK58IEdomOikz7Vevq15vpvWJ1pfXVT+/2d6Xet+s882NBmiABmiABmhgrhnQM8gW10dg7eqDqaMXpZEW5AVCqGrtgfTr657Cx7sO4JPdB/HpNQfj5UdXPYbXt0/9L3uJA6wOdqJdlDPtF+soS/WaM60r15a3E62XqC/ZXPV+WOcbFQ3QAA3QAA3QwIlgQM8g6x0aQ013P+rGNsDRP4LagTWobuuF9PGV+/H+jgfjPx9d9jA+vmI/jlz+CH55wZ3TuiOrDnXqEzHTfvV6oq5ed6Z1sa4oE62XqE+en6xf7IMl37hogAZogAZogAZOFAN6BtlVllqUhlvj4TXdFUB5tAMF9RFIn1/5CL7Y/Vj856vdj+Gr3Y/js5378Ob2u6YcZNWBTX0iZtqvXk9ZV6+trstjRZsoJ5qfrF+5lnp7OnXl4+A238BogAZogAZogAZOBAN6BtkUmxsZTj/yAhGkOf3IqWtASbgZ0p/ufxV/euhn+I+Hfor/lH8e/hn+3/tfwu9ufWpKQVYr/ClPwkz7lWtpbYv1laXWOLlNjFH3i3a5VPZptYs2MU7URSna5VLdpq4rx3Kbb140QAM0QAM0QAMnggE9g6ypvRdFoSgKGptQHGmGubsf2b56SH968CXgidfxpyd+jv/z+C/wp8d/jn/f91P8yz3PTCnIHu8DPtlwONlxx/v5cP98E6MBGqABGqABGpjLBvQMssvNNhQ0RFDd0YOicAwFjWGsdjgh4alf4v87+Br+94FX8R+P/xT//tjL+H8e/jG+uuvACRNkRTgVpfqki3ZRqvtZ5xsFDdAADdAADdAADUzNgJ5BNsXuit+RNXX1wNjZjcq2DlS1tUP634d+iv969nX8xzOv4b+efg3/+fRr+F9PvIyv73vyhAmyhDc1eDxePF40QAM0QAM0QAMzNaBnkDW1d6KwMYwsnx9lsRaUxmIwdrRD+vcXX8d/vPhL/NcLv8R/Pf86/vP51/G/nnwVXz349KSDrLjTqS5neoBma77ycc3Wmsp1Znt9sZ5yH9w+sd9wxDkVpfp8inZRqvuT1cU8USYbP9v9x2u/s/08uN6J/Trj+eP5owF9DegdZD1rxuAeHYVzZAQFoRDSXE5I//PV14F3PwbePoL/8+ZH+NMbH+DfX30Dvzn0wpSCrIxH+WEmb88lUMrHdiwe12ytP1vrTOc5zrVzNp3nkGjOXHh+yc5vsv5Ez0/um+n8ROsnO37Hct+JHhf79P3g4vHm8aYBGhAG9AyyOT4/3GvWwL9+Pbzj4zB2daA0Fob0u3d/hafvuhWP3bgH+/ZcjQM37MEr996DD5+e/B1Z8YTm8gfZsX5ss7H+bKwhzsVUy+O576k+1umMnyvPL9njSNaf7LnPdP5E60923UTjRJ9cTrQftvMDkgZogAZOHAN6Btma3j5UdnYguz6Iqu4OxC46H3UbxyEND0ThtBajpjIXxuJMVOamwlVVhM29HZO+IyvQiQ8qURelaBcfYKIu+uVStIlS2Xcs+sVjEfsR+xWlaBelaBelaBelul1dF+MmKhONF33qUrlWoj55XKJ+dZ+oK9dPtC3Gy6VyX8o5yjFi3Gz1q9dWr6/Vrx6jfCxa2+o11GOS9YvxYpyoq8tk/erx6vpE80W7KCeap9Uv2tSleg1RF+NEXZSiXS5FG8sT5wOL54rnigZoQG1AzyCbHfAj1eNGXrgBOY1BnG0yYLXPDsnfZEesux7dwy0Y3dCHwTXtaAg5YbNVzlqQlZ+4+BBTbk/0gaYcqxwvDuBU+yezhlh7MmPV+1fP0epXrq+1nWiOsk/eTrY/5Xj1WK36RG1y+2R/lPsU21qPVWtfYrzY12zXtfYp9jWZMtnjUa+hHq/sT9Qnj0vWr1xLa3sy89VjktWn+rjU62k9TrZN/rXFY8VjRQM0MFcN6BtkPcgKelHQ1ICMgAenVxRgpdsKyRIxw9flh6ujDv6eBkSHmxEbakZ9e/CYBFn5Q04+IeoPO1FXluLEiTZRV5eiX10qx4k+0TZRXbTL5URjRbuyVM5TzlWOSbQt5muNUfaJtdVtol2er+wT62m1ib6J5ij7k22L9cXjEHXl2qJNlGJNdV20i1L0q0t1/0R1uV3MFWOmUk5mrhijLLX2Ifq1+uS2ZP0TzRPtE80X7cpSzJnMfsU85ZyJtqcydqI12M4PbhqgARqY+wb0DLLG7mZU97SgsjuGmuFu1I71o7q3FZJvNIiaXi+q2hyobLbB1uODb7ARzq66YxJktWCqP/iS1dVrqMer++W6eoyyrtxONlZrbfUc9XoTzVG3TzRP2S5vJ9ufcvx09qGeM5n6dPYp1k00Vx4z1X6t8VptYv/JymRz1f3qunL9RH2Tea7KtbS2tdZXt6nrynUm6puoXTlX3k40TvTJpXoe63P/A4vniOeIBmhAbUDPIFvUFEBuyIviliDK2sPIbvSguKUBUu2oH+FtHQid1466jTHUDgdh762Dtd09Z4Os+EAUBzRZXR6XaEyivmRzp/IYxNhEpfqxqPcv92u1iXZ132Tq6jFaj0Eek+gn0Rx1n971mT6/mT5e5XFTr6XsUz9Odd9k6lrrq9umWlc/LvV88bgmalf3y+NEG8vEryseHx4fGqCBuWxAzyBraI/AOtAG+5oumPpbUBCtQ0lrIyRjrxOFUQNqR3yo3xRD/YYo/ONNqO3xTynIig8xUSoPvGgTpbJPbIs+uZTbRF2rX4wRfcrx6nnKPuW2eg0xT7SLutiHqItStE+0ptY45ZxE2+q56rpyn2IdMUaUol2Uol2Uol1Zij65VLYn21bOm2husjEz6RdzxeNU19Xtcr9om2wp1hSlep5oF2uLuhgn6upysv1i3ESlel1RF+NFXS7lNlHX6hdjRJ8oxRytftEnxrLkhy8N0AANnPwG9Ayy+SEfDJ1hVHY3wTLUgtqxHvg3jECKnteH2HndaLuwF/Xrm1DT7YGjy4faaXy1gGhPfrQ8xzzHNEADNEADNEADsgE9g2xZcwMKowGUtTeiujeG8o4QrP3tkMIb+xBa14GG0WZExlvRvL4bznY/YmOdU7ojS9RETQM0QAM0QAM0QAPzx4CeQbaiNYSawU7UDHehuvfof/rK9NdCcrRHUVnvRpHbjAxzKeyxIEyNTtRGp/bVAsKdP3B5rnmuaYAGaIAGaIAG9Ayy9sEueNcPwTrUidK2ECo6m+AZH4Bka4og2NePyNgYajtaER0bQcNgNxr79bsjK75fp1WqXyhizETtE/Wrx0+1rl5XXVeul6hPOW4622JtudSaL/q1+hK1JZun7lfXE609mT6xnignmpOsf6J5s9Uu73+21tJaR4/ndyz3Idae6nFSzpvqXPk4ivlax5Rt/LClARqggWNjQM8gWzvSC/+mUdjX9MK+pgehbRvipeTv7oGhvhFV4QgqGupR0xKFJRqCLTr13yM7EyjqDyJ1Xaw9Uftk+8W4qZbq/arrYr2J2kV/olKem6hf9CXaR6I+MX+iMtFcdZ+6PtGaU21Ptm6y/qnubyrj9dj3sd7HsV5fPp4z2cfxmjsVBxx7bD4QeVx5XGngxDOgZ5Ata26Efbgn/tUC80A7asf6UNXTDKltwzp0b9sCa3sMrr5ONIz2o7azCVWNU//1WzNBqPUBJrdNdU2tdaa6htZ49brqujxHq01rLa22qcydylitfSVqm2htdbu6nmjNqfQdq3Wn8hjUY8VjEqW6/0Sp6/X4Z7KfmcyVz8NM558o55KP88T7wOc54zk7GQ3oGWRTXBaUtYXid2HlO7Lyd2Wd4/2QjNF6lIVcyPZWw9EbRt1QCxyd9QgOxXT9z17qDyC5rjzpol+Uyj7l9kT9ol2UyjmT3ZbnirHKbbkt2bqiX5RiHeVc0SfKZGMS9Sfqk9dX9qu3tfYvj1HOU26r58+knmjfok+9b2W72FY/BtEuSnX/ZOozmZtsfbG2KJXjRZuyVPZPZlvM1Ror+tSlcmyiPnmcul+ui/mib6K6aFeuo2xTtqvXUo9TjtXqYxvDBA3QAA3MngE9g2yqpwaZASdK2xpgHmiN//ot19oBSLleM4xttXAPB+Adqoer348CbymqG83HJciKDyrlB6ESnehXtim3tfrVbeq6cv50tpOtp+5X1+V9arWJx6LuU9fFuInWUY9X15XzxfZkxoixs1km269Wv7ptqvXJPn71upOdN5VxWvtQt6nrydZPNl7ZL2/L66nbRLu6bzbqysev3K9oV7ep62KcspzMGOV4bs/eBxuPJY8lDcwfA3oG2fxGNzL8dqxwVWKZ04AUnxULbQZIY9dsxbY7L8L4nnVwDbjQvKUZZQ3lWG1MOS5BVrwA5A8isa0sk31AafWLNnWpXHem22LtidaZSb96rrqu3KdWn7pNXVfOl7eT9avHz2Y92b61+tVtE9VFuyin+rinO28q+9Hah7pNXZ/M+onmKPvkbXk9dZtoV/fNRl35+JX7Fe2iTV2KfnUpxqnbWZ8/H6481zzXNKCPAT2DbKbfjpKWIPKjHqT5bUgP2FHc1gip6dwYagdcGLpqFLZeJ1q3dSKyuRnOPu9xDbITIUz2IaXVr9U20fozaZ/MfiYaM1G7/HjUfeq68jFr9anb1PVk85X9x3o70WOT963Vr25LVp/uc1CvO911Es3T2oe6TV1PtJ6yb6J5ynZ5W56jbhPt6r7ZqCd7jMrHohyrtT2VsVrz2abPhx+PM48zDZwcBvQMsvJXC5bXGpHitSCrwQ3fxpH4bzCQ7P02WLpq0LKtA77RIMKbY6hsNqG213PSBtlj+WGntba6TV2XX9DKNuW2uk+rrnxDUM/VGq81Rmucct3JbIt15XIy47XGiDW0+uQ2rX5121TrE+1L3a5ed6J+eZy6b7J1rX2o29T1ya4tj9Oaq2yTt9XjlP3qvtmoy2uIH/W+JrN+ormij+U3x5jHgseCBmhgtgzoGWRz691I9dpQGAuiIBqI/y5Zz/phSD3b+1A3EoChyQhzmxXeoTosMSxDritPtyArPrxEqXWARZ+6FGPV7aI+Ub9oPxalet/yPkSbKLX2K/rkUt2v7hN1MU7U1aVy3+qxoq41Rtk32W3lvic7R4xTzlVuT6ZfjFePFXW5FGNEqexLti3mqEv1PGW/ui9ZXTlXuS3PE3Wxhrou2idbquer64n2qTVWOV7uV9bFYxLzJtOvHqtcT/SJdUU5UbvoZ8kPbhqgARqYfQN6Blnf2n44Rnog/+qt/CY/VrotSPHZINWPNyG2qR3OHg/qhoKoiFQiw5GJrm09ugVZ4pp9XHof0/keJOb789fbG/d34r9n8BzyHNLAiW9AzyBb3lKP7AZ3/I6s/CdqS1ob4z+SvcMPQ4MRec5C1A+HENvUivrhBoTHogyyin/y5AvuxH/B8RzyHNIADdAADdDA7BnQM8iuslfi++U5yAu5Edg0DNtQO7zr+iEtN+RgYcEyWKI16Dt/AO4uLyoClTCGTQyyDLJ/9RUHvgHM3hsAjyWPJQ3QAA3QwIlsQM8gWxT2ojhah9KWSQuVtgAAIABJREFUYDzEVrQ3wtARgpTvrET7hl7YY7VwNDvh6fAhNBiBLWqfdJDV+mdVrbZjdbLEvrTKY7VPrvvXbz7i+Ot9bMR+5fJY7lvsZyb7mI01ZrL/Yz1XPL/pnIvJzBVjjtXzEOtP5/Efq8fEdf/6vYbHhMeEBuaGAT2DbEmTF+beJmTUWZDT4EBBxA1DRwMkS8SNUqcBmVXZMAXM8LZ70djXiGB38IQJsjJo8QGkxM0PI32ha50D5fmY6Xai83ms9z2Rsak+Jz0e51Qfkxif6PiKMZMpp/MclXOU2+r9JepTj51uXY99TPexcZ6+72k83jzeNJDYgJ5B1tASQF6jE0trSpHmMyPVa0KG3wopx1qElYUpKHdWoq7Fj9TSNCzKWoxqn3HKQVb+ABAnXe8PA733J57nVErxGJXHaSrz5/pY8fyOxeNMtnay/tl4THrsYzYe53TWmM3nNp21pjNnOs9zMnPm0mOZzOPlmMQftDw+PD40cOwM6Blks31WFDQ6UdPfjIrWICy9UZTGvJBczR4Mbh5CvrEA0b4WdIx2IqUwFZllGdMKsvKHgIxG/WEg6qJUwhJt6jLRGGXfRPsTY5TrTjRWjNHqV7Ypx012/YnGifZkpdinslTPUfbJ28p+dZ+oJxqj7JvMttaaYp6yT2zLpeiXS9Eu2pR1sa0uxVj1fDFOq38yffIY5Vz1+uq+ydTFfkWpniPaRanuT1QXc5SleryyT95W9qv7RF05Jtm2mKMslXOU7fK2sk/eFv3qdlEX/aIU7cq5ok8ulf1aY5L1a62hnsP6sftw5LHlsaWBE8OAnkF2cXUhlpiLkeY2IsNnQW69A5GtY5DaxlrhiwVQYilDVmkuis2l8e2lGUunHWQTfaDIOEW/gKqsiw8QdZto15qvbBPzlOOV/cpt5RgxT6tf2afsl7fFj3KM2JZL0T+TUqwn1lDXRbso1f3Kurwtj1O3iXZ1n1hzpqVyf1r7mGq/+vGI+eJ5iPqx2Jd631OpKx+XmKduU9fFuIlK9fip1uV11XMm2pdWu3rudOtinlxq7WeixynmiTmzXRfrsvzm/Y7HgseCBmhANqBnkM0LOJDhsSLNbUZuvRMrHQZUdTRCWlWwEuGuJjiCLmSX5aHIWIrcigKUmMumHGTlJyU+REQpsIu6slT3ifmilMcqt5VzRZ/WGmKO6BN1MV9ZF2NEn1hX1BONFXOVY7TmK8dNZ1v5WJT7Uq4lxihL0S/axFxRyu3KbTFOlGL+bJTqNWdaVz+mROsl6lM+f7Gmerxon41yorUnap/MPtVzp1qX96GeM5n9ijHquRPVRbsoxfyp7H8yc9VjRF1div2L9onqop0lP7hpgAZo4C8N6Blkixo9yA06kROshak7ilS3Gd8rzYR0yhmnoMRUhmAshB8sXYDvL/kBMoqykF4w9a8WiBMsPhjkUm4TdXW/Vl1rjnq+mKcsk42ZSb96rrouPw6tNuXjU46Rx6r7EtXVa8+kLvatXEO5nehxzKRPvY+Z1tWPJdF6ifrkdZL1q/c1k7p6X+q1kvWrx8t19Zyp1rXW0NrPRG3T2Z96LfUa6n5R1xqnbktWF2uJcqrjxTyWf/mBxuPB40ED88+AnkHW1BpBTXcMlq4oGjeOwNgehvxHEiQ5uP7Nt/4B0t9J8Z+s4jz8YNlZOGPJmdO6IysgKz8clNtyf6K63Kcek2i81v6UbcptsbZoU5bqfSTq0xqr1aZcQ94WY+RS3ZeoLuaJMTOpi30r11BuKx+n2N9slJPZhxgjSuV+lW3KbTFG3aasK7fl8VOti33MRqne92QeT7L9qtecal39GNTz9d5/ov1pPTZ122zXEz0e9s2/D26ec55zGvjGgJ5BNs/nQEHQiWyfDWVNfhSHvPCM9UJalZEC6ZR/wN9955+QWZSL3tFBuAIuFBmKZi3IyiddfLjIpbKu3hZAxHh1Xd2unC/6lKVWv1hTlMrx8rZoV5aJxiTqU64x3W2xvpivrsvtok0ulXX19kRrKOeLNcTY2SjV6yfahxir3q9oV8/VahdtYg1RF6Vol0t1m7quHDvdbbGmuhTrTdQu+hOVYq4Yo67L7aJNlGKsshR9cqlsn8y2eq6oi7miLkrRLpeiTZTKPrEt+tSlcr56rKgrx4j5yj51v7KuHsf6Nx9gPBY8FjRAA3oG2VyvHcWNPlS1hlHZEoK1uwX5QTekUxd+D9K3/haZJTmoiwXQOtiOGq8VC1ZN/o4sMRNzMgMTBQj1vMmOU89jnQZpgAZogAZoQF8DegZZQ1MQgfFBdF+8DbUDnahsDsPS0wbpH87+e6SUpSHUH0F9bz2yjBkodxXC4CmZ9B1ZwtEXzol2vEU4FaX68Yt2Uar7WacvGqABGqABGph7BvQMstluG8oj9QiMD6Mi2ogMrxO2gQFIxnAVgoNBhNZEUFpXihJfEcrrinBm1ukMsopfr8UX0Nx7AfGc8JzQAA3QAA3QwPEzoGeQtbRHkR9wIc1hQWG9D/51oygMhyGV15eh0F8AU4sRKyqXI6MmExmWLHw/86wpBdlkd9Nm2k+oxw8qjz2PPQ3QAA3QAA3QgNqAnkE21V6FDKcZabVmZHpsWFBVCu/6cUh1w35kezKQG8jC2WVnYVHFIiwsW4oFxYunFGTlJzfTsJpsvvoAss4XFQ3QAA3QAA3QAA0cHwN6BtmKiA+VzQFUtjTEfwXXWYYiuMaHIdm6HOje0YHKjhLkNWagoq0I5bEC5PmzphxkZUjJwuhM+4n1+GDlcedxpwEaoAEaoAEaUBrQM8jW9ERg6QnD0FYPz1g3SluCcK0dhOQZ8sA96oR9xIzGrV74N9vhHjOifqNjWkFWfoIzDavJ5isPIrf5oqIBGqABGqABGqAB/Q3oGWSLww6UNLlh6g7B2hfDarcJTReeAynDmY7ljmWoGTGj7hwnjINFqOrOgXO0YtpBVsaULIzOtJ9g9QfLY85jTgM0QAM0QAM0IAzoGWRNHQ0ojfrgGGqDpTeK/LAHng0jkHwjXtSf40dgixeFLdmwjRjgGq9GYThl2kF2piE12XxxAFnyxUQDNEADNEADNEADx8eAnkE2xW5AccQD20ALypqDMPW0oGXHRZCC43KlAtU9JfCss6NmoBqGtlKssi6fVpBNFkJn2k+sxwcrjzuPOw3QAA3QAA3QgNKAnkH21II0LDQV44yKXKysNeHbRVlwjK6BVNpYjmx/GtJ8S2FoLUJRKB+pthScln3alIPsTENqsvnKg8dtvphogAZogAZogAZo4PgZ0DPIWntjyGvwYFWtCcvt1VjtcaDxvPMhVUdrUBLKR3lLPoxtZVhatQip1tUwRk1TCrLJQuhM+wn1+EHlseexpwEaoAEaoAEaUBvQM8g6BjpR3RmDc00fbINdKGgKoXvnNZAsUS8srTZURQ1w9taipL4YBe58WCKWKQVZ9ZNjneBpgAZogAZogAZo4OQ1oGeQXW41oDTWAMdwD0LnbkROYxDW4TFIuRY70k0V+PaqM7HSkI3yoBGFzhIsyp/ed2QJ9uQFy3PLc0sDNEADNEADNCAM6Blkl1gNyKp3I91fi6qeFuRHQ7AOr4EUHTwXbePnI9Azhs6N52Hs4kux7ZrdGN66lXdkJWIVWFnSAg3QAA3QAA3QgNKAnkE2vGUdfBtGELlgM1p3bEPkwi3ouPIKSJ7oJjjD56J9bA/WXnAPmoeuRKxvB+pi6xlkGWShBMttvoHRAA3QAA3QAA0IA3oGWc94L6wDHajfshahbRtgH+1D4/lbIK0973a0De/C9l1P4YobXkT78LUIdV4Ge3CcQZZBlkGWBmiABmiABmiABjQN6BlkDR0NMPW3IKPeAWNfM6r7m1G/bQOkvtGLcMWeBxHr2YaNF9yK8S3XwxddB4u3g0GWcDXhiisxlrwqpwEaoAEaoIH5a0DPIGvsi6CiN4jAtkG4N3bBOBxB44VjkL575irIP6edlYasYjvMnlaYve1YmVvFIMsgyyBLAzRAAzRAAzRAA5oG9AyypoEG2MaiMK1pQFm3GxV9ftjWtkLKLjZB+m+nY+HKPKzMqoLRHUOwbRTVriYGWcLVhMur7/l79c1zz3NPAzRAAzQgDOgZZItba1DV70F5rwMVPQ4Ud9jReOFaSH/77TOwYGUWio1OnLE8FyXWejjqu+BvHmKQZZBlkKUBGqABGqABGqABTQN6Btna8Qg8G5tRM1oP98YobKNheDb2Q/KFW3H2inQszyzCf/veUuQY3CizNaLM3sggS7iacMWVGEteldMADdAADdDA/DWgZ5CNnDeCtovXwbOuHU0XjKDrqnPRvGMzpIJyI5zBJvzTmUuxOL0Yq/PNKHWEkG1wMcgyyDLI0gAN0AAN0AAN0ICmAT2DbN26IbRedC46dmxF9xXno+WSczF0/ZWQyqrM6B/fiL8/fQG+vywLf3/6CuRUe5Fv9jPIEq4mXF59z9+rb557nnsaoAEaoAFhQM8g6xkbQuicDRjYuQMtF22BfaQfvVfvhFRYYoC7oQk/WJmJv/nnBfju0mxY/J0w+VsZZBlkGWRpgAZogAZogAZoQNOAnkHW3N2LspZ2GDu7Ye3tR3DzObANj0MqLqnA2ctSsCK3NP4rt1bkm3B2WgUaezYwyBKuJlxxJcaSV+U0QAM0QAM0MH8N6Blk8xvaURztRWG4K/5TEutGYVMnpL/7+1OwYHkqMoqqUGj0IqvchTNWlSDL4GGQZZBlkKUBGqABGqABGqABTQN6BtmcQDcKQ0Ow9J2L6o4NSPO2Id3fASk1JROnn7kQq3NKkVZkwVmri5FR7oWxjn/Zi1eZ8/cqk+ee554GaIAGaIAGEhvQM8i2XXgzBq66D4M770PP5Xeh9aJb0Hnp3ZBOPe0MnL1kBRaszMDpi9IgfWcJKl1t8LWM8o4sr8A0r8D4wk78wubx4fGhARqgARqYDwb0DLK5gR6UNa9BafMoTD2bULf+UtQMbIf0re+eirzisvj3ZE87exX+4fQVKDaHkFbiZpBlkGWQpQEaoAEaoAEaoAFNA3oG2UXGGnyvzIAzK404s6oap5dWYZk9AMnscCCroABnLVuJM5el49tnpSCvqg5ZFXUMsoSrCXc+XGXyOfJuCg3QAA3QAA0kNqBnkM1v9KG8PQJDewSFET/SA06s8rghLc9Ix6IVy/C9sxbi+wtX4pTTl8eDbKBtPYMsgyyDLA3QAA3QAA3QAA1oGtAzyNr6WhDYOATbQAsMbfWo7g4jvd4B6W++cwqWpK7AKd8/Fd8+cyFO+cFSrM63wBfjd2R5JZb4SozHh8eHBmiABmiABuavAT2DbKrbgDRvJbIbLCiM1qK42YXCVjek05afiazqAqwuycIpixZAOvX7+EFKAcprw7wjyyswzSswvmnN3zctnnueexqgARqgAWFAzyC72l2KNL8B5V1e5DZZkROpif9IOaYCLMxbjixLMZbkZ+I7y5dhWUE5Mg21DLIMsgyyNEADNEADNEADNKBpQM8gW9Rcg6ywESu8RVjmKYZpuBEl7S5Ii3OXYmH2YphDDhTWVGJhdiZWFJQjo9zGIEu4mnDFlRhLXpXTAA3QAA3QwPw1oGeQTfGXIb/FgfxWB1YFKpBaX4m0YAWkjKoMnJV+Jiq9VSi2GZBWWoLF2UXIrGCQ5Ytz/r44ee557mmABmiABmggsQFdg2ygHGn1VcgIGbE6aMCqYBmWewsglbpKsCjzLKSVpKLSaUJutQEr88t4R5Z3Y3k3lgZogAZogAZogAYmNKBnkM0OVyEjYsRiTwGW1pUiI1KN3JgJUn5NDtLLViOzNB1GjxVnrFqOBem5SOcd2QlPHK/QEl+h8fjw+NAADdAADdDAyW9AzyC7wlOA9MYKpDQakB6uwmJ3PlYHiyGdmXk6VuUvRk5FFjLLciH90yn4zuLVSON3ZBlkeRVKAzRAAzRAAzRAAxMY0DPIpstfJfDkYYk7F9lN1UgJlmKxKxvS6vIlOHXpt5FenIozU5biWwsX4OzMAmRWOvmfvSY4cbzKPPmvMnmOeY5pgAZogAZoILEBPYNsUcyEyl4nUvxFSG8oQ2aoAgVtJkhZptU4M+0MfHvRd5FrKsOpK1ZgYU4xDHVRBlkGWV6F0gAN0AAN0AAN0ICmAT2DbIonFxmBAhQ2VyM9WIRV3lys9OVBWlJ8NlIrUlDsMCDHUg7p1O/iuyvTUOxuYJAlXE24vEJNfIXK48PjQwM0QAM0MB8M6BlkVzkykeHNxWp3NhbXpCLVX4CiNjMkQ7AEZ2UvQIXfClOjBxnGSpyVm4+UqhoGWQZZBlkaoAEaoAEaoAEa0DSgZ5BNceQg3ZmLbH8RVjtzkeorhKGrFlJq9Qr88+rTkFqVh5SqQpR4HVhdXoHlpQYGWcLVhDsfrjL5HHk3hQZogAZogAYSG9AzyBYEDMipK0VRqAr5DZUoippR1m6H9LcLJCwpWYbqkB2Z1hKU1Tlgagyi0u9nkGWQZZClARqgARqgARqgAU0DegbZypgdpU01KGmyxn+sA0Hkho2QFhWeiTOyz0SaOQfp5kIU1FYi325EnsXEIEu4mnB5hZr4CpXHh8eHBmiABmhgPhjQM8gaYk6YOwNo2NgD51AUZS1uVHT4IJXVFaLQXYwFhcuQZsxFhrEAq8uykV1ZyiDLIMsgSwM0QAM0QAM0QAOaBnQNss1eWHob0XbxOjSeO4CqzgDqNnZDqolaUeatwPKyFORaS7EgeyWW5qYhpSiPQZZwNeHOh6tMPkfeTaEBGqABGqCBxAb0DLKWrhCsXRFY+5rgXdOFzh2bYR9shuRq9mFlcSqWF6aiwGpAqd2KRRkZyCgqYZBlkGWQpQEaoAEaoAEaoAFNA3oG2dreZrRsWYe2CzZg8PILMXL1dnTv2AypxFGFpbmrkFGRh4UZq7E0KwslZhtKzXYGWcLVhMsr1MRXqDw+PD40QAM0QAPzwYCeQbZxfBDhDSOw97TA1t2M6LmjCK7vhfTdZWdhcc4qZFUV49Sli/AP3z8DK7IKkF5YziDLIMsgSwM0QAM0QAM0QAOaBvQMsqaWeniHO+EcaEVB0IG60W40buiH9Pc/OBX/ePZpWJKbiu8tX45//MGZ+N7iFCxLz2eQJVxNuPPhKpPPkXdTaIAGaIAGaCCxAT2DrLu/Ga6BNnRcuB6dF21C0znDCK7tgbQgIxXSd/4b/nnp2Tht+XIszcpFVokJGYWVDLIMsgyyNEADNEADNEADNKBpQM8gWxn1oCzsQlGDDZbORpSGa+Pb0uLsLGRUlOLUZYvxvZUrkV1pRkqBAUtS+VsLeCWW+EqMx4fHhwZogAZogAbmrwE9g6ytswF1a9ph7w2jbrQdvjVt8W1pQUY6/O0tWF1cgBX5RSiucWNBSj5OPXsV78jyCkzzCoxvWvP3TYvnnueeBmiABmhAGNAzyFZFPTC3+REY60Ds3CH4R9vRdv4YpIyKclT73Ch11CDPaEGlO4hCowuLU/gdWXGiWPJFSwM0QAM0QAM0QAN/aUDPIFsUsMLeFYa5PYBUWzksHUHk+IyQso1GlDjMKHfa8U9nL0JNfRSOYCtS8wy8I8s7srwjSwM0QAM0QAM0QAOaBvQMsuG1fXD1tcLcVg/vUAfCGwZQ3eKDVBNuhNHvQr6lEt9ZvBirCkqRU2HHyiz+iVpeef3llRePB48HDdAADdAADdCAMKBnkM1yVKOs0Q3fcCeaNo2gadMQPIOtkEqcDjgiPpQ5jUgvL8GSrFycnZKDM5dl8o4sr8A0r8AEYJZ8M6MBGqABGqCB+WtAzyBrCHnRMN4Xvxtb2uhGfp0V9s4QpMJaK3JMRUg35GJJbjqW5uTgO2cvxylnLGaQZZBlkKUBGqABGqABGqABTQN6Bll7RwS1PTFYO8JwD7ShYW0v6obaIOXWVCHbmI8VhSshfedvsSI/BwszcrAgJYdBlnA14fLqe/5effPc89zTAA3QAA0IA3oG2fIGJ84qzkCBvwb14z0wtQbRvHkY0qqKHNR11qHCXY5/XPDPSC3NR3alERll1QyyDLIMsjRAAzRAAzRAAzSgaUDPIBvbNICajkY0rOtGdPMwcjwmVEY8kCqCNfB1eGGpNyHPUoSFmSnIMlQjs9zIIEu4mnDFlRhLXpXTAA3QAA3QwPw1oGeQNbfUwdUfRWCsHZFN/WjaPAD/cDskR1sARa5ClLoLEOxuwGmrFyHfakOF088gyyDLIEsDNEADNEADNEADmgb0DLIplkIYmpyoaHLC1FaH9vNHj35HVr4ju7J8BU5Z9ncoDxhgDLuwtLAEy4t5R5ZXmfP3KpPnnueeBmiABmiABhIb0DPI2rsakeU0IKO2HKUhO6pbvFhpLITk6W5A/VAAWbY0rKpeDU9fBMvKK/D9jGLekeUVmOYVGF/YiV/YPD48PjRAAzRAA/PBgJ5B1hjzoTLqjn+1oGFdFypjbshfN5AssVpExkJo3dQEU9QIZ3c90i1mZFncDLIMsgyyNEADNEADNEADNKBpQM8gW9nkin+1wNJRB3tPPUpDNQht6IFkb3PB1FQJ/5AHljYrshxFsLc1o35wjEGWcDXhzoerTD5H3k2hARqgARqggcQG9AyyZQ01yPVWIttbhvKmGhTWV6OiyQHJ3GKHq8eO6qYyWNstyPOUwN4eQ3VjlEGWQZZBlgZogAZogAZogAY0DegZZIsC1SgNWWDr8cE/1oSSkBmlYQskR5cH0Q0hODqNqO2xw9hiQ06tBSVe/tYCXoklvhLj8eHxoQEaoAEaoIH5a0DPIFsZtcPZVw9rlwfuoQYYYjWwdvkgGWMW+IdcsLRUoDxUisJAOfJcFjg7OnlHlldgmldgfNOav29aPPc89zRAAzRAA8KAnkG2LGRFVYsTabWFKI1YUR61IcNdAik41gBbuxG1XSYERr0obTQgu7YKaSb++i1xoljyRUsDNEADNEADNEADf2lAzyC73JiDFZZcZLpLYO9rQHHIjBRHEaTysAHW1ir4h2ph6zKjprMWadZSlPj4WwsI9i/B8njweNAADdAADdAADQgDegZZ+ddtFTXUwNHfCGt3PfIC1SiPOiFVNZnid2TrBh2oaatGbFMrjFEfFhbm8asF/GoBv1pAAzRAAzRAAzRAA5oG9Ayy/pE2OPujqGr1omF9Dxo39qD1/DWQTFEzDKFiNIx64ndmAyMNcPVEcVZeNoMs4WrCFVdiLHlVTgM0QAM0QAPz14CeQdYz1ApHXxRLjLkwdTbAs6YVtr6w/AcRbKgKlSE47ERtVw2qwtVwd0exuLiAQZZBlkGWBmiABmiABmiABjQN6BlkXf2tqBvrQpbXiKq2AMxdjSiJ1EIyhW2obbOipqUq/kcRqkIm+AfasIRBVvOk8cpz/l558tzz3NMADdAADdDANwb0DLKFAQeM7UEYO+ph7qqHvT+C4PpuSEVuA6oaKlARKELDiB9lAQP8vS0o9jh5R5ZXYAzzNEADNEADNEADNKBpQM8gW9zgQHnUE/9KgbWnEbWDUVi6GyDl1ZShwJ6Ncn8hXF12FHpK4WhpRHUgyCBLuJpweTX6zdUojwWPBQ3QAA3QwHw1oGeQ7d6+EZFzhtB9yUY0buqDYyACa38IUpnXjopAFcr8JahsqIY56oAl4seyIn5Hdr7C5PPmmzIN0AAN0AAN0EAyA3oG2f4rtsA5EIV/bUf8pyTiQHVXAFK2oxaGsBMF3gpUN7lQFXahzFeLci9/j2yyE8h+vshpgAZogAZogAbmqwE9g6y1txGm7iAM7T6UxJyo6vTDMxqDVOgPoSjoQr7fjOKADRWNHlT4XSiqtfGrBfxqAb9aQAM0QAM0QAM0QAOaBvQMshkBA7KC1ShpdiCnwYhUbxlSPMWQqqKdyPc5UR52I89jigfZqnovMo2VDLKEqwl3vl558nnzrgsN0AAN0AANfGNAzyD77cKF+E7hIqR4i5EVNCDVW4JVrnxI1c29yPW6URHxYbWpHCUBF8yhemQaqxhkGWQZZGmABmiABmiABmhA04CeQbYwZkZWsAz5TdVIqyvC2eYUZDVUQDLE+lERicLc2oR0qwklfi+qgn6kGioYZAlXEy6vRr+5GuWx4LGgARqgARqYrwb0DLJFLWaUdtTAMlIH67Av/mMc9EEytq5FRbgFto5OmKIxGJuiyLY5sKK4hEGWQZZBlgZogAZogAZogAY0DegZZFMDBVhdl4uMxiLkRytQNVCLmvEgJPfQRSgKtqAiHIO9sxeVjVEsKzUgpaKaQZZwNeHO1ytPPm/edaEBGqABGqCBbwzoGWTlu7A1o3UwjXhg6KuBadiN/HYTpMZNe+AaPAcVoQ6YmvuQXRvAmdnFyKyqYZBlkGWQpQEaoAEaoAEaoAFNA3oG2fLOGhh6HTCv8aKy34HyXhtMo3WQwufeBN+a7ajpGEdRXTuWVziRYfSgyO5nkCVcTbi8Gv3mapTHgseCBmiABmhgvhrQM8gWxIzIilSgqMMS/zH0O1HcXQMpuu0O+MYuh7P/PBhj41hVHcDSYgfyLAyy8xUmnzfflGmABmiABmiABpIZ0DPImgbqYB9vhGXUj8J2K0q6alA17IHUesn9iGy5GZ6hS2Hv3oZMRxsWFTmRYw7yjizvyPKOLA3QAA3QAA3QAA1oGtAzyOaGqlDSIX+lwImCVisM/W7UbgpD6rj0YfRc/jCcg1fC3nMxyurHkFodRq45zCBLuJpwk12hsZ9X8TRAAzRAAzRw8hvQM8jWjoVhHQ7CvjaMkk4HcqJG5MSqIXVd+SgGdx+Cc+QaOAd3wtK2Ddn2TqQZGhhkGWQZZGmABmiABmiABmhA04CeQXZg92aM3nw+ohcPwrKmHoHzOuN3Z6XenQfRf/UhBDbdgYaNt6K293LkOvqQUl7PIEu4mnB5lX3yX2XzHPMc0wAN0AANJDOgZ5CNbuvFyI3noXnHMGrXN6Hr6nXQMnAtAAAgAElEQVRov3IU0tCeZ9Bz1SG0bt+H1vP3wtF3FUr9a5Fn62SQZZBlkKUBGqABGqABGqABTQN6BlnXaAihC3rRceU4HGvDMPS6Ub+lA9Ka659D786n0bvzSbRc9DCsPVfA1HI+zJH1DLKEqwk32RUa+3kVTwM0QAM0QAMnvwE9g6ylz4PAllZEtvfAvTGC0PkdsI0EIW26/WX07zqM5h370bZjPxq33InKtvNRFlrLIMsgyyBLAzRAAzRAAzRAA5oG9AyyS2yrkNVYgOr+GjTvaI+XdZsjkLbc8SpGrnsRHVceQOtlj6Jh212w9l0BQ+wcBlnC1YTLq+yT/yqb55jnmAZogAZoIJkBPYOsodOIvKYinFr+feRFC5AXLUJ+SyWkbXf9HOtueQX9ew6j7fLHEL7wXtStvxGWjgsZZBlkGWRpgAZogAZogAZoQNOAnkG2bn0jPOvr4Rj3wjhgQ2WPFRmhYkgX3PMLbL7zZxi58UW0Xb4fzRc9iKZtd6G271IGWcLVhJvsCo39vIqnARqgARqggZPfgL5Btgm2YS9C57fBf04Tmi/rg3WNH9L2+3+FrXf9AuM3/RhdVzyG1osfRsuF98E7fDWDLIMsgywN0AAN0AAN0AANaBrQM8h61kXhWt8Ex9oQGi/oQWzHINqvHIF0yQO/wrZ7jwbZvqsPouPS/Wg9/14ExvYwyBKuJlxeZZ/8V9k8xzzHNEADNEADyQzoGWTlP1FrW9MAy0gQznUx5EaN8G1phXT5w2/hwr2/wtqbf4SR6w6j96oDaN52L8Ibb2aQZZBlkKUBGqABGqABGqABTQN6Btnyjlq4NzbD0OdBcFtP/K97pYfKIV25721sf/BNrLvlx1h784sY3PUkolvvRvScOxhkCVcTbrIrNPbzKp4GaIAGaIAGTn4DegbZyl432q8YwwpvAeq2tMM8EkR+qxnSzkffjQfZrfe8hnPufAWj1z2Lzov3IXrunQyyDLIMsjRAAzRAAzRAAzSgaUDPIJsfq0bNaD3qtrbAc04Uvi3NCG3vhbTr8fdx8UNvYNt9r2PLXT/F2htfQM+ljyG25W4GWcLVhMur7JP/KpvnmOeYBmiABmggmQE9g2xxqwXO9SG4NoVQPeSCod8B9+YmSNcc+BCX7nsbFzzwOrbd+xo23/IT9F9xAK3n3c8gyyDLIEsDNEADNEADNEADmgb0DLLGPieMA05Y1rjh2liP5st6YF/XAOnaQx/iysffw/YHf4Xt9/8SW+/4GYZ3Po2OCx5kkCVcTbjJrtDYz6t4GqABGqABGjj5DegZZM0DbmSFi1HcUY26LRGM3roZkUt6IV3/1BHsPvghLnn4TVy891fYdtcvMHbNc+jevo9BlkGWQZYGaIAGaIAGaIAGNA3oGWS9axtR2W2Dsb8WliE3gtta4NwYhnTj4SO47ulPsOORo0H2wnt/hQ03/Bi9lzzKIEu4mnB5lX3yX2XzHPMc0wAN0AANJDOgd5B1jgVgW+NDXpMBpZ01qN0QgXTLs5/gxmc/w6X73sIle9/A9vvfxDm3vILByw8wyDLIMsjSAA3QAA3QAA3QgKYBPYNsVZcDpj4XrMM+pPmLkd9sgqHfDem25z/Hrc9/iSv2vRMPshfvfRNbbv0pBq86xCBLuJpwk12hsZ9X8TRAAzRAAzRw8hvQM8iael1wjYfRdGEvyjvsqOhxonLAA+mO5z7Hbc99id1PfIirHnkPlzzwFs695VWM7HqaQZZBlkGWBmiABmiABmiABjQN6BlkDd121Iz40bt7A+rObYVxsA72dSFIdz3/Je58/itce+AIrt7/AS578J34Hdk1u55hkCVcTbi8yj75r7J5jnmOaYAGaIAGkhnQM8gWxKpgH69H5OJeONZF4j/m0SCke178Gj984Wtcf+gTXPP4EVz5yPs47/afY/QaBtlkJ5D9fJHTAA3QAA3QAA3MVwN6BtmiNhN8W1vg3dqMiiEfLOtCCFzUDen+l36Du178Cjc/9SmuO3AEO/e/j/Pveg3r9jzLO7K8I8s7sjRAAzRAAzRAAzSgaUDPILvEl43SfieK+uzI63HAvDGC5j1rIT3wyu9wz4+/wi1Pf4IbDn0M+U/WXnD3z7HhegbZ+XqFxefNuws0QAM0QAM0QAPJDOgZZP/ZuATLQkVYVJ+HpaFSFA15UD7mh/Tgq7/HfS/9Brcd/gQ3yn8c4Yn3cfF9r2HzTc/xjiyvwDSvwJLBZj/f/GiABmiABmjg5DegZ5A925eJ5ZESLAjm4nueLKyIGZDabjx6R/bBV3+LO577NW56+iPsOfg+dux9Hefe/AKDLIMsgywN0AAN0AAN0AANaBrQM8guqc/H4oYCpHRUYWm0AqvajCgc9R4Nsg//7Pf44fOf4tanj+C6Qx/g0gdex5ZbGWR5NXnyX03yHPMc0wAN0AAN0MD0DOgdZM8K5qJsvR85A06saKnCitZKSI/8/F/x4Etf476ffIk7n/t1PMhe8fAbOO/2H/GOLK/ANK/A+IKf3guex43HjQZogAZo4GQyoGeQPc2+Mn5H1rA+ANOWGNK6rFjdWnU0yD708m/wwE++wl3Pf4YbD32InY+8hW13MsieTNj4XPjmSQM0QAM0QAM0MJsG9AyyiwI5WBYuxumuNJxVX4jy9Q2o2th4NMg+/Mrv8eBLv8U9L8i/husIdu1/Gxfe/RLvyPKOLO/I0gAN0AAN0AAN0ICmAT2DbH63BWWjXuQPOpDabor/5PbaIT38s3/BI6/+AQ+9/Afc++LXuPWZT3DNY+9i+70vM8gSribc2bya41q8O0ADNEADNEADJ6YBPYOsdWND/LcWFA474byoExXr6rE8UiaC7L/i4Zf/Dff96He47fBn2PP4+7j43p8yyDLIMsjSAA3QAA3QAA3QgKYBPYOsfUsTsrrMSGk1IKvPgZWt1ahYF4T08E//Dfte/u/xILv3xd/h9mc/x3UHPsSO+37GIEu4mnB55XxiXjnzvPG80QAN0AANzKYBPYNsSqwcub02pHUZkdFjQ/GYH2XjfkgPvfqv2Pfy/8Ajr/wP7P3RH3Dnc1/h+oMf4bK9rzHIMsgyyNIADdAADdAADdCApgE9g6z34g6Yt0SQO+RAdn8t8td4YdoahfSIHGRf/XOQ/ckfcOfzX+KGQx/h8gd+wSBLuJpwZ/Nqjmvx7gAN0AAN0AANnJgG9AyyhnU+ZHQbkdJhQEa/FYubirGqvRLSoz//N+z/2X+H/BWDvT/5HX74whe45ZmPseuRXzHIMsgyyNIADdAADdAADdCApgE9g2zhkA2mLX4UjtUga6Aq/rOypRjS/p/9AfIfRZB/e8Hel3+Lu178/GiQ3c8gyyvEE/MKkeeN540GaIAGaIAGjr0BPYNsxbgTlvOCMJ7ng/l8P0rGrcjuNUDa99N/iYfYeJB95Xe4+0df4JbDn2A3g6zm1QdfGMf+hcFjzGNMAzRAAzRAA3PfgJ5BNr+3GmkdJcjuM8B+YSNMW+pgPjcgf0f2D/EgG/9Tta/+Hvf8+EsGWf4TAkM8DdAADdAADdAADSQ0oGeQ9V7UDMe2EAwbXbBurUfJqB22bfJf9pL/GMJPj369QC7v/clXuP3wp7jm0Tf4HVkCTgiYV8tz/2qZ54jniAZogAZo4FgZ0DPI5veYYdpQh8oNHlRv8KFqoxfLo/mQ4n+e9tXfx78n+9DP/gX3vfQ17nj217ju0TcZZBlkGWRpgAZogAZogAZoQNOArkG2vQrmdX5YNwXguaAZ4av7YD4nCOmhl3+HB/8cZOWvF+x9+Te487nPcP1jbzHIEq4m3GN1Zcd1edeABmiABmiABk4cA3oG2cD5bWjY3gPrhiAqhtzI7TLCc3ELpAdf+u3/DbL7Xvs3PPDKbxlkGWAZYGmABmiABmiABmggoQE9g6x3YxSujRE41jcieH47qkfrkN9nle/I/gEPvPK7+Pdk5e/Iyndkf/j857jh8bd5R5aAEwLmVfOJc9XMc8VzRQM0QAM0MNsG9Ayyvg1RVPa60H7FKILndaDhwk6YNsa/WvCXQVa+I3vXC1/gxifeYZBlkGWQpQEaoAEaoAEaoAFNA3oGWe/aMNzjYTRd2IvA5hbUndsK7wVtkB74ye8gf09W/PYCEWRvOvAugyzhasKd7Ss6rse7BDRAAzRAAzRw4hnQM8iauh0wdjpgH/EjvKUDhq5aZDdXQrr/R7+B/D1Z+bcXyF8tkIPs3S9+iZsPvscgyyDLIEsDNEADNEADNEADmgb0DLLWLgcqYmbUDtahY/sg3GvDMA76IN37wld44Ce/id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				<title>Ariel84 respondió a la discusión Problemas para descargar Python en el foro Grupo de Python</title>
				<link>https://www.azulschool.net/todos-los-grupos/grupo-de-python/forum/topic/problemas-para-descargar-python/#post-22859</link>
				<pubDate>Sun, 27 Sep 2020 01:28:12 -0500</pubDate>

									<content:encoded><![CDATA[<p class = "activity-discussion-title-wrap"><a href="https://azulschool.net/todos-los-grupos/grupo-de-python/forum/topic/problemas-para-descargar-python/#post-22859"><span class="bb-reply-lable">Reply to</span> Problemas para descargar Python</a></p> <div class="bb-content-inr-wrap"><p>Perfecto! Si agregue el &#8220;add to path&#8221; lo hare de nuevo, gracias!</p>
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				<guid isPermaLink="false">ebfaf2a16cf15aa7c45357a3eea6fd75</guid>
				<title>Ariel84 inició la discusión Problemas para descargar Python en el foro Grupo de Python</title>
				<link>https://www.azulschool.net/todos-los-grupos/grupo-de-python/forum/topic/problemas-para-descargar-python/</link>
				<pubDate>Wed, 23 Sep 2020 17:07:32 -0500</pubDate>

									<content:encoded><![CDATA[<p class = "activity-discussion-title-wrap"><a href="https://azulschool.net/todos-los-grupos/grupo-de-python/forum/topic/problemas-para-descargar-python/">Problemas para descargar Python</a></p> <div class="bb-content-inr-wrap"><p>Buenos días tengo problemas para descargar la versión 3.5.0 de Python, intente también la versión 3.8.0 use Chrome, cuando abro el programa y escribo Python me dice que la versión esta inhabilitada o que no la reconoce, algun enlace que me puedan compartir para no tener este problema? Gracias por la ayuda.</p>
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				<title>Ariel84 comentó en la publicación, Paga 6 meses y obtén 6 meses gratis.</title>
				<link>https://azulschool.net/?p=143</link>
				<pubDate>Sat, 19 Sep 2020 19:42:49 -0500</pubDate>

									<content:encoded><![CDATA[buenas tardes, quiero inscribirme en la membresía de 6 meses gratis,  gracias por su ayuda.]]></content:encoded>
				
				
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