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<h2>HL Paper 1</h2><div class="specification">
<p>The diagram shows possible impacts of an earthquake on a city and its community.</p>
<p style="text-align: center;"><img 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IQJE4o3fFxgGil7X9vr1dkDp5G643TteW2PD45eN3Fxawlr5vWUpP7suujq6ipeK5QjxLeaa7AWDJRGCHQKAkmuubSWlV5yhBd5vrxD5KPPy9CvnQ40vmRC6KuV8LlAXrgbci/84Y/+5SDOUa1uxRcCrUCg4T7zSY22z2FcgCa8WUd7pO0iXrxoUY+HO2kgaly4vKWHMmhg5TnEIdW8wUcHvEK8y90M+HxHuji//ugsJxBK4uLHx40IlwYT8+k2H28LBwNG2dunRAvX1rmkbSbEinrGZ56bfNzMLWHcUvshkSRO+Il8y5YtPpm5v5gOZpyw2RIsLLplMFco9vAKw6L75s7zkQ//TY9T9KgzRoVtnODORbuOng/dueq5nuLyjIYlqb9S14W5M6GzmmswaoOOhUAaEajlXpCkHEmuuSR6WhEnek8LXQPZRyDXoUQ77l544QV/fw7Dccvk3giXSCK45OB+y/3yhOPfnSSJ4giBtiPQNjLPAkf46hq54OKbP/92fwEZmeYi5JMX7jM2gDJEzAg5rix28aLv8k9/2kezT/ZhmnCfGU+wwS5ydEyZOjWMErtv6cIpJukhQBcDDENZu/bHRb++0CcQQkK5+ERo+UPkwQB3orvu6qkn1Bm3TxpG5CPo6URJ0mZ4CYJEW7sCB/ClTdn4hLD319pNHF74oSMXXHBB8TRfiax9EohbT+hzSRj5QfgZ0IXE5UdZeNCaDyf22mAvn6jEH9cBX3ho41ZGdHCMHaW+8lg6PiVbmbGTl0yTeq8n01Nqm6T+7Lpg3IuVLw6baq7BUvYoXAikAYFa7wVJbE9yzSXR04o43MPsfsi9ia/adg/Ffx6ZMuXA85nnr433+bM/+3N//r5vFya/4IsEwrMQ11061RjHZl/1cEfkPmidZ9zXTQinky/8km7ntBUCaUWgbWT+hhu/4MkHg2J5a77nnnu9/xsEl955uwgBDt/0cGYc2+fCv/GGG3yvKz7EhENWeKvm4jXSUgp8CA5TYPFJjbTooPecXtxyQjo+99GbYraQF2HRAYbmIw/RgqiEghsIU2RZ/sx+gDDdX/jFIkxTat/IDfZEezhKpYkLT/PS9knaDJ9LeQDwidTqBnypZ+oN+d73v1tse+Fn2igekFvSHX/CCUVd+Glykw8Fn0sGNltbhpRTrzboKi4/X5af/9zPe4ydzHxjD65Qd9w+LmW8JFp+zJ3MDEHh7Epx6S6/fJKfptOuFXrlcRcLpZ7rKdQTt5+k/kjHdQEWVj4e8jZw3Pxoq7kG42wJw9Lc5kM7td+ZCNRzL6iESNJrrpKeVpznnsbUttwP7Z5t91C23KvC2fJwOeQ+i9jXeBszRRh6eKbS0WXPVOssQI+NO8J91+KThnCmM+Z+KRECWUHgbfv379+fxNju7iHupZe0QmcSrNIcp3///n7RkVpt3LBhg7/J7dlT8N2uVY/SCYFqEOArHQPFP/fZzx70wpxET69evfxc093d3Umil43DjD9bt24tG0cnhYAQSIYAvfB8gWd+dzpQJEIgCwg89NBy14jnSaPK2rae+UYVQHqEgBDoHAQYs0LvWPjFhK9efCrn61b0y1fnlFwlEQJCQAgIASFQGwJtm82mNnOVSggIgU5GALKOaxPkHVJvkmT2KIurrRAQAkJACAiBPCEgMp+n2k5QVpa2R/AjlgiBdiCAP7yNb2hF/mrzrUBZeQiBeATwhzff+PgYChUCQqASAnKzqYSQzgsBISAEhIAQEAJCQAgIgZQiIDKf0oqRWUJACAgBISAEhIAQEAJCoBICIvOVENJ5ISAEhIAQEAJCQAgIASGQUgRE5lNaMTJLCAgBISAEhIAQEAJCQAhUQkBkvhJCHXb+Xe96V10lGjBggNMc83VBqMRtQOD11193ffsWBne3IXtlKQSEgBAQAkKgaQgkJvOHHnpI04yQ4tYh8L/+19F1ZcbiO4cddlhdOpRYCLQagbe//e2uT5++Dcl28OBTGqJHSoSAEBACQiB7CPzRH/2RgwulSRKT+Xp7dNNU6Dzbcsop5YlIkqXtTz311DxDqLJnEAFWPi4lSdp8mJZr6JBD1LkRYqJ9ISAEhEBeENi/f7/DSyFNkpjMf/zj5+kBlqaaq9GWRiw/fPXV09yhh2qJghqrQMlajABt9ZOfvLRhuY4YcbZ78803G6ZPioSAEBACQiA7CDSCRzW6tInJ/JgxY0XmG41+i/WdeuppDXE1oCH369evxdYrOyFQGwJHHnmk4/7VKOHz6hlnnNEoddIjBISAEBACGUGAr7JTp/596qxNTOaxfNq06Q7fU0k2EfjiF29umOFf//qChumSIiHQLATolf/GN77ZcPVz5szV2JGGoyqFQkAICIF0I8CYqUz3zAPvlVf+vTv55JPTjbSsOwgBXsCmTJmayMeLpe1tefuDFAUB+IvdfPMt+loTYKLddCFAD8rs2TdVvPEmbfNh6RhM+3/+zyy1/xAU7QsBISAEOhiB3r17u3vv/VYqS1h1N/uyZSvcscceq4dYKqvzYKMg8n/zN2e6mTM/f/DJOkMuvfRT7qab/j+1hTpxVPLGIwCRp23SRpslav/NQlZ6hYAQEALpQoBZ/B58cFnqZrExlKom8/iLPvbY4+5v//ZvReIMxRRvP/e569zixfc0zUIIzdKlDzr8kjUotmkwS3FCBGiDtMVvfOMfm0rkzRzaP3lpulZDRFshIASEQOcgwDOF2dCeeeZnibwb2lXyqsk8hkLo77jj657Eve997/O2i8i1qwp75vuOd7zD8fvoRz/m1q/f4F2jesZo/BH+Yxs2/MRde+1nHZ+h1BYaj7E0lkeANkfbow3SFplxplVCXtzoJ06c5G3QtJWtQl75CAEhIAQaj4BxmBNOOMEtWfKAW736sdT2yFvp37afCTPrFFYE3bJli9u4cUOdmpS8HgR4yerff0BFH+F68kiSdufOHb49bN26NUl0xRECdSFArwljOBq1KFRdxjj3Vtvf4nbu3FmvKqUXAkJACAiBFiMwZEi3f6bAqbIiDSHzWSms7BQCQkAICAEhIASEgBAQAp2EQE1uNp0EgMoiBISAEBACQkAICAEhIASyioDIfFZrTnYLASEgBISAEBACQkAI5B4BkfncNwEBIASEgBAQAkJACAgBIZBVBETms1pzslsICAEhIASEgBAQAkIg9wiIzOe+CQgAISAEhIAQEAJCQAgIgawiIDKf1ZqT3UJACAgBISAEhIAQEAK5R0BkPvdNQAAIASEgBISAEBACQkAIZBUBkfms1pzsFgJCQAgIASEgBISAEMg9AiLzuW8CAkAICAEhIASEgBAQAkIgqwiIzGe15mS3EBACQiDlCNx11wI3bNhQ19XVp/ibMeN6t3379qLlmzdv8ueI2yxZtWqlGzfu4rLqsYk42CMRAnEI7N6927fVKVOuiDudqjCuJ641ST4QEJnPRz2rlEJACAiBliIAMV6y5H43c+bn3fbtO/1v3br1nsiPHHlOD0LfbMNWrlxZkaRD+NetW9tsU6RfCLQEgQUL7nS8fEjygYDIfD7qWaUUAkJACLQMAUgxv6lTr3QjR44q5tvV1eVmzpzpSQZkQyIEhIAQEAL1IyAyXz+G0iAEhIAQEAIBAtYjaNvglBs4cJDvpZ8798thsNu2bZt3czGXHHr2Q3ccIuM6MHDggKLLDu4OYZyRI8/1OkiLHuLi5kOvu7lIxLnzzJnzJccPQUfoRkH80FWIc2G54vLkPHnj5kD8aJnQaWGkl2tPj6bQEQdLly7xbcnqmTZJOzShvXEuGi/qGkNbirYh4pA2rt1YO2dLfmE8rpVQF+2a/E0sLfqtzdM+rb1GrwWOscGuN/Ky68h0atsiBPZLhIAQEAJCQAg0EIFdu3bt/+AHu/f37Xvc/uuvv27/kiX3l9S+adPPfTziWrxt27b59Oeee04xHXqicThPPuSHcEycL33pFn+8cuU/++0VV/zv/X/1V/39fqm/BQvu9Gmxx8TC2CLYRR6hXaXyJD9sCdNa2MUXf8Lrw27SUwZJ+hGgvqhT2lM5oR0TjzZrQp0Ttnbtj30QbZRj6t/anKWz9ktEzvOj7SHWJklr6fyJyB9tLbTTrsk4XXbdWfnQbdcOW8szTGvXI/lYXItn+iIm6bCJCKhnvkUvTcpGCAgBIZAXBHr37u3uuusbbtiw4b7nz3oS6eWj544ewKiMGzfe8UNwxyEtvX7EZUsP4pQpU3vEmTt3ru+Zj7rsjB9/idcTuvhE86t0TC8mtqKDfBHsIk/soVcylLg8iR+m5asE2Cxd+oBPyv6oUaN8GcIvDKFe7WcPAdojdR1+faLOaQ9z5szpUaDx48f7uATS/omzbt06H4c2T1ubOnWqDyeQ9oTuaoW2TBuj/ZKH6aJ9R68fztu1Y1viY6ulpd0ioSsdttGmN23SIHIPTgv/ROZbCLayEgJCQAjkBQEIBwRm8+YtRRJuJJhP+OyH0q9fv/DQkwILMHIzfPhwC/Jb8oBchO4LkAkjHD0iV3lgg2Hj8iSPtWsPDJYtlWeUdBGvlOzevavUKYVnCAHaNaTZyG5our2ghi9uAwcODKO43r2PKh5DimkzIaHmZJzuYqISO7Rnrotomxw0CLe37T0Gf0fjmMrQ1vJt+eCXddOhbXMQOLQ5aqVVCAgBISAEhIDzZIQZbRB6KunRppdwxowZbtWqRxJBtGtXgejGEQjIz/bt2xLpqSaSfT3gqwK/qNj5aLiO841ASNSjSFj7Tfri1sg2hi5++LXHSSPzitOvsOYiIDLfXHylXQgIASGQOwQYEEcPJb3yUeFTPL3a9BQmJRBHHVXorYyLDzHq6urZqx/Ns5ZjI164C0V7RmvRpzT5QKDcVyFrv0nbK22QNPysPdaKIunJt9wLtNlXax5K1z4E5GbTPuyVsxAQAkKgIxHANQViELq/hAWlJ51P+UkJyrBhw3zy0LWFAHNpCD//h/nUs49LBBL1/6VczFTD1wWJEIgiQLuG0LO2QVTM1SVpu8cFBjGXL9MXvQ4svNyW9sx1FyXstGPaczS8nC6dSx8CIvPpqxNZJASEgBDINAL0vkMecE8JB4pCGJgaD1cE5ptPKhAkBgeiy6bSQweuOhAnc+Mppc/IE/mXcoOwOJznh17L08pg9hOXgX8SIRCHAG2DF83QPYuvVbSrcFBsXNowjPZH21+wYEGx3dIWo+Q+TGP7tFFr67Rba692/RGPawl9nLP2b+m1zRYCIvPZqi9ZKwSEgBDIBAIMfoUksAosfrr86AFE+NRvPd9JCwMJgrTTk4iuwjzYXW7p0gcrEhFm4YCskD/2xAmuNNgE2eGHWJ5WBrM/SZ5xeSisMxCw+dutXdvW2g0knLazefPmYtun5DbDUzUo2Cw4Nu87vfLoR8q569gLBbbZF4FVqx7114Hp4lrimuLlW5JtBN7GtJfZLoKsFwJCQAgIASEgBIRAPhCgx58XirgxKflAQKWMIqCe+SgiOhYCQkAICAEhIASEQJsRwAWGnnVzLcMcSDw/c5tps4nKPiUIiMynpCJkhhAQAkKgFgQ2bNjgxo4dXUtSpRECsQhMnz7NLV++LPZctYFbtmzx7ZN2KqkOAdxfQtcyiD2uMRB5ucZUh2Utsbu7h7g1a1bXkrTlaeRm03LIlaEQEAJCoH4Edu7c4ebNm+dWrFjulW3fvrN+pdIgBJzz5Hvjxo1uyJAhbtq0a113d3fVuOzZs8fNnj2r2D4femh5TXqqzlgJhECDEODlCeE6mDXrJjdgQGHMT4PUN1SNeuYbCqeUCQEhIASaj8D8+fPciBFnFYlS83NUDnlEAEJ/0UVjHD31kPOkQvvs7j5d7TMpYIqXagS4Ds45Z0TV10ErC6We+VainYO8+JS6caM+p+agqt2QId2p6mmj7f3oRz90v/3tb5sOf69evXzZu7uHOvZbJXzynT17tnvpJfXCtwpz5VNA4Mgjj3STJ1/upk2bXhISrkGIv9pnSYh0IuMIcB1Mn36tm1NB35wAACAASURBVDRpcqpKohVgU1Ud2TSGHptFixa6hQvvdr169XYjRoyoOFVcNksqqw0B5i2+6aZZbseOHW7EiLPd7Nk3tZTUmh20veuu+6z7wQ9+4IP++7//2041ffvtb3/L/eEPf3BnnHGGmzNnruvTp2/T8ySPvn37xJIludk0Hf7cZMAYDHojQ+He3r9//zDooH3aZqn2KTebg+BSQMoRMDeb0Eyugz59Cu43YXi790Xm210DGc+fwU2TJ0/yN/CFCxenqqc249Bmwnzz2+aT+rx58z2xb5Xh9FJfeeVU98Ybb7Qqyx75QOSRJ5980g0d2u2uv36Gu/LKv+8Rp9EH+GwuW7bCD07EX149oI1GWPqiCFiPPD2Rlb5C8bJJ+9QXpCiKOs46AnYdlPsy1c4yyme+nehnPG9mO8CPbPLkyf4GXssgqYxDkHvzeXhD4vk1cgaMSsDSK37FFf+7bUQ+zr6vfOUf3MSJE+JONTxszJixbs2ax7zLAw8ZiRBoBgKjR48ptrNKRD7Mn691GzZsVPsMQdF+ZhHgOtiw4SdlXczaXTj5zLe7BjKav003hnsFxEIiBKxNNPsLDX65DMpLo7z97W93n/vcdU3voQ/Lbl9HeKGSCIFGIMAA1kaNibFZbejZT/NsII3ATTo6CwG8DuiJz0K7FZnvrLbXstLgU8ngv7R+cmoZEMqoBwJ8rcH9g17janryeiipcDBgwHvda6+9ViFWe0+vX7+hJT707S2lchcCQkAICIE0ICA3mzTUQsZswB9yx46dIvIZq7dWmMtXGgbANWrBmajNuNf8/ve/jwan7njmzBmps0kGCQEhIASEQGciIDLfmfXa1FItX77c+8k3NRMpzywCfE5vFplfsOBOP4NM2sFhUKxECAgBISAEhEArEJCbTStQ7rA8cHPAjaIVU/F1GHS5KQ5Tev2//7e1oa42+N7+1V+VnxovLQC/4x3vcPffv7SlszvhO88XM63zkJZWkD07mHqS+3ozfIS5fhlXo/aZvXaRN4sZL8IX5ixxHPXM562V1lleCAOSpUZeZ5GVvAYEWP6aB3cjBX1//Md/3EiVTdPFfPetIi18BWEMC9Njzp9/q5/7v2kFk+KORoD1QgrjoYb4tUMg4PUKA9bRyYu42me9aCp9sxFgDRXaKStsd3cPadpX5kaXQ/PMNxrRDtdHz18zem06HDYVr0EI/Od//meDNGVfDURr8uSJvjd++vTpjlmEmjXoOPtoqQRJELAJDRgXVVgIkMUAF9V0z1f7TIK44qQZAbsOmNSh1uugVeVTz3yrkFY+QkAICIEGIcBXChbq4gsZLm8MPBaRbxC4UuMXf2PxJ9YQYS2RasfAQOTpjVf7VGPKMgKsl2DXAe2Zr0xpFfXMp7VmZJcQEAJCIAaBQo/nJE+4NLd8DEAKahgCturrtddOd/37D0jUQ29Envhqnw2rCilqIwJ2HfAlFHKfRu8Ekfk2NhBlLQSEgBCoFoHZs2f5h4mIUrXIKX4tCPDVx14gWdW1ksybd6v/SqT2WQkpnc8SAlwHO3fudNdeO82tXv1Y6kyXm03qqkQGCQEhIATiEWAAOn6cIkrx+Ci0OQjQM5lk/Qja5+LFi9Q+m1MN0tpmBBhTsnv3nqrdzlphtsh8K1BWHkJACAiBBiCwcOFC714j//gGgCkVVSFAzySDYssJ7XP06DGa7awcSDqXaQSYbKDSddCOAorMtwN15dkUBFatWumY3zzuN27cxW7z5k1V5ztw4AA3ZcoVPh3p0X3XXQvK6hk58lzHzyTUYWHaCoFaEFizZo0f7FpLWqURAvUgAJnfunWrs+mJ43Rt3brFjRgxIu6UwoRARyDAoFiuA1zP0iQi82mqDdnSEARmzvy82759Z/G3eXNhvnMIPXPIViOkveuub1ST5KC4jdBxkFIF5BKBl17a2dKFqHIJsgpdEgHWj2B64lKyceNG1909tNRphQuBzCPAV1EWV2v0Oir1AiMyXy+CSp96BHr37u2mTp3qifzSpUtSb68MFAJCQAhkFQG5gGW15mR3UgTS2MZF5pPWXg7jTZ8+LdXzqtZSJV1dXT5ZKZeZOXO+5F1prAe/kosMenCpMdeeGTOuP8isUIfp56WiUjrceUzvsGFDnaU1N5/t27d7FyCLwzYu/4MMykAAbS9tPR8ZgE0mCgEhIASEQA4REJnPYaUnLTJzqTKvKlPhpc0/LGkZiAfpXbBggRs3brwbOXJUNUnLxjUiT8//Abee7Yl885csWeLmzp3r082d+2UHuYesm0DKFyy407v4oBvXoehXBXz5KZvlvWrVI45xA51A6Pv27esXq5k/f55Boq0QEAJCQAgIASEQg4DIfAwoCiogwHRkrC5ZGNR0VmZ66a0H23qs6dVet25t1f7yldoBLwgQ+aVLHyhGxb+esEoyfvx4N3DgIB+Nlwy+GKxbt84fQ9Ah7uHLBy8hHJvw5YCXiYEDB1qQ14d/Pi8HWRemAHv00TV+Gsbu7iGZaXtZx132CwEhIASEQPYQEJnPXp211GKW42bFM6Zjopf+K1/5B/eHP7zZUhuqzSw6AJaea8gwvdZh73e1eqPxeUEwQm7nIPLRMDsXbkMSTnjv3kcVT6MXGT58eDEsekw+w4YN92WiXOZ60yNBxg/4MsTiHCwpT9v71rfuyXiJ2mu+veTyEthsMRexZuSFTl7QeVnHhS0LEsWDr2pZsT1N+DZjxrJK5YvWXaX4aT/P9cO104nPjLRj30z7tAJsM9FNkW4u3kbI008/5U466aRGqGqpDnrMeXjyMIDsN0rieuEJM5/7WvKxtFHd0WO+CEDQ+ELADZp9CD69/o10J6qlDMxqcdFFY2pJWjLNI488UvKcTuQHgTlz5vjC8pKeVal3hqyslrtRdnMPnzJlalEd90xekJixbN269Ym+jhYTV9ghnzCvCtF1Wgi0BQGR+bbA3p5Ma334MRCRJYwR5hpmBcqsihHlRtkfpy8urJr8jLTjbhP28sfpDV9M6GlZsuR+7zMPqTc91eTdqLhMYTdt2rV1T6O4YcMGx2BYVp88//wL3fXXf65RJkpPRhHgOgi/ZGW0GDK7gQhwr2PGMsg8Looi3w0EV6oygYDcbDJRTe0xkkGvDH4955wRftVJXB7698/GZ+0oYhBjSEBIjqNxON68eXNccGwYvd/0iEdJNmH1CEQc2bSpp55KtvEAGz/+Em/P9u3b6jGh7Wlpe5B43Gtws8HV613velfb7cqDAVwr9HLamBO2kCTCQ+Hl0dxdiFPJhQ0d9nUs1BPuc+0Qz/JGv7kDcI5wtrZv50Id7MeVIRwYTjrTFaaNW/CNdCEeUSw4RzrTiV7s5itgKSFN1M2G9CGexIneW8xVyvCJ2lIqvzyFVztjWbVtxdoI9UUdUhdsOY5KtL6icWgjYXuP0xPVkaTOo2XCZq6ZUsK50I7wurM0lWyNa9O0X/CxewM67NjacHgutIH9qM21YGH2d/pWZL7Ta7iO8o0dO9oPfl2/foNjQGKWxR7k9N4gkHpu+itXriw+MLnRmr96krJOnXqlj8ZNzIQbUPQBbOeSbrGLwa70MBkhYMvsNibkwY2f/Ey4gVMeylbppcXSpHXb3X26n0GJAdgMxJa0DoFx4z7x1gthYeE13BZob2E751rhwcoLLV/8cBuxsDhL7cGMa1gpFzDar7VnBnKjl5dT8kE3bZowa9/sl+qBxVb0EYdfPTM9cR1SfvRgF2IYWVkhHVx7YEU8XsixIen9xLCjvKQv6DmAB/mAA7ZYHtiCXdiSd6Gua52xrJa2Qn2vXbu2WBe0aerH7tfUB22Z+uLaoE7Zcg+3ZxF1xz73e87z45li9VxrnVubwEZrK3y5wB7ORaXSdUf8JLZG9ZY7Bids40eb5zqx+4thQXpsxj7EcLEyqf33RFhkviceOgoQuPXW+b5HlEGwWRIuenvrty32czO1Xm875iZnvSv0hIczxlQqMzdhm8nG8kFfKbJSSV94nhlpuLFzg0M3ZTLbyJd8onkXevUO2BTqy9o+JH7hwkUua20vazhH7YV88PCcOXNm8RTtbdiwYb6XzMgApIRwc/OizXNtkT4qPJAhFrTXci+ZtHGE65T2jUDW0U1+lrc/UeaPeOQXDjInXx7+tcz0FF7n2AU2YBQtK1PNEhchH/YhmJUEXZSdctrLCWnRRzkg+gizXZG/5cE+LymQm7xJ9B7PvQ9CmLSNGF71tBXq2NqpdezY11TaBvYQbs8DthxzrkC0C/YOGlSY1QybqH/IrN3ra6lz9NOmyMvaSrlFE5Ncd4ZtOVsN0yRb7hXYZj97qbFnGjrYB1+zrxYsktjSKXHkM98pNdmEcjCbSJaEmyU3wqTCAz68eVi68IFvPXGcI35UfykdpottqAPyYwQojMNDOSrc2O3hzjkjD/YASZJ3VGdWjkXi21NTkAh+kA17iOLexcPcxB7sRlIsPO5amjFjhtdFm6e9lhP0Esfat8VlVid68vgZybFzcVvSQxaIT1qITXgdxaUpFxZ2ABDPbKRn1vRCSqLl4zjErVQeFic6e1U0n1GjCr2/3Ae2bdsWex8plUenhdOeDHsrGx0f1DntNu4ea/HCba1thXRGlNEXbbNG6qPXCC/FCMSUtowO+zrMfjR+LXVOu0TCdsu+Pbu4tkNJct1hVyVbQ52V9vv161eMwvXJL+7aDq+hWrAoZpKDHfXM56CSVcRsIcDNld54+xyL9dzsWGiKm3J4k85WyWRtFhCgJx0fWwgHAskMiZP1fkYJTFzZGLtBe63Us45OfnE6LczyjcsnGsaLBeSAnnHIHdcT5YLsVSuWf5iuq6tfj17guAG5kB8rV5g2um/lKvRO9vG22pe+MD11AEmF/NFbT5w43+ao/rwc2xedauu4kW3FsLY6LXwtPVCnXFfIrl27fFtfuvRB/wWJ68O+wrLlfo/UUueWd1y79UqDP2tfcXEtjDjsV7I1UFvV7u7du3x8XlKt3duWujQba8GiKkMyHlk98xmvQJnfeQhAfvg6AHnnpmZiNzM71lYINBoBSCIvkxCjsJcwfLEMH/KV8jd3E0gMOtAbJ+jkZ0QkjGNhkONqJOydpVzhTE/V6ImLy0tKtCc+Gg9CZuWKnguPDc8o5mEc2+cewA+B/EDsCy8rB/fqWpq8ba29VFPuRrcVq1O+ytp+nD20afLmh92Qetoqbce+1lZb55Yf+mw/Lm/COM8vDjMLs+suia2l8ikXbi/CSZ5v1WJRLt9OO6ee+U6rUZWnIxCgV5GbOZ9G7Rc+cDqikCpE6hAw94Do159wJiXOQQDMPcQKYT3LYTgEANLLQ5hetnK9pujFBcBIhOk1t4FK5Nnix23Jn4F26A5neormFZ4zPfaFwo7NxtAthnRRXcRLYrNhbdhbPuhjPI+5O1m4bblH2NgG68m1c3ncgkEBs/LuXGFbjsOpVFuJi1sqzHzLw2uBuLR/OmjirgOuKe7xvETHtUPSJ6lza5dh3mBDvnydikot110SW8kn6tITzZtj7hH8otcZ5+gEsK8Z0bRJsIim6eRjkflOrl2VTQgIASFQBQJGQughNOGzvz2UjbAyuA6CQC8iwnkICsTAyKmlZwtJ4YFdiphaHLbkZ/mgH72WPtRZat9IcEhcsJVebMg1P/Nd5uuXCfEtXwtjS9nsywR6GAdAWSATJqQL7UYXcW32LIsXtzVdlNXwNH2QJrBGjNig14QFtIgTfkWxc3nbWh0Z5tQz2JpPOniAb0hyk7SVWnCkbZA/7d2IO+2IY64P6otwCLbVOfkQhn1Wn7XUOXlTbtq2tRW77gybsEzWSRS2X2wKr7sktnLvAE8rD3nbAm9hfnH7tHHwwQYT6pMwe2GtBQvTlYetyHwealllFAJCQAi8hQAPRUhE9Fd4mBbcOHgg23nrhSM5cRB6LyEBuK4Qr/CgHRU7oPytbH18HvBGuizcthAQG0RrM0yhn3zIL6lgr+mxMkRneoJo4QJEeSwOPZqER4Uw7Cae6Vm16lFPoi0ueWK/2U04X9biXmwsTbjFlhBP9CD4KaO7sM9sQAN7zEVv4eSdJ4GcWr3ZlvLjqhRizjH4Wb3w9SN8CUvSVmrFlfqHlENQsZFrBNusbXKOeudlw8pAXIgt4Qhxq63zQpke9O3RfPZpv1FsrFxJrrsktto9weqGKVMZtJpEqBPs42XAsOALSmhzEiwsb14+8iZv279///68FTqP5eUCsdHs9ZSfFTnnz7/VT1lZjx6l7WwEWKOgESvAhijR9i66aEwYlOp91mZo9PoMjbqOUw1cioyDBELAIBWlBAJGb2o4a1WpuFkPr3Rdq31mvYazbz9fxfgCEb7UNbpUla6DRueXRJ965pOgpDhCQAgIASEgBISAEBACqUWALxCFr20Hpr5MrbENNkxkvsGA5kHdnj178lBMlVEICAEhIASEgBDICAK41+CmlDe3M6pHU1NmpJGmxczu7m63devWtJgjO1KKwI4dyRfvSmkRZJYQSOQ6U84FRxAKASHQOgSqGVvTOqtak5N65luDc0flctxxfRz+yxIhEIfAzp073Esv7XS8+EmEgBAQAkJACAiB5iIgMt9cfDtS+4gRI9zy5cs6smwqVP0ILF++3J111oj6FUmDEBACQkAICAEhUBEBkfmKEClCFIHJkye7FSuWuy1btkRP6TjnCDCeYuHCu92kSZNzjoSKLwSEgBAQAkKgNQiIzLcG547KpU+fvn7KvWuvneY0GLajqrbuwkyfPs11dw+Vi03dSEqBEBACQkAICIFkCIjMJ8NJsSII2PzZs2fPEqGPYJPXQ4g8/vLz5s3PKwSpLzcLNtmiLLZSYyuNZt72cJXHVuZda162sFSr8LKFc2zVTlvAyxbsqrUcnZCu1VjYyqe2CBFt1xb0agWeXK/NanfVtutq47cCH+VxAAGR+QNYaK9KBJYtW+G2bt3iWEBBLjdVgtdB0SHwtAHaAm2iV69eHVS6zikKCxstXbrkrZVYd1a1qmrnoJC9kjBDBwv+xa1Om73SZNtiZi5q1eJgkGeu12ZJYWXj5PeBauM3y27pjUdAZD4eF4UmQADStnr1Y27EiLPdOeeMcPTMrlmzOkFKRekEBJjRiDofOrTb9e8/QEQ+5ZVKjy+SxzmYU141Mk8ICAEhUBcCmme+LviUGARwuRkzZoxjFpP58+e5yy8vDH4cMmSIAOpABDZu3OhLxRSlzGy0fv0GxzgKSXoRwD0gdBXo3bt3sYeRz/gLFtzpjOyPHDnK994b6R858lxHfITeffbXrVtfDAtLjWtI6BbAkupz5365xwsE+YT20OPH8uvka0KP5JIlS/xqjoShZ/z48cU49Fpi18yZn3dr1671dhEPHeG875QZPdiNYDuLytQ7HzUrTVJWwxSs0Dtu3HifD3/ROITF4UFZ0QUuZl9RiXMez0Jej/jeecqNjBo1qlhvli4sFxjNmTOnWHawIQ/CW9W7HJajWfvROgbjmTNn9viSkbQuwvZLuxw4cGAPs2m3tCXwA8uC29hUv2+96HHtudq6oEzkhWAT16fVWaVro4fBbx3EXcNLlz5QvIas3YTlJ2nYXsNrjvgWl+s7vFa5BggLhXsC8RGulcJ1usBfv5Z3GF/71SMgMl89ZkoRg4ANijVfegbGyvUmBqgOCOrbt4/Ie8bqEYJrBIF9I8745EIOePjyEIb0QCLGjfuEW7Xq0SJhh8Dw0IUAoAfyGBUe1uiC6PPAhuyMG3ex10WYCboKeRUWFiMOdkAc0IsOjomzatUjPhlxsIv8iWdCnhB6wiEbBdsv9sfkjx7KipsKYqSCfNBfixTK9QnXu/dRxbKil7wQ0wuGXV39inkbttho5TJ7KAP4WpxKdlFWymAvVeQNFkaU0ANm5hpRsOtiT0Tj6q5Sfmk9X2iXV/g2YXVcaHMX+/YLHoWyV64L6gV9dn3Qzq1Oy5WfOizU3U7f5tFDOmvPtdQFbZY2Yi+sRniruTaiNkev4ej5pNdvNB1Efu7cub6tmX20Mdo0AhZgWS2u0Xx0XB4Bkfny+OhsjQjggqNFg2oET8mEQAsQgBDy8IUoGAGF/PBghkTQG2gPZMwZP/4Sb5W9CERNXLdunSeYRqB4oBtpDeMW8jjQc0cPM0SDH7rJFxIa9u4VSPxQ39O8atUBMk98IzqkwUZICbog3fwGDRpUzJ64Fr8YWOUO+iFoq1Z9o/jFAZ2bNm3ytoMluBIHAmNCuYcNG+ZfKLALfJYsud+TPrOJOHylgBBWEvAxYs5XAfLEBsOQ9GH+7A8bNrSS2kydhyiCGe3D5EBb4SvRNxLVxfbt2zzhpL1b+2YLnpD1ckL+dp1QH3HtmfSNqItqro04m8NrmOs/lKTXb5iGfb6Yce0htH1sRBfCNWD3mGpx9Qr0lxgB+cwnhkoRhYAQEAKdg4A9cIcPP0COKR0PZggKvWkmkBTCygkkxh7eEN5SYg9+O2+ElGMIBjrQFRV6Ou28nYvaDllGNm/e7EkyNq9cSa/ggh7lsfS1bHlRQG+0HLw0YDvnITXWUwwW/OgxDomhlSVaBkhPiEmcjdH6iMbHBuwLw9mP2hynOythYM0v/FJjtlNOMECS1IVdC1G3mmjdmP5wG8U0xJx4jaoLay9Jr43QRvaxq9w1nPT6jeqNYsYXKxOrgyiO0WOLr23tCKhnvnbslFIICAEhkFkEdu3a5W2Pkg8CeSDTW1mNWO8y5JmHOMQV8kBvoJ2rpA9yVkrMzt27C3YTz8IsDW4tCGXj3NKlD/reb3oL6Q1HIMv0pJYjNj5iiT/r8WeKzzixfCDvRuR4yYDAQHxCQh+XvhFh1vMf1RXFK3o+S8fWDuj55RcnhkPSuojiEz2Oy6NSmNkQjVet7uTXRvmX7qgddmzXaD3Xr+myrV0L0bJGjy2+trUjIDJfO3ZKKQSEgBDILAJHHVXoQbMHblgQiJIR4zC80j6EwEgBBAtiQK80xNk+s5fTUY5gm50FP/T4Fw17AbGyoQ/izo/0kHrINMQozgWonG12DiKCDeXSk0fhhebA+ATSJ/HBtnzq2WJjHPkzDOvRnZa01gNMezM3lzjbqqmLKD7R4zj9lcIaVRdJr41K9pQ7X+76LZd/KZ1G2mmL4ReMRuBaKs+8hsvNJq81r3ILASGQawTMJYXZYEKxz/nRz+dhnCT7uDcwqwgSRyzjdPDAhzTwEhAVyDHnjCBwHp/mUEq5SxCHdJA+XiqM9Idpk+7j1kH6KCHhpYXZTQg3u6IuILj/mJQqK+WM6rY0SbelbKRuO0VoC/yszsNyMeaDH5KkLuxF8+Br4UB9hfqr2W9UXZRqL9gSd21UY2Nc3Fqu36gea/9WB3Y+vA4sTNv6EBCZrw8/pRYCQkAIZBIByAEPbHouzU0B0j1jxgxPksr1dsYV2AhUSNyZGhESbWQpLl00jMGckM6wFxs3CfSGg2JJF9qOjz897xAIfhzjCkMcE8IgPtXYY2lti30Ig1StrOBHPpyjvDboFntMiG9k2si6ldVsRB+Y1SuhjaYLDC1fC8v61vALBwzTbsDZXiST1AUvBVwL1KONFbH2VC9GtdaFfXnAZczamZU3ybVRrd2Nun7DfJuJa5iP9p0TmVcrEAJCQAjkFAHIMaS94ArTx892wgMYX/OwBzwJPMwiQm8+M6ZAos2nnHB0JhVIFXbRexfqKczG0nOwLqScqfGIB6GD7NjMJpxDD738psfi2EsB5JZz1oubxEbKYtN2WlnBDxzNxcjcFSDplrd9GSAPI/VWVma1IR76GIhYLfZRuwt1WJjhJcyfl5xa3Kei+tNyXHgZ/YZ/SbFy0m7CtpK0LmgTtB/aCLqoUyPi9ZS31rogXaF8C3y7oK1ae0lybVRrc6Ou32i+cbhSDoQyShqDwNv279+/vzGqpCXNCHBzstkV0mynbBMCpRBgxdmLLhpT6nTqwllzwdZdaJRxuo4LSEKGIeAhga4VY3rqFyzg68SB6Q1r1ZX2dIWXj341l3Xs2NFu2rRrS047rPaZvAXUWxfJc0pfTL6A8HWBa85ccdJnZWmLKl0HpVM274x65puHrTQLASEgBIRAyhEo9Nx3Vg8hLjWQRfsCQBXwlQB3Deaxl7QOgTzXRcGXv08PlznaIF/TzB2udTXR2TmJzHd2/ap0QkAICAEhUAYBXBaqHR9QRl0qTpmbCV8v6C3nx+BOC0+FkTkxwjDPY11A2HGzCd2CeMlk8H0evoS1solraspWoq28hIAQEAJCoG4EGLzbKLfBclNM1m1omxTgcw+J4idpLwJ5rwv8481Hvr010dm5q2e+s+tXpRMCQkAICAEhIASEgBDoYARE5ju4clU0ISAEhIAQEAJCQAgIgc5GQGS+s+tXpRMCQkAICAEhIASEgBDoYARE5ju4clU0ISAEhIAQEAJCQAgIgc5GoCMHwL700k63evXqltXcpEmTW5aXMhICQqA+BC68YLQbN368+/GTT7r169e7p57+aX0KM5KaKeGY25mVMRlA2i4ZOHCAn5aOWT6aKa3Kp5llkO7ORqBT22ha7jWd3Xp6lq6jyPyVV051jzyyyr355ps9S9nko5tumu3+5E/+xE2YMNHNmDGzyblJvRAQAvUgsGnzJjfOjXeXTZjgfy+++GIuiD3L0zPvs3PtvUdt3rylnupLnLZV+SQ2SBGFQE4QSMu9Jidw+2J2hJvNokULXb9+fd0///M/tZzIW2P5/e9/7xYsuNO9+93Hu6eeykdPn5VdWyGQJQR+9avn3YUXnu8+ffnl7t577vGmQ+y/effd7uGHv+uuvuoad+KJJ2WpSLJVCAgBISAEcoxA5sk8vfH0jO/fvz8V1fjGG2+4Cy+8wL9YpMIgGSEEhEAsArjX3H7HbUViv2LFcnf88cf73vply5a7b33rPodLTifInDlfcvwQFq+ZMuWKYrFYGZTP/ba4EOf4JPj2LQAAIABJREFUTF5OiI/LDnEtHStdhunIhzB+xCHN7t27/TbMn3ywzfQQj+XeQ8FGFpuxOKRHVzlBj+VDTyFp0WP2cBy1GX3EjcaxvLDTym62EL9UunAF1rg46ADHUKJlBUfLw+LF2RjNK8S0VFlNX1a2YENZomUFI34IdUUcyg+27POrBUfyIW203dCuaOtsTT9txtpJuXTlsCZ9aDO6KYcJ14CV08LYGi7YZPtsw2uGY+wK23aoGz3RMpE+vBZpd3F4hNcROk0vtto1GNqr/cYjkGkyT488vfFpFF4y1EOfxpqRTUKgJwITJ0xyEyZMcKNHj/EnXnnlFbdmzWp3zDHHuBtuvNH31PdMkb0jVji1VU5ZJMn81SEOPHg5xyJM69at9w/0ceM+USQmpUrLQx7yQTpzaYmmw61n4MCBPg4LGLGATlQgAhANbEIXC8xglxFYzmHj+PGXRGy8OKqq4jFfT0eNGuX1gMP27dt6kA3sNfJxAI9tngCZ8kKZt3sd2Dxy5CjvvhSmIy0SkhyIFHEMD+KQnnIa+bH9qVOv9PqJ09XV5dPZi1LUxri80Ef9FOqzUD/YTf3kRWg3tDfwoX2yT7sCByQJjoYV7Wb8+PFeF+2YeoLoDhpUWLyMtkT9Wj1aOo6HDx/u01kc2kQp4Rx2FdpmoX1Qj5aGa4B8+IWycuVKPw6GtmJC2NKlD/q8uaawBT1WDq55MDKybu2DdmbthvzAzOKY7nLXUal7jaXVtjkIZJbMM8iVHvk0y8UX5+fGmeZ6kG1CIIrAaad+wH3hCze41asfc5+56io36K//2m1Yv9597rOfdWeffZZ/gLHdtGmTGzN2bDR5RxxDCHhIT5kytbhCI2Rg7ty5ntDzwC4nxLUl2SFKDKyFCEQf/BACBNIbFYgLP8iGnYcMoG/JkiVeHySEc9iJmI3YDxmpRtBjq1EyCJjl5tFjBG/BgoI+WzmVvIxAYacJLwSI2QzhCfHgHNhQDiN4lIc4lM+E9F1d/dy6det8EO0NwS4Te8khLZIkL/SRt6VhH4IIScuLhFhTfuqMerZ6TIKjYUU9WV3TftBHHVmbpC3xM91hujAObYk40XjEpy3TFmkfNkCdPHmxIz4vEJY3bcmEa4501iYtHNJu9W/n0GXlwC7KYW2Odoourn9LRxziR+8FhJW7jswGbVuHQGbJ/OTJk1qHUo054XLD1wOJEBAC6UEA1xn84+mJpxcev3l62aZeOcU9/sQPehj6/PPP9TjupAMjkPQchgKR4GEOeSgnIeEkHukgB2vXHiC9HBsxiNO1efNmH0wPZyj0pEKGjfTE2RjNK0xfar9fv349TqEjFEgR9oY2Q2jo3Q3LS++6CQSIX3jezoUEjxcEyDQvOxCnwkvKuT16Wa2c1kOP3lCS5gV5I67lFerIy74RYitvWNdJcbS00XZDeKjPju2l0NJZfdrxsGHD/K61ewtnC6lGp5FtO2fHXFecp53RPiwv9gk3cm3pwjYatdXisDU9XGu0+yhuha8P9NYfuK6jeJTTH+al/eYhkNnZbLZsac2MCPVC/5Wv/IPT1JX1oqj0QqCxCEDgS01L+dEzP+YGDBjg/emXLVvmbrnl5sZmnhJtu3bt8pbEPYh79z7Ku6CUMzUuHb3MRg7KpbVz5WwgjumiF5VfVOx8NLyWY3TxowzVyO7dBRwhztGvEqbHdOPmApGEkEG26D0NOll9OD3xEDd02ZcHXijosU2aF/ERXC0gYeiBqNEzbOfMtjxuk+JYLzbRa8TalrX7UD/tIk5Mh7V12gwEnvZBXS5Zcn/xRToufdIwa6P4xMeJ5R93TmHtRyCTZD5Lvd2vv/56+2tZFggBIdADAWav2blzZ+wc81OmFogQg2OZ+aZT5aijjvJFi3tIQ3aMeFRTfnzQoz175dKXs4F0RmTMN72crnrPkRc/I3pJ9fHigxjhLpUOf3mwNv9ti4cLg+kgjJ5YfvTk86UA1x8j9ZBxpFJeFseIO8QPYs/XAEi99fZ6ZTn8M7yT4NhIeLg+EGv3oW7qxc6H4XZ9ch4pvAgO8iSenn5eAnCfqVdo+1zzuGOVEl4iJOlEIJNuNhs3bkwnmiWsSusg3RLmKlgIdBwCTDXJtJP8WDAKYWth4ZYZbfbu3dtxGEQLZJ/8Q7cY4kAgIQjhZ/poWo7NTcfOkQ7iEXUtsPNxW8vD/HYtDm5PzBpjrivR8+TDechpI4UXEcoe9pJChG0Gj7i8IFn8ongQl9k8bPaRggtPv+ILCucph5G1ON3Yw4sMRAubkuYV1YULBmMakLBs0XhZOY5iFkeCy5WlVhzL6Yw7F2231kas3YdpcGehXFHCbMeha4u5Uc2ZM8e3jaiLTag36T7XGjhGseUa41qLhifVq3itQSCTZH7nzh2tQadBufz7v/97gzRJjRAQArUgQA87K74mER7AX//a15JEzVQcCCFiZBWiCAmg1xfCaudmzJjhSWM4UNOfjPxBTs31BZ2WrhpiAYHgB2Ex0oI96KO3EdJlNlrvNKSCXm7K04geybBYU9/6KmPlIi8buFquXNgBHjajDTrRQZiRaMrJsZWTMlpvvX0NMOJkcdBDubHDXpKS5GUvEeRhYsQvy73y9gIaDgBlhpZaiGYSHA27WrfhtUWd8hXG2nxUJ18JuCZpA7QTJEwTtj/i0v5xoWpUfdq1RJu0dsN9gTJwzu4fUbvjji0uekxXXDyFNQ6BTLrZ5KHXrHFVLE1CQAiAAG4z/PCJx5XmrgULDhrw2slI8dDH1YKHNaSBz+m4ctDjB4EwAku8mTMLvcHl8EAHD2rzsSXd3LmFGVzKpYueY6Ar+RsRhgjwImEuImYjvsHEQyBETLtnpCGqs9Zj9NITXiDwBd9hCyuXF0SL82E68EEX6RHKYS8iHBOfdLywQNo4R7lxwaAuDA/Ok9bIXJK8DFO+cJgUMHvA52dhWduCKVhAiq3dFcYSlF9zIK6cSXCMS1dNGNcEbcKurbBdx+mxerOvOcQp5QqE/RBte8mL01dNWKEdPuqvMWs3tNFKNsflEXeviYunsMYh8Lb9aVltqYoyDR/+QbdtW8H3rIpkbYs6a9bstg+C5cZn8xG3AogNGza0Ihvl0SYEGCDaq1evluZOm7roosJc8C3NuMbMpk2b7vg1Ulp9HZey3VxgIKuS/CAwduxoN23ata67uzu20Glpn7HGtTCQnnUIeS1EOKmZvCDQM5+n6UaTYtPseJWug2bnH6c/kz3zcQVRWHsRwPVp4cKFbs2aNY41APr3799ystdeBPKVO+NWjjuuj3+oM1sT5D7NcvVV17gPnXGGX+3VeubL2YtLDr34EiEgBIRA2hDgixhfc8w1Jm32yZ7WIyAy33rMOy7H2bNnucWLF/l5u+fNm1+y16bjCp7zAjE97PLlyxy9FCNGnO1mz75JL3A5bxMqvhAQAs1FwAaj4mZjrmjNzVHas4CAyHwWaimlNu7Zs8cTOcxbv36D69Onb0otlVnNQIDe+AEDbnLTp1/rpk+f5tvCrbfOT2UvvfnLgwMLQ0UXh2oGPp2sk+kVJUJACMQjUBhPsjP+ZJ2huvbqBLBDk2dyNpsOrYvMFYse2f79B7jVqx8Tkc9c7TXOYHznFy5c5NsCKzPzkicRAkJACAgBISAEWoOAeuZbg3PH5YJrDYJbjUQIWFuAzNNLD7lPk5jPfFKb5DOfFCnFEwJCQAgIgXYjIDLf7hrIYP4MdsVHHteaNAhTuDEYqJJEV16sFD+r55nlgOkG2+FPWRgzcbpj5plSM15kFVfZLQSEgBAQAkIgjQiIzKexVlJuE7PWjB49JjWuNdHp8Yzc54W8h82FKdFY6IMp0dohuNxMnny5W7RoYarIfOgz3w5cGpknbkytnha0kfZLV3YRqORCd+SRRzo6ezR+Krt1LMsrI7Bjx87U3YNF5ivXm2JEEGD6SbnXREDRYRGBMWPGuPnz5xWP07BjbjYXXnh+cdGocnal1c1myJAhbs2a1W7MmLHlzNc5IdBwBCDpW7duLfuS3t091E9PzHS1EiHQiQhwHezZszt1Ez1oAGwntrYml4l55LPoQsHqkUzrhRsKi5vwM/ccVtJj1TsLJx5hJqTlHL3eLAZi8WxlP4uHPpYXt/NRPXw1ID26LQ75mh2mh9UgQzuJa6tfEofzhBHH7GZrKwdaWU1fK7f0yrHOgBYOazzqkHimA5UIgVYjsHz5cv9Ftly+I0aMUPssB5DOZR4BPBOYijltop75tNVIyu2BoEHUsiqQYBbcYDVcCDTLTkOsIb+463CMWBhLXFsY4SzNPXfuXMfUYxB7yLQteW0EnPi22q7psaXb0YErDMLKfehHBySfpbxt6XdeCHbv3uVWrXrE54WtxNu8ebOP5xU4520wu4lTsLe5Kw9a3uW2aXMDCd1ssjw1ZWE+/1kak1Cu8elcwxHAvWbhwrvdwoWLy+rmZXPevHn+61EaCU9Z43VSCFRAgF55OlPWrHmsQszWn1bPfOsxz3yOaSNq1QI6alSBsBtJX7Lkfk/Y7Rh9LMiBbNpUIN6Wx/jx4z25tjiQ53Xr1vnTLK0NoR80aJBF94NQIfamz07wQkBaZO7cL/v9BQsKXwJ4AYDw4/fOSwOCbaz2Rx5hL36BvPcsj0+gv45EgGsPF7fJkydqCtCOrOF0For2BlFP8kV29uzZfkYriI9ECHQSAszWxnWQxjEh6pnvpJamsiRCYODAgT3i0UOOQKJ37drl9+l1j5No2t69jypGo1cdcr1y5cq33GB69upbROIYSbcwjiHqCC8Q9OSHLxeEc8wXhLVr1xZ78KN6TJ+2lRE4+uij3d+dd75757Hv9JH3vrbX3Xf/t92rr75aOXEbY9DjOWLEGr9I17JlK1I3EKuN0CjrJiDAVLP0zLM4XBKhfY4Zs8FBfNK6iFySciiOEDAEaP82HTcrnadR1DOfxlqRTS1FoOCeUvBJp2cdic6Qk8QgCPjSpQ86CP+CBXd61xn82nGhwbXHJHwBsDAIPnnzC+PaebboR8zG8Jz2q0Ng4oRJ7p/+aaX7zFVXeT9gZme6bMIEH8Zg2bQLvfMs2Nbdfbp3aUi7vbIvewhs2bLFnX32WW7r1i2u2pdGCM+QId3+hVNjPLJX97L4AAK4FrNAJl+auA7SKuqZT2vNyK6WIYAvOj3c+KeblCLUdr7UFlKOeww/SDeknh5/9IX6o+k5D1nnh47t27dFoxRJPOcltSNw4oknuYmTJrlXXnnFrVq50n3v+9/1yk4Z/H53wQUXeFK/c+dO9/B30nvjxmAI/Zo1IxxuDcwexOdfCNSAAQNqB0cpc40AhAXywoxlGzas99PMTps2vSZMIPS45dA+8aOfPHmy2mdNSCpRqxGw64AXUV5qmW651uugVbaLzLcKaeWTSgTwTYd0Dxs2rId9Nki1R2CVBxBzSD1E3VxoUAFRJ0/raSeM/MxlBp97vhbwC11tzFeeBaEktSNw7jnnusMPP9zNnTPHPfX0T4uKbGDs6tWPuY+fd17qyTyGF1xuzn5rUBZTxt7qXnvttWKZtCMEqkGAeeJ5GaRd8bJY7/ioaPtkJhBmQ5MIgTQjEF4HDPqu9zpoRVlF5luBsvJILQIQaHq6Icrjx19S3LdpIKtxaUEHLjUQeFt9lTCIfEjK0Uk8XHkg9MxcA+FnICxCWvzusQHbCl8NVvpefvzyGUxbyi5z4cH3H53qxT+46R1x5BE+8IUXf33wSefcvn373BFHFOLERkhhIL3y/CSlEWAhs5tumu3OOmuEW7hwUemIOtNwBNQ+Gw6pV6g23Rxcs6hVPvNZrDXZ3FAECqT6qOJ87cwqY8SeqSCTCoQdQg4RtznkIe3MQmNEHV3mSsMc9MRDcMGxaSk5tmkqbU579EDiCS8nkHfi4drDvPOlSH85HZ1+btmyZZ6wf/KSSw8q6kfP/Jg7/vjjvfvNQScVkFkE+GzOVwsE9xEW3pIIgSwjoDad5dprvO1v279///7Gq22uxuHDP+i2bTvYp7jWXK/6zNXezWLvvn1u4sTLHL5+NnK5Vp1hulmzZrt2r4gHabS5z0Pbqt3Hn3L+/FtTPRCk2jK1Mj6knJ76zZu3tDLblufFgKFp065NNJVdUuNoexddNCZp9B7xLrxgtDv5vScXw0466T1+CtEXX3zRPfPMv/rw4449znUPHeoIW7pkSd1uNvhYpt3PsghIh+8wswqfylesWO5uvXXeW3OhP5aJz+cdXjUqXo0IqE3XCFyHJst1z/wJJ5zgfvKTp9yEiRPdiSedVBw4dt55f+fDOZ9ngTxJhEA7EGh024PIM2ON/WwtAHrhLQwijxAWEv92lF95Ng4BeuHpjbcp5XD56Nu3T7GnvnE5SZMQaA0CatOtwTlLueTaZ/7ee7/tDjvsMPf973/PnXPOucV64xhC/81vLnRnnvmRYnjedm66aZYvsuYKzlvNt7+8zG1dIFzzG7JAxy233Oxdj5KWLO1zzSctR97jFeZHn3bQYE4Gd44YcZYf6JlkIaS846jypwcBten01EWaLMltz/zFnxjnB7k9++yzB7nU4GLDw5xFZfIszOrBbATnnDPCT33HTURSHwL453e6i019CBVSs1w286hDuJh2sRHCNR39xek94fh3O3znJdlHYMeOHcUZf8LSsIIjiyDhdywRAllCQG06S7XVOltz2zP/npPf41GOm8+bE7/7j//wZB5XmxdeeKF1NZKynPD5ZfYHeukZOMhcwRIh0GwE8G/GLQKXiGuvneYHLH7qUxMalu0XvnCD/xrHFJVxgm81U1VKso0A0yzSCx8n7R7HFGeTwoRAJQTUpishlM/zuSXzz/3yOefOc66rK37O7ncee6x78803O4rI28wp9TR1pnY76aST6lGhtDlAYOPGjTUPVi0Fz/XXf67UqarC6XXHT94Gv7K/adMm95vf/JufUYjFpJgNSCIEhIAQEAJCIAsI5JbMP/DgUjf1yivd4MGDiwOjqDDcb8Zfcol3wfnV889noQ4T21jPbDbMZ8vUbsOHD3f//u+/TZynIuYTgSFDhjRsNhvcbPhBuukxr1dOH3K6V2GLRp1yyvv99c5KwBD9r3z1q+4jH/6bumezqddOpRcCQkAICAEhkASB3PrMA85ll13q9u7d6we7MhCW33XXX++OO+4499JLL7mxNU6DlwT4rMRhKeOzzz7LsXIfK6Hh6nDooYdkxXzZmWEEmNGGtsfMDY8+uqbhiyLZolFMTXnMMcd4pHCtocf+zDPPzDByMl0ICAEhIATyhECuyTy+8MxZf8/ixY5eeH4MiOV41KgDs9vkqUGEZaU3nsGvDILdsGFjQ+cMD/PJ8j4rvLKCq6SxCDAIffLkiZ7AMxAbP9FGyd7X9npVDHRFOMZ3/sQTD7iPHfOXf9mo7KRHCAgBISAEhEBTEcitm02I6h1fu93xi0reB78yew09oo0kUlGMs37Maq+bN2/KejFSZz+r5DKjDbOONFruu//bbszYsW7+bbe5+fPmOb4+IZMmTXK/+bff+HnmN6xf3+hspU8ICAEhIASEQFMQyHXP/OLF95YElXPMQ59nYSYbEfk8t4D2lZ221wwiT4mYnnLaNdc4Brry0oBrDb74fIG6bMIEHz7/tvgZUNqHiHIWAkJACAgBIRCPQG7JPL3uDH6NEnoGwK5d+3/9ud27d8ejptBMIMCMJMOGDXXM4sNv5MhzHW4xyJQpV7iBAwe4aB3Ty07cpUuX+Hhz5nypmJ5wXGq2b9/uz5k+dHAunAElmi48R2LyZsAldpA21E1cCyOPsOff3HrsPHqiur1x+iuLwFNP/9RdeOH5bvE9i3w8FpX69OWXu5u/+EXvp/+rX3XW4PeyYOikEBACQkAIZBqB3JJ5/OUZ5BoS+mUPLfcDYI844gj34yeflN98hps2pBdCPXXqlY5ZfPh1dXV58gwZHz9+vCfyRtqtqLjN0Fs7cuQon57z69at9+lZ7AniPm7cJ3z0Vase8fGIj/4pU6b6cAg/6VgginC2Cxbc6cm75cOWOIMGDfJxyAPSzsvH2rVri/kRD8KPkDcvAJTDykT5KGe0HD6B/mIRwDd+7twvH7QoHAT/4e+siE2jQCEgBISAEBACaUUgt2SeCmGQqxH6p59+xp140kn+ePToC9zV11yV1jqTXQkQYN5wZNiw4cXYRq4hw4QPHDjILVlyf/E8O7wEcA6Cvm7dOr8lPkIYBB7iXUoK5H+tf4nghQBhC+nmXNjLXni5KLwAsI895LF06QM+HfujRo3yXwJ4AVm3bq0n9LwAmPACAbEfN268BWlbAYGxY8d6l5o/+7M/rxBTp4WAEBACQkAIpB+BXJN5qscI/SGHHOKJPMd5XvE1/U02mYXMh49YD725xoSpjSgTB4EsE49wxM5Dwun9TiL2EmFE3tIMGzbM7/KCYAJ5DwXyXkp2797lXzIg/Xw9wLXG7C6VRuHxCPzyF7/0J849RzNWxSOkUCEgBISAEMgSArmazebDZ3zETZ1a6AkNK+n1ffv8IfPLr1z5iLPjvfv2uYkTLwujaj8jCNC7Tk88LiuQcfMrpyd75szP+1Kwj/sL5BjyHbrYEMHcZgiH6Bd82bvc+PGXFM9F4TAffNxl4mTXrl1xwYnCCr32D/qvCdhteWE7ZbIvCImU5TjSps2b/FzyDHY959xz3b63rv8QEtzsbr/jtjBI+0JACAgBISAEUolAvsj8Rz7sXWnK1QSE3uSNN96wXW0ziAAklx/+0bi3LFiwoEjqjdDjngJJNzcW4ocCoTdSz0sBxL4wuLXL6w7jsm+96/jX2340Tj3HEHZs5weZh9Sb/bgASSoj0K+rn4/E4lDNFFu5tpl5SHf1CDB4XCIEhIAQ6CQEckXmWYjmvvuSTzcpd5vOaeq4tNBTz+wvocsNrjSQYQaWhi42cSWH+A8cONCNHFlwx4mLgz87pJ+e/PDFAJcYBrJiQxgepyNpGC8LkHp7EUmaLu/xmIqSX7OF6TX5SYSAEBACQkAINBOB3PnMQ9CjvziA+/bpcrNn3xR3SmEZQIDec4h76FcOaac32/zpKQYkH5ccyDe93uybMC0kv5D8z5kzx/e4GyG33nf0Eq9A+Af53nvLm68C2INuS2d5VLNFH72KlMOEsOiLg53TtjICEydMcl/4wg3uwgtG+8i2rZxSMYSAEBACQkAIpAOBXPXMRyG//bY73AeHDXMMfo0T3GzozZccQKBv3z5u48aNBwJSukeP9VFHHVWcyx0zIeu43ERnfmGayjhCzKwyBRJ+wP8dQk64+adbWl4ccMchX9xdSGdTSpI3eZJ3PcKLADqWLOk5IJc8zRWoHv15SnvaqR/wK8AefvjhvtgsGvXRMz/mbrjxRnfaB047aBrRPGGjstaOAC/udACUE65jvtBJhIAQEAKNQiDXZP5DZ5zhcfzV88+74084we+/+MILfh+Cv+T+ntMWNgr0LOthVc4jjzzS7dy5o2krdDYKn9DfvZxOG0hqs9hYXHrdIc/lSDg9+3FTVUKw+ZUSfOqjEveAj5aBl4Loy0hUTxqOeeFL6+rBRx99tCfyrAA7d84c98277/aQ2Uqwo0ePcb/5t99oAGwaGlJGbbAX+4yaL7OFgBDIGAK5c7Ox+jEXmmeffdaNvWiMg8RD4Gd+foa76KIx7s0333Q2naCl0baAQHf3ULdmzZqOgYOebnrLolNFdkwBW1yQ5cuXuf79+7tevXq1OOdk2X3ykksdPfIQ+Rde/HWPRKwEC8k/5f3v7xGuAyEgBISAEBACaUUgt2TeKmT79m1+d+svtvrtyHNHeZ/6l19+udhbb3G1LSAwadJkt3DhQrdnz55MQ8JKrfigWw98pguTIuMh87SRtMoRRx7hTYsSebOXqSpZBVoiBFqBAC553If44a7HAPpQOMZ1x+Jw37LxOMSz9NF4DOoPhS+QhRWkC3mhj7Sh4BpIXozLsfyYZpf80M9+1E7SYLd94TR9uBwRN1oeO6+tEBACjUMgt2T+uV8+51Hsemuauld/96o/PuEtdxvmmqen3o4bB3n2NXV3dzt85+fNuzXThcH3ndVT2dpA1kwXKAXGL1q00O3YsdONGTM2BdbEm7D3tb3+xAnHv/ugCLjgHHPMMe6Vl18+6JwChECjEYCYQ5xxsbOVnCHcRtYhwhwzixbn+SEQaMb5hMIXxrlz5/o4uAaSNiTr5EUaxvSghzyJQ3gokHDW57D8evc+yueH/qVLH/ThjB3CLgb9M24IIh8l7dF1O8I8tC8EhEBjEcgtmX/gwaVu7969bvDgwW7x4nvdHV+73SM7pLvbMTAWH3pcbTQ9ZXyDmzdvvqMHlp9ECIDAli1b3E03zXa0jTTLffd/2y8UNWPmTBcSegbA3n33Iu+C88QTT6S5CLIt5QiEPdvWw21byDICsebHGBib5YpxNnQsQJwR1pHA/S8ct2MD8JlZKxRItbkKopNB+rbiNPaQL/otDnlOnXrlWwS/sAq26Qvzs7FEM2fO7DHwn7jYD7FH55IlPceY8ULCOXWUGKraCoHmIZBbMg+kl112qSf0f/EXf+ERZtXHww47zDEwll75/7tuXfOQz7hmBsIuW7bCz/ZDb6wk3wjwUjd27Gh3663zHF9u0iyvvvqqm3bNNZ602+BXBr1+5atfdccff7y795573MPfWZHmIsi2lCPAAFjr2Y5ujUxv3rzZl4K1KUJhcDyEHfJNz7eR6TAOJNnOWzi996HQo26yadMmT6rtpcHC7ZieeBPIt83WZWFsQ1Ju++Zag43Yal8UIPmlbA91al8ICIHGIJDr2WzodR8+/INFJK++5irvVvPJT17qF5dSr3wRmtgdZiuB0E+ePMmtWbPaTZt2beqJXGxBFFgzAoXe+Fm+V54e+REjzq5ZVysTPvX0T93ZZ5/lmGf+nce+02eN+8369esd5yRCoNkI7NoBKawbAAAgAElEQVS1y2dhxDiaH2S4lFia3bsLOkrFs/BSug7o2W1Ra9ry8sJXBFxreEGQi01NMCqREKgZgVyT+VL+8NWsElsz8h2SEEK/Zs1jjt756dOn+VIVfOr7dkgJVYw4BHbs2OE2bNjg9uzZ7SZPvtwtXLg4tbPXxNlvYd/7/ndtt7jFb57ee4kQaCYCrIOBWO92NK+43nGLY2lszJeFl9qiyyZ7COMc0NMVBte0j2sP7jy8ONAzb73+NSlTIiEgBKpCILdkHiK/YsV3yoLFolGnn35a2Tg66TyJs6Xr6anduBGSl+2ZblSv5RHgJY5Brml3qSlVClZ9HT78Q36wa1wcFpFimkqJEGgWAuYWgwtMuHYEM8ZAsnG3gYTTy03PdyiQZc5Zz3p4Lm4fVx5cYPiFJNvcYvr16xeXrKowXG0g8zYwNs49qCqFiiwEhEBiBHJL5nGhYbGoOLEFpCCmkuoQgOTxkwiBtCJw4QWjHT7yzCcPaY+TX/7il3HBChMCDUMAv3d+EOrhw4d7km0927bgHANUIcf8bFAqs8/Q+41ffVLhZYCXgsI0ll1+wCr54hqDDeHLRFKd0XiMBUCXvWiwLxECQqA1COSWzAMvi0WVkqeffsYd8dZS76XiKFwICIHsIXDye0/2Rt94ww3yj89e9WXCYkg5v1JCrzu96hByCDZTTSKEQeStJ95INrPbMBsOAklmWslqybLlxTzyJuRjLw4WVs+WGXXkYlMPgkorBGpD4G379+/fX1vS9qVi0Oq2bYXFnpplxbKHlrsTTzrJDR7813VnMWvW7LYvosODgFkVJEIgqwjgo8/qzPXK1Vdd4y6bMMGdeeZHmuobb65n9dqr9EIgKwjYvPjMZW+z9mTFdtkpBLKMQK6npixXce889lh/utQg2XJpdU4ICIH0IsA88y+++KK77rqeK2Sm12JZJgSygQBfEPDJF5HPRn3Jys5BINduNj/5yVOxNckc8/xeeuklLRoVi5AChUB2EThl8Pu98Uyj+b73DfYLSEVLw5oTt99xWzRYx0JACMQgYKvL4vpjvv0x0RQkBIRAkxDINZkvhSkrvzLDwMSJl5WKonAhIAQyjgC98xIhIATqR6Cawbj15yYNQkAIRBHINZnXtJPR5qBjIdD5CDz+xA8cP4kQEAJCQAgIgU5AQD7znVCLKoMQEAJCQAgIASEgBIRALhHIdc98tYNbmZteIgSEQPYQYAabD51xRmLD5TOfGCpFFAJCQAgIgTYjkFsyn2QF2GjdjB59gQbERkHRsRAQAkJACAgBISAEhEDbEMgtmaeXndlqjjvuOMeA15dfftm9vm+f+9PDD/dh1Eh0hVj1zLetnSpjIVAXAsxMo9lp6oJQiYWAEBACQiClCOSWzFMfrLa3d+9ed9lll/bocafX/qGHlntiP2rUgdXyUlqHMksICIEqETj66KPLpnj11VfLntdJISAEhIAQEAJpQSC3ZP6qz1ztjjjiCPf973+vB5GnYuiBf/GFF/wKsBB79cinpbnKDiFQPwIXXjDa3XDjjWUVrVix3N1yy81l4+ikEBACQkAICIE0IJBbMm/gd3X1s90e2z/78z/3x40g8jfdNNvxkwgBIdB+BDZt3uQg61E58sgjHYvevPLKK+6Xv/hl9LSOhYAQEAJCQAikEoHckvk7vna7u/RTn3KDBw92ixff62655Yu+gj5w2unu/PPPd3yGj/rM11qDs2bNdpMmTa41eUPSdXX1aYgeKRECWUfgV796vmSv+2mnfsB98+67s15E2S8EhIAQEAI5QiC3ZJ46vvWrX3XXfvazntCvWPGdHtXO4NixF43pEaYDISAEOhuBp57+qWNl2I+fd557+DsrOruwKp0QEAJCQAh0BAK5JvMPPLjU8Zs9+ybX/739fYXu3bfP/eCxx3x4R9SwCiEEhEBiBE488SR3zDHHJI6viEJACAgBISAE2o1Arsm8gX/ffd+23eJWA1+LUGhHCHQUAh8982NuytSpsWWCyB9++OFu1cqVsecVKASEgBAQAkIgbQjkmsxf/Ilx7ppp09xhhx0WWy9vvPGGO/3002LPKVAICIHOQ4AB70/+6Edu8T2LOq9wKpEQEAJCQAh0JAK5JfP0vF93/fW+UvGPZ8GoqOByIxECQqCzEHj8iR84fhIhIASEgBAQAp2AQG7J/Cc/eamvv2effdZNnHhZJ9SlyiAEhIAQEAJCQAgIASGQMwTenrPyFov76u8KKzy+tmdPMUw7QkAIdD4CLBr18MPfdVdfdY1jKkqJEBACQkAICIEsI5BbMs8887jXnPL+9ztcbiRCQAjkAwEWjUIumzDBzykvYp+PelcphYAQEAKdikCu3Gyu+szVbvwll/SoSwa/Msc8g12j8tvf/taNGnVuNFjHQkAIZBgBFo268MLzfa/80KFD3YfOOMMTe8g9c8z/+Mkn3SOPPuKIJxECpRBYtWqlW7lypWNrwgrC48ePdyNHjrKgjt9OmXKFW7durdu8eYsvK3gsWbLELV36QMeXXQUUAmlBILc981YBkPg4Im/ntRUCQqAzEWCBqNvvuM0T+09ffrm79557fEEh9WPHju3MQqtUDUFgzpwvOUhs79693fbtO/0PMssx4XfdtaAh+WRByV13faNI5LGXF5zNb339yoL9slEIdAICueqZx7WGn0QICAEhYAjgN2899Mcff7wFaysEYhFYunSJJ+szZ37eTZlyYL0CiDzEduTIc92CBXe6cePGe3Ifq0SBQkAICIEGIpDrnnlWfv3wGR+JhZPwxYvvjT2nQCEgBLKNACu9MgD2W9+6z/vN0xvPYlFr1qx2n/vsZ90tt9yc7QLK+qYhAFEv9MAfIPJhZnPnzvVEfvfu3cVgXgAg+V1dffxv3LiLe7jn0JPPObbDhg0txuOYXm7iW1q+CpjUmy7ag46N/BDsJ0/ymzHj+mL+nA9di/gSMXDgAJ/Gzllasy+02WwnHWWVCAEhUD8CuSXzDHo977y/c1NLrARJ+ODBgzU4tv42Jg1CIFUIsALssmXLvZ88K74agT/77LM8adEc9KmqrlQZs337dsdv4MBBJe3iHL32XV1dPg5EHjI8cODAoksOJyCz+JqHgovK0qUP+nj07EOCIfL44ePOg14IMjpDqTVdqKPUPvmZO5G5ElGe8GXF0q5a9YgfL2Dx+XLBOIKQ/BOXtJQ9T2MLDCNthUAzEMiVmw0APvHED90RRxxRxPL4E05wP/nJU8Vj27FVYVkRUpIMgZ07d7g1a9a4DRs2uD17DvRKJUutWFlDoLt7qDvrrBFuwIBCr1yW7IfAP/6Dx7V4VJYqLQW27t69y1thRD2JSfTkQ/Dnzv1yMTqDQ+mVnjNnjlu1angxHNJuukeNGuVJ+9SpVxZJL+QYfZs20Vs/vu50RQVldrCHlwgEko5dEPGkZJwy8eLCC4jZDLmH0KNLIgSEQP0I5I7Mr137Y3fOOZVnqGFQ7MYNG+pHOAcatmzZ4m66aZZjO2LE2W7EiBGuT5++OSh5fovIyxovbWPHjvZkftq0a113d3cmANEKsJmopo4wEjcWevJnzuw5ixqFo8cagst5E3rvTSDOpSTaK15rulL6w/DoV4hydoXpbJ/ed14ImOHGyDxfEtAb1W1ptBUCQqA6BHJH5mfPnuX4IU8//Yzv4dAKsNU1mjD28uXL3LXXTnfTpk13Cxcudr169QpPa7+DEeDFjXEnixYtdJMnT3Rjxoz1xx1cZBUt5wj07n2URyAk4OUgKRfPSLH19pfTk/Vz48df4l2GeLkBQ3r1rbc/62WT/UIgDQjk1mceEnLIIYc4rQBbezOEyPNi9OijazyZF5GvHcssp5w0abJbs+Yxt3HjBjd9+rQsF0W2C4GyCNDDTG9ydOBoNBF+5riSmMtM9DzH1rve1dUv7nRHhdEjz8sLvfPmPy9/+Y6qYhWmzQjklszfd9+3PfQnvPvdba6CbGaPzzFEftmyFZn0mc4m6um1Grcq2gKuN/TUS4RApyLA5AgQcQh7nDBolZ8Rf7a4lUSF3mnOWQ999Hwrju2FwvLavn2b7TZ0SxltIOzatWv9frkXnYZmLmVCIAcI5JbMM7D11Vdfdccdd5x79tmf+0GwDIQNfytXPpKDJlBbEWfPnu3mzZvfdCLPA9OmZCu1LfVQra1knZmq0EvYp9gr1oxS8mWGNjFv3q2OwdASIdCJCNCjzEBUCHs4qwvEmJlnuB/hQmL+4AxgpSefuCbEwwUnHBRr51qxHTZsmM+GnnITbIqSeztXzdZeTtAVuhkxEJYwXmI08LUaRBVXCFRGIHc+8yEkzGqj1V9DRJLt417Tt28fP9g1WYr6YxUWY9HMB/Uj2VwNDILFl37hwoWZ8J8/+uijYwHhRV8iBEohAFnv16+f73G3OdaJS+9z9F5lgz4hznRIhPGI3w7hRYMXCWbGMZsoUyPIPKQdwg4uvPSYbzxlJV96/+Vi045aV56djMDb9u/fvz9rBRw+/INu27bmfA5sBhazZs12+BW3U7hhM09xI4QZTBjsyK/ZQi8XPWDRB2Sz8+00/fTMMz1cK3BkVqPJkye5DRs2NhRGXHguumhMQ3R+4Qs3uOHDP+SYZz5OVqxYXvfCUQwK5ycRAkKggADTcULouQ9JhIAQaBwCuXWzaRyE+dO0cePGlvbKJ0W44Kfax0/3xkqE5pYTft42XRbX4kRddUjPZ2d+xKGXiV4rfpBiS8d59HPMp3TOWVzLiy3niBNd7CWMgw3h6o/oCe0ym9FRTfmIi59qq4R555m6Mq2uNhdeMNqNHl14KYC0x/1++Ytftgou5SMEcoGATcNZaqHGXICgQgqBJiGQazcbw5TVYKPSt0+X+/BHPlycxjJ6Pq/H9Loed1yfVE9ByedsllSnB4gHCGQbP0773AsBh1xbLzW91sTha0/ow8qnYj4Ts8ALcdABMUbWrVvvB6/ZlwNrD3xiJi75ktaEAXCF9PGuQqbHbCKdhTFQLPwsXal8vFBgu+my8pktrdhC6Hfs2JnK9QZOfu/JHoIbb7jBPfX0T1sBh/IQArlFgHsR91yE+yv3ZYkQEAKNRSDXZP722+5wHxw2zE9RGQcr/vQ2J33c+TyG7dmzx/vLt7rsENQ4gSCzxHgoEGp7YOCvil/ounXrfBRINg8XiL0RZLYM1KLnO0xLAuZHRohDWnsJsJkYIOwQdcIR8wtdsuT+HmQeQs057I0T4pOH2UQcbMcmVnsMw0Mbo+XDDvKKlg8dYS9/nA15Cdv72l5f1Bde/HVeiqxyCoG2IcB9r1Eunm0rhDIWAilHINduNh864wxP5H/1/PPuzTff9D/bp96W3H9/yqsvP+bRy8wDIfqLEnkQCVdD5NgWemEfUouE5Jhjm93BSD9hEG8j7RyTNq53PTozA8e8HECqEV4eOI7G8yff+qOnnzJabzwkHpebOClXPrM/Gmf48PYMtIuzv91h993/bffiiy+66647MLtIu21S/kJACAgBISAEakUgtz3zLBqFPPvss44VYJc9tNydeNJJbubnZ/jwhx5a7gneHV+7vVZslS6FCNhsDaWI8q5du0pabWlLRnjrBL31fA2gx56XhkouNiSD+NvXB3rbeWmA3Nvn6Up5Rs9HvwBEj6Px83R8yuD3++Iy68773jfY7du376Di//jJJ93td9x2UHg1AfPnz3P8JEJACAiBZiKgLx/NRDcbunNL5q16bJGMrb/Y6sn8yHNHOQj8yy+/7I6P8aW3dNpmEwEjtfTo237SkhDfBsFWSgshp5edHnl65qNfAqJ54rOPa9CqVQfWNiBtrRJ98Yge16q3k9LRO99M0Ww2zUS3Nt0MQhfxqQ07pUonArRpiRDIrZvNc798zte+LaX96u8K80rbYNjX9+3zLjh2rKbSGQgMGlQYfAXBDoWecW6K5hoTnrP9UmnjZooxlxpIeiUXG/zcIdvm6mP5mR++HSfZ2ktD1KbNmzcnSZ6LOI8/8QN34YXnl/3V2yufCyBVSCEgBISAEEgFArkl8w88uNTt3bvXDR482C1efK/vjadGhnR3OwbG0iuPHz0rxUo6BwF6zOkBxyfdiDukueCjPrxsD7qlXbCg0OMOKvS+R18MCCcPBn5xDr979ksJcYmDPdYbzz42IdX0qqMHOxmsa+Vji9uP5GAEWDQq+jvt1A+4j575sYMjK0QICIH/v73zga6rqvP9ZkRn1gLargEHHdpU4YHakvqe6wFJTdeIaFva4N+2MA2K0jDSMqM21ZnGfy1rgY1Pmzg6BBwCgpCKpeggCTRVBKexARk7YzNF5rn0vab1MYw8VgrMWuOs5etbn3393e6cnHtzb3LuzTn3fn9rnZ5z9tn7t3/7e/Ztvvt3fntvISAEhEAKEajrMJsPfeiD7q67vuH+6I/+yL8a4mSZFMuBcC9JBwIWTx5nTTQ8JS5PmEYoC0Q51AkBDpelDPOH1yxTibfdYu4h6Uae7SuP5WfVmVJCbMhPfPzWrVvzemkTK+mwyk25XnXawe6U1j4IPlvK2+DA7KvnM5tGXX75KnfaaafFwsDa83jwJUJACAgBISAE0o6AdoCNvCHCaj7wgQ+6e+75RmJe+VraAZZdOHt6drrdu/dEkKvfW8g93u/oyjp4x3PPHs4vlVkvKLFL8ObNW1xzc3NiTU5qB1i87l/80pf8ijYHD/7EbyDFSkXPPvt//BeU5557zl133Qb3wgu50LvpNkAx89NFrnLlFDNfOWyleXYQUJ+eHdzTVmvdhdlMFQNPWA1ryzMR9qN/8bG0vS/ZM4sIEFLDf5yQdBNIPAee76iwuRMx7HjZJelB4JKmS7wxXTt2uJtvvsmT+tNPP90PvLZv2+bOPfdcd+nb3p4eg2WJEBACQkAICIEiCNQVmWc5yj17vu1sWUpwedufXOqXpeQcStvVVzuOepaVK5e7O+7oq2cIJrSdJSfZjIlwFUg9B9cQ+XC3V5aT5Bkr3pQSujOhEt14BJqbm9zQ0N6KomGbRuGdP/vss31dhNawys1ll11W0bqlXAgIASEgBIRAUgjUFZmPA+1tl77NL0nJWTIRgW3bbnR9fX2OkInDhyfusjoxZ/3cQdoJp7HNq9jsKSTyIEFcPc85T7WEZf0gV15Lt2/f7jo6Nvu+d+zY0fIKT5HbdoA979z/4nNyT+z8+edfkC959mtek7/WhRAQAkJACAiBNCNQ92Q+zS9ntm0j3nloaJ9rbl7qLr98hTbAme0XUkf1s6HTyMiTbtGixW7FimS/ELEDLBtF9Xz5y+797zs5UN2wYYP72Ec/7sNsnvvXf60jtNVUISAEhIAQyDICdb2aTZZfXLVsnzNnjmMi3/LlK9yWLZvdPffc41772tdWq3rVU8cI0PcIiYPY46U/9dRXJIIGE1s3f/zjbmtnp/9y8sC39zhWr1mzZq3XzwTYni/3JFKXlAgBISAEhIAQqDQCIvOVRjhF+onjTkJE5pNAsbZ1PPHEE+7KK3PkOI0tfeoffuw3jTLbmAi7b2ifX+8fci8RAkJACAgBIZAVBETms/KmErBzutuYMwm2u3un95CuXr3afe1rtyVgjVTUMgJNTU2JLE3Z09Pt+vpud2vXrnPLli1zH/7whxKFjQ2jTJgQy0HaTJelNJ06CwEhIASEgBCoNAJ1S+bjlqiMS6v0C0izfiYeEt5w9Ogx19d3p18znLW+JUKg0ggw4ZqwLqQSfa+UTaPw1kuyjQD96IknRtyGDe2TGsL/Zfwfx0BRIgSygoD6dFbeVHXtrEsy/+53v8dxhBKX9p//+Z9hlrq7Xrt2rVu3bp3r62t3xC9nSdisKbcL6qYsmT1tWxsbF/sNj9hJdnT0kFu9epVfRjO60s60K6hyQSZcV2rTJSa9Eh9PbPwjjzwc27JnfvZMbLoSs4XA3Llz/FdFJlKHG5i9+OKLrr39WtfdrbkR2XqjslZ9Wn0gDoG6IvMv/N8XXDkE/de//nUcZnWTNjLyRCbbCpllYyfWhK9HYZOq6YZUpQWvStr/xje90Tfzs5/5jCN2XlK7CMyfv8B1dGzxXxhZmcuEL46s0sXkaokQyBIC6tNZelvVs7WuyPxXvvrXjkMiBIRA/SJg68yPHx+vXxDqqOWE2LABmW2AR3jNyMgBv/RpHcGgptYQAurTNfQyE2qK1plPCEipKR+Blpaljt1SQyGNVXfGxsbyybfe2usIIzl+/LhPC3dgJS8hJYODA/4ZZ+4R8lHOBD2mn3IbN16f1xnmJ0SH5xym13TYOaortIE81Iv+UNAV6kQH91Fd3JvwlcHy2M6y3Ed1W37OYRlLB0/KUJYDHPh6EQr2hXXQhtCWMG+Wr1lnnl1eWVdeUh8IsAEek6kRvPJ467MWOlgfb0qtLBUB9elSkaqPfCLz9fGeU9nKlpZlnniacRBOI/HDw/st2Q0MDDhCR9hNFUIK6WTnVUIxOEiHgEP2V69udYODuThowmzYrRWBlELu29qu9mVy5ccmDSbQkbPjmCP+HH1RoX50bdp0Q96GhoYGb5vZHy1T7L639xYfEkRburq+4HVHSTT1sZoLeWgfhD06ECpUB21av/4q3y7DDRzAzAg9eXKDmIZ8m2gf9VqeQvqzls5KNbv6+32Ixd69+9wDD3xn0sHmUZLaQWDx4sV+DgYtWrBgfuyE2NpprVpSDwioT9fDWy69jXUVZlM6LMpZDQRaW1s9UYQsrl/f5iDwEHOOQ4cgq22egEJcIeYQZYg015Bnk7a2Nrdx435fPo58Uw5SyjObEEr5rq4u78WHOFs6OrELidNFOrYhDEZMIP7TFUiz1UWb9+/f7yD4oU2h7QxsIOO0CcxCO+JsIF8Ou9vyuKGbdlCPYQ+hX7JkSV4FeUIb8g8yfnH++Re4zR0dvhXsBFsLwoROQklshZZaaFMl2sCyo7/5zW/cunVrKqG+pnQyp4DNAiGNMxXrnwcPHvT/F81Un8qfRODMM890v/3t/3NtbetPJupqRgjAQS6++GJ30UUXJ9L/Z2RMiYVF5ksEStmSRwASGhJ3yCVEFaJtnnk7Q2ZJxzMN6YSgIlxP5Tk2HXi2QzFvP+Q5JK2NjY1htknX6GEAwMBifHzcE+twcDGpwBQJRuQtG4Q69/UhN7ghPWp7S0uLzz46Ojolmaf92Ed7Qwnr4V2Qh68gYMp11K6wbJavWaHptNNOc5/8xCfc9x/9Xpab4pdW7O7u9jvYGvHSUouZfqWpMJ4lO1kCsb09F4q2ffv2aU0WhsTzf3V//71u7Zp1rqm5yV111cTQylQ0WEYIgQCBf332Wffkk0/6lbDe/Ob/6r/Ch6thBVlTcykyn5pXUZ+GQCKNbHPG4wzBh6DjTYZoG8EHIf4wQKTJg0eZM6EphIgUEsgpQp64fPa8UPloOjbjicc27LSQGAYE01lBhzaEYgMD7LJndrZ8DQ0L/SWDiakEPRzEyseJ1bNr133+jy7eetIQCH30S0icjiyl2QTYg//4kyyZPclWPPHEf7Miy4EDI45VLiRCIBkEmt3atc5t336ju//+3b6fNTff75fyLHWuAf3zk5/8hFvz/rXuqad+4s4+++xkTJMWIVBhBN785je7FStXuo4tW9zu3d9yH/nIdT4072MfS2/4pWLmK9wppL44Ark48DFP6CHveMUhywjknsPCXri2kBhi4SGZpZBnI8IQcDz70cNi7ItbOvEpJJdBhMWwc49t9sVgYu7y7sABMbvjSo+NHfHJ8+bNi3s8IQ09DIii7bZ788AziABPsOVgcMIXgmKTbSdUlJEbJsASXvOBqz+YEYsnm2kEC7LFWuki8pMxUkoyCPClZ2TkSf8ViPAkvO1Tybe//YD75Cf/0n3xf3zJfW7bNhH5qQDT81QicPrpp7trr93gvvOdB92DDz4Y6wxMi+Ei82l5E3VqhxH33t6ct517SCVHf3+/9xCHISXAFMZ1c3/kSI7YFoLQ6rBYd8uH95kVW2ZKwCHKDBQgzUbEqcO821Zf+MzSODNICQU70WV28yxq+/DwsC8yVUgQmdAD+Y/aQ7tpfzSdMtQPsYfo28DBV1gD/5x55lnu0E9/6j704Q+7u+++x7EbbPRgY6m0CuEP27dv8zvjKqQmrW+ptuzCG7979x7fKPpeMbH+eWtvr/duFsurZ0IgCwicd9557pvfvM89/PAjjoFqGkVkPo1vJcU28Z/60aPHErMQ0g7ZhNCGMd2k5ZZYPBnrbaQekm+CN9zCXIyUzp2b81YTggKBpg5CcqJ58ThDWpmAWo4YCcZrbYJu6rfYdrOfNiDkJXwlTtBn+dBD3qhNpNvcANNFHRxTiemivTagsPAgnoEBOgnDoR4T0ngv5rm39KyflzQucc1Ll/pmMDBkN9joYRtLpbGtN964zbW3XzdhR9M02imbagsBI/Q20bpQ6/j/7OMf3+ze+rt5PYXyKV0IZAkBwsTuuece70gp5etUtdummPlqI57x+ljZ4Fe/OuY/tZYaOzlVkyHAkEYjwuSHZEE4QyIJ2belGy3+GzKLB5k/IOahj5J3QkYot3DhQh8TTl6EssSJQ2bLEeojvIX4ewtBoU7qYNCAcM1zW/OeuiDOVndYH21kmUkGA1E9lo88DGIs5h8bwkm7li/ujM7BwUd83awvj5jn3XSgH5upI7SxnHrCuvHOJdU/Qr1JXD/w7T3uscd/UFQVy1emUVithsH07t251XjSaKNsql0E+E2zRn9Pz07X3Jzz1IetpX/+8z+Puttu+1qYrGshUBMIEEv/zncsd3fffZf7i7/4aKradMqJEydOpMqiEoxZtuyteeJWQvZZz7Jt2/ZZX9cY8kuMdBKycuVyv2aztkKfGZp4wSHOxOyHXyVCrXjsGRBMl1SHuqp1DZEntvbw4Z8lWiVE4cor1yaqs5LKNm/uyK9tnlQ9THhlQM0OkBIhMBsI4JVsbr7EDQ3tmzRXA1wOlu8AACAASURBVGfDa17zGu+Znw3bVKcQqDQCPxoedp2f2ur+/u9zoa6Vrq9U/QqzKRUp5csjQJyubY2eT9SFEPgdAvSNtA/0WG+82JHWl0mIQ1NTc1rNk111gADeedagZ3AdlQMHDrhLL317NFn3QqBmECB8jBBelm9NkyjMJk1vIyO2QOa7u3f6/8zTvvZqRiCtGTPxyu/Zc79fKjGtjWJy62c++9mi5tGGm2++qWie2Xj40ksvZWYTk9nAR3VWBwG+Dh07NvlL7//+3//LEYogEQK1jMBF//1iH+6YplXEROZrucdVqG14ZlgSr739Wr9kWVpjoyvU/MTUEq9uMeuFlBJ+k1R4VKE6kkrn8/uWLZt9aEma/pOLtu/Q6CE/4Iimn3HGGX4exXPPPeee+dkz0ce6FwJCQAgIASHgTjnllNShIDKfuleSDYNyaw+P+Njovr47JsVOZqMVsjIpBCDyxMlD4okVT7P8/Of/s6DXHY/L395+e5rNl21CQAgIASEgBCYgoJj5CXDophwE2KyG+N0VK5b7XQLLKau8tYMAcdz0gUWLFjsGdlmWp/7hx+6Xv/yle9e7353lZsh2ISAEhIAQqCMERObr6GVXoqmE2/T13em6u7tdc3OTX4OViVFpmxxSibbXq0688LxjJrqystH27dtdR0eH34k065icf/4FfrdKdv6rFWHVJFazKnSwcVilJbdnxMl9DMwm21+h0vVXS3+0ndWqV/UIASFQ3wgozKa+338irWcS7MjIEw4P7dDQkF+DmImQTNaT1CYCTU1NPqSGJRKztgvpOy57p9u4aVPsi2FjkNNOO80NDpzcECw2YwYT2aU43Lehmk3I0tyPauKiuoSAEBACSSAgMp8EitLhEWA5wrQvSahXJQSKIfCLX/zC/fDxx92dX892uFCxNuqZEBACQkAI1BYCCrOprfep1ggBITAFAt9/9Hvu/e9/b+xxzTUfqGsiPzg44HcjDkNybNdhYA3DSNi12PKxE/LY2JjfEdnSbFfjaLno66EsoT7sgByK1cVO0HFCOTZUs5Ad6mWHY9pAGa5JQ3dUR7Sd2BqG/Fjd6C6nnWYnu1Fjm2ERYmh50G02ko/2hBhQnrqtfsMoajvp6JIIASFQvwhkksyfeeaZ9fvG1HIhIASEQAUQgMDmiHWjXw6VJVEJzYE8slNxKL29t7i2tjafr6vrCz4PxHTJktxSquxqjL5ouVCHXaMHEhsl3AMDA27u3LlFQ4OoY//+/Xl7586d59vQ39/vdu26z6e3tCxzkGkGG8jw8H6fh2vaaEu/Qpotj9k23XbSFsMHLKgT/SaQb7Bpa7va1z88fMDXHeYhL+UaG3PvA5wR2tLQ0JC3fdOmG7yuKH5Wl85CQAjUPgKZJPMXXPCGTL0Z/sBJhIAQmD0EPvbRj7sHHvhOyQf5a00g6uYptjNeXRMIMCSxs/NTluSJdEPDQjc8PHHrcmLvLf5+/fo2T7ohzbZvAjHyHJDRqYRy5O3vv3dCVgYRPIPQFxMjueRpbW31WTs7O31buIFUI2aLkeFdu77p0/mHa+qJDj6m207KgQtC2yDt1M/BgIF6yGN4gXtXV5cfAEW97JRFyE95Bj7h3xR0MCCx+nxm/SMEhEBdIZDJmPlly5a5++47+R9x2t/YRRddnHYTZZ8QqGkETj/jdHfuueeW3MaDB39Sct6sZJxqAqyRYjy8hIkgkHi83xDSUBYuXBje+uso6eY+DBuZVCBIgIRDcCHwRlohveHAIsiev6QOiHBUQlvsGlvQyRFHfOMGH9NtJ3+jQqFNtG90dNTXz7NoHurHVr40GMmPto/BDe3lqwXt4RrdEiEgBOobgUyS+SuueJf78z+/wZ04cSL1b++ss16dehtloBCodQRuvvmmSXHFt9+em+R63XUbJjX/hRdemJRW6wk5knuVJ5s5b3mj92r3x4esJwoH5JWQFkgq5LSUEJvpGHD8+LgvxoClUFhKqQOQYvXbAMLy2P34eK5+0vlCwBGVYvWjh/AhvmKAl+UFMwY+cQObqH7dCwEhUHsIZJLM8xpaW69wDz303dS/ka997Wupt1EGCoF6QKAQQS+UXg+YhG2EWEIOR0cPTwhtgTQSi15pwVtOiAmDCsJJKuFxtnYweJjK659ke410z5s3L4/tVF9KCtUPYcd2DvTyfgw34vMlQkAI1B8CmYyZ5zXdckuvO/XUdI9FXv/61zuF2NTfj0otFgJZRIBwGuLjzYtMGyCLRkQr3SaLd2dQAaG3+yTrhQhzROcAUAerx3AkIYcOHZqghvAhpKWlxc8D4DqaB5yZwxCN25+gKHLDu4LUM/AZG8uFRkWy6FYICIE6QCCzZJ53861v7U7tK3rFK17hfvjDqSd/pbYBMkwICIG6QoDQGgi9EU8ItS2XaOEplQSEmHFswCsP4ea6EsLqL7STtpkwgCCNibNJCJ5yC+MBT7znfHmgjbTNvkLYZFeIPPZAzrGvkKCLyctWjnykVepLRiE7lC4EhEC6EMg0mcfrjYf+lFNOSRWqr3rVq9zw8I9SZZOMEQJCQAgUQ4AJsBBoW/Vm9erL/bKIEM9qeeht5ZlKhNhY23NE+jbfJlvVh4mphL0kNYDAW55bHSi3fjwE3SYYYwfXuTz3enJuqwoRDx9+GTGb7QwulGVOgdnO+4rqt/w6CwEhUB8InHIiC7NIp3gXv/rVMXfFFVe455//9RQ5K/948eLF7pFHhipfUZk18B+/radcZlFlFwKpQGBkZMRdeeXaadvyh3/4hxPKVnoC7ObNHY4jSan13zHebLzkxH7jxZakE4Genm5vWLR/13r/TOfbkFXVRqB9wwa3ob3dNTc3V7vqgvWlO+i8oNkTH5xzznx38OA/uqee+rH7xCe2+HjL3/72txMzVfDula98pVu6dKn3mGCLRAgIgXQh8OlPf8atWRM/EHj00ccmGbtnz/2OFXAk1UUAbzbeZxH56uKu2oSAEMg2AjVB5u0VEHajOHVDQ2chIAQMgZdfetn98pe/tNspz+SXVA8Bdj4l7pswlzAcpXoWqCYhIASEQHYRqCkyn93XIMuFgBCoJAJ//ZUvOw5JOhEId2NNp4WySggIASGQXgQyPQE2vbDKMiEgBISAEBACQkAICAEhUHkEROYrj7FqEAJCQAgIASEgBISAEBACFUFAZL4isEqpEBACQkAICAEhIASEgBCoPAIi85XHWDUIASEgBISAEBACQkAICIGKICAyXxFYpVQICAEhIAQqgQDr0Ic7oM6kjtWrVzmOcoRNmmyTp3LKTTfvjh2f9xtEsXEXQt3YIBECQkAIGAIi84aEzkJACAgBIZBqBEZHDzk2lqpnGR097HerrWcM1HYhIAQmIiAyPxEP3QkBISAEhIAQEAJCIFEE2B230LHx+uvdwYMHE62vVGUDDz00wa4fPv54qUWVL0UIiMyn6GXIFCEgBIRA0giMjY35sIyQSBCqEko0T0vL0kkecMI7KEeIh+lisyfKhkIIDOUtD+XCsBjCRkyX5RkcHPAqipUlj4XEmA6rl2fYYvq4xosfCveUtzxRDMK85V5H7QYjC4sxXdE8UVzIR5loO6L4Us7CbGg37UH3VOXIY23n/Vj4DumS2UVg8OEB9573vMs9++yzVTfkRz/60YQ69+7dO+FeN9lAQGQ+G+9JVgoBISAEpoUAxA9CODZ2zB+Dgw87SKCR2RyBvMrnGR4+4PO0tV3tn0dDWrgnP7oI90DWr78qT1whhpDEzs5P5evbtOkGn0adJjkdOZtuvfU2t3p1qyekxcqSB9sR9Fv97Bxr5NbaSB7IrRFhI/Jz587N28WzKOE3+8o5W5vBjPpzGI75+k2P5ZkKl9WrL/dY2ntYtmyZf1emp9C5t/cW19ra6usHo7GxI3lMKMO7Jg9YYyN2RN9tId1KTxaB3ltuDfrgMffoo4+5s856ta/k7/7uO8lWNoW2l19+2fXvutfn4neKcE+6JFsIiMxn633JWiEgBIRAyQhAmiGsjY2N+TKNjUs8Ee7q+oJPg0BDbLu6ulxDQ4NP27hxkyfYEMBQeG67tUKMOzs7fVkjhv399/pyEG+T9evb/OWhQxM95ZBPxPKWU9Z0c4aohnaRho3YR9uQ3t5ef2+2kwaxJc9MBNyogzaAGYItYAnu5vUupW3kRR+Yhu+B9zWVUL/hTP6WlmW+fhs08X54bliH+afSreeVReD88893l1x8SWwlhMBcdeWV+S8qXIdhMFzb1xbyIhDxt7zlv/n0zq1bY/Va4oMP/p2/ZDBxzTUfyg8qLN3y6Zx+BETm0/+OZKEQEAJCYFoIQFYhdnjFOYxchsrwbEMeo6RxyZIlnlzy3ARdoVCGOvbvz+XBowxJNk80RJeQjjgJBxg8L6es6YP8ckTt4jm2me2co+3D7mia6S31bPrxoIcyHVwY7Nj7CnXZoCdMi14vXLhwQhJ6TArZGLXZ8utcXQR+/vOfuyd//KSv9JJLmvKVMwDcdMNGd2DkZBgM1x/44NWOZ8ifvO1trm391f76K1/9ij/fc8833PPP/9q98Y1vcp/+zGd8WqF/HvpubgCwbt0699rXvtZxRiy9UDmlpw8Bkfn0vRNZJASEgBBIDAG80Xhl8U5DrvHkEYJiYS/mvTUPn53Nq81zk5AkWlpDw8J8mA06KU9ZKwe5L0WmU/b48XGvGs+z2W1n9GGD2RFne1xaKbZaHtOd+zowcYJjWPd02mZ1zPRsNkbbGr2faT0qXxoCEHTro5wvu+xST7537Ohyb3nLW7wSYuc7O3Nedci6hY8ZceeZxddD2PGsP/PMzzzJt98tX95OP/30gkZR3gYKzU3NPt/y5Sv8mXQGGZLsIHBqdkyVpUJACAgBITAdBIiRNsFrjmcPAopHG1IHIbd4dMtX6pn4bPNwo5PrUBee81JkOmXnzp3nVRPiErYxrj4jteGzuLTw+VTXRogZsFgIS1yZ6bQtTs900sxG3oO9J/TMtO3TsUVlCiNw9913u4svvsQRdvODHzzqM0LSd3R15QtB3C3GnTzM04Cw93T3eI+9DQD4LdjAIF84chHWgYcfoQwefQYG3//+97wtkWK6TSkC8syn9MXILCEgBIRAJRCA+EICIHMQcQg95yi5w8PHyilh+vDw8ASTiAvnOSEbdt3S0jIpz4SEmJvpliU8iCNqF1WEG0JBtK2OsHrSZiIW3hOdDwAmYAeGVu9UuIAh5fDih2IhTGFaOdeFbBwdHS1HjfImhEB0AuzTTz/jVq9q9QT6s78Lizl69Kiv7ayzzppQK8Qdsh0VyLhNouXZO97xzmiWSfcMHhBCcsIvBRB55Pbbb/dn/ZMNBOSZz8Z7yoyVL774ojt8+LB7+unDjmtJ7SEwZ84ct2jRYrdgwXw3f/6C2mtgDbUIckjMOh5Zm/yJh3ZgYMCnkb5p0zxPIFkRhk/zkGPCVvDg4+Ezzy6wQEzxMpMPPVu3bvX5CePJefgbvC4GC+iBmNpnf2wpJNhh+YuVNU/8+Pi4r58yrMKBTdhvIT3cY6u1mTzYQh5LI9SomE2FbA3TqZ+2g9W8efP8JFh0Ug94UG+puKCnv7/fh0MZHui1mPew3nKuzUbeKfMgGNiARXRyczk6lTc5BCDo1/3ZnzmWp7SwlwULcv+vPv/88xMqYnKrke3wAf0EUm5yww2b3L5937PbSWdCaOL0hBnRxwRb89qHz3SdPgTkmU/fO8mkRfffv9utXLncXXjhItfTs9ONjIxksh0yemoEGKzxjlesWO7fOe9ekk4EIJJGXs37llsD/uSqNDkS/YgnnblnuZh3iLyt0GKtg2RC4tFlegYHc2XJA5mGcJse4vSNnE/lCS6lrBFTyAt1QJxzZPo2f21tpC70mVeaclEcwCYaGsPAAx1R77i1P+7MwAasCF2iLB55ZNeu+zymXJfStlyZb/pBjeGHVz76DrzyMv/BRgYWDDKwkXaCGwI2ktlF4Pa//VtvgHnXCbdBINThijQ333RT3tC3v/0yf81mUzZg5h0jEHV+I4WEEBqE+iwePzybHVpzvhCC6Us/5cSJEyfSZ5YsShoB/gPnx5q0HDt21HV0bHZHjx5zHR0dbsWKlQ7PraQ+EIDI33FHn2/szp09bvHiHJGpROsZIF555dpKqK6Izs2bOxxHklKp33EpNkJSIccQ01oWPPabNm3KDwRqta146vmCwSDHBj2ltrWnp9tnjfbv2eyfpdo+W/nAZiphEiyDXwQybiQ9Wo5QndYrrvDLUL7vfe/15J1QnVtvO7mSFGXu+ca9sZ51lq5koMCE2jAm3+oJ6yYMqNhEWitTT+f2DRvchvZ219ycmzichrbLM5+Gt5BRG/DQ4p0l1GJoaJ9bu3adiHxG3+V0zead7927zw/i1q1b40OspqtL5YTAbCPAVwfCc5gQXCtCmA5EEuJuQjsJ6YHEl0vkTYfOySGAJxyCbkQezXyRIW1p81vzFXENQYfII3/zN1/1RJ7yn9u2zadRzuLqb/78zZM2gMKTbyE5K1euzOsOL8KYe605HyKT3mvFzKf33aTaMuLhIW8dHVvchg3tqbZVxlUeATx08+fP931i9+49FfXQV741qqFeESC8hlCFWgo9gawTZgN5D73DkD7CgyTVQWA6X8Yh7Ubc46zcurXTcUSlWLw8K9ZMZQsr6kyVJ1qn7mcXAZH52cU/s7UTWkNIjYh8Zl9h4objpT927JjbsmWz99YnXoEUzioCo6OHZ7X+alSeRHx6Newstw7i4y1Gvtyyyi8EhED6EVCYTfrfUeosJHZ5ZOSA2779xlTYRiwvy9DFCRPk8EYx8Ws2BNvCuolFDD93l2JT7rP//KITmkrRU408eOiPH3/RaVJsNdBWHUJACAgBISAEnBOZVy8oGwGIWnv7dYqPLwE5vJnhhEGWg5vpcnglVDurWZgIbZNiZ9UQVS4EhIAQEAJCoA4QEJmvg5ecdBOHhvY62/Y5ad3Sl30ECL96+umntc9A9l+lWiAEhIAQEAIZQEBkPgMvKU0mMvH1pZdeyvQERzzjhLoQfmNHdAkwVnuwNZktTxgeQ7gM6ZxtTWi7D9+XhdlYuA9nJtmRl/AZJKqDMqQVE+w1uziznB42p0Fym0ot0so2aXgZskEICAEhIARqHgGR+Zp/xck2kOUom5qaklVaZW0QX5ZrGxx82M/YJwyGNZdJN4HIQ46Z0c9BXkh4SOjJS9gMK0KQhxUjINlxRJwNashjG9VwzQY85KWM6SCd1TRIK7RxDc+wd3j4gNdJKA+DhPXrrzLzZ/2svQZm/RXIACEgBISAEKgTBETm6+RF13ozbZJo6K3mGi93KJBn8kKeIdMIu0BCoHMEf8ATY/I0Njbmi5IX0gxhD4Vytoskq0VwXc426ewaSRnTgW5bdeLQoZznPqyP6+Hh4fwW8dwzQGCwAbmXCIEoAgxKGajal6Do8zTe2xetcmybThn0M3neJtDb/yNxA/JybEkyb9z7m25bk7RLuoSAEEgPAlqaMj3vQpbMAAHINoQ2KnisQ0IPQTbveJgXMo3Hm+3TuWZtZjzjy5Yt8x76QkvWhSQcfUuWYMeAHxiUshmLEXDIw/j4uDcJr3sxaW3N2Uq+I0eOaK3oYmDpWb4/Ojd5Peq0wjNby2Dy/whfx9Ik9v9J+P5mC5804SJbhIAQOImAPPMnsdBVHSBQKK4cgo9A/hG2OMdD3tubC4OxuPRo6IuV84Wcy282Y3osvdAZfehmIGFlwtVv4srZZi8DAwM+TIfyxO2nyZsYZ7fShIAQEAJCQAgIgeQREJlPHlNpTDEChXZ2NCIdPicUx+LqczHtR3zMvOWNa6YNFqIkPy4vacTgmzeQEB7qKWUreQg9Aw68iJSjTLE4+0L1K722EaBPcCCEktieB/ThqSaBxyHDgDGc8I3O6ACXL0akM8gsNAjmdxJOMCd/GAYUDSOJ5je99nuLszUujTpC26JzYOLCbMDP2hKtFxxJQ4/hgn5wIj1sk70DnpvQTsqGWIST2Qu9vyg+U71PsxN94XvHluj7M9t0FgJCIDsIiMxn513J0gQQIAyGP2zRP2B2v3DhwthaIM9tbVf7smNjR/J5iLMPxcJ4Sgmx4Q89trS0tIQqJhGACQ9jbviC0NmZC6Eol9zEqFNSDSHA4JADYWBqX31KmQQehYHfCGSQeSIMIjkY/NpkcfJD5CGLzDexPKSTx34r9Hkma9P/bRI3g19s4lmckJ9nppNy3KO3VKE+yCt1mR5+L1HCHeqjvbTJ7Cw02Zw8uQE/E9g3hSqmvKastc3CZ6y9hd5fVGmp75NBhrWfurjmfRXCPVqP7oWAEEgnAiLz6XwvsqpCCEDK8YTzR9r+iENSmLQKAYcY84cNzxd/IE34o09YC2U5TEI9/KFEF2SnkOT+kOaWkMSbDhmijJFwI0yUL/QHFkLCYWXIu2PHjti5AIXsUHr9IkA/pe9DFK0vM/cjnAQeh45NyA4HqgwOjNRTht8ROsOJ4nxBop/TRxHIK32X+uxLGASY/s6zqFh+G7DynHIMgmlHod9JVA8hc/z+sMcE+0krJKVONscemz9j50I6o+mUNZuwhXaCTxwW0bLcl/M+qcsGd9TF/Bvws4FWnH6lCQEhkH4ERObT/45kYcII8IcTQgIh5lM43j1IfPgH1a55zpH7hH7yj66ZxB9uSD95WJkGEsOAoZBAYCAg5OcPaI5MzMt/oodw8AWAP7qjo6OxarANz6d91kcXQjrlJEKgGAL29ShKOu2eSeBxwmRwxAac4WCSdPo1aRDEqPB7s+emPxwUcM2gIO63w2+TZwiDZw5+c5DYcoTfmw1erByENppmzzjTFiPW1FtIiukoVMbSQxxIQxd2GU6Wr9C5nPcZtZN6JEJACGQfAa1mk/13WPctsE/TcUDwx8qIgD0nDdIdeg/tmZ35o2eE3tLizvyxN09X3POobRATjlDiVuEJSQ22hG0oxf5Qv66FQIhAlITbMyN2hTzdkE4Gn5BMvMZGpumr/AYK6UX/Sd3jeU+6pVn9xc4WRsJvAY88AwsGtGZDsbLhs7g6SSvUZvsd8lUuN/gmFr7BD7jtWah/OtdxNvHVrpBN0ToK4W56S9UT1at7ISAEsoOAPPPZeVdVt7Snp9ux46tECFQbgTvu6FPfqxDohb7eGOkr9Bxz8N4zCGZwySCUewg1Xuti5U7qXhgQ+/j4+Giz0W9fsaiTgQNE2nRG8xe7jysTlxbqoC4G9rSZtldjsjnzcoyMh7bEXRfC3dpV6HmcLqUJASGQTQRE5rP53qpi9dGjR11z8yUOYiURAtVEYGhor+97nCXJIjDdSeBRK/CSW8w53mHuIY54saMCGecZBNXCdUgzoTzhYuE8FXsWF6vPs0JhaFYuembgERdjT1qpwlc1i90v5BEPdRmhtrRw8rylEZcfitloOIXP4q6Tep9xupUmBIRANhAQmc/Ge5oVK7u7e1xf352ur6/PrVu3xh07dnRW7EhjpXjr8NRBYCTJI7B79x5H/+vo2Oza2zeo780AYvPwQj456Lv0W7zpRmSJgw8ngcdVR34mhpPXBK85hNWIp80JYYUUEwg69VpYG4QYYt/fn5sISz6LR49bCQayioQ7KzPPxWyPEmarN3rGNiRcAQfbipWf7mRzW6GKNpoUqot2GF7gtHXrVo+PheNF35/ps/N036eV11kICIHsIyAyn/13WNEWNDc3u6GhfW7RosVu6dJmd//9uytan5QLAUNgxYqVbmTkSTdnzhy3YsVy9/DDg/ZI5zIQwCNNvDsk1ogsYSOkFZoEHqee8BYIMcQTLzqHTfo24skZ0o7X3PKgCw++TfSEnO7adZ8nrDaJGxIb5gnrh6xyMHAwneiwuSpG6sMycdcMIGweTKgHfAoJ+acz2ZzBUg6H3GR36svF+U8e/JOX9pPHJtoPDj6SD7OJe39Re6fzPqM6dC8EhEB2ETjlxIkTJ7JrviwvFQH+UCQl5513nnvssR8mpU56ahCBJPtbVuHZvLnDcSQp4BpOhk5St3RVHwG+dNjE4urXPv0amU+FRPu3+uf0MVXJ7CDQvmGD29De7nB2pkW0mk1a3kSF7ZgJAWASLOEOIyMH3Pve9373L//yTIWtlfqsI9DU1OQ2b94y4//sCO2i7x0+fNh95CPXuy996YtZh0b2CwEhIASEgBBIFAGF2SQKZ+0pI6yGSbAIIQ+rVq2uvUaqRalEgInXhNcQ4kXfu+iii1Npp4wSAkJACAgBITCbCMgzP5vop7xuJh7iEWUiIvHLtSrEDSNx670n1WZilVm9I7rufFL6o3qqXV+0/pner1y53B0//qKfgJ2mT5kzbZfKC4EQgWr9fxDWqWshIARqDwGR+dp7p4m1aMOGdrd48WI/ATExpVIkBEpAYNu2G2ccolNCNcoiBISAEBACQiDzCIjMZ/4VVq4B8ohWDltpLo6A+l5xfPRUCAgBISAEhIAhoJh5Q0Ln1CLAsm2EjbBSgh22djVGs0406axVHS6bR/hMuCY2eVnGzpbjo4yt7zxV49FtdXMO67eyLJ1nS+2ZPfbMzuHyeqxkwX0otCVsQzE9lDebwAecCgk4YLPlj6u7UFmlCwEhIASEgBAQAjkE0rgIpMi8emfqEVi//ipP2FmRh2N4+IC/h8CGAjFm/WnyEIvKNcTYNoUxIm95cvrG8pvPhLrCa4j8rl39vl7TjU7sMqFu8rEmNHlYM9vSLA9l9u/Pxc2ThzW5KRMOOCDcxNYTv296qJt0E9pEOdbZJg94QOQNJ8tn55MDhAafnzKsF27tsnw6px+Bc86Z7+expN9SWVjLCDCXav78ycsdv+51r3c//elPa7npapsQcN/7/j63YMHk/j+b0IjMzyb6qntKBCCyEFXbQp0CbP7CDouQcyPqlm4byUDYW1tb/XPbNr63N0f2beMYyth29MUMYbt1fGK+4QAAEM9JREFU9FEvwjVkGxJtwu6UPLf6baMX7A+FjWQoj7S1Xe3Ptl095J82ocN2lkUPxDtH8Af8c3SyiY5t1EO9XV1dHqdwl0yrl7LgZDtpkk55G1BYPp3TjwDhR/v2DaXfUFlYswiwVDF9MC4UbunSpe6xx35Qs21Xw4TAj4aH3ete9zo3f/6CVIEhMp+q1yFjoghAWCGdCJ5kDrzUEN+oGAG2dCPNdg+pjcsTTbP8dmZQwIACEk39UTGybDtc2nMGDeFqFeGAgDxR+yD1pEHgQ7F7vPoMLBB2kwyFNkDqQy+/Pccung0MDHjc4vJYXp3TjcDatevc7t27HYRKIgRmAwGWjGUfiTgy8+53v8fdddfX3csvvzwbpqlOIVBxBL7+9a87/h9Om4jMp+2NyJ5JCEDeiXMPiSye5elIlECjIy4t1E1deMuNDBN3Tmy8DSjs68BUekKdcdeFYt5NL/WMj4/7opYW6pk7d96ELxX2jLy7dt3nt6XHc2/zD6aKs7fyOqcHAbyhfN6FUEmEQLURYBO3vr7b/YZwcXXTPy+8sNHniXuuNCGQZQTwyv/4qSfdNdd8KHXN0Go2qXslMihEAMKM55twGPNQ85y48emIEe+wbFxa+JxrCL0NIPDQQ+zx0uPxNmJdip6o3vAeXWNjR8Ikf216eT5v3rwJaWHm48fHXUPDwjApf01ZBiQc6IPUgy0DiEqur583QBeJIcCynevWrfExy2n0ECXWUClKFQJ8DWLvEfpcXIiNGUvI36pVl7s3vfFNbsXK2t2fxNqrc30g8Itf/MJt3LTJ9fR8OZXLdcszXx/9MLOttHjyaAjL6Oho2W1iMBCNs0cJaeUIoT8Www8ZxjYIPYOOUBhw4MWPpod5wmti2iHa0TAYu1+4cKGfK0AZQm5CoQ3Y0tjYGCbHXmMrpB484gYPsYWUmBoE2PuBjdy2bOlw7NAsEQKVRgAizwByzpw5bvv2G4tWR/jNF7/4JXfdn7W7ob17i+bVQyGQBQQg8u9973vdmjVr3GWXvSOVJovMp/K1yChDwCZthhM7CQ8xAm5ea8tf7MxEUiRcBYcQnql0EOLDEYbB7NixY0J8O7p5bqE32AcJh+hHByKFbMTzT+w7Hn9rHzpoOzoYRPCcM/XY5Frq3bp164QJuGEd6GBQYbbxjDQGGeHXjrCMrtONADsyf+tb97vt27d5bynhDxIhUAkEGDA2N1/iFi1a7Hbv3lNSFfTPRx4Zcp/8y0+4LR0d7rnnniupnDIJgTQhwNyPO++8w1166Z/4/2s/97nPpcm8CbYozGYCHLqZCgG8gk888cRU2RJ7DsElThwiamQ05xn/VJ70lkqWCTVhUipEHHKLQGZzHurCa7Tnynzex8lbw6iTdHQiFoLT339vfpIsdrJ6TTlidTF4MEE3nnQTdOKlh/RbuBFt6Oy8LR/yY3k584wy/f0TJ/Ci0+wO8ydxXakJmr//+7/vfvOb3yRhYsV14MWspBDqMDLypOvu3ulWrFjuFixY4CBRixYtcnPm5FZMqmT90l27CDz99GG/BOrQ0F7fr/r67iwaWhOHBH8rWPHrq1/9invnOy9zF5z/Brdq9Sr3hgve4E4/44y4IkoTAqlA4Cc/+Qd3+J8Pu/v37HatrVe4AwdGYid8p8LY3xlxyok0rn6fJoRkyyQEmpubXF/fHY7/rCVCIIoARP7CCxflVyGKPp/JvQ3CZqKjGmVf+cpXuu9+d6BqvxEwh3gdO3bMjYycXDK1Gm1VHbWHAKEy/P/e1NScSB+2/vlv//Zv7sAB9c/a6zG11SLCVV/96le7FStWpJ7EG/Ii84aEziUj0NGxuaTYyZIVKmNNIcBn+aGhIT/gS7ph73pXq/unf/qnpNUmru+MM85whw//LHG9UigEhIAQEAJCIIqAYuajiOh+SgQ2bGj3E+8qFUoxpQHKkFoE6BPd3d3eo1EJIzs7P+1OPTX90YFaZaYSb186hYAQEAJCIA4Bkfk4VJRWFAE+vxKbi4deIgRCBIjfZh30SpFZ4sTPPffcsMrUXeOV7+jYUlW7NLCuKtx1U1mS/SpJXXXzAtTQWUUgS31WZH5Wu0p2K2d5MlbQEKHP7jtM2nLCazhYNrGSctddd7tXvepVlaxiRrqZLFjpya+hgWDOBFiJEEgagfb2a/3/8TMhNczlYJ7V4cOHkzZP+oRARRFgFaeenu6K1pGUcpH5pJCsMz2QlZ07exyrHrCRyEz+s68z6Gquubx7lkjkYOm6uG3ek2w0+h988KFUEvqbbrq57FU/posN5Ii1v1lv/le/OjZdNSonBIoisGfP/X5pynJJDc4e+ud117WrfxZFWA/TisBLL73kyTyDUQalaRaR+TS/nZTbRriNrTtsI1itd53yl5ageZD4O+7o815hBnVDQ/sSWfmiFBPpe48//kN3wQUXzHoM/e/93u/5JUFZV/uDH7ymFPNnlAfc+SJ2+eUrqrpM7IyMVuFMI1AOqbHB/dKlzeqfmX7rMt4QwFnCoJTBaVo5jlazsbel84wQGBkZ8cRu374hd845833c9IwUqnCqEeAP9tNPP+2WL1/h1q5d6+dQzJbB9L0dO272q9ycdtpp7t///d8rbsof/MEfuP/4j/9wf/zHf+zYMKwaJJ5GMXhiXgLkSiIEZguBpiaWJ54cTkbIF1/o1D9n682o3mogcO21G6bcCbkadoR1iMyHaOg6EQQgV5LaR4DJqGmTavY9vg5UMzYerPEKsVoQoQ9RGRtTqE0UE93PDAE8kdFNAnHWbN++PXYAb175uP7JjsVp/D9jZgipdC0jELevCQPZbdturNpX6FLxFZkvFSnlEwJCQAikBAEGLT09OycQLZH5lLycGjIjJPOs0tTefp1jaeKpBrHM57jxxm0T+qfIfA11jDppSkjmiw1i0wCHYubT8BZkgxAQAkKgDATwcDJfZefObh/WVkZRZRUCZSOwZs1aPydm8+aOKYk8ym0+1e2396l/lo22CqQJAQax9PuRkSdiv0alxVZ55tPyJmSHEBACQmAaCBDaQCw9f3AkQiBJBFjBpqmpeUbhMdY/mV8DyZcIgawgwEIDHR0dFV+hLQk8ROaTQFE6hIAQEAJCQAgIASEgBITALCCgMJtZAF1VCgEhIASEgBAQAkJACAiBJBAQmU8CRekQAkJACAgBISAEhIAQEAKzgIDI/CyAriqFgBAQAvWAwK239rqWlqWOVSHs2Lr1r9zY2Fi++aOjh/wz8lZKBgcH3Pr1f1pUPTaRB3skQiAOgePHj/u+unHj9XGPU5XG74nfmqQ+EBCZr4/3rFYKASEgBKqKAMS4v/9e19n5KceymRzDwwc8kV+9+vIJhL7Shg0MDExJ0iH8w8P7K22K9AuBqiDQ23uLY/AhqQ8ERObr4z2rlUJACAiBqiEAKeZgd9zVq1vz9TY0NLjOzk5PMiAbEiEgBISAEJg5AiLzM8dQGoSAEBACQiBAwDyCdg4eucbGJd5L39X1hTDZHTlyxIe5WDgOnv0wHIfMhA40Ni7Oh+wQ7hDmWb16lddBWfSQlzAfvO4WIhEXzrNjx+cdB4KOMIyC/GGoEM/CdsXVyXPqJsyB/NE2odPSKK/QngldoSZudu3q933J3jN9kn5oQn/jWTRfNDSGvhTtQ+ShbFy/sX7OmfrCfPxWQl30a+o3sbLotz5P/7T+Gv0tcI8N9nujLvsdmU6dq4TACYkQEAJCQAgIgQQRGB8fP/HWtzafWLDgnBN/9Vd/eaK//96C2g8d+qnPR17Ld+TIEV9+1arL8+XQE83Dc+qhPoR78nz+8zf7+4GBh/z5+us/cuLCCxf560L/9Pbe4stij4mlcUawizpCuwrVSX3YEpa1tD/906u8PuymPG2QpB8B3hfvlP5UTOjH5KPPmvDOSdu//+99En2Ue96/9TkrZ/2XjDznoO8h1icpa+X8g8g/9LXQTvtNxumy3521D9322+FsdYZl7fdIPZbX8pm+iEm6rSAC8sxXadCkaoSAEBAC9YLA3Llz3a233uZaWpZ5z595EvHy4bnDAxiV9evbHAdCOA5l8fqRlzMexI0bN03I09XV5T3z0ZCdtrarvZ4wxCda31T3eDGxFR3Ui2AXdWIPXslQ4uokf1iWrxJgs2vXN31RrltbW30bwi8MoV5dZw8B+iPvOvz6xDunP+zYsWNCg9ra2nxeEun/5BkeHvZ56PP0tU2bNvl0EulP6C5X6Mv0MfovdZgu+nf098Nz++3YmfzYamXpt0gYSodt9OlDhzSJ3INTxX9E5qsItqoSAkJACNQLAhAOCMzo6OE8CTcSzCd8rkNZuHBheOtJgSUYuVm2bJkl+TN1QC7C8AXIhBGOCZnLvLHJsHF1Usf+/ScnyxaqM0q6yFdIjh8fL/RI6RlCgH4NaTayG5puA9Rw4NbY2BhmcXPnzsvfQ4rpMyGh5mGc7nyhAhf0Z34X0T65ZAlhb2MTJn9H85jK0NbifXnyYN106FwZBE6tjFppFQJCQAgIASHgPBlhRRsETyUebbyEW7dudYODD5cE0fh4jujGEQjIz9jYkZL0lJPJvh7wVYEjKvY8mq77+kYgJOpRJKz/ljpwS7KPoYuDuPY4SbKuOP1KqywCIvOVxVfahYAQEAJ1hwAT4vBQ4pWPCp/i8WrjKSyVQMybl/NWxuWHGDU0TPTqR+uczr0RL8KFop7R6ehTmfpAoNhXIeu/pfZX+iBlOKw/ThdFylNvsQG02TfdOlRu9hBQmM3sYa+ahYAQEAI1iQChKRCDMPwlbCiedD7ll0pQWlpafPEwtIUEC2kIP/+H9czkmpAIJBr/S7tYqYavCxIhEEWAfg2hZ2+DqFioS6n9nhAYxEK+TF/0d2Dpxc70Z353UcJOP6Y/R9OL6dKz9CEgMp++dyKLhIAQEAKZRgDvO+SB8JRwoiiEgaXxCEVgvflSBYLE5EB02VJ66CBUB+JkYTyF9Bl5ov5CYRCWh+cc6LU6rQ1mP3mZ+CcRAnEI0DcYaIbhWXytol+Fk2LjyoZp9D/6fm9vb77f0hej5D4sY9f0Uevr9Fvrr/b7Ix+/JfTxzPq/ldc5WwiIzGfrfclaISAEhEAmEGDyKySBXWCJ0+XAA4jwqd8836U2BhIEaceTiK7cOtgNbteu+6YkIqzCAVmhfuyJE0JpsAmyw4FYndYGs7+UOuPqUFptIGDrt1u/trP1G0g4fWd0dDTf92m5rfBUDgq2Co6t+45XHv1IsXAdG1Bgm30RGBx8xP8OTBe/JX5TDL4l2UbgFJa9zHYTZL0QEAJCQAgIASEgBOoDATz+DCji5qTUBwJqZRQBeeajiOheCAgBISAEhIAQEAKzjAAhMHjWLbQMcyDxHBY2M8smqvqUICDPfEpehMwQAkJACAgBISAEhECIAISeTZ2Ie0eYy8EGZQqNCVHStci8+oAQEAJCQAgIASEgBISAEMgoAgqzyeiLk9lCQAgIASEgBISAEBACQkBkXn1ACAgBISAEhIAQEAJCQAhkFAGR+Yy+OJktBISAEBACQkAICAEhIARE5tUHhIAQEAJCQAgIASEgBIRARhEQmc/oi5PZQkAICAEhIASEgBAQAkJAZF59QAgIASEgBISAEBACQkAIZBQBkfmMvjiZLQSEgBAQAkJACAgBISAERObVB4SAEBACQkAICAEhIASEQEYREJnP6IuT2UJACAgBISAEhIAQEAJCQGRefUAICAEhIASEgBAQAkJACGQUgf8PwLE5YY7u2ZAAAAAASUVORK5CYII="></p>
<p style="text-align: center;">[Source: Grant Agreement No 244061 – Project acronym: SYNER-G]</p>
</div>

<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Briefly outline <strong>two</strong> long-term impacts of infrastructure damage that could be included in Box A.</p>
<div class="marks">[2]</div>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Outline how <strong>one</strong> characteristic of a community’s population structure can affect its vulnerability to earthquakes.</p>
<div class="marks">[2]</div>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Explain <strong>three</strong> strategies that could increase the personal resilience of community members to an earthquake event such as the one shown in the diagram.</p>
<div class="marks">[6]</div>
<div class="question_part_label">c.</div>
</div>
<br><hr><br><div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Examine the severity of the impacts of different types of mass movement on human well-being.</p>
<div class="marks">[10]</div>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Examine the effectiveness of technology and planning strategies in reducing human vulnerability to volcanic hazards.</p>
<div class="marks">[10]</div>
<div class="question_part_label">b.</div>
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