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AQFxLu+0PepFC+CbXmNZddyWDeLMHy6xEbgZL\/LOrBO52Fla+LvlBVhsL4fL8fP1peA0We31ctgOroksj7BtYGWKYPKol9wY7XUMYMzatrEwknn3F3YYoNBvMq2xJgiQQlprYPBN9BGmFcYIKS3gB+j3mAbQWGGssNYcPoVAyI3BrGhxQwoK70C\/le2oTATiffAEzueCFV\/FIW54uBk49TOdprnSF2gkv7cbxLmhJworeoEzKeMFtOSd+4bh+4oGKg4ZuKHtB5nmck6Fufqy7S4227rD2GaVMfKLNMeFAGXSXJgzwHAzmnKVNSC3Y0Dn6KDXI2xlsWLDMAp1HeSj0R8YaOAZxoVWxWwm42BfCKvhN3k96+UojeJosJ7JuD22HXJOfdvk0qC2xUW21YutoN8LVomynQzORULAteh8FjTSmGjQkGjhnaiTVRIBIghpLeDv8WJWA1agCZJYA4XHMcnFASeKUvgyhpyOKZPagL\/FjaxWRGGkiUbJbBRGUb+vY8KVonASfd7zJWmwXgET6MOeVkgihTBgRRjcgPI+lpTFWMWHYQu6xXf5\/AWHKCvS7mwDPH92g4c6HXB9z3u+FdkNWBAhW17ofYHLgRDcpXbYudhYNWWwWFi53sm2wO8v5p3+YAgNZAyg7fA7m+fpsnqmp7GRZLxCxHzp9GW22Zl8weQD3uK57MX6XI7ke8WmZg717lSWAN02pGUtZNQmL7do0td0suGG7DWowFbIm8KGrvvC14y3DGF0bK4Jr28K\/LoPncDmBT1EYIb9EQINyISi+vt+BwtzlcZSOSIaUiEXMCe\/0+\/k43YuxqFAvqDwfbnarz2mY4vCGbnYTztMeIzCF+Vqv09Im1kUpDzVDz63Q2nAspzrR9pQBlKoTRSAMgCp2X4FWFkaIUABioFDR36jX2ssMQIiwYQd6gf9SqMYNAGEEFFEaQq71Xf7qSQkAAN+Tl4zoDQorBJv0EgjCjOyOCAjU4YGg\/8qMwPYMRBQl78NfoG92pTm0mlV8LksCgRMkI7QZoz8Ya+Og1Aj322xtpw3AitjOe0F5vpBB+slaesowsr3Ynwp8jwZ2Crf0L4xX3c0f2YAG2e3fnXzMzuWeVud4p0MIMo9A9PF\/FzUdGzedAO16jmrTEp86oPQ+8Bzbzk\/TG9UN7JCu7dpUeuMhJ5LAm6MmK\/CLDATir2bforBGLvThMDQ0ojAgD3s7abSSbJAGBAgDdfA\/4yywVLLbfvzbDZeyZ+DhQ0rRSLMbbElqOo3TJUROs+yi0MuMnLNXNjbzgZ5hzmFZrsBkjH4AhzsV0kKQoAovBrJHik5ldoCB77SqwGpxDtQ6iPJmgJ8+Lde0Ai6\/w2awgX4wz4WAo\/Ahq\/C4IDWoJMhBCGMkjhTsRbQgbhfa5BII9AYiAlL8LYBnUQXTl5CGhTSGajDXQOKIQZaJ2snkhgrQBoRmEb\/0J\/sRMD7cVDUSV6ARKKBw7VrT5AGkuzzWbRYXNMXgfSNd+KoqDXBCDRSygQfhcVkfoIwAaS01knebSOvqJIEAYlOJHA4gn\/HA4kkwhprzOEo\/qinZbozDITCm\/FHPM2VS5J8g54rcslFJ6Ywor6+gCQyVGTAMXzUU4UIeR30w4xiRG2j8C78QQ9F2oLIgnfgm7xUB0lE4K5mk5rwLvHFOg4EDUwVUjgk\/r5OPZwLIxM+Kn6prgEiFGOJEFBNFRHwgti0ojWSoDBLjGfCt8TOFdAYY4IJogpUJEMKPxBfXgYfZXQs4EWxdxlU8oLGsQQtYK8YXpIax5D4BUv0fYN47VKah5NUizRkYJd41ZKCROM60XHyD+BEY8gGzd+1mLydPk1Po9N\/OHyF9y9oiSUGRTU24JPGzy3qRNcUC9BK6tCGe4y\/WsAjzha1OY6hHri5i+gZEyXZ7pR4z6LMtWlUN84Il9+8GX5VDC6jQqRiMw5xPTLdU5IEDo65xZoqkkKGuY7BSa6TsyPEaEBwlCEmw5HxHnSXKK76cYesriI3EzKrv81IMOdEEHKZy2BLLBWWGNDFfKiKZgvZetVw8sx1xErW6fP96FyOXeLICLHQIY89ac6FUuWlkCrMBSuZc71ns08zywDFPSQwMljTPSPOEErjyKdPq2ep5vO28FbIEhf4POHcpxkk\/e\/h0DTCZc2CTmDGHRiUQaBDHy7SuBMwGcrwkuug04WtcZu1CvkCMbdEu6wz9gaQQV2ecWcjCOqB1IthJoaorrhUaqWxGmxUJI4bF2MUzS1+L8KBv\/L1OIrNOKAyCML5MBJx8\/vgMQyCOI26dITvadKMtAxMTLIbbiAFbcs4EpSonPAto3eXNAwwM0ZeZ7mfISyHXabt3izzHe+U4TKsM7QTt+tIRz3z0hOtzmk9y3JCEYadHBtczhUgaNUVC3T4ZN\/zBCEn0xsXQsUzoclssopt9AQ3SJPgMIbQcDnSPpM4QzxcMOJMEeWIpKYMLKA5EhGK8rEtY5QXA2ZGDfFexvIBX2W9AlFfLjVPmW0tpRFLvhI9w55jDsfGKt3IfmgsFA7oIR5aO\/Um8DV1vDijbjUKMsckWijOYmN1SO\/ksTrFmpaBYvK1nuWNn8G5PMevMYZEJiN6tysqXbbN3KqZH2shMMrRBZbFryruVjK4NliR3BiRppSylw6ra4JIDsYhfru3xz9Gb2m+4b9D8hOPMAv6fHlhr8PMzRbFgii+Oci59ML4s9fHUlmhUiLAjYMBMeBG8cVFJ6vP+KvMyeTYoLIpvEp8qu51DInyDEpith5S2jEgNATcL75TjwB8w7Es346UAbeKVt0NhBd2+gS1A9NHJkyIP6nHOU8Lp8OgZUvhQh+H68Tf1MEIZN+8tF2DwRnRWNZW1KAxthh8Szy+DHFxUInGLIUz4hvLXkQlM0xYFv+0rGOkkoIFuIu6GDwk+pZVhxKd0ZLCJ8SOZRQRM45t+DWRWU5zeBd5JbmdJgCYwuvFPy9BRJgECm8XLy6BZHbkU3iXWF7CMRJSctgj+pYwDbFyhdaMwnZxepHEmEXagH7xzCJI6GYeltQcBrvELUtBh2NmxJiCJY4vEk\/ldEQhK96\/SKQ2VEThj0VmiQQ0FwTJuT+8EPXwi5RFXEBNPLugJcRJRUOm0hac5\/MLSkMICT4FxCAtIxSe419fAEkMGVH4D\/4bCxBhS0Um\/LyYXdA0rStIx6BxhJCAf+aZBaWQSnCPIhps+HqSNXVXJwk+6ibiBL\/+I1+d16tGMdAGPM5vG9RpfU1SscZaZ+Dz\/D2DEPIODpFESBuSKaqIZglW+j7\/owHskGykMvABcaK+lFlVlssIawoqfL9jgpkJCzb8N\/FIXedWc9lGMxMgd5WENt3SCo08fFS8te5TashsALqjMj7iS36Mgp5F04g5zRXhAfEHdZ0JSNDTylEnjr2Bhup7kTCuxCLN00h1uODagGPit+uBsRoo3wZMsy5kBXxcXL8c5\/2zpCn6qVQ5AS1+7eLqC9kstgRBhTDKABP3L6Ks74ARNP0LOMxuJw5DOCMxhW\/xYwuqiM6gvAH\/xm9b0MviWhIRU7JQyhUG\/8rxQsyietaMk8rNfzgvHN0b+gZ8lR9LNClTz2WKJezgX\/nQIApFzvcZzPFfGIj644ZoYsuAx\/A\/L2F3IDQNE9z+ZnZ1NuEgv7akCnqFEA5fxp9cCgtRy\/YIkZTDt\/H0UsRRwwyJ7TMKL+DXLtEWz7mQgWfxjqUUPyUgAJMEHSUwSCW2\/lv8fy2xAHiEfgG9yO504X0W14X+3k3mxiHNA0o3eLknIc44WmY61L8Y+KztKeIauN6OGkQHEfaj4OJKINyWtBoWzps+0BaLFoTymyYgvxXL79dP2ZTHDm47sbkkBZyZV5FA9rJFRKZTrwvXCmTEnj5v6qKFwqyWIQs4IAM7jOOIcyJFBsWE4tDpoCiiKl7g3G3amUUVFLgXeBoZjaFAQlRYXh4KsAwNp1lQsRGQpajX49DzYn5zq86YE0PcEqEHMOCBacQk0G6bt2REXL\/oetyNieqJkH+ByQD57U5ogKdQK2g1Olx7ylmKdLQgeRTzwCdOq6PCQJI4ctRp8+kNy7g\/CmUu+sqmM3K5I5e4VqK3xTo9vqBRkEPS629lLOKFWMVUbuPbTjFHe5H0zwltOJzEoVhANo6js0Qw8D05h42s78R4zl\/gdRnEMjZYPpSSM8PHQbu1IegIlZkPiB+JMOywOmJGDL7VdjvGObWY7N25wA3wBVKeQ1vt5llq6CYNfRF7WAZKORGJOiFzIuoE1hxqWqHf940+p6CGZrc0i0vsrN9uhUGn9\/lrV294Ar7eBPiTG35R0ODzQ53cMnJMSZasBj9d1Df8sIdklm1paMQcq+jjIXLBiVlDkA2zW6JCw1AmH6Q7m1uyrxEDSg6xCzYKicAiICa4G3zLy6lgg77Bo40GGCTKFd3IISqkKgi0bWZySjDmMco9xJm2PTiZ\/kyv\/X0yC8paMYKteEPUE2KU8wusLxi1tn9\/pmXhXJOjTMzCuDnytdy5dmPJoVGmeAsbyd9AaK\/P8vCawcG+YVIw4QH2O65SbKD1NFw0C\/gangl9Ct9g13gq4CSmJtzF3uaCIrjLADQolbDPI+wHrvaQAkxIUpUUonCMfcnVktNIU\/h5dsEFn\/IYc\/gcvd4FTVSaoYHBx+hNro4wK6BVzeCjdMRVIWhEERHwS9RytWaEcYSjKIoMqJE3OzrlIFgrnAQ1hxnyJkcBUVRrHCMKd5L\/6oRB1g5iG35IMh3QJEz4bJrBE46llTbhT8h72pByF0IQUkjJWNrwF+RYO0HuCBOecK307TgKDPhtcqitNAFOTIaIF\/hSwHfIJ9taMQMjwFImLOA4eXt7wM+iU0LAJH2gAQpkgtg1JNj8ED3ZAJXsPmUkWIMJd9KPpc9IwrqRwjHVyIAH6c81tEyeAk81pSg8RI82lK08qii8nX6soSSNlcjAA5w0ACVJLaWGCMVJvUJYUQvezONVDdCtcynjVEQjAa\/nVsMXdocRSVSU5NBj7O9cnZDHBCxoBjezt7tRjIAzpQ1YpaOuVoJxgnGsYhXGHH6JGm7CMJPTKGzAPlJ11jKtRpDUWQavIo85CatL2BeDnya\/4KR8DCXZ9wA56UCMhJYcDPpex9dEk5TxCNhDyg4ohHGyAIA24LfI7zgKcWnEImlioBYXMEbe4bycOTM4TU501jt+HFbJBzoJc0OgWcJgG+TXOiAhTnlmWrGXyOFOt5sl4DyZ6mjNENWJiWJN4UXS6kBAMjIScB1HjWSNLhpIPLzECw0dUySJCeM82+hye5yy3IR6W3A\/x401DqqTc6WOCwL+lfV4kNgrQXEo0d1R\/6OxAhyl3bG08yLA9W+OwqHVYuwWL9kvqK0MLP2QSeOIcIiSvcvbNUiS9nZcde3afCjdYOIIBjwZv3E15YKpjrqs\/ufwdzwdIcA0qYS9cCh4wFe5SEmDATJjriLF3fMhIvWIqiaJBTZ6hBaGDfcF1\/lopL6knSgiK+YG7BDbdKTJ4PYg5wMLJQ0xFXBrcNSXybG6lkYUfiYo+TTSQioTxoNX+Vp295TuiijIwq\/g407a4kDANGgJKkFnRCevGfAR\/PsO6KRDkL6Bk+7aR\/D\/dJIElHQtu\/ZPsO8e+nsexIRLJeA4\/oTX9UcEQLUSUMEf81IkiSDpTygD3o\/\/2EvaJ9CNHpLM\/Az+nJvaUqYRwxL3MeFZ\/Gduan2d9nZwAguTpx91NYXUv1O8CQg47MLzXtoDAowUMqHK\/0mrxHcUKC1JckbMocb\/Uiud7ockmDYnTui4k8n4MA1f4p\/RwXnuaIcw4sarRie\/Q7BsHK9kcnyztJlENLaEO8CVm28JxnPhOXwhkjyguqcggoQdE58ir8WBiaCzFOogb0KcJz223xQNmsWxbTGfCRoJCnnhM4xsC8htTtSZjZXmvsc2x7tjcnHeu4RykQgWcCvY5\/RcyK1cJ+OWTWd1ptMbEt+NBbfUYJiNSCOKOjGKVyMmG\/G1IfjNcI59SxI5HwM9K9ttl61GS4GL6vmhgUG0rbgh9hk0+bQGFjpmKDMU\/l58TkNMTBkxOCdOaRJTokmoDDgvntLSXPFNoB1sshAbNiyJWS2VRiAT3eM0EyCsUQb+XHws6XcpLHE3Q5BuqgIs4NPiE0lEKkirWJLtPi\/+h5YWXqZU8iz8nfiUTnA\/hqRb2rW3ojrpcoOA94jtGlRS6ZKsqxSDA+IBjXyhgftEwAPiNVqtCkZCbER2pAXcLfZoD+mAgQoZxlbCvg5qLA3b9TPwcTGqPUdRr45jKnBoIG0RJYoRMuFBcUvyKSOtd4ikHAUM+JAY1wGoQuBwbcyLbCQY\/JIoaEWlxA6xEkaY0xCbWjMfBDwoTL3GY1LG2Au2GNW6mem4LnKtVZYlIclYNtvRyoYRsiKKAg8HLRQy+B\/8RR2HxCWGMgbgbeRnxSLxHaFksKRDEa8G6IW29bkbzgjkWGyjupH3FDPX3mDSNkkY442kxVFERaQE3ESe5zqNEJR+obHgOsKFhiQfQ8JPMaYKJ3XyFrJBpJGb9mYTUx2DER5SvdCZl2dWL3GTKb\/TIKYnLkRtGsh5scg4bcpNTKB6r+cyTyGHoChSywvL0UoTMzdcEisJt87mc6Cup4GlqWtr0SpAz7flQlgPIu8Z0WJPRn5hjkFPVls0zsPWXWZMaK5lKciYWbQnutEr0kLYKzK+QTYF2RzK5OA600KllQHptojaEhoNEnJUDHv4UKOfiuarHeS3AguCIFbco+1QX\/DrqxEDym+mmpFlqsKeLXBGv4\/Cx2Wz3aKx9kfZBnFjyZC8OUINoXuo4dpCsIG4UOhp8chchcXCLG6GgXOh\/tz\/Wx2zbJFrYIql3U6lffQzUGZvEGobIT2RaeMeS4R522H55sZ4wFehqeMOhBm8Lcy+0HfxpvM\/7Q8vKjHnBvH8JcdpROfbyp0zHejwzkgEs7ZnLRsRb+hV+6wRorkw0ue9hhvEs3u1GdKOCm2iMpmYrAa43+0XgYB8aKIeplBGQH65z4suetEq6utkevm2zobFPihSuJUdJuASQ+KjcJwdZ3KYWkubZ3G0wclRvxPqdt1sIsVafpDxIBKRjhpWqFrsvNfiUbCALrWehGWx4s3x2U4cEOV3POJnVSZjxM6isbB0Ojo\/9D08vxzGc7yR9clC6FGsl2gvF\/osQ8goNAgzkHU2w1yDFpAvIm6QkCEeGoa61ENyRdwb5TAlMWIxgW0sENvEnInjO\/u3mdfq3cRsFVFPO0MyoeXdzLdFm3tv6oNH2KdJiztbghjPykXXX37RwFYRFqgSlgXMEor59tbQwoUb4C30F9AszP8wCBdo24nar24UFnp80en1DRjYmGd9US9hcS6T26FZCBQpuyEy\/QFZWHSpn2vTlWZ7xVeOqbMhUKNtKJvDf6EfQCrCiJCk5DA4Sk8g5DMkTakMmEGDvlYYMEEMYalVYMBbUM5X53nORjSkGyJZBwY\/LUcXMIkkCxU34L\/Jd6Q9FAS4i101h1vlrQtRCqoTdDMAk2grLEft3iXsin9AIBeMYCXTzAY9RMQbed4htIixu5nlGjkUDXNoqncVwgT74qStbcHj6p6CFXOhA6ot035VbHudS1+l8E11fYFl\/Yj4HH4FvSuboosU6VD4XfRAVsdcR4yCQN\/LxDILHnk7fAqbWSIC0YoDAhtWcN13yXKoxIZr2r0imzXkwOktF+HSpnY0B25LePLbc4squMB9w4E273Gk6llAZ4cw7QQrz+mvXlrWTYL65plrnTKLbijbhtMHhaW+VqADGntNGhdwftaPcq2CRP6WRZKwhvgNPddtuXF1EN101gCWGUSWpYMBf9N8jxQ+yWwhJkdbbYZzQuN8LAy4AxnZNZSR9PeQAgqvRUY2jJlGjMNzEGZAE00TqKgpGOiZDFeaJFVmF3oio1O9oPQjkwAJc5k4NRZOcy6DMb2Dedp087QpGLxLj7LVGMs8gNgN31D30MzZ\/DJuj81tXDSVRTe7eUKLO7YYmnWylFgC9aoeF0\/\/42MN\/dzeH7Q9vDCw6jdYK5qzL5HGxsXnvYt0xQ3jDm3HC0Y76qDlHmez6vENJ5TGGQquKjEUW5YTvgZ+SJ80bLShaPgFhJvCMQkz5UaLY4MpxIiD+jNKsDiTHXRspxP2+i1jRbZCBUEb4RsCSww4NjEiwW287SJXBjWC4gUcGJHP6+EyihnBTnPeOZP3hxi4Wc069UVH6\/lmKNqdi8IV8LNs3NQ6\/dqZXAtAFuxme02VfOtJUXuKNYnGFrTwV\/MLIZLXLRbRrmvMomN\/bbXepjBKHsxLhCJMt8Nf0b+k0swY2BAyQ8Mhc2PQC325nXqTGAzZ6krQmEMXIic49Q8vfpk07RVBMtIyqKJZIi3b9BjWrU2KRTbdArv5q5Gi7SgYoEJSR6NOB9NAt7m\/2DFi3uF6dUnPmZ6hkeM2C3zLVnoLojgk3LvGhF8T\/xnHnkMac5zx0EJmFooM3iquxyg2YeOGU8uT8Hnxn1FsZJgVm6ZZtGnRxTmLZeZ7mRXmiBVYPNuHrmfcUrS1YXOB2ZJfw1XvtVkP477r4l5h2jp6NTWxZ2V4oIaa26MtrSEVtbQyPelkHNeHVl6eogt+FCxECIchc1pOZnlu4X+HLgipYo+4HosWfbPjhQR7kTpPoxy2Zkeap\/WA7zSfgtlog\/J82g5c4ocBvliXT0sc1F0ah\/CMjYsNbfMICQZWc9OCoZlvaBT2SWxQ+A3xf2IdY1NHHD4v3pu0CxACIEpZ8M9iAid3RVKqhhP0nvQDM\/BH8Y1U0YsIyYaCBm9lPAsKlmEFvZvhb6Dtd9xVaJJm5vl27JlOMEcDLwxEqPncptWihE5fZytjvZzQeCDjbjexGpVWUx6E34ITtLFKG9FiEFhO7JOW617\/tOfQRugiv39+o2MvZQOON72YkXaH1XMRz95SpBvObaE3eBw2mZQXLCayKxtxtnRzn7Q8GBAAheXoAl4ZWtRKzCI\/goW61956cdMls2M98\/Qb4FXoIYqDAdQ7u0X1MWgEAIuuuUyeelq1e+eCthuFDS+GS2YYP3vNhXj++\/WgzZYtKVgB7ZjNYcPZ7tPVYrYQZ3LZiFs5IwuMoy13w10AI7cDHIdjQgQI3gnvaOOGHcUX8VPmpetaHW\/Bj6A9Gz\/XuED+ox03L62cDeOIBX7wrGfAbeh91todg4T9IoWT3HXMksmHUIWTVgfqgbuSt8xm\/tzA8z0X\/OZ51GThoL8zIshDe2xpiyYFC0y2F1L21v0+kJSFFKPvYlWQVrttdJCTHQqBwm72OyCaOhtiBj1sN0DAKZhheCd8hn1Nh9lQY9a6CQYYjgZ8Et9Aehto8bnglO\/GXLovnGtSN9ecr7sR8c8tN9XfBq5seEHss1a+Y3IV5htxvVfnCxCZfl+mr856BWYxF4NxYQNzTBk\/YcfBCteMo9gGHQjCXY7NaxjwYjBAbvBL9JrgJlJk8AVyVnYc2zM2JV9Ivkb2KxVlsz5IX8DnyPVKudQsCMQaSnoc\/oJo6SgVsMigYDH4NHlckphgyaSk8EfkL2UkSYhNBn9P\/pc0Q4IjEchtsEQ\/VOjJo2HL\/s62Mxp4DHMdueBL1laOD9QNcBSRSJDmfMZjNoR2nLNwbJhW0KOIY9hBllLT740p\/Bp9vIB9ZgSQ\/P+\/KqiAaWlQeIw+VEgYTSgpLNJHC7FiUjMBj9JfLCiE1r6rJN+NPkz\/rJAwbowVcPgX+nBBaawoaCyRCf+FThYSNoCT2qYwkUSCAedopif9Tq7T\/hpKRh6iJwskYgz3hjqu3wOb5ZMkeO2L5vncd7Soy2Cl3YZmXhVAFLDe8s3VC6e\/ferLf734jL7k+XgliMDn5\/XznVn5jLPK5yliAXim1L6vzDhDtq5YhaH45gvb2kOr3LYo5b7VJFG\/vt42af4x6ORnMz7ywjbW127YuqmAbLfgb6GDwwVWyOQ3WHZfT75wPYULQZ0ij4gYb4F\/08fZ5vp\/hpu3sY2ZjMjjnccqu4d\/Cszr84NRoREu4CCmLBS6eS7+7tmvX\/r3F\/\/pX174t7kL3\/6PuWYeHkE\/x78G3zsLZ679w8LSjvmtffN9ThGK2S1yY24zGTfhovp2X7fjmHz9SAiVQgZ8UP1jf8KYiQKc3j5AFD6u\/qQfOtSIaQ88ohb6kh5M0pxBEsUpcZZp4wU0CTKKaMzgK8rsj4BEtvY4he+pL\/fhCJPky99T6oW+yMAuwQJW1G\/0eVQq20OOaXomh+fVx\/uQpkkHBbRicEb9fp+KmEY8Bgqn1f\/Rx0LKPWDgq2N9IkzuFgSxAQ11tE8DVV0GGaXItqUe6SMBw5InfeZefW8fCimOqAkvql\/t0wAKx2lfJynoyIBvqyf6IgHZZoGcMQIjuVkEF9X3+wrnehqrw24uRBwy+sN9saLO4KLX2yoYsKTqfa4ZqlAsif7lvhAzEz6t8v0q2zboCvOFQgFFYW4jHOWreKGl29yDs34UNokXXAwUelHUM37exP19m2WRW4EdIm0KS\/XSXOf6Qcjx6zEKIhkuOyhq+1hL1ORBGMAcMzNtTolv2vFmYePtnILoGBRK8OtZcCiP2SBsQp9V850LFwpnM0A6dmy6wAVXnpngRR+Zm\/rIdQt9gdK0QzsBy1Hw4T2KtkgmwBSO6leJGHik2PXwDPt37G1gOSniwBe+62uH+znH034HR7G8mOOk07Pcava9IEzbx7bd6DFQx2Jg8jZFdmAP6sF2rwfOYBRLLsMS1NEx1UG+WNaugXnTqIM6z+aYxl8KOvHzXGGbRjLMAaFoE0OkhzFnK89lnw7acMoOKNNhf4e2WTZr39in83yTHGjmIbNqXbomB\/eT\/6BpTkh8O0x6jWmKYDFPuuUcduIPMIJ9IjoGdtlPw6P467z1idaFU3ORC5Hts2\/LH\/LVKFjQbmfbar6+qb692X+qt7nV24B3LBfqtN3TYcSO3\/UVtHKTHe0YHKQbbM7ta0\/33xPeeOHAv\/6n4J1NA4YuZfycy1c3QtQRgYI4Qs8Mxb1+rM0APTcc\/Kf5\/D8vnv4DAW8nX6NJecJJExAltyr3gAdIUhIBS\/weVMQ1E54W8EX2SZRi0BSbJP2p16jfXXAIuKaPk3sI6q8WUJNFOp+wni8i06cS01Db8H8j4UMXuSZoJ71plnzXFvAZRP20f9rVFDB4AhX9WLHY4B4IeBV+Mbmf2b3\/hZNv5K\/Bz3oJSup+JUfpt4MkVxTgB\/p5goyYZnsb1iyC822lQu0KV4VCmWYG8nkLPst0MW3y6rRr3v2DBPwvlu9N+z3drj1i8BlGe1O2o5O7bzvFqZ4wRh1WoPDX4g96UUyMODbhl83P5rUHAY4wBQFUpf37T5j7CzjUlo4p3GI9kwWfDMomhbwlsyiCrPYFBObfZVKEkHQCcSwYLJt\/kAHJiBIyoPAey8rqgGRUJOB3TW1CjFo4Qhho3GPBp82vW1pCtHZzlQFJEhCFL5imDR1cUDGDx827bV2IQ7xAshb8vvUlAQG0UYJJTOBaaKLVIQiNj82H14Q2CWIc90YYG8aKu1mp+r0+lREUPemyKJK5gDLLR8LiDWYwyZqwK45izLAeoI3ohuWdMsJWjOOe8JIX81k\/q2L+7aAYSu3oTEjCC8oMZdhDViMtfRxwFLXti\/QCbwkwfHY2ftKQVlOLrAgc7DMtgwiQ48XtfHPxNrgNtLhEPsxoT87n\/QU+CEMeLWSy7nbCs4QYA7ltVq7PCgWhbf\/59qJ+wg4sbPomoE5hAZqioxeMZg5RP6Oz7f0XrBZbUV7uWe+zjfOhVn3LqLP07PmYB9K\/5Kz0fDOetRdwc+4\/wu8GS\/zL9pKl0IK9yp5yn0Kz2TNDYfaLmVOu31luBy0RG4F2fW\/RfFrWyXnh2RI\/xyPpMi8Kob38jaAVQlBX5\/0gXinMCuQ16Nm8zxeLbbHiXYDThgRHYNqOPV9HzUNf2vgklWBYvPOD5pkopo2oaUg7qxpsOQyzXhzC+SzZ0IxWxLPBXKg6n3HbeKn5ObLQ8mVRuaH2tujTrueI1lkv72xvhFFTr\/JOp04VWcnU0WrQ5k292ryUO9VUhVb+Eswajn\/BWGnVgzk\/9BeWhZSq1bME3mLdkb7hOG0V5lwUcL313BC0I+1sCFZChPzORRoGeLGJleM2++rM5hfDZ3cszYPTN5t9wULGbBxTP1zgKncaP2edQ6tRtOWZzf\/ATRpFOZrnOmeRXnvFiGADU8ZmQ4VnhDaIVUTDWW4mN5EpCOEaOVvnH4+DwlI4y1d1nYcFyX18ISeJ1buon\/Jc3BFhXhsuZ3KD3Wv6dF4Q3jIdhpljciM0ibUYzlkBObOxhfy8MBp2LuP1yt4NNLaQtKxNesRo6kXRYpGiFJEoWrjt\/Tl78xN2kSmrIaixygUJbIElylDYcXromuwiXbSCjIU7hb0Gl4MGyEGaZ9ofiSW6FJlqe8c1ivHdjdc4g+51YBBweuO+JlNGJ6y\/6H\/X\/u9iQXWo5k9zFxNyav5VsSs3ur0h6XRa2YAFMuaqr70h3M6KlBgxmc0uM40MTlZ+nluQ7V0yoedAdoMcCXNxHPcakMuayl7cmDcgdz58YHUoBvl8ZykYcG3Zx6\/vE2RYSJ0bfE+QYxbtZHfDoFxQPAgCHi3IfRyLgj6Yv82zYi8E2U+5AajXzPfNGRvcSXewc2dnY7ixbwAtmy0jJm26EkVCmpRYVPYwsmwwCISV3XnzDnVnUFrw6wvuYEAbEAZPkcaI22ypsLEypxoeDy+RDrPQvwc83BS9npgGye3KmZlBS2ccm5Mi3bk6tCCDhOc\/aWpOsT3Qsb8ZPUdPCZp1hzb2zxmr2T6rlMWmB72+4TGnEenI9P0o70ySuuGZX8+06OZwEPfzCC2Z2+Ead2dnK+xWNPCDRV8GNAhDXMhAzkWdTpQVgHPCKK7kMgyEg+v2injGiAxutmzGq6yqWPuHMQo2m3O5\/fkzeIVl5WbzezwrB8x+XKdYDRTeyu\/gt6OnaA7dp3rCJhmW0r472BE4QKglwD6t340xnmOch\/0HxC3O69yvhhOt06gk8vqwPywjGPS5jER\/x0RWxzNf8ArxUOvS\/Mcj3fi2OucuQ6N+KlNCN\/cex8+KXnSzcr2taIAwGmvhZUMvtl3wnKiHNw2bA7VZhxTpzfGxuAcagfZK8buRoL7qNwqGKwjZ4W6n\/SHWhijIDZ2dQUPnIhFekptj5kf2E4vXMys01HJ9qz+EjcBgxW07Vkf0iNjV+GkiaR61DRsVwxwaEh4H3DE269Nc8zwZM5qYB+\/03yEBPRnPS4ve35kHKQRphnFMYT652Ui39NwQvsEvhi94t\/orbIvs93q0E2003x+9u3lDSJuupOH2VRpanQYYmUJBi346EnxQDEeWy8IR10LX2PlcC7cM2wD33YypQ6uHW9d9Bb4Cje\/S2cwFXdeDESfPe08Y44EZB\/wmB8WmzFC+mg+x9EKT4ZCGOYll5NvNpvU4R+DGKubzfx6fdxvYi3C0Guvlrzc80sl2WDv8p5WzNO4R7Wf8SLSiFu34nUZ84YVO2MkZZthbb7RwnG+QaJUFVk63ZRjhqLncmcv6DXShs9D2FzltORepG7JGvNK++GTO3xFl\/PtXtvBBq7iJMzPABHqFAX091\/T1j7zWtvL7SWTnabApx7Oyj3JxNnph0Q2NKGSBapz\/VrycFWr5mmI4Kzr+l7\/6p26kNkseAlqImmzRrdPV6AwP2HX2eXUBc3E6XokYakUKjNhnjXiOn3VXjQb8e\/S0v9JpdS41nPrTz3\/36b\/y+vHwQhxRlBGExaQYOlFPexkPZvoi5DpI2EZOxwMke2a\/FxLHy7UjL+PHbutia55G4VlZ9+rzl2br3vzS9x6\/OLfygneRX8hD0OJ4cRY1IxpEBvyqtZPrkdCgZ9zv0BCdMt5qw69bv8n9Wzqf1HFkqWXxDXETXG8xuq0EK+aTRvOjzY86L0ojmoskaQUBrHokuBgRGeNmaHTOs2\/JeRpiYjT5lsIGPMTq9la2oIeYRbXeaOfFZmOXHhCmehUb63+vHA7ykXaeH4bfNPeIeEfb1S3fdajnX7y+c33UoOdjS8fGp3EHGxyjgpjDkhL9XeKIyKTGtoxFO2yTEYs9qicHv2P9XqZdknNK+lnl+7+X+YJxM8+jRbHReHO4sQcesv53JrL9jjkc7pQk8lypF52tcQP+1fgze4U81\/da\/I4BeIv13myrIYpks7tZ9wTcW45+PXgS160NuSwqUim4UZQDVGEjGtTBZjhr\/lQxGLI5L7i3ua9tPCWe5bFp6CXte7R1TbTIG9G\/0WV3hZ4uPo\/sLEBORGyAbOjssOB75pZevD9k8g2+Hz2R\/2TGVMnVeThovmHQDPOlFYie3wH94mNFX3TUxdzp6Jv939zav6jOPl934NyAMtvEiYoRW5hd7fEHRV7mxEZ3k7ld9dJiAxEW2VAURcVsnc3zTIfmBLzF\/Lv5zq7IjZ9EF3sB7aDwIeMvaKC5hywT\/tr4XQYaB0inX8tJ0vtmcK95gUeWrzLn0YAFm8S5foV5K7n+m2BeTSWPmQEHzZU+rRL6jZNbFSTp3gUG7xeOpUQ+JpHXpAYsmPO9WmIfEcRSDoMoROZEL8zRa2OfwptMr0d6ZAm2WlCyeE5LHaMIHLyMOFyTfG2nEJqfysWcLkAPhVXz95K7aGfwjRQM69cz+jS7OfYoZK0\/t1EbF2XE4UPml0y2Qi3Zq\/1IUfiI+bSpQ7pB1m34lHnOSn\/7RSEfOQgjU2cSVG5Azvy6IRN8n\/y+m0ju3lC4xfycQSKGfErhs8ZWU9R1X6gonLB+OblrtVF6FKrWFzh6im6OChR+2\/oDjtvQq0ITpq2DQnnJfMn3NU27Mz5mDQi0THFUZFC1viHQLOuPMsmNgN+y\/kQElj5jzMMtHJbZa3hKMJJf0dEWYPM3eaxw7DXiedIUoc1Y0SkJ+LD1WoNe5HtFQfUGpv8PHKas3xRoyXLie\/XFsCngV60Nhi\/D0\/B91jHz8GYKv265Ar+Ix+IWg\/dbPsdPsWvjAelweNiaEp5ETyc3B2C7AZ+wflXEG9WCZPEK+gb1jfsZ\/K41LJwj0df449YAhU9abzDId\/SBhP38mfUxAW1qwE3xCxx+3urJwKr1It4e7\/efN+Ej1rItHfxMyiEZbEv0zuFPzXcV5bLpks0xi6SAPzJ\/uehc5zL+i2gwuwHtYPAD82979Gre8AthwOCT5j\/22JeigVgoJaAk3B5ldhrCk34uE2cY5E1jwPw+7422uYGAPxY\/068DwxJIbHKQe5bDdvE3\/RH0nUfFSDtZChP8hj4cmsLRFD7O39OHfWqGmsNv8fv6vFUjoIVMrhlSeAcv9IGkRhyZ8An+ur70t63SX4xLro8kneYD\/P8h6s2jJTvLev\/nnfdYtavqzD13p9OZB2ZIGAJhCFwZVLiKC0TF8epPkCVy9YoggyJ6UcAJASHeiCBjZBC9gEiAkISYOel0Ot2n+8zn1LzHd\/ytvavDXb36j1PnVJ19qvZ+9\/M+z\/f7+Q57dqbQqHWEQGEfv7Pncr9XFgzG7O09V7Y6vNdf82CT\/XQvXe1vHjmqYy9RyJUUbmUrPWwgsBWHO1nQs1G2M0mxXl7h8EX\/tla+6z2EIi7UFQx+Nhj46gpYZXsgGPxR8OsBnKaeu8RMBbzHf4rvNn1MI7RQzOuzDH7N3x+gjWBJrcgtBm\/zXxvQ815XRZWr391\/CaSkI9YxzIN9\/hlRAWyxEg2ikegNro7hyeLfcZ7aXogRK09IP1cVIX+VxLgbtDuA+BsoEdWBnRV8PJNoNU\/RdLrrMpZHjLvgdO9iZk\/ALvssqXp8XgUTZYYC2+pk3rpbnc+22GeopTwa1LW+mvhbhBPJaLjtQzTgBy490LtYXVOF\/mWC4Vj7J49n7LSqu3pPIZ\/jZLJkeh73C38NT6VVDF5Cv2N0x2SkougYvJWdsqKTUfrkgqhwtLVNZaVoZVV\/r7uXFh6w8aiP1IRsmGmLH7VOoIFwrXaaQjZHVzrz\/LDBmhMf7qHf1HVf2plGy3bBEXmUTZRTFBlKwWO\/q2mGfIUFMPbzGiwuscbaRIZ7QNkLNRhi6rNl5o9lgNlrtMWQUm1bDPr00xoSXfCJFU+Dr\/Ae2U2MLmi6vbs5ZPFJ91CVo5yDyOQomXqrHNuCDyRRWThmgmhbxI9r51Qs5iYe8yuOo1Hgd5Wpvalp\/AIvCp6sFnCeCRuSOfv\/lb1TrQxNtsr2wD0JfgN\/t50ts9aGHkSr02JQoKzsB3ukbHuOtXUwZkR4qExkMfWVs9HIUOkRuhOrZODUSFQ2LFt7+cQbmiqGduClU+RUnF6dYVyEWDwZDni0E8IyelHbmpBd95wOCb11Nh7qyU629mgA70LTNkQSU69w43S6fgkTsuyFcBXyklY\/VH675WJWjyPPTfZ4VbXgd9EzExQqOnEjXyuuUsyKOcSVq+Z15YdwM3pFkgZ7duDRIZdCCxL3W8odDuDb6Gtt18nDIUzyIJ8v\/ZRiG1wJT0e\/klie0UxpkZNVOpkO4GhqdT+rxJCkWVvLvLM2Z1qiNXByaoJcltxiuT4C6bnlUCyEXERFPHU8joUNW9T4jIC\/5CZdDtehJOmgKxbOuyLbzii8FZ9tW8NprS99D76\/baBuAAr4FF5t13JHUnfscO2++Qo+0zaNopTg+v55J3y\/rTwY1H5ggZ7bBs2QIgxejz7Wdppjw6zh8FfoH9qIVQSyQGtB4b3ok21POl4Bg9ehsl2rbSkrLIcXoWcmciTyqKu8Eih8Af6pLSd+ZDCHh2CjDcrTxFOerCi8CP1a4kNJ6z7bS9HrE1GFfIAE3IE+3bZAZKPGIAYz+A4627ai0FQKwuCjaKNdGmFCL7cUPoLKNqsQl4jCZ1GcKNKaFoEHf48OJgaQ4xo7jAypr6aPoP1JFlbQ7hfZPCkSDt9D1yZGUt3iFS8thwfQdts5VtWTP+lRSNFaO9ORcYLDz6NrEudoMxcCK+DH0CsTC1TTpqGpcQAF4KQxw9bKQYdrgW6jut2Cn0usYxY5iiypJ4d\/gJ6V8AKxivpwLXpeYl3dScQAzTiq1uP9L3xH2840KTMlAVB4B\/q7tobat8HgbehAonEtiUaIw82o327mWY0mQ8Dz0C8n9WHRhlxgnA\/vQs9PbKMaJg7PxAhIQBe9pF2L3vGPlCFPQfsSZYjG4nXwFreWG8NTN5VSnd89fTabksnuBNtS2iqQdip25ial2TcS6FBn6S6NL7rrYJqvmxHfHY35tByKKlrbyKjMclRpNVpcjeVz3reytjLGtIWO7gVZbOPJT5969kNLj3JAQuDD4zbZf2hEVS5ZqVikklFog1Z4IrI8CVonjh6fY45HLklJK5vbi\/K5CVPBGGsBS15bRrQ1PnBq18WT+Di8wfxGuRae0uooT6Swceo9JGzI22X8+eFkavNJQcZV4f0rd0mrTRa6wvpZ8nCyHT7a2zi8diLqwMFOdB0cHBzKIISfc7s9a7jq2N50\/w8Z2bnk\/JGSTNQcvNnd3iNC+SNbplNiBmmebrq1+QcFsVd1\/CHBS50WjhaNCa+Fe+zPdF8KTMf09wHY3jXV4WnXtc5c3nc7zy68DMlzA2\/r8Nk2mhthuazLilaHzbQSOgv6\/jcXN0NLswN7nR9WaTAa+XYiiX6MZsXB3K8g3WITd4ooCs9xL+qFVd3bpPDzjvSwZrSepP6NW+0ZR42jHnzc3d2r9cOkrj4aBT+Fu9w7evX9ruIcbrWf7WFRWlpEMg8o3GY\/3KMlIzVF4LT9XE8YQnII4T12cc7W\/mLdnFS1\/QFc4xpet7d2oZ6jWBCzyobCy9xlPSopLetZn7u4p2N1zqMo5vAp99c9KGr3iuEVYnC7\/UjPeiVFY58weNCe7ZlAITFGlME7re0ZgcfCyNCHs\/bWrkNYkbo+ds28hnnwZXfDhRoK0EwnL+Bm94MezPwI2DTX8CfsP\/YMNHPjZhTJ4HccngNbP8OCB0fcK+ZkyaYtFU06TkaPHaj\/hmNzoSZkgq6BI6ifST0MJimrRmr\/MPSLOMqMplI530R9N0nL6dZWu9jB5ZwqKlK2Kn7WSul8RblvOWdVDIzJVoUcU84wFHCddluXxl2b5Ef7Sz7MoX\/LrKMNYQGa0WMtZ0jhDRktGSoEh2eil9VuFTObfnDooa9kzdylufo5\/CLMdS54JBoWQA5\/1GGG08z9PNxCnd\/303F53r9Xp4VSXBkdlUXFMyWDEkNQoGp+vLHrFN3bTI2anBvl\/Y1x+VgwPXd+6qr5PVcxFz8Yq4xX5TZ9PLNuLBXf9WRP0VEEUWoqG+nvK+3t2ZEy8B9H\/XCOLHUYGRyB8Pzlp8dPJxeZbvLiQ7SduDkaMBX0aq1nGCduzveXl1J0cYiZXpifl6JstYJ5cr3omW66PIDSw61KMLgZ3yKoDT2F8\/JwQ4B5+amjb3z+wtI4hMVAONrh1TwiosJeOPSGyfjp5xdUXLjvPIAK5rK8r3ZIcWZzrM6tT9yZ9CxrdMlIxSYItqyAm8hPigsrLNQgkxKM9wUMIyny1Pq64Lc7laGqoP2qX0g5nvr9MxLL1YyM1NaabqWgH5zu5TIXE5PzvkqXcmUngyDTxaAocpoqf13IyEpnVYmKwmas0GTtbv0oVa5gmO5FA5+ohPm2YJXAXnv6OC5bnB9Eo7jFowL5nPhqbetMG6OETDzldeywpcl10qdAu6S+dgvaVxV+0DM4FBMO7npyD5EUiTly2A6EsJcgShTuwf2Cs3nolp1gzBNeEAE9BbxbhniZOz5PJPFhWnt8rCnOidHikfgilwkuFkzktdSQ5PM9HNJSXGZXuROULdNctMkV+EzQreY5wWOOzZACD12HZHwpC6glVEh6JTntHwwCHHNgXM7xIrxo6loBjTKUl3yeV4LQfbLnSTZmV0wXfNQ+RhWP1fG0P1X7rrVCygKRlsdxxHIW6RVl1QSiiZ2brw7iUDK5XG3D3Wp\/SVzMmOK4rbFWZLeyeruYMB0kvGrdpx4ux5O8cJN17zE5IOe663YgAcYUUnELgCJNnf6o+AwY41nFGCz6m8SVlFrhjA9\/6n2g9k7pRkdCmhrfUXipt4KQJF2dUniu10Ikx\/6sZxOTukNMU34NhRf4ryamB2vEp3CN3yNFRlK+yOAa\/whxFauV9JjBmnc3cn55jmHao\/CQ90XklAikEiA9hRSXkqyRlvAsZ3Dc\/xDWocu4dJzBYf8rGE2p71jN+zjs\/yG20XgNbfG5dqJoAH\/pfRI1yidcu4aANn6EisHfeh9HYBgFrioKv+W9FcGI+lr4kPgvxtWcVOpRwgVCEVHUj6DvxTjsKj\/rV99rnfAZM95CmeVUyvovfsgi5S9DlJ+l8EX\/nZhMUFSrPJ4TvIPQkZmra8LfDK6n7jR9iTnVgeuDe7BrZ545obLyutG\/odTz9B1Mhits1x8ShDN61UF4S\/B1XF0VMdxzQSn5ZdWPm0Dh\/JEqrb5PHyaM3ELG7Dj6dzamc+QsXIM4T3WPYioRLU+8EH4luAbrY4ZmubckW1JXl+Aly2xRHlTfrwa5soNhpXfTsSWyUMSm87cGKSxyQV5MtbrZn7j58FpyFdliobyfSs5USjJXVs4KeffSd+EonlBDBdJqMx5RTDU+queIwdcar7ofLZfzHhHd9euWhmFLdzlcH\/wOSg+IM+2+jctAwG8Hb8a2QlOMEXHCeRReFNxOYMHehi++DAT7WpJn7uxwTAtVemk55VPm4UErZgmdJp7nxJ7Wfi5Q1Gkfbyc+ZUHh6yOCxiU6EMco7nAQO3N6PBqtuZNfG2kdj3ocLmY3JjMFcO0BoPAhmAIoSjR+GfwAfQ\/ttrdp2dp1+V5arI9HVhU7lcru31WkPzZ5YIKprGhx5rGHhyyrOT1Um5JVFdFlpNL6mrEaXE5BmWhvrhLcKloRH6VLO\/gM96up230tQf6i7\/khED5vwzLiKxDHXcJ9cVG1b3c+PDg+ZA7ELdpCh4pjUctffkpzZMVmOvFPu1U9mU7I+fZqdm5+V6zr9WIwMNPpml3ckOMcxRlnQttBqx+CE1F\/ZZQQWApC8tI42h+8GodPu\/ppV7zsipdlT+ovx8t3i36rgmk0rj5WnDx13+oOPwopuiKT5Uhk1bY8V6thcSVHRKqKZ+XU09aNhMSZqbxtrU6cWlhnRDPSCoK2g9gPZHD4gAyjq14Bn5DvX4j2pSoQLigLFmZ5iSzX9tEzxZ6huqq6CsEeJkhryUpJ09UdA0rTnboKHPd3bB9teZXLvNxsEc2FkczVVy7p4Iry2itLrQ4o5hIJYrinMAfmOcFtq8P2MZi7FBvSCprHPX+Be8lK4MUQQKWc9CeMwuflLQtWC16zCFryq\/P1Xqfpf1o3cyM2rjUKB+U35zXCGhMBG9X6vNVKyK3QF6AiCi9WpxawpEiy6+Et6s8XKM\/nJcZ84IEctgZG9SoCbMmWwWqYnWgt6875QhZDw6dqkinNh8Xp89MdriAXYMuFbki4WbmXk2j5SLiYacoEU5C3c+OFjqZCT3yn9+14ns48yXFvBKExk9CHyyqxYDGYJ\/ymtZaNwRurW+Zt5gtglfPh5bK9rSVRJdeSaE5QThYEXCfb2xdcR7VUyFI4Z9+\/XatRXFO5fnV7pkyp34t3m7VtUJRq5MP15sm7F2hJM0cncnAAPspvB5IGjPaFhIHWfNXuo2Vtset05oPWcXxIxbtSZzpQSOYSmfXUz40utFCWwZf4n4HM0IhZOMCh5PeDU41Gh9bKmJx\/D1zVSPcx4g5TGPPPgJW1U5NCym+t2URx3TPc5v8ATrJGL\/cN\/m4wFE+Rz0HyVQDd3MdwTVj4S3Sw0M7XinF4Mb67mP01M\/LTy\/BtRW18DODv0Ubtd6yHAKapvmvLHATwQRQVtdyPKdJYEgwx3ODj8EnyP8NNnfOptpu80Bk\/J5Sd+APf8KFeZwNmxdqR2473RKD8wEPtzcsnLdTJWdpDUWFdbxoKKn0eFG10mMPQfWN+phCqdUmXwpdNSOiVRdelZYryyW57mn3lvQBn\/hI+DHo8TcljbLdtvFzLXMtsYWtx8uTxEuxLr3NPfvz5Zw7tLFu0z+vZKO3CTXDTtFdeH\/\/31zSMxOMXM5Owxc5c5WOuesHTrX+mtYXWj8gjv9BvseUtvpmnrL9QghU9HQsan6BHdrvbl1RdHw6xqIzpoo5pFHDd8\/cvXCzZdvUgTxXQuwilOdnMN\/u2UniwuXfnpL8xwFo5PV0\/R3JNd23qrwWbKGAKb+O1yvHS7g337pj206rwBd0wsLHfeeoKfHhyUXEDfJB+1aWte+nAyyKtSnB3lFJtjqwW2o0eGI7U46VCw91H8+ld2u2WU35W7ZZ4MNXZo2naH2ZF\/75sPEm1+UpCFnuX9Gp634Eji3R\/nOw7Md+6+tiVy90Q\/GoJL7QTurC09LR93aNtOp+j6TxcylsFdfP74SPkUQvsBwB\/\/s8g98bDuyl8C745Uj1CXhbRduuq0O91wqh3cUTDbuxZNi8PezGa77oE\/pm9A6etbMnkFbIFU+M0x\/PnKIlMFFvuWfB+FX6Z\/2ZIAk7wQdHlIFpzz4KYceWTQDJ7IiOVbw6SbnG5vxB4NXGoVcUimgu89Nj0pg0+PeJWgivUFVnHLeY4m5cvEvP82uUn2Xa2SA6q8KG1zOmiJDX5CHXLuajlltYvmQhdsfPlYzgvtd0YpPnQnto9E9y+Pdzppqv9vey0+sz2bXgkQG\/Ed8U79Ov0X+16b7CQEekB3p17xP+nsOqEwgT0+Ha05sZizC0fMMxySrntwU38d4g4NHzqCKpWhnSQIy3wyQlMxwpszvQxFqoTp2jK4FZWQkMEQw6+BNfT\/xiJV1b6kT+A17cBrnvkyWc6\/YtF1A1oaPbvLZ5vb6yM8F649yzi3TX4tpriQTs3AWqnD3bPLw\/ZoANaLw2XgqeKNqpn7zH3fNVejLEQx6jfDa7UlxIMFfGroMCrO6mrSuuXpWWrubFCRi6tXDkqIFMOvtMHmJw\/kjt4cH1c0aE6eHb\/I0XMdxiykhqtjRh8P3i49zhfTU6unI5+2Bkljy8MWpLHXhn4EeqM5\/Vlj86taY8Cm7QzEO0tW\/pU5UwG1vcs8SWXUMSVNwi1IGTv2Omnn+sg3hcKS13FGyUbmUfDO57Rp1lrrW14YKQ456\/ODVAZ+PT8\/syUmZNL6aXfv8gEVbQbqWqcrHUHxKJl6XlVRxw839o8Nq1dIVEWYFZ2Cgq34M+n3BFRSAr34KMTp6mrS+U34w+MkSJYEwo3kI+MDeLKUAa3kxvHfuabIi4QhX8iaIykT3PM4fvkjePSkCokmJYkgO+SvxtZK\/SF+qvpAxok4Db81dTChVtIM0H4TZykM2KRgOPky2No1O4IJGm4e7Qzrr2vuPEk+fAL5H3jegqhrAOBZq\/N4Ury22PneF5rmxVn8CTyq2Ov7NCxyxmDV5s\/FDhrhyUtNIW\/wI8bYz2i3NWNJnffaqsi486O\/v52vowPxwtoRUU5E04te60SZJLnukPg+XDDk3S7w+deDfCmy+HR5518Hnz35vAfgpvDwt9Q8F6kmCuNe6gok0FVDKSWWFH4Z7qBnGJGewK+RE+jBqcADZMJXgMfQ++2XWiXVgblHPKqyFlGeZcLf9T1PXSZRxRyDH53hfnF67PX5a\/P4LpvvfFbv1CgUW901ZgVSjN6+J\/tWj5NzVfzzG6y83sP5BqPijy3kKdWl94kTzOiywwN18YoK\/eczaTEVdspRcrcQVHZYFSMmONFYlEW+cHEg26OigqVKR\/kk6CUUy458eDX4QP+j2qApoby4f3wQX92J53dterJziI8DH7ssfHKyGrqt7XXDhxf378Vfg\/S6JG2VyhQQ09f8X8jWNp7QZqUz4P3wyva4rTbUfJkqbMpLqYFHmSwV+Vij1oY6SLXukBbsr+wEUqOCy+9ksmOiMAKHziPrz56ICKDhZCHhvtDAqIjRStQgkNw1cEpRGHBq2gEWvGkokrReHyw0Pq8suNID0gmtYCfgQ\/GjdIf1eCQugr6ErRjZziu97uPAMSaGMkM5hSGcEObGCLq570Rro3dBeJEPSIL4FXwzlbNZglmjyDdGLs9+FN4bdupmX+g6ZmzEH7dvofOeIYYnrg0ap6hB2+y76JN77vp69XfOQ5X2p+g9WIaBXPYT7xiEXzm6zA+NK5pnsUhTgbd02QYumxQPCIGi2fmT2o9nVZ9iisPejuRmvMXnZByuzd5Gvy8fQvfaf0gmPCRy6pObsszfHP6mPnLxz78WDo2\/WwHTbuPLaYH0LHxUY8Hl80l+OLJQbvYTjBuicDFnOBEesIIFiQV8yH2MM1R5DsRVC0vsDZsd1s0UnErCxm8wL6M16sMpjW144fmnbyqZxi2Be9g\/4XpQtbLRWrKDPaKCV6Lyh5GnGO+4sMf8bugItpPFRlQ4ivPcyxoJrNgKcGYNk5P65S1dgnmRIGFCRgvxAP7ZHhU3ciWKs\/0JocybcJsdS+vdyisUnvS2IcDyfZacIQ\/F81IJBgonpW7F\/4DuKfAiDwb1fr7RS340qUrkC3jo8Pnnu0OX7RzuZhL4gPSp4tH6cX5wQI0L56R8zzv037xePARqP\/B40O44lNX\/NMVn1r7bm8zvHtl7D3iVV29v8+xiAOUqDa\/Uh8ZUrEAG\/AOe+DAUuTmNdtluZEh8mKO6J5fuLwolgqio7vN0p1HT4rh3FYE8\/qbxKajDOV+uphRr9eODmyv7OYyjeAP6Rcoailb+HlmiM0qGA\/c9EQ3CpfheeKtpLVK+qJUW+z\/Zo\/33KFFtn93SUf+8rzlR4fH3dEqGlcgcn+Csj4aqtENsIP\/W7zdpUyziZ76suu186SqrJeG0xQPKqTkzmWl+6+rxgyJUbcsB8lWVe75mSlUOSH+GrNeuOhitm99Pxw9T3amZTWN+1urpOyJwHS9nrV7rEqoX6kqxILhgBmPh62UQnfetipP6Pjp8OyaubsctJzHkRV+1ztLHSqiqqZ\/Va718NwxnrW7bn92KTcx8xamF9OnyZfkgU3ScHj3aNc+srPndgOttpQr1kpVEl3ZR2XGKlOGWbUjcvtI7EBwTFrlnB8zOEVu4vVKKLk0EXyNvILDRruk5w7OkzktphzJqnThWhzBh9k\/4lZ7OGeiiZQb0oIKTTgRrlaV\/Aq8d6HW32Bc9\/Z\/Cd65YO1MfQQYrA\/PgT9acM1Yq15Pm5UW+fBM+OOFWX1UezWbsxMiOAp\/XO8Fa\/StaZzjsxMWAQph3X19oeEdItroNOqNn0G1X+wR958LDYNlBoNtuCxX1q9fH0XDAYGGjkvhvJtbmO0POfya+\/B2\/QOu+Q0E\/sZ9fbuBwsD\/cF\/+0c5RwBvdi5vH4cIPC3ibu393dlyzOwSHd9lnz1iMMKPa3Oi+sgs\/OvYZUfc58K5dzdnEMQ6StOBdcMNuvRuD2a7wAvh1xoEF1Ib\/427ZniF669f5f7cp5JqjQR78q3tNrfVCmF4gdqnjDWviBDrQFWGHL9mFUQdY0ZKXXa6xaw0g8+2BzUuqq+KodSiP0PLJ1fegtW5Z2mkBRakmA33flq2O3sdkgm58F4eH2fs4kRQQUdYwAafYn\/Fmplq\/91Cv6TvsMe6gmZriGQPpaw09ev22Qb8AUHzqYabg4X0VDI8QnbfzuK9G+GH98MGzJz7f\/8x7AAYLe9GWPJ32DxO6HRSQBbA0YiNqGDMXx4N2y13nTeajBUv3VOafHT5oB1KLXW5Q+9AGOidk4PgkxmEYVQcXBvtxi5C5ylv0uFhudcued6AMYWW8b9Rq48mx9j7UkW0Ru07aNT2No66MUIe1Ex4+5o9bh8Mq8NFR\/zxHOCCDlmcW26+280Ec\/TTHYrm6hPW22lMDBymf+pyrOZxk05Kwtk4YbR+JrsollJpsXvm5F7O2h6iv48pCWBI46h+oeoNYLow9fdhPKjdZ0INRpdZH1Q6VqtxiWtxx55YMcoN3uBx9R81LPYbVlp5KptIB8nI8CnL+r\/qO+NFyZ6okib9nhtPU4C68gH6aZj3TPnbDaR8Jg8ts+I0zR2WWSb21vcUee9XcAUSEB1+jr++4hn6EARHT+Gn7lHTBeOD5pQValhR+h36wA4UXlpbCmOAOLcGvNQ0ZiTvYxGKsGTyJjpK6x4ZYZii8mT6YCOtoraT7n\/RkgnTAM0vhhfTbifJcxR2FZ1KZIIU9Y2q11OtrbrSljSPJQs1ePst+qVuzYi7U2HjWrf89dmmXOkSV8eH36ds74GzjFUVQs5ZrBvV76aXdZsIIs+k5hRfT\/0qI4bRwFH6CPpY4zYUyFH6RbiagaW07gjfTF3QawjZ+gopN4dfpMzuWu5JgDofoWlJfW6Su9K2A3yHv7oKj9gnS1yH4Fvu3bnWwtbBdpoIk03P67Hgwkb17yzVvWKjRPhjlhU3bOCoCFPdCp5epuCReqFU2\/trhwaHD8AY634FOpiBKyTg7naFConKySFQ1Rd6Y847utLFiOMqsKRAwhXAui8RUQTxZvNh6hdeFt9I\/6Dh\/Qqo0lX5fZXsjlneMmUZzrUD6JBZAI9N6FfwCe2MXiW03ic\/zx4c2leo0Oj8ZBtUkM8UgBt8nRSFLRCdjWZWRw4TIwQBOcYEzYwKbFmWknRrsTU2JyyTzXRiy7dGdaG2kxMSuxwSFx58Kx7xLSkZ6TERufn6esmQyKajxkovmen57pb3sexYXod9yPIio81KKo5DWri6fqaBmLlydKFULT2u+0NEEV4QoSuGZ5NWJUwzqifLbyL8k1bSwVs35jgtWgg8fJXcldX1Km1lrLemqnXWfJacSa6j0O1kp4NPk4dqJbEgNLIea0vVy+tTuBXIuds6HX8bjLD9YMrxTZqzf6ou2nX8lKLYDsNKZl0hGJV2IpIdizSJwUQCmK3xyKBXyiiIzntRp7CQ3MMlWK1f4ZTFkOyfOt8fdfN4dmRbnXzhJMovyqBLbrtiapnNTXPWndjyEzDOUR5T4HI4Nvc22NBNG8aSdw86xe+iA4tbuwYJVrQcHm3oYM5eJSUK8NOxEKfco\/CX7GaQA5yTg8GPs3qbuwzBjWv2AfhDVveHma+QgBkkF3hxNRCrpbpAmd3sy8hVn7artXZfAT7Ab0JSX8jGLh4VxmV\/NU6IiHBU+slG8kMYUFtg+ZCy1jvrwU2wO2ebehxudTV3rd+C19J\/pCOV56WialhkYT5WVJb1v9p+5G\/pP6UEQtikcoL9PpxW1vu\/DM+gn6aoxfYGZR8r5ejATBcDEl62biXEqXBOCWX3nuQ5qy0eemdRwNc07LgiCNIJEy8fD\/sRQ0yd2cgpnEqpzbiB8M\/A7djNokzHuMc18up9U1aqf+IxG\/FHmcEwlCVHmIVxR5J5ErZ\/gXRF7hM4pqgzhNYdbt1RxAh6k72Z+Sx3ErZzz9qPzxUFVjFg2Li3SKSrUYH5MBpftttcVhEM07OAHVrfJbc\/91IHb+cOUEeuqY8VFLw3FAbbsRNLpCXgneZWoSrvDEwrQcebNcJoyQVcC4SfoIGduueTZYdSRScnyucy3+0\/TUk5cllYcikpNoWqn6Tl\/0+n9I3b67IPHsgNnQXVHymxle4+XRvJNprRmq3YSf\/94yhUdb98hTs89HlTeeT87NCWV71b6chj2qYfKsXYTX\/O84yDbx+bH3Yfaprvrs8g56uGwnSjm++dCTeW+glU+iLTlYdV23QLFEd84qBdRvHJNHqqyEjIfzyF\/UxTHpnExpy8KngLMlC7oWgbXwpeiYXtqDmyiWMB33XbEslblYfB3QqU9WLXXtAtLtrAIwAtVWJjaKe61S3\/c940YC00WTNCC291\/xRuhbmeVwt72fMV2krDWyQmEuGQx\/IoLkgIRNTWVsFVRM+utz+eI50nC4ZWubGtDii5h4Y4V8Huwr4VKwnjpeSXLrYCPusVWqVily3msuzkI2HGf7NhOmphxJK0RBYU73f\/pVFebnWAzBACvoxKFbeZPy7pFb61mmehxuBH+raZImCCeglQMfuC+mJg9pnwv68TwefdrSWN0dqhWqdV6GeyQchUxwOA296uJC\/QaNWhewPfdixIQkuoNVgliexwyu9KBMkS9Tob7KQdw70qKzG2HnMxrUROZnpnYtiJ2U2DMGDzg2h1cBgZFU\/dU+Dz8eQQXrS9m+NzVZ\/aVUWBB9Ntldy8q5hVUo2BfFZa0TKeQ+WphgxXhsPJCaG0ujKp78bryp1Xhjadu\/8ahB7uT1uDQ9jV7B3aD4ZMGnXOJXtr1hvvPz6cBoNZ0fwKr1rSz77Gh3WXGx3wp20+7Mgy7BNeyx5IUVQC320+0097UkymW7R08FIpFsNiDXfuLbRRrQkQq5A43UpaPkiLBLLRxHjPfm3CLIkmfD0fgBclwLLfRiBX4C8V0JFO8PoeSTtvEPIA5YklUeZUjo52dbA\/yxw\/ldKLGbWA5Uhu5xWNuOrS3tczItJhu8HvkhLnzgbzc60oYLisv7IkOdITgkq3oY10dtnwsyo7dL1tEmAP7T0g6zA7BM5yKq8AsjCL5rG6rCFFUHEn9AoxAx2S051KePKBr\/8pX4T5vl6yHmGZkNe50A7nMhQlfAzfCi1rKFHTzAO+5JeoHlPqQaFzNiQDmuqFv\/Ti2NDzhMQ6XysSYaWC3qqAE7Wm32yny05fIcbBbYVmNysfxeIfLAo1HdU1RKelX1lUpclKSUd5\/aEXZSkC16xlXBHlpVQWjarIg5SZzumLaZIcVU3PIk2LAqVe0WJh3XSSc9nEroN487IebE2C9kCVjmI6HC\/6qNAOy0+bTJL3IBnKRR61UDWme1juhT7j1pNw3DnLbPQuZdmJQTYJpWgYQBvAUAX\/r3pPkUQlyEO+GCFZieMjemGiEhKxyqvRoKNeXiB8a36Ne4sHz3Z929qwr\/MLjVPtRwRlc6t7TmZZQLaCiJWDPBl1dws7+Nl\/MRH98I3za\/Uz3XTDVin4VDp31qZSmL3SRLvAwwy2\/j\/3uJFaEIMmoKz3X2Wg9SDaiARP0XJi3WJqPtFKQLqvOBvV1EiWyIwTVnKo7\/KJl2GrPSy62ST7nOnt+qvbI0A\/oVqhD8KJ4qcMXfRwtnn9+cYLCll3okox5JWHwQnhOXCBb+qYmHB6B18REhSB5WecxwU\/FCgUj1aawDL8W04FAWYfCAfjNmI8oytsUujVCWjGsiAcL8LaYmpqVVHefLar5lifgT2Mg0taJEAwuhY\/HUxDKSREykO6W2AgyEKTyGGTuI7GishKaCgqp+8MYCko0Z3DS3dTSZQDW145Dz93f0ltsKkJzRFUBnHIfqmkujbq1SeeqKzTHYOQ+mDjlodmEN3MfTRTVtvKtxnkgOQKPwnXuFR1jFoO9isKz3cs6Vge25BTe676cuJS36snre+FdCdYJLnjdD38LvK5eYW0hGOzaoOOM5zkuMwaF3UpMfTmImiQ9sbckNjCaSQa3uyrJsVV8yOco3OR+Mual9TQw+Cs3FyvULSpfOgq3uCg2MnCVoHCrg5iUwuU+h4G7LwIVUE8XXmEYvAI+EAW7dV912GXwMrfW5iWnhhYQwEkXJhViosJQShO6vGghCChM3ONtU7tGBIWr3K1tZRdgiCks1X5QZUMnGfyBO95WZQ+E2EUcPmxxgjRFQUfiYsRgx16dSIUrP6iVA3v2WJJPcS48ZGoe445tJzbnXFMOF7v3d1yjWJ5pnI\/B78Q1tQc3vYcZx3gfvKdOCmvYS\/Vn5sF++FCdCGYu8IabxzDcHDcNl1rG1PCtBfwqPBzbGYy62StR+Fn4biysYdpQ+Dm4qs4Yo3VW0B3umpbTpOaAklrl+ffOxk9M5ZvnOh8+6nbrXrS9QGfGjtbM6q7baM24QTNCcE2+eY77XKsmjuILFMNaJXPMfTkGTZl2PrwQPhs5oAZruMBhrunK\/wn\/I6oprGQ2q2uS0yh83y0lSHNc4VqJGiVaCY08jTh8yx1OGph3zcHGAr7j\/MRe0HjOPEKn7f9uB2BIZXzo23e2637JrKfTZNc5Dx6zrXad3jVLp6r3vwzeDz\/eRp5CVnJD4Tfgx9tMA6vZf890JxLb9M8afjfy4JVuOal1s+gJKjQW0HP\/1oYm\/8tRaI5j276izQ3ileHwZ+7Stqz32zU9GzxYgb9K3AUWIbrwql93f9CZ9dBmPat61\/tb7o0dh5GuXQCGWdKGDRd1rHPWTmb1CcywI3Wvr1EcUxg43MEKMw0CpHs8afpFmtrKq881gL9JmlFZDeitAd7gwTz89eynGpB5TUWhsOE+1JzdigTwJ+47Sd3fq79FZuS+Ztb2PveNxCqK6yynd8I7EteQ4m0NjnE+vB3ePftNF1hUdR9NwE\/BTyb1LrGBPdu675C4qzv2QhuiaQSwOg+j475ddytoPeXD7q8TZwnCDVap1pl82naTWnxYk4n+3p5pI0kDpQVc5v53p2lMNp93\/Q4ecu\/rNAaEpnlnLIePu88kpsn2wo025IPu44m9oH2uj5PCeUsSZ4hvJUH7yFmP9kKsj3qLUrDw8imaCjWHxG6MDh7IY++ilXbQO5iwVkTmlpmeR\/EKM3TgO8g9y\/OQCen5NGWEyXq3U1ztHVi+BLzS7YbZfFEOSRZuE517pcn70S6QaBJXCxWa7hvvncvOXlftV1h16T7ZKeoSOSw9eZCG0ofFiMdyP6NtK4ZWMqXSlp7jczoml7UxM3TKET20vEg7vQPFSmu+CmWpEA0KmuY4LJdylI1Gnpjawc7pPmwNCnqyz9dXkanWoSxZpfQzMpTtqVqyZHSiOoJ2hGhT7HkTuJPuLoCvKg0yTpUDFYwlHqW7B+yoP04X99SEWfFDSqTUXTO2JNeyQ7yi8IoqO1+Ug5o6OEVao3JbGF1Kg\/zRztr2I98bmHKIxnsZy2S6U97lC2VM4e\/o7XRban7e2eH2tCQqJhPVL8uRzgbeeG7YLRMz9WJ9ze4lG8\/rz016Gqvl7CWjmFGrNHECgOMq0fu9xYJSp4KO7fsMSY6wj3YlKcpCTKvJGcii\/iUnGVHCP9gNszUyCffiyo\/KgWcYrMGzImN9KdiUCMjgKZFp+Nd1loFt1OZHomZRshgZ7IFAl0czT2N9XdX3+wBidFVk7awlXevvay1hzWG7Fs3P+KLuifW09rO9AYUR6JprlzkPfg91o+YKQaT+JY2+6J2oF4VV5B\/HQmSQyyk16pzm8BfoQKQRnvHYEYfPoV5Ua+dnKXECfhv9rj9jBNa9\/vp+M4fe7bsLGqa6q\/4q+IQnDTuUD22r0KiliVF2v5K5Z\/JSQpYVg2+ok1LrLfZDmlNiSzHUd3vWdcJlu4cZsyQyQz+199OKv5gytOkv0NPycdpH817p9pEBClgBEZGYFUcZsCFO8A71XHt61NaSCQv5uBuFNmwTzLKlkJLueLGl5LIXw6JnsQ9+0d4HL+fn8Gh5uvboRrGDzkxPwu7Sg1EJFYtiYB4t0EJAyjl0WGCx3\/i87TE4LH3cmukV0wfpYCJHfZ4XuZtMcJZCESmcJUAynXV2cMlFGy0c5F21grperDukIxenHVJpLeeYShMKR\/G3UlOx2EoBx\/F9aZP32WgJnFuAv8CfygdMyoLoovByELlZJ8NqGPU9jHh1DY07k4iKLUFwu7rIh9\/C78kt4IJWFzzgzNAIPor\/JG+GGRrNsvyapM\/ay30ZfA4Wy+Vd30sgWGEI56FZOhDI0f6dxcdlEptgb3kXV0pRqfVgQ27FEA3IescIWJts4yxXJueTaHw4O8jCoK3YuMu4snuL8FF0v6EXi8hdmyJdSlFAtdpPuTOK19WhFi069lpyjQGdckJHFN6MNg3SpFFUvxkNmnQI0lQrBgJ4K0pNPW0hs\/emmezXd4R3ImmaCoAgPFvd344GBmna4Kj+FO0abakB9pyGx6YmkYh0LftZHJhH1vdcESlaxhBuLqSmWIzFIR94Rb3IuQWF1AI+Io3kPM5F0JYdLxbORFsib6WFC0e4CjI5RsYrnWG5VF6JyKB00qthI1ROKlfyLCDzShR2uADryE47TOh9bbg8QAfOQKsH8Oz\/MGpBQBltr06gmiiUDpXzHuyt+fDnqCig4ZJhVE9nFFjjwX\/ST5LmE6z5qI0kkYGjX8A5o5NAaMxgj\/4rNtRJXlmfgmC3Yqd8VkIIln4Z16mwxP1ost8UZhyOso9hJMN6UmBLEUGPxSRbnDAbKIAqztA0mpIpi2sl\/BJbJjW\/nxojOCyz\/aTOlUTEulrZ2GJPJ05xW4cXvJQ9i+CCCokDGNEOmfHyZ6tKs04Bha9SIEhzVBEKH6d\/QpgWLHUe3EPfQ0BjhOt+b\/N5h3A7\/UNyId+RNWk20jnQ1lC4h\/4koRWtsXrwAH0ZMQ0pGM\/0lq6mgn2Dvoo4Q5HBAr5HX06a6rOuoes2KOzRt5O6PUU8H87TN5J6tkkIUERtk9RI4Q76egKahroK4Db6W6QJN2iUQPUJCc30dJ1eQazFtXmrocP5cJpeTZ5YmdGsanEB\/IA+aZbxW812cw0Rjgg4R59L9Exx2dRxFHbpDYTnzlcogHX6UtL8zhn1sZ6w1DAk+C\/6DAKzLJELaz8HSX+JoIoQT7sgsx4cYm+qw8KmnOqKlix0noAb2U8Rp7HGMw80YvBU9koiDcoZ1JlkZ+grCBgyS6ZrUkseotcS94T+A88yij9PP0GQFuB1UqXLFnyS7iM41FZ77qoK806uzP1eSs4HQJmmPwa\/yX6DaL\/CKi+hKP0zxf0ZNaGkfK\/ylAuGuYcKz\/AJRyYfu\/PLRnJApXaKq+He1X0S9tV43NaZmDzWCsd50U0LSZWQAe30A5\/20sPEkSDY0KtcKdWd1Kwql4WjOHderQKkUSfyLMz5LZgTnF+O2vkyXiAidCAOwluQdWM3TdaUDQbW6Gm4Lis6NFORtovSbp\/5cngKBz72y+Pl8Xbg7y9PQKRaxNzkhc777w0d2l810nKn4VwX7+uI+\/xJxIJUeMz1RtQPSFSQfdzxgDma0zBkASIqYGhfSYAxUrGEurm8F6+HFhVeGOXucBVLZS6uwFSG2qR7ouYx6HjA8iJNpC1EqTJqRYqKSow1Ht4D06ogctpSuvB2Lq6Qyytd7pZCWcuk89azk2yvKLwKxgLmxQ\/qKI2UylrHXnsUuXgU2dwzMvZhQbwN1cSMevrf7N5wvd4cFfPIJ8qBrzMfDouDqJnF2QsZMNjBMryW\/RNLtlVBzra9xWL5bsZcJz9kT0yOSswXtUdpuZK7bF9ZpklVxY+UE31vAt9Fjxg4JuLp5XISnlPKDJXTq4GlrPLFEb3qVU+Gl8C\/o3OWzbtw5BW6SPsmnXvAjKWqorIoyCiuiDRygmBtaEdxZtl0kl57rwn5JMnqSq5T5gHmuOIY5Yup8cJoEedtzsnYqyg3tO3cs64AdUMEH2LXo228lfKUYq9gxNeeR5MAV\/QN8CRuQRVoqlA62Bo5zxMuKqH0ZJlGyspxGY1M1ULhVPVX9Tg6bVO+nu4W1ZDZk17mnVUadqJ7OOZTFhzxGHfyAB90k9KbIN7TYsevc5UlZTYgmwzjjDr+Q5GyiBYQsQH3xOV5l3qmTYnrMhm7pIC5nJojrIdzgYOLvHCeiP2Zh6JRzyZ5fUX7KcoXYCnrVFetD\/tAQbKTzjhP1mv1K+w5FhpDy3rPam6sfaGaEQjL2vAE59Fc6SqGPGn8gjA4gGkJlY\/LoJ7rLWBVIBkgw0vnQxeLcjbBqreYtlkn5uDlcL5MWiuinR7Q+3vZ0dGcdIQonuKA7fHzO+tTmfPNMhVDHxb5F8t61vfEfWLmt1zmny3B+FAQDjfaZPv\/ZWJ5cMzeuwW2aXXMMCBYwGvxXQXo2X3SNV2Rn8T3FRdUHY1KRcCD5sV7s13zTJTiw9fM2\/d+tLeGutNQv\/4PzU31z9XVR8M+rle+W80H9hSlU26RX1sBvmE3+pabnFEOX7HrfWPIBX+CgE\/aSb\/e3T9RuTB42H6n7xRr+M4Cvld\/NQtBa6afEXzOfKbf7AeaahDVg25sVB2c48FD9oE+2Ce6BzOq6t+ZL\/TdhfG2pT7cXD8fLnBYm5griyP4K3PDwM2Yn7OuTPMdaDwbHzOXDVzjf61zr24yRZ2u3ASkzbpKDDbNb9V\/RdMBFPCQ+Yl+3UtBZran5\/CgeXmdv2yaiSwSMDQHmmMijaJIkxjOmla\/CcWetaCad76OnqwPJYDXmZ+bHx4ZJuuXlwgPD\/+w1+9lNQWlZe6t87Sb4yWNWZ\/D\/zIPzNW5Yrguah2Hp5mz845JB8pTjrfg5eaL83UeHoZm59\/E0jUx2036NYfnmrvmWSYo1uBNSA\/+rsI+aylkK0PFivJKCbuqVueflVkXE93yah5h3SH5WMV8bhxXxoO0+g8Os1qDzEJxODwmPoKNLyvIuSWBDw+JD9QmF+tmKodmN+fBveILNU\/YXUihIw79OHzQO05aYw\/CIEx9gosWwqy1wc537oM2B9wd7DMHebe8qLXPR7Hnd+hV00ulyEeK6r6JsjwXemG6sLF66mi9oluSVUbIquxUOk8UzgaDE1k0zb71Af2QQFWFJ4rYYnyz8HimtCsiKh6NzLwXZwEOy1YMnGuywowI4ouWD+Olecx3uHWjEE6J07jhN9cXW3NmQTOVZ3C99x0Mwsi6tcLgMXEeW09bWmBC4Zy4E1tFjfUEPCgewU0qV108NT3BB8S99fvR3Gfggnrkrd71BBfQsiqAdfOmxdHYIBFVgDaLEa84aV\/twTfM0xeLYEzkFt\/1bODxlRDuMn+x5WZ6sjpeitZIc2PrOvFO86bFmi+roAt\/bJ6zaMGp+lo3xjlXk6bqShtjjJtId0eAePBpc+uWc\/Cjblv9GX\/CfH2ruX6aGpzDZ8wdW+5CrppFIfyH+ZfmObOgwgsnfKO4eqf59hZc0Jo1keIogPeZv95qPGAzIi+aEXg9uM3MLdY7Hpj1H5vM9m+Y1y26OjTvQjXpwy3mtYv1dTvbNzZIcSfgS+amRTerRevHnIBHzQe33BMpMa7WtG1ceJ9mcAwCJ82bFlGjDP5ZmyzCBd\/\/rNZjcKX5xsKs91evFq8w\/771hMruafA1+Bsa5fuK\/evtc4kPi4wdcote6CJfCcoO83090n5yjDrcy4PFcNIV84q5Q+niHU\/Z2NsCdPGkmPL1+WnnzBvhyN\/+nb2\/GmeFXFPKbQbpZHWaivuWH8Hnw6ILaELtArxd\/DmBc52T8mwizISkQckYLX3sH8THKJbXomOa9rf6JPVtWUgfbhYTLBer1XwqBM0opZouC\/i00FhNuSYpm9O+AgqfEAHBBfINHIRT6Nv0gDmRrFCIPeYvtqJzrZP+ehKRUTg9sptMe1M2WsomJH\/aXdE2WmWy2msNtrOaQuOGApbwM5iZ0fTxTLMY4mcx7aMJIUJXXMDvwzEEXKNJTQN2ge\/BS+B30Ulw9\/DhSisGxeHKFqyi16XWGy7QULUGRqd0qHnvToaiDnNIXAOn8Q8p\/CPcIlxVwd\/C37wN3gZH857f00GgPNoprxw8u3Wx4KSrUtyiRLf\/\/+bePF6zqy7zXfNae3rHM59Tc2pIVQbIAAESIAwGSCMIMsRZEaSxaVCwtfUibSuOqCgok2KLMiioUUBkCENISAIJIUklqUrNdeZz3nHPe4337vcUNtre233\/ubef+qfqU+\/51PvWZ797r7V+z\/N9UCgFKaWuAsKwrSJ0gHW+Nvv1rcVzV29l1enO1vRjjX+6fDDlSm1X+PnDVwDtrs1BOgpTCGVPnT0VnxzlSJ5M4wzlrYyOVCooU9RvaRF2eduMDNAcpkVjK2RLSoQetsyr2s1ZEB7y4HBWt8a+2s1Ffx8Ff+r+IHNKIOiXFQNHweezCbNr4lGkYM3dlNY8C4m1IuCi+8EUSB5UioKxm0uBZA4wCQV4xD09nTztJlP3evflAwh2p2vNIoMFMX7UyaAiwmACMnd9inKCJZ8Dt6GP5z7wSuJ5hrGOYgJOlfsS7toqqfbmQZLyEmZgWG4SaZPtJMoo0JCWwETGsBz44O3ww3SUuSfmwOKMFkFj2xsum\/m\/hRf9Ba2eL59v32\/ery1+K35LMW1urvYX37B\/ZN6jcx3AF8EX5kt4UXTQUxQvXZkO7zfaoqWfK18QXQmfmf1Ico85roUu5KfVkuyDD5UbJXZzNY14+DlDl9ct9ebklYrDh8umfoamlVMF\/Wp5imzoXM\/nkXqKNmWzwBJqRc4XJ3FfdfBsyWUJWNAAzXi2guWddEVwXEqoU0tqQrx+RlJU99Dl8IIceCvZfPEoOyHn9FnvLaPnD5yrShDd3elnX2TPTIgewumtVxUDDTViBHXOC7sc2bgEW3y72wuPoxPauWMVzc7Ae1VDquqCe0Vyygke0mvKN5UXDXIrioK+AvKiIcOHRr+GhprYJHxEUidLnp2\/cK4YVn2+mYtsnalK4yTfJMXUHF7WjTTBSR6oL1VT+SZYkQQF41bZQ6tqb4yqUWmrnK6VnbIAZ9VCLHOuxk5cTIoML1dzGdYV3pa+K\/AoZGXC1ijEEefVNtuipunF59xx3oDbzOGh0KjEmEvWsWsciXUPBO2yt3g6suwYKAmqTmEZtkgXBGXgaZQ0xomQI4acHmwxNS9ZEe7GnexBsh1hnC++cOtrtu85wVkEZ8hxKj0cHiufRfuEw4eLh2e66rqgIc\/ik36Am2ovarPAjiOKFuBa06dNojCDXw6\/7g9IaK7Kj7kltuUhOgTz7EtEh1ea+4TnZHuEmMvHrapfIbPBLlLTCEVLrhOLQpyTGZ\/RDPQw4JFY5V6YgLO4wx1uLX2K+qxofYx9vvoCuqdqOEkeDE6Kq9hdlKsLYkBeyJbM02tKHBuUn\/BOkKY7GT7gB3RJvBo5MkNe4XW6LTztPsbTudvQopzhkghznReEhi3YQ8Pbpj\/GXsJeIncNCW8zgiTH8S3wSv+kyMHe7Lb01Yh72ouw8R4H3+O+h3yCfCJ4i3ya2Ju9kHK+yl4A3wTe1ABL3v5KzVY0u5PEuI0UOyWoa\/Iha+kDZZeChvdDFSgD7WbzjIJne6LCYxapyRzzF73HympAt9ARAjr+J3K0Ai6zJQe3+0ekd6fo4T3VNZZm2gM3erfrAlarJLEPNSK3ny7oiIKP+39oQCp60C9mOHit\/xmjz9ARnYKXGaQrBg77v2GciiSOcqQ0A+veHxmnG4kHbdCjDDzsfdxUtaP2Wx7EuwhY8v\/awIJ1qoKC3xRX1R4n57x6Pr7FZaU1iemUsj54uvc9FVAgr1NBgDpqWb1HCEEoDkzWDshMZgZg8swmO35BIPa5iXNSo0sO98n89BINa1bU7ZQoA5yBBXHAaQelJMHYdghYFEed0xRo0gTP438Bs1RykyXOVY0KpO1czJTMq507YQH2gsv48yE63bZstB\/qtuAu8BFUeWrrXGGAFqMOm9EqQWWZADktpYtT5QpLivrxVxlPQw6eyV8Dc1ZUZJtpBvACA4f4L0ETaog3KHQ+Afv46yDWQRBXBBzhH4Y2ptR4HriJfxTuEMMutUNDC3xwGf\/hHfeknnQhTzqw65XlIf4SCErqlBeA5\/KfmPTMYnCpARPXT4\/6\/+at\/M0QShTUjadHeQFxTKBpaLcf\/Cx7Kyo3pZWZ3S4lj+1InElyN1z6VpBT0og14x6I2k8ipmoiQWCyHwRSZU0aMCM7yJO23JN4PvgD8kZih9SATcg4sjPB3mS7QgK8hzyHyCtBmqzTEVcE4OgaQPCrM3ukWhx13FT\/AKJl6EpNCC1EdUiTQpuldE6D4jxxWuFl\/UBnSmhy0U87Jdj2lkXhBkwpg\/usJCHT4OJ42w5KrUYU2IR3fecH\/gK7moDTaDkjpfOMC8A6ejyb9HGZyWlpPTOY\/KYBRuhrmaM7na52ch4MHZjMF+rXEXARnc6QwvUjFzyInp3ppC48ZYZi52WUgwR9IkOyHsgCqLmDR0Gf3g3dAuOSg46wNPItn6Z4\/RrXYZ0BqaIa52MVL8AKu2iTqmTD2JVhwjb3xaGxzU16cXoVWxgGw5bmOSxHY6+MXATeT48hx2ri6wQ2YIB2ekKVcdAF4EP0JuQsGEONVL2wrV\/lQkAI+DB9EkIJaNXsvjvo5AKa\/JRhBJyiA0gSSgvhg+N0UG+DzHeariZnv6gNvk4ldDtWnUlwn2i4A4lDBhtiSL3eF+CfqIQ7sRdep\/5RJQj4PK1fQ6TDBDxEl6GQHhxSAv6Q3loDmBPgUfA79KeQQlMP6vlshoJPgPfXS3qNoCM3gJfD3HqtvMUR8HxoBKVjaInoVs2cVKH1vY7rjiJEYrsi8uKx8Xlh+NjBlLpKsXU7dF3wuDW1W3HrG9dgknrG22j5XQm8NmclB7ZbN7r5DCsBcdl0nO0Dz4LPzmCpVAJUzQ9CWhZ0KoEyZzgjuoE7FwLFc1qOw7IKhlHZZLT0g3IWcxuUTeb1\/PWF14OhhSS\/M3fxeJuvwNU8I4Mp22AQe48CVupxZxCoYHkqSTK85m1GtrroOy9Ryj6mC19z2nALowV8lYYnQ2c3Vboi9d1LvYOFKNDvqpHIkT9tg4j6pUeEh+jMAFr\/4LF5sQT2zszueoV\/rLvXTrfFVN5Jg+yZ3abtBrvBfNAsjxHfeOuLTjBf72BgOoPZczLvjLLlcxvVgypLRrYoeuEa6LGxWfFzXaD1mSc6TwFvc2+BjVBFAWolbQSWGg4zwxJuWp6XCsqb7Aoc9rrYCz3SKmGmtncjeEwGZqn0G3AumqVsUc7hMCeP9j+Rby6f33rMjAqVra6gvOPUVmF1GfVknKTNcnqLgDfab9ICsrxmH73OfppaRErLCHiL\/StKywgN2E+D34GfzeXWqEjHZ7JeigMlRjT11s2whY7qqZU5dp2OSrCVrrltPg62B0AkjTOBBq5qu0aeDERZAHDfFgCdhKJM9Tdc2twUH+w3EpgcnG4u65il5RhskKppad5Qfm9+4J8LR1VJLzZz3utuCGH4lAsXDs8DSZ0xvrO6LaaMUMKLqgjPDFpU8UbYzinemIqgpxrToYejeWxly2tNmbaShnQ8sNg94BPRNM2CVFKAV4Djmds5Xbr0FBDgyfg1zZ2MyaVmc0TAAjnbRJnI8hkfrOOa+4g0UKg+oyOG1T\/HwRm80USTbnM46cTiYAWPmvVzFrvv0CS\/D3+g6TSHElPwZfRjDUC0q4dZdSL9G02kEdLIAyW6r+Em0fPJfWdyF61T7rc38OSLzsBD6BONSVc2hNiAz8MHULNBKxsHKcraxuN82+aNfpXkUme4LKTIpGZVlvvDNCVxKWO+CdCoI4sxGHUqsr4YiK05yRnYrrYCGknBfTi7m+tptstgqdVUFY6LTGzYLPQ9rXPqmOBZvO2t9Zf1cH1T9WHKIE10GZwq440eU22EZHEOjryBrFhR6SiDfQ+5NOz7yg0bcfOCJ8F2nkdjOuLOWwsLnc6Abor9UhB\/1gT15xDh5lQhILrARtTaRBQB8jSOqRXnxDwvF53X1yUqlyTxhRHUW6KQzuUETs9MoSOt6dY104ZHTJFoT9wEjNDt1k2S2Rkfs\/z6ueopiog5Rmd0RMWuToD3SKS18pWVnTpkDpvp4qm5XFd4mGW8eHXviJ0ugWFbQb+DFvUL9C3JTHIdWagbvGdvpK8MDnSnwj0zg9l2fsP0PnTQb3dCtCCI9cVlqo06Lbl4Am6ksei5gcpYIQzxAnh0KTsSdMUix0Qe2d2ebRq63d3rvSo+gjzV3Zx9bCqJUqhF7MomnK1C0BzNurAAhcht5sEnRzPikI6qerDeO5NvxaZMjJH+6TTRozVvE4yk3JY4zHE2qFySJG45EZUm57zCytWN8anBtu0Vq4Nlm2unRszyLraMgwF12OOAeJ1mK9YG9rc2R6f7sT0RlwUpQ7Uno4mSAWy127SV7kYNPZXVfUiSxNkpiZ3MjS2ZdcoYxbeWx0Xv4ONTqStrZ1EkITDRY2oEZy8c1EiNkqHaRL4kbDprmCjp00jh1JJKF1I4ZUklU2pTrAvpKo1H5VrfKWFtOfaLGGWSI28boLjCLi+sKSoA+qoseRIDVWjidInk5tisKkXyKqWy1G4Yxh5wRsqMp0AlxOZKp7wsHU6KzPbzMZFJabi0ilcSjTFuZl2PpzUHhjmYeXlR96CmTfAB9OZGRtJ0ILNxNQpW5l1rGmiC6W7bqPvuKFhB9zQunQRaBgboZAMKjbTFGcECrKDzjZ3ZMkA7c2sCVtCJBlSY1Sm8n9d3j50iyGAffEjdkQG54wHaMfVMGsHgn5hHc9rixHcsiLnmF8moXZQF1VUGKq+wSfiAD2YlO5ulF9M8Y1m1TnM19ORgLRuNNmUl15AhUgO5JXUV2yTQZjXIrPXOO1stZ0au0vFWpi\/ANV+aarylnEyQUoqMyhUYU5lmbohUoFVfjJWd0qgyYFVB2yi8QtoyIVU5YrLGAI0TlfKyyF0ZF9plhR7gXogWl03ctM8trsFrRZKfPFuZXCz7JWnlCGIPsaZAUKbLWcGHrYAdQScGiRiQBidyBGPh\/EK3KDUN3iq5UpgL7WNvO+2WF0RFxsgLHV+OChBxg2l\/qUmzLKicCDa5DyKeMuiarGiwUY7VIiQBHDe1OkLL0OSlK7yYEONhQlMRRMpUdCRcNSwJyylqzvsK7\/ZgPSbuSZngho8hLeC4dGRGcMkhaZmADylsz1Ho9Tqeb7wgMpQLhajkDYNyr0lhVbG4KNCQElK29H6feV02m7dQIENAEQxbZE+75uXu4e2gaxve80ofMq+N56pO8LxO17a9aX2ABVXkXSWeYa4s94KDVav4LHArtDRr\/CFG8D6FbdQYCCCClIK6gDvEjaJNuX9eKIr8OXTe09TnpWkGbSlgh4OHy+cVqiDK9kUJDijmgx+Ur83J9pNC3S5IbnWWhWUuXRt8oHpxvgVrf56nA6rLzKCRL6jEEdHME9CGKWLgY9WxnKoOhqwndMrAUvXSXM0Xbe+JIJY+BZ+sXpS7bCpjjXURAq\/6lTyby7eQYRzl0gHtaTakkWlzcEv1nLyCWmQKqlZJvSY4WfZzd3m9lzZBIvgKByjXUjJY+n2PWOaBovx0biINtCaZHYmCcTXlgxvk63JZbHo2nR0ygiIPK187Co7Jt+cwblDZKioPHJHPyHdO9P95lQAp+KnqmtwqAZ2vJAN\/Wd2Q1w2LhHIDmwTcXd2QYwUDLT3wMnlLDtTOPntCT5nkT4\/KN+RefW+DDLy8ujXXFozLMqRgioK3VE\/PXRIQ06xkCG6VP5lPEu\/WWignaxKKJrH4Bripui0H9U7KIlMPQiapv0moqJ4OEBDJl+cwaUVDEILPldcVdea2dg7v7PmBqOcEwAXgwfLVRb0r23GTTPL8l7rhT5V35q5bESu98\/Unu6O8qUAFYRJfD34b7cH\/FbhlJRMQlzJPaBqPyCDR7dOiDGKL03QjNScfkQ+bunVzYC\/EK36Z9uDIQ\/PxzFor9T149fTgiJsp2wlKpscz8qo9hw++xmvyKOWgG19TNfcfv+34q4\/f9jSwDx7ECVWdLEzx6mU1CTub3hY406V4NBuD9ewi6vfHwZ1h5m+U8WC0DKjWGduSy4+Pp\/WeC03rZ7NyCnHJ\/KPzrhVO5aKxhPZMd3glnsT8fQd8KALWNOGphZGrVI7VFAXXo89poKjDQalqNnlSz75sFhDwZHSnBhJTAycTblOfLIOSQQqG8DENFLFoQkg\/is5oXRILfAGOIWomk9uaLIzMxKtWQaXdTrd7Pe\/Dtl7Y2RYI+ecHLtQkTxxBXoBIczkzQ1LC2ptQt4xHIeizE4OCuEy2tc6bykxfoBoTkqCFXeB97M3D7GlrM\/nS2pzOo29jHQVS221SEIZq106PAdzw1mwlFOgFtt45mR4vaKOa+2V0C+8MuWndw23tfajPv4+c3PWAr3ksVwyyVa6LlUDt+qbAoKdycvb1oP6lboqPxa\/ytnGAs3AezHIk20XReAY29ErRcgfHj+pTxXq8oTlRYAFJBoM9cK7E7V3iiCqtH3bpFB1RVsz3p7NdsCtk0IUVaaTU+HkGdjfa4Fh8\/ejH7WEi3aJcTGe0BlvJpvXVq\/3vK5u2W3AmsikF3HDzaDjm1kztXcWcOHoVAd4MGFWJOyc16NHED\/0Xmlbsy3lF0f7kEHwOvJnlGI2PMJ\/Gbrs5tg3cINq1ywbqFjmfX09KjhraulABeC6e9ks47dNW4jE01zkGpbBEVRUYBG0oKSDTUtMAa7fBU1OJJ6K+L1Bj4qBKaNHENLJtSvEomMXd0nddA\/K5ogZ4TGUB4tJD67qyneSi3kvmdGn2q9V4PjFVwIOOENH48iF3wwyu7fUXA+o1pzy8iEsu2HBKV69XqW1IbJfyvporNsF2HkBeuHg+lhtfmXoC5bqAYdkZBWA9PG9PKVjOrX0LDKfuAveqa8d71M1pubUiN0iqELsoGcwk00pv8QfCRwrifKKLy3VOppODmZVb8ELZcD1ZVYJvKl+ONYSl9PKeBlYqMIhNYcgTqlLpTOyaHOx5aD5O\/Rcmz1i9Mr6xbBaa+\/BQeW1B+zL21lRvtipdOF5MRRGz0EXD+TAV0IviyGde0epE+f6UUqIRxiXC7f70s+f2t8Ss62atrcZ5gVszxDBiIqICjnJEvIownHPm+vMz3rBp\/PnsBmtIU85iIPZk+3MDOoobCbuyctwa6ZtDlU\/bdatggu05vaekmXbhuMKlTE3I27Arg5Jmqtii082oIkp6fow58Zf8UHkVJrXzZ4Zm2KfWNmgqnIuobgQ2MFimqJUhzHJfSdlWAzhXOcgrlm7RvUUpx2RBMhvmTg9tV9pyJrPkVDFvKttROQgkdkqFOKgYEspIEY+9XSpI42jKilzAxaI7eLw8UdUnK35Vzt5A5khid6e+TBTzF\/NOySqTYjMwU9rBUgbrj6oHznxTfYOfM79SxttjdfHcw+KR9PK0uvBoeSFdG4\/KPixk0Hto8\/Q4BV9V474wenxCnR08RNNAt6b3RDfGzbOsDkekTWnjRn717+Sn+YOqJ0YuZpYO7Qa\/2C1RngDwTvhO8E74u+CdO78z2lM0tEmAi5SNKFQMC5RHCCmNpda5GDVyzmvXhIuplQaOcUo6rsfqlwJV55a3mj6eg1tl6temJM0R76btxkgIYqVN1kdFVNBA4CrrCpP5SvSpYYGyxT6e1yR7LMA4zmXeWo880rBjkR7YhathsVSfLfufGpuwIuDL7kuNl5oDPjjmf2jslsrH7Fzp5N3shK\/ZXvzMfaDrpyOL5bLs2LH05ZmyJOshhya\/oFmZsl6lNNeJGwaxTO0JXFLkMtFCu3a9DN4KKc5wW+69Eax7a2PblTlerHwiSB1WXjB+SXo9dZrcu\/0OcE4s+9ehw3xafowrGoG+VDCr2+F1nyYq8+9kgbjF3SFegO4VTfckcoYv2cUyBAeLJSNdu2i552CGnbjAGv5y48kmVCptq9yRl4C3erNjtIcTEhU3pttWhE8OR25mfHS1a0KvLZJ9g7qzUl0XH1jtJK2hHu\/RbQqTqzUGzYwpzcZK0Z5OpSOrMiqst9cyZYynbHUG\/yPD6JRXwHK8ln1R\/rY3aCr+4agvjPdK8Jrwc+4r7ivhGusG328+jnLewo8L6M3TguD2jcHNppGQPF4AH\/X+\/Qi3JRZTbv\/GLau\/lfTN1ubYnkpPoXF7w\/+az4MZAXCDl9P7SNIc8p\/Obtbys+BBP83N64ovip\/XEdxntOpoha5V7fxc+p7k3fg5+ObB3\/dvZyezprnLXqNWrWdyc4Z92RX2iPTkp\/DDxTFwUDp4B\/iimsVPyW+SY\/eAvDxbs1+MjUrs5\/lpFdk1\/YrSg3u0nxdJba5mWMF1vlr67j6RZdad9k5VFdqkunLwYmi0LhE+G2CxhzxdLPsJQuhoctgcRLu6+0cn3GkUc8AKb6+L0KZP4lW3LfzqHNoWKJwhN+mn8WvBx7By+6bu5Sc9SYj7ocHz7BEUguXpL\/mv816H7hQNcXX+qaIvHzdfZTPln5EHwyvpc\/TfpF8WD5Af8q7T\/6D+AadkHo+RoDepj8KcL4A7+bz3Y2o\/fI64nz9NX1HuBT6JEY9f3\/0gmcexO0ZTyMyt4iHo2ZemT8bN6H7wg\/nTxRq9qjpIRuTJusXAPv8PEv2SagP+Ey3ogg\/u9h5OJJbanY++0JhhB6p9RaTdVeDPPRVXS\/TJpquJ3NZhfBItFF1t0VSBTKa5kiWT52CPaaMyT4\/QcOEh9kTzHGc4SPegRY6Mxw3OwRzt2yHfxh3VDMZwH8IwQ2IJvF2MU94oG\/3njUNZocuUcMY00lXvODd8ZeW4XO8m5iFfiNmG3uv7HhY6qIGYhX8EZN4tiXYlL6zJTatEODdlISYOqM+wEgWkF1wn34ULb8YedjktEcZjGqAeDYfPhozGsIuXcYNeZIvyCFUoqPbtA9\/v\/2ZsOlpM2Eq71Iw25qBq6kLhfF5Ju4a3\/RF6gGh7Fx\/BJyEMB2QarhIfF3KdU7zKGbj5ZvAu30sHR+1VhkhrAjtD47o+2+6S0OR2Tok8Q3tlQMNsKv9KvoVyn9gyq7QH1yWpqsaJuEPPu0oH4LT3bbwPPURT2GJnGz+GHlCfJtvBFfbbrGad3UIj+wQ7h5ZYj9Zchef636SCPI+fg0fKQ88GxP9coi7LMtZBN8gFtyxvMRreEd+ioU70HEOQq6aboV55BdH+LfDG5OWSlst6L7hQN0bre8k5IXFcE\/PtRbyt34UV51AWZ9E5EmMsC5DScd3tSTMKRMB0+6L5rFjHEX0MtVmKd6vrIvB0\/z8n6piKVaP4greF5tgpWmDBCri3PNwFH\/fOJnIvPKTmtk84Mt4EXzCNSox78EzLhumSs3tETCm5sQ3a3kuT\/FDcMa30OF6Ovm0ylnmXeVa3ecEEiIynXRdoGpRQ5BL53AdF2FANZS1JV9w2VU043eFRSYcq3\/5ecJE+twBFw5L0SuDFeoNrKNfXVovtPhzlEvxx49BU1DnQuv6Kpy28iFym9paBK5RQYHiObqp1vVQKNqX9tCoS15JmK7JTFpuqmAdTxjpPdCpmGhoZaZtbn4a5BDRRGskKrJ7wtgPb9G21+NTcZ4jOgW+1OiRXUMr4FCkxzmK89XLwj+yeUmk7zsXZC4mpSTdwJt1GXlmiOQ0JiXVzqUKkpUMJ0z70jbZeEYvLSpOuA1FWioURafRyyDmryHLshm2XJUh2gkBhOc4pUMlobEdUzxwCvaqCA+wJUF6k3zQXfdPdj1ZYYIzlLd80sKYEVgRQ5gRXi20ssPa9IBTTrvt0+Czv8yndo5emCNry+2KqOuD1MYcbfi4itc8\/Ge6300TjNr5RewWrOhIqf3SeTpeZFq5SwJ9zfl32JJdKp5o895g8zNaIxIheq46U073lYMHtkk5ddO1x3miTaUDTEWvlHU+TSB0tm+Nv893gQGnSU2gqVc2m2F1db4jW6f30aFVZj7WRptx5eackcLV43D2rmtEaP6FO4yk1Wyr0bb2viuzlOtdMGecxiBqllQWfUhgFlTOUO9q0VEoYFou2VAhsOmLniVDdeAtfQUWy5Faqji7IpqFGVx2wXQmZwyEr6tZBGyQuL8W6wEU+vdLdmy2DIacmaV+wWYHZ1njOSDjytl2uOxXUgTQoqpqmLNolZUg1FGCeamuqS9useQZFA7SMriKnYuRkezgiaQRHOWqdquf8opR2+mTO\/DUXDxdM09i1Z2glkS2if2T9YAS2xTKhYOAP6TS9wKhJpy4wBraUYpYPbFlweFZZdZpeEElI+CwzmJTXqEAZQxn2x+xWTzY2O1f7QnT3n8IQDAIHCkXhWIwwQxXmQKdf9yGcYr6\/TH23TAXaiCQYhqsyK6cUMAX762JeA75lNtgy\/Cs84JLg6lve+U7PvrjxCaSaUoRIChg0feq3\/X1kr326RcmZ\/lYeDnD\/SHY\/Bz\/J0oI+PvNtfdXoqCLWtEHE\/r7ARHXBwWpY5yNICSmRGKsSpq2VqJGb3OPgGvHyLNfxRbvpVa0OvIqDveIjWeUNYtb3gBCo5YFVcTBXU5u6fBBmogpB2MIHAvBe7yMZvFxetn1I\/x4ZhyXuhRY39S4GzrK3Zf5xyuFsHknYAi\/lX8x2kpOTnBfc8WcCpOujm9qqbBrg+\/nnsqSExsdZZopAVKNGm8PUNjzp1+TSl\/E\/zpBhrTJhoOV\/b4pOcon2yWbd3xn4r4nRVmfZLOTzBmvDwBv8A4kERvknSEPt4eDt3ovi7n08QAflnsIlmz5Y826PjZDHmec2YEUY6vEb8hYFlfdzsdqnH\/Oy+kzrce99I3TaW2AHh6sM7PWvGoM1HpPZYs5WBMzxdECBo1pxcBcb1SNyN2EKYOUo4DwYaoUy5tVsmx6bG0abGFdtyYwhYD8HQxFWylUeWGXPHcawVC1jlF\/4VEYKE\/BG9kdDU3szaATewh4bOoArqOvj88mgrp7BU4tr+vJ\/Yr86xDkBdayPgF9nnxrW7XvSROAx9pShc1gjiw36jgsWKmaRAQR8mr16yCpI6lzaI+yFQ98iluoArLGjw0mGoGYOuJ20vSL1NG+bXTUEiuMK+eA2NhhOzOaA2R381Q6r4XP0qaXVkxwmAwjROjHXo60Sa8DqdPkRNiocdSXHvJ0OPXAj+0BRJ9DqPBqaJBkAYuBZ7IOF1Rh9h015F\/3RwtWJNQShtrVn4CWFUwzXCcge\/Q+5S7xWaQgY0dfnThLfaAIW2FdyYKhf99B8kN1dAlO\/mxb4ObZWTnJ1bhKX\/07+oh5S4B1AJwd3sm+WYMdJjGtTPQG\/yLLSEJtRTsCVbFQ6I3ilCTgofr+wDTeo6SQn+O4CKyG0XyUUHBSP5yj2xmqhnpxa\/vuF1wPTllSKgKb4zUIzkgJGwO3c5abidfkaOM3\/tIAZMaoRgn\/Hm3VGRH0nB1EDCSb8B0fA23leKExS6BHQ8I4UOAd1PyH4gni8ABVp1f3Ey95nMrsldsn\/6xp7Lf9APTOefCJ3CeVJwNv4n2VOE2xgCH6cf2TyLa1N4ZeIczsoT+eBMXtv5iY8h0tdCROK4V3srzNUoEhrAX6EjeorTdUOLMUtBtAHv8Y+P3Ruh3gHJ7HI+vvOwCPiDTlc5oW7QsK6hfh54nRWhjr2e2iGgjPe3ycsRVHFXemDr\/F3ZpfOdxGanO7WdwwC7uXvzoDBnqmpI97rkvps0LaUJODT3ssTkJCgbgn6kHddAp9gz6i2CfC9m1OpiUIeAdi7ISU5rIes4LD44fo0ukIlVHAn24Wdv9PFRMGaeHYuhqghWe2p2+Bfz4DGDZNTcEF8tnb3QOvX3qmbBcn5JhayVWd7Z7yPZ\/UKCIw0Yqv4SgKmvMczDfSqWPTBK8RK5iwoJ4lJUf9LADpDwJ+LKzPAUWYJA4W4PUNVc941koGJKYBelcGcOzdTZQTs8\/4uNRFahQ0G\/kDMZ6aNLgapnpWIg4fF51JceKY2GOZQVQz8tpApG3tORpIaK0AklhNgJ3QPYi9dT5X3cAwTcqU6T8CV\/ntjWMBW3Qq8278zhpvUgCU17TY5yL3vS+GYJ3jaCK01ZuBR722JWiOKzeiobmP6tPfeBA1QUPd\/nvFuHAHFgrrLyXpPHaNH8V4b1lmWu72ficm617EtyWt\/Vi6S2KbCAV\/iCGihYuughju8ix2Ox2TWWN+FrvJGMU1tZJwATe9diaVKg5LXVlriQgI873jMpA7qdt6BuCPGY9KyWGkKNsRrYjoETcPq7uh7RDKGJYOgLhICT4j7xqBuzEaTuYWsvysEfF70x87TmioOnhB31bR8hWqM42Qe0vRW+7AEDSefDv4M7IKHmksLIjQBpb3pmSlqAm+WB5RHU5R6LbTYDD2vO4NEPKttNIy2xAm43XEP5cUo3FpYbT60mmeK9WyPJmEGzuw7gVv3kw+CSgHwCJV7SDeFjFtYKUvjliGlMsJx8AvwpydMmp0UVd3K8lr41sg5bC2+CmxB0OjLTS\/WPaQUlFWuhiVAiZYpLP0SsFjHqKiArHQs+qYIiCdLCaoOmE4CIMpdEvGZFuuAyytBaMkQKzsNQwX2ymbY\/WXwEeRFpLLjCto4U+5iIZeNSSsxxKtzWwLyPN90Ki3BY3s33ePtJ5Z71bQ50ADlk+xiUpg9EmBe7TdUd6hLu9JPU5TpKvXKjBb9cRrZQrkytEU5heLCVteFh7M6CZjo1liFnAYJJXRUaa59VElkOCKqhI20KymV3pyjRHmCtey0P2fl4uGup+c6XTBzAHWqqFUGLd95PO32OKGGLeNtWZHeSmKMym3JMsVnwHQlN1g5s5rp+QLkPoy8dmFlnpcK6zRWBLwRfiOsEK0QFeBWeF9YP+3qp4gD1joXgLfDb4Q72b7vENPVZMlDwO\/C42F9GVpDwW\/CR8PKQcOtYwT8Jfx2WJgQGByAP4L3hJPn1KXMzOQeOpm4T6EXh9qGrNQ+2I0+E9apdwomyaLJK+qsx5vQtSGrgFdTb9+Lrgg1ZMYiCt6Jrgu10BYo4Rh4I3w03KEaEaggB78O7w4tQJbWGN5JVuZP4d1hzYapc3Y7\/ZcEfAY+EErgOQMZaKJXh7UjiWAHjCPgfWgpNNDTEofgdifxSJswB2dW9OCmrAqgj1iE7NSTwX+Eu4GL+VqZ4c\/GRpJzsDWG\/WKAcp7WU5spGIimay8FjojAcIZZ2SAiRMD3kefblk+mrlC7Yjv0Cp52YZWBuIvbkko1Dipd5HAwGuwDP08\/iu2I5Xq7zEGVQVPZLX+tuj\/C3S3KIgtF4AWjpvF8GWipkXplMEd3xdeUzsRVNXZFPOww8BfANgYUSm59BwgHfwFkQxYZzmSn19ij4Qy8HNxajNt8NueNsLE7YmJKQLx1UM721VTFwGzWatD208LQ1xDDtqQDpZpjmuUX1flgsIhDn9qgtVt7bjeDvPKY5nx+tEuEckEE88GhXaX4cjsXten9\/HI+fHRDbrnZmQMrvPS9yy5k881GS3sUByYKcFcTAiDduCklQtT1IzkuK4O5qFBVbSvPb3FHMtNcjA\/BUEXo2uUnn7hCdt2BcXBP45R8YlsVCmwP00E\/pmAlW+\/rMqiUSuG4cDi2gPT04+x4NkSD4XF978l1m20WRWrdBSFLo7cwx1KvlShblxoMxxdXn9CoLDBElTSorIKySKHRF\/gjxeqFr55cecIDKPQbIYEs8jznKId6FBQZTTQysSrGw7JA54a9DaxaoBkFo0DxcZSwfjMuY9\/NrKkEJzc+DXBmg+nAa+zbzaYzsH1tJBI5RtnRKpB4zCo54mcO0KWM+aKYbVA7681mfr9tGwR+bcFGGfCPlX7fbYQZ2w5y\/kirPxfP25A2jDy59oRLkwHdtg9dR4Yb7kKrwqsNMdOLKoZ4zhASDduYjszeYPoA3cWYXvqp7mwZjucg7dogUmAwA8BTPVCKqBP7Qwh5G5TutyvcVnOnx7rCWlpcVMZUYKNbEsaraUojPR0Ao2+WtQPe1U3wtl4A79DNCHiX\/puKGEJq0t6KXpSubhKEBHzIXS+N9idNvrfaTIq6FF574Fl2KOvJ+SSVOsm81c7B4+6ItHaShIMY7mQcPfDrVS5RzBHsUHAzeEvlFHeASkiBdq+vqhwbxiyv\/\/SuCiYsMERbCih4U6UAkh0xthRE4Bfq4wJHeGk4+LZ7dgXMQkR8jVMd9wn4CX17xS0jiT0M\/s68CEt3fq7H+\/sT7BoDNwqL\/RWQwejkcJz1NvJ0rEbnR+5U86QstvKNi\/BcZD0m3EIajn8YgH2\/CIJbx1Fj2vkihOEMOEHfgYZl1rJZwu2wREjWllprwmWMGunsuUiKtImqFhcoSr7vBeCfTJIHemmBp+0qEk053WrJ+kt53UW1N+rAcOEQOxzjVK2jjcaoW12Z+XI6DeBc3n1UgDwJ1pC7KdZDlHc3g81Coc249GQVmM4FcDG9++JwCE6monJnV8dTOXnCH9furd7IDpG8No9SD\/EiAIR7yhfN4W5NqkbVAX+KB4F0OlI4dvpRksge2\/DzXfNey0QK6BkiVCTdDHgQPAVgOlsC\/HznV9M2HITAI62O6zSiELDm5kKu18IH1lzxUaNOe+Bl6CdTCkHQ8kz0dbnRB+mzsQCvRO9M3STPSSf7rnp383z0rlQZD2swO2mQw4sVU1OFLKdykmyn2Ob+VuiqAsYeRKNW36VB6S8p5FoseCq4jx0gblNmeVViY3hiVkVZpayvR96APWK\/XSSw0KYDxbg1dzi2S41DCgLB5JQf7MFZQGjLtcNONQu6BWHz+UxhSlZIVU\/DAtmojJ4rRNbHG1KV\/hhWjIBPw5trQxW39pngPHpfsFdShKqGmqLhZreJWtPLrZC7rAEohUkIGCcF3QJ6GlxfNF0x1lWlh3HVp5hUjNAp6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type=\"text\/x-nexus\" class=\"_iub_cs_skip\" id=\"nxe-mount\" 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auto;padding:0 16px;font-family:ui-sans-serif,system-ui,-apple-system,\"Segoe UI\",sans-serif;line-height:1.55;overflow-wrap:break-word}#nxe-nr5lr4on.nxe :where(*,*::before,*::after){box-sizing:inherit}#nxe-nr5lr4on.nxe :where(section,header,footer,nav,aside){display:block;margin:0 0 32px}#nxe-nr5lr4on.nxe :where(h1,h2,h3,h4){line-height:1.2;margin:24px 0 12px;font-weight:600}#nxe-nr5lr4on.nxe :where(p,ul,ol,dl,table,figure,details){margin:0 0 16px}#nxe-nr5lr4on.nxe :where(ul,ol){padding-left:20px}#nxe-nr5lr4on.nxe a{color:inherit;text-decoration:underline;text-underline-offset:2px}#nxe-nr5lr4on.nxe table{border-collapse:collapse;width:100%;display:block;overflow-x:auto}#nxe-nr5lr4on.nxe :where(th,td){padding:6px 8px;text-align:left;vertical-align:top;border-bottom:1px solid;border-color:inherit}#nxe-nr5lr4on.nxe svg{display:none}#nxe-nr5lr4on.nxe svg.nx-i{display:inline-block;width:18px;height:18px;vertical-align:-3px}#nxe-nr5lr4on.nxe :where([role=\"tablist\"],[role=\"toolbar\"],[hidden],button,.nx-theme-toggle,.nx-live-slot){display:none}#nxe-nr5lr4on.nxe img{max-width:100%;height:auto}<\/style><svg class=\"nx-defs\" aria-hidden=\"true\" focusable=\"false\" width=\"0\" height=\"0\"><defs><linearGradient id=\"nx-gi\" x1=\"0\" y1=\"0\" x2=\"1\" y2=\"1\"><stop offset=\"0\" class=\"nx-gi-a\"\/><stop offset=\"0.55\" class=\"nx-gi-b\"\/><stop offset=\"1\" class=\"nx-gi-c\"\/><\/linearGradient><linearGradient id=\"nx-giu\" gradientUnits=\"userSpaceOnUse\" x1=\"0\" y1=\"0\" x2=\"800\" y2=\"0\"><stop offset=\"0\" class=\"nx-gi-a\"\/><stop offset=\"0.55\" class=\"nx-gi-b\"\/><stop offset=\"1\" class=\"nx-gi-c\"\/><\/linearGradient><linearGradient id=\"nx-gp\" x1=\"0\" y1=\"0\" x2=\"1\" y2=\"1\"><stop offset=\"0\" class=\"nx-gp-a\"\/><stop offset=\"1\" class=\"nx-gp-b\"\/><\/linearGradient><\/defs><\/svg><section class=\"nx-hero\" data-layout=\"console\" aria-labelledby=\"nx-title-1\"><div class=\"nx-container\"><div class=\"nx-theme-toggle\" role=\"group\" aria-label=\"Appearance of this page\" hidden><button type=\"button\" data-mode=\"light\" aria-pressed=\"false\">Light<\/button><button type=\"button\" data-mode=\"dark\" aria-pressed=\"false\">Dark<\/button><button type=\"button\" data-mode=\"auto\" aria-pressed=\"true\">Auto<\/button><\/div><div class=\"nx-folio\" aria-label=\"Document reference\"><strong>A-P09 \u00b7 TOPIC \u00b7 climate-and-disaster-fiscal-<\/strong>GRA dossier \u00b7 service level R0<\/div><div class=\"nx-hero-grid\"><div class=\"nx-hero-text\"><div class=\"nx-eyebrow-row\"><span class=\"nx-eyebrow\">GRA<\/span><span class=\"nx-eyebrow\" aria-hidden=\"true\">\u00b7<\/span><span class=\"nx-eyebrow\">Public Finance and Sovereign Debt<\/span><span class=\"nx-eyebrow\" aria-hidden=\"true\">\u00b7<\/span><span class=\"nx-eyebrow\">In development<\/span><\/div><div class=\"nx-accent-row\"><span class=\"nx-accent-rule\" aria-hidden=\"true\"><\/span><span>Topic dossier \u00b7 Public Finance and Sovereign Debt<\/span><\/div><h1 id=\"nx-title-1\" class=\"nx-hero-title\">Climate and disaster fiscal risk<\/h1><p class=\"nx-tagline\">Climate change and disasters affect public finances through lost revenue, emergency spending, damaged public assets and slower growth, and through the costs and revenue changes of the transition. Small, exposed economies face the largest shocks relative to their size. This page sets out how climate and disaster risks reach public budgets and debt, how they are measured, and who decides.<\/p><div class=\"nx-actions\"><a class=\"nx-btn\" data-variant=\"primary\" href=\"https:\/\/globalriskalliance.com\/public-finance-sovereign-debt\/contact\/\">Make an enquiry <svg class=\"nx-arrow\" viewBox=\"0 0 16 16\" aria-hidden=\"true\" fill=\"none\" stroke=\"currentColor\" stroke-width=\"1.5\" stroke-linecap=\"round\" stroke-linejoin=\"round\"><path d=\"M3 8h10M9 4l4 4-4 4\"\/><\/svg><\/a><a class=\"nx-btn\" data-variant=\"secondary\" href=\"https:\/\/globalriskalliance.com\/public-finance-sovereign-debt\/topics\/\">Back to Topics<\/a><\/div><\/div><div class=\"nx-hero-panel\"><div class=\"nx-register\"><div class=\"nx-register-head\"><span class=\"nx-eyebrow\"><strong>Dossier<\/strong><\/span><span class=\"nx-eyebrow\">A-P09 \u00b7 topic<\/span><\/div><ol class=\"nx-register-rows\"><li><a href=\"#nx-sec-brief-answer\"><span class=\"nx-register-n\">01<\/span><span class=\"nx-register-k\">In brief<\/span><span class=\"nx-register-v\">Definition and scope<\/span><\/a><\/li><li><a href=\"#nx-sec-question\"><span class=\"nx-register-n\">02<\/span><span class=\"nx-register-k\">The question<\/span><span class=\"nx-register-v\">4 mechanisms<\/span><\/a><\/li><li><a href=\"#nx-sec-terms\"><span class=\"nx-register-n\">03<\/span><span class=\"nx-register-k\">Key terms<\/span><span class=\"nx-register-v\"><span class=\"nx-register-num\">3<\/span><\/span><\/a><\/li><li><a href=\"#nx-sec-field\"><span class=\"nx-register-n\">04<\/span><span class=\"nx-register-k\">Field<\/span><span class=\"nx-register-v\">H3 field plate<\/span><\/a><\/li><li><a href=\"#nx-sec-indicators\"><span class=\"nx-register-n\">05<\/span><span class=\"nx-register-k\">Indicators<\/span><span class=\"nx-register-v\"><span class=\"nx-register-num\">6<\/span><\/span><\/a><\/li><li><a href=\"#nx-sec-pipeline\"><span class=\"nx-register-n\">06<\/span><span class=\"nx-register-k\">Pipeline<\/span><span class=\"nx-register-v\">Run graph<\/span><\/a><\/li><li><a href=\"#nx-sec-sources\"><span class=\"nx-register-n\">07<\/span><span class=\"nx-register-k\">Sources<\/span><span class=\"nx-register-v\"><span class=\"nx-register-num\">5<\/span><\/span><\/a><\/li><li><a href=\"#nx-sec-decisions\"><span class=\"nx-register-n\">08<\/span><span class=\"nx-register-k\">Decision holders<\/span><span class=\"nx-register-v\"><span class=\"nx-register-num\">4<\/span><\/span><\/a><\/li><li><a href=\"#nx-sec-methods\"><span class=\"nx-register-n\">09<\/span><span class=\"nx-register-k\">Methods<\/span><span class=\"nx-register-v\"><span class=\"nx-register-num\">4<\/span><\/span><\/a><\/li><\/ol><p class=\"nx-register-foot\">GRA \u00b7 In development \u00b7 service level R0<\/p><\/div><\/div><\/div><\/div><\/section> <nav class=\"nx-index-strip\" data-nx-spy=\"true\" aria-label=\"On this page\"><div class=\"nx-container\"><a href=\"#nx-sec-brief-answer\"><span>01<\/span>The short answer<\/a><a href=\"#nx-sec-field\"><span>02<\/span>Hazard geography and debt that can\u2026<\/a><a href=\"#nx-sec-question\"><span>03<\/span>Climate and disaster fiscal risk:\u2026<\/a><a href=\"#nx-sec-terms\"><span>04<\/span>Terms used on this page<\/a><a href=\"#nx-sec-indicators\"><span>05<\/span>What is measured, and how well<\/a><a href=\"#nx-sec-pipeline\"><span>06<\/span>From sources to decisions<\/a><a href=\"#nx-sec-sources\"><span>07<\/span>Where the evidence comes from<\/a><a href=\"#nx-sec-decisions\"><span>08<\/span>Who decides, and what the evidence\u2026<\/a><\/div><\/nav> <section id=\"nx-sec-brief-answer\" class=\"nx-section\" data-hue=\"finance\" data-variant=\"split\" aria-labelledby=\"nx-s-2\"><div class=\"nx-container\"><div class=\"nx-section-head\"><div class=\"nx-eyebrow-row\"><span class=\"nx-eyebrow\">01<\/span><span class=\"nx-rule\" aria-hidden=\"true\"><\/span><span class=\"nx-eyebrow\">In brief<\/span><\/div><h2 id=\"nx-s-2\" class=\"nx-section-title\">The short answer.<\/h2><p class=\"nx-lede\">Climate and disaster fiscal risk is the risk to public budgets and debt from disasters, physical climate change and the low-carbon transition, through lost revenue, emergency spending, damaged assets and shifting tax bases. Finance ministries, the IMF and World Bank, creditors and legislatures hold the decisions.<\/p><\/div><\/div><\/section><section id=\"nx-sec-field\" class=\"nx-section\" data-hue=\"systemic\" data-tone=\"alt\" aria-labelledby=\"nx-s-3\"><div class=\"nx-container\"><div class=\"nx-section-head\"><div class=\"nx-eyebrow-row\"><span class=\"nx-eyebrow\">02<\/span><span class=\"nx-rule\" aria-hidden=\"true\"><\/span><span class=\"nx-eyebrow\">Spatial finance<\/span><\/div><h2 id=\"nx-s-3\" class=\"nx-section-title\">Hazard geography and debt that can pause.<\/h2><p class=\"nx-lede\">Hazard geography by country beside a debt clause that pauses payments after a disaster. Design index, not a rating.<\/p><\/div><div class=\"nx-section-body\"><div class=\"nx-canvas-wrap\"><figure class=\"nx-fk nx-sf\" data-fk=\"sovereign-debt\" data-gl=\"sf:sovereign-debt\" data-sf=\"sovereign-debt\" data-sx-credit=\"Natural Earth (public domain) | design index, not a rating\" data-sx-src=\"Natural Earth ~ public domain ~ https:\/\/www.naturalearthdata.com\/ | Design scenario values by the Global Risks Alliance ~ illustrative, not data\" data-sf-learn-views=\"flows\" aria-label=\"Interactive map: countries coloured by a design index of coast, cyclone and earthquake exposure, beside a clause explainer for a reference bond. The panel switches the clause and the event year.\" 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\"><figcaption class=\"nx-fk-cap\"><span>Countries by their exposure to coasts, cyclones and earthquakes, beside a debt clause that pauses payments after a disaster.<\/span><span data-honesty=\"true\">Geometric design index, not a rating; a reference bond, not any issuer's terms.<\/span><\/figcaption><\/figure><\/div><div class=\"nx-live-slot\" data-nxf-slot=\"map\" data-nxf-kind=\"map\" data-nxf-resource=\"nexus:\/\/gra\/A-P09\/topics\/climate-and-disaster-fiscal-risk\/#map\" data-nxf-title=\"Public Finance and Sovereign Debt live map\" data-nxf-height=\"560\" hidden><\/div><\/div><\/div><\/section><section id=\"nx-sec-question\" class=\"nx-section\" data-hue=\"finance\" data-variant=\"split\" aria-labelledby=\"nx-s-4\"><div class=\"nx-container\"><div class=\"nx-section-head\"><div class=\"nx-eyebrow-row\"><span class=\"nx-eyebrow\">03<\/span><span class=\"nx-rule\" aria-hidden=\"true\"><\/span><span class=\"nx-eyebrow\">The question<\/span><\/div><h2 id=\"nx-s-4\" class=\"nx-section-title\">Climate and disaster fiscal risk: how the risk develops.<\/h2><p class=\"nx-lede\">Physical risks and state finance. The dossier below sets out how the risk develops, what is measured, where the data come from, how it is modelled and who decides.<\/p><\/div><div class=\"nx-section-body\"><div class=\"nx-cells\" data-cols=\"2\"><div><div class=\"nx-glyph-row\"><span class=\"nx-glyph\" data-tone=\"accent\"><svg class=\"nx-i\" viewBox=\"0 0 24 24\" aria-hidden=\"true\" focusable=\"false\" fill=\"none\" stroke=\"currentColor\" stroke-width=\"1.5\" stroke-linecap=\"round\" stroke-linejoin=\"round\"><path d=\"M12 2v2\"\/><path d=\"m4.93 4.93 1.41 1.41\"\/><path d=\"M20 12h2\"\/><path d=\"m19.07 4.93-1.41 1.41\"\/><path d=\"M15.947 12.65a4 4 0 0 0-5.925-4.128\"\/><path d=\"M3 20a5 5 0 1 1 8.9-4H13a3 3 0 0 1 2 5.24\"\/><path d=\"M11 20v2\"\/><path d=\"M7 19v2\"\/><\/svg><\/span><span class=\"nx-eyebrow\">Mechanism<\/span><\/div><h3 class=\"nx-h4 nx-mt-2\">Disasters raise debt in steps<\/h3><p class=\"nx-p nx-mt-1\">A major disaster cuts output and revenue while raising spending, adding to debt in a single year. Repeated events leave little time to recover.<\/p><\/div><div><div class=\"nx-glyph-row\"><span class=\"nx-glyph\" data-tone=\"accent\"><svg class=\"nx-i\" viewBox=\"0 0 24 24\" aria-hidden=\"true\" focusable=\"false\" fill=\"none\" stroke=\"currentColor\" stroke-width=\"1.5\" stroke-linecap=\"round\" stroke-linejoin=\"round\"><path d=\"M4 14a1 1 0 0 1-.78-1.63l9.9-10.2a.5.5 0 0 1 .86.46l-1.92 6.02A1 1 0 0 0 13 10h7a1 1 0 0 1 .78 1.63l-9.9 10.2a.5.5 0 0 1-.86-.46l1.92-6.02A1 1 0 0 0 11 14z\"\/><\/svg><\/span><span class=\"nx-eyebrow\">Mechanism<\/span><\/div><h3 class=\"nx-h4 nx-mt-2\">Transition shifts revenue<\/h3><p class=\"nx-p nx-mt-1\">Falling fossil fuel use reduces fuel tax and resource revenue, while carbon pricing can raise new revenue. The net effect depends on policy.<\/p><\/div><div><div class=\"nx-glyph-row\"><span class=\"nx-glyph\" data-tone=\"accent\"><svg class=\"nx-i\" viewBox=\"0 0 24 24\" aria-hidden=\"true\" focusable=\"false\" fill=\"none\" stroke=\"currentColor\" stroke-width=\"1.5\" stroke-linecap=\"round\" stroke-linejoin=\"round\"><path d=\"M6 22V4a2 2 0 0 1 2-2h8a2 2 0 0 1 2 2v18Z\"\/><path d=\"M6 12H4a2 2 0 0 0-2 2v6a2 2 0 0 0 2 2h2\"\/><path d=\"M18 9h2a2 2 0 0 1 2 2v9a2 2 0 0 1-2 2h-2\"\/><path d=\"M10 6h4\"\/><path d=\"M10 10h4\"\/><path d=\"M10 14h4\"\/><path d=\"M10 18h4\"\/><\/svg><\/span><span class=\"nx-eyebrow\">Mechanism<\/span><\/div><h3 class=\"nx-h4 nx-mt-2\">Public assets need adaptation<\/h3><p class=\"nx-p nx-mt-1\">Infrastructure built for past climate conditions needs strengthening or relocation, adding to public investment needs.<\/p><\/div><div><div class=\"nx-glyph-row\"><span class=\"nx-glyph\" data-tone=\"accent\"><svg class=\"nx-i\" viewBox=\"0 0 24 24\" aria-hidden=\"true\" focusable=\"false\" fill=\"none\" stroke=\"currentColor\" stroke-width=\"1.5\" stroke-linecap=\"round\" stroke-linejoin=\"round\"><circle cx=\"8\" cy=\"8\" r=\"6\"\/><path d=\"M18.09 10.37A6 6 0 1 1 10.34 18\"\/><path d=\"M7 6h1v4\"\/><path d=\"m16.71 13.88.7.71-2.82 2.82\"\/><\/svg><\/span><span class=\"nx-eyebrow\">Mechanism<\/span><\/div><h3 class=\"nx-h4 nx-mt-2\">Borrowing costs may reflect exposure<\/h3><p class=\"nx-p nx-mt-1\">Markets and lenders may price climate vulnerability, raising financing costs for exposed sovereigns when they most need to borrow.<\/p><\/div><\/div><\/div><\/div><\/section><section id=\"nx-sec-terms\" class=\"nx-section\" data-hue=\"systemic\" data-tone=\"alt\" aria-labelledby=\"nx-s-5\"><div class=\"nx-container\"><div class=\"nx-section-head\"><div class=\"nx-eyebrow-row\"><span class=\"nx-eyebrow\">04<\/span><span class=\"nx-rule\" aria-hidden=\"true\"><\/span><span class=\"nx-eyebrow\">Key terms<\/span><\/div><h2 id=\"nx-s-5\" class=\"nx-section-title\">Terms used on this page.<\/h2><p class=\"nx-lede\">Each term as this page uses it. Where a standard-setting body defines the term, the wording follows that body.<\/p><\/div><div class=\"nx-section-body\"><div class=\"nx-table-wrap\"><table class=\"nx-table\" data-stack=\"true\"><thead><tr><th scope=\"col\">Term<\/th><th scope=\"col\">Definition<\/th><\/tr><\/thead><tbody><tr><td data-label=\"Term\">Fiscal space<\/td><td data-label=\"Definition\">The room a government has to raise spending or cut taxes without endangering debt sustainability.<\/td><\/tr><tr><td data-label=\"Term\">Climate resilient debt clause<\/td><td data-label=\"Definition\">A clause allowing a borrower to defer debt service after a qualifying disaster.<\/td><\/tr><tr><td data-label=\"Term\">Transition risk to revenue<\/td><td data-label=\"Definition\">The loss of fossil fuel or resource revenue as economies move to low emissions.<\/td><\/tr><\/tbody><\/table><\/div><\/div><\/div><\/section><section id=\"nx-sec-indicators\" class=\"nx-section\" data-hue=\"finance\" data-variant=\"split\" aria-labelledby=\"nx-s-6\"><div class=\"nx-container\"><div class=\"nx-section-head\"><div class=\"nx-eyebrow-row\"><span class=\"nx-eyebrow\">05<\/span><span class=\"nx-rule\" aria-hidden=\"true\"><\/span><span class=\"nx-eyebrow\">Indicators<\/span><\/div><h2 id=\"nx-s-6\" class=\"nx-section-title\">What is measured, and how well.<\/h2><p class=\"nx-lede\">Each indicator carries its unit, its cadence, the kind of source behind it and the evidence label a value would carry. No values are shown: a programme supplies them under its own authority.<\/p><\/div><div class=\"nx-section-body\" data-lv=\"register\"><div class=\"nx-table-wrap\"><table class=\"nx-table\" data-stack=\"true\"><thead><tr><th scope=\"col\">Indicator<\/th><th scope=\"col\">Unit<\/th><th scope=\"col\">Cadence<\/th><th scope=\"col\">Source type<\/th><th scope=\"col\">Label<\/th><\/tr><\/thead><tbody><tr><td data-label=\"Indicator\">Disaster-related fiscal costs<\/td><td data-label=\"Unit\">percent of GDP<\/td><td data-label=\"Cadence\">per event<\/td><td data-label=\"Source type\">Studies and budget records<\/td><td data-label=\"Label\"><span class=\"nx-chip\">ESTIMATED<\/span><\/td><\/tr><tr><td data-label=\"Indicator\">Fossil fuel revenue share<\/td><td data-label=\"Unit\">percent of revenue<\/td><td data-label=\"Cadence\">annual<\/td><td data-label=\"Source type\">Government finance statistics<\/td><td data-label=\"Label\"><span class=\"nx-chip\">OFFICIAL<\/span><\/td><\/tr><tr><td data-label=\"Indicator\">Carbon pricing revenue<\/td><td data-label=\"Unit\">currency per year<\/td><td data-label=\"Cadence\">annual<\/td><td data-label=\"Source type\">World Bank Carbon Pricing Dashboard<\/td><td data-label=\"Label\"><span class=\"nx-chip\">OFFICIAL<\/span><\/td><\/tr><tr><td data-label=\"Indicator\">Climate scenarios in debt sustainability analyses<\/td><td data-label=\"Unit\">yes or no<\/td><td data-label=\"Cadence\">per assessment<\/td><td data-label=\"Source type\">IMF and World Bank documents<\/td><td data-label=\"Label\"><span class=\"nx-chip\">OFFICIAL<\/span><\/td><\/tr><tr><td data-label=\"Indicator\">Debt with climate resilient debt clauses<\/td><td data-label=\"Unit\">share of external debt<\/td><td data-label=\"Cadence\">annual<\/td><td data-label=\"Source type\">Debt office records<\/td><td data-label=\"Label\"><span class=\"nx-chip\">OFFICIAL<\/span><\/td><\/tr><tr><td data-label=\"Indicator\">Adaptation investment needs<\/td><td data-label=\"Unit\">percent of GDP per year<\/td><td data-label=\"Cadence\">periodic<\/td><td data-label=\"Source type\">Studies and national plans<\/td><td data-label=\"Label\"><span class=\"nx-chip\">ESTIMATED<\/span><\/td><\/tr><\/tbody><\/table><\/div><div class=\"nx-live-slot\" data-nxf-slot=\"indicators\" data-nxf-kind=\"indicator\" data-nxf-resource=\"nexus:\/\/gra\/A-P09\/topics\/climate-and-disaster-fiscal-risk\/#indicators\" data-nxf-title=\"Indicators\" data-nxf-height=\"520\" hidden><\/div><\/div><\/div><\/section><section id=\"nx-sec-pipeline\" class=\"nx-section\" data-hue=\"systemic\" data-tone=\"alt\" aria-labelledby=\"nx-s-7\"><div class=\"nx-container\"><div class=\"nx-section-head\"><div class=\"nx-eyebrow-row\"><span class=\"nx-eyebrow\">06<\/span><span class=\"nx-rule\" aria-hidden=\"true\"><\/span><span class=\"nx-eyebrow\">Canvas<\/span><\/div><h2 id=\"nx-s-7\" class=\"nx-section-title\">From sources to decisions.<\/h2><p class=\"nx-lede\">The topic as a computational graph: named sources feed the methods, an evidence review gates the outputs, and the decisions stay with the authorities that hold them.<\/p><\/div><div class=\"nx-section-body\"><div class=\"nx-plate\" data-wide=\"true\"><div class=\"nx-plate-label\"><span class=\"nx-eyebrow\"><strong>Pipeline canvas<\/strong> \u00b7 Climate and disaster fiscal risk as a run graph<\/span><span class=\"nx-eyebrow\">Design, not a record<\/span><\/div><div class=\"nx-figure-frame\" data-scene=\"true\"><svg class=\"nx-figure nx-ui nx-dag\" viewBox=\"0 0 1200 564\" data-nx-dag=\"true\" data-w=\"1200\" data-h=\"564\" role=\"img\" aria-labelledby=\"nx-dag-a-p09-topics-climate-and-disaster-fiscal--t nx-dag-a-p09-topics-climate-and-disaster-fiscal--d\" data-nx-z=\"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\"><title id=\"nx-dag-a-p09-topics-climate-and-disaster-fiscal--t\">Climate and disaster fiscal risk: debt sustainability analysis<\/title><desc id=\"nx-dag-a-p09-topics-climate-and-disaster-fiscal--d\">A macro baseline drives debt dynamics; standard and tailored shocks (growth, rates, exchange rate, disasters, contingent liabilities) give a fan of paths; thresholds and the heat map give a risk rating that informs the debt strategy. Design of the process, not a record of a run.<\/desc><\/svg><\/div><\/div><p class=\"nx-caption\"><strong>Fig. 02<\/strong><span>Nodes carry their type, two metric rows and a state; connectors show what feeds what; dashed frames name the owners; the timeline is the cadence. Design of the pipeline, not a record of a run.<\/span><\/p><\/div><\/div><\/section><section id=\"nx-sec-sources\" class=\"nx-section\" data-hue=\"finance\" aria-labelledby=\"nx-s-8\"><div class=\"nx-container\"><div class=\"nx-section-head\"><div class=\"nx-eyebrow-row\"><span class=\"nx-eyebrow\">07<\/span><span class=\"nx-rule\" aria-hidden=\"true\"><\/span><span class=\"nx-eyebrow\">Sources<\/span><\/div><h2 id=\"nx-s-8\" class=\"nx-section-title\">Where the evidence comes from.<\/h2><p class=\"nx-lede\">Named public datasets and institutional records, each with its licence class. Sources by agreement are used only under their terms and never republished.<\/p><\/div><div class=\"nx-section-body\" data-lv=\"register\"><div class=\"nx-table-wrap\"><table class=\"nx-table\" data-stack=\"true\"><thead><tr><th scope=\"col\">Source<\/th><th scope=\"col\">What it gives<\/th><th scope=\"col\">Licence class<\/th><\/tr><\/thead><tbody><tr><td data-label=\"Source\">IMF Fiscal Monitor chapters on climate<\/td><td data-label=\"What it gives\">Fiscal effects of climate policy and disasters<\/td><td data-label=\"Licence class\">Free, IMF terms<\/td><\/tr><tr><td data-label=\"Source\">World Bank Country Climate and Development Reports<\/td><td data-label=\"What it gives\">Country-level climate and fiscal analysis<\/td><td data-label=\"Licence class\">Free, World Bank terms<\/td><\/tr><tr><td data-label=\"Source\">World Bank Carbon Pricing Dashboard<\/td><td data-label=\"What it gives\">Carbon pricing instruments and revenue<\/td><td data-label=\"Licence class\">CC BY 4.0<\/td><\/tr><tr><td data-label=\"Source\">IMF climate change indicators dashboard<\/td><td data-label=\"What it gives\">Climate-related fiscal and financial indicators<\/td><td data-label=\"Licence class\">Free, IMF terms<\/td><\/tr><tr><td data-label=\"Source\">Coalition of Finance Ministers for Climate Action publications<\/td><td data-label=\"What it gives\">Practice on integrating climate into fiscal policy<\/td><td data-label=\"Licence class\">Free to read, terms to check<\/td><\/tr><\/tbody><\/table><\/div><div class=\"nx-live-slot\" data-nxf-slot=\"evidence\" data-nxf-kind=\"evidence\" data-nxf-resource=\"nexus:\/\/gra\/A-P09\/topics\/climate-and-disaster-fiscal-risk\/#evidence\" data-nxf-title=\"Sources\" data-nxf-height=\"520\" hidden><\/div><\/div><\/div><\/section><section id=\"nx-sec-decisions\" class=\"nx-section\" data-hue=\"systemic\" data-tone=\"alt\" data-variant=\"split\" aria-labelledby=\"nx-s-9\"><div class=\"nx-container\"><div class=\"nx-section-head\"><div class=\"nx-eyebrow-row\"><span class=\"nx-eyebrow\">08<\/span><span class=\"nx-rule\" aria-hidden=\"true\"><\/span><span class=\"nx-eyebrow\">Decisions<\/span><\/div><h2 id=\"nx-s-9\" class=\"nx-section-title\">Who decides, and what the evidence serves.<\/h2><p class=\"nx-lede\">Public Finance and Sovereign Debt prepares evidence. The decisions below are taken by the authorities named, under their own rules, and never by the platform.<\/p><\/div><div class=\"nx-section-body\"><div class=\"nx-table-wrap\"><table class=\"nx-table\" data-stack=\"true\"><thead><tr><th scope=\"col\">Who decides<\/th><th scope=\"col\">The question<\/th><th scope=\"col\">Evidence this page serves<\/th><\/tr><\/thead><tbody><tr><td data-label=\"Who decides\">Finance ministries<\/td><td data-label=\"The question\">How to integrate climate risk into fiscal planning and debt strategy<\/td><td data-label=\"Evidence this page serves\">Scenario analysis and exposure data<\/td><\/tr><tr><td data-label=\"Who decides\">IMF and World Bank<\/td><td data-label=\"The question\">How climate risk enters assessments and lending<\/td><td data-label=\"Evidence this page serves\">Framework guidance and country analysis<\/td><\/tr><tr><td data-label=\"Who decides\">Creditors<\/td><td data-label=\"The question\">Whether to offer climate resilient debt terms<\/td><td data-label=\"Evidence this page serves\">Clause design and use evidence<\/td><\/tr><tr><td data-label=\"Who decides\">Legislatures<\/td><td data-label=\"The question\">How to fund adaptation and transition<\/td><td data-label=\"Evidence this page serves\">Investment needs and fiscal space<\/td><\/tr><\/tbody><\/table><\/div><h3 class=\"nx-h4 nx-mt-4\">Outputs this topic produces<\/h3><ul class=\"nx-list\"><li>Guide to climate and disaster channels to public finances<\/li><li>Method note on climate scenarios in debt sustainability analysis<\/li><li>Brief on transition effects on revenue<\/li><li>Questions for finance ministries on fiscal climate risk<\/li><\/ul><\/div><\/div><\/section><section id=\"nx-sec-core-questions\" class=\"nx-section\" data-hue=\"finance\" data-variant=\"split\" aria-labelledby=\"nx-s-10\"><div class=\"nx-container\"><div class=\"nx-section-head\"><div class=\"nx-eyebrow-row\"><span class=\"nx-eyebrow\">09<\/span><span class=\"nx-rule\" aria-hidden=\"true\"><\/span><span class=\"nx-eyebrow\">Core questions<\/span><\/div><h2 id=\"nx-s-10\" class=\"nx-section-title\">What specialists ask.<\/h2><\/div><div class=\"nx-section-body\"><ul class=\"nx-list\"><li>How large and frequent are the fiscal costs of disasters, and how are they changing?<\/li><li>How do disasters affect revenue, spending and debt?<\/li><li>How should governments plan for disaster costs before they occur?<\/li><li>How do climate adaptation and transition affect public finances over decades?<\/li><li>How do instruments such as contingent credit, catastrophe bonds and debt clauses work?<\/li><\/ul><\/div><\/div><\/section><section id=\"nx-sec-mechanisms\" class=\"nx-section\" data-hue=\"systemic\" data-tone=\"alt\" aria-labelledby=\"nx-s-11\"><div class=\"nx-container\"><div class=\"nx-section-head\"><div class=\"nx-eyebrow-row\"><span class=\"nx-eyebrow\">10<\/span><span class=\"nx-rule\" aria-hidden=\"true\"><\/span><span class=\"nx-eyebrow\">Mechanisms<\/span><\/div><h2 id=\"nx-s-11\" class=\"nx-section-title\">Drivers and dynamics.<\/h2><\/div><div class=\"nx-section-body\"><p class=\"nx-p\">Disasters create immediate spending needs for relief and reconstruction while reducing economic activity and revenue. For small and highly exposed economies, a single event can cause losses large relative to the economy, and debt often rises sharply afterwards. Governments also bear implicit liabilities for uninsured private losses, as they face pressure to support households and firms. Climate change is increasing the frequency and intensity of some hazards.<\/p><p class=\"nx-p\">Disaster risk financing combines several layers: budget reserves for frequent small events, contingent credit lines for moderate events, and risk transfer through insurance or catastrophe bonds for rare severe events. Some sovereign and official loans now include clauses that allow debt service to be paused after qualifying disasters. Longer term, adaptation investment and the fiscal effects of the energy transition shape public finances for decades.<\/p><\/div><\/div><\/section><section id=\"nx-sec-methods-and-limits\" class=\"nx-section\" data-hue=\"finance\" data-variant=\"split\" aria-labelledby=\"nx-s-12\"><div class=\"nx-container\"><div class=\"nx-section-head\"><div class=\"nx-eyebrow-row\"><span class=\"nx-eyebrow\">11<\/span><span class=\"nx-rule\" aria-hidden=\"true\"><\/span><span class=\"nx-eyebrow\">Methods and limits<\/span><\/div><h2 id=\"nx-s-12\" class=\"nx-section-title\">How it is studied.<\/h2><\/div><div class=\"nx-section-body\"><ol class=\"nx-rows\"><li><span class=\"nx-eyebrow nx-index\">01<\/span><div><h3 class=\"nx-h4\">Fiscal disaster risk assessment<\/h3><p class=\"nx-p nx-mt-1\">Estimating expected and extreme fiscal costs, using <a class=\"nx-link\" href=\"https:\/\/globalriskalliance.com\/public-finance-sovereign-debt\/stem\/scenario-stress\/\">scenario design and stress testing<\/a> and hazard science from Climate and Hazards at The Global Centre for Risk and Innovation (GCRI).<\/p><\/div><\/li><li><span class=\"nx-eyebrow nx-index\">02<\/span><div><h3 class=\"nx-h4\">Risk layering analysis<\/h3><p class=\"nx-p nx-mt-1\">Matching financing instruments to risk layers, using <a class=\"nx-link\" href=\"https:\/\/globalriskalliance.com\/public-finance-sovereign-debt\/stem\/decision-analysis\/\">decision analysis under uncertainty<\/a>.<\/p><\/div><\/li><li><span class=\"nx-eyebrow nx-index\">03<\/span><div><h3 class=\"nx-h4\">Climate fiscal analysis<\/h3><p class=\"nx-p nx-mt-1\">Assessing long-term fiscal effects of climate change and policy, using <a class=\"nx-link\" href=\"https:\/\/globalriskalliance.com\/public-finance-sovereign-debt\/stem\/economics\/\">economics and development economics<\/a>.<\/p><\/div><\/li><li><span class=\"nx-eyebrow nx-index\">04<\/span><div><h3 class=\"nx-h4\">Limits<\/h3><p class=\"nx-p nx-mt-1\">Disaster cost data is incomplete, climate projections are uncertain at national scale, and fiscal responses depend on political choices.<\/p><\/div><\/li><\/ol><\/div><\/div><\/section><section id=\"nx-sec-methods\" class=\"nx-section\" data-hue=\"systemic\" data-tone=\"alt\" aria-labelledby=\"nx-s-13\"><div class=\"nx-container\"><div class=\"nx-section-head\"><div class=\"nx-eyebrow-row\"><span class=\"nx-eyebrow\">12<\/span><span class=\"nx-rule\" aria-hidden=\"true\"><\/span><span class=\"nx-eyebrow\">Methods<\/span><\/div><h2 id=\"nx-s-13\" class=\"nx-section-title\">How it is studied, and what the methods cannot say.<\/h2><\/div><div class=\"nx-section-body\"><div class=\"nx-methods\" data-limits=\"true\"><ol class=\"nx-mledger\" aria-label=\"Methods\"><li><a class=\"nx-mledger-main\" href=\"https:\/\/globalriskalliance.com\/public-finance-sovereign-debt\/stem\/scenario-stress\/\"><span class=\"nx-mledger-n\" aria-hidden=\"true\">01<\/span><span class=\"nx-mledger-body\"><span class=\"nx-mledger-name\">Scenario design and stress testing<\/span><span class=\"nx-mledger-role\">Standard DSA stress tests \u00b7 Contingent liability shocks \u00b7 Climate and disaster scenarios<\/span><\/span><span class=\"nx-mledger-go\"><span class=\"nx-mledger-go-label\">Applied here<\/span><svg class=\"nx-arrow\" viewBox=\"0 0 16 16\" aria-hidden=\"true\" fill=\"none\" stroke=\"currentColor\" stroke-width=\"1.5\" stroke-linecap=\"round\" stroke-linejoin=\"round\"><path d=\"M3 8h10M9 4l4 4-4 4\"\/><\/svg><\/span><\/a><div class=\"nx-mledger-aside\"><a class=\"nx-mledger-canon\" href=\"https:\/\/therisk.global\/stem\/mathematics\/scenario-stress\/\" aria-label=\"Scenario design and stress testing: canonical page on the STEM Commons\">Canonical \u00b7 STEM Commons <span aria-hidden=\"true\">\u2197<\/span><\/a><\/div><\/li><li><a class=\"nx-mledger-main\" href=\"https:\/\/globalriskalliance.com\/public-finance-sovereign-debt\/stem\/economics\/\"><span class=\"nx-mledger-n\" aria-hidden=\"true\">02<\/span><span class=\"nx-mledger-body\"><span class=\"nx-mledger-name\">Economics and development economics<\/span><span class=\"nx-mledger-role\">Debt dynamics \u00b7 Fiscal multipliers \u00b7 Fiscal federalism<\/span><\/span><span class=\"nx-mledger-go\"><span class=\"nx-mledger-go-label\">Applied here<\/span><svg class=\"nx-arrow\" viewBox=\"0 0 16 16\" aria-hidden=\"true\" fill=\"none\" stroke=\"currentColor\" stroke-width=\"1.5\" stroke-linecap=\"round\" stroke-linejoin=\"round\"><path d=\"M3 8h10M9 4l4 4-4 4\"\/><\/svg><\/span><\/a><div class=\"nx-mledger-aside\"><a class=\"nx-mledger-canon\" href=\"https:\/\/therisk.global\/stem\/science\/economics\/\" aria-label=\"Economics and development economics: canonical page on the STEM Commons\">Canonical \u00b7 STEM Commons <span aria-hidden=\"true\">\u2197<\/span><\/a><\/div><\/li><li><a class=\"nx-mledger-main\" href=\"https:\/\/globalriskalliance.com\/public-finance-sovereign-debt\/stem\/econometrics\/\"><span class=\"nx-mledger-n\" aria-hidden=\"true\">03<\/span><span class=\"nx-mledger-body\"><span class=\"nx-mledger-name\">Econometrics<\/span><span class=\"nx-mledger-role\">Fiscal reaction functions \u00b7 Revenue volatility \u00b7 Disaster effects on public finance<\/span><\/span><span class=\"nx-mledger-go\"><span class=\"nx-mledger-go-label\">Applied here<\/span><svg class=\"nx-arrow\" viewBox=\"0 0 16 16\" aria-hidden=\"true\" fill=\"none\" stroke=\"currentColor\" stroke-width=\"1.5\" stroke-linecap=\"round\" stroke-linejoin=\"round\"><path d=\"M3 8h10M9 4l4 4-4 4\"\/><\/svg><\/span><\/a><div class=\"nx-mledger-aside\"><a class=\"nx-mledger-canon\" href=\"https:\/\/therisk.global\/stem\/mathematics\/econometrics\/\" aria-label=\"Econometrics: canonical page on the STEM Commons\">Canonical \u00b7 STEM Commons <span aria-hidden=\"true\">\u2197<\/span><\/a><\/div><\/li><li><a class=\"nx-mledger-main\" href=\"https:\/\/globalriskalliance.com\/public-finance-sovereign-debt\/stem\/decision-analysis\/\"><span class=\"nx-mledger-n\" aria-hidden=\"true\">04<\/span><span class=\"nx-mledger-body\"><span class=\"nx-mledger-name\">Decision analysis under uncertainty<\/span><span class=\"nx-mledger-role\">Debt management strategy \u00b7 Fiscal rule design \u00b7 Guarantee approval<\/span><\/span><span class=\"nx-mledger-go\"><span class=\"nx-mledger-go-label\">Applied here<\/span><svg class=\"nx-arrow\" viewBox=\"0 0 16 16\" aria-hidden=\"true\" fill=\"none\" stroke=\"currentColor\" stroke-width=\"1.5\" stroke-linecap=\"round\" stroke-linejoin=\"round\"><path d=\"M3 8h10M9 4l4 4-4 4\"\/><\/svg><\/span><\/a><div class=\"nx-mledger-aside\"><a class=\"nx-mledger-canon\" href=\"https:\/\/therisk.global\/stem\/mathematics\/decision-analysis\/\" aria-label=\"Decision analysis under uncertainty: canonical page on the STEM Commons\">Canonical \u00b7 STEM Commons <span aria-hidden=\"true\">\u2197<\/span><\/a><\/div><\/li><\/ol><aside class=\"nx-limits\" aria-label=\"What the methods cannot say\"><span class=\"nx-eyebrow\">What the methods cannot say<\/span><p class=\"nx-limits-text\">Fiscal effects of climate are uncertain over long horizons, and disaster costs are estimated after the fact with incomplete data. Transition revenue effects depend on policy choices. Market pricing of climate risk in sovereign debt is debated. Public Finance and Sovereign Debt explains channels and tools; it does not forecast any country's fiscal path or give investment advice.<\/p><\/aside><\/div><\/div><\/div><\/section><section id=\"nx-s-14-sec\" class=\"nx-section\" data-hue=\"finance\" aria-labelledby=\"nx-s-14\"><div class=\"nx-container\"><div class=\"nx-section-head\"><div class=\"nx-eyebrow-row\"><span class=\"nx-eyebrow\">13<\/span><span class=\"nx-rule\" aria-hidden=\"true\"><\/span><span class=\"nx-eyebrow\">Connected<\/span><\/div><h2 id=\"nx-s-14\" class=\"nx-section-title\">Where this page leads across the Consortium.<\/h2><\/div><div class=\"nx-section-body\"><ul class=\"nx-dest\"><li><a class=\"nx-dest-card\" href=\"https:\/\/therisk.global\/disaster-resilience\/topics\/disaster-loss-accounting\/\"><span class=\"nx-dest-top\"><span class=\"nx-dest-rel\">Related topic<\/span><span class=\"nx-dest-host\">GCRI<\/span><\/span><span class=\"nx-dest-title\">Disaster loss accounting<\/span><span class=\"nx-dest-why\">Fiscal models require transparent disaster loss methods and data provenance.<\/span><span class=\"nx-dest-go\" aria-hidden=\"true\"><svg class=\"nx-arrow\" viewBox=\"0 0 16 16\" aria-hidden=\"true\" fill=\"none\" stroke=\"currentColor\" stroke-width=\"1.5\" stroke-linecap=\"round\" stroke-linejoin=\"round\"><path d=\"M3 8h10M9 4l4 4-4 4\"\/><\/svg><\/span><\/a><\/li><\/ul><\/div><\/div><\/section><section id=\"nx-s-15-sec\" class=\"nx-section\" data-hue=\"systemic\" data-tone=\"alt\" aria-labelledby=\"nx-s-15\"><div class=\"nx-container\"><div class=\"nx-section-head\"><div class=\"nx-eyebrow-row\"><span class=\"nx-eyebrow\">14<\/span><span class=\"nx-rule\" aria-hidden=\"true\"><\/span><span class=\"nx-eyebrow\">Questions<\/span><\/div><h2 id=\"nx-s-15\" class=\"nx-section-title\">Questions and answers.<\/h2><\/div><div class=\"nx-section-body\"><div class=\"nx-faq\"><details><summary>How do disasters affect public debt?<\/summary><div class=\"nx-answer\">They reduce output and revenue while raising spending on relief and reconstruction, which can add significantly to debt in exposed economies.<\/div><\/details><details><summary>Do debt sustainability analyses include climate?<\/summary><div class=\"nx-answer\">The IMF and World Bank have begun incorporating climate risk and disasters into some country analyses, with methods still developing.<\/div><\/details><details><summary>What does the transition mean for revenue?<\/summary><div class=\"nx-answer\">Countries relying on fossil fuel taxes or resource revenue may lose income, while carbon pricing can raise new revenue.<\/div><\/details><details><summary>Why do disasters increase public debt?<\/summary><div class=\"nx-answer\">Because they raise spending and reduce revenue at the same time, and governments often support uninsured losses.<\/div><\/details><details><summary>What is risk layering?<\/summary><div class=\"nx-answer\">Using different financing instruments for events of different frequency and severity, from budget reserves to insurance.<\/div><\/details><details><summary>Does GRA arrange disaster risk financing?<\/summary><div class=\"nx-answer\">No. It provides shared research and arranges no instruments or transactions.<\/div><\/details><details><summary>Does GRA give advice on this topic?<\/summary><div class=\"nx-answer\">No. GRA does not lend, underwrite, rate, invest, advise on or arrange transactions, including sovereign borrowing or debt restructuring, and it introduces no counterparties. Readiness work is not approval. Its analysis is shared, sector-level understanding.<\/div><\/details><\/div><\/div><\/div><\/section><section class=\"nx-section\" data-tone=\"alt\" aria-labelledby=\"nx-rel-16\"><div class=\"nx-container\"><span class=\"nx-eyebrow\">Related<\/span><h2 id=\"nx-rel-16\" class=\"nx-h3 nx-mt-2\">Around Public Finance and Sovereign Debt.<\/h2><nav class=\"nx-related nx-mt-3\" aria-label=\"Related\"><a href=\"https:\/\/globalriskalliance.com\/public-finance-sovereign-debt\/topics\/sovereign-debt-sustainability\/\">Sovereign debt sustainability <svg class=\"nx-arrow\" viewBox=\"0 0 16 16\" aria-hidden=\"true\" fill=\"none\" stroke=\"currentColor\" stroke-width=\"1.5\" stroke-linecap=\"round\" stroke-linejoin=\"round\"><path d=\"M3 8h10M9 4l4 4-4 4\"\/><\/svg><\/a><a href=\"https:\/\/globalriskalliance.com\/public-finance-sovereign-debt\/topics\/fiscal-contingent-liabilities\/\">Fiscal contingent liabilities <svg class=\"nx-arrow\" viewBox=\"0 0 16 16\" aria-hidden=\"true\" fill=\"none\" stroke=\"currentColor\" stroke-width=\"1.5\" stroke-linecap=\"round\" stroke-linejoin=\"round\"><path d=\"M3 8h10M9 4l4 4-4 4\"\/><\/svg><\/a><a href=\"https:\/\/globalriskalliance.com\/public-finance-sovereign-debt\/topics\/subnational-fiscal-risk\/\">Subnational fiscal risk <svg class=\"nx-arrow\" viewBox=\"0 0 16 16\" aria-hidden=\"true\" fill=\"none\" stroke=\"currentColor\" stroke-width=\"1.5\" stroke-linecap=\"round\" stroke-linejoin=\"round\"><path d=\"M3 8h10M9 4l4 4-4 4\"\/><\/svg><\/a><a href=\"https:\/\/globalriskalliance.com\/public-finance-sovereign-debt\/topics\/commodity-and-revenue-risk\/\">Commodity and revenue risk <svg class=\"nx-arrow\" viewBox=\"0 0 16 16\" aria-hidden=\"true\" fill=\"none\" stroke=\"currentColor\" stroke-width=\"1.5\" stroke-linecap=\"round\" stroke-linejoin=\"round\"><path d=\"M3 8h10M9 4l4 4-4 4\"\/><\/svg><\/a><a href=\"https:\/\/globalriskalliance.com\/public-finance-sovereign-debt\/topics\/public-investment-efficiency\/\">Public investment efficiency <svg class=\"nx-arrow\" viewBox=\"0 0 16 16\" aria-hidden=\"true\" fill=\"none\" stroke=\"currentColor\" stroke-width=\"1.5\" stroke-linecap=\"round\" stroke-linejoin=\"round\"><path d=\"M3 8h10M9 4l4 4-4 4\"\/><\/svg><\/a><a href=\"https:\/\/globalriskalliance.com\/public-finance-sovereign-debt\/topics\/social-and-health-expenditure\/\">Social and health expenditure <svg class=\"nx-arrow\" viewBox=\"0 0 16 16\" aria-hidden=\"true\" fill=\"none\" stroke=\"currentColor\" stroke-width=\"1.5\" stroke-linecap=\"round\" stroke-linejoin=\"round\"><path d=\"M3 8h10M9 4l4 4-4 4\"\/><\/svg><\/a><a href=\"https:\/\/globalriskalliance.com\/public-finance-sovereign-debt\/\">Public Finance and Sovereign Debt home <svg class=\"nx-arrow\" viewBox=\"0 0 16 16\" aria-hidden=\"true\" fill=\"none\" stroke=\"currentColor\" stroke-width=\"1.5\" stroke-linecap=\"round\" stroke-linejoin=\"round\"><path d=\"M3 8h10M9 4l4 4-4 4\"\/><\/svg><\/a><a href=\"https:\/\/globalriskalliance.com\/public-finance-sovereign-debt\/counterparts\/\">Counterparts across the Consortium <svg class=\"nx-arrow\" viewBox=\"0 0 16 16\" aria-hidden=\"true\" fill=\"none\" stroke=\"currentColor\" stroke-width=\"1.5\" stroke-linecap=\"round\" stroke-linejoin=\"round\"><path d=\"M3 8h10M9 4l4 4-4 4\"\/><\/svg><\/a><a href=\"https:\/\/globalriskalliance.com\/\">The Global Risks Alliance home <svg class=\"nx-arrow\" viewBox=\"0 0 16 16\" aria-hidden=\"true\" fill=\"none\" stroke=\"currentColor\" stroke-width=\"1.5\" stroke-linecap=\"round\" stroke-linejoin=\"round\"><path d=\"M3 8h10M9 4l4 4-4 4\"\/><\/svg><\/a><a href=\"https:\/\/globalriskalliance.com\/trust\/\">GRA governance and trust <svg class=\"nx-arrow\" viewBox=\"0 0 16 16\" aria-hidden=\"true\" fill=\"none\" stroke=\"currentColor\" stroke-width=\"1.5\" stroke-linecap=\"round\" stroke-linejoin=\"round\"><path d=\"M3 8h10M9 4l4 4-4 4\"\/><\/svg><\/a><\/nav><\/div><\/section><section class=\"nx-closing\" aria-labelledby=\"nx-close-17\"><div class=\"nx-container\"><span class=\"nx-eyebrow\">Public Finance and Sovereign Debt<\/span><h2 id=\"nx-close-17\" class=\"nx-section-title\">Bring your expertise to this field.<\/h2><p class=\"nx-lede\">The current service level is R0: information and enquiries. An enquiry receives a reference and names the next step; applications, payments, compute allocations and registrations open only when their team, terms and review capacity exist.<\/p><div class=\"nx-actions\"><a class=\"nx-btn\" data-variant=\"primary\" href=\"mailto:contact@globalriskalliance.com?subject=Public%20Finance%20and%20Sovereign%20Debt%3A%20Climate%20and%20disaster%20fiscal%20risk\">Write to the team <svg class=\"nx-arrow\" viewBox=\"0 0 16 16\" aria-hidden=\"true\" fill=\"none\" stroke=\"currentColor\" stroke-width=\"1.5\" stroke-linecap=\"round\" stroke-linejoin=\"round\"><path d=\"M3 8h10M9 4l4 4-4 4\"\/><\/svg><\/a><a class=\"nx-btn\" data-variant=\"secondary\" href=\"https:\/\/globalriskalliance.com\/public-finance-sovereign-debt\/contact\/\">See all contact routes<\/a><\/div><\/div><\/section><\/div><\/div><script class=\"_iub_cs_skip\">window.__nxMount ? window.__nxMount(document.currentScript) : null;<\/script>\n\n\n<script type=\"application\/ld+json\">{\"@context\":\"https:\/\/schema.org\",\"@graph\":[{\"@type\":\"FAQPage\",\"@id\":\"https:\/\/globalriskalliance.com\/public-finance-sovereign-debt\/topics\/climate-and-disaster-fiscal-risk\/#faq\",\"isPartOf\":{\"@id\":\"https:\/\/globalriskalliance.com\/public-finance-sovereign-debt\/topics\/climate-and-disaster-fiscal-risk\/#webpage\"},\"inLanguage\":\"en\",\"mainEntity\":[{\"@type\":\"Question\",\"name\":\"How do disasters affect public debt?\",\"acceptedAnswer\":{\"@type\":\"Answer\",\"text\":\"They reduce output and revenue while raising spending on relief and reconstruction, which can add significantly to debt in exposed economies.\"}},{\"@type\":\"Question\",\"name\":\"Do debt sustainability analyses include climate?\",\"acceptedAnswer\":{\"@type\":\"Answer\",\"text\":\"The IMF and World Bank have begun incorporating climate risk and disasters into some country analyses, with methods still developing.\"}},{\"@type\":\"Question\",\"name\":\"What does the transition mean for revenue?\",\"acceptedAnswer\":{\"@type\":\"Answer\",\"text\":\"Countries relying on fossil fuel taxes or resource revenue may lose income, while carbon pricing can raise new revenue.\"}},{\"@type\":\"Question\",\"name\":\"Why do disasters increase public debt?\",\"acceptedAnswer\":{\"@type\":\"Answer\",\"text\":\"Because they raise spending and reduce revenue at the same time, and governments often support uninsured losses.\"}},{\"@type\":\"Question\",\"name\":\"What is risk layering?\",\"acceptedAnswer\":{\"@type\":\"Answer\",\"text\":\"Using different financing instruments for events of different frequency and severity, from budget reserves to insurance.\"}},{\"@type\":\"Question\",\"name\":\"Does GRA arrange disaster risk financing?\",\"acceptedAnswer\":{\"@type\":\"Answer\",\"text\":\"No. It provides shared research and arranges no instruments or transactions.\"}},{\"@type\":\"Question\",\"name\":\"Does GRA give advice on this topic?\",\"acceptedAnswer\":{\"@type\":\"Answer\",\"text\":\"No. GRA does not lend, underwrite, rate, invest, advise on or arrange transactions, including sovereign borrowing or debt restructuring, and it introduces no counterparties. 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