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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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<\/script><script 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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-n1jan3qs.nxe :where(*,*::before,*::after){box-sizing:inherit}#nxe-n1jan3qs.nxe :where(section,header,footer,nav,aside){display:block;margin:0 0 32px}#nxe-n1jan3qs.nxe :where(h1,h2,h3,h4){line-height:1.2;margin:24px 0 12px;font-weight:600}#nxe-n1jan3qs.nxe :where(p,ul,ol,dl,table,figure,details){margin:0 0 16px}#nxe-n1jan3qs.nxe :where(ul,ol){padding-left:20px}#nxe-n1jan3qs.nxe a{color:inherit;text-decoration:underline;text-underline-offset:2px}#nxe-n1jan3qs.nxe table{border-collapse:collapse;width:100%;display:block;overflow-x:auto}#nxe-n1jan3qs.nxe :where(th,td){padding:6px 8px;text-align:left;vertical-align:top;border-bottom:1px solid;border-color:inherit}#nxe-n1jan3qs.nxe svg{display:none}#nxe-n1jan3qs.nxe svg.nx-i{display:inline-block;width:18px;height:18px;vertical-align:-3px}#nxe-n1jan3qs.nxe :where([role=\"tablist\"],[role=\"toolbar\"],[hidden],button,.nx-theme-toggle,.nx-live-slot){display:none}#nxe-n1jan3qs.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=\"editorial\" 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>A10 \u00b7 TOPIC \u00b7 sovereign-wealth-vs-debt<\/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\">Sovereign Capital Nexus<\/span><span class=\"nx-eyebrow\" aria-hidden=\"true\">\u00b7<\/span><span class=\"nx-eyebrow\">Established<\/span><\/div><div class=\"nx-accent-row\"><span class=\"nx-accent-rule\" aria-hidden=\"true\"><\/span><span>Topic dossier \u00b7 Sovereign Capital Nexus<\/span><\/div><h1 id=\"nx-title-1\" class=\"nx-hero-title\">Sovereign wealth and debt<\/h1><p class=\"nx-tagline\">Some states hold large financial assets while also borrowing. Gross debt, net debt and net worth then tell different stories, and the separation between invested assets and fiscal obligations decides which story creditors and citizens believe. This page sets out why states hold assets and debt at once, how the assets can and cannot back the debt, how refinancing stress reaches both, and what debt managers, fund boards and creditors need to see.<\/p><div class=\"nx-actions\"><a class=\"nx-btn\" data-variant=\"primary\" href=\"https:\/\/globalriskalliance.com\/sovereign-capital-nexus\/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\/sovereign-capital-nexus\/topics\/\">Back to Topics<\/a><\/div><\/div><div class=\"nx-hero-panel\"><div class=\"nx-register\" data-variant=\"contents\"><div class=\"nx-register-head\"><span class=\"nx-eyebrow\"><strong>In this dossier<\/strong><\/span><span class=\"nx-eyebrow\">7 parts<\/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\">The short answer<\/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\">Sovereign wealth and debt: how the risk develops<\/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\">Terms used on this page<\/span><\/a><\/li><li><a href=\"#nx-sec-indicators\"><span class=\"nx-register-n\">04<\/span><span class=\"nx-register-k\">Indicators<\/span><span class=\"nx-register-v\">What is measured, and how well<\/span><\/a><\/li><li><a href=\"#nx-sec-pipeline\"><span class=\"nx-register-n\">05<\/span><span class=\"nx-register-k\">Canvas<\/span><span class=\"nx-register-v\">From sources to decisions<\/span><\/a><\/li><li><a href=\"#nx-sec-sources\"><span class=\"nx-register-n\">06<\/span><span class=\"nx-register-k\">Sources<\/span><span class=\"nx-register-v\">Where the evidence comes from<\/span><\/a><\/li><li><a href=\"#nx-sec-decisions\"><span class=\"nx-register-n\">07<\/span><span class=\"nx-register-k\">Decisions<\/span><span class=\"nx-register-v\">Who decides, and what the evidence serves<\/span><\/a><\/li><\/ol><p class=\"nx-register-foot\">GRA \u00b7 Established \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-s-4-sec\"><span>03<\/span>Sovereign fund tranche console, in\u2026<\/a><a href=\"#nx-sec-question\"><span>04<\/span>Sovereign wealth and debt: how the\u2026<\/a><a href=\"#nx-sec-terms\"><span>05<\/span>Terms used on this page<\/a><a href=\"#nx-sec-indicators\"><span>06<\/span>What is measured, and how well<\/a><a href=\"#nx-sec-pipeline\"><span>07<\/span>From sources to decisions<\/a><a href=\"#nx-sec-sources\"><span>08<\/span>Where the evidence comes from<\/a><\/div><\/nav> <section id=\"nx-sec-brief-answer\" class=\"nx-section\" data-hue=\"finance\" data-variant=\"stack\" 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\">Sovereign wealth and debt interact when a state holds large financial assets while also borrowing. Gross debt, net debt and net worth then tell different stories, and how fund assets are separated from fiscal obligations decides what creditors can claim and whether liquid assets cover debt falling due under market stress.<\/p><\/div><\/div><\/section><section id=\"nx-sec-field\" class=\"nx-section\" data-hue=\"finance\" 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\" 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\/A10\/topics\/sovereign-wealth-vs-debt\/#map\" data-nxf-title=\"Sovereign Capital Nexus live map\" data-nxf-height=\"560\" hidden><\/div><\/div><\/div><\/section><section id=\"nx-s-4-sec\" class=\"nx-section\" data-hue=\"finance\" 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\">Console<\/span><\/div><h2 id=\"nx-s-4\" class=\"nx-section-title\">Sovereign fund tranche console, in outline.<\/h2><p class=\"nx-lede\">The working screen behind this subject: its structure, terms and states. Names are placeholders and values illustrative.<\/p><\/div><div class=\"nx-section-body\"><figure class=\"nx-fk nx-cx\" data-fk=\"cx-sovcap-tranches\" data-cx=\"sovcap.tranches\" data-variant=\"section\" aria-label=\"Sovereign fund tranche console: illustrative console with placeholder names and values\"><div class=\"nx-fk-head\"><div class=\"nx-fk-heading\"><h3 class=\"nx-fk-title\">Sovereign fund tranche console<\/h3><p class=\"nx-fk-sub\">Sovereign wealth and debt \u00b7 Sovereign fund S \u00b7 Year 4<\/p><\/div><div class=\"nx-fk-actions\"><button type=\"button\" class=\"nx-fk-btn\" data-fk-act=\"menu\" aria-haspopup=\"true\" aria-expanded=\"false\" hidden><svg viewBox=\"0 0 24 24\" aria-hidden=\"true\" focusable=\"false\"><path d=\"M12 4v11\"\/><path d=\"m7 10 5 5 5-5\"\/><path d=\"M5 20h14\"\/><\/svg>Export<\/button><ul class=\"nx-fk-menu\" data-fk-menu=\"true\" hidden><li><button type=\"button\" data-fk-act=\"export-png\">Image<small>PNG of the map or chart<\/small><\/button><\/li><li><button type=\"button\" data-fk-act=\"export-csv\">Data<small>CSV of the figure's values<\/small><\/button><\/li><\/ul><\/div><\/div><ul class=\"nx-fk-kpis\" data-n=\"3\"><li class=\"nx-fk-kpi\"><span class=\"nx-fk-kpi-l\">Severe scenario drawdown<\/span><div class=\"nx-fk-kpi-line\" data-fk-view=\"kpi:k0\"><span class=\"nx-fk-kpi-v\" data-k=\"kv\" data-tn=\"true\">17<\/span><span class=\"nx-fk-kpi-u\">pct of fund<\/span><span class=\"nx-fk-pill\" data-state=\"near\"><i aria-hidden=\"true\"><\/i>Watch<\/span><\/div><div data-fk-view=\"spark:k0\"><svg class=\"nx-fk-spark\" viewBox=\"0 0 96 26\" aria-hidden=\"true\" focusable=\"false\" preserveAspectRatio=\"none\"><path data-m=\"sarea\" data-k=\"sa\" d=\"M2,7.9L10.2,11.8L18.4,10L26.5,5.7L34.7,3L42.9,6.5L51.1,9.3L59.3,12.1L67.5,17L75.6,19.8L83.8,23L92,5.3L92,26L2,26Z\"\/><path data-m=\"sline\" data-k=\"sl\" d=\"M2,7.9L10.2,11.8L18.4,10L26.5,5.7L34.7,3L42.9,6.5L51.1,9.3L59.3,12.1L67.5,17L75.6,19.8L83.8,23L92,5.3\"\/><circle data-m=\"sdot\" data-k=\"sd\" cx=\"92\" cy=\"5.3\" r=\"2.4\"\/><\/svg><\/div><\/li><li class=\"nx-fk-kpi\"><span class=\"nx-fk-kpi-l\">Years of fiscal buffer<\/span><div class=\"nx-fk-kpi-line\" data-fk-view=\"kpi:k1\"><span class=\"nx-fk-kpi-v\" data-k=\"kv\" data-tn=\"true\">1.9<\/span><span class=\"nx-fk-kpi-u\">years<\/span><span class=\"nx-fk-pill\" data-state=\"met\"><i aria-hidden=\"true\"><\/i>Normal<\/span><\/div><div data-fk-view=\"spark:k1\"><svg class=\"nx-fk-spark\" viewBox=\"0 0 96 26\" aria-hidden=\"true\" focusable=\"false\" preserveAspectRatio=\"none\"><path data-m=\"sarea\" data-k=\"sa\" d=\"M2,19.1L10.2,12.1L18.4,20.7L26.5,23L34.7,14.4L42.9,14.9L51.1,17.8L59.3,18L67.5,13.6L75.6,18.7L83.8,23L92,3L92,26L2,26Z\"\/><path data-m=\"sline\" data-k=\"sl\" d=\"M2,19.1L10.2,12.1L18.4,20.7L26.5,23L34.7,14.4L42.9,14.9L51.1,17.8L59.3,18L67.5,13.6L75.6,18.7L83.8,23L92,3\"\/><circle data-m=\"sdot\" data-k=\"sd\" cx=\"92\" cy=\"3\" r=\"2.4\"\/><\/svg><\/div><\/li><li class=\"nx-fk-kpi\"><span class=\"nx-fk-kpi-l\">Transparency index<\/span><div class=\"nx-fk-kpi-line\" data-fk-view=\"kpi:k2\"><span class=\"nx-fk-kpi-v\" data-k=\"kv\" data-tn=\"true\">8<\/span><span class=\"nx-fk-kpi-u\">of 10<\/span><span class=\"nx-fk-pill\" data-state=\"met\"><i aria-hidden=\"true\"><\/i>Normal<\/span><\/div><div data-fk-view=\"spark:k2\"><svg class=\"nx-fk-spark\" viewBox=\"0 0 96 26\" aria-hidden=\"true\" focusable=\"false\" preserveAspectRatio=\"none\"><path data-m=\"sarea\" data-k=\"sa\" d=\"M2,12L10.2,12.1L18.4,10.3L26.5,9.4L34.7,12.3L42.9,15.2L51.1,18.3L59.3,19.4L67.5,18.4L75.6,21.4L83.8,23L92,3L92,26L2,26Z\"\/><path data-m=\"sline\" data-k=\"sl\" d=\"M2,12L10.2,12.1L18.4,10.3L26.5,9.4L34.7,12.3L42.9,15.2L51.1,18.3L59.3,19.4L67.5,18.4L75.6,21.4L83.8,23L92,3\"\/><circle data-m=\"sdot\" data-k=\"sd\" cx=\"92\" cy=\"3\" r=\"2.4\"\/><\/svg><\/div><\/li><\/ul><div class=\"nx-cx-status\"><span class=\"nx-fk-pill\" data-state=\"info\"><i aria-hidden=\"true\"><\/i>Withdrawal rule on track<\/span><span class=\"nx-cx-prod\">GRA \u00b7 Sovereign Capital Nexus<\/span><\/div><div class=\"nx-cx-grid\"><div class=\"nx-fk-panel nx-cx-p\" data-w=\"3\" data-t=\"chart\"><div class=\"nx-fk-panel-head\"><div><h4 class=\"nx-fk-panel-title\">Allocation by tranche<\/h4><\/div><\/div><svg class=\"nx-fk-svg\" viewBox=\"0 0 520 210\" width=\"520\" height=\"210\" role=\"img\" focusable=\"false\" preserveAspectRatio=\"xMidYMid meet\" aria-label=\"Allocation by tranche\" data-fk-chart=\"cx-sovcap-tranches-c0\" data-nx-z=\"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\"><\/svg><ul class=\"nx-fk-legend\"><li><span class=\"nx-fk-key\" data-c=\"c1\"><i aria-hidden=\"true\"><\/i>Cash and bonds<\/span><\/li><li><span class=\"nx-fk-key\" data-c=\"c2\"><i aria-hidden=\"true\"><\/i>Equities<\/span><\/li><li><span class=\"nx-fk-key\" data-c=\"c3\"><i aria-hidden=\"true\"><\/i>Real assets<\/span><\/li><\/ul><\/div><div class=\"nx-fk-panel nx-cx-p\" data-w=\"3\" data-t=\"table\"><div class=\"nx-fk-panel-head\"><div><h4 class=\"nx-fk-panel-title\">Rules<\/h4><\/div><\/div><div class=\"nx-fk-tablewrap\" data-fk-view=\"table:cx-sovcap-tranches-t1\"><table class=\"nx-fk-table\" data-fk-table=\"cx-sovcap-tranches-t1\" aria-label=\"Rules\"><thead><tr><th scope=\"col\" data-col=\"c0\" aria-sort=\"none\"><button type=\"button\" data-fk-sort=\"c0\">Rule<\/button><\/th><th scope=\"col\" data-col=\"c1\" aria-sort=\"none\"><button type=\"button\" data-fk-sort=\"c1\">Limit<\/button><\/th><th scope=\"col\" data-col=\"c2\" aria-sort=\"none\"><button type=\"button\" data-fk-sort=\"c2\">Now<\/button><\/th><th scope=\"col\" data-col=\"c3\" aria-sort=\"none\"><button type=\"button\" data-fk-sort=\"c3\">State<\/button><\/th><\/tr><\/thead><tbody><tr data-fk-key=\"cx-sovcap-tranches:r1-0\" tabindex=\"0\" role=\"row\" aria-selected=\"false\"><td>Withdrawal<\/td><td>3 pct of fund<\/td><td>3.3 pct<\/td><td><span class=\"nx-fk-pill\" data-state=\"met\"><i aria-hidden=\"true\"><\/i>Within<\/span><\/td><\/tr><tr data-fk-key=\"cx-sovcap-tranches:r1-1\" tabindex=\"0\" role=\"row\" aria-selected=\"false\"><td>Liquidity tranche<\/td><td>9 months imports<\/td><td>8 months<\/td><td><span class=\"nx-fk-pill\" data-state=\"near\"><i aria-hidden=\"true\"><\/i>Below<\/span><\/td><\/tr><tr data-fk-key=\"cx-sovcap-tranches:r1-2\" tabindex=\"0\" role=\"row\" aria-selected=\"false\"><td>Domestic share<\/td><td>6 pct max<\/td><td>4 pct<\/td><td><span class=\"nx-fk-pill\" data-state=\"met\"><i aria-hidden=\"true\"><\/i>Within<\/span><\/td><\/tr><\/tbody><\/table><\/div><\/div><\/div><div class=\"nx-fk-tip\" aria-hidden=\"true\" hidden><\/div><figcaption class=\"nx-fk-cap\"><span>Sovereign fund tranche console: the screen's structure, terms and states for Sovereign wealth and debt.<\/span><span data-honesty=\"true\">Placeholder names and illustrative values; a design, not a record or a live system.<\/span><\/figcaption><\/figure><\/div><\/div><\/section><section id=\"nx-sec-question\" class=\"nx-section\" data-hue=\"finance\" 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\">The question<\/span><\/div><h2 id=\"nx-s-5\" class=\"nx-section-title\">Sovereign wealth and debt: how the risk develops.<\/h2><p class=\"nx-lede\">Separation of invested assets and fiscal obligations. 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=\"m12.83 2.18a2 2 0 0 0-1.66 0L2.6 6.08a1 1 0 0 0 0 1.83l8.58 3.91a2 2 0 0 0 1.66 0l8.58-3.9a1 1 0 0 0 0-1.83Z\"\/><path d=\"m22 17.65-9.17 4.16a2 2 0 0 1-1.66 0L2 17.65\"\/><path d=\"m22 12.65-9.17 4.16a2 2 0 0 1-1.66 0L2 12.65\"\/><\/svg><\/span><span class=\"nx-eyebrow\">Mechanism<\/span><\/div><h3 class=\"nx-h4 nx-mt-2\">Gross versus net<\/h3><p class=\"nx-p nx-mt-1\">Netting fund assets against debt is sound only for assets that are liquid, unencumbered and legally available to service debt. Illiquid, pledged or ring-fenced assets do not reduce rollover risk, and treating them as if they did overstates fiscal space.<\/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=\"12\" cy=\"4.5\" r=\"2.5\"\/><path d=\"m10.2 6.3-3.9 3.9\"\/><circle cx=\"4.5\" cy=\"12\" r=\"2.5\"\/><path d=\"M7 12h10\"\/><circle cx=\"19.5\" cy=\"12\" r=\"2.5\"\/><path d=\"m13.8 17.7 3.9-3.9\"\/><circle cx=\"12\" cy=\"19.5\" r=\"2.5\"\/><\/svg><\/span><span class=\"nx-eyebrow\">Mechanism<\/span><\/div><h3 class=\"nx-h4 nx-mt-2\">Refinancing meets market stress<\/h3><p class=\"nx-p nx-mt-1\">Debt falling due in a stress episode must be refinanced at higher rates or repaid from buffers. Short maturities, foreign currency and concentrated creditors raise rollover risk; liquid assets and contingent credit lines lower it.<\/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=\"M3 3v18h18\"\/><path d=\"m19 9-5 5-4-4-3 3\"\/><\/svg><\/span><span class=\"nx-eyebrow\">Mechanism<\/span><\/div><h3 class=\"nx-h4 nx-mt-2\">Carry and its risks<\/h3><p class=\"nx-p nx-mt-1\">Borrowing at the sovereign rate while investing in riskier assets can raise expected returns, but losses and rising rates can arrive together. The trade-off depends on whether fund assets fall when the sovereign's borrowing costs rise.<\/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=\"m14.5 12.5-8 8a2.119 2.119 0 1 1-3-3l8-8\"\/><path d=\"m16 16 6-6\"\/><path d=\"m8 8 6-6\"\/><path d=\"m9 7 8 8\"\/><path d=\"m21 11-8-8\"\/><\/svg><\/span><span class=\"nx-eyebrow\">Mechanism<\/span><\/div><h3 class=\"nx-h4 nx-mt-2\">Ring-fencing and creditor claims<\/h3><p class=\"nx-p nx-mt-1\">Fund laws, sovereign immunity and contract terms decide whether creditors can reach fund assets in a default. Unclear separation invites litigation; clear separation can protect savings but does not remove the debt.<\/p><\/div><\/div><\/div><\/div><\/section><section id=\"nx-sec-terms\" class=\"nx-section\" data-hue=\"finance\" data-tone=\"alt\" data-variant=\"inset\" 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\">Key terms<\/span><\/div><h2 id=\"nx-s-6\" 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\">Net debt<\/td><td data-label=\"Definition\">Gross debt minus financial assets that correspond to debt instruments, with fund assets counted only under stated rules.<\/td><\/tr><tr><td data-label=\"Term\">Gross financing needs<\/td><td data-label=\"Definition\">The sum of a government's deficit and debt maturing in a period.<\/td><\/tr><tr><td data-label=\"Term\">Sovereign immunity<\/td><td data-label=\"Definition\">Legal protection of a state and its assets from suit and enforcement in foreign courts, with exceptions.<\/td><\/tr><\/tbody><\/table><\/div><\/div><\/div><\/section><section id=\"nx-sec-indicators\" class=\"nx-section\" data-hue=\"finance\" 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\">Indicators<\/span><\/div><h2 id=\"nx-s-7\" 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\"><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\">Gross general government debt<\/td><td data-label=\"Unit\">percent of GDP<\/td><td data-label=\"Cadence\">quarterly and annual<\/td><td data-label=\"Source type\">National statistics and IMF World Economic Outlook<\/td><td data-label=\"Label\"><span class=\"nx-chip\">OFFICIAL<\/span><\/td><\/tr><tr><td data-label=\"Indicator\">Net debt, with the treatment of fund assets<\/td><td data-label=\"Unit\">percent of GDP, asset definition stated<\/td><td data-label=\"Cadence\">annual<\/td><td data-label=\"Source type\">National statistics and IMF Fiscal Monitor<\/td><td data-label=\"Label\"><span class=\"nx-chip\">OFFICIAL<\/span><\/td><\/tr><tr><td data-label=\"Indicator\">Gross financing needs<\/td><td data-label=\"Unit\">percent of GDP<\/td><td data-label=\"Cadence\">annual<\/td><td data-label=\"Source type\">Debt office borrowing plans and DSA documents<\/td><td data-label=\"Label\"><span class=\"nx-chip\">ESTIMATED<\/span><\/td><\/tr><tr><td data-label=\"Indicator\">Average time to maturity of debt<\/td><td data-label=\"Unit\">years<\/td><td data-label=\"Cadence\">quarterly<\/td><td data-label=\"Source type\">Debt management office statistics<\/td><td data-label=\"Label\"><span class=\"nx-chip\">OFFICIAL<\/span><\/td><\/tr><tr><td data-label=\"Indicator\">Share of debt in foreign currency<\/td><td data-label=\"Unit\">percent of total debt<\/td><td data-label=\"Cadence\">quarterly<\/td><td data-label=\"Source type\">Public sector and external debt statistics<\/td><td data-label=\"Label\"><span class=\"nx-chip\">OFFICIAL<\/span><\/td><\/tr><tr><td data-label=\"Indicator\">Liquid fund assets against debt due within a year<\/td><td data-label=\"Unit\">ratio<\/td><td data-label=\"Cadence\">annual<\/td><td data-label=\"Source type\">Fund and debt office reports<\/td><td data-label=\"Label\"><span class=\"nx-chip\">ESTIMATED<\/span><\/td><\/tr><tr><td data-label=\"Indicator\">Sovereign spread over a benchmark<\/td><td data-label=\"Unit\">basis points<\/td><td data-label=\"Cadence\">daily<\/td><td data-label=\"Source type\">Market prices<\/td><td data-label=\"Label\"><span class=\"nx-chip\">OBSERVED<\/span><\/td><\/tr><tr><td data-label=\"Indicator\">Risk of debt distress or sovereign risk signal<\/td><td data-label=\"Unit\">category from low to in distress<\/td><td data-label=\"Cadence\">per assessment<\/td><td data-label=\"Source type\">IMF and World Bank DSA documents<\/td><td data-label=\"Label\"><span class=\"nx-chip\">OFFICIAL<\/span><\/td><\/tr><\/tbody><\/table><\/div><div class=\"nx-live-slot\" data-nxf-slot=\"indicators\" data-nxf-kind=\"indicator\" data-nxf-resource=\"nexus:\/\/gra\/A10\/topics\/sovereign-wealth-vs-debt\/#indicators\" data-nxf-title=\"Indicators\" data-nxf-height=\"520\" hidden><\/div><\/div><\/div><\/section><section id=\"nx-sec-pipeline\" class=\"nx-section\" data-hue=\"finance\" data-tone=\"alt\" 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\">Canvas<\/span><\/div><h2 id=\"nx-s-8\" 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 Sovereign wealth and debt 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-a10-topics-sovereign-wealth-vs-debt-dsa-t nx-dag-a10-topics-sovereign-wealth-vs-debt-dsa-d\" data-nx-z=\"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\"><title id=\"nx-dag-a10-topics-sovereign-wealth-vs-debt-dsa-t\">Sovereign wealth and debt: debt sustainability analysis<\/title><desc id=\"nx-dag-a10-topics-sovereign-wealth-vs-debt-dsa-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\" data-tone=\"alt\" data-variant=\"stack\" 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\">Sources<\/span><\/div><h2 id=\"nx-s-9\" 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\"><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 World Economic Outlook database<\/td><td data-label=\"What it gives\">Gross and net debt series and fiscal balances<\/td><td data-label=\"Licence class\">Free, IMF copyright and terms of use<\/td><\/tr><tr><td data-label=\"Source\">IMF and World Bank debt sustainability analyses<\/td><td data-label=\"What it gives\">Published DSAs with debt paths, stress tests and risk signals<\/td><td data-label=\"Licence class\">Free, IMF and World Bank terms<\/td><\/tr><tr><td data-label=\"Source\">World Bank International Debt Statistics and Quarterly External Debt Statistics<\/td><td data-label=\"What it gives\">External debt by debtor, creditor, instrument and currency<\/td><td data-label=\"Licence class\">Free and open, CC BY 4.0<\/td><\/tr><tr><td data-label=\"Source\">BIS debt securities statistics<\/td><td data-label=\"What it gives\">Domestic and international debt securities by issuer sector and currency<\/td><td data-label=\"Licence class\">Free, BIS terms of use<\/td><\/tr><tr><td data-label=\"Source\">OECD Sovereign Borrowing Outlook<\/td><td data-label=\"What it gives\">Borrowing needs, issuance and maturity structure of OECD sovereigns<\/td><td data-label=\"Licence class\">Free, OECD terms<\/td><\/tr><tr><td data-label=\"Source\">National debt management office reports and SDDS data<\/td><td data-label=\"What it gives\">Issuance plans, debt composition, maturity profiles and the reserves data template<\/td><td data-label=\"Licence class\">Public, national terms<\/td><\/tr><tr><td data-label=\"Source\">Rating agency sovereign rating methodologies<\/td><td data-label=\"What it gives\">Published criteria showing how agencies treat sovereign fund assets against debt<\/td><td data-label=\"Licence class\">Published documents, agency terms<\/td><\/tr><\/tbody><\/table><\/div><div class=\"nx-live-slot\" data-nxf-slot=\"evidence\" data-nxf-kind=\"evidence\" data-nxf-resource=\"nexus:\/\/gra\/A10\/topics\/sovereign-wealth-vs-debt\/#evidence\" data-nxf-title=\"Sources\" data-nxf-height=\"520\" hidden><\/div><\/div><\/div><\/section><section id=\"nx-sec-decisions\" class=\"nx-section\" data-hue=\"finance\" data-tone=\"alt\" 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\">Decisions<\/span><\/div><h2 id=\"nx-s-10\" class=\"nx-section-title\">Who decides, and what the evidence serves.<\/h2><p class=\"nx-lede\">Sovereign Capital Nexus 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\" data-lv=\"ledger\"><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\">Debt management offices<\/td><td data-label=\"The question\">What maturity, currency and instrument mix to borrow in, given the assets the state holds<\/td><td data-label=\"Evidence this page serves\">Rollover scenarios, debt composition, cost and risk trade-offs under the Revised Guidelines<\/td><\/tr><tr><td data-label=\"Who decides\">Finance ministries<\/td><td data-label=\"The question\">Whether to draw on funds, borrow or adjust the budget to meet financing needs<\/td><td data-label=\"Evidence this page serves\">Gross financing needs, liquid asset coverage, stress scenarios<\/td><\/tr><tr><td data-label=\"Who decides\">Fund boards<\/td><td data-label=\"The question\">How much liquidity the fund holds against a possible call to support debt service<\/td><td data-label=\"Evidence this page serves\">Liquidity tiers, withdrawal rules, correlation of fund losses with borrowing costs<\/td><\/tr><tr><td data-label=\"Who decides\">Creditor committees and official creditors<\/td><td data-label=\"The question\">How fund assets bear on repayment capacity in a restructuring<\/td><td data-label=\"Evidence this page serves\">DSA treatment of assets, legal separation, comparability of treatment under the Common Framework<\/td><\/tr><\/tbody><\/table><\/div><h3 class=\"nx-h4 nx-mt-4\">Outputs this topic produces<\/h3><ul class=\"nx-list\"><li>Gross, net and net worth views of the same sovereign, with definitions stated<\/li><li>Rollover stress scenarios using liquid assets and contingent lines as buffers<\/li><li>Comparisons of how DSAs and rating methodologies treat sovereign fund assets<\/li><li>Notes on the legal separation of fund assets from creditor claims<\/li><\/ul><\/div><\/div><\/section><section id=\"nx-sec-core-questions\" class=\"nx-section\" data-hue=\"finance\" data-tone=\"alt\" data-variant=\"inset\" 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\">Core questions<\/span><\/div><h2 id=\"nx-s-11\" class=\"nx-section-title\">What specialists ask.<\/h2><\/div><div class=\"nx-section-body\" data-lv=\"columns\"><ul class=\"nx-list\"><li>When does it make sense for a government to hold assets while also borrowing?<\/li><li>How should sovereign assets be counted in assessments of debt sustainability?<\/li><li>What happens when funds are used to cover fiscal deficits or service debt?<\/li><li>How do markets and rating agencies view sovereign assets alongside debt?<\/li><li>How can governance keep investment mandates separate from fiscal pressures?<\/li><\/ul><\/div><\/div><\/section><section id=\"nx-sec-mechanisms\" class=\"nx-section\" data-hue=\"finance\" 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\">Mechanisms<\/span><\/div><h2 id=\"nx-s-12\" class=\"nx-section-title\">Drivers and dynamics.<\/h2><\/div><div class=\"nx-section-body\"><p class=\"nx-p\">Holding assets while borrowing can be rational. A savings fund may earn returns above the cost of debt over long periods, a stabilization fund provides liquidity that reduces the need to borrow in crises, and reserves support the currency. But the arrangement carries risks: if returns fall below borrowing costs, the strategy loses money, and if assets are illiquid or politically hard to use, they may not provide the buffer expected.<\/p><p class=\"nx-p\">Confusion arises when assets are counted as if they fully offset debt without considering liquidity, legal restrictions and mandate. Conversely, governments under fiscal stress may raid funds, undermining their purpose. Net worth analysis, which considers assets and liabilities together, gives a fuller picture, but it requires careful treatment of asset values and restrictions.<\/p><\/div><\/div><\/section><section id=\"nx-sec-methods-and-limits\" class=\"nx-section\" data-hue=\"finance\" data-tone=\"alt\" data-variant=\"stack\" 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 and limits<\/span><\/div><h2 id=\"nx-s-13\" 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\">Net worth analysis<\/h3><p class=\"nx-p nx-mt-1\">Assessing public assets and liabilities together, drawing on <a class=\"nx-link\" href=\"https:\/\/globalriskalliance.com\/sovereign-capital-nexus\/stem\/economics\/\">economics and development economics<\/a>.<\/p><\/div><\/li><li><span class=\"nx-eyebrow nx-index\">02<\/span><div><h3 class=\"nx-h4\">Liquidity analysis<\/h3><p class=\"nx-p nx-mt-1\">Assessing which assets could realistically be used, and how quickly, under stress.<\/p><\/div><\/li><li><span class=\"nx-eyebrow nx-index\">03<\/span><div><h3 class=\"nx-h4\">Scenario analysis<\/h3><p class=\"nx-p nx-mt-1\">Testing how assets and debt behave together under shocks, using <a class=\"nx-link\" href=\"https:\/\/globalriskalliance.com\/sovereign-capital-nexus\/stem\/decision-analysis\/\">decision analysis under uncertainty<\/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\">Asset values fluctuate, legal and political constraints are hard to quantify, and data on contingent liabilities is often incomplete.<\/p><\/div><\/li><\/ol><\/div><\/div><\/section><section id=\"nx-sec-methods\" 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\">Methods<\/span><\/div><h2 id=\"nx-s-14\" 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\/sovereign-capital-nexus\/stem\/financial-economics\/\"><span class=\"nx-mledger-n\" aria-hidden=\"true\">01<\/span><span class=\"nx-mledger-body\"><span class=\"nx-mledger-name\">Financial economics and macro-finance<\/span><span class=\"nx-mledger-role\">Sovereign asset and liability analysis \u00b7 Sovereign, bank and enterprise feedback<\/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\/financial-economics\/\" aria-label=\"Financial economics and macro-finance: canonical page on the STEM Commons\" target=\"_blank\" rel=\"noopener\">Canonical \u00b7 STEM Commons <span aria-hidden=\"true\">\u2197<\/span><\/a><\/div><\/li><li><a class=\"nx-mledger-main\" href=\"https:\/\/globalriskalliance.com\/sovereign-capital-nexus\/stem\/decision-analysis\/\"><span class=\"nx-mledger-n\" aria-hidden=\"true\">02<\/span><span class=\"nx-mledger-body\"><span class=\"nx-mledger-name\">Decision analysis under uncertainty<\/span><span class=\"nx-mledger-role\">Disaster risk layering choices \u00b7 Robust fiscal and fund rules \u00b7 Mandate trade-offs for boards<\/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\" target=\"_blank\" rel=\"noopener\">Canonical \u00b7 STEM Commons <span aria-hidden=\"true\">\u2197<\/span><\/a><\/div><\/li><li><a class=\"nx-mledger-main\" href=\"https:\/\/globalriskalliance.com\/sovereign-capital-nexus\/stem\/economics\/\"><span class=\"nx-mledger-n\" aria-hidden=\"true\">03<\/span><span class=\"nx-mledger-body\"><span class=\"nx-mledger-name\">Economics and development economics<\/span><span class=\"nx-mledger-role\">Permanent income and fiscal sustainability \u00b7 Dutch disease and absorptive capacity<\/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\" target=\"_blank\" rel=\"noopener\">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\">Net debt definitions differ between countries and institutions, so every comparison needs its asset definition stated. Assets are marked to market or estimated, while debt is often reported at nominal value. Whether fund assets are legally available to service debt is a question for national law and courts. DSAs are judgements under stated assumptions, not forecasts. Sovereign Capital Nexus gives no view on any sovereign's creditworthiness and no investment advice.<\/p><\/aside><\/div><\/div><\/div><\/section><section id=\"nx-s-15-sec\" class=\"nx-section\" data-hue=\"finance\" 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>Why would a country with a large fund also borrow?<\/summary><div class=\"nx-answer\">To develop a domestic bond market, to keep the fund invested for the long term, to match currency and maturity needs, or because the fund is legally ring-fenced. Each reason carries different risks.<\/div><\/details><details><summary>Should fund assets be netted against debt?<\/summary><div class=\"nx-answer\">Only assets that are liquid and available to meet debt obligations, with the definition stated. Practice differs between the IMF, rating agencies and national statistics.<\/div><\/details><details><summary>Can creditors seize a sovereign wealth fund?<\/summary><div class=\"nx-answer\">That depends on the fund's legal structure, sovereign immunity law where the assets sit and the terms of the debt contracts. Courts decide, and outcomes have differed.<\/div><\/details><details><summary>Can sovereign wealth simply be netted against debt?<\/summary><div class=\"nx-answer\">Not simply. Liquidity, legal restrictions and mandates determine how far assets can offset obligations.<\/div><\/details><details><summary>Why have separate GRA platforms for wealth and debt?<\/summary><div class=\"nx-answer\">Because investor mandates and debtor obligations carry different risks and governance, and mixing them can mislead.<\/div><\/details><details><summary>Does GRA advise on debt management?<\/summary><div class=\"nx-answer\">No. It provides sector-level research only.<\/div><\/details><details><summary>Does GRA give advice on this topic?<\/summary><div class=\"nx-answer\">No. GRA does not invest, manage assets, advise on securities or on their issue, or offer, solicit or recommend any security, fund or transaction, 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 Sovereign Capital Nexus.<\/h2><nav class=\"nx-related nx-mt-3\" aria-label=\"Related\"><a href=\"https:\/\/globalriskalliance.com\/sovereign-capital-nexus\/topics\/sovereign-wealth-funds\/\">Sovereign wealth funds <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\/sovereign-capital-nexus\/topics\/state-asset-portfolios\/\">State asset portfolios <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\/sovereign-capital-nexus\/topics\/strategic-investments\/\">Strategic investments <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\/sovereign-capital-nexus\/topics\/sovereign-investment-governance\/\">Sovereign investment governance <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\/sovereign-capital-nexus\/topics\/resource-revenues\/\">Resource revenues <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\/sovereign-capital-nexus\/topics\/geopolitical-investment-risk\/\">Geopolitical investment 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\/sovereign-capital-nexus\/\">Sovereign Capital Nexus 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\/sovereign-capital-nexus\/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\">Sovereign Capital Nexus<\/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=Sovereign%20Capital%20Nexus%3A%20Sovereign%20wealth%20and%20debt\">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\/sovereign-capital-nexus\/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\/sovereign-capital-nexus\/topics\/sovereign-wealth-vs-debt\/#faq\",\"isPartOf\":{\"@id\":\"https:\/\/globalriskalliance.com\/sovereign-capital-nexus\/topics\/sovereign-wealth-vs-debt\/#webpage\"},\"inLanguage\":\"en\",\"mainEntity\":[{\"@type\":\"Question\",\"name\":\"Why would a country with a large fund also borrow?\",\"acceptedAnswer\":{\"@type\":\"Answer\",\"text\":\"To develop a domestic bond market, to keep the fund invested for the long term, to match currency and maturity needs, or because the fund is legally ring-fenced. 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