<?xml version="1.0" encoding="UTF-8"?>
<feed xmlns="http://www.w3.org/2005/Atom">
  <updated>2026-09-18T23:28:34Z</updated>
  <generator>https://njump.me</generator>

  <title>Nostr notes by delajxn</title>
  <author>
    <name>delajxn</name>
  </author>
  <link rel="self" type="application/atom+xml" href="https://njump.me/npub1lg8npc2rqycgda4fmamlx4duusspv6dze446s2j0qrsq76qseazs2xu2sr.rss" />
  <link href="https://njump.me/npub1lg8npc2rqycgda4fmamlx4duusspv6dze446s2j0qrsq76qseazs2xu2sr" />
  <id>https://njump.me/npub1lg8npc2rqycgda4fmamlx4duusspv6dze446s2j0qrsq76qseazs2xu2sr</id>
  <icon>data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAIAAAACACAYAAADDPmHLAAAQAElEQVR4AezdBZRlR9EA4K7BggfXwBJsIchC8ANhsQOEBIIm2EGCu7skuAR3P7i7u7t78MXdXfPP14&#43;a7Xl5Ou8&#43;SfjnbG3f295V1dXV1XX7rZ3oRCc6ahlw8pOf/KidO3duwMlOdrJN/TjJSU5ylLg999zzqFOc4hQVlBE/rL/ygmHpy4g/8YlPfNR&#43;&#43;&#43;23Mc5Tn/rUm8a5jD61ba6VJf2tE3ej5T//&#43;c/ln//8Z1lbWyvHPe5xy/GPf/xyvOMdrxznOMcpRx11VPnXv/5V/vGPf9Q8//nPf8qwv3//&#43;98lIioMy7PoeP3/wx/&#43;sNHsSU960o3nVXhYGgOsz&#43;SN8f/pT38qJzjBCTaILgHR//73v1eiIyxEih8F8knHOMJVgZYBWsZfhf4tnAEQMiJKiwgMIB7RzXSET2JOiyT1kCTTlptn/t///vcb1bfj3ohc4sNCGABRjNHMJN7X16BywhOeUFQh0n/7299WEY/o8kZETdvKf&#43;qIiLqclBX5&#43;&#43;tf/1olme7AQY7d&#43;7JhrgwQEXUdJ96B9T0i6jpf/vsHOZggYutE/29VNVCXB4gWrgrQc7Ivx3oGgHxKnNmO6AZuZqZ4b0U05U96V0CCgLaNruqepR7LW5ZPnOT7MsNOJEAi3MDamd4SHQLki9gsAcR3jYCsc5WYoGV0k6PrMU9bX&#43;ZfQ5StQkRUzX2PPfaooZkP&#43;ZS4v/3tb3XdS5HctoFRsgMQ06Z18Yzx1I8BuqivizqMU5/AKvVrDTduFRDSYBAZ0hE/IuoaT/wPq5eUgAig7LB8s8QjGoacpY4uyxqn8YJRuOmyzUnqmmkJgGQDSoiYTJHDNFkG4&#43;Rzl2H2LWKyPnXZ9qC62nGaOIPyLCNuJgbQYYiOmA7JJIWywCwVdg36pc6I6fqmzDygHWfLDPNoa5o6xzKA2UpkDwPijA4wLH1QvDpTPK3byqsVcFC&#43;SeJsqYbl08a0fRtW16zxxqk/ICJmGvO0fYHvYUyxNiwh49muT3/605dTnepUA&#43;GUpzxlAeuHHAPTB5VT5/rBTgHTlOuv65znPGe55CUvWYT9ad71C3heNpzmNKep4zVmZvBF9Qft4Dvp2R&#43;OZQAF2LJ/8pOflFHw05/&#43;dGR6W/ZHP/pR&#43;dWvflWBFbBNm/RZexFRfve739XDo/UTw2Ln0V9evp/97GcT962/fFfvv/nNb&#43;p4jdv4u6p3XD1oh4bDYCIGGFY44623ETHxKVy7JSISs55pwtOd7nR165lliMVt27aV85znPHWmZXz2Ld&#43;XFbbjbHWgRfenv701xBgFOgvG5VGxrc6ofJlmpsoPEI5SlGmThNo57WlPq3ghQY488sjiQEkEneDsZz97Ode5zlXXWX0XjxEmqXteefRLPwDz97za6a/X&#43;EF/fL6vRfRmbsTWQ8gFNN2I8fXoELMwZEREnbER48tF9PKc8YxnrLYG5YlTYu6rX/1q&#43;da3vlUgV7x1dp999qn6ASabtG8RvTYiugutwbn1w7wMZRHd1R&#43;x9bo6WQIg3CyOiIlP4azd5b9/FKP/Po4NIJJiI6P1NAkeEVUafPnLXy7f&#43;9736umiPOrevn172ba&#43;PGAEcYsGfcg2jdtkyfdlh50xAM42mFFbDukJRHc&#43;U&#43;DyeVx4pjOdqTIZJJr9g/L/8pe/LF/84hfLD37wg2qOlmfPPfcsF7jABQpGaNdjafOGfgaYd3vT1N8ZAyAImJQBiG1SQ2fZEto1UtwgkC/XfkTOZWRQXn2h/WOEH//4x0VbEVGUv&#43;AFL1j22muvelQ9qGyXcSSW5Uid&#43;kQCeF4V6IwBDCiRHBFeRwJkYAL6AI&#43;ZdpYMK4hoEVGdSIbN/v6yJBMG&#43;MpXvlK3Yd4x6RnOcIaCEegTEeP721/vpO8kT&#43;alqBpvvq9C2CkDQK5BUbiEowADmKE0&#43;F27dlWNPWI4IUgIxhN1KjctImm9GIGySHfQvtl55jOfuTICyaDursF2NetctdmvX50yAKQCM0zlw0A6hYwIJzXkQ9RR/nJmv3wIz7jjeRrAnPqmve9&#43;97uFsph6iKXlLGc5y8bOYpp6R&#43;XFsEzA8mjXsuV5GTCszU4ZQCMGGhFVUSt9fwhPAQMRR5/t7AODpIc1NEUp4mujr&#43;qJXjFBRFSDlbbaZQQDYq6JKpogU0RUPSOzdl1/1jtrOBcG0KmWkBE9HwGExwTSgRkJ6Wagd0Ast2XFnfWsZxVUjR4i68sW/kvGyT7MKlVGdcFWNcdl&#43;cG4o/IvK61zBjAQhI0Ij1WsInxLVOkIn0uANGt8LbD&#43;X8sEZn6KUTNW2fUsW/qnLNBeV1JlUEfUT7nMNP0mffJ9lcK5MEDONDMAMiJ6zAD5CM8Slnkgg3JEK&#43;cu7h1gApCzVJku1lCEiIjSlVTR135wOmnc4hmquui3uuYBAxmAseUa17hGechDHlKe9KQnlec&#43;97nlzW9&#43;c3nXu95VPvzhD5fnPe955cUvfnF58IMfXG584xuXS13qUgXHI7CBg4ioa212GsFzxkdERm&#43;ErHeMNGZmRqqHxu79hz/8oWADLnOZy5Qb3vCGZf/9969Hwqx9NG5lNjINeNAPymZXUqW/iXOc4xwbH71gtu985zv9WVbqfYMBrnSlK5UjjjiivP/97y8vfOELK1Fpyi94wQvK4x73uHLXu961HHrooeVa17pWufvd714Z4xvf&#43;EZVdG52s5uVK1zhCsW6Z9ZG7CYwJCC8mT9q5JQy2vnZzna2wnaeeR2jYg5hxgkPOOCAcstb3rLc7na3K495zGPKq171qvKRj3yk2FZ&#43;4QtfqON4&#43;ctfLusmwKSkjciupIq6gInD/8AzQPy//OUvHlcW1g455JA6s3fu3FmRdv3rX79c8YpXLPe&#43;973Lq1/96gKZX//618u3v/3tYhYSZ0T2Zz7zmfKKV7yiPPKRj6xEQADxOVIzGbIxgDDjR4UMQtZLTGCWZl4GI4yV70K6AUl0zWtes1z&#43;8pcv&#43;&#43;67bzX17rfffsWYSC1bO3lb4ICyxx571Ch2gfrQwX&#43;2fBggq3JOn9vMjFvFcO3c5z53udn6DL7//e9f3vrWt5ZptGzKnXU&#43;tWoDRHAz3rl8RBREaGeFPKNA&#43;xCHCRA58xLtLRNAOIbJdCEpY8kw837&#43;859XZxHxCRFRGH68W5tbhhW3VSD59t57743iGBYjb0Qs8WFc02uHH3542cpMQHSQDZjlCG/L45k4FpoJz3zmM6u4zrzjwhSbFDWEzvwtEzhAGkVA6Rgpywq5ZWFYz7Zlbf/FbQUQHpNH9JY9jPXNb35zK1UtpcyGDjBt62Z6W8Z6iuBtHIXLu2XFuv6Od7xjYwaKHwSIbI1WlxltxhLbmVc6STCIwJlH2J&#43;O2OqS5js9zBERAw1WZYI/fSDl2r7RY&#43;hF/biZoLqlZdkyA&#43;gxIgkBBAtbSAZAtMc//vHl1re&#43;dRGe97znbbNterabkD8iqkKHUNbW1lYvHUNJ21S4ecEAreJITCOaLN///vfrgZLnQf0WPwroEJxN9CHzEfsOnEjBjDsmhJ0xQERPBPYPGhNERN0SQvz1rne98rCHPaxu3frz0ils5cRbyy0FvHyspwiIOaTlrBvFAPSHTMcwpIqy4pzKYV4wDQNgIOL&#43;fOc7Xz28Uh&#43;gt9h9HJNmvn6DmRigHXBEqO9okHkidqfbStrCXfWqV92U30xHEIRB9EykR2AEyiQmMLsxhyUCUSJ2151l5EkdQRlMIK2tN5lTm9KGgXR9c3yMEb3Lq5&#43;2rhxPvB8TYSYGgIAcdMTRiSAtGQChvCfc/OY3L9e5znUKbV8csUpJ8/yLX/xiw6XLO0BMdglEM7u9i3eqaMvIsEOCiAPJAOJaqUJJkw7UJUyCek4Qh&#43;EYdi50oQsVDJBMJI/2v/SlL1UfA&#43;/HVJiJAZK4Bg9hwkEgX0TUZaBNZ1iyQ6DtU9Aioq7Nw3Yl1lfSAHGJcm1irIioLuKYgGOJEPGsywgnH2ZtZ3/2Q7x07whs18GUe&#43;ELX7ggvnrESwcYiF2Epk/xFXdMhpkYoB14RLSvm55HzTRMcNhhh9WvixSyPSPaPQ8CxCIBMIB0BBQmRPSYAeEojkAeGjoJAzAJPcLSgPEQfMeOHdWYxKUcg2kn6xRiPhZJUuiPf/yjqJWGSTs3MwOY3dlYxGAmkAcR2pmUZczK5z//&#43;fUV4SlU9WXAf8pH9NzIL33pS5ePfexj5XWve11R3pnFwx/&#43;8HLf&#43;963WiZp6EmoiKh3EpEGZ1s3NTN&#43;2b8jPkYgMdI&#43;0DaL6AxKZjuLKCtom35seJ6ZARA2ERExmAGkY4KIo6dbv1OUIkRKC2X6AQOIY&#43;b1TSAd4m53u1t58pOfXN74xjeWz33uc9U13Cz3nAygzKRAubTMcB37/Oc/X&#43;xcrPeTlj&#43;m5VsoA0BOEtEzsK0SIrylwPMgUC6ix0CYyTaRyfezn/1sefe7311e&#43;cpXFvrEQx/60HKHO9yhnlRar0kVM5j4Jm3MYgRVnq4hXjoDjrrs5eVjLIrotTeoP8eWuJkZADESGRHDESYfaYGQmd9amz4AtlIOmK5&#43;9atn8qawLYeomxL7XhxEWecjon4UiuAIb2YnwW3fMIB46XSE/nW/r9pj5evMDICoiZlxCMQEEbGxG7AGK2sJQAhrue2huBYQPyJqlPbUU1&#43;G/GdXIcm5hDXc8zhQ77j&#43;j6vjmJg&#43;MwMYNOQJI3pE8jwIknAIap1ONzDHzPITwxiBguc9Qf58Hjf77RDoEvIT5dk376PAEiT9f40JOmUACIwYzgQYAEEgmUYuP6Wrtdlbx53xSwPyRvTqVFYd4ofBVl3I/p8BhmF0gviWKBE9Yg0rJq/Zn9uunP2ZnyJ2uctdrm7bxDH0CMG42W9L1y9VlJsUMEErbSYtt0r5pu1L5xLAjB3VCbM4TbO2af1OHcpSBi9ykYvUb/ciegylHOaRPggidjt79EuVQflHxf0vMcGaGTYKIAOMytMSPSKqK/iw/E7lpCEALdxzP9h/s8y19SJ&#43;f7723SFNShXafps27DnHZTdy8MEHl5e85CXlEY94RPURGFbmmBZvjGBYvzuRAIiZgGggIja0/TaNada7mW&#43;meu4HRhymXvVIM/uFw0A&#43;jCXdUa8zAM&#43;jAEI4svJP4L3EdsAewDmWp/OossemtM4YwAxNxEREnUUIg/sSIqKwsDlMYWGLODqTlPU/egDv5PXH&#43;q&#43;tu0b0/WdJQVDRNH9hC8lAEVEdRx/wgAeUD37wg9WhlbmXxzOr4tOf/vRqQLrXve5VLEFtHcfW584YAIIS0Z5HAaTLi0FAMojQO2CpU4d8wPMgUCalCoNOSpUsExH1KPc2t7lNdXp96UtfWrZt21ae8IQnlIMOOqi6wjvWjYha/cc//vH6zcNTnvKUepdAjTwW/9cZA0C4mUpTBzRq7wlmKMKOw2VEbFo61BsRQ4sR/ZhAvpz9EVG/LeB99KIXvai85z3vKVe&#43;8pXLm970pnLggQeW&#43;9znNMX9SQAAEABJREFUPuUDH/hA/dZwUMXczTmgkAipVwzKt8pxEbEJj8P62hkDZAMRuxtGFACJ/ADPf/7zF&#43;IacwBpAJMIQdYjxDD9ceITOHvYUnpnS5DXNwLWdV8w&#43;WjEcnODG9ygeiW/5jWv2bhNTJlR8KAHPahefMl9bVS&#43;VUgzbv2AL5MBeI6IkmnSB8Ga2ToKEAqMyjMuzbl7RNT287xfmRqx/h&#43;TrWUBsMkLfavAqCPfMKD5R/TqZfJFdF8xRUSxjjMoPeMZz6gnesYwDVBSnTT6SOaQQw6pv1w2rB&#43;LjocvY0HciN6uC9HXUVmvwoE/ENFjAHmH9bFzCaATLXDZss3KON60OWvN/IjYJKoiep3mkUNaZLkMDdRy4hg56&#43;FCZu3X1u1vf/ty&#43;OGHF7aELLPVcNeuXXVb&#43;MAHPrBc9KIX3Wo1nZRLYhs/iQrgQTziIjjwLC4hIka2P3cGcNDjiJWCpic6zinDjV1O7HTUoKS1YEZjEHHEGXGvrEF7T&#43;bA3ayJ8pIeTgKV6Qre&#43;9731qPmZSmFEb0ZjrmNH67gjBSAWwSHA3H9Y4YTuBqUlnnnzgAaMjvtsb/2ta8V5&#43;ziOIFyv&#43;KdgxHEJeiwfLxwDBrxcyAGjglSqlhSIEBZ5/9pCvbeFTztaU&#43;rV849&#43;9nPrkauruodVE9EVAuoMRs7iIgN0Z5ER9wy5k8eeIsYLgUWwgDZT0YadgDMgCnEIxhGoCQ6xUNczGGbhrsNQmjgiO89j3vFty5kJICy6u0StGnnYMnhcNJl3Zg9IjYRHQ7K&#43;h/GJtaB58y7njTRP/2WkdQQDoKFMkB2wHLAuZJTBsKKJ7rpBzxxMQIFThoiG7w8wNrP388zk28O0jumwlCeuwbnFhRL9yb41G2W&#43;pOQCN2KdnVicuMWGnfmlbYVgJ&#43;IFZEA7QAiovrU50WOBiwdgTEBwhOD4lpIFzKzgp7QplkC5iEBsg2Sy10ElEIfiWT8JCFCEsct0b0jkLEbj9D7JPVNmkd92hmWfykSoL8zDDjJCAgvnYsYJBP3kCbOup8uZA6SIFV8AgkwTwbQjk/owbOe9axqJxA3CLJvkI&#43;R9UvoHVEQ3Ew3Xu&#43;D6ugiLuvW7qD6VoIBImLjgxBm2fQI0mnaPkbgPgYMwkznOeS5BYojkdrGzeP5Oc95Tr3h3GFSWz&#43;i6zOG1Q&#43;A6OLNbgRHeEQXFzFcNLf1jnoel6YdTDBMD1gJBmgHYf&#43;P4I6E7e8NQOcZk3J9JzHaMvlMCUwJkXHzCJ0cUmbdiqL&#43;lugI7h3SEV2fENy7vIuGiKjWwIjBzLZyDOCA5g1veEO10&#43;9aN8SQCMy8iThi3lFxvrchyZBM0sZ3&#43;ex7BDP/nve8Z/0czTYN0SOiSjEz3ExPokcMRnyXfRpXF&#43;aLiHpCW/r&#43;VpYBsp&#43;Q6X4ixiSaON0g0/pDDGCt7Y/PdzOTNBFGTE8YuxNX6TgksgNRL00d0c12RCexIqavW13zAgygX8bd38ZKMYATO67hOtvfUTPfwc4oZw95hjGAwSfxhdZpofj&#43;toa9Oxuw82AQglRExwCD&#43;jusjmXER/Sk06CxrkHCOFBwXJ4u0h/72MeWpz71qdUospX6SAsMoL8tZF39yJdHGhGOIbwPA3ch8ha6xz3uUUW9fMoov8qgn/pn7BE9s7L3hLG/GZQFI6Ie2kTMJ3T8&#43;qhHPaqeukVsrQ0KFx0gYnd5CADGAczcBO8JEbHBePJHRPEXEYWR6n73u1&#43;h/TNeiTfrM19EzBU3EbPVn/3V54jNda3EEuDKFabg1Kp1eCtgCcAAWTaiN1jvBo/wnhO8A2kZJ4yIqjAhcFn/u8td7lLoH46W118rsbNMhuJXGSKidi8i6q6gvqz/txIMwL5OAqz3Z6Z/rRIYEZVQKkQk4HkQYIKENl9E1LuM6CYuzqTkZXn5Ina3kfGLCrfSjjFGxKaiS2cAa6ove7lgberZFl5IADpARExMfM1EhKACJFHshLR&#43;h0CuzrULIRGsnUKZ5YnYXVbcKgOm1b/sf3022FFgkGBUnq2mcdR0QshRc6t1tOVYBzGAS60f/ehHFz6BThr1f1KAJCA/gw/r4hOf&#43;MRNYjMiqr4AkRFRlcK2H7M877nnnkWfGcM4rzr4mqU&#43;4wDqEIKy/ucdrBnsMoCfnsHS&#43;rto38x0WENbv9WtblX4EuzcubPeHuKmczebX&#43;1qV6v2&#43;0nau8QlLlFvImfwwQR2GIO2fRFRDUJ2EvoQ0WOIcW041HLbuTMF/XPbif7zSn7LW95S72F&#43;&#43;9vfXj71qU8V8b5dYCBzEwrGdjQ9ro1B6RgA42baUpaAO9/5zoXi15XDZSJ/nbGr4wSk8Q1kVURIF1oz1nAS5Rnskms3nrtYepDpmOhn8CGZfKOg3ogeYekB6sIMkAmRmY4B9MUZgC1iIlo6cMX9YYcdVr2UeSpjSt9BcorxXaM8djIsnw67hNoSz/WdouxqPXj76Ec/Wq/wp5u4xUyeScCsl0/faui/RQLCMOa4y6eLdiE8B6M&#43;CMtBeodEM8fHHxe72MXq1XSukyFmfQb2zne&#43;s5iFpMaOHTuqxw/mUI&#43;jX3UMAsTHBBjAM8h8EVGXCH1jKnaOYYfDyGXWO&#43;Es638&#43;juGejtFsMeGG95Er&#43;jGpkCuaeNfiuP6eJEgr5Pbt28stbnGLelW&#43;MWS961UP/Zf9xawyLUwCcAn/xCc&#43;UfjYGZjGZwUITuIjADFtgMPqlebY2Z1C173udQuGoIRSQDl6MPG6buYqV7lKofxRKofVlfHa1QfMoH2huEyXRmrkLHUHApGvD9zUSRheTSZFlhkU8lJG&#43;E9&#43;8pMFI1g6LRGuyZGfOzypYjfV72InPSGiJ8kiokbNnQEiotzoRjcqnChsp972trfVhmf5LyLqVa2Qqx4Ih3jP0wCkWm&#43;JUcyACcxAs46InaSulDY5o/SF&#43;Hcbql8wV4d2PvShD1VJoz1r&#43;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&#43;iDpdd0RvUZVtHQ2/XerqQNIdJGNfzosAn9iYsCylm9NUzZsj2xzKAjBBum8IWbhvHn99AibR5EiKiZ2GL6K332iJSdVq/VgEskTRw3spmPCMTvaTtm7R8h7N8XlTogIxSiil9So8J9Fv7&#43;rrmYdXAjCf2I3YTHyOuUj8jorAbWFtJvte&#43;9rXVChnR63P21a3l&#43;bzoZSDbxQSvf/3ra//8zpF&#43;w7FJ1cklUbTzLqElPi4167usv4u6bLMouhgTcplwITwi6kkkBIM08UrjzCpuGWA5YITTD/2muMPDSkoAnQQ4VLhq4ByD/qNf9CJrrGeMKmyhqyWgrXOrz2wyDsmU9xm9&#43;xVWmgF0dBWBmVi/OKm6fNozSAaICK8VSDMKmBdLQObxvgxgI2BSpgdwc1tJBlg2kkYRhvjcd999qw&#43;Ao9s2b0SP8BG9MNNyJ0Ci&#43;TA245cRwq3zDiEn15VkgERMxGZEZvwyQ4dH2rcbGmTahljpLbSK4DJ2Am1fPJNEKblWkgESiRGrxQBsIs7uKX62xJDZD9n3Nr5lAMhv05b1zGqr7ZVmAB1cJXCgpT&#43;Oj5l7PfdDRFT3sYjdzLuKDMDhhPK6kgzQIjViNyLb&#43;EU/s0g6MtZuHr16ngR4GCkvL6QLVwF4Tq08A6wCovTBLWFcvYh/llBx00CaYFkzh0mPaerrIi&#43;/hDWGllFAcwWj8swjLdfSiN4FSfNoY5o6OZtCOuUJEeFkFGT/M09rDyAFMn5cOK90/QNL8wrW&#43;CgwcAiPiLrlGpV3EWkcSPVnUvGvTxG7l69WD2ARVNeiISKqF5ATyg1rZFnRv2QA3eP4yJ2Mz7/3RQOTKUcX7XK6EI4DDCBPRI8JWgmwyJ1ARGwieln/g1vSz&#43;nkyuoAicD1/hbI4wRJaXGQwd&#43;OD4K0RUAacrTlVE04DrL/EbsZwKxTbl4M0LaprZzp2kyiCzflk7iKQOnKfvHkdZ7OfMl65asfPyrhKNY9vi2BskyXYSpwHDHNmknqjoiN7SCER0RlZGUZkMxAz7OCutUREdUVfRzRS9/fSkoAX/DwsEmRz&#43;SK0Lx3eRu5pME4mGU5qPiqhiMGT1hn3tK6hDzRm3T2Z9stccS1ekAXFkGz3PKE6BE9hsNYmLSd6doeBivHAIwtbgnVYR9UCG29DMp9QXwPEdp3e1yeaOUQ4Rc&#43;HNFyv3Y8e9vb3rZ&#43;Y6f8rJASZqsMoH/60DLAVpaBiNhYzxG9rP8hNKKDfoZbTx77b6UY4I53vGPhhxgR9SddeNnkCGy98lnogwi&#43;d9zVMIQva3gtQYjjWu5sfBeBZ3HKbQXoIMpNywDKIEpETw9oGWDcTkA55SNig&#43;jJSMaI4MI2X9nC38owgO/k7nSnO9UhcK1yWwjxViPW/yMF1oOB/ywJHFd9h&#43;AaVx9QUhhl9gkYaUAq&#43;D2BQT9NK98oSMONo91R&#43;QalJYGk5VLieZAEyLwIbexmuWf5ERy0RBc/K6wEA/gGz9dDBsOFOZ0sW4SPYgDlEvjim/UYyn3DJMr73ve&#43;gogcIHySnnknDXO9ZtKdtEzmS6JGRP1Sh&#43;ewtKxTekTUWZ5Ejzj6el7m9Ld0BnDjFkIZn5nLn94zSPu550kZQN4Eblrc110&#43;lR48xPm2bdsyy0RhEssuZKICfZmSyKJzGTCbLSmIbpZHRDV4iafvmOnyR/SWD8/zgKUxgNmE2D6PNmDavJnbDhJiIEhcvw4gbhqAbEuFMvz4hZMCfzp5c/Z6ngaSATCxrWSWxVgIjehAPmkR8yW6NhKWwgC&#43;XXMtDM8as5T2biuXnWrDdhmYlQm4cKk7v9T1PAkglHwkknXZ8zSAsJYm7tnJhMZlEkibpq6u8y78nkDrsM&#43;iOVaYlTxseNdERPWmjdgcQnoOmqSI2JweMfn7kUceWavCAAg5KdAfkvl8/BkxeZsRURz&#43;sF8wAOkAK6YPaxiYIqarK6Lb/Au9J9B3ar5UEefYlOgAAAVaSURBVNKCbc/y3j2IGQQtAxChg/JMGpcM4BMpsy9icmTaYmpn7733HsioEYPrMj6fxLcMhPgcRSMGl4lYXPzClgBIJ/ZZ6niluntv2K3fEJ1AVOZzIjHfpw3ZDtRBt3AbyDTlXTwlPwYQTgI&#43;0uSFa52XX9n999&#43;/3m3gfRVgYQzAfm/t507lupZUrMYhgRIYETUb4tWHLf5H0XJDh&#43;K&#43;5hVOCjxp5SW2xymD2nFJQ/rgW&#43;fpOxRezKeeYbDIeJNxYQyQiPedoYOdaQaay4CZBKYp2583l4FpJQCp5QIJ9ZnJwkFAqfWxSHoN0TM4k07b3qC6u47j4jb20zAzsAtgxzcAvxcYEVOto8kAypMCEdOVj9idPxnRjJx2XAxK&#43;kB6mMn9gLEpe5Q&#43;&#43;biQHXjggQXD9Odd9jt7hO8a12jWiwDHt5BC&#43;SFGicVJoWUA&#43;&#43;hJyw3Kl8ocJZAyOs3YnTjaETDp2sWQRgm8bBHfh6LGabk76KCD6r2EmWeVQsftETH6gojS4R8HRMRT5fbt2wUTQ6sI2jrSHxBi4gqajPbjliFRO3bsEEwMdi58EBTgI2gWeyZVWk3fnQFm/jhdQdllgH4lDRamA5iNtGID9omycFJoJQAFC/ExgZ&#43;MRRTr7qR1yZdr&#43;bQMoKz7&#43;rTt5&#43;0sBQ6dmJulAWNzzVzbZ/GrBI7OMS/D2MIYAAJSK07uEzcpOJNPB5Esg6lIBMfGRLAj1klsBVtVBLWL2VwjJ3TtCiOWeHDxi1&#43;8kAyeVxUY4uhhJtLCPw5NBnBE24r1SZBlzXYBE/FqfTXDMECWNSBKGKdNQNRb3zO9DXG&#43;d46eg66KlTYKEP7ggw&#43;uPgvy0fQ5rc7ic6CeeYOxMkLpr6XMRFioBMglgPbNMLSVAes88YuTMQOlsp&#43;ZSAFf4ZIKbO&#43;kBAbJ9ljn7Ca82w0Ip4GIKIxKymBKt3PmbxqK2wrMuwyRTy/BBLaoeRfi2jjN1CwD4/JNko4Q6VdvGVDvLNAyA4bAGJgrkRkRheJJT8AMtmf0B8yA&#43;&#43;UjDifpuzz6CpERoWixJHFLu/a1r13sCqSvKri0kosdGrjkC16MaSwDyNQl5HaQslSx2NF/pABpwLrlwMaBC2K11bsrhwKHGVzA7McpKYKTjE89GC6iR3xM5HCHr4E0Jl5XwK8iA7isk8Kqn4hPeuWYF7oE6MC8GEDdCfQDegKOZ3OgP7TMgEiWI/fquv6uTcs6MpQX4TFYRI/4dAvLjDzc14444giPhWNLIrpGrMB/rH3ubzQOxLdrabu1cAYw63SAJcr66XleEBFVTGsLMzDgWAPbZYLCiLisdsJ&#43;ZsBMmR8SEd7sj&#43;gxg77zVHb1vLLMvraBnqUtC4zF0mTLh2H5W6Yls&#43;3TwhmAAmYd0gmiSbgIiIjCpcsPLpgFtnIOZ9q2EQ3iMAOiA3HyJPGJTu/9QKuGZGvrPvvsU&#43;wStFeW8Ef68bHctm1b/bUzLvT93lbZrYUzgIY//elPC0rXekCtdMR/fvOXs6hZzQxMGtnP56xG5CxO7APv4uUReh8GkAzxtqAkjiXGEjQs/zziEd2PUpB6pBsv6Fx2B7U3EQPQrvfaa6/SFfiYQ2do4LT3RYAPTHkfmdFMt362BiNQ3GwnU3nUF8QTZ2snpFR6nmT83MfcwefMgSKKGM4E/HYAJXVe4GZwH9X4btLuhIsdD2jbYbgeBmMZgKbLcQM3dQW&#43;3jGbIFQHbc/mCZACtKltiLIdHTQeOwQmZj9SneGgfKPinHz6RRLX5lsSnAYecMABxT4cI9mKMlqBWYD0YlQzNt9Mqhs&#43;XeB96KGH1h&#43;bQjs0HMYA/wcAAP//mUXpSAAAAAZJREFUAwDlvgOz4Ua4iwAAAABJRU5ErkJggg==</icon>
  <logo>data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAIAAAACACAYAAADDPmHLAAAQAElEQVR4AezdBZRlR9EA4K7BggfXwBJsIchC8ANhsQOEBIIm2EGCu7skuAR3P7i7u7t78MXdXfPP14&#43;a7Xl5Ou8&#43;SfjnbG3f295V1dXV1XX7rZ3oRCc6ahlw8pOf/KidO3duwMlOdrJN/TjJSU5ylLg999zzqFOc4hQVlBE/rL/ygmHpy4g/8YlPfNR&#43;&#43;&#43;23Mc5Tn/rUm8a5jD61ba6VJf2tE3ej5T//&#43;c/ln//8Z1lbWyvHPe5xy/GPf/xyvOMdrxznOMcpRx11VPnXv/5V/vGPf9Q8//nPf8qwv3//&#43;98lIioMy7PoeP3/wx/&#43;sNHsSU960o3nVXhYGgOsz&#43;SN8f/pT38qJzjBCTaILgHR//73v1eiIyxEih8F8knHOMJVgZYBWsZfhf4tnAEQMiJKiwgMIB7RzXSET2JOiyT1kCTTlptn/t///vcb1bfj3ohc4sNCGABRjNHMJN7X16BywhOeUFQh0n/7299WEY/o8kZETdvKf&#43;qIiLqclBX5&#43;&#43;tf/1olme7AQY7d&#43;7JhrgwQEXUdJ96B9T0i6jpf/vsHOZggYutE/29VNVCXB4gWrgrQc7Ivx3oGgHxKnNmO6AZuZqZ4b0U05U96V0CCgLaNruqepR7LW5ZPnOT7MsNOJEAi3MDamd4SHQLki9gsAcR3jYCsc5WYoGV0k6PrMU9bX&#43;ZfQ5StQkRUzX2PPfaooZkP&#43;ZS4v/3tb3XdS5HctoFRsgMQ06Z18Yzx1I8BuqivizqMU5/AKvVrDTduFRDSYBAZ0hE/IuoaT/wPq5eUgAig7LB8s8QjGoacpY4uyxqn8YJRuOmyzUnqmmkJgGQDSoiYTJHDNFkG4&#43;Rzl2H2LWKyPnXZ9qC62nGaOIPyLCNuJgbQYYiOmA7JJIWywCwVdg36pc6I6fqmzDygHWfLDPNoa5o6xzKA2UpkDwPijA4wLH1QvDpTPK3byqsVcFC&#43;SeJsqYbl08a0fRtW16zxxqk/ICJmGvO0fYHvYUyxNiwh49muT3/605dTnepUA&#43;GUpzxlAeuHHAPTB5VT5/rBTgHTlOuv65znPGe55CUvWYT9ad71C3heNpzmNKep4zVmZvBF9Qft4Dvp2R&#43;OZQAF2LJ/8pOflFHw05/&#43;dGR6W/ZHP/pR&#43;dWvflWBFbBNm/RZexFRfve739XDo/UTw2Ln0V9evp/97GcT962/fFfvv/nNb&#43;p4jdv4u6p3XD1oh4bDYCIGGFY44623ETHxKVy7JSISs55pwtOd7nR165lliMVt27aV85znPHWmZXz2Ld&#43;XFbbjbHWgRfenv701xBgFOgvG5VGxrc6ofJlmpsoPEI5SlGmThNo57WlPq3ghQY488sjiQEkEneDsZz97Ode5zlXXWX0XjxEmqXteefRLPwDz97za6a/X&#43;EF/fL6vRfRmbsTWQ8gFNN2I8fXoELMwZEREnbER48tF9PKc8YxnrLYG5YlTYu6rX/1q&#43;da3vlUgV7x1dp999qn6ASabtG8RvTYiugutwbn1w7wMZRHd1R&#43;x9bo6WQIg3CyOiIlP4azd5b9/FKP/Po4NIJJiI6P1NAkeEVUafPnLXy7f&#43;9736umiPOrevn172ba&#43;PGAEcYsGfcg2jdtkyfdlh50xAM42mFFbDukJRHc&#43;U&#43;DyeVx4pjOdqTIZJJr9g/L/8pe/LF/84hfLD37wg2qOlmfPPfcsF7jABQpGaNdjafOGfgaYd3vT1N8ZAyAImJQBiG1SQ2fZEto1UtwgkC/XfkTOZWRQXn2h/WOEH//4x0VbEVGUv&#43;AFL1j22muvelQ9qGyXcSSW5Uid&#43;kQCeF4V6IwBDCiRHBFeRwJkYAL6AI&#43;ZdpYMK4hoEVGdSIbN/v6yJBMG&#43;MpXvlK3Yd4x6RnOcIaCEegTEeP721/vpO8kT&#43;alqBpvvq9C2CkDQK5BUbiEowADmKE0&#43;F27dlWNPWI4IUgIxhN1KjctImm9GIGySHfQvtl55jOfuTICyaDursF2NetctdmvX50yAKQCM0zlw0A6hYwIJzXkQ9RR/nJmv3wIz7jjeRrAnPqmve9&#43;97uFsph6iKXlLGc5y8bOYpp6R&#43;XFsEzA8mjXsuV5GTCszU4ZQCMGGhFVUSt9fwhPAQMRR5/t7AODpIc1NEUp4mujr&#43;qJXjFBRFSDlbbaZQQDYq6JKpogU0RUPSOzdl1/1jtrOBcG0KmWkBE9HwGExwTSgRkJ6Wagd0Ast2XFnfWsZxVUjR4i68sW/kvGyT7MKlVGdcFWNcdl&#43;cG4o/IvK61zBjAQhI0Ij1WsInxLVOkIn0uANGt8LbD&#43;X8sEZn6KUTNW2fUsW/qnLNBeV1JlUEfUT7nMNP0mffJ9lcK5MEDONDMAMiJ6zAD5CM8Slnkgg3JEK&#43;cu7h1gApCzVJku1lCEiIjSlVTR135wOmnc4hmquui3uuYBAxmAseUa17hGechDHlKe9KQnlec&#43;97nlzW9&#43;c3nXu95VPvzhD5fnPe955cUvfnF58IMfXG584xuXS13qUgXHI7CBg4ioa212GsFzxkdERm&#43;ErHeMNGZmRqqHxu79hz/8oWADLnOZy5Qb3vCGZf/9969Hwqx9NG5lNjINeNAPymZXUqW/iXOc4xwbH71gtu985zv9WVbqfYMBrnSlK5UjjjiivP/97y8vfOELK1Fpyi94wQvK4x73uHLXu961HHrooeVa17pWufvd714Z4xvf&#43;EZVdG52s5uVK1zhCsW6Z9ZG7CYwJCC8mT9q5JQy2vnZzna2wnaeeR2jYg5hxgkPOOCAcstb3rLc7na3K495zGPKq171qvKRj3yk2FZ&#43;4QtfqON4&#43;ctfLusmwKSkjciupIq6gInD/8AzQPy//OUvHlcW1g455JA6s3fu3FmRdv3rX79c8YpXLPe&#43;973Lq1/96gKZX//618u3v/3tYhYSZ0T2Zz7zmfKKV7yiPPKRj6xEQADxOVIzGbIxgDDjR4UMQtZLTGCWZl4GI4yV70K6AUl0zWtes1z&#43;8pcv&#43;&#43;67bzX17rfffsWYSC1bO3lb4ICyxx571Ch2gfrQwX&#43;2fBggq3JOn9vMjFvFcO3c5z53udn6DL7//e9f3vrWt5ZptGzKnXU&#43;tWoDRHAz3rl8RBREaGeFPKNA&#43;xCHCRA58xLtLRNAOIbJdCEpY8kw837&#43;859XZxHxCRFRGH68W5tbhhW3VSD59t57743iGBYjb0Qs8WFc02uHH3542cpMQHSQDZjlCG/L45k4FpoJz3zmM6u4zrzjwhSbFDWEzvwtEzhAGkVA6Rgpywq5ZWFYz7Zlbf/FbQUQHpNH9JY9jPXNb35zK1UtpcyGDjBt62Z6W8Z6iuBtHIXLu2XFuv6Od7xjYwaKHwSIbI1WlxltxhLbmVc6STCIwJlH2J&#43;O2OqS5js9zBERAw1WZYI/fSDl2r7RY&#43;hF/biZoLqlZdkyA&#43;gxIgkBBAtbSAZAtMc//vHl1re&#43;dRGe97znbbNterabkD8iqkKHUNbW1lYvHUNJ21S4ecEAreJITCOaLN///vfrgZLnQf0WPwroEJxN9CHzEfsOnEjBjDsmhJ0xQERPBPYPGhNERN0SQvz1rne98rCHPaxu3frz0ils5cRbyy0FvHyspwiIOaTlrBvFAPSHTMcwpIqy4pzKYV4wDQNgIOL&#43;fOc7Xz28Uh&#43;gt9h9HJNmvn6DmRigHXBEqO9okHkidqfbStrCXfWqV92U30xHEIRB9EykR2AEyiQmMLsxhyUCUSJ2151l5EkdQRlMIK2tN5lTm9KGgXR9c3yMEb3Lq5&#43;2rhxPvB8TYSYGgIAcdMTRiSAtGQChvCfc/OY3L9e5znUKbV8csUpJ8/yLX/xiw6XLO0BMdglEM7u9i3eqaMvIsEOCiAPJAOJaqUJJkw7UJUyCek4Qh&#43;EYdi50oQsVDJBMJI/2v/SlL1UfA&#43;/HVJiJAZK4Bg9hwkEgX0TUZaBNZ1iyQ6DtU9Aioq7Nw3Yl1lfSAHGJcm1irIioLuKYgGOJEPGsywgnH2ZtZ3/2Q7x07whs18GUe&#43;ELX7ggvnrESwcYiF2Epk/xFXdMhpkYoB14RLSvm55HzTRMcNhhh9WvixSyPSPaPQ8CxCIBMIB0BBQmRPSYAeEojkAeGjoJAzAJPcLSgPEQfMeOHdWYxKUcg2kn6xRiPhZJUuiPf/yjqJWGSTs3MwOY3dlYxGAmkAcR2pmUZczK5z//&#43;fUV4SlU9WXAf8pH9NzIL33pS5ePfexj5XWve11R3pnFwx/&#43;8HLf&#43;963WiZp6EmoiKh3EpEGZ1s3NTN&#43;2b8jPkYgMdI&#43;0DaL6AxKZjuLKCtom35seJ6ZARA2ERExmAGkY4KIo6dbv1OUIkRKC2X6AQOIY&#43;b1TSAd4m53u1t58pOfXN74xjeWz33uc9U13Cz3nAygzKRAubTMcB37/Oc/X&#43;xcrPeTlj&#43;m5VsoA0BOEtEzsK0SIrylwPMgUC6ix0CYyTaRyfezn/1sefe7311e&#43;cpXFvrEQx/60HKHO9yhnlRar0kVM5j4Jm3MYgRVnq4hXjoDjrrs5eVjLIrotTeoP8eWuJkZADESGRHDESYfaYGQmd9amz4AtlIOmK5&#43;9atn8qawLYeomxL7XhxEWecjon4UiuAIb2YnwW3fMIB46XSE/nW/r9pj5evMDICoiZlxCMQEEbGxG7AGK2sJQAhrue2huBYQPyJqlPbUU1&#43;G/GdXIcm5hDXc8zhQ77j&#43;j6vjmJg&#43;MwMYNOQJI3pE8jwIknAIap1ONzDHzPITwxiBguc9Qf58Hjf77RDoEvIT5dk376PAEiT9f40JOmUACIwYzgQYAEEgmUYuP6Wrtdlbx53xSwPyRvTqVFYd4ofBVl3I/p8BhmF0gviWKBE9Yg0rJq/Zn9uunP2ZnyJ2uctdrm7bxDH0CMG42W9L1y9VlJsUMEErbSYtt0r5pu1L5xLAjB3VCbM4TbO2af1OHcpSBi9ykYvUb/ciegylHOaRPggidjt79EuVQflHxf0vMcGaGTYKIAOMytMSPSKqK/iw/E7lpCEALdxzP9h/s8y19SJ&#43;f7723SFNShXafps27DnHZTdy8MEHl5e85CXlEY94RPURGFbmmBZvjGBYvzuRAIiZgGggIja0/TaNada7mW&#43;meu4HRhymXvVIM/uFw0A&#43;jCXdUa8zAM&#43;jAEI4svJP4L3EdsAewDmWp/OossemtM4YwAxNxEREnUUIg/sSIqKwsDlMYWGLODqTlPU/egDv5PXH&#43;q&#43;tu0b0/WdJQVDRNH9hC8lAEVEdRx/wgAeUD37wg9WhlbmXxzOr4tOf/vRqQLrXve5VLEFtHcfW584YAIIS0Z5HAaTLi0FAMojQO2CpU4d8wPMgUCalCoNOSpUsExH1KPc2t7lNdXp96UtfWrZt21ae8IQnlIMOOqi6wjvWjYha/cc//vH6zcNTnvKUepdAjTwW/9cZA0C4mUpTBzRq7wlmKMKOw2VEbFo61BsRQ4sR/ZhAvpz9EVG/LeB99KIXvai85z3vKVe&#43;8pXLm970pnLggQeW&#43;9znNMX9SQAAEABJREFUPuUDH/hA/dZwUMXczTmgkAipVwzKt8pxEbEJj8P62hkDZAMRuxtGFACJ/ADPf/7zF&#43;IacwBpAJMIQdYjxDD9ceITOHvYUnpnS5DXNwLWdV8w&#43;WjEcnODG9ygeiW/5jWv2bhNTJlR8KAHPahefMl9bVS&#43;VUgzbv2AL5MBeI6IkmnSB8Ga2ToKEAqMyjMuzbl7RNT287xfmRqx/h&#43;TrWUBsMkLfavAqCPfMKD5R/TqZfJFdF8xRUSxjjMoPeMZz6gnesYwDVBSnTT6SOaQQw6pv1w2rB&#43;LjocvY0HciN6uC9HXUVmvwoE/ENFjAHmH9bFzCaATLXDZss3KON60OWvN/IjYJKoiep3mkUNaZLkMDdRy4hg56&#43;FCZu3X1u1vf/ty&#43;OGHF7aELLPVcNeuXXVb&#43;MAHPrBc9KIX3Wo1nZRLYhs/iQrgQTziIjjwLC4hIka2P3cGcNDjiJWCpic6zinDjV1O7HTUoKS1YEZjEHHEGXGvrEF7T&#43;bA3ayJ8pIeTgKV6Qre&#43;9731qPmZSmFEb0ZjrmNH67gjBSAWwSHA3H9Y4YTuBqUlnnnzgAaMjvtsb/2ta8V5&#43;ziOIFyv&#43;KdgxHEJeiwfLxwDBrxcyAGjglSqlhSIEBZ5/9pCvbeFTztaU&#43;rV849&#43;9nPrkauruodVE9EVAuoMRs7iIgN0Z5ER9wy5k8eeIsYLgUWwgDZT0YadgDMgCnEIxhGoCQ6xUNczGGbhrsNQmjgiO89j3vFty5kJICy6u0StGnnYMnhcNJl3Zg9IjYRHQ7K&#43;h/GJtaB58y7njTRP/2WkdQQDoKFMkB2wHLAuZJTBsKKJ7rpBzxxMQIFThoiG7w8wNrP388zk28O0jumwlCeuwbnFhRL9yb41G2W&#43;pOQCN2KdnVicuMWGnfmlbYVgJ&#43;IFZEA7QAiovrU50WOBiwdgTEBwhOD4lpIFzKzgp7QplkC5iEBsg2Sy10ElEIfiWT8JCFCEsct0b0jkLEbj9D7JPVNmkd92hmWfykSoL8zDDjJCAgvnYsYJBP3kCbOup8uZA6SIFV8AgkwTwbQjk/owbOe9axqJxA3CLJvkI&#43;R9UvoHVEQ3Ew3Xu&#43;D6ugiLuvW7qD6VoIBImLjgxBm2fQI0mnaPkbgPgYMwkznOeS5BYojkdrGzeP5Oc95Tr3h3GFSWz&#43;i6zOG1Q&#43;A6OLNbgRHeEQXFzFcNLf1jnoel6YdTDBMD1gJBmgHYf&#43;P4I6E7e8NQOcZk3J9JzHaMvlMCUwJkXHzCJ0cUmbdiqL&#43;lugI7h3SEV2fENy7vIuGiKjWwIjBzLZyDOCA5g1veEO10&#43;9aN8SQCMy8iThi3lFxvrchyZBM0sZ3&#43;ex7BDP/nve8Z/0czTYN0SOiSjEz3ExPokcMRnyXfRpXF&#43;aLiHpCW/r&#43;VpYBsp&#43;Q6X4ixiSaON0g0/pDDGCt7Y/PdzOTNBFGTE8YuxNX6TgksgNRL00d0c12RCexIqavW13zAgygX8bd38ZKMYATO67hOtvfUTPfwc4oZw95hjGAwSfxhdZpofj&#43;toa9Oxuw82AQglRExwCD&#43;jusjmXER/Sk06CxrkHCOFBwXJ4u0h/72MeWpz71qdUospX6SAsMoL8tZF39yJdHGhGOIbwPA3ch8ha6xz3uUUW9fMoov8qgn/pn7BE9s7L3hLG/GZQFI6Ie2kTMJ3T8&#43;qhHPaqeukVsrQ0KFx0gYnd5CADGAczcBO8JEbHBePJHRPEXEYWR6n73u1&#43;h/TNeiTfrM19EzBU3EbPVn/3V54jNda3EEuDKFabg1Kp1eCtgCcAAWTaiN1jvBo/wnhO8A2kZJ4yIqjAhcFn/u8td7lLoH46W118rsbNMhuJXGSKidi8i6q6gvqz/txIMwL5OAqz3Z6Z/rRIYEZVQKkQk4HkQYIKENl9E1LuM6CYuzqTkZXn5Ina3kfGLCrfSjjFGxKaiS2cAa6ove7lgberZFl5IADpARExMfM1EhKACJFHshLR&#43;h0CuzrULIRGsnUKZ5YnYXVbcKgOm1b/sf3022FFgkGBUnq2mcdR0QshRc6t1tOVYBzGAS60f/ehHFz6BThr1f1KAJCA/gw/r4hOf&#43;MRNYjMiqr4AkRFRlcK2H7M877nnnkWfGcM4rzr4mqU&#43;4wDqEIKy/ucdrBnsMoCfnsHS&#43;rto38x0WENbv9WtblX4EuzcubPeHuKmczebX&#43;1qV6v2&#43;0nau8QlLlFvImfwwQR2GIO2fRFRDUJ2EvoQ0WOIcW041HLbuTMF/XPbif7zSn7LW95S72F&#43;&#43;9vfXj71qU8V8b5dYCBzEwrGdjQ9ro1B6RgA42baUpaAO9/5zoXi15XDZSJ/nbGr4wSk8Q1kVURIF1oz1nAS5Rnskms3nrtYepDpmOhn8CGZfKOg3ogeYekB6sIMkAmRmY4B9MUZgC1iIlo6cMX9YYcdVr2UeSpjSt9BcorxXaM8djIsnw67hNoSz/WdouxqPXj76Ec/Wq/wp5u4xUyeScCsl0/faui/RQLCMOa4y6eLdiE8B6M&#43;CMtBeodEM8fHHxe72MXq1XSukyFmfQb2zne&#43;s5iFpMaOHTuqxw/mUI&#43;jX3UMAsTHBBjAM8h8EVGXCH1jKnaOYYfDyGXWO&#43;Es638&#43;juGejtFsMeGG95Er&#43;jGpkCuaeNfiuP6eJEgr5Pbt28stbnGLelW&#43;MWS961UP/Zf9xawyLUwCcAn/xCc&#43;UfjYGZjGZwUITuIjADFtgMPqlebY2Z1C173udQuGoIRSQDl6MPG6buYqV7lKofxRKofVlfHa1QfMoH2huEyXRmrkLHUHApGvD9zUSRheTSZFlhkU8lJG&#43;E9&#43;8pMFI1g6LRGuyZGfOzypYjfV72InPSGiJ8kiokbNnQEiotzoRjcqnChsp972trfVhmf5LyLqVa2Qqx4Ih3jP0wCkWm&#43;JUcyACcxAs46InaSulDY5o/SF&#43;Hcbql8wV4d2PvShD1VJoz1r&#43;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&#43;iDpdd0RvUZVtHQ2/XerqQNIdJGNfzosAn9iYsCylm9NUzZsj2xzKAjBBum8IWbhvHn99AibR5EiKiZ2GL6K332iJSdVq/VgEskTRw3spmPCMTvaTtm7R8h7N8XlTogIxSiil9So8J9Fv7&#43;rrmYdXAjCf2I3YTHyOuUj8jorAbWFtJvte&#43;9rXVChnR63P21a3l&#43;bzoZSDbxQSvf/3ra//8zpF&#43;w7FJ1cklUbTzLqElPi4167usv4u6bLMouhgTcplwITwi6kkkBIM08UrjzCpuGWA5YITTD/2muMPDSkoAnQQ4VLhq4ByD/qNf9CJrrGeMKmyhqyWgrXOrz2wyDsmU9xm9&#43;xVWmgF0dBWBmVi/OKm6fNozSAaICK8VSDMKmBdLQObxvgxgI2BSpgdwc1tJBlg2kkYRhvjcd999qw&#43;Ao9s2b0SP8BG9MNNyJ0Ci&#43;TA245cRwq3zDiEn15VkgERMxGZEZvwyQ4dH2rcbGmTahljpLbSK4DJ2Am1fPJNEKblWkgESiRGrxQBsIs7uKX62xJDZD9n3Nr5lAMhv05b1zGqr7ZVmAB1cJXCgpT&#43;Oj5l7PfdDRFT3sYjdzLuKDMDhhPK6kgzQIjViNyLb&#43;EU/s0g6MtZuHr16ngR4GCkvL6QLVwF4Tq08A6wCovTBLWFcvYh/llBx00CaYFkzh0mPaerrIi&#43;/hDWGllFAcwWj8swjLdfSiN4FSfNoY5o6OZtCOuUJEeFkFGT/M09rDyAFMn5cOK90/QNL8wrW&#43;CgwcAiPiLrlGpV3EWkcSPVnUvGvTxG7l69WD2ARVNeiISKqF5ATyg1rZFnRv2QA3eP4yJ2Mz7/3RQOTKUcX7XK6EI4DDCBPRI8JWgmwyJ1ARGwieln/g1vSz&#43;nkyuoAicD1/hbI4wRJaXGQwd&#43;OD4K0RUAacrTlVE04DrL/EbsZwKxTbl4M0LaprZzp2kyiCzflk7iKQOnKfvHkdZ7OfMl65asfPyrhKNY9vi2BskyXYSpwHDHNmknqjoiN7SCER0RlZGUZkMxAz7OCutUREdUVfRzRS9/fSkoAX/DwsEmRz&#43;SK0Lx3eRu5pME4mGU5qPiqhiMGT1hn3tK6hDzRm3T2Z9stccS1ekAXFkGz3PKE6BE9hsNYmLSd6doeBivHAIwtbgnVYR9UCG29DMp9QXwPEdp3e1yeaOUQ4Rc&#43;HNFyv3Y8e9vb3rZ&#43;Y6f8rJASZqsMoH/60DLAVpaBiNhYzxG9rP8hNKKDfoZbTx77b6UY4I53vGPhhxgR9SddeNnkCGy98lnogwi&#43;d9zVMIQva3gtQYjjWu5sfBeBZ3HKbQXoIMpNywDKIEpETw9oGWDcTkA55SNig&#43;jJSMaI4MI2X9nC38owgO/k7nSnO9UhcK1yWwjxViPW/yMF1oOB/ywJHFd9h&#43;AaVx9QUhhl9gkYaUAq&#43;D2BQT9NK98oSMONo91R&#43;QalJYGk5VLieZAEyLwIbexmuWf5ERy0RBc/K6wEA/gGz9dDBsOFOZ0sW4SPYgDlEvjim/UYyn3DJMr73ve&#43;gogcIHySnnknDXO9ZtKdtEzmS6JGRP1Sh&#43;ewtKxTekTUWZ5Ejzj6el7m9Ld0BnDjFkIZn5nLn94zSPu550kZQN4Eblrc110&#43;lR48xPm2bdsyy0RhEssuZKICfZmSyKJzGTCbLSmIbpZHRDV4iafvmOnyR/SWD8/zgKUxgNmE2D6PNmDavJnbDhJiIEhcvw4gbhqAbEuFMvz4hZMCfzp5c/Z6ngaSATCxrWSWxVgIjehAPmkR8yW6NhKWwgC&#43;XXMtDM8as5T2biuXnWrDdhmYlQm4cKk7v9T1PAkglHwkknXZ8zSAsJYm7tnJhMZlEkibpq6u8y78nkDrsM&#43;iOVaYlTxseNdERPWmjdgcQnoOmqSI2JweMfn7kUceWavCAAg5KdAfkvl8/BkxeZsRURz&#43;sF8wAOkAK6YPaxiYIqarK6Lb/Au9J9B3ar5UEefYlOgAAAVaSURBVNKCbc/y3j2IGQQtAxChg/JMGpcM4BMpsy9icmTaYmpn7733HsioEYPrMj6fxLcMhPgcRSMGl4lYXPzClgBIJ/ZZ6niluntv2K3fEJ1AVOZzIjHfpw3ZDtRBt3AbyDTlXTwlPwYQTgI&#43;0uSFa52XX9n999&#43;/3m3gfRVgYQzAfm/t507lupZUrMYhgRIYETUb4tWHLf5H0XJDh&#43;K&#43;5hVOCjxp5SW2xymD2nFJQ/rgW&#43;fpOxRezKeeYbDIeJNxYQyQiPedoYOdaQaay4CZBKYp2583l4FpJQCp5QIJ9ZnJwkFAqfWxSHoN0TM4k07b3qC6u47j4jb20zAzsAtgxzcAvxcYEVOto8kAypMCEdOVj9idPxnRjJx2XAxK&#43;kB6mMn9gLEpe5Q&#43;&#43;biQHXjggQXD9Odd9jt7hO8a12jWiwDHt5BC&#43;SFGicVJoWUA&#43;&#43;hJyw3Kl8ocJZAyOs3YnTjaETDp2sWQRgm8bBHfh6LGabk76KCD6r2EmWeVQsftETH6gojS4R8HRMRT5fbt2wUTQ6sI2jrSHxBi4gqajPbjliFRO3bsEEwMdi58EBTgI2gWeyZVWk3fnQFm/jhdQdllgH4lDRamA5iNtGID9omycFJoJQAFC/ExgZ&#43;MRRTr7qR1yZdr&#43;bQMoKz7&#43;rTt5&#43;0sBQ6dmJulAWNzzVzbZ/GrBI7OMS/D2MIYAAJSK07uEzcpOJNPB5Esg6lIBMfGRLAj1klsBVtVBLWL2VwjJ3TtCiOWeHDxi1&#43;8kAyeVxUY4uhhJtLCPw5NBnBE24r1SZBlzXYBE/FqfTXDMECWNSBKGKdNQNRb3zO9DXG&#43;d46eg66KlTYKEP7ggw&#43;uPgvy0fQ5rc7ic6CeeYOxMkLpr6XMRFioBMglgPbNMLSVAes88YuTMQOlsp&#43;ZSAFf4ZIKbO&#43;kBAbJ9ljn7Ca82w0Ip4GIKIxKymBKt3PmbxqK2wrMuwyRTy/BBLaoeRfi2jjN1CwD4/JNko4Q6VdvGVDvLNAyA4bAGJgrkRkRheJJT8AMtmf0B8yA&#43;&#43;UjDifpuzz6CpERoWixJHFLu/a1r13sCqSvKri0kosdGrjkC16MaSwDyNQl5HaQslSx2NF/pABpwLrlwMaBC2K11bsrhwKHGVzA7McpKYKTjE89GC6iR3xM5HCHr4E0Jl5XwK8iA7isk8Kqn4hPeuWYF7oE6MC8GEDdCfQDegKOZ3OgP7TMgEiWI/fquv6uTcs6MpQX4TFYRI/4dAvLjDzc14444giPhWNLIrpGrMB/rH3ubzQOxLdrabu1cAYw63SAJcr66XleEBFVTGsLMzDgWAPbZYLCiLisdsJ&#43;ZsBMmR8SEd7sj&#43;gxg77zVHb1vLLMvraBnqUtC4zF0mTLh2H5W6Yls&#43;3TwhmAAmYd0gmiSbgIiIjCpcsPLpgFtnIOZ9q2EQ3iMAOiA3HyJPGJTu/9QKuGZGvrPvvsU&#43;wStFeW8Ef68bHctm1b/bUzLvT93lbZrYUzgIY//elPC0rXekCtdMR/fvOXs6hZzQxMGtnP56xG5CxO7APv4uUReh8GkAzxtqAkjiXGEjQs/zziEd2PUpB6pBsv6Fx2B7U3EQPQrvfaa6/SFfiYQ2do4LT3RYAPTHkfmdFMt362BiNQ3GwnU3nUF8QTZ2snpFR6nmT83MfcwefMgSKKGM4E/HYAJXVe4GZwH9X4btLuhIsdD2jbYbgeBmMZgKbLcQM3dQW&#43;3jGbIFQHbc/mCZACtKltiLIdHTQeOwQmZj9SneGgfKPinHz6RRLX5lsSnAYecMABxT4cI9mKMlqBWYD0YlQzNt9Mqhs&#43;XeB96KGH1h&#43;bQjs0HMYA/wcAAP//mUXpSAAAAAZJREFUAwDlvgOz4Ua4iwAAAABJRU5ErkJggg==</logo>




</feed>