There are also codes specifying certain monetary instruments used in international finance, e.g. XDR is the symbol for special drawing right issued by the International Monetary Fund. It is considered important that the code of a completely new currency be highly mnemonic.
The currency calculator will convert exchange rate of United States dollar to Singapore dollar . The worst day to change US dollars in Singapore dollars was the Monday, 31 May 2021. News Corp is a global, diversified media and information services company focused on creating and distributing authoritative and engaging content and other products and services. Our currency converter will show you the current USD to SGD rate and how it’s changed over the past day, week or month. Create a chart for any currency pair in the world to see their currency history. These currency charts use live mid-market rates, are easy to use, and are very reliable.
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- Yet it's also debatable how necessary having 5G is right now.
- Always do your own research before making any financial decisions.
Consequently, amending the intra-group financial agreement regularly would necessitate benchmark setting. This can force taxpayers to conduct more in-depth analysis, for example by using credit default swaps or economic modelling to obtain more relevant results than analysis with benchmarks from public data. The SORA, published by the Monetary Authority of Singapore, is the volume-weighted average rate of borrowing transactions https://sg.finance.yahoo.com/quote/SGD%3DX/ in the unsecured overnight interbank Singapore dollar cash market in Singapore. The Treasury Markets Association identified the HONIA as an alternative reference rate to the Hong Kong Interbank Offered Rate in Hong Kong, which is also a risk-free overnight interbank funding rate based solely on transaction data. STR reflects the wholesale euro unsecured overnight borrowing costs of banks located in the euro area.
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Jeon is defined as 1/100 won by the Bank of Korea Act, Article 47-2, but it is not practically used and only used for exchange rates. Keep in mind that you will have https://lorenzoidez841.shutterfly.com/39 to be very patient when trading this market because it does not move as quickly as many of the other currency pairs. Ultimately, the markets have just formed a massive “W pattern” that we have broken out above for the last couple of weeks. The market will continue to be very cautious in general, so at this point in time, I think it probably makes a bit of sense that we would see volatility pick up, not drop. In general, the best way to trade this market is to simply look at the US Dollar Index for clues.
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6OJI5odSeu0+pQxnAy//AFBZSAlBvELPPBCJTQ9fPCXQPvSrly3E4qj61WiYcARtDW+nvWAtGClaRep/C7WCeh/Q+BMrJ8nak+srX8An+anydqT6ytfwCf5q27dd7fdQvyORuW3jiNKSUON56bkHBT0PUd1btBaXESI/K30WbqZYbrgQVD/J2pPrK1/AJ/mp8nak+srX8An+apilT2h+wflb6KsKEfe1FbUNtpQm6Kc4pU6lsN8MhI2J2555Oeea0bdf9YOyixcdJBpCCsFxt/IWAQAU5HfnoccueatNKs20NukOpgnbiOhA8lEb1UX9Qa8aaaeb0U04pTW5bKZgyhzYDt3EYICiRnH6PLORVoiOuvxmnn2Sy4tAUpsnJSSOYrNSq1arKgAawN4T+pKkCNaUpSsFKUpSiJSlKIlKUoiUpSiJSlKIlKUoiUpSiJSlKIlKUoijbbLixrZG8oktNf1aT6awnqcDr7yB95rzIu9qmxZcaHcor7qY61lDbyVKCcHngHpWG32S0yrZC8otzCwyOI2CgYSvfv3AdM7hnPXNfFacsdramz4FubZkOR1oW4CSpSQDgHJ7snHq3Kx1OZGaFSVs/s2J/gN/6RWzWtbP7Nif4Df+kVs0OaBKUpUIlKUoiVilSo8KK9NlvJaYjtqddcWcJQhIyST6gAay0qRE4oql/Sz2a/Xa0/xAp/Sz2a/Xa0/xAq20rrv2Pu3fnH2KsO2++aqX9LPZr9drT/ECsMztM7KbjEegXDVljkxpCFNPMvOpWhxBGClSTyII7jVzpUipYwZDHfnH2J8W33zXA7p2qaE0NrWBfHNU2V+2/JMi1RuDL3OKWlDbqeJu6Z4BGQVEkjl1q5aI7fOzzVmmot+k6ltkBySt4eTrkpKkBLqkjJ94SD+2prtQ0nJ1dYG4sGU1HlRni6y46nchKltLayR9zpI94H3VUNHm4dlMqNpi5FbtsRHjNPvpZVw25Lq3sqbySdi1jOPSKSvBIHTI1LG0l+jdE4/GN2P7vKc8cyvVuPt9NrWkXw2AIzhxwzzIIjhGednunaL2WXWNwH9b2tC0KDjLzckBxlwdFpPcf8iCQcgkVrW7tr7P21qgXvWVoZkNlKUPh8BmSD0KD3K7ig8wemQQT0GsMuHFnR1xZsdt9lwYUhacgiultexRcfTdH9Yw4fAvFdTfevsInrxVIuevuyu5Kbkp1za401jPBlMyEhxGeoP95JwMpOQcDvAI143bZoSE/wCQ37V1oAwS3OZeHAWB3L5ktq+/0TnkSeQs/ElaYUlMl9cm0qVtDrh3ORMnkFq/Sb7tx5jvyOYm3G2ZDSm3UIcbcGCkjIUDWdRtjYbzWOg674x4/Bn7yXRStLnt0dTVzHAzl5Z5FVUdrPZoRka3tH8QKf0s9mv12tP8QKkEwLpYCfkdJm2/O4QnHP6xn1hpauqepCFHA6AhOAJG2XaDd2C/Ce3FB2uNqBS40vvStJ5pV7jVBWsZwNN0/wBY+xXfQe0X2GW7Y6icOmwla9n1Rp3UEZU2y3qJMYSstlxp0FIUACRn3Ag/treTMiLc4SZTRXnG0LGc/dWneNPWi/BsXWKp7hIcQnDq0YSsYUPRIzkAda0Y+g9LxZhnRrcpt1SSlWH3CFcwcnJ68v8AM5zSLK4Ey4boB85HQLH4lLi5W9RwmdHJHcHU+rPrrYBCgFJIIPMEVWGOzPREV3jxbGlpzYpvcl9z5qkqSRjdjotWOXLJxVjjR24sduM1nY0kITk5OAKpWFARoSTxAHQlSJ1rLSlKwUpSlKIlKUoiUpSiJSlKIlKUoiUpSiJSlKIlKUoiUpSiKFjQZku2xPJrs/EAQgq2ISrICwojmO8Ap+4+usfyPcIaZsuTqCXMaVFUgMOJSEpUArKuQ6nl923l1OfiJN+Zs8ZVotseS5sT6Lr+wD0wCc4P6OT9/L3198p1G6ia3c7ZFYiiKShxt8qUV7VZBGOg5c/v9QzIzQqVtn9mxP8AAb/0itmta2f2bE/wG/8ASK2aHNAlKUqESlKURKxSnHmYrz0aMZDqG1KbZCgkuKA5JyeQyeWTyrLSpBgyiqPnTrr7L5fxWL/NTzp119l8v4rF/mq3Urs7VS7hvN/3qt07eiqPnTrr7L5fxWL/ADU86ddfZfL+Kxf5qt1Kdqpdw3m/70unb0VOd1Jrd5BbX2Xy8Eg/2tF7jn+9VU7T75rKVpZRe7OJsbbOgL4qLtGB9GU2Qk4VzBPLHTnXXKidVaeY1VYpNjkSHmEv7FBxkgLSpCwtJBII6pHdVXWqnBu0GTxf963sr9DWY9xMAg6tqgYusNeSWeKvsnnsHcpOxy6xM+iojPJZ5HGR7iOlZVaq1wkZV2YygMgc7tF6np+lUNom43VMWTFmttOalgrfbcMtSkF+MJainKkjHzFYScHBxy6ivHardLvdLdEtekLoUvTWJziVMLTuLrCNyUknkPTSQR7iOVXFroVGaVlBsbJfhhMfPyVbVZ32Oroah1gThBvEAHLLGeCnFam1utJQvstlKSoYIN1iEEer51Qg1Jr3S/FeR2Yy12dKd3CF1jFcQ55lPpc28cyP0cHGQcJu+m7q3erJFuCFKVvSULKhzK0EpV/mk1J9atTt9ID9w0g73/esa9mc15aTDmyPfoqejVmt3EJcb7MpKkqAUlQu0Qgg9D86o66TtbzVidC7N5cK5NpAalIucRWQOYQ4neN6OZynIOCdpScKFkEeXptxS4EZcm1KypUZBy5GPrbB+cjr6A5j9EHOBLxJkafGbmQ3kusujKVpPI/9mlWrRiRQaW8X/fgfYUUKz2Ozhw1YemI9lU6D2kuQuDA13p9/T91f4pYjl5D7clLaEqUppxJ2k8yNh9LkTjHOpGT2iaYixWZjkp0ofe4DYDRyVEEj7gcHGcf9an5kGHcY6os+K1IZVglDiAoZByDg94POooadk29GLBd3YwHRmUkyWe/OQSF9STkLHPrnpXPpaMy6mfB0dQeq6rtOp9V07xI8sfCDxX2z6vtF7ebYh8cKdTvaLjeAtO0KyCCfX4gjuqbqEbuN9jrBummUrKSoJegSUvJSj1kLDawTj5qQr7zWzB1Barg/5G1J4UoAkxn0lt3kASQlWCQMjJGRWFSrSc74BHH/AEENmqtBMTGyD0mFJUpSoWKUpSiJSlKIlKUoiUpSiJSlKIlKUoiUpSiJSlKIlKUoigEaitVls8d64PqbAZ344ZJICgknHqyRz6c81rxdb2DUHltrtr7i5DcRby0qRjCSOXP/ALx39RmatAHyZG5f+mKyXEAW+Vgf+iv/AEmpGaFVVjTuuXmG3onaKY7DiAppn5JYXw0Eck7jzOByyeuK9+bPaD9pyvgzFWS2utC3RQXE5DCO/wD3RWzxWvaI8RQ5qJCqXmz2g/acr4MxTzZ7QftOV8GYq28Vr2qPxCnFa9onxqEkKpebPaD9pyvgzFPNntB+05XwZirbxWvaJ8acVr2qPxCiSFUvNntB+05XwZinmz2g/acr4MxVt4rXtE+NOK17RHiKJIVS82e0H7TlfBmKebPaD9pyvgzFW3ite0T4inFa9qj8QokhVLzZ7QftOV8GYp5s9oP2nK+DMVbeK17RPjTite0T40SQql5s9oP2nK+DMU82e0H7TlfBmKtvFa9onxpxWvaJ8aJIXFdZ9n/aydRxbpaO0lhsLRHjrdVa2UqCfK0LcwAkgkpKse/r66q+jLP2n6sfkaovGt/k1jTwkRXijTzanJZXHQS9hOCohKgnABJ29e4fo2Q3FkpSHVo9BaVpORkFKgr/APVfY6IsZvhtKQB1JyMk+/8AZilL/jcTqMyOMK1of2lrQ7Npb/1v4c3A/wBq47YbL2i2C+w7FC7Si5a7w7JdZ3WlkllaQpagnJ+YfRwnlgknPPAvPmz2g/acr4MxUTrGSnSWodP3rg3GfBTKnOO8JCn/ACbfH5JASCraVJOBzwVY5DGJq19pOk7jEt62b9EU/cCEttuOBtajvSg+irBzlaeWO+s2t0ZLZw1cIHQ+4XfbCK4ZWaMSBPEucB4kDxWPzZ7QftOV8GYqHmaI7RbW8/eLH2hFbzpC5UVNojoEnHVQydodwMAnG7ACiBgp6C9NiR0hb8ltCScZKuWaycVr2iPEVux5YcOW1eW9rXjHnsXOnYHabLajSLF2iCSw8h3iLXZmAWlpHopKcg53ZyOoxio+0xO3ORJDN21MIqFb1bk2uOrakFOMkEgnCufTmDjIGT0CTaQ3McuVnuAhyXsF5BO9l/HepGcBWOW9OCcAHIAApTPajdo+vblpOZaG5SLZbF3F5yK+E5QktghKV4BI3dCodTXUH0wyGtBnbIInxA19Mlm2o68GvzxOGWAJO/IH/KhJA/2hoz7ba7/G4bjgQFi3RzuGxSifnciCByI58/UCbQ/onWd/trTN91uw+hwJcXHk2KM4lCxz6HlkHvqlWjtb1Dq673CbYNLTZ1ita1rVveYaebX6Z5pU7hQGccq6hZ9eWK6WyLLlPqtzstlDiWpiC1kqTkBKj6K+R/RJqtY6cBraYH9OOG/ErSnV0c1Q4gAwCcMccpjHA5Kt/wBGmuGiryDtju0RThCsJhtupAHclDpUlI/4QK2ZGke11EZLdv7Xo5dCua5WnmVgp9WELTz99ROn+2OyTVrbnvtQHWnnocUuOhaXUIDIK9w5JyQvAUc8vVUncO2LSkeJe3IF6jyplrgNupZG7at1W4JAOMHKtqeRNcYomSACMYW77bFJtd7gRdv4wcP1iMdkQsD1k7bYxz5722SylBK3ERG215A7my2R4rqlaP1N2wXq8SErvr70SdGbuEMQ7ZDL2zk0viB1xCR6ba8BJPLHfWR/t0uKbXfYGsGYlrK2XWoL0aRxCVqUUoGW87TgpPMjrViflw7HabbrLTdvlBq125puewiIplC4qFJdcKN4GVAcRQ2jCirmcVD6VVtMuAOqcMhy9wVpQq0attbReGxDgIJhz5AGIOzZAxaclv8AlGq23nGJnaVPiKaSlSzI00hCBkkD08bT0PQnpUnEtGtJ6VLhdrLb4ScKLdpjq2n1HB5GtNnte0orWwsDvlkUybczKL8uMuO0hOXjglwD+71xg9xODi1OW3S18CZgZhvLAJRJYWEupz3pcQQpOfcRVnU6rMx5Eb1RlWzVQCJEzkQciW5YawRmojzZ7QftOV8GYp5s9oP2nK+DMVtQrVamkOIs2qLqwVLKd6rkqXk8j6PlBcA+cOnrrPMav0JhchnUzDjbDSlqEiIkrXgZ5qQUgfsTVA52se/JXdTpDEVBG8EHykeajvNntB+05XwZitO5W7WNpQy5cO1hDCHnUsoU5aYyQVK6Dmaw6j7RJdotsqbarpYbi7E4RUzvUFqC3EoyAFHpuyeXqrnd1vOpu0lVvvrFqjuJYsannW1xXw2xJ8qiLKUlwAF0JC8beeAoDrQvgExqPkJVWUhUe1jXDFzAccg9xbPhBnZrzXVvNntB+048/wD7Mx/7082e0H7TlfBmK59fO3q4267WaCnT7cky5ZS2ob2cpDbgUopV6QA94+41Oah7WLk/BVbNKC2/LjsxuKyh91xACuJlRKVoSCktpWoHcARjGcgGzTeIAB9/6VKjdHTdVJENnWNUauLgBtJAGKsvmz2g/acr4MxTzZ7QftOV8GYqnw9a6603LUm43ew6mDn/AJrDVzZjuMuFYHoBSR6ITzwSTnPuFTmmO1xGpGEPCBaoriipK4y7ygvtkLUkgp2BPVJ6K9Xrq118wWHkeeWSvo2lt5r2kYT8TcCRMZ558jCkV6e182ttCu09QLiilP8A8mY5nBP/AEBr6NO69UoIHajkkbgPkePzHr61zLtD1vebJ2gO6phW2YI9otrYW35Qw4gOupkNtK2JdO4b1JzyyAMkDlX2LdG9EosuoLJImyEPy4saXxLip9lwSHWEOEjeWkKACtuSnGRnvqjrzQ510mI1HKJnL3Cmz0m2mrTpNe0Fwd9TYkPLQ3PMwDuBG1dO82e0H7TlfBmKebPaD9pyvgzFZ4faFaJLPlL8KZGZUcIcJZfC/u4DjhrRtPbBom83SZbLfOmvOwtiXUItcpRbWVLHpENkAehyJ99S43fmw44dVDaL3m6wXsJwxww2TtCz+bPaD9pyvgzFPNntB+05XwZipuLqnTc15ceLfYLjrYytsPp3J+8ZyP21vMzYclHFjy2XUZKdyFgjIOCMj1GgIdkqPY6mYeI4r+eNw/2Uv/iCXPVl7vLPbha7lp+fPfftsKRrO5xOHEVvKGlttxVBACihYShWE7NoOKlbf/stf7btq1Rpy+Ru0Ky2a3W+7QpV9DGvLtNXNtzT29+OG3YoSregqGFKAOcEgHl+4mo17kWeMi13NqMotfPLIWQdwOQDy+bkftzWCNb9WRUTXL1qBidGMVYQ2iKltQXg5JI7vd9/XIxYZqqmbayybdFJaQSWUZO0f3RWxwGPYo/CKxWz+zYn+A3/AKRWzQ5qICx8Bj2KPwinAY9ij8IrJSoSAsfAZ9ij8IpwGPYo/CKyUokBY+Ax7FH4RXl1pCWlqaituLCSUpwBuOOQz3VmpUgpAUN5Tefqwx/Fo/lp5Tefqwx/Fo/lqZpWulb+AefqouqG8pvP1YY/i0fy08pvP1YY/i0fy1M0ppW/gHn6pdUN5Tefqwx/Fo/lp5Tefqwx/Fo/lqZpTSt/APP1S6obyi8/Vdj+LR/LTym8/Vhj+LR/LUzSmlb+Aefql1Va9xrvdIRinSsdW7KectOAFJKTn0fUa5Xqbs3l2a9WvUVs0m2y7blwIsVpNzQQ+hDyVrBC0hSlhDWfnEkZPca77WKRGjy0BuQyhxKVJcSFpBwpJylQz3ggEU0jHAscwQd7uE5rejWNB4cMYIMHcZHniuOdrV0uOq9DWk2O1NJTdp7SYzqJON4KHB02g4yavGldQXS9WG3zkaZZBfiNPYMpIOFAgfo/7pql6J0zqRrVA0tqBxHkumkvKgKUj0JDDnDS04gc+aVIcJycgrwMit3RmmbjofUun7Zer2ZT70KayDxClstpdSplsJJxkBavf4VR9UU7pcwZfzbcNeWtaU6DalStRpYtDiWn+UMJPjIA4yrpctTwrC025qC3Jh8UOqTtWlaQltIUSVcse4e6uIs6osDNxm6lhrU4Z8u7WtaigcMsvOBxDqXBkKA4QAAyPS6+u+9tuv7joqZYIlvtzUn5VTLStS1KBb2FnBGP+Op+F2eWmb2fae0ncgiW3aosUNuLQU7lNthIVgHln1Zra/QdTIcwzIyOGc5Qeq81tQi1QBkx4P8AcIA646lV+zy8aFseh4b0PTE5s3KKyuZthkrkOLY3qWBnKhgnmPX66WzU9ttmhZtnfeTFmW56S2EvrCSGnVvKjhJPXDZbwO7AHdXWIzCI0ZqKhKQhptLYAGBgDHSqhcOz2zXDWBv0pgvKeU0+ppw7mgWkhAIQRjOOX3E1nXdSe4OotuxOucIw1DWAuqk4NsjrPUxm6fEGCfylx3mFn0fp21OaNsGyEy2FQmJDm1sZccW2lSiT6yeZNRur+zBi93OJPtymGEJ4DUhpTWQWm3Fu5ScjBKlYOc8qvrbbbTaWmkJQhACUpSMAAdABXqsnYm9vlZ0m6KjodRbdPAiCo65aesd4jCFdLVGkxwpK+E42CnKSCCR34IFebxYIN2sE7T+xMdmbDdh7m0DLaVoKMge4HlUnSoIkQVowmm4ObmMQuNStAK0Rqi16yfv8q4OrmxbVmW20htuL/W5+akdOKcE+rnmp2FqrReptJXDXAszkNEF16OXEjY/uSQCQUEHny76vl3tcO829+3TY7LzbyFJw62FpBIIzg/fXNr3oq/TdVXHS9ra8l01dY6Jch/IPCeLv9alKfWtKEgHonaeXM0pl1OoCDAJx5f4S1ltSxua1gvMabo2uc8dLxJ4k4QoWzdiF/tWloabNqKZbbhweI/HbluFpT528wQr0c7eZHu9Vb2ordqmamBotTN+iMXZ0RpslrEptLCuIFK4q0qU2obUHmofO8OvoSEISgdEgCvVaNq1GGQcNmY5FYvoUqtn0FRsw0NnJ0AADEROAjFc3uXYNo24OJdbk3KEo5DpiuIb4wK0L9LCPWgcxg8z7sWxjRemmOareqQoK3bpT7khQPry4pRFTlKsK1QYAxww3KDZ6RN4tBMR4ST1JPEqIVpLTC30SF2CApxsEJKo6Dj/KoSf2X2Gbre0a1Q2wwu1MuteSojI2PFaSkKUfWM8uXdVypVC5xzK0DGgEAYH1nqFiEaMkYTHbA9yBXGdcdhN31BrB6+WjUbkOHOcTxmGv6vgo4ZSooION2efTqqu10qjmh2a0Y8sBDdYI5iFzPsqsNxdmagvWqLSliSqaqDHQphKUmMw4vhLAxkqO7JOefLpVq1tpo6hsC4sHa1NivMz4ZwAkyGFhxpK8g+gVoSFd+M9KsVKOF9t1xnCFNB3Zq2mogA3i4DUCXF0cMY4L80ay1rcdda6i9msi3tW1l6RHiyX2UgvtOuIdS4UL6beQIyOoroNz7MmtHMWyZo+yxbgqHEdiS2JASldwyoFrcQACpOXTnl86ujIsFkbnruiLVFTLcWFrfDQ3qUAQCT17z41vqSlXJQBxzFJfEXj6KGXKdXSNaCIIIIzBOM8cOEAjFcyZvGgblEYNr1K9bXZVtTckNcQONmPtQeTchK0IH9YgckpPOprsmsb1t0TDk3EBUq7lV2eQthLZZXI/rC3tAAG0qx0HToK5tqXsZ1HAjzVWEiSGpEOBbW0KPEZtqQgLbUo/OH9WjPXOK7yw0llhtlCQlLaAkAdwAq4r1KjIqZ4Y68hrzzlY17JRZahUofIA6Bqxe4DDKbgaTvJ3KGjxLu/aI6bfc0xSWgnIaSdvpg5AUD+jkernmsLNv1NGRNfu+oETI6oikpZTHQjasA5VkDPPI5Z5Y788vQt14m2aO3br15GotY38HcQd4IIwR3Ap/bWCHYtQ2xM2RdNVuXKOqItKWVxwgpVg5VuB59wxjlj3nMDNaKftn9mxP8Bv/SK2a1Lc4lNuiA5J4DfIDP6IrZSpKxlJzQ5oF6pSlQiUpSiJSlKIlKUoiUpSiJSlKIlKUoiUpSiLWnxHJkZTLMx2K4VIUHWsbhtUDjmCCDjBHqJqm9otyU3YIGolw347dnuqZUjjI9JtttLgK8DOUk7SMdQRV7qMvEBTqF3GHCblTWGHG2mHXShp4HB2K5EcykYJBwaktFVmiJicjv8ATLgt7LXFmrNqkSBmNo1qix77F1brqwPwZzMhjyK7tpca5pBC4uR+zFdLbbQ02lptIShACUgdwHSqNp7Q0WHrJzVUGWW4qBKbEFG3Yy64pvidDyJKMnHKr3UAktAdnj1K5TRbSr1C3EEtM/2NB8wQlKUorpSlKIlKUoiUpSiJSlKIlKUoiUpSiJSlKIlKUoiUpSiJSlKIoJm3z5lnYREvDsRSmtu9LYUQdwII/YCPuNYmbLd7e1MkT9TSLg2YikBpxlKACAfS5d5zz+4e/ORu1zJ9njtx7xJiEtY3NYyDuBBH7Bj7jWJmwXC2pmy5Oo501tUVSEsPEFCTtOVevJ5eHLGTmRmhUbqbTly1NaLZFt+pXrUhpKHHeCDlwhIx6SSFJI545458wcDFisTUyHa2I11uSZsptAQ5I2BBdI/SKc8jjFRdjjTFOpTOtdvRA4AU2tGVOqWcfO7ufpGpvyG1/RWvwVs+u91MUTEAyMBPPNYNs7G1TWE3iIOJjll73rZ4rXtE+NOK17RPjURcIREmIbfboK2uIBIU6CFJb7ynHU/fW95Da/orX4KwW62eK17RPjTite0T41GXKIhERarVAhuSeW1LySEn78Vq2mJLL77d1tVuZjJCRH4OVKPrCs/soineK17RPjXh9MeSw5HdcGx1BQra4UnBGDgggj7xzrD5Da/orX4K0JEJXyqx5PboJhbDxVrSeICc/N7u4dRUgkGQi1/MnS/698WlfmU8ydL/AK98WlfmVL+Q2v6K1+CtO6RFNx0qtFuhOvbvSS8CBt2npjvzt/Zmujtlp7x3Mqt0bFqeZOl/174tK/Mp5k6X/Xvi0r8yslmiSiX0Xi125lCVARwxlRKP97Pf/wB+4SfkNr+itfgp2y0947mUujYojzJ0v+vfFpX5lPMnS/698WlfmV5U1c/lsNJ03bjbgrb5SZBDgQQM+htOTkescqmfIbX9Fa/BTtlp7x3MpdGxRHmTpf8AXvi0r8ynmTpf9e+LSvzK2bpEWhDfyVbYLpKgHA8CPR3JzjHft3ftxXiyRH1MOC+Wy3srS4Q0mOCRw+7Oe+nbLT3juZS6Niw+ZOl/174tK/Mp5k6X/Xvi0r8ypfyG1/RWvwVqtwWPlB8uwIgjcNAaWEneVZO4EdMdMftp2y0947mUujYtLzJ0v+vfFpX5lPMnS/698WlfmVL+Q2v6K1+Co+6Q15aRbrXBebXlL4dyk7cd2KdstPeO5lLo2LQOkRagG9IXT5KbeddfmAqL6n3VISlKypwqOU7R7jXu4WfVEq6Llw9YCLEUAExktJUEkd+4jP7OlbtmiuuQ919t0FqTuPoxwSjb3de+t/yG1/RWvwVItlWZME7SAT4kjHdsyS6Fr2GPcYEJUe8XhNweC8pe2JQdu0ciB793jUjxWvaJ8aio8JPyhJ8ot8JMXCeAtCTvVy57h0656VueQ2v6K1+Cud7zUcXHX4KwwWzxWvaJ8acVr2ifGoK7RJQWlNqtVueb2ZPGykhYzjp3Z2/51sWqIVwkKvNvhNSsnelgEoHqwTzqqKV4rXtE+NOK17RPjWt5Da/orX4K0LbCJdkm422E2kuEtFpJJUMkAnOee0I/bmiKY4rXtE+NOK17RPjWt5Da/orX4KeQ2v6K1+CiLZ4rXtE+NOK17RPjUPaoSj5QbrboLZLpLXBSTlHcVZ78AVv+Q2v6K1+CiLZ4rXtE+NOK17RPjWt5Da/orX4K8uQ7cltSm4LK1AEpTtxk+rPdRFt8Vr2ifGnFa9onxqB0/HmusOHUFkt0RwKGxMdZcCuWVKJIGMnPL/M1K+Q2v6K1+CiLZ4rXtE+NOK17RPjWt5Da/orX4K1oEGN5Kny23xWnsqylsbk4yccyPViiKS4rXtE+NOK17RPjWt5Da/orX4Kg7lGvKZLvyZZrS42lQDKnSoEpIG7IHfn/AKURWXite0T404rXtE+NabUK3ltBeiMBe0bglHLPfivkiFCDDhjQ46ngg8MLThJVjln3Zoi3eK17RPjTite0T41HQYERMcIlQYyFpKkgNp5bAfR69+MVseQ2v6K1+CiKKbtrlxszDTV7kRSpraVtL2qHpBQIxjBGMfcedYImnn7Q3NlPaouFwC4qmw1Ie3JBwfSAz1Of8h0559O29S9MpTZmI6ZpbRsUpI5DcN2MgjO3OMgjOM1kgwVN6cHysy0qcmOveoJTknBwSUgJzjGcADPSpGaFf//Z"