- Over the medium run, it is projected that ongoing reforms would improve the country's potential growth. The Gross Domestic Product of a country gives an economic snapshot that may be used as a tool for estimating a country's economic size and growth rate. Expert analysis of opportunities and risks across emerging and frontier markets. We have pencilled in a fall to NGN430/USD by the end of next year, and an average decline of 1.7% on 2022 levels. While we expect that reserves will remain robust in 2023, the actual pace of currency depreciation will depend more heavily on the outlook of the next president.
Saqib Iqbal is a market analyst, prop fund trader and mentor, serving the industry with his analysis and educational content since 2011. The author has great exposure to different financial markets and institutions. He's well-known for his day trading reviews and multiple timeframe analysis. Please note the rates displayed are live interbank rates, not the exchange rates which we offer, and are for indicative purposes only. Each bank and currency exchange service sets its own USD/GBP exchange rate. That means you'll see lots of different rates out there when you start to research the best USD to GBP exchange rate.
The market exchange rate tells you how many units of currency from country B you can buy with a unit of currency A. Using current exchange rates for country comparisons by GDP is not correct because exchange rates are often significantly overestimated or underestimated compared to their "correct levels". Correct exchange rate, in turn, should equalize the price levels in two countries. To make it clear, let's assume that the US and Russia, for example, produce only one Big Mac a year each.
According to this measure, the 10 largest economies in the world are China, the United States, India, Japan, Germany, Russia, Indonesia, Brazil, the United Kingdom, and France. So, based on PPPs, the Chinese economy is bigger than the US economy. The gap to the Euro stood at around three percentage points of transaction value in November 2021.
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However, things began to change in 1940, when Britain announced a depreciated rate of £1.00/$4.00. Then, in 1971, due to a culmination of socio-economic factors now known as The Sterling Crisis, both GBP and USD became free floating currencies. Individuals and businesses are sending money from USD to GBP with CurrencyTransfer.com. Using this website, you can find the current exchange rate for the British Pound and a calculator to convert from British Pounds to Dollars. US Dollar - British Pound Sterling ( USD - GBP) Currency convertor. For over 20 years, the British pound has been stronger than the U.S. dollar .
The Bank of England is the central bank of the United Kingdom. Established in 1694 and privately owned in the beginning, the Bank was nationalised in 1946 so now is completely owned by the UK government. BOE's main reason to be is to maintain monetary and financial stability in the country. Some of its other tasks http://devinoggj892.theglensecret.com/tankpad-price are producing secure bank notes, operating asset purchase facility and keeping the inflation low and stable. The bank is overseen by the Court, named used to reffer the board of directors, and is accountable to Parliament and the public. Throughout history, the fixed rate for GBP/USD was set by the British Government at £1.00/$5.00.
- There is mounting evidence that inflation peaked in March as crude oil and other commodity prices fell back.
- A slew of data sets are slated for release from the UK and US economies tomorrow.
- The information and content posted by these independent contractors have not been verified or approved by Us.
- BEA also provides quantity measures in value terms—called chained dollars—by scaling the index.
- The vote to leave the EU was seen as negative for the British economy as it would be forced to renegotiate trade deals and this uncertainty led to investors pulling money out of the U.K.
Money markets are currently pricing in around 105 basis points of BoE rate rises by the end of the year, down from 120 bps late last week and around 145 bps at the end of last month. For some components of GDP, GDI, direct indicators are not available. Data for state and local government spending is available from Census Bureau with a two-year lag. Comprehensive IRS corporate profits data is available with a two-year lag. IRS data on proprietors’ and partnership income is also available with a two-year lag.
Usd
The gross domestic product is equal to the total expenditures for all final goods and services produced within the country in a stipulated period of time. South Africa's economy is so well-diversified that it relies on a variety of sources for its stability. The mining industry, manufacturing, financial services, and tourism are the primary contributors to the country's gross domestic product . South Africa https://www.exchangerates.org.uk/Dollars-to-Pounds-currency-conversion-page.html is blessed with an abundance of natural resources, including gold, diamonds, platinum, and iron ore, and it is one of the world's greatest exporters of these resources, particularly gold and platinum. South Africa is also one of the world's top importers of these resources. In the case of gross national product , on the other hand, all income is deducted again that has subsequently flowed abroad.
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TkkKUVFAyAJUMxshsOIMAYbv2JNp06L4/wAR3mRcpqIgJaTwZYbaGQUolppvdlmVE1kBDIZLtY/v0WF8PJw8o4gW0pr1Gvy7VZ8iQxFYXJkuoaabSVLWo5BIHWTUdHPcYK38tDsn9UOzB/ilv+59Vfce1z8RPN3LEbJYioIXGthOek9S3iNyl/7I8lPpO+pEAAMgMgK1aGJp0fdatDG02N+/p2cV8R47ERhEaMyhpppIQhCBklIHAAV2UpWVZtCUpSiJSlKIqv2ubB9jO2i622RtbwdDvfiWM6YS5El5nkA4tOvLk1p46Ecc+FV/I8C3wKUPKjytmFmDrfkqQu6zM0+ggvbqv+VEjTpzkWUylxpyNpUlQzBGqvC/gTCcpxx6TZmHXHValqUMyo5k7z6yazNmIzBiteQPmUqVTX+gH4Hv8k7X8dM/OpWwPJN/wilWzuY2zxKmpXT4ztveEb3qfnTxnbe8I3vU/OvN4gtv8L3v1/OniC2/wve/X86wVF3vgqr0+M7b3hG96n51q/4I02E3tW29qclspC8aPFJU4AFDfw7a2RetVrZkR45afJkKUkEPr3ZJJ7fRX5xMYuuuFNu97smHrpKhruu2yNFmJaX/AKyGrWlSVb88iSBn/esMZwawOpoNeDHFen6OSb57OJVthiQ2gE6LY8IfdTfFm1+y4xxFtUxxg27SUu4PtqIykPZoEh5q4TQpsjPejJwfgK2r8HO5wJOwPAxlS4yVPWGMXEFwDLUjeOPpqovBd2N4H/Ry+YrYsDqrjfcTXFq4vcu6pLzbV0lhOaCrSAABvAHprZxrDVoYbSyyw422gaUpS8sADsAzrM+oivB0WDhUfanBauEpmXMrBlpdpqwk1NK/iayos1BwcR2FU/sjnQmdtm00vS2UB1q2LQVLACkhLoJB6xnUHxpe75Ox1jHF0fGhbt1qxdYMOM2lCkKYdQsRy88o8dREsDcchyQ9NZrGjtnwhjbalIZuKbfIZwhDfgqcklJU8DJPk6j5W/LdvqNW7BHIeChc9pIuMu5X+dzXGsp2SsBLsqMllWlSUaU6NMcbk5HLgc99c8OpJRrNruNf6XpYcMHDsnHdofkG0I0h0NgOqmunYtrvGdt7wje9T86eM7b3hG96n51j4NptcyExKTrVyraV5pfXlvAO7f6a+LtBs1mtcy7SWpKmYTC5DgQ8rUUoSScs1AZ5CugCDoHvgvn5BaaEL3Sb3a4zfKrnxyNQTudT1nLtqJbSNoOHLDhfE6JN1jtOW+yqmlReABSvlEJyI69SP+0Kxe1LHWzTZtDsrmLrw5Dbv8xEaCsF93lXBkrIaArq35nIVqn4WWPpkHHGIE2p+RdMEXnBtptzLkR1C203GVNkLaWVE6lJ5NheYSTlmndvFA9rTVwsq3vcG+/kupIYKjz7mshihIiEE2A4jcYgG/VS8ga1tjsLtlgsOy3Cj/IxIdxmYftSrhqCEOqfTFQCXOCisEkHVvqwfGdt7wje9T8683iC2/wve/X86eILb/C979fzqXODiTTv9Fyy4uNSq0wu9ZcFbZbxh2JcUR7Zfrf41jsrdzZEoOfrg1+ykZEKI6yompngzHuGcUYbZxFCv8JyLKddU24ZKCAOUVknPPLMDIVHtoOzC8X+/wCHrzhW7ptztrTMQ+t9K3kqQ60EgZa0nPUAezdvrVnCOyvazgzaK3sGs1tVAwqjDseUm7XGDIkxPGCYzfOgzpdS0FrcU44QCclJ4EZg60u1sKIIbwQ0upZqBFe4gjgvUTMNmGZV80yIMsyE1xBOksdiEVpWpaWu11o6tKBbvtYmw48gONX+3LSc8iJSCNxy7a+v0hsHflv+JR86158G7ZZh6Hg2+W/GbDs9+z3uTFEiZJJWG/JUnMpISPtZ5DIDPLIcKty37LNmtxgx7hHw60WpLSXUEPLPkqGY3hXprpMMg8VDn69Q1Gm0vKT0rhCSjOhFrDSluMdYqP0qULxJh1pOty/W9IzAzMlHEnIdfbX1+kNg78t/xKPnVd4/wHsiwjhSXiLEEOBa7dCcjqflypKm2mkl9Cc1KUrIbyB/Wsoxs62TSbU3eotqiyITrSH23mnlrSttSQpKhkd4KVAj0EVfFkdp3AeZa1MIYmPiNpWlamlf4qYfpDYO/Lf8Sj50/SGwd+W/4lHzqO9EGzv7uNe9X86rPb9hzD+BcGxV4MwixIvt5u0KywdT69LLsl0NpcUk6tQTnnpy35ZZ1dkKSe4NDnW9g8ypjT2y3+R8qyHhCbWrfZWsPbNYFri3xW0h6VYHFJktluG0tnSt51J+0gJWSR2JNWlaZGCbBBRa7E/ZLdDaKiiPEW0y0kkknJKcgMySeHXWsOy7wfsSS9tsxva9CZvcDCsBK7VPZcQw2uS8VpUrkmlBWZZKQQpOQPAk762I6H9nf3ca96v51QGSc0EOfS7FF5/ct+ehTco4S4bDc4WlzXOIOMAQB+HUOwGpIOgKG7fcOfpnYYV2wdfbWm+2KY1co4VKQFPljUtDaSTkFFZ3E7t++q68H60YtxHtWxFtW2z2ixWqQiz261WhtFxbloUlIdLriFq3pzCk6hkM8xxyq9+h/Z393Gver+ddUfYxs3isojtYbbCG0hIzdcO4DLtqIbJGE5zmOfV2mweZS/CmEo0o2UisYQyuKauqKmp1a+2vYtXNt2DruuZtEu0mVFbskW1369xHYt20FUlxuGIp0NqBKk82eyBzG/hvrchvENh5NP8Az5b+A/eUfOqq2z7EcKztk+MY+GMLNrvD9kltwwl0hSneTVoGalZcT17qimOHMHYR2BWfahh7CEG8TLjFtZYTMkPMtuKk8mNaynNQ+3nllWrBhybZjIhz6YopYNpxP6u0LtT8xhDCmCoMw5rMYRXNP4jZWHBDP068R2m4010muA/CW2dYyxQcBoupF6jsurkOlvRELjSkhbaHScioaxmBVi3DEdiRAkqRfYAUGVlJEpGeek+mtV7FsGwhgvBGyq5XmzR3b7dMVJeu0huQ6pDin40lx1KSrIhJU23uyH2RU92y4fwLacCW674NtVrecut5h2xL7xddbbS84ULVoS4klQ37sxvG+tiFmkWPEh1dQEAWC4abb6/Rc3CEpHl5eWjQQCXtdjVJ/M17hZQaMXF+tVDMHwJbHg34AvWz+dBlYrYvP6SaJ88aZUt5MlL/ACy1ElIUl5e/qJFQfEs3aAjbLEGOsZwn0YhutkuTFtbmqeiWpwaklCMzl9pOZIyzzrZzAPg8bO8F4NtGFjbzcTbYqWTKdUpC3SOKikHIceFRnH3g9bLsQYqs0u2WDlL1bXkSQ03IdDWlOekv5KyCASSBvJO4DrFJgSjYpisc61wJsGi3Rbp+9FtSOHIsCC6BNQ24rWRGsIqTjOIc0GzRUGlKkElYPB+Bl4I2zS9q2NNqCMTXOXbJNst9uQG0oZW6808rklA5hAAUnJWYA6+FXRbXbS9LTesQ362PTRvZZTKQWooPUnfvV2q/CsXath+AILAMy0JmS1Zl19a1AknfkkA+SkdQr3dD+zv7uNe9X86lkOUcBlHPs0Cgv1/i0/ZcCZmMITsXLRWMFgsBoBQAaA2mr2bVIv0hsHflv+JR86fpDYO/Lf8AEo+dR3of2d/dxr3q/nTof2d/dxr3q/nWXFkdp/AeZUx57Yb/ACPlUi/SGwd+W/4lHzr7bvVmeJDN2hLI46X0HL+9Rrof2d/dxr3q/nXvtWz7CVjU4u02vmpdACy28sasv61SIJQNOTLie0AD7lXhumi4ZRradhNfss14ztveEb3qfnTxnbe8I3vU/OvN4gtv8L3v1/OniC2/wve/X861ai73wW0o/I2tYJitsOP3PSmQSEHSSMwpad/ZvQfxHbXTddseCLQiM5LuBylJ1N6U57tWnf8A1rLqwBhJS9arO2VdpUr0+n0n8a4d2fYQeUlb1laWpIASVEnIA5jr7anHGz3+iirrl8wsW2W4NeP4Mnl4nNCvU2NRyDhB3eusbO2u4VgT3bc6ictxlZQVNxytBIOW5Q3HfWft1ot9qnKjQWOTaUxmUZkjMrJPH0k1kubRuHN2+Of2BxqptVk5dHYaV2ZDspRFzSsN48u33Mu3von51PHl2+5l299E/OrJkndnEeKmijl62nYSg7WLDsukzHE3+bFeuLLIbJSWQlScyrgDnWh2zDDMHFHhhbdmJrDjrlvjXe5RA2TqElmU2tpQy35hQBGW/MCrR8Jq64th7eoGKcMbObrdLzZbTb5LMNpxoPLbTMVrAW2pZQkjME5H0jKpN4Gl9Xi1jFG1DozcZud5xDdxJfjmOpbYMgHkC6taFKAKesAbqxGEXufBdS/VoLSD917OTPwrB7MJwLcZoabRY8Rg9pvoWsp8xVWH4Elru1p8GbCLN/hzo1zeVcJEtE1C0Pla5z51LC/KzUnSrM8c8+urzrCi93UDIYMuoA6g9E/Ornx5dvuZdvfRPzqy5J3ZxHivJzUYzMd8alMYk0uqdH0VBeGF4My9vabDIZxEq1iK6mI9ybBdW4lxYyIGeW7I1c2G9nltw5ssh7M39NwhRLT4sdK0AB9PJ6CSnhv7Kyxvd1PHBl199E/Orhd8u2lX/mbduB/99E/OqglqVpS3TaPFbcXCs3GgwYD3/hhVxeytD/S192UbeMPYOtdm2WY/mTrdjCKtvlI00EqkhWflJWnUkgADiRUp8KbEN0n4Tb2QYUdlNYg2i2u5xLW+y5yYaU0hoqUV8QdLu7LrPVXn8ICLcpGyK4XWz7NLi9cIyIstRYTFU++ltaFaU6HCok5ZDd11Goje1HH21XZtiG4bLbra0YLizpdy5WYwpvKW2yhptlS1IUtQ5BRV5ASNWQKsjlEjDdCiYjyKNApaLjTX2Cq6eGDAm2NwjAbiuc5+M2tQD+A1FwJcaA1oLKrXnaRbtqmOtqOBvBs2pR5kW1WMzJFmuzCspdwQy04lC8wTvIQkZ8d/Ct6mdl2ELbgtqxw8Mwnmo0VhuMy7HQvk+SQUoABGQI1LOe45qNVdtHwBjfEvhLbNNpFrwo+m2YYiTkzWnJUZLyuU4KQA5pIz45kGr18eXb7mXb30T86kCAYcNrLrNI1aNajD+FDPRWRYVGhwLiG2AOefxfKtB2LM0rDePLt9zLt76J+dTx5dvuZdvfRPzqyZJ3ZxHivN0WZr5CQkqI/aOZ/DL/urEePLt9zLt76J+dTx5dvuZdvfRPzqZJ3ZxHilCtcvCN2XbVpOF8c4bwJzabZ8dpcUtp1/kVQpmbay6V5b0FLShkN4JFXVsDbU1sN2fNL+0jC9rSfWIrdZPEF3uTtknB3BdzOmM6pJU7EOk6Dv/wBd6aoTwYPCAtHRLhfD01ibLmNvG0xVLeYbDqWyoeQpxwa0oKHEZjcC3o3EHLSEHN4lC4YtptIsqW2cRoXr4keYw1gohsMF7XMBLRa4NZEtdqqG2E2WC221WB4Xlqi33YDf7JO182uE20RHtByVocucVKsj1HImtfNqdsxz4O9pXjOVi2dJnodudtscNbihAeiN2pKICVsA5LdCm0oLhyJ08BuNXn4SWJJs/YrMdOFriw27drLpWt6KQSLrF3bnSTnlu3f2317dp2MTMk2iyTNnd9kcwuMWc9m1HdbU2jyikEOEZkbq6cORiTIZkhU11EaKsN/Z9KriSmGfhDHQpihhnGsO0Yb2A69qpGuguCqgeE/tr2d7P7Zjnars0j2+3qdltTyuWDMekpjuONBppOaUoWpCUjNWe/hWKx/4ScXGu2rAuyV3At1tt6N7wtdJ2txLiIJVJcdS0spG8lpTS8+Hl5cQauLHG0iNi2zsWzo2xIoM3CHLUh6KwULQ08hS0n9YeKQoevIVgcPy8KWDari/a0jAONJNyxe3bW3mHo8UsxuZtcm2Wxr1AncSSeNZ4eB5+FQhuu9uizt02G3tWN/SXAMyHviQg1xa6gaXAY5caX/hAdWmvEABAJC2MSy0lxTyWkBa8gpQSMzlwzPXX3VY9OTP8usWe4Y/Np05M/y6xZ7hj82p+Dzux3jxXnvi0mf19x8FZ1KrHpyZ/l1iz3DH5tOnJn+XWLPcMfm1Pwed2O8eKj4rJ7fcfBWW602+0tl5AUhxJSpJ4EEZEVq1aMH44x3suw7slbm21m12C6O2yVJcacW8vxXMCG9OR0jWlo55/wBKtrpyZ/l1iz3DH5tQ7Z7jI4EfxATh7HFyjXq7SbqzFfiQgiCp51xxaG1IUlSgSvPyyojLccqxjA082YbFDNAOsa6dvYurA6QSDMHRpZ0S1z4bhYf0h4Or9ysrbDs/XtK2d3XCMOeLdNkNhUKcG9S4jyTmHEdistQzHUo1r9s/2EYqwziXBGGb5Lcv2HZM93Ek6e+8UF+YmInRqRmSVcqVOZDJI7Oqrn6cmTuOzrFnuGPzawV+2ks3hy2JjYMxhb2LepepEeLHCnG1IKNCVcr5Ay6wM8uGXGpGBZxrso1lvzGoOA1/uKpD6WQ4Mm6SDw5hxrCDYXFhJB+bG9mmy0qzJl4mXOS5ZsM6NTR5OTOUM2o560pH7ax2cB19lZK0WaFZo5ZipUpbh1vPOHU48vrUpXWf7DqquIW2W3W6K3Cg7M8UsstDShCI7AAHva7+nJn+XWLPcMfm1DcCztcZzLfmPFcluEpSuM+JU/I2fKxWdSqx6cmf5dYs9wx+bTpyZ/l1iz3DH5tZPg87sd48Vk+Kye33HwVnUqsenJn+XWLPcMfm06cmf5dYs9wx+bT4PO7HePFPisnt9x8FZ1KjlsxZcbpAYuDGCb0ht9AWlLjkVKgD2gvZivV48u33Mu3von51aLoL2ktNKjtHiug0h4DhoKzNKw3jy7fcy7e+ifnU8eXb7mXb30T86oyTuziPFWoszSoM7d9pxCOQwoQpJGsrkR1BQ1KzyAcGRy0jieH4nrttNW41zfC6mkBBDup2MolWe4gcqMt3pNZc2O03iFOKpJcXprEp12BFS+6mIVIQVZalauH+NRiTinaQJ0lqHgYLjNr0sOOOhJcGfEjPdu/xrO4dl3qU8PH1schy0MZK1KbKXPLORToWrLdlxrP1gc3FNFXQurU9/AKV20qqJWMvNyctzlt0DNMqciMsehSV5f3AP9Kyda1eHJijEeFMMbObhhu93C2rVjyCmUuHIW0XI6Y8ha0r0EEoyRmQd3k+iqvdiMc+4E8ASt7BkmcIzsGTBoYjmt/kQP7WdnPMS/CquDYTqMbBehWY4K5VSt39FCoz/wAn1/7H79/833f/APIVUg2emLj3wgMRY6tfKv2ZGH2rema2nSy8+SkrDZP2wATvG4EZVKvB22d2LZphC5WLDypaosi8zJpMlwLVyjrhUrIgDdmTlVoopFDv2+C3hHazBkWVd+YOZ3ZSv3CtSlKUXDSuFb0keiuaUReE29qbaWoE1BKC22Fpz605HL8RXsCEJOoJAOQGYHUOA/vX1SoAorOeXafnxXWY7Cn0yi2C6lJQF9YB6q7KUqVBJKUpSihKUpRF8uIS62ppaQpK0lJB4EHqqHx9meDIOA04MOGbem2spdfMRLQ5IPrUpxawOola1nP01Mq+XWw62tpRIC0lJy9NVc0OFCs8CZiS5BhuIoQbDS0a+9al4eseNtsuHcCYGNvR+gtpu6pV0niQTJcdhvLcZaAI8lIcCATmSQPXW2qQEpCRwAyqH7K9nEbZbhyRhmFeZlyju3GVPaclhGtsPL18n5CUghJJy3Z9tTGph1bBZCP6QB9aWrZwtMQ5ufjzEL8rnuI+RcSO5KUpUrnpSlKIlKUoiUpSiJSlKIlKUoiUpSiJSlKIlKUoiUpSiJSlKIsVco0uVKdZhzDGdVEIQsDPSrVuP/721EpmDNpEq5Py29oXNo7jmpthpkkITnwzPoqbKWhu5la1BKRH3knIDyq+1XK3IWW1z4yVDikupBHV20RdnJOecpXZmO0Uoi5qn9vURqdivY/DebQ4h7GjqFJWnUk52a48QeNZXp3w73BfvglVWG17bPYJ+MtkzzVmvKeY4xVIcSuIQVJNqnoyA6zmoH1A1WBMwHPpjjQdfYVmbDisIcAbFcmBMP27C90uNmtUVmPHaWpwNsthCApehaiABl9pRqYxoseGyGIrKW20kkJSMhmd5qqrbtyw4iVcVnD99zXKzzEI55ck38q9/Tvh3uC/fBKrE6bgV/OOKl0OM4kkG1WXSq06d8O9wX74JVOnfDvcF++CVUZ3A2xxVchE2SrLpVadO+He4L98EqnTvh3uC/fBKpncDbHFMhE2SrLpVadO+He4L98EqnTvh3uC/fBKpncDbHFMhE2SrLpVadO+He4L98EqnTvh3uC/fBKpncDbHFMhE2SrLpVadO+He4L98EqnTvh3uC/fBKpncDbHFMhE2SrLpVadO+He4L98EqnTvh3uC/fBKpncDbHFMhE2SrLpVadO+He4L98EqnTvh3uC/fBKpncDbHFMhE2SrLpVadO+He4L98EqnTvh3uC/fBKpncDbHFMhE2SrLpVadO+He4L98EqnTvh3uC/fBKpncDbHFMhE2SrLpVadO+He4L98EqnTvh3uC/fBKpncDbHFMhE2SrLpVadO+He4L98EqnTvh3uC/fBKpncDbHFMhE2SrLpVadO+He4L98EqnTvh3uC/fBKpncDbHFMhE2SrLpVadO+He4L98EqnTvh3uC/fBKpncDbHFMhE2SrLpVadO+He4L98EqnTvh3uC/fBKpncDbHFMhE2SrLpVadO+He4L98EqnTvh3uC/fBKpncDbHFMhE2SrLpVadO+He4L98EqnTvh3uC/fBKpncDbHFMhE2SrLpVadO+He4L98EqnTvh3uC/fBKpncDbHFMhE2SrLpVadO+He4L98EqnTvh3uC/fBKpncDbHFMhE2SrLpVAu+EfiBCY4awNcVrVqD+qC4Aje5pIyJzBHJ/wBdXaMvi4+EZidLTPizBdwU4EJU9yltWQSVHMJ8sZ7sq2as228QmQibKu2fb41zluxJaSW3YhQrI5HIq/yFYSVsswnOLipjMl1brpeW4p7yiScyM8vs578qxeAtpjGK4L94udslW16GwecNvMqTkOUORSDvIyy/GsrcNqeD7ZIVHlypAUlxTRUmOtSdSTkRmBlVQQdBqsZaWmhUq5BvspTl2+0/hSpUKNsBUlluQwha23UhaFBJyUkjMGqZ2wLU3tZ2Tw1Muco9i3Wnyd2SbTcM/wDiFWrsbllvY3gNUkuF04ftbDmsHUHebtpUFZ78woEHPrFVRtnxVh57wldj2EGrtHVeWMROTHIQP6xLJtU4BZHZma8pIdGYTf8AKIhtadW0Kf2u7MtfBm4ssBXELxX/AIVt7rVblsYf5xcv1Ln/AKX/AAnzTde/m7/mXPZNZyJEMZ2U4V6ucvcrllw8hKcv+z/evTWN3RGET/unh6rn56blGubv+Zc9k05u/wCZc9k1JaVXqhC3p4eqZ6blGubv+Zc9k05u/wCZc9k1JaU6oQt6eHqmem5Rrm7/AJlz2TTm7/mXPZNSWlOqELenh6pnpuUa5u/5lz2TTm7/AJlz2TUlpTqhC3p4eqZ6blGubv8AmXPZNObv+Zc9k1JaU6oQt6eHqmem5Rrm7/mXPZNObv8AmXPZNSWlOqELenh6pnpuUa5u/wCZc9k05u/5lz2TUlpTqhC3p4eqZ6blGubv+Zc9k05u/wCZc9k1JaU6oQt6eHqmem5Rrm7/AJlz2TTm7/mXPZNSWlOqELenh6pnpuUa5u/5lz2TTm7/AJlz2TUlpTqhC3p4eqZ6blGubv8AmXPZNObv+Zc9k1JaU6oQt6eHqmem5Rrm7/mXPZNObv8AmXPZNSWlOqELenh6pnpuUa5u/wCZc9k05u/5lz2TUlpTqhC3p4eqZ6blGubv+Zc9k05u/wCZc9k1JaU6oQt6eHqmem5Rrm7/AJlz2TTm7/mXPZNSWlOqELenh6pnpuUa5u/5lz2TTm7/AJlz2TUlpTqhC3p4eqZ6blGubv8AmXPZNObv+Zc9k1JaU6oQt6eHqmem5Rrm7/mXPZNObv8AmXPZNSWlOqELenh6pnpuUFVcbqjRnh2Yc/tgA5p3qHZkdwB49dcqnXfNtLeHpSlLSFHPMBJz4ElPZvqc0rN1Ul9r3xUZ465RzD+uTKe53DU1rYyU04nqCyOviN1ZjxRatOnxZEy1a8uRTlq7eHH015bhKkQ5rj0eE5JUiIVBCCMyQvgPSd/4VGpuN8YszHmIez6XIZad0Je5TSHE9RAyz9edehkpVslAbAaageNVrRH5RxcVOch2CldfKr80aVtKioGVtIuuG9heJMSoyuNwtd+xCmO24o5JTHuMrkmyBv0hLaUgDqFURsG2dbVtu+37DPhOYrYi2NjD7y0P296K+0663zR1pCmysnUCX889wAQeOdYHwuccY02E2xjZozM5QYqvV3nlbiQpLkSQ++7mNw0rBdSD25k1u7s2wY1acG2Yxb5cwp63RlrOtvIktg7vI9NYpKmQaCbQKH51HgV7fDn/AG18SYgBuLHc8sd+wghwA1Vxx8iOwqd0rGeJX+/7n7bf0U8Sv9/3P22/orYxW3rxKydKxniV/v8Auftt/RTxK/3/AHP22/opitvRZOlYzxK/3/c/bb+iniV/v+5+239FMVt6LJ0rGeJX+/7n7bf0U8Sv9/3P22/opitvRZOlYzxK/wB/3P22/op4lf7/ALn7bf0UxW3osnSsZ4lf7/uftt/RTxK/3/c/bb+imK29Fk6VjPEr/f8Ac/bb+iniV/v+5+239FMVt6LJ0rGeJX+/7n7bf0U8Sv8Af9z9tv6KYrb0WTpWM8Sv9/3P22/op4lf7/uftt/RTFbeiydKxniV/v8Auftt/RTxK/3/AHP22/opitvRZOlYzxK/3/c/bb+iniV/v+5+239FMVt6LJ0rGeJX+/7n7bf0U8Sv9/3P22/opitvRZOlYzxK/wB/3P22/op4lf7/ALn7bf0UxW3osnSsZ4lf7/uftt/RTxK/3/c/bb+imK29Fk6VjPEr/f8Ac/bb+iniV/v+5+239FMVt6LJ0rGeJX+/7n7bf0U8Sv8Af9z9tv6KYrb0WTpWM8Sv9/3P22/op4lf7/uftt/RTFbeiydKxniV/v8Auftt/RTxK/3/AHP22/opitvRZOlYzxK/3/c/bb+iniV/v+5+239FMVt6LILeZbOTjqEnj5SgPRXCpMdH23209e9QFYC4YIg3R7l5t1uTjmgN58ogeSFagPsdR315H9mdkkqZU/cLmssDJsl9Pk7893k1kDIWt3cpoL1IkqSq6akqBBj8Qf8Aar2VG41jlWguQbNc3SoRVclzrJYSorz4gDdvPbxrFTrNtTfmPLh4mt7EZThU2gtFSkpz4E5b6wuABsVVOaV1aXv4xSoRaTeGpsvh7WfCN2T4Tu7k5i2yIVwU/IipGpGhOoDUQQMyAN9bo2SG1brNAt7KlFuLFaZQVcSlKABn6d1YfFVtanXSxrW0pahKU2rI/sFBKv8AhFSNCEtoS2ngkAD1VRjcSvaurP4RfOy8vBOiG0gDtrafrZwX1SlKuuUlKUoiUpSiJSlKIlKUoiUpSiJSlKIlKUoiUpSiJSlKIlKUoiUpSiJSlKIlKUoiUpSiJSlKIlKUoiUpSiJSlKIlKxLmKsOsobceu8dCXs+TKlZasiobs+P2FfhX0vE1ibLQXcUDlxm35KvK35dnbVcdt6jGF69OYF1JJ/d//FXoLzIORdQD2ahWIeag391RakLLL8QoS60spIGvfl6cxWFm7KrBcJTsyRLncs85yilod0nPPPdkPTVlKmeY7aV8cintP40oi0fVfkykNXRufOLEVaipwOqKcykjLPVu413DE6VRDPE2cY6TkXeWVpBzy46u2twXbtHjXRrD7ky2Ny5CdTcYpUFL3KOYHA7kK/CshyE0I5MNwtB/Z0HL8K0szF/vivV9ZIW45h5Vpd+k6eac/wCezub55cryytOfr1UOJ0piCcZs4Rycg7yytJPr1VujyE7RyfJwtH8Og5fhTkJxRyfJwtH8Og5fhTMxf74p1khbjmHlWlysTBEVM5c2cI6zkl0vK0nq46qO4mDMZEx2bOQw4ckOF5QSr1HV6K3MlKfiRHHpQhJjsJK15tqISBvJyFdVvkuXWEh+MuA8zmUghtWkEHI5A0zMX++KdZIW45h5Vpw7idLEduW9NnIZd+w4p5QSr1HVR7E6YzDcmRNnNtO/6tanlAK9R1VuipicpIQpuEUp4AoOQopictIQtuEpKeAKCQKZmL/fFOskLccw8q0ukYmERpt+TNnNNujNClvKAVuz3eVSTiYQktrlzZzIdGaCt5Q1eryvSK3RUxOWAlbcJQTwBQTlWKu+IIVpuFvtV1mW5qRcHA1FbcacPKKJAASQMs8yKZmL/fFB0kha4HMPKtQ5OJ0w+T53OnNcqNSNbyhqHaPKpKxMISkJlzZzJcGaAt5Q1eryq3RWxNcy1twladwzQTlRbE5wguNwlZcM0E5UzMX++KDpJCsrA5h5VpfJxJzN1DMqZPacc+wlbygVerfXEjE6YjyY0qbOadWAUoW8oEgnIbtVblXF9yBDfudyXBbjxGlPOurQo6EJGaj27gCaxtjxTZcVKC7HfLFclFHKJ5BzlFBGSTnlnmPtD2h20zMX++KDpJC1wOYeVajv4mEaQmJImzm3l5aW1PKCjnw3aq5dxLyEpMJ6ZPQ+vLS2p5QUc+GQ1VugpictQWtuEpQ4EoJNdcoyIzTk6UYCEspK1OrSckgb8yaZmL/fFOskLccw8q0zXiTk5SYLkyemQrg0Xlaj/TOuFYmCJfMFTZwk5gckXlasyMxu1dlbmRudy2WZqOYOcqhK0uBCt4IzBGe/Ku0sTivlS3C1/wAWg5/jTMxf74p1khbjmHlWl36TDnfMOezucZ5clyytWfq1VynEmqWYCZk8yRxaDytQ3Z8NXZW4lwneLFtOzXYDSnVhKVKbWSSVBI3j/aWkf1r2BmcF8qEQgv8Ai0HP8aZmL/fFOskLccw0/wAVpejEhclKgtzJ6pCM9TQeVqH9M64axMl+UqEzNnLfQSFNpeUVAjju1dVbohmcFlwIhBZ4q0HP8aBiclZcS3CCzxUEHP8AGmZi/wB8U6yQtxzDyrS5jEwlSFRY02c48jMqQl5RUMuO7VXMfEnO31xo0ye663nrQl5RKcjkcxn21uglichRWhuElR4kIINYy0XuPdZs6NbJdudfhOFt8NtrCkELUghRPXrbcG7+GmZi/wB8UPSSFqgcw8q1CjYk544tmJMnvLb+2lDyiU+vfXzFxOmaViJOnPFsal6HlHSO0+VW6SGZzZKm0Qkk8SEEZ1whia3nybcJOe45IIzpmYv98U6yQtxzDyrS+LiUTtfM5s57khmvQ8o6fX5XopFxMJqHHIk2c8loZrKHlEJ9flVuihic3nybcJOfHSgjOsfebs1hqCZ1yegxWFKDZXyLigSeAISCaZmL/fFD0khW0gcw8q0+YxMJTLkiNNnONsglxaXlEJGWe/yt26jGJ0yWXJEedOcaa+2tLyiE+s6q3OYTKcZS5HEEtOpCgUoUAoEV9pYmoSUJbhBKuICDkaZmL/fFOskLccw8q0uZxMJEdyWxNnOMtZ63EvKKU5DPedXZRvEwdjLmtTZymG/tuB5WlPrOqt0UsTkpKEtwglXEBByNY+9XiNhq389vMmDFiKcS0VFpak6lcMwkH8eA66ZmL/fFOskLccw8q0+TiYLiKnpmzjHQclOh5Wkb8uOqicTpVFM5M2cY4ORdDytIPr1Vt/Yr3AxJAMmwXWy3GMCEqXEc5VvVkDlmkkcCDWS5CaEcmG4Wjjp0HL8KZmL/AHxTrJC3HMPKtLv0mHNOf89nc2zy5Xllac88uOrtorEwTEE5U2cI6jkHS8rST69Vbo8hO0clycLR/DoOX4ULE4o5MtwtA/Z0HL8KZmL/AHxTrJC3HMNH8VpcvEwbipnOTZyY6zkl0vK0k+vV6KOYnSzGRMdmzkMOfYcLytKvUdVbk3B563296VMVAbjR0FxZU2opSAMychXYyJMuM060IDjLiAtshBKSCMwRTMxf74p1khbjmHlWmT2JhHjty35s5tl3LQ4p5QSrMZ7jqo/iYRmW5EibObad+wtTygFeo6q3RUxOUkIU3CKU8AUHIUUxOWkJW3CUlPAFBIFMzF/vinWSFuOYeVaLTLzNiMNLfZQ2lzykFxxQSrec9PldhH4mvi43aVFQw47Hbb5RIKS8tQB6xpOr1VvYtic4AlbcJQTwBQTlWPcurCrsmxuy7YZmjWhhSVa8hvzGfVkRWXN27LeB8VUdIoWuDzDyrVPC/hHWjYaI8TE+Fr7cF4gUtEREIt6EKbyKgS64kDUFg7uw1NLZ4cGGbzFbm27Zfix1lxCXArloA3HhmDIzB9BqxtpmxPBu168W1zHdljT12dhww1JdcbLXKKTqyKSOOhP4VCIPgr7Bp8+Ta4lgWXou5Y59JCSM8jkdWRyIyrWdCm2uIhEYur3QrbZP9HJiEIk3BflT+alo02U/E3VTULaqD/8AlLtk33Cxh7EX86lT3/Qh2B/caL8S99VKxYmEtpvv6LezvoTuI3H/AOlfSo8cyRILDZdGQC9I1Dj18es/ia76UrrL56lKUoi6pTLMiO4xIaQ62tOlSFpCkqHYQeNcRWGY7IajsoaQCckoSEj8BSlEXdSlKIleCZbLbKnMTJNvjPSGCC0640lS0ZHMaVEZjf2UpRF76UpRF1yGmn47jLzaXG3ElK0KGaVJIyIIPEV4bZZrPbXnHbdaocVbhUVqYYSgqJCASSBv3IQP/pT2ClKIslXw6hDrSm3EJWhQIUlQzBHYRSlEXDDbbTKGmkJQhCQlKUjIJA4ADqFdlKURdMiOw/pD7DbgSQRrSDkQQRx9IB/pXdSlESlKURK8kSDCivvuxYbDK3lFTim2wkrOonNRHHepR39ZPbSlEXrpSlESvJcoMKeylmfDYkoCtQS82FgHtyNKUReltKUNpQhISlIyAAyAFfVKURK8V2t8C5xOa3KDHls60r5N9pLidQOYORBGYpSiLpsdntFmZcZs9qhwW3FBS0RmEtJUQkJBISBnuAHqArJ0pRAlKUoi63223mVtPNpWhYIUlQzBHYRX2kBKQlIAAGQA6qUoi5pSlESvKuFDVORMVEZMhIIS6WxrAy6lcaUoi4/6VP8A1f8A8VdcOBBj3CXKjwmGnnynlXENhKnP94gZn+tKURe+lKURf//Z"