How to Calculate Crypto Gains Step

With over 1000 altcoins supporting 33 different currencies, you can instantly convert between dozens of different currencies. In addition, thanks to the widget feature of the BitConvert – Bitcoin Converter application, you can install the application screen on your desktop and make quick conversions. Coinmama lets you easily purchase cryptocurrency using a debit card, credit card, or bank transfer. This website is intended to provide a clear summary of Ethereum’s current and historical price as well as important updates from the industry. Ethereum ERC20 token prices can also be found in the menu options along with other coin data such as BTC, XRP and others.

  • Please note these calculations give only an approximate idea.
  • We recommend that you do not trade in the crypto money market without having sufficient information about the crypto money market.
  • Create a chart for any currency pair in the world to see their currency history.
  • Execute multiple trade types with no fees on cryptocurrency and wire transfer deposits on this exchange.
  • CryptoConvert caches the last-known exchange rates so it works even when you’re offline.

Some experts say that there is a slight chance that cryptocurrencies become the currency of the future. For the purposes of this calculator, Bitcoin is the only cryptocurrency available for conversion at the moment. Conversion rates are based on Bitcoin live Price Index and the price indexes of other digital assets. We’ve been mistakenly driven to believe that money needs some sort of intrinsic value in order to https://mylesykfi.bloggersdelight.dk/2022/06/28/pi-network-vs-bee-network/ be valuable, but this is not the case.

However, by the time you read this article, the figure might be quite different. The most effective way to minimize your crypto capital gains tax is to own the asset for over 12 months, as this will give you a 50% discount. The Swyftx cryptocurrency tax calculator will ask you if you’ve held your crypto asset for 12 months. If you have, the calculator will automatically apply a 50% discount to your capital gain.

This means you can get your books up to date yourself, allowing you to save significant time, and reduce the bill charged by your accountant. You can discuss tax scenarios with your accountant, and have them review the report. Directly upload your transaction history via CSV or API integrations. Our platform is trusted by industry leading accountants who value detailed and accurate reports. If you are an accountant please contact us to learn more about our accountant portal and corporate pricing. Identify, track and organize all of your crypto activity across hundreds of exchanges, blockchains and wallets with ease.

Tax Tools and Tips

You can also use our Prices Calculator Table to calculate how much your currency is worth in other denominations, i.e. .1 HANDY, .5 HANDY, 1 HANDY, 5 HANDY, or even 10 HANDY. Academy Learn more about the world of cryptocurrency and how to use 3Commas to your benefit. Sign Up NowGet this delivered to your inbox, and more info about our products and services.

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qlJdC7UO8tNKQXbx1IfRS6R/KW5dQpzK+rddDjikhOSqZHbn0UkdojW/yn+l1dkqpYGttVp6ZWduaisUyvMJUlfyepsNpUQVpJSrKVqSCCR+wPHBEFVvU08g6doauZzJe/R6vqwdI7R1orb9MVQb0WUU5DD6lTCSEqP7RJSAngg9hMaHbVtV68a/IWta9KfqVWqj6ZaTlGE5W64o4CR/meAGScCOzuk7/wCz46PX9Zc/w3owX5K6SoU10oFPVZtlU3KW5PPUzrMZTMFbSFFH9LqVvD2SqJVR6HJ8rkOC1qKPK7+TL1/DHycV+xjXhLh78witj5bgJzjG3Zn692368cYoGydFb7vbVyU0SYkEUq6ZqcdkFS1SKmQw82ha1Jc4Ejgg+B8IzNauXV9rpKTlw0yZqSdRhdSvk/Vjc/8AnH5RtS0EngoFWEbD6JHokY4ReWik/rBUfyiFm1DXqSMnej85mfQuXYYUR+b3EtEoZARkoCPrPCF5xTba4C0ZNJLmc0VvS+46Bqq/o/OuSZrkvWhQlrQ4Sx8oLoayFYzt3Htx2eEbXc/Rl1DtLXeR6PNUmKSq56g/Ky7TjUwpUrumEhSMr2ggYIz6MbjqZLvq6fVSl0srLq9S2QlASdxJn0YwPryIvjXAg/lVLXwQcVWhg/8A2UQ1vbwuNC/U4o1R03r+kN/VzTe6XJVdVoTqWJlUq4VtFRSlY2qIBIwoeEJpbptcmr1/0bTe0EMKq9cfLEt16yhtJShS1KUQCQkJSok4PARaXTs/62upf9otf+XZi7PyY+m9wOzGout1Atxuq1e2qI7TLaafUlDbtUeQVYC1kJSQlKEqJPBL55wdS1PWFC89JzDr1oBfvRzvFiydQEyKpyakkT7Lsi8XWXGlKUngopByCggjEXfS/wAmdrnWWFzFLvDT2aQ00HneprhX1SCM5Vhs7R6+UWn00NINRah0QNOdRdVaOZS+7CdNErSxMtzHXyTzhQ06pxtSgTuSwe3gp1fONP8AybpJtzX3JP8AuQv/AA5iKOpJ09SfAuoRU9LXE531p6Ot6aIV6i23XarQa3O15srlEUGd+WZIWEBBwkHcSRgccxcdM/Jpa+z8lKP1mtWXb9UqaOtlaNUqxsnXM9idqEqG76gTg8DGjdA2St6o9LfTmXuhLK5NM++60Hu78qRKvLlu3x69LRH9LEfPpr1m7nellf8ANVqcnETshWlN09RWoKZlkY+TdWfojZsUMeJzF25atCfIolHTqaK+urRfUKxtUG9ILxoiqTcTs6xJIbfUC0svLCW3EuJyFNncCFJzwz4giOgJr8mXrzLVA0X9KtPlVXbuRT/z7tmF5GQAhTYPERbfTZSmZ1H6LdariQLvnpSR/PZXwdOH5RSN/j86uZ/jmLb1O6N+nGq3TilbsVrmim3XQ00ytO2vLSShNlmUDSgpD5UE+lhJ4AkAk44RjdZ2T4GRUldo/K6+rGuvTW7KlY970Z+lVqkvFialXgMpV2ggjgpKgQpKgSFAggkGMH9AeuLy6a2rdO1o6RVzXbSaRNU6TllN0lpubRsfX8mT1SluJ+iSpKvRPEDAPEGKN+gPXGxFtxTZgkkm0iIIIIsQEEEEATvPJP2RBvPJP2REQQBO88k/ZEG88k/ZERBAFndHXXWq9HfU6U1NpFBlKxMyktMSwlZlwtoUHUbSdyRnhGkXJX3rnuOtXK/LtsOVacfnltJ4pQp10rKQTxIG7EYiHb7rns/iIrpV7i7tYvXo9dLy9NBaNVLIetqiXjZVbc66et+sshbCl4AKkHB2khKcgpUk7QcZ4xsuq3TmrN36dz+k2lmlFq6X2rWOFTlaI0kuzaT3kqWlCEhKsAHCNxHDOCRHMUEVdOLd7FtckrXLWoXSBq9D6O9ydHlq3ZN2QuOrsVdyoqdUHmVtlohARjaQepHE8zGa1N6WuoGqem2nemlwSzAktP8Aq1JeDqlLqK2khDK3geAUhsFOR27lHxij4InRG97DU+BcGtvSVu3V3W1rXGVkGbZrkmJQyoknS4GHJbGxwKUM5yAcHhF3N/lHmqk9LXTe/Rk06uG+pJCQxcj0uEOpWkeisoLal5GB3XE48MRxk531esxEQ6UGrWCqSW9zd9Y9ZL511vye1Dv+famanOBDSUNNBDMuygYQ02n6KQPWSSSSSSTeNOJEhKkf/JR/yiOV432nay3LISLEkqTkZjqEBAccSvcoDszhWMx7vsRn2CyKdb0u6UlG1lfhf4nWynG0sJKbq87HeVC6W04u3afb+pumVt31+aGw3IzdSbSHmwAANxKFhRwBkgAnHEk8Y0DVjWq6dXq7I1WuS8nJylJb6mnU6TRsYlm8gkDxJOEgnkkAAARysNb7i2lX5qp3Agd1z6/6UR+vC4/3VTfsuf6o9Vhu0HZPB1/SaEWp7/ZlZX42V7RvzskdSOZYCEtUePgzrrULXy4761HoepsvTpekVOgS0tLyyWXFLSSy4tYUc4PHeQRyjE6yaoI1eu83m7a8nRZ19hDU0mVdUtMwtPAOK3ditu1PqSI5b/Xhcf7qpv2XP9UH68Lj/dVN+y5/qjPh+1HZjCypzopp04uMdpbRe7XHdX33v6i0c0wMGnG+23BnVdY1hqNY0bo2jjlGl25SjVFVQROpcUXHFHrfRKewD9qfcIXRjV6oaM1+pV+nUaXqTlSpbtLU2+4pAQla21lYI8R1YGPrjlhGt9xKWlJpVO4kDuuf6oX9eFx/uqm/Zc/1RMu1XZmVCphmnom25LTLdt3b9rH8VwLi472fqZda1b1qXjG4kxsem97TOnF8Ui95ORanHqS8XkMOqKUuEpKcEjiO9HOP68Lj/dVN+y5/qg/Xhcf7qpv2XP8AVG3W7cZDiKUqNSUnGSaa0vdPZl3nGDktLbt4HRmol5zOod7Ve9ZySbk3qvMGYWw2oqS2SAMAnieyLXtbpWzsta8haWpWm9vX5KUhAbkHak2kPMpAwAVFCwrAAGcAkDiTHDn68Lj/AHVTfsuf6ok633EEg/mqm8f6Ln+qNHE9puy+MoQw9ZNxhbTtJONlbZpprbbjvzMcs0wE4qMr2XqZ1jrDrrdGsLkhKVCRkaTRaQkpp9KkEbGWMjGT5jgAeAA7AMmOb9cCRQafjH+1+Iz9BUa7+vC4/wB1U37Ln+qNcu2/KxeIYaqDbDLMuSpLbKSAVHxOSTnEc7N+0+SPJqmXZcmrqyWlpcU2237W3xbNfF5lhZ4aVGjz9Rd2inTZuXTLT8aRX3p5bepNjtOqelqTXGgTKqJKsNrKVp27ipQCkKIKjggcIx+vPTBufWq15DTah2Tb9iWNTHjNMUGiMhLa3QlWFOKASDjcogJSkZOSCQCOfoZrvH2VfAx8m7uN9VjzmuVrXLm1S6T1y6jaaWBpXT6KzblHsKTMsyJKacKp1woQkvO9gCspUcDhlxUJO9JauVfo3tdHWv25K1GVkqsavTqw9MrMzKLKypSAkgpUkhbo4n/3mfARTUEToj0I1M6ys3p7NW/pPa+kl19HyyLzptqsdVKOVtPX+llX7QIWhSUqwojI8IrG7+klUJ3WGiayaXWFbum1RoLLSJeToMsluWU4lS9y1oCUhW9LhQoEcUjEU3BEKnFO6RLnJ7HaLv5SFInf0zb6MmnCdQy2P+lPyfLoc2437dnWZx/3v3cI5knNZ9R5/Vf9dk1cbrl3/nNNWTPqQk7X0qBSAkjAQAAkIxtCQE4xwjS3O8PZHwhYmNOMeCDnKXFnaSfykqXZ1u9aj0ZNOpvUNlsBF0KZw6FhO0L27C5kDHY8OQwOEc+SXSCvVevcn0hLn6mt3BL1duruNu/smnFII2tDaPQQEgJAHYAIrCCIVOEeCDnJ8Wdj3F+UEtW7qhPVu5OiDpZUqpPjdMT03KIemHVYCQpS1tFSiABxJ8BFSjpS3JIdHJXR0tq3ZKiyE3VjValVJZ5QmJ0794bUnACQClkZHHDKR4mKTT2K9X4iIgqUFyDqSZd2l3SluLT3Sm/dH6xbkpdNEvpgIWKhMLCpF0IUnrmsZBUD1SxnsU0kx4uj/wBJGs6A0+95ClWzI1ZN7Uc0d9Uw6psy6Clwb07R6R/aHgeUU9BEuEXfbiNbVvUe2jVuq2/V5KvUWdXJ1CnTDc1KzDWAtl5CgpC0nmCAf4R2Cn8o03VXJWu6kdGjTy7bypqUolbimJdLbqVI7qlJLa1ZB4+itIHgBHGMO98857R+MJQjPihGbjwLP1C6RmoOqmsUjrNfLstO1OnTcq/LSjSOqlmGWHAtDCBxKU5ByckkqJJJMbTd3S/va4+ktIdJmnUORpFZkFSuJBp1bjDrbTYaW2pRwra4jcDy3cIoSCGiPQa5dTf9c9VZfWjUuq6lM2bT7afrRQ9OScisrZXMBIC3huAwpeApXNRUe0mND3nYOCe3yiEifoD1xZJJWRDd92G88k/ZEG88k/ZERBEkE7zyT9kQREEAGDBgwQQAYMGDBBABgw7YO1zh9H8RCQ7fdc9n8RACYMGDBBABgwYMEEAM4DvVw8TC4MS531esxEAGDBgwQQAwB6tXD6Q/GFwYYfNq9ofjCwAYMGDBBADsg9ajh9IfGEwYZn51HtD4wsAGDBgwQQAYMMUnYnhzhYk9xP8AGAIwYMGCCADBh2gdx4fRV8DCQzXePsq+BgBcGDBgggAwYMGCCAGcB3Dh9EfCFwYZzvD2R8IWADBgwYIIAZIO1XDw/EQuDEp7Fer8REQAYMGDBBABgw7wPXOcPpH4wkO98857R+MAJgwYMEEAGDDbTsHDxhYn6A9cARgwYMEEAGDBBBABBE4T5vugwnzfdAEQROE+b7oMJ833QBEO33XPZ/EQuE+b7odsJ2uel9Hl/SEAfOJShS87Uk4GTgdg5wYT5vujpi6tQbr0E0o0tktJZ9NBXc1GXXKvU5eWbU9PzJeUkNOLWk5Q2ABs7PS4iKylayRKV92czR9ZeUmpsuCUlnXupbU851aCrYhPeUcdgHieyL4o1Cpeteodduiu6TVanhqlMTz1OpE1L0uSXMKKUmYfmZrCJZpzioBCVFSshPiY36naV0TSq8bvlrfef+RXDolV64mXenGpwyi3UKQtkTDICHkhTRIWkDIIijqpbcyyp33ORXO+r1mIi/avpvodp5JWhRNR1XZM1W7qEzXZirUt9oM0xMwlSmEIllNkzGMALPWJ/oxjW9GLTXI6ITPyypFWo9QXK1bDqMIQKgmXBY9DKDsJPpbuPH6onvERoZTIk5syhnxKvGWDnVF7YerC8Z27uzOOOI+UdPVy0JGkaD3VYdNTUZiTkdZnKSwGmw9NuNIY6pO1PohbhAGB6IKuURqF0d7Dt3Tq5LxlqDcFGmLRnpFpyVnrikJyZn2Hndiw81LpV8idGOAJWPDCsGIVVE92+RzIPm1e0PxhY7Av7R3TfUjXm2rDoNGmbZkxa0rWas8xNS4S5LIkutCW0dU2hDxIwp1aiklW4hOMGq9adI7LtSyabeltTbFMnHamqmzdCXc0lWXdhbK2pptyWCcIO1SVBSeCsYOCIKqnZB02rspOCLnsHRSgalWDbdVtudnzcD94M27XGCtK22JaZTul5hCQnKR6DqSSoglHhGaqem2hdp27cWotQRc1eoKLxetWhycpUWWHFNMshxyadf6lQVkKGxISnORnhmJdRXsRofEoBn51HtD4wsdF3l0cbRtJjVOal6zVJtFpU2h1ahrWUIKmp95sFMwkJ9JSULI9Ep4jP1R7LU6Oum9Tq9nsVupV9qRrWnczd9QVLvNFxEw1vOGgUY2YT3TknzCHextcnu5Xsc0QRsdQbtGt3nLy1qUypU2izUwwwhicm0TMwkEpSpRcShCck5IG3hnHHEdAq6Pej1a14qmjFtP3OwxayZ6dq9SnahLBUy0y0FBhlJbShohRALq1EY3KKUgCJlNR4kKDlwOW4k9xP8Y6ec6M1hXLdFg0qhVxNEeuervU2qUlNwyVZelWm2y6l9p1gAYWlKk4WngvmMRrlR040XuTTO+r4seSu6mTNo1WmU1lipTrL7bzcw+tsuqKWUELKUHLf0CB6SgrAhVUye7ZQcEdSVno9aPTPSFlej/bExc8u5LvqmapV56el1D5MiUU+tllsNpAVwH7RSscT6OBmPLVtHtKbanrOuxpooD10MUuetv9K6fVHX2F8WplLrCCEp3DC21IIPEAjIMR3sR3bOZY9k3SqpSXm2qrTZqTW/LiYaTMMqbLjS0kpWkKAykjiCOBizelNJWlTNdbrpVo0FykS0lPusPMda2plTwUcqZQhtAabwUgN+lggncc4FrVXR60q7cpXfNz3bVJKiaSyt0IUZ1pT6FpbB6hClNkBoBRCU4yM9piXUSSb5hQu2kcoRKELdWlttClrWQlKUjJJPYAItjWHT+xKLY9g6kWEzV5GSvKWnS9T6jNImlyz0s/1StrqW0bkqIzxT/kNpsWwdKrTt3S66bzRck7Xr6qq3pNdPmWm5amsS84GUqWhTai+pSxkpCk4T4g4y7xWuRod7FAzEtMSb65WbYcYeaO1bbiSlSTyIPEGGl5Ocm0uqlZV54MILrpbbKg2gdqlY7B9ZjqTVywbDF5av6wahMVapydLvBNFk6VTZpEqp+YdSVqW48pDm1CUJOAE8TwzGQt3TegacO6kptaenZii3LpB+kVPTPbTMsszRbUG3CkBJUkg8QB4cIr3qsW7t3OTZyTnJMtGblXmOvaS611jZTvQRwUnPaDg8RHnjrK+7Gpt/XVpVSarRa7VZaW0pkp1UvSHpeXUS2t7aXpiYIbl2ckBThCiMgBJJEeZXRg0/mNQ9OZCZmapS6Je9MrU1OyctVpapOyL0gw6v8AZTTSerdQopQcbcjCkk57JVVcx3b5HK0EX/pvp7ofqTM19+gStW+V01qVbpNuVO5ZSRmKoVKWHn/lK2ggEJCCGUjIJPpERW+qdo0ewdSp620UW5JKnyTzRVI1jqWp4NlKVKT1jRW2oHJ2uJBBBCseEWU03Yq4tK5qK6dUGJNuffkZhuVmMhl5bSg24QRkJURg48cR5o7U1MtK1dWNQLE09fmbhpFu0LT9i4JhpFQQ+lMm3Lb+rYZ6pKUvnaAp3iFZHoDGDWdvaN6Uak0+ybvtNi4qLS61e7NnVenTc+1MuoLjQdS8w8GkDijIIUg4V9XbVVU1dlnTd9jneCN71ipendvXfO2tp9JVxtqizczIzU1VZtt1c2tDhSFpQ22kNgYIxlRPA5HZFy23oVonN3Jplp/VU3Yus6k2rK1YzzM8wlinTDoewpLRaJdSVMkFJUnaBnKifRs6iSuyqg27HL8O98857R+MXnSNMNKLTsuzK9qSxcVXnb8qk9JSyaVONSrdPlpaZEst4hbSy64V5IRlIwOJHCN5Rppp1pxYuvdr3Lb0zXp61J6ntMVJEyyy71Lr6ep6oqZWWVDdlzBIWDtG3G41dVL59hKps5QgicJ833QYT5vujKUIifoD1wYT5vuicJ2D0vHlACwROE+b7oMJ833QBEEThPm+6CAIggggAggggAh2+657P4iEh2+657P4iAEizrR6QF1WxasnZdTtq1Lro9MfXMU2XuKlCc+QrWcq6pW5JCSeJSSUnlFYwRDipcSU2uBaLXSO1EdrlzVqvIo9fRdrMvL1OQqkiHZNaJc5lwhpJTs6r6O0jH1xFW6ReoVYqK6nMtUZpxdovWSG5eQSy0imOFZKUISQlKhvIBAAAA4cIq+CK6I9Cdcupa9E6SN+0CkUulpplt1Cbt+WckqNV6hS0P1CnMKzhDTpPYncdu4K254YhLQ6R9+Wdb1Ct2Wpdt1FNsTa5yizdTpaZiap61udYsNOEjAUrjxBIzwIwMaLSLPuO4qbXK3RqYqZkreYTN1J0LSnqGluBCVYJBVlSgMJBPaewExhYaIvkNUkWIrXi/8A5LNyrMxJMGcuw3opxuX9NFSPinJICP6JB9cZC7Okbet3UG47dmKHbFOlbsmGpyrqp1MDDs1MocLnWqXuJKlKOT4duACTmq4InRHoRqfUtKY6RmosxWLaugJo7NbtaWTIy9Rap6EvTcsGi11Mye68jq8pwR2KVzjX741QqV7U6Uowtm2qBTpR9c0JSh01Mqhx9QwXFnKlqOBgAqwBwAEag2hTg6tAypS0gDmeMbLVNL9QKILgNVtadlv0VcYarO8D+RLe+aC+P0vDGYjTFMm8mWJoXq7b2jdl3pUW6rPTFy3FIKpkhTW5IdTLuDBbnVvqVwUjc5tSlJVnxGcjUbE1nuWxLem7RRR6BXaFNzqKkadW5ATTLc2hO1LyBlJSvbwPHBHAgxpFPkJuqz8tS6ewXpqceRLsNggFbi1BKU8eHEkCPXctt1qz6/P2vcUkZOp0t9UtNMFaV9W4k4I3JJSfWCRDTG7vzGp2LDpXSR1Gl7ruS5qsmj11V4MtylWkapIJdk3mmyOqSGklO0IwNuDwx4xM70ltRp2tStcUzRGXpK3Zi12GpeQDTLcg8FBSQhJACgFEAjgMDhFVs/Oo9ofGFhoj0GuXU+0lNvSE4xPS+3rZZ1LyNwyNySCM/wARG8Na337LapzusErNSjNeqLrzk2kSwVLPJdTscaU0rIU2pJIKT8cGNBiUpUtQQhJUpRwABkkxZpPiVTa4FoS2uE9OXTa0/M0un2rSrdqAnkItGntSr6FqI3upLu/rF4HAOEpxwwAYsXVHpB2zVNNLis6jXDMXBO3RUpKe6xNuS9HYk0y7inFKcS0o9dMOKKQteMYQOPhFA0mzrori6q3SqHNProck5UaikI2qlpZBSFuLBwQAVpH8RGIPcT/GKaIt36F9ckjfp3XG/wCb1Z/XS1Oy0pc3XJe6xhgBnIbDZT1aiQUlAwQe3Jhbo1lr9xtU6Wkbdtm3GKZPCptNUOlplguaGMOrJKlKxjgnO0eAjQ0IW6tLbaFLWshKUpGSSewAQzzL0u6tiYaW062opWhaSlSVDtBB7DFtMehXUzadTNSa1qtcy7uuKm0iWqT7YRMuU6UEuJpYJJdcAJ3OHOCrhwA5RsDnSAv6afm3nfzbunLSFmuYlj/N6UYGPS+cwB6X3RWcZit2pcVqrkBcNJfkfzrT0VKT60D9tKupJbdTj6KgOENMeAu+J7a9qDcFx2dbVjVH5N+bbUTNJp/VtbXMTDvWub1Z9L0uzgMCNps/pC3vZtr0u1Jal25U5agzbk9Rn6pS0TL9MdWoKWWFqPo7lDccg8eIwQCNOnLHuuQt6iXVM0Z1NMuN19mlvJUlZmVsrCHAlCSVDCiBxAz4ZjBuNraWpp1CkLQSlSVDBBHaCIaYtWF2nctGV6Rl9t1i6anVKdb9ZlLym0z1WpVSp/XSTswk5Q4lG4KQoZ4EK9eY+FQ6QmotUrNx1udfp63bmof6OTDSZQIZl5D0drTCEkBsJCRjt8e3MVpBEaI9BqfUtKT6RV/SNSkJ1yVos6zJWsi0FyU3JdZLTVNCt/VvI3ZUrdg7gQeAj6r6S2oZqdsVKWkqBJ/ofK1GTpUvK04MsNMzram3UlCSAcJUcHtzxJUck6Fb1n3HeC6km3KYqdNHpjtXnQlaE9VKMhPWOekRnG4cBknPAGMLDRHoTqkbfZGpdRsmn1Cji3LdrlOqam3H5Ws08TCQ43natCwUuIPHjtUAfEGPFqBf1x6l3RM3ddL7Lk9Moba2sNBpppttIQhtCBwSlKQABGuwROlXuRd2sWO1r5qIzetGv+UnJOXqtApLFFl9ksC05KNoLfVuoVkLCkKIVnt+ox657pF3u/OW27SqRblCkbVqn56kKZSqd1EoZ3Iy84ncVLVgAcVcBwGIq5PYr1fiIiI0R6DVLqe6vVmcuKt1C4Kjs+VVKadm3+rTtT1jiipWB4DJMbpJ66XzJXZZl6Mfm/8AONiUuXo9JzLkt/J2S4UdYnd6Sv2y8nI8Ir2CLOKfEJtcCzrT6Ql5WpR2KEui21XJSQqDtUporNMTNKp004dy1sEkbcqAVtOU5AOMx56brvflLnbyenVU2tJvle6tNVWTS+2+sLK0LCeG1SVHKccBgcOAiuYd755z2j8YjRHoNT6iQQQRYgIn6A9cRE/QHrgCIIIIAIIIIAncPIPvg3DyD74iCAJ3DyD74Nw8g++IggCdw8g++HbUNrnoDu/XzEfOHb7rns/iIAXcPIPvg3DyD74iCAOp7YsWyqPQ9HKKxo1LXmjUJKZmsVla5ovNrMyW1S8uppYQ2WUjK9wVkZzjtj53laGnmlVE1EvuR02pNwvSWpE3achI1JcwuTpkk22XQoobcSpSl52JKlcNue2NJ0t15tqw7Wp9GnqReJfpk0ZxUvS7oclqdVFhwLQJmXUhYSBgJPV43DtGeMaq3r5qhT7xuS9LduR6jzN1T7tQn5eWSlUutxbhWP2bgUk7Sr0SRkc419ErmXVFIui/9H9PLeOqszSbfMsiXsyi3BISbsw4pVKmJp9rrWs5yoAKOAvOAocsxl02VpFOaqL0Tb0ppLMvULLbqi6uJiYM6xP/AJrEyHGiXNiUZHFBScqJOcYSOYZzUa+pyZuB+cuifmHboQlqsOPO71TqErCkpWTkkBSUkY7MDwh0anX83cqbxRdE4K0iTFPTOZT1glwz1Ib7MY6r0PVE93K3H52GuPQ6FtawrIpMno1bbOjUteLGoDDU7WK6tc0XUOLmFIXLsKaWEN9QlPp7grI7cdsVFd1kSjnSPq2nlrW0JqV/S16lyVLamSz1jQmihLIdVnZlPo7znHac4jYtLdfrcsC2aXSpqj3iqZpE0Zwy1NuhyXptTcDm9HyiXUhYRggBXVkBQHEA8Yq2v3tXa9fVQ1DMwZGsT9Ucq4dlFFvqH1ulwFs5ynao8DnPARMYyTdyJONkdI6k6eaeO6UXRcdJpNjy1WtK4adJNfoq5UVhhDrq21y807NJSl9Y2g72wOIJISCAdm1qI29KjIH852x8VRzFcut2q1402dply3tPz0nPOMOTEuvYltxbRUpCylKQNwUSSrtJ7ScRj6rqjqBWxcIqt0zkz+lbjDtZ3lP8tWx80V8Po+GMRCpS5v52+BLqR5L53NyOmOntJqdrv0vVug3Y7Ua1IykzSpOUmmXUNOLG9SlOJSnAwEnBzlQxFr3daOmen9G1fuxOmtIrMzbV9S9KpLFQemVMMsLSolKgh1Kljh2FXbjJIyDynJTs1TZ2XqMi8pmZlXUPMuJ7ULSQUqH1ggGM9VtSL5rknV6fV7lm5qWr8+mp1JtZGJmaSCEuq4d4Ans5xZwbfEqpJLgbx0lLVta1NTJNFoURuk06r0WmVgSLbi1ol3JhhK1oQVEnaCTjMXNTdM9L1an0Xo+u6ZSDtPqVpIqjt09bMfLlTSpFUx8qbXv6sMhY6vZsIyDk+EcqV26bgu2oytQuSqvT8xLS7Ek046RlDDSQltAx4JSMCNiY1x1blrT/AEHl79qrdFEuZQS4cG5Mue1kOY6wNnyBW36oOEnFK5KlFNuxedn25pdRKLobI1HS2iVyZ1Cm5yn1ednHZjf1QnUspW0EOJSlwBY9Ig8E4xxJinBJ0uwukE7SZKjylQkKPc7kmxKzxcW2ptMwW0bihSVEpGCDkcUjORkHV29QbzaRbrbdwzSU2k4p2igEfyFanA4Sjh4rAVxzxEYqoVmqVWrzFfqE869UZqYVNPTJOFreUrcV5HjnjCMGr3ZDknwO1Z6vUs9IjpCvz1o00y1LseqNzEuwt5r847X5ZW59RWSFK3BJLewbQMAHjFfy9gWpqO3o3d1A0oo0vMXN+fU1ukStSfkac43T1Iw+pxZdcaQEr3LCdylBOE8SDFJVXWfVGtzs3UqtetQmpuoUhVCmn3CkrfkCrcWVqxlQKgDk8frjx0nU2/6A3b6aLdc/JC2HZl6kdS5t+SKmCC9tx4L2jcDkEcOyKqlJLb52LOon8+s6Rrds6fUiU0s1Nt+hWPPT0ze35nmTb7dRRS32x1ZQdkypLhcbUonck7SQM5wRFN9KKqsVLXm9kNW/TqYZOtz0ssyiXQZkpmF/t3d61ZcVnJKdqeSRGr3Rq1qRecsxJ3Nd09PS8pOGfl2lFKEMPlITvbCQAjgBwTgeOMx4Lyvy79Qqm3Wb0r0zV55phMumYmMFfVpzgEgDPaeJyYtCDi7siU01ZHRM/Yumlb0znmbBta1Z2oUm0E1KoyE+7PSFySU220lcxN5WCxMNJyVdWkJCkEbSD272WLFvDULRfSm7NPKXVWrn08pku/VHnnxNyv8AI3FNmX2rCEbVIydyVE57RiOVJnW3Vactc2ZM3vUHKQZUSKmSU71yw7GFO46xTY8hUU/VHjldUNQGK/RLmaumcTVLbkkSNKmgU75SXbbUlDaOGMBKiOPOK91J8WT3kVyL80jodtW6no3XZLW3JP1O4LnnpaddmFOqCtk+2204EhYAW2FZT4ZA3BQ4Rol00CzNSdXr5cuK8LX05RT6q+y0hcpOOtzqg+6la8JLhC/RBVxCSVeiB2RWAvm700+hUpu4ZxuVtl9yapCG17PkTy3A4pbZHEKKwFZz2iEu687nv2tLuK76w9U6k6hLa5l4JC1JT2ZwBn19sWUGne/zcq5K1rFw27b9jWBo5XtShatFv+eZvMWzKvzqZj5C3KJl+t+UBpC0Ly6TtSVEYxz4HKs2zY1vW7qPqsrRlbb9Gm6RKU+1686+41S0zaFKXMvBKkLW2opAbBIxvGSYpmx9U9QdNjNCybpm6W3PBPyllAStp0p7qlNrBSVDwVjI8DH3ousOp9vXLUbvpV61Nur1cFNQmXHA8ZscnUrBSsDAwFA4xwxEOEiVKJ0FPaT6dOVSoV+VtRunNVvRmfvBNJD7pbp9QSnCVtZVu6v0dyUrKu09oxj22zZ+kQv7SDS2c0lo821f9mU6erFTdmZkTSJh5l49YxhwIbVub3KJSrdnA24481z2qeoc9Xatck7d1Qfqdep7lLqMy45uU/KOpAWycjAQQAMDAGOGI+LOpl+S9coVys3POIqdtSbVPpMyCnfKS7QUG20cOxIWrGc9sR3crcSdcVyMrpNTbMd1ZpFMv+mz8/brc64ifakmnHHVNpSrCilv0ygKCVL2+lsCsccRfx0Yse+Ly03SzRrMctmv3DMU2Yrdpz0201MJQ11qZR6VmBvZe2jG9KjkK44OCeV6Ncdet2tsXJQatNU+qSrpeZm5dwodQs9pChzyc+sxsFy6w6m3fNU6cr95T7zlJe+USPVFMumWezkuoS0EpSskDKwNxx2xaUZN3TKxkkrNFyrtewdUdPLrrQ03pliztrXTS6PLPSK30h6Wmn1NLZfDq1BTrYSFlQx29gEZ257E00qVf1h0tlNLKfQmdOKBM1Kk1tt2Y+WOPS6mgPlCluFDiXwslICRgdnOKAvLWTVDUOQapl5XnUKnKS6+vQwspQgu8B1iggALXj6asq+uPpXdcNWrmtv9Ea9flUnKUpKG3GHHBl5CO4l1YG91KeGAtRAwMRXu5dS2uJ0rSLD0he1LsnSB3SijLYuywkVedqin5n5Y1OfIn3g40et2I9JniNpzu8AMRjNO9NdFaFpzp1VrybtV5y9JiaVVFVdqpvTjrSJjqgzIfJElDbiRx9LJKinwMc4Naq6hsXDTbrZuudTV6PIClyM2CnexKhtTYaTwxt2OLT6lGPVaetOqdjUlyh2pe1Rp0itxTyWUKSoNOKGFLaKgS0o+KkFJ+uDpy5MKcb8C3alQdLtPdE6xeElYVNuefF+T1u06dqpmUbJMMKUhamkrQSsBOQFAYUckHGI5xfUOuc9BPePPnGVmryumet79E5yuTT9JNQVVTKuK3JM2pJSp4k8SopJBOfGMS98857R+MZIxceJSTT4C7h5B98G4eQffEQRcqTuHkH3xO4bB6A7frhYn6A9cAG4eQffBuHkH3xEEATuHkH3wREEAEEGTzMGTzMAEEGTzMGTzMAEO33XPZ/EQmTzMO2pW1zie7/6hACQQZPMwZPMwAQQZPMwZPMwBLnfV6zEQzilb1cT2mFyeZgAggyeZgyeZgBh82r2h+MLDBR6tXE94fjC5PMwAQQZPMwZPMwAzPzqPaHxhYdlR61HE94fGEyeZgAggyeZgyeZgAiT3E/xiMnmYYqVsTxPjACwQZPMwZPMwAQzXePsq+BhcnmYdpR3Hie6r4GAEggyeZgyeZgAggyeZgyeZgBnO8PZHwhYZxR3Die6PhC5PMwAQQZPMwZPMwBKexXq/EREMlStquJ7PxELk8zABBBk8zBk8zABDvfPOe0fjCZPMw7yldc5xPePxgBIIMnmYMnmYAIn6A9cRk8zDblbBxPbACwQZPMwZPMwAQQZPMwQAEEEgjBEEbTqfT5Wn39W5OQYaYYbmTsbRhKU5SCcDw4kxq+w80/aEYaFVV6Uaq+0k/NXNnGYZ4PE1MNJ3cJOPk7EQROw80/aEGw80/aEZjWIh2+657P4iF2Hmn7Qh20Ha5xT3fMOYgD5wROw80/aEGw80/aEARBE7DzT9oQbDzT9oQAOd9XrMRDuIO9XFPafpCF2Hmn7QgCIInYeaftCDYeaftCAJHzavaH4wsOEHq1cU94fSH1wuw80/aEARBE7DzT9oQbDzT9oQBLPzqPaHxhY+jKD1qOKe8PpDnGwXFJy7NsWo+yw0hx+TmVOrSAC4RNugEnxwAB6hGKdVQlGP/Z2/Rv8AYz0cO60Kk0/9iv4/WjH/ACNbgidh5p+0INh5p+0IymAiJPcT/GDYeaftCGKDsTxT4/SEAJBE7DzT9oQbDzT9oQBEM13j7KvgYjYeaftCHaQdx4p7qvpDkYA+cETsPNP2hBsPNP2hAEQROw80/aEGw80/aEAS53h7I+ELDuIO4cU90fSHKF2Hmn7QgCIInYeaftCDYeaftCABPYr1fiIiHSg4VxT2eYcxC7DzT9oQBEETsPNP2hBsPNP2hAER9VtuOvuJbQpZBUohIzgDJJ9QHGPnsPNP2hG96VyM5N3DW0ysq4+RQKukhtO4gqlHUpHDmSAPrMYq1Tuqbn0MVap3VNz6GhwR9W5WYeeTLNNFbq1BCUJ4qKicAAc8xnLysqp2bPS8pPtOgTEs0+lbiNgKlISVoHE52qJSfV9cJVqcaipN/Wd7Lw4m5DC1qlGWIjFuEWk3yTd7edjXon6A9cGw80/aENsOwcU9vmEZTAJBE7DzT9oQbDzT9oQBEETsPNP2hBAG3auf8SK9/WR/yJjAz9AnqdSKbWpgt/J6p1vUBJO4dWoJVuGOHaMcTHyrVTnq1VZqqVJ8vTMy6pbiyAMn1DgIvvWtllGkdG2NIT1bsoEYSBt/Yq7OUcOpip5d6LhbX1Wi/Yre89dRy6lnv8SzFSa7u84r+6be+/RNeLvyOeIIII7h5EIdvuuez+IgdZeYUEvNLbKkhYCkkEpIyDx8CIG+657P4iIIEgggiSQgj3O0SqM0Zi4XJUinzMw5KtPbk4U6gJKk4zkYChxIxHhiE1LgQpKXAlzvq9ZiIlzvq9ZiIkkIIIIAYfNq9ofjCww+bV7Q/GFgAj6S0tMTkw1KSku4++8sNttNoKlrUTgJSBxJJ8BHzjcNHpSam9ULXTKy7jxbqks6sISVbUJcBUo47AAMkxjqz7qnKfRNmOtU7qnKfRNmpISpD6ULSUqSsAgjBBzGy3P/ALpWd/UZr/zj0YquSk1IXHOyk7LOy77c2sLbdQUqT6WeIP1RtF721XaXZNoTdQprrLLcq80tSseitcw64gHB4EoUD/8A0GNXEVYd5Ru1vLb8sjsZbTqVsLiqkItpU1dpXS/mQf7PyNEgggjeOWESe4n+MREnuJ/jAEQQQQAQzXePsq+BhYZrvH2VfAwAsEEEAEEEEAM53h7I+ELDOd4eyPhCwAQQQQBKexXq/ERESnsV6vxERABBBBABHS/Q9A+VXWrAzmWGf4uRzRHTHQ9/2m6/XLfFyOTnf9DP2e9HIz3/AI+p7PeimXABrAsAAAXErgP6zFgdJz5+gew/8URXk281L6tvvvuJbbbuFalrUcBIEwckmN96S85KPzdCZYmWnFoadWpKFgkJVt2k48D4Rz8Qm81wj/8AMvcfTcinFdkMdFve9L3opOJ+gPXG8WjplULos6t3Iy2kqlEgSYLu3cpBCncjHkzjs4xo/wBAeuO9SxNKvOdODu4Oz8r/AD7Ty2Jy/EYOlSrVo2jUWqPrV7f/AHwafMiCCCNg0gggggCVKClFRHac9sdE62lP6pKRx7XpTHH/ALlUc6xu12Tk4/p5Zrb0084j+XeipZI9FxITwPIEgchHGzLCuvicNNO2mT9zf+J6rIcyWDy/MKLjfXTXs+uo/wCd/YaTw5H3x7KNTV1qsSNHZWG3J6ZalkLV2JK1BIJ+rjHjjOWH/vxbv9rSn+MmOtUbjBtdDyVSTjByXJFmdJixjaFRtqZ/OAmUP0tMgBs2EGVShJV2nvbwceGDFNN7drnA93n/AEhHSXTM79oeqf8A/wAEc2t91z2fxEaGUVJVcFCU+O/vZzsmqyq4GnOfHf3sThyPvg4cj74+0jKPVCdYkJdO52ZdS0gYJypRwOz1x7rpt2dtO4qhbdQUhcxT31MLWgHarH0hkA4PbHQ1x1ab7nS1x1aL78To6/LdoMr0V6XNS9IlW3m5SnzaXEtgLDzqmg4vPbuUCQT4xy7w5H3x1lqH/wBU+nf2XSf+dmOTY5GSycqVS7+3L9jjZHJypVLv7cv2Gc271cD2nxheHI++Jc76vWYiOydsOHI++DhyPvgggBhjq1cD3h4+uF4cj74YfNq9ofjCwAcOR98XN0T8frTXw/8Ahcx/zNxTMXN0T/8Aimv+y5j/AJm40Mz/AKOp4M5+a/0VXwZh+kTj9c1Z4fSl/wDCRG+67Y/VdSv6xLf4So0LpE/8Zqz7Uv8A4KI2/WuuUef0xobUnUpd5cw6w60lCwSpCW1pUccgrgfr4RwcTGUp5e0vmyPe9hqkIdnMfGTSbpU7fr8V5lL29bs9ckzMSsgk7paVeml8CfRbQVY4A8TjA+sxizgHBBBEXj0YgOtuA4GdsuM/xXFR3cAm66yAAAJ+Y4D/AMQx2cPj5VsfWwjW0FG3tVzUx2TQwuTYXMlK8qrmmuml2XufmYnhyPvj6hpxbJdQ0tSG++oDITk4GT4R8o3G2f8Ah5efs0//AMxHQqT7uN/Wl5tI8zVn3cb+tLzaRp3DkffBw5H3wQRkMgcOR98O1jceB7qvH6jCQzXePsq+BgBeHI++DhyPvgggA4cj74OHI++CCAGcxuHA90eP1QvDkffDOd4eyPhCwAcOR98HDkffBBADJ27VcD2c/rELw5H3xKexXq/EREAHDkffBw5H3wQQBnqnbTMhZ1DuhMyta6tMzsupkpADYY6rBB8c9YfdF9dD3Hym68c5b4uRT1xf8JbM/tGr/wD60XD0Pf8Aabr9ct8XI4eaSc8uqOXV/pOxwc2m55bUcur/AEnYoK98fpnXuB/nOa8f+9VHv1Hx+fZTgf5op3j/APStxj73/wB869/ac1/iqjFTM3NTjiXZuYceWlCGwpxRUQhKQlKePgAAAOQjpQpOTp1OkWvO3wPSYXEKGCdC28tD/KpfE6G0Vx+qSq+3N/4Yjnb0dg4Ht5xeWkl10Kl6VV6Wnp5LTsoXluIKTkJdSEII4ccq4euKM+gPXHIyenOGMxbkrJyXufxR7LtRXp1cqyyMJJtU3ez4bpb+1NexkcOR98ZM2/PC2hdeG/kJnjT+/wCn1vV9Z2Y7Np7cxjI6VnrLtpropt1JuloE11bdT63crcZlTgbK+3yHbjsxHVxeKWFcE/tSS8z51jMWsK6af2pJeZzVw5H3wQQRuG6f/9k="