For example, crypto exchanges in India offer IMPS, NEFT, and RTGS for instant deposits, while users in Singapore may use local payment methods such as PayNow or GrabPay to purchase crypto on supported exchanges. The speed of execution is also typically higher for CEXs, and liquidity is provided by market makers to make sure that all instruments can be easily exchanged. Crypto CEXs provide a layer of decentralisation because users don’t necessarily have to go to a broker to place an order. Instead, their assets are held in a wallet and they are free to move those assets to the exchange at any point when they want to trade them.
The exchange also acts as a custodian for any cash and/or crypto held in your account. For example, if you bought 1 bitcoin (BTC) for $20,000, the exchange ensures that you have $20,000 (USD) and that USD is transferred to the seller’s account and the newly bought BTC is transferred to your account. If a buyer wants to buy bitcoin (BTC) at $20,000 and a seller wants to sell bitcoin at $20,000, the exchange matches the orders of these two people.
- Interestingly, the CEX is a massive, publicly-traded company with its stocks listed for trading.
- In today’s crypto landscape, traders are presented with a choice between CEX and DEX.
- Central banks are essential institutions, typically focused on keeping prices stable, maximizing employment, and helping a country’s economy grow.
- Learn more about CEXs and their role in the domain of cryptocurrencies now.
This creates a risk of front-running, market manipulation, or even insider trading. Brought back to life in 2019 after a decade-long furlough when the country ran solely on foreign currency, the Zimbabwean dollar lost ground against the US dollar every trading day this year. This had wiped around 80% off its value by the time newly appointed central bank Governor John Mushayavanhu called time and put it out of its misery on April 5. The collapse had already forced four fifths of the southern African nation’s economy to transact in US dollars for everything from food to medicine, with some businesses only accepting payment in greenbacks. Few people have forgotten the experience of 2008, when their savings were wiped out by inflation, so public trust in the local unit had always been low.
They handle the decentralised part of the transaction and they maintain an order book like the banks do. So, if a transaction occurs, you are not actually transacting on the blockchain, rather you are just transacting on a centralised exchange, who is just maintaining records for those transactions. Traders with a CEX account can access all the cryptocurrencies and derivatives these market makers provide. Whenever a trader sends a buy or sell order for a cryptocurrency, the CEX searches for a willing counterparty on its order books to complete the other side of each trade.
![How does Centralised exchange 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)
However, not all centralized exchanges work in this way, and they do come with certain unique benefits. CEXs are online trading platforms that enable users connected to the internet http://cryazone.com/9795-tainstvennye-uzory-prirody.html to engage in buying, selling, and swapping crypto assets. As private companies, they operate under the legal and regulatory frameworks of their respective jurisdictions.
KYC (Know-Your-Customer) is unique to centralized exchanges, and describes an exchange’s customer profiling procedure. It is the exchange’s way of identifying a customer and ensuring that they are who they claim to be. The goal of KYC is to prevent criminal activities such as money laundering, fraud, and more. Generally speaking, the higher the levels of trading volume, the lower the volatility and market manipulation likely to occur on that exchange. Because of the time it takes for transactions to be completed, the price of a given token or coin can change between the time the transaction is initiated and the time it is finished.
On the contrary, users have their assets in their wallets and can move them to the exchange whenever they want to trade. Unlike a decentralized exchange, centralized exchanges operate independently of a blockchain network. Centralized exchange platforms are essentially web2 platforms with an embedded algorithm for tokenization and simulated trading. That is, the real assets are not in constant movement during trading as seen in decentralized exchanges. To use a centralized exchange platform, a customer creates an account and is then assigned a wallet address for every crypto asset supported by the centralized exchange. Although decentralized exchanges (DEXs) like dYdX are growing in popularity, recent statistics suggest these exchanges account for roughly 18% of total crypto spot trading.
Fiat on-ramp simplifies an investor’s entry into the crypto space, cutting the hassles of purchasing their first crypto asset through other complicated procedures. Likewise, most centralized exchanges also support direct fiat withdrawals to customers’ bank accounts. In the term “centralized cryptocurrency exchange,” the idea of centralization refers to using an intermediary or third party to help conduct transactions.
The regulatory aspect of centralized exchanges ensures better safety and transparency by ensuring that the exchange operates within the limits of the law. At the same time, it is also important to note that centralized exchanges offer https://popmotor.ru/snegohody/catalog-snow/catalog-snow-arctic-cat/catalog-snow-arctic-cat-2015/arctic-cat-bearcat-2000-xt-2015/ better performance in comparison to DEXs. Market makers in CEXs offer liquidity to ensure an easier and more prompt exchange of assets. However, decentralized exchanges shine in terms of cheaper fees and anonymity of users.
Some exchanges have worked hard to refund customer losses, while others have been less successful in that regard. John Mushayavanhu holds up a specimen of the new gold backed currency ZiG banknote, in Harare. The Fed was created to stabilize the economy and make transactions smoother and more stable. If the U.S. economy was healthy and stable, policymakers believed, foreign companies would be more willing to do business in the country. Renata is a seasoned financial market expert with over 30 years of experience in journalism and content creation, primarily focusing on the financial market. James has 15+ years of experience in technologies ranging from Blockchain, IoT, Artificial Intelligence, and Augmented Reality.
![How does Centralised exchange 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xUspCRqSK+gWLeUDg7ba1/xnbLKUlQSgrWpRAkJCUpJJJ0qF+RB0ESxh5xNxIN5ialurWd0sdors208gtQU8Y9LMiZyCJIX9aPMfG7qx5lddGfI8uVoCrrEWmFndtllT4T3FxTjQJjcBJAMwTvWrpj5I92y2pyzvG7taQT2DjRtlrA4Nr7RxsrPALyD8oV1Z1g9ObXDWRcXr4YaU4lpKila5cWFEJCW0qUfNSpRMQAkk1IkKkSNjTVfVk87wiu6qed4+WiFKQtTbiVIcbUpDiFgpUhaSQpKknUKSQQQaVtK1H34Vcvl14IhrFLd9ACVXVtLsADMtlZQHDpqotlCCeTaapO2VqPvwrsdm3Lr01JnVWFy6tNNjmlVI8YusqFE7AE+4fcVuzVFum17CQj1jr4Jg/THuqfaNx3NCUueNPey1f3HdUZS8vzIpculSiomSTJrXWQTXuXvrz3VvLODbzxMKyArIEd9ehwcqUQxitjY2rxLo5VubdTpNOWBGYKNYzSkNA7KrE2h5SO7WnCGms4rAprygDNSawKa2JXQRSAawK9VWRFYkUCj71dX3ZXbS5gZwlXKF+aZ7tZ9ldTYU7IFcg2KdfbXS/VdiZdtmlEyYyqPMoJQT7cs+2uP7U2uYxrL+1/Vfc5btLbZjGr8H9V9yb0V4mva4Y4wKKKKQAooooApa8bkVFLrBw68yz/XPNND/AJjiUcPzqlj50rLqrse3xnDGv/WsOHbUMOdsd9Ihsz3TXuM3odls5t1Ej6ONogADYaDwFcQfwgl7nxS0Y4M2XacN333R4zDKT7RXcFfPjyxcR7XpBdDgw1bMD2MpdP8AqeNVqazI6evLEGOnkGYRmxtxyNGLJ5U8lOOMtj3pUuu8xXH38HjYS9ij0eii0aB0+cq4Woc/mI99dY9JL7srd52Y7Jl1ydoyIUrf2UVPxMWl+FHMvkPu9viHSG9mUvXSMpmZC3rtz3ZSiCK6T6a34ZtLp46Bq3fcJ7m2lqP0Vzz/AAc+H5cKunSI7W+UkHmlphnXwzLUPZVreU5iIZwLE1nSbRxoeL8Mge3tKYSCXyT8M7HAMNR6zBe9tw649/3Kb/K26FXeJ4a3ZWSEqW7dsl1S3EtobZQh1RcWSZKQvsxCApWohJjSwerbDewsLJgCOxtLZqPzGUJ468ONKOknSm2tcpurq3ts+Yo7d5trNljNlzqGaJExtI50AbOiODi2tbe2CipNuwywFHdQZbS2FGZMnLNcp/wg2PJU9h9kkgrbS9cuCfRDmVpmeWbI8fACrb6yvKQwyzZUpm4bv3yD2TFqsOBSuHavJltpE7kkqicqVERXDnSjH3r+6evblWZ59WZUCEoSBCG0DghtACEjeBJJJJNm2ptyTI6k0kNOILhPsr6Q+TvhvY4LhjcQfkVusj8p1AdV/qWa+bGODzSBudB4nQV9Vuj9n2TDLQ0DbTTYHIIQlP1VLfPVISlwOcP4RS+jDLRgGC9ehZAO6WWHZkcQFOpPiB3VSqfKaxrIEpetkBIAGW0b0AED0pG3dU7/AIRrE/x+GMzolu6dI/PWyhJ//Gse01y+MQTG499JbU4SXrD2zpLyWemt7i3SFp2/f7c2dndraAbbbS32haaVlS2hIlWcSoyTA10rtquK/wCDstAu8xF/+rt7doH/AIzq1eGvYV2oTVaqkpPA4pHqH6p7izxTFsTu1Iz377vYNtqzlLC31O5nDASFEBtISJjKddatfprjyLS0uLpww3bsuOqPchJIA5qUYSBxJAp3rjDy+enz5uW8ISOzteyaunCDKrhSlLCArk20pskI4qAUfRTDYR3nhAU95IeNljpBYrUqA+txhc6ZvlDa0pHLV0oPiK+l5E18mMHvjbPsXKR51u80+PFpxKx/0xX1ktngpIWkylQCknmFCQfaDUtel3csCtYPHnEoSVEhKEJJJOiUpSJJPAAAT4Cvl71pdJ1Y3ja3ZVkurlq3txxQxnSyyADoklPnkbZ1q5muzPLg6efI8JVbIVD+IlVskA6i3ABulxyKFJZ/5w5Vxn5PGE9rjeGN/wDrGXD4MntT8G6ZGnmLkGND6jJTGg2Gg9lUH1w9V93iHSPCrpKQiww9LL7jxWjV5q5W8WUNyXCpWRoFWUJAUfOJEVfoNRnH+sGwtlqbuMQs2HERmbduWW3EyAoShSwoSkgiRsRUYhJq+bflfY8m7x68UghSGOztQoGQSwgB33PFxP8Adrozr88qG2YZXb4W6Lm7cBQLlAm3tpEdolahlfdEylKQpAOqjplVxK4k6kklRJJJJJJOpJJ1JJ1JNXrS3cnvPgT0aeXk7M/g5sNy2N+9Grl2hqeYZZSoe4vGrw6+8S7HBsSdBgpsrkJP5S2lIT/qUKr/AMhXD8mAtLiC/cXTp03h0sg9+jIFOPlpYj2XR+8gwXVWzI789w0VD9BKqqSWZ/EhfE+cqmgE+yvqx1S4SbfDLC3O7Nnatq0iVJZQFmOEqkxXy4wiy7V1ln+tdaa/xFpR9dfWxtsAADYAAeAEVZvEk0l0Jq6SaRyl/CDuF04PYCf5zcunTeZYZRvpP45UV1elMaDhpXJ/lIJ+U9LsBtODXYPn/MuOq02jJbCe6usJqmQHEnl6X+bFrZr+qskK9rr731NiqOt1aj78KsbyvcS7XpBdjgwi2YHsYQ4fcp1Qqqb29CBJ93EnkK6/ZU40bdSlw4nS7OmqdDekOdzdgCSQBzOlQnHrwLczCSAABwrRiOIKcMk6cBwH6z30jrI2ntR3L3Y/h+pnbQ2i7j1V+H6mSl1jRXoFY5lnlZpRW5hmnG2sDUcqiRYhQbGvsaxLdPy7KBWg2FNVUlduhnit7N2R30qdtO6krjNPjUIpUMDgyUrHM8tleznWt+wPDXu402DTal9piHBc+I3qZSyV3HBpWn38jXgTTqsBX5U7ED9Ws0metY1Hnd3H2c/vvThoiJr0Vkv31iBQBstB9NXd1GX0tKb4oVPsXr/1BVUnYp+v7+yrI6mLyLhSOCmz70lMfAqrJ23R72zn5a/L9jN2xS7y1mumvy/Yv9k6VnWm0Olbq8tlxPNXxCiiimgFFFFAFJ3Z0qV+SlY9r0htT/UounvcytsfF0VELo6VPPJIx21tMUeuLy5Ztki0cabU84G0qW48yogFWkhLc717bN+qdrslZqo7sFfMvrov+3xjE3eBvbhA8GVllP8ApbFd6XHXXhCQScVsTGsJuEKOnIJJJ9lfOhm6Lqluq0U6tbqh+U4orVy4qNMor1jdvZbsDrT+D0Sn5JiO2f5U1PPKGBl9mYrjwNdCdYeELubG7tmlJQ7cWz7Da1TlSt1pSEqVAJgFQJgHwNcEdQHWicFvVOqQpy0uEpbum0RnhBJbebmAVtFS/NJAUlaxIMEdudGet/C7pKVM4lZnMM3ZuPtsujnmZdKHEkcZTTakWmTUKilBYEnk6dAF4VhbFk6tDjyC646puchW6sqhJUAohKSlGYgTlmBMVDvLUxBJw1ixJ8/Er+0tkp1koS6lxaoBBhJS2CRxWnmKknT7r+wmxbUpV8zcOCQli0Wi5dUofN/FqKGzpEuqQBzrjLFOtlWLdIcPvLxabWzt7u3U22pRLVuw08l1WZWkrcy+e5Ak5dglIDMEx9HUJjQbDT3Vw9/CBX3aYraMbhizDn95990H25WUe8V1Mnrmwn+1rD/MtfRmriDym+lbV9jly+w6l5hKGGWnUHMhYQ0kqKTxAdWsSOINS0FmaI6rxFkAtrMClaURXiV0doK2I4Rn7zZqs0g3FuFxkL7AXO2XtUZp7oma+qpr5QYo0FA12b5PPlLWj9u1a4k+m1vGUJbLz5yMXIQAkO9r6DbhABWheUZpKSQYTn3kXnJdoSyiZdOeqVV5j9jibqmV2VparbVbuArUt8qey+YUlBRDqVkkzLQEGZE7uegVir0sPsVfnWjB/wC3Wi+6y8ObQHF4lYJQfRUbu3hWk+bDkq8EzXNHlKeU+26w5Y4Spa+1Spt++hSAlB0Ui2CgFlSxKS8QkJB8ySQpNSMW+BPksLyQkMOPY7d2rbbVu7iXYspZSlDfZWyDkKAkBISoPFyANM551ZvXriZYwfEnkqyrRZXORXqrU0pKCJ0kKUKobyKeneHWOEdjc39rbvruX3VtvOpbXBCEIJzETKWwQeUU9eVn1t2DuCXdva4havvv9i2ltl5Liynt21OGEkwOzSqSdKRp5A6Kwm7DjTbg2cQhY8FpCh8DXGn8IfhoTe4dccXbd9kn/gOoWPd8o+NXV1N9c+G/xXYJfxKzbfRaW6HkOvpQtLiGkIWFBZmcyTVR+XT0vsb20sjaXtrcvM3SwUMPIcWlt1lWZRCSSE5m0CeZHOn0XiaA5abtC642yN3XG2h4uKCR8TX1oZaCQEjQJASPACB8K+V/Vs82nEbBbyw2yi8tXHXFaJQ2h5ClKUeAAGvdX0WHXNhP9rWH+ZaHwzTU948yFbOXv4RDEc2I2LH9VaLcI5ds8pPh/ufhUL8irDe06QWyv6hq5e//AAqaHxdpF5W/S9m/xp123dS8w2yww26gyheVBWvKeIDjikyNJBp88iLHbW1xS4uLu6YtkCyW0gvuJbC3HH2DCSogEhDapHeKdwoDv5T6Bmvl/wBfd78oxzE3f/WPtD81hXYp4nSGx+6voBcddeEJEnFbExrCbhCjpyCSSa+a1xfl15147vOuOnxcWpZ+mksop1NRaXE9at4rVfbUq7SkOKL0NbdTEYPBdcsRPpT5L+H9lgOGJ2zWqHf8cqen29pNVl/CGX+XCrVoGO1vkFQ5paYfJB7gtTZ9gqd9XfWvhDNjaMfxpYp7C1t2cqn20EFtpCCMpII1G1c9+XT1gWt8rD2bO6ZuUNfKXHSysOJSpfYpbBUk5ZgOab1ztJb1Re8oQWZIozqoQP40w3MQE/L7LMTtHylrfuO019Ua+SSkkQpJKVJIKVJMFJBkEEagg6g13V1G+U1Z3bCGr99uyvUJCXFPEN275SAC628YQjNuWllJSSQMwE1cv6TTUuRPcwaeSQ4n1UOu9J2caUtr5Nb2nZIRKu27fK636OXIGwl1S82aZgZeNXC4qBroKil91mYc2gOLxOwSgiQr5ZbkK4+bDhKtNYTNc0eUh5S6LhlywwpSil0FFxewpH4s6KatkqAX54lKnlBMJJyglQWmlTpSqS3YkEIOTwjn7rQ6Qi6xK/uwoKbdun1tqGxZC1JaI8WkoNV7il6XFTwGiRyH6zuf1AU5YyjK3HMgfX9VMVX7+coKNHkl+ZbupuKVPkjyiiiswpBTlhNgVmk+HWhWoCrU6H4IkJ+s/feoas8LBatqO88sYsM6OEkaVJbbozptUyw3DkyBKffUqtsPTHCqE5M26VNFR3HRg8qbbvASkbVfCMDBBJA0BMfRTDiGByPR+52pqm0SuhFlC3uFnWmp6wNXVedGgRqKZLnokTsPhvUkaxXqWxUdxZmkbrJFWfiHRZQnQiO6o5iOBEcKtwqGdVtsEUt3yk/VTkxdg9xrC6wlQ4UgUwQeVWIzKU6TQ7P2wVtoef1HnSBwRoRH0HwrNi5I0Pv+/CljxzDUA/fh+sVIQ4Zptdu4zU06rQU3jYIIJSTBBBhSMyT4KBCgdiCCN6g7IKZB9E+8fcVNOrZ7+dMf3kz4IV9UD2VUv1m2qL/8y+hVvVmhP+1/Q6LsTpSmkmHnQUrrySfE8vlxCiiimDQooooApR1OlRu+wovPNMJgLfeaZSTsFOuJbST3SoVJXEKIkDTxH66WdT+Gl7HMMbI0+WNO7/8A8eX+H/Cr2xvQ6vZutVLPMnH+xLdTP8ZWv+C7+ulP+x3fIHmYhZqPJSH0D3hK/ortWm7DsdZdceZbeacetylL7SFpU4yViUBxIMozDUTvB5VCpNcDsJU4y0aPm51udWl9hJSLxkdms5W7hlRdt1q3yBeVKkLjUIcSgkAkAgEjf1I9RVxjiX3WH2GG7daG1F7tCpSlpKvNCEkQABMkbivoX1k9GG76xubN5IUh9laNQDlXBLbiZBAW2sJWk8CkVSP8HrhpRgrjp/3968sfmobZb92ZKvjTpTbWoyFGMHlFXJ8iS6/tK1/wXa9d8ie74Yja+1p4frrs/pDjbNq0p+4ebYZRlzuuqCG05lBKZUdBKlBI7yKiJ658J/taw/zLf2qbkmOK73yX7lvE7fDF3toHLm3duUOAPEZWVQpGUoBKyJUOEJVrpBnLXkX3adsStSe9p6PfNIutzrXYX0tw++tnkPWtqLa3U8g/iyh1bouClUecEt3ChI0lJFdy0qbQjSZ80+r3qqu7/E7nC21NNu2an03Dy+0LKOwd7IlJCMyu0WRkBCZEnSDVuHyO7yP/ANStP8J6PfNdN9X3QBFndYndjKXMSuUvkgQUNoaSEtnme1L7hI0hwcqgPlp9ZH8XYUtltcXV/mt2oMKQ1H84dEEEZUENgjUKdQeBp/fT6jFSiuRwxhWEvXN0bK0Qbx4uLbb7AEpdCFEdqkqy5WiBnzuZQEmTFX90a8jC6dSFXd+zbKOpaZaVcFPcpZW0nNzy5hyJ3q1fIS6v27XCkXxQPlN/mWpZgqTbpWUtNpPBKspdPMrTPoiLu6VdKrezDRuXkMh95u3ZKp895wwhAygnWCSowkASSBROrKWjFjBR4HE3WB5HV7bNqetLhq/CASWezLD5A/q0lS23DHzc6SeAJ0qirBn5pBBBIIIggjQgg6gg6EHavrPNfPzywMHQxj7/AGScofaYuVgbdq4FJcUBwzlGc81KUeNTWs8SwJUWmSpHbIUjtcGW+6i3YaW886rI202kqWtR4ADkJJJ0ABJgCnW6OldeeQT0FQ3ZOYotIL9044y0sjVu2ZXkUlJ4do8hZURuENjhVq5koRGU9SseiXkWXbrYXdXrFos69k22q6UkRstQcaQFA6QgrHfWvpd5Gt6w2XLW7YvFJBJZKFWzi4GzZKnGyo8lqQO/n250hxtm1aL9y81bspKQp15aW0AqISkFSiACSQBS8GfCsxSaeSc+Sq2ClSm3EqQ42ooWhYKVoWkwpKknVKknQg6itmB9G13d1b2jWUOXLzbCCqQkKcUEhSiATlTOYwCYBgHauhPL76PIZxO2uUJCVXlurtoEZnLdaUBw81FtaEEng2mqu6g8RZYxrD37l1DLDTylrdc0QiGXMhUeEuZUzwJFaPeb9LIFp2nkV3vHELMeCH1fSlNbF+RNdHfErX/Bd/XXWPRnrJw+6dDNtf2tw8oFQaaeQtZCRKiEgzAGpqW1nOcsYyBw/wD7Ed1/aVt/gu/rqK4X5M90vFLjDEXltmtWGbh18pdCYe9BCUAElW51IECu1cW62MMZcW07iVk260oocbXcNhaFpMKSpMyFAiCKrvycsVRe4t0gxFlYdYdfsrZhwA5VJtmFpUpJMSlRKSDG0HjSxnKPAEyoHfI2uwCTiVqAASfxL2gAk8agnUz5OV1jFmm9RdW7DS1uISlwOrcPZnKokJTlAzSBqduFd3daWJ9hh18/t2VndOcd0srI213iob5I+F9j0fw5PFbS3j/z3nHR/pWKe7io1jI7fZzsfIkuv7Stf8F39dMXSryQ8Ttm1OsuW17lBJaaU42+Y9RLiAhR383OCeAJMV3T0g6QsWwbNw+0wHXEstl5xLYW6qcraSogFRAOndTmaZGbi8oRPGp8kVvZZSoFKkkpUlQIUlQMFKgdQQdCDqDVn9Ufk83+LpD6Qi0s1ejcXAVLo11YaT5zgmPPUUIOsKJBFXV1u9TDV10usxkAtrtg3t4gaZ1WqilwREZXz8nQqIJ7Rw6HU9YsNBKQlICUpASlKQAEgCAkAaAAaACrVa9lUjuks6zksHGD3kQOgSnFWirkqzUkT+cLhR9sVSvWP1Z3eEPJZvG0wuS0+0Sth4D0siylJCkyJQtKVCQYggn6S9F+k9vdh02zyHgw8u2eKJhDzYSVtyQASApOqZGu+hqvPK+wND+BXhUkFVuG7lpRiULacTmKTwzNFxBjgtQplpXdKomJRqOEsnAFxahaYPH4d4poV0bM+np+b++n3DdqXZa7CWz6NylKa1Oh8LTrYckRhOAJHrKPLn7Br8aZFWxDhQQdFEEcdDVgIuOzC1xOVPtGZQBI5GCde+mhOHZnEub5zM8/uK5TbMqVCr3MI4ws565KV3ZxWNxYwNuGMnOcomDt99xUrL72WAkwNwkff3VI+iaUoCiQkAaqJ5Dmadbzpu03tlSPypKiOYbGsbbxWC5bzG04YWSJ4bcOogqSrLPfp+qpx0Q6QKnKpUA8fv3fRTP+HNu8cnawVcSwQAY4wqfYJrXiTJbGaBE6OIMonksek2rfzVfTTJxeNSzSl0Zc7N6CgnurdYM5+FVf0V6RlQyKPdVq9CRmjuqu9C/F6DZidjCjpxpruG4B4cj9+NWHi+HyZHDuqJYrb5f10mdRWit8Yu1gEACTHCd9uEnTw34QaYnXyZC29vnQR8ADvUvxzEGkqgqk/kpKo8YHwNa8PsLZw5iVDmcpR7Zygg8dalUmVpwbIJf4eNCnY90D38xyppv8AnQjfjV2sdBG1j8U6YPrQoH26Vivq6WNAvMOYSB8CT7pqRVWivOimUoz0TkZVJkcP1zwik+IdArhtJcbQXmxuB6af7ux8R7q6Ew/okdAoap45SkEbd4nj3/CptZ9Gkhogj4eypY3Ek9CtO2g1qcRugDU+bl3zCDI7t57qdOr6+Hypk7AORH54KR8VffSru6zurEXGcpEKQF7CNpykeMajvFUJ0awh1N62yELU4HE+alJUrRQMgAE6RU06iq05RfR/QzLq2e448mmjqbC1aCl1M+HZkeatCkKicq0lJjgYIBjvp3Sa8nrQcZNM8jr05Qm1JYZ7RRRUJEFFFFAFRIT5g8PrqXeSpY9p0gYMT2DN094fi+xn3vCozH4seB+k1Z3kR2AVid69GrVqlvw7d4H6GDXtEnodPsP1rj5nX1c4+Ss8X8Z6TXXzVXqGU8iGnLpI14+aEe+ui3nQkFR0CQVE9wEmucfICSV4ffXahCrvEnlzIMgNNK330W4saxsedMO3L36eYiGLK7fMAM21w6SdAA2ytWvdpVd+RxhnY9HrAHdxLzx037W4dWn/QUj2cKdvKexHscBxNZ+dauNe1+Gf+5T31NYZ2GFYeyd27K1Sr87sUFXL5xNADV5QnQJzFsNcsGnkMF1xlSnFpUpOVpYXGVOpJUlNcK9dPUi7gjlsl64ZuBdB4oLSVpKewLQVnSoce2TBBOytq+h3S7ppaWWT5Zd29r2ubs+3dQ3nyZc+TMRmy5kzG2Yc6438svpzbX97ZptLhq5bt7dzM40rOgOPOCU5hoVBLSCYJ3FPp/iRDcSxTbKDxDDxl9lfTPqX6SfLcLsro6qdt2y5rP41AyOj2OpXXzbxJemUAqUYASkSpROgAA1JJ0AG9fRfqA6Fqw3CrWzWZdQhS3tZCXnlqddQn8lC1lA5xPGprhJNFawlJp5J2pUCSQBuSdgOZ7q+Z/lM9Oji+JvPoUTbM/ze0E6FlsmXQNpeXmdnfKUA+jX0T6xMIVc2N3bIUULftbhlCkkgpW40pKSCNdyK+W1gsBMEQRoQdweII4EHSmUYKT1LFeo4rQ+jHkrYoh7AcOKCPxbAYWB81xhSm1g8jKc3eCDsRTp11dXacUtkN5+yuLd5F1aPRmS3cNTkLiNnG1SUqTyMjUVxB5OPXirBrlTbgU7YXCgX206racgJFw0CYKsoCVI0zpSnYpFfQfozjrN2w3c2zqHmHU5m3EGUqH0hQOhSQCkgggEEVHKOHgljLKycV9NfKOx/D7ldndtWTbzfE26ylxBnK62oOhK21xooDmDBBAqnpp0suMTujeXZQp5SEN/i0dmgIROVITJ2k6kk6+Fd69f/VSzjFmppSUpumgpdncR5zTsego7ll0gJWjbZQ85KSPnthgIlKklKkkpUk7pUkwpJ7wQR7KuWai35kFxJpeRjfo82u2vIX6RNvYKi2Sfxtk8+28nj+OfduG1x6qkuFIPNC+VcU3TanFoabSVuOrQ22hPpLccUEIQnvUoge2u+PJt6nm8HtTmIcvbgIVdugqyZkyUstA6dm1mUAqMyySoxISl181ogt8kv6zugrGJ24tboKLQeZeKUHKVFlebIowfMWJQqIMKMEGCJOkQABpGgH1VlVXeURhuJ3Fuza4YtDIunSze3JMO29upMlxvUaQFJUU+fKkBMZipOeWTk/yyunTd/i4aZUFs2DZt86SClb6l53ykjdKTkan1m17iDVRO24IrrzrJ8kS2Wyg4a4ba5abSkpeUpbFyUJCczh1Uy6siStsFEk+ZrI5LxG0Wy46w6kJdZcW04kKSsJcbUUrAUklKoUCJBrVs5xcd0ZIt/wAgzC82OOLjRmyfVPJS3GWx70qX7jXewFcdfweNlNxij0eg1aNA/wDEXcLIn/lJ+HdXWnSe/wCxt33js0y67/htqV9VULj8bHo+WHT+57e/vX5kPXd04DvIW+tQ+BFdqfwfWF9ngzjnF+9eV/dQ2y0PihXxrha1T5g8K+jPke4d2XR+wHFxLrx2/wB9cOrH+kipriKjCKAUeVpifY9H8RVPpMpZH/Pdba+hZqX9VeGdhhtixEdjZ2zZHellAPxmqu8t9ebCWrUb3uIWdqI5qUtzwH9GNTpV6NoAAA2AAHgNBVMCiPK36ubvF1YXa26PxCbh127eK0pQwgJbSlRBUFrWUqdyhAJkawDNXwgU1Y10mtrc5X7q3YURmCXn22iU7SAtQJEgie41U3XD5SmH2DKhbPNX92QQ01brDjSVcFPvIJQhAO6EkrOwA1UFSb4AJ8T6bNfhlb2ZUmU4U8wNdrl51F12Z4A9gwhQnfPHEVe4r5H4j0nuF3ir9Ty/lanvlHbAwoPZswUngkJMBKRoAAAIEV9APJj6/WcYaDDxSziTafxjWyLgJGrzH0qa3RwlOtOnBxAgfW9heJ9HBc3eD9m5hty+q6uWlsh1y0eWEhat5NscoIUPQ0CtAFGlulXlF4niFq7Zvm2DL6QlwtMFDhSFJUQFdoQArLlPm7E7b19E3EBQIIBBBBBEgg6EEHQgjSDXAnlX9VjeFXzblsnJZ3ocW20NmHmyntWk8myFoWgcJWnZIqzYxhKqlImoKLmkyrrBuBSusLYaUoArvqKxHQ6Wk8IQXw8xwc0fQpNLsBticg3AQg+0gfrNJrobjmlQ+BP0gU89GESPY2n3Jk/SK4DtNFxvPfFP6r7EVfgbukGHrS2rKNFR3x48wO+a14L0XJaWkCVOpAUowpUzM68O4aVaWDYaHEZVCdKX2PRAIMiQOVYkXjgVkk1hlbdD+r1xlx9aXUZX2HLdbamZSUOFJPpK4KQk5hBBAgzU56wHy+hPZtNtuNoQjOVE9qhAIyODIAudPOOoiBoal6cLyp4+NQ7pYClJCdSZ15DjJ9+lPc5NY5D6dOlF5S1KqLPZvwk8eB0E8AeMc66O6sGZQFmZIn4RXPdrbgvJHCQJPEnc11H1f2eVtMT6IHwqJQyydPCHC+PxqKdKsOltSoUqPmoEk/u4nuFTG9apqxiwUtMAkc44io5RwyZcMnPXSPCszT0hxLgByIQFCTOpkQVGASAYExpUH6LYFcAPmL9Do7P5MpuezPnntO1CgVEdnqkoUCCNQQTl6LHRtQMwFa7Ea+6pRgGGDkBPDUfuqSE3HTBBcUozeVJlNYcLhjJmQ46ClKluIRkcbWRKgtMBDwBmFQCfcatXoliBdTCh5wiCNErHAwdUnmk7a7xUxTg08UCe6T8TThh/RtA3Sk/3RTJ5csoamlHDNNrh4gTv+ulb+HwhQHEH3072tkE6AD3CtlyjT2VJFFeWpHOj2EhZBUBCgUmfHMD7BIjuFPTGHNN5kssoCk6qISE+cdTJA3JNa8OfSy2guKCE5gMx085asqfpqQ3KEgSmIjUjj409DqS3XnqU11jLW4w4p1DaV2y2lIUgK1Q852ZSZJPEE6wYToIqIWitKsHp+oKtL1fAG3an8oXDZ9uqo9hqvLDauK7QQxWT8vuzzzt9SjC/TisZhFv36imiiiudOGCiiigCqrxYCInYHn+qry8g+xGXE7j13bZj/BQ64f8A3x8OVUVjFmrKdR8f1VfXkjdKbGyw1xN1f2Vs87duuFt+6ZaXl7NptJyOLSoA9mSDGte0S4HVdm1F1W0+TOg+llkt22uGmilLrjDzbalyEJcW2pKFKygqyhRBMAmKi/UR1f8A8U4axY9p2qm863HAMoU44srVlG4SJCROpCQTvFb1dbWFf2vhv+etj9DtR3pl5QWF2zZUm6Tdrg5GrP8AHKUeRWPxSB3rWO6dqYdlKaistkW8uvEwMIRaAjtb+7tmEJ4kIWHFKA3hKktgnmpPOr6tGAlKUjZKQkeCRA+Ar54dJOnb2L45YXd6pu3tmru1CG1OZWLW2TcNrdKnFZRmKQSt4hMwn0UpAHcP8rWFf2vhn+etf2tK01xG06saizFlYeVd1HXWNvWimH7Zlu2bdSQ92uZS3VJJIyNqGXKhO5mZqjsW8ku/tWHXzd2K0sNuPKSFPpJS2grVBLMTAMTA767APWzhX9r4Z/nrX9rUJ67utvDlYViCGMSsnn3LO5aabZuWXXFLdaU2AlKFEkyqfZQm1wHTipLDOcPIq6DHEMR+WOpm2w7K6JHmuXav6BGog9lCnzBkKQ1wVXeF9dpbSVrUEIESpWwkhI95IHiao7ydcawnC8Lt7X+NcMDxT210r5bbAquHQC5PngkNjKykkTlbTUG8tPrfZcs2LPDrpi5U68l99ds82+ltFqtLjSFKbUQlS3+zWATsyedK25MbGMacccjrGvm51kdEUsdK1WK0/wA3fxO3VlIhJYvXmnSgQNUhLqm9ORHA13PhfXFha20LOKYegrQlRQu8t0LQVAEpUlTgUlSToQQCDXI/ls39tcYlZ3uH3jFwvsMri7V5DvZOW7uZpalNkhKiHNJP+67qI5zoOk0llnYR6q8MjL/FeHwNAPkbEf8At0w9B+r52xxa5dtgxb4Q/bNfzNlIQBeoISXktJSENy0IUsarlAM5BDH1L+UNZ3zLabp5qyvQEpdbfUGmnFxGdh1ZDakrIJDZOdO0EQo2bivTayZR2jt9aNoicy7llII7iV6zOgG+lI00KpJrKHy4eCUlSiEpSCpSjoAlIkk9wAJr5ev3nbv3FwBAffffAiIDzqnAI4QFRXRHlI+UAm8aXh2GlSmXQUXV2QUBxvUKYYSoBWRey3lASmUpBCswoawsYFaFlRed5mfd3Efwom3kq4Yl3pBaZxIaTcPpHArbZWEfoqVnHekHhX0Aivmz0M6ROYdf29+2nOWFkrbmO0aWkodbngVNqVBMgKykgxFd19Aut/Dr5tKmbxlKyPOYfWlm4QeIU0tQUYPz0ZkngSKhvINTyWLWacTPoUMRTf36bsNLsFrS7h7qFJ7RtOVKVW62wAqNM+Y/Oz6kKATOSKjuLdO7FlJU7f2bSRuV3LKfpXJJOkCozgfXvhD5cCcStUdmrKTcOC2C9PSaL+TtE8MyJE+yquCyR/ysOtv+KbNLbJPy68C27Y5ZDSUhIduCfRlsLSEJO61JMFKVVwWwx5pJJJMkkmSSdSSTqSTqSa7b8pLEcIxXDltDFsM+Usy/Zr+W25IeSkjszlcJyPJltQgxKVQSgVxUxJRtGnHetGxSw2Q1Hg6+/g+bDLh967/W3uQHmGmGvrcVVreUliHZYHia5ibN5sHveT2Qj2rqr/JB6aWFngzTVxiFjbvqfunFtP3bDTiZeUlBUhawpOZCEqEjUEHjXvld9ZVi/gz1ta39pcvPu2yezt7hp5eRLyHVqIbUqEgNwSeY5xVOScqmPMlXA4hcTCPAV9QOpfDizhOHMnduxtEq/O7BGb/VNfMy6s5SE6DNpJ0AnSTyA3r6U2nWlhSEJQMXwyEJSkfz612SAP63uqzfLDQJ5K+8p78diPRuz/rMTFyR+TaBtR+CzV81y9096wbG46U4O4m/tDaWVtduLuPlLQt0uvIdQGy9m7PP5rZy5p1FXavrawof/u+G+y+tj9DhqjhinFflnXIf6QXCdxbs2zA7vxQeIHteNVU5hwA2qYdaWLJu8XxC5QoLbduneyWDKVtNnsmlpI0KVobSoHiCKanWNK6Wyt13S0LFPgdKeQr0Hs38OuX37S2uHhfONZ3mW3VJbRb2ykoTnScozOKVpuT3VbvWh1Tsu2bww+0srbEEhK7O5Qy2wtl5C0qSpLraM6DCSJHPWRNcueS91vJwd51i6CzY3SkrUtCStVu8kZe1yJlS0LQEpUEyoZEEAwRXaOBdPrG4R2jF9aOpiZTcNEj85ObMgjiFAEVhXVKUKjyiGSwx16PNOpYZS+tLj6Wmw84hOVC3QkBxaE/NSpckDgDXLn8IPiqScNtRBXNxcKHFKIbbRPGFqzx+Yat7rH6/MNsUK/nLd0+B5ttaLS8sqjQLUgltkc1OKGmwO1cRdNuk7+J3jt9cwFuQEITORlpP9G0idcqQSSfnKUpWmarWzbWdSqpY0RLbwcpJjbaI0pTkrY23WzLXeU44Rv03oN7w19iv+hVOHQx6W0880HxSlIP0Vp7Pzkzxke8ED4mt2DICIA4KJPeo7muC7Vxauot+z9G/1EraoubocNBVhW7Yjxqueg9xIFWIztXPRGQjk04k15p4ff6qrTrBfCGiEnU786s3FHYSaobrRxYToZ1+/wCqla5k2EloNnRRvNcN/nAnvrq3o6AG5/J2rnLqrw3OtK44T9+/hXRWEIIRrvx5UsNAjDKFyEzW1u3pIh+DrS+1XNRtZZKotCV+yB4V7ZWOvGN63pX53dTxZoB++lCSYklg8sLGOAjgaWkVvaA4VrcFOawV2Y1is/RWVIb1zhz0FNyRNGnpZhodtRI84KSsew/qpdYO/wA3naE8fCt94YQG06mAIHAd5pJiqfMSwPScIzR81Hzj7vN8TS7uHnyLVJ5govrn4cyqusO67O1Ytp859xVwv8xKypM+LigR+YajFqmBSnpniAfvXVjVDcMt8sjUiR3FZWodyhWtArgdr3He13jgtF8DxrtRtDxl/UqLhnC9y/fLPaKKKyDnQooooAglyxIpiv8AAknWONSkprRco09v669vhEgoXMoP1WRE9Hk8qzawNI4VIyisS3VunTReV7UfMjz2DgjakhwBPKpM6QN6wbVPooWoc0oUoe8AipHGJYp3NXGmSM/g+OVBwBPKpEpwAwQUnkoFJ9x1rOKFBE6u6i4sjKej45VkMATyqSBNZ9lS92h/jJ9SKqwAcqzawMDhUo7KtTyYE05QSJY3k3pkjNxgYPCkqejiRrlHuqTlwUjxN8pbLuVRQFBGcJOXtDOVAVtnIBOWZgE7CnNRWpco1qknurIht7AJpTlFRn+OHFqKEpEgnjokDck/Xt40hONrCvTkdyRr4A6x4xSxrRzhGl4Otu78lpnHva446459NOpL3rUGmu6wJJ3APsrJGNBJCXErbJCVALSUkpWkLQqPVWhSVBWxBB2NPFpchQkEEcwamW7IjzOHEjzfR5I2AHsrM4IOVSfsqxLVSqjEmjXZGhgg5UoGHgCKeyzWBaqSNKKJ41myNu4ODwoawgDhUhLVYlqlVGPQnjVGV6wBFI1YMOVSRTVYlupO5i+KLEZkc/iYcq8GDjlUhU3SV5zUAakmABqSTsABqSeQpXRgtSeMhHb2gTSjJTXe4uEqKdcySQRxBBgg8iCCI4UmGNd1Kq9OOhKqqQ6v2YNIXcDSdwD7Kyt8WHHSnW2fBqWHdVSzCakN1vhQHCnFliKUlNepRV6lSjHgi3TaRqCayy1ty1lkq7FFuEhFcNVrYdlUcYn9ZHv2+mlyk0hWmFg98e/99Y23tnU7m3cmvWim0/h98D5vKLF6v77YeFWxaPyKofou8UrHCatTo9iGbSa8vUsC0uGA6dYwUIOvD21Rrt4FqWVQVEwDyHdVl9ZbkmJ24VS2LWJCiQSNZEUu+SyR0F1OWACAqB949lXra247GRuT++uUuq3puWUhCxBke378qubCumgUgBJM7wDvT41MCqLaWCXXDBJ7/pFbrKUqgcZ9/D66jKl3SwC2G0TxWCqB7FJj99S3o/ZqSkF1QWs7wIA8P10ieSeWiE/bwqDzp8sHNqbsVtZMjfcffY1qw264cRwpmqIm8olLCq3ZqZ2bulCXp0p2cleSFTrlIrUAuJkgAfSdv1e01scGns41TvXFjqy60yytSC2Q8pSTBzgqS2kxuB5xKTzTUVevGhDflwM6/vadpS72pwWPfqX8HI4e2oV1hYyLZl15J/GuANMg751AgEdyBLns76iOF9bCw2A4wVOARKVAJJ8TqPcaiOPYs7dOBx2ABIQhPooBOscydJUd4Gw0rMvNs0Y0m6bzJ8PLzMTafaa1pW8vDz3pyWFjOmebz06dRBhVvlSBThWLaYrKuHm8s8pk8vIUUUUwQKKKKAIUt4zAHx/dWRB4j4zWliQoEhXHgaVLVPP26V7nTKD0eEaiisFIMhKRmUowkcz+oDUngAaUNpp36H2slbp59mjuAgqI8SQPYasynuQyWbWHeT3eRuwbo0hEKXDjm8qEpSfyEnTT1jr4bU/VJerm5t0PqN2Elrs1ABaC4M+ZEeaEqM5QrWOfOrX6OWmHXWfsGGF9nlz/AIjLGbNl9JAmcp25VmSm3qzrrTZ6rRW7OKfR8Tn66t0rGVaUrTyUAoe41DOkfR3sgXG5LY1Ug6lA9ZJ3KRxB1G8kbdR32IYUham1NshaFKQofJlmFJMESG4Oo3FUmRT6dVweUQ3dpGlhbylx4csdSsUppQG623dl2brjY9FJBT+aoSB7JKfZW4N1sRe8soxJy3XgS9lSW+RpTpkpAq0U88zbIMLfcQ0k75c3pLjiG0BTkcQk0SwlkmtlKpNRjxbGRHRC6bt/4xbZD1m27C2VFZlCD+McCUEOfJ0q8xSmzKYUYypUR51ndK1vqse1ZNsy32imm28ps1IVkCXLVbf4txKcsKI85JJBMhQrpXC7MG4CWyWrTD0BpMHTzEwoE8Zg5iZkJHFU1VfTltuwaN40y25hl3cFu5wm51aW6cyhcWJglhyEqJyQEkQMwSnLTnmSa6rHz+56BZRVtKM1xTTy+e7rr5FAtLCEvIJAUopAVvKCTJHMZddOdWl1S9BSWkXi7Nb7bisljaZT2mIuj/e3C4hjDWvSccV5qwMskEJcsLyeeqC0uLZ28urULau3iuzYdUpRZtWnVFqVgpUouHRUkhxtKZkOKBtzpZgCcRYVbt3dxb26FKYcFoWkJd7PzVs5y2pYQ2oFpSWlJGZK0EHKRVOajnHms+9JLh8DWV7V3Uo4SSaXVRcpSxnz3tWsNrGTkXrn6UfKcUui12L7YLTRIAyurZYbadW0CdUFxCsuXNKQkiQZqGMXoQqUhTZ+eyuYP5pMGe4gHlNXvcdQlqrELvDkOusqFpbXli6Tn0zOM3CHUmA4ntQ2rzClSc2hjSqs6YdFH7V42V8gJeAKmHxqh1PAoXAzpnSCAoHRQComTejSe/Dhzxx9+OD8+aJKKd5T8NUfrfybyTWeUVLSUG+Wri3o0uI64VcBaQobETS0tVHug6SAUndKiCORG48OPtNS/s66CjLeWTiauac3F8ngb+yrAtU4lqtamqspD4VBvLVYFul6m6xLVPSLUKggU3WtTdOC260PpgVJwLUJjei2W44hlpJW44oJQkcSeZ4ACSVHQAEnap51nW9tg9ihi3Ifxe6TL11sbRlQIWGkwezKzKEbLMKWTCUJpt6vL9Fqly7XCnFS0widYHpGNwFKEFXAIPrQYv0iWX1LdcVmWslSlHcn6gBAA2AAHCs69y8a+eBlWvJTUVwX5lTkRpShsKy58qsm2fKrJMxGeMszpvVl9UnQdN7iTTK05mG8z76dQFNtxCCRwW4ptBGkpKorstFqkI7IIQG8uXs8o7PLEZckZcsaZYiK827Vdu6exK8LdU9+TW9L1t3dTeFyerw/9Z0Wz9myuoOecLlpzPnc2ul9hcFJ305VK+v/AKIpsMRW20nKw8hNwwkTCUrJStA7kOIXA4JKBUMt1V2Wz9owu6ELmi/VlFSXx5PzXB+ZRqxlRm4vimTLDbjMKXhFRvCHoIqUtCRXY2NfvYZ5mhQq70cmvLXhTSjLWCk1pxLsZidaaQ3iePLX3U5KFJrlFOnBSi0x7mO2BJBTPtH39oqYdCrjRSjxVA9m/squ8Busspn/AMHX6fqq0Oq62C2jzzK9n3mvG7+1dvXlSfJ/ly/InoyWcjB09XqkEQFAmdpJ49/7hyqN2mElStRpsIju9nOpZ1y4GtRQErKMsqSRrqRABmRzNV3h+MXLBUFozBI0KRObTgIkH2xNVlDeRK286Fm9E+jCdykHXTSeHOprhGDJbcGmh20+5/8AFQ/q+6fBwFIRnUnKVJAGdOaYnWQTB0NWBh2PpWU/iXM4O2XiTtT408D1VXUl4WUp80cPHvpc3cEp0+Guus/EVGLrpqhCFqLaobJSuE6hSTlKYnUhQIgUjT0xdWQlm1KgpPp5gEJiAAoyDJ380HY9wL3F5GxllaEpvsQhIn2cOWk/D31vslBRBHHv18D8aiyuitw8kuXFzCh5yGmEBtscs2bMtw8DJyn1RTt0GsVgAKVOUnXn31DNNPDFTJOLfWlDSYra4IrxXOlSIJyNd47A32FUDc3HbPuu7hazlO/mjzU+9IB9tWX1k4qUW7mXcjICOClwif7uafGKrTCmoArnO0NxhRpr3/Zfc8+7ZXekKC/uf0X3FQZrYlNe0VyTZwGQooopoBRRRQAUUUUARsIrU8nUeH1mtqXk+sPeK1XDwnQ8PrNe60kYsN7INop+6I/0I/Ocnxzn6opgbepf0TvQFraJ9I9ojvMQtPsACo/O5VLcxzTNbZssVGnzRPbHsi2BmS26CrMp1tTjagT5uXIF5YG4U0rXXNGgsXqdcWjt8vZ3APZf0GRvLHaeklaGj506aHY7VUlWv5PW91/yP+9WazsdmTzcRXDjqvc/h+RFOk6P5w8VvWyJecJQpsuLTKz5pLbCvOGx8/hvxqP4wW8w7LNlygKKhAUvXMpKSpZSg6QFKJ3OkhIVdNP/APruf+O9/wC4qmdagASTAAkk7ADcmgp3E8yksc2RLpKP5x/ykT45l0kS2VKgGIE7T9Yrd2naLW56582fVAhPhIE+JNb7RrzifyR9NbtCDjBJnO3FZb7aExsiPn/6f/8AVOHUw0FYwiRPYWty+PzpaZkf3XVisnU6Vr6m7gIxtAJjt7S5ZT3qC23oH91pVJcL1TU7P1N+5WfP6FvWNkfkKEDRd0tJWrj+OWFKP+EIqDeVxZt/xYw2EnOLplFshIJJUW3UlIA1VKJEcVFPOrewy3hpkHdtKPelGQ/SarjpSPlfSHDbUaosGXcQeESnOohDE8MyHEtqHcs86oOeufezvt3Kx8BIz04uX7OztLCzugl6ztlm7YQkpbY7EIcaYcWpDKLvtULZCnVpS2IXqYFS7qvwFGGNvl9dtaJuXUuNWqXR2bKW2kNaKXl7R9wJStwtpjMQJWZWp/vcYtcNZQySG0No8xtPBEnUkwlIJkyojjVIdbnWb2YLyVEOvAJaaC4ISn0UOFBHmthRWoa/jXHEgxlKakbd1Km9qljHPHHPDm+Gvyxl5nnWUI6lp4L0bdOJO4vdOpQ38mFvZsSpJYZWoOOG5zAJ7VRSlWVJISVKSZyJNV108UnGXr20T6TfZqsVnQt3bbRXlngh9ACFp4FbZ9JAitrNGKvWiLx+4LFktQSLhTaSpCVEBLxQlIWi3Uo5A+NjBMIIXVjdXOAizdt205iovtOKcUQpTqnFpPaZhIWFpiFJJBTEE7m7Ckll51wV3VbxpgpHorcZnc0QXG0qUIiFoJQoRuDpsanTbelR28tQnFr9CfQbursJ7gq4UQB3CDUuba0rSslu00jA2zc95dSnzer9/N/F5ZoDdaHm6VoSpRyoExuSYSnxPPuGtKkYHPpOKP5sJHxzGtijb1KizFadSvRhOWoyKbrBTdPrmAD5riwe+FD3QPpptvLZTfpgFJ0C07eBHzT46d9STt6lNZktC2lKIhW3SHEk+aaeVt0hxJnzTUcuBYp1CJ3DBSAeYn36013eJRU/xnBSLJm4BSpCwUGD5yFoUpBCxw1QYPhzqoekDsExWROTWjNCEYyLy6q8cGF4Tc4stpTrly6Le3SArJlazAKcWBDbZeLgUd1dmgDUivf9qc9hBsB8qiM3bfzfN62XL2uXj2eaeGfjVgPdM7bD8AtH0squrc2zDKW0hJQpam4WLhWUobSXApKypJ885cpJiudz1kWeftf4mw7NmnsOwcyZefa/Kskxpk+S5eM8K8csrGjtuvcXV1ZSm+9koy30tIeqobu9FrCSznKbfE6edSVtCEKdRL1Vpjrrkn3XHi4xfBWMUS0pp2ze7F9JByZXciFlpZ0W32vYkakplYOok0RbuV2Hh/TW2xDAbp9TCrS2TbvsrbUAG0lLcAW60pSlxOdSUpKUpOcZcoOlcX27ldD2Iry7mvauk6apVZKMW97dUvW3d7nht/Bop7TgsxnvZ3o6vhnlnBJMNe1HiKndiNKrjBPOcSO/6Nas6xb0r1TY6eGVbZ4yBTWChShQrUoVvxLqqCZQrS4KVLFaVipkO7wanhlUD7Pf+/Wp51S4/wBmstk7mR3cx++oVetyK04bdFC0qG4MH9/01wna6xw43Ef7X9n9vkT0KuuC6+nEOCRrpPv1PuqO4RhwWIO4+I+5inC0u86U6g9/A6CDG8e6lGHWmVQjSuOjLBoLyF2H9Fm1KBU2MwmFADMN9lCFCnvC+hLWcrBezFW4feHwDgEwKUWHDT92300/4Z4n2nSplIldVPijfg3V5btypDScylFajAlSjupR3KjuSdTUmssNCRw8BWnDnuE68acCvalnU6EeZPQ9WnzSKT2bYRMQPClDw00Mff76VpSJqs9WJJpI29oVGkmLXMCAdxS1ZAEnT6604Rh/aLC1DzUnTv5E91PSK05EO62LPJYBShC3X2RHIJzq+MfRVfWW1Wj5Qy4s0HgLhr/pcH0mqksLsEVx3aKL79f2r6s8x7Wxbu//ACvuOVFYIcrOa5to5MKKKKQAooooAKKKKAGENjkKzDY5CshWQr3mic3vMwydw91arpkb7EapUNwRsRSqK03ifNq9jQkpzaknkU4d0jT6LpCFet8xXt+ae46d/Cn1h6RKTI5pMj3imhaOHCkFxhqCZyjh9FVZ2CesWbNHbWmJR+OR/u75CNVrA8TJPgBqfZTBil4p4QAUtzrPpL8RwT3cePKhmzSnZIFbynSnUrOMHl6hW2rKaxFYEqGeEVvCaJrbFXkijvmpftqGdIbldu+xdtCV2zqXQNsyRotBOsBaZSTwBNTiKZ8UtAogbyRSThvLBo7OunRqqa5F/wB70qb+QLxBoF1pNsu5QkaFQQhS8h9VUgpUPmkK5VWfU6+Wyq5e7R6/xe0fvnrlCD2FpatJULZnOSAgqVOgkpyNoI0SqoP0D6WnDFOWlylTuGXOdKoBUq3LgKVlI3KFA+cgan0k+dmSuR4U3iTFgiztmGcVsxn+R3dtdBogKWVJFy0tQDmVSvQASERBWImsmdNrRnptrdwrwVSHT8zT0tvjcvudoGHVJbL5ZdGZy4c85LFrapyqCFrS26e1UlaW0tyoQSpLB0A6sbZ7G3mSA5aWyPlBbHoLUVhLbaoJ/FkntcswUgJ1BNPGFdWWKlagoWrK3o7W+7TtVpb3DbbQ2yaAIACZEzJzVcvVx0DYw9tSGs63HSFPvunM68oTBUdglMmEDQSTqSSXznpo/wBh0YuTWUKOsltH8XXocADQs7nMNgEhhe0bRGkbQIqiPJv6ZtptXhdr83CgLthRIzFlRKVWyeJAuS0pA1hTuUQNKfPKm6xkJaVhrCwp5yPlSkmQ02CD2RO3aOECU/NQCDGcVQXRTA1PK4hv551AIkHL36gHugHlRCm5LBFc3UaTy+RMugrC3FO3Ln9JcOLdVG0rUpSiO4rUr2RUwuGzogbq0nkOJ9grzCbXIkAAAAQB3ClVrq6r8lIA/vHX/prbsqO9OMPM5GFXxNzrzYqt2QkBI0A+8nme+pT1b9GDeXKW9eyT57yhwbB9EHgpZ80e0/NqNV0F1esN2NsERnfchbxSfNCo0Rn2KUDTzZE5j86trat27ahu016z0jjl1fw+uDqbWkpy14L/AHBX3XDgAQ6p5tICcxQtIEBMHKhQHAQAk+CedV44gEEEAg6EHYirexXpEhxx5t5EJUpaSU6iCTuPSB7xOuulVbi1p2bikBQUAfNUNlJOoPcY3HAyKXZdSfdqnUWqWnmv2C4it7KIc/bZFlG4jMg/k8vEHT3HjWp9qRTt0hT/AEavyin2KTP/AMRSNQqvWp7lRxXAoSe7IiuJ3q0NKY/3al9p/egJInloDHPxqvcbsZJq2cUsgoVGn8JSTCiUHgd0nx4g+2PorKubeUnk0retlajV1W9N3LBSmnEfKcPflN1ZrhSVJUIUtoK0S6Bw0SvZUEJWi40YNh0fKRi9unCozHDTb2sZdyyUx23aE6T2ZuJPp5vPqocT6PqRBIlJ2I29vKmd7C+6uO2p2XjcVe9pzlTk/wAe6otSXXEk0prgpr1ktNdMbNC+cI4a3lyzy+XLy4Cvrg6yV32S3Yb+S4cxCbe1TCZCdEuOhJIKo2RJSnvJKjXE1MXsL7q24Z0YzqlQ83lxP6hWxs/ZkLamqFvHCX1fFt8W3xberIZ15VJb0j3q+wwq/GEaHRPhxPtI08Dzqw0NwK14dZBIAGnhStQrsrOh3MEhYzwJlitKxSldJnlVeTJFUNC6TuqpPieJJQJUYH34DU1H8S6SJCSoSeQgj6YqpX2rb0cqc1npz+XEepNjveXAAppsrkLK8ikqKcugIO5Vx2B0pow7BXbo53lFtrcJG58AdvzlSe6pVa4W2ynK2mJ3O6lR6x3PhsK4vbPaJXMHRgtH8+P+9S3RpyypMmXV/iQUEpOhBA9v3+irR+TgKAIlKhKSOB+/11QOFXJbcB+bx+8jjV3dGMU7RCQTqn4g1zETVoy5Ezwm1SU76jSnW3sNRr/5pLgqIB4gxTnhplX393jUqJ3gebG0IH1zTg219/rrRaqHh47fTy++9D1z367afTx350SQxyPbk6beHA7/AArUy9Hx3pFf4kE8fb38ZrbhNkpwyQQjlxP6hxphXcsiuyty6QT6A/1fuqTsMhIgVjas5RA4fD7itijUiRDxGPpXg6LhpTLqc6F7jUc4IIIUkg7KBBBrnPpH0WNncrYzqW0Uh1pao7RKSVJU2s6BeUiQogEg66gqPT92n6RVK9bz2a+IGobZbbOUiQpRW54+iU666TToW8K0t2aTXmUdoUaVSm9+KfvRXLt4WwSogpAkkHYDiRwpdZ4oDxrVeqCQTIICSYIkARJ1OhEA6dx9kQ6PKUUrBzAiIUdjHISJkA8azL3snRkm6LafR6r9fqcdc7ApTTdN4f5fqWM09NbQaiOG36o13G4594I0PhoRyjWnm0xIGuJvdmV7WWKkWvPl8zlrqwq0Hia/QdaK1NvTW0Gs5rBSwFFFFIBH1qOwr0BXI1lbel7D9VLAK95oo5pz3dMCVpKuVKAmtsVjOp8avpYG7+TLPWKq9mvKfkWIFNeRWRNYFylJYth2VerXFIr/ABEJEk05YD0Vef8APcJYb4Apl1Q5hJMIHerXujWlz0LdOk5LMtEJFXQpL8oBWn84fTU8t+gVsB5yXHDzU6sE+xsoHwrG46v7Y+ilxsjUFLqz8HCsfCnJSLEO7XNkNxLDkuAggEEagwQai9nhNzZrLljcuME6qQDLaj+UkhSFQNPPSojmKnmNdGXWBnQS+2PSATDiBzygnOO9OvdGtIrG5SscDTJU4y0ZZtryta+tTloIGet/F29FMWrsfOLSgT3ns30j/SKZukXWLi90kozC2QdFfJ0hkkHT+kUtbyfFChUwNoOVYu2gg6feRUfhImsu09drDKqwToGSczqpkyQmdSdTKjqZ7te+rBw3C0oTAAAGwAgCnFLYFeOL0qeFFIpVr+rXfrM1itDC4dj106eKdfoJNDiqR3oJgjRSTKT3j6uEVcoZpzU+hYs593UUh8q3Ogtuq4Y7S0WO0bgP2bqjkngu3cMqaSuCQhWZAVmGkTVM4dehY5KHpJ4g/WORqR9DekK7R9LyNY0WiYDjZ9JJ+kHgoA91bF9RdxRzSeq1WeD8n7/mnzR2VvVinl8GSi+wZZU66/Ns2lSlKByqd3PmiCUp10B1JMQNagl66FKJSnKmfNTJJA4STqpR3J5zsNKlfWZ0pFy4Q0T2OYrkiCtStdRuAmYjnm30qDYheJbTmUfADdR5JHE0tjGapqdXR44dF+vvFrNZwvmNvSN3zm0d5WfCIHvk+6kRXSculSi4r0lcPVA2T7P114pdQzW/NyKT9Zm1aqR3LAO9ZqcrWpdOVLJYpxEDtmQCAohJ+bMp9x0FIVYYefwFPSl1gpVN8HB8i9BsamsKHHWnBpoJr1TlIry7ipY0IU1oizFZFbtwBSN3EBURxXHFZyNkjjzPH2eFJjdlXEz4n6Kw7jbsIS3YRz58EWFElz2I0w4t0jCdBKiSBp39+1NVw6dpI4cffwpqWx50zsPj9NUK23a0liKS/P8AQVJGGJPFayST7/cBXvR/Du1dCTqJBI7hr+oV4se//wAfup/6vI+UD2j3j9dc5Wy05PjxJ6WskmSlxnKIpI8ZqQY80IqPs6mslRNRsySxNP3RXGSwrzlabCdYjw4a/fekbTOorLFbPSafgWEsF2dHsdEAhQk6b/f6qf7TEgn53A7ffWuf+jKyFQZgx8KuHo1gTbiRKl8Pnnv+vX2U7eLKq6EwGPAfP14fHx91amMWW4QGm1KJ0zGQhOp3VtoQRpO1KsK6LMiCEZjzUSdvE/VUrs7UAcAOQ+8U9RbIpVRuwPAACFukLXyjzRygcxH01KrYR3eFJ2DypY0PvFSKOCFs3pNZxWAFbEinpDHIR4i6EpKlGEpBUongAJJ91c0Yje9q8t8k5nl9oQT6IKpCDyKWkhPu562Z13dK0gfImzKljM+R81vcNnX0ndNPVmfSFVIDIJITx12TtxgiYnXwTHIX7Snj1mZt3Vz6oy9ILshEEaknT0fNTpBGpPnRpsUlVIrRYZSjNCc6hqQRIOhMkbEnnw8a8xd+TOkEgSCQrKAQnQ80yoget+TTXjt6C80hIBSkaiIE6jXcc9Byq20U0xbeOJCyJISVGIM8jrAEA+7xra/2oAynMBxIkADllEwOJ5a7zWzE3AFpVoZhPHhrwIHeBGvspJfATGWATpMpMHUQkgjSR3aEd1RTpxmsSWV0YSipLD4DlhmNnY7iQeUp38OcH4xNSSzxEGq5vrUpAUPO3gGY2jgBpPfBpfhd9IEEACZHADnptrrpyIrlto9laVX1qD3X0fD9jCvNhU6nrUtH05fsWQ27NbAah9hjHePv9+MU92mIg1w15s2vayxUjj6fM5a5sKtB4mjTbp872fWKWBNIw5GteKv+4fH9de0UWcRKEpcBfFJnF6nxNJl4pHq/H9dIV4mmfSE+NXXImpW8+g7drR21NabsHY0G5p6JlRY4uvaUiXcCCTwrQ7c6b01XDpVCAfOWtKB4qISPiae1hFuhb5J11b9HwtXypxMpB/EJVqCRu6R3HRPeFH1TUx6W4yWGS4lOdZU222kmAXHVpQnMeCQTmMawDGsUps2QhCUJ0ShISkdyRA+io31oOJ+SqTmAdzNrYTutx1lxLoQhIBUoqCCkwNAZMCm3blSt5yi8NRbT88aGhsuMLm/o06ibg5xTSz+HKzw14ccHuHYy+262l9bbrbyuzzobLRadIJQCM68zayMg+clWWSQdC/xm4ddcSwtppplRbCltF0uup9ORnTkbQqUaecSlWoEUlx62U42nIBnS7bvJSslH9E826UlQSopJCSmYMTtRgVuppk5wCsruHlJQSsS6847lSSlJUYWE7DXhXnv/ACC58Jub7397jz3cfqe3f8MsPSHfd0u77vG7/Lv544/t+HPiSXopjPbspcKci5W24kGQlxpam1hJ3KcySQTrBE1FOsLB+zV8pa0STDyU7AnZ0DhJ0V3lJ4qNOPVk4n5KhIWFOAqU+kSFNvOqLq0LSQFJKSuBmAkAHjUiu2gtCkK1StJSrwUCD8DXolq5VKEJSeW4ptrrjU8P2koW19VpwTUFOSSec7uXjj5FdWlwSAZrcp7vphwp8plCjqhRQfFJKT8RS1dzV6nByWSJ0MSFbj1JXX6TuXFNj95KsoBVzjh4nYe2rEKRftrWU3uxTb8hzXcitSnqQqSfV96/1CsC5l3SR3g5h7eIHjVrws46tP5M2vRFzTjvSpyS9wofTJkEpUNlDQj21sbxV1PqL7yCk/6THwpEl8ESDWKnKkpwa1iySjKUNELXsadOwbT3wVH2SY94NIFSTmUorVzPDuA2A7hWKnK1KcqbccuLyXE5S4ihblalOVpWutZcqRUyxCBvU5WsuVpU5WlbtSKmXIQFKnK0O3FIbm9imy8vT4ff4VWurulbrM3+vyLlOAuvsTA4+zc+wbmmG+u1qMRCfHU+PIfGvM0/X+vUbVmEzED48dv3cfhXJXm1a1fKjpH8/mT6Ia7xoncaROg/UKRWDsHKrjt3n/zTy7EH6vjqPopsxS3lBIGo1Eb+7lpWU4gmKljQ67/SOA/8caRvNe79310ow53OmePKe73+ys0t6/q4Rw+FMayOTGtadtDyifaT9VLcCdyOJUPmkH2Df2xWq8ajaPr/AHSa8ZEHT21G4jt4tC+uAoGm/o9bZlGmayvFKSlMchoe/j31Y/Q7BYn2Se/nWZOk0zTp1N5ZG/EbGIjhW5ljOk842qSYth0JpmwJqFlP3+5pu6Sp5NPR2186I1B+/wBFXR0MRAEj21XNvY5XJ256fSKsnos7oIM7bGnRgOyTm1bmlzDdJsMOm3xpfPhUyRE3qZtmljaqSpr1+5ShJUohKRqSTAA8aUSTHFKqgfWl1gC2SWmYXcKB4jK0PXVzUJ0RuZHPWHdPetkqzM2R4HO/7/NaHEmPS9w4irbO5JlRUStROp3PEqJUd54iZ08atUrfOsinVuMaRF/amMxlavTWtR5ySpRO50OvgdNktt9dESiJEgKAOkeqNePEchruJH7zLKR5xOx082TxA94BieehJb7ZWSZKtdCY+dxmZEkazx7gABfSwZ7eeInxN0JTKkp04AqBMGSolJjUz466GmPAGc7i3NpOhMAbQJJMAczrW/HLzMcoUCNQIKjoCQJ0iecbTSvowIk5iBl2G4IJGgKTyncDemvVjktB1WrMiJzKHAERy+jnO/eaQBSpM5irYgnjtoYA25nWtljc+fqdzvATHsHDnHOjEEpSTxMjvg8zAGukamlwIJX06Qk7jZUbyJMk6RpxOxpqYeKVQDvpmUQeI1BA04jWDr7KdLhyRpJOsnMARvwV6WsjSeNIrtjzTE+wjTvnSSZ204bbUCoXsXE+qDpCte6DpMzrpToy7I9Icp3Omggg8eRjao1bEmNQgzEg920DflMwJnjT/aqHEzoCSSYGmh0jiONQ1aUKkd2aTXRjZxU1iSyh9eXThg7KnMrbYlapOuiUgGCpR4AafACdKZLm4AE6/f21aHVrhfZ2yFkfjHgHFE75TJbT3AJMxzUqsPtJt5bIs3Vik5y9WCfDPV+SX2XM827JdmfTF0qc9KcfWm1xx0Xm3+WWbcJ6INIEufjl8Sv0B+a3OWPzpPfT4myTGjacu3oCNZgbRwPu7qdsCwlT68ifFSjskczzPIcfeRYbVvbtgWZglYkpO6jpqo7BZiRsdNNhXk9nabQ225XFxXcY5xGUnhOb4RispJZ00XuTZ7zCjZbMiqNvSj5qKWcdW+L+JR+K9FWXJIT2S+C2vN170jzFe0T3ioRiVmthfZuazJQsTlWBy5KGkpO3eINXZ0owFVur1m1egv8A+KuSgPYdxxAinSjCg+ypHzvSbPquD0T7fRPcTWl2f7VX+xrxWt65OnnElJ5cc/zRb5c8Zw1w1MDtN2Qs9rWzrW0VGrjMXFY3scpJdeGeKZXJVTc+r8cwTsHmSfDtE0otHcyQff40ixtslMjQjUHvG1fQLWVlHz/b+rUwy1Qqof0dX2xN2rVTpUGp17JgKKUJTyK47RZGpKokhKYfMGxEOtocHzgCRyUPST7FSKQdDLEedZpgPsqWpptRCTcWqlFaHGSYCltZiy43MjIlWyxXMdr1VdtBw/Dn1vtn8z0v+GUreN7VVXHebq3M9Mvex+XwzyG7oz0h7dy4byFHydzs5mc+q0zEDKZbJjXcUdI+kHYO27eQr+ULyTMZNUiQIOYysGNNAakD9kWyQpBQSZMpKZO0nTXxr1ixU4RlQVkGUwnMQdpGmmmk153lZ4Ht2uOIyY3+KUi6TopK223Y0DrLiw2QvmWyvtUncFJEwpQMuz1H+llpCkWhIL61tOPISQr5PbtrDhU8RISt5SEsob9IpW4rTLIU4/igZaW6Y81Jyg/OX8xI71KgV6N2QVXw0t78O96v3x5Hh/8AEx0J39JUsd5u+tj3+rnz4/DHLBWDwBffIJgvvbR/WKratvvPw/VTZhhMSdzqT3nelTj1d9RpYijnNx5wYuJzHKCYGqjptyGm5p86MdHXbhXZWzKnVASQgCEjmtaiEpmN1kSeZplw0eZPFUq9+3wir064+kzlgpGH2ITas9ih1SmhDq1LUsGV7j0ASoeeTuqNKvqU6O5ClFOpNN5lwiljjjXmtFx6nqWw9nxtaEWl68llt8vL/eZUGLYa4y4Wnm1NOJ3QsQRyPekwYUJB4E0lq17TpoL6wuGL0IeukBKbBSWyq5cdWFwAEAmUlCcykhIIUAqTuxX3VLfoYD5YnippCgt9CeamwIP5qFKUOIGsWKO0lH1LnEJp446S0zmOeWvwenE21U5S0+5WeI2+WVp8VJ5jiQOY379eO6Xtpp8I+GhHeNwfbUXX5qlo4JVp3A+cPcCKkr0UpZXB/U5fblhCElVgsZ0fv6/EVFytZcpOpytanabGmY8IClbla1OUnU5WtTlSqmXKcDetym6+u4rJ96KjWLXXntid1fUTPwrO2tc+GoOS48F73/uS7Sp6i9244ffwP6hWA3E/SN4+5rA6ye/hHjHIcPhW7syQIjjEkSRronQD2+FcBJym96Ty+rJnIx7Od9j4fUD79KyQBw+/frvqf3VihfLgQBO/HQ+Guv662HXT2Tpp4AxpvqaVIaaFCe/b6/ZwrU8wfvr47e330s7DvjiePEAbbHx+uteWREanjxA7xIGvfzpMCZI/hxyOLRrEyO4HfSnYoGpBjv3nh4+3lTXi7cOAjiIOn7+491LrN/QDQDlH0c/jUSXIkbNDjWsnj8D3d9bGGp5CNPH7kzSx1uZ2gjSdI07zWhLOxG/M8x36Rv7yN6N0TIrw1ZQSQJyjWTAgxw5+zlV29XuOtOoCQQF6Sk789OdUzbkKABEKPLcDmOG3D/ydoBBkSAkg6SCII10MyFbH6KZOipEkKzgdJ3VkFJ76iP8AFhQ8DGhP11DcG6wH2wAr8aBtmkqjWRmGo0186ak9t1ktKjO0sHeRlWN+4g923Gq07WXIuQu4riT9nDpg/V3U6YTY5VcN6idp1lWsRKwobyhenty1qX1pNCcqVKIO22uvOKYqEuhJ4mPUuLDVaCnJLoGp0rn9fXC4qQ0yEgTKlGdjBhIiT3d4qIdIemlzcSl105NFFMhCIIjLAMHUjRRPD2ywtpPiRTu4rgX90t60mGJQ1+PcG6WyMqe9a5gR7apbpZ02fuyVLUQ2D/RgkIT4AEFRnionjoKiragAB3QdDqTscumhjQcKToVlXlMATJABMzAEgnfv4CddKtU6EYlSdaUx8s1EQZKR46J2BzQBJJ5DbjQ5eiMqZg6FUSraDHKdgdtBEkkU1XrxPnGQmNeRE6DLGpGh10AA34LsNUlKCspkbjNO53JKpBB3kRsamIRRbsgGTEzJznhrJHDNsc3ceQhrv7sEZUkhUgmOesa8xtwAFYYncKJlISBHrGZGg20jwnatNjbxmUCI4giSTG5GUxt9GuupkBKu3lQEmSJkCTJ55ZPLjzjen/C5SAlUnQhIAEcD6pPjofopusm5UkwOPoaGPDgTr4gHxp0dIjSDoNNd90z6QzabaaTppSIXIiCsrqQUkjXw1jWUncb/ALqV4yzKhoJUOUA8pmCOJ0n2bUz3sB5A0O+yjB4TIH0/up8v0iQox5yRlyqiJO4PHXbh4UoCGzRw8BpPeOcg+PLxpG5oVJlM+0niB6I0Om8GfoXXD24SeJBkwfcVRqdBHdScJEnMCI4FQGkzBAnbkZ2HKjAmSPPq86UyAIg+iN9pMeMwaf8AB1cCskkpGhJAA3nefb3RMmmzGG/OgQANtCI4wITlInST9U1vwu5y8jvJ02B46gmIjTePGmiklxZXmK8K6CskCEiYTCRIEwnQTGkwNYrny91BHMVc/QDFO2tWlT5yUhtznnbGUk/nQF/3q81/iVbTdChWSzGMpJ/+ksf/AC0ZX8MK8Izr0m/Wkote5Zz9UWRi7aLdTSrVwlxSdUjz86SPSPeo/MjvERrptrRlds48t49vmmSfOCvmpCZ87Nvm4RwymkXRPFQw7nUkKBGUmPOSDxT38xxFTZzo2y44LgEFBGZSR6CzuFE8BzTsSNeM85s239JRlUoRp8WnQbko095KPex11emXhLyakejXFTw7UZuXXfWMyw87r8v94EZwRwXDqRdOKhKB2aVSkLkb5tNx50/O56RTBiLaUrUEKzoBOVURI++k8YnSaeunGMpeWAhIytyAuNVdw/IHD36VEsZxAMtLdVshJMcz81I71Kge2sHabjVqq0pYqT3/APt136jeEo6t5Sei5PCxjVu5Qfdwdap6sd3Ljyillt/L/eBVbwhx4DYPOx4Z1Vqf2pKy8YkmVKlSjzJMk++sHH6+qLS2lClGEuKSXyR8r3L72vOpHg5Nr4szwLGfkzhCpLKz50a5FeuBx5EDUiDwgzS7tmrhCcwQ6icyFAzCh85C0nMhQ2lJBqu7mDSSxu3GCS0vLPpJICkK8Unj3iD31YlbZW61ldCzGnJtVKcnGa4NNr81qn5loMG7b0ZxO7SgbIdDN1A5Bb7anT/eWaH/AJW4IexO7Wg7oa7K1nuK2G0ugfmrFQO36wXRothCjzStSJ9hSv6awvOsR2PMYQk81rUse4JR9NZq7P2blvdys+77cDbW2tvOPd988dfUz88b3x4k+tWWrZtWUIZbBKlq2kndS1HVaj6yiSdKrfpf0g+VOAJkMNk5Z0zq27QjgI0SDqASTGaA0YjiDtxCnl5o1SkAJQmeSRp7TJ76EaVv21jjGmF0RVt7SUZurVlvVHzbb/N6t+YqSuBWt5zQ1oW7SVTkmK1Y0jRp0yQYUqWkfmge0CD8RVzL6T2OKBKb8Gzu0JCE3bZlpaRJyrBBCRJJyrBAkwsTFUP0ducpLajuSpB8fST9Y9tPtTVLSNxCLbcZx4Si8NdfJp41T0PVdnVYXFtCUXqkl7muJdeFYw0w1cjB2ErNsypy5xG5jPlAUYaQRmUVZFQIQ2CmSkgya0w7prdtv/KU3LpdUZUVKKkrE+itB80o4BMeb83LArd1fdNHbBxSmwhaHQEvNODzXEpmNd0kZlAHUamQrapsnpjhTR+Vs2CjdnUML0YZWPnp1LYEgEFtEiBCWySazXbytpzi6LqKWMS0k3pqpuXBZ6eqlyyWd3db0znn+o3eUoyE4jKUhOe3aWqABmUVOpzGNzCUiTrAHKqGxN38c4eEge5KQfjpU66yOmTj7irp8pLhAQhCRlSAJytpGpygkkkknUmarJLh4mSSSTzJMk++tGyt5UqFOlLjFLPvMfa80qcaXPixWpytanKTKcrBTlX40jHhAUrdrUt2k6na1Ou1J3ZbhAxvrimHD1BbyZnRKlDjvpxI2Cj40sunpChzEezc/QNfGm/o6QHlaTAGx5n47V532junUuVSXCP1f7FrGESBB4ZoG/H46GeBGprNsgjSJHv107t9NK9IBMQZPMJ04mDt9FaS3IMp3JPDc8u72b1jIiMyOAgRvsNzz1NeJAE7EctY7/EeFesoIHHU8PNHt1157cazQrwnfiT3Hw14UojMX1yJgQdDB5aDgdPGKwbJE6nXiCeHfPKs1L05jjBI38SefD99elrlp4A6b791ADfirUjbvHu46e2m5hRA7+4aR38KftweA9/gTIHs8KQOW8TrpEbA8ZmmSjqPiz21VP16/H20pWNgdt459+2+3OAab2RBjU+HClWUjWNNeUcDw1HD7xSIBQhHE+8ECSDtqRMfVSu1utYWO4EA8J17tY3P00lW0Y305nny/dvSq3IzHWB8dhw3+5pyEwKExJIMidSDw8T3RpuKXhkBMmNQfNnUjnB4yRoCR7qZ1N6gyI1B3110Oh1PjW8Tocx2EzED2xxOnu50om6LCxHCZAnSY47bwZiRPHnW5mOAEwRpA3J090jnr7aRNXUqhKtAIJIgxM8wZ7ta2KuQIOYkDaARuYMjmI0B+FGQSHFpo5ScygJGggEzrxjQgkDaY4TQhaQDmMkHTWSBA1JMAAkRzMjupnVcg6mVHl5wiY3UDr8PrpQy6NfNA4D3nYGDpPH6ppMi4FXaqWCAYSSIgTPPXQkTy4/HENkaE7zE7GeMHfnx348ddu+oGCDB1ygkCQIlUmk79ypRyiABMmZMbwD3SBppv7VFF+Gsha8w1gjXfzZOgBIEagcTrtThjrkrCdVBIykTtvz0G41391ZYVDaARrIknUmCeCcwBPGY5RScgqVMKTI3VAAPAnVX33oQ1s2WzeUTJEnWCYGgiZSMyonThtxrY8Ug+nOskGZUI39IiZ5eG9Yh4wCTmGqdgQSSJKSR3e3jOlaMQjcTPzgCSORAPADWR3HmKBRVhJGaQDudQQrffSZHHUHeeVKMQnN5klJkecrTNqBGxO5Ann3GMcHYEJIBO+hkTPH0tJg/N5UoxN2AZKidfN82IA+aSZVr5uo34bSqEIv0g/pUc+WubfzpgneOfGpOwJbTmjLl1Ck7RrmjcSSOOuxqJYgAFoJkSdNTO+0xy5aVLcFVObTzTtJkxAggmATr9O43auIr4CRRjvEQCN9tyk6A6yD40jcWkwAJ4mPOJM9w08ROk8Kcrm18NdwDqNjOqspGm/GdZpndb3kwJBmQMvDSBPGInnThEaMatBIMx5p2IBnvMamTqdeNeFBDc7nlOv6IEAHbWf1evuHOkZdBG2szxA015mY468VFyCEHzddvmjcE6GNDrr++m4FJBcCpF0NxVVvlWkZkKEOo2zAKVCk8lp1jgZIPMRS6uhThh1/5ifA/SafWsKN5RlQrRzCSw1/vNcU+TPI7e5uLOcK9B4nF5T+D/J80Xfg2MNvpzNrB5p2WnuUk6jx2PAmnlvEFhstBZDajJTwJHxg8RsYrnovAmRoobKBII9o1pSrGHoj5TcR/xlz75n415zcfwprRqOVlcYi8rEk84fFZjxXwR6hZ/wATacqaV3Qe8vZaw31w+HzZdGKYi2ynO6tKE81HfuSN1HuSCaqnph0mN0oAAoYQZSk+ktXrrHDSYTwkk6nSOPLk5lFS1estRUr3qJNa1vV1vZT+HNtsmorirLvKq4PGIx80tcvzfwSMHtF23uNp03Qox3Kb465lLyb0wvJfFsVLfrSt6ki3q1Ler02FI4unRFS3q0qdpMp2tRdqzGkW4UjxK9axuFCk4XWDyqmhSNCMNRU25oPAVip2k3a6Vgp6rUaZPGmKFuUmS751alvUnS751TKmW6dMXPGfvseY76cLDpCU6OAqHrp9L+8NAfER4UyKdrWp2plR5o07K4q2zzTf6Ml6ekTPrx4oWP8A40mvOlKAPMClnhoUJ9pUAr3JNRRTla1O1IqMnzNv0zcSWMJeeP3FV/eKcVnWZPADRKRySPrOprQpykzjlalvVJGiolRKU3vS4ipTta1O0lU9WCnKlVMswpilTlJrp7StanaTLd1HHUac41j6qjumqVKU3yTfyLcIYNeY5tfD27mfCawwBUPOCdIG/PXkDyovG4JjnOu+1Y4J/TLjilM/EaHSOdeMVKjqVHOXFvPzGt6EkCeUkcBH3PuoeXvpGnM7ctd+MTXpXEbnjBJg8dYE+/nWC+7QTtB56jztx3TtUhFkycVvxM8gDqD+/furYrbSRxABj9Q0mdfrrxbY5cBxG0ncb714BmAiIAJj47c9/caUDxoEGcypjfjpxn78a3KcHeI314+0DiZrFtyNAQeGmaTrOojvgAbVimVDlHM68eEzt9dA09G0ADbUCZ14/fvmtMD3TtPjvtz4/u3Np4mSTskEDTXfxnmONaUt8YEcBPfM8edIKjWpkGD6OkkqnTflvWpLJE6TzPLf2GPDlSwaj0Y5QAqeGhMxG+grB5g8CRGmsHQjb40jQ5M3W8EGANdge6Jgzv8AvrM5d/N9igTPeI0AkcaTWbehk6biTA3146+zWlbLHcI8J5bjw+k+wDJruW5jeZ9p05jXSOWsmtrTW4gmeBHsHCZnQjaOVeusxOoG/wA0mIPtHAd1ZBuOI1M6FXHc7pk6kwJ468KGhHI1tMkH1ePdvx1I0j91bWLbfVJOmU6gd0xExpymY8c1Jjb3d4jgQePv99YtuazJ1nTUgHnyA3GvCKTAuTY6AZ1TyIOcp0IO44EazFepZ7hHPKdBvEnWdT7u+teUmYge0Zu7gD3DTSB7fWUSqCqBPCTPPZIAAHt3NAprfUTpM6ASOPPNx5HnW6yajUabnWCd/f5o5QPdovtbWCSCMuh1ETsBv3cxyrxUE7gE7TJ010A4HTjExtpS4DJmCD6MbGIIBETtuRvuYpXqnU+iAI80qk/O25ERr7YkUjbajXUa76geJECCDHL26QoeuASCoxyUIOh1M6TBJ2pRMmSlZwVEBI0KTmAEn1pOk78xrxpM2idJAGohIAnbiqTr7ImdjFa34gZU8/ySZPIDzfm6kzz2pbhzZO50BAAgkbjSfR35zoB4gBDph6spIglIgCSkxG/dlI0kcfCklzcg6gAbHTWZjQGQBrHOI40qmSTJAyiQAkJB0MDUQBEcSR8UNw+fmgSB6USTttKtSeW87UCcSN31rKs3EA8/cJEDTvFSbo88QgSc42MhSj7OGk7a78OLBjaioQIXvB1Ea+/391LejZH5RVtO2umsxlBE8ffTUtRz4ElxFJgaA89p1311mJO/x4MThygydwABHfJ3MDYnnT6n0CDsCDOUKkGNjE84/wDFNmIPhcApUQmNSUpJ0HAeiAJM6j3auGoQttlZ0MAesRyEGdNTqdAQOOprfiBlInKMsAFKTHGc078FDwrRaXCQSMsgjiT36EwTvIETp7q2odInRQQoRoAQSYEnQEwNY4e+gUe3MOb5H9I0ItUAQAdO81Tv8qdx6jH6Ln7WvD1pXHqMfouftatUL+3jxz8jz7/jG0ODa/yLjUkAafTWhT1VCrrPuPUY/Rc/a1rPWS/6jH6Ln7StFbXtV1+Q6PZa85pfMt1T1aVvVUx6x3/UZ/RX+0rE9Yj/AKjP6K/2lTR23aLm/kTR7M3a5L5lqrdrSp2quPWC96jP6K/2lYK6eveq1+iv9pUy2/Zrm/kTx7OXS5L5lnqerWp2qxPTl71Wv0V/brH8NnvVa/RX9upY9orNc38ixHYFwunzLI7avC7Va/hm76rfuV9ugdM3fVb9yvt1LHtLZLm/kTrYlfy+ZYyna0uv1X/4ZO+q37lfbrE9L3fVb9yvt1Ou1Fgucv8AEmjsisunzJ6Xu41pS7rUHPS531W/cr7dYfhU56rfuV9qpF2q2eucv8SxHZlVdPmT5TtalO1Bz0rc9Vv3K+3WJ6Uueq37lfaqZdrdndZf4ksdn1F0Jqp2tanahh6TOcke5X2q8PSRzkj3K+1Ui7X7N6y/xLMbSSJe47WhblRU9IV8ke5X2qxOPL5I9x+1R/zDZ3WX+JYjQaJUpda1PVGDjq+SfcftV5/Ha+SPcftU/wD5js3rL/EnjDBJC7WFuvz0+NR8Y6v1Ue5X2qwcxlZ4JHhP2qo7S7V2Na3nTg5ZaaXq9UPfAluIDXuJIidOPdO/E0jwRX41cT6KfGdZ1jQfupje6QLIghHjCp0/vRWu2xpSVFYCZIjUGP8AqmvOe9jkh3GWINfH26e3iPfWzOI11OwI4T4a1Bfwtc9Vv3K+3WX4Yu75Wp/NPd+VHCpPEQGOlImlwY1zEnv2Gg4/D7zQCTBPHjrEbmOXsHCoSelzvqt89lfbr0dL3N8rfLZQ09ixR4iIvdsnTDZABmfW2E7bEjU6DeOPCvQ4OUTPATw3O/PfxqCfhg76rfuVp4ef8d9BQOl7uvmt676K25enEUviIDe6kTlEnUkkHiI112+jb48fLoQAZ/8AGo+n6fbUIT0wc4IaHgF/tKHOmDh3Q0fELPGfX4nWjxEA7qROio6eikDaRqO73Gd63NJlIk7cgqNTwHiIPhUBPTJz1GZ2ByKkTy8+svw3e4hs/wB1X1KFHiIDu7kTH5PBzGII0J19uXgP30raSSk986/eBAHf7ar8dMXeCWweeVRPxWfuPGvfwzdiMrfLZQ+hYpPEQDu2WGU6HQAqhI+bMQCZnU8hzrwoiNd4BzHcfToBUAT02dGyWv0Vew6r4bRtWKOmbo+a1tHoq9/p7mjxEBO6ZOrlSddQRvoDrsAQd+Hxr1pJnSYGpniI20IiQONQRHTN0GcjU84XPwcr1vpo6NkNCfyV/b09lHiIi92yelZ2G0wdpju1+AH1QtbbkxO++pJOh4SYGh3j6Aa4T05eGyGhGshKxr/iUpX1jP75WQRxCVzp/wAz4d5o8RAXu2WU4IjzhoOcwOIEePE+6smEQMp83TeIlWkSeMk6EEVWK+sN4/MZnnlcP/cj4Vg30+eBnI0dI1SuD4/jNaPEQE7uRazbZ1Bk7AL1Oh4CZ4ayJ3G3BI8gD5uaCB6ShrwmYjf6N+FZudPXiQSloxwyrjedYcBPtrBzpy6Z/FsiY2Dgjw/GUeIiHdMsoIEzMp10BJI4xMGSY4k+IpXYWxk7pGhkgSQdwIAkwBO1VcOn72nmNabeav3/ANJvW1HWK+PmM6/kuc5/raPEQF7tlv3aPNkGfcTpqTqDzBjTekDy5BTJ11JCREAaCSfOMmqwc6yHz81mN4CVwDESB2kT395rBXWE8d22DP5C/f8A0m9HiIDe6ZP8TWANAvaAco4nQqJgpknTlpwFKei69IiNIUTqrzjrzEwRy3PHSqwuOnLqt0M8dQlXHfdca1lYdO3UbIZPiHNeMmHBxpO/iO7tl3OpO2WIMEgcQAPfMg+Pva7wTx4cTqeRmY0+rWq0R1pXI+az7UrPsguRz4TrSZXWI+d0Mq8UrPCP6zWBz/VS+IgJ3TLJLpPAJGxBGbSNpB4d3dS1rUecrh6sp3iTpvr++qpT1iPRGRiOWVfOf6z6az/lIe/qrf8AQX+07vp50viIB3ciF0UUVQLAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAH/2Q==)
However, they rely on technology like smart contracts, which can have their own risks. The cryptocurrency wallets which the exchange owns are used for these purposes and are also used to maintain the price of a cryptocurrency on the exchange as close as possible to all other exchanges. This is required because there are many different exchanges with different numbers of users on each exchange.
In today’s crypto landscape, traders are presented with a choice between CEX and DEX. To make informed decisions, it’s crucial to understand the nuances of both centralized and decentralized services, weighing their respective advantages and disadvantages. This knowledge is key in choosing the preferred model for crypto asset transactions. PoR enables customers to verify that their institution is actually in the custody of their assets as promised and not just on paper.
Centralized exchanges remain the most widely used method to buy and sell crypto. Check out the fees charged by the exchanges you have in mind for each of these activities. The difference in fees charged across exchanges for both activities might differ considerably. Trading on an exchange that charges less fees can save you a significant amount. Most exchanges require personal data such as national identity cards and facial identification, along with registered phone numbers. The way an exchange reacts to an event such as a hack is by no means a given.
![How does Centralised exchange 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)
As a matter of fact, it is inevitable to worry about CEXs owing to the collapse of FTX, one of the renowned centralized crypto exchanges. The decisions for choosing an effective platform from a centralized crypto exchanges list could waver in response to the unprecedented downturn for centralized exchanges. Therefore, users are likely to consider DEXs http://www.medialine.pl/tag/broker-forex/ or decentralized exchanges as an alternative to centralized exchanges. Most important of all, the growth of the DeFi movement serves viable implications for the adoption of decentralized exchanges. Decentralized exchanges have grown in popularity in recent years, which has only added to the robust global infrastructure for digital asset exchange.