Return on investment is a financial ratio used to calculate the benefit an investor will receive in relation to their investment cost. It is most commonly measured as net income divided by the original capital cost of the investment. Any paper note issued by a government or an authorized bank and used in the same way; bank notes; bills. For example, a hairstylist may charge $30 to style someone’s hair.
Bank money, or broad money (M1/M2) is the money created by private banks through the recording of loans as deposits of borrowing clients, with partial support indicated by the cash ratio. However certain goods in a barter economy will be generally desired by more people in trade for whatever they have to offer in barter. These tend to be goods that have the best combination of the five properties of money listed above.
So, here is where I'm confused.....if I apply the same idea of "printing more money and handing it out to the public" to my casino example, then that would be like the casino giving everyone at the poker table an extra $100 in chips to play with. I understand the PROBLEM with doing that at the casino, because if you give people all these https://wallstreethack.com/ extra chips, then at the end of the night, when people CASH OUT, there will not be enough money in the vault to pay for all the chips. Learning about scams and fraud schemes and how they use money mules will help you spot suspicious activity! Be cautious of requests to receive and forward money, packages, gift cards, or virtual currency.
The gold standard and other commodity monies were very restrictive. If a country has low levels of gold reserves, it would be unable to meet its financial commitments. This can cause people to lose trust in the government’s ability to meet its promises. Whilst there is only so much gold or silver in the world, there is no limit on how much fiat money there is.
You can then plan ahead and open a line of credit or find other loans and investments to help you cover that point in the future when you’re going to need a little extra cash. New businesses and startups often have negative cash flow when they’re first getting started. They have lots of bills to pay while they’re getting up and running and there aren’t a lot of sales yet. As revenue from sales starts to come in, hopefully, cash starts to flow into the business instead of just flowing out. This is why new businesses often need investment and loans to get started—they need cash in the bank to cover all of the negative cash flow that happens during the early days of the business.
Types Of Money Mules
Thus, the use of money as a measure of value is the basis of specialised production. "While this may be a quirky indicator, it has a solid history of marking economic turning points," Colas wrote. A major reason was the $2.2 trillion stimulus bill the government passed in May, along with Federal Reserve digital money-printing that saw the central bank balance sheet swell by more than $3 trillion. Some issuers accept credit cards as payment, but it will likely be processed as a cash advance, which incurs fees and a higher interest rate. Consider waiting until you have all the necessary cash on hand before purchasing a money order to save yourself extra money.
That means that anything can technically be considered money, but the most accepted kind today comes in the form of paper, coins , and credits . It is widely believed that any increase in the supply of money in developing countries would lead to the rise in prices or to the emergence of inflationary pressures. A reasonable amount of newly created money helps the development of the economy by raising the level of investment. In the developing economies a lot of natural and human resources lie un-utilised and underutilized which can be employed for productive purposes. However, the most important function of money which distinguishes it from other goods is that it serves as a medium of exchange. It is this use of money that distinguishes a monetary economy from a barter economy.
- When you’re considering a money market account vs. a high-yield savings account, you’ll find them to be very similar at first glance.
- Various rare materials could be used, such as coral, amber, and glass.
- Some examples of commodity money are cattle, silk, gold and silver.
Censorship-resistance is a significant feature when it comes to payments, and self-custodying money that cannot be diluted with more supply is a significant feature when it comes to savings. The foundations of the internet were put forth in the 1970s, and so was the concept of a Merkle tree. Throughout the 1980s and 1990s the internet as we know it came into being, as more and more of the world’s computers were networked together. Proof-of-work using computer systems was invented in the 1990s, and the SHA-256 encryption was published in the early 2000s. Nakamoto put a bunch of these concepts together in a novel way in 2008, and had the right macroeconomic backdrop and right design decisions to have it succeed for well over a decade and counting.
Narrow measures include only the most liquid assets, the ones most easily used to spend . Broader measures add less liquid types of assets (certificates of deposit, etc.). The continuum corresponds to the way that different types of money are more or less controlled by monetary policy.
A former Wall Street trader, he is the author of the books CNBC’s Creating Wealth and The Career Survival Guide. His work has appeared on TheStreet.com, US News, CBS News, Fox Business, MSN, Motley Fool, and other major business media platforms. Practically speaking, this means “fiscal policy deals with taxation and government spending,” says Dr. Guy Baker, CFP, Ph.D., founder of Wealth Teams Alliance, in Irvine, Calif. In contrast, monetary policy involves effecting change by manipulating the monetary supply. Here are all of the forms, instructions and other information related to regulatory and statistical reporting in one spot. The New York Fed works to protect consumers as well as provides information and resources on how to avoid and report specific scams.
Fiat money often does not meet the general characteristics of money and the market-determined money that it replaces. Because the fiat money tends to be less suitable for use as money, market participants may be reluctant to adopt it as money. Prohibitions of market-based money are sometimes enacted as part of legal tender laws that impose fiat money on an economy.
As international trade expanded once again, a new mercantile class emerged, centred on the medieval Italian city-states. A division of labour occurred within commerce, and international merchant houses grew who were concerned less with the transfer of the actual commodities , and more with the transfer of wealth and property rights. As this system becomes universal, there grows a social need for a measure of value – for a universal wallstreethack.com equivalent and a unit of account that can act as a yardstick, against which the value of all other commodities can be compared. It is this universal equivalent or unit of account that forms the basis for money. Closer to Have a peek at this website home, Martin provides another example of such credit money in the form of “Exchequer tallies” – wooden sticks used in England between the 12th and 18th centuries to record payments either to or from the state.
Commodity Money
Historically, open market operations are the most commonly used tool to conduct monetary policy. As for inflation, the Fed normally targets average annual price increases of about 2%. When unemployment is low and inflation is around the 2% level, consumers and businesses are in a good position to spend and invest money—as well as save adequate cash reserves—which meets the Fed’s mandate for a highly functioning economy. Monetary policy is the bedrock of any nation’s economic policy, and everyone from part-time workers to huge financial institutions, both foreign and domestic, are impacted as it shifts. Here’s how managing the supply of money affects you and the rest of the economy. We are connecting emerging solutions with funding in three areas—health, household financial stability, and climate—to improve life for underserved communities.
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FWKSAMinGB6CkqoBAgHg0mtCd1OFgDGBSK/pUNI9DZ5Caar+lt8qkFAEHIFN3UAp4Tz8BQkZutpIANNHGcLISOKfOJUMZSfuqzb+z+FAMtifOkHQCdp7U9dQScJT9wpFyOcZwaAYuNZT7opk8ycdqlVsknjNIPRzjsaAiX2lJBAH4U1WwcZxzUu8xzTJ1k880BFOt84VSfgN+lPlsApPrSXs6vQ0A5jsjI4qRQwCBgUMR8c4p+01gZ20Am2wAnkUu2yDjA7Us0gr42inKGEpoCxtGOFUs02g54NXJZIOe9OEMcZ7UAmhGw8DinTTSkkKOMHmqtsp2896WA7AUAUqhrIyqrUNkqwTilwMDFAAG0YFXhJBzQEAjOaUAycUAAE9qUQhWPtoQ2M9/KlQNoxQzl2AHAFXbFVUIHBzV9CBPYqjYqlKPOgE9iqoUE8ZwSCB9xz+Gaipur7Fb79A05LmJbmXPxRFCuA4ttO5aM/rAc1qzrJ8rnpB0ceXa7rcn7vdmjtegW0IWtg9vzpKgE5yOMk+oqG0iXFo2jotxC9NRVY/O7n/AGrHJTKDqw+k48w4Fj6xWM3OzO6ruXUCHEWpmXItcWxpLwV4YSGnHcYTyM+2kFQ973R6CuWpPzi9ss2oJL9s6cyXLTOPjeA9cUJe8cgDejCMJ3EZUk55JPnT+y/OKaLdcmPjp1MhTrhl5aWJqHlF0IS2M7gkfoDzq6nGhTOmLtbdf3HUlijLvFlgbRJkgMQVSC22lISSkrUkd3GxyngFOPhmlqt1ygsKbuN6cuSyr3XHGENFKfTCa0x0p+Ux0w6kXoThdXbbe34DUb8lzEHcjC1LWpBSDncSnIH6ifStyDU1jUkLE9O08coUnn7QKtaIpkB1Fl3q1Is1ysjjq3/yk1B9jRgpkiTloFSfMMqUl8nyQ0s81js6ZdE6yR06tNoTdLRa7YzPuKWpTbLr8l11zaX1LUDsV4a1kpHvKGDxjOcPXXTUiYzPcmtl6OhaGyeQkLwFED1wMZ+JqOukPp9epYuFzXGVLSgtCS08uO8EE5Kd7RSr/iOfU5bkDEuoV1vsqeNC2CzymY0DTEi6z3Ykv2dMR5WGo7XiJIJORIXtScEtcmnGrOqS7K7pTTPhPou2qLe5L8dCEOIjJbDRIJdIbC1rdKUF1QTlB54wc0auOj2GFx2blEw60hlZW6pSnEJCgkLWsZXjcfpE9z602eGgXZkq4yHLQt6ZFahO+IUqQpltTikJ2q90AF1R7c8ZpuQHGmGLuzZUMX2e/Lklxa0l8tF1KSolKVFpCEEgEDhIHHc9zjNzt+pkzZknUMi63K3rdJaRaZXsxjNbhjKG/DdUQndkhxZPYJqYsNxsVigm1p1dAlRmioRkuSkFbKCSUoKieQkHAJ5wBVs+5wHXlPQuoECKhQG5o+CtP2cipM32PbF7Cu2sqtNxemxsFKXXXluE84IKnMqyCCDk8EHNIX+yKuDCJMEBu6Qyp2E9jlK+MoJHOxYGFDzwD3SCGVkmacsLUvbqAzXJ0lUt94hCgp0pSn3dgwkYQDgcFRUo8mnEi/3GcURdNW15bzhwZclCmWGB+tlQ/OH9lP306NB3YLu1f7Fbr4yhSEz4rUnarGUlaASDjjOSe3FOqa2C0NWCx2+yMul1ECM3H8QjBWUJAKseWSCcfGnVUk7BY55UkpJJyKWUndirFDBxVS8ehEjuKTKSBk0uUDk5pMjIxQsNn/0ftpIJJp4WknvSS2yFEDtQDMoIqzKVEoIPrTgoVngZHnVi2iDuAFANFNbTx50i8hWKeLQrNWKZCxycUBHPNJzimb8cAE471KuME+9mkXI+U880BCllOe1U8FPpUkYyQCo981Z4KKAcMsmnrbJ21a22kpIBp20yMDmgBhoJSSoc5pwGM4UB8aVZZGRzT5lkHzoBo2wSORml0Mq54p+xEJxkEClVw8Y280BG+CqlAxjCsduafpjEDkUmY5HPpQDfAq9AB7ilUgg8ir6FNwkBjgVepIAyBzV4aCuc96V70G4sbHGaVQkEciqbVelXIBA5oVbsuqqRk4NASe+KUoCmxPpUNq28fwd0/PvZQdkKO7IJAKjhCNxyMdqmTyQMfbWo/lK9SbHofo7q164ShFkKty2GmVEBTi3QUjbnzx6ZoSlZ5x9avlhaq1Lri337SLwbNufmPx1pO7wHHAGyr6wOcGtCpmX+9y8eK9JkyniZDy/1lK5Ks87tyTn6xVYUFxSlykNISt5a0AqUSefd5+0it+dGOlT2oLitKJYQEoQ87uRyRuAwPh/ZVZpKO5nXh+72mC235Omtr2ynUUGZuWrdypRxt/Z9KxDUFh1ToV07EOoWhWVuqPPHxr0k0/ZWLLHRb0vFaEgo2pGOKwPr/wBArbq3SaZmm4zpukh5KXkqICSj17d6xxzUzqyaeWP0cG6W6oan0tNiXq1Xubb7hGeDseQhwgpwc4+r4V6e/I0+VjcutRkaY1zOgq1A02tcdcdBbW+hKQSSORn7fsrlm3/JChLhwG5r0dEhCiVtoQVADHc586n2uiN/6IvI6s9NX/EuWnFGa5FUMCQykZcQMdvdBqrybJVZWelk4ukenBA8lKxzj3j2zVClOCcVinSrXsHqfoSz62t6C2i6M71sn6TToyFoUfUKSr7MVlbnvJBFdKdqzy6/Sw8+Q+wAUm4Accn76uX9Gk6kCC2mColTDR+tANWllhPvJYaBHYhAGKVX9I1YvAGDVtxXbzYl4be7f4SN3620Z++rVnChjj/j9fqKvqxff7KOVli3t2pKlaooZSQKqSlYl50FIPJFVII7iihdKi0oTg8eVJbE+lONp9KoQR3FCRstB42cVZ4a6ed6UQ1u4Pf0oCODYAwkcmrVsqx286lfBHrVq2MjigIZxg4zikgwSMkVMORjnOKQVHyTQEStlW08Ug60oJ9KlXo+Dk03eZG3vUN0CGU0s5Bq32f4VIFBSSAKptV6VXcBZmMfSn7ENSuwpzDhKPvFPapuJbtwztNWbpAjosHjlOakGIIz9GpVi3pSnJBzmnKGEJHaoi7AzZhpx2pT2NP6tPUoSkYFVwPSrAjFw/e4pq5G25GKm1JGe1IuR0KBPOaFG2Qpj4GcValoKzxjFSq4+BwKRVG2gkZoVI8tkHAIoCCDnil1Njcc5zVNg9TQFlVCSeRV2wepq4ADgUADgYoqtX7B6mgEzkJUr9UZ9K4E+ch1tEvl1sXT+K8sizNuzpqdnC3FFHhoSfUBtwn/AGh8a79UlCRlS9o8yTgD457cDNecXyv9JwZHWBcq3R3YbV1tP5S9qkFRQ4fHdSVDOQgHGQPTFC+OLk6RyxbtIT5L7EOP4ii+pEhvaMkqHP8A+2K64+T3ZH7XCvC3UZcD/gpWrvgZP3c/hWqbbdYGmJMVuNMgKecCduFoUdpAKsc98KH8k10Z00hQSwq5R3UoYKUpSkKB3H9JXHHJrl1UqjtPR0WCXyKf4ZAVPoPvp98HuKesT5jw8PKsoOU4Pn8areplotaTJuNxjRUd8uOpH4eVYu/1N0lDWpEa921x3GUpTISo/aMiuLG5Ylcj6CcoZOPZk4Yc8XftP3U3lTBDIaeUChZKVJIyCCDwftwfsqCY6k2d5ttxT6AlforNKpvtrvaRIaea8AKxuK+c9v68VLnFu12avDStma/IxnOWxvXOg1qV7PZr0H4qFHKvBeTlJA79sZ+Oa6WUQEZAIBH6Xu/14rSHyf8Ap8y05qPU9ztyFousttuMtY5U220nKh8N24fZW3xpaxpQfBiOMgj/AJJ9xs/elQr08TuCZ8VmVZJJDtfbHP14OKRLmBkg/DIIz99MndMNBOIV3u0VXkoSy9j7Ht4+8Uzcs+ooicwNYF45yTcITbpx5jDXhf8AGrmZLq7+X2GrHOeagXGOoHi4jz9OuNFJ95UZ1Cs/UHSO3kSKSeu+rrUkOXSxRp7AGVuW57DqU+aiy56egUSfIGgJ+rVJJORSFtuUK7QmrhbpCX47yQpDiRjPwIPII7EHkeYFOaASIwcUUoUAnPNJ0LRKKBPardh9RV9XJSCMmhcoEHaO3agIJOCDSwbVgYFLtMk87aGe5jdtjcrsacpjYOcU5bjbeQKdNsbkgkVEnRaLbI32Y+lHsx9KlPZh6UezD0qm5liJcj8YxTdcbZ3FTa4wz2ps+yRwBVHOSYIN5ncCQk0yeaGMYPFTimcgjbTKRHKc4FXbbBCLQE5O00nuT+oqnz6NoORTban0qAZdb4JJHmKmmmktp27RkUnFaDYwmnIBBqY8gqntRgVWitAFFFFAUwKtq+igosIB70m43uHFLEZq3GKFZdEc8x545ptUlISo84pi6hROQOKFBKq1XYr0q5AIHNAASMDirsVUJPfHFVUoEYFQ+gQ2rLXPvOmrrarXMMSZNgyIsZ8f8k8tshC/sVg1xV8ofVl81Bry92GZY/Bs8TTcQJhPICNrrjxSpJX5JQArGPifOu6yoDvXMvywelTusrW5cIIWybhEEF6S2DltaFFbRVjkpJVgiuTURk48HseDeP8AyXHL01X/AMOJ5uiNPxtUxVQLYmTBH51haFeLvac4V3B3D87gcHOPOt0QPk8S4kNE/RPUC5w0lKHVQVYwB3KUYUNp8gSnHNNOn2g5Fht0GDq2A0Llp1JhNPxnSpqVHUCptW09ilR/8g+FbUtkyRFeSmKrbnB5HcVyS1FyUT3P4/7SV++DmXq5oTVk1E1dijzpzzKDl2/vHx1OE8ISlpwI2p9cc1qfTGk7c/r23WqZbZKGFoQmbISVgpd2nxNgClnaD2zXe06JpPUa3f4ShptbYOHFLKCPsrALTp3oqvUq9Mac3XW+yOXExsLSyg91uKzwPhWs6eNpHO9LkhkUX2Y9aOmKmun8jVNllyZEdh1xpvxkbktgKCfEUAQVJSCVEeYBFcz6PtmqL1qCa/cJeo0Q4UxtCGWXUoDoK+VBJKgdvc57jA8q9HoVigad0kNLwkBuE0z4SEJGdxUo5Jzz5itUL0ezYVbLXDYbTvUFEN5znOayW1dnRPHm1D2XwjcfSbqQ1Z9G2jplpxvUzN3tyFbzeLDJcXIZKlLU4y5uS25gKzgOZ2pOEc87s0lPuF0gKkzNRQri2pQCFR4qo5QrJyhaVLUoHHkSFDHI71C6Jt7940FaHINxdgOKitltxse+laeMkZ5HBGD5Gpmx6Vu0C+Sr5c743LdlMoZWhmJ7M2opUT4iglR3KxhOTjgGvTxXR8flW2biLTtZacgXiJYJd2iomzkuuNt+KkbUt8q3ZOR9NI+6nNxnxYUF+5zJKGocZpUh14q91LaQSVfEAAn7MedQ9x6eWCdrK3awetrKn4UGbDU0phCg97U5HcUpSjyVJVFAB9HDU5NhxZsN23yGWnIzrRZdZKMp8MgjYU9sEEj7a0MzFosTUOqIbFyuV1lWaHI/Oot8PDTxSewedOVBRGM+GUYzjJxmpe0WRmzMuR2Zc59C1bx7XKXIUnPGErWSr7CajLU1qawRo9pfYausJnYy1JbfCJCGwAB4qFEA4AwSlXPcpOagYw6iJvyE+JO2KujqnzKaifk5q3peJQGihPjFwspSE5PDiiSAKAlr0wvS9zTqCElKbdOcQ1dGU+6lBVwmSkj9IHAX67s+VZLnKlcg8+Q4+yoHqC8yzpK6hxJUp2OWmkgZKnF+6gD1JUpIHxIqdQhbadjh3KR7hPqU8H+qhMeytU2p9KrVNwJwKF7QbU+goSPfwBxQQSRSrYJVx6UKN8izIJ4p4yzxSLI5Ip/HaAORUNkLsWZaCU+8M0sAAMAYqvccVUdqrH+zUtoq+irUgJkAnkU2kMlRJAp2QSapWE1TBFrj4STjFMJLPFTchBIORxUc8ynmsE3ZrwQEptI7pBNNfDb/AFB91SsxjJyB5U09nPoK0sUjOEgDtV9UwKrXRCLiuTIKKKKuAooqhOKACceVG4Ug89sOM039pOc5FRuRVySH+6rVKANMzKJ4JFJuSORzUkN2h08tOKaL+iaN3iAE0EZFConRVuTux8KuoC7fxjHlVtUPANWb1etAVc8qazIUWfHciTGEOtOpKVJV2+v6/jTgknvVvxqsqaphTlBqUXycrdQOnitKa1uhjXAuwpkdqSy2pGC0rcr3QfPGw+n0vhzgd41KbQ419IlXu4A/x6V0T1pdiyJsaM242Xm2Sh0JOSn6WAf5RrmXqFbHw0oJb3KQQpOPTNeFlSU2kfe+OzvNji8vZp3rj1EuJuirfDkLTLlNgbEHgcef9tQuibZrHp5aHdWWSZIjXWeQ266loK3snnb7x7Zwc021/pJ/Vd9aWiOptTpUFqHBSB55p3cdN6g0tYA3H6iPPMvpACJzLjpaIGMBSSDWsJJRSLaxSyZPrwkbB0p8pPUVybYtLxeVM8TY6p5pBQPtBzj4Vmmh7vqTUWoG7M894smXJ8NrZwFblADA5x5+tcx6QXqxiXMubr9uujTRW4GWhh1IHbaccmu1fkbWMajujGoZcXiAFPgqHKVkYSCfUE9qn4nkkqMMuZaSE8kvw6phaF0xDgxoqbTHKmWgguJBSVEdzwfXNLfwQsqEkx3LiwrH/J3KQEj/AHd+MfDGKmQEgDanAwPtpNXGa9hKkfEylubb9shlWF9tADGorqgD9FbjbifuWg0mbZqFOfC1QpWPoh6E0oD+TtP3EVMFRPBNUqSpjzjGt0LONQWVweSVWx5B+/2g/wBVJKGvdw/zixk+Sg09n7vEwfw+up90neRnj0pNQ3dyfvoTtZAtaXlSZrFx1Hd/yg5GX4rEdpjwYrLnYL2blKWsAqwpSjgnIqfUpSlFSjknzqxWUjgn6qt3q9aDay4rwcYq1P0hVDyc1VP0hQhqhSl2Bxu+NNyTkD1pwz2x680JSbHMflX11KsJxjmo5hCQqpNkcVk/q+SVFiqauq1NXVonZcKKKKkBVh71fVh86yy9ATeHuE+lRz3nT55asFOeDTF7zri3JmqI2T502pzJ86bVYGZ0VTIqtegZBRRRQBVD2qtUPagIyWTuPPlTY7sZ5p++1uJBHNNlNKwRis32ZvsRyfU1TPxqpBBxQltSlZHpU7iBRGQkUqSMdxVnhqHHFWqO04NSnYKdlZPpVqjzwaotxPbBqzePQ1YFxUPNX41Tcn9YffSZOSaEgqOAO/akE5vjol7VxJioIPY0jIfDDalnGUpUUg/pKx2HqfhThMMhPiuK93GeKxOziVqHUkm5yiRGhJEVhsEgZySVkevOKusTmrM3kUWc6taravt41KX5gdmsXV5L6CrloFCChGO491SVAehB86aXqNEnMKSrBWUYz6Gtd9e3ZPRX5Rz148AosGu2mg8MkpRJaIbKvQEIS0r/AGSPqrLLpKQ5FQ4wsp4Bznzx/wD2vndTGePM1JH2mizQnp4uHZr+66XLDrzxaKloyUHbmsI1jGs6reYl3lO4TyEocx+GK2lOvkSNFWqa8lJweT51qHVdle1TMMm3MOlIGCofRP31eG1q7OlavbFwkuTF9GxU/lJEWzLUVOLCQhY7knHPwzXpj8m7QqdD9O45eZ8OTc1mSoEYKUdkA/Hua4D6LWhv/LdA0XFi+0yYDDc+4PAbkMNleAjHkTt/GvQtjWbmnpUe2vMh5h4+C22k48NQSSOfTFehgxq7PB8tq/kjHGv/AE2IpWTwc4pFR5PNQdj1bbL63tjulEhA99hzhYPw9amS4ggjcCa7DwwWobe4pPxNvY5qxxxI93mk949DQslZepW5RUfTNRNxv1utryY8iRvfWkrQwyhTr60juQ2j3sfHFM73cZMu4taZts9MV9xsSZL+RujsElKdoP6ayhwA+QbUfTNs2fpvRNrVNlFuLGKkN+J4anXn3FnCQQgFTiyeBwTntUbo9FldXXAt+XLm8N0fTM8oPILqmWifsKyR9RANAu14Tkq01JxjsH2FH/8Acf10jZ9QvXeWphWn7pDYDfiJky0tIQrkYAR4hdBIJPKBwD8AX6blby40yZbSXX93htlY3KKQSpIHckbSOPMEVJIz/hE80ke1adu7PxQy27+CFOGk2taWELV7Uu5QU9yqdbX4wA+JcbSB9pqZz7xSAfgccK79vw+8VcV+9kgqHmM/2c/jQhqxnb9UaauZAt+obbJJ4AblNqVn6galo7rbpy04lY/ZOag9QR4qrTNkrt8WY40wtbSHmEue8BxnJ5pJOk7EpDbptzcV4pSC5EcXHIVgZxtUMc+Q4oEqMxYJChk9zxUsyQRjIrXMe36q0689Nh3h2+wyoK9ilJT47SQOQy8PeUf+0Jz6+dZfYb3Du8ZuZFWooXuBSoYUhSeFJUPIpJwR/WOaxnzySTdFUSoKGRVaqptAKqO9Uoq3ysFT3qh7VQnFU3fVWc8ilwwIvd/spk8QM5NO3nE5qPkuJPauVdmoyk85xTal3VApNN9yfWtAZnt+NVq0E571dXoGQUUUUAVQjNVooCwtgnJpJ1kAcHvTirCM96hpENIjS1tcyaqEgHIpw4AVciklgA8VmZlp5pq64QrtSzqikcHFMnlKz3onQKqVk5oShxxW1Cc0oxEdeOd4CcZJNOApbCSltAIHOQe/31tjg5spkyKCE0w1DBdIHwpqzJSxJ97Cge2fLnFVcel+M345SEKWOEnnGPOm01ppcotNI4SAScnzPFduHHFXE8/Nlllkmn0X6luCm4HsjThbceynKO6R60aWtjdttwZ3LU4T4jhWcnJ+NN2I4m3hxa/eQg7MH0FIxtSMx79MiynAhpTCnGyRjJQffHx4IPFaTjtx7I/9smF5JGnvlX9EYPVbScWM5PagTId0akxpBSfcbOA+CR6pAx/sgVz/AKx1do+3Lhac0wzIWmAwYzzqipwkN4AWsj6O7JOT6V0l1TnXXV0kW2DOVFiJbKHHsZSlHnwP0iO2a546r9W+nXQLR1yiWKze3pCFIuT6Wy4V+6QEqPO05I9P6q+c1WSOrltXaPt/F4lpsCc/ZrC66hiTJbUdx9KG1H6JVn7aa6q1tA0hbFPMPIckFJ8NoHgehPwrS8rWCNRMQ7vbUOITKCXWWVqO5O7sgeuK3b086KzNQx0ap14EhthaUxrZ4mXnXMZHi+TaMY7kHmubHo5bqOzNqo4uWbq+Rz00XYNPSuoOo45TqLV7hnvlwfnG4oJSyg57cDdj1Nbc1i8/JLqoWPaY7gebHcKKfIisO1T1Gvdp1Lb5ml4EabYHkIiKAT4Z8UYBUhXYjCk8duKmNIa5s99vPgyIU9l51bjQ8VCdpx3wR/ZXsQgo9HyuSTyScpdj+031m6pjX5ta4k6IQmSEcYIwO3oa3nZZLNyt7MgKyraAv68c1oBm3C16mMmO2VQJilMuoPY57VuDQzUhiK/aHXCHIywtPxbIyPwxXbp8UckG5HLnbiltMsk293/SRz4qSOAO+aYqUUKKXElJHlUhA2NjaHFFSiT386cSbfHkN4cylwDhX9tZzwtMyxZndM5x6xaZ1LfGNXzNN3+TAvlq8G5wfDOA7D9nQktH6nWn1D03H9Y1hXyb+uo6gRJek+oDseQ8yFKWl9CVt5SOVEKB8vuroLW+n7lhy42tTQuMeG8ztcz4b8dSVFSFD1HcK8jx61wN0BukOzdboFtajeCXpexaio7s7wAnNeVqrxy+p9F49/Lp5qXSs3rD6xaj0B1cm6JnyGbhZpH522vsEhIbUMgAAAcAEdqz/TOnJmkND3fqJe5z16vcc3Gbb2nUBDSNy3gyEtthPvObk+ZIKlEYrTfXxU3UHXyG3a1pAtcZDLpPA3ED08+a6n07b/C0zbYFwbQ94bDe5LiQpJUkDBweDjFTiyzlqJQb4pDWQjHT45JcvsxfphcLg5frixdHr0mU/a4Et9m4suttNyi7IDnhFwbSkZYTwTwhJPJNTF16hSY1ogyrdZxLmXGbIjR44fCCtLPjqVyR3UmOrHllSfWsgMFh67R7wvxPaYsd6KgBfuqbcU2ogjt3aQc9xjjGTllF03b4jFlQVvOO2JC0x1rI/OuqRtK1EcgnfnjtvOB2rtPKFoV8XPusZtDaPYZtuExpWzk5UgEfEYX96VUycveoJGoZ9lEuJZvBcQIntLC3VzGy2hRcQQoIxuKk7c7htye4qljsV0tty3SJjTsGGy6xBwFB5La3AvasnyTjaMeXfByKX1Cma9+aVp1u7wVI/ONtPJTJSvPBQlza2fr8RCuOM9qAn7O5dWo4Rd3oj0jcobmEFKSkdsg9j8KtkKNhvDd2iFSolwUiLKb4/wBKOG3R+0onYT55GaitIzbuqE+i5xZDTbDxRHMoJDymto27tpIzkkA5yQnJ5qbnRWrrbZFtdWUJktqaCwcFCiPdUD5EKwQfWsZAyyK+NpBUkkY7H4d/vyPspwl1JGc1iGmry7cbJb5zw2PyYrbryMfRcIwofYoKqcakk4BNZAlC4nyqgcPnimfjj0oMjPeqybRaKseb0nuabuuhBOFUit/Ccimzr+Ugms2k+y1IuW4Fc7qaOrxnBzVXXUp4Apm6/jOKUiRN9RIJpvuV61R6Rweabe0GpBsBp1KxnNKVBRJpHBNSbEtKuDmt0mjIdggVdSYIUMirt3wrWLQK5xRkVQnNUqzkkC7OatqoOKsUsJ703xDG0ggHn1pssgnilZC0q7HzzTUvJBxjNU7Mi15QPGeaIcQPOHxUEoRyPjSLjgKycU+YeSwyErOCMAk9snyrSEWUnwKTnFNMF5sZ8EbynzIFMHZKXEBbY911O5PHBzzV026NRThYUpRIG3bnv5H4Visy6SLVMlWVKUub0LmQElXCmxjxGx8U98ftV3YISXaOXL919SWElgSUNLeQFqwAnPOcVdMlphsyZ7g7Lyn4rxgCoizSkXicy/GClBKHFkHGRhQSP66tvUoyrq1bIygtuJha8dlOk8fdXcoXPYzipol7a83b4SVKO5+WkkH0T6/jWJX9iOWXXFPFpxhXiJUO+DwRUoJSXb6mK2vKGGiyB9XP/Gtb9Y76bTY35DTiw5sUDt8/IfjWOpmtNp55D0NBp5Z9RCNezX3ULWsu6XUaE0rJUZDyVLkOpOdqUjJz9QBNYj1C6cXTSulmp/T3RTGso98b/JF2tcqV4ZcQ8gbnytQIwCnlOPMHyrI+jGlpVmu8nV99S2WJbRCfEGVOlSCFH8anb51CdemL0l05tq5k5nJUpH+jjpP0lOL7Ac4+2vltHmjCPyVcmfV6+E96xJ1FHPnTf5IDGkYFn1H1N1E2q+wX2pYttuwuMlTbgKWlLV7x93jPbitj3O33DUFydkynWmYqElCI7I4CvU/rVfqfXFj6eSG4V8vDd11DLwPDWoBpkHnYn4ehNZPpm5t65YYujFubiNoOBtTgKwOTxxXbikpytGOswT+NZHLrolokJmNAt0MNAIZSOFdqmrLYWRIafaYZCkulw+uSaYuoUUspx9Hg1lVgb2qG7z5Fb03wjybrlko7Y25b7sNxKQp0B1pR8lf4FZLpkrLSfEUG5UIFl/PGWfL7qYOtLcQ2+k4U0oc/CpK6QvaYq7g2nGWSzJSnjc0pOD9uK78UXGLbOPI1uV9Dm1apsVwlvWyHdkl8AlKSCneM4yM1N22eXWnXXHlEB0oB+qvN7X/VrXnRzqfN0hfpaZbMR/xIErspbKjuQoHzxwk12X0o6vafv+nIRnT2hLWjxHvDO5BOPL4881itVGb2zO7N4/4cay4uUzY2urpEt+hr1en1DZCgvvtrzyFBBA/EmuAuhy7Hctf+0s2hUqalfiNutt58E7s5J8uea616saggas01M0BaJJW3MZUidIR7vgtnHbPwrTP8NekXyedOohWp5mMFbgsg75D6sZyT3OfSvN1kouXB6XiscsOJpLsyqfoq2QdXHVV1dC3pr6XJC9uQgDGCfurdFuutruLAet0tl1sqKBsI7jyx61w8x8oPVnU+c6rTdsaTbQ4ApwkhewKHOD511Pov8naiszMqU1tnpQGzIbyw8R3wpSMbh8DxXJpsmNZWqps21+lyfHFrmhS76ohmRf5l6vj0WJZnwwYUeU3EcS0lAJkrcUsbke+rbkpCSDWX6cefXbI3jiZuGQlctSS4pBI5KkfSSfWsYv8Aoz8sQ3Yk1uLeob7K46mprSUykIWnCvDkoTwPROzP7VSydQW2NKQ9eva7Ype1BMlxKWCnIyAr6AWewO4HOPdr1DxRqLrqK7Sr1MhOmJFskr2SPFLSHEzdjSHXlleM5y5sBHbwzWXR3m3WkuoGErSlYxwDlIPby74+zPnWCJs2q4EWfabZcLa5BujsmQJUkONSGPaFKWshIBS8QpR2qyngCstiODwUMttrQhoeGkKbKBgdikHyPf6yaAYuar8S6y7TZYC7i7bNpmFC9iWSvlLYyOVEHPFTluujM6MzOiuFTbiQtOeSDnsfTmsKg6WublyvN+lXq6W56dOISI0hISWG0IQ1woKxnYo5GPpDtT54NeyDSFpdfKkspalyEqythKshRKwAPEIJwO4PJxUPoGSaTfCtPw1tj3HEKdbP/VrWpaB/JUD9tTzD+MZ4qDjOtNNpaabS2hACEoSMBKR2AHkPhTlEkbayknQJlUpOD71URI57+VRfi/EVVL205yKzaLxaRLe0fGrFvnOfKo72gUKkBScA1BYcvLGSoc4pmp45NJrkD6Oe9NXH9ueaAJLgVnJptvT60lIezk7qbeMf1qAyuNJ5HIqViP7jyax9k7Rn0qQjP4PpWr5MjJ47qfD7+frSvip/wahGZRGBvOPrpz7T+3Wck10CS8VP+DVqnwnGMVH+0H9arVyDx7xpGLa5BI+0D4U3feGe9M/HP6xpF6QfU1baBR94A96Q8RIBVmmrr5J5zVniZ88VdOim0dIV4ryGx+krBp5cY7ag4p3/AEbwAcJ+HY/XmmMIEkutjJQfxqVccbktZKglI711Y17MsypGIv3wWqY3ab4QkrGGH1nCXk+WT5GsR6gXApU3Cilxc9tKp9qcyB+eb+kxkdwtB4+qtgX23WS+wHbTcCh1twYAI94HyKfjWnNS6bvtkUmG+69PhsOh2PIT/poah2V+2nHB+uvSwtSVHLBqjItD35LEWfd2F8PsoMVJ7ZdIWpJHqk8fZUrZQpgSp7ywSwFPLUf0lkHA+rNa+ss9SYM1CUhjbKSoNg8Dc2DkfskngVmD09qHbF6dJKp3gJly1/qBXCUZ9PPFdmVwxLd7fBTHi3SsU0rK8W6vz3FH3WFrIPrWE6tbZvMdb04JMdKyo57cGspsjiW7Xc5ScAr2MpUO4yfL7M1gN1jXW/R5NlgvIjtKCvzh8s14vnsm1KPpnt+ChcpS/DUurNeXrVGqm9G6FZSp5vDLjm/DbCScE+XI71vO16Xs+h7AxbNPsuSlvxke0yEt7i86RnxFnHAzkeg+6tcW7RWkumzTtyu06O448d7rpPvLI5xnuaiH+tGqtVF+0aDtSCwkqaVM8TKW0Y5UcYzjjjvnFfO6fN8XCR72pj8klL2MNU/Jq0ZeNQSNX621FOa8Q+KqDDdGxSye4UsKOT5gfhW49KWeHZrQqNAYLUVhLbbDRGMADIz8Tnmoay6Pg2tEeffb07fNQOMtlYccBiw3VDKtrflgnHPNZyIzTCGbc2sqW4Sp1X7WBzXvaLTS2759nh+R1stRJRjwl2QrqE4ShQAUDzWQ2tAT4ZFQkoJ8YnAzvV/XUxBc8Mt896vDDLcjhlkTVGXw9qm1tq/S7fXT+2zksq8NwjaPdWPh51AmemOps/bTpDyVOB9vGHeTnsD513qPFMwk3Vfpi/VTonoHqjBeter7MzJX4S/YJzWEyI6iMgoX3JB8jkGuMY0rWHydrw3C1BFW/YrijMG5BGW3G9xGSoHCVjjIPwrua7amXbSIa4aVsu8NPeIQUE9/qrQDqbZ1Cd1h0v1Myh23XTUH5Nhs4AUwFoStTjfoUhwHI9K83UQhu+p6Gkzz0/8AaNUX7qNH1KpubaNZ+BOZBDSWVHP+yrghQNaYe0jqHV+tPaNST3HT4xys8jH1VDat0VdugfV9216m9omWCNLWlmQ1w3IbBO0g+ucAj4UlD6psG8L9jdVmQrIVk5APkPQ4rzc0H7Pew5Fk+y9nR1q150y6MWdq2XMNLWkb8tMlThV9lba6L9ZLJ1KltOadZfbbztJWgpz9hriHWspi8PoeWsqJQO5zXSfyM7WuEUrSslC9yxz9HnFctRjNSNMsm4Ozsbx14yn3cfhVxeQ5lC0pUlQwQQDn76a+MjHuqyPWqocSSK9bt2fNsQOn7akqXb1SLcSclUJezB9dv0T9oNJqh6ia5j6jjOpHZUqECv7S2tsf+X7af7gnmq7grzqSBmm2XOXtXdL8tSQOWYSAwhY/aVla/sCgKfw2okBoR4bCGmkkkISeMnufif2jz8aTyEg44+qk/GoCQQ8CSc/jSgkYGM/jUX45HY0eKo87z99Q1YJkSePL76r7T9X31DpkqyPfNX+0H9aspRBK+0/V99HtP1ffUX7R7p96rUyeOV1XaWUqH65OfeyKQcfB8+9NlvjaeaZrknP0jUbWTuHT7qQO9NvGHr+NNpEg+ppt45/WNTtG4zdt47TzTpl1RHFQ7TmU43U7bd2JzuzVyhMJfJHBpRMnGBmolEnjz70oHuxyahqwTHtPxo9p+NRYkZOOau8X4miVAkvafjSSnjg80y8X4mqF3Ixk1fbwBwpwqGCaScIByaRUvaM7qReeAGSogetUBltmjpTAbWRype/7KvciYcK2HBlXdPkats73/oiM4Buyk/1mr3npo92Kwjn9JXAFdcLSVHJkk5cEbcoagz4ymUpKD9LgVil3mvtoKXW07z9DIzxz5+lTd8U2plbl6uobaTyoNjPH1Vrm+6+QjfE0rG9ocQCQZQ2pUPPHHNenp6grkcrxN9GCP6zZa1ROjXaJGiv2rwnXksnah0EnYvB8iMHjtmk9H6yTqVrU+oHHTiXPajsnOQG2w4Tj7SPvrT3WzVMpb7V7kNpjz5YXHeCE4CkoG1IP1bx/JqW6PTX3mrZpJkZ3KEiR8Nx7k/VWOXI80kl1Z1wgoK0dCyXxb9PW2Jja7IUqQ6PsGP661Xq/UUm1wnFMSPBcVuAPqSaz28XNmVIfebX4jURAj7h9H3c8D4+taT1tLjSnn5zjilx4TanNnlv8q8Hy2pWfKoR9Hu+Lxy08HKfs1rcYF66i9RYthu1wcXbIwQ9LaDhCdmQVA/WM1vG0NwpL0XTej7ShuLFHjONsICQEggBSscckjknNc89Kr7Nlavuc/cpbkpDhSke8SQDgYrpnQdjvmlLCtUCbDXcpZ8aUHfpJSAShCT9RP9lZaHSPNmX4a+R1SxYrj2bNZsxjR3lLtyEOSXw+p1Gw+7x7pOc+We1XRmnDMfnPtlII909/xptCaugaVcLlLcWhIHubNuTj7j+FXI1DDUsRUPKW4Vb1DAwlPxx2r6yKjGz5ZSmyNntALWB3GDTpx4NJjLz51HOO+1yJDravdwn7MUSpB2MIJHuKAznvTYjRSbJa43F3w0qHdJxVlt1U0ysxJKgEOE4J/RPrUXdJOxO1J3D6RPpWFX65uR3ApsDg5z65rmyya4NIwU3ybD1Be4E2K6x4iFBKcbh5DzP3VzRpXVTUv5VEu3tyWd1ulpmrb8TBCvBSSo/aB99Z87qVAhrdC0haeO+efU1o7VDFo6GdT4vVmXbXpdr1ukOSJLCgZMYhCN7YCuMFOw588H0rzm7fJ0JUdbWzp1pbXtiuNp1nYIN1izZTymkSm87UlR95JxlJ9CDXA3yl/k6t9Duobi7LHdFhuI9ptzpJIbT/ANFu/WSQRz3Brs7Rnyl9E6jhRvyTZLswy2kBLjiEfaSEqPc81CfKx0ZfeqfQ663nQeL5c7Ni5RYRylWxJ2uIAwcq8MqIHmfStcuOEsaUf9i+nzy087Z59G5vPvIbW9yPdFde9DtZ2np1pB3UF3kM7IsVT7u3GQhIyU57biO3xrzna6qpiPpavFqdakMqKXQ0eUnjghQGD3FZ6rqDrXrpItnTPpzYJMG3rUgSnkKyVA8KU4rsAM1488TT/o9uOojljX6ewWktW2LW+mbbq3Tb4ett1jJlR1DuEkdlehByD8RUuHletYF8nXTloh9O7doezLR7RY4iWUJVhPtBAwrA8zuyazJ1D0dSm5CFtuJ4KSOQfjXdilvjuTPFywnjm4SVD/2kbQM0B8nsajPF+Jq5L+0Y5rQoSBkdxmrPGV60wL3c5NW+0/XQEgZBHc1T2n41HKf3eZqwyMHHNASvjnGc1T2nPnUf7RkY5qgex5moasEiJQPnSapPvHmo8vbATmkjJyc81G1AlFPnaORxTVyUArk0yMlQGSSaQde3HOTTagP3JQKeDSHtPxpiqRgbeaT8X4mm1Az9hwHgedOfHTjb5iomO+c05Dm49qoCQQ8nH20oH/LNRyHClWKX8X9kUA/QshQJPFKeMmo5LxKsE4FKeKB2INAPfGTR4yaZeMo9k0B455FFYHinUkUm1/nDyWR3UofYB3NNHXlckCpbS7LCi9OlvJbbR7nvY5+rNaxirIk6RksT2xLKWY6AEJHu8eVWXVUlbXJW2T+iOQadG6xUM/5uh7AHB2HGKh5cyRLaWwiQ6hSle6tIT2+II4NdOJO7Xo5clGMX95rYWFoUl0nBSRkfXmsJ1CphUVSXEALj+82oDtS+rNaM2CZ7NepEjwwsjxfya+tIx+0gEVjc3WuhdSZtWn9QOOTHUZUgsLBJ5yCCAcdvhXouUZY22Zw3OVI5R666ys961pHs1rll8RH/AM+UZP5xSgVoHxBGPsrcXTbS0mDDbmy1eyRZSgp1zkOvoI4QjPIb9T3zx2pxpvohoLS14d1K9DM+4vL8cmSdzbbhOSpA/WyTkqqW1rrCNCaLDSEvOrThKEq8/KvmtV5JY3twn0Oi8a5U8plV+utqTDLTLjcdCUkJRkY2gDFcyda9f2222p6y2qUhMuUTvUkg+5jGMeuaT6javvdvtK5CpXgLKTtRkD7OaxbpJ03TdLsNda6SqQSoORIz43JUrPClDzSPT157V52HA88952arKsC2GZ/Jc6bX5Tj+s7pGfYjKaKYiZCNqpCz3WkHskd8nvW9HrjOiTBHS3hZBSE8Adu+fs/Gr4WqokJhDLzydgCAWzgJSM8Y8vqrJm41puMVNwajtTD327hgeffyr6rQ44xX14PnNZqPkatcEhdtRXWTCdiS4smOlLYGHBhPYdj2xTOCYFstqpAQlLj6gSoqz5edK3J5y5LT7dqDxmUbB4bbSQBj9AKBJNYZq7UUSdOFuhxXA3HPvLyUgH0J862yvbNoxjclaJuLcAW3ClXuuYIUeMiqqloKkgknn1rDm7o+8sIcVgI+jtPH2VLRn1LAHJNTDNulRdxSXRMTp6UsOZVyoYFYNqWU+La68hpbi2k4KRjkY4rILogtR1PrdKQhOee1ae1rrlUFxRhv+IXUlBHYDHnXNqW74LY1yYpL1LKfeXamHlB2Q8ltP+0pQAH31nfyrNFP6p6ToFsaK3LE62+lKRlQa2FCwPqSoH/drT+knHLp1BssVfvF25MrV55O8GuvnVsSmXI77SHWnwUuNqAKVpKcFJ+BrjNjgnpbr6dotl6PDeclPyTtabcTtSj7q37oP/KjqwFc/Vsy22p4hT0eE4W0qHmFHg4x3p7rLoT0v0zaL1rEu3SEttlTrbcd0FLKycIKRtOfe4xWnz1GvZs38FbDfpftTTSfb5KnCoM5/R+KsHjHHrUp82Q0n2QHylun/AE3Oql/wdhQpLbbTYlFtsbRICfezjzpL5PFzs+lJrtrhwmWGpPKwkAbj8alNZ6Ca0xouzzHVPKm3ptc98u/SwVKSknzyQnPPrWsdOXEWu8NrK9mFenxrh1i3NpHq6GKVSO79L6vm2CYJEZ4hs+97qux+FdAxNXxNcWBx50IN0iJSsPebrOQDn1OTXE+iNWR58dCVyN5cG0+eK3T0u1OqNdxBJypYU3gngpUkgD68kV52lyvBmWO+Gehr8KzYXk9o24h4KSFeoyKEvA5+umDbhThClYwPM9qot7acJOa96qPmx6p/kgGrd6vWmQkDIzzzyKxbqLqW5WC3W2daXF7mp7apTSG9yno6EFbiE5/SKQoD44oDNt6vWqEk8mtYaW6iT5rtyfWhy6JuFyCLJHYKWyYvsyHAreTjaQFuZPktIqRZ6rWiU8CzAnex7o6HJZCUoaW99BBGdxIPBwO5HqKAz4rUBnParPaPjWubT1r0pe57MWE4dklYDbiZLT6EI2LUFObD7hUptScKwQVpHcisQn9StWtXJbsNzZBQl+X4byAVlqRCbdhg45H55wj14ApQN5uSPd7038ZZ5B4rVrPXXSMVp6NOntPOW5lxLzoktnxHmXA06FNg7m/zhwCrjg1SL1XhztUWeFBkIfbuMeayiMy+0948pp6NgodSSgoCHSrI4wT6VNMG0jIyO9ILkZzz2rHbjqdUO7N2SNCflyi37Q94a0JTHZ3YClbvpEkHgcnBrHZfU+BFitzXLTOAlmOIKELQoyg/Kajtqzn82Ct5CiFc7SD2IqAZ27LUMkGkfbl/rD7qxKw62RqJ1TSbXJi/mlOp8dSSVhLxZd+j2w4Dg9sEetTXij/p1fyk0BnDGtdKhQH8JrV/TWv3qdt610rk51NaR9c5r96vnk3H1oJz5CqqNA+h9Os9KlW7+FNnx/39r96lk6z0oSP/AFps/wDTmv3q+doHHkKpmrA+i46x0iBn+FVn/p7X71WnWekv0dU2f+nNfvV86m8j/wD2q+If8ZqrVsH0Wo1npXbxqiz/ANPa/eq1WsdLAFX8KLPgc/8Av7X71fOmVE0bjVkD6J1620mUkDVNo/pzX71ZNpXWWkYkcyJ2qLIlpZ3J/wA9aUpX1e9XzZBWDnFVDhHASMfEZ/rqU6ZDSkqZ9L8zqjo9hh+SxdbQUoRk+LdGE/huzWH3TrrZnI5atd1sccqGCpU5tSh9RzXzohzByAR9verdx/waSbf+rEYQj2j33n6q0fLSoG72objkk3BCisnuTlXrUSdR6MtqVOM3e2MgAlRbltnd9oOa8Ht6vU1Xeft9cmuXNhyZuHN0duDUwwLiB7Rap6r2lrdGh3yCtSicESEf21hNy1xpu3Q3btdLvDdeSncn/OEnB9MA15J+Ir1/Cq+MvGMjH1DP31zLxkE73HX/AC0vUTvC+a6jasva7jKnsCIyvKGVOD3vT+qs00xrNy7ymmFahiIaQAAhclCQkeQAJFebO715NG45yOK7scFjVI87NmeaW5nrpbn7TIktMPashkEjfmUjGPLHNbJg6i0tpqB4EXU8ENqQVLK5aT72PLn668RPGV2wn+SKoF8521vjnsdmEoqSpnvjbtVdMrswXIF6szMl1oKLhmp4JSMcFWAax65s2CKMs6ktUgK5VmYyCSe/Y14XlxRo8Q+YyfrrqnqYzjyuTOGNwfZ7RXTUlltSitq921QX5iSg7fxpKB1Es4cwu+27H/eUD/jXjFv5ztFHiK8sfyRXNvro1PaHV+pbffbPst+q4LBbyVJTMbBVx9daG1BNhMOEyrzCcxkHEptRz99ebHjL/Z/kirSvdyRj6uKrKbl2D0u6TyLKrqHBmv3SGhqKVvbi8n6QScefrXSTWrdOlOBfoHGP/mE+n114gbz6Y+omqbj/AINVB7dXW7aMvltk2m7Xi3vRpTZbcR7SjlJ8u/21yl1HgaK6ca7Ta9LKYNtcDUl1xUwOl1xRAxkHjFeeW8+n4mqqcKiDjGPiaA9J+uOpLU8LTbmrtFcahwvCQUyULBGcj6JPrXOrs2IJpUJTfB45rmIuKPmfvo8Q+n41lPEsj5OmGpeNUujt3Q2tIdtkoW5OaAQc4UvANdI9PtZWP+EEGUL1BSN6CrMlvOM+ma8kfEV6n76N59M/bXK9DHcpJ0dL8i9m3ae8B1hpk++dR23J4x7SjyJ+NU/hjpj/APIrb/SUf214QFef0fxNU3n0/E13JNKmec3udnu8NX6Z3ZOo7bjP/wBSj+2mFxvOlLmIa39T29LkNwuo2yUYKtik5PPPevDDefT8TRvPp+JqSD26uTWjpEpc+26uiW6T7UmSy40+yoMgMJZ2JQr3cbE4pFu2dPWoBtidTxlR1OxHylUtvlcdQUknB8ykZ+s14mb/ANkfeaN/7I+8/wBtAez+oIlpc0vJ07D1eq4IkqYZYC5MRIgJS6FJcyAlSg2Ak595R2fGn9ztXTu6KluPahiIM1iEwsJmIwlMV3xGwOfXg/DA8q8UfEx2SBxgjuKpu/ZH41aM3HoHtWuBpEGZEa1+pq3yn3ZTcdMiP/m7y3w8VpJSTnfuIBOOaRmwdJXN6LOueukv3GI0401N8dhLjRU607vSEgDcFtA5+sdjXi1u/ZH40ZH6oq3yyB7VSXtPuT49xj69SzISFNSF+0Mr8dkubw2UqBSnblQSQMgGohdm0aUtIlazD7cR6IuGhchjDDbElEgNjakFXvNpG5WThIrxs3fsj7zRuP8Ag1mD2jt0zSdpeQ7E1DDylt1r3n0dlvF09v2iKe/wosf/AN+t/wDSE14n7j/g0bj/AINAUooooAooooAooooAooooAooooAooooAooooAooooAooooAooooAooooAooooAooooAooooAooooAooooAooooAooooAooooAooooAooooAooooAooooAooooAooooAooooAooooAooooAooooAooooAooooAooooAooooAooooAooooAooooAooooAooooAooooAooooAooooAooooAooooAooooAooooAooooAooooAooooD//Z"