{"id":76830,"date":"2022-01-01T03:13:16","date_gmt":"2022-01-01T00:13:16","guid":{"rendered":"https:\/\/gibq-eg.com\/?p=76830"},"modified":"2022-09-25T16:39:46","modified_gmt":"2022-09-25T13:39:46","slug":"shares-of-live-ventures-inc","status":"publish","type":"post","link":"https:\/\/gibq-eg.com\/?p=76830","title":{"rendered":"Shares of Live Ventures Inc."},"content":{"rendered":"<p>MarketBeat empowers individual investors to make better trading decisions by providing real-time financial data and objective market analysis. Whether you\u2019re looking for analyst ratings, corporate buybacks, dividends, earnings, economic reports, financials, insider trades, IPOs, SEC filings or stock splits, MarketBeat <a href=\"https:\/\/dotbig.com\/markets\/stocks\/NVDA\/\">https:\/\/dotbig.com\/markets\/stocks\/NVDA\/<\/a> has the objective information you need to analyze any stock. This online calculator is needed to minimize the loss from the stock market. Many investors do not do averaging after they bought the same stock many times. When buying price is different, this calculator is needed to get the correct average cost per share.<\/p>\n<p>The charts are updated daily, &#8211; be sure to bookmark this page and return often. Shares of Live Ventures Inc. plummeted 48.1% in morning trading, putting them on track for the worst one-day performance in 19 years, after the online marketing services company disclosed <a href=\"https:\/\/dotbig.com\/\">https:\/\/dotbig.com\/<\/a> that the Securities and Exchange &#8230; Traders use the volume-weighted average price, showing the average price traded during the day based on volume and price. It is essential because it provides traders with insight into both the trend and value of the share.<\/p>\n<p>The average price of shares equals the total buying price divided by the total number of shares bought. <a href=\"https:\/\/www.cmcmarkets.com\/en\/learn-forex\/what-is-forex\" rel=\"nofollow\">Forex<\/a> The higher the stock&#8217;s price rises above the average price of your position, the more profit happens.<\/p>\n<ul>\n<li>Some might average into a share by investing an amount of money on the day over a while.<\/li>\n<li>Easy to use calculator for averaging the stock and get profit more from any stock market.<\/li>\n<li>MarketWatch\u2019s daily rundown of major gainers and decliners in the U.S. stock market.<\/li>\n<li>Receive information of your transactions directly from exchange on your mobile\/email at the end of the day.<\/li>\n<li>These are the largest 250 public companies on the NYSE and NASDAQ by market capitalization.<\/li>\n<li>View a list of the largest companies on each of the major stock exchanges.<\/li>\n<\/ul>\n<p>However, our mission is to help those part-time investors by providing easy to use tools and education to make understanding those numbers easier. Our mission is to <a href=\"https:\/\/finviz.com\/forex.ashx\" rel=\"nofollow\">Forex<\/a> support those investors who are passionate about understanding the fundamentals, and helping those investors who strive to learn and improve their mental models.<\/p>\n<h2>Here Is How The Atm Bull Put Spread Works As Handy Bargain Hunter In Market Corre<\/h2>\n<p>It should be specifically noted that any person who chooses to participate in any transaction pursuant to such communications , does so entirely at their own risk. Now keep abreast with the happenings of the stock market on your Android Phone. We firmly believe <a href=\"https:\/\/dotbig.com\/markets\/stocks\/NVDA\/\">https:\/\/dotbig.com\/markets\/stocks\/NVDA\/<\/a> that understanding the intrinsic value of a stock is very important, primarily for the long-term investor. The central bank raised its benchmark interest rate by another 0.75 percentage points on Wednesday, marking the third consecutive hike of that size.<\/p>\n<p>Volume-Weighted Average Price is calculated by totaling the money traded for every transaction and dividing it by the total shares <a href=\"https:\/\/dotbig.com\/\">dotbig broker<\/a> traded. The weighted average price can be used when shares of the same stock are acquired in multiple transactions over time.<\/p>\n<h3>Stock Market News<\/h3>\n<p>Dividend payments are not considered when calculating the index. In cases where there is a series of prices, it is helpful to calculate the average cost using the Average Down Calculator to reduce  the range of prices to a single price. This might lead you to believe that the best path to stock market investing success is to try to guess which way the market is going, and bet accordingly.<\/p>\n<p><img class='aligncenter' style='margin-left:auto;margin-right:auto' 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jeJ8egV5\/PhHkcX\/DBD7rmuGVTbzNTA7+ADjlc4p3ku6nkSy+M1BTzVKa0oq3rztyHdpxmepZro8p+sUyTCnQ5a4zyHoqmUk7UrGy5O4ALAKvhA4qz8tOnbrBkH48sq\/GnsWoabauab6vwZtT02zXFrsWnPJjyXY6FhLbhTuCe+kX6demKs\/LWi2r+n\/wC9lf429jlTUlVHq5eLjhJOW915lcmDBgxTmL7PJ3wlVTgeyDCQ+WS\/CnNcwJ3FN5j4vbz4cWuGl2bIcZyZpLRYCp9cW1GnvKCUPtoAsXErNgT0AV0JsVkC5VdJ8mgOZwV6d26+5Th9+v4cGYOOjhny1VZtEqOd5xm06S7Ekts0OavY62soWncGtpspJFwbY5cHHll578Tp53K4WcwnhYrp1Wq9gsaD8P0PSaO9WKjVH6lmCotgTJClqCALhW1KSetjfvHvHqel9oV9R8rauVfMUKbp9meJTKe3GaRJbfmONlS0yUuL2ISytN1NJLZWrcbKskI7xXHDnlDuGZN+XXK+9+worqfw9uE2V5SDh7ZPuELNsj9jTmk\/hOjGcXGljT\/Um6s1lsPL5PCWDg0UUPKNpzxKTY7zWYdYaaEvxJEdbUGKlFlLcbLa0uBlKkqSgOJJHjuFgD3gpU3SbVhqozKlUdZXXS8eVFQ1A2iKwGyAgHf3yHLOXXckjaolPTETSvKZ6JtA9mybnN8+b3CKi\/zvYQpvlQ8joJ9jtJ8wvejnzWG\/wSrGFOmhyPEw3qzozKGl+d6BX4lWrurFVrcWO0pCoTrakNrWpsJKj7ob97cqygQLgC1rlo03hfrUSg+1+Rrfm0xU0dqkMtxn3WkRgjljmNAuqso8oGyioAqUBZB5eIGmeVJAv7H6J7vQX6\/t\/BjnCU75UfNZJ5GjVIQPNvrbq\/UynGU0vkX9eHM66oGglBpM6syqtmOu19iuwZdOmQ6jISthTUiSt9W0JSCgjeUDaQNoTcEpSQtadaRZP0valoywxKU9NSy29Ilvc10tMp2MtA2ACEJ6AAX6kkk9ccOyfKf6jLFoemWWWT\/hH5DnqUMJUjymWti79myjk1r9lGkL\/wDeGK511M\/r4a0LKOXj3l4q8neUd4jZVxGTlOIP8HSlqP8ArOnCJK4++J+TfZnWnxr\/AGCjxun3aVYm8h+4gWv7B6cGwYqHk8a3FHKUSrVyc38TVPhI9TONF7i+4mJAId1jr3X4Bab\/AAUDDeRP3MeRcNy\/ix7yj6DimKVxLcQMwkv6x5tN\/g1N1H4JGEmXrXrJPBTL1Zzk4D4g12UPUvDeJ+5XIuy2pHnHz4xuPxGRd6Q0gfplgYo1lZzznOuZ2cq\/Jv486qPr\/CWcJb8qRL70mQ4\/fzuLK7\/PibxP3XQvSezHluP+eMw0tq32Sa2n1qwmS9StNoH591Byyx+2VZgf+vFHQbbT71tI+RIx9WHnGG8T90+RdbJ130Ph37Vq\/k1u3jetR\/6+FXJepunWoy5qMhZ1o+YDTtgl+x0pL4Z3327ikm19qrfIcUe2Hox3z5LLqnUVPx00\/wA\/iqVWaw8dzlu0OmtROKTQTSjMb+Us+6hRqXWIrbbrsMxJDq0JWkKQfc21Dqkg+OGPI8oRwpMEhOoUt632OiTD62hjhjyjItxWZi\/c+mfiqMczY8DNbYxsHFlhxirPr5nzuc29j5fHnhRiqJ04+ZbhJ8o7wtsJJazDXpBHmbozov8AdWwjSfKccObF+RT84Sf2FNbT+E6MVUYMdV7bzD4L3PzOm\/SLNvRR9z8yz2d5U\/RRkHsOQM6yT5tzURsfzxwhyvKu5ITfsOj1fd9HOqLDfqCsVvY6G4ddNdJ87aeZgqWflRo9SgV6C5HkuzFNXgMNOSprAQFAKU4wy4lJtfdtAIvjeFtPN47ai0qdC4W2s9mMRYcGk3XhyTf0OgpnlYU3\/IGh5I9L1ft6mMJj3lX8xm\/ZtFaWn0cysuq9TQxBWvukWm+WoOYNQMnz1xqe5X36FTaS1IS4hEptwuLUhZBLkdMYtd7dfmuWvYWO6vKGnE45WgyXsgQ8j1f2HYTVGqqymuIkmKozC7ZanGk9pJS4ZCA2lKW+XYXJks7nlJxcrqnBcdPZ90cjz+0N9weIvcvLTrwJSmeVW1OcJ7DpflhgebmSJDnqIwjS\/Kka9OgiHlPJMf4zEkrI\/wBsMNhjIvC7lN7LlNzFPplckzJUCPW3m8xOLZhp7Ap6SttUchKgZCQ1uuoAK6XNjhOgyeE1OX8s1R+iQhUVtS5VUhrm1Do\/2WUUxlp3mzSXxFS2tKwsg94ruopmJms5BSbxVb2eRlZrPzaUseKrzovfYW5flLOJySTyJGU4t\/MzR1G33bqsJc\/ygvFk4gKczlDhpX70tUOMm\/yFaDhB1Nzjo1LyZRqXp5TaHTXYmYo9VlsR40syA27TYfOSh13cFNIlIlJ2KXcWbKQoFSsPnU3W3RTUHVNFTzbUpNcya45UFNx2ZNWlPRCVoejLSxNAZj3LQZU3HskIdWOoSnGJ5jHTaeNpTR2du0cKzOZmnXMXtx5tr4cRnI44uLaqPiND1RqLrygpQai0yKVEAFSiAlm9gASfQAThHmcZvFDNSQ\/rPXUg\/Yy03+CgYfuUdauHjLmUaRPGWVsZyKpj85+Dl6NHEUyYNRYXHZeQoKWzzJMcgK8Eo8e6EjzLmuvDnlp+BV2cm1RcwyDUn2W6FBbbivdhYYEZCi4VOtFbTqyocpQLu4DooKiniSjWWPTTi+PjwMPFxm0v3Lv1dvjqRw\/r\/wAUlRpztXc1Uz2YLbIkLkIqDzbYaLoaCwUkAp5h2XH6LphsytX9bKspQlapZ5kkC6ga5MNha\/UBfoxNz3Fvk9qOtlOSZ1UiRpazAo8zkIgMxxXEVFCQAFbSWk8kgJIG1J6i4wlwOL6XQ8yQqxT6bX5yI8ymPTZFRqiTNq8eL2wraluIQAsK7WlAFiAhhAN\/NxuSeuM+HN8uvA45TTa3sd08fMgiTnXOk2\/bM5V6Rfx51TfXf51HCa9PnSCVPzX3SfErcUo\/ynHw+rmOqeDexLiitI8wF\/NjHjofqTlds8+WJNv+TZ6VKPion5Tj52p+CPmx7gxKnHVngAHgMe4MGICzDyUYCtNs8j0Vxj8XxzN5bEW1f0\/\/AHtL\/GncdNeSe66c57Horcf+YxzP5bUW1f0\/\/e0v8adx9xkP8ND2H6Nsv\/B4fsK3sGDBjtnfL+fJiWXwU6fH0CoD79exW5quNuqmdU+jMlUH327iyLyXR38FGQ\/0q6iPv17Fb+rfTVnPA9GZ6t+OO4zI6uZ0QsZG0F1G1EgUWqZap0Z2JXqq\/RojrslKAJLLBfWFjxSnlpJCiLEi3jhLh6Q6oT3IjcPIlXX29ovxVKZ5aHWgUArClkJCfdWzckCy0nwN8OfTjiSz7pdlyJljLkOjuRIc9dRbVKYWtfOU5HWeoWLC0YI6AHY66L94EaVW1+ztV4pYfhURpx5ltqZIahqS7NU2I6W3XTvsVpREZQNoSNoVcFSirESjx7775nWW7S4mL0S1ZZpSK5IyFVGYTgfKXHUoQo8lW1wFBVvBFlEApBUlDik3ShZS9E8Keeo7DL9ZrdGgB12OgpS6ZBDapBjynAW7oWmM7tS7tURdadpI6414vFVqoa5S63V57E72GdmSIkdKOU0HX0Op74F9yEh5wBHS6TYk+OGbB1g1OptMg0eDnKY1EpsKoU6MjlMqKI843loKlIKlcw9SSSofoSnGL99+Zr\/1rmOCn8O+enw3Jqsui0yGmOH5j7tSacMJe9hKozqUElMkdqY9xNj7oBfxso5u4X8+ZYr2a6G1UaVNeysQ4uMhbhmymVby0pthtC+qm0BZuvYnelJXvukMifqpqLU2OzT83TXmi2loo2toCwlbSwV7UgrXuYZJcVdZ5aLqIAGPqVqxqbMalsSc+Vxbc9KkSU9tcAdSpbi1BQB63U86f+8V5icbe5wMpx4kiZm4W61l2VFhzM1QKe4aew9I9k4spvdMUzOedZZDbS96G0U6R7oraFWTa+4DCZnHhszLkzT6fqHNzbl6RFhTBHREafUmRIZLiWw+hCwFWKlDulIITc36WxHLmdM2rbaZdzXVlIZSENpVOcIQkIdQAO90ARIfT8jzg8FG+KbmfMlXhmnVHMdUmxFPiUY781x1ovBAQHNilEb9gCd1r7Ra9sSV23HT7hOKSqrk317hlpftrpGSsrVKsNTqzBYfhyqqVKjSJK4bcksBXY2Gm+inbKS++fcwkpuSQo0nhlyWnJic9Sc3TqhDlxasuM09B7InY3FnOQ5SXUuqSq5hXW0eoKglXSxVz3JnV6pobamzalMQ0AG0vOuOhAtYBIJNunTpj4YyrVprnMjZblvuEg7kQ1KN+nnA+IfMMG03YsZJUqqnSB4UMmQKjPjV3URURhg1FEdwvxUKcDchbUR6xUbtuJQFEDx5iLKF07tObpJotU2IXsbVFQA8yZUeK7meAzIm\/kGnKCTKcQWmBvelqIW2SVMuJTa6QmEImmGf3wBA08zA4D1HJpLxv8yMLEfQ3WmXYx9Js4LB8D7CyAP5UYO8aUKnetB0al6f6OZdyrUXMj5zdrFWhJjPR5K6mwpqal2ZNZUhMZLYWgoajx3Sd6iA8LgAgl21Ck6DVCmwEO1\/J0SDPnNtU9qPEbamMxhAeSHZ0ppfaUKEotFxLyNhO0tKKNwxHTHDbxASbcnRzNqr+mmOJ9YGFSLwk8Sku3L0bzEm\/ncZSj8JQxGqprmWLcZJqJI6H+E2gNUiM3Iy9PmU1POW46iouw3pJjUkOKecZQX1o5iaoptA7ocsCkINimVrOfCwm9Qh0WnVKpIqNVnla4FTQiXz2pqmGnWtqW0toeMHby1J7pNwjavCFG4IuKGVbZpXLRf7LMjI9bmFiL5P7ijkgFeRYbAP2WsRB\/IHCcalWXAsd+OkfgeVHPHCyqpQZVPydG9jRVW5dUhexDyn30FTBIjvLdHKYSA+CyoHf4fogtMPam1TKdZzrPqOSacxBo7qGAywxDTEbC0soS4UtJJCAXAs2Fh1vtTfaJ2j+Tm4lXrcym5fY\/bKsk\/gg4VI3k0OIJ2xfqmUWPiNQdUf5GsS7SVCbk3wOTMd8+Sv6u6iJ+KnH+fwymfJha1OW52cspNf96+r\/wBvHR\/Bxw45m4bsxZmomZ6\/Taq9XoMaW0qClwJbS04tJCt4FySseHoxYppm8LDlGabRxD5RwW4rcxfufTfxVGOZcWia98DEniT1wzXntvUVqgtxVwqaY5pxkKUUQmF793MT48y1viw14nklKMLGdrdNV6Q1Q0D+UvHHzea2ZmcbHlOKs3zR8xndj5vHzM8SEbNviiuPBizKP5JvT1Nu1atZic9PLgsI9ZOFSN5KbRhu3atQM4vH9KqMgfzRxwf0bNcl7zgWwM6+C95VwfDEop0uyJ2SKp\/O8ftbsdxxwOTYzKWykElVlEqsLNkI984HhsuUKvYTH8lpw+N259fzi98s5pPqawqw\/Jk8MkaxejZnk2+yVYgH7lIxzYexsdJ727735HYwvR\/NRdZbr8X5FZMhzLtThwsv1DOVWdg0liSzATIlhceI4qSkqU01tOxtaSpRSkgqUNxV+hO7U6LpNEytNmIqzjlXMKO\/CixqgXVKcU732yrk7QsN33bgEpIG3f57Q4vk6eFWNbfkmfIt9lq8j+hQwsxOAzhPiWtpJFeI87tQlq\/93HL\/AEfGerjXx8jmjsDMK8nF+98KcioKe3kBU5lqHKqjMMT5oeebbD7nZd35FKELLYJ29FXUD4np0Thcor2jgoHZqs1VF1RMiehDxbUjey4hCYyl7VKShTagtXdCuqrHcBi3ePwYcLca3L0WoCrfZEuOfhLOFONwp8NsS3J0Syh0+HTG1\/hA4sdi4kXXeXuNL0fxk670fcym6jq0dZn1mJXjXpEBpUgUp+OpDbz1khLK3CRZKSbrKAm9jbd0ud96r6Ee2FxTeXKwqjppDrLDYWou+yHMUUOrIeTvTtITcFNuhKFkWNy0fh60JiW7Po9k9FvC1GY\/q4VomkmlcGxh6a5WZt4bKRHH\/oxyR2NKirJf8fucsfR+XGa\/49a8ylsZm0Yby9JgwNMamqpSKghaZTshbhaggN7mgS7tUpRC+8G0KHwyFbUZo2askxKLHpeXtG5r85pbocqbzrnPfQVoKLgBSUEBB95YjeoblDF2kfKWVIduyZZpLFvDlwm0+pOFFmLGji0eO00P0iAn1Y3\/AEZf6\/8AqvP8nJHYLX\/0X\/FeZRfVUVmu01qnUTQ2VFsret5uAt1xwhTZSNyGUKCQlC0WBBUHCVFSgFF2ShqNW2kop3DFODgbSyh32vKcUGhHLPLumKiySFElIsnz23d\/F1ONF6s05h5yOt5RcZIS4lDS17SQFAGwPWxB\/hxyR2Vu2WI9a6Iq2BGrf6j0potClbNelmu2d0xWoXD5mOAiM8+8kRsvlgWcDY5YQyy02htPLuEhA7zjiiSVHCbE4T+JSaQI+iebOvw4CkfhWxducwU4eCJqv2MF8+pGPk5hi\/oYNTV8lPeHrSMYWw8DjJ\/DyLL0ewcSW9iTk34eRTLE4IeKeZbl6PVZu\/2V1lv8JYwsxPJ88WEy1tNW2b\/ZqtDR63cXAiuqV+Z0SqK+VgJ\/CUMeorS+1RosmkzI3a3C02twtFO4IUux2rJHRB82NrYmWXF+9eRpejuUXGXvXkVJseTb4qXrb8sUVj9srTH\/AKScKMbyY\/E08RzkZUj3+HVlG33LZxbdgxpbGyvX3ml6P5Nc\/eco8BuiebuH+JnnT\/O0invVNcqBU90B1TjQadbcQkblJSd12lX6ecY4o8tv9d\/T\/wDe2v8AGncWl5b+u\/nf9zKJ65mKtfLcD6runx\/W45+NOY9HCw44UFCOiPWwMKOBhrDhoitvBgwY5DmL9fJZq3cE+R\/ieqQ+\/HcaEXye+jmfZdSzvW8w5pEyt1WfNfaYkspaQtcp0kJHKJt8pONvyVqt3BRkv4pVTH347iZJ+eVae6NP5uQ3GWqLPWyO0vtstJ51SLO5S3FoQAOZfvLSOltw8cR0SqzLgpujIjY8mpw8N\/m0rNb37KpJT6mxhTi+Tq4Z41uZRa5It9lq7nX7m2HZTuKKiy6lSqKugOLnT1UlDzbLy1lhU6Ot0CwbO8jl2AbKwQoKKkpucejWrPmZYOWKnlzIdQpEequz0zUzae7KcaDDjCUJIbKeWVhxz3wuC0oAKA3YUT0M\/pw5CTG4BuFyPbfp88\/b7LVZR9TgwrxeCrheiW5WkdNVb7JKkufhOHH3l\/OGve3LMzM9DgBNVdhuSIUOmSlPssP9nS7zlKAbYLJW+ohS921CeiyCksGv8U2acoVmrLzc9R6Oyh2YzTYcm6llxEXc024y2kvqBkktl5JCPclpKUlSVYmLKGDHfm0kjs5TI4udxFg5bDc5PRJVb8FclGPwocOEW3K0by0bfZIvM\/CJxkq2i3DTkylPVyu6a5CpFPigF2VLp0ZptHmF1qFup6D04i+jax8UOr9QYpum+nkbJ0JVNYemVjNMVaEhar3cjMglRCiFbUr3iyQbi5u5qJwiZbqtUazTrfm+talVxLhf2VN4t05lZ8zURJ2pSPDaSU\/pR4Y6jzM8S2XhXq7LzfgvE95bByuQvtbHjB\/6IUxMT2Oj3I\/3Sqv9IzZ2oujNalyKFw88OFM1BqLJDfbY9FYiUtlw\/DkOI6geJsLHzK8bNpGd9XdGs60OTrro9kKBk2uTG4T0yk0pnl09bhsDzElRG33xCx1SlW03GHTmHiiqEGqZhyBotp9QcvwckzhT6zXM0S2abS6eQpQshhtW9e7YraQRe3vTiYtV8pQNdNDKtQaXOiyU5gpSZVNlsqKmS+AHWHEnxKd6U\/HY46j\/AFMxGU8PFblG6SVIvpzatStT6KEMhsjFwsvnMjGOBitRlKUnPFiml61YtQhJKW8oqKdNbNMfkai0SOAqJSYLYIuC2wgeoY3UpSgbUpAA8wGIh4UtSZOpuilEqNVUPZikBVFqqCe8mTHsglXoUpOxR+NRxL+PUwcWONhxxI6NVPh9o5HE2Zm8XJ438sOTi\/B0r7HqgwYMGOQ6QYTWMy5dksxZMav011mc+qNFcRKbUl95O7c2gg2UobF3SLkbVeg4+XqMZOXH6C89YyIrkZSwt023pIvcr5nn+GD6CPHEdUfQ6oU\/L9Cy7MzomRHo8hazshvdWVSG3w00p6Q443tUyyEqUtxQSFj9ENkbaTovZ33521u++\/CT6bU6bWYbdRpFQjTYrt9j8d1LjarEg2UkkGxBHyjG1hrab5Fa08y0igN1Jc9fNLzj5ZSyFKKUpFkJ6JG1Cb+k3Pnw6cUgYMGDABhrqP1TUD00Jf4wnDow1Vn6qTQ9NAcP3wjAjPMpEDM2eCfNWI\/\/AMuiYalC4ldMatEp0qoz5FIVWZDcWnNSWS6qU45HEhCU8neAotknaog3BABth2ZSF8z53B8DWI\/\/AMuiY8h6VacQGI0eNkulBuGAI4XHCy0AEABJVcgDlN2HgNibeAxL3CG5R+JHR7Msxul5YzYiqT5FDdzFHjtRnkKdhI3DfdaAEklCgAqx6eGNB3XqY0IRRp\/UZHaYaag6lsvILMdSineousIQgJ2qUpTikIsO6pZuBINPyPkylLU7TMq0mKtbK2FqZhtoKm1qKloJA6hSlKJB8ST6cZ6PlTK+XmVx6DlymU5pxHLWiLEbaSpPwSEgXHxYvfz+wv34fcjh\/XtTOUZdeVlNaahElSIq4RkLAu1HS9e6mkuAkLQkJU2kkm4umylYslcRdHzHmSJk6tU1FLqktU1IUZILaTGUsKC0qCXGldxV0OJSfAjcDcSW1lPLEeJFgRaBAjRYT3aI7LEdLSGnLEFSUpAAuFKB9IJB8cbaEUrtjiG0xO1FPMcCQnmFJ6bj57G3j8WKtQ9DSyjXnMy0CPV3owjurW8y42lW5O9p1Taik+dJKCQfQRhYwm5en5eqNJZfyrNp0qmI3MsrgOocYGxRSpKSglPdUCCB4EEY8r2Zsu5XjNzcy12BSo7rhabdmSEMpWsIUvaCoi52oWq3oST5sQop4MNzMWouR8pqp6MxZlhQvZVK1xCtZKXUJKApdwCAgFxu6zZI3pueuMkzP2SKfLVAnZtpDD6G3XVocmNp2JacbbcKjew2reaSQet3Ejz4agX8GGp\/dTyCcynJ7eY2Xazt39kaacWojnFk2KUkGzgUk2Pd2qJsASF6j1mm16EKjSpBeYLjjJJQpCkuNrKFoUlQCkqSpKkkEAgg4cKjobuDBgwBgaS+Jb6luOFpQRy0nbtB63tYbvRe5PxW64jDUOk1erVRMigVynwJlLrKZP5PmJbj9YrACnGihReA71khTZv4KHiJTS4FOLaCVgoAJJSQDf0HwPhhi5oq\/sXUu0vQp8hEmtw6OFw2IhEYPNtbXXS8NxTvct3dx6p6WuQrRp+wjVU0RLqJkGtZsrM6fDzxlCO3IlPPrbfr609sS5EU0yl0Jb7nZXVBxu27cUg+5q7wnem5pyzGgRoi81QJTrLKG1upkpUXFBIBUbE+PjiMaprK9RcotV1yn1cT3p7sJVLWW4jkflwHZ6ucXorZQrkMqsEpUkrUgb9pUtKvpdnprVJybdFZgNNRmJ8VRqQKnYzzjzaC4lCE8py8dd0XULEd4m4Eit2Kiun1p9b6vwNybl6z6\/Sv07ZIreYqO7+YzOZ+wbWr1DGrMmNVCq0dMRD6+RLW44SwtKUp7O6m5JAHipI\/hx9+1SnH386sq\/8AN5SfwXBhOq1OVQX4MuhidIlLcfQll+ovupeIjPKSg8xZAupKeuDdLmVcdWDEOaE65VfU6dMy5mvLXsNXKfTo015lrato71LQtQUl1ZA3pKU37qti+W48EqKZjxpqgGLlv67+d\/3LonrmYq28tx9dvT797jn4y5i0jLX14M8fuZRPXMxVv5bj67env73HPxlzEItCtrBgwYFL7fJTm\/BRk\/4ptTH345joHKWZKBlXTY5izRW4FIpcOTNVImzpCGGGQZjqQVLWQlN1EAXPiQMc9+SjN+CnKXxT6oPvtzGjqdq9XK9Dg8LumeWF1PN1dfdmOTHZJYj09KKg4+laynvEBLW5VimyVAAlRAxwZjHhl4b0\/Yur5Ho7L2VmdsZj9DLJVScm20lGK1k27JLidcxs0ZbmQI9Vi5gpzsOW0H2JCJSC262UlQWlV7FO0E3HmBOIWzxxoaQ5cqIy5k+U\/nevrU4lMOi2W0jYlSlqckK9zCEpSolSSqwSSbAE4j5zg2p8iPJz1xLauuzokJhcmXFp1qfTo1mWm9ynFXWsBDLYJISVFCCb9QrY0yydwnaqU+TkfTLN1Tlpy8lNSVFYaTCWp5LC4\/bEns6CsqCxcp7m5KTtF1buvLHxcSShbDrpWjk\/DT5+w97C2Xs7KYM8w1PNbn8nBSjgxb03ptbz1VkodJM+a\/mTWnUdqoL1B1QgaYZejrhIl0TKza6lXNkt4NRkLfZCti3VkJHLv49U2x8xM58GnDMlupLi1KbWZksNeyNRpsmXOddG0OLS68gJTs3jeG9pBuLFQtiL9Js65b1YoFR0l10pAoUDURKWcp1GPJ2Ql9gllTcc3USl1MgBXeNl3CendCoZp+S8yQ8q0bSCtUVyVTFags0urS2mLv0icjmsPsFQG5TTzLyHm1EgAtuADxI8zEzOFFLEwk5SdaSlejtS3CqdbdHpU+3ymxc5jSxMnn5rAwoNVwsKkYzhSdWsS7m4yjutTq6pxqpUT6M1h4vtVIGcc7UDL+Z8nZJYyYoGFHnxXZ0uvbkcxkNq28tIdRYgAAjd4nxxj064mcv6a6p1vN2eK6\/Hy9qDlONmxyEta1mDVW2QXojKXSDdwHchINiHGvMQcLmk\/C9m6s5q09z7qXlSktzMowXcvVxioXWuaIbn\/F86MUjxslAuopJSi1rKth56u0\/gsyO5CZ1EolHq1Spq33IdLSt6oyiXQEqb5W9Xd2pQhCHLIQlDaUBKUJA5oRxt15jFnutOq3tPHwdKKl0eVjZjZzxY7IyGW\/WUoOM3hJb1VTR7rqt+CxFKTl6s6JpVT561pzNkfM+oR4o9Osi0fO+X58f2FnNZiJgw6fWWUI7PKf5qkIcbU0oJF1BJ2LG4Gxx0FkTiOjaaZfYpGt2Y6c7VVss1BbFIpYhR6NEfjqcjx1IUsE7iy4hJtfd490bsJNHTrhqPS4VB0h0epWluVGXG3WatmhrtE0pQnYhxqKbkL23sXAQb++63w5sh8EWltBmNV\/UOVLz1XE7SXKlZuEgp6JS3FR3AgDoEqKh6AMcuApKcp5eLdXWr9WN9XTV3q716M6W0pYMsvh5fbGNGCw0oqEKY2Nuxb3YynbDhSNIvd3XasoNkN8NWuUOk6qak5zGX6lCyNnOsF+nyOzOdnadbWS64opSqxDKi4sC+3pu2jriaNYeJavZEVl9uk0GJGFR9kO0vTELkNKfhuqaVEZKFIJWtSFbVdTYo7nU7Zrj5JyYzFVBYyxSuyqWHOR2VCmkq7ltqCNqR7k2bAAXSD49cb8Gi0mmwmKdCp7DUaKdzLYQCEKuSVC\/nJJJPiSScd\/KYDy2CsNuru2\/a6nyvpBtWG2s\/POYeHuRajFKtWlGKiquiq2km3zPqkTX6jSYVQlQXYT0qO285Gd9+ypSQShXxgmx+TG3gwY7B4prwZbc+G3MYdYdQ6m6VMuhxB+RQ8RiGsvasanTs\/wAakVqlURilLhzguFFiSFzVSm5kllp0PLWlCIxSyyi5bKlOPpI2pvaa0rQpAWhSSnzEHphApWoWSK7PTTaJmmnVCQphckJivh0cpDi2lLKk3AAcacT1PihQ8xxHdEIi0v1S1zzLnijUnMuUAmgyYhclVBNEkwkqKkyFKXd1R5ZacajsctV1Oc5Tg7o6T9ho0LVvTjMtViUShZugy505pT0dhBIUtI3+kdCQ24oA9VJQpQBAJw7saeisaeoYMGDEIGGks\/VXZT+t50\/fKMO3DPcP1XmE\/rbdP303gRmbKgPtlzvbxNXY\/wDl0TEG5P0r4jcnZGZpcGtJVUQXFTi5mF152a4tLSErS6+06Wwna6SQevMvtulIxOmVe7mTOh\/Vdg\/\/ANfEwxYnEvlv2tUzMdVyzWY4rUVcynRWEocdebS22sjvKQkK92bT4lN1e+sCQWroOFGacjTfXyZInCdqHBdhPpgBqOzMkR12bYKXkqdS2dvutnApCUlwAoWAD0SYug2qgylOyrPz6h6O9DhQmGTVJhQlLURTKiVgBYs4pLtgfdNu1ZHvsOhziUyp2iTDi5TzU+8x2RDajDZZYfeeZLxZQ+66lre02NywVAeZBcPTCGjirgv5Wn11rTquMyYMaI7ypb8dmM4t6MqQpKZO8oIQlJBPnVYJBOCdi8jSzNwwTs05kzJLn1WlogZgzDTa2p8RGHJKGoqoSlR7LYKiFdkVYqdUgbx7n0ws0DhrhZfzFmd6n1lmJQ8wUdVJSzGjqE1oKjtMFZfcWoXSlkEbEoB6XB23PxUuIudSs1Zgo0rKSRDo78qKxIW84hEhxmHGkWLmwpSSZITsAUoJQpYCgkga+mHEvUdQs7IynIyEmAxIkOIYlpqW4loQmpKVJQttBc6rUhew9zcybELUUaVZ+pyVfCiXySK24refehkc4dMxVGmzBWc\/0hVSfQppgw8sNxoDCOawoJ7Mh67g2MAEqcuVEEEJQlA1KtwhZcrcmS\/Us8V2W246tyOxLDb7bHMCkOWCwdyi0ooCj4G585TjbZ1t1Grr1WFDyJHjMwKdJdZKy\/IcdlB6Mltu2xtAKUPrC07jZbagFbUlRT0a46xIcYy+7pbJVUF9oL9SVCcbjxQ3Lcb2uNBSipQZQhRLa1IPObUlVj1zGWjXt+L7\/JHaqfs968h51Hh6yRV4FMgT35yhRRNNPWjlDsypMtmSVJSpBQdimEISlSSgoKkqSoHCPI4U8iTFVR2bmjN0h2rSHpLrjlQa3NFx1lwobIa7iAY6AEe9sVdCTfCVJ1t1pqTJXlnSFbexiOpSpseSQXlxOc62BtQTy3UrZJ86inw64Vs45s1lkT5IyPEjtSIEeBINJeYu48l9tzereR1CFixAKSOWOvXao7Rr3e5d1xohVqHDjpxV6Z7FVOI88225OVHdGwPMolSFPuJCykkkLceCFe+QHV7SlR3YfuWsvR8tU5dPYkvSC7JfluvPW3LddcU4o9AABdVgLeAHj44bum2ZM15hXUlZjpT0JLKIZQ28kBbL62Ap5kkJTvCe4vdtHV4pIBQQHvitNO5N7eVQwYMGIDC3EZakvS0czmPpQld3VFNk3tZJO1Pib2Av0veww1qmlBqVQYRJaeQZbMlbTlDfmcl9DTWw7kHbcbELHS4Jw78R1mtqHOnvsezioEyn5kp9SSlM15jmMttxy4lSWz7qlSAtOxYKSbXFwCI\/IGAZOyiqB7FLyxRuw83nmMjJKktczp39hSRu6Dra\/QYW6PTqZR3JTlIYegLnO8+UqHQBHL7vw1kN95Xxm5xDUvT\/ADTOyCjKDOYFPBmqOy0JfflPLcaVAXHAdfYjoU4UvuCQk7AfckAnd1D20gyxP0\/kVSRXKhNnqmtMNF1qmzlKlONreUqS7vbADiw6lJAv0bHePQCrvvvh1pWlSvff36Vf7kyQn3kjMDn7CG0PwmxjAxNDlVp6alGriTzlmO5LRHS0HAy5e+w7veb\/ABFsKYzFDV72FVD8tNfHrRjSqiGsxPwIS6bMMbnO9p5rKmxy1RnUHqbHqVgdPTg+hBaiSIMlAXBfYdSUpUC0oKBSfA9PMetsbGIy0m0ZXpRNlIpuaZUmjvslCKc6lSktObxtUFrWpVkIASB4ncoqKicSbgBiZa+vBnj9y6J65mKuPLcfXZ09\/e65+MuYtHy19eDPH7l0T1zMVc+W4+uxp6f1uu\/jLmBEVsYMGDApfP5J834KcqfFUaqPvtzDazizmbSjVzJmrGVijZqAqTlGa7tBXGdTU9wWglCxuWyjYO6q2xRte2HH5Jw34KcrfFU6qPvtzDv1pylBzVwk19ch5MeXQ3Z9ap0i5CmpUea8pGwjqFKG5sW6+6Y6mdg5YW9HWPrLw81bxPf9Gc1h5faKwcd0wsZPCm+UZ2r\/AGukv7TDrDSNYtU8p1bSupUNYo9RgOOIlppp573JTHWgqd5yUoXzlO90sDeGRZKQ53OZNLs8cRdWzTSqRpxnbNNcrgWYFTgyctsxYdPp6Wtqt6nNqA8hZc2IPdJSkki5TjpfTrj30KqWQabUc65pfpVfZiIRPgrgvuuOPpTZSmy2hSVJUQSOo8QDY4a2ZOM\/OmcXZkbRrIzdDpDJfblZozKw9y4qmmkuuKUwyhZQQhSSneSFEgWv0x0cbGy2YlHFwp1dFaNW3T2O3Wq4vQ+q2ds3bOxsDHyOdy6jCskpYu7HDi2t1tOcW5VW61+nJOsYu6sR3ljgeqFD07rDuqLcOLWX51IdRUajU2UxKfGFTDk0x1IUlSFGJfduNyskIUAcY8t6t55h5mfyzorBn5vrr8dlNSm0Rlt9iTUGoTjCJEiW4yCtAcdCyVqNwy0d4KlgyAnImmFUbpGfOILUjNuqXslEZm09oxnI9MaDiX19IrZCkWEZzcVlKbWum5xJGW+JPTPLOnOXJOXcjN0MVSC5Ni0OO5HZTFjokBlS1hvqkArQo2QbhZ27iCMcuXy2JbDworDpbg5Xsq8FxprerOntTbWTxJSxc7jYmcnJuVKyw8FVo3RP15Kyslh2SvYbI0s4xdTY0CFqXqLT8tUVxppEyBQ5GyW4hKkhYdeSi3MUjce4Si4tYdMZ8qcJOaNO5zlQyJmClQpTsxxSZq0FctEUTnVoQp1aFb1GOqOCbJsppaSFhwkS1TeIPIdVztHyHEbqZqMiYuCFlhAaS4ELWkk772UGl2sCRbvBN8Ry1xjMUvKtRrucsjO0+Z2lmLSIUSSt5UxbzSlslYdaaWhBsgF1KFtd+yVqUCkdvDymHhSWI7y1q7vX76I+fzm3s\/nMN5SLWFhP\/JBbkfGl5aazcn1FGu6Ja41WPFpdM1nl0eBD5+1TE2Up93fTgwjeu4Udkkc\/qo33EebDhqmiuYK\/CplLzBnCZMXTIaBEqXOXzokpqSpSHe8SXVKZcSCVk9+M2o3JuMlA4hqVnPLk+qZRyxWHZ0GtNUAx50ZUZp2Wr7G8boW35g4klJKk9euMWQNd5ubaxTcv1XK7lNqUiWiHLYUbhrfDffQ8hYJStJVFeFuh2uMruUqBV2oqkVhrSPeur1+R4e9vLe59\/QX9K9P8yZIXK9sFeYqW6FDgtuMt8oOBku2WpsAJSQhxtoW8UtAnxsJCwYMQgYMGDAGKMx2eOhi6TtFu6gJHzDoMMOnaI5Opdear8XnB9kyykctkG0h591xsuJQHFN3lPANlRQLhQG4BWHmJUuRSXJUFrdJLThZQ80tkKWL7QpKu8kXA8fN1xEGXJGts6hZUFZVXU1CNV1O1VRjRGu2RlOnahw93lNoTv6JQVqCW\/HcTia1Xd7DRVHLlXQLT\/KOYoea6e3UX6pCQhKXpMor3qQ06y24pIABUlp91sGwG1XUEgESRgwY023qG63YYMGDEAYZjh+rGwP1svH76bw88Mpw\/Vnjj9bD3423gRm\/lYfljzj8dWY\/EIuPh\/S\/TmVTHaM7kujmE8AlbKYqEpIFunQCw6AWHS3Twx95eDormciwlBd9k2SgLJCSrsEa1yPNfEVjQXViNRarRaXrlPhJqBclofjsqbdaluPJdcKTuICFbpA85G9FrbAMQqJpOW8undeg07vpaQr8io7yW\/wAzB6dQn9CPN5sfaqXQ4jDq1U6CyyEhThLKEpsjqCrpaw81\/DEMVjQzVZ5EB+Fr1XgqAqe7IZSlzdUuelaW23FF8JQGwW9vLCOqSbi6dmTJGgudYEKsOZz1Vq9SXXcvKoy6a44uRDhOKJu8gurLiyAQO8o+KupvfFdlYrSRMcmpUSLNjUuXPgtTKhvMaM46hLkjam6yhBN12T42BsPHHrdSoyp6qY1UIRmtIK1R0uo5qE93qU3uB3keb9En0jEGU3hNjwM0IzW7n6XMlNQqhFbEqIXkhctsIcWd7huOgJT4Hw6Y01cGeX3nO0PZrKHHIa4r6GaakNOqUWQHCla1EqaQw3ySpSi2tDa7q2BOLaqT049Nft7xxfs+PInbMGastZSpblazHWodOgtOIZW++4EpDi1BKUfGoqIAHiScYE56yauLTpycz00sVZTSYS+0Js+XElSAnr5wkkfIcMtzh7yU\/RZ2X5C3+w1OqxqvLbYCWC8+y8XbqUiyiVkgKXfcQkdcNuVwk5TqMuK7U885qkRYVMTSo0MLioaaaAQgqBDG7mKbQEFd93UkEKsoZv8AH4U8yK+vL4kp5l1CyblGltVqvVxpqG+LsuMtrkFwbkpulLQUpQ3LQLgeKh6cZqNnTLGYJLUaj1RElb7b7zJShQS6hl0NOqQogBQSsgEgn3wPgQcM6HoJleLlilZRk1SoVaFT6fNp0h2rBqVImpkutPLdcJQEc0PMNrCgiwI6AdCN7Iei+VdOaiJeWnZbcZC5jrcRxSShtcgs7ttgLJSmO2lI8eqioqJvi8e++6dRwH\/gwYMAGDBgwBjS+lb7kcIcCm0pUSWyEm97WVaxPTqB4dL+IxFupeqwyBUWG5qak+3MqnZAIvKQ3FjNxWnnn3FrSQAnefEgG4BKRc4lFEZpEhyUkK5jqUpUSskWTe1hew98fAdfP4DDZrmQaRmKb2iuUii1VtmotVSGmoQQ+YslDSG0uIueihsJBHXri8RwIyzvrhWsl5iqdBey7MfDL62aW6\/U+y+yAYiKlS3BuilCUNtoUlJSte5woSQ2kqWiYacwip0+LUWqjUQ3KZQ+hK1hKglSQQCAOh64bsnSDIsztpl5DyS+akIoml3LrKzJEYAR+ZuJ38oAbN19tulsOgRa0AEpqcVIAsAmIen+vjMa0vr33+bHrY9NGbPvp9QP\/ilj1HCZWGpVHegPUpcuS+488kMOy1lLxEZ5aUHcbC6kp6+bCl2OtHxrLY+SKP62PlNJlOS4sqbVFPiI4XW0BlKBuKFI6keayz\/DbFdwR7o7rPO1DnScvZky6qi1uJG57kdB5rSti+W6oOJURt3kJTfoopc2qWEqIlXHyltCTuShIJFrgebH1iu4GJlr68GeP3MonrmYq68tx9dbT397zv4y5i0XLX14M8fuZRPXMxV15bj66unv73nfxlzEItCtfBgwYFL4vJMK3cFeWR8Gq1UffS8dIafUun1bIUeDU4bUmP2+W6WnU7klSJzq0Ejz2UlJ\/gxzX5JM34LcvD0Veqj75VjoKl0Cp5j0sbo1Iqi6dIdqqnDIQtSSlpuqFx1IKSD3m0rTa9jusehOBOJ8p4bNBUVNVZRpRl1M1ZUpTwiAElSbE28L2J6+nr49cb39wvScVBmot5Kp7a2XpMjloRZtxx9sNulafBQKEpTY9AAOnQYYLmk+ucfOsmuxtQ2plMitcilRHqlKYSkKlvvLW4lCVJUeS4xHAUF9Gt4INk4U42jupK5U5NX1QlSoVQoVRpzjCnXFo7TIdfKHdir9EtutC4IKezgAELURlYcMNUgutrHZx8zj5qS\/Xm5UolVt26V4LkSSrIWSHIcWnu5PozsaEwiLGZcgtLQ0ylK0pbSCDZIS44APCy1DznGkvSfSxx2O+5pplRTsSMiHHWqjRipmOh7noaQdndQHvdAkdAvvAX64YeTeHpnIuo9JzbSZ0SVAgUdNPWmRDipkJdDkpanGi3HAbCjJAKWlNCyCVBZJxM+NdTrrShoRaDQ4Ty5MKiwY7rjq5C3GoyEKU6skqWSBcqJJJPibnG6httsAIQlIAAFhboPAY+sGAMbzDEhAbkMocSFpWAtIICkqCknr5wQCPQQMCmGFvIkqZQXW0qQhZSNyUqtuAPmB2i\/yDGTBgAwYMGADBgwYAxpkMrZMhLgLYBJV5unj6sMWma35CrFDouY6bLmSIFelGNGcTFV3LOIaLjg8UIC3GkknwLienjZ8ojpEcx1uOOJUFAqUrvEG\/nHy4bCNLsmJVGcdgS5DkSQmWhyRUZLilOpIIKypZ5guhvoq4PKauDy0WlwbuSs60bPlG9m6ImShkOFpbclrluIVtSsXHXxQtCh18FDwNwF\/CVlrK1ByhTE0fLsARIiVFezmLcJVYC5UslRsAkC56BIA6ADCrij2BgwYMAGGS4fq1Rx+tZ78bbw9sMhz69cf96z3423gRitlwba9mw+mpsn7xjYh1ziskRKVMeqGQ0eyKVSzFjxKmX2VNtMpWguPKaQkqUXECzPNTtC1JUvYU4mTLwtXc0H01Jn8Sj4UmaJRo3SPSITV31ye5HQn3ZYIW50HvlAkFXibm+BY0WpCFU4opKMv1mfRciBdQpapjbTM+pojtSFsMFZSkhKl8xSxZLRSCpPeBuNuNjM2s2qFLem1GnZPppoUOVBhvTXFJUltT6Iyi4lSpDXMCS+sd5LSAEXLninEsyM15cgVhNEdlJRKcIvZs7UqNrBSgLAm48TjYRmfLjlcVlhuuwVVdDZdVBD6eeEgAk7L36BST8hB84xQeZXqbtay7T6s8+w85KYS6pbAQG1EjrtCHHU2+RxY+M4VMfDjrTQ3OuIQPSogYSapnLKlELiarmGnxlNMyJC0rfTuS2wkLeURe9kJIKvQCMRsJcBZwYaNK1WyLW60cu0mrSJVSbLYfit0+SXIu+5b7QOX7huCSU83buHUXHXDuwAYMGDABgwYMAGDBgwBrttrTNfcJf2qQ2BuWC3cbr7R4g9Re\/j0t4HGxjEiQ2uS5FCXQtpKVqJaUEEKvayyNqj3TcAkjpe1xdl5o1Kl0DMbuWoOUpdSkJhKloW2+gJ6AklaRuWlvpt3bSVK7qErODYHzgxE1e19i0ZmhTkZVmOQa1SGaoJLqloQhx9C1MxUrS2ttTpLatwUtASmx71wC\/Mk5pRnLLcaviEYi3VususFzmBt1pxTawldhuTuQbKsLixsPDBXDsLuDBgwAYMGDADFy39d\/O\/7l0T1zMVdeW4+unp6f1vu\/jLmLRct\/Xezv+5lE9czFXflufrpaefuA7+MLwIitXBgwYFL2\/JHqvwYUMeitVUf7c46DOaxkXSZeYy\/AYDFQUyX573KjMB+pFkuuruLIRzNx6jok9R44548kWq\/BpSBf3tcqg\/22Or8gC2WGh6JUz8adwJxIjTr9qDNp1cr9MyZTTQqQylr2XVLZEVx8lqzrSnH2y62tDpWgENoKdpL4vjZz1rpnumRqL7TMldvkTKbDqk1PZHH+W09HmOKCUlxlQSlURKSvvKAc6NrIsZ1x8cprml\/lp5hTs3272297X9GDvoVW1I8o+rMussvOe1WZDci5kboSmXEqUZDS1IT2lpW0JKRzQs2JsltfW4NpGx8qbQspUtCVFB3JJF9psRcejoT8+PrFtShKOoYMGDEKGDBgwAYMGDABgwYMAYYnP5A7Tv5m5V9229txt73p4W\/\/wC4hbK2m+t9FzjCqNUz4ahSo0uepfaKgtbjkV2TU1NoU3ywgq2SaWq\/TZ2JSE2Buqb8GKnRNAhXIemmrdEzdSKvX81IcpkRNn4oqj79gGXkLb2qSA5zHXG3ipVinlhIB6HE1YMGJwoHd1DBgwYAMMhz69kf96z3423h74ZLg+rVHP61nvxtvAjFmgC1bzL8dQZP3mxhdwhUL\/l3Mg\/x1k\/erP0YXcAhtv5HgPT5EoPqSzLdS+81sSSVBW7orxAKrk\/KbEYb2YtGYWYZct9WZp8VmVUk1dLLcaMoty0hkBQcW2V7fcE90KF7kEkWA2KnPzgMyutMzHGkodQIsNMfch9vcLq328LG5N+huOnQ4adf1J1kp+ejSIGnzsigN1pcTt7cZxZcjcqKoKskKKQFOv3csQdhAF0nDV+Hl9i8DWm8H+k1RoqqRNjPurcRGQ7MCGm5LvJW2obnG0pUb8psHrayEfBFnA\/w56fPPVGQ03Jju1WJUIcpxlLKVrTM53OUVFsqKzzvfEknlove3Vrtava37ItQVpdKdbktxQqKaRLaWhznS0vDdclIUhuMUqUAEBRK\/fgDBlzVrXeZTpUvMWnEmmyUxe0sx00SXILri4DD3Lb2lIQGXlrbUlxW51QUEFJSUi0c4uvAKG56yH3G0HyHTM7RM9UCG3SJUSOzH7NEgQuQsNLdWFXWwpxtZL6wpTa0FQ238BiRsQPCrPEdnOgPpgx\/axVH6oUR3ZcVDLbEb2LjrClpcZeK0iWt8FHdUdpRzE2vh46R1LPc9+tIz1JqK32ntrLciKWmkJ3uD3P8hMAggJ8HpHS3f86rdpPon70iWi6Ej4MGDGShgwYMAGDBgwBjSy0l5b6UAOOJSlSvSBew\/lPz4Qanp1kKs1OZWavk6jzZ9QYRFlyX4ba3H2UG6W1qIupIPgD0GFlpDwqMhakOBotNBCi7dBIK7gI\/QnqLnz3HoxFWoGmmds0Z4frlKMFqmtxYiA2utSmlVAofC3oz7YbU22wpsKR3ASVL3K3BITgB\/uZAyK6+zJdybRHHY8dURpxdPaUpthSNimkkp6IKO6UjoR08MK9Pp1PpEFimUqDHhQ4yA2xHjtJbaaQPBKUpACQPQMQhmDRfU+sjLqUZvjJVSKHFp0h5c+RudeajSm3egR1RIXIZ5iidwEVBspVtkpad5cqOVMoQqHVX2nJDCnVFLK1LaZSt1S0soUoAlCEqCASB0SOg8MXvvv7mOXBgwYgDBgwYAY2XPru52P6mUX1zMVd+W5+uhp5+4Dv4wvFouXPruZ1\/cyi+uXirvy3P1ztPP3Be\/GF4ERWngwYMCl6XkhlX4OKcPg1+pj\/aDHWuQ\/73Ej0TZo++nccjeSCVfg8hj4OYakP9ZOOucif8grT8GoTh99OYE4mPUHUHLWmWW3M15slKj09t5qOVjb79xQSkXUQkdT4kgY0YusWnMuWzT2sxpEt6OmWmOuO6lwR1D82Ukp6NDqC4e4CCCb4Vs5ZLy\/n6iKy9mVmW5DU82+OyT34byXG1BSVJeYWhxJBHmULi4PQ4i\/L2QuGaqVeoZmpNNbDtMktuyZEqTOZh7meYhOwPKDDjSFKcVZAU2HCF232ViKt6993NWoPZjWXIEufEgRKo+92qJKmqeERxLUduOCXA8pSRy1gA9w96wJtbrjyBrVptUqnOosTMCzPpsSRNlRlwpDbjbbAaL4spAutHaGdyB3gXEgjrhCy\/ljh8pDSKpR3aOhmkQ3qVz5FUcW2I7qVOOBRdcId3JCzzFbiUpUAqwIGKixeG6mKkv05zLbSlNSaU\/KkSLl9LqUIkNl50kulaYTe87iTykkk3BOlSt++X0C0v33cc0PWDIVQqcSjQaq+\/OmyjDaYTDe3B0JClJVdPd2pN1E2tY36jCXL4hNK4VYcoT1fV2xp6RHcSlhaktuMp3LStYG1BsegUR8dsYof9wzLlRolaoVCpTs2pJDNPmUumqluBpk8guKcaSottoLmxTiiAN1icaLtQ4ZW+e4ikZKkCU\/HLyo9KYe5zs5N21KKEHcXEncVHxSoEmxxFd++v0C5vQzf8JTTBFOl1h+pOogRmmJSJOwFp2K60w4H999iUJMlpKlFQAKk9bKF3FlDVbK+cqo\/RKW\/umsRlSygHotpLpbugK2rV3gATt23NgTbDVazBw0KUukMe1dxKIKB7FNwQpBZ5hS2lMUIspa1Rfc0pQVrEcbAoIFnJRKppVU41UzLk+nUmou0shEp2mQkc8qb90SkEAFViSR1tu3ecHF4d6EvXvUbsTif0tqFQgUynSqhKfn1BimANxSeU86gKHM63SACAr0G48UqA0pXFFlWl1B+k1jLVZals1dymJbYLLvMbFQfgNyQN4Vy1PsFJ7vcKkg++SVKFK1Z0WkuuWpzNNlR3xJW3KpQacSvs4lc5JAsoht8KJSSoF3rbdhcq+edLILFMqdXRGS3PYNSjPO0tZ5aQFuBxZKLtKN3SN1iTvt1vhRqz77uFcRMv8R+SM1JzI\/QoFVfiZdhInCYtlDcae2sBSOzuKVZW5K21Am1w4LdemGyxxd5clsonR8iZgTBCEPPSHSwkttlmK6s8sOFZKUywCm17tLHnTudsHWfSycp1mlQ5Epp6QulvrjUwrbKWo63Rv2j3mxDiUgi5IICbdce0zXTR6Y+im0aW488SEMsMUl7c7+Rm5Cg2Ajv7GFtrVtvYEDxFsEvXXs0+vsHBrtDbPFPRJMeSqFlt+O8xUodOAqUtqOlS5CdyQCSbuFPVLYuV3FvPb2bxMRX9Q8z6bZepMKRU8t0+W+rnzSjny0IkKZipTs3c1QiuuKQASGlJWCRfDtj60afzYdIq1KblTYNanLholMRO4y4hIO9y9jsspNlAH3wxmy3rbkPNOYW8s0h+V295KyA4xsRuSgr2Bd7KWW0lZSkkpFt+wqSDH6zcY60f5LGyq+a+enjoR5p7xSTszyKFSq7ktEebXKo9DYeiylKjOM9skMNFsqR33S3HW8pFwOW24sKNgk4ZXEFqSzl+upbyhT3q9AanzYzbMaStCY6FuCMHGrhSioJCd6VgKWh0BCQBh4PcSun0CE1JrLFVgPqp7lRejOR0qWy2llLwCilRHeQoEG9hcBRSSBhRha75NnMVGS3Cq6G6fFbkgrjoHaCsMe5t9\/3wMphJK9qLruFFIUoak1OVYrX5doK1n33UasLiKzPKShC9HMwpdenrgtBDLygkhpvq4eVZG2S+xHX1KQS6sKUhpahqUfiBz2xkCj5nzhp0\/SpU+LT1KbksyW1F95t\/mNKb5RLa97CQB1CQ+gqI86k9xW5Aj0tmou0urqXKabkx4rbbanVMqUhKlKJUEJ2LdaSoBRF3W9pVu6SDlPPFNzrMqcOPS5Uf2LeslUlKLPJDzzPMQASUjmR3RZVlWANuuHB2Mt1dB04ZTg+rPHP613vxtvD1wzHB9WNg\/rZeH303jIYrUP8AvhzGP8Zjn73b+jC7hBov98mYh\/hox\/2CfowvYBDem54okGsCjO89SwQl15CAWmlE2CVG9+t\/MCB1uRbGF\/UzIUWrzKJMzRBiyoHMEntCy022W20OOAuKARdKHG1KF7gKBONt\/KFMkTXphcfQmStLjzKSkIcUDe56bh16kAjz+k4aVe0ByHX6rVq4+ajGnVwv9uejvJSXUOoYQpBuk920Zu3n98LkKIxO\/EqHLG1J0+luPNR87UNSo8xunufk9oASlglDNybFarGyR1NjbGqnV3St1iPIi6jZalJmIkuRRFqjL65KY4vILSUKJc5YIK9oO2\/W2GnG4Y9Mo0RMMCqrbSmOjvSwCW2m1ICDZI6EKNz438CMe0\/hh0opnZUxIFQCIYAaQqYpSUkQm4Vxf3pLDSUkpsT1vfpba3eJHXdqte+P2HDV9aNOqJUahSahWnUy6ZNZpshtEJ9dpTvZ9jSVBFlKPa4\/gTbmC\/gbPKHKanRGZjIWG30JcSFpKVWIuLg9QcM+r6O5BrSK0JlIIdr9Vi1mbIbcKXVSo\/Z+UQvxCR2Rjue9O03HU4d0CE1ToTEBhS1Nx20tIK1XUQBYXPnOMrS+v2X1r4UK9bGxgwYMAGDBgwAYMGDAGNLyVPrYCHApCUqKighJBv4K8CenUDwuPSMMiZq3RoGpo01lwXmnBDMpU9biEspPLW5sNzf3jaz6el7WuoPdMdhD65KWkh1xKULWB1UlN9oPyblfOcIEuFk92vvVV3LTEqrxwiO7NRTOY8kAJWlBdCb9ApJtfpfFQI9yrxT6cZwr2Xcu0eSyuXmSpz4EdBqEYrQ3HD2x8oS4VFL3JOxIBUL94JIIxMuG9Gh5YiuNOw8pJZWw6p9pTdLCC24oEKWk7RZRClXI6m59OFQVRJ8IE3\/MEYnBcxxfI3cGNA1VQ8KVPV8jY\/pOPluspVKYivU6YwZCihtbiU7SoJKrdFE+CT5vNgBRwYMGAGPlz67edf3Novrl4q88tyPqmadn9QnvxheLRMu\/XZzp+5tG9cvFXnlufrladn9Q3vxheBEVo4MGDApeV5H1V+EBkfBzHUR\/K3jrzIv\/ACNJHwapUB99OY4\/8jyq\/CGkfBzLUR\/I3jr7Ih\/4rnD4NYqI++nMCcRyYiKn8MmQqY5UXoNSrEZ2ouSnC9EESI832hKwsF1hhDjxClJWlTynFpU0ghXvgqXcGDVTVaESQuGXT2n05imRKjmFtphlLW9NQs4tSW3W0uKUE3KgmQ\/+lPMO5J6WwS+GLRSdCjUqpQpUlqDGRBQlypLCuQ242+GlFJBIDrLDxv13NIv3bgzFiHqpw3UCsZml5il1lSe2Go8xtuE0lxwSw5vK3TdalAOlu\/QFptpspOzcanWSb9\/s0G84rejqOWdp7pnLbhokuNoTHfkS29lRUjmdpkGW4FWV3kqcQVj0BJ22F8IVE0g0MoMMyKK+zHYWuEovorjllJYTyo7e\/me8CUBATexCLdbYwS+G3LsqpPTxX5jLakrSyy3HZCW0qZea2Hu2LaQ8dqbDwsrcLBOvT+FzKMOrKrL9dqbzqtq+WEtIaQ5ySypSE7bIG0iyU2AN\/G+Ebu\/HXvjUkqpOnb+wo03QzQ2I+hylwWUS3n0KYeZqrgeD8cPhKmyldw42ZT5uOoUu56gHCnktnRfLMOovZQzDRkRZkqSmatNZDqFvtoBfCipwjcgJKledN1k23EnQj6EU2nZmy3WqRW1R4lCeD70VyIhxchSIrMdva5cBkAMhStqSVFRFwOmGdnLgxyNm\/L9XormaKzHcqiKwEuBuOWWFVBoJcUlhLaW0lKxzboCVLWpZWpW44w5Tovd4cPwadG9R25ipvD1RG4k\/MMqjxG58d92JKM1aUrbRFQ24pt1KrAhiO2AQb+53HUE4RKnUuFqoU+nOzc20k0\/LlMjRW46Ks8lDceob2I4ebSu63FkOhBcu4klahtJJKnJ4Y8kTqBSMszq3XXaZS01Rao3OZ5cmTPU4uRJWC2dju550oLezYFqSBtJBUW+HfTpFDk0FTU9xmbT4lOlOl8Bx5MeU7KS6SEgBxTr7hUQACDYAAAY06t3JGlLiI7TeGCiV5WR5Io9Om0\/c0tt159mOl55pDfLU+ohpUktvI2oKy8kO7kgbyT7PXwmUSguz59XyC3Taelt9x01FhwpuwlaDcLKlFbMVJt1K0NH3yb4388cM2m2f6tKqlceriG5k5urOwY1SWiIai2GwiYG7GzyQy0AR3bI973l7tKg8JOjOXY8qLBpdRW1LgNUxfOnLUrszcSTEQjf0UbNTJABUSRuSBZKEJSi6tuWvDv2+fQPhTnfvvl1HBQKzoIrsGWMuVPKTinJj4iQI7rK19pKQ66A3ckLAUCoWuBa9sJtCrXDJlufGqmXHsjU6aEstRpERlht3ZMG5AQpIuUrSncbdAgbjZPXCxk3QzTvIlXRXaBTX0Tm1S1pdcfKrGSpKn+gsDuWnd1vYqNrCwGE8P2l3IXGTRJLbLjcVlxtqoPthxMdhLDe7asbrNIbTc9btoULKAOLRb9Xp8SL+N9fqJFXzVw3ZVMKBMpWW2WX2ZKGDGoYdZQ08x2l9JLbRShLjVlqBsF7k3uVAF9xMvZFzDloMwaHTXaNV4PJ2NRg0h6K42lPLIABCShKElJt0SAR0thGGiWnCUbU0aSlQWVocTUZKVt3ZSxtSoLBSkNIQgJHQAYdlEolNy5TGKNR2FMQ4qEtstFxSwhIAAAKiTbp68S1xVpqhpU\/I2TKVQ4+WqflWlM0qLHRFZhiIgtIZRt2o2kWsNiLfsR6MLDUaOwVKZYbbKvfFKQL9SetvjUo\/KT6cZMGDddRSgYZ7g+q8wr9bbo++m8PDDSWn6rDCv1uuj75RgRm\/Rv76Mwj9NFP+y\/8AphewgUc\/lszCP0sM\/wCzV9GGvM4htJqehC5mYpLRduptBpcvetoIW4Xkp5Vy1tacPMHc7h63wCGxnKHr07rZRXcuTeXlAAqlJStXLUkJXcKTsKd24skErT713uqunCdmbOvEBl7P9XdjUF+dliFPkLhoMVARKaXGiIjsBYG8fkjtaiu\/Tci9x0El0rWLTytU+pVWm1xx2JSpCYz7phPpStxTpaSGroHOBcBQC3uFxbGLK2temmb22F0vMiGDKcYbjN1BhyE5JU82HGuUl9KS5uQbjaDjTlvUtoqe\/j7SRhuNuru6\/DT2EX6iQOJ41TMNbyvmOUzTGJcGLEp8RuOVvMnsvaHWUqjrUgC8jvKccJAKQ2DZWJtyOascoUg11cpdQ7KjtKpVuaXLdd1kpF7\/AKUfIMb1LrVNrJmJp8jmKgSnIUlBSUqaeRYlJBAPUKSoHwKVJIuCDjexk0GDBgwAYMGDABgwYMAGDBgwBqNCX7KSStkiNyGeW5zrhS7ubxst3bDZ3rnde1ht6w9rHSM71iUyMh5lfpU6n5gTNcQ3VxBZkgQG0ttywCFuRSsguJbIXZPdufCaEurVIWyY7iUoSlQdJTtWSTdI63uLC9wB3hYnrZjZqq9TpsmRONXrSIxrcCjpZgIhbWRJ7OgOqLzZUQHH7kAk28BhWjXgG6JkaZ6oOolcr1SqVFzLU2IchbjjkVnNq4ofQuMlEdtkNPWjll7ct0o27x4F2+3E20utQItLhxqjXY0mU1HbQ+8lf5o4EgKV\/CbnEQN6uyX8sKrzMzMypC5DKI8VyRTkBxp2CqahxbgY2tnkpVdJ6hdh4EKw5NN83PaiSZjbNXzBDZaYblxluPxVKdYW462CtCWQW1bmVd036EdfHBW9Tvv58dA70l333xJDOZKIP\/j0H5EqPqGNV+qwajU6S3CcW6puUtarNLASnkOi5JFh1IH8IxkGXHh77MlYV8rrY9SBj4VBdptRppbqs95L8hbbiHndyVJ5LivC3pSD\/BgBcwYMGAGTl767Gcz+ptG9cvFXnluR9UjTs\/qG9\/PrxaLl7662cj+p1H9cvFXfluR9UbTo\/qI\/\/PrwIis\/BgwYFLw\/I7G\/COsejM9Q\/Bax2BkI3p1T+KuVMffTmOPPI5G\/CU+PRmmf+Azjr\/T1W6nVb4q\/VB99OYE4jpwYMGBQwYMGADBgwYAMGDBgAwYMGADBgwYAMGDBgAwYMGADBgwYAMNVY+qkyr9QHR98Iw6sNhwfVMYV+oTo++G8CMz0g\/lwzAP8FCP+q59GGzB0D05jVemV2oU+RWJlGAbp66k9z0xmkpcShtKLBO1PNcIJBVdVyTYWctJP5dMwD\/FoB\/kd+jDhwToEMJ3RjKJbqyo7k5uXV5UaY7LckF11K47vNaG5dyoJVf3+42O29gkDBA0B0spIp6aRlzsDdLkx5sZuO+tCESGWQyl4JvYOFtCEqWLKWEgKJ63kTBgUSMu5ai5cFQUxJkSXqnNXNkOvqBUpZQlCR0A6JQ2hPx2ubkk4V8GDABgwYMAGDHPPGXq1nHSvKNCVk2qCmyKxPcYekpbSpxKEN7rJ3AgXNrm1+mOZcu66a7ZjpsmpDVestJbkJhstswu0LdfLTjgBS0i6E7W1d6yj8VgSPnNoekmBs\/MvKvDlKS5UppXi0fK7T9LMvs3OPJPClKSSdt2l1Xi1wLIMGK+p+ceJyAkibqlLacQhTriece4gFCOtkbt3NcDe3b0IJPd643oUvioqG5k6n1BqSqQlltBlKKVJ913OFSUnakck9bEG4x1l6VwbosvP4eZ1l6Yb0t2OVxK\/2+Z3vgxXPmfOnETlqiya9P1bqCo8RDHOQmorS5vcSyShKSBvKS+2CQfSRcJVaT+CnWbUDPGeq1ljNWaZlYhppnbWxLXzFtOJcSm6VHrYhXUXt0GOTKek+FmszDKvClFy508zeT9MMLM52GSngThKejdOvXodiJjMIkOS0tJDzqEtrX51JSSUj+Dcr58JMzLjsqRJcTUUpakyWpZacituhLraWwhQ3ecFpCh6CLjC3gx9QfYDHOk2XzT3qT2enJgyXlSHoyaRF5S3VFJKykoIJ7qev6UejChT8j+xL8uVSq25Cenuc2UuNAiNqfX8JZDXePxnDowYAQzQayf+m9XHyMQ\/7DH3GoEtubHmTMzVOcIy1LQ08iMlBUUKTc8tpKvBR8+FnBgAwYMGAGZl\/wCunnD9zqR65WKvPLdfXC06P6jP\/wA+rFolAH1Uc3n9TqR65WKvPLdD6oGnJ\/UZ\/wDn1YERWZgwYMCl3vkbzfhNlj0Zrnj\/AGTGOvdNVbqZWT6MxVcffjmOP\/I2G\/ChPHozZO\/mWMda6dyVR6BX5CUhRbzLWLA\/9tcGBOI+cGG97ZJPmjtfy489skr7A1\/L9OBRxYMN32yS\/sDPzH6cee2OZ9hZ+Y\/TgBx4MNz2xzfsTHzH6cee2Od9jY+5P04AcmDDb9sU74DP3J+nB7Yp\/wABn7k\/TgByYMNr2xT\/AILP3J+nB7YZ\/wAFr7k\/TgBy4MNr2wz\/AENfc\/8A1x57YKh\/gvucAObBhs+2Cof4P7nB7YKh\/g\/ucAObBhs+2Coelv7nHns\/UfhI+5wA58GGx7PVH4aPuBjz2eqP2RH3AwA6MNpwfVHjn00R4f7dvAxW6g4+22pxNlLSD3R4E4+nhbUOKfTRnx\/tm8CMKSfy85iT6IlPP8\/hx4bNIP5fsyD0Qqaf5ZGPhVcqQUQHx4\/AH0YBDpwYavs5UvtgfcJ+jB7OVP7ZH3CfowKOrBhq+zdT+2f9RP0Y89man9tH7lP0YAdeDDT9mKn9tq+5H0YPZepfbavmH0YAa3EHoDSdfsuU+i1CvyqPIpcoyoslloOi6k7VJWgkbgR6CCCP4MQdA8niumtSWIOuVXitzG+TJRHpvLS838BYD3eT8R6Y6Z9lql9tr+YfRjz2VqP22v8Akx5uY2Rks3ifrY0Ky51a+TPJzWwtn53G\/cY+HWfOrXyaOdF8Akt55MmRr9mZx5KC2HDGO4IIsUgl4kAgkW+PH0ngCsptatd81FTSQhshmxQkAgAe6dAASLegn046J9lKh9tufPjz2TqH22791ji\/oWz\/APb+L8zh\/wDG9l\/7X\/aXmc6OeT1pMhlceVrNmd5ly29tTKClViSLgqINiSR8pxJmgnCrlLQasVDMNMzBU6xUZ8cROZKCEIaa3BRCUpHUkgdSfNh\/+yU\/7cd+6x57Iz\/tx37s45cHY+Ry+IsXDw0pLR3+rOXL7B2dlcVY2FhJSWjq3T3seGDDP9kZ\/wBuPfdnHqZdSc6okSFXO3oonr6MekeuO\/BhoCTUlhRS9JIR0VZSuny48XKqDaihyRIQoeIUtQIwA8MGGb22Z9tvf5w487ZL+2nvuzgB54MMztkv7ad+7ON2jyZDlSZQt9xSTuuCoke9OANWgj6p+bj+p9J9crFXfluh+X3Tk\/qRI\/nlYtFoQ+qZmw+mn0r1ycVeeW6\/v704P6kyP55WBEVk4MGDApdx5Gk34UqkPRm2d\/MR8dYZAN8sZk\/fNWvx5zHJvkZzfhUqg9Gbpv8AMR8dY6ff3r5k\/fNWvx53AnEiPVetcQsHP8WDpnSRIy2\/Bpocf5MVXIldudVLKi73yDFbQgAdAXQpPeBI9yC7xHz67DGcnocSnRksuTQ8IpMi6TubRyWAVKN0m92Q2QR7sE3W880at5CybmFvK2YqyqNUnY0WWlrs7iwWpEsRGlbkgjq8qxF7gAqNgCcai9d9HENpdVqNRdim+aFB+4Cea4zc9OnujLyetvzJw+CVESNlZ8X+PAsrvlZd+JEFPzZxkOMOVaPQoL4cjEsRajAjhkPD2P3pUlpTL6CCqopQStSVFI3hASlS5T9tepCns2uQstPr7M8w3R401lCAlZhFbiSts2cQXkosrcerxTcbdoVabrJpfVqbUKvCztTFxaU0w7NWXrchLxszcecrI2pAuSrui56YxQtaNPanCFSplZXLhrroy4zIZYWWpE3lF3a0u1nEbASFpJSSLJJJAOn6yoiKkWN86ha4OQea3oYpl9RcQlDlajKKCkKKVLCV2CV2AG1aiCoX6XI+ZOfNePYNdQjaMIE+PPLYhGpx1KlReU4oLSS6lKDvDSTuV5z0t1wqI4htG3KwKI1neIt4pUVOpbcLCFB0tFCnNu1K7hSrE+8SpZ7g3YUKdrPprVqc\/U6dmVDyIqUKeZ7O8iQgLdbaRdlSQ4Ny3mkp7vXeLXGJJqldK\/QsVemtBGRmbXZ8okI08pUdsMOKcYemoU5zCU7EoUlyxI7172BAve4CStZDzNqLXJ0qPnbIAy8y0jcw6JTb3ONm\/M2te3qpY6kHuejqc2VNWMhZ1YgScvV1t9uppeVGKkFG4tIStxJv4KSld7H4C\/gmyvDzlk6oR3ZdPzfQ5UdhYaddYqTLiG1lzlhKlJUQFczuWPXd3fHpipbtn31JXeuhYwYSJOcMoQ+d2zNlFY7Olxb3NqDKOWlCVKWVXV3QlKFqJPgEqJ6A4+IOdcmVQxBTM4UOZ29CXInZ6iy52hCikJU3tUd4JUkAi4O4ekYhRawYMGAMUJbi2wqS08g81wFLuzdtCyAe4oixTYjrexG6yrgQHkyncSlGl5bk5mi1erLhVCoOVZIq0NMeZFXEI27FOqIUqZtcYsQEMJIUI5JaPQDR5xASCm6invC3nt82Iny7xL5BzJmql5NYo2Z4NSqslUVLdQgNsGOrlOOtKeQXS4hLzbS1NnYSUhKlBCVoUonSa58uYd4Pl8hAyXlfXSHmvLEmuyq29TIk2oKqXb6r3XW1tI93dQ1NcBUXQsMMJQ4yhs3UllfhPGIsoHEZkfMVfpGXIlJr7EmsuIbaW+xH5bQcjpkR1uFDyiEvNLSUbQojqHA2emJTxmDTjZ1RZJp3DBgwY0QyxPz0z+2J9YwoyB9UCEfTSJA\/2zWE2L+emf2xPrGFOULZ+p59NKlD\/as4EZr0Y31EzMPRApnrk4jDWzL2pGYaBSUaXVNmHV6bXYtSdD81yK1JjspdJYWpCVFSFrLQUkixF73tYyZRD9UjNI9FPpfrk4Z+fdQMvacw6dUsyuPNx6pVo9HaW2jcEPPbtql9RtQAhRKvMBjMqWrzXzLHj4nN1N4e+J6NCDczVHtT62GYay9mKepJQh2Iorc2kKWFJakgpQWl3cHutiQHrnTSHWCp07L+TKHqFNdbptEQ27WJMt9lL0pDyy4HUNrLi9yVRwjcskIacusqJK3bl7iX0jzHToU6LWprLs+M1Kahrpklb5Q4+lhACW0KClcxxsFKSSAtJIAN8ZE8SmjpSh72zSAw5tCXTSpgvuTvB2lrcEcv3TmEbNhCt1uuORtunQ41GKrR6iAcu8RMTK9eo9TrkGp8w0wZeejzSJ0BTZRzg+6lloSklaUkrUUlSCu6b9FObM8fXmVmWW7kyoZajUQOJbZZqZWl1ICwS4C205vSUG20lB3BQuAUqTsV\/XPT2g5ojZKNQkzq7Jq7FFEKJFcWpL7gQVEqICCltLjRcKVEo5iLgbhjDI1708p1Qq9Prk2VS10itNUFfPYK1OyXL7Cltvc4ls2uHFpShSSFAkXIjv6770817zapFbvfHyE9ylcSwWoRsx5JKEcxKC6p73Ubfc1FKY3cN\/fJCljxIPUITtTaVxCrqUdcDMeT0QjGhpfQ4t3e28ltQlFNop5oUop2XU3axJSANikKNxeaKyKTHqRq1SS+\/wAhS6cmmPuS2EPKRsW42hJIGx1pZAura4jodwGHDmHX7T2g0mmVxt+o1WFVe0OMu06Et0JYYlMxnpChYHlJcfR3wCFC5TuFr4aTVa208e+7G03F0pfUySqFrcvtLsTOtDStWwMMKZ2tpsEBZK+zqV190sNqrKCD3gSgLGRGdR4yZjGocqlyXU7Cy7TySySVuXCdyEK6J5XRSehNgpdio4qBq1kfMiKg7S6qHW6bFhzHVt2dCm5O8N7OWVFZ3tuNkC5C0KHXG0NTdP8A2PaqjmbqczGecQylT7vKKVraU6lKkrspBLaVL7wHRJPmONUat3y76maqV13x76DnwYaL2rmmTDUh9edqWWokVya8tt3elEdAUVuXSDdICFG49HTBStW9Na4iG5SM5U6WJ6UqjctRJcSpG9Jta4Gw7rnzdfDEqhQd2DBgxQYUNOpmOvH8zW22lPuyj3gV37m2yfEd4KJV4EDaCqJc66MZlzPqi9ncVmmzqJIpaKc7RKi68hCkBDwW2lSEK5aVrcacUvvdWtpbWCCmXEuqVIcYMZ1KUIQoPHbsWSVXSmx3XTtBN0gd5Nie8EsrU7P07T2ls1iPlyp1pD9TVDdEZWxqBHRBMlyQ8pEd5zaNih0STdaRg5bqqwo77ohoVPRbOtUo+WqbIzDTi\/Q6EaA\/LEl0Lejrihp1bYUwotvrUBZ9KwtASCAoqUjEh6dZbqmUcow8vVaTDedhqeS32RsJbbZLii03cIb3qSgpSXChJWQVEAk4j3J\/EnlrNlGzZmZqi1VFIy7RqtW4j7Mxh12ezTpT0Z8FospLJUtm7e4nclQJ2kFI1KPxMQZ2Y28uT8nz47sWtU+hVVxirMvpYfnPtMxlxx2dPaEXfQXCeWUAK6Kt1kGpy3Y6v6vzr2yS9VVei8l9KE5YMLvtUi\/9YTPnb\/qYSMyU00SMxKhuy5Ky6pJYJR7pZpagkdBYkpHnxSmHG7RP+VGP8r8E4i\/TXWGFn6aqhz6JLoVbajKkO0+S29cFtYQ+ErW0hKw2Vsg26hSyClJScShRP+VGP8r8E4rVAfND+uVms\/4hSvXJxV35bv8Av404\/cqR\/PHFotEH1Sc1f9gpfrk4q78t2Py66cH9S5P88cQiKx8GDBgUu08jMb8K1WHozfN\/F42OtNPxbLGZP3y1o\/fzuOSPIxm\/CzWh6M4TPxaNjrrIaduWcxj05jrJ+\/XMCcRo5v0f07z3XYuZc1ZeE6ow22WWXjJdbshpbi0JKUKCSAp5xXUHqQfMLN2qcM+ldRpAo0WJVKW0XWVuuw56lPPIbVJPKUt8OEIUJspKtu1RS6QFAWxh1fouttQqz0rS2YWkilsIi8yY21HRKS4+X+ahRClb21MJSoA7VAG6bG6aiLxQJgS0rnRlyk9pENY7AkObxdJdTYhGy9mQlSuou+SD0yqONacX34m3WuvLvwHjF0N0thUqVRomVksxZgi8xKJT4UFRnudHWhe\/chbbvfSpJCgQDfoMbcbSHTuDlJvIlPy8IlAbkdpFPjSXmmlLtayglY3ItbuG6bgG1wDiM1ROMCRBDS59EiympkNzms9kKHY4Zkl9BCkqsS52QKIAP5psIHXChEylxEHK1JcdzmGsw03KjTb7jy2XRMrgbmJcCkoAZ5aluRFb1INg0AADvxuN7ezvwMOyr32xy0vh20eopSql5SVHWhxDqHE1CVzEqSgoTZRc3ABCimwNrG2N6JovkWCquLiRpja6+qCX188KWwIbvOjpZUpJKQl0lfe3dSE+8SlCWFWKVxUw2ahEy9XI8kpkvNwZL4gqK4glrU26sKCPyUpvYFJASxy7hIQ4BhVzXRddqjnQzMvVJuPSocqM5yudsbfZvBLgQNwuobahcL3AhSR0JSpOW6JNfgqvJjwRpDp63mGXmhnLzbVQnNuolOIWoc4uNForPXosNqcSCCOjqyQSQRknaTae1WPLh1bLbE5ieLSmZK1rbfVzC5vWi+wr3nfuABCkoItsTZoZSc4gYyaJGzZT2pMmGKouoS1Pxg3OaKHOyJKGbBt0OCP0F07Fr7xIUcbDdV4kt08jKuU3GkNrcgKcdU248ok7W1oD5DdgU97cb26hJVZGmr3ZE\/mL9O0Y0zpLyX4GV221pbcZuZLy9yFpUFhW5Z3bt6yb3upale+JOPGNFdMotXi1+JldpioQktNsyEPObktNq3Ia6qPcB\/Q+FiQLXOERmqcR63ZDb2VspNtdmlll0PqKw+A52cbOdZSSeVuJUk+\/6JFlY248\/XmXSlMLomVoNVacj3dfccXGeaIPOUNi1EKuLJTfpcXNiDiNcyq2hI+DEdw6rriiqwWapljL5pylJEx+O4d6buJHcSXibBBWSSPFIte+JEwB8tNpYTta3AblK6qJNyST1Pxk\/J4Dphpq0h0wVyuZkKirLHOLZXESpSeajlrAJ625YCAPBKO6myemHVFDqEe7JSlW9Z7rili24kG6he9rdPAHoOgGIeomjuc6DW4GZKdV6cw7T6vVKi1ShUZioJblQw0lCrpG5XPBeKlIKk8xYBUSpa7H+XIj0JDg6c5Gpc6JU4OU6cxLp7jz0V5LA3srdASspJ8LpASB4JSAlNgLYcWILy3w\/Zjy5nTKuZomYKUxGpNUrdRqUWI25HbcExxQZaaaQAjahgR2z7wFTSlqDpVYTpjK0uaeoYMGDFIZIv56Z\/bE+vCpL6Z7pnx0yX\/OM4TIv56Z\/bE+vCnO6Z4pJ9NOmj\/XYwIzRoZ+qZmsein0n1ysNzOGS8qZ8pvsHnGgxKvAS9zhHlI3IDm1SN1vTtWsf5Rw4aCfqoZtH6nUj1ysMfVKmZvqlNpTWUO2qU1WWXqk1CnIhvvQQ26HEIdUtAB3lo++Hh5\/A5k6KtKlj5mGl6K6UUSe3U6TkOkxJLJSptbbVtikuIcBAva+9po3t+gT6BjRonD9pFQoC6exk2HKbW646VS0hxQ3o2FKegCUBHdCUgADzdTiOKZROMWEGY06twZTamVsynWXYQUm8m5eZLoJU+WeiErCGUm24H3oVqlE4rg487SJMBTalBKG5DkLcE8haUKSQABZZQp0KJuoe5Ao6HVXSoSVaciTnNMtPncyrzi5k+lqrbklqaqeY453PbASlwK8yrJSLjqdqb32i2rUtHtMKxPeqlVyTTJcuRKRMcfea3LLyFLUlVyegCnHDYdLqJtc4i\/LWXOK5dbqz2cMyMrgrotcZpyIr8NtKJzrUbsClhCAqyHBKAVfp3Sq9748qeSOKWkQlKytn1ioSORDksRZryOzMyi5aQyt1zdIdbShCVAldip1YAICQLH1klp9\/wAfIk\/Vele\/v8yTmtGNLYxSqFkelRVo7OW1sR0oLamNnJWnzBSOU1ZVr+5pHgAMblE0zyVl6n5epdJoqGo2V6auk0xBWpXKir5O5s3PfuY7JJNzdAPpwyaRA4hGqnMMmo7qeihyGKeKh2BTy591llyQY9gHL7L8sFko8QF3xH8HKvF3Ho0mo0yvyBMlQVKhMzJzLj7bt2FIbkJkKUyg2Qsb20Ap3PbkuEtWyrScfxx79hptyipMnbLumWRMpc8ZZy3EpiH1Rlqbio5aE8hSltBKR0SApxxRA8StV73OPqXplp5UC8Z+SqNJMhSFuc6Ghe5SAkJPUeICEgfJ8Zw26dM1d9lczzZNF7O0qLS26bFeebfQmSC6mU42UqSFIKeQqxKbEqvYgjGpDqvEu3DQZuUMnuvpdbQpKZZCnG9o3uEh3alVwRtAI73QqCe\/ulW12zCdk6Dsp+l2nVKkJl03JVIjOobUylbcVKSGySSnw8OpsPNc2x8NaT6bR5jdRiZJpEaW0NrchiMlt1CSCCEqSAQCCUkDxBt4YarVQ4l3GpbT+XcptH2NcMd5DgKxNBIQNhf2lBFj1IB85R4Y2TO4g51Kdgs0bLFMqzZibJTzinI7iS5Z9VkqV+gCiE23XKfAEHGUqvvv8mnKiJNwYjF2r8QrM1xPtTyw7DMhSuYl0haI\/KSQlI5xKnOZuHVNrAHrfuSaL2FxY+fFpZPmSt2j4THjokOS0MNpfdQltboSAtaUlRSknxIBWogebcfScJ1XocWuMu0+rUqgVWC6+iUI1WpSZiUOpbS2FAKWB4J8bXFz1xvIbfE151SUhlTTaUEPLJKgV7rtkbUixT3gbquQeiU3jTUDSGfnfPbGYmpcOnQ0USbSpT8eVKanTEvtrSlhSmijltIWUuBaV7rhSdveC05ZR8N0CnsTZM9nL+Tm5c5aXZLycvoDj6gFJClq5l1EBagCb9FEec4+YGWKXTXKe\/TMs5NirpRWqAuPl1tBiFZustFK\/c9x6nba\/nxG2YdDKvmqmZfh1WoUZErLGXplLgzG23S8uY5BbjsyFuDa4ENqVLVsSvqVtK98no8dHck1TTrTulZOrM+PMlQOducjqUpsJW8taUJKkpuEpUE9EIT07qEiwFVnYaofHszmv\/rOnfxBf9rjBIk1ye4x7JT4rjTDhdCWYpbJVtUkdStXwvRj7wYA1WaXTI0pU6NTIjMlTfJU82whLhb3FWwqAuU7lKNr2uSfE4V6J\/yox\/lfgnGljdon\/KjH+V+CcAFEH1R80n\/EKX65OKvPLd\/356b\/ALmSf504tEov1xs0f9gpfrk4q88t2Py4abn9TZP86cCIrEwYMGBS67yMBvwvV4ejOEv8WjY7I09jJeo1cjuEhLmYave3j1mOY4z8i8q\/DHmFPozfJ\/Fo2O1dPU7KfVxb\/wDP6ofnlOHAnEVPa7C+yO\/OPowe12F9kd+cfRhVwYFEk5ehAEl10AeJuMIKq7pulRSrPVGCkmxBqbFwfuse60vvRdIM6yWHVNuNUCepK0mxSQwvqDiqj2QT4XGALVhXNNz4Z6o3+k2Ppx6K1p0fDPFH\/wBJMfTiqjt6T6MLmTYtLrlb7DVefyBGfd\/I6khRWlBKb3BO29r7ErXa9knBXFSzwVfTw+GdqR\/pFj6cfQqunx8M6Ur\/AEiz9OK+HdGxMcmyKdmmkR2G5iY0dqVIQpS97iW0XcTYX3LAN0psAokCxAQa9p6ihUF2vnNFImNtTVwy0xuK1KQ+tlRBtbxbKgDa6ClQve2IpJloWTCpZBPhnKl\/6QZ+nHoqGQz4Zwpn8fZ+nFdGedLomTEy6onMEOfTIspttISkIdeaU64junqkrs0VFIvZK0K63thwZm0ZyhTokWNQc2MVGqzakzS0NcxrlocLa5C3DYdUBhcUXuPdFrF7DBOqqiOzod8CbkY+Gbqd\/Hmfpx72rJB8M2U\/+PNfTiu6saLOUukrmorcCTJi7zKYZZLpA2NLQUBAJVZLvfNrJt5wb43836I06hR6hKo1QTVEt1pqDFS2lKlJjFyW2tx6yehCoqe8LpssHzgY1Rmd5FgYfyYfDNUD+OtfTj6DmTj4Zog\/xxr6cV41PQpykwKvVptVpyo8GLOejpjJ5q3HY7qUls7koNtpKt4TYgXHS9oo3wj\/APDMf5sYzVaGuFS2YKyifDMsP+NtfTjZiU6hTyoQKs3JKOqgy8hdvltipDdB+1WP82MTlwX1BcTXmkxIK+Q3Miy230N91LqQ0VAKA8bFIP8ABigsG9rkT7M784+jHntbifZnvnH0YV8GAEpvL0VtxLgedukhQ8PN\/BjVqHTO9GPpgTvw4+F\/CBUumdqH8cGf+FHwIxMoJ+qnm8fqbSPXLwuHLkUknnu9fk+jCFQPrqZw\/c2j+uXh54BCR7W4v2d3+T6MHtbi\/Z3f5MK+DAoiroEBq3MmKRfw3FIx8+wlN+3z90nHCPHPPVL1uFMnqEiNDo8RUdl0bkNFanCopB6Amwv6bDHPXIpP\/V0T\/Mp+jAFunsDTz4TlfdJx77X4J8Ji\/nTiork0r\/q+J\/mU\/Rh75O04oOactzqwUuolx1voZjtU1BbcDbBdJ5qylBPTqgK3BN1WPQF1HGhZ\/wC12GfCU584x77XIp8JLv8AJ9GK2WuHLNLjUd0t5eaD6HnSHSttTSGeSXlLSpoEBtL7aldD0uRe2Eubo7LpFTy7Tqs\/QmhmKXGioUz7qqPzkNLQpaAkEjY8k3TcXBFwcF6zoiNpKrLOva1G+2Xf5MHtajfbLv8AJisTMWkr+U0x51bdpgpzk6LFedZYUXGW3wpbbm1aEpVdtC1bQolJASvaTbDozLw9sZepUd9FdhyanJnxaSmCmH3kTXSpZbUUkmyY\/KduEkkuBNul8E66FLE\/a1G+2Xf5MHtajfbLv8mK3l8P9YZoYrblWoSGSlMndy3y2YimgsPApaKvFWzZt3XF7W64ySNCX49Bl5jTWIb0WHRBU3UtRiXESC0hwMEGwKSlRIcSVeHVIJtjO\/G99DW63TqWO+1qN9su\/wAmD2tR\/tl35hitOBozV6jDp89io0tpE6HHm8p3eXw24ohSg22lR2oAuVHaPMLnDMzHT0ZczDU8vuPtSF0yW9EU6hBSlZbWUlQCgCAbefG2t10ZhNS0LX\/a1H+2XfmGD2tR\/tl35hipATGx4Wx9CeB1CyPkOIUtt9rUf7Zd+YYPa1H+2XfmGI\/4WKxUK5oVlmfU5r0p\/Y+1zXVlSihD60pBJ6myQB\/BiWMAI3taj\/bLnzDGaHQ2YclElL61FF+hAt1BH9OFPBgBrUb64mZv+wUz1ycVe+W7H5bdNj+p0r+dxaFR\/riZl\/7BTPXJxV\/5bwflp02V+p8of7TAiKwMGDBgUum8i2q\/DTmVPozfI\/FY+O3cip2xKun9W6gfnfUf6ccP+RYVfhvzSn0Zue\/FY+O5MmJ2tVhP6szD867\/ANOBOI4cGDBgUTcy0CBmvLtTyxVN\/Y6tDehSOWqyuW4gpVY+Y2Jxyi55OnLhWotapVRKbnaFU5tRA+MhYv8ANjsDBgDjs+Toov6HVaePlpSD\/wC5j4Pk56X+h1amD5aOj+1x2PgwBxqfJzQT4auyR8tFSf8A38fB8nLGPhrA8PloQ\/t8dm4MAcYHyciP0Osbg+WgD\/eMfB8nEfNrMR8uXv8A7nHaWDAHFavJwu+bWcfw5c\/+6x8HycUse91na\/hy4f8Aesdr4MSgOJT5OKoD3uskf\/8Ajqv95x8HyclY82skU\/LQFf7zjt3Bi0BxAfJy13zawwj8tCX\/ALxiRdBODVej+fGs91jPiay9DYcaix2IBjpCnE7VKWS4smySQALePxY6awYUAYMGDABhvVM\/l4oI9MGofhR8OHDcqh\/L1l8emDUfwo+BGJ9A+urnD9zaP65eHnhmUD66mb\/3No\/rl4eeAQYMGDApzHxI8I1c1lz0znjLWbINPdXBbhyY81pZT7mVFK0KRfxCyCCPNe\/W2ImPk9NS\/NnzLZ\/yZH9THeuDAHA58nrqf5s85ZP8Y\/qYyNcAmsEZpxiNqDl5tt4WcQh6SlKxa3UBHXoSP4cd6YMKA4Od4D9bXkpS7qNQnAhCm0hcqUdqVCyki7fQEAAjz2xjd4DNbHm2GXdQMvuIim7CVS5RDXh7wFvu+A8PQMd64MAcES+A7XCc2lmZn7L8ltClLSh2ZKUkKUbkgFvxJPU4FcCOuhdS8c+ZfLiXQ+lZnStwdACQsHl++AAF\/GwAx3vgwoDhFPBTxGNuh9vU6lJdFrLFVmBQsCB15foJHyE4xtcEvEVHUVx9R6O2pXQlFVmJJ6W8zfo6fJjvLBiUQODVcFXEeWHIx1IpCmXQA42atM2rHoI5djhPlcBWuU2Q5LmZqyxIfeUVuOuzZClrUfEklq5PxnFgWDFBXueALWrzV\/Kn8cf\/ALHHn\/AD1s\/69yn\/ABx\/+xxYTgxKAYmh2nk7SvS+iZGqc9mZLp6HC+8yCGytxxSyE36kDda5AvbwGH3gwYoDBgwYAa9I6aiZj+On038KRir\/AMt4Pyzaan\/EJX85i0Ck\/XEzD8dOp34UjFYPlvB+WPTU\/wCJS\/5zAiKvcGDBgUuf8isq\/Dpm1Poza7+KsY7ahzK9QJtUjJyZVJ7T89yS0\/FfihC0LCT4OPJUCDcG482OIfIqK\/8Aw85xHwc2LP3qxiWYfH7SKREjydQNMq1FNRqMCFCbom+c6USYxkFxxpxtpwJQ3sO5CVpc3+5qWULCSW86LX70MtpanSHtrrQ8dOcxfwOwP95we22sf\/tzmT\/OQP8AecQP\/wAOnKfskvLTWRKzLrrUaPMcYjS4vIDTtVYgFPNW4kpcT2pl3atKQUqFlefGFnygulVZoCqvlXKWa5r3si7BQzMjMw0FttcdCpPMW5YtkymQEoC3bq6tpAUU1Rb0IpKWj7dyfvbbVvPp3mQf5UL\/AHjB7bql58gZjH8EQ+p\/EVZ\/4s6Bpnm3MuWc15OqTTeVo66nMlolMNoXTyiMmO82p5TaCt+TJVHbbKwVKjvWJKQk6GW+N\/SivNKluwKtDivzKbHgvOJaAeammClp1YUtPL2qqLW8ddqUqNz0GEU5ukbmn6urJmGbZp99kfMSflbjn1PY+hmuQffZQr6flYaPqcxAdM8oDo5V1RJkWk5gao7zS3JFTdaYWzGUiS4wtB5LrnMtylLCmytCkkWUT0w8KRxb6YVeuUfLnsZmeHPq0tuEpuTSyBBecU0lpMhSVEI5nPYKSCoWdTe1lbW63TqNNSTxmlR99lmup+WKD6lY+xmdB8aFWk\/LCUfViJUcYOmjGaazlGr0vMEOZRZ82HIeRAL8dKY7zzIcU4gkIDi2FhIPW9r2vhYpvFDpbVILsphdbbfaDRVBfpTzcq7rjLbKQ2Re6zJYUkedLgPpthSi6UepuWHODcZakiDM0fz0msD\/AMvdPqGPr2yw\/PAq3+jX\/wCphkaUcQ2nWsU5dGyu9UWKsxSYVYk0+fCXHeYYlNIda3bhtJ2uI96SOvQmxxJuNtNamE66COczwh\/8BV\/9FyP6mPDmmAPGBWP9FSf6mFnBiFEX22U0eMKsf6Jk\/wBnjz23UseMOsf6Ilf2eFvBgS4h+3Ck+eLVx\/5RK\/s8Htxo\/nYqw\/8AKJX9nhcwYC4he3OiDxbqg+Wkyv7PB7dKCPH2RHy0uV\/Z4XcGAuIJzvl4eLs4fLTZP9nhKFZh1zPlEcpiZTjcaBP5y1RHW0oKlR9oKlpAubKsPiOHngwFGMBqs0\/L+puZpFYW9Hal06lBhwx3FIcKDK3AKSkgkbk3HmuPThc\/uh5OHvq0hP7JlwetOHFgsPQMBQbn90XJI8cxRU\/stw9Ywf3R8iefNVOH7J0D14ce0egYNqfgj5sBcbn90fIPnzjSB8stA9Zx6NRtPz\/02oY+We0P\/Vhw7EfAT82Dlt\/Y0\/NgLiANRNPz\/wBOcv8A+kmf62PRqHkA+GeMv\/6TY\/rYXeSyfFpH3Ix4Y8c+LDZ\/yRgLiIM\/5EPhnWgn5Kkz\/Wx9jPOSVe9zjQz8lQZ\/rYVjDiHxisn\/ACBj5NPgHxgxz\/3SfowFxPTnLKCve5qo5+Sc1\/WxkTmnLC\/e5jpZ+SY39ONo0umHxp0U\/wDcp+jHyaPSD40qGf8AuE\/RgLmNOYKCv3tbgH5JKPpxkTV6Sr3tUiH5H0\/Tj5NDop8aPBP\/AIdH0Y+Tl+gnxokA\/wDhkfRgLmwmoQFe9msH5HE\/Tj7EqMfCQ192MaRy3l0+NApx\/wDCt\/Rjw5Xy0fHLtMP\/AIRv6MBc3u0x\/thv7sY97RH+zt\/dDCacp5WPjlql\/wATb+jHhyflM+OWKV\/E2\/owKKfPY+zI+6GPec0fB1H3QwknJeUD45WpP8Tb+jHyck5OPjlWk\/xNv6MCXFnmNnwcT8+Dej4Q+fCL7RsmH\/opSf4m39GPPaJkr\/8ASlK\/iiPowFzUpRH90PMFiOtOp\/4UjFYXlvB+WDTU\/wCJy\/w8WqUrLtBoS3nKNRocFcjaHlMMpQXNt9u4gdbXNvRc4qt8t6P+PdND\/ikv8MYBFXWDBgwKXL+RTWE8PudSrwTmtRP8VZx3q7GynLLbj9IhOlHLUgrhBRTsvsIunpt3Kt6Lm3jjgTyKxvw+57T6M0K\/FGsd5sfmLf7EerAHrtEyHIccdfy3SXFvI5bil05BK0bt20kp6jcL29PXGB7KmmkhpLEjJ9AcbTLM8IXS2ikSSLF6xR+aEAd\/x+PG1gwuD2r0jJGYW5LVfodJqSJrTTElMyEh4PttLLjaFhaTuSlalKSD0CiSOpwjO6aaLPuRFvac5OcXT3RIiFdEjEx3QGwFt3R3FWZZFxY+5I+CLLGMY\/PCv2A9ZwAjwtJtDKaqIqnaX5Iiqp5KohZoUVsxySkkt2bGy5Qg9Le9T6BjYpmmujlGZiR6Np9lCA1AWlyKiLSIzKWFJdDyVICUAJIdAcBFu8Arx64jfVTNmutEzlBg6aZOi1eiKhhc56Sx1Q+VK5aWlh0XuUpQ5uSAhLiVp32UEsyRqvxVsMIUzpBCekhla3mFQXQgKukICHUvneSsuNkFKdqEpeuoKKAjVtda\/CnaI7V6fWvl3UnSpaU6PVQVZb2TMvNSa2F9ulsQ2mpDylKWsuFxICt+9xawq9wpRV4m+NGkaF6DUWNQ41N08yu2MtuKepjghtb4zqlIWpxKrX3lTTaifElI9GDT2u5pr9MqEjNdKEJ+PU340YpguxA\/GTtLbnLdWpd+pST0BUhRSCnapTjYNm3D6HHPNf8ARHESSo0abbdzQyjpfpPkOp+zGTsqUWkzexIpwejICVJipIKWU9e6gFKegsO6n0DDv7XE+2mvuxjlBziG14bdllnQ+fKiNsKfiyDQKiwt8c1SGwplRUW1OFKU8vcpTYWHl9wKSNmo8RGq0Rt8saYSXW2ozrzcteWqwht5SX3EJQlrll1JIS0iyki6nuZ0aQolWpKXOp+1Rvthr7sYO0x\/s7f3Qw31nfGUsoKSpsnaodR08D8eG\/qLmSVk7JlUzLAgolyILaVtsKbcXzCVpTtCW0lSlG\/QdBe25SRdQN7uoV9CQeex9mb+6GPecz9lR90McnI4os\/RXJIqmg9YcMUy0rap7b8ta3Gm1kNt8tkl2ykI3KSkgoeQpINiMKum\/EXmnPopT87SxVCamz48R9ioOuMykIdWtsFDK2krWUlCXlCw2tPsqI2lbiLR38Pi6L490I3T4\/BV+XlqdO8xv7In58G9Hw0\/PhsPNNc+P7kj3yv0I+AcR9rPqqrSWDTp8fKzNb7YJilRGpPKlKSxHW8S0jlqSvog33KRboBuUpKDG6amkqk07k\/CHz4NyfhD58cjL4w0M0aPWpGlykNLm06K8kTlrW2iQ2suOJSiOpTneShLISPdg4FktJSoiRNONa4+e8ywcryctw4UibRZVVQ7EqiZje6NNEV5Fg2hQbO9pbTqgOYlS7JTsuqpNunelfkZ3lr3ql9Sdbj0jBcenDYLTfaQnaLcsm38IxGWr2utF0hqUSnVGhOVBUuC5LTyJraFtkOttJLiDctslTgBeVYAlIAV3ijLklqaSb0J1wY5QPG9poGo8j2tV9DUsvFkuhDZ2JT3AvcQEOKX3S2TdIss9DiUtOtXKHqPUJVOplNnw3I9Ng1RJkPNEOsyQuxSELKgUqbWk7gPMR0Ixuj5Gd5Eu4MNlsqLzqS45YbbDeenT5cRvqJxC5I0uriqDmiLXuahlEgvRENPtBtSVrKlWe3t2S06ratKVLDa+WHLHGalJuwY52d4t9M240aYKfm1bEpG5K0RmiEkuR20JV7v3Ssy2CnzWUbkFKwmRcl6g0rPQqBo7dVY9jnWm19sTy+ch1pLrTzYCyS2tC0kE2PiCAQRjVHStLE3k3SpImDDdQ8+VuAyHrAi3uivR8uI2zbxHae5GzDU8uZpnVmA\/R2WJUt9yKvkIjOq2B8LB7yAspSQBu7wUElHexmpSa8GOfRxdaQhx1l2v1VpbKXeYlcVd0LaUoPINieqAhaifekJVtKiCMSLk3PlOzzDnTqI9VG0U+c5T30TIzkZwOJShdwlwAlKkOIUFecK9NwLclR+4MN5uTLUt0GW9ZK7DvDw2g+j48MTNOvWQMlVx\/L2aMyzqdMYLRIegvBC0LBUXUL5e1baEpJccSSlAB3EWNpUpLmDEEq4sNE24omr1HWGVMoeSrsT5KuY5sZbA5Vy4775tsDe4jvpBT1w+cp6jUDPK6kjK2YH5vsS82xJV2dbabrbDiFIUtADqFJUCFo3JPWx6HF1HQfuDCAmXOK1gzXO6Rbon0D4sNPM2suRsl1J+k5szuzSZEdlqQ52tlaG+WtYQCHCjYrbdKlhKiW0KC17UEKxKgkvBiMJmuWm1Pc5crU2iglySwFIkIcSp6OAXmgpIIU4nqOWDuJSsAEpUAsZe1Ey9myTKh5ZzbCqb0Jth6QiOQotoeTuaUengpN\/mINiLYJ1ugPfBhC9kKgHeX2lNtu78zHpwl1nUDL+XHxFzFnGi0t5TRfCJ0tlhRbuRvstQ7twevh0PowqB44MM9OoGX1dU5xoR90aa\/PjPv3G+Y2n3\/vlo76R4qT1Fx1x9UzP9ArUpMCi5voNRkrY7UhmJNZecUzuKeaEoWSUbgU7vC4IvfFFR3Yqd8t6P+OtND\/isv8ADGLTotQlLlNMuqQpLlwbJsRYE+n4sVZ+W9H\/ABtpmf8AFpn4QwBVvgwYMAXHeRVN9As\/D0Zn\/wD8jWOssx625Iyjmr2j1OPVXam3FhyDyBdoCQ6WmgpanEhF1JPeXtR4DduUlJ5K8ikb6D6gD9cw\/FG8dxzMq0WsMP8Asjl6JIM5McSFlICnSworZuoC90KUpSevdJJFsVU4kdeArJbaUkK2LFxe3NX\/AFse8lv9OP8AvFfTjwFxCQkMWAFh38G937B\/rDEKBYT5nHB\/lnGSDT0SZLiVyHxtQkiyh6T8WMe9z7Ar7ofTjapTjglPHs6z7mnoCn0n48QGCuik5bo8yv1iqzWINPZVIkOIa5pQ2kXUrahClGw69AcNdnUvTCRAFUZz692ZdRbpLazGI5ktZsltALN13IUNyQUgpUCQUqAfNTit1aA\/TJcaYlmSgtrVHkqYcAPnS42tK0H0KSQR5jhlt6JaWsQEUpnJbrcNqWJzbKJr4Q28Li6QHe6k3XdAsk8xy4O9e4vL7\/DQPp3y+I8PYP8AVSX9y1\/Uxgh0crbcPsjIFnXB7xvzKP6XCoJJAt2V4W\/Sj6ca0CTZpwch4+7u+CP05wAhVOt5Uosw0+rZyiRJILaS1IcaQq61JSjoQPFSkgfGoDzjGZmpZcfm+xzOa4DkrtJhhgOtlZfCVqLYSDcqCWnTbxs2v4JtqSciUmZmuRm2ZOrbzz6Y4RFcWlUeOWVBSFNJ2bk3UAojdtJAJF8J1O0gyPAzh7fVx6nKriJa5TMp5VuSFtqStpKUJSkoUpx1w7gVb3D12hKUgx2yaWpEZ1XaAbNq8UfF8uMppakjcZKBbrctn+tjLLlNmI8Alwe5q8W1ej5MZFyWloUkKdSSCNwbVcfH1GAG9Sq7lavSUw6JnGi1CQtpTyWo0hDqy2lW1SwlLhO0K6E+APTGeny6RV5D0Ok5mpc1+O00881HcS4ttt0EtrUErJCVAEpJ6EA2vhlZf0OolGq0yszM45hqcmqRXIlTW9sYVOSu4K3FMNoO8IO0KSQQALWIwp6ZaTZZ0qkTFZerNXdiSo8eOiJLfU40zykBG5NxfcQlPyAWHSwBa0elPiHoxzyaW+mTET2tvvrUB7iencV+mxlepy4zSpEipR2m2xuUtbW1KR6SSvpjPLlMGZCIcFg4u\/T\/AAasYcww4lfokyjLlsIEtotEutJdR1+EhXRQ9IuD6CDYiewGJLbZStbddhkNkBZAFkk+F+\/0v5sZBT5jqTy5rDiQbGwNgR5vHEYwNAaAxSKrl6oVymzadWEU6PLCqS0l16NEUizK1bihW9AeSV7Asc4kKulNnfptkin6fNV5KJtIcdr1Yfq7yoEAQkFbiUJAUgOLSVBLaElaQndtBUCoqUrXHvoOAsKps8TUIC45JaUfFQ86fix4\/QpMg3fh0947Si61E90+I6oPTCkqTHNSbIfbtyF9dw+EnDf1FyonPVCao8arQoTjU1iWmQ8wXlNltYVdsJcRtX06KJIHnSoG2IDO9lYP3D9EpDtytR3m9ypO1R6t+JT0PpHTHsPLJprjr1PolJiuPhCXVsK2KcCBtQFENi9h0F\/AeGIyl6EZldoUOiQNQYEHs1Xl1JLsaE4kNIfUpSmm0qeUUi4QLhQISpwJKQq2JF0sytPyJkOk5TrFcaqkuntqQuSncAq6ioAb1KUbXtcnzeA8BVevh34Bm41CqRkvpEePcbL+7n0fsMJE\/TLK1VnvVWq5By5MmyHWH3pL8Rlx1xxkgsrUpTdypBA2k9U2FrYdsdaO3S++P+b8\/wARw0NUsp5vzcxTo2UK+3SFNLeL8rtbrS0BTSkoshsEOjcR3SpBFgrcQC2vLtcqvqYl6R5GcpT9Bd03y0qmyU7HofsfH5LieaXrKRs2kc1Rc6j3xKvHrhSoWR6LlgzVZcytTqUalJVMmdiYaZ7Q+r3zi9ttyj5yeuI\/rWl2s1RylR6dTs+tQJtNgzY7zDdSlKTJW82eWe1WDl2lEIStaF9BzCkk7BKuTKbV6NlKj0ivzUy6jCgsx5T6XFuBxxKACre4StZNvfK6nxPjjXPoS2pjbhS+a6Ozq6Efok+j5cNefo7kKp1GVV6jkCmypk2WifJddZbWXpCEJQlxYKrKUEIQnr5kJ+CLP9r83e+VPqwj54plfq+WZUDLFUXT6ktTSmX0LCLBLiVKSTY2BSFA2F+viMEqsDGHD5pQm4TpZSBdJSSGUX6kEn33vlWAUrxUkbSSnphz0LJ8HLSJaKJQVxu3SDKkq5oWp13alG5SlLJNkIQkC9kpSAAALYZLGUtbWss1SnvVpx2qPVsTYMtNWUOQz0BSoFBBa6E8u1gFE7TYIMyi9hfxxfEg3mY07mPgQXTZwX76OndT+mw0cwaLZHzRUZ1VzDkxyfIqS2XJRdmOFLnKaW0hJSHdoRy3XEFAASoOLCgdxvJEb83l\/to\/m0Yb+eI+cXhTHMpzZDKG35Pb244j8xxowpAb2F8FIUJBjkeAuO93dwOWaSrYjqRwxaLSYEemSNLm1R4ZSqOntT92VIKChaFB3clSeU0EqBBCW0JB2pADxy5kmg5QXIXl+gy4pktMMLBdeeSlpkKDTSAtSg22gLUEoRZIuemGW7I4iWqNQ1GBXZEuLS5SKkmOqisuzJXLJaWeYpbbbhKmgkIJbSpL2\/mJ5alypkYZiGTqKM3OPuVsQWRUFvtMtuKkbRvKksqU0k3vcIUU+jpi3593XfRme\/k++pqoU4HHfyJK98P+YWfMPixHuf8AQTTHU+pS6tnfLdUqMiZEbgrJemIS2wneChsJIDYUHXAvZbeFndfpaYWfzxI\/ZJ\/BGGPqzmHPNCZo7OQaTMnVCbKU3ZMLnRUgAECQsd5pKj0CxYAm6iADfMnuqr4Go1bohjZo4aNH83T0VOr5XqKZDcxVQQphUloJk7SG3AEi12ypSkDwSpSjbrhzZI0zyvp\/Idfy+mrgLhRqc21I5q0Mx2NxQhA2D9EtaiTc3UbWBthvR9QtcVZHoc5zJktGYpDc0S4wpbjyFOpUCzcnkhtJZ3q7+y60pbJClDdJOmFZzTX8i0qr50pxg1iS2pUlkxlx7HcdpDbnfSCmxssJV8JCD3RYx3VuRskRvee89WffNT2gdx38z87Kx5\/kxH2qeiWWdXpcSRmau5gYbp7NocaI4hLEeSHUuJmJQ40oc9JQgBRuNoKbbVrCphP5+H7UfWMNzUzMlTyplKRWKPzDMQ4220E0t6oXUpVgFNNKSoJ9K72SOpv4YjVdSp0Ihe4TdHnKW1RmqbIYitSIUpIbDSV8yNDVE3b+Xu3OMrIcXfcrzEDpha080LounNYh1eBm+tz+xRZUdLMwRAlbkh1Ljrq1NMoWSdiBs3csbAQkKJJ1HNZNVmst12WvKTfsrDqXIhoTRphaMcb9xUCoKcNw0ApNh7sk26KAkXTTNmcc1ory84ZNey6qBVDFgtPEFUiLym1JeJSpQ6qUroD0sAeoONxqqpcb\/L7e7oZaTo37Pn5MV4SkKqEcJWkm6vA\/pTir7y3o\/wCM9Mz\/AICZ+EMWqSvz1C\/bVfzasVWeW+H\/ABhpkf8AAzPwk4hSrTBgwYAuJ8igb6F6hD9cyfxRvHTmedE6pnrOxzRH1JcpMB6LBjuwo0VLji0sula0Fbi1NqbWFA7C0bLbQolSQpCqleAzj3k8Hy6\/l+u5RezHlfMDiJa2Ir6WZEaWhO0OJKgQpKk2BSSPAEefHZTXlsNEXPzzornBPp2vRF+tQxU2tCNKWp0+5o7nmJT8yUyi6hPKj1eXAXBLrsgyIjTSShwreLhKyRy12SE3LZTcJUEo0svaTa55UgVilp1S9nqbJos6HDiSQWXWprr6ltSG3gne1sbUUbStSb7SkICbHnVvy0vDus2e0ezsn4+VCV\/7uN1jyy\/DA5+baZ52a\/8AAw1ep7GUqd9KF7+p3VFZktxWW5Ki48htKXFhNgtYAuf4Tc436UCJb1wR7mn1nHCzHlieElz82ybnVr\/ymMr1PYUo\/leuDRzq5Tc4sE+O6hNH8F04ruRKiod2YinTzI+qVCzk5V8z5ndk0dyM8lEFdXflhlxbylWAcQN1xyzvUe4QtCEobUEJ58jeVn4Kn7bqpmNi\/wBkoK\/6CcKkfyp3BDI9\/nioMX+yUKSPwUnBWdSu6odi41Kb+ZO\/9oe\/DOOWI\/lMOBiTbdq9yL\/DpFQH4LRxuteUT4FF9GteIiLkm3YaojqfH\/mRiAnvUxnOUjKb7GQnpTNYW80GnY644U2neNyyH0qQpIFyU9CrwCk33DYyNAzRT6O+1m2ryqhMXPlLaXJ7PvRG5qgwm7DbaerYSrqCoFZBUbYgdrygPBA97ziCpwv8JVQR60DG41x18Fb1uXxE0JP7OfKT+EMFYO50PO\/OT\/7Ur1Yz459Rxq8HElBQniRyqEqFiF1kpuP8rG+xxj8Jj\/RjiWyYflrjH9OKD4zHmbiOhNyBRcvLkzGGZi0pVCZEV8ia6mMltaXFLSssBpS9w27VeZRJRI+V6vnKZm+uwa9S1tUppmI5T3g3sQCWk81ski61cwrNwSAAAQD75mMcV3DLIsGOI\/JKr\/q7D\/pwoMcR3D5K\/MOITJSr\/q\/B+nAO5I0z8+wP21f82rG5iPG9ZdFpy2nWdb8oPKbJUjZX4J6kEeZXoOFRjUrTiTbs2qeXXr\/AqsRXqOIBKpObtR3TITWMsxY4QxWi04lmQUl6POLUQEAE7HGNrlxcquSkADq58k1CsVbK0CdmFtAqLiFCQUQlxEKWlRTuS04pa0JVa4ClE2IvbwHjGacsSbdmzrTXr+GyYwr1Y3mZLcn86Vtl2\/htKFerFDu2zItCDVGhtH53c836ZGNnktHxaR9yMaaoc0vpkCoN70oKBdi4sSD8L4hj65VW81Qi\/wAMVX9piAjX+67PkZ\/jZSYyM\/HgqrD1LemTWnWXFJQy2tLrLamxzUqWtY3IKkpSgKKhuAEpdmj\/AGBv7kY1+VWPt6H\/ABVX9pj0Iq48ZMM\/9wof+s4KyuD4YjRzOlgsN2HLt3R6DhLzxX4eSssysyuUZU5EVTKVMtFCFELdSjddRAATu3Hz2Btc4VGo9TafdfK4qi7tuLKFrD+HGY9tWkpcjxlg+ILht+DgER7U9WaRTIz772XeSYuYjQX0yZCEcpIaDpkHYFnaUqTZIBN1JB29SJF7JG+wI+bGq\/BTJKVSKRAdKVh0FZ3WWPBQujx6eONjfP8AtZj\/AD5\/qYA+G4kfnvDlDoU+rCBnLMzWT0wXfazU6m3NeMcqhqR7k4bBpKt609VrKUJPhc9SOl19Hb0uLWY7Hft\/zx83+TjTqtBpte5Xs5l2l1DkbuV2pCXdm4WVt3INrjofSMAMGpa2UanUWk1pvI+aZwqsWU+I0Ftt6Q09HCt8ctB3cpzcgpukFKSU7lJ3DEgUKXCr1Fg1qM2623OjofDZkBam9yQSkqQpSCQeh2qIuDYnCa7kPKLgaS5kKgrEdhUVodma7jKgAptN0dEmwuPA2GFeKhVOitQoFEQxHYSENNMqQlCEjwAHQAYtgfUeK0X5Q3OizoHRxX2NPx4Ss55ipuR8vyMyVKPVZMWMU81MJJdWhBPeWQSAEpF1Ek+A6XNgVFqROacfWqkSCHXAsbXGug2pHnV8WNDMVHpmbKemlZiynJmxUvNyUtrcaADragpCujgNwoAj4xiBdRvvat5IjwX5z8urMhiupy8tpyM4h3takhae6oA7C2oLCj0sfT0w+uy\/4y\/93hpO5Eym81KZdyhPCJsntckCWRz3LW79nu8m3TYe7bpa2HQmeoAA02WkD9In+g4tiXPGY6i\/IAkvCyk+cfBHxYzdmX9tvfOPoxgZlbXnlrjSUhagR7kT5gPNjP2xr4D\/APmF\/RiFGxTdQ8oVasMZfp+YJTlRkOPtojmE8hfuKUKWpW5sbUbXWyFqslW9O0m4w6OS79tufcp+jDFpOlOSaPU4VWYVX35MCdJqLS5UqS+pT74stS1LupQHglJNgOgFgAHx21n4D\/8AF3PowWlw9bGItPdtA7Ur8yPXan0j4sZ+VI80o\/cDGDtTZlpXy5G3lkX5C\/G4+LGYzWB4h0fKyv6MAN93PmT49SXR3870huc3Mapyo6320uCU6kqbZsTfeoJVYeJsfRhwcuV9so\/zf\/1xGE3RPIMqrvVhVYq7C36o3VXGkqbDanEyFSCg7mirapxVyb7wAlKVJSAMSUaxSh76ewn5VgYLS4Pl9L6ZcPmupWOaq1kW\/wCbV8eKsvLfD8maZH\/BTR\/KnFpKqhBmTIbcSYy8pLilKS2sKIHLUL9PjIxVx5b789aZH\/BzfWnBAqwwYMGKAwYMGADBgwYAMGDBgAwYMGADBgwYAMGDBgAwYMGADBgwYAMfSXXU+9cUPkOPnBgDMmbMT72W8PkcOMiatVUe8qctPyPKH9ONXBgBSbzNmRnqzmCpI\/Yy3B\/Tjbaz7npj8xzpXW\/2NReHqVhCwYAdLWq2qLH5hqTmlv8AYViQPUvG61rhrUwLMav52b\/Y5glj1OYZODAEhscRWv8AG\/Mdbc9pt+uGX\/aY32OKjiVjfmOvOfE2\/V6Sf\/XiLcGAJjj8ZPFZFtyOITPibemtPH1qwpMcdXGBHts4h86Kt8OoKX674grBgDoiP5QnjLjW2a95iXb7IWl+tGFON5SnjVjW2a3T12+yQYi\/W1jmTBgDq6P5Ujjdje91ebX+2UKnq9bON5ryrfG0377Uumufssvwf6GhjkPBgDsdrytPGk37\/OdBc\/Z0CN\/QkY3GfK8cZLfv63lV39nQkf0KGOLMGAO4WfLD8XzduYcku\/sqIoep0Y3mPLKcVrf5tRsiu\/8Albw9T2OEMGAO\/wBjy0PEw3+bZMyG7\/4OQn1PYUY\/lr9f27do0wyI98iZaf8A3cV34MAWRMeW51hTbtWjOTl+nlyZSfWo4Uo\/lvs+p\/PWhdAX+11R5PrScVl4MAWjx\/Lh1kfnvh9hK\/a68tPrZOFJjy48S35J4c3ifSjMwHrjYqmwYAtma8uJlw\/m\/DzUk\/sMwtq9bAxuNeXAyIfzfQSvJ\/YVllXrbGKjcGALfmfLeaVm3P0RzWn07J8ZXrtjhjjh40KvxgZ2p9Tay57AZcoTKmaZBcdS6\/uUbrdcWABdXTui4FvE45owYAMGDBgD\/9k=\" width=\"304px%\" alt=\"Stock Price Online\" \/><\/p>\n<p>Because a company&#8217;s share price often goes up if they beat their earnings guidance, companies usually offer earnings guidance that they can &#8220;beat&#8221; &#8211; in other words, their incentives are to under promise and over deliver. Enter your email address below to receive the latest headlines and analysts&#8217; recommendations <a href=\"https:\/\/www.forextime.com\/education\/forex-trading-for-beginners\" rel=\"nofollow\">https:\/\/www.forextime.com\/education\/forex-trading-for-beginners<\/a> for your stocks with our free daily email newsletter. &#8220;We believe that the Fed would be cutting rates by more than is currently priced in for 2023, thus backstopping equity markets,&#8221; JPMorgan said. Receive information of your transactions directly from exchange on your mobile\/email at the end of the day.<\/p>\n<h2>How To Use An Average Down Calculator?<\/h2>\n<p>For averaging down stock, the stock average down calculator does need a little more effort. Investors must decide the path they will take on the average position, but each subsequent investment will change the breakeven point of the position, which the average cost is paid for the stock. An average price <a href=\"https:\/\/dotbig.com\/markets\/stocks\/NVDA\/\">NVDA stock price today<\/a> is a significant number, and it is easy to find out. The online tool for the stock market calculates the average price of shares. Easy to use calculator for averaging the stock and get profit more from any stock market. In this online average down calculator, users can add more stocks for averaging down.<\/p>\n<h3>Other U S Stocks Data<\/h3>\n<p>For example, if you brought 100 stocks of company A rate of $10 per stock and bought 200 stocks rate $15 per stock, and so on. Firstly, you should know the number of  stocks you bought and the price per stock you brought. Then, please enter the input box as asked in the calculator and calculate it by clicking the calculate button.<\/p>\n<p>News Corp is a global, diversified media and information services company focused on creating and distributing authoritative and engaging content and other products and services. THE MONEYIST Dear Quentin, I am a senior citizen and have suffered major losses to the tune of $100,000 in the recent stock market turmoil. I understand the dynamics of the market as far as its ups and downs, and have ridden them out before. It has come to the attention of the Exchange that certain persons and \/ or entities have been circulating <a href=\"https:\/\/dotbig.com\/\">dotbig forex<\/a> communications soliciting offer to purchase \/deal in the shares of the Exchange while such shares are unlisted. In this regard, it should specifically be noted that such communications have not been directly or indirectly solicited or prompted by the Exchange, nor does the Exchange endorse communications of such nature in any manner whatsoever. Any offer or solicitation pursuant to such communications should be carefully evaluated with respect to their legality as well as the risks involved in the same.<\/p>\n<h2>Stock Average Calculator<\/h2>\n<p>The information about share purchases is needed to calculate the average cost of the stock. It would help if it had confirmations from brokerage for every trade. If not, it can be called to the broker or check the online website, <a href=\"https:\/\/dotbig.com\/markets\/stocks\/NVDA\/\">NVDA stock<\/a> where transactions are listed. No matter how confident he was in any single bet, Dalio knew going forward that he could still be wrong, and that he needed to be properly diversified to reduce risks without reducing returns.<\/p>\n","protected":false},"excerpt":{"rendered":"<p>MarketBeat empowers individual investors to make better trading decisions by providing real-time financial data and objective market analysis. Whether you\u2019re looking for analyst ratings, corporate buybacks, dividends, earnings, economic reports, financials, insider trades, IPOs, SEC filings or stock splits, MarketBeat&hellip;<\/p>\n","protected":false},"author":4,"featured_media":0,"comment_status":"open","ping_status":"open","sticky":false,"template":"","format":"standard","meta":[],"categories":[1],"tags":[],"post_series":[],"_links":{"self":[{"href":"https:\/\/gibq-eg.com\/index.php?rest_route=\/wp\/v2\/posts\/76830"}],"collection":[{"href":"https:\/\/gibq-eg.com\/index.php?rest_route=\/wp\/v2\/posts"}],"about":[{"href":"https:\/\/gibq-eg.com\/index.php?rest_route=\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"https:\/\/gibq-eg.com\/index.php?rest_route=\/wp\/v2\/users\/4"}],"replies":[{"embeddable":true,"href":"https:\/\/gibq-eg.com\/index.php?rest_route=%2Fwp%2Fv2%2Fcomments&post=76830"}],"version-history":[{"count":1,"href":"https:\/\/gibq-eg.com\/index.php?rest_route=\/wp\/v2\/posts\/76830\/revisions"}],"predecessor-version":[{"id":76832,"href":"https:\/\/gibq-eg.com\/index.php?rest_route=\/wp\/v2\/posts\/76830\/revisions\/76832"}],"wp:attachment":[{"href":"https:\/\/gibq-eg.com\/index.php?rest_route=%2Fwp%2Fv2%2Fmedia&parent=76830"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/gibq-eg.com\/index.php?rest_route=%2Fwp%2Fv2%2Fcategories&post=76830"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/gibq-eg.com\/index.php?rest_route=%2Fwp%2Fv2%2Ftags&post=76830"},{"taxonomy":"post_series","embeddable":true,"href":"https:\/\/gibq-eg.com\/index.php?rest_route=%2Fwp%2Fv2%2Fpost_series&post=76830"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}