{"id":1896,"date":"2021-06-24T12:29:04","date_gmt":"2021-06-24T12:29:04","guid":{"rendered":"https:\/\/timoq.be\/?p=1896"},"modified":"2022-10-25T07:15:27","modified_gmt":"2022-10-25T07:15:27","slug":"understanding-owners-equity-definition-types","status":"publish","type":"post","link":"https:\/\/timoq.be\/en\/understanding-owners-equity-definition-types\/","title":{"rendered":"Understanding Owners Equity Definition, Types, Components &#038; Formula"},"content":{"rendered":"<div id=\"toc\" style=\"background: #f9f9f9;border: 1px solid #aaa;display: table;margin-bottom: 1em;padding: 1em;width: 350px;\">\n<p class=\"toctitle\" style=\"font-weight: 700;text-align: center;\">Content<\/p>\n<ul class=\"toc_list\">\n<li><a href=\"#toc-0\">What is equity in accounting?<\/a><\/li>\n<li><a href=\"#toc-1\">What is Equity on the Balance Sheet?<\/a><\/li>\n<li><a href=\"#toc-2\">Real Property Owner\u2019s Equity<\/a><\/li>\n<li><a href=\"#toc-3\">Book Value vs. Owners Equity and Related Terms<\/a><\/li>\n<\/ul>\n<\/div>\n<p><img class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' 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width=\"256px\" alt=\"owners equity def\"\/><\/p>\n<p>And, in this case, shareholders can look forward to relatively large gains on their relatively small investments. Benefits will go to owners either as dividends or as retained earnings, which increase Owners equity. The precise order of preference and the rules for distributing the remaining funds to these groups may be specified at different times and in different ways.<\/p>\n<p>For instance, in looking at a company, an investor might use shareholders\u2019 equity as a benchmark for determining whether a particular purchase price is expensive. On the other hand, an investor might feel comfortable buying shares in a relatively weak business as long as the price they pay is sufficiently low relative to its equity. Retained earnings are part of shareholder equity and are the percentage of net earnings that were not paid to shareholders as dividends. Think of retained earnings as savings since it represents a cumulative total of profits that have been saved and put aside or retained for future use.<\/p>\n<h2 id=\"toc-0\">What is equity in accounting?<\/h2>\n<p>Equity represents ownership in a business or asset and can be calculated by subtracting total liabilities from total assets. However, capital represents a company&rsquo;s financial assets that are available to spend. Any asset that is purchased through a secured loan is said to have equity. While the loan remains unpaid, the buyer does not fully own the asset. The lender has the right to repossess it if the buyer defaults, but only to recover the unpaid loan balance. The equity balance\u2014the asset&rsquo;s market value reduced by the loan balance\u2014measures the buyer&rsquo;s partial ownership. This may be different from the total amount that the buyer has paid on the loan, which includes interest expense and does not consider any change in the asset&rsquo;s value.<\/p>\n<p>It may also be known as shareholder\u2019s equity or stockholder\u2019s equity if the business is structured as an LLC or a corporation. The liabilities or the debts of a company are deducted from the assets and the remaining value make up the shareholders equity. When using the accounting equation such as the formula above for the calculation of shareholders equity, there are some guidelines that serve as the basis for the calculation. Equity interest is in contrast to creditor interest from loans made by creditors to the business. Thus, owner\u2019s equity can be calculated by adding up the owner\u2019s capital account, current contributions, and current revenues and subtracting withdrawals and expenses. This balance could be positive or negative depending on the next few components. Accounting Equation FormulaAccounting Equation is the primary accounting principle stating that a business&rsquo;s total assets are equivalent to the sum of its liabilities &#038; owner\u2019s capital.<\/p>\n<h2 id=\"toc-1\">What is Equity on the Balance Sheet?<\/h2>\n<p>If a business has a ROE of 10%, then it knows that it can reinvest and grow 10% that year without outside investment. If an entrepreneur shows a business plan with a projected 30% annual growth, sustaining a 15% ROE, and has no plans for outside investment, then he or she will inevitably have cash flow problems. Being cognizant of a business\u2019s sustainable growth rate helps plan for future cash flow problems. After all, underestimating cash needs is one of the top reasons for businesses that fail.<\/p>\n<p>Ideally, the owner should only make drawings if the business has a positive owner\u2019s equity. When the owner\u2019s equity is negative, the owner should refrain from making any drawings. On the other hand, drawings or withdrawals of investment decrease the owner\u2019s equity. This is because, on top of failing to generate profits, losses also mean that the business \u201cconsumed\u201d the owner\u2019s investment without providing returns.<\/p>\n<h2 id=\"toc-2\">Real Property Owner\u2019s Equity<\/h2>\n<p>Business professionals who understand core business concepts and principles fully and precisely always have the advantage, while many others are not so well-prepared. Rely on the premier business encyclopedia to sharpen your grasp of essential business concepts, terms, and skills. Find the premier business analysis Ebooks, templates, and apps at the Master Analyst Shop. Free AccessProject Progress ProFinish time-critical projects on time with the power of statistical process control tracking.<\/p>\n<ul>\n<li>This account is listed underneath ShareholdersEquity and is closed out after each period.<\/li>\n<li>This ending net worth is the same as that on your year-end balance sheet.<\/li>\n<li>Shareholders equity would be negative if the available assets cannot pay the debts of a company, and this can have a negative impact on the company.<\/li>\n<li>This salon could then use their net worth as collateral for loans to purchase additional amenities or equipment needed to run their business.<\/li>\n<li>Financial statements are written records that convey the business activities and the financial performance of a company.<\/li>\n<li>In simple terms, the definition of owner\u2019s equity can be stated as \u201cA part of the total value of a company\u2019s assets which is claimable by the owners and by the shareholders \u201d.<\/li>\n<\/ul>\n<p>If the farmer and the family earned more than what was spent, the result is a positive figure that contributes to net worth. If they spent more than what was earned, the figure will be negative and will contribute to a decline in net worth. So rather than an asset, it is more akin to liability from the  business\u2019s point of view. In such a case, the owner may have to inject additional capital into the business just to cover the deficit.<\/p>\n<h2 id=\"toc-3\">Book Value vs. Owners Equity and Related Terms<\/h2>\n<p>Kirsten is also the founder and director of Your Best Edit; find her on LinkedIn and Facebook. Owner\u2019s equity is calculated by adding up all of the business assets and deducting all of its liabilities. One of the most important lines in your financial statements is owner\u2019s equity.<\/p>\n<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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2k3Eps3D8qpVdVdpILzxkIlokqDsstNKakMtOghISeEhWQTqs1FF\/vVXxjhSry8OvJksSqhLegtksOhlPIaYaVy2EDs6FAoJUVLWonrjXRO829aL+mrolHmpat+K4FIHHgzFpPRxYPUJ86UH2KPXATYdo9naLODFz33OichZDrFNckJHNAHkqeGchPXPB5+gV0yk8qs3jKmwwvLvZ9E0doDA6Cwy0lpdXk\/ph18O99OS7zl63tgt2bpiioUnb255tFkyEOPhMiEC84AMrSXnmysZSOLhOOLIyOurHTvkv7hxJLbs7ajcGc1FciKhsOSaIlDLbMlt9TasScucfKCFEnHAojHXOv0KZrFvstJaRVaclKRhKUvoAA9AGdffh2heuIH5hHx1v0NEYaiuPF5nE0t8SY3ScnGMnTh3Ri7eb5v9OhwlY3ydbxtl6h0aPtHfkKlU++FXa27LqVLcRFLkRUPlK4ZJWWW2nCRgFeEADPcevySptTRzwKBBSe4\/WNSN61Go1C3JcSx7nocOsr5fZ35sRVQYQOYkr447T7C1goCkjDqcFQPXHCVYavvnRhw1CybRuGM15S5dMr78GQ57G4UiOptP1Km4\/na6FOjCmuB56MdVuSfEW3yxKHaNF2q7ZEoEGNVqvWKdS4zzDfKJ4ng6\/kIwFns7D\/zgSDg+bXIMiK4wc96fMRroL5V173VetQsq1W9otwKYaaudXpcZdKbqTmUNJjMuAUt6UOHEuQMqIwUjXP3jJbq5xoz9YiM1A4CoElwMykn0KZXhxJ9hTnXi\/iWlN4lOEHZLnbgd\/RfxRjtF1VGUnOn3xf7PufobEOUV\/onD5XmPp0y5m2dMagpQxW5Sao1bTdySWnIqOzobUAS3zOZxheFJIHAeqgM6VUphyK4RgjPVJOmJC3Wrbyu2VCm0qY7IRGjzHHI2FSYzKkER1hJCOWeWgHCQogY4sE54OHdFXVb8vX\/BtfFWisPRVPSeC\/pVcuSb48Mr5dzuYa1t1cVAj0yRUFw21VNRbDapKWzGcCErCH1L4UNKKHEKAUrqDrTqtj3lR3Xo1TtqoNllIU\/hkrQlJOAVKTlOM+fONWOp7peNkenxLvp4dVHrqai7IjobQRG4UILKW0hCVKCUABSjkhIHTqdT0W\/KPUol3TmpdPRVLgrrctpipOSo47K2FlvDscjhWCpIwpYT0Oc+fY2OFnJqnLw5ZeGfA8Xw7hIptuixZy6hCpjVOnqPlTIGYkrvB\/lmilwdQP1vNqyU+9dy6KAii7p3Qw0B8yZIaqfF6MrmtvOD+qsa0ZsqVOluzJspyTIeUVuOuLK1OKPeoqPUk+k6w61o4qtTdozfmQ0nzGpt1vPvfct6RbQEazazzabLnqU6xKpi0JYUyjK3kKkJ6qfR0SwO\/pgaaE++dyaJEQ5UtlKjUnhnmm3q5ClMJGcDCpaorq8jr0Z9gzpW\/Jeppl33d9wqAKKbTYFJZV9Fx5x199P3UQz7tdIYHo16jCyc6MZVOLav7t0GwpySuhM\/8JSPHQp2t7YXVbjKFBCpFzKiUOPxHzJenvMtLPT9RStRFf26rG+tywtyaVtnc9VixU05hCqRXKJIjPphSZD3AXES1BQWqUpC0g4wkD06f6FKbUFtkpUO4g41V6zthtvXqoq4KtYVvyKxxJWmrKpzQntLByFNyQkOoUCAQUqBBAxrepVKMHdxf5MtGhSjxV7iHo3yRtxaFElwIW1N2uMz4CoDzsin209MSgwhEJalreLzWUDiwhQGSfMTrbZ+SbeMaYajF2i3KYlNSnZsN5FSopXEfKozjSm+KSRhtyMVpSQQS85kHOnrCtu4KCh9Nm7t7h0JUkpU645XlVskjOOFNYTMQ0DnqG0oz09A1Oxb938pDqeRdtpV6G02Ehip0N6LMeUABlcuPI5ScnJ8mJ0z3dMa241cLLvaMmypviLawrF3hsyRWqvUdl76r1cuKS1JqNRkzKMyXOU0lpptDbUkIQhCEAADrkkknOrdzt4f9He7v9Y0r\/etXSJ8oq\/acniuzY2VI4wOHxUuGJUEo6nPM7cIKh0GfISs5yMHU\/B+VHtCtbTFwVGtWu8pvjeNwUKZAixyE8RSuatrseQAeqXlJJ7idZVhsJUd0\/Uq8LSlx\/cVnO3h\/wBHi7v9Y0r\/AHrRzt4f9Hi7v9Y0r\/etdEWzuVt5ekNVQs2+rfr0RCuFb9MqbEptKsZwVNqIBx1xqVFwUI4xWYJz\/wCcI+Or9nYfL1G50vbOYudvD\/o8Xd\/rGlf71o528P8Ao8Xd\/rGlf71rp7w\/Q\/XMH8wj46PD9D9cwfzCPjp2fh8vUjdKPtnMPP3h\/wBHi7v9Y0r\/AHrVbp9v7xRNwa3d38BdxuJqlKp0AQ01Cm89kx3Zay4vMng4V9pAThROULyB0z2F4fofrmD+YR8daLFboqaxLcNWhBKmGQDz04OCvPXP\/wBZ1K0fh13epKwtJf7ObXHN4HG1tn5PF3eUkj\/nGlf71pDP\/JT3OqNsNWvXNutwqjGp0JNPpAfNvFuAz2tiSoFvn4fKlRm0kuEjh4hjqTr9GfD1D9cwfzCPjrzw9Q\/XED8wj46tHBUYfT+paOGpx5H53f8ABl3a\/wDI6\/8A2Jsz\/Fo1+iPh6h+uIH5hHx0avutPr5\/4J2EMz83s691kVu3tqn+TtSoK+thn\/wD01jc3hsVOOVZchXtWhof7TrlnuNWWQ9rGSDO2YBAx4AvE\/wDvCBpk7hViJbdkVuuybgZoLUGE4+upuR0vCKAP5TgPRZHmB6E479UraSZSL4qWzs6NTlQor9AvEoaQQlTZbqEFBwU9wUQSfs09bit6LRqLNqdOpdSq0qMwt1mExKShyQsDohKlkJBJ6ZJAGugqEpqLT7keOxdNuvPxZyjt7cku8L22rr825IleRIcuTsstt+K+4I3Z0FtD6ov6LmgfOCe7oD1B10fwN+dCfdpT23ddA3T3K2xr8ClyYQMm5abJbdlJeU29HaShfLcQSCkkd\/TI82uifEuk\/tJf451MsPKT5mvspFO4GvoJ92jga+gn3auPiXSf2kv8c6PEuk\/tJf451XdZZjZMp3A19BPu0cDX0E+7Vx8S6T+0l\/jnR4l0n9pL\/HOm6yzGyZRpDae1RsJHUq8383WwW289UJ92rHOtKloqEBkOScOKcBy8c9E51veJdJ\/aS\/xzqXhpPvGyeZTuBr6Cfdrnr5RIaXfFPRy0fo6Mznp35kSDjXW3iXSf2kv8c65q+U5asGBeVNfaU+UvUxKPKcJ6pdc\/x65+k8PKOHbb70es+CoNaXgs1L9Bl2XUTW7Ro9WfcQ+\/IhNKfcCccTwSA4fZ5YVpX77X7wE2PR3AOgVUnEeg9Us\/aMKV7CB9Iat1kTqNZ3yf41xSFPLktLlMRGi8cOvqkOcAwCOgzk468KVaUNg7eyNy71ZpsiTLcD7i5dQk8wlSW85WrP0lEgD2qHmB1q4idR04Uqb\/ABSSOvobQVKhj8RpDFcKVGUrdWm+P5K1utiw7KbZtVVxF5V6MlUNlf8AEWFpGHnEnq4rPelJGAPOoHzJwp8cDfeUp6nPdqfNr2hQac2l2Z2CFFbS2jilctttCRgAFR6ADWrRHNurlkrh2\/dDFRebTxqRGqKXFBOccWEk9M9M92ujQwEcPFU1JX\/U8tpfF4vTeIli5p6i4Lg7RXvn1Irgb+gn3aOBr6Cfdq4Cy6Sf+kl\/jnXviXSR15kv8c62N1lmcXZMWlxbgWNYK4y7zuSBQ2pvGGZE5wMR8o4eIKeVhtB8oYClAnzZwdSkSr2pe1BlO0i4GarSpLC2npVEqClqDakkKLb0ZXGleCcKbUFA9UkEA6sU+DGpcpUeGp3ASCoqWVHJ\/wDlpCbsWtZgvmhxxtJZFamVR2OhRZZKLhUhb4bfkNLZaCmWWEFK1OreCVFXBlCko5u1ShqRszNGOqrGp8mCk1ZLkuo3EmcKpSrZt6iT0z3nHpLdRdZeq0wOLdUpxS81ZhKuIk5aGe7Ttrlv0C54KqXc1Dp9XhLGFRp8ZEhlQ9BQsFJ92kps9tTz7eqt1WvuVfFANcuOry2DHqyKg29FamORoa1JqLUkHMWNGwRg8PCM9Bi8mj76UcZp982lcbae5irUN6A+v+lKjvrbH2RfhrIWFJv58nPaWg25GuC0bDhUFaJfKkt0RKoTSkKQo8RaZKUEgpAHT9fz92kba+3tmVxmqxpm59wWrU6elt1iG\/QRWEOsqKwp8sRUiRy0EJCl8wJTxp4uHOT0pvdcO6z+2FcpNd2zTDU4hgCrUCusT48Y9obwpSZKYrxJ+aAhpfVQz06650siZ4Ok1pLlZo1vSKha9Wt12sVtMylsQETjHBlhwtvIdeQplCghbraVcOA4k9D57FYWjPSEYzimpLjw8f4Pe4Vb58KVYT47OXDzT\/8ATLTUvkm71woyJ1vVqyLrhuoDrbzcqRTXHWyMhSEKQ+2QR1yXgO7VIre1u8ltcRuDZy7G0J+c7T47VVR9eIS3XAP6SAfSBrpm4YdzXvbTdrbRXnQr\/tWuSmmpSPCsaLFp9HaUFvwRLgMrWsSGgIyctlaEKWpThODqkbffKFre31ChWTc1NokUWVTYNPq1DW64msNBCFF2Qw3gBcRiOY7pUtCV8niWolXknLW+HcDV5RcfB\/zc+fOlFnNL1x0KJM8G1GpNU6aTjslQCokjPTpynglfnHm1JJ8oBSfKBGQR1BGu8TeUi8aMbauLbRxmsuU5ExyBXIchdCDimwtTTlR7OtkcPEUqBRx5SrCFAZPNln0PafcSOmuXd8nq2LNiJt+Nck12k1SpUCcIxpceZJeZjx47TMlDbz62SoP58jJT1weZW+FV\/wBNTzX8fwUdHJk\/8lSm8nbyqXCpOF1+4Z8j+pHUmCnHsIh8X9b26c2lXt7t5J2\/sOz7VZ3eual1fwTT1VCHMobFUpkGZJSCpLi0MNutBT61hJckjJ6ZyRlgSbS31pBy03YlztJAJWmTLoryh\/NaKJiScZ73Uj2jXR7OqwilHilw8i7ptEprkr5RtzbxfwqR7po1CuSnWNYM6iRBIjSAwJ8yVNjKkPhoKbcls8hZjcoFaePiUeEZI6Pfua76Rw+NOzl609BHR+BHj1ltfp4UQHXpGPaplPf3DWoxvDtl21umzb0gUeou9EU+tKVS5pz5uzyg27\/2dY4QqUJXlAhJxYprS3EvCpUi5N1q1uymlQqddNe7Pbc6FC5L9FpxcSWEp4EyUSeBhbnGHDjvU2oHOt8b6bkWhtDC3t3GtWjTKFUqFHqiIdGDjE2NJluMiHFIdcWHwvtCQp1IQU8JPLOcBtybDsGqSn65Js2gyJc9h2M\/ONPZLz7DqeFxCnQniUlQ6EZwdU+rfJ029qVHeozL1ww0E08xVKrcqYIQhSEyGEstTFvNJQFpA4Cgp4emANQp02+KJujHP+UHblq3M\/Y25FGmW5cTUaDMaitrRPamNS5ohNFhxk9Tz8ApWltXD5QCgCRbV7o7ds3G7aEi96NHrTUxFOMF+Yhp1cpTaHEsthZHMWUOtnhRk+UNK28Pk2Vi4bjh7hSL3TXLpp1fodYjmoxURIyo1M7SpqIrkJUUhbspTq1hJBKEYbHD1Ut\/fJg3qeuaobj03wfNrtNqdWv2jNwJ6i21XHZkAR4HE5yVusphwinmHl9VnoMDN406M7cbfyODOr6zt\/t3eqkVWuWbQKy6k5bmvwWXnUHPel0gqScjvBB6axIsMwHA9bd93rRnEnib4K89PZb7+iY8\/tDCR17g2Brm\/bnZKqQavsValctiqQF0i16xVbrqERb8RbkqQsLZhuy46klSm5El9Yb4\/wBVRwRnPXOsbnKl9MiG7cmV9t\/eekoU3T77t6uN54v+PqAUyVHAGOdDeZaSCQSf4uT1OPNqRZ3Ov2CsivbQJlNDoF27cEeWs9QAVImIhhIxkkBSse3W\/qmb0V922NpLwrcdzlymKLKbiKzjEpxstsDPtdW2Pt1KxE78SnB8zZtz5YWwFxQY1QcuOdRW5bKH2jV6PJjt8Ck8QJf5Zjjp1\/lfONMi1L3sS95Dztl3dQbgQG0kmlVBmWE4JzktKVgjI7\/Zr8+IURmmw2KfFHCzFaSw2PQlKQkf3DWrUbeoFXcS9VKHAmOoIUlx+Mha0kHIIURkHIHUHza5MPiFJtThw6P+V+5juj9M+W39BPu0ctr6Cfdr87KLdV+WuALW3LvCmJTgpaFZelMI8oq8mPJLrKck9cI6+fV2o\/yld96MlLT1x0OvtoTgqq9JUh9Zx9OI6y2nJ8\/KPf3a3KWmsJU+qTj4r+Lhce87d4GvoJ92jXJH\/DH3G\/8AJJbSvb42yxn7OxnHv0a3O0MF\/wDZev8ABNuomht\/UyfLmRR9RUf9msyNvHz\/AClUbT\/RZKv9o1dtGsh77XY99lj4oN7MRmf428mh3nwcX6NJSqpQlKyepBBIA6HPXu7tPi4qw7ctEm0GoU8tR5zC2HHItSdjvIChjKHUJCkKHmUCCNIqwoz7srZp5llbgRQrwCggcSus+CQcDqR0PXu7vSNM+9rYrF2WnVLap8+tUJ+pRlR01CHFy\/H4uhUgLSU5xnqR0\/vG+p1EoqPKyPF4uc9vO2bF1THrYt\/dTbdNouipIffuOW\/NVVTNMuYphKX1uvkZ4xwBOADjh4cJxp+eOlR9VxvzKv8ABrlnb\/aitbTXhtdaE6auoCE7crzS0QhHPKeRxoSltKU5ICupA7yddFciZ6tm\/ll\/DSVSsnwXoa+vUJzx0qPqqN+aV\/g0eOlR9VRvzSv8GoPkTfVs38sv4aORN9Wzfyy\/hqu1r5DXqE546VH1VG\/NK\/waPHSo+qo35pX+DUHyJvq2b+WX8NHIm+rZv5Zfw02tfIa9QkJl2z3J0F002OC2pZA7Qo5yn+h01ueOlRH\/AIqjfmVf4NVqS1L7VGBp0wHiXgGOsZ8nzdNbPIm+rZv5Zfw1O1rW5DXmTnjpUfVUb80r\/Brn75TNwy51Zoa3ILLZTGd7nioHyh\/NGnLyJvq2b+WX8NLPefbi5bwZp9Qt+kyX5MEOodYU0pCnEK4SkpKsJyCFZBxni9mDp47eK1BxSyPR\/CmMjhNK06leWrHirvlxTSE5Vr4mzLRt+1WUI5FN7TIeTxqAL7j6yMjGDwt8OD\/PUNYKFuDdtsRJka3ZogduAEhbKgHFpTnAC+HiTjKjlJB69c4GLzbPyd7onFL90pk01nIJYjx1OvkecFWOBB9o4\/q01Ld2stW2Ch2n2jIdko4SJMqMt50LH66SoYQf6ASPZrl0sHi6j13+E95j\/irRWCpuhTjtbttpLhdu\/Fvhz6M56g0zcO9JKJ8ai1CqreQVInPuLUhY7iO0OeTnp3FWmntDt5dtr3LEu2vx4sZUJDnKiNzMrWpaSghZQlSCgBRPRRyoDuAyW3yJpJJps3J7\/wCLL+Gjs8z1ZN6f+bL+Gt6jgZUpqo7to8hpH40xuNoyw1OEYQkrcFd2\/T0JwXpUQMeC435pX+DR46VEjHguN+ZV\/g1B8ib6tm\/ll\/DWKYZsSI\/KFFqT5ZaW4GWo5C3CkE8KeLCcnGBkgZPUgdddJVa77jx+vUK\/XrY3Il1aVX7b3blQ3Jjgd8G1mjRKjTYowBwtpjoiylDp+vJV\/s0la5WrjsK4b43No9W2\/uev2nCcrF2sUa959NfcREhq4ESKG4ic00Q215P6dlSsdVE8RU3DvlYkJIF1NXDayh0dNdt+dDjtenilqaMX7UvED09NJaqTGNyKgipwHKPJFZl021m2aXX41Siv9sqkSRWVxBFcWlDDsOE6tXPAeK0LPCjy1u7y5GyMbba8Ju2W3dsWXeO1G4VIRb9GhUtUxFKarQkuMMobU4lukPTHxxKSTlxpHfnA7hbIG+Wz0+czSFbk0Cn1V9XC1SarMTTqko+jsUnlyAfYWwdXjyVd2OnTu7vZrXqNPgViE7TatBjzob44XY8ltLrTg9CkqyD9upBR9+nCxtjUYywpBmORUIyMZ4X23enp6IOqD8maKDWq1Um3CHI0VpnoeoDiyf8A+rUNv3tXtPaFKpUKz7Lp9sSajKW+sUBnwY26hpICuYiNwIUcuoOVAnyfrzl2D29u8UWp3Da+51UpTrktMQxZlPizoj4abC0lYUhMggc9Q8h9Hn9muJU+bpOKXcv2\/wAnvcP\/AMb4TqSf\/ZLh5pf+R0XHtRtfeE7wpde3VtVeoAYTOl0ph2Uj2ofUkuII9KVA+gjVdGwNr0xucizLqvO11VZ7n1Exa45UW5S+WlrK49UEuPnloQjo2PIQlPcABuGRv\/RwOZTNvrtGOqmZM231J+ptaZ4WfrcQNfP8KlcpoKbt2cvimJR\/KS4UeNVo\/wBaEQnnZKh6MsJPs9PbPBGnWrF3cl0WoW+rcehXFSJ8VyHJi1ugOsTpTLiClaTPgSo6GSQropuLlJ6jzYUm7FrX7Q7XrD1w7bv1FFfcFuU2Dbt2sT4tOTV5DUSWWm5saAtLjqXlJCS4+hvoEllsuEu6LvrtC\/JTBl39TaNLcPCiJXyujSVn0JYmpadUfqSda9+PNVy\/NsaBGWHEeFJtyu4OUOxIkB5jII6HEmoQVA\/zRjQFOm7lChXDVp7zFStmNVnG5M5FyWlUwxCKGeDg8IMoVA4TwpPF2ghB4yOPiAFHtOTd1XoFZlbYXxTbod7YxIcFvXCxUmSURlcaQuCpLjaFPOKwtaXF+S2XkvDiI6s6jzY1Vr3272wvNrwhuJYts11MJBWl+sUyPKLCQOqkqdSSjA84IxqOCXHp6Fk7sqdlTr0j3+4zV1zkxqtziY0llOG0RY0VvjKwB5Sn3Hvm4QoJUQP1tNCZEiz4LtNnRmpMN8FLsd5AW24D3hST0I9hGkxbtuWO\/SJ9x0+6Ly29Yp8kNNLXdspUVphaEONOCFNW7DZCkLQQgsdB3jv1ZoNE3YRDYmWhvRRLjiSG0vtvXBbrUlbyD1SpD1NeiNBJ6YVyV5z0zq7dypkl\/J62VedL1O2+g2+4o8S3radeoTzivStynrYWv+sTqNf2Mnwypy1t37xgBH8hCn9jqcRHTA41PsGY4O4\/8qBPp8+pIXVvNRwPDe01LrLDfQu23cyHJDvt5E5mK2j6uer69ejeu3oAIu21b2thafneELblPsoHpVKhJfipHtL3drDKlCfNIFcesjfmkg9mn7fXYSnJU6idbgbxjuCfCPMJ69\/ANRzldvykKPjJsxdsZhoZdn0xyFVI\/TvLbUd8zVj\/ANlB9g00bY3L26vV4xbOv23a5IAyqPTqoxIeR7FNoUVJPsIBGrLwniIPRQ78941rywNGXdYq4pnPD28m2MBxLNw3WzbDzpw2xdEZ+gPun0IZqCGXF\/1UnVxjPNTIzUyI4l6O+niadbIUhxPpSR0I+rTVWA42tlwcTbgKVpPUKB7wR59L6b8n3ZWZLdqTG21GpNQfVxuVGhtGkTlq9JlQy0\/nPn49a8tGL+2RDgRv2Y0mvlV1RUfb6lUBtZ\/yguKBFWlOQeBgrnE9PNmEEn+lpyvbD9iATae6980dpJyIz8yPVmlH+cuoMvyMfU8nSS3a2V3pvvcOk2lT7tsysrtqjSKzh+BLpH\/K3ksMc1aXJYUoiNL4VJbQAAvp5Qxp19H1405anF2dvEjUaXARR79H249vo1c61sTv5bxX2\/aaZUWkd8mhVKLMZx7EuLakKP1M51Q6xP8AFo8N20yr20R0Jr1Lk0xJPoCpCEJV\/VJ142ro3F0OM6b8r+qujXlGUeaHrJsOlySq3pFqNRREtGI+KhyXW3XKo8ppKClQIStJW+lBBCu44weor9eszbw3rJtelVV6ntR3pKFSnJyJPHyUq\/RBlTbPA4pQCU8TpQojorqNLmk3BJDLMmhVtamWX0yWVxJOUJeQcpcSUnHED3KHUamk3tV3JK5NVj06o85pxl8SITYMgKIJ5jjYS4pWUghRVxDrgjJzkniaMlqyhZ3y7su7+RdWLInahC0hbbt28KhlObRdV0+tLxSfrBI9BOjW9B+URd9Mgx6bAotDZixGkMMNiOtXA2kBKU5Usk4AAyST6SdGrWwHX1I4Gho0aNevPenSmyvSubOcR\/8Au7eOcn\/0hA0791Hqyjbi5fFia9FqppclEORHYXIdYeU2QlxDbflrUkniCU9SQMZ1znYylGTs1HKlctdCvBRSDgEioQcH+86YO5F0R9v7HrF4+DHJ6qZH5jcZClAvLKghKMgEjKlDqATjPQ92ulGsoRjG3cjyGKqataat3spu3b1dd3B2pbr7lUkORZNysszakZgdmsCM3wSOCYS+2lWSAhZOOHp0I11PzG\/pJ941xvQbzql57l7cv1mmopcxp64oM+E066pKXGY6CnPMSlQOFA4x0z3nT47Kx9D+86tLFRjwMG26DQ5jf0k+8aOY19NPvGlf2Vj6B+8dHZWPoH7x1Xe45DbdBocxv6SfeNHMb+kn3jSv7Kx9A\/eOjsrH0P7zpvcciNt0L9UFoNUph4hgLc8\/8zUiHGwPnJ940qJEdoSY44TjiV5z6NbHZmD+p\/edS8VFcbDbdBocxv6affrwraP6yffpYdlY+gfvHR2Vj6H\/AGjqN7jkTtug0AtofrJ9+jmN5+cn72lf2Vj6B+8dHZWPof8AaOm9xyI2qyGhzG\/pJ940cxv6SfeNK\/srH0P7zo7Kx9D+86b3HIbboNDmN\/ST7xrQrUlDdOeAWMqASMH0nS+7Kx9D+860a1Z9GuqEINUcqrKGXUvtLptYmU55LgBAPNiutrIwo+SVFJ84ONXhiVUlqpFo1dZ2se7hXkrb+0Zt1IpMmouRXIzSWI6XCrL0htkLXy0LWlpHN5ji0oUUtoWoA8OCgLaiWd8omrbbVi9Las6vPPSrwr5qECno5UmJT5ppsNIWoqc4XGakw\/wlfRxkHAKfJvl4tz9spdOjU3ejcNcupJfXBp67a8aEJQyEca1tRInbyhJdbBWZGAVJBVkjNWsFvdqBftXXalLsK46VbFt0O2ojPDOtYU9IbclFhuKtuctK+zSKdxIcW3jgaGE4IGwZRmq2XpEIhVp3xfdtlIwhMS435jCOmAEx55kMJA9CWwNHi7vbSOtJ3PoVcbHc1X7c4X1D0dohPMtp+vsyvq16N0q9TAFXdszfFLZHQy4TMWsNLPd5DUB92WR7TGSfSBr6b372fTJagVS\/aZQKi+QGabchXQ5zij3BMaell05\/o6AWW61O3lvV+HHO39Env0ZTjUhNAuZuSUFwIUCtEtqMps4CTw5XkEHJHfarG3ItDbu0oNvXdSrptp2IhSpciqW5MREDqiVrzMbbXF4QVEAl35oGl261Gh06o33duzdcpFWrvDSV0WlwHY9LjMyXDLVJnVKlpeVMSHIxSuQOII54bDKOe4t29t7i1jZra6RVKpQazdtHpdMM+k3DDeadaqz0lYVBgNMh52cFLcfYjNK5b5KQhbjqlcSjrww0IVXWXNnTraWxFfBU8BK2pBtrN8+fhdjLtbcCw75bLtl3rQa8lJwrwZUmZRSfQeWo4P16sBBHeNcy0DcrZu9qO+1vbEt6\/atT6lVGF1iPZqp6GY0Ux3FvvNttPLgNtJmsILrpQkhPNJSlQwx6Dt1txWoM2o7YX9dNNZp8p+nSXqFdMqXHiyWV8DjPZZC34iFIUMFPJ6dNbBzBnSo0ebHXDmx25DCxhbTyAtCh7UnodIuPsntZVN9q4aXZkahN0O2IBEq23naK8qXPlSucFPQVtLKkt0+Iep7nuveNR1L3cfVVF0a2PlBpnKYUhDzd47eyg40pbq2UJdlRRBZilTrLzaea1kqacASooUBI7YXHu6xUL5u6bthAuFmt3XLYAt6vt9qQqmtM0p1IanIjNBvnU59zJkZy6oY6AqAu38F1z0wZtTem8YSc5EaqdkqzH9ZclkylD\/2gH260q5QN551Oco1aY2\/vOnOkB5hYm0FTyB+qsAzkuA9xSQlKu4jB1v8A8NFCgnl3VZ98246nq6JdsypcdgelyZBTIiIA65JewMddTVp7n7a37IciWNuFbNxSGv5VilVaPLdaPoWhtalIPsUAdAnYUMilVi1HjUKPsxcNquNy481PgmJDrdJ5rTbzR\/i0aS3LVlD3ThZQQpptXXHCYKp3NZEOfUQqvWrRavIZU7SZlwpk2zUocnsoZ5EaPNZaAbW6Fr6OcJLqgUnAVrqEAEHHXhyCB5jrxxCHWVxnUhbToKVoPVKge8Edx04oCMjVW\/KFCbkUKJcDlPqaJXg9AdVWOyuOORm2edIQp5CUpTz3erikAZAJ6J1sTdyNxU5jMTaU09NkRxFD8NbSozTlSVHSVr4yFcTDTjhPAMdOh81xmbE7PypK50fb6k0ma6cuTaIhVJlrPtkQy06fva05OzclHCKHunecNllxLrMSoPxa0wFpOUqUqosPyTg9QUvpPoI81k8waVKqVh70orkK+9t6BNFCKFFqqR2Zy+BSVKQooeaBR5ASsFPEgpWngcX5XCv7Jf2xnU9NQbrMywWFQ4s5l63L5mOwGhICyG1xl4iNOJDSuJJaWkAElWrmzt3uja1MqNJojO3NciVhtbMhhqDMtpzCk8P8s0ucCrBJ8hlsZycZJ1G0ewnPlC2u3V65Ji2xbzolwYzFsy2Z\/hBSF8hcztEmLylNnlLSypLPGWyl1Lo5nLTVuMVd9C9ODqOyRbI1ubpRUly1t7olaaQot8Fx29GmHiTniRzIC4fCR3HiSojHXOspuXeqjrS1VduLbrw4SrioNxlqQsDAJEaYy22nqR\/9pP1+fS63QtaZtQhup1C65FWotWdWwqfU3I8R2lyHA2H33FtIaYUlcdpxKXChCWCkqc42nHFs6lnwb8Z8X6tDdq8wMRAiDUYklifEeQ9UHHpDEh9oqRwiO3HSkoKQScI6gJ1EWpK65e\/8EShKDtLn79+Q0\/4Y6fB8m67Cvy3in5y37eensp9qn6d2llI9qnANVra3ciwL53Q3CqtEvahTZYepdBgMtT2y87DjQxKDgayF4EmpTEE472lDvT00to7\/AL2qF1s2fVW6ehnsypUqG+4o1KMXW25BcdStQUhBcfU2hPAoFKBhQ4VJ00qpaNpXrTER7xtakXBGcUt1LNVgtS2wFHI8l1Kh3Y82rSjbgUTVxTNU91qjgwKRcFGvac6xAqdTkwZLKHHJEpCXF8w8IfShKVKQUKKUo6JIyRqao289wS51Jo8u2W5zcptldQqEbjaZ5b7jwbWhr9If5NnjUlSgOpwo4wZ9vYvb+AVKthFctZQH6NNAr06BHbPsiNOiKe7uUyR7DqCrG21fo1VplTh7qRJ1SWswoT93WlBqbqApCipptyCmE6lJSFE8TihjOc6dET3WRVbjoWwl4Ko9Xu7YCmQVXBKbajVR+nMxpUhlyO9IbcZfiEvFZDIHKJS4FLSMdxNdvr5M+w1DqNJpNOvK8rXnV1SxDjMVZMtPChBUtS01FLywhI+dwqBHTu1bnNt9waM0ltdgUOrtQFIdjSaRd81qahaFJUhTEWe0600ElBCUKmcCUrUnuUrOxe9f8YZaF3hYO4Nu\/wATVT1R1W4quJcYcfYW+VLo65iUBSGSj9Jw\/OJPnGsNTD0a9lUin4q\/viQ1GTba7ig\/8CqWrq1vsgoPVJVbbSiR5skSQD9YAHsGjVgnXjtiJsgQtyrDhRw6vlRn2EsuMIyeFtTakgoUkYBSQCCMEDRrnPRuAv8A0PQybtHNCd0aNGsB606H2upaavUNnIodLKhQLwWlwJ4iAKhAyMHp1yPdpzXbYbLts1Nma1LrjK4y0rpzMdnmSk46tp5i0IyfapI9o0mtrKozSKjs7JW246o0C8EpbQB1zUIGTk92MD36etVvCPMp0mM5DmRkusrQX23EBTQKSOIE9AR39fRrqU1T1Vrc7I8jidRVpXzOerOptsVTcHbNVrUKp0OM\/JuRrhqLTZkc5tlKXXQpt5xDoUoFPGVKzwnGMa6M8RnPXbv4CdJQVO2qJuNsxSLcDz9PotNq0SIQtDhkoTEQkrK0+TxeTxE+ck6d\/jyz6qk\/fR8dXey7zBemY\/EZz147+AnR4jOevHfwE6yePLPqqT99Hx0ePLPqqT99Hx1HyugvAx+Iznrx38BOjxGc9eO\/gJ1k8eWfVUn76Pjo8eWfVUn76Pjp8roLwI6ZZq250Jrwu4S6pYzyU9MJ1u+Iznrt38BOtabeTTk6A6KXI\/RqWccaeuU49OtwXy1j\/mmSP66Pjp8roPwI+PEZz147+AnR4jOevHfwE6yePLPqqT99Hx0ePLPqqT99Hx0+V0F4GPxGc9eO\/gJ0eIznrx38BOsnjyz6qk\/fR8dHjyz6qk\/fR8dPldBeBj8RnPXjv4CdHiM568d\/ATrJ48s+qpP30fHR48s+qpP30fHT5XQXgY\/EZz147+AnVIvCp3rZVXEakbezbupZaQtb1MqUNqcl0khSOzylsNcAHCePnlRKiOAYBN6N8tY\/5qkj28aPjqNdqDdVUqpM45bndhQUBjpjI6ebV4KF7xLR1XyObN6bhh3miMidaku16nHhzIkWq3HaU1ci3HnwgJnxajEYkRQtBbSosmS227wICnEgauvye74sq\/kXpcNsXTRqpMrl4VV96LAqDUhxtqG4mlxXFJSSpKXIlMiupJGCHAeucmj1DdmqW9vFc1cuW4ymhW\/NmlNMi1hSno1Oh0btTqptMLXChh1bMtxuWXOYpTkdsJU2pJSxrN2VtF\/amzLR3Rse37hqlEoUCJPcqdNZllU5uOhL7oLiVEKU6FqJBzlR66yFxm9Ao9PK79eOoQ\/GchPpDkd4FLjSuqFgjBBHcenTrqgDZK1YIHirXbvtgIGG2qTckwRWv6MN5bkQD2cnHs0eKW8NJ60LeGHVkj9S57aZfXj0BdPchpT9ZbXoD6c2D2cQtx+jWBT7alPLC3plqqct+Y8c58uTTlMPK+1eNakrZ2qtJaZoW7l3sRI76JTFPqvYq1GDyDxIWt2dHdnKIUAciUlQIyCD11sG5t6aPgVfaujV1pAPE7b1yAPudO8R5rLDaOvmMhX169G89Gg5F12bfFtlPzlTbckSmU\/0pEASI6R7S6BoBaXF8n3cCp3nUb0rSrSu9VWgJgS6dEqVYtCPIRgNvdp5D09MzmstxmlIdQEBEdHCEnJ1MUei0a1vAy7w+TNV59TtwrciXKwxSq09GWt9b7im30LRP8p1xayG4qclZ8nBxpmWzujttebxi2nf9u1eSOio0KpsuvoPoU0lRWk+wgHVoIKTwqBHsPTQHJFKq9pWpe0GrVDcCiWmnwq7UZdersir2pNejPVeVUJNNcpc9luPUEKRMltNvKXxM9oUptCXGw6rWuqibq3v8nOhwqBZsSqUtyzjetbe8LOsmXcMoPzeUwhllztKo88GStkuNpcJZR5QK06fnyg0mbs3cttIWW13ayxZ7To72XavIaprbo\/oLmIX7OH2a2qhsbtBUKi7WEbb0Om1J0kmoUiP4NmfZJilt4Y6dePPTQFLj\/KMfRVqhAm27BddizTTE0yNVm11qNIVMbiRVTYhSlLDMhbrbqXAs4bWFBKkgqG7X752j3AfiWzuttuzUpMd5tmbCuChs1OPSHHZLkZhTzpDjCUuvMPIStKikFshRQemtu7drKXS7Xqrsndq7KZQGobzlTZrUuNXYS4yUEuB7wqzIdLfDnIDg6aoVtWdUK9KivWkiya4LWTGZTRpNHrVlraS04XYokxuN1p0Nu8bjRXD4ULBU3wkHQFqbtvYRmlUeuW1uFOs6JXY8aXQ0U68ZlNhLafQpbC2Ka48IZCkpJSDHIPD3dNWCNbW6UNT\/ipvzGrZaWlD6bqtyHPU0ooStKB4LVTuWShaFArCyQsHBBGlVRdrnrTuSl1q6tpr1rMahswYsWHFqtNrdMjtQ41Qixm0NLMaRy0x6pIRwJjniCUKUC5xLXT6dS6HZcWkUZ7cJ+iPvTKX4drdxz61Z0qZHhUqHBSlRWy2HlK7O8pPDJCUlQP6QLWAA67p3g3A29PZLmtiyavI4Bwopd0PMzXeJK1BwwHIai00ENuuLV2hzhbadUAvgINtplpX3XoQq9S3ZrtKkzOFTkClU2lCJGUg4KGjJivv4UB5RU8okklHLBCUoqTQpN87vblV2HPos6LUqAY1FcjONSDyZUVqK06X21qHBzafMUEDhKQ8snPHhPT1k1dm4LUpldjIUhmosCU2lQwUpc8oA+g4I6HrrWqVWp6qOnh8LCVFVJrmUC8d03LSt27KXUq7Rol829bsqsw4TTzbK6ihqM443LjR1uuOBpTrTjfCskpWysZUkJW5u\/J+ZiUW0KhZLL7Snbdr1UZLLbnGI7EiU5Nit5AwCIsuN5PXhyAeo1Vt\/wCvbP0mbVbbuRqmuXfdtsyWKemUG3Vl2Oh\/sQShRKkL5sp4ocSnhBThS0q5YLBty1Ww5HuymuhiouMdmkEjyX20LUUpV7ElSsHrjiVjvOa1Zv8ACXwlKKc7vk1+jNHd+jN3PJs+1XiFRqvVp8SajiwTGcolSbUcd+ONxodO4qT3dNRcTaLaG9oEC95e21uMVmrw2J7lZgU9uDU8utheRMYCH0nyu9KxpmphsLlIqj8RsTmmVMIcB4lIQopK0pPTAUUIJxjPAjPzRhJ7VC5b5qNStm7qk9TaXaiUwaXCoE2TT3HksSJEQvSX2nEulQVEWgNpUGyElagvjQlq8JqK4mHE0J1JrVPndKzKxtztrdF27d7pX9SZtJpEyVBhSqwmuomTUtKLDCl1luW8A46EIw042TxAAjv1Z2aTvxb7aWY1z2Lc7EdAbbjyqRLpD7nD0yuW3Ikoyf5sQD2DUXvBZr1BtFmbBumqIoECt0mtVqPVZL1RCosKexNc5TzqlSEuK7KG0t8a21cwoDaVOBxNko28201wTRS6VuLby6go48HvT22JoPoMZwpdB9hSNZoyUlwNKpTdN2kaJv8A3IpOEXJsdVpKiOrtr1uDUo6PaTLXCfP1IYV7M92qdfG8lrqrFuVhxSqOmiSn35Ld4RajbccLUwtkFEuVE7M6QHV9A4BnHlaeXUYJ6ZGRnzjQCU54TjPo1Yo+KsIePcd01aoVu\/LOm1Os07heYEulVpNVpoacMdEdcaLFW8FLaPNcWeQFnKgC4nhxktvcXc9EOA1VXWHHWZSW5pq1MV2mY0\/Ulx2AjlpipbWGG1uEljHRIKBnOmHcOzu1F1zvC9w7c27NqQ+bUFU5pMxHtTISA6k+0KGo5ezrMM8Vrbk39QlA5SPDq6s2n2BuqplISPYkJ9mNSrKxLdxhZI6c1z7Do0vDZG7YOEb7PlI7i5bEIqI9pSUpJ9OEpHoA7tGl2SnD7PVnJ+jRo1wT1w97HCkSNmpKwUsooV4IU4RhKVKqEHhBPcCcHp7D6NXndmkSrw20ua1aK\/EXOq9Nfhsped4UqK0lJHF5iQTgnoDjOR01BbLoQuu7Oc1CVYt28h1Gf\/GFP06N3p9VoG2dyVm2ZUWBUoVNfkR5TzSVIZKU5K8EFOQMkcQKcgZGM66MaCmoyvkeQxNJSrSfU5N2vsir2BeW3lKqsQRmmp1zS0AvNOqYZeYb4A8tlKWgsq4uiEpT3YGc66T7ZE\/em\/vjSh23u2pXvuPtjWKpOeqTLNRuiJTp8hUR12XERGb4HFORAI7nUrTxNDhISO89ddW9nj\/sG\/ujVpYVTd2zBsVmLDtkT96b++NHbIn70398aZ\/Z4\/7u390aOzx\/3dv7o1Xc45kbFZiw7ZE\/em\/vjR2yJ+9N\/fGmf2eP+7t\/dGjs8f8Ad2\/ujTc45jYrMVEiZFMmOoSWsJUrJ4x08nWwJsT96b++NX6oMM+E6aOUjBW5kcI+hqR7Ox+wb+6NS8JFq1xsVmLDtsT96b++NHbYn70398aZ\/Z4\/7u390aOzx\/3dv7o1G5xzJ2KzFh2yJ+9N\/fGjtkT96b++NM\/s8f8Ad2\/ujR2eP+7t\/dGm5xzI2KzFh2yJ+9N\/fGjtkT96b++NM\/s8f93b+6NHZ4\/7u390abnHMbFZixTKiuKDYkNqKjgDiB1WZ+xm0syY7U2LGg0qoPqLj06hrcpEt1Z71KfhracUep6lWmveseseLU5NsSqdBqakpTHfmwVSmUHiGeJtDrSlZTxAYWMEg9QCCom7j3upak+HNqqDWo4yOO27nJmvHPTEadHjsN\/UZasek6zUqKpXsXhDUEfeVOrtxUK4rAhVrcq3pEmoUW06jDrc6l1yA7Gq0ppl9tEkl+WVohvLkKaW80sIU2pQCXEnTzWjf+mL4xULAu0HKlF5ibQF+c\/OQZyVHu\/UQPZpSC7KJal07fWlX7RvmiyWbguG9akJtvLnLfDjUttS3F0symOBt6sMeWXCEJZaCiniRl4Wvupthes00qztxbZrc9A\/SQafV48iSz7HGkLK0EY6hQGO46zGQhzuVeVKybp2Tulhlv8AlJlHkwqpHHTrwttvJlr+yNn2aBv\/ALRRloYuK8WrWfcVwoZuqHIoLiznGEJntslfePm582mEUnjKFDyknygfN9ekleW5dUt+t1u+aVdVWl2bajr0e54qmITVLQG2i2Y7bq2xIdliStBUsPojNpC0rPGgpIDlgzoNUit1CmTWJkZ0BTb8dxLjax5iFJJBH26zg9QUnqO7B1zXtnN+TxuVDTXbjp+1NvXJXq3U4FHctisMQqlPYjS1xUuNTI6mZUhS1NlYU3gcLiMA54lWWxYcG8qzWqPtvuhujQGaIWFoE2bGqjFTZeC+GS0qqtyphj8xiQ1x8bQUth0IJAzoBrXPZdm3sz2a87QolfaAwG6rTmZaR9QdSoDVWGxVjQk5taVclrKB8lNCuCbFjo\/oxOaYv2FkjXvYflAUYBxi4LBuxJJS3ElU2ZQXOHvyuWh6alRx9GKkZ8wB6ep3B3BpZS1c2yFcdI\/lpdt1an1GE2PYZLsSWv6kxST0xoCi7h2Zua1dNg2pRt3Xa03Lri6o8zc9EiyuUzBjPPodJhCGpaUS+wpAJyFOIVxHh4V3tVc3vo4Kqnt7bFwMo\/XodwOR5Tn1RpbCWk\/UZR+vz6oR3v2ukb5eFrmuNy1I9sWmqGly66fKoDa3apMQpwcVQbZB4fBDOFJylXNUElXCrDvodbotz0tFctqsQavTXf5ObAkIkML9qXEEpUPaCdALG8t05j1t1KjVPbW7aHUJDPAlmrW4\/VoLqCocbb71I7WhpC08SC4SeDi4uFXCUlJy7tvdi3ajTNiLntyoV96SZDVv0G9GKlOpwZjlDbBVVSw9yXXVOLUgtK5JAShgla3E9kDJxjz9R7dRlyWxbV4wBSbwt2l16CCD2SqQ25bGR\/8AhuhST7tAc50LcDeWwb4k0usWKzHplUrFRrVcqk1gRo6oRqMhntXanZCG4qY9MixXOUUvuuBGOBsKQ6XHszuZJ3Ws9y6lwqPGjOS3YzIplVVOQttOP5RZZbSFHPcguIKSlQWoK1iGxW3EIhy2KfVbWU2P0LVtVydSIrR9IiRXkRlfUppQPXIOTr5RYG59IQk21vpPlLJyW7qt+DUWG8kkhKYKYDp7+9byz6c9cgRbVHoEPdavtUKhwKf2in0hEtUWMhrnv86cStfCBxHgcbGTk+bzaZVKpMm33XY1PYQuA86t5LaVcJaUtRUrAPQgkk9\/nOlnZUe6k7g1hF5S6RLqCZURJkUyM5GZdbS0CFcpxxxTZyV+TzFgDHlHOA5nHG2UKddcShCBxKUo4AHpOtCavUk+p6CjLVw0Eu9fuc57+bWV+sX7TbzitRZcAUaSzWXprjjfLaaqtHkwWmSyBktusSHUBwqBK30k8K8B5Wo+y1QGS64ltKVKTlRwASe7r9elb8pi8H6Zb9rxqRVG+zzK9KTUUocBSqO1Q6rISlRBGAX2I4HXqvgHeQCxLcgirWw7CdfkNIdWpClMulteCBkcQ6jv1MneUbdSlKOqqi6r9GWnPEMg5B0mNupVLt7dy4qAzGkNqmuTGXHHVfo0yRNk1LgBPeXG6txJT38LC\/MnVxsDaqibZc+PaJdjQ5jpdkRnZUmQFLJJKgXnV8ByT83Ax5ugxX4cCktbq3NTJDLwkVCoxK2XOPuC4EeI2UEHKcKgr+3PmJGok\/w8i8I3mlJ58vAtO6S1otuE2Akh24aAhYUnIKfC0UkYI65xjSPpd+R7fh3FRPlAV7xoh0BqM3KYqkCmzWHnXZj8RLsIR20lbSn4ktHZ30GQnkgZWck9HLo0SVHRGqIXNbbeakJD5BAcacS42rAAGUrQhQOMhSQe8DSBufaCtV27L0ptFptmRad4YbrDNPTGqFKqk4yYiA7Jcq1PmtOtpcfM1vBjuApbweLASM9GXcc7G07NSRq2038m+rVqbGt6ZTbKjvVCFAoD9v3RIoYrDsiDGlp5MaM6y26cTW0gcK+I5GAemmMmwr+poPirvjWneXlPIuGlQqowjHm\/QNxpCvrU+TpNObBuUWZT35+yVcMaIz2V2n2VecWdElxEnLbEpVSTTn+WjoAhlZC0pCXQ6Eo4cUNNJsqyLogLnC3LluKqxqjVKhIsurWjBcjIkocfhu1gCShsOMiQ0l9Mt0tc9Ra4QABsGgOZVa3uospuFNpNgXGXApSDFqsqjynkpwVFuK61JSogEHrIAGRkjWb+FioU0JN3bQ3\/AEYKwA5HprVaQo+kJpbsl0Doeqm0\/UNKfa7xuW3eO6NqXNSb7mUmz3oFv0+l3Ki4Yrj6Z9TmMNPTMrlOrbZfgRlqK0qWpt9XC5+hUMM3ercSn3RSptaaEilUxc9lio1GDOtGBPL6YCIbtQalpddiNpccqLPGtBCnWWyhvK0AgOD+HXbAdF1ye2rzododQbWk+hSVMBSSPOCAR59GuLLp+VP8rLxmq\/gGlUg0zt8jsRiBEpgscxXL5byoyS6jhxhZSkqGCQM40aAn9GjRrhHsB+bfypLEvZtEZ9TJXQbwytGAvpUIOBxd4HXuHf09GrHuTvlK25rSaVUKfcMphdJl1JExEhCWVrZLaRHSSri41F1PUjhAI6nOoPbSmOVSds41GcCX00G8FJC\/mFPb4PFkjrnPDjp6dMG+9tLLuqrw7evSp0lVSkUye3GhqqDjTq4i0tiStKBgkDhb8v8AVIBBB10YxqNJrlY8dilPbytyuxW0\/cOsXnu3YKp0aTS59NlXDTJsdUhD5ZeZitq\/ROgDySlSTkYznBGnp22qeuJ\/4x0maRYdtUjcra1Vj11mrQ6mbhlt1Dt7k4THVMJS645IWSpZ8nGevzcdMaffihWv20P7y\/hpKNe\/4TBqTZFdtqnrif8AjHR22qeuJ\/4x1K+KFa\/bQ\/vK+GjxQrX7aH95Xw1XVxGZGzmRXbap64n\/AIx0dtqnrif+MdSvihWv20P7yvho8UK1+2h\/eV8NNXEZjZzIGTMqJlxVKqs0kFeCXjkeTraM2qeuJ\/4x1sS7UqyJsJtT0TicUsJ8pWOifq1ueKFa\/bQ\/vL+Gp1K9uDGpMiu21T1xP\/GOjttU9cT\/AMY6lfFCtftof3lfDR4oVr9tD+8r4ajVxGY2cyK7bVPXE\/8AGOjttU9cT\/xjqV8UK1+2h\/eV8NHihWv20P7yvhpq4jMbOZFdtqnrif8AjHR22qeuJ\/4x1K+KFa\/bQ\/vK+GjxQrI6l+H95Xw01cRmNnMqVw7iWpZionj9uBAorM8rTFVWKk3GZdWjh4gFuKCcjjT0znr01St75bN12HShRH26lb1QqzQqs+FTZFcjIhpZecAdiQlcyUy48iO0tAPDwOqUohKSQ2naa\/T1LiS1tLLgHEEElJT6Dnv8+ued74O21i1+nVGRshRnG5paL1bgR34E111x9LXZ2JMJniTIJWgoD7zCXCsBLnRZTtU1JRWtzM8E0rMk9iKZVTdQXXYcmNLtmz6fCbZfGFRHqjMlSpUTH6iWmo9LQlBKihKEJK3COMtq6bMs++IIpV72pRrhhpIIjVaC1MaB\/oOpUP7tJ3ava+e+i7rqtLdW96I3VLqqTTDapzNVQtuAtNNytVSZkOqyqAoghwHgKBnyRi8in790gARbkse520jo3OpkqkPHp+s+07JQT9UcayFjxGxNgQAE2sq4LVbR1bj2\/cE6nwmz5sQmnRFP1KZI1EMbJ3Fb9zrve1L8pMq4VtKYVUrms2nS5JaUQSjtFPTAeIJAJ41ryQMg41NeP+4VL6XJslWXEJ+fJt6rQqkwPbwvLjSFfUlgn2a+F7+7XwQPGitTbSJ6ZuikzKK3n0B2Y020r60rI9ugKxOtXdalbf1bbeFYduvUmpQ5kcz7auR6DUWXZAXxyWGJjC0JfSpZcSpctWFgHPTGkreG3NLpl10d2Bs3eNNthCoDsyhXZBnXDSkIgRqm0ywlcF+o8lsqqiFNpShLbKofFw+WBrsWiV+hXNCTU7brcCrQ1jKZEGSiQ0r6loJSffre7z6dAc4bUyGksS6PSflRUiRcPaILESGuY3IT2SPAjsctVLkOByMpb6ZDyuVy1njbCnF8AxV92rTn0Lca6r1Q1ccZZlOeC6by6urw8tmBHeS3Dkw5bTsN9UiZNaZxloqU7hJIOup69blvXTDNOuigU2sxCMGPUIjclo\/1HAR\/dqmL2M2upTS36BAqFoNoBUo23WplIYQkZJKmIzqGVAdeikEaAo9FnV2HdVQhWpUnYr92327a8OqvZnyItMpVAcLiuJ5Si6oVCDKaKnSokyVKJKjnUjPs3aCNW6dF3ftO0X71qTjiY9xU+3HYi3UB0pZWuahCjDcVxJSErkDjcyEEk8IrG3Oydx3Xsrar0zcPwhHrcdN1mk3Xb8Oqxok2oKXNcUlTQjSQ4HJbuV88qypeCAQB81\/5PtxrrdMuNe3lnTZdF4XIcq3qouluofQlSW5AhTI0qOt5JXx8Tj+VFCOMrSCnQFmpMSyKhcMS3tp99L0L86NUH1P066GbkjRxDVFQ608qqds5KgZjGEI4VdSeg77caVvrSf8AkF52dcTCB5LNTosinynP6Uph9xoH2pifZpF1DbaHEpa4t0WfuPFqEalJptInz7farYpTipRfelRzSFvqbXgM8s8tstGOgp4RhKX9Sd7doq7UBSYG4lBbqajgUyVMRFmg+gxnuF4d470aA0vHzc+kj\/KbZCdKHnXa1dh1FsdDkq7YYTn2JbUe726Dvxt1CwLol1i1T\/0irioU6mx2z06GU+0mOrv70ukd\/XTCzlKVA+SoZB8x16CU+Uk4J846aMCxsm4rduzcaq1O1rgplagLXHKZdOltyWFnknIDjZKTjA8+m4pCV\/OSDju0rrWhR4u9NzNRozTCVwKdNUG0BPGpfaWyo4HU\/ogMnr0Ho00taMl+OT6ndpO9GC6fuKD5VdSplobC3leLlLhPSIEINtrdZClJVJcREK0nvCwmQopPfnHp1f7JSUUp1sjql9Q\/7KdU\/wCVFBbm\/J13GdcYZf8ABttzquhp4ZQtyGyqU2FY\/nsp1b7RWQagx5kPkj7cj\/ZqsuDj+Zlpq+u30\/csOlhXm4tL3mRMWE8+t0SClB4+obgSpBcPD6M1Fvr\/APLTP0udzm4cG6LTrbqyJUkz6BGT3g85pExftHk0z\/6ONTL6WRBfMj4\/4LHV7guWBV40OFZ70mmqI7TUVSUBLYP0Wmwt1Z6\/RA9uOuq5c1aoNn7l0uu1mpRaZEuijrprkye8mM0ZEV4OQ46S5j9ItEuoLCScnlHA6HTDacQ82h1HVK0hSfqI1Rt4KdSnqPQ6zVoqJTFGuGA52d1tC2nBKUae4XAvpwIanOuezljWWm7NGriKblTZbEKC20voUFNrAKVjqFA9xB840JPCcoOD6Rqgq2G2kbcXJolns2284Sov2zKfobiifOVQVtFX9bOoqRbFToNQbptu\/KAuGE848mO3ErbcKpxi8oBSWS440iSpwpKSG+08ZSQoDGtrkchceRa7s2s2yvyUifeu3ltV2W0MNSqjSmJD7XtQ4tJUg+1JBGoV3ZOhx2+G2rzvqgnBSlDNySJ8ZCT+qiJUDJipTjpwhnAHTXqXN\/aP\/KxrAuppPept2bQXSPYgpnJUfrWkZ9Gvf4T7ipg\/yr2avOnoT0VIp7cWrsn+iiG8uSftYGgNOPtFdcOO1Dh71VlqOwhLbSBbVBAQhIwkYTBCRgAdwA9AHdo1unfbb1J4VtXa2odCldlVtKkn0EGJkH2Hro0ByZo0aNcI9gdG7STo1Nqez0uW6ENpt+8EdBxKKjUIJ6JHlEdD1AwOmT1GmTc1t2lcW41Evp5EJSINMqNMqCXqctT0xmQlsIbKuDym08Kzwk48s4HU6T9idJ2zGev\/ABBeX\/xCBrb3gauSBd0Ots1e+HqCLeqyJcC3Y3MWh5IaLTjXLaU4ZCyVJRkkDBKUpOVa6MazilFLuPH4qo415JZkjQaNA28vnZy1TOjrbojdyA8iMtpIQ6kuIDbZSCQErAIAwMeYa6C8caAevaXfyzv+HXHu37tRfvfayVUn6uVPuXK4iNVY89t+C0qOkojEz2233AgdOYpOFEnBIxro\/iT5yNHiZLuNfbPIufjhQP3l38s7\/h0eOFA\/eXfyzv8Ah1TOJPpTo4k+lOq71L7RtXkXPxwoH7y7+Wd\/w6PHCgfvLv5Z3\/DqmcSfSnRxJ9KdN6l9o2ryLLNuuiLqNPcRIdKW1OFX8XcGMpx9HW944UD95d\/LO\/4dUSQR2qMR3Aq\/7tbHEnzlOrPEySTsNs8i5+OFA\/eXfyzv+HR44UD95d\/LO\/4dUziT6U6OJPpTqu9S+0bV5Fz8cKB+8u\/lnf8ADo8cKB+8u\/lnf8OqZxJ9KdHEn0p03qX2javIufjhQP3l38s7\/h14q76ARjtTwz\/5s7\/h1TeJPpTr5ddS00pwJKuEE4SMk\/UB1Op3qb\/tG1eRV9ypNz0aVUb4ib2Ue26EVNKW3dVHYfp8UEIbSlC0PQ3UcasdHXlniXgYyE6VVfq1Ym1eRdtYNl3WxbkOFX6pCt29HIzshiKUzYcp6lvR1JQEq5bqCZieIBAUXE+SbPufu1ZVf24ue03a1KtCo1ijy6axIuykTqJFjuvMqbCzKlsIYUUFfEOBaskYzg50q5NDfuCxDS6W3GXQ5Pha1jUoNThy4lTmXJXorfOiqjPuEsNMPTMB5LS8FPkZT03TYGbs7uG\/Ze2Fr0W\/9tdwKNUEUxh6Y6zbrtYRImOpDsl7NKMotpW846v9MG1Di6gEEav9B3l2muirC3qDuTbUusHP\/FSamymoIx3hcVSg8gjrkKQCMddXJSuPiJSAlWcpHzevs1oXBQaFddMXRLrolPrNNdGFwqjFRJjqA8xbcBSR9mgJBSVoPAtJScZwehxoSpaD5ClJPUdDg6RF9WJtzt1LpjVs2BPtulSHmWHDad0y7cZLrrnClLNPp7raZjowVqQtsDg6grPElPu2tWvm+YDNcsbcq9o8CXFTNppvW2qXOpkmKs+Q40undneWCCCEuyuZjqUjB0Awa3sttJcM1VVqm29vKqajk1JmA2xPH1Smgl5J9qVg60jtCmAOC0tz9wbebB4uWmueFUE+jFWbmYHsRw\/ZrTF1bwUisG2JEDbi6qm3FE9xmFX5FGn9lKygOop7jUvyCsFIWqSlJUCM51uJ3blU7Bu\/abcChNp6KkJpTVXbUf5qaU9Ldx7Vtp0B4aTvtSQpcC9rQuRtHRuLVKG\/Tn3B5uOYw+42D7UxMewd2qTvXfW7VL2puej1faN0Tq5BVQoM+2bgizo0eXPUIcZSu1iG+TzpDeA2yvB9nXV\/pe+G0NWmopTO4tCi1N1XCimVGWmBPJ838UkcD47j0KAda+6oNRre3dpKylurXUxOePoap8aRPbX17x2mLET\/AFx9RAxsb27X0OIiPW1VizIMRAaDtx2\/OpMFhKeiUCZIZRFVgDA4HVA46E6sUO\/Lbr9pVC8LGqsO74cGK9IT4AkNz+0qQgqDTSmSoKcVjhSkdSSB59WRDqm1pcbVwrSfJUDgj7dVK5tpdq70qQrV3bbWvWaojoiozqRHemNf0H1ILiCPMUqBB6jroBC2juJuVYF61+TuBZ86LVrpYpz6TWbiYRRmJS5E1tGX2i72KOmO3DYCjGSt55JJSpakqUyUbyWhelDdYuqx11K3oCSi4qiFwqpQ6U+I6ZBQ6vmcbrRaW25zksFCUOJLvK8oJmJOyNIQy41bt\/X9Qi8koc\/yierDRbPe2mNV+2Rm0kdMIaSMdPRis1\/Y26KnPcnT6lYV3gw109xdz2ePCEmKpCkKZXMiPsspSUuOJGIh4Q44EgBRBA9t20fk6V+YuDaFOnWfU0h55VOpa6paEkIa5anH1Q2jFU40C81+lU2ptRWAFK66sjFj3nFjJn2dvvW5EZX8kK3AgVWEB5vKabjyF946mSfbnOdKW6tnr2cpk5t2xbqiVOdTqnSHavaN8sV2a\/HmtR23EvqrrcVRCTChKBbc5n8WAKzxucVarlh7bU12Ot6lVGzH5dQmVC53Z9qVClGpB+4YdVbQ9VorbjCUx22JTTZ7Svh5iOFSO8APyyIl2wd1at451Sj1CY9RKYhEml092C0tAfqJ6suvPFKs5H8qoEY7u7TY6+Ya5n+T7c0u49wLiqUq8qLcipAhOIk0yvt1VKG1OzuFC1tOKaQQO4NpZSoeVyGiSD0bVWahIp77NJksR5a0ENOvNFxCD6SkKST7xrSl9cjt0F8mHh+5guWgxrqt2qWvNVwxaxDep76ikKAadQULyD0I4VHoemqTsncibmsGlXiW3QmtUin1Pg4CpYD7CXMEDrnyxn26jbS2z3DtesTarKvEVU1N\/ifacn1NTLbfCvubmS5SPnLHRpDHTrkhIQd7YSTSF2o\/TKA263TqHNl0GKl05Xy4Et+ElWfQRHyPYRqjd2rmzFaqlx5r90aVT38gwbgXR1W3cLbYUlpparXrK1uuE4IHDD5YSM\/PDhH1aldwHIlQodBuOroVTl0ustuMiQgj9K+y7DSkhQBBV2opGR84jOmEtpp1BadbQtBOSlSQQfsOqXu\/QBXrHTAElmIxErNDqT7jnRCI8SqRZLv1fo2VY+zTVfHiUc7JO3Jos9CeD1IhrHX9EE5\/o+T\/ALNad80aVcllV+3YD6mJVVpcqFHdT3tOuNKShY6jqkkK7x3d+vbRcDlFb4TkJWsfV1z\/ALdTSslJAOD6fRqab4JivH8Uo+IlGt1t2IVnIviq7QU+q096liqtqty5kPOhotc3iebnsw0tgJ7whxwjrjJ753buGzPhXbtvc0iNU1MvIDzLqQFyoUqOlKn3QkDHOktzx5slCz9SfuOi7tTdnLt23gTaiqI9dhtyizhDSpTVFjKS5ISvshaxGKGH4qQ4Q5hfCpa+JGXXYxpd4NRrupcgsuPR0yIbwQniMd8JWR3dyuFskdxISSMgHWavNpxsaOBoxnGetwat+9zZ2+uuJXIKrcmVpEu5aE45TqpHdLTc1bjCy2JbkZtRLKZKEJlNg4BakNkd+rUT3gnGM59mNLC59u9tKpuc5TtwrHtqvwbpg+FmRVrdjS2WKhDDbEuQ8+8lWHHYzlNQ2gDomA6rvBOqK01txQ9obc3aEq+LINdpLFTi0uiXVMfahlyEZIYZgSXDAKglPAAY4SFlI6AnWxF3SZz6kdSTidE8PoB0aoZ2u3GBIHyj9xyB3HwPbBz\/AO59GpKHNCbHrx6lthP1ujX2mxK0f14o\/wCsPw0mE12\/FDya1cCvb2l8\/wC3WNx+9ZPR2TXXfYpx5X\/edcLgez1Op3HtlRQxcW0VFqrTTyUW\/dzikd6eLt0ApPUDzKPv1db5uOp29flNsyh2FQ32KrRqjOjz504soMqOG+FpQShRSj9ICpfX0BJ0mNjp1XpsDZXjLjUxdEvXK5AJWE+FIfQhXpBT19AGmfd12WLcF3w9vryk0So12ZSZrrUGTDS4oU9XCmQVeZCF4SOuOLh6dxx1YVIRik+djx+Kmo1pp5sqFpXWvcPc3biRW7ZiUqXFqFzUmfDbbcSla47KQlRQ6lK0ZBCgkjOFDqQddK+LNA9URvuDXK1tXDZb9+7WP7UqphojpuJUeRDYKW1OpZCXlDJ8sqUgjjOc4yM50\/RcdxY\/5e1+ANHXpLmYNeBbPFqgeqI33Bo8WqB6ojfcGqn4x3F+\/tfgD46PGO4v39r8AfHUbzRGvEtni1QPVEb7g0eLVA9URvuDVT8Y7i\/f2vwB8dHjHcX7+1+APjpvNEa8Sbn27Q01KnoTTI4StbnEOHvwjpqRFs0DH\/NEb7g1SJVfrqpkNa57ZUhSyn9COnk\/Xrb8Y7i\/f2vwB8dS8RSXEbSJbPFqgeqI33Bo8WqB6ojfcGqn4x3F+\/tfgD46PGO4v39r8AfHUbzRGvEtni1QPVEb7g0eLVA9URvuDVT8Y7i\/f2vwB8dHjHcX7+1+APjpvNEa8S2eLVA9URvuDWpVKJQ4kJ19mlxkuJA4FBAyFeYj6tV7xjuL9\/a\/AHx1FXJAlXvTFUitVipR2kuJfQ7S5z9PfQ4nPCeawtKiOpygkpPnB1aFanN2iSpRbsiub21+77Y22qlbsSpU2FWmVMsQzPgLlNuvPuJYZaCUut8KlPOtALJWkHvQrONJipWjbe6m8MGiXrt1Zrkmi3fUB4Sp0ThlyqdDo7ThUuRwpcBEyqQgQkgBbPQnv1NXDWY1Hq1Ss9O9F2y5VBXT5j1NuaxTWmQtTzq4zjCI0WPJkhDkJbvOQ64lHJKyscJI17Q\/hLjbvVGqUC3rIueJTLeRLVJp1RlUsSXazMXJecbadRKSXFeD2FFKn0pCVN4Vg4TnLjOOz7cFRXam5u4FBX3D\/j5VVbA9AbqiZSUj2JCfZjQqi76UkYpt\/WpcLI\/6Ks0J2JJX9cmK\/wAodPOIv2a9O69QpuBdm0V\/0YKOEuR6Y3Wkq9oTSnZLoHtW2n6tZaZvps9Vag1Rmtx6FDqrxARSqlLTAqGT5jFkcDwPXuKNAL2qUfduNfqr\/q1m3EHnI6YjjNsVij1eMy0EEKLPhOPEkMFXzlcpSkqVjKVd2oC1\/Em2jVZl7XdX7Bn1JcRbj1NtObakEOMJfBkPKcDsJ95wP4cUpxaFBhnyQEADpsdUhQ7j1B8x16lSkHKCUn0g4OgONZtUv23bie33o932dcsi5yaRLl2uyahJpInzaVFhtDlOvGeiPy1LSwhKQtbslYSFEAuOzNzd1alV6vSpNlrrceiUyNUEOtwlUmfV0yZT7TJRGlupRFUhMSQXG3XOI\/oVfo+Zy03y5tqNr7ykdtuvbu2qrLyFJlyqWw5JQoHIKXinmJIIByFA5GocbLUungC07+v228dwjXE9PbHTHRmo9pZSPYlsDQFA3ZvbdeVcsC3KDbNJnUyoURqfOodUt0VKbTS5KZRxPttTQ3LHLbnYbYUk8SMhTgHSsWrt9tXULujXaYVGtqnW7Y0iu1Oo2S5MtuOBNlHkvKTGeS4koYpkoLQtSuq1cWcDTGuTZu\/qw4qXIveh154BlLb9SpEinVQBnm8oJqVMlR1NcPaZHzGMYecGCFHK3plrXRdUG\/bVr2zsiZbkirU23HY1l3MwlKqdS2mVKhZmGErkLcclNr4VhWHXEY6cSwGNYUK5rtoz1Ysvdm9qR2OY\/Afo1202BOXGcbUOj4CESwFoU26kLkhZbebX04gNWNUjf6jeU7SrCutA6FUeVMoTmOvc2tE1Kj9bqRrn+uUKmUKTNbVULwpECRUJ8xCryj11pmhvyY8BsTU1RKH2JkhhcWQtBdlIHDKdb5iUknVqoV9X3WfDlw2Pea7ijdteanyqPUoVeaSwuYOQ9TIMVTq0KZjhTSm3UJKlcCy26oLJAaw3VrVNwm7dnL5pgT8+RCix6uwfSUpgvOyCPrZSfZrYh76bQS5aKa\/uBS6XPcOEQa0pVKlKPoDEwNOk\/wBXWltZVdzr1tNuuVKr0iG4idPpvKl0N4SVdkmvRec8BIQELcDPGWwkBBVw5VjJiq1uxVaHXm7F3GsOM9TFywzUKuzKaNOiwXGnVMTZLL5Cmm3FtFsjLjaCFgu5SEqrrxva5ldGajrW4DZadbfZRJYcS4y4AUOJOUqB7iD3HX2Mg5HQjXI1nVzZiv3W6hVt7f0KG9Wq3Affsu436LVqTGhGcpqbUmYZa5bDjMHPOU6BxyGU8J4uIOqjWXUZtMZrm23ygbjk02SjmRTJdg1yA4jOMh1bRkOJBBGRKHnGfRYxG6+liJvY1wxUIdqVHYcU8EYLnZ31jBPnx2kfVn26aOkxCav+FvFa9NvarUCrByi1h6PMpdIep6vIk0wKQ625IfBOHEkFKgOiug6ac41pz\/qM7WGd6Efz\/UCBgkjS12gh0ahVK7bSpD6nDR6y8ZXEe6RLxUFj7O3J0yjpZ2RRpVv7p349JAS3X6u1UY486m\/BkFjJ\/wCsiuj7PZqku5mxF81n\/v8AYZmqTvhTKlWdlr+pFGb5lRm2xVWIaM44pCojgbGfN5ZT11dtfLrLMhBYkAFpwcCwRnKT3jVu8xy4xZBWrwtU2UxT1oebakuJaXxeSpICcHI9OoVd\/wBx06vml1ez4647hxHcp1S5kg471LZktMZGAs\/olOkhPQHu1HfJ5bmR9prYhVaQl2qNUanGocKuIJlGK1zhnz4cCx9mmOthpwguNpXggjiSDg+nVIr8Jeq3KV0J5janbmv3\/d9Sqdqph1uRNiVBmp01x6mzlxHIjLaCZUZbbxy9GldCoYx3a+tmpMGh0SkUaKXG41DYVbrqnlBSiuCTFWoq7iS5HUc6kL2qtzWrulEl2xY79zG4LdcRMZjSmI77SKfJTy+BT60NK4jVXPJUtHzcgnqBEbb1CoVms1mJOtOZb\/YLlkIRBmmOqQA+2zPdU4Y7rrRUXZjuChagU8JPXOsldfLi+818BaOIqQfJpm\/vlJolyWNUFUurwZU6gJenuMLrBgNCMY7seYXH0IWpHBEkylpIQopcDawklIGk\/eO3d\/1Wh02iXZbl6zG6C42uCt6JR6\/TAhEmG6GXGIi4Mp9vghraILPHwSnQSeg10xcu3dp3pEkUuvU1DzE5pcd\/AGS2sFKsZBwSFK6jr1OtOwbmF62Jbt4BhTArtJiVMNKUCWw8ylzhJHQ44sfZrLQbs0zVx8IKSlHvOOJexFkVCW9PduS6KUuS4p5UCn7J1ZuLEKjkssoMRRS2jPCkFRwkAZPfo13LhPnSnPtGjWc0Dg0nPs0dfTo0a4R7Af23kGVOl7OCE1znUUG8MN8QTkGoQcnJ9GB79XLcjZtN+z4YuCQ9Ajt06ow32Y80R332H0tBxQeStKk8IbGcDuWQcar+zshiHVtnZMl1DTKbevBJWs4AUahAIGfsPu1Z96Ntabf1xouKlO0px52161QJbpqXZpC25SGw20hzgXwA4cyoJOOIHCtdSFKMoqT52R5HEwUq0m82LO0NqWduL82ytyh1eRWWEvXJJiuOy0vFYeaC1NhfGoJCAQPb6B3DoTwBcXqg\/jI+OkvZFuzrJ3D2xplYXCjx4Um43GGWpqZQgxFx0Bppx\/gRzFZB8ojJyBk410x4w0T1tE\/FT8dWdCm+Jg2cSn+Abi9UH8ZHx0eAbi9UH8ZHx1cPGGieton4qfjo8YaJ62ifip+Oo3en7Y2cSn+Abi9UH8ZHx0eAbi9UH8ZHx1cPGGieton4qfjo8YaJ62ifip+Om70\/bGziUSVRK6mZEQulkKUpYSOcjr5PXz62vANxeqD+Mj46sE+u0ZVSpyxVIpCFucR5owPI1I+MFE9bRPxU\/HUuhTZOyiU\/wDcXqg\/jI+OjwDcXqg\/jI+Orh4w0T1tE\/FT8dHjDRPW0T8VPx1G70\/bI2cSn+Abi9UH8ZHx0eAbi9UH8ZHx1cPGGieton4qfjo8YaJ62ifip+Om70\/bGziU\/wDcXqg\/jI+Oqpc1x3pZ9RLDW0lfuGIphDnOo8+mhxtfEoKStuZJjjhAAIKFLUckcIwCpt+MFEPQVWKT\/APmjVYuBtutKlNInOx2JaCymUw5wKbBTw8aF+YjqQfMRnVoUYRd0WjBJ3RyvfN2VZi7arXo65VHplbW14Zi3KzWLWS1FjMNoYiitIgSYqm+cuc6oNPNFSn2uF5KUrDjH+TvVrNucXvcFiVSjVCmyLjVDgpo77L0diDBhxoLSUcnyUtcUV1aMdOFwFPQjS12+3FrFOibc1N\/dOrzpFWeXNr9Pq05pT8CLIiPVXluRezh0pEUKCXkvIQ0tppCUqb4mgw9ttm9vLp2qs+fuNtvbVZrcqmN1aU\/UaSxIfYmTMypHC4tJWgh19zqCCPZrMXHECCM9479a9UptOrVOdpFZp8adBfyHY0lpLjTgPQhSFApUPNgjVH\/gYpEBfPtS+L8t14E8Bj3LJnMtgnJCItQVJjIHsSyBqGuqoX5thTkVGtb72kacpzhDt40Rtl5w+jtEN+MygDzns6sDqcDQEz\/AHtJGUVUG0E2vnqRak6VbwWc5ysU11jmH+nnQduL2phL1rb23O2Un9BCrkOBU4KB5uMhlqa57cy8+knWrF3D3Macebm7XUuuiIUh4Wldcea+kkAgrZmtww3kKBA5ijgjGc51sfw42pBJRddCu62Fj53hW3JnIQM96pbCHYgHt52NABX8oKinliFtzdyCcqkJkz7bUgfzWOCpcw9\/e6gfVnp9jdSs05R8bNm77pLCAeObFjxKuwoj9m1T335igfSqMk+kasNr7gWFfAV4lXvb9wFI8oUupsyin+kG1KKT7DjGp49FFJ6EeYjQFCY362bVIZhVXcSlW\/LfOEQ7kUuhzFf0Ys9LL5+xGvNhkuv7TUK4n2lIXdJl3MSod\/hKS7OCc+fhEkJ9nDrJvpPkU7Zq8jASDMmUl+nQgRkGZKT2eP08\/6Z5sfbrTjfJ02XpLDTFuWNEtx5ltLXbrbeeokxxKQACuRBW06o9OuVHOToC\/VKowKPTZdYqkyLChwGHJMmVKeSyyw0hJUtxbivJQlKQSVHoACfNrnmmKkXPVJ4+U7tdb1YnUemRpspqRZrdTqER514MoXBTEdnrkRVOpeSgqTHkNBlBWhzicUyzVbWXFBaVHtjee8oMUjHYqiYdXYWOuQtyYwuWsEHB\/jA\/79LOtfJqqSrekW2LG2tr0CQ+y8WokaVbq0BkLDaBx+EW1NpDz2GeWlnLrh4QVqJAs2z91WZb24lZsOzeai16w4xIpbz0t15HhVUFuU\/Ga5pKkJVDWw+hoHyeVJ6JHCnVv3shR6bR4u4oKGnLWUp2Y6s4T4KcKe2hRHUhKEh8IBHE5GaB6dDzdL2HqFnqodSoO3V80WqW0hlUOYxLarEEuRo8ZmLlEKZHfcSlMJhK+ZCd4kcQ4MnI6Pq9ep+7lmLt+k0mrLi3BTuGcXIqmkxm3mRllanOEFwcZSpKOLgW2pC+FXQ6teNuJ08BPW+XfwEpuhY7EOlw6JMotw1i0Wkpg0ym0OoxoUu3JS50OTHXG7Q6y2uOmTCYS2jnNqihx1CQuO4lMLUbtu37brFv1CrUG5aU\/TWYhkuXTa1ZrS6bJalPSpE2NUYr8plhySXw27xzSkIaYypaGuUt6XNbzSUv0ytQo06LUY60SGJDKXWH21pKXG1oUCFoIKklJGCD1GDjW1tnXZMqmSbTq812TVLcWlgvPulbsuEsFUSUoqUVrJQlTS3VBPMkRpJSkJCdRhqrleEuaL6Swkadq1PkxC\/J4qtad3Moyq9vXbN+zJDc+A+1RawagIzobQ65JUVS3uTz1NJ\/QNMxmmywQGzkKPXY83XOqNdiWGrwsCT2RpyS\/X5EUyFIBcQ0aRUHCkK78FTSMju6D0avWrVeEiuCk3TtkGlk\/Kda39nNlbnJ8W6IoJ\/V5i5dVQoj24SjP9EaZul1ciI0PdOmuq4+1VWmtpbOfJ5cOTlQx5jmen6\/s1hn9LN2H9SPvuYxdB0aCMjVrlRc7Px5lJ8PUeqlXbfDlXklKkBBRHcqcp2KnA6YEV2PjHeOvnOmNpeUVFPou7tyUyK9UH5dWRDrkxbzJEdkPR+yNMtLxg9KUpak94LmT84aYZ7zqq5ss+UX0XpwKTfSOzXZY1UQUI4qpLpzyyVD9A7AkPFOR06vRY3f0OB58ZjLbeaO4dxsnAV4aDue7izSoSQf+zj7NfXygqYio7YylqZDvYajS5xSam7Txy2p7C3cyWgVsjlBzK0gqAJI641S9s41Do259429QZ9alNUetQ40lVWrEupvpkLp0R0pD8pxx0pDbzYAKsA8WAO85KnGl+ZrUY2xnin+g+igKHCSQNJCzdpLcms1l\/t9y0OrRq\/VWz4HuafEZaaMtxyITDbdEVSjFcjKwtlWeIZ4upLVr9zu0Bba3rcq8yMtQDkmE026lhGDlSkcfNVjHchCj1yM4OFXT9zDTb8upqgWPdV0RKq1TbjkOU1uM25T1PMqhJZdYlyGXQeGl8XChClArPEkE9b0pWdjBjItxUl3E9\/BbeH6vyjNzEjzJEa2iB7MqpBJ+0k+3Rr4O+NtoPC7aW4iFjopPiFWl8J844kxSk\/WCQfMTo1sHOOUdGjRrhHsB7WKkGdswCkH\/AIhvHvH\/AKQga834urcq0K0xJs6ps9keoFTdRCTCSoplNFjD63VcXRKHFkJ4ceSoni7hL7TQI9VqWzsOSCEGgXgviQcLBFQgjAV3gdeoHf09A0xLrrDdDvynWBTLSqk1+q0qbUY0+RU0sQ1OR+D9BkcTgUQvJUW+EdOqicDoRouSUr9yPH4qEnXk0+9nP231eqNzX\/trLq9XNYcjSrmiNVHiacbltIjo4VtuNttpcR1wFBCc4PozrpLgR9BPu0rKNUfHncjaqszrfVSmqkbhQ0lM0yQ8y2ylKHmnShC0oWQSOicpweoI10F4k0Y9eZM\/MK1MsNJ8ma+yl3MqHAj6CfcNHAj6CfcNW\/xIo305n5hWjxIo305n5hWq7rPMbKeZUOBH0E+4aOBH0E+4at\/iRRvpzPzCtHiRRvpzPzCtN1nmNlPMo8lCO1RgEJ+crzDr01s8CPoJ9w1YZtn0luowGkrlcLq3AcyFZ6Jz01veJNG\/aTPzCtS8NNpK42UsyocCPoJ9w0cCPoJ9w1b\/ABIo305n5hWjxIo305n5hWo3WeY2U8yocCPoJ9w0cCPoJ9w1b\/EijfTmfmFaPEijfTmfmFabrPMbKeZUOBH0E\/d0rd2LP21semyb7ibb1VdTqNSZZlSLRqaqLLcly3g226+6xJjqd5khxtKj+kcKnQeBXlEO+47Vbp9DmzKE4BUm2iYnbXnDHL36nMCTkpzjOOuNJa8Wt06\/SmaHee0aKvDaqVOqhRZt1suPuLhzGpbfGKi1BS2nmMNkhDqlY6cWs9Gk6d7syU4OPMWd\/MU+5bSvambZbyXXNeU1T7UeeqUOHPiPCsSUw0tsTFsJkupTzQoqRIUkeT1JHRzNHfyhIS0IW310R2gEp5TsyguBI8yWymalRxjHloH1DSFpBsLbG66Fa7jV+UGm1O6o9wSoFw02fIi0im0ujlhlpE7Mhl1DcpuASoSFJQCgYQE+V07aG4m3+4HOFh33blymN0fFGqrE4tH0K5K1cP241nMhADc+4qYMXZs1elPA+c\/Tm4tYZPp4UQ3lySPrYGl\/ubvvS5VSolHtu44cGM8t3wnEnTUW9X+LyQ03FbqoY4AoFwLWCHAOEIwVcaX+euRnu6fVr5kNNS4zkKW2h6O8OFxpxIUhY9BSehH16ATEDbFsXkq8LOsW2GzZEGNSbQceV2ZuWhcVpLrrktpt11SG2VKjtgpUkKDhKThCk1m6d77wibo0U1GBVqJRLfqcCi1ZUKK7Lo8ufLQ6JTbs3kg8EfjgBklDJU864FeSk4aL+wezqnlSaZYUCgSFnick24t2hyHD6VPQFMuK+1WoS8NgZV0WvU7Tj7xXtFp1RiuxBGmqh1VpgLQUcaXJcdyXxpBylQkAg9QR0wBBydxtjNxo1Of3a2vbp86dHhzmo900eFMcjxJMaTIalreZU+iOyG4UoqccUjlllXGEZSTGX1U9m9uKLTLkti479jUipJmqjVCzrldnU5sxYb81xAYffciBRYivKSkNEKKSNTlubSXzt3Vo1ZtW2trau\/FadjNFpifbIaZcKCpGEKqCVgFscACEBHE5whPMXxRt\/wAS466zAXcOztepDNJclTObToVLr9JfmvMqZUt2IH0zJSCy5JaWkRUrWh9eFNqCVACHuj+FO5DaNu0i+anITUbthJcg3xZ6I0hJgNuVRLnNiGM061xwmkFTaFglYHED00wqNuduHKcksM2Xat3GA6piUbQu9l99pxKilSXGJbbCGlBSVDhL5III8x0nLUvnbiwryp1HqFzW\/bbtHodaqcSlV+nSbLpyJ9Qfitxo8SNUG0LbaxEl5KEr8p9xeCVEalLej3zZZp90WdaVfpVuqiRqK3UKzSYNwu0eIGnVpEdigOFyZDCmYbWXXHFoDil8baUOhYDj\/hoocElF1Wfe9uKT89c23JMiOj+lKhJfjJHtLuNTNrbobbXu6qPZ1\/27W30fPYgVRl91B9CkIUVJPsIB1zzM+UPuNQabfFyzbcjC4IlHLrFKqlVcp0cdho8aW6IjKm3i7MVIqDqFRgcgR0oW9lKOPousbe2rdVLiUvci3aHeLsRlDTj1XpceUl5wJAU4ELQUpKjk4SABnoANAWPGDgjVfsaQINXua03VpCoM8VKKjyisxJoLvMUT06y0zkgDuS2BqufwG2XC8u1p9z2u4D+jFFuKaxGaHoRDLioY83ewR7Op1X6rQtwdvLrptVpe4lXuNdwR3qJisUmG+4h5tDkxkqMRMNspDbE1tJcKQlckKK8ZBpON0ZsPPZ1Exs3VA7XS1vJA5kY8wH+b+sPd1+zSbueBW27lt2s27dlStxb8rwPUJcONEdQtl8Hs5fS+0vmYlBlpATwqBluYUAVBTetN+p1GlmVVmpSUyUpW0ia40qQlCm0kpcSygNpIJUPJUsHGeMjS3vmg1GoUWrUWktMOVZCFKpZfUUtIntnjiOq6joh9DTnf+qNaEns6imehhHeMNOk\/E32KZupT7zs1F13Ja9epYq0jD0ajP0+Y0vwZN4ScyXm3P1gcJR0JwPMWx36T1G3j2t3Pr9jt2NuFb9Un+ETUXaXEqbLs1hhdLmpHOYSouNYLqAeJIwogd504e\/WzW+o5eCTUH4hqj3DRu03nT666glTCTAiqycIStbbjvTu8pTbf4fTz5vGom5kFFKVIbA4o7qHk9O48Xf8A3n+\/WvUTaOlRdpkt7NGvhlxL7LbyDlK0hQ+o6+9XRitbgVK7oMtq6bWudE2YIsFcmnSYwkcuKkSuUpMpxJB5i0LjIZQMjHa3D17tW0enprXqEVE6E9FcxhxJGSMgHzH7D11pW9OdlRVRZX\/KYauS717yOmf\/AK9GovaViVD8La93NTcO3nrusG5LVjLKHqxSZkBpQAJSt1lSEkA9DgqB66RewT3hqrXTfop1Wgpu27EVptmqCNz0MSIEB5lOY7riFIDbqUoJUFcAQFAEHXSnXvHeOo0jdv2pVKqt30+asF2lXi5FQhKOBLURun0\/saBjocROzZP0irz50qP5b\/Iiiv8AkxfR\/oO6XFizmXIs2M1IYcHCtp1AWhQ9BB6HVHdi0igbpUyDBZdakVu3Jq1JT\/JcqBJihA9hBqTmPYT6NXzuwO\/S13RsaJdF3WbUp1ZqsBuOqfTm\/BtXlU95brzKXweOO4grSkQiS2olB6EpJSMZadlI1cUvlMvWjS\/\/AIKq+Oje\/G5KEj5qeZR1cI8wyqnlR+skn0knRraOScm6NGjXCPYHQm2NUXSZ+zjrDIdeVQLvSkKVhPCahAJzjrnu\/v0w72vOwfD0KVeT1IiVaBSqi4wl2quMLbgrQgSnOFKgOAJCMrI8npgg96zsKO+5L2bcaaU4EUK7wUoHErrPg9yR1I6d4GO70jM3u7stUtxpPbaYBTpSqJU6O6+7TVrcdRKQ2lIJAzwp4F5HeOMkYOuhGdRJJcrI8fipSVeaWbNWNe9p1LcbZ82F2CTSKXCrMGnGLKLrKUNREI4FKOVcSQnHUlWe\/wBOnkL0qoH\/ADdF\/FV8Ncv2TtfW9tNwduaJUG0qUuVck1LLPPWGkvR0ENpU+S8+QQSVqyevXAGuh+RN9Wzvyy\/hpKpVT4I19eaJnx0qvq6L+Kr4aPHSq+rov4qvhqG5E31bO\/LL+GjkTfVs78sv4arta2Q2kyZ8dKr6ui\/iq+Gjx0qvq6L+Kr4ahuRN9Wzvyy\/ho5E31bO\/LL+Gm1rZDaTN2Xd1TXOhOmDGBbUshPMV1ynHo1ueOlVHTwdF\/FV8NV2THl9qi5gSweJWAY68nyfq1s9nm+rZv5Zfw1Z1a1uRCqTJnx0qvq6L+Kr4aPHSq+rov4qvhqG5E31bO\/LL+GjkTfVs78sv4arta2RO0mTPjpVfV0X8VXw0eOlV9XRfxVfDUNyJvq2d+WX8NHIm+rZ35Zfw02tbIbSZhuvd217eRGjX1c1uW23UFlEVdSqrMXtC04JQgvKSFHBBwMnSI+UNZES8rno10spms0aPR1Ny60zSZNYhc01SnS4vHFjvNuOt8MCUy6plXGlE4E4RxqR0AiKl1pxmdDUEODhU3IaICk+0KHUa5Ml1\/buPuPXrVc2PtGj3JTa2qL2q2K1Io0iXDVHiLZW3Oix2VLlPOvvtIZcUy3xQ3k87yeI7dJycU5czNBtq7GTs3Gl1G96WufEnRnrYs5bnDKlTHzzKrUXApSe2OvPNJKaM24hlTi+Sh8NhR4clp3ht1t\/uGWjf1jW9c3Z\/5Hw1S2J3K\/o85CuE+0Y0ptttt689XL9uS093bvpbD1yLpcVE1yNV0uNQI7MZxLrk5p2QrhlomgcL6emB351ei1v9SOrU2wbpbSPJQ6xMoTpHtcCpqSfqbSPq1kLHitkbWiJza1fvG2loADCaZc84xI+O7lwH3HIIAz0HZyB5ho8UN46PxeL+9EWrhQ8s3bbDEp3uAw2umuQENjHnU2s+w6P4Sb0pXS6dkroZSO+TRZUKqRwM46JS83KV6ekfPs16jfvaVp1Eet3am2n1nCWrnhSKGpR9Ce3NtcX9XI0B6bn3ppRSus7V0SsR09C5b1ygynfaI02PHab6eYylfWdefw0Uenp\/yusm+7aXgnhlW3InIT7VSKcJMdA9qnRq8U6pU6sQ01CkVCNOirGUPxnUutKHsWkkH362Pq0BV7Y3T2yvWWadaO4Vt1man58ODVWH5LfsW0hZWk+bBA1aSFAlJBBBwRjqDqFuiyrNveL2G87SotfjDuZqsBqW2P6riSNVhrYixofCzaT9xWr1AaaoNwzYUVBz5oiHey+9o6ANvluVPcncu5uNXA3Op9tsLHQOR4sFuQoe0CRUZafrSfr1p3htJsZQaVXL+nbdUKkP0+FJqU6sUaMKXUeW02pxxXbYnLkZwlR+fqobIWnud\/BvT7ttXdtDqLqfmXK3HuK32JqC3OkuSWiVxFxHOItOt8WVKSDkJSEgJFhvSFvFcNpVizbosW367TK1EdgS37euBUOWth0FDgRGmRy0klBI8qSe89dARtI28ti\/qY2xbu7dxNLhKZdqdEk1aBdXYJ6MKUzIdqjMuQhxpxKkkJdbUCk44SMatfZ9\/wCirC2a1YN0tpJCIz9Pm0N0+1yUl2alSsd5TGSCfMPMk7koc2kwqTNpdsXXbFfoMZssvV61HqrCnTvCUea7Lnrorj6V+VHWUAlAbW6tWcKKTDWvIvxm4XLf25+UZTqxFp8Wn0anMOVRl6pKhFLEYuvRZEkNtymE8Upbi4SlvKbUni4VhkAdDDcPcClp4Ln2Pr7iwMrkW7VINSioH\/XOxpKv6sYnVQ3a3s2rFjTZlerFUoT1Fdj1lLNbpE6iOSFQ30SFRmHZjbCVreS0pkctZzzT3jURP3E3lsOs1JdyS1PW\/SW3Yseo3BAaipml2ewwJ8p6OltthuMkuKIShIeadQU4UFLTOWp8oqPX5KabWbWCIJcRBlVaPMS7BXIW9NSko40p4oy2YPPQ6fnplRkhJLgy5kp2d0POHBi09pUaGwyy2VqcKGUBKStSiVKwO8qJJKj1JJJ66p94RDHqglITgPoB\/rDof7saxbD1diubPWlOiU+rxIqKa3DiisEduejxyWG5D2OgW6loO483HjzaslzQEzITauEZbdQCcZPCohJ\/7wfs1z60eDR6LB1FFqXcxU7ZBDtx2jQJUR1rxfjXUmC2AoNxozE+IxFQMk98SS1jr3eYdwd32aSO1ceqp3wvJMxSxBYo9PqEFPBhPHMJjvYVxeV\/zOyccIwVE5VxAJd2sjlrJM16dN05Sj1Yajao4JVGm5bKeBDgwrv8knB+3GdSWtSbHW5DltoPV5Cgn2EoxqkuRni7NMx0AqNHhlec8oYz6PN\/drf18stIYaQy2MIbSEgewa+tSuCIk7ts+S62HA0VgLUCoJ85Axk\/3j36hHP4ldbXLzwzmSFj+ckE5\/uGpKbG4no0xJwuO570qHCr\/Yf6utR6Mt+5Y75+YxGKs+0kj\/uP92qSuy9OyvfJkt3jv0vrttNyJc794QZC+RUIjUWfHwSkPNE8p9PUBKiham1khRUERxlIb8pg61KuwJNLlMkZy0oj6wMj+8DVp8YtEU3qzUsj2lyRMp0aSk542wVH+d5\/786pu60+ZSXbPq0K3apXXYdwKcECmKjpkOBVMnNkp7Q603hIWVEFYOAcBSsJM9Zj\/NpSmjn9C6pKenTBwce8nWO9pCINPgVNzCSxVoLSFEE8KpD6Ioxj09oI9gJOrUXezMOMjqKcSqDd+Fj9LYN\/tL\/WbNrTVlB844m21IVj0pUpJ8xI66NX3CdGt6yOHZnBujRo1wT150psp\/z3s5\/6u3l\/8Rgasu\/NH3IXcbNSs24LpaiOWvWmVR6aypyOxJCWVMuYaTzC+scxKPKJGDwJ4s5X1jLV2nZtgKVy3KHeClJycEpnwQCfT85Xv1l3c3aufbmsSWaXQ6TWY0eEZRitSne0tNhJBkyCE8DLXN4GxkkqyojuI104VlGKj0R5DE1FGvJdT72zeuyRuJtg\/dcGpwg5ULnVS2KkuWqQ3A7K0GwszEpkHyuYRzUhWMdMY11dxD0j3642ot21u6d3LJi3BGjMTqXPuOlSxDWssPLZiNKStPFhXcsdD3EHT57O15gr7x0liox5owbZDQ4h6R79HEPSPfpX8hv0H7x0chv0H7x1Xe4ZDbLIaHEPSPfo4h6R79K\/kN+g\/eOjkN+g\/eOm9wyG2WRfqioeFaYcj57vn\/makgoY7x79KaSy32mMMd5VnJPo1s8hv0H7x1Z4qKSY2yGhxD0j36OIeke\/Sv5DfoP3jo5DfoP3jqu9wyG2WQ0OIeke\/RxA9MjSv5DfoP3jr0R2ieuR7cnU73HIbZETuQxuNDrs+4KHudbtKpTfKHZK9QDJYZwEpIS+3KjqRxK86uPqrA8w0iYlDRWqhJrsCj23cNPe5E+ssWTfbDvhZoy3apGMtmdHbCGg7NdebSiYlPA8EHiaITq9bhb2bfydt7kpyK7Gt6sSaPMYpTF8QJFusPTSwoMpJqjTKVp5nDnh4h0PfqmX\/t\/RqjY9Yr9JgwHKXb1CRt9tzVYjjThW7VIrFMRNDza1FSUrltxkAlHDwSFcKuNCxtozFg2T3ap1H2uoMu8rNvWjTK2y7cMx02zMmRQ\/UX1zXlGREQ822jmSV\/yqkED5wSQQGda2622F8S10+ztxbarcxsZciwKqw++17FtJUVoPsIB1Z2I8aGw3EhNJajsIDbSEjCUISMAD2ADGou57Ns2+IyIN82jRbkit\/Mj1eAzNaSfSEPJUn+7QEwQUnBBH168V5Ta2iMoWCFI8yvYfTpfDYuwYQza\/h+1yk5aaoNwz4MRn+jBaeEM\/UplQ9IOvo2RunSyk25vY9PUpQ4\/Gy24lQQlPobFONOUPrWtfd9ugFpubTNubWveW7K2htaVFiwnqhOftXjiXGww3HW72l1yMlnloW4jkoSp8FasKQpWVIbldrYze4VHl1vb\/AHWvaiswJRi8tq4Ily06QQhK+JqXLbkl1HlgHgeSpJBSoJUCBHVHaXcaGuvoctOHUqdcUhydVjQb1lMuy5ylpdEtmmVCM7GYWl1CSECYGiBwrS4jION4RqRS6pVLgtbdilXs+9IqcGsT4MiYlyoFptDS5SLaXJjqjp5DHE0+ktkIVlPUjQFwo1ybqv1euW9bl87e3rPtp9qLVIT1Ol0Z6G44yHWw6+05LQSUKSryWAOvmIxqP3W3T3PtLbW6Z03Z6qsVJmjSkQZ9FrEKfEbmrbKIxw65HlKHOU2PJjk9egOkjHrbtkXxTrZ2z3nkXca6qHCkQ6C9RGrojNMN1uXIcXHnKRGQVS5kYuc1hClhwJSnibwppPPbt1iHR7K3TQ2l6qXxbVNgBUNLb76afAZrkqQ66ghp3jehSIyuS0hsKaXwAJWEtgXOhby7OWXb1Ktyq12TZ0GlQY8CJ410mZQW+U02EISlyc002vCUgeSojp36Y1HrlFuKnIq9vVeFVYLoy3KgyEPtL+paCUn3655ovyk5jm6XhupO3LGs6p0+YzQ4Pi4+xHm8p2EmLJZlqa4JD8pyVIQlCHktoaaaK0pUriNmqKfk6ViczUb32ri29dE13lvvSLfCKrBJVwocfqEAOdnaUeiH+0BokEJXxJIADt6HoRqOuC2rcu2H4Ouy3qZW4n7vUobcpr7jiSn+7S6pNn2pUpk6DtfvxdsF+kyBHqUWDdTNfXFdOcNvpqyJymCcHyRyzgdNSvgnfijJW5BvKzLkYZ\/k4lRocimynQB3uTmZLzQJPfwQgOvQDGNAeo2I25gEuWvCq1qL70C265NpTKD\/APp47qI6vqU2Rqv3LsZddXDTMXeWpzoaH0SXqfctEhT4staAOWHxDTCeeSkpSQHHlDyfK4umJ835ulSUlNy7GzJzh68dpXDCqEdtI861VA090\/U2ys+jPTXp3324h\/8AhNMrFrJSP0j9yUGfSobZ9BmyWURVefqh1QPmJ6aAz7Lpupl6+IF2PQnH4FyIjxzAYWxFLJpVPeyy2ta1Np43l5QVqwvjwcY0xX0FxtSBjJSQDju1TdtbxtS7n7hk2jclKrsNye3KTLps1qUwoKisN4DjSlJOCyrz6uqvMfRrUqLizsYV\/KQq9r3C\/uHdsgulRYjQqaU\/Q5SVvj3ibpq+3Ss2mEc3lfCmVZcFSYDvXuV4Ogkf3FOmnrFT+k3K31v8\/wBQ0EAjB0aNXMYaNGjQBgHv18BsB1TuBkpCM+wEn\/br70agBrxQCklJ7iNe6NSCEteMuGzMiKBHKlKSM+cYTg\/aMahd6YrEjau535SnEtU+A5VFFqQuO4OyYkpKHUELbXxMgpWkgpOCCMZ1bGWVNzZCwlIQ6lCuneV9QSfsCNYLhozFx0GpW9KIDFUiOwnSUhQ5biChWQehGFHpqIK1kRXe0Ur94vFbPvtqKG94tx20JOEoFZaVwjzDK2io\/Wok+kk9dGtCxt4ZVZsm36w\/tXe8hydSoklb0eHHU04pbKVFSDz+qTnIPoI0a6H4Tz+sjl\/Ro0a4B7E6H2tpjdYqGzkbmqZcFBvBaXAM4AqEHIx585HX2e3VgvK0fk9sbhutXrQaY7X5rAjSKvMtgOtqQY7igw5MLZRnkpc8gq+bnp1Ga\/tZVGqPUdnJC2lurNAvBAbTgE5qEEk5PTpge\/V2q1Fq1U3ah7hzriU\/T4MbkRKFJp6HExcpKXXWXA8AlxfEAVqbUoAcIIBOerTcFBa3OyPI4lR20r5so9vW\/tvKvfZ6VtWI8a3amzcDsBUWEIyE4aw4oNYHVSknJIye\/XQPiMfXLn4KdIuIzTbJ3G2koERyVMTTk3G40pYQFPh5BdPUKwOHjx7caevjy36okffR8dWeyfOxhtTPPEZXrlz8FOjxGV65c\/BTr3x5b9TyPvo+Ojx5b9TyPvo+OotR6EWp9DzxGV65c\/BTo8RleuXPwU698eW\/U8j76Pjo8eW\/U8j76Pjpaj0FqfQ0ZlmqbnwWfCzh5qljPKT0wnOt3xHV65c\/BTrTmXkhyfBe8FvgNLc6caeuU49Ot3x5b9USPvo+OlqPQfLZ54jK9cufgp0eIyvXLn4Kde+PLfqeR99Hx0ePLfqeR99Hx0tR6C1PoeeIyvXLn4KdYpVodiYXKVV3FhryuHkpGevdrN48t+p5H30fHUNdshu+KK9Qi9WqOFrQ52qnzjGeQUKChwrQc9SBkEFJGQQRqYxpN8LEpU78BVfKG3CvTbekUKq2lVqNGbmT5DMuNUYDzolIYgyJ5Ql5tZLAU3CebUQy8o81PAAoDKmRZlr7kXTQ6dd+2FtwrgN9iLUanTKIiiVZEeNSHamEvKZkvvNuJkeDzzUSAFpktKSE5ClWe+ZFEh1iZZtX30FRm0poKXCvCzm6jyRJZcQOS5BRDdUVMiTlSFrUG231KIS2spjbNZvqibsQlW1YdsV+LRLUXVHpFJr8hD9TRWpLLcaSTNS5xuIat9xtPMkqw0pKQsJCRrMZBt\/wRzaZnxO3d3BoQI6oeqrdaSvp3FVWalOAd3RC0\/X1OvrwfvtRyDFuSyLkYR0SzNpkukyFj+fJaekN5\/oxkj2a9G7yYB4Ls2y3AoKh84+AlVZse3jpapSUj+lw+3Gt6hby7TXJO8FUXci3JFR7jTzUW25iT6FR1kOpP1pGgNA7gbi0lIFybIVh4Dveturwqmykek9oXEfP1JYUdfJ372whLS3c9Yn2qo5ClXNR5lHZSR34fltNsq7x1Ssj26YZ6dCCPr14CRnHTPfoDQodfoNzwhU7YrlPrEM90mnykSGj9S2yU\/3639U6ubNbUXHNNUrG3dvvVEnPhBFPbZmg+kSGwl1J9oUNaJ2gRA62luXf1A4R5KE1w1VsezgqiJQA9ieH2Y0Bb6\/btvXXT10i6aFT6zAc6Li1CK3JZUPQUOApPu0karsZtq9vTbtDtSjyrWg0W36nV5ka2anKo7TMt96NHgupaiuNt5U2mqJJ4cKAUCFDoL6aPvtSADTr4tG42x3M1WiPQH1df1pUd5bY+yL9mqLZ97bjp3S3Br9f2dm1B2nmk2q85bdaiTGGkxoyqgFDtiobq8+GsHhbJBTw4JTkgWis7OXPOYUy3uk9WGuQ9FbjXXb0CpMNMugBxsKjNxJOFBKQSqQSeFJJJGqOuyq\/Z9xU6nNUqypFTUykOxqJd8ugTqvHQ4pxKXojyJCpIS44s8SpQOXFpKilawplK3229gt8y6XK5aiQcKcuOgzabHB9HaXmhHV\/VcOqPRJ9t3TdV2TWbN8f4lercWp0ut0GfTpUWPHZhRGkJS+JIcZdQ5Hec+akFTmEqVnQFRjWnUbSlWxUZdA3Dor9lux49FVULbZrkGNT2Y0uKlhTdHeedeUlqapSXneBRXHYKu5al1anuVmNaciFb+\/zEq\/qk27FfhO3fLgcto22uOpbNLmONBDy6wgPpVyQtPOPlpCcpudL+VVeMddRp1etOkx6g9V48SjNVtx2gqebd5iltqbX2h90sBLHG4hoH+MoJZSlPGq+7Y3\/ABtzWXrWvy3VT0VaRXKtRXZ8WM9DqNGaqjjcZSEJKikJjPwSC8hJc5hUjj4VlIES5eG7FvU7cWZParUulWxbkjwE9MpPJfqctuOQ2srSlCVuLWnqpnmNOcziHZyOUdCgVi8diKYqqXlFuR+KiAxB8HzrqXXZtSqCVo5kiI7Idy20lnnKWlZaAJBwhKeJTEGwm1UVSnLdtpy1nVHPHa9RlUQZ9JTCcaSr+sCD5wdRVz7G1G4KZ4If3Ln1iAlxLzdPu2jU+txELTnC+rLUkqAJAUZHEMnB66A+9nb8t7cPcC57ntRsoo8yg28ph1cYsrlyHWpEx1z0LCY02mpKu8KKknuGm3UH+zwZD+cFtpSgfbjprn6yNvr12m3Hotz3PLt6pUmWh621Tqc45SItLYfTHENApy1ONYC4EGG2tLxeUX0JVxpCQh6XNxmkPIR+sPKPoA8r\/Zj7dalfhdnX0e9eKj1F\/spR5cGsXhVJaQDU6h2hJx1UlKnI6Sf+ritfZj2aauom14ojUdhRSAt0FZPsJJH\/AH6ltYofSjcqJKbtmGjRo1coGjRo0AaNGjQBo0aNAeY8ri+zQpRQkrT3p6jXuhQykgejQM5mt35QFKs236ZaC4iGlUOGzTS3kjgLKA3jHs4dGudd1bMhOboXg4m4K60FV+oENt1FxKEfxhfRIBwAPMBo1uK559xVyw6NSqbVuFXdS3PtUkf9519ps+4z300j63Uf4tcM9gN+xyW5WzL6zwoTQrwSVHuBM+BgZ+w+7URuva1xVzcd6pU\/ZurVqBFgFfhCHXadHVVXiytAiKU9OaejMDj8rgaPGognAGVXraSA\/BuTZ+DNaAWi3bwKk5CgMz6eR3dO46N3NwZtO3actuk7qVe3mYVNVKqbbdKjPMRmCw5js7ZjuPypRVhzoS22lABSeLhV04UVKKk8keQxNNSrSfVi4sCgVW3ry2zFboEyiyOZcUuXCe7JyoanWE4QyIsiQ0lnuCBzOI9SQCcDontkTzvIz9ek5tPcFyXLuBtlKuisrrL0Sq3ZCi1JQbUJkRDSeS4HG2mkuDhVjjDackK78ZPWXIY\/Yt\/cGpeGjJ3bNfYrMWHbIn7dHv0dsift0e\/TP5DH7Fv7g0chj9i39wajdIZjYLMWHbIn7dHv0dsift0e\/TP5DH7Fv7g0chj9i39wabpDMbBZiokSoxkxlCQjAUrz\/wA3Wx2yJ+3R79X6oMseFKaA0jBW7nyR9DUjyGP2Lf3BpusXwuNghYdsift0e\/R2yJ+3R79M\/kMfsW\/uDRyGP2Lf3BpukMxsFmLDtkT9uj36hq5eFYt91pVK25uO5YbiSZEykPU8IikHuWiTKZdWcdf0SHOg7s9NOjkMYzyW\/uDSW+URdtEte3FqrLdUSxPlMwmlQai7S0oVhS+J+a0QqJH\/AEagt4HiAOEBS1JSbU8PGnLWRaNJRd7iP3Gua1p921C8qtPZo0WYzTIY8cU16yTA7KJpRIiVcsIQXeKoSUqbbUEuNuY5qQOF25\/JZpdJZoFclUCuwbipdGFFs6l1unvB+POp9No0IBaXEkhQ7a\/UjnOPKJ8+TV7Wu2+qbUqZFpG766s1CuCiUaBGbWzOYq0SoLTMlPKlSA7LkNR6dJ4WZCZCS45BWpzjytvVn2q2f2pvnbqgbg3Ft1blQq91JlXa3VH6YyalHTVpT1RS2mWEh5BbTLCBwrBHAMHprYMo7vJUPMdaFet+g3VANKuih0+swicmNUYqJLJ\/qOAp\/u1T\/wCB9qn5VaO524lvuE9V+MK60CPQEVlMxCB\/QSn4fKaJvlR8Cn39alwRmuqWaxQHosx7+nMjSOSn+rDx7NAejYfbCISq26JNtYgeQ3bFYm0VhKu8Ex4bzbK+uei0KB8+gWBuNSettb4VeQcYDVzUaDUo6PYBGRDfV9a31H69fIvndWkZNybHvzAfmqtS44lQSkelQniAofUhKzr6VvlYUBH+VAr9rqA\/Srr1vzoUZr+lMW12T7UvEe3QAZ2\/NIARJt2xrmaT1XJh1WXSJC\/Y3EcYkt57+ipaR7RrwbtzaaEm8No9wqElR4UuNUlut8w\/zW6O7MdA9q0I79Wq2bxtC9o6pll3ZRbhjtnCnqTUGpjaT7VNKUB79S\/Q9QQc6Ao9M3z2fqtRZobG5FAj1qQcN0afNRBqZPmBhSOCQkn0FsHWvsaszrC8aVlSk3XWaxcMV5Xe\/AlVB92AvPcf4iqKnI6YSNb+89aRbuz16112lxqqmkUGfUWadKaDrMp9mOtxtpTagQrjWlKcYOSdV61\/kybSWRblMtm16JKoYpcRmEqZbdWmUJ+cWkBHOkOU91lUhauHiUp0qJJJPedANNKlIVxtqKVekHB1U7k2m2uvCaapdG3dt1Oon5tQkUthcts+lD5TzEH2hQOow7d3vTFFy1967kQhvHIgVuDAqUNOB+usMtTXP60vPpJ18do+UBRyUu0zb67Qo\/PYlTbeUj0BLSkVALP1uoH1aAP4GKfTsCz9wr\/trqnJj3E9Uk+T80BmqdqZQAeuENp6jpjWjT9vdzrWkNTLavCz6kmHDRT47NVtXs8nsyCCljtcJ9pptAIBATDI\/m+jFV97KpQ2HWbg27rFAlxuBTj0x2HLiLSc9W1RZC3T1A\/lG2zhQONQv\/CSpfGyyKpRA884GkMrStDvEc\/qKUFfqkd3eMd+tSpjaVOeo7t9EYpVoxdi3Ju\/d6lKT4e2XbqwXjh8UrmjSyB6VipJp4T9SSvXh3ysyASi6qbdVrlolMh6s21PYgxyBk8dQDSoWB5yHyPbqAj76PS40aRGNMcTKU2hCEtrKxxjKeJPHlIwPPqzv3XfEdpb66VTFJYSy4rgVxEB3+TwA5kk+zVO0KT7n5Fd4iZ26xYG9lrVGnWLf9BrjKkYbqVDmxan4OlJIUxJRwlbYeZdSh1viHRxtBx01P2zWn7tstmozYbUWousvRZ8RtxTiI0xpSmpDKVqSkuJS6haUuABK0pC05SoHSru6j02\/wB5L9\/bO2vckiIcIdrNvJmuRzjOEqdClIVjByCDjB1hs2ZU9u5tSiW\/R1sU2outuPRZLsmQiNMSjl+SXnVLb42kNpDSSG0iN5KUkq4sNXH0ZR5PyNjC46FKd3e3gPiIgNRGWkjAQhKR9g1l0t4F+3lPcMaFR4C3EKS2UcCwoKUcAYK\/T9np0HcC8krS2aPAClo5iQW1jKfv9\/Tu7z6Oo1iWNpW7\/I6HaNF5+QyNGljJ3LuuItbcmkwW1NrU2riZcGFJ7x8\/vGvDubdKSQqlQhwpCjlhwYSe4\/O7tRv9Hr5DtKj18hn6NLQbi3eYaKh4Hg9mcd5CXOUvBcxnh+fnuOsR3OugZzS4Iwrlk8lzor6Pz+\/2ab\/RWfkO0aPXyGho0r\/4Trp4ik0qEFJOCCy5kHOPp+nprN\/CHeIY7SqjQkt5KeJTSxlQKQQMr6kcaeg9PsOpWOpPPyHaNHr5DK0aV6tzroTxFVKggI6Kyy50\/wC1r7d3Juxl1LLlKgcxbaXUpDSyShSQpJ6L86SDqN\/o9fIdpUevkM3RgnoNLMbj3cYyZfgiFyVqKUK5S\/KIBJx5fsOvhO5t0kpHgqF1JAHJc64OD+v9n26b9S6+RHaVHr5HBO8l\/wAuFu9fMNFs1l1LFyVNoONoZKVhMpwZGXAcHHnA0atF+7cU64L6uOvS5NRQ\/UqtMmOJacQEBbjylkJBSSBk9Mk6NbPa2H6+RyHiIX5+hqu70XesngdQB5s\/\/LGtde795LBAlgfUpf8Ai0aNaWsz3mqjpnaW4axWGNlqlJmLRIk0S8+Y42TxkIqUJIHEckDAHTOOg9A1ca3vTVaRuKxZa4sx2G4+1EcmioqDqX3I7j6cNcGCgJbwSVg5I6YHU0a33OSsr9yPD42TWJmlmylWpuwvdq99qbzponwY0\/xkZbbkuJW8gMI5eQsDKeIoyQk9xwc6f3a6l63n\/jnRo1inVmnwZq68r8w7XUvW878dWjtdS9bzvx1aNGse2qZjXlmHa6l63nfjq0drqXred+OrRo021TMa8szVky6h2uKTVJpUFL4SXzlPk+bW12upet5346tGjV3VnZcRryzDtdS9bzvx1aO11L1vO\/HVo0aptqmY15ZgZdS9cTvxzpQbz0ja\/bOjyNwZlIuODOqM3+MP2xXJdKdkyFpU4t17s77SHSQhZJWFEqxnvyDRrcwk5TvrMzUW3e5Tr+ptaY2fq27dk7l1w1GXYs6o01VwUemS5DEZcdKwz2pplqSg8TrZ6vOAKSThWACynZG8O1dtIbmW9YdbodCYRES5T50ykONsNp4UBEZbUoHCUpAHOAGjRrcM5A7W\/K5283VuF+1KPQbiiVKIeF4yWGAwD0zwrS6VKHXzpGngOoz6dGjQBr0KKTlJIPsOjRoCqXRtRthez6Zl3beW3WJSB5EqZTGXZDftQ6U8aT7QQdRP8DNLp547Tvu\/LdWn5gjXG\/NZR7Ex6h2mOkexLYGjRoCj7t25vBEotDoEXcukV6PVroozPLrdvpafcDU1qSptciI620G1pjltYEY5SsjpnIybj\/KWqWxymxvFYcZptw4S7bVXVUVL6gZLchiMEd\/01Yx59GjQDH233MoG6VvsXJbsSoR4j6AtCZraEOY9oQtQ\/v1NXJWPAdJdqCWuYsYShJ7uI92fZo0axV5ONKUlzsVm2otoSVab8PszWamtTwnoWh4k9TxZyfZ39PR01X2rIgttoBnSVuJlJlFbgQslQCspIKccJU44rHpWfNgaNGvKRqzjezOWpNERA2ftemcHYVyY5RJalFUcpYWpbY4RlbYSrBGOmfN0xppIu24IqEt06qPtNt9m5TUhZktt8j5uA5lXUdDhQ9Pfo0ayOvUXG5Kk0zE3fd6QeLEChTorbLbSWV89jhQgLSRkqcJKkuuJOfMrpjA1UE7wtwpUtl+nurqCH0z1rPlp4mysr4VBSTlSFupzw9OPIwRo0axSr1HbiFOV+Ze2rpnxp8mdHbaQuTFETHU8CAlKUqBJyVDgT1JPXWxKveqynVuqbZbC1PKKEcQSC4ylruz+qlAx9Z9OjRqu2qK6TM+0klzMNZuybWo3ZX4sdpJfL6i3xZJKnFYPXqMuq9uPtzszb7qMwKT2OM0lSVJUEcQyFB4HPXr\/AC6j9g9uTRpt6l+Y15ZmCDeE+BEZgtRIqmGAngSpHXiClK4uIHiyeNY7+gV0wdfaLymN8IREbw2SE5edJ4OnQ+X1PQYUeo6YxgYNGo29TlclTlmZG76qDKituHH4wEoQoleUoSWSB87qf0COp69T6deMX1U2Az\/FY61M8ohSirJKAwOvXrns6Dn2q9OjRqdvUzG0lmBu9T1Fep8mMVPra5CHAogcPC0klXXqcNDvB7+mPP8AMW8XYjrchqlReemM1FW6SslSWwng6ZwDlCTkY8+jRqZVppppk68jZh306nDM2E2WS2hC1NFQUShKEpOOIBPRtPzcZPXu6HDPvqpzW3mkRmGA6lbfE3kKCSfSCOuOmfPo0abxUceLGvJrmJqqW8h+py3y6RzH3F\/PPnUTo0aNYdZmuf\/Z\" width=\"253px\" alt=\"owners equity def\"\/><\/p>\n<p>Net Shareholder\u2019s Equitymeans the book value of the Company\u2019s tangible Non-Medical Assets plus its accounts receivable, but excluding Cash, net of all liabilities of the Company. By using this knowledge, homeowners can prepare for future opportunities and have a better idea of their overall value as a person or business owner. In the United States, property taxes are assessed  and collected at the state level. This means that each county will have their own guidelines for what percentage of a home\u2019s value should be considered taxable.<\/p>\n<h2 id=\"toc-4\">What you can you learn from a statement of owner&rsquo;s equity?<\/h2>\n<p>The Balance SheetA balance sheet is one of the financial statements of a company that presents the shareholders&rsquo; equity, liabilities, and assets of the company at a specific point in time. It is based on the accounting equation that states that the sum of the total liabilities and the owner&rsquo;s capital equals the total assets of the company.<\/p>\n<ul>\n<li>This capital consists of funds investors pay for the purchase of stock directly from the company issuing the shares.<\/li>\n<li>Negative brand equity is rare and can occur because of bad publicity, such as a product recall or a disaster.<\/li>\n<li>We also reference original research from other reputable publishers where appropriate.<\/li>\n<li>This is also known as the Balance Sheet Equation &#038; it forms the basis of the double-entry accounting system.<\/li>\n<li>FundsNet requires Contributors, Writers and Authors to use Primary Sources to source and cite their work.<\/li>\n<li>And this article takes you step-by-step through the process of preparing a balance sheet for a business startup.<\/li>\n<li>Companies can reissue treasury shares back to stockholders when companies need to raise money.<\/li>\n<\/ul>\n<p>Furthermore, the drawings should not exceed the balance of the business\u2019s owner\u2019s equity. For example, if the business has an owner\u2019s equity of $20,000 and the owner draws $30,000 out of it, the business will have a negative owner\u2019s equity of $10,000 after the drawing. As the business grows and continues its operations, the owner\u2019s equity will accumulate items on top of the owner\u2019s initial investment. If you search around the web, you\u2019ll often find owner\u2019s equity to be described as the residual amount after subtracting liabilities from assets. If you frequent this site or any other sites that have accounting and finance write-ups, you\u2019re probably already familiar with the basic accounting equation. Sales revenue is an account name normally used when a retailer sells an item. Fees earned is an account name commonly used to record income generated from providing a service.<\/p>\n<h2 id=\"toc-5\">What Are Some Other Terms Used to Describe Equity?<\/h2>\n<p>When an asset has a deficit instead of equity, the terms of the loan determine whether the lender can recover it from the borrower. Generally, investors look out for companies with positive shareholders equity. Market analysts also measure the retained earnings of a company alongside its shareholders equity in determining the financial stability of a company. Shareholders equity also determines the level of return <a href=\"https:\/\/business-accounting.net\/what-is-owners-equity-definition-and-meaning\/\">owners equity def<\/a> a company generates after it has settled its debts. However, shareholders equity can give a snapshot to the financial health of a company, in many cases, investors avoid companies with negative shareholders equity. Investors can also what the assets and liabilities of a company look like through its shareholders equity. When business is good for a highly leveraged company, it should be able to service its debt.<\/p>\n<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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width=\"254px\" alt=\"owners equity def\"\/><\/p>\n<p>Shareholders equity plays an important role when evaluating the financial health of a company but it cannot be used as a definitive indication of the company&rsquo;s health. <a href=\"https:\/\/business-accounting.net\/\">https:\/\/business-accounting.net\/<\/a> Second, the liabilities or debts that a company owes must also be separated. This is often referred to as net assets, residual equity, or stockholder&rsquo;s equity.<\/p>\n<p>Therefore, the value of Jake\u2019s worth in the company is $1.1 million. Harold Averkamp has worked as a university accounting instructor, accountant, and consultant for more than 25 years. Investopedia requires writers to use primary sources to support their work.<\/p>\n<div itemscope itemprop=\"mainEntity\" itemtype=\"https:\/\/schema.org\/Question\">\n<div itemprop=\"name\">\n<h3>What is opposite to equity?<\/h3>\n<\/div>\n<div itemscope itemprop=\"acceptedAnswer\" itemtype=\"https:\/\/schema.org\/Answer\">\n<div itemprop=\"text\">\n<p>Opposite of the quality of being fair and impartial. bias. inequity. injustice. partiality.<\/p>\n<\/div><\/div>\n<\/div>\n<p>However, their claims are discharged before the shares of common stockholders at the time of liquidation. Let\u2019s assume that Jake owns and runs a computer assembly plant in Hawaii and he wants to know his equity in the business. The balance sheet also indicates that Jake owes the bank $500,000, creditors $800,000 and the wages and salaries stand at $800,000. If you own a home and are hoping to improve your owner&rsquo;s equity, consider renovating your property.<\/p>\n<div style='border: black solid 1px;padding: 13px;'>\n<h3>Cboe Global Markets Announces Planned Equity Partners for Cboe Digital Business &#8211; PR Newswire<\/h3>\n<p>Cboe Global Markets Announces Planned Equity Partners for Cboe Digital Business.<\/p>\n<p>Posted: Thu, 25 Aug 2022 13:00:00 GMT [<a href='https:\/\/www.prnewswire.com\/news-releases\/cboe-global-markets-announces-planned-equity-partners-for-cboe-digital-business-301612429.html' rel=\"nofollow\">source<\/a>]<\/p>\n<\/div>","protected":false},"excerpt":{"rendered":"<p>Content What is equity in accounting? What is Equity on the Balance Sheet? Real Property Owner\u2019s Equity Book Value vs. Owners Equity and Related Terms And, in this case, shareholders can look forward to relatively large gains on their relatively small investments. Benefits will go to owners either as dividends or as retained earnings, which &hellip;<\/p>\n<p class=\"read-more\"> <a class=\"\" href=\"https:\/\/timoq.be\/en\/understanding-owners-equity-definition-types\/\"> <span class=\"screen-reader-text\">Understanding Owners Equity Definition, Types, Components &#038; Formula<\/span> Read More &raquo;<\/a><\/p>","protected":false},"author":1,"featured_media":0,"comment_status":"open","ping_status":"open","sticky":false,"template":"","format":"standard","meta":{"_monsterinsights_skip_tracking":false,"_monsterinsights_sitenote_active":false,"_monsterinsights_sitenote_note":"","_monsterinsights_sitenote_category":0},"categories":[45],"tags":[],"_links":{"self":[{"href":"https:\/\/timoq.be\/en\/wp-json\/wp\/v2\/posts\/1896"}],"collection":[{"href":"https:\/\/timoq.be\/en\/wp-json\/wp\/v2\/posts"}],"about":[{"href":"https:\/\/timoq.be\/en\/wp-json\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"https:\/\/timoq.be\/en\/wp-json\/wp\/v2\/users\/1"}],"replies":[{"embeddable":true,"href":"https:\/\/timoq.be\/en\/wp-json\/wp\/v2\/comments?post=1896"}],"version-history":[{"count":1,"href":"https:\/\/timoq.be\/en\/wp-json\/wp\/v2\/posts\/1896\/revisions"}],"predecessor-version":[{"id":1897,"href":"https:\/\/timoq.be\/en\/wp-json\/wp\/v2\/posts\/1896\/revisions\/1897"}],"wp:attachment":[{"href":"https:\/\/timoq.be\/en\/wp-json\/wp\/v2\/media?parent=1896"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/timoq.be\/en\/wp-json\/wp\/v2\/categories?post=1896"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/timoq.be\/en\/wp-json\/wp\/v2\/tags?post=1896"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}