{"id":6556,"date":"2020-11-11T13:32:02","date_gmt":"2020-11-11T13:32:02","guid":{"rendered":"https:\/\/franchiseunconference.com\/?p=3396"},"modified":"2020-11-11T13:32:02","modified_gmt":"2020-11-11T13:32:02","slug":"the-basics-of-depreciation-in-the-income-statement-2","status":"publish","type":"post","link":"https:\/\/franchisors.com\/franchiseunconference\/the-basics-of-depreciation-in-the-income-statement-2\/","title":{"rendered":"The Basics Of Depreciation In The Income Statement And Balance Sheet"},"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=\"\/franchiseunconference\/#toc-0\">Does Depreciation Affect Corporate Tax Liability?<\/a><\/li>\n<li><a href=\"\/franchiseunconference\/#toc-1\">Income Statement: Key Line Items<\/a><\/li>\n<li><a href=\"\/franchiseunconference\/#toc-2\">Does A Company Pay Income Tax On Retained Earnings?<\/a><\/li>\n<li><a href=\"\/franchiseunconference\/#toc-3\">Join Pro Or Pro Plus And Get Lifetime Access To Our Premium Materials<\/a><\/li>\n<li><a href=\"\/franchiseunconference\/#toc-4\">What Is Depreciation? How Is It Calculated?<\/a><\/li>\n<li><a href=\"\/franchiseunconference\/#toc-5\">Book Depreciation Vs  Tax Depreciation<\/a><\/li>\n<\/ul>\n<\/div>\n<p><img decoding=\"async\" class=\"wp-post-image\" style=\"display: block;margin-left:auto;margin-right:auto\" 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\" width=\"258px\" alt=\"how does depreciation affect net income\" \/><\/p>\n<p>It is calculated by adding interest, tax, depreciation, and amortization to net income. Typically, analysts will look at each of these inputs to understand how they are affecting cash flow. Where cash flow effects can be seen are in investing cash flow.<\/p>\n<p><img decoding=\"async\" class=\"aligncenter\" style=\"display: block;margin-left:auto;margin-right:auto\" 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width=\"256px\" alt=\"how does depreciation affect net income\" \/><\/p>\n<p>Under this method, annual depreciation is determined by multiplying the depreciable cost by a series of fractions based on the sum of the asset\u2019s useful life digits. The sum of the digits can be determined by using the formula (n2+n)\/2, where n is equal to the useful life of the asset. When a company prepares its income tax return, depreciation is listed as an expense, and so reduces the amount of taxable income reported to the government .<\/p>\n<h2 id=\"toc-0\">Does Depreciation Affect Corporate Tax Liability?<\/h2>\n<p>It&#8217;s expressed in both the balance sheet and income statement of a business. Depreciation also affects your business taxes and is included on tax statements. To illustrate the impact of different depreciation methods on a company\u2019s P&amp;L, consider the following example.<\/p>\n<ul>\n<li>Typically, analysts will look at each of these inputs to understand how they are affecting cash flow.<\/li>\n<li>For purposes of financial reporting and tax liability, businesses need to demonstrate how their assets decrease in value, an accounting process known as depreciation.<\/li>\n<li>This results in far higher profits than the income statement alone would appear to indicate.<\/li>\n<li>For depreciable items the cost value is the original value minus the depreciation taken.<\/li>\n<li>AInitial investment purchase price does not directly affect net income and therefore is not adjusted for income taxes.<\/li>\n<li>The machine will have a life of 4 years with no salvage value, and is expected to generate annual cash revenue of $180,000.<\/li>\n<\/ul>\n<p>This general definition of income represents the amount the company could consume during the period and still have as much real wealth at the end of the period as it had at the beginning. All the above-mentioned methods stop reporting depreciation expenses once the book value of the asset reaches its salvage value. Straight-line depreciation method is the most commonly used method for determining the depreciation for reporting. Under this method, the depreciation amount remains the same each year for the asset\u2019s entire life.<\/p>\n<h2 id=\"toc-1\">Income Statement: Key Line Items<\/h2>\n<p>Under MACRS, the capitalized cost of tangible property is recovered by annual deductions for depreciation over a specified life. The lives are specified in the Internal Revenue Service\u2019s <a href=\"https:\/\/simple-accounting.org\/\">https:\/\/simple-accounting.org\/<\/a> Tax Co de. The IRS publishes detailed tables of asset lives by asset class. The deduction for depreciation is computed under one of two methods at the election of the taxpayer.<\/p>\n<ul>\n<li>Most importantly, it can help you to determine the true cost of doing business.<\/li>\n<li>Under this method, the basis for calculating depreciation is usage and not time.<\/li>\n<li>Businesses use accelerated methods when dealing with assets that are more productive in their early years.<\/li>\n<li>Can be a tricky subject, particularly when it comes to its effect on your business\u2019s cash flow.<\/li>\n<li>This method records higher amounts of depreciation during the early years of an asset\u2019s life and lower amounts during the asset\u2019s later years.<\/li>\n<li>That is, a business does not write a check to &#8220;depreciation.&#8221; Instead, the business records or recognizes the cost of the asset over time on the income statement.<\/li>\n<\/ul>\n<p>Whenever you buy assets that you&#8217;re going to use for longer than one year, depreciation comes into play. Depreciation simply means spreading the cost of an asset over the number of years you&#8217;ll be using it. The reasoning here is that the asset will generate revenues for your business for years into the future. Charging the entire acquisition cost upfront doesn&#8217;t reflect the asset&#8217;s revenue-generating potential. It&#8217;s much more realistic to record a percentage of the asset&#8217;s expense at the same time as you are recognizing the revenue that the asset is generating for your business. When a long-term asset is purchased, it should be capitalized instead of being expensed in the accounting period it is purchased in.<\/p>\n<h2 id=\"toc-2\">Does A Company Pay Income Tax On Retained Earnings?<\/h2>\n<p>This will be reflected automatically by a lower ending livestock inventory value. For households and individuals, net income refers to the income minus taxes and other deductions (e.g. mandatory pension contributions). 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This SEC practice is designed to limit excessive automated searches on SEC.gov and is not intended or expected to impact individuals browsing the SEC.gov website.<\/p>\n<p><img decoding=\"async\" class=\"aligncenter\" style=\"display: block;margin-left:auto;margin-right:auto\" 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RgPfwBydcH694j+7XP4F\/q11syP8Ami7\/AN2l\/wDadVdrtpUKvcxU2id\/XvEf3a5\/Av8AVp9e8R\/drn8C\/wBWoJprr0aTF7J39e8R\/drn8C\/1afXvEf3a5\/Av9WoJpp0aReyd\/XvEf3a5\/Av9Wn17xH92ufwL\/VqCaadGkXsnf17xH92ufwL\/AFafXvEf3a5\/Av8AVqCaadGkXsnf17xH92ufwL\/Vp9esT\/drn8C\/1agmmnRpLeyW5jtU2zgaLZHJRX0hVggEVYzSOxPAVI4+p3Y\/oVQSfhrlWe3js+qVadyazfMd1WkQJTkd40U8O8yKC0KI3ss0gVVPkxB8tQzeGHtZzDGpTqUrUyTRzJFbmlgVijcjpmi9uFweCHUMQR7jqO4vam9MC65PH3sfdvXqq0ra5C3NKtZFnnliKS9Bksd2J2Qh+gyBFYuh5Bz0VmCqrYt+t20bEuT2K1S\/JNLUuR0JkRQxSeSNZEU8H\/WR1IPu8\/frSvflAdnWPopkJLOSmjkyMmJjWpj5bMr20DloliiDOSFjduQvHSOeeCCaWl7IczjzDb23nYK1yGwgZpUPTYgjrIkJfgciSOVOpeOV6ZJB58gjTi7Ht2bWu4ibau4Ez9bFZCtkVgzk0dWQvFTnpkd7VrcEGOWHzZC3MR5Y9XIi0lwLj9Bv2z7ITBLuQ2bJoOQqSLD1O0hbo7oRg9Zk6\/Y7sL19Xs8dXlrRk7f+zqOrWttayBjtdZ4WjKzwqjdLtOgHVAqMOlmlCBT5MQdV4u2M5WwlaSCzQkzNXJTZcJIGWq8kpk6oeoAsF6ZmUSdJPIDFD5odVNv77r5OxuOFsHJkczUio3IZJJVgpxxSTPE0TBOqcr37hlYR9fAIMfuN6KIqti2Ju2zYFetauTZMrDStR0p39khJ5OjoTyb3t3icce\/qGvLD9umxc5dsY+h9LiWsJWY2MbNXjkET9EhiklVUlCt5EozAcj4jmkp+yPLIUqUctU8EEQuJFbvXkh6VgYkDgDoex1D5u748gddOTstWXa9zDplLVe\/kfE15LkdyWTuK1ix1zCBJOqNHMZ6RwnHUB7x73RXv9C3Ft0+3Ps+yE+GrVMjM8u4IJ7OMQx9JsRw9Pe8AkcMvWOVPDDz8vI8fWN7bthZWvBZoXrEiWbCVYQYSryStGJVUK3DHmMh+eOOn2uePPVCxdiubXPVLM+6fHVcXHk5cbcsRRpcgtWpKkyuVgjjiIWWvMx6QvUsvSQR1EyfZ+wXwNnCZK94R7uPwEWKtPCX6XmTp9tQfLjgOAxAbg8e7RaKbyR1tbF3\/AF6xH93ufwL\/AFaz9e8R\/drn8C\/1agmmtdGkXsnf17xH92ufwL\/Vp9e8R\/drn8C\/1agmmnRoJeyd\/XvEf3a5\/Av9Wn17xH92ufwL\/VqCaadGkXsnf17xH92ufwL\/AFafXvEf3a5\/Av8AVqCaadGgXsnf17xH92ufwL\/Vp9e8R\/drn8C\/1agmmnRpF7J39e8R\/drn8C\/1a3MVuWjmLDVq0M6sqGQmRQBwCB+gn46rjUj2L\/0vL\/3dv\/cus16VNNMo0qm2TvTTTXmOg0000A0000A0000A0000A0000A0000A0000BpZn\/AKIu\/wDdpf8A2nVXatHM\/wDRF3\/u0v8A7TqrtejQ2Zz1Bpppr0HMaaaaAaaaaAaaaqqpm89t\/D5vduRatXh+l7VSPI3c1asV60H0hJEZpqzhIoUiRR+Y\/mBwWQEkScwWMSWrpqDbE3Rnd\/U8u9+ODH1oSKUTVQ4md2hR\/EI5PARhIGT2SeCpJ+MMu9pu\/NrZHFR5GjDlZMtcnxatHLDBFM1ScQdEazTxAWJ2MsvCd4QsaqEbguE5gjwXZquo8b2jU7V0Y2xJXrRPFLUrkQGKaSXI2WsFyQX48O0LeRH7va5GuNtbtgzm7N1LgMU+GlqyX4oxcSFmCxGO28sPSJixkU1QhLiMgyEtEOkBvKvvejF2wbjwOX3PhksVcjClCla3ZLWtdDY6CQLFjgOiZWkZz1FuTy3y6ziqGbpTyjvW37ShjaHgRmTKaNrvzIlHvDf+y7gPx7Ig\/tuen2vIc\/o5wtXtYS\/anTJ2JIwKslaGZKvdM7WpxMrdK9fSsArn388n3k8jUcyfazuuLHWKGQmwmPsyUpLEVziVEkkapDLHUiBY\/bnvpCG5PIgYiPzPR8w9uO4rWTyOOsYjG4mtVyXgpMjdswtFQP2xWKwkU7uskhiiVC4h87C+w3AEklNQSYTnwS\/C1d7X9nZqlu2G7Zs2axiih5rxTHqhAdUdPY\/OJ6S68A+8leOI5W21vjBBbWHxttkqyX3rxVEq0ZJy9RBCZY+XhVhIhUOqBeeCU8yTjcG7sbSvdnse9N6HB4\/LYG3PNK+VaiJ7qrTMfthl63+0lIQ888n2Trm43tr3jXuzYHMYWGs9DH15LN3ImCFoEZIerITwidZVhBkcMBCiqY2+0HmEsqqQ8R73OjLV7ZTasZSst8T9KV4RK9Q\/6P4uFpCAAFMncmUKSP8AV4I5456Zq9r0745xlb0KPckjtKsNMFKwpzsjnlW9s2BXUkfE+yATxyt19tW4cBlaePo4SjfSfB\/SizR2IljtHupXeSASTJK0UfdoW6IpCVkHLJwOr2zfaBvWoMjTvWcPWNG7DCJoY5YwCs9ByXYu3sGO4UYcc\/ZluR1dKkksfp+5VLz72Ni2vbTYtpFFZtV0e3VWUxR1GjWsbVbvWQt7QcQd\/wA8hvPq44PRzI9jY7ddTM5qzuaa3KLAriu8rRdBCd4vICAcMQFLeQHmCOPMagGT7e9x0LcVerg8fkoTjrN2G1DPDHDkUj7\/AP0muHsCUwgQxuRHHMOmX88cKXmXaPk7uL2bBZubnr43NupWl3U5qxWLZAKoinqM0gHPRATxKfIjj82r\/l5I84J\/pqLYbJW4d2ZyrlsyXhkWk1OCbojELSLLzEvHmxPRyeSSTz+jgCE9p+96eP3JZwm2d+R1tz1MdZt2MZJeTqaAVJTFHDWP9pIX6ZupQWCxHk9LKjVuCJSW\/pqstvZ27emwdnB7ma9t+bP2q1WZJxaGQqilK6kzksXVZlcAgnnoXzPHGup2T5xsxh7MctiC5PWkQWblTMS5GtLOV4kRXkAMbqV9qEKAnUB7yeCcmZJzpppqlGmmmgGmmmgGpHsX\/peX\/uzf+5dRzUj2L\/0vL\/3Zv\/cusan5Wap3J3ppprxI7DTTTQDTTTQDTTTQDTTTQDTTTQDTTTQDTTTQHxNDHYieCZepJFKsPiD5EagHaHRnweLrzbXw8Ulh5z37NVlvNFAsbMzLWSeJ5TyFXhGLDq5CtxxqwJD0xs3wBOofvO5SnbFY+fBfSV2zbbwKrMYDA6xOWl70HqjHR1ISvJPX08cE8Ja2BX26O0\/a2B2tDbgwUVjKXsNLepzLOPCmwtOSyEeF5ktqpWJvfEvHkCQdb03at2Yxm0INvZO2KtlqxeCWAx8LI8byO5nC10DIRzOYyepekHnWzdsdjjJDFuzB4vGWIaxL07ycJVIqyRsnkTEJPDLIOFPW0SnjlB5btF+zXPbjfDU9vmS9NVbLGcV5YhHzPLFIofyMMhkM\/Wg6SSz9QJLat1XPPv8AkkKPoTOpt7bdytFbgpI8cyLIjLMzAqRyCCG4Pl8PLXr9VcB\/cB\/mP+Ooo3artGjbxW2sB3duazchxkNerC4SvGUlKyHheBDxWmVXHsFo2UH2WK9S\/wBpe0MZkbGJvZ6nDaqhu+Qlj0MIxIUJHl1iNkfo56ul0PHDLydb5CUHX+qmA\/V4\/wAx\/wAdPqpgP1eP8x\/x1w4O1XZNiSOKLcdEu4YsCWXuSHkQibkfYt1xSp0v0ktE6gcqQNHC9tGzs1lruHgyAjnq3EpKJI3UyM0VeTqK8cxrzahXlwoLSIBz1LyucxI7SSr6qYD9Xj\/Mf8dPqrgP00B\/mP8AjrSub52\/j8r9CXcpWhu9z37Rt1AIhEjAs35q8iGUgEgkRORyFPHD\/wCWXaD5SHHQ3hIstaad3VH6o3R6qLCYuO8MknjISiheWDKRyGXlc+SwSn6q7fHH\/N4\/zH\/HT6qYAjzx4\/zH\/HWptfd1bdeApbix8fFa\/H3sXUeSV5IB8jx58c66vjZPkX+el1XJIRq\/VTAcf\/QD\/Mf8dYG1cAP+rx5f\/wAj\/jrb8bJ8i\/z08bJ8i\/z0ufIhGp9VMDxx9Hj\/ADH\/AB0O1MCfM48f5j\/jrb8bJ8i\/z08bJ8i\/z0l8iDU+quA\/V4\/zH\/HT6q4D9Xj+N\/x1t+Nk+Rf56eNk+Rf56XPkQan1VwB\/6vH+Y\/46fVXAD\/q8f5j\/AI62\/GyfIv8APTxsnyL\/AD0ufIg1RtTAfq8f5j\/joNqYD9Xj\/Mf8dbXjZPkX+enjZPkX+el1XIhGnJs\/bcvT3uLR+hgy9TMekj9I8\/I6z9VMB+rx\/mP+OtvxsnyL\/PTxsnyL\/PS58iEav1UwH6MeP8x\/x0G1MB+rx\/mP+OtrxsnyL\/PTxsnyL\/PS6rkQjV+qmA\/V4\/zH\/HUE7X5rOy8Dj8htfD495LGTr1bUlpJbHcV3PDSJAksbzMD0jpRufPnhuCNWL42T5F\/nrj7n27t\/edGHHbnw1e\/Xr2EtRLJ1AxzJ+a6sCCp4JB4PmrMp5BIK6rksIju6ZqeMxm3stgMRjrtPLZHH157EliUAV7EsaB4lH5xPeAjkgAefn7jzctk0j7RZtpU8fTpY6jXpGe3ZqTz97YuNMkKBhNGEAaJB7pCxfg93wGawLFWhbrQU7GPrtBVkilhjK+zG8TBoyB+jpKgj4cague3TtPb+\/MVt23hTczlqsstN5bKrPc4eZgkSuw78xMHZufKESq3kG0ufJLZI1RyW8IVq2suuAlxct2\/LNlaeCt+Hix9WSKL2+q6RG8jNK6uGcd2gIjbhuOjv7cjbU3BkY6OGx8uMwdLH2LUMiTPYtPclsRJ3cgkCxqhgDNyj9QZvzenk+Eu\/Nm07n0Bd2EtafZ8c8c6pMvdU6caUpZOl1PtpxZrkxsACYmJB6VLSDdU+EwWbxMuS21XyT2FkiW1PbZpxHGk0sjOhHDxxqz8Fj5GXhQCw5l1ULIaWUQ3I7q3DhMtewl+lt61Ng6s+Vuz1qVlRbqxpTbuIozZYxSnxTDqLOPYQ9Ht+V4Y\/C4vHyeIp1RHIy9JPUx8vI8eZ\/cNUrjN4dmZxONy9DaWIswGKfLTTUMmlpa0MDVY5jLKp9t0PcAxEkAVwOfYUavGvYaZ+kqBwOfLVdTZIhmzpppqGhpppoBpppoBpppoBpppoBpppoBpppoBpppoD5kUujKP0gjUc3FtKTPRV+6y9vF26kplrXaXdGWIlCjcCWN4yCrEEMpH6feAdSQkAcn3DXjJcrRAvJOiKPeWPA0BX03Yxj7BdLG5M1PXl6pp688sMyTWmiMRsv3kJYv0Hjo57ryH2fA41ubT7Kcfs63Ut43LX5WrUZKBSbuRHKjTtMCVjiUIUZ3CrGEQK3HSeBxNltQuoZZAQRyCPcdZ8RF841AQLGdkGMxuWoZh81lLcmKlQ0I55IuitCsc0awKEiUsgE7nliz8heWIHGuLkOyHN5XfeQyE2QWnt+1OMkvh7oafx\/h0hEoievwhARCCZnQ9CjuhyxNr+Ii+cawbEI8+oaeSFYnsC29NLZlu5zM2hk+7bLJJNCFyUkcjyRSS9MQKMjyMQIe7U8AEMABr6i7CcZ9JR5m9ujNXrq5KPJyTzpTMkkiRwRqoZa6mJemtGD3RQtywJIPGrKF2sWKiZCV946vd\/\/wBzr78RF841Z2fAITuPsqxO6NwQbhyduyJIaklJoIlhVZYpEdCGl7vvuOJG9hZAhPBKkjXJm7C8bayC5y5uvOz5mNW7rItJWEqMXrsjBRAIuU8LGAChBBfqDE8izO\/i+cad\/F840KcTbe1U2zg6mCp2pZ4aadCy2GBkfzJJYqoHPJPuA10vBTfMnqfw1td\/D8408RF840Bq+Cm+ZPU\/hp4Kb5k9T+GtrxEXzjTxEXzjQGr4Kb5k9T+GngpvmT1P4a2vERfONPERfONAavgpvmT1P4aeCm+ZPU\/hra8RF8408RF840Bq+Cm+ZPU\/hp4Kb5k9T+GtrxEXzjTxEXzjQGr4Kb5k9T+GngpvmT1P4a2vERfONPERfONAavgpvmT1P4aeCm+ZPU\/hra8RF8408RF840Bq+Cm+ZPU\/hp4Kb5k9T+GtrxEXzjTxEXzjQGr4Kb5k9T+GngpvmT1P4a2vERfONc\/K4vG5gxG3Zvx9zz0+FyFitzzxz1d069Xu8ueePPj3nQHt4Kb5k9T+Gorn+zCnnc42fOZyNGxJDXilWo8XRKa7u9dz3kbENG8rsOkgMTw4ceWur9UMB\/f87\/4\/f\/42vhtrbdVghyWcDN7gdwX+T\/52gIhU7B6cFKlSt723FkPCJPBLLaamZLdad4nmgnZay9Yd4VZn8pSS3t8MRqXfU0z3q+VyN97N2vSs0Ek6VUd3O8bMenp46vsoxz7uB5jWI9sbblUvFlM0456eV3DeI5+HlNr6O1tuBxGcnm+pvML9Yb3JHx\/ttPA8kZsdiONuWEu39zZmzbkEkN2Z\/Cqb9Z+56q8qrAEEfFeIcxqj8A+15nmw61ZoX6iQRxx5aj67b2w6grlswwZukH6w3iCfh\/be\/wDdqSxyxv7KuCdAemmmmgGmmmgGmmmgGmmmgGmmmgGmmmgGmmmgGmmmgPib+yf\/ALJ\/9NQTfGKuZA4mzDhhl4aNp5pqRWJuomCREk6ZXRX6WYeyWHv5HmBqfahXaXeqUquOXO5qxh9vy2WXK34bj0+6jETlA9lCrQIZAvLqy+YVerhuDGCtNuYLthx89tLlCSjiIo65rY\/ESQQdXXeuvZMayTyd3IYjTJUy92oZhGQRwNvEUO21DaXK3crKZqBWOQrQHcyBIggCrKBLISshY\/YqGd+GZRHxy8V20b2xe6Z9qRmjlK1StDcxlOzBJ9LZqrNdvQo8L94F4jhrRSlzGxdOWPHV1Dx2v+UL2hZ+v4m\/i8NhqdWjlb9nIWKyWI5Fr+DVEVat6WOMo9wiQvMf7BuRDye7qykl8\/2D3Jnfu73qbDwq5OHJV8xNlIq1iKtZrPZlg79gAHbiJS8QUkdXK8kdbMOsxzGYzt3ShlJc7azE0z2ilFKdigsywjHQd1IeoiP\/AOqNjvAfeyjhTH7+Psvtt7Sdx5C\/kc39HCpXx0b06cdJoFnnjvX4ZLCtHYk6kaOCqxQSSIBLGQx55bvZXto7QMFfnw2WG2a01OyeLb1LAhvBoKkqU4VMvKzhbUh6yzBlrMwjUFu7XL83v3grRr4PYnaHQr1Deq2DK+45ctf8NbiBkDZEMGDFgSnce10E\/mjjjq4XV16rPtA7Yd17W7UMZsmhtyFcXaopZkyNnuOhi5lEjL12opCtdY1kkEUUxKuATD7LNwpu3rei2cNFLX29jreQjyE0mFs17DXXlrNSWOhGzPHxYmWy0qs0fkjRjuzwzGUrCpXuP\/hG7nJdOmqMw\/bv2p7ltW8bQ21i8VPHkpIBLfrx2FrqlS5O1aSOted++BqxgvJ3DcTecI4HVsZb8oHeNGvu+SvgKNmXErSlqLXWF1owzSIjyW2luRD2VfvOJvBgqrdLOimYJBdemqw7Ou2Pde6t7Y3b24MJTx8OSwiX0rxd1JYjk4BMsjR2X6YnHPQVjaLzUeIZz3YuQau25E5OVprraaFOTprraaA5OmutpoDk6a62mgOTprraaA5OmutpoDk6a62mgOTprraaA5Oqt3zsvc+Y7QYs9jas\/ho6VSCOWGSDpJWSwZe8Eh7xWRZVMfclQ7EiUsoULdGmpElTa2Pzpd2R2rV8LiMBtzbONt4jGZancEeWycONuEQy12VmSlBJBKidM3AJVuFjJ62X2pfurH3t0bipNS2NahgjgMsueRKgsCRe9SOBeuZZQqlmcngqQ4C89blbbI50HHu0juZWD85Sdm+80hr46pgLElSvQt0MZPYXHxWKE8jU2jsyJAyxEIYZQrIGk6UUEMSSf0BSH2p\/7P4a3tNUveRpppoBpppoBpppoBpppoBpppoBpppoBpppoBpppoD4lJEbkHjhSdaPiJ\/vD6DW+6h1Kn3MONeHgovmf10BGM6keDhzm8sVTqnNvjFh72xN3Ucy1xM8EcjE9KKHmk9ry46zyfhDYO2i3g8JmMjvOnMbOIkIlqw01oWVQQtKfs7E5SUcI3S8M0itxx5FW4nu+7WNwGyc\/nclj\/pCpjsZat2Kb9PTYjjiZmjPII4YAjzB9+oRZHZvj61zD9oWzsTjDEI55I408dBPDNHIDJ1CIP0BIZRJ1oqqqEk9HB1nJeJNPB9v1STGNZztJ2lORyNZDSeD2YIcharQlonm73llrDlgvQWJ4I4IXn5LtV2NuDcvgtx7ezj5LDWXEUKosTRRCChYYSCOwVsLzagbo4blk47slAzdyCz+T7K9hquOxUrVbUlZu5xLt3thbUiusfEf2zrYkk56OohpfPjrHO8t7sSysiZKOvjrMly4gjnGNcmd5I0RJlbu\/bhZK8YEw5iIhX2vZHG+7\/YTydPEdpmJy2OzGRaC7RXBxNNbgtLGs6RqrHqMSuzoD0Nx1hSeDxzqOjtZ2nYz+FyFrb2Yiyd2xJgcdM6QsC0whmeMMkrJ0lYw5Y8geHcchiivt1929k+3at94YakTSm3DZjx9KSYOK01iHu3YRBVYtDOixsQC6yKnX7zqYPN9ibJDOmOxtKSSWIQxNQcWIeYadgNOpiBg6e8qcsx6F+xBYMQoi3wTKUPc9J+3vBVRQWzhM5FLlY1moxslbqnjKSt1A990qAIG8mIPtLwDyePf\/lvxRgS1Ft3cckE3fmB1qxcyrDZiryN0GTrQK0ysS4XhQxPHHGm0cJ2K3sTPjMPBj7kWKrwz2Z7NURu0fTKqzl2RQyn\/AEgF19nq74e\/qGveLJdjGWiq0iuOAMrw14J6DQuksksDFVR0DIzvLXkA4BYOjjleG1O2A92bOI7WMPm87DgcfXuyvL3YNhO5eFGesLCglJCSOhl9tQU6mADHUw8RP94f5agVPcvYnXePO0JqKy1BFDDJBj5DL0d3IqNEqx9ToscUyl1BVFilBICOB15O0zs9jksxLuB5HrFkKxVZpTK6yrCyQhEPfMJHjUrH1EF05HDLzSfMk\/iZ\/vT6DTxM\/wB6fQa5VTdm0b2YhwVTMCW3YjWSMLG5Q9UfeqnedPQJDH9oIyevo9rp6fPXe8FF8z+o0Ka3iZ\/vT6DTxM\/3p9BrZ8FF8z+o08FF8z+o0BreJn+9PoNPEz\/en0GtnwUXzP6jTwUXzP6jQGt4mf70+g08TP8Aen0GtnwUXzP6jTwUXzP6jQGt4mf70+g1w965zPYbbNzI4Fa81+PuxClgqEYtIqnyLoGbgnpXrXqbheRzzqS+Ci+Z\/Ua1cnt7E5mhNi8tUS3UsL0ywyqGVhzyOQR+ggEH9BAOoyqE8lfzb+z9js2r7qxWWxxypDp3NjFTILVpS6+FjhaZXRzIoQEs48iQCCNeea3zvjGXr1aq9O+lSOKW0aeFtWXxveSKFRkilZrT92XYpGEZQqsRw6gzI9nWzDjqOK+gKnhMY7SU4hGOIHYMGZf0hiHfk+89Tc+86gl6fYeN3LmdlYTYtaxc5p2JSzJDWsW7VhyQxAZg6lBK79J\/OHHLcgG8kpwsnjuTtx+gOymhvm1NjKGRykZ8NDkbCwQl0DM55LckdKMVUEkkqOfPqG1kN5dppymaTb\/0XlaFM0oqj1sY7ymeeRXZTzaVHWOsyMX5jUmVTyApB3JsxiqvZq+7sbtJ7OLnotYv4yaxFElSCCErJCF4Kll7soEHslveyjzGk+8sLnTLTi2XFOmZvzx0RZnERt2alhKk0kw7smLpZV6WHWxRPcp4XRbkWEmyc7czkmawVHKJcE3iIVZnWAwgt7m9hixTzBHSWPHu5Pv10vEz\/en0Gubsuzi83tXFZPGUHx9eesnTTIUGsR7LREL7PKEFTx5eWu34KL5n9RqhGt4mf70+g08TP96fQa2fBRfM\/qNPBRfM\/qNCmt4mf70+g08TP96fQa2fBRfM\/qNPBRfM\/qNAa3iZ\/vT6DXtVlkkkIdyfZ519+Ci+Z\/Ua+oq6QsWUsfLjz0B7aaaaAaaaaAaaaaAaaaaAaaaaAaaaaAaaaaAaaaaAwzBFLn3KOda\/jovlbXtKCYnAHJKka0fDTfdn1GgOL2jS7eudn25qu57tujh5cPcjyFqsnXNBWMLiWRF6X5ZU6iB0NyR+afca3i7OuzztaxRrZzPbnzuRoTRNJd3FgK1e4IumQJH4a1RSEREPKBIsAbkvw\/UORY2+9q2d3bJ3BtSObwzZnF2sesxJ4iMsTJ1eRB8urnyIOqzy35P9q\/UmhwO6LFyjZmS3D9MWmyjjmB4wvfWu+Zo0YrJGOepS8wDr1BlhcQdjZ3ZXidnJ4jcmfsScZvIT4umrxLUpx28hJOkMX2auS4aAOGZuGThCoJ6tjaXYRsrYndnZ9y\/iGitpMslOrQhc1lXgU3ZK4MsXBPLyFp\/Pnvf0642K\/J5hxcVCSRcXdu1szZy1mxLVHXaZ8n4uIux6mLxxs6AnngseOATrp737I8ruTeP1lgyGPZXqLAtW\/VjlQdKTK0XkveGKTvF60EighWBVuodNbcked\/eT6n7BdnWcrHkbGe3DJFHatXVpyS13gWexdntSSJ1Ql425syx8oy9UfSG6ioYfdfsM2rB3pfcm45pbnEeRkd6obIV\/C1az15QsIURutKFiYwjhuvpZVYrqNQ9g2cqjEYBrdW7Hj69j\/n21Gz3o5HtxSrMrszHxPdoydfPHuYcAd2fLDfk42E27a29l8zjsoyUnp97JUi9q14Z0W5IqKv2xMiOS3XJ7KkyN5ETaWivLhstGlsXbNSGxUcW7MFrCQYCaKZl6ZKsXe8c9IB6j37gn3e7gD9Ma232E7H2umPGOtX1bF3jkq5hrUaYFohVErJVgiRmEStDyV845HB5Y9WuCnYJmo6WXqJkseI8nkVyE0fhY5FuN30jsJmnjlYjiQABzKqsoKLGvEa2btDbt7bm2MVgbdnxc9CrHXkmC9AdlHHIXk8D4DnyA0tUGZlyyvpPye9r5\/bePxe9cneyd6ilcQSzQU7UVMRxujQwRz12jaM97L5yo8g6\/Jl6U6e\/kux\/Z1\/ALtyCa5SpxxXoYUjgqSpGlqzHYde6nhkhZVaJVVXRlC8ggngideHm+7PqNPDy\/dn1Gq8ueSkEwXY1sXb28qW+KMUz5GlTiqK09apK7tHAtdZjO0XiA\/dKEKrKsZ8yU5JOrD8dF8ra1\/Dzfdn1Gnh5vuz6jQQbHjovlbTx0Xytrm27lKhJHDeu1q8kx4jSWdUL\/AKPIE+fvHu1teHl+Q+o0BseOi+VtPHRfK2tfw8v3Z9Rp4eX7s+o0BseOi+VtPHRfK2tfw033Z9Rp4ab7s+o0BseOi+VtPHRfK2tfw033Z9Rp4ab7s+o0BseNi+Vv5ap\/cmB7LMNuDPXK+5tz4nOirUszrjHnvy1DNdd4pYKzxzp3kkxkHQI2HBb2AGJNseGm+7PqNVlk+ymSlncxuu3nFyFW+sDy1cw6Rwh47LSr9pEqsFUFEQN1jhQGDay9177F7M1d0YHAUtjYgTdoG9sFgqc9e3V8DhopZkVIQf8AS4pqcxCB1admljXoc8kr0qBpWaPZ9j5MzJFvfe9earMbFMwYfvWozz21eeTHjwTeK72wylxxOq9fCiNTxqQZDBblk2dS27PkcbPjuY61uzavd2MnWaLzjR+lyis5CefUzIp4ILBhr2trZK\/byt\/c8u27r1pYlhifISxwVaqTdcULRgARMfZLyEt3jKvKdKqq1b4J2yTzaCYjFbXxVDDR3RShqxiHxkTxWCvHPMqSBXVzzywZVIJPIHu12PHRfK2uHtbFW8ftzHUZsgci8NdFNoNyJfL3gkklfhySeOOST566nhpvuz6jVIjY8dF8raeOi+Vta\/hpvuz6jTw033Z9RoU2PHRfK2njovlbWv4ab7s+o08NN92fUaA2PHRfK2vuKykzdCqwPHPnrU8NN92fUa9qsUkcpLoQOnjnQG3pppoBpppoBpppoBpppoBpppoBpppoBpppoBpppoBrHI+Ovmb+xf8A7J\/9NczQGnv6nuHKbUv4jas0dfI5FBTjsyDlaqSMEkn6eR1GNCzheR1FQPLnnVX1Nldr2MuQ7apWXp4TERZHwdrEyx1oZjLYpS1h3EkjundI1+IISydMak\/nKonnaJHl5tgbli2\/JYjyj4i4tJq7MsqzmF+7KFfMN1ccEefPu1VfaN2g7gZ7ea2LuCvbwiYuavYTomdLVqOjfmEUM8UsbRSBhB1GM9fPSOVZdSYZqlSdiPE9vMEtqFnyUvTPPHipherGKCuuRuH\/AEkF+uVpKTU1jJDlWXl+hustmrtTtK2je3ffo4bMZ0ZK5Dbrp9NJHJcIxdaDjvGmUwkWYpWbp6R0kdPI4UQGhvjtMqbgsVILs60Rlr6W5LotTNNXa3uLuoUYzBYQDVqKrRqrkNEpYqEUSHKdtXaJUv5\/HU8BQqrjoh3Et6FStcLNEneynxgZ1lSRnTvRVT2eDKw6nXTxIadOTs5fDdsGRShisdi9yw02xscNme9lahYyNJYSwrpHOWUlGiYP1z8KFC926sX8MXhe3KmjwQUcrXqqqR4uFshVY1ZhRxqxyWj3pMkKzR31ZVZ2JcnpbmNl63aD2nbo25sLbm5cBg1msZlofEyTwR93TVq7SkuklmFV6mURjmbyaQcd4eFbhZLtk3vWr5KWxSwuBSvPj4a1jJVLEsbCzaghmdgHjHFXvWjk4chnAbmNQVMWGzKUrHv3BOtuYbtLx9XJrbytqaxa29Wau96aKVIcuTY73gL7lANccD2SFBHLFyY5gsT24QT4nxNzKvWGSD5FLZqxOlH\/AEcNHH02bBd2kR5Opn8onnRekmILGJO3PtM8dZpptCqhhxliaBnrDptskDyR3UHihMK7sir3YhbjrAM\/V7J7sXahv\/H7txu3MvSxVyNprNSx4Gg8c1yVHkEbxJJY5jjCqnUVFjjkl+6XhmkPbn3\/AHDc597GjVr9uOc25i8pgr+bWvahry22nkqTT2XaKwe+rqLEISMNJW5V5EJ7kco\/Mned+3t\/thhoCw+Wy9u5P48246zwBH6bsJqrFGbEXdq0An\/NnVgHIZyQgG52Mb\/3N2gYa9e3LhUpS15kRGjjjRT1IGaIqlicdcZPS3Lq3PvjjPK6sPWnvPImWVUcT25WMk8lvJZGtC2MToWqlWZVk8CFeEu1mIGXxRaTrEIHCqBKikgS\/bFPtUfb1HxmVxeMtASiWDI457s4+1foJkjthf7Pu\/Z6pCPMGSQ+0ZNpqLghBc1sDeW5NwyrnMriJKVzCWcZYuV8UYyqSuvsRo9hysnT1nrPUv5vs+XnwMvt\/tWy+5ZTPjMyMRWyUU8cZy0LCwsOTqSRSIVmXpArLY9gxofLh2lbpY2zpqR7\/Uu5UeM23252KMkOazeVE4ZzL3LQV1ecVLXEsbixKxjadq3CFYQO7XmMK0nP3trbXatg7NDmplPtdy3bmQAuQNXevPajk70sZwygRGRBGIpPPrAVCUlFs6aLEMPKg6vOnI1ytNUHV5GnI1ytNAdXkfHUW7SMPezu1J6ONfLLZWeCdDilpm0DHKrgxi5zByCoP2gI8vcfdrqaqDeU+dj3PvGhe3HkIsRJRwEiOb0lCCkj2ri2OmxD0vCCsadUinrHI8woUCMHc3Pjd3ZzalGhkdnz5m9Shmp3KitWjSZp6bosvLyLGQvedL9PmCX6FI454p2jurIVr9SxsrPYGTGRx16VzErhzNkHWzHNNbHfTPGXklTvAs0QAHUzcu5RcZjcu7P+RaocbZyM2cTHxrkrVdAbUDLD19RTnqRpeF6SR1BZOryI1y8rlcFnsluZMPv23WqCaGHLrb3TbqukqWl6xEsTddCJFUxd5GI1lMnmT0h2neCLt5Ly2uuYj29j49wLGuQWBRYCBQA3\/wDX2efj0+zzzx5ca6vI1EdmTCfaeJkFS5WU1IwsdyzLZmCgcAvLKTJISAD1Oes88t5867OtBbHV5GnI1ytV7vy9DU3hgpamZyceQhdBJQgszqstOTrWWSOBfsrDJwGYsHaNUHSFLjqd4KWvyNORr8vSZTN1cmtLF7nzN7B0snZs4WwuasyLcYLSKVlnduu5L1Pc+xlZouWdeOIVWOwN\/ZeMbgw93beftS5SJSq0ob04gnruJUeRYY\/s7BRwGckO8axjpCs46nA5Lh5GnI1+WxZtYyvQxuE3Fm546sVmXGXfrXkL8OXzANIRR99NIWlTh5lNfzi5ErdHUh6f0vS5708\/L+GhJzBvaaaaFGmmmgGmmmgGmmmgGmmmgGmmmgGmmmgGmmmgMEAggjyOvPw8PyDX3IxVGYfoBOtPxsvyr6HQGz4aH5Bp4aEDjuxrW8bL8qeh08bL8qeh0Bs+Gh+QaeGh+Qa1vGy\/KnodPGy\/KnodAbPhofkGte\/hsZk4o4L9OOaOKaKwisPJZI3Dow\/eGUEfvGseNl+VPQ6eNl+VPQ6A2fDQ\/Jp4aH39A1reNl+VPQ6eNl+VPQ6A2fDQ\/INPDw\/JrW8bL8qeh08bL8qeh0Bs+Hh+TTw8Pya1vGy\/KnodPGy\/KnodAbPh4fk08PD8mtbxsvyp6HTxsvyp6HQGz4eH5NPDw\/JrW8bL8qeh08bL8qeh0Bs+Hh+TTw8Pya1vGy\/KnodPGy\/KnodAbPh4fk1pZO\/j8SiPar3HEjFR4anNZPP7xErEf7Tr08bL8qeh08bL8qeh0BzPrVgv7jnP\/Ar3\/B1g7pwR55oZvz\/\/AMDe\/wCDrqeNl+VPQ6eNl+VPQ6A5Ee4tuRSSSxYzMo8zB5GXAXQXYAAFj3PmeAB5\/oA19\/WjA\/3DN\/8AgN7\/AIOup42X5U9Dp42X5U9DoD0qNVu1o7UMUqpIOVEsLxOP9qOAy\/7CBrWyeRx2IMYtVr0ne89PhaE9njjj390jdPv\/AE8c+fHuOvXxsvyp6HTxsvyp6HQHM+tWC\/uGc\/8AAr3\/AAtYO6sHz5UM3\/4Fe\/4Wup42X5U9DqKZLtFNTflTZEC4cyvUS7Z8TkjBY7t2kWMQQCNu\/JMMnI6k4AHv50B1xunBe40M3x\/+ivf8LXzFuTbsCCKHGZlEX3KuAugD\/AQ6isnbAWmwlSHG46jZzFy9B3GZyYpusVSyIJGTpSQSSEuhWPy8m82HGvTeHbJQ2buF8RlKkKVq9SCzPPJZ7uVzO8iRJBFwe+9qIhz1L09afncniE8knO6cF+jH5vn\/APRXv+FqQJFGntIoB1Uk\/bhlcdbmxuZ2fXqXMaklzKhckXigoItdjNE\/dAysBaUFCqDmOX2vJS1q1rDyv0sB7ufLVEmzpppoUaaaaAaaaaAaaaaAaaaaAaaaaAaaaaAaaaaA+ZFLoyA\/nAjXDzeSobfginyc0328ncxR16stiWV+lm6UjiVnY9KsTwDwFJ9w13WIUFj7hqObpxE2ZfH3MbkIq9qhLI471ZOmSOSJ43TlGVkPtAh1PIKj4nUYPbEZLG57FjM4m54iqWlQsInDq8bskkbIQGV1dGUqR1BgQRz5a31qOyhgw4I58+QfQ+7VO\/8AIXm3WCG3vqG8lduqKa\/UkuXIVNieUxC3PI9h0CTJGvVIQBGfL2yBMNtdm+P25uKpuKG3WNiKHJRWXSt0yWRZmhkTqfnniMREAHn87kcavzBNPBSfFfXTwUnzL66qN+wipdyuPu5O\/h5a2PY9cCYvg3W8NchE1gliHl5tq3Vx70b5x0yTO9njZa9tTIR5SmLG2oVh7+es0rt7cLMVVmKAt3PHJUuCQVdeCGnZAlV+7RxlvHUbtpY58rYarUXpY95KsUkpXkDgexFIeTwPZ455IB3fByfMvrqlch+T7kMrk7mSm3lSqPbgETeCxSwEuK1+EyEIVB58eCQQTxGR1Hq5Evh7Nu62S21TkqTFspFkjGax8IwSZJDA0QIHQ3QeekKOWLdJ8wb2D7QS2vfo28xcwVewz3KEcclhRDJ0RiTkqO86egsQOekHqAIJHBHO94KT5l9dQLaHZXV2vhtxY9c0hs7ggMTW4a3dvX5jZQqeZPRH1cRrz7Kqq8njnURv9iF+nRe3TsYe9ZAIWmMeI40Jaqe9i9oJHLxXYdQUchwDyV9rLbSbgiZdEkPdSRRsWJlYqvSjMAQCfMgcKOAfM8Dnge8jXp4KT5l9dUrursYz9\/CziHOULktHB\/RVGqtNl78JVvwJ3haTp5bxy8jyH2Z8\/a8unT7CsR9LZDMZKxjJTes46xFUXHjuKSV7Uk0kUKk+ykiv0sPLli7EcN0jcZZrESWt4KT5l9daq2KTZOTCregN6GBLT1+r21idmVXI+BZHHP8A+J1Va9g3EUtWXcVSeGXGpQ6pKPtxgY8VCikHnuzx3nRz08s3kSeoSXZnZhj9m71ye66dqn3OQqtVjrRVBH4dPFTThUI8unmdgRwPNQdZI8bE68FJ8V9dPBSfFfXXv4mD7z+R1nxUH3n8jqg1\/BSfFfXTwUnxX11seKg+8\/kdPFQfefyOgNfwUnxX108FJ8V9dbHioPvP5HTxUH3n8joDX8FJ8V9dPBSfFfXWx4qD7z+R08VB95\/I6A1\/BSfFfXTwUnxX11seKg+8\/kdPFQfefyOgNfwUnxX108FJ8V9dbHioPvP5HTxUH3n8joDX8FJ8V9dPBSfFfXWx4qD7z+R08VB95\/I6A1\/BSfFfXXDy2yhl8zTylnNZBK9VkkfHI8ZqzyRv1xSOGQurI3mO7dOeB1BgABJPFQfefyOsGzB95\/I6Arrc23duVpsfti5uPNQHJWLlqTHUoTZF+GWcPOs6LC5SEPMg7wd2VDAd4Ax51N6U9swZPGYzfm5s9LFZRomrDGyNjrb8SujySRwFInjVZG9mRPJAzhgFI7G9Oz+tuncFHcUGRjr2qtKWiJHjZmgDyxSCeHz4WVTGQGIP55\/RyDt5vaw3ZPDcy9pK5jxmQoLAnLrG9noXvhzwOtY0Zfd5d44B4J5z2RNisYcH2XyWa8l7fm67OSmsSR5CS7jnjsXK\/TU6obcZqKIa4Vaf2gSL3gmTl3LXxWrtE3X1Agjjgaqu\/wBk2WzOUv5jLbkoGbM1JcbejgqSIgqSLUVu7JckSf6K5DH70fIObYiljYBEbkgfDWh3PXTTTQo0000A0000A0000A0000A0000A0000A0000B8Tf2L\/APZP\/prmcfu11tQLtSTdxn2zNs23Zjt1sq9iSCNumK7GlOwxrTE+QRyAoY\/muUb3qNRuNyok\/H7tOP3aoO32s9qj7YyFPb2Ju1rUmKu2KEl\/FtLbDmvNPHMQ04f2WUQ9BhKhgvMnJCGf9oG696YbP7ZrbVrVbT5KiUltywWZq8byZHGQFzFHKqEd1YncdRLDu\/JgveBqs7BZcInvA04Hw1XVHtL3q1DMz3aNN8hjcZNNXxkOKsiS1LEiE2A\/WwETMzKsXBclCFdiCBow9ovaretW4MfBgZatK5jqceRGJstFkUs2mgexCosewkfvILP1d2x6grqyxZiCLJafA+GnA+Gq7232mb5yO8MTgMrgIoa9qvXM7LSKdTPU7150Zpy6xiQGLpMTAEAGXqIU2z56uwe8HK4Hw04Hw11f8dP8dAcrgaHz9+ur\/jp\/joDlcD4acD4a6v8Ajp\/joDlcD4acD4a6v+On+OgOVwPhpwPhrq\/46f46A5XA+GnA+Gur\/jp\/joDlcD4acD4a6v8Ajp\/joDlcD4acD4a6v+On+OgOVwPhpwPhrq\/46f46A5XA+Gta5Bcm6DUuiv089XMQfq9fd+nXe\/x1Vf5RF29R2lirFPN5PHKM3TWfwUtiuLEZYgwy2K57yBGPHtjkFgqcHrAMbBLvA5j9dr\/uq\/jp4HMfrtf91X8ddzE2ZLuKp3Jqs9WSevHK8E\/9pEWUEo\/H+sOeD+8arjedqxX7SYL17I3PAUMfXMNKrfvV3ZpJZxZnMcZWCwI41jYqe9Zek+ynUhetwESsUsyD5Zsf7qv46eBzI\/67X\/dV\/HVV4+7jJK9CvT3zlllyWWNvBRz7ksOKFVRWWUXJmlPfuSXda0rOeZ+gKAjMnU3rl90ne9+7iLNqzBXxldcFXpX5kSeeTxKWJO7QiKcxlYiyydfQApUIW5eNgsAUcxz\/ANNL\/uq\/jrs0h9sfL\/VP\/qNfnqxcy65SxX2xuLc9jEV0mmwEljK3WFrK9GPKQvK7l7EfVLPzG5ZAe\/HT9lwv6RTzUE6pEz60000KNNNNANNNNANNNNANNNNANNNNANNNNANNNNAfEpIicg8EKSPTXP76U\/8A3G9ddCUcxOPip1zuh\/kb00BnvZfnPrp30v3jeusdD\/I3odOh\/kb0OgM99L943rp30v3jeusdD\/I3odOh\/kb0OgM99L943rrPfzfeN66+eh\/kb0OnQ\/yN6HQH13833jeunfzfeN66+eh\/kb0OnQ\/yN6HQH13833jeunfzfeN66+eh\/kb0OnQ\/yN6HQH13833jeunfzfeN66+eh\/kb0OnQ\/wAjeh0B9d\/N943rp3833jeuvnof5G9Dp0P8jeh0B9d\/N943rp3833jeuvnof5G9Dp0P8jeh0B9d\/N943rp3833jeuvnof5G9Dp0P8jeh0B9d\/N943rp3833jeuvnof5G9Dp0P8AI3odAfXfzfeN66d\/N943rr56H+RvQ6dD\/I3odAfXfzfeN66d\/N943rr56H+RvQ6dD\/I3odAfXfzfeN661buXWgU7\/wAW3Xzx3NaWbjj49Cnj3\/p1sdD\/ACN6HXOy2JyGRMXhM9ksX3fV1eEigbvOeOOrvon93Hlxx7zzz5cAPrPW+TKf+GWf+HrH1mq\/d5T\/AMMs\/wDD1o\/VbOft9uH\/AHeh\/wDF0+q2c\/b7cP8Au9D\/AOLoDe+s1X7vKf8Ahln\/AIevmPcVGJBHFBkkRfIKuLsgD\/Du9af1Wzn7fbh\/3eh\/8XT6rZz9vtw\/7vQ\/+LoDe+s1b7rKH\/8A1ln+jXaqSSNKVZyR08+f+Gov9Vs5+324f93of\/G1J6asJSSpHs\/pH79AbummmgGmmmgGmmmgGmmmgGmmmgGmmmgGmmmgGmmmgPK1K8FaWeOIytGjMqD3sQOeP8dcD6zZf9lLnq\/9GpJrHH7zqppbohHPrPl\/2Uuer\/0afWfL\/spc9X\/o1I+P3nTj951q5cCGRz6z5f8AZS56v\/Rp9Z8v+ylz1f8Ao1I+P3nTj950uXAhkc+s+X\/ZS56v\/Rp9Z8v+ylz1f+jUj4\/edOP3nS5cCGRz6z5f9lLnq\/8ARp9Z8v8Aspc9X\/o1I+P3nTj950uXAhkc+s+X\/ZS56v8A0afWfL\/spc9X\/o1I+P3nTj950uXAhkc+s+X\/AGUuer\/0afWfL\/spc9X\/AKNSPj9504\/edLlwIZHPrPl\/2Uuer\/0afWfL\/spc9X\/o1I+P3nTj950uXAhkc+s+X\/ZS56v\/AEafWfL\/ALKXPV\/6NSPj9504\/edLlwIZHPrPl\/2Uuer\/ANGn1ny\/7KXPV\/6NSPj9504\/edLlwIZHPrPl\/wBlLnq\/9Gn1ny\/7KXPV\/wCjUj4\/edOP3nS5cCGRz6z5f9lLnq\/9Gn1ny\/7KXPV\/6NSPj9504\/edLlwIZHPrPl\/2Uuer\/wBGn1ny\/wCylz1f+jUj4\/edOP3nS5cCGRz6z5f9lLnq\/wDRp9Z8v+ylz1f+jUj4\/edOP3nS5cCGRz6z5f8AZS56v\/Rp9Z8v+ylz1f8Ao1I+P3nTj950uXAhkc+s+X\/ZS56v\/Rp9Z8v+ylz1f+jUj4\/edOP3nS5cCGRz6z5f9lLnq\/8ARrYx+dyNu5HXn2\/ZrRvyDK\/VwvkT+lR8P567fH7zpwNRtPsIZnTTTWSjTTTQDTTTQDTTTQDTTTQDTTTQDTTTQDTTTQHyzqoLMeABySfdqO4vtE2bmbUNPHZkSS2ZFjrhoJIxYDJI6vEWUCWNlilIkQlD0HhiRrs5OimSx1rHSMyJaheFmX85QykEj11XFrYG7t2yYbG77xu15cLhLnnXgeWf6RgFWeISSK8arFy0ic1+ZF46uZG8l1JCLR6hrHWOeODr88SdgXaBkNxULeVubfalWq4ylbkSzKbGQghkpvKsxMHeEg1ZAgMxRu956I26i2rufsp3PNuzH7QwFLwCulxqOfqQzq2CqN44RwwOIxEqjv4D3ZlVg0adKOqiSM2PJ+kesa+VnRpXhAfqQAklCF8+fceOCfL3A+Xlz7xqhdp9he+cBJtGxJkccZcNlZ7lgPZgkSrXfug0ddIcdAhMgjYkotdg0rF3nXqR5j2i9lVzfN3ITO1F4J8e0VaOw7\/ZWhDOkcvAUgFXlRgw81KdQ81GqF3ksvqGhcDULyu0cvc3btzONVxt2LHVXgmmtTyLPTkIHMtcKhDtJ+Y3UycLwfa81Nbz9hG9crscbUzVrBST43bQwWMmFmdw08NaeGvcfmId25MiSEDrMbD2WcqG03Koe5fvUPhryS5VksSVI7EbTwqryRBgXRW5Ckj3gHpbj48H4aoLK\/k47gtb0u5Cjmq0O3p58a0dASQxxvVgs1ZJKjxpUEvQqV5Chay6lpSOhAzsZ7sTszk2TuHO36ONw1atkakdetJWUrLGsVi00MTKEX7NIZoVUB\/Z6CoAAUmTghYnWunUD8dfnDEfk\/8AaPUNK3PNtytYizsWWWGrcJrU\/s4lleNDSAkdjD1c8RTHvXHifNzJu7j7BN\/5bH7kp4\/NY+rBkNwLl4aInhKZBOmYOtl5qEqLyZYnCywWmDQL9qR0d0WQX7Dcq2XmSvYjlavJ3UwRwxjfgN0tx7jwyng\/oI+OvXrGqx252Z5za+0N3YHHpiZ72aHeQW53YG9OaUMLyXCkakM0kbFnXr5DdXHPsaiOyfyfty4aOaxmLWHiuwtTbES1H6vooLfsWJ1hCwQog7qx3S9EaBgGDBQxGkgvKtlsfct3KFayslig6R2YwDzGzIHUH\/arA\/462uofA6qLaHZRuLCbQ3dhJauCxljPBRBBjrEslcla6RM0jNEhUzMjO\/SpI7xvN25ZvWXs43mlmqcVU2\/jqVvHYqpcpw3Z+jHNSuSTiOt9kO9RlmaPlhF090nCkN0pJceRyWx1Ae\/XlYu1aiCW1YjhRnSJWkYKC7sFRQT+kswAH6SQP06\/Puf\/ACac1NgJ6G3LmNx9p8lVscQNFGJK6UI4WDPPUsAMtkTWV4iJZyG60c9a9uPsEtV4Kc80GHy+ShycmQtWb5PXcK5eG3Xd27pvbSBJlHC8K0rBfZdjrTwGXAuaxzZSTCpOzXIo45ZIljY9CSd50MxA4APdSAEn3rx+kc4XOYt8rawkdoNepVobk8CqSyQytIsbe7z6jDKAByfZP7tQHfHZ5ufOZ\/IZ3BzYs+Ix8daKC7JIqO6QXoysnQp4Qm3H5+1wAx6TwA1d7R\/J533gsoLV5dsSq0UEcFqO04nxKJduWWirIlWOMo62lrnpEIEfWeng92RXEYL+h3LhJyqrfROqbwy96pjDTef2Q6gOX9lvZHmOPdro9Y1TVzsXy9v6OfJwYTKR0MlRvGtaZyhET2BIwJibhwljqXy82TjlQeoSPb239zzdmOUpiyr5jK1p1pnJLPEoQRCGt34HTKhaOONpB5MHd\/hxo8TAqSVULYsLqGs9Q1SnZ32P7v2pdoS5Srt544fEmGSvZYPhhKHYpTSOtDEwdpelvZiHTDGxV2PCpOx7dJ2XidvLidsGekZ4njN6z3EcsixquVjbuufGKY3lCAJ7c7\/bBuZHjwZWS6uoa8oblWxJPFBYjketJ3Uyo4Yxv0q3SwH5p6XVuD+hgf0jVPRdjm5spn6kW7Vwl7b1DIW5hE1iWZ70EzW5B30TRBFIe0ilOp1IjJ58+gcZuwLdlWvRGMXAR3q+XpZOS8bDcmSOlVglmdGrP3snXWcghopWErcTxcuGf7oL2LxlzuMhzEGAedjfsQPZSJYnbiJSAWZgOlBywA6iOTzxzweNyWeKGNpppFjjRSzOxACge8k\/o1W3aL2XWd15ufcVDH4axcGNrUVjvAoLccdvv5KksixuywSqCjcBh7R5Rxypxszsmmw2Az9HPjH272arvTV1DSpWqPAqiopdQTCjdSgcDqVUJAPkClqfn\/PtjuTzE7iwudkvR4fIxWzjp0rWe7PIjkaGOZV59x5imiYEcjhxrodQ1+fcd+Trn62BzCVWweCzGTMMSTYuQsIaiYipUNUO9fp7sz1i3BiK9JVihI6NSbF7E3fs3skx+3YL8tvcNa8JajArYjqmaYgxq0NeuiwpFI6giGNVXjhQABo3AeC3Osada\/HVD5XsJ3nDvfN7hwGeq2MZaxgq4\/HXp40hjjFaOAUJAKjzeH5Rperv2QO\/nXb2mfq9i\/Yrl9hXb13dk2LyDSUPA0RD7fhInvXbEkKDuY0SPos14+ERVIhHsqAo0nALVxe4MJm168NlK16MxRzrJXkEkbxyAlHVh7LKwBIIJ1sm7UFpaJsxCw0ZlWIuOsoCAWC+\/gEgc\/vGqFwn5Pe4tu7SwdDEHb8OdwGOixle2HnWNo46tqFuTGqSKsryxSOqkHkH2iURj2+yjsdzextx18\/lcft7rNW5XJplA9JJWryLBD3dWFWj7xJyeFj96sQzO3BS\/fgVY2LjeVI1Z3PCqCSf3DWn9PYdcZBmpMlXio2RCYrEsgjR+9KrEAW482Z1AHvJYD3nVL3+wLcTb5w+6MVmoa1aG3LbvRQyQxsJTaklMoMlSWSRpYnjgk6Ja5EcYUtIoCDh578nLfGfzMVy021mq0qmPgWMu3\/OBrT0Z1WfmsXUA05I1JkkXpmLCND1KySuJg\/SJdQOongD46861yrcrxXKk8c8E6LJFLGwZHQjkMpHkQR58jVV9nHZFuHa+e3je3RnTlaO4nkRIJHgkjsI7yMZJo0qQkOFkEXDyWCUUDrAAUa3Z92R7i2pmsDZt0tvxQ4qlBCbVSxKbEUcdNa30fEhiVfCmQeJ56l+0PHdE\/aaGS4uoax1jVF7u7K91tZy16DAYLLi9kYXImtTh8zFJkYZhFfAiYRxV4kaFSO+Hdu3sIOY251X8njfUO4bF+5vBblOziZaixNYjVayvAYhRXmobDVkJ7xWFlB1KpMBb2zVk1GUfoGxcq1IxLanjhRnSINIwUF3YKi8n9JYgAfpJAHv1mvZjswR2IxIqSKHAkjaNgCOfNWAKn9xAI1Q8nYHnX3ZbzZw+0Ex8NqtJj6UShEeOC\/Vngdx4YvHJHDDNEo7yVV6gIxEjFV2KfYdu2KGGnenw07DExU5Mp4qcWwq0FrNQUd3\/wDSmUGz19YPX\/8Aa5+01Kc7kLz6xrSr5zGW8pcwtayZLePWNrKBG6Y+8BKAvx09RA56eeQCpIAYE1LiuxXP4LtDwe4cS+LgxOMs3uIksEeGpyyzPHBDAYD0giYA93LCo6V6lmCoE2N3djeQyeW3DmsViNuWpM7k69qSC67wLIiUVrrLI8cTMZYX6pYx7uf9ZGIdU7AsjD7w23uC\/cxeHykdm1jxzZjUMDEO\/ng8+Rx\/a1Z18v0xn9HHPY6hzr881vyfN7UJbNqzewe4Ud0aWhkbE0UGT4uZebmwVifpK\/SUEwHRIO9gI8uElEnx\/ZFu6huHHZWxuOHIVMbHFA1aWWWM3gnFjvZTw3EnjV6+QD9mSDyTxq9y1QnguDTTTQg0000BgnjWdaeY5+iLpHIPh5OP4Tqr+8f529ddKNO8y6oLc01UfW\/zt66db\/O3rrfQfJL0W5pqo+t\/nb1063+dvXToPkl6Lc01UfW\/zt66dcnzt66dB8i9FuaaqPrf529dOuT529dOg+ReW5pqo+t\/nb1063+dvXToPkt6Lc01UfW\/zt66d4\/zt66dB8kvLc01UfeP87eunW\/zt66fd3yW8tzTVR9b\/O3rp1v87eunQfJL0W5pqo+8f529dO8f529dOg+S3otzTVR9b\/O3rp1v87eunQfIvRbmmqj63+dvXTrf529dOg+Rei3NNVH3j\/O3rp1v87eunQfIvRbmmqj63+dvXTrf529dOg+SdRFuaaqPrf529dOt\/nb106D5Lei3NNVH1yfO3rp3j\/O3rp93fIvRbmmqj63+dvXTrf529dOg+Rei3NNVH3j\/ADt66dcnzt66dB8i9FuaaqPrf3dbeunW\/wA7eun3d8kvLc01UfeP7+tvXTrf529dOg+S3luaaqPrf529dOt\/nb106D5F6Lc01UfW\/wA7eunW\/wA7eunQfIvRbfOs6jexSTipiSSfEEef\/ZXUk1xqVrg0nI0001CjTTTQHxNDHYheCVepJFKMOfeD5HVVdru5dqdmePoTu+Krz2JnneO\/acGSnAvXY7pe8UtKR0ogBPtyKSG44NrO3QjN8ATqLbgz2A29dr53MwQQtLFNWe7JwFrwJE9iQsxPspxCSePeQvPu8lzp2EIj8u5NkiDJ3ae1Mrep4+atUhs1pYzHfsztGqQwEzA9XVNGC0gRPa5DEAkaO7N97C2XUsX83s\/OLWo0Vt3pY2jYVJHjZ46zgzhjK3QQOkMgJHU6gg63cdV7I7FSxDjocaIGStUaNJXTu+loVh6F5HdvytXpZOGPTAefJDrRt3uwp6Ne1dbAvQqVBThV2LVzWWGXpPR+ZIgiawRIQQFMvDAFtW58kSh5NnO7t2Rgsq+JfaGZuGCxHBYnrundQdfhwrt1zKxXqtxL7Ks3PUeOBzrndne\/9ob5j21Xt7MvYi\/uPDR5iOOe7EY1Dhj3aHvRJMwVSxKRkKCvUVJ6dbGAz3Y7bpSNXgrQRz5SxjmN1pOuexVtRwMxd2JYd9DAqux8yIx7yBrqbTXststisrtFKEiQgRY0wTuYuDFIVMak9J4iaUK4HkhZVIXy1FVViWGji7o7SezXaGbnwmZ23komgmaFbDW60UU3RHE8rR97ZVn6BPFyoXrYvwiv0tx7ZjfvZ5g8GNwZHbeRr1bGSbG49p7deBb7qHYvG8thY0TiKT+2aNj08BSWUGYZTau2czIZsjhYJZHleV5Azozl0VHVipBZHWNAyHlWCjkHjXlLsvacqTIcIgaa143vEmkSSOblz1xOrBoj9rL5IVH2snztzVVVCyGskfxW5NjZJh3GKuTrakg8EEBUypIsJPHMp6ugTo7MQvCnyBI8+Ee0nalm88WL2Rk7UdIytdhht1ppu5EZdZkKWiirwrkq5EnkAE5IBsaHbW2q71XgwFJDRkMtYiP+xYwiElfh9kAn+wa4ydlfZwtTwH1Sqmv3S1+hpJG+wVDGIuS3PdiNmj7v83oJTjp8tW5p74DS7EH2V2udnefyVXb2TpIMneyV6tEa84jjSBcjaq1CY5Ju+dpFre0Y0YKeS3dqRq3\/AKpbe\/V\/\/nSf1a49PZOz8feiyNHbtWvPFK8wMRZVZ2mkmLOoPS5Es0rr1A9LSMV45OpH41\/lGjqfIaVza2NT6o7e\/V\/\/AJ0n9WvKxtfBQwSSJjVZkQsA07gEgfpPPl\/t10PGv8o1hrZdSjopVhwQf0jUuq5EIrPsjutvTbuSl3FSxYzePv2qstetDZrpCEkZYwweWTr56TzIjFT58AFSBGZ905zF31w+Tx2FaxisjMmWnFOzEktNTU4kVDZbwy8W2Pes8w4h56B1kR2dhdn7U2bgsjidt7WhWpeM09moh6zadwepCZW4II9kKSFUcAcKPKFvntk05ooMls2xBLWzsWKmknyKSO9uZazRozGYva5RoW6D1cCv7h3ac1V1SIw2bu8J59v7qWGvjYosJWoLNKJMXasSX7UpmWOvBYSdUjfqjT2e7kLGRR7JYExds\/uXFU4Fy30DavY6GTI5uKPC3ajGBWrDw0Eb3JCkpFgsJSXB4Ve7BJIleQy2xvrxDsuzjo8tnDQCyJbyCddiIrMQGikceIKguSQrGNZgRwGOuTX3PsGXJ4bF5TbiU7tnLWauPfI5gBr0td66yFWeXrs8SLEojbq86wIHCIdZpqq2kjUZJhvWTauy8ZDmLuNmeuGnaVIQ0jskVWadgvMihTxCeCefPgcDnqXm4jcm1Mxm027FsTPQX1lkS3FNJD\/oUapE6yylbBBRxNHwE62HJ6lXg8SPeFrbDYxV3dFTNEmYMbL9KKvh5u8P+T3vP\/49R\/Rrix5bsty2Zq5KKxjpcjNbPdMsrhnmCQD2xyARwKhXrHHPcsPMqdVVVNmmkqURnH9rnZVeu4yhLt\/JUpcrTivQratV0cRShjAxjFkyESBGIKqQvl1lOdbOJ7SuzjK36GO+q+SqyXr8uOZ5r1QxQTIsTBWljtMkjMJ06UiaR\/zuVHS3G54rsQyNanG8mGlpJjVrwq0zCu1JElEYYE9DKqCx0M3JAEpU+Ta9MavY8b0BoeEN17wc9c85lktL3HSbHUep25FUr3vPtd0R59J0uq5DWcGz2ebn7OO02G5Z21QkaKp3T9TXI5O8ikDGNwIpnKc9DexJ0SLx7SLyOZidpbeH\/V\/\/AJ0n9WuDsifYsUdobGNNowsQdYJWdEh5buxGCSFh57zoCcR\/n9P6dSnxr\/KNV1PkkFV5zemyMJ2nVdmWLmFiq90ILUL238YtuSN5ouB3nkgji4YdBJaxDwR5huxjM5tnKRYN6+ws8smeDTQwvJEHiqKY+bUnFggR\/bRHhS0nteaDhuPncO6dn4\/cqbEuYGvauZWWtl2g72JZbEnfALOkbuHmMTQI7lQSiqh+A1xred7FMRcxGBStQcQXS4ImYLTVK00yyyFmBNfpxxVfzowYEAHEY6YqqmkGsuDo0d59n93ctHbB23lYJstanr46eVl7m2sKymWVCspYIrQlfbVWJZCFKnqEfzXazs2jQW5i+zrO3O+eklZnsQxR2GnepyinvywdEuxsepQpKsA3lzruTWexu1bLRpjpL1y5HIR38kc0MrWWj5XzDQdU00oKjpDtI4IJc8\/cdjsUnxtWhD9DGpykdZI2ZQnCVwjqR5qoVavTIOB\/ZEHzBMmqFksJbnU2vk9k7qsZyrUwdurLgbL1rEdmwgkbpLAOI0lZ0VijdPeKhYcMBwQTE5e1ns4rYMZy5svOVV7iG69axaqRTLTljLx2PatBWVgG4RGaXlSOjnjmYrf2BtHL2MUlqljsll0R2iedixR5XVOkMSEQyyOABwvXIeB1P5xfb23exOTbkGEgehkYMdRFWaSaxJ1zV+6gQiTlh1wsnhyqecfHd9I8l1VVVyRqF5Otk9zbHxuIsZX6tXpfClElgNyvAyyF5VaMvPYSIMhhYnl+OCvSW51Ech2oYGGvBPW2tLFBk8xiamNu2CTXnr2ZKfeoQs5kEyxWXYEqE5UebEFT1slm+yXFXlw+RaC5by24pZ5mgZ43htvBYUP7BDFTHWkrno56j1KwPLDWxRTsTW3Cy4zFVzHZq16JeUmJzGKjQSRe0VUFhSQNwOopEvJ4UatNVWG\/H+TUJLKOl2bbr7Ne1SlPkNr0pWggWKQM9tH7yKUExyfZSv0dQB9iTokXj2kXkczP6pbe\/V\/\/AJ0n9WtTb2BwO1YXr7fxMVKJlRBGjMVjjTnojQEkJGvJ6Y14VeTwByddbxr\/ACjUuq5MwcDdGDoYjbmUymGwEV7IVKc09SrLdaFJ5lQlI2kZuEDMACx8hzzqM7Ed9wdnxzdrH46\/noY276GKOzjoFmKB1RkkeV0AV1PUC4YEMvvA1PcjHSzFCzisrQr3KVyF69mvPGHjmicFWRlPkykEgg+RB1o7ewWF2tihhMFjlr1B70aR5GbyC8s7ksx4AHJJ8gB7gNLqp3K4jBV+2tyX82u0cxNi8PHjMxVxkd+qkdjxHiblQz95DIZukRqelegozEFm6x08HcyNvLLuW5j6Tbdp46wblelLdr2XalLVWJpJ5yLCiWIq8nCqIukhOXPV5dXM47aWHz23sMdpWqgnQYXEZCrYVRVdKdgoUj6+VZIVmVZegsvWQD0ljrg9oeZ7K8TmspBvfbPE60o77WpciEXoFqrHHIWEoNbrnWvw56Os1iST3Y1l1Vbzz7\/n6kt\/sbO3rWayGdwhzFahj8PbrxJJ14W6Hv2XExVop2shaysqRv3bxyMOShYMQdd7tAym39m1nrUds28hkpMfcyESRPzHDFAFDSy9UqHoDyRDhOXPV5DgEjn4zcu0WzmDtVcHZuid68EOUXJ+MgSaWCWSJyzSt3pMfKCYBjxMqg9JPHX7Ssh2e1qaXt81Kc81epaevEzlZpYAF75BwRzGT3IYN7HV3XPn06V1VKnctKTZGaXat2W5TK\/QeF27k8nkJLhp1q9KzBK1jhZWeQcWOI1VYJSVl6JDwOEJIB9dxdp3ZjtbNjB5jb2SgkaaaOKaS1BFHMkJjE8kfeWFZwhljHSFMjdXsI\/S3HtmJOwUi59Oy4IdFgmXxNhvs2Is9Yj6m9iMqLvWE4Qr4jq8u8108xkOyWzkBVysuLFyrPOhAkZXUt3ZsIxUjmM\/YmVCejzj6x+brbqdxmlfhkj2U7WezPD5TJYi3tPMGfGTwRStHbqtEElM4WZ5Ra6IE5rSD7cxsSUUKWdQe9g92dmu4N53Nj46lI12oshMnjI3R2j6RIvQkzSp0lh5yRorefSW1y7SdgkGQsNZbFRZBOmNn8VMs6xjxJCxkN1CEKLg4T7ML34\/N6xqT4iXs8i3bMuGOPGcEUn2Ucp5VAIhKY056AeDXEhQc+cXV\/q6iqq5K0TDH4+njYjBRh7uNm6iOonz4458z+4a2teNeVpV6ioHB417ahUNNNNANNNNAfMil42UfpBGotvHYNHe2Jkw2VszxQSxWIS1d1VumavJA\/mysOQkrEeXvA945BktuOWWrNFXk7uV0ZUf5WI8jqPfQu6\/1+v8TfhqqlVbsS0as3ZvjZsuuYezZEotm28YkHdyEwRQ9DDp\/NHcRSDz5DoDzxyuuDi+wTauIxD4SlYsJXNV6KGOGrFIkDQPCELxwKz9KyNw0hY8nkk8nmUfQu6\/1+v8Tfhp9C7r\/X6\/xN+GrYmmp3IqmnJFoOwfAVasuPrZnLR1bVizNahEsJE6T2PESRMTEWCd6XYFSrDrI6uOAN3a3Zcm1MniUoXJGxmCwNbC1Elm63mMXKiWQBFUOqeQZfzu8fkDgc9z6F3X+v1\/ib8NPoXdf6\/X+Jvw1bVyScRB2RSl+ZPXTwUvzJ6nXG+hd1\/r9f4m\/DT6F3X+v1\/ib8NLVyWTs+Cl+ZPU6eCl+ZPU6430Luv9fr\/E34afQu6\/1+v8TfhpauRPg7PgpfmT1OngpfmT1OuN9C7r\/X6\/xN+Gn0Luv9fr\/E34aWrkSdnwUvzJ6nTwUvzJ6nXG+hd1\/r9f4m\/DT6F3X+v1\/ib8NLVyJ8HTuYyzZqT1orj1XljaNZ4ekyREjgOvWrL1D3jkEcjzBHlqH1OyGKvtuDaljd+cu45HZrC2DVMl3khiJpFgDklgWLqVkLMxLHy47v0Luv8AX6\/xN+Gn0Luv9fr\/ABN+GpYt5Es5jdmde3motwX8pYe2HryWUiEaRWpK7OYHf2OsFOs\/msqn9II8tJOy6nJhMbt85rICnj4DXl84TJdQlWYSyGIuCzKGJjKcnz\/QOOn9C7r\/AF+v8Tfhp9C7r\/X6\/wATfhpYls0SfB57v2JR3pi\/onK2J4oeJh1QOqt9rXlgbzZSPzZmI8veF94BB1YezSpU3RLuyhl79a3YbmzGjRNFOndwoI2DRkhR3CHlSrclvPggDe+hd1\/r9f4m\/DT6F3X+v1\/ib8NVUqZlFubSTImOwDayR01r3bsL0sVXxSTqtYzhII2SKZZmhMkUq9ZYNEye0AeNelLsLwtKavYXOZN5a99cgZCtVZZJAkClTIkAdVYV06gjL18sGLA8CUfQu6\/1+v8AE34afQu6\/wBfr\/E34alq5QmTR2L2Y4fs+qS0sEwMTpFCvXXrxskcQIRC8USNIAGPnIXbzJ55JJk\/gpfmT1OuN9C7r\/X6\/wATfhp9C7r\/AF+v8Tfhq2p9xPg09xdnFbc2Qit5HLXvDxvBK1EGJ67SROXRx3kbPG3J82jZCeB8OdROf8nLA2MpLmZd3bn8fIjItpbkSTx\/Y3IgVlWEP1Kt+bpYsSCqefAIM4+hd1\/r9f4m\/DT6F3X+v1\/ib8NS1ci5kWpdg23KlS5TlyeStLes07UxkaFSWrWTYUcRxKAGcnq8uSD5EHz141vyfdr08bXxdO9YrLWZCk9enQhshEUKiCaOssi8AeTqwk8z7epf9C7r\/X6\/xN+Gn0Luv9fr\/E34asLeUG5wzi5ns2tZ\/eFjNWs1YrUJKNGv4eq6BppK9iabmQtGSFBeMgoykkMD5e\/i4\/sJqYbI4uatlruRjgvR3rlnIWUNiUwxBY0Pdwr3oZ1idy7c9UKHzPumn0Luv9fr\/E34afQu6\/1+v8TfhqWrGSNz2IiewXGjca7ri3juJMnFae1DOZa0hjLCwAgL12LKotSBQ3VwOkDyGthOwfasdunbWSVmpiJQtiGrZDpGsSqh76Fyv9kp5Qq3JPn7uJN9C7r\/AF+n8Tfhp9C7r\/X6\/wATfhqqlJQmVts7PgpfmT1OngpfmT1OuN9C7r\/X6\/xN+Gn0Luv9fr\/E34aWrkT4Oz4KX5k9Tp4KUf6yep1xvoXdf6\/X+Jvw0+hd1\/r9f4m\/DS1cifBoZLYF23udt2V93ZWCytM1K9Piu9SHkNy6q8JdWJKliH5PQgPkONYy\/ZsM5kky2Q3FeaxWQrTAiqslNiY2Z4w8DckmNT9oXAPmACAR0PoXdf6\/X+Jvw0+hd1\/r9f4m\/DUVC5Fz3OPT7JqFPK1Mmucyci1rPjpKzvD3Vm3xIO\/k4iD9X2rHpVlTkL7Plrc3X2cVN2WI7U+VvUZVpWcdI1Ro\/ta0\/QZI2EkbgecaEFeGHHv4JGtz6F3X+v1\/ib8NPoXdf6\/X+Jvw0dFNShtBO3KIpW7BdvY+9BlMTlLmPu0rTWqdmtXpLLX6kmRk6zXJlUrO4+1LnngggjnW5m+xTbeeycGWuu7WYHtNzJBWnV0sPG8sZSaF16SYU8wAwAI6uCdd\/wChd1\/r9f4m\/DT6F3X+v1\/ib8NWJc3EThRBDJ\/yesFat3r9ncmans5AIrzTipPIio0zL0PJXZlI8RIA\/PWB0gMONSHA9lWG27uGfcdKVnsTCTymgrsytIVLsJ+678livJDSEefu8hx0voXdf6\/X+Jvw0+hd2fr9f4m\/DRUpKEyzLkkFaIwr0txyTz5a99cjDUMzTmkbJ5EWUZeFAJPB\/wARrr6y9whpppqFGmmmgGscDXhetpRpWLsiMy14nlKj3kKCeB6aoPs1\/LR7O9\/Gy97D3cLBBjYcmsqXaeULJLNHDHC0VCWaWKw0k0arA6LIx6gF5UjUwWHEn6D4Hw04Hw1XFr8onsgqNjkl3VKzZNI5IlixdyUwiSyaqeICRHwpNgNFxN0HrVl96sBs5zty7N8Hjrt+xuBf9Cq5e26tVsAdGMnFe6SVjJ+zmZV8gS3PKBh56vgiyT7gfDTgfDVZ2vykOyCldv0J9w5DvcZdsY+0Y8DkJI0mg58RxIsBVki45kkUlIwyl2UMpO0e3XYU294tg4uzdyOR76zXsPWoztDDJBX790EvR0TOFKApEzMpdOQORoHjcsLgfDTgfDXjRuQ5CnBegWZY7Eayos0LwyAMOQGjcBkbz81YAg+RAOvfQGOB8NOB8NZ00BjgfDTgfDTWdAY4Hw04Hw1nTQGOB8NOB8NZ00BjgfDTgfDWdNAY4Hw04Hw1nTQGOB8NOB8NZ00BjgfDTgfDWdNAY4Hw04Hw1nTQGOB8NOB8NZ00BjgfDTgfDWdNAY4Hw04Hw1nWNAOB8NOB8NZ00BjgfDTgfDWdNAY4Hw04Hw1nTQGOB8NOB8NZ00BjgfDTgfDWdY0A4Hw1nTTQDTTTQDTTTQDTTTQGnlUrPjLaXJGSu0EgldfeqdJ6iPf58c\/oOvzxtTsN7BO0baUm2NszbnrYyPB4vF3a13DNjzkFqsr0shLBcqILEoMTDvQhikBdHVwAq\/ojKVWu461SRgrTwvEGPuBZSOf56rmLsQwKYjb+NYyWjj5K8l+S\/csXu+WGrPFGI\/EO\/SqyzCRVHCgj3c8am5pPEET3P+SrgkwWNrdn2Umw13Hpjas8Ua1qlLJVq2RFz\/SIq9cIrhmnZe5WIFpCG5Hu62T\/ACXdlZi7uCxd3Rulq+fpZmgaQtV+4pR5SZJ7ZgBhLBjKnWC7OAXYcEdIWH4r8nbcuIlp4axaxWZjapdDz24YxDWssKypeVYYYuLTOrTe0GYmLgzFuJFkdfsAylvfNjcednwTULV7xVqCvVQPbeNLawzyDul6pB4mL+0aXgw8huCFWpuU13kylH7G3ub8lLsx3XWSDMPenaPP5DcKPYgpWwJrrhp4u6s15Iu7JVQD0d4oHk4JJPZpdhW28LvCbe2O3PuSqRZt34MalmE0almxX7maaKMxFgxADAFioYEhQGYNzdg9jGe2n2fbj2hNulWs5qAxRTxRxqiy90Uawwhih9uVj1Pz1P8AGVz7WtfF9ga1rVjKy1cHUnFjHz4mpUiJgwiw2mklhqnoXpV42YEqq8mSQcBW4LuPzNXFsbbtVrm38bbp5SbIwT1IZYrk6hZLKMgIlcBVAZgQSAqjk+4e7SjuLDZLI2MVQyMVizUiWWZYz1BFaSSIe0PZ5EkEqkc8goQQNQrs02Vkdq3ZadzuDTxdCtSpGOMoTM0MRtuvPvR5Io2B8vaMnOo\/R7AadCzasVq+GoyRXYrOLmqQBXpcZSzbleP2AI3aGz3XlzyAwJKsRqNxkLYubkfHTkfEap3Y\/Y1mdqdne49oW9xwyTZqIxxuqRJD1910NM4hhhHMzecnKs\/n5ySH2tfOd7IcvnL+15qFfauKh229V4IqdYMcf3djvJK8DGPrVHi6Y+Y2g\/NPKlWCpXvAUtSWtNmcdBma2Aks9N67WmtwRdDHrihaNZG6uOBwZoxwSCeryB4PGjl967cweZqYDI3pI7t0I0SJVlkUB5khTrdFKR9UkiqvWV6uGI5CNxU2H\/J3lhxNfF5VMG8OOpZWLGwLXRlqWbHhGhnVlij5dJK0knWV7wF15eRwZGmG7+ytNy7vfdtd6Va4auOprb7keJjjr3vEuFfjkAgLwOeOoDn3ak7e+f8ABVBYoPl79OR8dUZB2AZIY9q8d3D4zqZOqlSSQVXkiRZI7RHsnv2uQ152PHuVlJdiXMi2J2UZLZu+7u6pr1Kyt+hHBbsdA8RanCxAu3UhdB1JI3SsvdkyciJG6ne7sz2J\/h9w4rPPeXFzyyjG23ozu1eSNO+QDrVHZQsgUnpLIWUMGUnqVgOlyPjqlLX5PGO8JeFKhgI5pclPkY4zTCxSiXItZmhl6R5LNBxXkbhvZJBV15RvIfk8Uci+JsZergbSVLkzT1zX7yFaL1bUYooCvBhjlmrkKQFIrIekFVAlMtKd4NRkvDkfEacj46q\/e3ZblNzUdvwPax1tsRjZaTePDste04h6MjAeD\/pEPdP0chT9q3EiefVAr35Pe49z0PFRWsXh1e+9m3j4oY2jzS9dnoe538M0fWgmhKExS8dwOCvUndXkQfo3kfEa0qWZx+SsS16E7TiJFcypExhYF3ThZeOhmDRuGVWLL7PUB1LzS2d7AMnk8fWrUbm37F3reW3lblNJbbWUWMV5w7xv7SBJR7PQ6mUski8FW14fyZab52hLeo7cbA07QlkxYq9UM6qMz0kxlAnUWysLEcEcxP5ny0IvJf3I+OnI+OqM2PsLOYXtdqZm5goVixuIyFW\/nXiKT3pJHp9wrufKRVWGUIQXKqvDd0T0tot+T7uaTd2Q3U821pYrtqvalxj1emrbniFwLZm7qNGaQG1DKvWZHDV1He+avHE5DwXnFmsdYv8A0bWmaeYCUu0UTvFG0ZQMjyqCiP8AaLwjMGYdRAIViPO7uHF495Y7ViRZYlkcQLXkeaZUQOxhjVS03AYf2YbzPHv8tVWexGym8r278NJhKTyfStqrLDGweS9alx00U0wQLz0vRdX9olkYDnzIHxu7sFlzcbeGsY2xMlHIUoLV2P7WBrOPirNOGCnhy8RLAdPKyN5+XBqzDNQpiS6AwIHJ1nkfHX57v\/k6Zm6+elsZ+lklzGRN2JLXh1Wyxlkkjkl4qsrvErqi9+tnlU9kxHo6Jzv7s4zO8K+12gyGNkye3Zkma3PCCsc4CczpE6SLz7LcKOiQBvZmj9rrGM8Fl9Q455GtRMtQlutjoJ+9nj6hKI1LrEyhGKSOAVRisqMFYhmB5AIBIo4\/k\/Z6vlsvlrOZxWVivZJ7ppZSKPw98s0xiez3MCOzwd7H0dbzMTCvS8XI6O1muxGxczmdy2NGFrxZeeS1PD3JVbxf6NMkNgKvmkngJUckvys\/mG81MkpcXI+Oufn89jNs4i1ncxYaGnUTrkZInlc+fAVI0Bd2JICooLMSAASQNVpt\/sbix2aw24VXCw3cTPGYRUjP+h1Oq4WpwNwCIgLMaAAKrCEeyvCqNTe3YQ289w3r96LByVbluCzNNZr97Yuwo8DLUnBXpMMZikZPNvadfJeGZzcB4cfItHIbpwGLeOK\/k4oZpXrIsJ5MoNiUQwkoB1KGkYLyQADzyRwddUHy1V+\/Ox2nvTdv0\/ZoYexXsUsdRsi3B1OYa2RW08XHSQ8ci9SlSQOVXkEE8cjaHYlmdu78xm6\/rDXmpUIBBFHHHEGirrAYlqRsYTL3HPTJ0idYww\/sieHBZ38\/yHjYuK1dp0YhNdtQ142kSIPK4UF3YIign9LMyqB7ySAPM6xPep1Za8Fq3DDJbkMNdHkCtK4VnKqD+celGbgefCk+4HVPZHsRsX9xZ7Iyx4KWDKZXH5kQTwpJJNNWuxTq7uYu8QiNJIgGeYe37HdKO7PErfk65exuSbdM17b1WxLZFhJKFSNHhseGvQSW0ZYUPesbcT+2WfmAKZW4BCWXtJ+guR8dOR8dUHt78myWo2PbPz4m3Hj5JZa9fw8Qjqu89F2eEQwQIjMKs3JWNW5nILMSzHUt\/k150XVmqbsq1aMEN+tTgSKJY8dXltXJUhh5haRI2iswwuscsShYAOJB0qtxEiMH6Be9SjuRY57cK2p43migMgEjohUOwX3kKXQE+4dS8+8a09wbixW2aC5HLSzLE88VZBBWlsSPJI4RFWOJWdiSR7geByTwASIBtrsYxu1u0dd54nHYivUSK7DDDDAEkhWxFSDFSF95lqzOw5HJnZiSS3PLh7BxZ3MuYzcOCuxQZdso0klbvJsg5stNDJY61472vGRDEQW4Utx0AhBmSPBcoI\/SdYd1RS5PAA5J\/dqv9wbGy9jO7gz2LTBLZymHko18hdid565KdKwHp4\/0fqHeH2ueon2f9bUJ252CZ3B5TB5KrY2\/U+ir89iEQVYilOtMVMteGNa6IOsB164hXPn1P3oJj1U5cDyXHT3Rgb22Id5V8ihw1iiuTS26si+GaPvBIQwDKOjz4IBH6RrO3dx4vdGMTL4iSdq8nuFirLWlQ8A9LxSqrow5HIZQQfIjVZ7f7DKeA7Ksx2cCPDiLMbdgxc6rXAglurUMMlmRSPaLt0EsQWPSOfcNYyXYlJas1Ya9fAmnBMnh2lrsJMVEsoZvCKo4BkiBhYcoAoXnrUGMyXLBcHI+OnI+I1RlrsDzlrEZbFZHMY\/LR31STptqeqaZZkAaUyJLGQterTQdUUilkk6lIYcTLdWyNz5fZeIwtK\/jpsrRqvVsT2A0UEhkpS13kVUDEcNKHCe4hSvK88jQRPLFlK6qziQh3VB0Rs\/mTwOQoPA8\/MnyHvPlr1B8vM6pfDdiGaxdjPFL2Miiy9mCy5Rep5pEkLdbsYxIOFJQK8ko93R3SARiMbn7E72DycdTBbdqZDH3km8NVSoWq4+40NKM2x0n2LBMNhhIVAKyylpFb2JZwHtKL+t7jwdG8MXZyldbpMPNcP1SqJnZImKDkqrMjgMQASrefkddEHy89Vhufsbx+5u0G9u6\/SxVynlMbjMdbr2YA7OlS1PMyMCpDpIJwCpPH2S8hgfLh9nXYXuLZm+Ke58hulL0NapFWVQkfXFElRIBVVjCZjD1p3wHfhAx\/sur7Qk+RVC2Ls01jTVBr3msrTnenEZZ1jYxJyB1OB5DkngefHv1V13E9r+OjqnG2r11ZD02o0kqJ3MCTVIisKnpHePELUwZjwrHpPHsrq2SOdOn9+pEZIUfhtmdsWLweUlx+RtVslM+TyEC2HqyPLMzSSVIZmU8EA2ArcMB\/oijkBiW7WEodrkeRhXN2ctZptNDJXCNSrGuveDvlsnvJml9lCyd37++ZW6Cqutrcfv040iMCCuKmC3tj9gbaw2MF6tkBGZsufEwtMjmtK7R94SVJawY16l58uTyPfrg3sL28xZD6OoZ+w+PaSUJfaGrLOH8PUWOSSPvIl7rvvGuUXk+SDgDy1cvGnH79O8jwUvhtldpeLE17Hy3q1tXktxLaswSLJPZv2LFmN+Gb7IIK8acEEB+eAV9nX3Jg+2fNYvIYCmNwQ0MjjLFVLEtvHi5FddIkWZyj9Ah9qZuhOpupPIAFRq8ONONVYZSuO1WIVdr7fjFJ0oVs9i1nr8r+Ys6iFTweOO+EP6ePj5c6q7ZOy\/ygcJftXLO2aWH+ttqllcrJjcvHYkrzm\/1WUlEiIAxqzGP7MyDiqOG5K8\/pdkVvePL4azxry6nplqV3up\/p+n\/AEfZ9F8ar9D6Z+mo06WnvKb8rutnzOy4KMw2N7f60QizFjI2a718c9nonp+JMgntCykLchQe7FPkngcFuk9XOvavB+UBHksNDajtTVWsYxrkwmqARwK1vxIkHIJcoavV3YIJB6T79Xb0\/v04GqvTRtU\/qbfx2qp1N6Gn+L\/x2+WcH57qba\/KAmOFbM3cw\/gXx1mZ4rdUSGZ8VYjtAqHVJES2YG6G8jyxXkAcdj6A7Z8t2M7kwObN0bleYDHyRXYYpbEI7pj0lG4i6iJB0NI\/v836SALs6f36caL0yU5efJdX49qarpq6OmrXS1FMflc89+\/JVmwa3a\/HuVX3aJVxhiyItCaWBkYmyvge4CEuCK\/WJOvjluPzvfqFYzbPbzgatnH7eqXK1M3bk88c89RjIJcq8qmt0uCpNd36utl968e0Dr9EdI04Gj9PKSueO5yo+M10VVVdKiKoxDjE+fP8FU7wxPalkOzzB4mu1q7kJassGb7jw9eeUtTlVCQzmNR35jLhXP7uRyNQrbW3PyisLt+HDHv60VHE4+nWr1zUbiNIKiyokjS+zOGW0AxUoSw9rgLx+i+NOPPnSr0yqquuf1N6PxzU0dJ6K0qGpnNPeZ5jx8j8447bfb7turarbexl5Ib2RvWgrWaReMy5hZRJIS\/HtVGl8l5\/SCA3GurnNudtuSkwduvPn1vY\/Oi1fjN6pHQmg7q4iGNUYSMgeSqWST\/VRSFLhub54GhHOj9MmlTc4Sj6R\/0a\/r+pf1OjROcw++OT8z7l2r+UbuDZ+SwGT8ffr5LD5Ou1VTRhlFx69dYAz96weEv4s88qQXUFelQdWf2gVe00ZbbE2ye\/kpwyquUrI0EaNH3sXLNI7dQ4QSjpEb9QY8FGCtqyeNOBovTJUum55j9jGp8ar1KqG9KiKbsKnDuUZU\/TZn557P8AZvbVs\/aOG240GRSjXq47xleG1UM8bd5d8TFA5bpHH+hc8t+aW6T1c66ElH8oOexUoXq9ixVsCkLUiTVFRY\/CWlsI46g3UZTWJ6RxyeVPAI1e3A04+Gp91Xap\/U7an2h1NXVr1q9DTdVct\/h2b7rO5QGytk9rFXP7Ih3PjZ\/o3bduo0XRYrGCtVXAyV5AwDdbSeLkcEjkFWUg8A8e+5Nu9t+P3Vu292eV5a4y2Rs24prE1Y1ZY\/oaCGEqpJcSi1EOOoBeFbk8Ec3xxp0jVfpaXTbc\/rkVfaLWr1nrVaVDmm2IcfmumJ3kqfI4LtJyfZlVx9yr4\/NpnsfZMVyGt1R1I8jFI\/PLvGxSJXKsG6\/ZUjh+NRzF4v8AKIgkCZSbJWKlhYGtKlikJk4vWOtITyAOa5r88n80eR6+eb74GnGtPQVXdnm0\/i9emql0qHLnNO3hZwj83dnuxO2XaOGxlNsNPViWrj4MkKstLxsiJJkHlRJOrpJDS1WPLBeln6PMsNe2+cD+ULnrVyhhVzcOLeGHpLX6kU8pilot+fG69Lui3FZQoTqJHUVK8fosjnTj9+sP0qaSuZ6F9oNXrv1D0aHV5T8ed8FGVMf+UE1zqyk1t6bZVPFQVvCK5qdVrgwSNKfLzqBlZUPSh45Ytrau7a7YMR2LbGwOyZZaG4aGPpYvJx9ddu4VqvcyTcsehmgkKy8KT1d2QA3IGrp404GqvTJU23P5zk51fHK6mv8AR04VSqi3DhNQ1OVn+Mn5rr7M7f8AMOuf3RTmgys9XGNYXH2qsckXc5VXmrRzAqzIaqF+lm6C0jD38jUy7ENq9pGzK0mI3DFYXGjGd5BBNPA4iutctM6KY+SAYmrnz5H\/APbq1cXGnGlHplQ5Tex19T9otb1PpqvSvSoVNTTxTERtGSj8BB+UGezLecWUguRbpmxIbBLLPTaRLxrHqUOjd2QJuOGYIp5\/NUeWtLObZ7dp4c9jI2sZTH3sXma0MNx6ciPK0FbwgKtwCDIbQ9ry48m9np1fvA06f36fdlEOp7Qcf63Uq3WtHTUuYt2wljPifm2yhchjPyjI3zU2MsW2Er5Q0ojNU6UjWxWNNU5I4LRCyPaP6fbI9nj3SD8oR8vir\/c3RWGesG1TeWmgXHNcBjYyh291fnmMRsxHudH89Xnx5caca09GXNz9uSL404h6Gm\/\/AF5Uc\/5KP7a8J215i9maGyKb5LD5HA26YqTeDWAWGqTqgYTFu+DSmEFGRAPeXZOpTE8ruLtfl3dY2VtjNznLJjst\/odWxSaOuVqQeD9nzMTCRz\/aAKS36V44\/ThXnXwIYw\/eBB1H3tx5nWH6ZzKqZ00Pja0tNadehQ7VCxu4iXz+0\/Mo3ebdodXsk7QMRuahkJ7THItt68skDOPOPwKfZt196Zn+z4Xkd17RB6eq7qQl8JB4j+1Eah\/+1x569iin3+es8ce467U0WufCX0Pn+p9Z9401RallvHlJf2HA+GnA+Gs6a6HiMacD4azpoDHA+A04Hw1nTQDTTTQDTTTQDTTTQDTTTQDTTTQDTTTQDTTTQDTTTQDTTTQDTTTQDTTTQDTTTQDTTTQDTTTQDTTTQDTTTQDTTTQDTTTQDTTTQDTTTQDTTTQDTTTQDTTTQDTTTQDTTTQDTTTQH\/\/Z\" width=\"254px\" alt=\"how does depreciation affect net income\" \/><\/p>\n<p>On Walmart\u2019s balance sheet, each year, they will add $22,500 to its accumulated depreciation. At the end of five years, the accumulated depreciation would total $112,500, equaling $22,500 per year x 5 years.<\/p>\n<h2 id=\"toc-3\">Join Pro Or Pro Plus And Get Lifetime Access To Our Premium Materials<\/h2>\n<p>Net income is then used as a starting point in calculating a company\u2019s operating cash flow. The result is a higher <a href=\"https:\/\/simple-accounting.org\/does-accumulated-depreciation-affect-net-income\/\">how does depreciation affect net income<\/a> amount of cash on the cash flow statement because depreciation is added back into the operating cash flow.<\/p>\n<p>Its depreciation expense for year 1 is USD 1,000 (10,000 \u2013 5,000 \/ 5). The journal entry for this transaction is a debit to Depreciation Expense for USD 1,000 and a credit to Accumulated Depreciation for USD 1,000.<\/p>\n<p><img decoding=\"async\" class=\"aligncenter\" style=\"display: block;margin-left:auto;margin-right:auto\" 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width=\"254px\" alt=\"how does depreciation affect net income\" \/><\/p>\n<p>When creating a budget for cash flows, depreciation is typically listed as a reduction from expenses, thereby implying that it has no impact on cash flows. Nonetheless, depreciation does have an indirect effect on cash flow.<\/p>\n<h2 id=\"toc-4\">What Is Depreciation? How Is It Calculated?<\/h2>\n<p>Depreciation is the expensing of a fixed asset over its useful life. The $500 depreciation in the example above is a noncash expense as there is no cash outlay but the expense is recognized. The capital cost of the asset is recorded only once in the cash flow statement. However, by spreading the asset cost across five years, the business reports actual earnings for these years accurately.<\/p>\n<p>You have now accounted for cash farm income and cash expenses . You also have accounted for depreciation and changes in inventory values of farm products, accounts payable, and prepaid expenses. Include total receipts from sales of both raised livestock and market livestock purchased for resale. Remember not to subtract the original cost of feeder livestock purchased in the previous year, even though you do this for income tax purposes. Also include total cash receipts from sales of breeding livestock before adjustments for capital gains treatment of income are made. Most of the information needed to prepare an income statement can be found in common farm business records. Most farm families do a good job of keeping records of income and expenses for the purpose of filing income tax returns.<\/p>\n<ul>\n<li>Under the most common depreciation method, called the straight-line method, your company would report no upfront expense but a depreciation expense of $3,000 each year for 10 years.<\/li>\n<li>Once the rate of requests has dropped below the threshold for 10 minutes, the user may resume accessing content on SEC.gov.<\/li>\n<li>And is found by dividing a company\u2019s enterprise value by EBITDA.<\/li>\n<li>Depreciation expense is usually included in operating expenses and\/or cost of goods sold, but it is worthy of special mention due to its unusual nature.<\/li>\n<li>Those assets list on the balance sheet at cost, which is $250,000.<\/li>\n<li>An example income statement is shown at the end of this publication, along with a blank form.<\/li>\n<\/ul>\n<p>From its core operations before the impact of capital structure, leverage, and non-cash items such as depreciation are taken into account. However, the values of depreciation, taxes, pre-tax income, net income, and profit margin over the entire reporting period are not affected by the method chosen for depreciation. The salvage value is not used while calculating using this method. However, the depreciation expense is no longer reported once the asset\u2019s book value is reduced to the salvage value. A company is free to adopt the most appropriate depreciation method for its business operations. The easiest way to think of it, accumulated depreciation is the total amount of Chevron\u2019s cost for buying equipment or assets, and depreciation assets are the amount reducing that accumulated cost.<\/p>\n<p>It is accounted for when companies record the loss in value of their fixed assets through depreciation. Physical assets, such as machines, equipment, or vehicles, degrade over time and reduce in value incrementally. Unlike other expenses, depreciation expenses are listed on income statements as a &#8220;non-cash&#8221; charge, indicating that no money was transferred when expenses were incurred. Depreciation expense is usually included in operating expenses and\/or cost of goods sold, but it is worthy of special mention due to its unusual nature.<\/p>\n<h2 id=\"toc-5\">Book Depreciation Vs  Tax Depreciation<\/h2>\n<p>It includes tax rates, interest rates, depreciation, and amortization. This approach provides an accurate representation of the company\u2019s operating performance. It analyzes and compares profitability among companies and industries as it eliminates the impacts of financing, government, and other accounting decisions to provide a raw indication of earnings. Therefore, it is readily used by owners, buyers, private equity investors, and analysts worldwide.<\/p>\n<h2 id=\"toc-6\">Activity Methods<\/h2>\n<p>The Balance Sheet provides a snapshot of a company\u2019s financial position at the end of a period . The balance sheet lists company Assets, Liabilities, and Shareholders\u2019 Equity as of a specific point in time. An important rule is that the Balance Sheet for a company must balance. For example, in the Statement of Cash Flows, a detailed account of the change in a company\u2019s Cash balances is given. This change must exactly match the change in Cash balances listed on the beginning and ending Balance Sheets for the Company. Similarly, many items in the Income Statement directly reflect changes in Balance Sheet accounts over time, and must match the changes there.<\/p>\n<p>Your last loan payment will pay off the final amount remaining on your debt. For example, after exactly 30 years , you\u2019ll pay off a 30-year mortgage. If these factors are recorded accurately and added to the beginning net worth of the farm, the result will equal the ending net worth. You may wish to exclude wages paid to family members, because these also are income to the family. In Law and Business Administration from the University of Birmingham and an LL.M. She practiced in various \u201cBig Law\u201d firms before launching a career as a business writer. Her articles have appeared on numerous business sites including Typefinder, Women in Business, Startwire and Indeed.com.<\/p>\n","protected":false},"excerpt":{"rendered":"<p>Content Does Depreciation Affect Corporate Tax Liability? Income Statement: Key Line Items Does A Company Pay Income Tax On Retained Earnings? 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