{"id":2459,"date":"2024-01-08T08:08:02","date_gmt":"2024-01-08T08:08:02","guid":{"rendered":"https:\/\/tworiversco.com\/?p=2459"},"modified":"2025-11-11T01:11:03","modified_gmt":"2025-11-11T01:11:03","slug":"the-percentage-of-completion-method-in-5","status":"publish","type":"post","link":"https:\/\/tworiversco.com\/?p=2459","title":{"rendered":"The Percentage of Completion Method in Construction: Benefits and Calculations"},"content":{"rendered":"<p><img decoding=\"async\" class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' 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width=\"251px\" alt=\"percentage of completion accounting\"\/><\/p>\n<p><p>This documentation not only backs up your percentage of completion calculations but also proves invaluable during audits. Project management software can help centralize and organize your project\u2019s financial data. If \u201csufficiently dependable\u201d estimates can be made, companies must use the latter, more-complicated method, under U.S.<\/p>\n<\/p>\n<ul>\n<li>The CWIP balance represents the total amount of income that has been earned but not yet recognized as revenue.<\/li>\n<li>These adjustments must be incorporated into cost estimates and revenue calculations.<\/li>\n<li>The percentage of completion is then determined by comparing the costs incurred to date to the total estimated costs.<\/li>\n<li>There are several POC calculation methods available, each suited to different types of projects and scenarios.<\/li>\n<li>In essence, the POC method tracks progress in real time, which can produce even deeper insights when paired with a custom ERP system.<\/li>\n<li>This method recognizes income as you progress through the project, rather than all at once at the end.<\/li>\n<\/ul>\n<p><h2>Implementing Percentage of Completion Accounting: Key Conditions<\/h2>\n<\/p>\n<p><img decoding=\"async\" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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2a1SfDLL0jmiI7XNc0h2ezCeTwT0zSHdPZsWGOj6UBrQXZcAOsladShDU6Qsy58hy97jkuWff7oGV2QGGGVzpZA3DoyCB1q5upsN6YmcNghjBe1zMEE+lWy1PDpuiVG1n1xv6J7t+3d8U5zkK+pp8NSR8jdz5X8C95ySFVBrNOZ7mBz2ODN+HsLcjtC5g1yjYljjje7MoJYSwgH+6nlfAs6JTszSySB\/7bG9odgFTLo1SWRr8OaWs6PxXYy3sKtq6nXtyuZB0jgCRv2HacelJwa42TVLFZ0bmRQjjIWnGfSnk8LzotToa0bQ5grHMZB4hdt0uJlh00UkkbnnLg13BxXNfWKdmdsLHPDn8WFzCA71HrV9y7BSY107j4xw1rRkk+gJ5PDq3VjuQGGXdtOM7ThLP0es8y5Mn7Xbu8c9XJJ1NcbLYuSyP21ISGty3Dt3WFc\/X6ginLBKXxR7ywxkEJqw3F82k15nSucZMytDDhxHAdil2k13dLxk\/asDD4x5BL09cik0+KxYY9j38mBhJPqHWnqVyG9XE9d25h4csKWWG4RtiDTp60jY5ZZSOiY0O6k3p95t6N7mscwscWuaeorN1hhk1OAvZN0LGE7ohxymtCglgpESt27nFwB54z1rnLbk9WXHhOGX7RJpHTXJHyTyd7vHGEO4E+ldy6NVklLvHa12N8bXYa7HatFZurag6m+CNjo2OlJ8aXO0YW3mS\/R6rp3SeMGuILowfFcR2hS7SKzrDpTv2ududGD4rj2kKqzqb6em9M\/o5p3DxGx8nLj4TszNgigjZ3w+LpX7vitCDYAwOClJ6XbddpMmc0NccggdoOE4gptQixXfESRuGMg4wkamkiJm6eeSWfbt6Uu4t9S1FBQZPwII2SthsS\/tz+0L3ZyP9q6fSIJpBIHyRuDNhLHY3DsK5qXbM2pz1pYWxsjaCCDk8VOq6m2iY4g5gll5bzgAdpQEmjVnbNm+LazZ4jsZb2FV2dFrvc10e+LDdniHGW9hXQs3HUumjNeQ8TvB8UAKiPVp7UFdleJnfErC9274rQFy5eOcmOllNRxthjaxgDWtGAB1Km7XNms+NrixxHiuB5FWafO6\/SEz2Br9xaQOWQcK1zCOpfl\/Uek5eDPbtjlKzotKjbH+1e+SYgAyl3Eepcu0poYWMkd+0eHSvcfGdjkE9MXtjJjbuf1AnCU063NYfYjnazdC\/buZyPBcpnyWXLfwuoiXSopLffIllZIBtG13UuptLgmlMjnPG4APAdwfjtS2oapLXnkjhEeY2gkP5vz1BRNqcvffQMdBEQ1pPS54k9QXTHj5rJZfoujMul15ZS\/xmhwAcxpwHY7U81oaAGjAHALIsanZa2eSCON0dbhIT1nrAW7XZvja8jG4ArWPpOfl1L8JcpBFHnmmQMBQBgLpfovS+mx4MNT5csrtClCF6mQhCEAhCEEJLWPJ0vqTqS1jydL6kFHwQ91NsD7bi+NwdHIIwNmPQodojXRZdYebW8SdPtGcjlwWshApRoioHudIZZpDl8hGC5NKUIIUoQgEIQgEIQghYveVqprdi5BG2Zk7ACC7BaQtpCsuhiT07rdVF5kTJCYdm0uxtKor6JYimpk7SInPlee15XokK9qmnmJNDtOpMDgHP74Mr2B2Mjjjirp9IkMUL69cNeybpHse\/Jf8A3XoUJ3qdWLdqXLF2hZ6Jm2EkvZu6+pLT6NanrXC4N6WaYPAzwLR1L0aE7VdPPWNNu2pJbDo2RvbD0UTM9vM5XTdImjno7WsMdaEtwTzct9CdqaY2j6fPTtzP29DXcPFh37gD1lLO0q4+LU4nAZsv3Mfu6uxeiQnammJW0+xLcqS2I2xR1GYY0HOT2q3U6dmTUqtqBjZGxZy1xxgnrWshO3nZp5gaLdbWa5zWPm766Z7AcAhWP0q9MzU5HBjZrIDYwDyHYvRoTvTTzk+lWZJakjoiWRRlhjbJtwe3K14YTT07ZUga14GQwnhn0lOIS5b8GtM90upccV4TiPI8bm\/s9StifcNhjZIoxFsy5wdx3dibQpsCz7\/fTiWRVYpmuGA5x+KtBCivNy9z1tlX\/wCPecJNm3aWAtGTk47Ex3jeq2nuhDZ+khEe9x2luM9X91uIQL6fV7zpRwZyWjie09aZUKUAuJXObG4sbucBwGcZXahBgwyXqktuxPVG+YjowHZ48gFdcrWjfjtMrxz\/ALHYWOONp7VsYHYhB5x9DUYoYqkcbX1yS+ba\/BcSc7R6Ey+rbguGetXYWyQiPbux0ZW0hArptTvKlHBncRxce09aYLQeYXSFMsZlNU+GZq8d3vfbp7GmRxwS442j0JWpHLVbBVjrbZHuJky7PDzie1bqMDOcLzZej4cprq12ry8uj3JrEm+FheZg5tgu4taDyATdyjbuA1nV4mtJGZs5OPQO1bqFqem4pZdfCdq87HpVtsElAsaIXy7zNniW9mP7L0LGhrQ0cgMKULvMZjNRApQhUCEIQCEIQCEIQQktY8nS+pOpLWPJ0vqQPIUZyjKCUKM55KUAhCEAhCEAhCEAhCEAhCEAhCEAhCEAhCEAhCEAhCEAhCEAhCEAhCEAhCEAhCEEKCQ0Ek4AUqm5E6apLEw4c9pAKBCLVprRc+nTMtdrtpkLw3PbgdaZdqdNsvROmaH5Ax2HsWfops16EVF9OWN7AWmQjxfXlIRafalpsoOqvY\/pt8szhwIzngVvU2zu6b82qUoHuZJO1rmfGHYqJ9agh1OGkGlxkbuLhyasifTLUlPUHd7u6axKGtBHEMCZ72sQay6TvaSSNtcMic0ZAPXlNQ3Wq3U6bt2J2kMzuPUMLqvqNWzL0cMwc8jO3rwsGTTbLNAgjbA4ymUSTRtHjEZyU5pdad2tWLk1cws6NrIwR1JqG6dm1SOHUhTc3h0Rkc\/PBoXceqUpXbY52k7d39ljXadyaxqcra7iZGNii9XWVZHpUg1CBoiLYYapYHAcC4pqaXbYF+sWxOEzcS\/E\/wCy5ZqVR83RNnaX8eHqXnqGk6g+B4nYYzWY9ldp6yT8Zd06Ejau59a0bEMRbGHtAGTzx2pZE3W7HqtKSRrGTtc5\/wAX0penrcFq1ZixsbAcbzyKzoNKmjl0pghIbC1z5HY\/mVHeFx+l24TXlEzp97uHx255D+ydYbr0MOpVJ3OEcwJaNxHLh2rlmq0pHMa2dpLzhvpKxbFS1ZkltxVXw9HAYo4yMOcT1rnWq\/eOh0RE1osQvYWN6y5NQ3XpIrEUz3sjeHOjOHAdRQbMAODKwEf9kpotN1SkDNxnlJfIfSVzLoVCaV0j4succk5Kxl4+G8Ot\/lTnfUHyzPtBWsc17Q5pBB6wsa1oemwVpJTD8RpPxiru5yMx6REXZ8YkgHqGVmW7065cePTvjWqhCFpxCEIQQktY8nS+pOpLWPJ0vqQZVe2aOiVoRIBYsAlpe74o55Koo75a9Wj3w6QTyPfK\/dxLQeWU1HEG1BXk0yxM1owHSlpICrNRvQwxxafbg6EYY6NzQ7CfYd0IbDcjY5xhZNtjBOcDAz9+VrpLS2iOrsFd8IB5PIJPpTqAQhCAQhCAQhCAQhCAQktTmmhij73c1j3yBuXNyMJXfqPzuH3X6qW6GuhZG\/UfncPuv1Rv1H53D7r9VO0GuhZG\/UfncPuv1Rv1H53D7r9U7Qa6Fkb9R+dw+6\/VG\/UfncPuv1TtBroWRv1H53D7r9Ub9R+dw+6\/VO0GuhZG\/UfncPuv1Rv1H53D7r9U7Qa6Fkb9R+dw+6\/VG\/UfncPuv1TtBroWRv1H53D7r9Ub9R+dw+6\/VO0GuhZG\/UfncPuv1Rv1H53D7r9U7Qa6Fkb9R+dw+6\/VG\/UfncPuv1TtBroWRv1H53D7r9Ub9R+dw+6\/VO0GuoWJYs6jXi6Q2YXAOaCOixnJx2pnULNpl2CCvIyMPY5zi5u7lj\/auxpIWTv1H53D7r9Ub9R+dw+6\/VTtBrIWTv1H53D7r9Ub9R+dw+6\/VO0GshZO\/UfncPuv1Rv1H53D7r9U7QayFk79R+dw+6\/VG\/UfncPuv1TtBrIWTv1H53D7r9Ub9R+dw+6\/VO0GshZO\/UfncPuv1Rv1H53D7r9U7Qayomp155o5ZYg98RywnqSG\/UfncPuv1Rv1H53D7r9U7QaylZG\/UfncPuv1Rv1H53D7r9U7Qdd0UhZpb2DnKQz2p+rGIasUY\/laAsa1VuWzEZbcf7J25oEXX6eKY36j86h91+qm5vbpc57cxjXQsmtZuDUo4J5o5GPY53iswQRj\/a1VtzShCEEJLWPJ0vqTqS1jydL6kFUeswOhlfJHJE+JwYY3DxsnkpOrBkW+WrNG4naxhxl59CxJ6hfM23ehe6tLMXuYASQMYbkBFaF9O5DakikbS3uMUYBcWcBjhz4oPQ0L7LzZMRvjfG7a9j+YKcWbo8EjGT2JW7XWJC\/B5gch9y0kAhCEAhCEAhCEAhCECGq\/Er\/XNVfWrNV\/d1\/rmqvrXPMShCFhGfrGoOoVgYWCSw84jZ29q4h1iI0K00gcZZxkRxjJ9Ki1o7bt51i1IXNa3bE1pxt7VRV0SxTfXfDZZuha5njDPik59q14DnwtWMpYN52jL3beDPWuG65TcHkl7Q1hkBcMbmjrCpbo8zWXIe+G9DZJceHjAlVO0GWaBzbFhhkEPQxlowGhPAdk1mpECXucMRCU8OQKXs90EEVSaWKOR74yBsIxnPJUu7n5pekM1lrnSbAcDgGt6lbZ0R83fDhM0Olla8ZHABvUngNR6rE6WOEskEz2hzm4+JntVOs6m+jLWiidG10xOXSHg0BTJpcsupw3Hysb0fmDBd6D6F1d0oXb3TyuaYxC6MMI5E9aeBRV15veTJbrCyRxOGs47mj+b1JoavVc5gj3yF7Q7xBnaD1nsWce517jXc+aOR0UfRkPBwRnmE3HpMsNuxJDMxsVhoa9uOIwMcE8Dv4bpve+NjzkNcQ7HA454XFXWIBTc+xIS+Noc87cZzywErB3OuhqTQB8Qc9hY2QA54nrVr9Aa\/UIpzL+xYxrXRecRyTwGH65TbKGeOcuDNwbw3HqS9LW2SXJop8hpmMcRA4cPSuGaDM2RgNlphZMZg3HEk9qINBmY1rJbLHMjc57MDjuPWU8CauvRis6W0SS57tjWDjsHWtZtmF1dk+8CJ4BDisUdzW18Dg+N\/Rx7HB4OPWE3qvAVKrNo3PHA8BgLOVknh14sO+cxaMU0cwJie14HYVX33H3y6HrYMud1NWXUsCsy5M4DpN+0BvIn0K40T3g6N0obYlO9zieZ7FjtdPReDDHLz8f3\/0YuTxTU3dFI1+HNzg\/9gmr\/lir9S\/8QsmGUS6dITE1j2PaxxbydhwWtf8AK9X6l\/4hdsf4vPy4zDO4xYoJwMqVxK0vie1pwXNIB7FlyYFfX55rrGNbE6N8rmbAfGaB\/Mh2tTAxlj2vY5skhOMeKOS6g7npWNjbJPH+yDthY3BJPWVPg67oujE7R+yEQ4enJ9q14HVbWSxgktycBGwuY1vHc5NjW6ZiLwX5D9mzHjE+pLfALjNvMzS0zNkIx1N5BK3tNnpyssQ7pZjK5+WtyBkcE1KNJmu05GAs6QlzywNDeORzTF+8ylSNgtJPANb1knkFkV9CsSUK7JpGMeHdI848YOJzwK1NT0\/v+m2ESbXMcHNce0KeBW27YqxiXUeja1+NjI+Ls9iPhyn0TX5flzyzZjxsjqwq7GnXLHQSPsRdPA\/c0hvi8lXDoRimjlMwc5pe5xI5vcOaeAy3W6j2xFm9zpc4aBx4c1SzXIzZtskheyGsBmRUjQZNtZnTMAhdu3gYdnOThdyaJK+K3EZ27LEgeeHHHYngNRa1VmcxrekBe0uG5uOA61DdZqv6PoxJIXt3YY3JA7SqdQ0eWzY6WvO2IdD0WCOQ9CKejy0rPSQTs6N0bWPBHHh2J4FQ10z1bEjWOg2SdGx7hkOTbdZqdO2EucSXbN+PF3dmUszQ5BWjrvna5jJzKcDifQuYtBla1kT7DTDG5z4wBx3HtTwG4NZqWLDIYy\/c8lrSRwJHNaKyamjd7y1HmQOFdrhjHNx61rKUUx+Wq\/1T\/wAlrrIj8tV\/qn\/ktddMfhUoQhaEJLWPJ0vqTqS1jydL6kDqguAIBIyVgxyy3az5JZXsEDB8U4y7tUSd8YhmlGSWtIdn28Fi5PV+P9bb+RnGeK6Wdp07J5XuJd0pGeI4Y9C0VqPPlj1ughCFWQhCEAhCEAhCECGq\/u6\/1zVX1qzVfiV\/rmqvrXPMShCFhAk9Rumo2Jsbd80zwxjfzTiyrbHO7oKbi0ljY3kHqBVgs+Ez023oss39HuB459S6fqBY9rdrSHPI4HkAlIdMnBZuDWua8vLweJ9C6Gmzhg4tyGOH\/wDYrluvo+3wS62Zg1DpA18m1jC0uPHiOKYFyu5rnCUbWc\/Qs5+mSuDmgtwQ1n9hzXNuq6F7piG7TICGjkQFd1i8XFldStIXaxYXCUYBwVcHb2bmeNkcPSsaKnNPWe7ow18kheCeG3sWpFX6Mh5e4vDcYzw9istc+Xj48fil4dQc5z+ljaxkbtrnbutORSxzM3xu3N7VmN0+eNsbxte9she5pPA5TFah0UeXvIeXF5DTgZKktXkw4tblcyag9vTObDuihOHOymDerN27pQCQCko6dowSV3BjWSPLnvzxwuXabNudGAwxukDtx54HUm637XDvVp2O\/BJPLEDjoxkk8lXc1KOGhNZgIkMQyQqH6fM6K0wbQZX7gR1jsSt2o\/vVlGOLEll43uBzho55Vx3tz5OPimNuN8t1jt8bXD+YAriatDOQZY2vI5ZCsaA1oaOQGFK082OVxu4UNCLpongBrI+LWAcM9qvlgimAErA7HLKsQmo1eTO3eyd6NkVEsjaGtDm8B\/UExf8ALFX6l\/4hU6j\/AAZ\/qb\/kFdf8sVfqX\/iFufxZ3b5qxCELCBCEIBZ8erwdLYEpETIpOjDifjHCfPI45rBi0WcmHptjgJ3TPHPPYtQbVexDbj6SB4ezOMhZLtf22SzvfMAm6HpN3HPqVmn6S6Cv+1kc2Xe5+GOw0kqulojYKsj5GB1txe4EnIBKageGq0HNe4WWEM+N6F18J0ugE\/fDejJwD6Vl\/AssFOkIY4nyQP3yNdwDzx60hbpy6ZNFO4NlkcXvMePFDjw4JqD0PwtQ2McbLNryQ09q7Go0zN0PfDek7Fj6Vo0gdVmssYAyI+KRye70KKWhy13PdLAyV43Fri88c+jqTUGuNUpGJ0onGxpwTjrTMUjJY2yRnLXDIK88NFtjT3V+jjIL90Y3fuuzj1reqxvirRxyODntaA4gcylkHcsrYY3SSHDWjJVFe\/BZk6OMuDsZw5uOCo1x5bQLQcF7g3PYk4JW17U05d0zGMDWyYxx7Audy8vZxcGOXH2vz9NGa5sttgYAcDdI4\/yhdwXYbD9ke\/JGQS0gFKwwMipvkuHD7Hxz5uepc6OXtklhDukrx8I5CEluzLj4+l19H4\/LVf6p\/wCS11kR+Wq\/1T\/yWuu+Pw8iUIQtCElrHk6X1J1Jax5Ol9SDOe1hlcWssNifxdGG8Cr+mYS8uhmOW7Wjb8UehMV9XqzmQePGY27nCRu3h2obq0BY97mTRxtGd72EA+pY66ei88v0q0oNjlLdspcW4DnjGAOpaqSpalBdlfHGJGyMAJa9u04PWnVqTTlnn3y2EIQqwEIQgEIQgEIQgz9W3dHX2t3Hpm8Fxtn+bu+0Fff51vrmptSyUZu2f5u77QRtn+bu+0FpoU6wZm2f5uftBG2f5sftBaaSu6nBSkbHIJHPcCQGN3cE6wU7Z\/mzvtBG2f5sftBNwXa88DJo5W7H8iThFu3HVY1z8kvcGtA5klOsCm2f5sftBG2f5sftBPiRpcWgjcBkt6wuKllluHpI84yW8e0J1gT2z\/Nz9oI2z\/Nz9oLTQnWDM2z\/ADc\/aCNs\/wA3P2gtNCdYMzbP83P2gjbP83P2gtCWVkMTpJHBrGjJJ6kpV1SvaJ2CRoAzue0tBTrBVtn+bH7QRtn+bH7QT0k8bITKXAsAzkIEmYRJtIGM4TrF19kds\/zd32gjbP8AN3faCehlbNE2RvxXDIVidYlmvDN2z\/N3faCNs\/zd32gtNCdYMLUhMKZ3QFo3N45\/7BXXw86vV2MLz0L+GcdYTOseTn\/1N\/yC5l8t1vqX\/i1XUHG2f5u77QRtn+bu+0FpoU6wZm2f5u77QRtn+bu+0E5ctR04HTTZ2DhwGSqaep17e8MLmOZ8ZrxtITrBTtn+bu+0EbZ\/m7vtBPmVnRmQOBYBnIUQyiWESAEA8sp1hrxsjtn+bu+0EbZ\/mzvtBPQTNnjD2cs4VidYWa8M3bP82d9oI2T\/ADY+0LTQnWDM22Pm7vtBG2f5u77QWmoTrBm7Z\/mzvtBG2f5u77QVg1asbPQM3vIdtLmtJaD6042Rj87XtOOeDyTrBnFkx51ifWQqpajpSzfUJ2HIG4c1oQXYp2Pe04Y123ceRK6daYy3HXOd0jSR\/ZOkWZWfFJFkx4GsT\/cIDJhwFYj1OC1EJ1if7MeISDWq++Ms\/ZP5nPYtdJT+Wav1T\/yTy0BCEIISOs+TZfUnklrHk6X1IMHUmG7JLbaH96EsjLgCMsByT6lU+PbMHwGY6YJWbt5Ls4PEjPUvXYbtxwwjDcYwMdiDL01psalZvNB6JzWxxkjG4Dr9q11yMAcOXoXSAQhCAQhCAQhCAQhCBPUOdb65qbWbrlqOlWhsSh2xkzc7RkpPwu07zZ\/dlBvoWB4Xad2T+7KPC7Tuyf3ZQbywrU80GuTSCpPN+xDI9rfFyefFR4Xad5s\/uyjwu03zZ\/dlBxp+kPFuJtqMlkMe7\/qXuOfuTttpk1yownDWRuc3+rklfC7Tuyf3ZXJ7qtLLw8sm3DkejPBB3BWt07lu9btuMQGAC0DcMJ7RIXw6czpRh8hMhHZk5WdJ3VaXK3bIyZzewxldeFum+bP7soN9C883ux0xxO3pjg4OIyuvC7Tuyf3ZQb6FgeF2ndk\/uyjwu07sn92UDmvwyz6fthYZMPa5zBzc0HiEtbLtVhrwsrTwwmQb9zdvAcVx4Xad2T+7KPC7TvNn92UDt6JsUdWCNu2LpAMDsXdl0teOV7nhzSMMYB1rNd3V6Y\/G5kxwcj9mUO7qtLfjcyY44j9mVNOkzmpK2aURgqRxnm1vFXrB8LdO7J\/dlHhbp3ZP7sqsW7u630LA8LtO7J\/dlHhdp3ZP7sojR1jyc\/8Aqb\/kFzL5brfUv\/FqyL3dLRt1+gjE2972gZjIHxgnNX1GDTdUqzWA8tMT2+K3PWEG2hYHhdp3ZP7so8LtO7J\/dlAzr7niKtiGSVgmDniMZOBxSE9SxqErpnwSRMnexm3k4MBySVd4W6b5s\/uyjwu07zZ\/dlA\/eibBp4hiG1mQ3A7MqyQvgDpDIOha3g3Cy3d1emPGHMnI+rKh3dVpb27XMmI7OjKmm5lNSNbTonRU2B\/Bx8Yj1ppYPhbp3mz+7KPC7Tuyf3ZVZyu7tvoWB4XaaOqf3ZXLO7DTHt3N6Yj0RlEehXEgJjcGnDiOCw\/C7Tuyf3ZR4Xad2T+7KDihLNBpT6YpTtsMY7c7bwc7tynGVBpuhSiIHpeiJcesuwlvC7TvNn92VDu6zTXNIc2cg8x0ZQFjT7M+nUoqlh0cfi7wGg\/3TMLXy6zGC\/pBViw5+Obj+iWb3WaY1oa1s4A5DoyoZ3VaWwu2MmG45P7M8Sg9ChYHhdp3ZP7so8LtO7J\/dlBoz+Wav1T\/AMk8sClrFbVNagFcSAsifnc0jsW+gEIQghJax5Ol9SdSWseTpfUgx49NsS05Jq7XDpngtidIR4g\/AlcQSixNHp8cbq5dIROA\/PBvUCnLViWxtxQ1CItGAY8Dh7UuYWbIxHpt+N8eSHtxuOeeTlA9oQLXXGNc50LJtseTnAwM\/fla6R0oNbV2NrS1wDyk5n0p5AIQhAIQhAIQhAIQhAnqHHvbPyzU1tb5o9iVv8631zU2gja3zR7EbW+aPYulCCiezVrFomkjYXcAD1qH2qjJmwuliEjuTSRkrzc0kh1iaXe2SbphG2u+Pd4vbnqXO5liB8TY99+Sxk8PGYAfuGEHpjaqCx3uZYul8zIyr9rfNHsXlKQisspxxN32zN0kzyPGZjnkr1iCNrfNHsRtb5o9ilCDB7mmjp9VyB\/Flbu1vmj2LD7mv4jVf\/W5byDna3zR7EbW+aPYpQUFEtitA8MlkjY53IHrQbFYTCEyRiQ8m54rzLJJzqcsuBLM+xs6F7M7WDrz1Klm6xXjbGwuumw6R7scWgdS31Tb1gsVjP0IkjMo\/lzxV21vmj2LymnxizLpzYwTMx7pZ344g9hK9I2SwbTmOhaIQOD93E\/2Us0SplsVoXtZLJGxzuQJ5q4Nb5o9i8la\/wDkSX43sLrck7WRgji1oxxC9ZE3ZG1p44AClmjadrfNHsUeJ\/1XSyZNAhkkc82JwXHOA8\/7Wbb9OuGOF\/ndL9X294Pxtzub\/kFExadarZwR0L\/xas3UdChgqOkE87iC3gZD2j0qJNDhbqcMPTz4dE52ekOeBHp9KzvL9Ovt8P8A9\/0ehww9TVO1vmj2LOqaLFVsNmbPM4t6nPJC0lqb+3HOYy\/5btXI6KJhfIWtaOZKrFmo6EzCWMxjm7Iwl9Zvw0auZWCRzzhjCM5KwIoI6ppiZ7XQSPdLKWjxN2OAW5jtzteobYqvDC2SMh\/BuOtQ6zVa1znSRhrTgkkcCvJTxzSUhHVjc2wZXWGYGOjbn8wmbwp+DtaNo\/aSuaTu55J4kq9U29U0Mc0OaAQeRwp2t80excwhoiYGfFAGF2sNKrLW97S+KPinq9CzO5UNOgV8gdfV6VqWf4aX+g\/gsvuU8g1\/7\/ig19rfNHsRtb5o9i6Qg4d0bGlztoaOZKobcpOhdM2aIxt4F2eASHdIXGtDF0vRRySAPfjIA9KzI52bqouNYKrXvIeGbWyY+LkIPRG5TFcTmaLojyfkYV0bopWB8Za5p5Eda8nWdDFc6S4wMrPD5Io3N4Ek8OHqW\/oUL4dMYHt2FxL9vmgnOED+1vmj2I2t80exdIQITADWauAB+yf+SfSM\/lmr9U\/8k8gEIQghJax5Ol9SdSWseTpfUgWPdBUbpbb7g\/Y8HazHE4VkmsRtgrvbFI+Wdu5kQxuwsq8ZYe5+Ok6s82HNaHCKMkAdaJN8GoCw2CZ8ZrdHDhh4HsPYunWMbre0+7HfqNsRAhrsjB5ghNLP0Wm6jpcMMnxwCXesnK0Fi\/PhqfAQhCihCEIBCEIBCEIE7\/Ot9c1NpS\/zrfXNTaCVBIAyTgKVk90hj+CpGvftccBo3YyScINIMjLt+1ufOwoZ0JcXM2F3WRhUNlr16LWyyta1kQ3cerC864NbHYuVD0EE22FoB5gni49iD1MfQ5c6PZ6SMLtr2vGWuDh6CvI2WxQ3jBUdsrP2RSvaeBOcnj24Wto0cbb93vUYrDa0Aci4c8INd7gxhc44AGSszS9YN+1LF0WxoGWHzgrdXgs24W14PFY84kfnkEvV06zW1SKQua+ERbCQMY7Fjd7PThjx+3blfP0q7mv4jVf\/AFuW8sHua\/iNV\/8AW5by28zkuDRkkD1qerKw+6VrHtqs6QiR0zQAHY4Z4q7XLLI9MfDHLiV+I24PInlnsV0m2k3oiS9u3PWQhvRYL27PSQvHse9rnRE9D0kzIZGsPigAZJz2ldsdnUO92O2UZrB6+BDRk\/et9U29dGI\/jRhvHrC7WLobnR07UrGOdEZXGJg830LWgkMsQe5hYT\/KeYWLPLUS4RMdudtDj1nmp3tBALhk9WV5azafJqViWWNszI5WwsiJ4j0gKqZ5njdMHE232tsYB4sa0rXVnb1+5u7buG7sXS8hWJsGlM1xdbmsOc4g8WtGRj1cl69Zs0spHWPJz\/6m\/wCQXMvlut9S\/wDFq61jyc\/+pv8AkFzL5brfUv8AxaorQUKVCDiRrCMyBpA7VG2Ex8mbB6sJXV7NatTJtcWk4azzj2LAggfAatay8Mine6V7d3AADg3K1JtLXqh0fAjbx4etcubBjxhHw4cccF4+eWVmnsdU3Gds75YWDqjz1+jCdkdVbpEMQ\/8AkWrI3NDjzJ5k9mFeqbenGMcOXoUpTS67qunwwvf0jmt4u7U2sNK7P8NL\/QfwWX3KeQa\/9\/xWpZ\/hpf6D+Cy+5TyDX\/v+KDZQhQSAMk4CDlwZJlrtrvQeK5eIfFY8M9AOFk6SYG3tQmbLlgeG5c7Kr1jva7abVi2utZGX5\/dDt9aDaeISWteGZ6gcLre0ODdw3dmV5W0I5oLMz3b7fTdFCM8W44cFMfR2IoJ926\/NY4HPFrQeXqwg9WpUDkpQIz+Wav1T\/wAk8kZ\/LNX6p\/5J5AIQhBCS1jydL6k6ktY8nS+pBLtQjbqUVMDc6RhduB4DCcSFTR6lOcTRMPSAYyXEp9Sb+28+vjqFKEKsBCEIBCEIBCEIBCEIE7\/Ot9c1NpS\/zrfXNTaCUtZpVreDYhbJt5bgmVm6857NLldHK6NwwAW8yScILRplX9rvjDxIACHcRgcgumafUZE6JsDOjdzbjgVxLabp+liaYlxjjGesk4XnYtUmlmtyx2i57gxjW9TC4\/kg9N3hU736DoI+iznbjrV0MMcEYZCxrGDqaF5meSapfNKCzIRKGNc5xztcTxx\/ZaWkh0eoXIGTPlgj2gFxzh3Wg10IQgwu5r+I1X\/1uW6sLua\/iNV\/9blq3ie9n4DyexhwSgJqVaxIJJYmveORI5KmHS68fTdIBK6Z25xcPYku5qd81ew+SVxHSlrWPPFmOpLWJ5Bqbpqk0joa7XunJPik44ALervSbbfeNUw9F0DNmc4x1qXUqz4mxGFhY3kMcl5ma9ZqMrWRM58skTpJGk8AOr8k9p7p49Wgi6d8m6DpJgTwyeSXGm28xjY2BjGhrRyAXSogtRzyPYzdlnA5CS7o3yRaTJJFK6Nw5FvWVmTdDvelfp+m6FnSedjihlOsyYythYJDzOFRLKamklz5QHsj+M7tXm2ahbhEjjJJHKImtc15zuc4\/GHoVmNpa9XFUrwyGSKFjXHmQFfleTntWalyWrBO9+8MYXOOdrjzWpo7pBqF2ESukgjLQ0uOeOOKXHRs3rHk5\/8AU3\/ILmXy3W+pf+LV1rHk5\/8AU3\/ILmXy3W+pf+LVlWgoUqEFNirBZ29PE1+05G4clw6jVdG1joWFreIBHJRqMkUVR7p5DGwdYPH1LAqyXcV6s0sjBYkc8bj4zYwOS1JtLXo21YGu3NiYCW7c46uxVO02kS0mvHlowOHJeasajZraeyeOZz3MsO6Np472A9aendLFogsPfLPI8GQmN2AM\/kr1qbehaA1oa0YAUpLRy92mV3SydK8sBLu1OrDSuz\/DS\/0H8Fl9ynkGv\/f8VqWf4aX+g\/gsvuU8g1\/7\/ig2Vy9oe0tcMgjBC6QgQOkU9uxkQjaXBzg3hux2rs6bT6fpugZ0hOd2OOUrpZkOoXi+Z72McGjd1HHFZ2uauHz96xTuh2SNaSBxcSer0IN4UarbBnELBKf5scURUqsMxljhY2R3NwHFYFuaWWtYu98SNcyTo4WtPDI4cutSJZpoobvfD+mlnDGMB4bc9iD0ylQOSlAjP5Zq\/VP\/ACTyRn8s1fqn\/knkAhCEEJLWPJ0vqTqS1jydL6kDyEIQCEIQCEIQCEIQCEIQCEIQJ3+db65qbSWrU2XagjksOrgODg9pwQVj\/AcX07Z97+qD0ySv6ZBqG0TmTDepr8BY3wHF9O2fe\/qj4Di+nbPvf1QbVaiIJ3yukc\/LQ1oceQCiTS6skczHR8JnbnY55WN8BxfTtn3v6o+A4vp2z739UGr8C0+9TBsdgu3F+7xs9uU1UqQ04ujhbgZySeJJ7SsD4Di+nbPvf1R8BxfTtn3v6oPTKF5r4Di+nbPvf1R8BxfTtn3v6oGO5r+I1X\/1uWtaqx2mhsheMci12CvOxdzlWEvMesztLzudiQcT7VZ8BxfTtn3v6oNEaNG2eLY4sgjB8RvNzjzJVtbR6tZrmx79jgQWl2QcrJ+A4vp2z739UfAcX07Z97+qu6mmtFo9OKN7BHuD27TuOeHYrqdCCmHdC05dzc45KxPgOL6ds+9\/VR8BxfTtn3v6puq9KlL2nQagALG8tHUHYCxfgOL6ds+9\/VHwHF9O2fe\/qoNMaSySSU2HmSNzQxrCeQH5rsaNTEUkZYXb8Zc45PDlxWV8BxfTtn3v6qPgOL6ds+9\/VXdTTX+CKne5gLDtLtxdnxs9uUxVqxVIujhbgZye0lYHwHF9O2fe\/qj4Di+nbPvf1TdVsax5Pf8A1N\/yC5l8t1vqX\/i1ZTdCgL2btZnkAcDtdJkHB9at1r4Pt2Wtfqb600GWnozg8ccCoPQKF5DvSh\/yG19so70of8htfbKD0l\/Tq+oBgsBxDDubg44riTSa0sbGP3u2Z2uLvG9q893pQ\/5Da+2Ud60P+Q2vtlNj0bNLqMfuEQzs6MDqAVbtGqOjbGQ\/o2jG3dwI9KwO9KH\/ACG19so70of8htfbKu6mnrY2NjYGMAa1owAOpdLyHelD\/kNr7ZR3pQ\/5Da+2VFers\/w0v9J\/BZfcp5Ar\/wB\/xWQaenkEHugtEH\/sVxDp2mQRiOLXrDGDkA4oPZriRgkY5hJAcMcDxXku9KH\/ACG19so70of8htfbKDbbocETHshlmaJHB0mX5JTstSGYxmRgJiO5vrXl+9KH\/IbX2yjvSh\/yG19soPQt0io22bOwl5O7aT4ue3HaivpFStY6eNh3ZJAJyG554HUvPd6UP+Q2vtlHelD\/AJDa+2UHr1K8f3pQ\/wCQ2vtlHelD\/kNr7ZQeim8s1fqpPyTy87otalHqIfFqktuUMIDHuzgcMlehQShCEEJLWPJ0vqTqS1jydL6kDyFGUZQShQpQCEIQCEIQCEIQCEIQZeusbJBXY8ZaZ25BVHeFT5BnsTOtfuq3\/oahYyQt3hU+QZ7Ed4VPkGexMoWN0Ld4VPkGexHeFT5BnsTKE3Qt3hU+QZ7Ed4VPkGexMoTdC3eFT5BnsR3hU+QZ7EyhN0KupU2jLoYm+vgpFCoeIgjP9llOdDZ1+yzUHARwtaIWOPA55n0pQ6lYdYY2GwIwZ+iEOOTB1lXVG+6lTY0udBGGjmSECjTcARBGQeXBeds3Z7NO5Xkm3SPkbG0N4twTwwfUtbQpJibUEknSRwPEbHYxyHFNUO94VPkGexHeFT5BnsTClTdC3eFT5BnsR3hU+QZ7EyhN0Ld4VPkGexHeFX5uz2JlYNq9IZ7GyV7djg1gA4Z9KzctOvFw5ct1i1e8KnzdnsQKNNwyIIyPQEvdnkMUVaM\/t5hxx1DrKXkcatltUyPhhDQGPaOZ9Kdm8fT3KfPkxep1o625kLGuD24IH\/YK+u1pt3stB\/b9Y9AUXgRQwTkgsye3iF1W\/i731\/5Bb+nBfsb5rfYocGNBJa0AcyQulj90FiV7Y6FZjpJJ\/wB4G9TOtRGrG6GVgfFse09YAXexvmN9i8hStPqUWUml1ZhtFj3HmxvNPifdqLqrrkrYoow6Lj40pP4q6HoNjfMb7FGxvmN9i8vBftSy15mTvfM57ulh\/lYwfmuINWmfDW\/bPL2skll\/IJ1Hq9jPMb7EARuGWhhHaAF5Vs11jMS2JX5pmWQdhPLChrzS0vT2w2XuY4B0rGu8ck9iaHqZDFEwvk2NaOZIXMMtewCYXRyAc8YWV3Rh8mm16sfF88rW+N7eKx2TT1I7EjWiOxJYEMmzxWtaB1dmUkHstjfMb7EbG+Y32LzDLNkOqVrNsxwTFzulBycDk3KgWrs+pugZOWNikDWFzsbm9ZI600PRxyQSvkZHtLozhw28irNjfMb7F5MajYrNivEuLJp3t2AfG4YH3osXLcLHxWrMkUkcHStDebnnq9QTqPUmSATtgOzpXDIbjmFHSQd8dB4nS43bcdS8jPNIbT3vsPbYhrNazHN7zxwrLFy0yxYsNGJCWQOfy29Z4q6HrtjfMb7EbG+a32LJ02zLW08y25TKHyYjwdxA7M9a0K1uOyXtaHB0Zw4Ecli3zpvpl17a8JiAGtVsAD9k\/kPUtheaZqUbNZEj+EUUbmhwHxjwzj7lu1bQs7gI3s24PjDnldMMpY1lxZYzdMoUKVtzQktZ8my+pOpLWfJsvqQZ3wXW\/wDze9cj4Lrf\/m967\/a5rXZbLyYo2mNr9pyfG9afXCZbazwywusleiRiF9yJpcWtlGNziceKO1ayzNJ\/ib31o\/xC012nwyEIQqBCEIBCEIBCEIM3Wv3Vb\/0NQjWv3Vb\/ANDULnn8gQhCwiOXEqA9paHBwIPI5Wfr0r2UWxRnDrEjYsjqB5qutFE+zLDMcRwAMjYTjq5pfDeGHbd\/TWXO9pONwzy5rJbfmJY9rhsLy3o8cQB1pVk7otk2C4ta6THpJ4LHZ6cfSZX5r0SFkMu29jQ8tHSv2tcertUukmF95dYy2GLJHUcq9mfxrLZa0XQwTOEjo45HDk4tBwjveDeX9DHuPXtGVksuzNgIjLYyxgfjHxiepdvv2sue0ta1r2s245kjindfxct\/LTbWgY3DYYwM5wGjmu2sYzOxobk5OBzSVSzLJdlikI8XiAOWFTNPJHqFmQSEsgj+J2lOznOC3Lrv621VBIBwSMpCnZnkt9G97XtMe4kfynsSsxilkuyynJYQyPjxz6E7LOC9tVsqVhi9abDt3hr49rMEcXErrvqaF9uwZC\/aQxrPSndv8TL9th7g1uXODR2lZp0p3RvYZ9zHv3uG3if7pPUprEujvbL8aSVjY8c+YW+0Ya0HnhXW5ty3nw5XGUjp9d4e+xO3EjuDWn+VoUzUH2C0TT7ow7cG7ePtTyE0l5srl2hXUBimR\/2b\/kFNb+LvfX\/kFGo\/wZ\/qb\/kFNb+LvfX\/AJBb+nIyuXBjTvdtDuW4810sfUXGxq8Fbj0ULDO8dpHJRZNtR0MLsh0cZzxILRxUmKLcHGNmW8jtGQsysWOpOvTuL5eLgM8sdS5ffnaCJC0h8Jf4v8vYsdnonpsrbJ9NRjYQ4ljIw53MgDJQIIQOEMYz2NCw2WXVXbhlzmRtYPWU3HdtOEcbg1r5HENcexO7eXpMp5nw0+jZz2N5Y5dXYuGxQHBbFEdvIho4epZ3ST\/CEpfMCyGLLgBwOVXFdlbARFsj2R9I7PXnqTuz+Nl9VslrXEFzQSOWRyXJhicCHRMIPEgtHFZUmo2SJHM2tbGxpOR1nqTEVyV98QvwwEZAx8ZOzN9NnJunDFCWta6KPDeQLRw9SOiiL9\/Rxl\/nbRn2pHWWNdDGOO9zw0EH08VQy0+FuYA0RCXo9h4k9pTtow4Lnj2jW6KLABjZgcQNowEOiikO50bHntIBSerOJjhhBx0sgB9SUfP3ncmbW4x4a3BOQHFLlow4Ms8dxr9DCXbjFHu7doygxRlpDomEE5ILRxWPZuWTBOwSty17WBzR1lWzXrDJ+9ogHOjAycfGKd2\/xM\/2NUDTYqwsGyNh3O2Dl2JeF8sMMsbGu6WxIRGXDiR2q+s4yd0dnHJsLQ\/sytPoIjMJtg6QDAd6EuPnaYeo649LPDMlpVmTVq0udnRP4tHHORxWtoYsCo4WN2A7DC4cS3qVUfHWa31T\/wAlrhdsZ9ud5bcbjftKEIW3JCS1nybL6k6ktZ8my+pBjw1JDqbbIi6Bgadwz8YrUQhcJNNZ8lz1v6RpP8Te+tH+IWmszSf4m99aP8QtNdp8MhCEKgQhCAQhCAQhCDN1r93W\/wDQ1C61djXtqtcMg2Gq\/vGv8mFm47CqE13jX+TCO8a\/yYU6DNuVI7jYg9xHRvDxjtCtdDE9+8xtL+1O941\/kwjvKv8AJhTostnwREEIJIjaCeZxzU9DFgjo24IwfUnRSrHkwe1HeVf5MJ7Z2y\/ZE14dmzo2beeMKTDETksbnGP7J3vKseUY9qO8q3yY9qe2vbL9kTBCXBxjaS3kcclPRR+Y3nn+6d7xr\/JhHeNf5MJ0Ttl+ybI44ySxjWk88KOijLi4sbuIwT2p3vGv8mEd41\/kwnQ3fnZOOOOIERsa0HsXArwB+\/ombuecJ\/vGv8mEd5Vvkx7U6HbL52SMMTn7zG0u7SgwxHdljfG+N6U6aVcf\/tj2o7yr4\/dj2p0Xtl+2XJQhfYhlPAQ5LWDlntTSa7yr\/Jj2o7xr\/JhOjN3fNKoTXeNf5MI7xr\/JhXoMzUf4M\/1N\/wAgprfxd76\/8gr9VqQMouc1mCHN\/wAguKdRk1q85zng9P1Ox1BOvjQtSveX\/wCp9+bucfRluFofB0Xny\/bKPg6Lz5ftlTqEm0oGFxbEPG5qG0a7WFgiG13NPfB8Xny\/bKPg+Lz5PtlT22\/cz\/ZN1SBwcDGMOOT61DqcDmNYYwQ3iPQnfg6Lz5ftlHwdF58n2yntnuZ\/smakBc5xjGXDafSFDqVdzmuMQy0YCd+D4vPl+2UfB0Xny\/bKe2e5n+yZqwuDgYx45y70qWVoo5DI1gDz1pv4Oi8+X7ZR8HRefL9sp7ad8ta2WkhZIWl7clhy30FcCpA2YyiMbzxynPg6Lz5ftlHwdF58v2ynQmWUmpSk9aKxt6Vm7by9CjvSDoui6IbOeE58HxefL9so+D4vPk+2VfbJnlJrZLvKv0Zj6IbSckelS6pCZOk2DeOtOfB8Xny\/bKPg+Lz5PtlT219zP9s6hRFMSuLi+WZ5e93am1d8HxefL9so+DovPl+2Vetcycflqt9U\/wDJa6y+9mQa1W2lxzE\/4xz2LUW5NKlCEKiEjrPk2X1J5Jaz5Nl9SCtC671tefF7CjvW158XsK5dajjSf4m99aP8QtNZmlMeyzfa8gu6Ucv6QtNdIoQhCoEIQgEIQgEIQgQ1TnU\/9DfzT6Q1Q\/wn\/ob+ad3N84e1B0hc7m+cPajc3zh7UHSztdlczTy1j9jpXNYD6yn9zfOHtVFyrWuxdFYAe3OcZ60GC6eTTbE8dGQzANY0Ne7IDycc1qXZ7NXSSZHNNh2GAt5Angr4qFKGNsccbA1rtw9faursDLcAjLwMODgfUcoMt1+ShZq0Iq8zxjLnedwTdF7n6rewSYwWj++E8Wxkh3i7wMByqo146kJYHhznOLnOPWSgaQudzfOHtRub5w9qDpC53N84e1G5vnD2oM\/XLMlakOidsfI9sYf5uTzSkzH6f0MdCXpJ7D9pMjsjlkla9iKCzC6KYNex3MFUV6FOts6JjQWElpzyQcWjLtr13OG+Q+OR2DmubdhrqMoaHNLfFGRjimpY2STxS7hmPPWonibO+Pc8bWnOO0rNldccsZra5mdjc88LpRub5w9qNzfOHtWnJ0hc7m+cPajc3zh7UCeseT3\/ANTf8go039\/e+vP4BGruaaDsEfGb\/kFGm\/v7315\/AINBChCDN1Wacz1qtaXonyuOXAZwAEnBrE1XpILDXWZWzdEwsGC7hlPX9Oks247ENgwvY0t5Z5qK2kRV5YJGvcTFuJ3fzOPMlB1qNySCi0sbtnmIYxp6nFUjWK9e3DRfMHyEYc49qv1GrJYmqPj4iKUOcM9SsfTiFl1sRh0oZtAQVUrEj9QuROduZG4bfRw5LQSOl1X1oXum\/fTPL3+g9idQShQhBKrmkEMT5HfFaMldrmWNssTo38WuGCgx6s16av8ACU04jhwXiEN\/l9J7U5T1A2qbrToHwx43N39Y7UvHo8jKrqrrj3QFu1rccQE9YgLqLoI\/M2hFx1vyqpz5ja6aQB8py1vYF1Tlc+ey1zshj8D2LpsAELHOiBlY3h60UYDBCd\/7x53O9ay6W46tMqVCFpyIz+Wav1Un5J9IT+Wav1Un5J9AIQhBCS1nybL6k6ktZ8my+pA6hSoQI0P43UPrW\/4hPpCh\/G6h9a3\/ABCfQCEIQCEIQCEIQCEIQZWvV22q9eB5cGvnaCWnBS\/gtT+Wte+d\/tPapzqf+hv5p5Bh+C1P5a1753+0eC1P5a1753+1uqEGH4L0\/l7Pvnf7R4L0\/lrXvnf7VU0kkOsmS46ZsLnnoi13i4AzxCVdrhn1Hp47GI2RPcIcdnLKB\/wXp\/L2vfO\/2jwWp\/LWvfO\/2uaXfMOq1mPsvlM0RfM08h2YW8gw\/Ban8ta987\/aR1rQK9PSbNiGeyJI25aelcvVrK7pv\/r9z+j80CVXuaqy1YpHT2dzmAn9s7s9at8Fqfy1r3zv9rVofwFf6tv4JhBheC1P5a1753+0eC1P5a1753+1url5IaSOeEGJ4L0\/l7Pvnf7R4L0\/lrXvnf7S9W8aVmf4QfKJmMMmM5aRnhhKxancLrknfAc9zmMjaOTNxW+lTbS8F6fy9r3zv9o8Fqfy1r3zv9rvSpZI7l2J8zpYYQ3i7iQ7HFalexHZj3xklvLiMLNmlZHgvT+Xte+d\/tHgtT+Wte+d\/tL6lcnkfdljndG2qWsja3+Zx7V6GAuMLC\/420Z9aWaTbG8Fqfy1r3zv9o8F6fy1r3zv9rdWNL3Q14pXRmGclpxwYs2yfLphx5Z\/xhO93PVatfpmS2C5j2kB0pI+MF0wav39e7xMHRdN\/PzzgKNQ1+Ceq6MQzgkg8WekKKevQRSWXGGc9JLuGGegLPfF1\/G5f0Yx3RedV+9GO6Ltq\/emKetw27DYWRTNc7rczAWotSy\/DlnhlhdZMPb3RedV+9GO6Ltq\/endUvyUIXTCDpGNGXHOEtNroaxzooHPEcYkk442g\/mtarntXjui86r96Md0XnVfvXcvdBDDJsfG7Low+IfKZ6grZNVfFbq131nB0\/Xng1OtNl8d0XbV+9GO6Ltq\/et1CivM6ha7oKFKW0\/vZzYxkgZV0L+6GWFkgNUB7QRzTXdR\/wDXrn9CeofwFf6tv4IMrHdF21fvRjui7av3rdQgwtvdF51X70Y7ovOq\/etK9b71Ywhoc57sAE4USXOhq9LI3xjyaDnKm25hldf7s7HdF21fvRjui7av3psak58cXRwl0j27i3PIJupYFqu2UAjd1FNymXHljN1k7e6Lzqv3ox3RdtX71uKVWGDU+EvhuD4QMWOift6P+y3khP5Zq\/VSfkn0AhCEEJLWfJsvqTqS1nybL6kCHhE76Ot\/YR4RH6OtfYW5hGEGTodnvuS9N0T4t0o8V4wR4oWukKH8bqH1rf8AEJ9AIQhAIQhAIQhAIQhAhqnOp\/6G\/mn0hqnOp\/6G\/mn0AoPEYUrN1yWeGjvry9G\/c1o4ZzkgILIdLrxWDPhz38cb3Z2+pdv06q+WSR0Td0jNjuHUqtSsyVaDdjh0zy2NpPUTwysixct032K7bTpnN2YdjLsnmB\/ZBt0tPr0txiDi53AuccnHYm15mnct2ujrttPaJXOdvIG9jR1H05Wtos0s9IuleZC17mtef5gDwKBm1bhqBvTOxuOAMZyszXbMVrubuSQu3N2Y+9V6vLu1evH0jYxGwvy4ZGUm9pHcfecWkF+TnzuI4rEy3dPTlwycUz+3o6H8BB9W38Ewl6H8BB9W38EwtvMhcyMEjCw5wRjgszXprMMcHe0uwvlawjGc8VZrF2SjRDohule4Mb6yrpFsOm1oS87N5fwJfxJC4+B6QjkYIQ0SO3HHDikobYOnzPktyxmN2128DcD2BLVrmoSMgrTymN5Y6V78cQ0clrVG\/VqxVIyyJuATknrJVyzNMvk6VDPcfgu\/m7fStLcHM3N6xwWapN2l1XWenLPGJ3EZ4E9uE6vP1NQkgsyjUZJY5Gh0gYR4pb1YSkes3DLcldK3bhgijH8pdyytdbWdvVoWRpc1j4StVpZjMyNjTuI5OPMLXWbNL8ktX8nv\/qb\/AJBc6b+\/vfXn8AutX8nv\/qb\/AJBRpv7+99efwCinkIQgxNSq3rd9ofA2WkzBDN+Nx9Kqn0q4+a3EwNENpzS5+eLQOYwtS\/qMWnt3Sskc3mS1uQPWqp9aqQBpy54Ld52DO1vaVrdTUZsui25Z47h2iaCQCFmeAYPzTcsF2XWoLDq7egiaRnfxyevCYdrNNjpA5+NjBJ\/UD2dq5sa1XrNjfMyVrH48Yt4DPLKbp4aaFAOQCpWVZPdR\/wDXrn9CeofwFf6tv4JHuo\/+vXP6E9Q\/gK\/1bfwQMIUKC4NBJ5BAnqEUswDGQMlaR\/McYKVk0mTvRrWTOErY9oGeC0K1qOzv6PPiHByqptRhhlLCHHBw5wHBvrWbJ8u+OXJj\/lkKd5268h6AB4dGGbnH4q0qsIr12RDjtGEu7U4Gy7MOIztLgOAKkalCZxGA7BO3fjxc9iTUMryZTzDilQpWnAhP5Zq\/VSfkn0hP5Zq\/VSfkn0AhCEEJHWfJsvqTyR1nybL6kCXhdoX0hH96PC7QvpCP71KECdTup0WO3cc69GGySAtPHiNoCb8LtC+kI\/vUoQR4XaF9IR\/ejwu0L6Qj+9ShBHhdoX0hH96PC7QvpCP71KEEeF2hfSEf3o8LtC+kI\/vUoQR4XaF9IR\/ejwu0L6Qj+9ShAnqHdTosve2y9GdszXHnwCb8LtC+kI\/vUoQR4XaF9IR\/ekdQ1rue1BzDJq20MOQGkgZQhBw7WdBnjmbZ1Vr97gWkZ8THLC5Oo9zJha0altka7f0oJ3EoQgHah3LmONrNREZZnxmuOTnnlPwd0\/c\/XhZFFeiaxgwBxUoQQ\/um7nZHbn3YXHtIKS1zul0afRLMFe7G57mYa0IQi7vwbp91eiR04WOvxhzWAEcexXeF2hfSEf3qUIhC5rXc9cnjlk1XBjOWgE4BVI1fQp2TC5qrHufIHt2k+JjlhShXZpEuodzEkcbPhIN2O3ZBPF3aVZNq3c3PsMmpgua3aXZOXDsKEJumjrO6jueZE2Nt2EMaMAYPBS\/ur0F7Cz4QjAIxwyhCgTh1nuajc979QZM942l0mTw7FX8I9ymyZguRjpnBxIJ4EcsKUK7pozT7oe52mxwj1BhLjlzjklxTHhdoX0hH96lCgU1Pup0Wak5kd+Nzi5vAZ7Qood1OjRy2y+9GA+bc3nxGAhCBvwu0L6Qj+9HhdoX0hH96lCDD1fus025ZFTpz3nze9v8AP6ErN3QaaH3oI52EWNrGP\/lazHFCF0iaVWdZ06a3Xtd8R7Krmxti63t6yU5Y7qdL1HUGx2ZdtOJwLRj457T6FKFdppu+FuhD\/wDkIvvR4XaF9IR\/epQuTTN7oO6fR7Wi2oYLrHyPbhrRninKfdXojKkLHX4w5rACOPYhCC3wu0L6Qj+9cyd1+iBhLbrHnzR1oQlax82EtP7qtLhgf0s4bI+TJBHUetLnuk010csPfDR0kpc6U8i3KELl9R7LZMsrpVHr+nd8NkdZDcuJdu+J6FbX7o9MLK0MlhsTY3bnud1lShJFzz8VreF2hfSEX3o8LtC+kI\/vUoXV4CcvdTortUryi9HsbG8E8eBOE34XaF9IR\/epQgjwu0L6Qj+9HhdoX0hH96lCCPC7QvpCP70pqndTos1GRkd6NziOAGVKEH\/\/2Q==\" width=\"253px\" alt=\"percentage of completion accounting\"\/><\/p>\n<p><p>These human capital heavy businesses can often be complex while maintaining unsophisticated accounting, which can further complicate diligence. The basis of the accounting, contract terms, scheduled salary escalations, funding status, and so forth are focus areas in diligence. Revenues also need to be systematically recognized each period based on the updated % complete figures. The method you choose to calculate the percentage of completion should be based on the nature of the contract and the terms of the delivery obligation. While using the percentage of completion method, companies can calculate the percentage of completion using either the input or output measures. For long-term projects, the percentage-of-completion method is generally more suitable as it provides ongoing financial insights.<\/p>\n<\/p>\n<p><div style='text-align:center'><iframe width='563' height='315' src='https:\/\/www.youtube.com\/embed\/0h54jw1AOT8' frameborder='0' alt='percentage of completion accounting' allowfullscreen><\/iframe><\/div>\n<\/p>\n<p><h2>Choosing the Right Construction Accounting Method<\/h2>\n<\/p>\n<p><img decoding=\"async\" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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\" width=\"253px\" alt=\"percentage of completion accounting\"\/><\/p>\n<p><p>You can also schedule a demo with Hubifi to learn how our automated solutions can simplify compliance and streamline your revenue recognition process. Explore our integrations to see how we connect with popular accounting software, ERPs, and CRMs. While not as tangible as bridges or airplanes, software development and IT projects also benefit from POC accounting. These projects often involve multiple phases, from design and development to testing and deployment. Using POC accounting allows companies to recognize revenue as each phase is completed, even if the entire software system isn&#8217;t fully operational yet. This method is particularly relevant for subscription-based software services, where revenue is recognized over the subscription&#8217;s life.<\/p>\n<\/p>\n<p><div style='text-align:center'><iframe width='566' height='312' src='https:\/\/www.youtube.com\/embed\/xs8Be8eYDig' frameborder='0' alt='percentage of completion accounting' allowfullscreen><\/iframe><\/div>\n<\/p>\n<p><h2>Percentage of Completion Method: A 2024 Guide<\/h2>\n<\/p>\n<p><p>It means that if 50% of a project is complete, you should be able to calculate 50% of the total expected revenue. As the project progresses and incurs more production costs, the percentage of completion increases, leading to a corresponding increase in recognized revenue. Across this series, we\u2019ve explored the foundational principles, the step-by-step implementation process, and advanced strategic considerations that make this method both powerful and indispensable. Additionally, this method promotes transparency between contractors and clients by offering a structured basis for billing. Clients are billed in proportion to the work completed, reducing disputes over payment and improving cash flow predictability for both parties. Internally, the approach helps management monitor project performance and identify issues early\u2014such as cost overruns or  <a href=\"https:\/\/www.adprun.net\/the-percentage-of-completion-method-formula\/\">percentage of completion method<\/a> delays\u2014by comparing actual progress with  financial outcomes.<\/p>\n<\/p>\n<ul>\n<li>The new revenue guidance under ASC 606 introduces \u201ctransfer of control\u201d to determine when to recognize revenue for completed work.<\/li>\n<li>The completed contract method delays revenue and expense recognition until the project is fully completed.<\/li>\n<li>Contractors need to consider finer points of guidance as well, just as with previous GAAP guidance and IRS reporting requirements.<\/li>\n<li>It is calculated by multiplying the percentage of completion for the project with the total contract price (total estimated costs plus profit margin).<\/li>\n<li>Given the significant resources and risks involved, it is essential that the contractor accurately accounts for revenue recognition and related expenses throughout the project\u2019s life cycle.<\/li>\n<li>In addition, as mentioned, the percentage of completion method tends to clarify financial reporting to the extent that it builds confidence in external project stakeholders.<\/li>\n<\/ul>\n<p><h2>Difficulty Tracking Progress<\/h2>\n<\/p>\n<p><img decoding=\"async\" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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\" width=\"258px\" alt=\"percentage of completion accounting\"\/><\/p>\n<p><p>This method requires <a href=\"https:\/\/en.wikipedia.org\/wiki\/Bookkeeping\">bookkeeping<\/a> careful tracking of revenue and actual costs in proportion to the progress of the construction project. Much of this information needed to calculate percentage-of-completion can be pulled from work-in-progress (WIP) reports, so it\u2019s important to maintain them as well. While this method improves accuracy, it depends heavily on reliable estimates. Working with professional construction accounting services helps mitigate these risks. While many aspects of a percentage-of-completion method remain the same under ASC 606, the new guidance does need to be studied seriously.<\/p>\n<\/p>\n<p><img decoding=\"async\" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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Project management software can help centralize and organize your project\u2019s financial data. If \u201csufficiently dependable\u201d estimates can be made, companies must use the latter, more-complicated method, under U.S. The CWIP balance represents the total amount of income that [&hellip;]<\/p>\n","protected":false},"author":1,"featured_media":0,"comment_status":"open","ping_status":"open","sticky":false,"template":"","format":"standard","meta":{"footnotes":""},"categories":[80],"tags":[],"class_list":["post-2459","post","type-post","status-publish","format-standard","hentry","category-bookkeeping"],"_links":{"self":[{"href":"https:\/\/tworiversco.com\/index.php?rest_route=\/wp\/v2\/posts\/2459","targetHints":{"allow":["GET"]}}],"collection":[{"href":"https:\/\/tworiversco.com\/index.php?rest_route=\/wp\/v2\/posts"}],"about":[{"href":"https:\/\/tworiversco.com\/index.php?rest_route=\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"https:\/\/tworiversco.com\/index.php?rest_route=\/wp\/v2\/users\/1"}],"replies":[{"embeddable":true,"href":"https:\/\/tworiversco.com\/index.php?rest_route=%2Fwp%2Fv2%2Fcomments&post=2459"}],"version-history":[{"count":0,"href":"https:\/\/tworiversco.com\/index.php?rest_route=\/wp\/v2\/posts\/2459\/revisions"}],"wp:attachment":[{"href":"https:\/\/tworiversco.com\/index.php?rest_route=%2Fwp%2Fv2%2Fmedia&parent=2459"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/tworiversco.com\/index.php?rest_route=%2Fwp%2Fv2%2Fcategories&post=2459"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/tworiversco.com\/index.php?rest_route=%2Fwp%2Fv2%2Ftags&post=2459"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}