{"id":1477,"date":"2023-02-03T11:16:16","date_gmt":"2023-02-03T11:16:16","guid":{"rendered":"http:\/\/boncar.com.br\/site\/?p=1477"},"modified":"2023-10-23T18:05:12","modified_gmt":"2023-10-23T18:05:12","slug":"what-are-the-different-ways-to-calculate","status":"publish","type":"post","link":"https:\/\/boncar.com.br\/site\/2023\/02\/03\/what-are-the-different-ways-to-calculate\/","title":{"rendered":"What Are the Different Ways to Calculate Depreciation?"},"content":{"rendered":"<p><img decoding=\"async\" class='wp-post-image' style='margin-left:auto;margin-right:auto' src=\"image\/jpeg;base64,\/9j\/4AAQSkZJRgABAQAAAQABAAD\/4gIoSUNDX1BST0ZJTEUAAQEAAAIYAAAAAAQwAABtbnRyUkdCIFhZWiAAAAAAAAAAAAAAAABhY3NwAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAQAA9tYAAQAAAADTLQAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAlkZXNjAAAA8AAAAHRyWFlaAAABZAAAABRnWFlaAAABeAAAABRiWFlaAAABjAAAABRyVFJDAAABoAAAAChnVFJDAAABoAAAAChiVFJDAAABoAAAACh3dHB0AAAByAAAABRjcHJ0AAAB3AAAADxtbHVjAAAAAAAAAAEAAAAMZW5VUwAAAFgAAAAcAHMAUgBHAEIAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAFhZWiAAAAAAAABvogAAOPUAAAOQWFlaIAAAAAAAAGKZAAC3hQAAGNpYWVogAAAAAAAAJKAAAA+EAAC2z3BhcmEAAAAAAAQAAAACZmYAAPKnAAANWQAAE9AAAApbAAAAAAAAAABYWVogAAAAAAAA9tYAAQAAAADTLW1sdWMAAAAAAAAAAQAAAAxlblVTAAAAIAAAABwARwBvAG8AZwBsAGUAIABJAG4AYwAuACAAMgAwADEANv\/bAEMAAwICAgICAwICAgMDAwMEBgQEBAQECAYGBQYJCAoKCQgJCQoMDwwKCw4LCQkNEQ0ODxAQERAKDBITEhATDxAQEP\/bAEMBAwMDBAMECAQECBALCQsQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEP\/AABEIAQ8BaQMBIgACEQEDEQH\/xAAdAAEAAwEAAwEBAAAAAAAAAAAABgcIBQEECQID\/8QAXRAAAQMDAgMDBwgEBwkLDQAAAQACAwQFEQYHCBIhEzFRCRQWIkFhkxUXMlNVcdHSI1JigRgZM1aUtNRCV3WCkZWhstMkJTU3OEZkZXJzsSk2OUNFVGZ2hJKitcP\/xAAdAQEAAQUBAQEAAAAAAAAAAAAAAQIDBAUGBwgJ\/8QAPxEAAQMCBAMECAQDBwUAAAAAAQACAwQRBQYSITFBUQcTVNEUFiJSYXGRkggXMoEVI6EkQmJyscHhM0RTgrP\/2gAMAwEAAhEDEQA\/APlUiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiYKYKmyIiYKYKWRETBTBSyIiYKYKWRETBTBSyIiYKYKWRETBTBSyIiYKYKWRETBTBSyIiYKYKWRETBTBSyIiYKYKWRETBTBSyIiYKYKWRETBTBSyIiYKYKWRETBTBSyIiYKYKWRETBTBSyIiYKYKWREXkZC84J64SyL8ov0n+VLIvyi\/XT3p096hFcnoPpT22lnxH\/mXaqtkXUdNp+rm0TUui1U0usroi+UVxEvZFsfI48zw\/DSz6QLm9Ooz+s48f3LRuzW+miNmNB0+m6uuvOoKnUsklTWy0XLE7SXMySETW8zM9auLXcznDEfKGNBJy4fbmPYBh2HwNkoMOjkeXW06BuLHe9rC3Hfj+kbkLbOhjFrNCzNqHae2aUvlbpu\/6cbSXK3TOp6qAzlxikb0c0lriMg9D16Hov72nZmG+2a8ahs+kJqu3WBkUtznic9wpY5HFrHvHNkNJGC7GBkZIyF2tVUVtt+pLlR2fUbL\/RR1LxBc2RSR+dsJyJC2QB7Sc9Qfbnqe8z3YLWenNtdQXDcO+32ubNaacRUtho2f8PGXma6nne5pjbSgDMocC5wcA0ZOW3K3LuFQYb6TT0MT5LNIHdfqJtta1234XP6eJ2BQwxgX0hVNc9m4LNY7PqW6aSkprZf+3NtqJHuAqhC4Nkcwc2S0OcBzYwTkAnBxyfQfSv2Qz4j\/AMVeG\/8ArXTO5t8tm4lhutXFUXSmNPWadqGkssRgDWshpnhoYaVwJMbR6zQ1wcM4c6rFfwnLWEVlI2aqoI2PN7t7sDTudtxvbhqGzuI2IUthjIuWhcL0H0r9kM+I\/wDFPQfSv2Qz4j\/xXdRbL1RwHwcX2N8lPcR+6FwvQfSv2Qz4j\/xT0H0r9kM+I\/8AFd1E9UcB8HF9jfJO4j90Lheg+lfshnxH\/inoPpX7IZ8R\/wCK7qJ6o4D4OL7G+SdxH7oXC9B9K\/ZDPiP\/ABT0H0r9kM+I\/wDFd1E9UcB8HF9jfJO4j90Lheg+lfshnxH\/AIp6D6V+yGfEf+K7qJ6o4D4OL7G+SdxH7oXC9B9K\/ZDPiP8AxT0H0r9kM+I\/8V3UT1RwHwcX2N8k7iP3QuF6D6V+yGfEf+Keg+lfshnxH\/iu6ieqOA+Di+xvkncR+6FwvQfSv2Qz4j\/xT0H0r9kM+I\/8V3UT1RwHwcX2N8k7iP3QuF6D6V+yGfEf+Keg+lfshnxH\/iu6ieqOA+Di+xvkncR+6FwvQfSv2Qz4j\/xT0H0r9kM+I\/8AFd1E9UcB8HF9jfJO4j90Lheg+lfshnxH\/inoPpX7IZ8R\/wCK7qJ6o4D4OL7G+SdxH7oXC9B9K\/ZDPiP\/ABT0H0r9kM+I\/wDFd1E9UcB8HF9jfJO4j90Lheg+lfshnxH\/AIp6D6V+yGfEf+K7qJ6o4D4OL7G+SdxH7oXC9B9K\/ZDPiP8AxT0H0r9kM+I\/8V3UT1RwHwcX2N8k7iP3QuF6D6V+yGfEf+Keg+lfshnxH\/iu6ieqOA+Di+xvkncR+6FwvQfSv2Qz4j\/xT0H0r9kM+I\/8V3UT1RwHwcX2N8k7iP3QuF6D6V+yGfEf+Keg+lfshnxH\/iu6ieqOA+Di+xvkncR+6FwvQfSv2Qz4j\/xXluhNMSuEUVma57iA1okflxPcO9dxexb546aupqiXoyKZj3HwAcCVjVeU8CZA9zaOO4Bt7DenyUPiYGGzQtlW3gm4boLdSwV23bampjgY2aY3StBkeGgOdgTADJycDp1XsfwK+GX+9kz\/ADtXf7ZXa0hzQ4EEEZGF5X4\/12YcW9Kl\/nvHtO2DiANzt+y8Alxau1n+a7j1KpL+BXwy\/wB7Fn+dq7\/bJ\/Ar4Zf72LP87V3+2V2osT1hxbxL\/uPmqP4rXf8Amd9Svluv1JFLEGOliewSN52FzSOZucZGe8ZB6+5fnAPetWbL6n22se3mm6XfC7WCtur6qWbb51RSmt+QciQdtceR4zRmoDC2B3M4Oa5+A3OP2Zx7GH4LC2ZkXeXNtIvq4cQADe3E9Bci52P0M5xbsFlaWKWCR0M8T45GnDmPaWuB94PcgildG6ZsTzGwgOcGnAJ7sn34OPuXd1+NTDW17GsrrHcr557L59WRVDJ2Ty83V7ZGeq5p7xjAxgYHcrG4arnb7Rc9RV2tLtao9vRbxHqm31wEslyidzdhDSQgh7qrnGY5GkCI5cTjo65W4nJR4d6eGh5sDYEm97bNNtyb+ztubXshNhdU2Y5GxtldG8MeSGuLSA4jvwfdkf5Qvyro4lqyz3Gv01Xbf3a2y7dPoHM0vbaTEc1sa0M85iq4iS\/zoyEGSVxPa9HAkDApdX8JrzidI2qc3SXX25jcix2FnD+8ORuLnipabi6IiLZKUREREREREREREVz7V8IO\/wDvHYGaq0bokizSktgrq6pjpo6jBweyDyHPAP8AdAcucgHIOKr0vbI71qa0WeUZjrq+npn9cdHyNaf9BWuvKMbg6psO69m2p03ea2z6b0xYaQUlDQ1D4Iud4cOYtYRkhrWtGc4A6YyVx+YMXxGPEKfB8J0CSVr3lzwSGtbbg0EXJJtxsrUjjcNbxWat1tlNztkrxFZdy9J1FnmqmmSmlLmywVDQcEslYSx2PaM8wyMgZC\/jSbQbh1219bvLS6fL9H0FY2gqLj5xCAydzmMDezLu0PWVgyG46\/etT19+uO9vk2rvqHXMstyvO2eqoaK3XCeUvnfGXUzfXcersRV7o8HORGwnJCifDVu3tFd9itYcL++N\/qdM2q\/V0d2tl+gjL2wzNdE4seADjD4GOGRhwc8EtIaTpI82YucLknMIfNTz91KGBx9gW1PY2972cCBvbfYqkSO035hZSPRf2paSqr6mKjoaWWpqJ3iKKGGMvkkeTgNa0dSSegA71orit4WdG8OVg0zcLTuZUajr9UPdPS0rreIGtomx5dOXc5OeZ8QAIGeZ36uDK\/J0WOyt1fr7cuttcFwueiNLzV9pimbzBlQ4PzIB7HcrCzPeA93it3VZxoxgMmO0IMjBsAQW3OoNA3ANtRsTbra6rMoDdY3VfWngV4qr1RxV9PtPVUzJ2B8bKuvpIJS09esb5Q9v3OAPuXuDgB4rTzFu2kR5fpYvNEcff+lVg8CO5evtyOL6kv8ArbVdzu1XcLfcJ5jUVDnR5LMhrY\/osaO4NAAAwArC2OdqjUG3\/Fdb9NT19z1G+tqqeipI5XSTiMuqABG3OQSOcAN7yMBcRi+bs0YRUSQTOgBY2Jx9h9h3r9HEv4Ntcm2\/QKyZpGm2yyduNwq7\/bT2F+qdb7c1lJZonBstdT1ENXFFnoC\/sXuLBnA5nADJAzlVfb7fcLtWwW21UFTWVdVI2KCnp4nSSyvPc1rWglzj4AZW4OFaHcPRGwu++pd3IL\/SaaisBooaC+RzME1Y+N7f0bJ8HJ542dO8vaO8KP8ABjRWvabZXdHiurbZDXXrTkHyNp1lQ0ujjqZGty\/GevM+aFpI6hrZAD6xW5jzrV0dNWektZLJC9kbDHdrXvkAsNy6xaT7VidlW2Y2KrK28CfFZc6Flxi2lq6eN7O0a2pr6SGXGM\/ybpedp9zgD7lItD8Ft63j4ftO7rbR1U9Zf6ivqaC82q4VEUMLBG9wbLC9wbjoG5a4n6WQRjCr3SHFNvdpPc6Ddd+uLleLxG+QzRXGpklpqhkgIdG6IODQ3r0DQA0gYxhWTtbdt6uKwUmw+jKi1aQ0rabhW6lulXSiSNlMyaZ73PkfzEv5e1cyNg5QcescDmFOMVObqOP0iqnhijYWvL2h2kNs7U1zSS53FttJBJVLjKBc2C9A+Tu4pm4PohbGhx6ON5p+v\/5fionxVbFWHh31vZdvbXe6663J1hp7jeKicNbEKqV8jSyFoaCGARj6RcfWHXvC2Pq2k2G4jdLWLYjQO+N8rNZbYaXq6e1T0rn00F3njp4Y+Z8jm4m9aBhIY7OHPIJxkYP3i3r1jvjc7NfteQ0TrxZ7VFZ3VkMJjkqYo3vc10oJI58vdkgDvPRYmTsdzDmDEWPrXBscYdrj0OjNnA9272iS4OAJFtNj1spjfI835Kv0RF62shEREREREREREREREREREREIBGD7URQQHCxQi4svoTsTrIa42usl0fKJKumgbQVhz17aEBpJ95Aa7\/GU\/WEuHfeL5r9TuobzNJ8gXgtZVgdRBIOjJgPdkh2Opb168oC3TTVNPW00VZSTMmgnY2SKRjg5r2OGQ4Ed4I9q\/J\/t37OKrIOaZnBh9FqHF8TrbWJuWX95p2+VjzXhmZ8Ifhda42\/lvNwf9vmF\/REReJcOK5pfLdMDr07+\/wB6ZI6hal2R2s253E28sl23J03S2e6UdXLR6WigrY6B2upGte80by\/qx7ZTGzzlvQ9oI\/pBq\/bLHcbhwGBtTM0ube23HhcWBO\/DfoNzsCR9LPcGi5WWu5F29bT11Tq68TXLTdLp6qNZKJrVS03m8VE8OwYWxnq0NxjB69FYfDnpqx61vd50trDTUM2mqigNVdtQ8zYZtNxRBxbWsld6vLzODXQn+VBAHUBX63Em0OH+nSNu0AOIBHPjY8Cd9gOPAcULrN1KocDOUVvcRul7Boq7WLTGi9P0zdLxUPnVp1I17ZptSslDS+rfK3oAHNLWw98WCCOYlVD3K7hde3FKVtXG2wdcgG17X524HqOI4HdS0hwuEREWwUoiIiIiIiIiIg2O6KQ7ef8An\/pkf9c0P9YYtD+Us\/5T9Z\/gS3\/6rlm7SFyprPqyyXetc5tNQ3KlqZi0ZIjZK1ziPHoD0Vv8aW7Ojd6d8KnXOg6yeptUtspKUSTQuhd2kYdzDlPX2jquLraSd2bKSpDT3bYZQXW2BLm2F+psrRB7wK0trOvkxt4c\/wA9af8A8bQqW4T9oJt699dN6Qez\/eyGpFyuzsZAo4CHvb7uchsefZz59il2g969CWHgj3E2QuVZUM1TqLUsVzoIG07nRvgabfkmTuaf9zS9D4DxXvcMG+W2nD\/tbuNqN1ZU1G5eoKQ2ux0zKQmKmi5fVlMpAAzJIXubnqIG46nC5nRimHUGL+ixO72aocI9jwe1jdfD9LdzfhsrY1BrrdVpjWWqOHrjf15qvYmttXyFq\/TnnNFpDUYPMKttP0kAxj1O0Dz2ZzzRjmaQcgYr2l3U3A4S94LhPDboJqq3zT2a\/WipP6Csia\/lfGXYyCHN5mvHgMgtJaYzslr35uN49HbgVlVJHBab3TVVdKGl7vNjIBUHA6uJjc\/p7Su5xS610TuNv1qvXW3s75bJe5oaqJ0kDoXGQwRiXLSM57QPOfblZODZX\/g9W\/LsjXS0MsINnXLWyAgOAPEav1W5HcKY49B0ciFc1v4x9lNuKys1jsZw0UOndY1cMsMdxrbi6anpO0HrFkLfZnHqjk7v3LOem92Ny9J6wrtb6O1bcrVf7rLI+pqKB3I6odI\/nc1zB6rgXHIaRjPcogrK4cbzt7prefTOp90quSDT1kqvlGXs6d07pJYhzQs5G9\/6TkJPg0rofV3DMAoqieCAyuLdw4ukc\/SDpYNRcbX4Dhuq+7axpstUcdu4+sdL7Hbc7E6x1LPc9WXSkjvuqpZHDnPKSYonhuByiUux0\/8AUA+CjmienkydbOY36WqY+fH\/AH1N3\/6FnfiJ3Vl3p3l1NuGHyeaXCrMdAyToWUkY5IRj2ZY0OI8XFWLwzcR2itAaP1RspvPpiqvm32rz2s\/mhHnFFUYaO0aCRkHkYehBa5gIByQuQOVqrDcr0zYIdUzJmTyMaACTqu5rRsLtBsB8LK0Yy1gt1us55wMrXfBHr7avSm2+72m9bbk0Gjbtq+3Q2q211TG97o2mGoaZGtaOvK6RpIyMkBWRwxaE4E7pvBRyaD1LqC+X+OkqKi12fVFMxlIZ2gEcpMY55Gt5i0EnoHOwS0EYJvMt0lvFfJeo+yuL6qV1ZGGBoZOXkvGB3Ydnp7Fup6umz82owRzJIAwRvJcNLr6iQA1wNwC3c7g8lcLu9BZayvbfvhgt+yG3ekt1dLbsQarteqKsw0FRR0D6UACNzxK1xeT3tI7gs+kkkknJPetI71b3aB1rwq7S7U2G4VMuoNJSc90hfTuYxg7KRvqvPR3Vw7lm1bvJ8mJS4eTixJlD3tu5oaS1riGkgADcKYblvtIiIuqV1EREREREREREREREREREREREROngrV2i4hNWbXclskb8rWLPWhleQYcnJMT\/AO4+7BB8ATlVUi0GY8sYTm2hdhuMwNlhdyPI8iCNwR1Cxqujgr4jDUNDmnqt86N4j9qNYxsZ6RRWisOOaluX6A58A8+o79zs+4KZ+nOiv532j+mx\/ivmmmB4BfL2J\/g8y3U1Bkoa6WJh\/ukMdb9yAfquKm7P6N7y6KRzR02K8r2au7XWvio4a25VM7LfEIKRskrnCCMOLuRmT6reZxOB7SV6qL6+cxryC4XIXfEX4r2rnc7leq+e63evqK2tqXmSaoqJDJJI4+1znEkn70gulypqCrtVNX1EVHXOjdVU7JXCOcxkmMvbnDuUkkZ7iSvVRUGGMtDC0WFrC2wtwsOVrbIRde3UXa6VdBSWqquNTLRUDpX0tM+VzooHSEGQsaejeYtbnHfgZ7l6iIq2sawWaLf88U4IiIqkREVmbPcPG5G+lNdarQNPbpGWZ8LKrzusEBBlDy3AI69I3fd0Wnx3H8LyxQvxPGahsEDLXe8hrRc2Fyep2RVmi0JduA\/iOtdFJWR6btdeYwXdhR3OJ0rgPBry0H7s5PsVDXS03Sx181pvVsq7fXUzuSamq4XRSxO8HMcAWn3ELU5az\/lbObnNy9iENSW7kRva8j5gG4HxReoiIuuREREueClE6ZyiICQoRERLlEREREReVZ9t4b91bptHU71UdopX6cp45JzmpHnDoI3FskzY8dWNLXZ65w0nGFpcazHhGXGxPxapZCJXCNhe4N1Pd+lovxJ5AIqzgqKikmZU0k8kE0TuaOSNxa5jh3EEdQfuK8SyyTyvnme58kji973ElznE5JJPecr8ItyBY6hx4JzuiLz0wevvXVvGkdWaehiqr\/pe7WuCZ3ZxyVtFLCx7sZw0uaATgE9\/sWNNXUtNIyCeVrXv\/S0uALvkCbn9kXJRWftNw47p712W7ag0Ha6WahtEnYyS1NQIRNNy85ijz9J\/KWk5wBzDJ69Kzmhlp5n087CyWJxY9pGC1wOCP3LXYfmLCcUrqjDKOpZJPT2ErGuBdGXC41DiLjhdF+ERFu0RERERERERERERERERERERERERERERERERERERERERERERby8mUB8kbij\/AKTa\/wDUqVg1by8mV\/wTuLn\/AN6tf+pUr5k\/GAL9keI\/5of\/AKsVbOKrq9ccu+uid0L5QVVzt97stsvFVTNt1TQwQ80LJnNDBNEwPBwAOZ3N4kFW3xl6E0ru9sTbuIHStE2KuoKWmre17MNlqKCZzWujkx3mNzw7qTjleB3rJ2qdpdytdby6ls2mNGXarnrL9WGJ5pXshDXVDsPdI4BrW+0knGOq2PxJ1ls2G4QKPaue4Q1V0r6GnsNOBkCUgtfUSgHryhofj3uZ4rwrOGE5byrmjJFXkNkcWKzPibMyCw1wOYzWZWt2tu65Iud78EtxWN9m+GfdXfOOav0dbaSC208vYyXK4TmCnDwMlow1znkZGeVpAz1wptuHwI736BslRqGA2XUdJSRmaojtNRK6eNgGXO7OSNhcAOuGkn3LX+ibpofQPBrpm8VrLuywt0xRT3KSwktqmyTNYal7XhzS0iV8nM4EFoz3YUU2Q3\/2WtdNdKPanTO7uoqcvjkq2yU0tzEDjkDBfM4s5sHoO\/CxcS\/El2o4pimI4rl6kvRUVQYRF3Oprwx1nGSYvBjeeIAFt7fNpHNYk2W2I1nvzeLhY9FVdogqLbStq5nXGokiZyF4aOUsY\/Jyfd0Vt23ydu\/Fe2rM9z0lQup3vZC2eunPnGDjnaWQuIYT3FwB\/ZHQKz+C6WzT8Su7U2n7ZVW23yMmfBRVUPYy0wNZkxOjyeQtOW8vsxj2KDb77tcUFm4lbjaNOV9\/pjBcWR2C00sTn0tVSjlEZ7PHLKJB1eTnBc4ergAd7mLtU7Tcez\/W5WyvV01HFDSRVP8AaWAuBc0Oc0He5ubG+zRuoAba5WdtzdrNcbP6jdpjXlmfQ1nZdtC8EPiqIskB8bx0cMgjxHtwrln4At+2U9uq6KTTNey5SRsAp66X9Ax7S7tJeeFoa0AdcEuyQACru8pNS26TbTRtyrYoWXll2fEwB2SIXUz3TAeLQ9sX+UKweLTcfVm2fDxR3TRl0kttwuEtFb\/O4gO0hjdGXPLCR6riGcue8AnGD1XOu\/EXn\/NOBZWny4yGKrxKaWnk1tLoy6NwaHtO5DTfUQL9E08+iwxq3hk3N0xuvTbNUUFFftRVVFHXNFtkeYWxOzkvfK1nKG8pySMd3jhWa7yc2+QtPn7b7pF9WAT5i2tn5z+zz9jyc3uzjPtx1Vr+TyvVRrGq13q7Vd5qLxqaPzGhFZWymWoZRfpXhgceoYXgkjxY3wC96u3u4ebXvTUymLdyfWlNc30pooJ5nxSzNdy9kym7fkdGcdG8gBB7lRnHts7V6HMtRk\/Bw10+HwsdNIyn7wTSFocTpc5vdRb21WJHNSAALlYO1lovVGgNS1mkdXWea3XWheGy07xkkEZa5pHRzXDqCMgq9tEcA2++sbRDeattj07FURiSOG61MoqHNIyMxxRv5PucQR4K59zNRaG3L4q9maq6aJ1BZJRUVMdW3UNtFIaox4fRcoLjzgT84+9zR17l54+Nwt59H6h05SaKu14tNgnpHvkqLdzRiWr5yCx8jRnIby4bkA5JwV0Nd26Z\/wA1zZfyzgbIMOr6+B80sk+7GmMuBawAkHVoLhe5sR8VFhxKyrvDw4bp7GebVOt7XSyW+rk7GC40M5mpXyY5uTJa1zXYBwHNaTg4zhW5pqycTk\/CBW1ln1dpqPbh9FWzyU0jni5ClbM8TQtIiLQ1z2vOOfucRkA4Ui1xr3i31Nw6V1BuPs9Z6rS8tqbLU3+4VEUNaGNIMdSYu3a4ShwYQOyyT\/cnKn+gznycdf8A4AvH9bnWszf2nZknyvhTsfbQ1VUzE4oHPi0Tx298DfupR04jjbeymyxltFsbuLvfd5rToW0xytpA01VZUydjTU4cTy87sE5ODhrQTgHorirvJ2b70tbTUdNddI1kVRzc9THXTiOAhpdh4dCHdcYBa13UjOAr+4OWS2XhEr7zoGlhqdTyOu1Q6LAe59cwuEDHD2ns2wkN9vN7yqw4MdzuIHVO98tr1Zer\/dbPJS1Try25Nd2dLIGExkAgdm\/tOVoaMdHHp06VZv7be0jEsSzNWZYqKWlo8FLozHM28sxaDd4v1I9gbA7DclAGkAFUueE7c354m7HuuGnfSF1u+U+287m807HBOObseYu6d3Lj3rcvFvsPrTfnROntN6MrLPT1dsuQq5nXCokiY5nYvjw0sjeScuHsHcsqcdd51DpriQkvNhulfa6p1ipI2VNLM+F7mnnDgHNIOPZ3\/er\/AOP2\/wCr7BtVpe76TvN0t7vlpjKipt9RJEeR1NJyhzmEdC4dM+0Lhc547nTOuYOz\/MDK6GKaqj1MJj9lkxaDI54Bs5rrtAbyIPVOoVHcKGm+KB2jtV\/Mxq3TFvtLLjJRVsF1fIXMqmRNzNAGwvDSWOYMnv5RlvqhZ20nt\/rXcjWXodpO0yXa9TySFzWOwMNPryPccBrQT1cT7R7Thbn8nK90mz2r5JHF0jtRSlxJySfNIOpK5\/k6qCyl+4907KJ12bc4adz8DtG0x7RzWjwa54dnxLB4LvMR7ZMRyBieecUipIXy0bqZrS1gaXukAbqle32nhpN9zw2+KgDh8VUsnk6d9mWzz1l80hJVAF3mYr5xIf2Q4w8nN\/jY96z7qXb\/AFbo7WT9B6ptT7ZeWVEcDoZu7LyAx3M3ILDkEEZGO5aRte7PE9PxTtssl01CZDqM08tncx3mjaDtuUjsyOUR9kM8\/wDjZz1U+8oRbrDHrfaq6xNjbeZ6uaCXlA55KZk1OWc3ua578f8Aact3lPtc7QcCzbRZazdUU1Y3EKZ88bqcWMJawvAdbYtNiL2\/fYhCB\/dVTVXk99\/aa40VBHUaWqG1pf2lRDXy9lShoHWUuhDhnOAGhxOD06ZUE3u4X9zNhqelueqxba61VkvYRXC3TvkiEpBIY9r2tc1xDSR0I6HB6LYXlAdx9caB0dpSDRepK2zG6XCoFVLRydnJI2KNpa3nHUDLySB34C\/G+V2uGruAJmo9Qz+eXGqtVmqpqh49Z0xrKcF\/3kE5+8+K4DInb\/2o1cOXMx45LTyUGJVLqUxtYWyAh+nWTwFuQBtYb8VOgA2XzjRB3Iv0UPFUIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIr94YOKOn4dKPUdLPoaXUPpBLSSBzbkKTsexbKMEGJ\/NntPdjHtVBIuXzjk3Bs+4PLgOPw97TSW1Nu5t9JBG7SDxHVSDZbdvflM7hNQSRab2fp6WtcCGTVt6M8TD7CY2QsLvu5h96yjuduvrjd\/UjtUa6vDq2pDOygiaOSGmiznkiYOjBn95PeSogi5HInYjkPs1qXV2W8PbFORbWS577dA55cQDzAtfmlytBcPfGJq7Y+0+h1zscGpdLcz3MopZzDNTF5JeI5MOaWkkksc0gkkgjJVgau8oA2m0zPp3Zbayi0hJVFzn1pdH+hc7vfHDExrefwe4nu7iseotbjH4fOzrHsadjtdhwMz3B7wHPbG94Nw58YcGOPW7d+d0uti+Tammqdy9ZVNRNJNLLZmSSSSOLnvcagEucT1JJ7ye9WTrfj6Ztvr7Vmg9Q7cvuj7FdJqajqqOvEImiH0RI17HcrhnBcCQcfRCzZwhb8aN2E1Zfb5rOgvFVT3O3MpIW22GOR7XiUOJcHyMwMD2Eqt95dY2rcHdXVGtrHFVR2+83GSrpmVLGslax2MBwa5wB+4leL4p2C0Wfu2PFq7NeHOfhrqaEQvDixutpaHBpY4H9NwQdrKq9hYLr7779a0391Iy96oENJR0jHxW63UxJipGOOT1PV7zgczjjOOgAwFY+\/vF\/Tb3bZW\/b2Pb+WzOoamnqDWuuoqA\/so3Nx2YhbjPNn6XTHtWbkX0QOyXJ7BhYiogwYYdVMGlzRGTa5sDZxNty69zuVTc81Ntod39abJ6vZrDRdTCKgxGnqKapBdT1UJIJjka0g4y0EEEEEZB71qf+MQ0dk6k+YOnGqux7E1nn0IyMdxn7DtOX9n92fasRItfnXsRyP2g14xTHaLXPp0l7XvjLme68xubrHwdf4Jc2U53O3l1xuzrsbiakrWQ3SDsm0Yow6KOiZG7mjbDklzQ1xLgSScnOcrTe3vlIbtarJDbtxtAi8V0DeQXC3VYp3T4GMyROaQHdOrmuwf1QsVopzR2I5DzhhdLg+KYe0w0o0w6C5jox0a5hBA6i9jxO6XV\/cRHF\/rPfehGmKa0w6f0wJWTPoYp3TTVT2nLTNJhocAQHBoaACATzEAj3LBxbU1k4bKjh+OgZJ5ZrfWUIuwuoa0dvM+Tn7HsT9Hnxjn64WdU96R9iORIMGpMAhoGtpqaUTRtDnC0reD3EG7nddRN0JJVycO\/E5rDh9uFRHbqGC72C4PEldbJ5TFzPAx2kTwD2cmAAThwIHUdARdO43lHdS3ahgpNtNFR2KdszJqiruM7apzmtdkxtja1oAdgguJzgnABORjJeViZk7AuzvNuOnMeMYa2SpdbUbuDX2FgZGAhr7f4geA6IXFaH4leLCm4hdG6esB0RJZa21Vbquql88E0TyYizlYOUEA5J692MdVP9qfKHXbSWkaXTWv9Dm\/1NshZBS19LWiB8zGjDWzNe13rdMF4PUD6Oeqxx7corVV+H7s+rMAp8szUN6Wne6SIa3h0bnG7tL9WsA9L2tboi0hw7cXlNsPpW+6bm2+kvZvV0kuQnbdRTCIOiYzk5DC8u+hnOR34x0yau2t3s1ns7rmbXGjKiJklVzsq6Ko5n09VE5wd2cgaQTg4w4EEHuxkhQBF0UXZRlCOXEpXUbXfxANbUBxc4SBgs0EEkCw6Ab78UuVu2XymVAbOCzaGo+VeXHIbw007XePMIuYju6co8MrJ24e8ur91Nw4NxtbyxT1lPLD2VNTtMcMEMcnOIYwS4huS7vJOXEnJyoGi0mS+wbIHZ9Uy1uAUAjlkaWFxe95DDxa0vcdIP+GyE34rQXE5xU03EVabDa4NCy2B1kqZ5y99zFUJe0a1uMCJnLjl8Svb1RxcUupOG6LYFmgJaeSKhoaL5VN0D2nzeeOXm7HsR9Ls8Y5+mc9VnJFk0fYlkjD8Nw\/CaejtBQSmeBut\/sSl2ouvqud+RJCXKIiL1dQiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiiyIiIpRERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERO7qVcWluD\/iU1jZI9RWHaS8S0E0YliknMdOZGHqC1krmvII7sDqv6cHdg01qbiV0JaNWQwz0D7iZewmGY5po43viY4HoQZGt6HocAe1fRjjH3m4ldl7hp2+bPaCpb7pURvdeZfk6WreyUOOGPETg6GMsHSTGOboT3A+WZzzriOEYvBgmFMj72RurVK7S3ibAbjc25njbqseWUscGtG5XyY1XpHVOhr3NpvWen6+y3SnAMlJWwOikAPc7B7wcHBHToVxu0j5+TtG8x9meq0HxH8QusuL\/cnT1pt2k6a3Bs0VostqD4zUOrKh8bHNkqHhv0peVoBLWAAEgHmK31ctlNxZuAmPZyLSrXa0bp2GhNt87p89u2Zriztufsu4E558dO9XsWz\/AC5co6I4tCxs8zg17BIPYaSbv4G7Rz3tfbUVLpiwDVxK+QiK0bXwx753rcy67O2vQrp9Y2SmbW19s+UqNphhcI3B3amURO6TRHAeT63d0OJLbeB7iduFReqeXbZ9CNPt5q2WquFM2IO7MScsb2yFsp5SCeQkDuJB6LsJsz4LT2EtXGLgOF3t3a62kgX4G4t1V0va07lUSisPaLh+3d31qp6fbLRtTdIaQgVNY97IKWAnuDpZCGl2CDyty7HXGMqd1XAdxXU98k0\/DtPPUzxwioE0VyoxTvZnl9WV8rWF2f7jPPjrjHVKrM+C0M7qapq42PbxDntBHzuU7xvVUnpvTd+1hfqHS+l7VUXK7XKYQUlJTt5pJZD7AP3E57gASegXX3F2u3A2lvw0xuNpirslydEJ2RVHKRJGc4exzSWuHQjoehByprtHY97NrOI+06d0VpqB+49luEtLHaamogdFJKIXmSF8natjLTHz5IkHuOcKzuKSycVm+u+OnNJbg7YUNm1RcbbIywWKiudI5r6dgfJK8zmdzOYljz6zm9GgBuep1dZmN9NjEUPeQ+iuiMhJeA\/a5BAvuyw\/VwtffZUOeQ4X4WWUWyxOdyNkaXeAK\/S+unFzsduRuXwt6Y2\/0HpNtx1JQVFqlqqQVdNCWCGmeyU9pLI1hw5wHRxznIyvkzfrJdNMX656YvtL5rc7PWz2+tg7Rr+yqIZDHIzmaS12HNcMtJBx0JVnJWdabOFO+RulkjXEaA4OOkWs7gDYk7bW+KRSiUXXorXPBPwe6D4ltL6lvur9RX23S2W4RUkLbe+INc10XOS7nY7rlZGX0z8kz\/xea9P\/AF3T\/wBXCwe1LFK3B8ty1dBIWSBzACOO7hfkqalzmMuF8\/8ATG1GstxNfVu3u21gq77cqeWpLIYuUEQxSchke4kNaAS0EkgZcB7QFwNUaY1BovUFdpXVVoqLXdrbMYKukqG8r4pAAcH2dQQQR0IIIWgOFfUO9+m+I7UdfsPo2h1VeTT3AXC11dXFTsloPO4uZwkkkYGuEhhxgk9T6pGcQ7eCx72br8St5sGstK08G41+uEUElopqmARxv7BnZRNl7Qx4EQZ1Mh95ytnS47UjF30dQ+MQNha8nWO8BsLlzb7NtfewHDfdVBzi6x6KnEV70\/A5xSTasi0bLtZPT18lL566R9xpHU0UPMWhz5mSuY0lwIDM85wSGkAkV7uts1uTsnqBumtytMT2isljM0Di9kkNRHnHNHKwljx3ZAORkZAytxR5kwfEJhTUlVG95FwGvaSR12KrD2uNgVCkVjbS8PO8W+NRLHtromrudPTuDZ6572U9JEfAyyFrS79lpLvcu9utwib\/AOzNpOodbaFkbZ2fytxoamOqgh\/7zsyXRj9pzQ3r3qZMxYRDVigkqWCbhpLhqv0tfj8E7xt7XVNqRaD291pudf26W0Fp6pvN1fC+cUtOW85jZjmd1IGBke1R1at8mdj+FBSg\/YVf\/wDzVvM2KS4Lg9RiMIBdGwuAPDbqokdpYXBZ\/wBxtp9xtpLlSWncfSVZYKqthNRTx1IH6WMHlLgWkg4Psyomeh6r67+UW2Zg3N2MqNWW6h7W+aFc+6QvZ\/KGjIHnUf3cgbIR4xBfNThs2iqt8d59OaAigkkoKmo86uj2g4ioYvWlc4+wEYYD+tI0e1crk7P8GP5fkxessx0OrvAOAtuCL72I\/rdW4p9bNZ5JBwz78VOiPnGi2yu5038nG7C4nkEZowwyGbq7PLyDm7uoVZZJ7wvuzv5S0tBw67i0FDDHDT02jrtDFFG0NbGxtFIA0AdAAMABfEbQ23+tdzNQQaV0Dpmuvl1qBltPSsB5W\/rPcSGsaPa5xDR7SFidn2fpc2U1XV17WRMhItvYBpubuLulvgqYJu8BceSj6EgDJWhdRcAvFNpqwv1BVbctrIoY+1np6C409RURNxk\/o2vy8jwj5z4KOcLO0+4G429unBpHTT68aVvltut5a+ohgNLSRVkfavcJXtLiMHLGguOMALrn5rwiShmrqWoZI2IEmz2\/sCeVzsPntdXjI2xIKpxr2P8AoPa77jlbL4bOCvb7ejh8ue7modSX+juVDJcGMp6N8IhcKdnM3PNGXdfb1V9eUd2D3S3aZo257ZaPF2pdPwXKW5vbWUtP2DXdi5pxLIwv6Rv+iCenvGfd4BI3z8E99jgjc98lRegxjGklxMQwAO8n3LyvMPaHLi+U4cWw2QQzGZoc1rg5zRd4s42B3DQdwFjPm1MDmr5XY6nv70V7VXBDxP0ui3a8m2uqxRNh86dSiphdXNhxnmNMHGTOP7jHOPa3vVH09FWVlVHQUdLNPUzSCKKGKNz5JHk4DWtAyST0wAvYsNxrD8UjL6SdkmnZ2lwdY\/G3BZTXh3Ar+KLQ9h4AuKrUFkZfYNthRsmjEsNNXXGnp6l7SMjMbn5jP7MnKR7QFSms9D6w26v9RpbXWm6+yXal\/lKWrhLH4z0c09z2nHRzSWn2EqmhzDhOKTOp6KpZI8cQ1wJ+gKB7XGwK4a1FwQcKmi+J1+tW6wv96tno18m+b\/Jzom9p5x5zzc\/Ox2cdg3GMd5VX7QcMu9m+kM9dtxouWtt1M7s5bhUTx01K1+Poh8jhzu7shgcRkZxlb08nHsnufshqDdOw7m6TqbPPVR2N9LI5zZaeqY01wLopWEsfjIyM8zeZvMBkLhe0rNsGHYLUw4dVtbVM0bNcNY9tt9tzwvdWZ5QGHSd1809bWSn01rK\/aco5XyU9qulXQxvkxzubFM5jS7HTOG5OMLiqVbr\/APGnrT\/5iuX9ZkUVXouHSPmo4pJDclrSfmQFfabtBKIiLNUoiIiIiIiIiIiLpaapNSV2obdSaOguc19fUs+To7Y2Q1ZqAQWGIR+vzgjI5eoxkLeWlfKHbybLali234nNt3VVRRNibWVUOKavjic0Fspj6xT5GPolgPXrkYWNdld4NT7F7iW3cbSbIJquhLo5qacHs6qneMSROI6jI7iOoIB64wfoRQeUE4R9w6Cmuu6WhKmkvNvaOzhuFjjuPK7vPYStDvVz+sGdfZ7V5B2kU9RVTxsnwv0un0n2mEiRryeRAuB9QefBYtRckDTcL0\/KB7Y6PoNB6f4o9uaGnsuqrPc7dWMr6enbG6pY97XwSSxubyukZIIyC5ucZa7IAAsW4bwbkRcAUW8cGp3jWJ07DXOunm0Jd25ma1z+zLOy7s9OTHuWN+Mrjci4iLZSaD0TYay1aVo6oVc8ldyiprpWghmWMJbGxuSQOYknBOMdZjwoccO3OjdqW7E7+WSrrbFTxzU9LXR0oq4X0sji409RFnm6F7g0ta4cuAQMAng58mY56r0c1ZTd7LDNq0Gzn9z7lzuRffTyB+Fha7p4YDZf18nPrrVe5vFZqrW2ubw663u56UlNVVuhjiMnJNSRt9WNrWjDGNHQDu8V3uN\/jS3g2\/3avG0+39Zb7XabdSRxVT3UbJ5qp8sQc\/JeCGtDXgYAz7SeuFAdoOJLh82g4tNabmactVfbdAXKzC22ilt1tDXNfilLj2JI5Gl8MrupycjI6qkuKvdDTG8u+Wodw9ICs+SbmKcQCrhEUvqQsYctyQOoPtXV0WV48YzeK2sodNN6OzS17fZa6zbNtw1NFxblZV93rl1Fuy+jOpNRycKHAxar\/tTZqOWqobVbiyR8XPGZ6pzO1qpQPpnmkc7r0zgdyjPADxU7r79XjU+l9yvNrkLRSxVkFzgpG05aXvLTE8Mw05xzA4z0d396pvhd4+9HaX23ptmOIOw1Vzs1HAaGluUVK2qY6j68sFTCTlwa3DWuaHEgNBGQXGYDyhvDxtJebfprYzaF7NLzVJlvdXTUUdA97S04dBGSDI8E9e15RgEDvyOGrspYoyCuwqXC3TVMkjntqOWm99j1NjtfcmxVkxEXbpVc6aP\/AJU6QZ6elld\/UpVJ\/KS671btlxDaF1voW8OtV8tmn5jS1bIY5TGXySxu9WRrmnLXuHUHv8VFtw+Jjh9quMXQW\/OiqOtjslvpXz6ilhthhqZ6x8c7OYsJHaPDXxAuzjA6E4Vf8c\/EDoHiH17YdS7fC5ikt1pNFOK+mEL+0MrndBzHIwR1yu1w3CK3EcbwyoqqVzYRSd0\/UNgRrbZ3z426EK+xji5pI5LcPF7vJudttwraX3C0LqaS16gr6i0tqq5lNBKXtmpnvkyyRjmDmcAejR7vBYF2E252z4gNS61vu+2+9s0NcHVMVxbVV9TSUpudTVSTvqXBsrmNPK5rSQwYHaDoOgWjtl+O7Y\/UGzlv2h4l9MVFUy0UUFF2z7f59SV8UAa2FzmjL2SgNGfVxkZ5uuBhXX1dp+5681LctI0TaSwVd4rqi004j7PsKJ873QR8ufV5YywcvXGMKch5er8PhrMHdC6ln1EtqA1pBbqFmgnYiw4cBe+xUwtc1pZwWpNfcJ\/CpprRV71BpvjB03fLrb6Capo7bDdLc99XM1pLYmtZKXEuIxgAlXj5JnI2816CP\/bdP7P+jhfMxbL4EeLLavh00nqmybhC8+cXe5Q1dN5hRiZvZtiDTzEuGDn2LPzxlrGDlaoozO+slc5hHsgEAOF7BvH91ErHCOxNyuj5N0A8Xutcj\/m7d\/8A9lRrzqT\/ANKdD7tTUn9RYqz4P+IDQex2\/wBqLcrWzbmbPdLRcKKDzOmEs3azVlPMzmaXDA5In5Oe\/C\/V54gNBVvG9HxBQC5nSrLzT15zTAVPZMpWxu\/R83fzNPTPcsOvwTEZMwYhO2FxY+jLGkA2LtI9kHr8FGh2s7clrXj34rd2NhdcaR01tvV0FHBWUL7jWyVFIyd1RiXkbF6w9VuGuyRgnm7xhefKWU1DqLhd0zrGtoIhcmXegqIZGjrF29NL2jAe\/lPTp4tae8LJ3HRxCbfcQ+v9Oak2\/Fz80tVpdRz+fU3YuMhmc8YAccjB71YvFfxgbQ7z8PVm2w0cL58sUFVb5pfPKIRRFsML2Pw4PPtIx06rnsIydV4e3AqqGkLJmvf3xAIIGrbWflwvy2VtsThoIC2U2n0RsjwvaessW40W3tuFto6WPUMdLHKWVErA98ga5rmF8h5zzOBALvHCiGgOJDh30vpiv0tr\/iut2vaet5mia808THiFzS18TuzjAkYf2gT1Iys07G8dO28+01JsRxNaLqb5YqaBlBFXwQioY+mjIMQnjLmvDmcrQHx5PqtOAclSa78anCxsdo256d4WNs3TXO5gyec1dFJFSslxytfK6dxnkLQSQwADvHM3K5qfIuMMnmoammmfM+QuD2hmgi\/6jIQXNPO3+6pMTgTcLCeuaPT1FrW\/UukaxlXY4bjUst08ZLmSUwlcInAnqRy4WkPJnf8AKhpP8BXD\/wAGLLNbWVVyrai5V87pqqqlfPNI7GXyOJLnHHTJJKuzg13k0fsTvVDr7XHn\/wAmR2yqpD5lAJpO0k5eX1SR06HrlfQ+bKGpqMsVNHEC+QxFotuSbf1WbID3ZAX0kpd547Txl6i2L1DK2S26n05RV9tEpy1lXG2QSxYPski6\/fF+0ofsjsPYuDKi3g3f1IyHzGGed9n7N4LhaI2iWNnX6L3Sv7PB9sTD7RjE\/ExxK2rXXEva98top6+D5EgoHUb66DsnGeBzi5rmhxywghpGeoJCsbjO45NN78bZ2Xb\/AG6hu9DFVTx1uoRUwiIPMbcsp2kE87O0POT06xs94XiTchYy0UVJSscyGrjjFQPdMdib9CR9TdYvcv8AZA5jdan0drS+7i8A2q9c6lmEt0vumNS11QWg8oc8VR5G56hjRhrR7AAop5M\/T2l9L8OV33EkdTxVtxuNY+41ZbzOhgpmgMYcZOAOZ+B+v3KmNuOMvZ3S3BxWbGXP5dGpZ9O3e1s7OgDqftqgTCP1+b6P6RuTjp1VacHvGfU8NzLjpTVFhqb7pC6zecvipXN86pJ+UNc+IPcGPDmhuWuI+iDkdQaX5IxmTCcWo6OBzQZ2ua3hrjaX7NvsdiCOtlHdO0EBbJ0FxCbQaR1XVaj1JxwDVNBWB\/Paq+hp4qeNx+iYjFE10fL4ZIIznJ6jO2ud67DYuOGx6m4a9fUL7Rr2tslFqKSggiljndJWtjnhPaMPKXNaxxc3DsvzkFTm28UHk99qq+fcTbPa+tn1ROyTs4YLXJG6J0gw4Azv7KEHJBMWehOAe44w3S3y1RudvHLvHPFDbLhHW09TbqenwY6JtO4Oga3I9blLQSSOpJPQHA2WUsnT1dbPKaaVkToSw98I2hzjsBoa0XDTYh1+XVVRREk7Lf3lJt791do2aLtu3WrpbLS6ggucVxYykp5vOGtELQMyxuLcCR\/0cd\/3Y63k67o+w8H1feoYhK+33C7VLGOOA4sY1wBP7lANSccvCtvbti6DebQU51NQUc3mlJUWoVkbKt0WOemlGeVpdj6fKeg78Aqv+FrjC2h2g4bbptVq8X35brJLk+PzWhEkOJ4+VmXc4Pf39Oi1By3iTsoDB\/4e5tRHM3WdI\/mC7zcEbkNBAvv8CqdB7vSRwKvHgE4pt1d\/9V60sW5NVb6qG3UsFdRGnpGwGDnkex0Xq\/SbjlwXZPQ9TlQzhY2v0fV8eO8NyqqKnedIVtXUWmmc0ckMs85aZGjxY0uaPDnz3gFUFwJcRe3nDrq3VN63CbdPNbxboKWm8wpRM7tGSlx5gXDAwR16ri0\/FNWaC4rtSb97cwz1FrvV0qXy0NWOyNZQSkExyAE8jgWtcCM4c0ezIXQVOS69mJYtS4RD3UcsDQwj2WlwLC5oPC5Fwfmb81UYnanBqvfiY48t+ttuIG+aO0nHbqKx6cq2UwoaihbI6ubyNcXvefWHNzdOQjAx3qyfKUaXsequHTT26FwtTaTUFurKPsXubiVkVUz9LTuPtAPK7B7iz78+q7jg4IddVNJr\/Xm388eqqBjeybXaeZVVLXN6gMmZzMcAfolzm48AsucYnGTceJept+nrDaqqyaPtMrqiKkqHNNRWTkcolm5SWt5WlwaxpIHO4knpy6\/AMvV9XimHNpMONI6m\/wCtIdtewH\/tffrx6KGREuFhYhbf4o9y73wg8NemKTZ200bD5zS2KCrkgD4qOMwSSGctHque90ePW6EvJOegP8PJ\/wDEruZxB6d1VT7k0UNRUabnpG093gpxA2rE7ZS6JzWgMD4+yaSWnulbkDoXUrsV5QTbC57Z0203Etpqasho6RlEa8UQraWuhjADO3iPrNkwG9Q1wJGfV7lPtFeUR4T9Cee6S0joe8WDTdCY3ULqC1RsZVyu5u1d2QcCwANjw5x5nZOQOUZ5uvyritNhdRhM2FOkq+81ekDe7bjgeJv0B53IuFQ6NwBba56r5zbsdN1NZj\/4huX9ZkUVXb1zeKTUWt9Raht\/aea3S7VlbB2jeV\/ZyTPe3mGTg4cMhcRfVWGxuiooWPFiGtv9Ati0ENAKIiLNUoiIiIiIiIiIiIiInBERERTdEREuoRERRYKUREU8FCIiKbniiIiKERERFPxRERRZQiIinndERERERES5RERFFuaIiIp3KIiIg24KURERQiIiKURETgoRERERERERERERERPipRERFCIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIi7Op9Hap0ZWig1TYay2TOzyCeMhr8d\/K4eq79xXGX021Dpuxartktm1Faqavo5vpRTsDgD+sPaHD2EdQsXb+bAVe19QdQaffNV6aqZeUOeeaSje7uY89Mt7w133A9ep+ZOyP8SGF5+qW4Pi8Ypqx36bEmOQ9Gk7hx5NPHkVxuA5vhxV4gnbokPDfY\/8\/BU0iIvpobrsuKIiKURERERERERERERERERERERERERERNuaniiIiKERERERERERERERERERERERERERERERERERERERERERF0rDpvUGqK1tt07Za25VLiB2dNC6Qj3nHcPecBY9VV09FC6oqZGsY3ckkAD5k2VMkjIml7zYDnyXNRXZZ+ETdu4Rtmr47TauYZ7OorO0e33Hsw4f6V0P4Ge4\/wBv2H\/75vyLzio7aez6lkMUuLQ3HR1\/9Fp3ZiwtpsZ2\/VbMXpXqz23UFpq7JeKSOpoa6J0E8TxkOa4Yx9\/gfYeqzL\/GM7G\/zd1p\/QaX+0IfKM7Gnp6O61\/oNL\/aF+VVPlnMNJK2eCFzXNIIItcEbgjfkvG2YHikbg5kTgRvy5fuqC3G0ZVbfa0u2kqvnPmE2IpHD+VhcA6N\/vy1w\/fkexRtSriD4mNr91NQ26\/6XtV\/ppaejNNU+eUsLOfDy5hHJK7OOZ3fjvVUfOdpz6qt+G38y\/UTIvajhVflyjnxyobFVFgEjXcdQ2JP+a2r5Fe1YZWOlpI3VIs+24+P\/KlqKJfOdpz6qt+G38yfOdpz6qt+G38y6z8xcq+OZ9T5LO9Ji6qWool852nPqq34bfzJ852nPqq34bfzJ+YuVfHM+p8k9Ji6qWool852nPqq34bfzJ852nPqq34bfzJ+YuVfHM+p8k9Ji6qWool852nPqq34bfzJ852nPqq34bfzJ+YuVfHM+p8k9Ji6qWool852nPqq34bfzJ852nPqq34bfzJ+YuVfHM+p8k9Ji6qWool852nPqq34bfzJ852nPqq34bfzJ+YuVfHM+p8k9Ji6qWp18O9RMbmadPdFW\/Db+ZWfs\/vbw76RqBfdwdP6ovVyZkQUrKCmfSQ\/t+tODI7wyAB4E9Ro8xdreXMEw99ZTS+kPH6Y493OP72AHUk7LHqq9lPEZGAuPIDiV1NF7L7l6+hZW6d0tUvopPo1k+IYHDxa5+OYf9nKsih4L9xpmF9fqLT1K7vDGyTSn9\/qAD92VIWeUX2KYwRs03rNrWjla0UFKAB7v90dF5\/jGtjh\/wA3tan\/AOhpf7QvkvH\/AMQvadiE5dhdGynjHAaQ937lxtf5ALhKrHMxzO\/kQaB0tc\/VQq98Im7FqjdLRfI12Y3uZS1TmyEfdI1o\/dlVNqDTOoNKXB9q1JZau21TBzdlUxlhLf1gT0I946LRw8o1sb\/N7Wv9Bpf7QuNqnjp4ZtbWx1n1ToTVtwpXA4bJb6bmYT7WPFSHMPvaQVvMn\/iMzxR1DYszYcJoid3MAY8Dra+l1ulh81lUGPY5G4NrKbUOo2P+qzxg968Liai3L27ju9QNKfL8lrJBgNxpoY5wPBwjkc048RjPgFzfnO059VW\/Db+ZfVtL2mZVqYWzGsa3UAbG4I+BHIrt2VcT2h3C\/XipaiiXznac+qrfht\/Mnznac+qrfht\/Mr\/5i5V8cz6nyVXpMXVS1FEvnO059VW\/Db+ZPnO059VW\/Db+ZPzFyr45n1PknpMXVS1FEvnO059VW\/Db+ZPnO059VW\/Db+ZPzFyr45n1PknpMXVS1FEvnO059VW\/Db+ZPnO059VW\/Db+ZPzFyr45n1PknpMXVS1FEvnO059VW\/Db+ZPnO059VW\/Db+ZPzFyr45n1PknpMXVS1FEvnO059VW\/Db+ZPnO059VW\/Db+ZPzFyr45n1PknpMXVS1FEvnO059VW\/Db+ZPnO059VW\/Db+ZPzFyr45n1PknpMXVS1FEvnO059VW\/Db+ZPnO059VW\/Db+ZPzFyr45n1PknpMXVS1eVERubp0nAirfht\/MvYotydIurIG3Ft0ZSOlaJ3U8LHSiPI5i0OeAXYzjJHVUydo+Vo2F4rGG1zYE3\/bZQ6qiAvdaF2I2BuO6dSbzeZJ6LTdNIWyTMwJKl4PWOMnuH6zvZ3d\/dtLS+k9OaMtMVk0xaKa30kIADIWYLj+s93e9x9pcSfeswWTj+4eNNWiksFl0jrGloaGMRQxMoKXDWj3+cdT7ST1JyV738Y1sb\/N3Wv8AQaX+0L87O1nOOc+0zEnl8T2UbSRHECA23JzgD7Tjxub2vYLybHTjWMym8bhGODRw+Z3Wp0WWP4xnY3+butP6DS\/2hP4xnY3+butP6DS\/2hePjKOOD\/tz\/TzXPfwHE+UTv6ea+biIi+jl7ImT4lMnxRERMnxTJ8URETJ8UyfFEREyfFMnxRERMnxTJ8URETJ8UyfFEREyfFMnxRERMnxTJ8SiIiZPimSiIiZPimT4oiImT4lMnxRERMnxTJ8URETJ8UyfFEREyfFMnxRERMnxTJ8URETJ8UyfFEREyfFMnxRERMnxTJ8URETJ8UyfFEREyfFMnxKIiJk+KIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIv\/\/Z\" width=\"259px\" alt=\"straight line depreciation formula\" \/><\/p>\n<p><p>To calculate the depreciation of an asset, an asset\u2019s salvage value is deducted from its purchase price the difference is then divided by the estimated useful years of the asset. Business owners use straight line depreciation to write off the expense of a fixed asset. The straight line method of depreciation gradually reduces the value of fixed or tangible assets by a set amount over a specific period of time. Only tangible <a href=\"https:\/\/business-accounting.net\/bookkeeping-for-attorneys\/\">Bookkeeping for attorneys<\/a> assets, or assets you can touch, can be depreciated, with intangible assets amortized instead. With the double-declining balance method, higher depreciation is posted at the beginning of the useful life of the asset, with lower depreciation expenses coming later. This method is an accelerated depreciation method because more expenses are posted in an asset\u2019s early years, with fewer expenses being posted in later years.<\/p>\n<\/p>\n<p><img decoding=\"async\" class='aligncenter' style='margin-left:auto;margin-right:auto' src=\"image\/jpeg;base64,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\" width=\"251px\" alt=\"straight line depreciation formula\" \/><\/p>\n<p><p>The straight-line method is the most common method used to record depreciation. This article defines and explains how to calculate straight-line depreciation. In addition to this, learn more about ways to calculate the expense, and how depreciation impacts financial statements.<\/p>\n<\/p>\n<p><h2>Real property<\/h2>\n<\/p>\n<p><p>By estimating depreciation, companies can spread the cost of an asset over  several years. The straight-line depreciation method is a simple and reliable way small business owners can calculate depreciation. Straight-line depreciation posts the same amount of expenses each accounting period (month or year). But depreciation using DDB and the units-of-production method may change each year.<\/p>\n<\/p>\n<p><p>The payments will be equal for each period until the end of the lease.. Depreciation does not impact cash, so the cash flow statement doesn\u2019t include cash outflows related to depreciation. Using the furniture example, we can see the journal entry the business would use to record each year of depreciation. \u201cCost of the asset\u201d refers to the amount you paid to purchase the asset.<\/p>\n<\/p>\n<p><h2>Free Straight-Line Depreciation Template<\/h2>\n<\/p>\n<p><p>Thus, Company X only needs to expense $950 instead of writing off the asset\u2019s full cost in the current accounting period, which is what would happen under the cash basis of accounting. Furthermore, the company will continue to expense $950 annually until the book value of the asset reaches the salvage value of $1,500. Every business needs assets to generate revenue, and most assets require business owners to post depreciation. <a href=\"https:\/\/personal-accounting.org\/how-to-start-a-bookkeeping-business-in-9-steps\/\">https:\/\/personal-accounting.org\/how-to-start-a-bookkeeping-business-in-9-steps\/<\/a> Use this discussion to understand how to calculate depreciation and the impact it has on your financial statements. Taking a step back, the concept of depreciation in accounting stems from the purchase of fixed assets (PP&amp;E) via capital expenditures (Capex). The straight-line depreciation method is characterized by the reduction in the carrying value of a fixed asset recorded on a company\u2019s balance sheet in equal installments.<\/p>\n<\/p>\n<ul>\n<li>After dividing the $1 million purchase cost by the 20-year useful life assumption, we arrive at $50k for the annual depreciation expense.<\/li>\n<li>This method often is used if an asset is expected to lose greater value or have greater utility in earlier years.<\/li>\n<li>Note that the straight depreciation calculations should always start with 1.<\/li>\n<li>These numbers can be arrived at in several ways, but getting them wrong could be costly.<\/li>\n<li>Fortunately, they&#8217;ll balance out in time as the so-called tax timing differences resolve themselves over the useful life of the asset.<\/li>\n<\/ul>\n<p><p>Under this method, the annual depreciation is determined by multiplying the depreciable cost by a schedule of fractions. Companies use depreciation and amortization to expense an asset over a long period of time, as opposed to deducting the full cost of the asset in the period it was purchased. The straight line basis simply allocates the expense equally into each period of its useful life, which smooths the expense and ultimately net income. Depreciation and amortization are the conventions companies use to attain the matching objective.<\/p>\n<\/p>\n<p><h2>Want More Helpful Articles About Running a Business?<\/h2>\n<\/p>\n<p><p>This method calculates annual depreciation based on the percentage of total units produced in a year. Let\u2019s assume that a business buys a machine  with a $50,000 purchase price and a $10,000 salvage amount. The business\u2019s use of the machine fluctuates greatly, according to production levels.<\/p>\n<\/p>\n<p><div style='text-align:center'><\/div>\n<\/p>\n<p><p>Sally recently furnished her new office, purchasing desks, lamps, and tables. The total cost of the furniture and fixtures, including tax and delivery, was $9,000. Sally estimates the furniture will be worth around $1,500 at the end of its useful life, which, according to the chart above, is seven years. In a nutshell, the depreciation method used depends on the nature of the assets in question, as well as the company&#8217;s preference. For example, let&#8217;s say that you buy new computers for your business at an initial cost of $12,000, and you depreciate their value at 25% per year.<\/p>\n<\/p>\n<p><h2>How the straight-line method of depreciation works<\/h2>\n<\/p>\n<p><p>But, you don&#8217;t have to do it yourself, especially  if you run a large company with many assets that are liable to depreciation. You can always hire a professional accountant solution to handle this part of your business. The IRS has categorized depreciable assets into several property classes.<\/p>\n<\/p>\n<p><img decoding=\"async\" class='aligncenter' style='margin-left:auto;margin-right:auto' src=\"image\/jpeg;base64,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\" width=\"250px\" alt=\"straight line depreciation formula\" \/><\/p>\n","protected":false},"excerpt":{"rendered":"<p>To calculate the depreciation of an asset, an asset\u2019s salvage value is deducted from its purchase price the difference is then divided by the estimated useful years of the asset. Business owners use straight line depreciation to write off the expense of a fixed asset. The straight line method of depreciation gradually reduces the value [&hellip;]<\/p>\n","protected":false},"author":2,"featured_media":0,"comment_status":"open","ping_status":"closed","sticky":false,"template":"","format":"standard","meta":{"_et_pb_use_builder":"","_et_pb_old_content":"","_et_gb_content_width":"","footnotes":""},"categories":[1],"tags":[],"class_list":["post-1477","post","type-post","status-publish","format-standard","hentry","category-novidades"],"_links":{"self":[{"href":"https:\/\/boncar.com.br\/site\/wp-json\/wp\/v2\/posts\/1477","targetHints":{"allow":["GET"]}}],"collection":[{"href":"https:\/\/boncar.com.br\/site\/wp-json\/wp\/v2\/posts"}],"about":[{"href":"https:\/\/boncar.com.br\/site\/wp-json\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"https:\/\/boncar.com.br\/site\/wp-json\/wp\/v2\/users\/2"}],"replies":[{"embeddable":true,"href":"https:\/\/boncar.com.br\/site\/wp-json\/wp\/v2\/comments?post=1477"}],"version-history":[{"count":1,"href":"https:\/\/boncar.com.br\/site\/wp-json\/wp\/v2\/posts\/1477\/revisions"}],"predecessor-version":[{"id":1478,"href":"https:\/\/boncar.com.br\/site\/wp-json\/wp\/v2\/posts\/1477\/revisions\/1478"}],"wp:attachment":[{"href":"https:\/\/boncar.com.br\/site\/wp-json\/wp\/v2\/media?parent=1477"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/boncar.com.br\/site\/wp-json\/wp\/v2\/categories?post=1477"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/boncar.com.br\/site\/wp-json\/wp\/v2\/tags?post=1477"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}