<!DOCTYPE html><!--[if IE]>  <html class="ie"> <![endif]-->
<html>
	<head> 
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 sup {
	top: -0.4em;
	vertical-align: baseline;
	position: relative;
}
sub {
	top: 0.4em;
	vertical-align: baseline;
	position: relative;
}
a:link {text-decoration:none;}
a:visited {text-decoration:none;}
@media screen and (min-device-pixel-ratio:0), (-webkit-min-device-pixel-ratio:0), (min--moz-device-pixel-ratio: 0) {.stl_view{ font-size:10em; transform:scale(0.1); -moz-transform:scale(0.1); -webkit-transform:scale(0.1); -moz-transform-origin:top left; -webkit-transform-origin:top left; } }
.layer { }.ie { font-size: 1pt; }
.ie body { font-size: 12em; }
.stl_01 {
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	white-space: nowrap;
}
.stl_02 {
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	font-size: 1em;
	margin: 0em;
	line-height: 0.0em;
	display: block;
	border-style: none;
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}

@supports(-ms-ime-align:auto) { .stl_02 {width: auto; overflow: hidden;}}
.stl_03 {
	position: relative;
}
.stl_04 {
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	clip: rect(3.319168em,42.5625em,6.995em,6.930334em);
	position: absolute;
	pointer-events: none;
}
.stl_05 {
	position: relative;
	width: 49.58333em;
}
.stl_06 {
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}
.ie .stl_06 {
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}
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");
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?#iefix") 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") format("truetype");
}
.stl_07 {
	font-size: 0.67em;
	font-family: "ANBQOM+ArialMT";
	color: #000000;
	line-height: 1.117188em;
}
.stl_08 {
	letter-spacing: -0.01em;
}
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");
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") format("truetype");
}
.stl_09 {
	font-size: 0.67em;
	font-family: "SCAACQ+Arial-ItalicMT";
	color: #000000;
	line-height: 1.117188em;
}
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format("truetype");
}
.stl_10 {
	font-size: 0.67em;
	font-family: "CKNWJH+Arial-ItalicMT", "Times New Roman";
	color: #000000;
	line-height: 1.117188em;
}
.stl_11 {
	letter-spacing: 0em;
}
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");
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?#iefix") 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") format("truetype");
}
.stl_12 {
	font-size: 1em;
	font-family: "VHPJLH+Arial-BoldMT";
	color: #000000;
	line-height: 1.117188em;
}
@font-face {
	font-family:"SMJPBK+Arial-BoldMT";
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x0ACVBAqIT7e2Ivkm/pzAqXHFGn4x8lugd/sA+C3GsTTM5SFzKGQ8dCE3xYwLcL/tEwLl3+5b3bkRavAK8C5lgpQwq6UlTiNahfwR7ozz18qm6lF6kI0vTnKQ4u9qnxeTBCCoecGpNvYSTNMIZLzAcQPcekKNGcmFO406E9BxnXmZfDTIPoESZR+y8YMI5d70Z5PkqaF40QiYHC6ihXh5ZqA+0y7T+0ePJiwI2AeBYAsqm7T3x/jqCuxiwgWLRQIfeMkIKhTAYEm8UxRlb5I36BjvBhjM1zi4mIYY/EUUifWA6Rq1tl/H5LS7F9HfxKNI27NxwuA5Z9336FoVmbkXZrrlirXIZMYxuNht5OG8X1Mw1AvoSMPaycK3opQcq6S9oE3lHBFDRaGTzdznKdhlyDHNKuBIwAWtofD3CnWlU0W02dOyytXpfqOjlE0swv8t/GFxN+S4AdhsJ5+BGe1OXaK+pdOewSABeLvPq4SrEwN19zZFM2RsEjdsT6xq04ojIx/kYspY1soQWRoIBntdrak+F0lkKSWHZEPD4jKgsZRcVVHA08vgNXLufVKTBzMsdMuO0G7mASSPoZf7nFBh227VzbJmx52o17k38KaTDTIVBhJVJ9bzyb+6SDkuamGmacPjfDdq+nF4pXusb0p3On4XocTkSE9x9+MQ0IAuiC7vlU5JmpyqW0hNGh+EyosO5CTUCmyV2iK7KgoAFDXxEi67oDYxzH3wYcKRz9ZtEBpR+3WCB6gVYREMMqClqY3bcYbCUTqaH3tC3ytYxV4Wqw03xngIPtetttF8REHo81EinDE/SHuFEvOvZfAwaUb/RUQuU4cEmU8VYSZnyLQocDapdFG3YozJrQc+PFS9rgmjEevBUpkz+BaR8q8jbA+iX/XZoEXIVIigHRsTwoeYMi1+jfhR2rgoj4BEEhsQ74EKY/GanGdEM05q38BDlyxCxsyEn25kCIrLpU2ANCytH2pVoSPKZCfJgYzDXfQU50GxSpMV0YrhQZIesJ9oF1wXH5SOROC6H8gcmMB9lKz3IUvsiUcghD8dEaxfBbe1VIjmfmsjBpjmbKokHEWU4fu9IR2RZitgTX55FXsC0Y3+gl9bq0sU8hPQQinadjTCxW4XuQId9BYIOJE0XjJDlTbvNTLIJaNil47lss79B5X4o2iaBej67GzDGMiyFoSqQpBSjg9g5jaLGIfTEIQFHApV66jJA1MCHZYW1Qc5DouuhDP0yUJ8gXGbO+qaCrN6h5yBud1xJ6MRIH5Mry175XrkE7v+JV2UjqstQGakx8XE8SIAzABD2XgZjlmWX1hEsWJHs1lnL2ed6z4ss5V3XmYlgkPyr0qh2KQLUZqjZpui9UWzQvm27xqHSJC8m75IFKE64L/BaMH9KEG8EAINq+t+kSDHBzvf0nTgctLlLtfUmwUtZ+1pXv/qQ4FzG4x9SZLpissTst7SXPVbEFNK8h2kMAEptqeUlSoUpykVpeUkzVQtBDFvHcpDDqQ1UO6SJEnUQ77nd0lnhnTKdi35vdIYXR2id1SLHMqZldsrikWXJEeEZ3LvCphAVMc3scxjGI44kjGRHyN8RxxJKYiBBu1P73Ds0jEKYBINKNjDcAji0NGxNOFuDW1IBeUK+AXdqA5jwr0LagCIwEMAyAG1AEjgOQBdX6O1AcvIF6BtQ+GnoL6+etb8VPPtV7ahP7lcZJ+WmvHcUjb1Zat85zH6wKraUfJCjv+tQGrXphLWzp3IU91CggFSsVcWXiIwtco+ikXuRQBFC0qT2epfo2+1fqk9eHoAe9Vm0P7aXuGI7oCwRfRtHSR14e5nwBypHegv8cJLBj+aFGwBSFmeMgweKmf5o6fgWUZKXDpvzAxE9H8sfoMWH0IvVuCEHgjdEqyK6yea1gq2ASaAlr9Bhh3xZ365M1KC5orEfkKzX0sUM5Lc4Ig//m06NY1CVVs7eHrU6YkZeEDmlPUTOAtwtXB84qNOul1o56ZDwSGpaIyfc8oYT6AhoMaE9IlFIQnigJgdIinxtPiVY1kSdEQaG2T4qez79h9xvUBdyz+pCwgAXjkaMoFYvXBMoGD2h5qLZ2k1pLw+HrHdxM+ob3FBq7Ou5Qu3CKkEmIBqtvuek4qQ/9baXkFNdfK7BvtYO4pmufHNb6ybsNZFMYNmLPtVk7UvyuGwbynrd18q+b1xpboi6OqJU4jjvaI+CDKzP4WLQexbCDLLAmAM2SomI6tX7WtnCx/TY3FUmZ00uhRKAGlm/rX7Mv9Q1VyU4wFVJOPdO4wHn2FRCdrAGOWwilXf0i4CYm4g1WLFZeXIpy9c9Kw+ednD5HeQjQhoRzzUQUuSRbEr6QNmhDVWWUDzd7FaGXJbpSn6xKSwfCLUQ7JXyAkjPqexMmivStMqbH8LCzFyQ2BKQYLtfhF/hsIkrq2VwFVRpHJ5YGKOKM2T9SIYE6RajVCbdAomYdt6jgRzhIZDxBkkckMkElMlgjo0htMBgONmVPKJuWaZ44c9guU1Ng82VrVr7RHETVmOWgBLpsZrFloksk86VkRCcc0SyAtVsItTp3wCJaGh0CQ6n7dXgqnW/mAbG7V3ieSkbwD8V18BXsCzcuEVKUz/6atmxEhOWpMaxCTsBmOFFGukv30tFQ/Jagd4hEQpB58qDkkyzih1bYkz6CAWB6efiCZI1Ljuxgs9KgyajIH8M2b3DqnEuP04oxcokY5xh3RwEJk8+ZmN0MEuLxnmXn22jVPwhEpG7bIsnsrxcayJVThvOspsFvlqYwdo1tTLsl2fKnTKThO4ya4S6T22uKJVoXEC41yJHHAkZiJ2mQ6Qvaz6wr7Bca4fBy7zeOcszNE5EybOePK6WPTXTWsObP7Onqb2ymMv5Ag7NGDtlAQ4WygNRdwEBa5UupdRlWa5gVqTEyy6K/Y0WGFOVdPAgcEJG5uVcs2qimM6QAfhBOFQ4RdPW+TEOMl+PQb1/P/QdEfsfYQ1OMzMEsLe4AU6uOo4BSVhbA9UaO8zBM5Va8fLklzlgQkVD7XcOf+ocRHhhCOGZZqcYKCbK4WrZWX9Ji7acAO7Fs517ZxLWyR2hU50Wm+cqPhakc+PvCHP9C9Ik8Kv25EpqLkgpZrSbPGhuqQIoiTadBaEyD6COPFTAMNU8c+Ev5NGGLDuTRjcmB4tU6mhDkuUv0go8og5LU4W0TwDupxPLmZvRJ0Bg0SAsxnQYteNy3nkGCUlMCNp09igB01bFfp4lnGycN7pMro/Wg6bvlQKZRsHFH2tKSis01uMuYK2buI2zMe/DbZOdUDqFdIM4YME2J0wHYZskjHUgbaEiiHUNObhRlZ0Q0gG3C+H/xbLsoXsiCBzpsBPGgGvAs/y/ViZ8YznGg9wfVDB1xGRyObAlQywLsucnQkCNJgFcaxN3BCQDMQYO6TByKZHHySkkJHZmCO3mmA5z4NNmG4QtIs1wGQJk3dmy2gZu+0BlDcujfgY1N+tFypZ7JSzKGsu8KTIfUqyscuieVESFS1vU+Aelnyp8KSrPPk+gJYauoT5LkR3Xo+3xuXqDi/ieuLIKAAALbEsmlwd0MlouiQ62WgajCIrkszEZqg2WzgxFbReeHqtCo7WmEqQ1Z8RVR5TaINOVxoQ040qpuhTaoPRRXoedwR7ZT2T30mEdpX8oUyBkbYCqmBJLNXpCnCbUvxb8iO1mQGAs3uSHp6yrOQvbJojZaFEyFmyjDRwp4d9EC9GYSFdBsAwP+SEJrNNKc052XL5QCUunji+HbtXOvZ89S9Dx9fJgBI2s04OQTcE3+GIJjDAe4FZAxWpF0wJvplfO/AixoJwcjcBB/kL4pOuU6tAUGhpYV5PvM3Q5PjmKmW9uCLLR0QzrPdIun9DfBkmj1yXkWKlp/Q7vDu9ZKmfRztqNXh4rJz3oKIpeoHlUCbIMJUwUAf1//ZGGmBoCwiMX7GEqCjt41UMPB1EAQ4GBPcIPiYx4WP0tIKJomlJ+Q+mlLJAGNHHGDcE8B+ZDsBikbAeiILUSgy5hzY2I+0TakwDGPeG3Qa/RNL7p4eSMqTxUT1lRqy2IUE058xXuYjqCNE4yUVtD7MlhscDVcKYLkG+mWEg2h1psuAm7WvLppJJya4j6VPpHSRPqWwS0cOMDWgoz2Ha5oq5igOCKsD8VwYg9pafhSa+sN51LilUVK9bWWiWrQnkVKKUn6EjZKtJIrR0RDlF0lBxEEFMEgtAMp0FVonKf41YRejWEyDFJ7E1t4RAgIizcoLGN9lFG3oTZrKrJmIiQfQi3q3Rg7MqvVX5se0DEPzVGNuAC1o/S6r2SuCzp88HbG5easHcvnGnP3H6qHDTzpnU34beV5hksqUgJ3nbOB10BWpH8U1RSJwicF0ASEtqrYL4OL8NpKZEQMP01Hqg790TWhHjlx4+bRr8VvaK4i50ptnLIOJLMZwackvJvKYjq9oVeGBP3EincKUR4lpY20UwCtYOJUN4nJwjbFAV4RCbVeRLaIe7e0dLHlaTe+LcMICNLUVOxKKbwn7BfqSTYpaog3i5acAThM2anJ69pCMllvcFJt5LYPKpe5/rJ6+raelpQYZaM0YEAeyg1/COPFLtjbKPgg1RUTvWLlIo7UhPTwcSnRm+/sfIm1ScRfCdRnnfeOSyfSQsTrUgPZUfIAB9QUO9yUEpi8DGXiwhsq6bQSL7KubjipSy0Y+cMPN96FPw20FywEvDRNz7G8YsyLqRcsW8j8KBYDmevKQ7+Zhr7I4D3xG9w9KhTCIloF4rGgzCRq6JXIp9PzsegBVM1cFBK6iBZbPAJ8w+8XiinuSiBU4JDUWjRfncOgrYILlfmGukIxD+T2ULjh+nL6Bt8r7SxsQrdp2x46ycmrxq7EWO21Ip5I5qDVW7IrwOUSYqUGzRnrqqDUMmGWdVJJCwMmj5ehk4t0JLiOcbxVhGhP0HJhpL15SRUSM+MT3+WFsQIzGQOivXCmXGcaog8UiZGUw5o7meFrYMYO2zIkMs2YbBFlPvw8SWnKQrMjSZfGWXJuruIfGC4mNu4nHQl3tpb+fGiJAxcRvyrDnA18t08wCmtyD3Z2NBfDTyDd0RGGX0bIU07fSD0WHr6C4x3iQHVbhzApZwBVFkIUiDqGNUzXaMFkIflIDHS/kXHVylSY2BDcm9sX4+tL55aR4Q3gmaAAAp+nFsMhBfNOaYAcj4gQkgcBYeI2I/OnIr+gBMhIJhIVFJZCeXuK4XQSs7PeofHctviBs2TMlSRijzWVe7EzlFbpEJwKBFpzopLSH7ZbXbyKLafuPaQRAPWptQ4ijbaPNeJA2qJpjPY2mynoPscpQtEcFEV0EIz5GxAJZd6eVAXZLgsqoRl0L8E5JB4WhlKFqagGSGxHOzCPgggZvcUyzbk3SYNWajFNa5pQgi+svcaSlPvhQ+RsKjxZ9t9nHBcgIMb9GFkOhY4ClxBAHx8/WzOaKYGgaMWWb4BwOWXkVNn5abQlLzhQBkVGeh1jmnWuiLGjCzsWmSOzAkS+gHGzhOGE85qM4NUfgjpR+3tADnRrvr/kYcHnH4pnscRl4oN4DAlwc1GGyBBn48GmPBBKGMT+gzCVmccZBkYTJgCMwcZDSyHWOWraurP7RXxOKk8+s/668kOQGjiVRh+41KLRgEMADvYWlQcRxM9lAQ6ChaHfsOBvxikQmVij+LhApRg3o4P/zYGsR2U5pm3lhqTBCSgZQG4ntDg1TOZp5MvRC22GS6cYZ4BXx0SGEpmYpeQcsbJ/Q64sL4gK63IrUtnBm22SdC1fG1DEyXRHCh8WwSpyeTGmSWuGktJMjHPt02HzuZQhlvCSp0ApBluUDwk6XEJolD8nRnV12AwvFuK2kVS4UPVXaGNUZPMDcVTVYZEytfgeiUNXpXJmLsvfygQOllv+qKERdRDZBiz+JrW5ibkQS0JGh130GKaXL9N5nDNlMktra6ApXTJqdTwiuC96Gzj7ACgT+A3vrvyZ6sXDrIIoG06kCcbMQ0oCMaABig0tVjA6l2rQE7EAJlGLFy6PsrfYoC1zGfSWK5pGFC4wUAZSZYBGQFZoXLMjdHNkSx23wis9+ttE2zGOLVAK/7alaDUrlSsQ2qzLQ666bzDcqP/FzqKeRpueoKQeJOSol+D/1XUiAj1C77pGJeglx+hq0BOaxAU9CuF7jizksyAwnl/40OkiT2CFG7seCnwc0bFZ6QxwthdxxyUh6OH1ViqL7XfoALu/iVsebQA1UUBAG6/P5DCCu35apGvK8V4/ZwK+wKI9gQLSpEKmKrhK4EZwSfDHHb7HGgzyouJMCsgVSDV/I26ycfCrNmmhQDAlExhKqySsHsxKUn+byiqbp8IyaiItwingM6Nhv5/IzQ21mHLw");
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") format("truetype");
}
.stl_13 {
	font-size: 1em;
	font-family: "SMJPBK+Arial-BoldMT";
	color: #000000;
	line-height: 1.117188em;
}
.stl_14 {
	letter-spacing: 0.01em;
}
.stl_15 {
	font-size: 1em;
	font-family: "ANBQOM+ArialMT";
	color: #000000;
	line-height: 1.117188em;
}
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");
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?#iefix") 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UYwisqiMIDEHXABFxLRPLds4BK3aFhmgBFciCEmGnmY55KoT+W9oFHjGGJ4PBWn53fvraqeHjWf//vDdNXp6pqq6nvP8j3nnnMGIID/oXNFABggAADdf85RAIaeQtPxdjsA+AzwBQAcAMJRTMLhr+HL7FJ0Hv69sVtvzp1rG7ANoBiXAhBE2b6rI7np5qEe80PQOG1wfFN8Gz4caWxpGt/NtFUFWXYFfPnOO/Gx9PDnqIG7H4Th5eQqk1JAHS4CFajQBgWglNFiGS2U0XwZLQ/v7avJtkoDw3vtNCbWRCGAqiZDBoRMKWfIfCjBKIZZDaqh5hM1bQDa/QWfrigOIasqJuzqgi+jwmFBnCxNni8sE9YIGwUWCClhs7BV2Cu8KvDCwPBn/aaJZmPiSL9hUOLzfl2nxBf9muYSqkqJr/DJPCEO24phYIpXVfr+I3wqJnajRSAC27ddHMmZR3Pev57eI4fMwc4hTHaah450gq7Brs6hTivvy1stLeZL45tgj3tqfBsTGmCa+5cwCgSYsKUlUNY0S5elAWbs9iUyDyJduZbm5sauXFcOT0MmzNdUZ7NtVk1bi9VhtQRrrEAo1NKMzNgZnd9bMuamm/p27PDn6pIPbDJPWPAgunADFJYUf7Bh6EfTxsTwxN2MGeRF9gRgQYFO/3GNfmiysIZtZU9iZ7EXsytZXrJESZQ0vyVpgBGhkuAFyANZqtsoQrE65Yd+VG15g29502GpdBYwkcFfBc+k2dLeehjfEqTAq+AgYAEZWDL4hLAtMuiAJQMNeEWhR7+mw42JI3aIDDegww1EMtZguu+UfeXD3NObo0N8yOw5svwQ6OrqGrTyefwDLV8+D8yX1uvX7RvfBHqWw574LiBDXmJ4ZYBp376EF8ioNjd3deERbcGD2N7e0hwWsjXVvMAHrZsfPGFh13nnn3DiicedH0iy2Qd6T534aO0pXfOXD70OEDh9+CM2gYewDnQw1XQQx0ia1BDVYg31WkNDXmsPdsQnNpzW0KP1NCzSFjbMb7pNW1f/49BPYo9rwTrCPIrCz67FhB0l1CPRJ+p2RvfU7YseqPuP4Lt14skhmCSDYJGv7/ORLaeSbdvA8EF7BqEqw5WR3JiG1jybH3Mae+qYgtidu1hcmFulrldfUr/UvsxZHa06ZM3GdGu4uSoQmVe/tB7VJxr1Lv0OfZM+rHOb9C3633VG3zP8FVCAAu1dBV0lMqEPDH9CJ0onDxEgc6KrZA50nsyKnnVnXI/QGd9R0PUEEx5AT/RFxlCusPVCZIwsnzg7cncgkRBA6buAybVyMxbl+gvMC8Akc/ioc2OsAsDwFyV1AIa/BhrQ8HUUrCeITIJMVXpg+FP6UISwFXI0TbkHvz/UTxgoTWSajCcm/tNWyGOn6QOnCWeR26cH0Hm2XmuDrJlNZZuyW7JcHnMqlf/swPCbDrFn+Ihz+75Cdjz53NaSNa1N+b15tDkP82F8m13k4mHRUTtSIZyJVDd6ctDoyUGjIyK2VWhMP88f4FEl38UjPuAKDh9wf4F3rzOuwOtk+HmVfDk+Qr4cr5JvRrb8bF4nc8Cb5Jvw4yeUKRwsC4N4ewRvTCwW5IOewSPeh1RKch98QNTQoVzXIH57CItIY9kv9+L3RGqw6ITzRGbIcdiLd6AXyw6Ty6mqXo810q4leK5rZaaZ0owSCYcTgQGmcfuShCNTjS1YUVn44ljV4SsSjcUTjdXW2t7eQf+3tdZSQas9AbU0h0LhUDAYCIVrsgwv6AiTLc3kJKbzoqcXbXnmlBWnti1++xLYMvmW1VdVbI1c/uqttzwx05TC1c8kwt/bt3Ru82ULL30wW3Hj7Cm/vHn62ukBXYulM/LlY4/v7o303j7VvuD0cVcePnbz8RPgu3UJs25a46nzz5tx/PexGK/DYlzJ7QYmqEA+KsbXQE410lwbN5njuiq3VqLKyupES+LExLLKjZX8RH9nqDN2RuiMWI/Yo51r9ITOjy0Sl2iXGpeHLo/trXxLfTv8dvS//Z+GP43+peJg5XBlNMU1Go2BJq7LsLkzjJncxdzbFf/DfmWqZlBneQTiRLPKwYSuRLAwfOFwHRaACOZATxgiw587QoLNWyT9qgJNxVbmK2sUttImfKJQkVUilB4YPkpNFyYOU1FQHDtHiYNUBsgRIj6YWgkt5Clvhwd3FqwW4HMZFLD0Q9tfcNU0S/VwC+MxOOOwvB0tMBmE9kK4EW6GW+FhyFbCLjgDMnBguEhlFhNf2xVEuiBlbmiSC0IfYW5ImRs6xoF3TqXaH0bI88IAuSuMJk/pINjkSDnTL++cZmJupscOYd4fGi0PhOHxj0VYmzA1xL+B+bkfyqYexEy7Y4musHwcU/3YJGBIFenqyuUxExOzUFWDGRibhSQKmqCmupYJhAlrtrUS5oVjH+1fvu17W3rt4ufPPrMYtc6+c9WTv7hi1ZPc7qH/uWPGHS+vKP69+ObP4D3Pz759/x9efXE/QMMPFs+EEzG/McAH1xF+60OeDWU8QvUIzSN0b7BRadQ9QvUIrXSOp4MYj1A9QnPnKlNguQx3HNvCreO4sMhxAssilvMDqCmICaisxSkCs2d4r6uBawrM9RAovJCwjI0BGAiHY6qqZWR5owIrlS5lhsJgjvrK7iCTq5iUC+nkKlRzKUnKhSqZWUWk/EctiRL1B56qOmVmJJebfmRk1sh8dk43Jy84+cNe0DWNTF8OT57Psen01dKy3hQ7xzeddJWti6aRFU05DiVdiAOQg7nc2hK08gCWJQwwTRhXWYbCAxuSWY7t76Jgyt/WEoQddFrxZAcErKjW9RcvrW6v7Gjvb5l072nsx3/845fX3K+fdhc799jmfdMuwnrjZKw3arH510AUDpN53BmMkK/k91ChQQz7AkJF6Qc+QY6qp/CnigW+W7yEXyiKreZE38RQW2SyOdU3NTQ5MpebK51l9vh6QmdFLuMuky4yL/NdFroo8n0YlHhOO485mztbPk9dwizgFshLVDmcYAUroSgBrDU+L5nQQJnWCHjaxDYLgXScaoq4TWYEg9dPbItCX6ozBNM96igMSlBsSwiKeQnhwt69tp7OtDYJEAgmxtWMULKVOwvC+PfjME7OUYi5xLTuMV+JiXXXJE4q6Gmg6vghgI/ad5UqmATFgTp5DkCNHaCMA0IUO9j41pWgC0+B6l4XeNcFKr3uzgIYH2vtcFHiCCMQZWD25nqO5nrKuMNTEdjPwaYO9J4091xbmsXNkr7HfU9iYU83cBhIsaiGUBQ2TC0dSy2dw0BmB1YRIBggNg74AyMa4uSHb/3tOzB0zd9uf784+PT29eu29928fjvyw9ofrir+19D+v90Ak1B75Q+v/PG3f3gZf6Upwx8x72PtYGFr5KfW6FoZsVpGa9VO1ri2QFviHHS2fFZgVuISdBG3QLowMD+xt/J17g3/u9EP/B8E/h7+W/QDanVClZW5GDFVU2PEbgnjUFobF5qI2rSpaLI2JXBa4hy5oF2ifcD/NfQVPKKbMIj1j2lga6QIFsDmCJv1SfIoc+Ris/5CpAWCPR7P4XHPWMYoy2WU8aBRslzpgpExzVctaFq2Nd9aY2HbRabasWCWj5gIi4JEwpcWT3SJRbkTH/0cn4oZwtIJK1jEgSPcYDnuGib2eE+HjdfKEefQYw3XS9xZ8KUF0z0mmI4yPK7wvHBAeF8YFthKoUuYgRk6SaWBYi8hSeWDmieBai0hRuUgmmydWWaLMOLKTSPMNJQrN06dJmW7oVznIYfPOslrxBgRlsPuHzFEtkz8P10HsuJYI0UwHGvU1eLLU06ranP8vlYfZrhQGKsrWMZtzIQF+1a/ccWi12+cf09j31DqyStW/eKxa658YN3PNxx7aBNkbjtzEtK/moJ8r7z86xfffmUfZripWI0lsRoLYoYLUYYLV4JEEM1mergeabaygFnMLZUWKGKQ4Gs60piwzyJURYJsa31vcV8FjsbY8b6J0fGJSb5psUmJM31zo2clLvBdFrsgcSV/ZfAoOhoxQQgaWjg8MzQ/tCzEhBLGRnOziUyTjSdkAexGTwCIUbgLFLCOITNtQgjv9idYJYwZ7HCJqcJlCi/sMV5fIWxrGPRT/10jLEKeTyNuDJkwjVxUqm1o3apBLVaJ3/Vlsq1kv4toqkpYGdrjuRw7C6EWU3T5xPSssCl6UMhMC3a6odVjF4/LBEcl2bmCkCrjoATlIKrQhATlnRDlI8xBo9FMT24a9WXxMcxNR3vJsWmughrCOutQ1yBG7D2dQ72d1BQSHoI9FKfD3uVxuwKAmWAZWAM2Aq7JJfZit5sHgDVDhMW0JSYwm0zkZ0yZ9VMuYxU5TjWa7Go0X37e+T2NOaulsacX8xwMU7VmmQDrOGweq0igoR1WZSmAZ87fPeazpz8u/h0G/vMNqMOvP5K333zhhqG30ZnqhMKt1z4OC+GH+mElhoEqrCu+V/zSTG3ZfSm8e91Jlz6CGfAWAGAnxUMCkh08JHt4yCN4jxAwMSlKZx3iqRrxGkdoroxmPRpjIsXDTR7Be4SAidJFh8rczxGaK6NZj8YXZT2g5RG8RwiYKHtSTzGCMporo9mSr9tRkNoJ68yQNkqbpa3SXul96bAkAKlSWiatkTa5hw5Kw5JcKUEABRYxEl+G1RooVuM5npV5IcMBdhO7md3K7mUPsvxe9jCLAJtiX8XvWNYLxbAEu4WJvmUpxmdl8ghsgHAs64QBKFGkEsUSbC4TPmaniwS8lUdjlncOdYIuouVyJbRGmHR5b+5f/YvvYmWuHJS5mIzB6u2W/v5+9m8HDhwLstljbwMI1gPAfIgVVgh+SNWVn2N4P3rMHDD/wvzVf5g56udZEqirVrTWq0x4n/lq5GBkOMKmxIAeCPkSnAD5kCZruqqPMll6mUbRPfNlJzBCidhkiCLUVCl1hFYCFOaSCIRFoS4dNKWankEdKwp3acgEv//SdbRk1wM7atNYjmK3tLcOKxD/KNMjRDnFWttbt0YOR9CyyObI1sjeCBthUEsw5FmzkKeIQp7CCdEg29F+y6KRs6+8wJo7m67HRmcTsBRQkc8sGlVDFE453hy5u++bgbrpYfNoT9m0OaHMI500uNAzej4HaZQTz3wnDcBBopkwNg/xliSLsiAzvJnFFj0ODdkXhxSjN2CQ3gswy8RtSZNDMuQZzodB+vYlnBNE6BoJzLkhAqvGas0SrRO01j94xbvzH5hpyv0Ni09d8SibvXfL5GXTmq8bWoHWXX7ZpLteGXoGf5cY5paP2CyQ0YWEW54B4ghqIX7XJE8sPykxgujR+AyspktnHCmLZR8uaQCMJZ4mB7chdNLZ2HhyIpBFHvIy4CSRg4hLEyzDNebe3W++ux+7LSRCSQYnvquNg6DayssDw+/ZmpWXMHO2imSDsMT14T109/iMP9tSsqoV1OGNTPwKqTrTCkJ4g9+9bV9fN64VpPDGUOtBnZSV86BNPhWcIhdgAXWL50oXw4vRQnGhdCX4Pvw+ukq8Uvq+vB6uR+uYW4VbxNukn4H7pDvlJ8GD8rNgl7BNfgn8Vn4bvCF/Cv4iHwNH5DH468gREJLrQFbukGcAW5Y42xdq5TBrt27j6XeX8PchXx3IRAQMwlcyoICJjAU55iNvyKjQo4jjVIVEoN7N4bHBr/25/TnQ2NVFoVHc7pAFUcxIckCSZMAghFk9ACF+EBnIkigiBHlBlhgAuUYVqtWibdtYQSJpAMZ32NwaDnGYsqUUsmG18sl/EDU1GIsO9Qz1xCKDh3oc+5nHHGvi/wSSrefG5dZft2/9uAjZdWN45ka/Rv6Bnm5YUls7OWeuCUTrIosjVbDFHwq3d/hbIPxVcclzhzKVkdynTxcvZ7NDN12y9OxV6Baqw7owyt+GdVgTm6QWL+zJdcQjooQ3Oyi31ZVxXm0ZnS2jM2V0uoyuKaOry+iqMjpVUnbXFtjqQPVE6XTp5HShekH1tdIPpZvSj/h/OeYFRpPCsUi4aeqYN8NcHM1GyGyGcmSuOFeaK89V5qpztUXiImmRvEhZpC7S+rP9tUZtNl2brm9Pz5G7lYuyF9WtrFmZXpP+kfxT9a66e8fc3fSw/Lj6UO3DdX3Z32ZDdSRCRbii2iNqPCLtEfQcorSqPaLGI9IeUUGkyZfMzxFrM6rMxlLZIKuMq4gNoCfs6ugY6m5Eu6IzovOiW6IHorwRrYwujb4fZSujd0RR9FmsJ4MAOFDUDpDTTWhDZMJXIQLQhIhA075AqJVCVFO3WiEcN7diSQWqSAQF1ok9U4P6oWc0P7T9RN+yiXFKZQzG0lHbH2ltJr/eTHRDNOJsiSGJhoi+jqbIb0ZT5LeiNM4bpXiRfDpJopMWRecBwVNlfQUh3YCvtyORf7UBNpBbk8s0kEgEuTYlyGUaiCknV2rY4016X6EhRp+lCgPj+c17m1FX85pm1ExwdxrQhwImleGUMw1oNiXIExJiF3nIlOvPhwqptEEDCQb9IkaKnG8QkxMgD2Lo5CkMKv0G74S7rYJR/T6AXWAGBoPR8S4g7umddqTMsuRMvF8+3Ytq53K9BBaXBQEHl2OEjPddg700pI1xSO6QOUR3TlDbjWljm2TXjk3WcIExWcv0mX6T4au1VBxIdUIccmPxJhnAb6v0mjiortFUsV6Ow7paSeZzbBxUmhXEeuWIynA2VB005NauXQvKvD6Cd3pGDpCT4rYMIKxQstmKcSzG27uWjFOisViwgmLv4Ejc3CIx8zxdbfV3hBzvrjZbOw61tbZ3tDumUHCsYCCMrWI4iZzIQ7Zru3HrNdde2Zb50Yv3z5g0oeHOWdc9O8faqq5YeO2iUKgxftPz9xYWvnjdgbfg8YnFyxecfHxNJNN82trpp1xVV5k79ZpLImfNPaujJlHhl9Mtk66dO2fTOU/iSTmxeCbzCdZWSdCA6inmmq8oePyUTOAMZXKAlyqiFWOUbGBMTV5pD5yuTAkUhHOVS5Wv5P8J6uNqxtSeUHNC7Rm1G8dsHiO0V7XXd42Zokypmlx/dtXZ9QuFC6surJ8/Zs2Yt2s/qvqs5u+1VjjEBwfQtv66hF+ARGzNFGgC86k3Q3wZAQyg62yTSyQMeXJ1QpVDwZZMizwqBiZjemRV2YuBpQtyJhJ5NQzNsB2eH14TZsfYCmbTMTT+EKbxh3Ap/hCm8YdwiH5GomUU1JGzePLeiT+EyZoSYefwJHn4qzL39Cv3nmohvNKAGVBd6an2Sg/NVTogzg4XKtPPGweM941hg600uowZBmN4AM9wYxTjCgb1KI0YFaxqKlgJ8kSuONGYhBHNjVlZ1frNeOo0Z1nILI9M0NAEdTaPkpXpQ8TBPET2nQSt9wICy2Tsm4UYAPwJjsbJ8Yir1ZR18ajzQX8dZV2/h9ZI0BxLH3YeMeuGCWvSRZxazJrIiViE21osh1XLg2QXb1GaT1p53S0RHa7a+s7hy//4g2eufmTBO5uf++T+R6679rGnrr7ysXNjZ2aaL5rTsfV22PnufRBuuG/N14u+OHDlL5mGP+59/pXfvPgbbFZnYrM6iBk1hi5wwF54BKjJnjMveYRRcu89gqx+lIO5Vn21AQ3CUcSpZgDrSyhCJMEqUA8KIs0WUJ3YEPXynQgqXU/b//qLNKRo7utpJi8CZ06RVFiZOMl/UniWf1Z4vn9++CfoJ8yPtYfNh2OqqEXlRWghs4i7Ql2mrdEeUXdIO+UdqhpS16l/QYxePc9YaqzGjEFFItsEyEMRodgINmOwfhhIwDAUMPKMCfzomCe/Kw5nFIy0TlfT9eo4HrdRp4Hhz0qngbSSq8SQC9sCW8/RMYK2y73QdkcNtjvKP4UP0SUcm67fnEpXbWJ01ea0RNBj+qDH2EHXZlQVgukDAiSRFOSGSGSabUF9JMGL8bohFhJfjreOJAA4Kzxl/ufyqbNqpp4559yniQGf0I0/XX6EmJDldD4wd2LNavYcwj8k+ob1dK8H6DC7Y9/HpxuGj424gRHFRzlccQMjRCu7mtkLiriBOE8fE6ZmOrdV/P1Xbxf/d/nHtz71n5Vboqvn3PLEwzct+iG8ObzrAKyA8pMQrd3yQHzxkt+89uYLN+AZeI99As3gXsA8topwLnn43/eFo8QT2Ev2DLHQWUyshmvQ+5BZyqwGqxlmKVgK0Qw4EyHs5pgMYtZDFvPH/O0Y2A+gWTtAlH3rUWpPpw0dGQJdQz1UuHto+Du+HawhWT2x/cTQ+FuY927+9D/ZJ2Ck+NHwsLO8gZ/oIZJXBDC3OVt4I7DAkZH3IG7r6GDFYQx/WHBqDsGKp1E1qCf+XU8bth1PYw2yDvtfJD1pOrUdKZYDvCAhvpNlOiHPyqizkUTzSebRA+ID9+GpxdZ/ELtJg+agG+Qi7sAOjhVJiIA8cNd+L0KAX0/v37+f6d6//+tH9+/Hd/w5ANwcbjcwQAV07uhLVcKTxERFEkFkmUkDiCSWWPwXscSj+DhR3JWFcDYlQSc2LaWIbZBkYhckCookYidoMoYUq6wYiRDKLr+arnLXC2YKku+Wcj3zoxSSUYKCK+K0Uyd9YPh/qUmhaTEyhVw9yePmjkRXetxUIpfznbBg51AneVFg087EBZEXOZEVWT4aiUUQr8iqrGHnOxgKhPwhho8z4Sro0/EmIiaqYEi2qgCFJw34H/bH49uAOcC09C8BIsTApGX7Egx7vWWOFquqmWh1XzCAdFSTqSLanejw2mxN1c/hl7+cc333yhXTr75z/83FbTB/5y/GT55275LpTxVf4XYHK874XvHAvkeLxccvaH6qffzkjx/58H8bknhgePY36GHuCRAG/+HEn9fr0BZ9psCxShhMNFI+34mzjS6RrFwTUhxAA7bkp4f9XewA6rejKoiSFclVylpzmvWz8CqwOhI9WEXS2HJHh44eOjI0nawlgq5pH36a+zo3lDs0ggbHBEKSDplgBmUDTKgZBEMIBphwM5B0pRkGkb8ZhiDeyJrYDICD5SjwyxHMh0fMVg2/yDqWco1C+PMVbAHz+B9h0ixZGXIMYQvRGCRmKvBhAU7Md5+w+LiaVLVwA3PZ2V2XnFRZHQxB9jeXnnBCe7KmdfnyCelIpBFLIg144fF5CDPmaEkMguEySWzrw2o664mf45PvAOEaqEzKxZ/GbuTeXdXp1hl1sM43MPzf204l0ebuNjwB9wHAGyQDgplJvVGxQXF4GGGizB4+DcThoxgwYWYVdc3CTiANsWOCw4RdRyjVRz7mDJWRAESipOhAlJCs8DRsZrrZCV/tpPEyEzhekpMK5snF145cEDu6n26wKti713z11b1kznI5rMEI58fdqEMlibTzs3m6ZeiWpVuObkWyclRDKERXcBiaS4aoIyJR+ZVVd1XTWUgSifhVEirLQTUl+1oNuuFUBkBdAaIIkUy+OLma7OFAeQ8qAB8wUcHWAL2Rm7TmXRZA8l2ONB6hQtvV2el8mR7n2zixBdcMrQbIEAMoLrKrsPH/PR5K9TT1NIOpZzPaGP1c5jx2lXalvl4TFcSJea1dn4GmMicLtjhNO1GX70P3M/cI94iPMY8KvA8Zut7EoQDHIRGb0iZOxKSonmWcRbxaJIqSrCiapusmmaf5vjU+5NuNHsMacPx2LiUOwPE7VEn2wu+y7KU6ySlbXa1AZTf+2jpU8LloAO8MCibK07mOOmp2VwGkjGUmNAdQYVeKm8+t4RhuAD3WZx3XHclFsco/0tMZGSLqbTAWNQfxu1jZ20M9JMbSSSM13v+YOTg4OmKDLfrUrcqsqVuTGAA8C9ThY5hj3wRo+M0JEyZ0w6lbVfxZ3ZlztqKTttozCUbQhr/Ypsvkw5Pm0rev76zK62Oq8toAJjvyenMHJXeMxUfH5p156iauXW8P7OkmS8NxW1NEIHK6qIrIoNqyhf53YpdYx4bbO2CVVWPBGmjdB9PwvKZQtA3Og9yeYmFL8Vxu97HP7zx15k+Yr7+awv7hWBt78BixF/dgO3YWlkoFnU3VYpKp7siL0sRauY1vl0+Rz2HWMX9ihFXyW8xbWMETc0QNUx23gb2Ne4L9RORkFraxb7JIIumCkq+qlUmRzcDwe31q3keO9uH3ortnyb6C7vf2+ULk+Hv2SVF8z0zmeFGKRo9nGyKRE2fz2HrLkihzDMumOBnzE4nGpQQ+IAi8LAMOsRAJZExkBikQYA090TaaOLiZ28rt5Q5yLHe6SI4pTQJMCWuErQIjDKB1fQpyoaHiWVNsvajzoxWU1P/Rhn7l2dDPPRuqHvcYwRS5Eas5hPEFwRiEizpJyLqTCGQnBoeEn/TrzH14H8mxmBBEs1PsxKwTwawTL2cddvjPE7odHUTeHO5TLTK0h+0wJngSGBJN3WyVCCWbmtnqRgO6cyMiT1INLKkaj/GYaJ4lr+p4HivT93aGMBnK82QKFF9erA7kWTuQJ1OyI4PJYL7MkaMJCrB3eU8OkGBlHF+S51kGTwUU8SywiDJlF42rNraQ5GMnqm7BKoh/BOueF9CfoTB0P7phGAwdPcztHqpHfxr61df3oQ8/KbIOpmKHMC9qIALHOdy4wFocQFPNqYHzzPMCrKImsaIB4QjBWED0jcJXvjJ85RtZq/VlxT1YPThusl4QZTKVoukq7SPOGokYS8Ug/olFNI87SjlRmssdekH7/4RYjtlyNXMZlxz2uCRajrQ8qDXd7O05WrYGS5AWHkOKt8iya3ybrmKQRLIhIQZMkXLARMJQHmYiARpUVWVhugSXUP1d05bc1f1Z8aXiLfCaZ37ec8b4m4q3crt134Kdl+0pDg09ycANq+feGNScRS8+iz3bGmYpzbO/C/jLBtUcNcAjtFVGV5QtNibK6HgZHSujyfneBCbK6HgZHSujy/P+tTJaL6ONMtpfFqExy2hfGW2V0f6ypbryZTtfGW2V0ZobMxa94LFEFlGmKVprhj3EHpL+K/xBinuDO5pCYTFVI0XiKYlhapIJPkiCKgLka7DdkV/NwI2ZzRmUwehSz2y0oMXSJBUasrVoBjJNUgkQ7rLIwkyYBAEsRFNVaNaSRXOPLY/nRhJWBmBPX8QLPZQC/xE321IrRDIb4zBO7xQv3SlO7xQneMsid4rTRb049Zjx0aKz0hhXyT3jXr5zHN9qJ0AtNd5NajxvvMb1UgKFmgx8FUASTEAkuWoG9tjI5WiyJjCdMLAnQngbcgWpLFU/QBcV6bKwm7UVTWcG4JV938zvczI2nZz9soM0RlUWnnIwe+9yRz93dU4zsUNohWkOoLu6qKsBfzagWnHo04LuquJaLx/iX64227Ipx2RSCaAEB5imndi9lxg+SVceSyUBua6uUWUB2IrjTfkCJKEwQZYiH2h+ZNGqeyuvf/nnT/TVzD1h2b/1n3vRGWsnstm7p8/73rm7t+wcqkU/WzJv4t0PD92Ltl955cwf3zn0FhbrG7HX0EFyH+Dab2c+uAuP35nn8I18htKp35G98I0shbKrfisnYVeBo6kHHEEAHRNa6b61zdk3jXf21Rm6tzPBMAbFldwm7n2OnYE3hzmmkluGgd0wx0IAZMQ4BSDkSnR9OdjS1roJwL3gMDYp31UN8pXLbuWL1jQFAYgulzn5B5gY9hS4m4gAprOjExHoCkDOyUWgAc3l38EJfUCmOQfuRFs39nO7v5qCn24W8080h3sND3YYfEUN3txN0S1R9Hfh7370vvC+Hx0QDvjR88LzfrRF2OJHm4RNfnSHcIcfXS9c70fHxGMBtERcEkBzxDkBpIpqAAX8ohBWDQUwxpc68yXSNQTVTg10anAAzrQb/UuF1cIdGAtB/4RAp66pnYah2+FYq34FFCaInQiCToa5AxvYaKTXier00ERZc+gQ/t6dDgW6sO3qxJJCQbIbQsE/wHyJVByB5b29vbDX/Ue9V6yr9HDAD0VbgE7+xf7G/S2NJMQCgzVtrR3tHWGM+arKaBj4darhvDEdrQz8N49i9/3xF+s6Z9ZPCZ93zgiFmfx5zORrKZM77iXyDDnjERgtumwvlLH9l2Vs/2WJ7TnV5WVMlE495sRs6KkuvbNAgAiiLDvheId1W1qd/dgmZ19X7+xrHJbuq0g6+0jMYfEGjNpS3EZuC8cwKcwod2DtuBWwjTT2+j5mY86Xwgc3AoaeTotRQMRl5k89EPKZB0KO2o4GpX4peJB9s7sstoOh4PY1AGKngmTQlNacXfYdxbOig+dcnn3+BcqzEMwd/iv7N8yzTcwkihEsUFtmD7NldMajsbnxciGjHhHDxKRK14Z+VJoDtYxWyuhEGR33aDw9EXdKkUdAh7DrChcyF7IrmJUsm6ltY/KJk5jThDMqJleenJ5SO4vpFuZWnFN3q1+vIRV5bqGPQ2Q8IusRtR5RQ7Gec7JDZDwi6xG1ZAamEKpOy6ZRmqnNtButNSdnJjfOSRVqZmeWKIu0xfrFgQWRq5SrtauN68wr0isy65jblFu124wfmDenb8zcpd1j3BNMurGHsVVZXzwbk7L1MAtAfczHNo/PggVYgWhjr4rfGkfxTEgbm6zNwAwX4koRQy45VkomQwwNSZPE9h5HRsmuh0amGged/3F7bCatawpXlahIxkUBw3rEw0y6Gh/juWR8bMwmLHUHBsiDITCWrknTCIwJU3AmnA+XwY2Qx/plq62OTab8/hNnkxtzxCHUyDvyKPgbnC5hxD6yBiCVAUfJY5adBSkL6mE9WUMmarqeJjqRm9XHmqu8sH6VhzGqHIyxs4DHCGZ9RCDIb/k8VO4jcRaD/LrvbFp1Ov7C8xylNu0QWdClabPTiXz0uMtXZIUX/5hYOsjSbu4IGSkMCGjFEia7aUR/RFTgqBQlQBPNYByOjYfGcjTGOVYJJSlkx1Phxvcxam+k665J1NLsxjbTtVlat/SNhVc2HAo5667p7Nxd2rzfX7f0iVkz5x5XXHLmwkuu//zfHvpyHbfbeOrxrQ/kJ8C3zl1z9bpjP/td8Z/3wz+Zl//gnBNXnDz5kprwBbmOhxYs/fVFC19Zq9/+w7XnzWhpWVx33I5VVxxYsfJjzEcXDv+Ve5d7HeggDp04wNSYAQNmIBAPx+Msa7IBJazE2cfDO/UXdSYcjsRRqsK2ZvhnhO3Yudy50jnmbGuef054XqQQOyd+e/h+ZEaTDONLKlJwlJsWLJv0oBcG31kIZlMCFJ7D3OF9KAx/5BXPfuaVyh72SmU/8coHjnjlA1/ZNNgmxNZUwArD0/mGxyeG68XJBSNL+ED0yo5U1Ss74sviadHEhXNLKbMOZ0w3e0p+27TybH6yitnT0xvfRpZxmvuXKBITxcT2JQxTlroPqppZEtFm8USiDifJtRXhWQYXwltg+x/glF/2F3c+f6C4+7Hfw4o/vQPjV318578X/4RehpfBn71Q/MV/vl/cvOP3cM5zxf8tHoCtMN4HlR8VPwAIQzDAdWPTJwAd3UaVcgW2Vl+ULU1/XSZzX5Slm35Rlm5ayroXPW+BZ73UVXzkOfdXvvJ0r4jH6zn3d4+UDKfqHYQjB0fyakOlUfdCL7x7Czfm11/gPELSvcfwjgjOkV0FqBsmjQt/3u8SjrODiK7oHom5OmWsjWaTeYl4qTTfvIXZaL7EvcjvNQ+bish1wwKaaV6qbDX/qf5T+6cusSqrsTqjyBLHsqqmi7wgqJgWeRWDFlBSJSAlqAH8EWIYcixIjjEpVg3g35KSHCcmeYYfQMtsCYjqxzbGUmg3VLDZVbDaTIEFAnPWTPYA+z7LbGQhOwChrcxU9wrvq8xGFarkvWkIBwS0WlgjIOFHxpt/cparoviFfyKDTrhyELNXZ2yw6xBGYPiHRJVyJKo0LkL3Tl5sPr/e3LdP37dvPefsMceWwpdenKmfNRhR2D18mFTGTqBhzOWjM9K+BWq3ifwAM95Wl4gigKyIv6gblKTxH8LzNbAF1jBVjL+KydbyAoNa/ojOffeXQz954C34j/unVCdaCKSAzxRPRnPgPU9//we3Y030AOblpzAvR0A1Wk01UZVP0aGvPTGn8mLxskpWomlCIt0Kppu4tZfqBc3JzkKzVY9QPIKsRfT5Yq14f7ivurbVIu8raltNd2+4e/z5n/sqss7n+HzT3ZPP7dMwkdFPT5yemqXMTVyWWC5dqV9l3CzfYtyrPW4MGB/pfzVMzKMpywhYlmEZquSLo6pYSOZ9lqmpXESSQuFYNBl+bnhv2Vog9llozkcYVFXTyFYEu+O6mBylN5NlejPp6c0dhWRW/ynvZWDxntXjieWN0pJenpbx9qTSy9Jr0ky6OoK+FQsoBbgi/9cAF+/65d9eSqwhYdCRUoMexwPvdHVn9FDEXU90kiFpnCuXwy5FZ77RR5zucH69Pi7HYfYt61swYloJgLVl0TbyhjnR8k0kcUnYS6Pq+vB7diyat6qjeR9+6XYib1YH8KsSv0qRzO74dikaJr0PlCXRKIAG5lxYTdW1G1Fz+DfvBtWo8RVI+pO/hhmHarM1NTS+RnNKqh5At+175eqXX5tWN/uM4SMvzL78nLFVU/8LPnDzPdPvfajYxO2e8furfvpmRSY9/YpiLxx/04YJijB0BdPScdUpl67D3H4K8zGazr1EHcAhyu3TqQN4WDwcQFCEAXRQOOhHrwqv+tFeYa8fbRW2+tGDwoN+dJdwlx/dINzgR8uEZX60QFwQQLPEWa4DaKgKAwK/9BOXT9WwJ6hjHxCKvxTIgSaI/UIEOiHWo50qdgNrtfAJ2A4SL1C7AiGmE2BPsBakIISLqBNoHu3pPHKIuH7EAzxkUhrbP+L6DQ16+9E+YMn96+3F7iD1AUVBCPhVDYzk4Jd8QLLMHhB4oba9vaOljD7n15W588a0tzF/9gj2C+z3HXdm/SmhebNGKDyY64sL2Sr2BOADSfgGHcyVqjnWPN6carJdqa0pVJmqV2sqmoPNFSdWLEttTIkTwxPjp4dPj3eL56lzw3Pji8TF6kLzsvDi+N7Ua4F3I+/GXkseChxKHkwNp0I1bM7MBdvYieYU9nRzjvmB8reKoqlYOhNK0J4VoYSuAD06KkMsWgZ3o6UMsUQhmn5VhqZsy/PlNTKbokn/KZoDIJNMToUInhxx3zurDuWrgU6VNU3RNui64Erob0Et39GsxI28RQu+DADfXTTt1UqbZbXS5qha6aPfrJWmdhX6nFrpylM6InBUsXSpVjpHGOWbZdK0TtrKj66SBrqlh2jOl65AbD0TtCEJX5bzRZjEi5JhoUQkvavWYsoSvNY/PPGuS295ddEV718z545x1iOrrvzloytXbCsu5J697cwzNwzf91Dx2O1nTBw6xjy8f98f3vjDy3/Cym43AHA92A8Y0EF5JoI6gYw654GlYDXYAtjN+JzNLE0YOdrTQ7yD8U0YetlApBxM1ARm19379+/HJ15bPBPNx86x6WahyLUGBKZPEE1zALb0gU26iPe2JWzSzyepNCmGYZ60fraBXnzo6KB5dJAu2xLdh11wg4ZKyDeHWWSRsEgLL5CmISaE79/979PmPLP2qtrja3IwVzzzGfgF1D97e+jYq9233bPn2WJlMYW/0z0AsB87hZ6gAb7nZP1gvGbX0xVsdkpNoebimhXSTRK/MHYFt0xaodzI3ajwtSGJidQ2JEMVxGX7qAw+flTmsn3k8nOkIEl+X7Khob4eOAkwlcmkBcTIKAsWKZOLSCkBRi5EsrxKLA5POD9D7Rgt0+V5asBEuu5OOY6n1fn82ZlR182UXTdTuq5ZyGTVBLmuSpd8VOoXk2upsTH4GV0rmPQkJVmygsn/cybNt9d3ct+RSUO9S2dt58ioYmA3qYYs9WB1Sltk0IJNSJNGaIAZWytfA3Yedyzx+SBIfnfOjPVte4W3OqqBVc1O5gw2VfizjhOQQ9+Dso/9YcXFl9x8xzlrfr2h+CN4/NoJp0+dcsPPi+/Ay87PnjRn4tl3byhiGNb99ILzH2mpfWbNJdvmj2fOskIXTzttaf2xzYI6YfGUs64aj4fpieJ78EYsPzK4iHDXDpkBwi95YmaykOlECMqQCBSD3wB+gjBxBnBEazPgwGbFTcSiHYxMx6KM2BKSjiXwJVFr9IQt4JiGnftnntOcb2f27++9PTstesF5+Gk6Mb8L3F6QRLXkabySEYy+In4/7yBEy6LEZ7ZEtJqWDHBJuqRCTsBsiz9NJnT8SZJmvCYH0B5bRXI4nKo0LYRSlQQfvL6fbPeDRpo2TnPC95H0Szelk9xQ9fkcSGpLhoW8+xy0FZ8fzU4GyDFy7e340k6THpr/+6mt00zg77gbyVEh9yN32+fkeh7HHcfv4Z7n9wi/E19KCKep3erZ+mL1Iv1q39X+W33P+D6IfRA/HFOfV3b5UVI2RZ5/ORELJBIxMRFjIBJjCUZLmgPo4b4ZFrQGYGQHeU5AHqwPIlUeFa+RR6U+e8ZMK8grwq9hLWpX1bTCPWgtSAETTrBVa0cXmoeWotWIRbtRGlTCO7bdTjXdkUGKI46MiAHJCrYoAPQ5CFB3HZjxTY6Pgsc0bibMCjNp8s9hP0UYPkgLpCT8Ig4LpF4LsSfLu7vjZGq1uCBoyBEZpAY0mmKJv5srMlYLHlLSMCZYle1odzPMaKcYamFIyEXAP6zwdQcKZx768d8fu/+aG34Kn/Z/8cfXjp766AsPzk0+9dSkzgv3Xr/vg4sX/+int/kPvPXJU+c+8czDt1wwHqOR2cN/ZS3MiSaogEXKiw5ryLEkywWSmhaWPNgu0d5MNN3PArTBCgg5i2CjUpT2uwEHLyVp1JUcRCCRTCd3GfIzp90TvqRTWEErPABd+B6V9eRc057O8uvRLcotxks6JwlKBE32nxE8PXpS/Gz/3ODc6FnxxcJi5UL/kuDi6Pz4Vej7/CrlamM9f59wj/lS5G30Jv+m8o4RKz3SKMb5zjJq2yqEV0iEaZokCCRTQhLNEP6WedlVkDZWjvT7+kYrsL6CtYKu+6j4Silgk4YNXp+GUpDHCxKCjcnf3V5q2ODl9Pb05r4Zz3GZrp9PRc0E1u/bUUp5DrNcCL98+GXg1wSP77oxx23TAjSZV9PYmNO3gSsL/tDs3ZAvaCKam+c3CWixTJqkN3vxa5tXbV954qLXHnj9qjuffvzaax9//PprT+9Br0EWHv/kvL7i8NvFYvE3T923C/6seO/fD8NL4aLPFq7D2u59ANAxzGMy1OmahzzSocILq3ijBTxC9jCiOyh2VYGxNat1Mbsa3YHuF9knWSgBnkOMxEEVwZdlOroymSdADSPJkHRto9vbAyQou+qufTxsR+kirctxlPtiKmdrhrPgoZNrcTDF2Rziospu2AlvBk4rwN6yLGvScm0aXVkjesGziKU0avxsEm9znARViYw1SYWI7Xe6QFXVWFh224gvgY71T3rt7Hv/u3Ele80J11b+6pSX5+HvUBj+kA3hkcvBo2WyqUQjFINHEoDGuHMqQcT1NbJmqEZSluuDyQSbrE9w9VqNpkaiEPhSFC+nhCwtfsKnZxuJZGFjhf8DX76ri6yO4UcbfNF80Zc39+WayYtIXBOnhbTJ2jqNnWydY62KM2eFlpiLAheFrtCuCqzTbgvcGv+FJiuqprMCxPeDRE3b+OH3wAiox5LRhuFHkI3sRg+DKLrUlvDTcfjxNN8o4fvOvBgsfL4V81JLUyhFu8ak1gijfkko+yWh7JeEFVkqsVlIupqhLCnNokmMG8dGBuCE7dHX4G44AQCyTlWSx41jBuBdrurPDVLl74rcES+/GEveEG0Thm0/sQReHZUrh9u5FIPZDpLAVA/pZkFUPICQrcHOrUyLRgwjUe/UO9Vr0UgkEXT6hHFl9U6NuZbm/DdLnogMdoz4EK76L6EogL2MQn/l3YtXb3nwupYzAj5lxcC6RQs3BPqrPvnVlS8vvviiGzYWP3rz18Pwxsj967fecO0DgZ+jK6+78Iabbkrt+N0l2y+a99NxyWd/uLf4Px+O8g9oAr6t1qE6E0myiTlJIh6CvAl7ZLClH2xiztdJvNttjOekrepOcwxKfGobskxq3Sp1pD/pc30IIhrf8iOgIXl+hL8GWKTKK1vbQgqdTTS0FgtU9fG1V699Zs60A8Uz4UH4X888fc9tc/7j2NDbnxU/L4r4sYktq+IewaiKtnHs85fanXiEXy05nC7hV0u9UbTR6b2k5FGjvmZCl5PBYMJHIJZisGwyoekQCBES3yffN+IUEmKCmD8iUG51xdA+LEREhlp9TlkS3U6NXVVxW8U9/kf9v1HfVN+Ji5I/ojfEGL8c9Pn9L+tGQPcHdEPDcmT7ya1tfTMePN2wg9B9jF0GC18jMoahkG2RB7LmmUvN1eYdJmv+n2UkQmUkggfdjKCIJyORjSnfM7ANGPBufOaE7fqO75KVytGyMkpaejqBWz9F2nNgTu7ByuXQetEJmIFyuNQvNXFNym5sphgqN0RySES3u6Q+AUhofh3rbDboSFAwaCRYasQSmuGjHobBjngYtCqFdNlr/Ib4YJnxVwWrGKc3EWlrlZ39bPD+JTf0P7XhnA11j/8QvTW0a8ZNd+6F4sofHPn9EFxj3nb7vgd/vH1GVwj948niqrnFo3/83Z3bDw4PO31iaD2I/K16kH9+sx6k6nAVqpJpPUhVeT0IBDcOf8QcZLMgAnc5Lm+M9GQJhltRyh8iwVxsonyB1pwfpkV/SIX+kMID2UowCmgJjerXECqb5FBZv4ZQJhImjRVitGtDmPZrCPtoKV+pY2SYZpiES50awgG3qO8LJ38qTPOnwmTBWCOmcjgM94ZheHqM2J4QadIQOxxDy2KbY1tjwzE2VmqvVmrc5jZl6yuoGanUBJWgqZT0qnRQYiUv7UUqNUGV6EORfGyKEo86ER2JdmmQEMWO06Ojklxc7vt2OwanISrte9fpNEKl6VIx1tQ1Q0O8UyXC8CarxoEmWk7TtIaGtViDEx7sx8CFsWhuFKOEeNmpcHcb4jkdiGqztFdamHIb7ZvGdF37xvkPzTCVfsW6/Mwzf3hc/0/7T71sRtsKdNdQ3w/Gn3LmrDtuQfljb2NZipF2NNxuzEoaSjileqpXPdlf0LylJ85TYrxHSCX45BGcN+K8R0glQOURgrduVlpAEzwAKoqlc9wpFD2CE0uNOV1C8ggXqtkdBd+56qXqj9XH1ZdU7gzmDO3fWMaHvTeg8ozAyQojkGVM7WWGDTAMy2gAqRorMHvQHuw6I7jZlgHL4lPAyzI7gC7exXGyXVFJmjo4SE523AY3xkg7KgzADlsT7OqaVmFNVZuw0UBO7kmgFSATpRCDyC+T38HEoZ109W2HPgA3UN31KYHXhIFowKPT/JCGi7vMI51HO72euevH0dRnwzCwlXLz4t/b7qOJ8LbSkmeqx+YZtqKik4btsdUnof+Aait5dc3MvGpn82p1Au/dfPnu78rEA7n4TpWVeEZDA0zzLoLOgcp6aDHX0tLswEWrqg220PbGjAXRPUM3oZ/96MUX+4ttcN4vmJ1fn/6L4gPYib17aDHmqlOLC7FuOQHb8AR8jlrxJQrKoYbIcWgqukrlu4Jd0anRjcnNSa7V3xrvSp7sPzk+yz8rfqH/wvj85Jrk6/wbvg/5j9VPImY9qlZzwTxqU09DU9Q5aCF6S30n8pfQx9EP418jA7JaIJZQBJ0PJFgF6GG9BYwKL4NRFZUjBciANEAzoGnYxnxjjcEmaQFykoJbgxYgG6UCZIMWIBsht4a+6CzxGCGiqwyvpJ+eTmNcxsrv6MHsFlmGC1b6Wz3OvlFaadcVhDQtYaUlxgItMRZCztq9066qIvnN4mK3tnjo22XFpN/1NwPKTjwZsgEKB1lF5zUlRuPJyuh4MrTc6sp2t2h4VJezMQ33zn62+Pelr13/294Hh6qevHLFI1tWXfFQcSESj5sOx0Fhc/HGR3741UnMU/v3/+Z3r7/5O2x4DACYf2DDY6Kco3C0kUYwpHrvudGJL04zzvJi4KABFZ5FEo94TQayQRNzjUYSNu/qssK0o4vhg0Z11EnbnxnNzzHuYe8R79d/bOzl9vJ7hT8YkmGH8hj3SEEtZrbBicpa+ENFbPSdw3YL3cq5+r3wPvk+ZRcaUH+vvKy/Yr7NvCH9UXvH/ED2+dzggqICn2VENMwEZHnR1gll8ABpAMNOnqJLIsU5p/1S3L6Yx7pIlCTI8xLHMoxiGNgMaNAwNFPBFglpCqOaMm8gQzZfBC9KyMwAKQCAxCDtRQ1qGZUJqCojSxLDIB57jVhfyTN80Headr1aLRsX8NL1NtZL8V02P5NfQ1fYT7L1FHM9qp6Bh/4069p9bnSJtl+JRQbND8wjgx/2lJYbyZaskve4xTw9LmrKG8Z6cd963dznbPFO0M3OTrGz29FN/XqkIq/QMokKrHbCWDmF6fvtVXmTusfBPKyuykt2olQy0U27DpH8oG4XcdHhI11l8OSWSiVo4BbCljAp4OnAVA1TCw14U/H+/3poXGJMpu9PxTvh7e++PbH4MaqDxS9PaTqx5VhRHfp3eHp3sQdDJtognEIm9luQ6R/fgEyNx3Udh45LUMh0XAky9ba58aooiZyCBjRnJHa6S6nEODZjRZxAOE8wuZNzEyEoqo7IbcSi8Nui/r4VscbklLokcUxm6IyuB8BMCKk7rZkWPxsSUF1NgowEy+/L9TQTLDvYTNkIw3wSlTL3v77ffPe3pXhq2UOMOAZ2A/UMLFoV/y/uOvpe37hVY/mN7FMmxs4I2TXnhc6puZhZErosdknN1bHrkhtityd/HHo89kzsk9CHqaMp//Ghn4eeCjET6y/iUV1yhj6PeBAJchP42kziOKBL+8ltKyeVd9GpLFPalWXwshLmgVJ2nlJW1aaUnafACbY12q3YOAZ7ihN2gB0ZTw1nPCSS8UJjmRWWF3BJWbaFrI2533m+hdOr4aiL7krd/1znYrDkSewBtdiLqBk+2FeV4lNenLWX1KXFd+AhVvQ6p7uxHii5D4Hqb0RbG3PN5Y4DWYio5Z2GDQC72z6LRsaysHWkvn3ZU6FrL5h13cx22L7nsp1fQ+HFOwavufofDz75NvrDL1Zeuf3xa697AM4yr778jNV/XqZGCouh+Of3ofnj4l+w1/rXYt+vnmdaf7Jz3083bNkCGDDLZe8wqAFN6MWRoE+/CuLJcWSUwn4/mj1unK8qyXN1SZ+WlChrkeDqThqczRlOl1rk2EXaJwMT9EMjwnjuOuOdxRCjSeO6TDpICxqC9IpBGtcNjgRhR0d4CTIZpMXorggmnWwm90F450EOUWk0PPDl3p8cY8g6bTU5SG5LfjNI5TNIv+nI9/Nuhu8FG90H8F5EIqa1hWB96LTQadkP1Y+bOKkJXgeug9eyK8VeZbl6hXZ1+HZwG9zArhPXKjep67QfhF+xXvT7VJCMABXfafM4WDaYo1zn0ckspczP5IrnJShN8qFLQK7s7FzZ2bkyRzu3wrBTWCIMbHdNbFcG4J39zRH1W/ktXvQ3smIrA5kBdElf2jsp7Z2U9kQmvSJYEpmgHUTBjeNHiQwNWJFkrLK37kj20KF0OhG6wvM0qB4+uD2Rwi7dwe2pVCPZjU1l8W5bvSNLjmvesxyjFixQfXjkxlFxisd5Xx0VJ5/GV1Fx4svEidoNSDNGndUKL1oF8JHyridMoMxTh4uWLfnw+b2fLL5s/Q+KR996q3j0zu+tW3zpzbdefMktE0/bOGvtY0/dsPpRJl5/36LNb7+/+eJ768fsu+WZYQDh3jt+Dc++9KYb5124/qavh6dtnPHImhueeAzruwexk/URKSAFgxQMB3kuKYqCABiWLATLUlIBIm3mHDB9rcLZzOkpOaUhOaaxEiql+nlOVWkRVvr/sQgrSf9iNVY97rzvSkaajidz2pFD31qBJRLHiXS1leMwZPFWW9lvrbY6i63BKvf1IJv++udM7us3mJu43U8Vu54sak/hh/cDgNZwr4EwPN+pZgxI0Ig2RpuidnRZ9CfqT7XHNTGm1Wlbo3ujbJSMUWWssrVC1BjVSMgwiHIBP8vwQN4UgIFhvzNKuwp+my21cgt7YDzswmulEM6wgEF3QacsZrxbFpNLVLZuBDBq0zZgtkYqYAJ0dOvo0FbTmpgx7uh+7iZ6BdxEr0+8AqwPqYoho72LjvZDkegzcDeoAkehDEgfhPLWP8T1O4IxFxWZwdxgD6lt7KTrfXnLCRYEMCaQBF7EkMiUfHFg8UYckijB2rUYmPSA5fEdQA75sbvJjO1fwvCyQXO1ZOhMRkuzU6BQ09ZCykZKf1glGCTO3PZNm/yxG1edMTc+ofmskw8cYH68oXdx65RzfD+Tp8z/3oavL8aTVFU8k/kMI/YY+i2NbWLM6wxoQC31kvH6YnqEwWrac25A/YhX46B7n2oeoZbOL3Uk/1YTfRLBeW50nN6J75Q7BRVywGAUJhE1fLzC+22fkVJsNeU6B9HGXOzdWGR/LGqSHf3bNDR4Hu8zEtAgqHVFIl8XKBhbZMbWbKwpU3VNrSbZCKrkC2kRX61Sq9Zq7Wq71qbfbyl1vjr/qaFuX7e/O7jQt9C/MHgVv0q7yro6cHXwZu02a4Nvg//WwH3yY8oz5h5rd+AT+a+B/9GGzC8Dw4mkzx/R9RNnu45EyK8k4qxxsnGTwRjR0pdw/oKOU4hA3IcOw1BNy+eTARMN+P0ZnxzAbwzVsNSMImM2lP3kT9MoPLkASJgJ1Jh4PoESA6hrh4FHxA4MoLNtpctn+9A83/M+5BuAJ+40YDWYHJfJR3TM7JTapM5QmZnqsIrwBJzY12jgEUJd/fHUtRdHcngIh0iGLfYdSIJtxDxyKEpWpQZjEXOQUpjtBkccCdEr4tZdT2I9dRv2Td2qz5q6NTKSYLvHqWwZ/ogsYdDabBrxCAy/t7MjL1d35HUMJHYE85abqdhNAm2kztr1HkaFNLZFGayRbHlJ1DBkmY4mbQ3pLDbWOu2w8P+RNpFkKbumenXguDGdp4atLKcUL3vh3Vx1Ze4v/cUlk9JN1xZai5c8btal44uNCrZu6P4r1l67Ci0+9vstJ3bPwkJy2fBfuaexJsvAR6kmi8UD8SCaXwvPF/3Qx6TToMoXRhmQpH0LSUI0BvqQDyd1BgMACcJsbSY9KmknXWbT06WkHa2QTjFMCqVq59MI0yGq9mmitxtqepuqfZroTfP90fI1tbC2wrMkFZ5erCjl+1dkUzKUVa/EX6ZeihzNXujZBiebf5qbotrjZq4R77a03kAq/Er9/byy0JPZmngilogmGF7NmplgtjIrZthsTSaiVVSBkOGvwicH/CkBv6vmMlUwoYSrYMDCm6RUVQXSDN6A3KheL86/BlpdGt/F2Ol0lU7+VBc2SRDqBAc071rCSz6/Xw9TRagzoxa4LLoISqBBW8biaa1BW6sv3dLMhsLCOEQKSQWMr30s4RGLOQNddkfx1c1/Lm7q74Mz39kE4V3ZLVXf27n05he+XzVhPUR3Xn/4BNT1JBw6uHzF0/D8P78JV/RfMvBvTcvWTDvzphm3bNpX/GLNBR3QwjzyIgDwatqD6RqaCIRIi1aOdHE3aW/ah2ilJkhhX5NMbKl+TXMM++ERe+79fS7bWUCuoDboIdbprVpKrer8kJbKEzVHimzLatVe7CdNnLFr/Cw2wOOoazzxm67x8PtlrnHzLijYbkEJbYTl/PGJ6kxrowAFOOfUHITCyAoDvj9ZZJAA4KaQ8DKWcWI5uDFejNgrRmMx4Ra5iaP+SN1XZVG78oqXEZkQR4eIBr7RSVj67k7CcsAzTGD4Q+8gTLtmCHmEHPOMDjnNjYfDtFcnmR7dn85HGu7ShgulbsON5W2G3T666UYONoA6JiM3YiU7X71VvFXaqO5VD6tKSp2pIhYpInI9GgmqCi0w7Opy9X9alqSUyAVEkcNoM4W4AEKchG/1cUoGorRAhAuQSEPQdfmZIlwjbhTxewhtDdl1+XkI3oE2IYTIESvFzeRQEzef28jt5Q5zHDeAbulT5j/mdIDpJVkG5BUhK/MYA8aig5Euqs7d4gmSeuSUSARGNPh2YMgDw//YLvkg2YkB0pbIg+9Tt9bhs9tpQzhAGsJ10zySnvI+vqNLxHZyQBS9lhluU1+nh0sLRJOGfv8f8LpxldVj4YYXh17gdh/705plV17J1tMKzAsw4g5xj+LpvZ0qY32fBln8g0RWYjRAFlObEGQlVVvBMIjEDGbQPCwGxQxxhfQ3MAPOg/MQ04V3S+FqyMKo7i460paondOODGKITLIvyPgQgIzRmrO8A3t74v2SylCdhDExXR9scTqpVwV5wPBCTbvP13EBs2NDcXBqu/E0c8M/b2W/emrD3UVf8djAO0/BT+Dvfoq/RR0AzOtYXejwMyo95O8vPefys5tvit0A3wB6SUQ+2OwLk04x/25LmIAnJGk/mRfs0zFRj+qkRjMP8/JpcAqaIp4mzTDnwrPR2eIcaaa5BF6ILhQXSdfAleI10u3wZsyVX8IjKB4Vs7BezEl58Rfin6BAoni7zGArGuPLS2QFogbrejRRkpEoyxmIAhAiSCqC0AVcDltT+QIsXTS5j+gNLafLmPeMfuz5cPwedB7WKwL5u4JUqVRrm7ES1219vr5GP6xz9A/dpclH+kogXw/hFgBngKVgGOvOCFV2UcNcWUXCmSQETv9QEemqiYlDOQqozSFSpdhpfoAn5wOaM+q2KDL1fW7jF7cvLIYZO+phViSG2Rk9kYwlfvfCLjKKZCgdG9SLvVAKSsTh97YbZBDc3Ue74nlJDMWPl0giVDhP1xLlUB4F8CsWypc3iIn3YWSuDjBNO5aQptWc47c6f1aSNDygGZyQr6nC3AKF9paqYB16eMW5xRnMRUO/XnrVIvi3uxiRv+v7Q+dfI/3k/wGodFawAAAAeNpjYGQAg1u97hfi+W2+ckhzgPm3n5XKw+hf6/+mCzBwBAK5bAyMQMgAAGNdDHIAeNpjYGRgYLf758fAwLbq/6L/O9nUGNCBPQCPjwYHAAB42i2OsQqCYBSFj6JCU0ObW9DQKwhBEFGRSyBJQ0s0N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format("truetype");
}
.stl_16 {
	font-size: 1em;
	font-family: "DNMIJH+ArialMT";
	color: #000000;
	line-height: 1.117188em;
}
.stl_17 {
	font-size: 0.83em;
	font-family: "ANBQOM+ArialMT";
	color: #000000;
	line-height: 1.117188em;
}
.stl_18 {
	font-size: 0.83em;
	font-family: "VHPJLH+Arial-BoldMT";
	color: #000000;
	line-height: 1.117188em;
}
.stl_19 {
	font-size: 0.75em;
	font-family: "ANBQOM+ArialMT";
	color: #000000;
	line-height: 1.117188em;
}
.stl_20 {
	font-size: 0.75em;
	font-family: "VHPJLH+Arial-BoldMT";
	color: #000000;
	line-height: 1.117188em;
}
.stl_21 {
	width: 100%;
	clip: rect(1.827499em,42.5625em,4.848332em,6.930334em);
	position: absolute;
	pointer-events: none;
}
.stl_22 {
	font-size: 0.71em;
	font-family: "SCAACQ+Arial-ItalicMT";
	color: #000000;
	line-height: 1.117188em;
}
.stl_23 {
	width: 100%;
	clip: rect(3.319168em,42.5625em,51.07333em,6.930334em);
	position: absolute;
	pointer-events: none;
}
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");
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bAGJUmwAyWwBSVJYCCwQFJYIRuwAFJYILACVFiwBCWwBCWwByWwByVJsAIXOBuwBCWwBCWwBCWwBiVJsAIXOFlZWVlZISEhISEtLLElAYhQWLlAAAIAY7gEAIhUXLAWS1JbG7ABWS0AAAIAAAAAAlgIAAADAAcAAAEBAQEBAQEBAAAAAAJYAAD9rQJOAAD9sgAACAAAAPgAAAUAAAf2AAAAAgA5AAAEqwVVADYARQAoQBUAFJFFRR1EQpErpiwDIB2mHxIJCxIAPzM/7TI/7e0yEjkv7TkxMAEWFhcXHgMXByEmJycuAyMjAw4CFRQWFhcHITc+AzcTNjU0Jic3ITIeAxUUBgcnMjY2NTQuBCMiBwMDODA7EhcLHCcxLwr+6yAZLAsfKzkpckYJBwUUKDEL/mULJiYaFhaqFi40CwG9aoZfQCC8t+KRqGIQGig8T0Q1O4ACayRkWXQ3WDQaCDFZe9Q3SykN/sMnLjMUHyMQBDExBhswRWMDAmQ6MSYDMRkyT2M4mtg4QE6yZytDLCIZCwT9vQACAGn/8AOZA80AGQAjAChAFQAQAEcZEZYaGRoZGhYhlQsQFpcDFgA/7T/tEjk5Ly8Q7RDtODEwJQYGIyImNTQ+AjMyFhUUBCEGFRQWMzI2NyU+AjU0JiMiBgNFYceEkZ9NnNp7eXn+wf7GDFJdXJVT/iqNymw5OGW7x2tssZ5r9cNrYmiqqjxGaV9QU/wBMWtbPUXMAAEAGP/wBH8DzQA6ACpAFjoVJCMjIJ4nFhIzlxUQCQgIEQWeDBAAP+0yMi8zP+0yP+0yLzM/MTABNjU0JiMiBgcnNjYzMhYVFAcXNjYzMhYVFAcDBhUUFjMyNjcXBgYjIiY1NDc3NjY1NCYjIg4CBwMjAREWGhwfRTw5XHpNP0kYDGKxXl1kHUEbGhweRD45VoBSQU4hLBgPLjQqYW1CFV+tAnpgNCgkM0M4YFFTQzVBBIqFa18/dP76bS0oJDFFOFxVXUhBfq1eWhxFPUOHf13+TwABAHX/8AMKBLMAHgApQBUAEAAeHhsSFQpHCe4SEBASDxuXAxYAP+0/My8Q/e0zERI5L804MTAlBgYjIjU0NxMjNz4ENzMHIQchAwYGFRQzMjY3ArdXoVjREXaoDzs9KSIgIIo3ATAW/tBZGg5nLGNEvWlk00NKAgdFARAcNFFl92X+fHFjHnxDUQACAGn/8ARdA80AIQAzACZAFAAolR8QFS+XGBYUDAsLCJ4PFgEQAD8/7TIvMzM/7TI/7TkxMAE3FwMGFRQWMzI2NxcGBiMiJjU0NycGBiMiJjU0EjYzMhYDNjY1NCYjIgYCFRQWMzI2NjcDW1xAkxYaHB5EPjlaf0o+ShcNYKxgbnmH7JFBcRwJBkJPZ6RcOUNCf4ccA4tCEP2GXzUoJDFFOGBRUkQ3PgSMgqaWrAE9tx3+sSk8I01Ipv7pi2hnctOKAAIAXP/wA+cFlgAYAC0AIUASAB6VFxYNKJcQEAsBCKcJAAEWAD8/7T8/7TI/7TkxMDcHJwE2NTQmJzc3MwMXNjYzMhYVFAIGIyIDBhUUFjMyPgQ1NCYjIg4CB/hcQAEDFzNCDP06sA1hqlVteYXskoUPD0VQKUpNRTogO0EwXXJIGTFBEAR3Zi4qIgI0Cf1EBIJ0ppel/sG7AWxGQk9GGz5llKlNaGg9jZRzAAIAjP/wAkMFRAADAB4AIEAQFhUVCRKeGRYDAgwQCacKDwA/7T/WzT/tETkvMzEwAQcjNwM2NTQmJzc3MwMGFRQWMzI2NxcGBiMiJjU0NwI1LrEukRcrPwv0O5AWGhweRD45YnpMQU4cBUTCwv1eZDItIAI1Cf1+YjIoJDFFOGdKX0pMdgABAIr/8AJBBZYAHAAcQA4UExMHEJ4XFgoBB6cIAAA/7T8/7RE5LzMxMAE2NjU0JiYnNzczAwYVFBYzMjY3FwYGIyImNTQ3AVkMChYpNQz8O/YWGhweRD45YXtMQU4cBHw1PxseHw4DNAn7rWMxKCQxRThmS19KQ38AAgBp//AEXQWWACoAPgAsQBgqIiEhHp4lFhgBFacWAA0wlQoQADeXAxYAP+0yP+0yP+0/P+0yLzMzMTAlBgYjIiY1NBI2MzIWFzc2NjU0JiYnNzczAwYVFBYzMjY3FwYGIyImNTQ3EzY1NCYjIgYCFRQWMzI+BDcCvGCsYG55h+yRPWc2NAgMFik1DPs7+RYaHB5EPjlcfkk+Shc2D0JNZqJdOUMfQEVDODAR/4yCppasAT23GR/nIVAeHh8OAzQJ+61iMigkMUU4YVBSRDc+AWZIQE5Hpf7oi2hnGzxWV3dUAAMAOQAABM4FVQAdACsANgAjQBIANpErKy4qKJEUphUDLC6RCBIAP+0yP+3tMhI5L+05MTABFhYVFAYGIyE3PgM3EzY1NCYnNyEyFhYVFAYHJTI+AjU0LgIjIgcDAxYzMjY2NTQmIyMDjl1kevTr/kMLJiYaFhaqFi40CwHvlrVVoJ7+6naLajAeSV9PV0txkT1ZmJluhYSwArsliVeFvXQxBhswRWMDAmQ6MSYDMT96XIPDNCsmYnVNK0s1FwP99/1rBEWwgWVmAAEAFwAAA6oDzQAlACFAEB0cHCUZniAQEhUHBwALAxAAP80yMi8/P+0yMi8zMTABNjYzMhcHIy4CIyIOAgcDIxM2NjU0JiMiBgcnNjYzMhYVFAcBvGK1XUkxMGcGFh4XJFVqPxVfrZEOCBocH0U8OVx8Sz9JEwLLhXwL4CouEj6Eel7+TwJ6PEIWKCQzQzhgUVNDMjUAAQAY//AEfwPNADwAKkAWOw8kIyMgnigQEjWXFRYRCQgIBZ4MFgA/7TIvMzM/7TI/7TIvMz8xMAEGFRQWMzI2NxcGBiMiJjU0NycGBiMiJjU0NxM2NTQmIyIGByc+AjMyFhUUBwcOAhUUFjMyPgI3EzMDhhYaHB5EPjlbgEg+ShgMY7FdXWQdQRsaHB9FPDlVVk8xQEofLBEPBy40KmFtQhVfrQFDYDQoJDFFOGFQUkQ2QASLhGtfP3QBBm0tKCQzQzhWQBtWSU92rUJKNhJFPUOHf10BsQADAJUBNwWPA1sAAwAHAAgALUAQB76QBQHPBd8F7wUDsAUBBbgD9rMIAr4AugP2AAgD6wA/9u0Q9l1dce0xMBM1IRUBNSEVE5UE0PswBNAqAtaFhf5hhYUBEgABAEb/7wQ7A9EARwAlQBE3NjYz2TwQFRQUD9kaECm+ALgD7gA/7T/tMhEzP+0yETMxMAUiLgI1NDY3EzY2NTQmIyIOAgcnPgMzMh4CFRQGBwMGBhUUFjMyPgQ1NCYjIgYHJz4DMzIWFRQOBgFkHScYCg4LKgQFFBgTLC0qEjAfRk5WLSYwGwoCAjgJDAoOIWRublg3HyEqRyY5GEFJTiVIQCI+Vmh2f4MRHTVIKzmCQgEVGCsKHygXJCkSOCA/Mx8ZKTEYDhoL/pY5bSoqNDVdf5SkUyQnQTUzJEIyHks/MHyKkYl5WjUAAQAy/+8DcAPMAC4AJUASFxcqIgoKGwAAGwOVKhAblRMWAD/tP+0ROS8SOREzETkvMTABJiYjIgYVFBYWFx4DFRQGBiMiJic3MxYWMzI2NTQmJicuAjU0NjYzMhYXBwLyC19mT2IZTFA/TCwUX6NoU6BiME4EZG1fax5ESk5XLFWeaV2ZTC0CyVlcUUIkN0IwJj8+RTFZfz4ZHtpgYlVOLUE8LS9MWTpPd0AWG9IAAgCH/+8E4gVlAA8AHAAQtxmRCBMSkQAEAD/tP+0xMAEyFhUUAgIEIyImNTQSEiQBECMiBgICFRAzMjYSA1DB0WrJ/v6NydBlvwEJAXDfbLuNTuGJ5ZIFZeDUm/59/uWJ4NCWAXoBIZX+dgEymv7i/qqD/sv8AccAAgAY/lIEDQPNACUAOwAoQBUjJRsdLJUbFhI2lxQQCQgIEQWeDBAAP+0yMi8zP+0yP+0yPzMxMAE2NTQmIyIGByc2NjMyFhUUBxcSMzIWFRQCBiMiJwcGFRQWFwchAQYGFRQWMzI+BDU0JiMiDgIHARIVGhwfRTw5Wn1MPkkXDLm3bXmF7JKFWC4PLUEI/ssBVgoFQ1IzVk0+MRk7QDNjdkITAndcOygkM0M4XlNSRDg+BAEPppel/sG7OttHLiwlBjEDCjU4G05HKExsj5dCaWdFmJRgAAEAaf/vA4sDzAAdAB1ADg8OAA4ACwSVGhALlxIWAD/tP+0ROTkvLzMxMAEuAiMiBgIVFBYzMjY3FwYGIyImNTQSNjYzMhcHAvECFS8rZaFmUFBbhUo9Xr9ukZZQms51hXAxAsxMRCKh/tmIZmNFSj1oYKykawEAwmAe4gACAG7/7wPVA8wAEAAeABC3G5UJEBSVABYAP+0/7TEwBSImNTQ3PgIzMhYVFAIGBgEUFjMyNhI1NCYjIgYCAbSbqxgfktaAoKhRjcT+6ltcYphYVFlom1kRrqNQaY7Uca+jdP74tFsBJm5psAE9eGxtrv68AAEANwAABaMFVQA0ACRAEykXATOmNAMkpgwlAxgVphcSCBIAPz/tMj/N7T/tMhE5MTABBw4DBwMjASYnIwYCBwMGFRQWFwchNz4DNxM2NjU0Jic3IQEWFzM2EjcTNjU0Jic3BaMLJiEaHBXriP7cNSgNBjYeWBUtNQv+ogsmJhoWFqoKDC8zCwE/AQg5HwsIORhGFi8zCwVVMQgUKFVg+9UDWpqZM/7hif5xXz0tJQQxMQYbMEVjAwIrTigvJQMx/PWodD0BHGoBO2M+LyUDMQAAAQAAAAAAANbWV01fDzz1ABsIAAAAAADb5nUhAAAAANvmdSH0NOxKFvEY7wAAAAYAAgABAAAAAAABAAAGO/45AAAF+gAAAAAFowAAAAAAAAAAAAAAAAAAAAAAFgJYAAAFGQA5A/gAaQSXABgDKAB1BHUAaQRQAFwCiQCMAocAigSjAGkBwwAABUAAOQPOABcElwAYBfoAlQRaAEYDsgAyBWkAhwR2ABgDrgBpBEMAbgXcADcAAAAAAAAAOAAAAS0AAAHCAAAClQAAAx8AAAPhAAAEjAAABREAAAWKAAAGbAAABmwAAAc1AAAHygAACKEAAAj7AAAJ4wAACpEAAAsJAAAL3wAADFsAAAzPAAANnwABAAAAFhAABAAA/wD/AAIAEAAvAIYAAAmkESgA/wAeAAAADgCuAAEAAAAAAAEAEgAAAAEAAAAAAAIABwASAAEAAAAAAAMAEgAZAAEAAAAAAAQAEgArAAEAAAAAAAUADAA9AAEAAAAAAAYACwBJAAEAAAAAAAoAHABUAAMAAQQJAAEAJABwAAMAAQQJAAIADgCUAAMAAQQJAAMAJACiAAMAAQQJAAQAJADGAAMAAQQJAAUAGADqAAMAAQQJAAYAFgECAAMAAQQJAAoAOAEYQUZGVEtRK0NhbWJyaWFNYXRoUmVndWxhckFGRlRLUStDYW1icmlhTWF0aEFGRlRLUStDYW1icmlhTWF0aFZlcnNpb24gNi45OUNhbWJyaWFNYXRoQkNER0VFK0NhbWJyaWFNYXRoOTcwNTZvYmo0NwBBAEYARgBUAEsAUQArAEMAYQBtAGIAcgBpAGEATQBhAHQAaABSAGUAZwB1AGwAYQByAEEARgBGAFQASwBRACsAQwBhAG0AYgByAGkAYQBNAGEAdABoAEEARgBGAFQASwBRACsAQwBhAG0AYgByAGkAYQBNAGEAdABoAFYAZQByAHMAaQBvAG4AIAA2AC4AOQA5AEMAYQBtAGIAcgBpAGEATQBhAHQAaABCAEMARABHAEUARQArAEMAYQBtAGIAcgBpAGEATQBhAHQAaAA5ADcAMAA1ADYAbwBiAGoANAA3AAAAAwAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAALkAIAH+tAkYAUoguAH6tAkYAUoguAH5tAkYAUoguAH4tAkYAUoguAH3tAkYAUoguAH2tAkYAUoguAHwtAkYAUoguAHvtAkYAUoguAHutAkYAUoguAHttAkYAUoguAHstAkYAUoguAHrtAkYAUoguAHmtAkYAUoguAHltAkYAUoguAHktAkYAUoguAHjtAkYAUoguAHitAkYAUoguAHhtAkYAUoguAHgtAkYAUoguAHTtAkYAUoguAHStAkYAUoguAHRtAkYAUoguAHPtAkYAUoguAHOtAkYAUoguAHNtAkYAUoguAHMtAkYAUoguAGgtAkYAUoguAGPtAkYAUoguAGOtAkYAUoguAGKtAkYAUoguAGItAkYAUoguAGHtAkYAUoguAGGtAkYAUoguAFbtAkYAUoguAFatAkYAUoguAFZtAkYAUoguAFYtAkYAUoguAFUtAkYAUoguAFQtAkYAUoguAFMtAkYAUoguAFLtAkYAUoguAFKtAkYAUoguAE2tAkYAUoguAEwtAkYAUoguAEvtAkYAUoguAEttAkYAUoguAEstAkYAUoguAEJtAkYAUoguAEHtAkYAUoguAEFQP8JGAFKIPQJGAFKIPIJGAFKIPEJGAFKIPAJGAFKIO8JGAFKIO0JGAFKIOwJGAFKIOoJGAFKIOUJGAFKIOQJGAFKIOMJGAFKIOEJGAFKIN4JGAFKINoJGAFKINgJGAFKINMJGAFKIM0JGAFKIMwJGAFKIMoJGAFKIMkJGAFKIMgJGAFKIMYJGAFKIMQJGAFKIMIJGAFKIMAJGAFKIL8JGAFKIL0JGAFKILMJGAFKILEJGAFKIK8JGAFKIKUJGAFKIKQJGAFKIKAJGAFKII4JGAFKII0JGAFKIIwJGAFKIIsJGAFKIIoJGAFKIIkJGAFKIIUJGAFKIIQJGAFKIIMJGAFAPkoggAkYAUogfwkYAUogfgkYAUogfQkYAUogYgkYAUogUQkYAUogUAkYAUogSAkYAUogQgkYAUogDgkYAUoPQWMEQQAfBEEALwRBAD8EQQBPBEEAXwRBAG8EQQB/BEEAjwRBAJ8EQQCvBEEAvwRBAM8EQQANAF8D6gABAIAD9ACQA/QAoAP0ALAD9ADAA/QA0AP0AOAD9ADwA/QACAAvBDMAPwQzAE8EMwBfBDMAbwQzAH8EMwCPBDMAnwQzAK8EMwC/BDMACgAfBDQALwQ0AD8ENABPBDQAXwQ0AG8ENAB/BDQABwDPBCMA3wQjAO8EIwADAA8EIwAfBCMAPwQjAF8EIwCfBCNAIwXw4gGw/cD9AsD90P3g/fD9BND94P3w/QPA/9D/4P/w/wRwQQoEJQABAMAEJQDQBCUA4AQlAPAEJUAMBOC+8L4C4L7wvgIPQREEIQA/BCEAAgAQAlgAAQAPAlgA4AJYAAIADwQKAAEADwQItAEPJgEPQRsEBwABAA8EBgABAH8CFwABAA8CnAAfApwALwKcAD8CnABPApwAXwKcAAYA3wKcAO8CnAD/ApxAUwPf4BYXHNTVFhcce3wWG3t8GdHSFhccdncWFxxtcBYXHGxvFhcca24WG2tuf3IadHUUFRxnahQVHGZpFBUcZWgUG2VohXEaGXMWekMZIXlDGSEZQTECkgCZApIAAgAcApIALAKSAAICmQKaApsADAKNAo4CjwAMAooCiwKMAAwAGwKZAIsCmQACAA8CmQCfApkAuwKZANsCmQAEAqUCiwKnAA0CnwKaAqEADQKcAo4CngAN/+gCjrIUIzm5/+gCmrIUIzlBGgKCAn0ACAArAoECfAAFACsCfgJ6AAQAKwJ9AnoABAArAnoCVwAFACsCdwJnAAUAKwJnAleyBSsguAJwshsgOb0CcgJXAAQAKwJuAleyBCsguAJXszEzOQlBQQJxABkCcQCqAlcAuAJXAAQAaQJxANoCVwDoAlcAAwKEAnkABgArAoACeQAEACsCfwJ5AAgAKwJ7AnkACAArAnkCVgAGACsCeAJmAAAAKwJ2AmYACAArAnUCZgAIACsCcwJmAAgAKwJmAlYABgArAnQCVgAAACsCcwJWAAAAKwJvAlayByspQVACVgABAIYCVgABAl0CXgJfAAwCUQJSAlMADAJOAk8CUAAMAAsCTgALAlEACgJdADsCTgBZAlEAdgJRAHUCXQCbAk4AtQJdANkCTgAKAmkCTwJrAA0CYwJeAmUADQJgAlICYgANAmkAPAJjADwCYAA8Al0APAJRADwCTgA8AkQCPAAFACsCQwIRAAIAKwJAAjwABQArAj4CEQAEACsCPQIRsgQrRkEVAjwAAQBGAjwAxgI8AAICOwIRAAcAKwI5AhEABgArAjcCEQAEACsCIQIRsgcrILgCM7ITFjlBFgIvAhEABAArAi4CEQAEACsCLQIRAAUAKwIsAhEABAArAisCEQAEACsCKgIRsgUrR0FCAhEAAQAFAhEApQIRAAIAOwIzAEsCMwBkAhEAdAIRAAQCQgIQAAcAKwJBAhAABQArAj8CEAACACsCOgIQAAcAKwI4AhAABwArAjYCEAAHACsCNQIQAAcAKwIgAhAABwArAjQCEAAFACsCMQIQAAUAKwIwAhAABwArAikCEAAHACsCKAIQsgcrikFuAhAAAQAaAhAAuQIyAAICFwIYAhkADAILAgwCDQAMAggCCQIKAAwACwIIAAsCCwAKAhcAOwIIAFkCCwB2AgsAdQIXAJsCCAC1AhcA2QIIAAoCIwIJAiUADQIdAhgCHwANAhoCDAIcAA0CIwA8Ah0APAIaADwCFwA8AgsAPAIIADwBUwFNAAIAKwFOAU0AAgArAVYBXAAEACsBVQFcAAQAKwFXAVwAAgArAdoB1AAKACsB2AHUAAoAKwHlAeAABQArAeEB4AAFACsB4AHrAAUAKwHvAesAAgArAewB67IFK0C4AeuyCQo5uf/AAQSyMTE5uf/AAQSyGyA5uP/AtMcfIDlAuAEDsiwsOboBAwEAAQCyHyIjuQEDAQCzwB4eI7oBAwEAAQCyHR0juQEDAQCzwBwcI7oBAwEAAQCyGxsjuQEDAQCzwBQaI7kBAwEAs4ALEyO5AQMBALNACQojuQECAQGzQFCLI7kBAQEAs0BQiyNBCgECAQAATwAfAQEBAABPAB//wAEAslBVObn/wAEAsyMjOUC4AQC3HR45QOgbGzm4/8C05yQlOVa4AQhAEwHd2AUrO9ZL1gJAsAsNOcHABSu4/8BAN58TEzlAnC8wOZyaASubmgUrmpEEK6mZBCuZkgMrQMUsMTmSkQMriJGYkQIJYxhjx2MDIGMNDzm4//C0Rx8lOcu4AQpAHAGYlQErN54BlpUCKxiXJio5F5cBEJU/QDnZlQG8ATYBLAADACsBMLLNBCu4AS+yzAQruAEtss0DK7gBLLLNBCu8AUwBSgADACsBSrJ/BSu5AVsBVLIEKw9BGQFUAB8BVAACAYYBiAACACsBhwGIAAQAKwGJAYgABAArAYgBjwADACsBjgGPAAQAKwGPs4UFKz9BDAGgAAEBzgHMAAMAKwHSAcwABgArAdEBzLIGK0C4AQeyMjI5uAEHsq8DK7j/wLPeHiA5uP/AQBHcGBo5ycoDK8rIBCtAyCEiObj/wLPIFRc5uP/As8YkJTm4/8CzxhYaObj/wEAjvy0xOVBRAytAURsbOeXMBCvk4wMrQOMqKjnNzAUrQMxCRDm4/8CzzCcnObj/wLfMFxo5wuoBK7gBCbLaAyu4/8BAM+olJTnf6gFAxBsdObOxBSuxwAUrQMA9PTnArwQr068FK699BSsg2hIWOcW9ASCOARCOAbj/wLOLNjg5uP/As4snKzm4/8BAMosXGjmMjQUrjYoEK4mKBSuKfwUr9O8DK/LvBSvxgAIr8KAEK++FBStA7DI0OUDsGx05uP/As6BRUjm4/8CzoEVHObj/wLOgODw5uP/AQAugLDE536ABoIACK7j/wLOUMTE5uP/AQNSAGBo5gX8BK359BSt9fwUr7X8FK9h/AX+FJR+IhQErh4UBK4SFBSuDhQUrKYU5hUmFA2aFAUaFATaFASaFARs3FRg2FRU1FRI0F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format("truetype");
}
.stl_24 {
	font-size: 1em;
	font-family: "AFFTKQ+CambriaMath";
	color: #000000;
	line-height: 1.000977em;
}
.stl_25 {
	width: 100%;
	clip: rect(1.827499em,42.5625em,22.98917em,6.930334em);
	position: absolute;
	pointer-events: none;
}
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") format("truetype");
}
.stl_26 {
	font-size: 0.83em;
	font-family: "LHTPIN+Arial-BoldItalicMT";
	color: #000000;
	line-height: 1.117188em;
}
.stl_27 {
	font-size: 0.83em;
	font-family: "SCAACQ+Arial-ItalicMT";
	color: #000000;
	line-height: 1.117188em;
}

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alt="" class="stl_04" />
			</div>
			<div class="stl_view">
				<div class="stl_05 stl_06">
					<div class="stl_01" style="top: 2.8968em; left:7.092em;"><span class="stl_07 stl_08" style="word-spacing:0.38em;">Revista Científica Arbitrada Multidisciplinaria de Ciencias Contables, Auditoría</span><span class="stl_07 stl_08" style="word-spacing:0.31em;">&nbsp;y &nbsp;</span></div>
					<div class="stl_01" style="top: 3.6568em; left:7.092em;"><span class="stl_07 stl_08" style="word-spacing:0.05em;">Tributación: CORPORATUM 360. Vol. 2, Núm. 3 (ene - jun 2019) ISSN: 2737-6443. &nbsp;</span></div>
					<div class="stl_01" style="top: 4.5468em; left:7.092em;"><span class="stl_09 stl_08" style="font-style:italic; word-spacing:0.24em;">Sistema de</span><span class="stl_09 stl_08" style="font-style:italic; word-spacing:0.2em;">&nbsp;costos</span><span class="stl_09 stl_08" style="font-style:italic; word-spacing:0.21em;">&nbsp;por órdenes</span><span class="stl_09 stl_08" style="font-style:italic; word-spacing:0.17em;">&nbsp;de</span><span class="stl_09 stl_08" style="font-style:italic; word-spacing:0.22em;">&nbsp;producción para</span><span class="stl_09 stl_08" style="font-style:italic; word-spacing:0.21em;">&nbsp;mejorar la rentabilidad en</span><span class="stl_09 stl_08" style="font-style:italic; word-spacing:0.19em;">&nbsp;las &nbsp;</span></div>
					<div class="stl_01" style="top: 5.3168em; left:7.092em;"><span class="stl_09 stl_08" style="font-style:italic; word-spacing:0.63em;">empresas de confección de ropa. Caso diseño de modas Karen Pamela &nbsp;</span></div>
					<div class="stl_01" style="top: 6.0868em; left:7.092em;"><span class="stl_10" style="font-style:italic; word-spacing:0em;">“</span><span class="stl_09 stl_11" style="font-style:italic; word-spacing:0em;">DISMOKARPAM S.<span class="stl_08">A.</span></span><span class="stl_10" style="font-style:italic; word-spacing:0em;">”</span><span class="stl_10 stl_08" style="word-spacing:0.03em;">&nbsp;</span><span class="stl_09" style="font-style:italic; word-spacing:0.03em;">de</span><span class="stl_09" style="font-style:italic; word-spacing:-0.01em;">&nbsp;la</span><span class="stl_09 stl_08" style="font-style:italic; word-spacing:0.04em;">&nbsp;ciudad</span><span class="stl_09 stl_08" style="font-style:italic; word-spacing:0.02em;">&nbsp;de</span><span class="stl_09 stl_08" style="font-style:italic; word-spacing:0.05em;">&nbsp;Manta &nbsp;</span></div>
					<div class="stl_01" style="top: 7.9997em; left:9.7217em;"><span class="stl_12 stl_08" style="font-weight:bold; word-spacing:0.07em;">SISTEMA DE COSTOS POR ÓRDENES DE PRODUCCIÓN PARA &nbsp;</span></div>
					<div class="stl_01" style="top: 9.1497em; left:7.522em;"><span class="stl_12 stl_08" style="font-weight:bold; word-spacing:0.07em;">MEJORAR LA RENTABILIDAD EN LAS EMPRESAS DE CONFECCIÓN DE &nbsp;</span></div>
					<div class="stl_01" style="top: 10.2997em; left:8.3617em;"><span class="stl_12 stl_08" style="font-weight:bold; word-spacing:0.06em;">ROPA. CASO DISEÑO DE MODAS KAREN PAMELA </span><span class="stl_13" style="font-weight:bold; word-spacing:0em;">“</span><span class="stl_12" style="font-weight:bold; word-spacing:0em;">DISMOKARPAM &nbsp;</span></div>
					<div class="stl_01" style="top: 11.4497em; left:17.0842em;"><span class="stl_13 stl_08" style="font-weight:bold; word-spacing:0.05em;">S.A.” DE LA CIUDAD DE MANTA &nbsp;</span></div>
					<div class="stl_01" style="top: 13.2697em; left:10.9717em;"><span class="stl_12 stl_11" style="font-weight:bold; word-spacing:0em;">COST SYSTEM FOR PRODUCTION ORDERS TO IMPROV<span class="stl_14">E &nbsp;</span></span></div>
					<div class="stl_01" style="top: 14.4197em; left:7.362em;"><span class="stl_12 stl_11" style="font-weight:bold; word-spacing:0em;">PROFITABILITY IN CLOTHING MANUFACTURING COMPANIES. FASHIO<span class="stl_08">N &nbsp;</span></span></div>
					<div class="stl_01" style="top: 15.5697em; left:7.582em;"><span class="stl_12" style="font-weight:bold; word-spacing:0em;">DESIGN CASE KAREN PAMELA </span><span class="stl_13" style="font-weight:bold; word-spacing:0em;">“</span><span class="stl_12" style="font-weight:bold; word-spacing:0em;">DISMOKARPAM S.A.</span><span class="stl_13" style="font-weight:bold; word-spacing:0em;">” </span><span class="stl_12" style="font-weight:bold; word-spacing:0em;">FROM THE CITY &nbsp;</span></div>
					<div class="stl_01" style="top: 16.7197em; left:22.1642em;"><span class="stl_12" style="font-weight:bold; word-spacing:0em;">OF MANTA &nbsp;</span></div>
					<div class="stl_01" style="top: 18.8285em; left:25.2642em;"><span class="stl_07">1* &nbsp;</span></div>
					<div class="stl_01" style="top: 18.8285em; left:40.5683em;"><span class="stl_07">2</span></div>
					<div class="stl_01" style="top: 18.8597em; left:8.6817em;"><span class="stl_15" style="word-spacing:0.01em;">Macías-Mendoza Jonathan</span><span class="stl_15 stl_08" style="word-spacing:0.07em;">&nbsp;Leonardo</span><span class="stl_15 stl_08" style="word-spacing:0.38em;">&nbsp;;</span><span class="stl_15" style="word-spacing:0em;">&nbsp;Duarte-Valencia Cristhian</span><span class="stl_15 stl_08" style="word-spacing:0.05em;">&nbsp;Darío &nbsp;</span></div>
					<div class="stl_01" style="top: 20.981em; left:8.9217em;"><span class="stl_07 stl_08" style="word-spacing:0.04em;">1, 2 &nbsp;</span></div>
					<div class="stl_01" style="top: 21.0122em; left:10.2317em;"><span class="stl_15 stl_11" style="word-spacing:0em;">Universidad Laica Eloy Alfaro de Manabí, Facultad de Contabilidad<span class="stl_14">&nbsp;y &nbsp;</span></span></div>
					<div class="stl_01" style="top: 22.1622em; left:18.5842em;"><span class="stl_15 stl_08" style="word-spacing:0.08em;">Auditoría. Manta </span><span class="stl_16 stl_08" style="word-spacing:0.01em;">– </span><span class="stl_15" style="word-spacing:0em;">Ecuador. &nbsp;</span></div>
					<div class="stl_01" style="top: 24.3222em; left:15.6042em;"><span class="stl_12 stl_08" style="font-weight:bold; word-spacing:0.08em;">*Correo: </span><span class="stl_15" style="word-spacing:0em;">jonathanmm1993@hotmail.com &nbsp;</span></div>
					<div class="stl_01" style="top: 26.7122em; left:22.3042em;"><span class="stl_12" style="font-weight:bold;">RESUMEN &nbsp;</span></div>
					<div class="stl_01" style="top: 28.4261em; left:7.092em;"><span class="stl_17" style="word-spacing:-0.04em;">Se plantea como ecuánime principal, la generación de herramientas de costeo que aseguren una &nbsp;</span></div>
					<div class="stl_01" style="top: 29.3861em; left:7.092em;"><span class="stl_17" style="word-spacing:0.09em;">asignación efectiva y</span><span class="stl_17" style="word-spacing:0.1em;">&nbsp;razonable de los elementos del</span><span class="stl_17" style="word-spacing:0.09em;">&nbsp;costo a</span><span class="stl_17" style="word-spacing:0.1em;">&nbsp;cada orden de producción.</span><span class="stl_17" style="word-spacing:0.09em;">&nbsp;Esto &nbsp;</span></div>
					<div class="stl_01" style="top: 30.3461em; left:7.092em;"><span class="stl_17" style="word-spacing:-0.01em;">debido a que en la entidad objeto de estudio, se pudo detectar que no cuentan con herramientas &nbsp;</span></div>
					<div class="stl_01" style="top: 31.2961em; left:7.092em;"><span class="stl_17" style="word-spacing:-0.03em;">fundamentadas con bases y preceptos técnicos para la asignación de costos, realizando costeos &nbsp;</span></div>
					<div class="stl_01" style="top: 32.2561em; left:7.092em;"><span class="stl_17" style="word-spacing:0.01em;">empíricos que</span><span class="stl_17" style="word-spacing:0.01em;">&nbsp;muestran</span><span class="stl_17" style="word-spacing:-0.01em;">&nbsp;una</span><span class="stl_17" style="word-spacing:0em;">&nbsp;rentabilidad</span><span class="stl_17" style="word-spacing:0.01em;">&nbsp;irreal</span><span class="stl_17" style="word-spacing:-0.01em;">&nbsp;y</span><span class="stl_17" style="word-spacing:0em;">&nbsp;poco</span><span class="stl_17" style="word-spacing:0.02em;">&nbsp;razonable</span><span class="stl_17" style="word-spacing:0.01em;">&nbsp;para la</span><span class="stl_17" style="word-spacing:0em;">&nbsp;toma</span><span class="stl_17" style="word-spacing:0.01em;">&nbsp;de</span><span class="stl_17" style="word-spacing:0.01em;">&nbsp;decisiones.</span><span class="stl_17" style="word-spacing:0.06em;">&nbsp;En &nbsp;</span></div>
					<div class="stl_01" style="top: 33.2161em; left:7.092em;"><span class="stl_17" style="word-spacing:0.04em;">el desarrollo</span><span class="stl_17" style="word-spacing:0.05em;">&nbsp;de esta</span><span class="stl_17" style="word-spacing:0.04em;">&nbsp;investigación, se</span><span class="stl_17" style="word-spacing:0.05em;">&nbsp;aplicaron los</span><span class="stl_17" style="word-spacing:0.04em;">&nbsp;métodos</span><span class="stl_17" style="word-spacing:0.09em;">&nbsp;analítico-sintético</span><span class="stl_17" style="word-spacing:0.03em;">&nbsp;y</span><span class="stl_17" style="word-spacing:0.05em;">&nbsp;descriptivo</span><span class="stl_17" style="word-spacing:0.05em;">&nbsp;los &nbsp;</span></div>
					<div class="stl_01" style="top: 34.1761em; left:7.092em;"><span class="stl_17" style="word-spacing:0.02em;">que permitieron identificar, establecer y determinar los puntos que fundamentan la problemática &nbsp;</span></div>
					<div class="stl_01" style="top: 35.1378em; left:7.092em;"><span class="stl_17" style="word-spacing:0.19em;">existente al no contar con un sistema de costeo por órdenes de producción.</span><span class="stl_17" style="word-spacing:0.19em;">&nbsp;Así mismo</span><span class="stl_17" style="word-spacing:0.18em;">&nbsp;se &nbsp;</span></div>
					<div class="stl_01" style="top: 36.0978em; left:7.092em;"><span class="stl_17" style="word-spacing:0.23em;">aplicaron las técnicas de observación, entrevista y encuesta, las cuales contribuyeron a la &nbsp;</span></div>
					<div class="stl_01" style="top: 37.0478em; left:7.092em;"><span class="stl_17" style="word-spacing:-0.01em;">obtención de datos para fundamentar la propuesta de esta investigación, misma que consiste en &nbsp;</span></div>
					<div class="stl_01" style="top: 38.0078em; left:7.092em;"><span class="stl_17" style="word-spacing:0.33em;">la generación de un sistema de costeo por órdenes de producción, el cual proporciona &nbsp;</span></div>
					<div class="stl_01" style="top: 38.9678em; left:7.092em;"><span class="stl_17" style="word-spacing:0.07em;">herramientas elaboradas con</span><span class="stl_17" style="word-spacing:0.06em;">&nbsp;parámetros</span><span class="stl_17" style="word-spacing:0.06em;">&nbsp;técnicos y bases de</span><span class="stl_17" style="word-spacing:0.07em;">&nbsp;asignación</span><span class="stl_17" style="word-spacing:0.05em;">&nbsp;bien</span><span class="stl_17" style="word-spacing:0.07em;">&nbsp;fundamentadas, &nbsp;</span></div>
					<div class="stl_01" style="top: 39.9278em; left:7.092em;"><span class="stl_17" style="word-spacing:0.08em;">contribuyendo a la</span><span class="stl_17" style="word-spacing:0.09em;">&nbsp;asignación</span><span class="stl_17" style="word-spacing:0.07em;">&nbsp;razonable de los</span><span class="stl_17" style="word-spacing:0.08em;">&nbsp;costos de</span><span class="stl_17" style="word-spacing:0.07em;">&nbsp;producción y</span><span class="stl_17" style="word-spacing:0.08em;">&nbsp;esperando</span><span class="stl_17" style="word-spacing:0.07em;">&nbsp;una</span><span class="stl_17" style="word-spacing:0.07em;">&nbsp;mejora &nbsp;</span></div>
					<div class="stl_01" style="top: 40.8878em; left:7.092em;"><span class="stl_17" style="word-spacing:0.2em;">considerable de la información acerca de la</span><span class="stl_17" style="word-spacing:0.69em;">&nbsp;rentabilidad</span><span class="stl_17" style="word-spacing:0.21em;">&nbsp;de las ordenes de producción</span><span class="stl_17" style="word-spacing:0.2em;">&nbsp;de &nbsp;</span></div>
					<div class="stl_01" style="top: 41.8478em; left:7.092em;"><span class="stl_17" style="word-spacing:0.03em;">DISMOKARPAM S.A. &nbsp;</span></div>
					<div class="stl_01" style="top: 43.4678em; left:7.092em;"><span class="stl_18 stl_11" style="font-weight:bold; word-spacing:0em;">Palabras clave:<span class="stl_14">&nbsp;</span></span><span class="stl_17" style="word-spacing:0.01em;">Costos, técnicas, producción, costeo. &nbsp;</span></div>
					<div class="stl_01" style="top: 46.1539em; left:22.0542em;"><span class="stl_12" style="font-weight:bold;">ABSTRACT &nbsp;</span></div>
					<div class="stl_01" style="top: 47.8678em; left:7.092em;"><span class="stl_17" style="word-spacing:0.16em;">The main fairness is the generation of costing tools that ensure an effective and reasonable &nbsp;</span></div>
					<div class="stl_01" style="top: 48.8278em; left:7.092em;"><span class="stl_17" style="word-spacing:-0.03em;">allocation of cost elements to each production order. This is due to the fact that in the entity under &nbsp;</span></div>
					<div class="stl_01" style="top: 49.7903em; left:7.092em;"><span class="stl_17 stl_11" style="word-spacing:-0.01em;">study, it was possible to detect that they do not have well-founded tools with ba<span class="stl_14">ses and technical &nbsp;</span></span></div>
					<div class="stl_01" style="top: 50.7403em; left:7.092em;"><span class="stl_17" style="word-spacing:0.27em;">precepts for the allocation of costs, carrying out empirical costs that show unrealistic and &nbsp;</span></div>
					<div class="stl_01" style="top: 51.7003em; left:7.092em;"><span class="stl_17" style="word-spacing:0.14em;">unreasonable profitability for decision-making. In the development of this research,</span><span class="stl_17" style="word-spacing:0.13em;">&nbsp;analytical- &nbsp;</span></div>
					<div class="stl_01" style="top: 52.6603em; left:7.092em;"><span class="stl_17" style="word-spacing:0.35em;">synthetic and descriptive methods were applied which allowed to identify, establish, and &nbsp;</span></div>
					<div class="stl_01" style="top: 53.6203em; left:7.092em;"><span class="stl_17" style="word-spacing:0.24em;">determine the points that support the existing problem by not having a costing system for &nbsp;</span></div>
					<div class="stl_01" style="top: 54.5803em; left:7.092em;"><span class="stl_17" style="word-spacing:0.1em;">production orders. Likewise, observation, interview</span><span class="stl_17" style="word-spacing:0.08em;">&nbsp;and</span><span class="stl_17" style="word-spacing:0.07em;">&nbsp;survey</span><span class="stl_17" style="word-spacing:0.1em;">&nbsp;techniques</span><span class="stl_17" style="word-spacing:0.08em;">&nbsp;were</span><span class="stl_17" style="word-spacing:0.09em;">&nbsp;applied,</span><span class="stl_17" style="word-spacing:0.08em;">&nbsp;which &nbsp;</span></div>
					<div class="stl_01" style="top: 55.5403em; left:7.092em;"><span class="stl_17" style="word-spacing:0.19em;">contributed to obtaining data to support</span><span class="stl_17" style="word-spacing:0.2em;">&nbsp;the proposal</span><span class="stl_17" style="word-spacing:0.19em;">&nbsp;of this research, which consists of</span><span class="stl_17" style="word-spacing:0.18em;">&nbsp;the &nbsp;</span></div>
					<div class="stl_01" style="top: 56.4903em; left:7.092em;"><span class="stl_17" style="word-spacing:-0.05em;">generation of a costing system for production orders, which provides elaborate tools with technical &nbsp;</span></div>
					<div class="stl_01" style="top: 57.4503em; left:7.092em;"><span class="stl_17" style="word-spacing:0.29em;">parameters and well-founded allocation bases, contributing to the reasonable allocation of &nbsp;</span></div>
					<div class="stl_01" style="top: 58.4103em; left:7.092em;"><span class="stl_17" style="word-spacing:0.32em;">production costs and expecting a considerable improvement of the information about the &nbsp;</span></div>
					<div class="stl_01" style="top: 59.3703em; left:7.092em;"><span class="stl_17" style="word-spacing:0.01em;">profitability of the production orders of DISMOKARPAM S.A. &nbsp;</span></div>
					<div class="stl_01" style="top: 61em; left:7.092em;"><span class="stl_18" style="font-weight:bold; word-spacing:0.01em;">Keywords: </span><span class="stl_17" style="word-spacing:0.02em;">Costs, techniques, production, costing. &nbsp;</span></div>
					<div class="stl_01" style="top: 64.2744em; left:42.1083em;"><span class="stl_19">2</span></div>
					<div class="stl_01" style="top: 65.4344em; left:7.092em;"><span class="stl_20" style="font-weight:bold; word-spacing:0.13em;">Fecha de recepción:</span><span class="stl_20" style="word-spacing:0.13em;">&nbsp;</span><span class="stl_19" style="word-spacing:0.13em;">12 de</span><span class="stl_19" style="word-spacing:0.12em;">&nbsp;octubre</span><span class="stl_19" style="word-spacing:0.13em;">&nbsp;de 2018;</span><span class="stl_19" style="word-spacing:0.12em;">&nbsp;</span><span class="stl_20" style="font-weight:bold; word-spacing:0.13em;">Fecha de aceptación:</span><span class="stl_20" style="word-spacing:0.13em;">&nbsp;</span><span class="stl_19" style="word-spacing:0.13em;">04 de enero de 2019;</span><span class="stl_19" style="word-spacing:0.12em;">&nbsp;</span><span class="stl_20" style="font-weight:bold; word-spacing:0.12em;">Fecha</span><span class="stl_20" style="font-weight:bold; word-spacing:0.13em;">&nbsp;de &nbsp;</span></div>
					<div class="stl_01" style="top: 66.3044em; left:7.092em;"><span class="stl_20 stl_11" style="font-weight:bold; word-spacing:0em;">publicación:<span class="stl_14">&nbsp;</span></span><span class="stl_19 stl_11" style="word-spacing:0em;">09 de enero de 2019<span class="stl_14">. &nbsp;</span></span></div>
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				<img 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alt="" class="stl_21" />
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				<div class="stl_05 stl_06">
					<div class="stl_01" style="top: 3.0206em; left:7.092em;"><span class="stl_22 stl_11" style="font-style:italic; word-spacing:0.01em;">Macías-Mendoza &amp; Duarte-Valencia <span class="stl_08">(2019) &nbsp;</span></span></div>
					<div class="stl_01" style="top: 6.1981em; left:8.5917em;"><span class="stl_12" style="font-weight:bold;">1</span></div>
					<div class="stl_01" style="top: 6.1981em; left:9.1517em;"><span class="stl_12" style="font-weight:bold; word-spacing:0.39em;">. INTRODUCCIÓN &nbsp;</span></div>
					<div class="stl_01" style="top: 8.9197em; left:7.092em;"><span class="stl_15 stl_08" style="word-spacing:0.24em;">Una correcta asignación de los</span><span class="stl_15 stl_08" style="word-spacing:0.21em;">&nbsp;costos de</span><span class="stl_15 stl_08" style="word-spacing:0.27em;">&nbsp;producción coadyuva</span><span class="stl_15 stl_08" style="word-spacing:0.21em;">&nbsp;a mejorar</span><span class="stl_15 stl_08" style="word-spacing:0.19em;">&nbsp;la &nbsp;</span></div>
					<div class="stl_01" style="top: 10.6497em; left:7.092em;"><span class="stl_15" style="word-spacing:0.51em;">rentabilidad y demás factores ligados a la actividad de una industria, &nbsp;</span></div>
					<div class="stl_01" style="top: 12.3697em; left:7.092em;"><span class="stl_15 stl_08" style="word-spacing:0.09em;">independientemente de su accionar económico y productivo. &nbsp;</span></div>
					<div class="stl_01" style="top: 15.0997em; left:7.092em;"><span class="stl_15" style="word-spacing:0.1em;">En las industrias de confección de</span><span class="stl_15" style="word-spacing:0.09em;">&nbsp;prendas de</span><span class="stl_15" style="word-spacing:0.1em;">&nbsp;vestir, no</span><span class="stl_15" style="word-spacing:0.1em;">&nbsp;es tan factible</span><span class="stl_15" style="word-spacing:0.1em;">&nbsp;poder &nbsp;</span></div>
					<div class="stl_01" style="top: 16.8197em; left:7.092em;"><span class="stl_15" style="word-spacing:0.1em;">establecer un precio de venta en base a un</span><span class="stl_15" style="word-spacing:0.1em;">&nbsp;estudio de costos de</span><span class="stl_15" style="word-spacing:0.1em;">&nbsp;producción, &nbsp;</span></div>
					<div class="stl_01" style="top: 18.5497em; left:7.092em;"><span class="stl_15 stl_08" style="word-spacing:0.05em;">pues al ser esta, una industria competitiva, en donde los clientes buscan calidad &nbsp;</span></div>
					<div class="stl_01" style="top: 20.2697em; left:7.092em;"><span class="stl_15 stl_08" style="word-spacing:0.13em;">y economía,</span><span class="stl_15 stl_08" style="word-spacing:0.08em;">&nbsp;limita</span><span class="stl_15 stl_08" style="word-spacing:0.04em;">&nbsp;a</span><span class="stl_15 stl_08" style="word-spacing:0.06em;">&nbsp;este</span><span class="stl_15 stl_08" style="word-spacing:0.09em;">&nbsp;sector</span><span class="stl_15 stl_08" style="word-spacing:0.11em;">&nbsp;productivo</span><span class="stl_15 stl_08" style="word-spacing:0.08em;">&nbsp;a sólo establecer</span><span class="stl_15 stl_08" style="word-spacing:0.08em;">&nbsp;los precios</span><span class="stl_15 stl_08" style="word-spacing:0.05em;">&nbsp;de</span><span class="stl_15 stl_08" style="word-spacing:0.06em;">&nbsp;sus &nbsp;</span></div>
					<div class="stl_01" style="top: 22.0022em; left:7.092em;"><span class="stl_15" style="word-spacing:0.2em;">productos en base a las estimaciones del mercado, y en la mayoría de las &nbsp;</span></div>
					<div class="stl_01" style="top: 23.7222em; left:7.092em;"><span class="stl_15 stl_11" style="word-spacing:0.11em;">ocasiones, realizar descuentos par<span class="stl_08">a</span></span><span class="stl_15 stl_08" style="word-spacing:0.16em;">&nbsp;motivar el contrato con el</span><span class="stl_15 stl_08" style="word-spacing:0.16em;">&nbsp;cliente. Lo</span><span class="stl_15 stl_08" style="word-spacing:0.13em;">&nbsp;que &nbsp;</span></div>
					<div class="stl_01" style="top: 25.4522em; left:7.092em;"><span class="stl_15" style="word-spacing:0.03em;">provoca que,</span><span class="stl_15" style="word-spacing:0.04em;">&nbsp;en</span><span class="stl_15" style="word-spacing:0.03em;">&nbsp;gran proporción,</span><span class="stl_15" style="word-spacing:0.04em;">&nbsp;no se obtenga</span><span class="stl_15" style="word-spacing:0.03em;">&nbsp;una</span><span class="stl_15" style="word-spacing:0.04em;">&nbsp;rentabilidad</span><span class="stl_15" style="word-spacing:0.03em;">&nbsp;aceptable</span><span class="stl_15" style="word-spacing:0.04em;">&nbsp;y/o &nbsp;</span></div>
					<div class="stl_01" style="top: 27.1722em; left:7.092em;"><span class="stl_15 stl_08" style="word-spacing:0.08em;">favorable para las industrias del sector. &nbsp;</span></div>
					<div class="stl_01" style="top: 29.9022em; left:7.092em;"><span class="stl_15 stl_08" style="word-spacing:0.03em;">Mejorar los sistemas de asignación de costos, en las industrias de confección de &nbsp;</span></div>
					<div class="stl_01" style="top: 31.6222em; left:7.092em;"><span class="stl_15" style="word-spacing:0.14em;">prendas de vestir, es cada vez</span><span class="stl_15" style="word-spacing:0.14em;">&nbsp;más imprescindible, pues aquello le</span><span class="stl_15" style="word-spacing:0.14em;">&nbsp;permitirá &nbsp;</span></div>
					<div class="stl_01" style="top: 33.3522em; left:7.092em;"><span class="stl_15 stl_08" style="word-spacing:0.03em;">conocer con exactitud el porcentaje de ingresos monetarios netos que obtendrán &nbsp;</span></div>
					<div class="stl_01" style="top: 35.0739em; left:7.092em;"><span class="stl_15" style="word-spacing:0.04em;">al finalizar cada</span><span class="stl_15" style="word-spacing:0.05em;">&nbsp;orden</span><span class="stl_15" style="word-spacing:0.04em;">&nbsp;de</span><span class="stl_15" style="word-spacing:0.05em;">&nbsp;producción, y en base a aquel</span><span class="stl_15" style="word-spacing:0.04em;">&nbsp;resultado</span><span class="stl_15" style="word-spacing:0.04em;">&nbsp;poder</span><span class="stl_15" style="word-spacing:0.04em;">&nbsp;tomar &nbsp;</span></div>
					<div class="stl_01" style="top: 36.8039em; left:7.092em;"><span class="stl_15 stl_08" style="word-spacing:0.08em;">decisiones, en cuanto a la cotización de materiales, o el consumo de los costos &nbsp;</span></div>
					<div class="stl_01" style="top: 38.5239em; left:7.092em;"><span class="stl_15" style="word-spacing:0em;">indirectos de fabricación, y así poder mejorar cada vez más la rentabilidad. &nbsp;</span></div>
					<div class="stl_01" style="top: 41.2439em; left:7.092em;"><span class="stl_15" style="word-spacing:0.18em;">En el caso particular que se está tomando como campo de estudio en este &nbsp;</span></div>
					<div class="stl_01" style="top: 42.9739em; left:7.092em;"><span class="stl_16 stl_08" style="word-spacing:0.27em;">trabajo de investigación: Diseño de Modas Karen Pamela “DISMOKARPAM” &nbsp;</span></div>
					<div class="stl_01" style="top: 44.6939em; left:7.092em;"><span class="stl_15 stl_08" style="word-spacing:0.13em;">S.A. de</span><span class="stl_15 stl_08" style="word-spacing:0.12em;">&nbsp;la ciudad de</span><span class="stl_15 stl_08" style="word-spacing:0.12em;">&nbsp;Manta,</span><span class="stl_15 stl_08" style="word-spacing:0.12em;">&nbsp;se lleva</span><span class="stl_15 stl_08" style="word-spacing:0.09em;">&nbsp;un</span><span class="stl_15 stl_08" style="word-spacing:0.14em;">&nbsp;control de costos</span><span class="stl_15 stl_08" style="word-spacing:0.14em;">&nbsp;de producción,</span><span class="stl_15 stl_08" style="word-spacing:0.12em;">&nbsp;pero &nbsp;</span></div>
					<div class="stl_01" style="top: 46.4239em; left:7.092em;"><span class="stl_15" style="word-spacing:0.07em;">este control realizado,</span><span class="stl_15 stl_08" style="word-spacing:0.08em;">&nbsp;no</span><span class="stl_15 stl_08" style="word-spacing:0.14em;">&nbsp;proporciona un costo real,</span><span class="stl_15 stl_08" style="word-spacing:0.1em;">&nbsp;pues</span><span class="stl_15 stl_08" style="word-spacing:0.11em;">&nbsp;solo se</span><span class="stl_15 stl_08" style="word-spacing:0.15em;">&nbsp;considera</span><span class="stl_15 stl_08" style="word-spacing:0.08em;">&nbsp;el &nbsp;</span></div>
					<div class="stl_01" style="top: 48.1439em; left:7.092em;"><span class="stl_15" style="word-spacing:0.35em;">control de costos a aquellas producciones de gran volumen, asignándole &nbsp;</span></div>
					<div class="stl_01" style="top: 49.8764em; left:7.092em;"><span class="stl_15" style="word-spacing:-0.07em;">recursos de mano de obra y otros de indirectos de fabricación que no se utilizaron &nbsp;</span></div>
					<div class="stl_01" style="top: 51.5964em; left:7.092em;"><span class="stl_15 stl_08" style="word-spacing:0.28em;">totalmente en dichas producciones, pues diariamente el personal trabaja en &nbsp;</span></div>
					<div class="stl_01" style="top: 53.3264em; left:7.092em;"><span class="stl_15" style="word-spacing:-0.01em;">diferentes órdenes de producción, no solo en las de gran volumen, sino también &nbsp;</span></div>
					<div class="stl_01" style="top: 55.0464em; left:7.092em;"><span class="stl_15" style="word-spacing:0em;">las de menor volumen, mismas que no son objeto de control de costos. &nbsp;</span></div>
					<div class="stl_01" style="top: 57.7764em; left:7.092em;"><span class="stl_15 stl_08" style="word-spacing:0.13em;">El control</span><span class="stl_15 stl_08" style="word-spacing:0.05em;">&nbsp;de</span><span class="stl_15 stl_08" style="word-spacing:0.12em;">&nbsp;costos realizado</span><span class="stl_15 stl_08" style="word-spacing:0.05em;">&nbsp;en</span><span class="stl_15" style="word-spacing:0.04em;">&nbsp;DISMOKARPAM</span><span class="stl_15 stl_08" style="word-spacing:0.09em;">&nbsp;S.A.,</span><span class="stl_15 stl_08" style="word-spacing:0.1em;">&nbsp;del</span><span class="stl_15 stl_08" style="word-spacing:0.07em;">&nbsp;cual se</span><span class="stl_15 stl_08" style="word-spacing:0.08em;">&nbsp;habla en</span><span class="stl_15 stl_08" style="word-spacing:0.06em;">&nbsp;el &nbsp;</span></div>
					<div class="stl_01" style="top: 59.4964em; left:7.092em;"><span class="stl_15" style="word-spacing:0.05em;">apartado anterior,</span><span class="stl_15 stl_08" style="word-spacing:0.07em;">&nbsp;no</span><span class="stl_15 stl_08" style="word-spacing:0.06em;">&nbsp;es</span><span class="stl_15 stl_08" style="word-spacing:0.09em;">&nbsp;como</span><span class="stl_15 stl_08" style="word-spacing:0.07em;">&nbsp;tal</span><span class="stl_15 stl_08" style="word-spacing:0.06em;">&nbsp;un</span><span class="stl_15 stl_08" style="word-spacing:0.1em;">&nbsp;sistema de</span><span class="stl_15 stl_08" style="word-spacing:0.1em;">&nbsp;costos, pues no garantiza</span><span class="stl_15 stl_08" style="word-spacing:0.08em;">&nbsp;una &nbsp;</span></div>
					<div class="stl_01" style="top: 61.2261em; left:7.092em;"><span class="stl_15" style="word-spacing:-0.03em;">asignación efectiva, oportuna y detallada de costos a las órdenes de producción; &nbsp;</span></div>
					<div class="stl_01" style="top: 62.9461em; left:7.092em;"><span class="stl_15 stl_11" style="word-spacing:-0.06em;">por ende, la rentabilidad que se muestra y que se desprende del control realiza<span class="stl_08">do &nbsp;</span></span></div>
					<div class="stl_01" style="top: 66.3044em; left:42.1083em;"><span class="stl_19">3</span></div>
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				<img 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alt="" class="stl_04" />
			</div>
			<div class="stl_view">
				<div class="stl_05 stl_06">
					<div class="stl_01" style="top: 2.8968em; left:7.092em;"><span class="stl_07 stl_08" style="word-spacing:0.38em;">Revista Científica Arbitrada Multidisciplinaria de Ciencias Contables, Auditoría</span><span class="stl_07 stl_08" style="word-spacing:0.31em;">&nbsp;y &nbsp;</span></div>
					<div class="stl_01" style="top: 3.6568em; left:7.092em;"><span class="stl_07 stl_08" style="word-spacing:0.05em;">Tributación: CORPORATUM 360. Vol. 2, Núm. 3 (ene - jun 2019) ISSN: 2737-6443. &nbsp;</span></div>
					<div class="stl_01" style="top: 4.5468em; left:7.092em;"><span class="stl_09 stl_08" style="font-style:italic; word-spacing:0.24em;">Sistema de</span><span class="stl_09 stl_08" style="font-style:italic; word-spacing:0.2em;">&nbsp;costos</span><span class="stl_09 stl_08" style="font-style:italic; word-spacing:0.21em;">&nbsp;por órdenes</span><span class="stl_09 stl_08" style="font-style:italic; word-spacing:0.17em;">&nbsp;de</span><span class="stl_09 stl_08" style="font-style:italic; word-spacing:0.22em;">&nbsp;producción para</span><span class="stl_09 stl_08" style="font-style:italic; word-spacing:0.21em;">&nbsp;mejorar la rentabilidad en</span><span class="stl_09 stl_08" style="font-style:italic; word-spacing:0.19em;">&nbsp;las &nbsp;</span></div>
					<div class="stl_01" style="top: 5.3168em; left:7.092em;"><span class="stl_09 stl_08" style="font-style:italic; word-spacing:0.63em;">empresas de confección de ropa. Caso diseño de modas Karen Pamela &nbsp;</span></div>
					<div class="stl_01" style="top: 6.0868em; left:7.092em;"><span class="stl_10" style="font-style:italic; word-spacing:0em;">“</span><span class="stl_09 stl_11" style="font-style:italic; word-spacing:0em;">DISMOKARPAM S.<span class="stl_08">A.</span></span><span class="stl_10" style="font-style:italic; word-spacing:0em;">”</span><span class="stl_10 stl_08" style="word-spacing:0.03em;">&nbsp;</span><span class="stl_09" style="font-style:italic; word-spacing:0.03em;">de</span><span class="stl_09" style="font-style:italic; word-spacing:-0.01em;">&nbsp;la</span><span class="stl_09 stl_08" style="font-style:italic; word-spacing:0.04em;">&nbsp;ciudad</span><span class="stl_09 stl_08" style="font-style:italic; word-spacing:0.02em;">&nbsp;de</span><span class="stl_09 stl_08" style="font-style:italic; word-spacing:0.05em;">&nbsp;Manta &nbsp;</span></div>
					<div class="stl_01" style="top: 8.1097em; left:7.092em;"><span class="stl_15" style="word-spacing:0.04em;">actualmente dentro</span><span class="stl_15" style="word-spacing:0.02em;">&nbsp;de la</span><span class="stl_15" style="word-spacing:0.03em;">&nbsp;compañía, no es</span><span class="stl_15" style="word-spacing:0.03em;">&nbsp;real, ni mucho</span><span class="stl_15" style="word-spacing:0.03em;">&nbsp;menos oportuna</span><span class="stl_15" style="word-spacing:0.02em;">&nbsp;para &nbsp;</span></div>
					<div class="stl_01" style="top: 9.8397em; left:7.092em;"><span class="stl_15 stl_08" style="word-spacing:0.06em;">poder aportar en la toma de decisiones de la gerencia. &nbsp;</span></div>
					<div class="stl_01" style="top: 12.5597em; left:7.092em;"><span class="stl_15 stl_08" style="word-spacing:0.08em;">Como producto de la aplicación de las técnicas de investigación, se obtuvo una &nbsp;</span></div>
					<div class="stl_01" style="top: 14.2897em; left:7.092em;"><span class="stl_15 stl_08" style="word-spacing:0.34em;">narrativa de los aspectos importante y que aportan a la generación de la &nbsp;</span></div>
					<div class="stl_01" style="top: 16.0097em; left:7.092em;"><span class="stl_15" style="word-spacing:0.1em;">propuesta en esta investigación.</span><span class="stl_15" style="word-spacing:0.1em;">&nbsp;De</span><span class="stl_15" style="word-spacing:0.1em;">&nbsp;igual manera la</span><span class="stl_15" style="word-spacing:0.1em;">&nbsp;entrevista se aplicó a</span><span class="stl_15" style="word-spacing:0.1em;">&nbsp;los &nbsp;</span></div>
					<div class="stl_01" style="top: 17.7397em; left:7.092em;"><span class="stl_16" style="word-spacing:0.16em;">operarios de Diseño de Modas Karen Pamela “DISMOKARPAM”</span><span class="stl_16" style="word-spacing:0.16em;">&nbsp;S.A. con</span><span class="stl_16" style="word-spacing:0.16em;">&nbsp;la &nbsp;</span></div>
					<div class="stl_01" style="top: 19.4597em; left:7.092em;"><span class="stl_15" style="word-spacing:0.06em;">finalidad de</span><span class="stl_15 stl_08" style="word-spacing:0.11em;">&nbsp;conocer la</span><span class="stl_15 stl_08" style="word-spacing:0.12em;">&nbsp;predisposición de los empleados de</span><span class="stl_15 stl_08" style="word-spacing:0.11em;">&nbsp;la empresa</span><span class="stl_15 stl_08" style="word-spacing:0.09em;">&nbsp;para</span><span class="stl_15 stl_08" style="word-spacing:0.07em;">&nbsp;la &nbsp;</span></div>
					<div class="stl_01" style="top: 21.1922em; left:7.092em;"><span class="stl_15" style="word-spacing:0.11em;">adopción del sistema de</span><span class="stl_15" style="word-spacing:0.11em;">&nbsp;costos</span><span class="stl_15" style="word-spacing:0.1em;">&nbsp;por órdenes de producción. Por otra</span><span class="stl_15" style="word-spacing:0.11em;">&nbsp;parte,</span><span class="stl_15" style="word-spacing:0.11em;">&nbsp;la &nbsp;</span></div>
					<div class="stl_01" style="top: 22.9122em; left:7.092em;"><span class="stl_15 stl_08" style="word-spacing:0.01em;">entrevista se aplicó a la Gerente General y al Jefe de Producción, con la finalidad &nbsp;</span></div>
					<div class="stl_01" style="top: 24.6422em; left:7.092em;"><span class="stl_15 stl_08" style="word-spacing:0.05em;">de conocer un poco más sobre el proceso productivo y de la forma en la que se &nbsp;</span></div>
					<div class="stl_01" style="top: 26.3622em; left:7.092em;"><span class="stl_15 stl_08" style="word-spacing:0.09em;">asignan actualmente los costos de producción. &nbsp;</span></div>
					<div class="stl_01" style="top: 30.3822em; left:8.5917em;"><span class="stl_12" style="font-weight:bold;">2</span></div>
					<div class="stl_01" style="top: 33.1022em; left:8.5917em;"><span class="stl_12" style="font-weight:bold;">2</span></div>
					<div class="stl_01" style="top: 30.3822em; left:9.1517em;"><span class="stl_12" style="font-weight:bold; word-spacing:0.39em;">. METODOLOGÍA &nbsp;</span></div>
					<div class="stl_01" style="top: 33.1022em; left:9.1507em;"><span class="stl_12" style="font-weight:bold; word-spacing:1.05em;">.1. Métodos &nbsp;</span></div>
					<div class="stl_01" style="top: 35.8239em; left:7.092em;"><span class="stl_15 stl_08" style="word-spacing:0.14em;">Un método</span><span class="stl_15 stl_08" style="word-spacing:0.12em;">&nbsp;de investigación es</span><span class="stl_15 stl_08" style="word-spacing:0.08em;">&nbsp;una</span><span class="stl_15" style="word-spacing:0.07em;">&nbsp;herramienta</span><span class="stl_15 stl_08" style="word-spacing:0.1em;">&nbsp;de trabajo que</span><span class="stl_15 stl_08" style="word-spacing:0.13em;">&nbsp;conduce</span><span class="stl_15 stl_08" style="word-spacing:0.06em;">&nbsp;a</span><span class="stl_15 stl_08" style="word-spacing:0.08em;">&nbsp;una &nbsp;</span></div>
					<div class="stl_01" style="top: 37.5539em; left:7.092em;"><span class="stl_15 stl_08" style="word-spacing:0.09em;">búsqueda de explicaciones a los problemas científicos que surgen en un objeto &nbsp;</span></div>
					<div class="stl_01" style="top: 39.2739em; left:7.092em;"><span class="stl_15 stl_08" style="word-spacing:0.15em;">de estudio, contribuyen al</span><span class="stl_15 stl_08" style="word-spacing:0.12em;">&nbsp;conocimiento de dicho</span><span class="stl_15 stl_08" style="word-spacing:0.11em;">&nbsp;problema y objeto de</span><span class="stl_15 stl_08" style="word-spacing:0.12em;">&nbsp;estudio &nbsp;</span></div>
					<div class="stl_01" style="top: 41.0039em; left:7.092em;"><span class="stl_16" style="word-spacing:0.04em;">(Borda, 2013).</span><span class="stl_16" style="word-spacing:0.04em;">&nbsp;Para Baena, P. (2015)</span><span class="stl_16" style="word-spacing:0.04em;">&nbsp;“el</span><span class="stl_16" style="word-spacing:0.03em;">&nbsp;método</span><span class="stl_16" style="word-spacing:0.04em;">&nbsp;es</span><span class="stl_16" style="word-spacing:0.03em;">&nbsp;un</span><span class="stl_16" style="word-spacing:0.04em;">&nbsp;camin</span><span class="stl_15" style="word-spacing:0.04em;">o</span><span class="stl_15" style="word-spacing:0.03em;">&nbsp;para</span><span class="stl_15" style="word-spacing:0.05em;">&nbsp;investigar, &nbsp;</span></div>
					<div class="stl_01" style="top: 42.7239em; left:7.092em;"><span class="stl_16" style="word-spacing:0em;">conocer, describir.” (p. 44). &nbsp;</span></div>
					<div class="stl_01" style="top: 45.4539em; left:7.092em;"><span class="stl_15" style="word-spacing:0.05em;">En consecuencia,</span><span class="stl_15 stl_08" style="word-spacing:0.08em;">&nbsp;un método de</span><span class="stl_15" style="word-spacing:0.08em;">&nbsp;investigación</span><span class="stl_15 stl_08" style="word-spacing:0.08em;">&nbsp;es</span><span class="stl_15 stl_08" style="word-spacing:0.1em;">&nbsp;aquel paso que</span><span class="stl_15 stl_08" style="word-spacing:0.11em;">&nbsp;tenemos</span><span class="stl_15 stl_08" style="word-spacing:0.07em;">&nbsp;que &nbsp;</span></div>
					<div class="stl_01" style="top: 47.1739em; left:7.092em;"><span class="stl_15 stl_08" style="word-spacing:0.44em;">ejecutar en una investigación para poder comprender y ampliar nuestros &nbsp;</span></div>
					<div class="stl_01" style="top: 48.9039em; left:7.092em;"><span class="stl_15" style="word-spacing:0.04em;">conocimientos sobre el</span><span class="stl_15" style="word-spacing:0.04em;">&nbsp;problema</span><span class="stl_15" style="word-spacing:0.04em;">&nbsp;de estudio.</span><span class="stl_15" style="word-spacing:0.04em;">&nbsp;En</span><span class="stl_15" style="word-spacing:0.04em;">&nbsp;el</span><span class="stl_15" style="word-spacing:0.04em;">&nbsp;caso</span><span class="stl_15" style="word-spacing:0.04em;">&nbsp;particular</span><span class="stl_15" style="word-spacing:0.03em;">&nbsp;del</span><span class="stl_15" style="word-spacing:0.04em;">&nbsp;presente &nbsp;</span></div>
					<div class="stl_01" style="top: 50.6264em; left:7.092em;"><span class="stl_15 stl_11" style="word-spacing:0em;">trabajo investigativo, se aplicaron los siguientes métodos de investigación<span class="stl_14">. &nbsp;</span></span></div>
					<div class="stl_01" style="top: 53.3564em; left:8.5917em;"><span class="stl_12" style="font-weight:bold;">2</span></div>
					<div class="stl_01" style="top: 53.3564em; left:9.1507em;"><span class="stl_12" style="font-weight:bold; word-spacing:1.05em;">.2. Método</span><span class="stl_12" style="font-weight:bold; word-spacing:0em;">&nbsp;analítico</span><span class="stl_12" style="word-spacing:0em;">&nbsp;</span><span class="stl_13" style="font-weight:bold; word-spacing:0em;">–</span><span class="stl_13" style="word-spacing:0.01em;">&nbsp;</span><span class="stl_12" style="font-weight:bold; word-spacing:0.01em;">sintético &nbsp;</span></div>
					<div class="stl_01" style="top: 56.0764em; left:7.092em;"><span class="stl_15 stl_08" style="word-spacing:0.1em;">El método</span><span class="stl_15 stl_08" style="word-spacing:0.1em;">&nbsp;analítico</span><span class="stl_15 stl_08" style="word-spacing:0.04em;">&nbsp;</span><span class="stl_16" style="word-spacing:0.04em;">–</span><span class="stl_16 stl_08" style="word-spacing:0.03em;">&nbsp;</span><span class="stl_15" style="word-spacing:0.03em;">sintético consiste</span><span class="stl_15 stl_08" style="word-spacing:0.03em;">&nbsp;en</span><span class="stl_15" style="word-spacing:0.02em;">&nbsp;descomponer</span><span class="stl_15 stl_08" style="word-spacing:0.04em;">&nbsp;en</span><span class="stl_15 stl_08" style="word-spacing:0.09em;">&nbsp;partes,</span><span class="stl_15 stl_08" style="word-spacing:0.03em;">&nbsp;el</span><span class="stl_15 stl_08" style="word-spacing:0.1em;">&nbsp;problema &nbsp;</span></div>
					<div class="stl_01" style="top: 57.8064em; left:7.092em;"><span class="stl_15" style="word-spacing:0.05em;">estudiado, en</span><span class="stl_15 stl_08" style="word-spacing:0.14em;">&nbsp;los principales elementos que lo conforman, para establecer</span><span class="stl_15 stl_08" style="word-spacing:0.09em;">&nbsp;sus &nbsp;</span></div>
					<div class="stl_01" style="top: 59.5264em; left:7.092em;"><span class="stl_15" style="word-spacing:-0.05em;">características y mediante una síntesis integrar todos esos componentes y poder &nbsp;</span></div>
					<div class="stl_01" style="top: 61.2561em; left:7.092em;"><span class="stl_15 stl_08" style="word-spacing:0.14em;">obtener nuevos conocimientos acerca del</span><span class="stl_15 stl_08" style="word-spacing:0.12em;">&nbsp;problema</span><span class="stl_15 stl_08" style="word-spacing:0.13em;">&nbsp;de estudio. (Hernández,</span><span class="stl_15 stl_08" style="word-spacing:0.11em;">&nbsp;et &nbsp;</span></div>
					<div class="stl_01" style="top: 62.9761em; left:7.092em;"><span class="stl_15">al.2018). &nbsp;</span></div>
					<div class="stl_01" style="top: 66.3044em; left:42.1083em;"><span class="stl_19">4</span></div>
				</div>
			</div>
		</div>
		<div class="stl_02">
			<div class="stl_03">
				<img 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alt="" class="stl_21" />
			</div>
			<div class="stl_view">
				<div class="stl_05 stl_06">
					<div class="stl_01" style="top: 3.0206em; left:7.092em;"><span class="stl_22 stl_11" style="font-style:italic; word-spacing:0.01em;">Macías-Mendoza &amp; Duarte-Valencia <span class="stl_08">(2019) &nbsp;</span></span></div>
					<div class="stl_01" style="top: 5.8581em; left:7.092em;"><span class="stl_15 stl_08" style="word-spacing:0.08em;">La aplicación de este método permitirá conocer donde inicia y donde culmina el &nbsp;</span></div>
					<div class="stl_01" style="top: 7.5897em; left:7.092em;"><span class="stl_15" style="word-spacing:0.01em;">proceso productivo,</span><span class="stl_15 stl_08" style="word-spacing:0.04em;">&nbsp;las</span><span class="stl_15" style="word-spacing:0.01em;">&nbsp;actividades</span><span class="stl_15 stl_08" style="word-spacing:0.03em;">&nbsp;que</span><span class="stl_15 stl_08" style="word-spacing:0.07em;">&nbsp;se realizan,</span><span class="stl_15 stl_08" style="word-spacing:0.05em;">&nbsp;los elementos de</span><span class="stl_15 stl_08" style="word-spacing:0.06em;">&nbsp;costo</span><span class="stl_15 stl_08" style="word-spacing:0.07em;">&nbsp;que &nbsp;</span></div>
					<div class="stl_01" style="top: 9.3097em; left:7.092em;"><span class="stl_15" style="word-spacing:0.18em;">se utilizan en cada orden de producción, y demás aspectos importantes, de &nbsp;</span></div>
					<div class="stl_01" style="top: 11.0397em; left:7.092em;"><span class="stl_15 stl_08" style="word-spacing:0.18em;">Diseño de Modas Karen Pamela DISMOKARPAM S.A., para el</span><span class="stl_15 stl_08" style="word-spacing:0.2em;">&nbsp;desarrollo</span><span class="stl_15 stl_08" style="word-spacing:0.15em;">&nbsp;del &nbsp;</span></div>
					<div class="stl_01" style="top: 12.7597em; left:7.092em;"><span class="stl_15 stl_11" style="word-spacing:0em;">presente trabajo de investigación<span class="stl_08">. &nbsp;</span></span></div>
					<div class="stl_01" style="top: 15.4897em; left:8.5917em;"><span class="stl_12" style="font-weight:bold;">2</span></div>
					<div class="stl_01" style="top: 15.4897em; left:9.1507em;"><span class="stl_12" style="font-weight:bold; word-spacing:1.05em;">.3. Método</span><span class="stl_12" style="font-weight:bold; word-spacing:0em;">&nbsp;descriptivo &nbsp;</span></div>
					<div class="stl_01" style="top: 18.2097em; left:7.092em;"><span class="stl_15 stl_08" style="word-spacing:0.08em;">Este método de investigación </span><span class="stl_16 stl_08" style="word-spacing:0.09em;">permite que se pueda desarrollar una “exposición &nbsp;</span></div>
					<div class="stl_01" style="top: 19.9397em; left:7.092em;"><span class="stl_15 stl_08" style="word-spacing:0.05em;">narrativa, numérica y/o gráfica, bien detallada y exhaustiva de la realidad que se &nbsp;</span></div>
					<div class="stl_01" style="top: 21.6622em; left:7.092em;"><span class="stl_16 stl_08" style="word-spacing:0.51em;">estudia.” (Abreu, 2014, pág. 198). En la aplicación de este trabajo de &nbsp;</span></div>
					<div class="stl_01" style="top: 23.3922em; left:7.092em;"><span class="stl_15 stl_08" style="word-spacing:0.4em;">investigación, se utilizará este método para obtener</span><span class="stl_15 stl_08" style="word-spacing:0.37em;">&nbsp;y detallar</span><span class="stl_15" style="word-spacing:0.3em;">&nbsp;información &nbsp;</span></div>
					<div class="stl_01" style="top: 25.1122em; left:7.092em;"><span class="stl_15" style="word-spacing:0.04em;">relativa a aquellos</span><span class="stl_15" style="word-spacing:0.03em;">&nbsp;factores que</span><span class="stl_15" style="word-spacing:0.02em;">&nbsp;generan</span><span class="stl_15" style="word-spacing:0.04em;">&nbsp;que</span><span class="stl_15" style="word-spacing:0.02em;">&nbsp;el</span><span class="stl_15" style="word-spacing:0.03em;">&nbsp;problema</span><span class="stl_15" style="word-spacing:0.03em;">&nbsp;objeto</span><span class="stl_15" style="word-spacing:0.02em;">&nbsp;de estudio</span><span class="stl_15" style="word-spacing:0.03em;">&nbsp;sea &nbsp;</span></div>
					<div class="stl_01" style="top: 26.8422em; left:7.092em;"><span class="stl_15 stl_08" style="word-spacing:0.07em;">persistente en Diseño de Modas Karen Pamela DISMOKARPAM S.A. &nbsp;</span></div>
					<div class="stl_01" style="top: 29.5622em; left:8.5917em;"><span class="stl_12" style="font-weight:bold;">2</span></div>
					<div class="stl_01" style="top: 29.5622em; left:9.1507em;"><span class="stl_12" style="font-weight:bold; word-spacing:1.05em;">.4. Tipos</span><span class="stl_12" style="font-weight:bold; word-spacing:-0.01em;">&nbsp;de</span><span class="stl_12" style="font-weight:bold; word-spacing:0em;">&nbsp;investigación &nbsp;</span></div>
					<div class="stl_01" style="top: 32.2922em; left:7.092em;"><span class="stl_15" style="word-spacing:0.5em;">Los tipos de investigación representan las modalidades particulares de &nbsp;</span></div>
					<div class="stl_01" style="top: 34.0122em; left:7.092em;"><span class="stl_15" style="word-spacing:0.55em;">investigación que se van a utilizar en el trabajo investigativo, dichas &nbsp;</span></div>
					<div class="stl_01" style="top: 35.7439em; left:7.092em;"><span class="stl_15 stl_08" style="word-spacing:0.07em;">particularidades pueden enfocarse en la finalidad de la investigación, fuentes de &nbsp;</span></div>
					<div class="stl_01" style="top: 37.4639em; left:7.092em;"><span class="stl_15" style="word-spacing:0.44em;">información, enfoque histórico, experimentación, observación, entre otros. &nbsp;</span></div>
					<div class="stl_01" style="top: 39.1939em; left:7.092em;"><span class="stl_15 stl_08" style="word-spacing:0.07em;">(Landeau, 2017). La presente investigación aplica para ser una investigación de &nbsp;</span></div>
					<div class="stl_01" style="top: 40.9139em; left:7.092em;"><span class="stl_15 stl_11" style="word-spacing:0em;">campo, bibliográfica y descriptiva<span class="stl_14">. &nbsp;</span></span></div>
					<div class="stl_01" style="top: 43.6439em; left:8.5917em;"><span class="stl_12" style="font-weight:bold;">2</span></div>
					<div class="stl_01" style="top: 43.6439em; left:9.1507em;"><span class="stl_12" style="font-weight:bold; word-spacing:0.22em;">.4.1. Investigación</span><span class="stl_12" style="font-weight:bold; word-spacing:0em;">&nbsp;de</span><span class="stl_12" style="font-weight:bold; word-spacing:-0.01em;">&nbsp;campo &nbsp;</span></div>
					<div class="stl_01" style="top: 46.3639em; left:7.092em;"><span class="stl_15 stl_08" style="word-spacing:0.06em;">Este tipo de investigación se apoya en informaciones que provienen entre otras, &nbsp;</span></div>
					<div class="stl_01" style="top: 48.0939em; left:7.092em;"><span class="stl_15" style="word-spacing:0.16em;">de entrevistas, cuestionarios, encuestas y</span><span class="stl_15 stl_08" style="word-spacing:0.26em;">&nbsp;observaciones. (Behar, 2013,</span><span class="stl_15 stl_08" style="word-spacing:0.21em;">&nbsp;pág. &nbsp;</span></div>
					<div class="stl_01" style="top: 49.8164em; left:7.092em;"><span class="stl_15">2</span></div>
					<div class="stl_01" style="top: 49.8164em; left:7.652em;"><span class="stl_15 stl_08" style="word-spacing:0.1em;">1). Esta</span><span class="stl_15 stl_08" style="word-spacing:0.1em;">&nbsp;investigación se</span><span class="stl_15 stl_08" style="word-spacing:0.1em;">&nbsp;realiza</span><span class="stl_15 stl_08" style="word-spacing:0.05em;">&nbsp;en el</span><span class="stl_15 stl_08" style="word-spacing:0.08em;">&nbsp;lugar</span><span class="stl_15 stl_08" style="word-spacing:0.05em;">&nbsp;que</span><span class="stl_15 stl_08" style="word-spacing:0.06em;">&nbsp;está</span><span class="stl_15 stl_08" style="word-spacing:0.09em;">&nbsp;siendo</span><span class="stl_15 stl_08" style="word-spacing:0.07em;">&nbsp;objeto de</span><span class="stl_15 stl_08" style="word-spacing:0.1em;">&nbsp;estudio, &nbsp;</span></div>
					<div class="stl_01" style="top: 51.5464em; left:7.092em;"><span class="stl_15 stl_08" style="word-spacing:0.19em;">en esta investigación</span><span class="stl_15 stl_08" style="word-spacing:0.13em;">&nbsp;el objeto de</span><span class="stl_15 stl_08" style="word-spacing:0.15em;">&nbsp;estudio es Diseño de Modas Karen</span><span class="stl_15 stl_08" style="word-spacing:0.15em;">&nbsp;Pamela &nbsp;</span></div>
					<div class="stl_01" style="top: 53.2664em; left:7.092em;"><span class="stl_15 stl_08" style="word-spacing:0.02em;">DISMOKARPAM S.A., de la ciudad de Manta, en donde se aplicarán las técnicas &nbsp;</span></div>
					<div class="stl_01" style="top: 54.9964em; left:7.092em;"><span class="stl_15 stl_08" style="word-spacing:0.45em;">descritas en los siguientes apartados, todo con el fin de poder obtener &nbsp;</span></div>
					<div class="stl_01" style="top: 56.7164em; left:7.092em;"><span class="stl_15 stl_11" style="word-spacing:-0.01em;">información relevante acerca del proceso productivo, elementos del costo, ent<span class="stl_14">re &nbsp;</span></span></div>
					<div class="stl_01" style="top: 58.4464em; left:7.092em;"><span class="stl_15 stl_08" style="word-spacing:0.28em;">otras informaciones que sirvan de faro para poder diseñar la propuesta del &nbsp;</span></div>
					<div class="stl_01" style="top: 60.1664em; left:7.092em;"><span class="stl_15" style="word-spacing:0em;">presente trabajo investigativo. &nbsp;</span></div>
					<div class="stl_01" style="top: 66.3044em; left:42.1083em;"><span class="stl_19">5</span></div>
				</div>
			</div>
		</div>
		<div class="stl_02">
			<div class="stl_03">
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alt="" class="stl_04" />
			</div>
			<div class="stl_view">
				<div class="stl_05 stl_06">
					<div class="stl_01" style="top: 2.8968em; left:7.092em;"><span class="stl_07 stl_08" style="word-spacing:0.38em;">Revista Científica Arbitrada Multidisciplinaria de Ciencias Contables, Auditoría</span><span class="stl_07 stl_08" style="word-spacing:0.31em;">&nbsp;y &nbsp;</span></div>
					<div class="stl_01" style="top: 3.6568em; left:7.092em;"><span class="stl_07 stl_08" style="word-spacing:0.05em;">Tributación: CORPORATUM 360. Vol. 2, Núm. 3 (ene - jun 2019) ISSN: 2737-6443. &nbsp;</span></div>
					<div class="stl_01" style="top: 4.5468em; left:7.092em;"><span class="stl_09 stl_08" style="font-style:italic; word-spacing:0.24em;">Sistema de</span><span class="stl_09 stl_08" style="font-style:italic; word-spacing:0.2em;">&nbsp;costos</span><span class="stl_09 stl_08" style="font-style:italic; word-spacing:0.21em;">&nbsp;por órdenes</span><span class="stl_09 stl_08" style="font-style:italic; word-spacing:0.17em;">&nbsp;de</span><span class="stl_09 stl_08" style="font-style:italic; word-spacing:0.22em;">&nbsp;producción para</span><span class="stl_09 stl_08" style="font-style:italic; word-spacing:0.21em;">&nbsp;mejorar la rentabilidad en</span><span class="stl_09 stl_08" style="font-style:italic; word-spacing:0.19em;">&nbsp;las &nbsp;</span></div>
					<div class="stl_01" style="top: 5.3168em; left:7.092em;"><span class="stl_09 stl_08" style="font-style:italic; word-spacing:0.63em;">empresas de confección de ropa. Caso diseño de modas Karen Pamela &nbsp;</span></div>
					<div class="stl_01" style="top: 6.0868em; left:7.092em;"><span class="stl_10" style="font-style:italic; word-spacing:0em;">“</span><span class="stl_09 stl_11" style="font-style:italic; word-spacing:0em;">DISMOKARPAM S.<span class="stl_08">A.</span></span><span class="stl_10" style="font-style:italic; word-spacing:0em;">”</span><span class="stl_10 stl_08" style="word-spacing:0.03em;">&nbsp;</span><span class="stl_09" style="font-style:italic; word-spacing:0.03em;">de</span><span class="stl_09" style="font-style:italic; word-spacing:-0.01em;">&nbsp;la</span><span class="stl_09 stl_08" style="font-style:italic; word-spacing:0.04em;">&nbsp;ciudad</span><span class="stl_09 stl_08" style="font-style:italic; word-spacing:0.02em;">&nbsp;de</span><span class="stl_09 stl_08" style="font-style:italic; word-spacing:0.05em;">&nbsp;Manta &nbsp;</span></div>
					<div class="stl_01" style="top: 8.1097em; left:8.5917em;"><span class="stl_12" style="font-weight:bold;">2</span></div>
					<div class="stl_01" style="top: 8.1097em; left:9.1507em;"><span class="stl_12" style="font-weight:bold; word-spacing:0.22em;">.4.2. Investigación</span><span class="stl_12" style="font-weight:bold; word-spacing:0.01em;">&nbsp;bibliográfica &nbsp;</span></div>
					<div class="stl_01" style="top: 10.8397em; left:7.092em;"><span class="stl_15" style="word-spacing:0.28em;">La investigación bibliográfica, se aplica para poder encontrar respuestas a &nbsp;</span></div>
					<div class="stl_01" style="top: 12.5597em; left:7.092em;"><span class="stl_15 stl_08" style="word-spacing:0.3em;">problema que está siendo objeto de estudio, a través de la indagación en &nbsp;</span></div>
					<div class="stl_01" style="top: 14.2897em; left:7.092em;"><span class="stl_15 stl_08" style="word-spacing:0.24em;">documentos, dichos documentos pueden ser libros, publicación de revistas</span><span class="stl_15 stl_08" style="word-spacing:0.16em;">&nbsp;o &nbsp;</span></div>
					<div class="stl_01" style="top: 16.0097em; left:7.092em;"><span class="stl_15" style="word-spacing:0.03em;">periódicos, folletos,</span><span class="stl_15" style="word-spacing:0.03em;">&nbsp;estadísticas, cuerpos legales, y todos</span><span class="stl_15" style="word-spacing:0.02em;">&nbsp;aquellos</span><span class="stl_15" style="word-spacing:0.02em;">&nbsp;documentos &nbsp;</span></div>
					<div class="stl_01" style="top: 17.7397em; left:7.092em;"><span class="stl_15" style="word-spacing:0.22em;">que el hombre haya dejado plasmado en</span><span class="stl_15" style="word-spacing:0.22em;">&nbsp;escritos no solo físicos, sino</span><span class="stl_15" style="word-spacing:0.22em;">&nbsp;que &nbsp;</span></div>
					<div class="stl_01" style="top: 19.4597em; left:7.092em;"><span class="stl_15 stl_08" style="word-spacing:0.08em;">también en medios electrónicos. (Baena, P., 2015). &nbsp;</span></div>
					<div class="stl_01" style="top: 22.1922em; left:7.092em;"><span class="stl_15 stl_08" style="word-spacing:0.11em;">Este tipo de</span><span class="stl_15" style="word-spacing:0.06em;">&nbsp;investigación</span><span class="stl_15 stl_08" style="word-spacing:0.15em;">&nbsp;consiste</span><span class="stl_15 stl_08" style="word-spacing:0.11em;">&nbsp;en la búsqueda de información que</span><span class="stl_15 stl_08" style="word-spacing:0.12em;">&nbsp;permita &nbsp;</span></div>
					<div class="stl_01" style="top: 23.9122em; left:7.092em;"><span class="stl_15 stl_08" style="word-spacing:0.06em;">la obtención de datos pertinentes y oportunos para obtener conocimientos sobre &nbsp;</span></div>
					<div class="stl_01" style="top: 25.6422em; left:7.092em;"><span class="stl_15 stl_08" style="word-spacing:0.07em;">las bases científicas ya escritas por personas, y que se relacionan con el objeto &nbsp;</span></div>
					<div class="stl_01" style="top: 27.3622em; left:7.092em;"><span class="stl_15 stl_08" style="word-spacing:0.08em;">de estudio de la presente investigación. &nbsp;</span></div>
					<div class="stl_01" style="top: 30.0922em; left:8.5917em;"><span class="stl_12" style="font-weight:bold;">2</span></div>
					<div class="stl_01" style="top: 30.0922em; left:9.1507em;"><span class="stl_12" style="font-weight:bold; word-spacing:0.22em;">.4.3. Investigación</span><span class="stl_12" style="font-weight:bold; word-spacing:0em;">&nbsp;Descriptiva &nbsp;</span></div>
					<div class="stl_01" style="top: 32.8122em; left:7.092em;"><span class="stl_15" style="word-spacing:0.07em;">Según (Behar,</span><span class="stl_15 stl_08" style="word-spacing:0.12em;">&nbsp;2013),</span><span class="stl_15 stl_08" style="word-spacing:0.09em;">&nbsp;este</span><span class="stl_15 stl_08" style="word-spacing:0.1em;">&nbsp;tipo de</span><span class="stl_15 stl_08" style="word-spacing:0.15em;">&nbsp;investigación utiliza el</span><span class="stl_15 stl_08" style="word-spacing:0.11em;">&nbsp;método de</span><span class="stl_15 stl_08" style="word-spacing:0.16em;">&nbsp;análisis,</span><span class="stl_15 stl_08" style="word-spacing:0.08em;">&nbsp;y &nbsp;</span></div>
					<div class="stl_01" style="top: 34.5422em; left:7.092em;"><span class="stl_15 stl_08" style="word-spacing:0.05em;">mediante su aplicación se puede obtener características de un objeto de estudio &nbsp;</span></div>
					<div class="stl_01" style="top: 36.2639em; left:7.092em;"><span class="stl_15 stl_08" style="word-spacing:0.61em;">o de una situación específica, para posteriormente identificar, ordenar, &nbsp;</span></div>
					<div class="stl_01" style="top: 37.9839em; left:7.092em;"><span class="stl_15 stl_08" style="word-spacing:0.07em;">determinar y poder describir los problemas del objeto de estudio. &nbsp;</span></div>
					<div class="stl_01" style="top: 40.7139em; left:7.092em;"><span class="stl_15 stl_08" style="word-spacing:0.27em;">Mediante la investigación descriptiva, se podrá establecer una narrativa que &nbsp;</span></div>
					<div class="stl_01" style="top: 42.4339em; left:7.092em;"><span class="stl_15 stl_08" style="word-spacing:0.03em;">determine las situaciones en las que se desarrolla el problema objeto de estudio, &nbsp;</span></div>
					<div class="stl_01" style="top: 44.1639em; left:7.092em;"><span class="stl_15 stl_11" style="word-spacing:0em;">en base a ello poder establecer una solución, que en este caso se enfoca e<span class="stl_14">n un &nbsp;</span></span></div>
					<div class="stl_01" style="top: 45.8839em; left:7.092em;"><span class="stl_15 stl_11" style="word-spacing:-0.01em;">sistema de costos por órdenes de producción para poder mejorar la rentabili<span class="stl_14">dad &nbsp;</span></span></div>
					<div class="stl_01" style="top: 47.6139em; left:7.092em;"><span class="stl_15 stl_08" style="word-spacing:0.17em;">de cada orden de producción y así,</span><span class="stl_15 stl_08" style="word-spacing:0.16em;">&nbsp;la alta</span><span class="stl_15 stl_08" style="word-spacing:0.17em;">&nbsp;gerencia de</span><span class="stl_15" style="word-spacing:0.12em;">&nbsp;DISMOKARPAM</span><span class="stl_15 stl_08" style="word-spacing:0.16em;">&nbsp;S.A. &nbsp;</span></div>
					<div class="stl_01" style="top: 49.3364em; left:7.092em;"><span class="stl_15 stl_11" style="word-spacing:0em;">pueda tomar correctas decisione<span class="stl_14">s. &nbsp;</span></span></div>
					<div class="stl_01" style="top: 52.0664em; left:8.5917em;"><span class="stl_12" style="font-weight:bold;">2</span></div>
					<div class="stl_01" style="top: 52.0664em; left:9.1507em;"><span class="stl_12" style="font-weight:bold; word-spacing:1.05em;">.5. Técnicas</span><span class="stl_12" style="font-weight:bold; word-spacing:0em;">&nbsp;de</span><span class="stl_12" style="font-weight:bold; word-spacing:0em;">&nbsp;investigación &nbsp;</span></div>
					<div class="stl_01" style="top: 54.7864em; left:7.092em;"><span class="stl_15 stl_08" style="word-spacing:0.13em;">Las técnicas de investigación</span><span class="stl_15 stl_08" style="word-spacing:0.1em;">&nbsp;conducen al</span><span class="stl_15 stl_08" style="word-spacing:0.11em;">&nbsp;investigador a</span><span class="stl_15 stl_08" style="word-spacing:0.06em;">&nbsp;la</span><span class="stl_15 stl_08" style="word-spacing:0.16em;">&nbsp;obtención</span><span class="stl_15 stl_08" style="word-spacing:0.06em;">&nbsp;de</span><span class="stl_15 stl_08" style="word-spacing:0.09em;">&nbsp;datos &nbsp;</span></div>
					<div class="stl_01" style="top: 56.5164em; left:7.092em;"><span class="stl_15" style="word-spacing:0.17em;">para la verificación del problema objeto de estudio. Mediante las técnicas el &nbsp;</span></div>
					<div class="stl_01" style="top: 58.2364em; left:7.092em;"><span class="stl_15 stl_08" style="word-spacing:0.09em;">investigador podrá obtener toda la información necesaria para poder desarrollar &nbsp;</span></div>
					<div class="stl_01" style="top: 59.9664em; left:7.092em;"><span class="stl_15 stl_08" style="word-spacing:0.1em;">su investigación de manera en que se satisfaga su</span><span class="stl_15 stl_08" style="word-spacing:0.09em;">&nbsp;necesidad de</span><span class="stl_15" style="word-spacing:0.04em;">&nbsp;investigar.</span><span class="stl_15 stl_08" style="word-spacing:0.06em;">&nbsp;La &nbsp;</span></div>
					<div class="stl_01" style="top: 66.3044em; left:42.1083em;"><span class="stl_19">6</span></div>
				</div>
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		<div class="stl_02">
			<div class="stl_03">
				<img 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alt="" class="stl_21" />
			</div>
			<div class="stl_view">
				<div class="stl_05 stl_06">
					<div class="stl_01" style="top: 3.0206em; left:7.092em;"><span class="stl_22 stl_11" style="font-style:italic; word-spacing:0.01em;">Macías-Mendoza &amp; Duarte-Valencia <span class="stl_08">(2019) &nbsp;</span></span></div>
					<div class="stl_01" style="top: 5.8581em; left:7.092em;"><span class="stl_15 stl_08" style="word-spacing:0.28em;">aplicación de técnicas es de mucha importancia en toda investigación pues &nbsp;</span></div>
					<div class="stl_01" style="top: 7.5897em; left:7.092em;"><span class="stl_15 stl_11" style="word-spacing:0em;">según Behar (2013)<span class="stl_14">. &nbsp;</span></span></div>
					<div class="stl_01" style="top: 10.3097em; left:8.5917em;"><span class="stl_12" style="font-weight:bold;">2</span></div>
					<div class="stl_01" style="top: 10.3097em; left:9.1507em;"><span class="stl_12" style="font-weight:bold; word-spacing:0.23em;">.5.1. Observación &nbsp;</span></div>
					<div class="stl_01" style="top: 13.0397em; left:7.092em;"><span class="stl_15 stl_08" style="word-spacing:0.01em;">Según Pauda (2018), la observación se aplica en aquellas situaciones en las que &nbsp;</span></div>
					<div class="stl_01" style="top: 14.7597em; left:7.092em;"><span class="stl_15 stl_08" style="word-spacing:0.24em;">se pueden determinar o recopilar información relevante para la</span><span class="stl_15" style="word-spacing:0.17em;">&nbsp;investigación &nbsp;</span></div>
					<div class="stl_01" style="top: 16.4897em; left:7.092em;"><span class="stl_15" style="word-spacing:0em;">mediante la observación directa. &nbsp;</span></div>
					<div class="stl_01" style="top: 19.2097em; left:7.092em;"><span class="stl_15" style="word-spacing:0.08em;">En esta investigación,</span><span class="stl_15 stl_08" style="word-spacing:0.11em;">&nbsp;esta</span><span class="stl_15 stl_08" style="word-spacing:0.17em;">&nbsp;técnica permitirá</span><span class="stl_15 stl_08" style="word-spacing:0.17em;">&nbsp;analizar, mediante</span><span class="stl_15 stl_08" style="word-spacing:0.11em;">&nbsp;la</span><span class="stl_15" style="word-spacing:0.07em;">&nbsp;observación &nbsp;</span></div>
					<div class="stl_01" style="top: 20.9422em; left:7.092em;"><span class="stl_15 stl_08" style="word-spacing:0.22em;">del proceso productivo y demás actividades que incurran costos, la situación &nbsp;</span></div>
					<div class="stl_01" style="top: 22.6622em; left:7.092em;"><span class="stl_15" style="word-spacing:0.09em;">actual de Diseño de</span><span class="stl_15" style="word-spacing:0.08em;">&nbsp;Modas</span><span class="stl_15" style="word-spacing:0.09em;">&nbsp;Karen Pamela DISMOKARPAM</span><span class="stl_15" style="word-spacing:0.08em;">&nbsp;S.A., y</span><span class="stl_15" style="word-spacing:0.09em;">&nbsp;poder</span><span class="stl_15" style="word-spacing:0.08em;">&nbsp;así, &nbsp;</span></div>
					<div class="stl_01" style="top: 24.3922em; left:7.092em;"><span class="stl_15 stl_08" style="word-spacing:0.07em;">direccionar una propuesta que contribuya a la mejora de la rentabilidad de cada &nbsp;</span></div>
					<div class="stl_01" style="top: 26.1122em; left:7.092em;"><span class="stl_15" style="word-spacing:-0.07em;">orden de producción mediante la correcta asignación de los costos de producción &nbsp;</span></div>
					<div class="stl_01" style="top: 27.8422em; left:7.092em;"><span class="stl_15 stl_11" style="word-spacing:0em;">a través de un sistema de costeo por órdenes de producción<span class="stl_14">. &nbsp;</span></span></div>
					<div class="stl_01" style="top: 30.5622em; left:8.5917em;"><span class="stl_12" style="font-weight:bold;">2</span></div>
					<div class="stl_01" style="top: 30.5622em; left:9.1507em;"><span class="stl_12" style="font-weight:bold; word-spacing:0.22em;">.5.2. Encuestas &nbsp;</span></div>
					<div class="stl_01" style="top: 33.2922em; left:7.092em;"><span class="stl_15 stl_08" style="word-spacing:0.15em;">La encuesta, es</span><span class="stl_15 stl_08" style="word-spacing:0.13em;">&nbsp;una técnica</span><span class="stl_15 stl_08" style="word-spacing:0.1em;">&nbsp;de</span><span class="stl_15" style="word-spacing:0.1em;">&nbsp;recolección</span><span class="stl_15 stl_08" style="word-spacing:0.09em;">&nbsp;de</span><span class="stl_15 stl_08" style="word-spacing:0.15em;">&nbsp;información de</span><span class="stl_15 stl_08" style="word-spacing:0.12em;">&nbsp;una parte</span><span class="stl_15 stl_08" style="word-spacing:0.1em;">&nbsp;de</span><span class="stl_15 stl_08" style="word-spacing:0.1em;">&nbsp;la &nbsp;</span></div>
					<div class="stl_01" style="top: 35.0139em; left:7.092em;"><span class="stl_15" style="word-spacing:0.06em;">población estudiada, llamada</span><span class="stl_15 stl_08" style="word-spacing:0.13em;">&nbsp;muestra.</span><span class="stl_15 stl_08" style="word-spacing:0.08em;">&nbsp;La</span><span class="stl_15" style="word-spacing:0.09em;">&nbsp;información</span><span class="stl_15 stl_08" style="word-spacing:0.12em;">&nbsp;es recogida</span><span class="stl_15 stl_08" style="word-spacing:0.13em;">&nbsp;mediante</span><span class="stl_15 stl_08" style="word-spacing:0.08em;">&nbsp;la &nbsp;</span></div>
					<div class="stl_01" style="top: 36.7439em; left:7.092em;"><span class="stl_15 stl_08" style="word-spacing:0.03em;">aplicación de un cuestionario de preguntas estandarizadas a todos los miembros &nbsp;</span></div>
					<div class="stl_01" style="top: 38.4639em; left:7.092em;"><span class="stl_15 stl_08" style="word-spacing:0.29em;">seleccionados en la</span><span class="stl_15 stl_08" style="word-spacing:0.23em;">&nbsp;muestra, con el fin de</span><span class="stl_15 stl_08" style="word-spacing:0.26em;">&nbsp;obtener una referencia de</span><span class="stl_15 stl_08" style="word-spacing:0.24em;">&nbsp;cómo &nbsp;</span></div>
					<div class="stl_01" style="top: 40.1939em; left:7.092em;"><span class="stl_15 stl_08" style="word-spacing:0.22em;">actúan actualmente y</span><span class="stl_15 stl_08" style="word-spacing:0.13em;">&nbsp;de</span><span class="stl_15 stl_08" style="word-spacing:0.22em;">&nbsp;cómo actuarán posteriormente,</span><span class="stl_15 stl_08" style="word-spacing:0.18em;">&nbsp;los integrantes de</span><span class="stl_15 stl_08" style="word-spacing:0.14em;">&nbsp;la &nbsp;</span></div>
					<div class="stl_01" style="top: 41.9139em; left:7.092em;"><span class="stl_15 stl_08" style="word-spacing:0.08em;">población ante las posibles soluciones del problema investigado. (Behar, 2013). &nbsp;</span></div>
					<div class="stl_01" style="top: 44.6439em; left:7.092em;"><span class="stl_15 stl_08" style="word-spacing:0.04em;">En esta investigación, la encuesta se aplicará a una parte de los empleados que &nbsp;</span></div>
					<div class="stl_01" style="top: 46.3639em; left:7.092em;"><span class="stl_15 stl_08" style="word-spacing:0.39em;">intervienen en el proceso productivo de Diseño de Modas Karen Pamela &nbsp;</span></div>
					<div class="stl_01" style="top: 48.0939em; left:7.092em;"><span class="stl_15" style="word-spacing:0.06em;">DISMOKARPAM S.A. de</span><span class="stl_15" style="word-spacing:0.07em;">&nbsp;la</span><span class="stl_15" style="word-spacing:0.06em;">&nbsp;ciudad de</span><span class="stl_15" style="word-spacing:0.07em;">&nbsp;Manta, con</span><span class="stl_15" style="word-spacing:0.06em;">&nbsp;el objetivo de poder</span><span class="stl_15" style="word-spacing:0.07em;">&nbsp;obtener &nbsp;</span></div>
					<div class="stl_01" style="top: 49.8164em; left:7.092em;"><span class="stl_15" style="word-spacing:0.07em;">información de</span><span class="stl_15 stl_08" style="word-spacing:0.09em;">&nbsp;la</span><span class="stl_15 stl_08" style="word-spacing:0.12em;">&nbsp;manera</span><span class="stl_15 stl_08" style="word-spacing:0.13em;">&nbsp;en la que se realizan actualmente las</span><span class="stl_15" style="word-spacing:0.06em;">&nbsp;operaciones</span><span class="stl_15 stl_08" style="word-spacing:0.07em;">&nbsp;y &nbsp;</span></div>
					<div class="stl_01" style="top: 51.5464em; left:7.092em;"><span class="stl_15 stl_08" style="word-spacing:0.12em;">para conocer la</span><span class="stl_15 stl_08" style="word-spacing:0.11em;">&nbsp;factibilidad de la aplicación</span><span class="stl_15 stl_08" style="word-spacing:0.07em;">&nbsp;de</span><span class="stl_15 stl_08" style="word-spacing:0.14em;">&nbsp;posibles soluciones</span><span class="stl_15 stl_08" style="word-spacing:0.06em;">&nbsp;al</span><span class="stl_15 stl_08" style="word-spacing:0.13em;">&nbsp;problema &nbsp;</span></div>
					<div class="stl_01" style="top: 53.2664em; left:7.092em;"><span class="stl_15">estudiado. &nbsp;</span></div>
					<div class="stl_01" style="top: 55.9964em; left:8.5917em;"><span class="stl_12" style="font-weight:bold;">2</span></div>
					<div class="stl_01" style="top: 55.9964em; left:9.1507em;"><span class="stl_12" style="font-weight:bold; word-spacing:0.22em;">.5.3. Análisis</span><span class="stl_12 stl_08" style="font-weight:bold; word-spacing:0.02em;">&nbsp;de</span><span class="stl_12" style="font-weight:bold; word-spacing:0em;">&nbsp;Rentabilidad &nbsp;</span></div>
					<div class="stl_01" style="top: 58.7164em; left:7.092em;"><span class="stl_15" style="word-spacing:0.02em;">La rentabilidad se mide de diversas maneras, pero una de las más reconocidas &nbsp;</span></div>
					<div class="stl_01" style="top: 60.4464em; left:7.092em;"><span class="stl_16 stl_08" style="word-spacing:0.03em;">es mediante la aplicación de los indicadores financieros. “Estas medidas señalan &nbsp;</span></div>
					<div class="stl_01" style="top: 66.3044em; left:42.1083em;"><span class="stl_19">7</span></div>
				</div>
			</div>
		</div>
		<div class="stl_02">
			<div class="stl_03">
				<img 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alt="" class="stl_23" />
			</div>
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				<div class="stl_05 stl_06">
					<div class="stl_01" style="top: 2.8968em; left:7.092em;"><span class="stl_07 stl_08" style="word-spacing:0.38em;">Revista Científica Arbitrada Multidisciplinaria de Ciencias Contables, Auditoría</span><span class="stl_07 stl_08" style="word-spacing:0.31em;">&nbsp;y &nbsp;</span></div>
					<div class="stl_01" style="top: 3.6568em; left:7.092em;"><span class="stl_07 stl_08" style="word-spacing:0.05em;">Tributación: CORPORATUM 360. Vol. 2, Núm. 3 (ene - jun 2019) ISSN: 2737-6443. &nbsp;</span></div>
					<div class="stl_01" style="top: 4.5468em; left:7.092em;"><span class="stl_09 stl_08" style="font-style:italic; word-spacing:0.24em;">Sistema de</span><span class="stl_09 stl_08" style="font-style:italic; word-spacing:0.2em;">&nbsp;costos</span><span class="stl_09 stl_08" style="font-style:italic; word-spacing:0.21em;">&nbsp;por órdenes</span><span class="stl_09 stl_08" style="font-style:italic; word-spacing:0.17em;">&nbsp;de</span><span class="stl_09 stl_08" style="font-style:italic; word-spacing:0.22em;">&nbsp;producción para</span><span class="stl_09 stl_08" style="font-style:italic; word-spacing:0.21em;">&nbsp;mejorar la rentabilidad en</span><span class="stl_09 stl_08" style="font-style:italic; word-spacing:0.19em;">&nbsp;las &nbsp;</span></div>
					<div class="stl_01" style="top: 5.3168em; left:7.092em;"><span class="stl_09 stl_08" style="font-style:italic; word-spacing:0.63em;">empresas de confección de ropa. Caso diseño de modas Karen Pamela &nbsp;</span></div>
					<div class="stl_01" style="top: 6.0868em; left:7.092em;"><span class="stl_10" style="font-style:italic; word-spacing:0em;">“</span><span class="stl_09 stl_11" style="font-style:italic; word-spacing:0em;">DISMOKARPAM S.<span class="stl_08">A.</span></span><span class="stl_10" style="font-style:italic; word-spacing:0em;">”</span><span class="stl_10 stl_08" style="word-spacing:0.03em;">&nbsp;</span><span class="stl_09" style="font-style:italic; word-spacing:0.03em;">de</span><span class="stl_09" style="font-style:italic; word-spacing:-0.01em;">&nbsp;la</span><span class="stl_09 stl_08" style="font-style:italic; word-spacing:0.04em;">&nbsp;ciudad</span><span class="stl_09 stl_08" style="font-style:italic; word-spacing:0.02em;">&nbsp;de</span><span class="stl_09 stl_08" style="font-style:italic; word-spacing:0.05em;">&nbsp;Manta &nbsp;</span></div>
					<div class="stl_01" style="top: 8.1097em; left:7.092em;"><span class="stl_15 stl_08" style="word-spacing:0.16em;">los porcentajes de</span><span class="stl_15 stl_08" style="word-spacing:0.14em;">&nbsp;eficiencia en</span><span class="stl_15 stl_08" style="word-spacing:0.1em;">&nbsp;la</span><span class="stl_15 stl_08" style="word-spacing:0.15em;">&nbsp;obtención de utilidad,</span><span class="stl_15 stl_08" style="word-spacing:0.13em;">&nbsp;sobre</span><span class="stl_15 stl_08" style="word-spacing:0.11em;">&nbsp;tres</span><span class="stl_15 stl_08" style="word-spacing:0.17em;">&nbsp;conceptos: &nbsp;</span></div>
					<div class="stl_01" style="top: 9.8397em; left:7.092em;"><span class="stl_15" style="word-spacing:0em;">las ventas, el act</span><span class="stl_16 stl_11" style="word-spacing:0em;">ivo total y el capital contable.” (García V. M., 2015, pág. 275)<span class="stl_14">. &nbsp;</span></span></div>
					<div class="stl_01" style="top: 12.5597em; left:7.092em;"><span class="stl_15" style="word-spacing:-0.05em;">Para el análisis de la rentabilidad, se solicitará a Diseño de Modas Karen Pamela &nbsp;</span></div>
					<div class="stl_01" style="top: 14.2897em; left:7.092em;"><span class="stl_16">“</span></div>
					<div class="stl_01" style="top: 14.2897em; left:7.425em;"><span class="stl_16 stl_08" style="word-spacing:0.06em;">DISMOKARPAM” S.A. de la ciudad de Manta, el Estado de Resultados del año &nbsp;</span></div>
					<div class="stl_01" style="top: 16.0097em; left:7.651em;"><span class="stl_15" style="word-spacing:-0.04em;">017, para la realización del análisis de la rentabilidad, mediante la aplicación de &nbsp;</span></div>
					<div class="stl_01" style="top: 17.7397em; left:7.092em;"><span class="stl_15 stl_11" style="word-spacing:0em;">los siguientes indicadores de rentabilidad<span class="stl_08">: &nbsp;</span></span></div>
					<div class="stl_01" style="top: 16.0097em; left:7.092em;"><span class="stl_15">2</span></div>
					<div class="stl_01" style="top: 20.4597em; left:8.5917em;"><span class="stl_12" style="font-weight:bold;">2</span></div>
					<div class="stl_01" style="top: 20.4597em; left:9.1507em;"><span class="stl_12" style="font-weight:bold; word-spacing:0.88em;">.5.3.1. Margen</span><span class="stl_12" style="font-weight:bold; word-spacing:0em;">&nbsp;Bruto &nbsp;</span></div>
					<div class="stl_01" style="top: 23.1922em; left:7.092em;"><span class="stl_15 stl_08" style="word-spacing:0.13em;">Mide la utilidad</span><span class="stl_15 stl_08" style="word-spacing:0.07em;">&nbsp;que</span><span class="stl_15 stl_08" style="word-spacing:0.07em;">&nbsp;se</span><span class="stl_15 stl_08" style="word-spacing:0.11em;">&nbsp;obtiene antes</span><span class="stl_15 stl_08" style="word-spacing:0.06em;">&nbsp;de</span><span class="stl_15 stl_08" style="word-spacing:0.08em;">&nbsp;los</span><span class="stl_15 stl_08" style="word-spacing:0.09em;">&nbsp;gastos de</span><span class="stl_15" style="word-spacing:0.05em;">&nbsp;administración</span><span class="stl_15 stl_08" style="word-spacing:0.06em;">&nbsp;y</span><span class="stl_15 stl_08" style="word-spacing:0.12em;">&nbsp;ventas. &nbsp;</span></div>
					<div class="stl_01" style="top: 24.9122em; left:7.092em;"><span class="stl_15 stl_08" style="word-spacing:0.06em;">La fórmula es como sigue: &nbsp;</span></div>
					<div class="stl_01" style="top: 27.6687em; left:26.6358em;"><span class="stl_24" style="word-spacing:0.03em;">푢푡푖푙푖푑푎푑 푏푟푢푡푎 &nbsp;</span></div>
					<div class="stl_01" style="top: 28.4287em; left:16.5342em;"><span class="stl_24" style="word-spacing:0.04em;">푅푒푛푡푎푏푖푙푖푑푎푑 퐵푟푢푡푎</span><span class="stl_24" style="word-spacing:0.03em;">&nbsp;= &nbsp;</span></div>
					<div class="stl_01" style="top: 29.0987em; left:26.9758em;"><span class="stl_24 stl_08" style="word-spacing:0.13em;">푣푒푛푡푎푠 푛푒푡푎푠 &nbsp;</span></div>
					<div class="stl_01" style="top: 31.5022em; left:8.5917em;"><span class="stl_12" style="font-weight:bold;">2</span></div>
					<div class="stl_01" style="top: 31.5022em; left:9.1507em;"><span class="stl_12" style="font-weight:bold; word-spacing:0.88em;">.5.3.2. Margen</span><span class="stl_12" style="font-weight:bold; word-spacing:0em;">&nbsp;Operacional &nbsp;</span></div>
					<div class="stl_01" style="top: 34.2322em; left:7.092em;"><span class="stl_15" style="word-spacing:-0.02em;">Mide la utilidad después de los gastos de administración y ventas. La fórmula es &nbsp;</span></div>
					<div class="stl_01" style="top: 35.9539em; left:7.092em;"><span class="stl_15 stl_11" style="word-spacing:0em;">como se muestra a continuación<span class="stl_14">: &nbsp;</span></span></div>
					<div class="stl_01" style="top: 38.7104em; left:26.4158em;"><span class="stl_24" style="word-spacing:0.03em;">푢푡푖푙푖푑푎푑 표푝푒푟푎푐푖표푛푎푙 &nbsp;</span></div>
					<div class="stl_01" style="top: 39.4704em; left:13.9117em;"><span class="stl_24" style="word-spacing:0.04em;">푅푒푛푡푎푏푖푙푖푑푎푑 푂푝푒푎푐푖표푛푎푙</span><span class="stl_24" style="word-spacing:0.03em;">&nbsp;= &nbsp;</span></div>
					<div class="stl_01" style="top: 40.1404em; left:28.1758em;"><span class="stl_24 stl_08" style="word-spacing:0.13em;">푣푒푛푡푎푠 푛푒푡푎푠 &nbsp;</span></div>
					<div class="stl_01" style="top: 42.5439em; left:8.5917em;"><span class="stl_12" style="font-weight:bold;">2</span></div>
					<div class="stl_01" style="top: 42.5439em; left:9.1507em;"><span class="stl_12" style="font-weight:bold; word-spacing:0.88em;">.5.3.3. Margen</span><span class="stl_12" style="font-weight:bold; word-spacing:0em;">&nbsp;Neto &nbsp;</span></div>
					<div class="stl_01" style="top: 45.2739em; left:7.092em;"><span class="stl_15 stl_08" style="word-spacing:0.16em;">Mide la</span><span class="stl_15 stl_08" style="word-spacing:0.16em;">&nbsp;utilidad después de</span><span class="stl_15 stl_08" style="word-spacing:0.16em;">&nbsp;deducir todos los costos</span><span class="stl_15 stl_08" style="word-spacing:0.13em;">&nbsp;y gastos</span><span class="stl_15" style="word-spacing:0.1em;">&nbsp;administrativos, &nbsp;</span></div>
					<div class="stl_01" style="top: 46.9939em; left:7.092em;"><span class="stl_15" style="word-spacing:0em;">financieros e impuestos, la fórmula es: &nbsp;</span></div>
					<div class="stl_01" style="top: 49.7429em; left:26.6558em;"><span class="stl_24" style="word-spacing:0.04em;">푢푡푖푙푖푑푎푑 푛푒푡푎 &nbsp;</span></div>
					<div class="stl_01" style="top: 50.5029em; left:17.0342em;"><span class="stl_24" style="word-spacing:0.03em;">푅푒푛푡푎푏푖푙푖푑푎푑 푁푒푡푎</span><span class="stl_24 stl_08" style="word-spacing:0.04em;">&nbsp;= &nbsp;</span></div>
					<div class="stl_01" style="top: 51.1729em; left:26.7358em;"><span class="stl_24 stl_08" style="word-spacing:0.13em;">푣푒푛푡푎푠 푛푒푡푎푠 &nbsp;</span></div>
					<div class="stl_01" style="top: 53.5864em; left:8.5917em;"><span class="stl_12" style="font-weight:bold;">2</span></div>
					<div class="stl_01" style="top: 53.5864em; left:9.1507em;"><span class="stl_12" style="font-weight:bold; word-spacing:0.23em;">.5.4. Población &nbsp;</span></div>
					<div class="stl_01" style="top: 56.3064em; left:7.092em;"><span class="stl_15" style="word-spacing:0.07em;">Para (Ventura,</span><span class="stl_15" style="word-spacing:0.06em;">&nbsp;2017, pág. 648),</span><span class="stl_15" style="word-spacing:0.06em;">&nbsp;la población es un conjunto</span><span class="stl_15" style="word-spacing:0.06em;">&nbsp;de elementos</span><span class="stl_15" style="word-spacing:0.05em;">&nbsp;que &nbsp;</span></div>
					<div class="stl_01" style="top: 58.0364em; left:7.092em;"><span class="stl_15 stl_08" style="word-spacing:0.05em;">contienen ciertas características que se pretenden estudiar. En el caso particular &nbsp;</span></div>
					<div class="stl_01" style="top: 59.7564em; left:7.092em;"><span class="stl_15 stl_08" style="word-spacing:0.2em;">del presente trabajo de investigación la</span><span class="stl_15 stl_08" style="word-spacing:0.16em;">&nbsp;población es un total de 24</span><span class="stl_15 stl_08" style="word-spacing:0.2em;">&nbsp;personas &nbsp;</span></div>
					<div class="stl_01" style="top: 61.4861em; left:7.092em;"><span class="stl_15 stl_08" style="word-spacing:0.06em;">entre personal administrativo y operativo se puede ver en la tabla N°1. &nbsp;</span></div>
					<div class="stl_01" style="top: 66.3044em; left:42.1083em;"><span class="stl_19">8</span></div>
				</div>
			</div>
		</div>
		<div class="stl_02">
			<div class="stl_03">
				<img 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alt="" class="stl_25" />
			</div>
			<div class="stl_view">
				<div class="stl_05 stl_06">
					<div class="stl_01" style="top: 3.0206em; left:7.092em;"><span class="stl_22 stl_11" style="font-style:italic; word-spacing:0.01em;">Macías-Mendoza &amp; Duarte-Valencia <span class="stl_08">(2019) &nbsp;</span></span></div>
					<div class="stl_01" style="top: 5.852em; left:15.8642em;"><span class="stl_26" style="font-weight:bold; font-style:italic; word-spacing:0.01em;">Tabla N°1. </span><span class="stl_27" style="font-style:italic; word-spacing:0.02em;">Empleados de DISMOKARPAM S.A. &nbsp;</span></div>
					<div class="stl_01" style="top: 7.3397em; left:18.8042em;"><span class="stl_12" style="font-weight:bold;">ÁREAS &nbsp;</span></div>
					<div class="stl_01" style="top: 7.3397em; left:27.9658em;"><span class="stl_12" style="font-weight:bold; word-spacing:0em;">N° PERSONAS &nbsp;</span></div>
					<div class="stl_01" style="top: 8.8797em; left:16.8242em;"><span class="stl_15" style="word-spacing:0em;">Gerente General &nbsp;</span></div>
					<div class="stl_01" style="top: 10.2597em; left:17.2742em;"><span class="stl_15">Administración &nbsp;</span></div>
					<div class="stl_01" style="top: 11.7197em; left:16.3542em;"><span class="stl_15" style="word-spacing:0em;">Asistente Contable &nbsp;</span></div>
					<div class="stl_01" style="top: 13.0897em; left:18.1842em;"><span class="stl_15">Recepción &nbsp;</span></div>
					<div class="stl_01" style="top: 8.8797em; left:31.1858em;"><span class="stl_15">1</span></div>
					<div class="stl_01" style="top: 10.2597em; left:31.1858em;"><span class="stl_15">1</span></div>
					<div class="stl_01" style="top: 11.7197em; left:31.1858em;"><span class="stl_15">1</span></div>
					<div class="stl_01" style="top: 13.0897em; left:31.1858em;"><span class="stl_15">1</span></div>
					<div class="stl_01" style="top: 14.5597em; left:16.6042em;"><span class="stl_15 stl_08" style="word-spacing:0.07em;">Almacén y ventas &nbsp;</span></div>
					<div class="stl_01" style="top: 15.9297em; left:18.8242em;"><span class="stl_15">Bodega &nbsp;</span></div>
					<div class="stl_01" style="top: 14.5597em; left:31.1858em;"><span class="stl_15">3</span></div>
					<div class="stl_01" style="top: 15.9297em; left:31.1858em;"><span class="stl_15">1</span></div>
					<div class="stl_01" style="top: 17.3897em; left:16.3242em;"><span class="stl_15" style="word-spacing:0em;">Jefe de producción &nbsp;</span></div>
					<div class="stl_01" style="top: 18.7697em; left:18.1642em;"><span class="stl_15">Supervisor &nbsp;</span></div>
					<div class="stl_01" style="top: 17.3897em; left:31.1858em;"><span class="stl_15">1</span></div>
					<div class="stl_01" style="top: 18.7697em; left:31.1858em;"><span class="stl_15">1</span></div>
					<div class="stl_01" style="top: 20.2297em; left:18.3542em;"><span class="stl_15">Operarios &nbsp;</span></div>
					<div class="stl_01" style="top: 20.2297em; left:30.9158em;"><span class="stl_15">14 &nbsp;</span></div>
					<div class="stl_01" style="top: 21.6122em; left:30.9158em;"><span class="stl_12" style="font-weight:bold;">24 &nbsp;</span></div>
					<div class="stl_01" style="top: 21.6122em; left:19.3542em;"><span class="stl_12" style="font-weight:bold;">Total &nbsp;</span></div>
					<div class="stl_01" style="top: 24.4161em; left:20.1742em;"><span class="stl_26" style="font-weight:bold; font-style:italic; word-spacing:0.01em;">Elaborado por: </span><span class="stl_27" style="font-style:italic; word-spacing:0em;">Autores. &nbsp;</span></div>
					<div class="stl_01" style="top: 26.8622em; left:8.5917em;"><span class="stl_12" style="font-weight:bold;">2</span></div>
					<div class="stl_01" style="top: 26.8622em; left:9.1507em;"><span class="stl_12" style="font-weight:bold; word-spacing:0.22em;">.5.5. Muestra &nbsp;</span></div>
					<div class="stl_01" style="top: 29.5822em; left:7.092em;"><span class="stl_15" style="word-spacing:0.31em;">La muestra es un subgrupo de la población. Se puede decir, que es un &nbsp;</span></div>
					<div class="stl_01" style="top: 31.3122em; left:7.092em;"><span class="stl_15 stl_08" style="word-spacing:0.31em;">subconjunto de elementos que pertenecen a este conjunto definido en sus &nbsp;</span></div>
					<div class="stl_01" style="top: 33.0322em; left:7.092em;"><span class="stl_15 stl_11" style="word-spacing:0em;">necesidades al que llamamos población. (Behar, 2013, pág. 51<span class="stl_14">). &nbsp;</span></span></div>
					<div class="stl_01" style="top: 34.7522em; left:7.092em;"><span class="stl_15 stl_08" style="word-spacing:0.43em;">El tipo de muestreo que se aplica en esta</span><span class="stl_15 stl_08" style="word-spacing:0.45em;">&nbsp;investigación es de tipo</span><span class="stl_15 stl_08" style="word-spacing:0.41em;">&nbsp;no &nbsp;</span></div>
					<div class="stl_01" style="top: 36.4839em; left:7.092em;"><span class="stl_15 stl_11" style="word-spacing:0em;">probabilístico por conveniencia, puesto que son seleccionados los individuos d<span class="stl_14">e &nbsp;</span></span></div>
					<div class="stl_01" style="top: 38.2039em; left:7.092em;"><span class="stl_15 stl_08" style="word-spacing:0.01em;">la población que permiten que la investigación sea accesible y que la información &nbsp;</span></div>
					<div class="stl_01" style="top: 39.9339em; left:7.092em;"><span class="stl_15 stl_08" style="word-spacing:0.12em;">sea fácil</span><span class="stl_15 stl_08" style="word-spacing:0.09em;">&nbsp;de obtener ya que proviene de aquellos</span><span class="stl_15 stl_08" style="word-spacing:0.11em;">&nbsp;individuos que</span><span class="stl_15" style="word-spacing:0.03em;">&nbsp;desarrollan</span><span class="stl_15 stl_08" style="word-spacing:0.07em;">&nbsp;los &nbsp;</span></div>
					<div class="stl_01" style="top: 41.6539em; left:7.092em;"><span class="stl_15" style="word-spacing:0em;">procesos del fenómeno estudiado. &nbsp;</span></div>
					<div class="stl_01" style="top: 43.3839em; left:7.092em;"><span class="stl_15 stl_08" style="word-spacing:0.05em;">En el caso de esta investigación, para las encuestas, la muestra se compone de &nbsp;</span></div>
					<div class="stl_01" style="top: 45.1039em; left:7.092em;"><span class="stl_15 stl_11" style="word-spacing:-0.01em;">catorce personas, compuesto por el personal operativo, ya que ellos interviene<span class="stl_14">n &nbsp;</span></span></div>
					<div class="stl_01" style="top: 46.8339em; left:7.092em;"><span class="stl_15 stl_08" style="word-spacing:0.11em;">de manera</span><span class="stl_15 stl_08" style="word-spacing:0.09em;">&nbsp;directa en los procesos que suma</span><span class="stl_15 stl_08" style="word-spacing:0.08em;">&nbsp;valor</span><span class="stl_15 stl_08" style="word-spacing:0.05em;">&nbsp;a</span><span class="stl_15 stl_08" style="word-spacing:0.08em;">&nbsp;una orden</span><span class="stl_15 stl_08" style="word-spacing:0.06em;">&nbsp;de</span><span class="stl_15" style="word-spacing:0.04em;">&nbsp;producción. &nbsp;</span></div>
					<div class="stl_01" style="top: 48.5539em; left:7.092em;"><span class="stl_15" style="word-spacing:0.09em;">Para el caso de las entrevistas, la</span><span class="stl_15" style="word-spacing:0.09em;">&nbsp;muestra seleccionada</span><span class="stl_15" style="word-spacing:0.1em;">&nbsp;está conformada</span><span class="stl_15" style="word-spacing:0.1em;">&nbsp;por &nbsp;</span></div>
					<div class="stl_01" style="top: 50.2864em; left:7.092em;"><span class="stl_15 stl_08" style="word-spacing:0.06em;">dos personas: el gerente general y el jefe de producción. &nbsp;</span></div>
					<div class="stl_01" style="top: 53.9664em; left:8.5917em;"><span class="stl_12" style="font-weight:bold;">3</span></div>
					<div class="stl_01" style="top: 53.9664em; left:9.1517em;"><span class="stl_12" style="font-weight:bold; word-spacing:0.38em;">. RESULTADOS</span><span class="stl_12 stl_08" style="font-weight:bold; word-spacing:0.01em;">&nbsp;Y</span><span class="stl_12 stl_08" style="font-weight:bold; word-spacing:0.09em;">&nbsp;DISCUSIÓN &nbsp;</span></div>
					<div class="stl_01" style="top: 56.7064em; left:7.092em;"><span class="stl_15 stl_08" style="word-spacing:0.02em;">Basados en la observación directa, realizada en Diseño de Modas Karen Pamela &nbsp;</span></div>
					<div class="stl_01" style="top: 58.4164em; left:7.425em;"><span class="stl_16 stl_08" style="word-spacing:0.38em;">DISMOKARPAM” S.A. de la ciudad de Manta, se pudo presenciar</span><span class="stl_16 stl_08" style="word-spacing:0.36em;">&nbsp;</span><span class="stl_15" style="word-spacing:0.36em;">cómo &nbsp;</span></div>
					<div class="stl_01" style="top: 58.4164em; left:7.092em;"><span class="stl_16">“</span></div>
					<div class="stl_01" style="top: 60.1464em; left:7.092em;"><span class="stl_15 stl_08" style="word-spacing:0.2em;">funciona el proceso productivo, y se pudo identificar las áreas en las que se &nbsp;</span></div>
					<div class="stl_01" style="top: 61.8661em; left:7.092em;"><span class="stl_15" style="word-spacing:0.08em;">consumen costos,</span><span class="stl_15 stl_08" style="word-spacing:0.11em;">&nbsp;lo que ayudará a</span><span class="stl_15 stl_08" style="word-spacing:0.15em;">&nbsp;poder generar</span><span class="stl_15 stl_08" style="word-spacing:0.13em;">&nbsp;una propuesta que</span><span class="stl_15 stl_08" style="word-spacing:0.14em;">&nbsp;permita &nbsp;</span></div>
					<div class="stl_01" style="top: 66.3044em; left:42.1083em;"><span class="stl_19">9</span></div>
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0w+cu5FJkl5fqNk0pHBfj5a9diER2vf8/g5s5tqX7L8NUlG9jlHQfL87Hdq3KcxY8bUkYyhQ4fGgw8+WPc1EowsmUTlXJFMfk488bgYfcUZ8yUZi9eVpp544qFyfd3xwfvvxEor/6C+YK9pztSS0PSU9vLa5kRzxzvxwZRb4oV3z40pc+6PnvisJBpzoq19alx6+RklyduiJCLl2Ppk29QY/8KhMeahJePSh/8+Lhr/72LME38b54/927jq8cXiiodWii/n3h6dJXEpFcU7b34Qw4YNjhkzvyx97ihFkgEAsMA77LDDanB9xBFHzJs/kZ+NAL4RhKcMjBvOOOOMOtfgt7/9bf3dOKaRJGRisclGG9dAe9pXU2Odtdauv3N7Bqe5AlMGz9l2YxSkkWjkZz5idfedd9VA/8Cf/bw+JpWjGu++/U4JoP+cjGS7mWTkiESOrORjUDffeFNNJk479Vel02V/qevB+x+ooxiZuOT1ZWnUkRoBfc4FueG662uikMc3lSQl68h+T586rSYZe++997z70igpP39/zbX1mn/2k5/Wa87vU774so5i9PTdv8bxOYKS15+PRWX/5+9PyuMyAcv9e+65e4wec+a8JKO+KG/wMtHaOj06O7pKMjQrTjn58OjXb5neJKOnrZSvYkrT2Lj1kb1i9APLxFXjl4zR9/aLR189Jrp63o2OztZontMW55x5WUlUSnulex3xXlw3bs0Y/ch/issm/Me47NG/i4sm/Lu4/PG/j0se/k9xxSMLxRNvnlhHRPIxtvbWnpLcjYwpX00uf7fe/34aSv8lGQAAC6JcMjVHAHJUIidyZ2Cbwe7XA95Ug/++R5Ry5aYMfnMEIX/nvvzMUpWPPX+0R00Spk75qgbcm22yaQ3Yc18+GpTn5yNOjaSmUWob5bhXX36lPm70kx8fMC9g/+jDSbWt1EiK8pwcmcjryBWsbrnp5ppknH3mWfPay9GNHBXZZaed6/mNOrKtvNas47TTTqsjGTkakUlNtjmnaU5NEHL0Zca06bXPOdm9cS/S/H3PNvO8Iw47PEYOH1H7UUcwSh/KAfX4hjw+R3Oyzsa1zC/357LAmdjsuttOcfno+ZKMoYvGhRefEp9/8W4J9ltKsN8cbS1Nsd++e0bz3FkliZgZnfFqPPDifnHR3QvFFY//p7hk7L+PK8Z/P8bct0pMfO/saO3MpXsjPvv803I9HeU6M8l4K8Y8sEpJMP5DXPrwd+OS8T+ISx75L3HpI9+Pi8f/Q1w89h/j3mcPrnM7cg5GTzlpnXVHlTo+Kj3+cxKaSv8lGQAAC6IMsPM9GTWQ3XXXGtg2gv6vy6A6/8U9k5Frr702cj5H/qt+Y8Wp1EhQcgSgMfE6g/RMEOYlGaVMmjRp3uTnXKa1Eeg32m1raa3JRSYGxx97XOyw3fZ1JOO2W/9QRwQaE9Wzr1nuuuuuOvl7hx12iD/ccmsN9M89+5x5SUaOgOT5dXSiqanO+5g/WcnryrkhmWTkSMbmm25Wj3/lpZdjbkk0sp6pX02dN/KQj1zl+Y0+Z//z975771PPO/LwI+q1Zz8afcj78HV5/Xkf8vyvy/ryPR454rPzzjuUJOPskmQsXSd+57st1ll/hfrivC22XCvefefVaJ07p1znu/Wxrp5oilndj8foB4bHpRP+fUkS/i4ufeg7ceWE/xqjx303bnpky+iKT6K9syU6u2eU41tKMlTuRUyKq8atWpKMcs64xeOScUvGRRP+MS546Hsx5vHvxeWPfC/ue/6Icm57Oa+rlDmx1jrD4tPJH5b78K9GYiQZAAALogyQH3rooZpkZPCcSUOu0JSPMDXkMZlgfPrpp/WYXP0ovw8ePLgGwBngZ5CeMjDOIL7xL/k56TknIWfgnYF7Bts5SpEvt8vgOkcfDjjggH/V5p+eeHLeSMDD48bHeeecOy9RyVGQ7FNDvvgu3849ZMiQOO6442oiksfmalKNx7Ny4ncmPdmP888/f14ylDLJuP766+sqWWuV8268/ob4xcGH1Eem8hGvnPydSU8+dpV9znt15JFH1uQq68jz0/jx4+scjBy9OfzQw2pCU5OsvpGMxuNS88v7l3U26phfXmOOZGQissuuOZJxTl+S8YMYNOx79U3d/Qd9N1Zf44clQdqwtNMWnR3dJZkpiWK0xvSOJ2PM2FFx8SP/V1z2yN/H6ByNGPd3cdn4fx+3PLZBdOTcjM6emNuSL/XriHz9RmvPx/H7CQNKkvG3ccn4RUtZOC567O/i/PH/d1zy6H8uScc/xosfnRvtPe3RXVKN1o7pMWL1/vH5Fx+XHhvJAACg6IsH6+pK+a/0GWhnIpFLzL711lv1zdj5orh999237sv3NmRQnBOlc/7DxhtvXB/5yZf65RuuH3/88brkagbGuXJUvgcjZWCeL9xLGVDnG7uzvcZ7Krbddts6+TlXpjr99NNrvbk935WRiUuuPpUB+fBhw+oISi51+9lnn8WFF15Yj82Sj3zlY1M33XRTrTdfxDe/E044Yd47OnLZ2gzgc6QgJ4tn3dle7v/jH/9YV7TKa8jRkdx2ww031CQoryd/52TtHPnJt3Nnnxt15/s5MnE69NBD5416ZDKS1/BN8piBAwf+myMZ+cbw7Nsuu+wUo0dfWBK7FWKV1RaJlVf7TgwZ/oPoN+g7vW/uHrh46d/0aG2dEe25ZG20RUu8HpfdOSqueuo/xoVj/6EkDN+JK574D3H5uP8cdzyxTUkscn5Lc4wbe1dJImeVpKD8bbpb45VJo+Oy+1aJqx77Xlz40L+La1742zj/kb+Jq59cMq68f9No6nq9Htve2hHP/OnhGDZ0QLkHn/X1+s8kGQAAC6hGcJuBcI4o5OhEBtsZKGdwm4FzBtsZmGfgnqMF9913Xz0+E5BBgwbVYwYMGFD353EZOGcdOXchj8tRihxpyPdnNNr65JNPagCebWT9mahk4J51ZR35O8uECRPqv+hnYpKrMWW9WbKNPDbryM8sjaTi5ptvrv3Jd2A0gvu8zvyeSVKek4lS9jfPy2vKVbKy3uxDJhQp32Se7WQ/cl8ulZuPaWUdefwKK6wwLznJPmfyk8fn9WSS0bievN48b/7Rl5S/89g855uSjJSJW/4tMqHJ5Z86O+aUxOo3sWq/hevcjDXW/mGs2v+7sepqS0Zz85zo6GyKWU1fRUd3W3TFlJJM/DTOv/Of4qJxfx/n3P83cdWT/yVG379yvPHxmJJkzKrL3J54zHHx9NMPlz6Ue5UjLvFFPPHmL+OCPy4TNzy5Ykk2loiLxv4gxjywYXw256FySlPvylXdXbHrzptG/34r1r9xmj+ZkmQAACyg+uLBGsRn0HvLLbfU4DsD38YL7hpBfc53mDx5cj0+g8osH374YWy++eY1cM9EovGZIxs5d6MhRxoyCG/Ix6Xy2NyewXy2kSUD6tyewXuurJR9ygA8A/UMYK+++ural0aS0Cg5epHHZcmX/GW9OcqRvxt1ZH+//PLL2rdVV1211pMrZGVb2223Xey/f+/bwK+77rp59yMngzcSiAz487GxGTNm1JcPZnLS6HeOouRywLlKV/Yn38WRCUSWlHV9k9yfbWb/vi77kCMlea25bG53V1upqD2mTPkgVlp5keg/YKkYOGjZ8rlM7L337jVB6OhsjuNPOKZOA+nobo/OeCfuevLncfbt34srHlkszrpx6XjuvXPrxPCOkhfM/qol1lpjeOyy6+bR3tYZbWVbPmzVE+/GlPbbY9wLJ8R9zx4XL3x0eTTH62VPzvfISe9t8dGk18rfesmSTG5dry//PtnnhrJNkgEAsCDqiwerDBIb72nIR4CuueaaOv/igQceqPMsGpOt87GhDCqzNCZQv/7663HRRRfVCeE5qTvl8flYVcp5EFlfHpvnZZKRwXsmMvk753hkopAv9svkIpOK+edoZJ8aqznl/I98tCrby8ez8nfuy3MyyM1k4Oyzz65zJLLuRr+zjmw/ZXv56NNVV11VE6Xc98gjj9QleTOwz+OyNNrNfdnn3Jb1ZZtZR7aTK23le0ay/Xy0LJfCvfHGG+u+fDlg41/5sy/zy3p/97vf1WO+6WWIefzHH39c+3TppZfGnXfcFs1zZ5Y+NcWbbz5Xkpp1SpA/MH76k/2ivbUtekpfx4+/OwYMWjGeefbZ6OzqKYnG3JIYfB6zYlx8MP26aI0Xo71nSh2J6GzvijPPOiGGj/yvMXjYYjFm9EXRXbbnBPBy18p5X0VXSSrKXyI6e9qiI0dSekoiUQ5oapoSG2w4OIYOXSxemPj4vGvLe9BQtkkyAAAWRH3x4P90GdjnCEA+evT14Jtv0lMSkrNKOaMkOpl8ZeKSL8TrHeHp6myNzya/Feutt2oMHb50rL5Gv3j73dejLd/CXZKDkhKW5KAkWSV16O5pL4lSU9x665hYpf9/iWFr/D8xbPh3Y8CAReKqKy8uiVq+6LAkZd09dUSknFbOzt+ZILbHl1Mmxdbbrh+DhywXe+y5Vd32TSQZAAALqL548H86ScZfqicuvvjsGD58tTj5lMPjiy/fKwlAU004urpa48UXH49NNlkthg1bJAYM/F4MG7FEjBi1Ytx5900xY9a06OooaUZnRFvrnJj82Ztx4kk/jVX7/SAGDV62JBdLlYThn2LosIVi8ODFY7vtNoinn360JCItdXWu7p6uaG2dGV9++UHceNMlMXL1FUtSsmJsvNFa8dWUfz3hu0GSAQCwgOqLB/+nk2T8pXriiivOL0nAcrFa/8VKcrBU7LjT+vGjPTaPtdYeEP36LRZDBv0gBvRfKFZffZkYMOh7MWTEwjF4+JLRb+Aysfnmo+LH++0Q66zdP4aP+GEMGrJoDB66REkulo+BA1eKoaW+4UPLtsHfr/MsBg9dpiQqK8XW264be++7VUkoBsbqI5eL4cPKuYNzydwtY9rUL0vy8s0T1pMkAwBgAdUXD36D/7GBvyTjL9UdY674XQwYuGxJIJaMkaOWi4GDF4/hI5eJ/gMXj/4DFi1JwlIxaMDSMTAnhA8uCcPwTDIWiYFDcv8/xdChi5dkYoUYPHCFkngsFoNz1GPId0tZOIYOWimGDSl19/9+DB++eAwZlm8WX6IkKkuU9hYq+5YpCcbysfNOm8att1wb3T0d0daaL/DrnVj/TSQZAAALqJwGnSFie2dO+M7n+0vpaq+P4NRJviWALGFkdHR35WqnteQT/h2deWyuwJQrOvV+z9L43tbeVursjI6urmgrx+Zn1tFd6uvo7o53P/gwVl9zrdhim23LcflSt85o7+6p7eU8gJwU3QheG5Ow83f9LNtqXeVb1tfSVtrq6p2U3NV3/tyW3Jb19va7vau7nFPqKvuynpzQnSW/Z8kJ47XUekqdHeUelPryGlrKteR9yvvQkP3I43Oic6NfWV9r2ZbtzWltK9+7yr0qbZd97V098+5HvYflnLyGLLm9uW/id9bRqLPxO0t3Oe7TyZPixRefi1denRgvv/x8vPLKC/H880/FSy89V7Y/Wz9ffvmFUibGxPz98rPx4kvPlONzW+57LiZOfLbuz3p69z0fL0x8Op5/7ql4tWzPel+c+Ey8UOqd+MLT8eyzj9f9E8u+mU0zozP/xtnvcp/yfnTWv8ef78v8yjVIMgAAFkQZ8GaImM/d16Shu7189iYZ3Rm0lyCyowTBbX1Bdx7bG1Lmqk0tJZDsTTI6OzMpyKA9V2NqrYFoJgD5vzy/ETS3tvXW2zSnKW659Za48647a2BfwvSamORnBuypEbg3yrxVojKwLfXlee2lX6lxztzm5t52S2kviUu22lkSjNyWE5nb23tXP2r0p7FSVEO2kwF09jvbycnSKfud5+T+xme2mSWTgvydSUe202g3S96xmlyUhCPvQ96Xefe0JFL5Pe9Hnjd/0tJoJ+vP7b31997jvL/5t8ras3R0tP2L+9/4ntvnT/xqb/r2577GMfm7e75EsX4vJfd1lLbqOaX9vC81uej722bJv9m/pfRfkgEAsCCqgXAJFjNwbW3JScS5FGoJUstndwa3JTjOaLm77zMD344SqHeVfRl8zh/EZsl6MpjtLkFpVwm2G9F2R1sJqDP4LoF+7uvuLAFsRwlguzti5oyv4vY/3lrOL8FvZ66a9OcAuxF01wC+/K7BfUkaOksf8jP71ehbW3PvROVcg7WrJB8ZKPeU0lWC5fY6iTnrKglOU1Np488aQXyj7qwjr7sz2y6/63Xn9lLyujMxaSQYKc/LbVl3Z2kr+9/aOrdsay6/S8JVgviuck97Kyp3p9bTl6yUe9IytyQ5uasvochRnHnXWj57687EozeZy/uc937+3/OXxr78OzT+HvMfnyW35e/GcfVvWb7Pf35+n1dH39+ts/Q370v+zr9pvd+lb9+k9FmSAQCwIGqEh3vu+aPYZ+89Y9wD98ZBP/1x7LzD1nHx786LcfffH0cdemg8eM89cc3o0XHxeefFlptsHLfdfFOst+7a8ZMD9o8Jj4yPQw4+cF4Qe+UVo2OHrbeK22++OR596KHYdP31Y/8994xJ774bxx95ZDx0/30x5pILY/ON14utNt0wfnfW6THxuT/FLqXN3XfaLia9/1Zce81V8fhjE2KrLTePDz94L0495aS4/LJLagDcU5KIww86KO667Q8xedKk2GmbbWL3HXeMyR99FDuWdvfbc7f4+MN348Rjj4yf7r93bL7RenHP7bfGztttFTuV0tbaHFddOSYOO/SQmD7tq9hyi83qtee/2l9y4QVx/llnRVeOMpTgfrsttoi2OXNirREjYta0abH3HrvXft13793xs58eEHPnzI5tt9kqtt5qi7jn7jvi3DN/E4f8/Mex+87bx/ix98bN118TTz46Po74xYFxyM8OiFlTp8b+e+0Vl55/fuyz++7x9quvxtabbho7b7ttfPbJxzFm9GU1UdmztPPUU0/GGb/9TVwx5vJ44/VX4+KLLohjjj6yBPadsflmm8Q2W28ZM6ZPrX2fOWNabLLxhvHxx5NqUnPRhefXft180w3x6ISH6/c7br+t3r+xD95ff99y8431nua93b7ct/vvviuOPfKIuPfOO+Kzjz+K66+5OrbcdJP44J234/yzz47XX345dtl++3pfTj3hhPK32inaW/sSu28gyQAAWEDlv5Dnv6Kvucbq8dZrr5agfJ/YfqvN48Vn/xQTHhobp/3yl7H2yJHx2Lhxcfqpp8awAQPi1YkT85/vY8TwoTWxOPywX9SgNYPj6SXoXWftNaOjubkmGRPGjo2lFlkkPnn//Xjv7bdj5ODBceO118RjDz8Uxx91WDz1xIQ457e/jicmjIvhg/rF9C8nx3tvvRbnnH1mrLLyijFr5vT62M72220Te/xot95/Xe/siF1LsJuJy3tvvBHHHHZYrLD00jHls89qQrPdlpvW/mdSMW3KZ/V3T2drrf8XBx4Qn336cSyy8EK1/i8+nxzbbbt1Dbavv+7a2LEvYcnry2B6SL9+8XHp+9D+/WPOjBkxdNDAuPuuO+Kaq6+MjTZcP1qa58Rjjz4SJxx/bLz/zptx2EE/jQ3WHlWuf3astuIPSzJ1Qdz0+6ti0GorxdQvPo3f/upXcd2VV0ZPSWJGDBoU77z2Wpx49NHRb8UV47WXXoxzzzmrJjuDBvaPB+6/t35m3c8++3RsuslGMXTIoHqff7js0rH7brvE+++9E4MHDYiXX5pYE4+bS+KQ+48/7ph49pmnYsjggTXRuPCC30XT7Jm1v3ndrSXRenj8Q3HSL0+IvX60e4y999544uGHY/jAgXH15ZfH6y++GAt95zs12XqzJBe/Kv8dXHbBBbHLdtvF1M8/r/fl808+ibmzZhnJAADgX2praa1JxtCBA+Koww6Ne+64LbbcZMO474+3RuucWbHtFpvGvnvsFs8++Vj85tSTYsoXk2PNEUNj9rQpsfH660V3CfiHlcB78403ijdeeTlmz5ge66wxqj56c9Pvr46nHnskfvBf/zHuv/uOeOvVl+K0k06INYYPiSceGRcnHnNUPPvUE3HOGafHE48+HANXXTmuu2pMfPjOW/HPpa3VVlo+WkofPv34w9hw3bVi5NBB0TZ3dnzy4Xslgdi6BPHLxafleyZF+X3KZ5+UAH+N2GHrzePxRx6qoyLTS5KRyUZ0t8cqyy9TS2tzUyyxyEIxuP+q8WU5Z+P114k/3nJj6cdvYu3Vh9f+zZr6ZUk02ksfj4wDD9gvrr3i8tKvN2P1YYPjrnJvrr+mJBnrrR1tpa5MmE4ox73+yotx9GEHlzqGRb4cr//Ky8fFvzs7xj94b7z28gslyekfRxxyYNxz+x+itVzHsIH94p3XX6mf95b7/tH778RvTjslOtuaY8iA1eKh+++JQ37+kxi42srx0vPPxKjhw2JQv9Vi5vRppf8LxzJLLF6u78u6/eoxo+OAffeJE489Jnq6u+K4o46M5555OvqvsnL8/qor45fHHRtTy7EtzXNjqcUWjTmzZ9URpX8+9ZTYZ48f1VGqpx59NM4744zYZrPN6ghLJhnR2Rmvl+Tn9F+dXO/5z0oS+sA9d8bHH7xbr+eLTyb1PlL2DSQZAAALqEwwOlvbSvA8ND7OR4+23Sq22WSj2HbzjXuD+e23iVtvvC6eK8nAeWf9NrbLgL4E/xkIb7DO2vHum2/EXrvvFldcdmlcc8WYmnTsssP2sdlGG9RAPIP35ZZeInYo9b712stx2UXnx47l+2MPPxKn/vKX8eSjj8U5Z55ZP/utvEq0l768/fobcdHvzolflYRkVAn4rx5zWZx/zpnxk/32jrdKUH7F6EvjpuuuiS033Shee+mFOO3kE+P7//SP8cXkj2Pl5ZeNNUoSlEH5LjtsG1M+/zS233qLkvSUJGOFH8YxRx4WDz/0QBxegv2Tjj8mninJU56zfklO7vjDzfGbEkxnYP/Cc0/Hpx99EKMvubBebwbWTz0+oSRj/WrQ/97bb5TrXzP23XP3uPn6a0twf1TtW9a7+cYbxA7bbBmXXvi7uPj8c2tfN91o/ZrMvDzxudreuWeeXhOJV198vo4edbe3xHtvvR7DBw+Is07/dU2A7r3zj3HzDb+v9V175eiaKJx28knx+ssvxQ+XWrK0dXBMfLY3+dhqs03j/bffik02WL/kRm1x/NFHxbprrhGnnHhCPHjvPTXxO/fMM8rfrbVc93Gx9qjV69/r1FLf/nvtGRuvtXbcdNXVceVFF8e2m2wak958K/beeZfYYv0N4pXnn4+Df3ZAbFGSz7El8Tn6iENj6803qfeipSRLufLVN5FkAAAsoHLybiYa+S/cOVm6efbsaJ07J1qaZkZOAm+aPb2+JTq/d3S0REtLU3R25oTtcuycppJUdEbLnLK/oyM6Wsv2fMyoozPmzJ5Rj+ss58ydOyvmNM0owWiuatQcc+fMqhOfW1vayv6uaC99aG0p9TU3l+3dNdHI8/IRp7ml/ebZ06KzvblsnxNtpf328r2zqzVmTJ9SzmuKtra50Vr2dZTtzc2l/63N5bjmsi/f49AZTU29gXBLy9xyTFu9tpyQnaWjJEtz843YJcjvaJ1b25jb3Nffcs2zZk6t1599z5L9as/jWuZE06zp9Trbm5vquV2lvpxgno8kzZo1oz7mlZOm55T255Z7lZO/e6Kj3o/sc97LvK/ZRk9PTmQv96DU2Vbqai73KOtsLn3N9vJ7R0kQ2ss9mjNzRm99JaFry79Vuf8tc0t9TU3RWvZ3tpf7XK49J5Q3zSzXWu7nzGnTSr1t9W+dE8/nzppd/05t5W/WWs5tnpXtlb9xOa+9lJ5y3/KRsaw7E5PWltnlusq9LX2eO2dmNJdrqP8dlH7n5PBvIskAAFhA9cWDf5Vclaq5OZekjbpsa1t7R7S0ZiCd77nI1YlytaRcuSi3RAn259TPlnxEq8hzclnZmSXgzSMapbkkCD3RFXNLIN9agv9cXrerp7Ns646WkhTkkq95XO8yqr3ntLaV9srvr6ZOr9ty2dqsOz/bSyKTxzTOye3Zz7b2rLO015xt9O7Pfc0l+ek9NuvpfQtEY19+5nK0zeUasv8tJTDv3dbbp8YxeV4+RZRL1DbNmVt/Z5lb2moc02g/j8l+N+rIPuf3P9eVS9zm8SWRK9vze+/nn/vWKNm33vvae15uy+N771XvtTeOzWVp83fub/yNGitmfRskGQAAC6i+ePCvMnfunPr8fy7dOnNGjlR0RUeuypSjB7NL4lCi1xyxmPrFl9GWoxRlX++2zvqv7fnZ1ZVLtraVuppqXfk7RyKmTp0SOYF59uyZpaUMfHPZ13J+STjmNM3qHTHJgDr/9b2tPWZMm17rKwfUf53P5WDrv9K3ttT6e99O3VFHFrJkPR+8/16cddaZtd/Zfobenfk+kFJPey4bW+qYWxKjbKcuwZv9Ld8zQp89K0djSl/7RkvyHuR7Q3KkpLFMbE6Kz3ZmzcoJ17k8cO99yaVg20vfWsr9+8kBB8Sc2U31OnJuQ44+ZKDfu8xt70hDZ+l3npv9zDZyRKaOypT7k5/ZRr2Ppc95rdmn7PvsmeXelb7OKp+57HAu+5v15zK0dYnhUn/er+a+NhuJxrdFkgEAsIDqiwf/YhnYRo4udLbF7jvvEAf+ZP86pyHnSeQk7ZzAvccuO9ZJ4w/ec2esmvMQzvhNPHDX7XXieHdHa504vf/ee9Tz8vuXkz+Oic89VeeBPPrw+Bi42qrx61NOLvlFV31kp0TFcfftf4wVf7hMzJ4xNfqtvEKdK3LBuWfFmiOHxRn//Ks6n+KYIw6NPz32SJ0DseduO9cJ6ztsu2Xdd/zRR9T5Dcsvs2Q8dN/dcfcdt8Ufbro+1l1jZL2eF597Og47+Od1jsacppl1LshC//QPdU7GEgt/P/bdc7cY/+B9dT7FfWXbPuX6BvVbJW649qo692K9tUbFyy88WyeW5zyNt19/JQauulI0z55R5zQce+RhMebSi+LO226OzTZav85xefDeu2LRhb4bH777VowYMrBcb0edgL/3j3aNdUaNiD89PqFeS7ab7/pYd83VS9JSkqJy73O+SE6Szzkd48beX+7XL+NH5b7nXJOsO+vKaznjN6dFV1tzbLrherHdlpvFZx9/GMsuuWhMm/J5bbv3kbLeUYxvK9mQZAAALKD64sG/QncJeNvjqy8n19WUcv7EgQfsGy88/URssv7aceHZZ8TGJbg97GcH1IRik3XWjCiB8OEl0D/yoJ9F04yv6nm5AtSLzz8dG627Znz1+Sfx1qsvxrZbbBJj77mnLkd7zumnz5sfUKLgOOLgg2PPXXeK9999MwasskK8XM7NFZw2Xm+taG2eHSMG949jDj8kPnj79bjk/HPigXvvjM02XDcmf/JhXVI29111+cWx5SYbxN1/vCVuueHa+PHeP4qf7b93tOQ8jPbm2HCdNeKs3/wqWufkSEBHLPK975Q8py0W/8F344B99oiXSpvZ9r13315XrvrRztvX92HccM0Vsc3mG8escm25PZex/cXPD4jTTjo+nnliQmyx8fq1vt9feXncdtN1ta+fffR+vV/LLrFIDBu4Wgzut3JJHlrjllLfmMsuqu/4uPm6q2PrzTaKR8beV89fZ9Tw2teW2dPrdW+6wTr1/o978N7a1k/23TOeffLRek5HS1O9/lNPPLZez6hhg2p5581XS7I3JM4+/bTS5irxxeef946g9JVvgyQDAGAB1RcP/hVKMFoC8hnTvoyhA1atS8WedvIJcWcJ3HNJ1ovPOzuemjA+Bqy4XB3t2GnrLerk5RWWWjw2XW/tGFuC/w1LYpGBfr5bIpOMzz79KN54ZWJdLnXO9OkxbcqUklDsGh++805M++KLEnu3xrqjRsUaw4bGXbfdEqussGw8Ou6BuOzC39WEZfInk+rnUYceFO+VJOPCc8+s//qficzEZ/5Ug/pflz5OevetetytJcHIxGCZxRepIxm51GwG8fnivGeeerwkNu2Rbz5fZvGFo6ttbqy03NJ13wvPPBn9Vlou7rnztrjgvLNi5JCBta7zS2KV1zHti0/jR7vsUAP/TB4yEbj0wvNq+9OnfhnXlCTjDyXJGFLu22MPj63vC1l84e/FeWedXpe9bS0JxB9u/H1diSv7ed9df4x/PvWX0VKShEZyNmv6lJgy+aNYY/jgWLXch0wm8l0jJxx7ZL3e1158riZSOam9kcDlBPaVyzWsuOyS8eILz8RxRx4ag/uvEkf+4qB4/fXX6l+18bbxb4MkAwBgAdUXD/5V8tGdfB/GH265MXbcYdt47ZWX4sf77RO33XpzjHvwwfjko0nx0/32q/Mn8k3Sn076sC7Dmi+d+/3VV8VRhx8Wu++6c7z/7ttx9FGHx/bbbh3PPP1k7LLLTnHsMUfVN1kffugh9Y3Vt9x0Q8yaMS2OPuLweOftN+O6q6+OSy+6MHbYbttob2uNQw8+KPbda894t+y7cszo+PD9d+PWm2+M5555Kt54/ZXYdecd47lnn4rLL7843n/v7dhu263iiccnxB9LsvLb038dzz/7dDnv8nJRXTHm8kvjtZdfKnlUV7nGzthlxx3qKMoeJeF5/ZWX45Ybb4gf77tPPP3Uk7Hd1lvFOWedEfkCvQN+vG8ce/QR0VWSqhNPOCZmzpgah5YA/tOS/Jx95m/j9ttujV122iHuu/uuePihsSUhuy1222mnkjBMi3322KOuDLXfXnuVNrvi0UfGx07bbxdjH7gvXpz4Qmy/3dZx1pmnl8C9M376k/1jp5JIXHD+OTFr5rTS1rGl/Zb69vGflX2nnHRitLc2x847bB/77b1XHHrQQbHFppvWv8mfHn+sJEbnxvixD8ZDD9wfp51yctx4/XXx9ttvzxvF6MpRo2+BJAMAYAHVFw/+VTo6eld06uzsita2nPDcWVcsyt854bhOmG7PScvddVJz72TjrvLZ+y/lGdBmHSnnAdTjyvdcbal3MnNHqbclPv54UtmWk8R7f7d35MpQf17FKttsy4napY65c5trPd05wbzUU/tU2pz/s6Ojs7Y5uymX4812Sp+yL7mvlPyd0xLaS9+y7tq37FM5pzUnaNdrzonYPbWk3J/f8/z8zHPznmRfso38Pf95dX+pK+vP37l8b9bUex/K9ZTrq22XbfmZIwzZp3od5Xd+ZpvZRuN6eusu7WWd2VYe1/e9paWlru7V24e85tLf8j3b6b3e3r7lZ5ZvQ6lHkgEAsCDqiwf/YhmHZpCapTcQzsSg97MGuCWQTRlA55K19fgM1MuXDK4zGG8ssZqfuexqObQ30M7zekqwXBKLXLWpd8nabKv3sxHwN85tfM826hKt5UtjqdZ/0b96TO/vbC+/1/1lQ+5v9ClLb197683t+ZnXMu+as2R9tc7ez9ye7WbQ39jeaH/+kv1vHNNYArd3ewb9vYlbtlUTl7Ij9/UmFtmv3vqyj225bG/+zmP6jsvkpbEt68ptjX293/v6U/6vUVfdn//XZ/7v/3+UeiQZAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAPwvdFMpExRFURTlWyrnlQIAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA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alt="" class="stl_04" />
			</div>
			<div class="stl_view">
				<div class="stl_05 stl_06">
					<div class="stl_01" style="top: 2.8968em; left:7.092em;"><span class="stl_07 stl_08" style="word-spacing:0.38em;">Revista Científica Arbitrada Multidisciplinaria de Ciencias Contables, Auditoría</span><span class="stl_07 stl_08" style="word-spacing:0.31em;">&nbsp;y &nbsp;</span></div>
					<div class="stl_01" style="top: 3.6568em; left:7.092em;"><span class="stl_07 stl_08" style="word-spacing:0.05em;">Tributación: CORPORATUM 360. Vol. 2, Núm. 3 (ene - jun 2019) ISSN: 2737-6443. &nbsp;</span></div>
					<div class="stl_01" style="top: 4.5468em; left:7.092em;"><span class="stl_09 stl_08" style="font-style:italic; word-spacing:0.24em;">Sistema de</span><span class="stl_09 stl_08" style="font-style:italic; word-spacing:0.2em;">&nbsp;costos</span><span class="stl_09 stl_08" style="font-style:italic; word-spacing:0.21em;">&nbsp;por órdenes</span><span class="stl_09 stl_08" style="font-style:italic; word-spacing:0.17em;">&nbsp;de</span><span class="stl_09 stl_08" style="font-style:italic; word-spacing:0.22em;">&nbsp;producción para</span><span class="stl_09 stl_08" style="font-style:italic; word-spacing:0.21em;">&nbsp;mejorar la rentabilidad en</span><span class="stl_09 stl_08" style="font-style:italic; word-spacing:0.19em;">&nbsp;las &nbsp;</span></div>
					<div class="stl_01" style="top: 5.3168em; left:7.092em;"><span class="stl_09 stl_08" style="font-style:italic; word-spacing:0.63em;">empresas de confección de ropa. Caso diseño de modas Karen Pamela &nbsp;</span></div>
					<div class="stl_01" style="top: 6.0868em; left:7.092em;"><span class="stl_10" style="font-style:italic; word-spacing:0em;">“</span><span class="stl_09 stl_11" style="font-style:italic; word-spacing:0em;">DISMOKARPAM S.<span class="stl_08">A.</span></span><span class="stl_10" style="font-style:italic; word-spacing:0em;">”</span><span class="stl_10 stl_08" style="word-spacing:0.03em;">&nbsp;</span><span class="stl_09" style="font-style:italic; word-spacing:0.03em;">de</span><span class="stl_09" style="font-style:italic; word-spacing:-0.01em;">&nbsp;la</span><span class="stl_09 stl_08" style="font-style:italic; word-spacing:0.04em;">&nbsp;ciudad</span><span class="stl_09 stl_08" style="font-style:italic; word-spacing:0.02em;">&nbsp;de</span><span class="stl_09 stl_08" style="font-style:italic; word-spacing:0.05em;">&nbsp;Manta &nbsp;</span></div>
					<div class="stl_01" style="top: 8.1097em; left:7.092em;"><span class="stl_15" style="word-spacing:-0.07em;">asignar los costos de producción de manera eficiente de modo que la rentabilidad &nbsp;</span></div>
					<div class="stl_01" style="top: 9.8397em; left:7.092em;"><span class="stl_15" style="word-spacing:0.22em;">de cada orden de la producción sea lo más razonable posible para que la &nbsp;</span></div>
					<div class="stl_01" style="top: 11.5597em; left:7.092em;"><span class="stl_15 stl_11" style="word-spacing:0em;">gerencia pueda tomar decisiones que aporten de manera positiva a la empr<span class="stl_14">esa. &nbsp;</span></span></div>
					<div class="stl_01" style="top: 14.2897em; left:7.092em;"><span class="stl_15 stl_11" style="word-spacing:-0.06em;">Como aspecto positivo, de acuerdo a la observación realizada, se puede <span class="stl_08">rescatar &nbsp;</span></span></div>
					<div class="stl_01" style="top: 16.0097em; left:7.092em;"><span class="stl_15" style="word-spacing:0.03em;">el hecho</span><span class="stl_15" style="word-spacing:0.03em;">&nbsp;de que existe</span><span class="stl_15" style="word-spacing:0.03em;">&nbsp;un</span><span class="stl_15" style="word-spacing:0.04em;">&nbsp;control</span><span class="stl_15" style="word-spacing:0.03em;">&nbsp;de</span><span class="stl_15" style="word-spacing:0.03em;">&nbsp;costos para las órdenes de mayor</span><span class="stl_15" style="word-spacing:0.03em;">&nbsp;ingreso &nbsp;</span></div>
					<div class="stl_01" style="top: 17.7397em; left:7.092em;"><span class="stl_15 stl_08" style="word-spacing:0.04em;">económico, aunque se realice de manera empírica y de forma poco ortodoxa, es &nbsp;</span></div>
					<div class="stl_01" style="top: 19.4597em; left:7.092em;"><span class="stl_15 stl_11" style="word-spacing:0.06em;">importante rescata<span class="stl_08">r</span></span><span class="stl_15 stl_08" style="word-spacing:0.07em;">&nbsp;la</span><span class="stl_15" style="word-spacing:0.03em;">&nbsp;preocupación</span><span class="stl_15 stl_08" style="word-spacing:0.08em;">&nbsp;de la</span><span class="stl_15 stl_08" style="word-spacing:0.12em;">&nbsp;organización por</span><span class="stl_15 stl_08" style="word-spacing:0.11em;">&nbsp;controlar los</span><span class="stl_15 stl_08" style="word-spacing:0.11em;">&nbsp;costos &nbsp;</span></div>
					<div class="stl_01" style="top: 21.1922em; left:7.092em;"><span class="stl_15" style="word-spacing:0.04em;">de producción</span><span class="stl_15 stl_08" style="word-spacing:0.06em;">&nbsp;y</span><span class="stl_15 stl_08" style="word-spacing:0.07em;">&nbsp;por</span><span class="stl_15 stl_08" style="word-spacing:0.1em;">&nbsp;conocer la</span><span class="stl_15" style="word-spacing:0.05em;">&nbsp;rentabilidad</span><span class="stl_15 stl_08" style="word-spacing:0.06em;">&nbsp;que</span><span class="stl_15 stl_08" style="word-spacing:0.1em;">&nbsp;le está generando</span><span class="stl_15 stl_08" style="word-spacing:0.13em;">&nbsp;dicha</span><span class="stl_15 stl_08" style="word-spacing:0.1em;">&nbsp;orden &nbsp;</span></div>
					<div class="stl_01" style="top: 22.9122em; left:7.092em;"><span class="stl_15 stl_08" style="word-spacing:0.14em;">de producción, lo que</span><span class="stl_15 stl_08" style="word-spacing:0.09em;">&nbsp;nos</span><span class="stl_15 stl_08" style="word-spacing:0.12em;">&nbsp;da apertura a poder</span><span class="stl_15 stl_08" style="word-spacing:0.12em;">&nbsp;proponer un</span><span class="stl_15 stl_08" style="word-spacing:0.12em;">&nbsp;sistema de</span><span class="stl_15 stl_08" style="word-spacing:0.13em;">&nbsp;costos &nbsp;</span></div>
					<div class="stl_01" style="top: 24.6422em; left:7.092em;"><span class="stl_15 stl_08" style="word-spacing:0.05em;">por órdenes de producción que apoye de mejor manera y que siga los principios &nbsp;</span></div>
					<div class="stl_01" style="top: 26.3622em; left:7.092em;"><span class="stl_15" style="word-spacing:0.1em;">y doctrinas científicas</span><span class="stl_15" style="word-spacing:0.09em;">&nbsp;para</span><span class="stl_15" style="word-spacing:0.1em;">&nbsp;asignar los costos de producción a cada orden</span><span class="stl_15" style="word-spacing:0.09em;">&nbsp;en &nbsp;</span></div>
					<div class="stl_01" style="top: 28.0922em; left:7.092em;"><span class="stl_15">específico. &nbsp;</span></div>
					<div class="stl_01" style="top: 30.8222em; left:7.092em;"><span class="stl_15 stl_08" style="word-spacing:0.12em;">Por otro lado,</span><span class="stl_15 stl_08" style="word-spacing:0.1em;">&nbsp;la encuesta</span><span class="stl_15 stl_08" style="word-spacing:0.12em;">&nbsp;realizada al</span><span class="stl_15 stl_08" style="word-spacing:0.12em;">&nbsp;personal</span><span class="stl_15 stl_08" style="word-spacing:0.11em;">&nbsp;operativo de Diseño de</span><span class="stl_15 stl_08" style="word-spacing:0.11em;">&nbsp;Modas &nbsp;</span></div>
					<div class="stl_01" style="top: 32.5422em; left:7.092em;"><span class="stl_16" style="word-spacing:0.21em;">Karen Pamela “DISMOKARPAM” S.A. de la ciudad de Manta, nos ayudó a &nbsp;</span></div>
					<div class="stl_01" style="top: 34.2622em; left:7.092em;"><span class="stl_15 stl_08" style="word-spacing:0.12em;">confirmar que lo que se pudo</span><span class="stl_15 stl_08" style="word-spacing:0.13em;">&nbsp;observar, en cuanto</span><span class="stl_15 stl_08" style="word-spacing:0.08em;">&nbsp;a</span><span class="stl_15 stl_08" style="word-spacing:0.09em;">&nbsp;la</span><span class="stl_15 stl_08" style="word-spacing:0.17em;">&nbsp;asignación</span><span class="stl_15 stl_08" style="word-spacing:0.14em;">&nbsp;empírica</span><span class="stl_15 stl_08" style="word-spacing:0.09em;">&nbsp;de &nbsp;</span></div>
					<div class="stl_01" style="top: 35.9839em; left:7.092em;"><span class="stl_15" style="word-spacing:0.15em;">costos, es real, pues en</span><span class="stl_15" style="word-spacing:0.15em;">&nbsp;gran parte los operarios señalaron que</span><span class="stl_15" style="word-spacing:0.15em;">&nbsp;no se</span><span class="stl_15" style="word-spacing:0.15em;">&nbsp;están &nbsp;</span></div>
					<div class="stl_01" style="top: 37.7139em; left:7.092em;"><span class="stl_15" style="word-spacing:0.09em;">utilizando documentos de control, tales como:</span><span class="stl_15" style="word-spacing:0.1em;">&nbsp;la</span><span class="stl_15" style="word-spacing:0.09em;">&nbsp;requisición de materia</span><span class="stl_15" style="word-spacing:0.09em;">&nbsp;prima, &nbsp;</span></div>
					<div class="stl_01" style="top: 39.4339em; left:7.092em;"><span class="stl_15 stl_08" style="word-spacing:0.12em;">tarjeta de tiempo, u</span><span class="stl_15 stl_08" style="word-spacing:0.11em;">&nbsp;algún</span><span class="stl_15 stl_08" style="word-spacing:0.12em;">&nbsp;otro documento que permita</span><span class="stl_15 stl_08" style="word-spacing:0.13em;">&nbsp;segregar costos</span><span class="stl_15 stl_08" style="word-spacing:0.06em;">&nbsp;a</span><span class="stl_15 stl_08" style="word-spacing:0.1em;">&nbsp;cada &nbsp;</span></div>
					<div class="stl_01" style="top: 41.1639em; left:7.092em;"><span class="stl_15 stl_08" style="word-spacing:0.03em;">orden de producción de manera separada. Del mismo modo, se pudo evidenciar, &nbsp;</span></div>
					<div class="stl_01" style="top: 42.8839em; left:7.092em;"><span class="stl_15 stl_08" style="word-spacing:0.22em;">en base a esta encuesta, que los</span><span class="stl_15 stl_08" style="word-spacing:0.24em;">&nbsp;operarios desconocen la existencia de</span><span class="stl_15 stl_08" style="word-spacing:0.19em;">&nbsp;un &nbsp;</span></div>
					<div class="stl_01" style="top: 44.6139em; left:7.092em;"><span class="stl_15 stl_11" style="word-spacing:-0.01em;">sistema de costos<span class="stl_14">. &nbsp;</span></span></div>
					<div class="stl_01" style="top: 47.3439em; left:7.092em;"><span class="stl_15 stl_08" style="word-spacing:0.35em;">La finalidad de la encuesta era poder conocer la disposición del personal &nbsp;</span></div>
					<div class="stl_01" style="top: 49.0639em; left:7.092em;"><span class="stl_15" style="word-spacing:0.13em;">operativo para adoptar la aplicación de un sistema de costos por</span><span class="stl_15" style="word-spacing:0.12em;">&nbsp;órdenes</span><span class="stl_15" style="word-spacing:0.12em;">&nbsp;de &nbsp;</span></div>
					<div class="stl_01" style="top: 50.7864em; left:7.092em;"><span class="stl_15 stl_08" style="word-spacing:0.01em;">producción, y la aceptación para aplicar todas las herramientas que permitan que &nbsp;</span></div>
					<div class="stl_01" style="top: 52.5164em; left:7.092em;"><span class="stl_15 stl_08" style="word-spacing:0.16em;">este sistema funcione</span><span class="stl_15 stl_08" style="word-spacing:0.08em;">&nbsp;de</span><span class="stl_15 stl_08" style="word-spacing:0.12em;">&nbsp;manera adecuada, a</span><span class="stl_15 stl_08" style="word-spacing:0.09em;">&nbsp;lo</span><span class="stl_15 stl_08" style="word-spacing:0.09em;">&nbsp;que</span><span class="stl_15 stl_08" style="word-spacing:0.14em;">&nbsp;según las respuestas</span><span class="stl_15 stl_08" style="word-spacing:0.08em;">&nbsp;de &nbsp;</span></div>
					<div class="stl_01" style="top: 54.2364em; left:7.092em;"><span class="stl_15 stl_08" style="word-spacing:0.13em;">las encuestas, se puede evidenciar</span><span class="stl_15 stl_08" style="word-spacing:0.08em;">&nbsp;que el</span><span class="stl_15 stl_08" style="word-spacing:0.12em;">&nbsp;personal</span><span class="stl_15 stl_08" style="word-spacing:0.13em;">&nbsp;operativo están</span><span class="stl_15 stl_08" style="word-spacing:0.15em;">&nbsp;dispuestos &nbsp;</span></div>
					<div class="stl_01" style="top: 55.9664em; left:7.092em;"><span class="stl_15 stl_08" style="word-spacing:0.02em;">a aceptar y aplicar dicho sistema de costos de modo que la asignación de costos &nbsp;</span></div>
					<div class="stl_01" style="top: 57.6864em; left:7.092em;"><span class="stl_15 stl_08" style="word-spacing:0.3em;">a las diferentes producciones, sea eficiente y contribuya a la mejora de la &nbsp;</span></div>
					<div class="stl_01" style="top: 59.4164em; left:7.092em;"><span class="stl_15 stl_08" style="word-spacing:0.08em;">rentabilidad de la empresa. &nbsp;</span></div>
					<div class="stl_01" style="top: 66.3044em; left:41.6983em;"><span class="stl_19">1</span></div>
					<div class="stl_01" style="top: 66.3044em; left:42.1183em;"><span class="stl_19">0</span></div>
				</div>
			</div>
		</div>
		<div class="stl_02">
			<div class="stl_03">
				<img 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alt="" class="stl_21" />
			</div>
			<div class="stl_view">
				<div class="stl_05 stl_06">
					<div class="stl_01" style="top: 3.0206em; left:7.092em;"><span class="stl_22 stl_11" style="font-style:italic; word-spacing:0.01em;">Macías-Mendoza &amp; Duarte-Valencia <span class="stl_08">(2019) &nbsp;</span></span></div>
					<div class="stl_01" style="top: 5.8681em; left:7.092em;"><span class="stl_15 stl_08" style="word-spacing:0.03em;">Con la aplicación de la entrevista a la gerente general y la jefa de producción, se &nbsp;</span></div>
					<div class="stl_01" style="top: 7.5897em; left:7.092em;"><span class="stl_15" style="word-spacing:0.07em;">pudo determinar</span><span class="stl_15 stl_08" style="word-spacing:0.12em;">&nbsp;que sólo se llevan controles</span><span class="stl_15 stl_08" style="word-spacing:0.07em;">&nbsp;de</span><span class="stl_15 stl_08" style="word-spacing:0.12em;">&nbsp;costeos, de manera</span><span class="stl_15 stl_08" style="word-spacing:0.15em;">&nbsp;empírica, &nbsp;</span></div>
					<div class="stl_01" style="top: 9.3097em; left:7.092em;"><span class="stl_15 stl_11" style="word-spacing:-0.05em;">para las órdenes de mayor volumen de producción y que este costeo no es<span class="stl_08">&nbsp;100% &nbsp;</span></span></div>
					<div class="stl_01" style="top: 11.0397em; left:7.092em;"><span class="stl_15 stl_08" style="word-spacing:0.38em;">satisfactorio en cuestiones de rentabilidad. Las entrevistadas mostraron su &nbsp;</span></div>
					<div class="stl_01" style="top: 12.7597em; left:7.092em;"><span class="stl_15 stl_08" style="word-spacing:0.04em;">interés por la aplicación de un sistema de costos por órdenes de producción que &nbsp;</span></div>
					<div class="stl_01" style="top: 14.4897em; left:7.092em;"><span class="stl_15 stl_11" style="word-spacing:0em;">asigne de manera individual, los costos a cada orden de producció<span class="stl_14">n. &nbsp;</span></span></div>
					<div class="stl_01" style="top: 17.2197em; left:7.092em;"><span class="stl_15" style="word-spacing:0em;">De igual manera, la entrevista mostro una perspectiva de lo que actualmente se &nbsp;</span></div>
					<div class="stl_01" style="top: 18.9397em; left:7.092em;"><span class="stl_15" style="word-spacing:0.13em;">hace en temas de costeo de órdenes de producción, pues en primer lugar</span><span class="stl_15" style="word-spacing:0.12em;">&nbsp;la &nbsp;</span></div>
					<div class="stl_01" style="top: 20.6622em; left:7.092em;"><span class="stl_15 stl_08" style="word-spacing:0.02em;">mano de obra, que se trabaja en gran parte con servicios prestados, es asignada &nbsp;</span></div>
					<div class="stl_01" style="top: 22.3922em; left:7.092em;"><span class="stl_15 stl_08" style="word-spacing:0.01em;">de manera total a la orden que está siendo costeada, que en todos los casos son &nbsp;</span></div>
					<div class="stl_01" style="top: 24.1122em; left:7.092em;"><span class="stl_15" style="word-spacing:0.09em;">aquellas órdenes</span><span class="stl_15" style="word-spacing:0.09em;">&nbsp;de mayor volumen de producción,</span><span class="stl_15" style="word-spacing:0.09em;">&nbsp;sin considerar que</span><span class="stl_15" style="word-spacing:0.09em;">&nbsp;dentro &nbsp;</span></div>
					<div class="stl_01" style="top: 25.8422em; left:7.092em;"><span class="stl_15 stl_08" style="word-spacing:0.15em;">del tiempo que se fabricó dicha</span><span class="stl_15 stl_08" style="word-spacing:0.15em;">&nbsp;orden, existieron otras órdenes que no</span><span class="stl_15 stl_08" style="word-spacing:0.14em;">&nbsp;fueron &nbsp;</span></div>
					<div class="stl_01" style="top: 27.5622em; left:7.092em;"><span class="stl_15" style="word-spacing:0.2em;">costeadas porque fueron ordenes de una prenda o muy pocas prendas. La &nbsp;</span></div>
					<div class="stl_01" style="top: 29.2922em; left:7.092em;"><span class="stl_15 stl_08" style="word-spacing:0.08em;">misma situación ocurre con la energía eléctrica, agua potable y depreciación de &nbsp;</span></div>
					<div class="stl_01" style="top: 31.0122em; left:7.092em;"><span class="stl_15" style="word-spacing:0.09em;">maquinarias, pues se asignan</span><span class="stl_15" style="word-spacing:0.1em;">&nbsp;en base a los días</span><span class="stl_15" style="word-spacing:0.1em;">&nbsp;y</span><span class="stl_15" style="word-spacing:0.09em;">&nbsp;no a las horas en las</span><span class="stl_15" style="word-spacing:0.09em;">&nbsp;que &nbsp;</span></div>
					<div class="stl_01" style="top: 32.7422em; left:7.092em;"><span class="stl_15 stl_08" style="word-spacing:0.08em;">realmente se trabajó en dicha orden producción. &nbsp;</span></div>
					<div class="stl_01" style="top: 35.4739em; left:7.092em;"><span class="stl_15" style="word-spacing:0.05em;">Finalmente, en</span><span class="stl_15 stl_08" style="word-spacing:0.08em;">&nbsp;la</span><span class="stl_15 stl_08" style="word-spacing:0.11em;">&nbsp;aplicación de la</span><span class="stl_15 stl_08" style="word-spacing:0.13em;">&nbsp;técnica</span><span class="stl_15 stl_08" style="word-spacing:0.11em;">&nbsp;de análisis</span><span class="stl_15 stl_08" style="word-spacing:0.13em;">&nbsp;de rentabilidad</span><span class="stl_15 stl_08" style="word-spacing:0.15em;">&nbsp;efectuado &nbsp;</span></div>
					<div class="stl_01" style="top: 37.1939em; left:7.092em;"><span class="stl_15 stl_08" style="word-spacing:0.3em;">al estado de resultados del año 2017 de Diseño de Modas Karen Pamela &nbsp;</span></div>
					<div class="stl_01" style="top: 38.9139em; left:7.092em;"><span class="stl_16" style="word-spacing:0.27em;">“DISMOKARPAM” S.</span><span class="stl_15 stl_08" style="word-spacing:0.34em;">A. arrojó un resultado realmente preocupante, pues la &nbsp;</span></div>
					<div class="stl_01" style="top: 40.6439em; left:7.092em;"><span class="stl_15 stl_08" style="word-spacing:0.01em;">rentabilidad neta del período fue del 1.23%, lo que significa que la compañía está &nbsp;</span></div>
					<div class="stl_01" style="top: 42.3639em; left:7.092em;"><span class="stl_15 stl_08" style="word-spacing:0.06em;">presentando problemas de rentabilidad y que debe tomar decisiones para poder &nbsp;</span></div>
					<div class="stl_01" style="top: 44.0939em; left:7.092em;"><span class="stl_15" style="word-spacing:0em;">mejorar su situación. &nbsp;</span></div>
					<div class="stl_01" style="top: 48.0139em; left:8.5917em;"><span class="stl_12" style="font-weight:bold;">4</span></div>
					<div class="stl_01" style="top: 48.0139em; left:9.1517em;"><span class="stl_12" style="font-weight:bold; word-spacing:0.38em;">. CONCLUSIONES &nbsp;</span></div>
					<div class="stl_01" style="top: 50.7464em; left:7.092em;"><span class="stl_15 stl_08" style="word-spacing:0.14em;">La problemática de esta</span><span class="stl_15 stl_08" style="word-spacing:0.17em;">&nbsp;investigación radica</span><span class="stl_15 stl_08" style="word-spacing:0.11em;">&nbsp;en la manera empírica, en</span><span class="stl_15 stl_08" style="word-spacing:0.09em;">&nbsp;la</span><span class="stl_15 stl_08" style="word-spacing:0.1em;">&nbsp;que &nbsp;</span></div>
					<div class="stl_01" style="top: 52.4664em; left:7.092em;"><span class="stl_16 stl_08" style="word-spacing:0.06em;">Diseño de Modas Karen Pamela “DISMOKARPAM” S.A. de la ciudad de Manta, &nbsp;</span></div>
					<div class="stl_01" style="top: 54.1864em; left:7.092em;"><span class="stl_15" style="word-spacing:0.02em;">asigna sus costos de mano de obra directa y costos indirectos de fabricación, a &nbsp;</span></div>
					<div class="stl_01" style="top: 55.9164em; left:7.092em;"><span class="stl_15 stl_08" style="word-spacing:0.25em;">las órdenes de producción. Al</span><span class="stl_15 stl_08" style="word-spacing:0.28em;">&nbsp;realizar</span><span class="stl_15 stl_08" style="word-spacing:0.23em;">&nbsp;el coste de esta manera, la</span><span class="stl_15 stl_08" style="word-spacing:0.26em;">&nbsp;empresa &nbsp;</span></div>
					<div class="stl_01" style="top: 57.6364em; left:7.092em;"><span class="stl_15" style="word-spacing:0.04em;">muestra costos</span><span class="stl_15 stl_08" style="word-spacing:0.07em;">&nbsp;poco</span><span class="stl_15 stl_08" style="word-spacing:0.11em;">&nbsp;razonables para</span><span class="stl_15 stl_08" style="word-spacing:0.12em;">&nbsp;los componentes</span><span class="stl_15 stl_08" style="word-spacing:0.12em;">&nbsp;antes mencionados,</span><span class="stl_15 stl_08" style="word-spacing:0.06em;">&nbsp;ya &nbsp;</span></div>
					<div class="stl_01" style="top: 59.3664em; left:7.092em;"><span class="stl_15 stl_08" style="word-spacing:0.39em;">que no se siguen lineamientos técnicos con bases de determinación que &nbsp;</span></div>
					<div class="stl_01" style="top: 61.0861em; left:7.092em;"><span class="stl_15" style="word-spacing:0.04em;">aseguren que el</span><span class="stl_15" style="word-spacing:0.04em;">&nbsp;valor</span><span class="stl_15" style="word-spacing:0.03em;">&nbsp;que</span><span class="stl_15" style="word-spacing:0.04em;">&nbsp;se carga, a</span><span class="stl_15" style="word-spacing:0.04em;">&nbsp;cada</span><span class="stl_15" style="word-spacing:0.04em;">&nbsp;orden de producción,</span><span class="stl_15" style="word-spacing:0.02em;">&nbsp;por</span><span class="stl_15" style="word-spacing:0.04em;">&nbsp;concepto &nbsp;</span></div>
					<div class="stl_01" style="top: 62.8161em; left:7.092em;"><span class="stl_15" style="word-spacing:-0.06em;">de estos elementos, sea lo correspondiente por el tiempo que duró la producción. &nbsp;</span></div>
					<div class="stl_01" style="top: 66.3044em; left:41.6983em;"><span class="stl_19">1</span></div>
					<div class="stl_01" style="top: 66.3044em; left:42.1183em;"><span class="stl_19">1</span></div>
				</div>
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			<div class="stl_03">
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alt="" class="stl_04" />
			</div>
			<div class="stl_view">
				<div class="stl_05 stl_06">
					<div class="stl_01" style="top: 2.8968em; left:7.092em;"><span class="stl_07 stl_08" style="word-spacing:0.38em;">Revista Científica Arbitrada Multidisciplinaria de Ciencias Contables, Auditoría</span><span class="stl_07 stl_08" style="word-spacing:0.31em;">&nbsp;y &nbsp;</span></div>
					<div class="stl_01" style="top: 3.6568em; left:7.092em;"><span class="stl_07 stl_08" style="word-spacing:0.05em;">Tributación: CORPORATUM 360. Vol. 2, Núm. 3 (ene - jun 2019) ISSN: 2737-6443. &nbsp;</span></div>
					<div class="stl_01" style="top: 4.5468em; left:7.092em;"><span class="stl_09 stl_08" style="font-style:italic; word-spacing:0.24em;">Sistema de</span><span class="stl_09 stl_08" style="font-style:italic; word-spacing:0.2em;">&nbsp;costos</span><span class="stl_09 stl_08" style="font-style:italic; word-spacing:0.21em;">&nbsp;por órdenes</span><span class="stl_09 stl_08" style="font-style:italic; word-spacing:0.17em;">&nbsp;de</span><span class="stl_09 stl_08" style="font-style:italic; word-spacing:0.22em;">&nbsp;producción para</span><span class="stl_09 stl_08" style="font-style:italic; word-spacing:0.21em;">&nbsp;mejorar la rentabilidad en</span><span class="stl_09 stl_08" style="font-style:italic; word-spacing:0.19em;">&nbsp;las &nbsp;</span></div>
					<div class="stl_01" style="top: 5.3168em; left:7.092em;"><span class="stl_09 stl_08" style="font-style:italic; word-spacing:0.63em;">empresas de confección de ropa. Caso diseño de modas Karen Pamela &nbsp;</span></div>
					<div class="stl_01" style="top: 6.0868em; left:7.092em;"><span class="stl_10" style="font-style:italic; word-spacing:0em;">“</span><span class="stl_09 stl_11" style="font-style:italic; word-spacing:0em;">DISMOKARPAM S.<span class="stl_08">A.</span></span><span class="stl_10" style="font-style:italic; word-spacing:0em;">”</span><span class="stl_10 stl_08" style="word-spacing:0.03em;">&nbsp;</span><span class="stl_09" style="font-style:italic; word-spacing:0.03em;">de</span><span class="stl_09" style="font-style:italic; word-spacing:-0.01em;">&nbsp;la</span><span class="stl_09 stl_08" style="font-style:italic; word-spacing:0.04em;">&nbsp;ciudad</span><span class="stl_09 stl_08" style="font-style:italic; word-spacing:0.02em;">&nbsp;de</span><span class="stl_09 stl_08" style="font-style:italic; word-spacing:0.05em;">&nbsp;Manta &nbsp;</span></div>
					<div class="stl_01" style="top: 8.1197em; left:7.092em;"><span class="stl_15 stl_08" style="word-spacing:0.03em;">Al no contar con un sistema de costeo, y al realizar la asignación de costos de la &nbsp;</span></div>
					<div class="stl_01" style="top: 9.8397em; left:7.092em;"><span class="stl_15 stl_08" style="word-spacing:0.17em;">manera en la que se</span><span class="stl_15 stl_08" style="word-spacing:0.2em;">&nbsp;realiza actualmente en la institución, la rentabilidad</span><span class="stl_15 stl_08" style="word-spacing:0.14em;">&nbsp;que &nbsp;</span></div>
					<div class="stl_01" style="top: 11.5597em; left:7.092em;"><span class="stl_15" style="word-spacing:0.06em;">muestra cada</span><span class="stl_15 stl_08" style="word-spacing:0.09em;">&nbsp;orden de</span><span class="stl_15 stl_08" style="word-spacing:0.13em;">&nbsp;producción se</span><span class="stl_15 stl_08" style="word-spacing:0.12em;">&nbsp;ve disminuida</span><span class="stl_15 stl_08" style="word-spacing:0.07em;">&nbsp;y</span><span class="stl_15 stl_08" style="word-spacing:0.1em;">&nbsp;no es razonable para</span><span class="stl_15 stl_08" style="word-spacing:0.07em;">&nbsp;la &nbsp;</span></div>
					<div class="stl_01" style="top: 13.2897em; left:7.092em;"><span class="stl_15" style="word-spacing:0em;">toma de decisiones de la compañía. &nbsp;</span></div>
					<div class="stl_01" style="top: 16.0197em; left:7.092em;"><span class="stl_15 stl_08" style="word-spacing:0.15em;">Como parte de la propuesta de este trabajo</span><span class="stl_15 stl_08" style="word-spacing:0.1em;">&nbsp;de</span><span class="stl_15 stl_08" style="word-spacing:0.18em;">&nbsp;investigación, se</span><span class="stl_15 stl_08" style="word-spacing:0.17em;">&nbsp;establece</span><span class="stl_15 stl_08" style="word-spacing:0.11em;">&nbsp;un &nbsp;</span></div>
					<div class="stl_01" style="top: 17.7397em; left:7.092em;"><span class="stl_15 stl_08" style="word-spacing:0.49em;">sistema de costeo que cuenta con herramientas elaboradas en base a &nbsp;</span></div>
					<div class="stl_01" style="top: 19.4597em; left:7.092em;"><span class="stl_15 stl_08" style="word-spacing:0.27em;">parámetros técnicos y que permiten una asignación efectiva y razonable de &nbsp;</span></div>
					<div class="stl_01" style="top: 21.1922em; left:7.092em;"><span class="stl_15 stl_08" style="word-spacing:0.08em;">costos de producción. Dicha propuesta pudo determinar el costeo de una orden &nbsp;</span></div>
					<div class="stl_01" style="top: 22.9122em; left:7.092em;"><span class="stl_16 stl_08" style="word-spacing:0.23em;">de producción y compararla con la</span><span class="stl_16 stl_08" style="word-spacing:0.23em;">&nbsp;asignación que realiza</span><span class="stl_16" style="word-spacing:0.16em;">&nbsp;“DISMOKARPAM” &nbsp;</span></div>
					<div class="stl_01" style="top: 24.6422em; left:7.092em;"><span class="stl_15 stl_11" style="word-spacing:0em;">S.A., demostrando que los costos de MOD y CIF se asignan con un sobrecos<span class="stl_14">to, &nbsp;</span></span></div>
					<div class="stl_01" style="top: 26.3622em; left:7.092em;"><span class="stl_15 stl_08" style="word-spacing:0.06em;">lo que a su vez disminuye y muestra una rentabilidad poco razonable. &nbsp;</span></div>
					<div class="stl_01" style="top: 29.0922em; left:7.092em;"><span class="stl_15 stl_08" style="word-spacing:0.03em;">Al conocer los resultados del costeo realizado en base a los parámetros técnicos &nbsp;</span></div>
					<div class="stl_01" style="top: 30.8122em; left:7.092em;"><span class="stl_15" style="word-spacing:0.08em;">propuestos, se pudo concluir</span><span class="stl_15" style="word-spacing:0.08em;">&nbsp;en que la rentabilidad mejoró</span><span class="stl_15" style="word-spacing:0.08em;">&nbsp;considerablemente &nbsp;</span></div>
					<div class="stl_01" style="top: 32.5422em; left:7.092em;"><span class="stl_15 stl_08" style="word-spacing:0.17em;">en 19.76 puntos</span><span class="stl_15" style="word-spacing:0.09em;">&nbsp;porcentuales, demostrando</span><span class="stl_15 stl_08" style="word-spacing:0.17em;">&nbsp;una mejor situación</span><span class="stl_15 stl_08" style="word-spacing:0.19em;">&nbsp;financiera</span><span class="stl_15 stl_08" style="word-spacing:0.11em;">&nbsp;en &nbsp;</span></div>
					<div class="stl_01" style="top: 34.2622em; left:7.092em;"><span class="stl_15 stl_08" style="word-spacing:0.07em;">cuanto a términos de rentabilidad se refiere. &nbsp;</span></div>
					<div class="stl_01" style="top: 40.4339em; left:7.092em;"><span class="stl_12" style="font-weight:bold;">REFERENCIAS &nbsp;</span></div>
					<div class="stl_01" style="top: 43.1539em; left:7.092em;"><span class="stl_15 stl_11" style="word-spacing:-0.01em;">Abreu, J. L. (2014). El Método de la Investigación. DAENA: International Journa<span class="stl_14">l &nbsp;</span></span></div>
					<div class="stl_01" style="top: 44.4739em; left:10.0417em;"><span class="stl_15 stl_08" style="word-spacing:0.06em;">of Good Conscience., 9, 195 - 204. &nbsp;</span></div>
					<div class="stl_01" style="top: 46.8039em; left:7.092em;"><span class="stl_15" style="word-spacing:0.08em;">Baena, P., G. (2015). Metodología de la investigación. México: Grupo Editorial &nbsp;</span></div>
					<div class="stl_01" style="top: 48.1139em; left:10.0417em;"><span class="stl_15">Patria. &nbsp;</span></div>
					<div class="stl_01" style="top: 50.4364em; left:7.092em;"><span class="stl_15 stl_08" style="word-spacing:0.08em;">Behar, D. S. (2013). Metodología de la Investigación. Editorial Shalom. &nbsp;</span></div>
					<div class="stl_01" style="top: 52.7764em; left:7.092em;"><span class="stl_15 stl_08" style="word-spacing:0.13em;">Borda, M.</span><span class="stl_15 stl_08" style="word-spacing:0.13em;">&nbsp;(2013).</span><span class="stl_15 stl_08" style="word-spacing:0.1em;">&nbsp;El proceso</span><span class="stl_15 stl_08" style="word-spacing:0.07em;">&nbsp;de</span><span class="stl_15 stl_08" style="word-spacing:0.13em;">&nbsp;investigación: Visión general de su</span><span class="stl_15" style="word-spacing:0.06em;">&nbsp;desarrollo. &nbsp;</span></div>
					<div class="stl_01" style="top: 54.0864em; left:10.0417em;"><span class="stl_15" style="word-spacing:0em;">Barranquilla, Colombia: Universidad del Norte Editorial. &nbsp;</span></div>
					<div class="stl_01" style="top: 56.4164em; left:7.092em;"><span class="stl_15 stl_08" style="word-spacing:0.14em;">García, V. M.</span><span class="stl_15 stl_08" style="word-spacing:0.16em;">&nbsp;(2015).</span><span class="stl_15 stl_08" style="word-spacing:0.18em;">&nbsp;Análisis financiero:</span><span class="stl_15 stl_08" style="word-spacing:0.11em;">&nbsp;Un</span><span class="stl_15 stl_08" style="word-spacing:0.16em;">&nbsp;enfoque integral.</span><span class="stl_15 stl_08" style="word-spacing:0.17em;">&nbsp;Distrito</span><span class="stl_15 stl_08" style="word-spacing:0.17em;">&nbsp;Federal, &nbsp;</span></div>
					<div class="stl_01" style="top: 57.7364em; left:10.0417em;"><span class="stl_15 stl_08" style="word-spacing:0.1em;">México: Grupo Editorial Patria. &nbsp;</span></div>
					<div class="stl_01" style="top: 60.0664em; left:7.092em;"><span class="stl_15 stl_08" style="word-spacing:0.04em;">Hernández, A., Ramos, M., Placencia, B., Indacochea, B., Quimis, A., &amp; Moreno, &nbsp;</span></div>
					<div class="stl_01" style="top: 61.3761em; left:10.0417em;"><span class="stl_15 stl_08" style="word-spacing:0.23em;">L. (2018). Metodología de la Investigación científica. Ecuador:</span><span class="stl_15 stl_08" style="word-spacing:0.24em;">&nbsp;Editorial &nbsp;</span></div>
					<div class="stl_01" style="top: 62.6961em; left:10.0417em;"><span class="stl_15 stl_08" style="word-spacing:0.07em;">Área de Innovación y Desarrollo, S.L. &nbsp;</span></div>
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alt="" class="stl_21" />
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				<div class="stl_05 stl_06">
					<div class="stl_01" style="top: 3.0206em; left:7.092em;"><span class="stl_22 stl_11" style="font-style:italic; word-spacing:0.01em;">Macías-Mendoza &amp; Duarte-Valencia <span class="stl_08">(2019) &nbsp;</span></span></div>
					<div class="stl_01" style="top: 5.8681em; left:7.092em;"><span class="stl_15 stl_08" style="word-spacing:0.3em;">Landeau, R. (2017).</span><span class="stl_15 stl_08" style="word-spacing:0.28em;">&nbsp;Elaboración de trabajos de investigación (Vol.</span><span class="stl_15 stl_08" style="word-spacing:0.28em;">&nbsp;segunda &nbsp;</span></div>
					<div class="stl_01" style="top: 7.1897em; left:10.0417em;"><span class="stl_15" style="word-spacing:0em;">edición). Caracas: Editorial Alfa. &nbsp;</span></div>
					<div class="stl_01" style="top: 9.5197em; left:7.092em;"><span class="stl_15 stl_08" style="word-spacing:0.19em;">Pauda, J. (2018).</span><span class="stl_15 stl_08" style="word-spacing:0.18em;">&nbsp;Técnicas</span><span class="stl_15 stl_08" style="word-spacing:0.19em;">&nbsp;de investigación</span><span class="stl_15 stl_08" style="word-spacing:0.16em;">&nbsp;aplicadas a</span><span class="stl_15 stl_08" style="word-spacing:0.17em;">&nbsp;las ciencias</span><span class="stl_15 stl_08" style="word-spacing:0.23em;">&nbsp;sociales. &nbsp;</span></div>
					<div class="stl_01" style="top: 10.8297em; left:10.0417em;"><span class="stl_15 stl_08" style="word-spacing:0.07em;">Ciudad de México: Fondo de Cultura Económica. &nbsp;</span></div>
					<div class="stl_01" style="top: 13.1597em; left:7.092em;"><span class="stl_15" style="word-spacing:0.12em;">Ventura, J. L. (2017). Población o Muestra:</span><span class="stl_15" style="word-spacing:0.1em;">&nbsp;Una</span><span class="stl_15" style="word-spacing:0.12em;">&nbsp;diferencia necesaria.</span><span class="stl_15" style="word-spacing:0.12em;">&nbsp;Revista &nbsp;</span></div>
					<div class="stl_01" style="top: 14.4797em; left:10.0417em;"><span class="stl_15 stl_08" style="word-spacing:0.06em;">Cubana de Salud Pública; Vol. 43, 648 -649. &nbsp;</span></div>
					<div class="stl_01" style="top: 66.3044em; left:41.6983em;"><span class="stl_19">1</span></div>
					<div class="stl_01" style="top: 66.3044em; left:42.1183em;"><span class="stl_19">3</span></div>
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