<!DOCTYPE html><!--[if IE]>  <html class="ie"> <![endif]-->
<html>
	<head> 
 <STYLE> 
 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(2.502502em,42.5375em,5.023336em,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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}
@font-face {
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");
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") format("truetype");
}
.stl_07 {
	font-size: 0.67em;
	font-family: "DEEIPJ+Calibri-Light";
	color: #000000;
	line-height: 1.220703em;
}
.stl_08 {
	letter-spacing: -0.01em;
}
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	font-family:"PSRCOG+Calibri-LightItalic";
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");
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") format("truetype");
}
.stl_09 {
	font-size: 0.67em;
	font-family: "PSRCOG+Calibri-LightItalic";
	color: #000000;
	line-height: 1.220703em;
}
.stl_10 {
	letter-spacing: 0em;
}
@font-face {
	font-family:"MOBSRT+Calibri-LightItalic";
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");
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AAAAAAAQAABgwAGAckBoUAAAAAAAEAAACBACgIPIl8ijyIDIgC4//y0SCsCASC5ApkAKQArAStdNQABAB3/4QWXBUwAIQFxshISIbj/+LINOSG4//hAdww5EBwcDxAcHR0PDTodCCIiGyAdFyIiAjodByIjESAdFkwjACEQIQIhHSAdIRAcFwEPHR0+AAEUAAABHRsiABEPDgEBHRchCAgHBwACFxYIDwkBAigODw0BXw0BDX1QIwEjEBEoHAAbAVAbAQAbbxsCG30iPXYYK04Q9HFdcjxN/TxNEF32XXI8Tf08AD8/PD88EDwQPBI5OQEREjkSORESOYcOLiuHBH3EABI5ORgQ7QEQwF0rKysrhxA8fcSHEMQBKysxMENYuQAA/7BAKxM1AA8QDzcAciBwIYAggCGRAJAPkCCQIbQAtCENBCAEISoEJwsiEyoaBhC4/1uyEzUQuP+mQBMSNQQBABAUARAQkAGgHLAQsBwIAF0rKwFxXStZQ1xYtRAIFBs/ELj/4EAJEhg/AAgOEz8AuP/wQAkSGD8ACA8UPw+4/+ezFBs/D7j/2rIOFz8BKysrKysAKytZAQERNCcmBzUhFQ4CFREjAREUFjMzFSE1NjY1EScmJic1Af4CnSMwcQHAVjshIvxra0Ug/h9wWB0rQj4FTPy3Akd6KzoCJSULI09g+5cEafyidVIlJQFabAO9JDYiAiUAAQBKAAAFDAVMACAArLkAIv/AsxgaNCK4/8BAOxASNCAiQCJQIsAiBDAiQCICAd0HB/wCHQEYIB0QIiIJIB0PIiMf3Roa/B4dHwcaKAAgAhAPCABwAQEBuAEqQCIIDwkfCQIJPhkQGAEgGFAYkBgDGCAQHwEgH1Affx+QHwQfugEqABgCrrMhblgYKxD29F1xPBBdcTz9XTz0XTwAPzw/PP08ARDt7AAQ/SsrARDt7AAQ/TEwAXFdKysBESMmJicmIyMRFBYWMzMVITUzMjc2NzY1ESMiBwYHIxEFDCQgTkQmX2UXQzot/TotOyQaDwtiiT5XFyYFTP6Rf28hEvvqaDQnJSUVDiIYZgQWOlGWAW8AAQApAAAE+gVMADEBTkDtFgQZCQIgMzAzcDOQM6gX1xTXF+YX9xcJeQp0FXwuiQOSFAWJCpgDmAqTFagDqAoGIBRFFUAzUDN5AwUKAwoKAjNAFAw/lAScCaQErgmmFAUMAQAHUQwMywgdByAgHRgiIitRMTHhLB0rBlEBAcsFHQYhIB0pIiMBBgAMBw0AFRAVAhUWKxQVFgMXBxcWsxIuGDEoKQEuDAwYKQIYCAYHDwdPBwI/B08HjwevB88H3wcGDwdvBwIHMjOvK78rAi8rPytPK18rbyt/K48rnysIK4MQFnAWkBYDFhpAMwEzAA8NHw0CDT4hIBkyPbUYK04Q9DxN/V08ThBd9l1N5F1xERI5XXFyLzwAPz8SOS/tEO0Q7e08ERIXOQEREjldERI5ERI5KwEQ7ewAEP0BEO3sABD9KwEQ7ewAEP0DEAU8PDEwAF0BK3FdXV1dAHEBETMyNjczESMuAiMRFBYWMzMyNjczAyE1MzI3Njc2NRE0JyYnJiMjNSERIyYmJyYjAi4bgXQQJiYMTWZhEzQ6Ub7lMiU9+2wtOyQaDgsFChsmQi0EbyYdaWA4mgT+/diinv06dJQz/oJwMiCwtP5RJRUOIhhmA3xcFSMTHCX+b5OAHhIAAgAmAAAF2QVMACMALQF4QD9VGnIamBUDCCMYI0saRxxHImEcYyIHEgAFAAYQBRAGBDAvZxt3G3ciiCPMG8sj0C8ImRbUGvkY+xn7GgUvCAy4AtW0HQciIgG4AtW0HQYiIw24AtVAOR0SIiMcGwAbEBsCGy0jIhQjIyJ/I4sjAiMAKhwhG4Ai5CL0IgMQIlAi0CID0CIBIhcqHCIjJiUuG7gB4kAXIwAABiQtLhMTEgIg0iEhIiIGBgcIICG4AQVACQwAKhAqAireF7gDAkAWDCQlJQAADwEfAQIBLQwMUA0BDX0uPbkBGQAYKxD2XTwQ/V08EDwQPBD97V0Q/TwAPzwQPBA8EO0/PBD9PBI5Lzzt/TwREjkBERI5cXJdORE5ERI5XYcOLitdDn0QxBgrKysxMEN5QCAnLBQaFSUZJiglLBQqLwEnGiovASsWLS8BKRgmLwAaGxA8KysBKysrKyuBgQBdAV1dQ1xYuQAo//hACww5KwgMORwYExU+ASsAKytZAV0AXQERFBYWMxUhNTI2NjURNCYmIzUhMhYWFRQHBgcBFhcWFxUhAQMRMzI2NjU0JiMCIBtEXf1KXkMbG0RdAnb25JBsRXwBRkAbKTb+Vf5LWTmLik+RoQJq/oRuOSIlJSM4bgNwbjkiJUS3e5ZiPh/+NVkWHwMlAmoCmf2uM4Vrm5QAAQAw/+AFpAVMAC4BA0ChGA8ZIgIYCiciKiN7I40OjiOvI80j/yMJAAEAAgADEAEQAhADcAFwAn8Wfxe5Dsgo2CjoKA4FIxUOECIgISYjMSFaIgfCIfUjAqYOtg4CMwgHIB0BIiIfIB0YIiIqIC4dACIkESAdFyIjGBcXAQEAAgxqJAkQESggfx8BXx//HwIffTAwQDBQMHAwoDAFMAgPBx8HAgc+KSlQKgEqfS89dhgrThD0XTxNEP1dPE0QXfZdcTxN/TwAP+0/PBA8EDwrKysrMTBDeUAiISgJDwomJiUOJQslCC8AJygNIxAvASIhCScMLwAPIgwvACsrARA8KxA8KysrK4GBAF1xcgFdcXITIRUjIgYGFREUFhYzMjY2NRE0JicmIzUhFSMiBgcGFREUBgYjIicmJjURNCYmBzACvCNPOxk3fmBum00mHS1SAdUcOUwRDT/007Bgg2waQFYFTCUhOnT9aLZ2TmOu2AIpW04PFyUlLi4gU/3979SyL0DIqQKYdTkiAQACABAAAAWwBWgAIQAkATBAkyIQCxI/ZhB2EHcjhxCGI6oNtxAHlg2zDQIBJCMCACIjIyEKDgsdChchGB0XCwkBCQIIHQkWERUdFgEkCgAiFnMjDxAgIwAhECECISMCIS0REBQRERAjAiMhAigODxQODg8Cdg4BDgp6EQEhERAPBBYjIREOAgQBFyMPIiQoAAABAQHkEEAQDwMXFhYKCgkIDxYBFroBggAjAS5AIyAKGTAmcCaAJqAm0CbgJgYlECYgJkAmUCaAJpAmsCYHj20YK05xEF30GRpN/e1dABg/PBA8EDw/PBoQ/V08/TwRORESFzkBERIXOV0SOV05hw4uKwh9EMSHDi4YKwh9EF3EKxE5ORE5ORgAEO0BEMAAEO0BEMBdABDtARDAABDtARDABxA8PAc8PDEwAF0BXQErASEHBhUUFxYXFSE1NjY3ATMBFhcWFxUhNTMyNzY1NCcmJycDAwNU/iE5HC4bav49SV5FAeUTAelGLSI+/XAbTyAWBgIcasrQAYKEQis5GxAIJSULY5sEOvuonikfBSUlFhAeEhMJQvMB0/4tAAEAQv6ZAb0BMwAXADdAEfkCAQcJBAHCAMwSSQwKBEsVuAFGQAsBMx8PAQ9BGK2NGCsQ9F30/e0AP+307QEROTkxMAFdEzU2NjU0JyYjIgcGIyImNTQ2MzIWFRQGZnRpBwcHBgwdKztXZEdWeq3+mSwyn1MRCQgHEVw+QmSFdI/eAAEAEP/hBbIFTAAhAR25ACP/wEA6GiQ00CMBMwSXFQIQIwE4FwE5F2kXqRe4FwQWFxcVGBkZFwAFAR0AGQ0BDRUOHQ0MCAsdDCEZIB0hQLj/jEA2FwcGIAgABxAHAgcHLRcVFBcXFQUGBigXGRQXFxkVCAcGBAwFGRcZFxUIBQUHIQ0MAAIHBgkjuP/Aty1JNCMXFxoAugEuABcBgkASIAxALUk0YAwBDBkiI2whj20YuAEshSsrTvRdKxoZTf39GE5FZUTmKwA/PD88PDwSFzkBEjk5ERc5h00uKw59EMQFhy4YKw59EF3EKxoYABDtARDAABDtARDAABDtARDAXQAQ7QEQwIcQDjyHEA48sQYCQ1RYtxggCBE0ChcBAF0rWTEwAHFyAXJdcSsBFQYHBgcBIwEmJic1IRUjIgcGFRQWFwEBNjY1NCYnJiM1BbJKOipT/i0h/i9UOU8CihZYIBcQLgEhAQwwFiAfK0cFTCUMQzK5+/QENsNECSUlFg8dEjFr/V0CWW1KGh4uDBElAAEAJgAABQ0FTAAlAI9ANmIBdwF7I3AnBJAjkCSmJAMKIB0CIiIaIB0STCILIB0RIiMkIyIDGyMkAAAlECVwJYAloCUFJbgBuUAQICEoAhIRAgEIAggl0gCdAbgCr0AWGg8bHxsCGz4LChkmMCdAJ6AnAz1YGCtOXRD0PE39XTz09P0APz8/PBD9PPRdPDk5AREXOSsrKzEwAF0BXQEDITUzMjc2NzY1ETQmJiMjNSEVIyIHBgcGFREUFhcWMzMyNjY3BQ0z+0wtOyQaDgsWQzktAtM7OyQaDwsYIxlgcWyQaS8B3P4kJRUOIhhmA3xoNCclJRUOIhhm/KBoOQ4JTKSgAAMAKwAABQ4FTAAbACQAMQFVQJGYFwESZRt2AnYwpxirLLoeuizMB9wt+S8KKAE4AUgBSRtVAlkbZQKGAoQwqAHHLNQs5h7oIvYe+CL4MBFICCYlHCQkJw4gHQkiIg8gHRQiIzAlHgMkAC4gMDEqACUeJBwAAAkUHC4lJQkUJC4VFRQCKi4ICAkIACAQIAIg3hmdEgQaMyQxDycfJwInLQ8OGTIzuAEEsyE9WBgrK070PE39XeROEPZNQ1i2AC4QLgIuTeldG7EuTe1Z9O1dAD88EO0/PBDtERI5L+0ZERI5LxESORI5ERI5ARESORIXORgrKwcQDjw8PDEwQ3lAMistISMWGAUHFyUiJhclBiYsJSMWIC8BIhYgLwErBy4vASEYJC8BIRgjLwEiIy0FKi8AACsQPCsrASsrKysrKysrgYGBgQBdAV1DXFhAEnow6S0CJiwrMDkiWSyGLNYHBgBdAV1ZAF0BFhcWFRQHBiEhNTI2NjURNCYmIzUhMhYWFRQGBTI2NjU0JiYHEREHFBYzMjY2NTQmJgOPwU5we5f+4P1PXkMbG0RdAorpwnCO/eGOh0hHhJIBNzZQh0hYmgLPLUBbkZlkeSUjOG4DcG45IiVTpV1imRJAdFpaczwB/Zz+TTI2N0eHU1+XPAACABsAAAVxBUwAGwArAQtAXBqACQo0I4AJCjQQgAkKNCuACQo0ZxNoGGclmim4KAVnEWkTaBiXEZgWpBMGYw4HIB0AIiIIIB0OIiMcLg8OAiI1GxsACBItHA8dHx0CHT4IMAcBUAcBB30sPbUYK04Q9F1xPE39XTxNEENYQBAAJhAmAiZNABQQFDAUAxQ29l1N6V0btiZNMBQBFDb2XU3tWQA/PBDtPzztKysxMEtTebFeCEN5QEojKxAaEhMREwIGKCcpJyonAwYSExETAgYoJyknAgYWFRcVGBUZFQQGJCUrECYlASoQJiUBIxomJQEnExwlAScTKyUBKislFSIlACsQPCsrASsrKysqKioqKoGBAF0BXSsrKyszNTMyNjc2NRE0JiYjIzUhMhcWEhUUDgIHBiMDERQWFxYzMjc2ERAnJicmGy07Pw8JFkM5LQJf85S1u1ySv4o9g1oQExszp1h4UkFmSCUlIBVpA3xoNCclQlH+uM+P8Z1fGgwE//veVCYKD3KaAUQBBZx6LB8AAQAuAAAEpgVMACwBIUBNBwQJCiwDIgtKCwUGBQYKJgImAyYEJgomCyYMTwNGCk8LZgp2CoYKDnopkC61BLUKxgTGCuYE5gr2BfYKCg4gHRQiIx0gHRUiIiZRLCy4AihAaicdJg8IAQhRDAzLCR0IAAcBB1ECAssGHQceIB0kIiMIBwcmAgxPDQJPASa/JQElGrAuAS4AAQ0PDh8OAg4+HQ8AHwACAD4eHh0ZLRQVLCgkAigBKAwNDSQUDh05FBUsKCUAKCUkAhUILS68AQIAIQA9AQcAGCsrAD8/PO0Q7RA89DwREjkvPO3tEO0QPAFOEPQ8TRDtXRD9XTw8PE4QXfZdPE0Q5hDmERI5LzwrARDt7AAQ9V0BEO3sABD1XQEQ7ewAEPUrKzEwAV1xAHEBETMyNjY3MxEjJiYjIxEUFhYzMxUhNTMyNzY3NjURNCYmIyM1IREjJiYnJiMCMydack8MIyMTqWsnF0M5Lf07LTskGg4LFkM5LQR4KQ5zbTyiBP790zaAbf1XwXv+YWg0JyUlFQ4iGGYDfGg0JyX+e4mEGw8AAQASAAAFsAVMAC0BW7kAJP/osxQhPyO4//BAqA05HyUsFywYKiQrJQUUGBQZHyRqJgSKJqUFoiS2BbgYtiS4JrAv5yQJORlGI0AvZx5kI3cjdiR5JwglBCQFJCYmLCYtNgA2ATIECBUkKxhwLwMABQEdABYgHQ5MIisdAR0kHh0dByAdDUwjEBwBHBgbHRwQLQEtJiwdLSQlDyUBJS0XGBQXJSYXGCYlJSgGBRQGJSQGBSUlBhcALS0dHRwCDQ4IMCYBJrgBNrNABQEFuAINQAkGJHQfGE8YAhi4ASZAFRcGBxcPBx8HAgc+ABZAFnAWsBYEFroC6AAv/8BADQ8SNOAvAS4vbCGPbRgrK10r9l3tXTwQPBD0Xe0Q9F3tXQA/PD88EDwQPAEZERI5L4cILhgrDn0QxIcILhgrXQ59EMQYABDtARDAXQAQ7QEQwF0rEO0BEMBdKxDtARDAMTABcV1dXV0AXSsrARUGBwYHAREUFhYzMxUhNTMyNzY3NjURASYmJzUhFSMiBhUUFxMTNjU0JyYnNQWwQyQybP7aFkE2TP0HRzwjGg8L/sFfTkECih07L1D19FsaIlsFTCUJHiq7/hX+uGkzJyUlFQ4iGGYBEAJFrD0BJSUiEySR/j8BmZYxGxIZBSX//wAQAAAFsAcbAKMADQAAAABAAAAAAABAAAGDAAYBigGhQAAAAAAAQAAAHkAOAihAEBM0KA8ASCsCASa6ApkAKQEshQArASsrNQABAFH/4QVXBWsAJAEduQAW/4CzCQo0HLj/gLMJCjQGuP+AswkKNA24/4BAWQkKNAwaCRs2E00ahhaLGo8biRwIaxFrEnkReRKJEacGqA2lF8cXyxsKBhYAJkMWQRyAFoUXhhuEHLcEux4KLyZoH3cGdg12G4YTug8HNw4REiQdAFoCHQEBuAEUQB0AWiGpERIOBWodAw5qFQkBXy8RAREacCYBJhIlbrkBMgAYK04QQ1hACQ8KHwoCCk0ZGfRN6V0bswpNGRn0Te1ZThBd9l1N5AA/7T/tETk57PTtARDt9O0AEMkxMEtTebEyCEN5QCQWHAYNDCYXJQgJBwkCBhsmDRYKJQAGHAolAAsYDiUACRoFJQErKwErKysqKyuBgQFdcQBdcQErKysrAREjJiYjIgYHBhUUEhYzMjY3FQYGIyIkAjU0EiQzMhcWMzI2NwVXJyzwmH/UMT9cxJyA1XZy96XZ/q+3ywFZwo+fXBkgLwcFa/4quMSSdpe5tv7VmXCJdXdrrgFGuMIBXMA+JC8z//8AKQAAAu4HGwCjAAMAAAAAQAAAAAAAQAABgwAGADUBoUAAAAAAAEAAABVACQEiCxRIKwEBIbkCmQApACsBKzUAAQArAAAGFAVMAEMBP0ASQyIjACEgECAdCCIiGEASCz8YuP/AQA43HD8AGBAYoBgDICAdGLgC2bciMiAdKiIiOrj/wEATEgs/OkA3HD8POh86rzoDQiAdOrgC2bYiB0ASCz8HuP/AQA43HD8ABxAHoAcDASAdB7gC2bcjESAdFyIjKbj/wEATEgs/KUA3HD8PKR8prykDIyAdKbgC2UBeIzMgHTkiIyIhKEMADwAfAD8AAwAHKikpGBgXAjo5OQgIBwgjAEIQQgJCPjIPMwEPMwFfMwEzfQBFYEUCQEVQRaBFsEUERSAPAR8BAgE+EQAQAQAQAVAQARB9RD12GCtOEPRdcXI8Tf1dPE0QXXH2XXFyPE39XTwAPzwQPBA8PzwQPBA8EjlyLzz9PCsrAV0rKysrAV0rKysBXSsrKysBXSsrKwMQBTw8EDw8MTABERQWFjMzFSE1MzI3Njc2NRE0JiYjIzUhFSMiBwYHBhURIRE0JiYjIzUhFSMiBwYHBhURFBYWMzMVITUzMjc2NzY1EQIwF0M5Lf07LTskGg4LFkM5LQLFLTskGg8LAd8WRDksAsQsPCMaDwsWRDks/TwsPCMaDwsCjP5caDQnJSUVDiIYZgN8aDQnJSUVDiIYZv6AAYBoNCclJRUOIhhm/IRoNCclJRUOIhhmAaQAAgA0AAAEpQVMABoAJADPuQAg//iyDDkguP/4QFwLOU8mAZcY9hf2IPkiBCoIHAABDCAdByIiASAdBiIjDSAdEiIjGy4SAC4cHAYTEgIHBggQIQEh3mAWgBafFgMWii8mASYbDwEfAQIBLQ0ADBAMAlAMYAwCDH0lJrwBAgAhAD0BBwAYKytO9F1yPE39XTxNEF32XU3tXQA/PD88Ejkv7RDtKysrAxAFPDwxMEN5QB4fIxQaGBcZFwIGIxQhLwEfGiEvASIVJC8BIBceLwAAKysBKysqgYEAXQFdACsrAREUFhYzFSE1MjY2NRE0JiYjNSEgFhUUBgcGAxEWMzI2NTQmIwIpG0Vc/U9eQxsbRF0CTwEk/qSQYechEXqEhIMCZv6IbjkiJSUjOG4DcG45IiXQnIS8IhgCmP22ApGYl4wAAgBc//MD3gPDADEAPAJcQBUGEBA5BCAQOTJAPEQ0izWTB5s1Az64/8BAYUs1tjkBfgemLaw8ty3GLdgh1y3YNeYtCTUHRQdKE0oXSTVYF2YIlQCbNaUBtgG2CAwzBwGAPpkEmi2cMQQAPlA+YxZgPnIXlhWvAaU6vwHgPgoIFlA+dDsDSAgCFRIVAju4/8BAOBc57zsBMjMICQgHKywoKywlKywpPDOrM7szAwQzPTNNM30zjTOfM60zvTPOM90z7TMLcDMBMzsIuP/MQJcJCQJVFAghCGUIdQgEAgg7CEwIegiJCJ8IpgjICNkICQsIGwhwCAMUEggDGA0mHysrLCkpZi87SAIylwBdLy8CGEApKzQPGB8YXxhvGJ8Yrxi/GAffGOwY/BgDGBhADhA0GAIfBwILDywfLC8sPywELEQpQw8lHyUCJeoAAAkYCQkCVS8JPwl/Cb8JBCAJfwkCAAkQCQIJuAG7QBBAPoA+AkA+YD4CPqgVARUbuP/AQChQKD//GwEbKwA3EDcCNzIFQCMlNG8F8AUCMAVABVAFYAUEBRk9OFUYuAExhStOEPRdcStN7XH0cSvBXRBdcfRdXXIrPBD9XfbkXQA/PxI5Ky9dcSsQPBD07RDtEP305BDtERc5XXFyKxI5XXFyETk5ARESOTkQyQgQPA48PABdKwFysQYCQ1RYtAwYHRgCAF1ZMTBDeUAyODocIwoQAwQPJR0mISULJjkmDh4RHgAMIAkeASIjOgM3HgAQHA0eAQoiDR4BOAQ7HgAAKysrASsQPCsrKysrKyuBgYGBAXJxXQBycV0BcSsAcSsrKyUGIyImNTQ2JTU0JiYjIgcGFRQXFhUUBiMiJjU0NjYzMhYXFhURFBYWMzI3FwYGIyImJxEGBwYVFBcWMzICSauIUGq4ATUXQChBKhocJkk7P1VyzG6FmxcOChQNGhseMmtEUFoKeTsnIRktMoqXaU9rq45eajcpHRIYFR8rKDFFTDNIg0ZxQiqX/pVAIRAlGEpDS5UBOUdRNjcuIxsAAQArAAACJAVMABAAwEAcEoARFz9gEgGwEgEPBQAGABAfBRAGEBAGCyQfBrgB7rQiASQfBbgB7rQjDCQfELgB7kAWIwAQAAYFCgAPAR8BAgEqDAtAERc/C7j/wLI6NQu4/8CzLTQ0C7j/wLMgIzQLuP/AQCMTFzSwCwGPCwEACxALAgt7HxKgErASAy8SPxKPEsAS4BIFErj/wLMxNDQSuP/Ati0uNBFOwBgrECsrXXH2XV1xKysrKys8/V08AD88PzwrKysBXTEwAV1xKwERFBYXFSE1Njc2NRE0Jic1AbMuQ/4HPh4ULkIFTPt2YzcEJCQCIhdjA8hiNwQlAAIAK//kBBsFTAAXACcBUUAPEkYIABcQFwIBGBkRJB8XuAHuQBsjJoQDBx4mCwsOcg8PEAsXAAAQIgEiQAcaEim4/8CySzUpuP/AQDg7PTRQKdApAjApQClQKXApoCmwKcApBykODgAPGR8ZAhkqERJAEAEwEEAQUBDAENAQBRAZKE5xGCsQ9l1xQ1xYuQAQ/8CzGSE/ELj/wLMYID8QuP/AshcfPysrK1k8/V08OS8QXXIrK0NcWLkAKf/AsxkhPym4/8CzGCA/Kbj/wLIXHz8rKytZ9u1dAD88PzwQ5D/tP+0rAw4QPDwBXTEwQ3lAMholBA0FJSQmGxocGgIGCSYgJSUEIicBHQwZHgANDh8KIicBIwYmJwEaDR4eACEIHicAACsrKwErEDwrKysrKisrgYFDWEAjfQVwCXAgfySWCKcFpgi3BAiCCIUJAn8Efwp/H38llgWXJAYBXQBxXVkBETYzMhYWFRQGBiMiJicHIxE0JyYmJzUBERQXFhYzMjY2NTQnJiMiAa92jGCqYHrMg0x2OZsiBworMwGEBgpMOzNJMTYnQlYFTP39enHQiJn6gzA2ZQSlURMcGwIl/aT+YH8jO0k6rODXUDoAAQBLAAADbgPDACkBJ0AKCyYLOQsUDBA/C7j/wLMiJDQLuP/nsxsfNCu4/8CzMTQ0K7j/gLIfNSu4/8CzHR40K7j/wLMPEDQruP/AQCcUFjQQKwGWC5ArAgsZDRE0Dx0AHgApHx0QHhApBgEVFhcXACKiHx64Ae60IhfGHx24Ae60IyMkHym4Ae5AHSMKMg9AHjw/D0AcNz8PZwUDBAcAKQYeHQoPXQAKugFfAAQBX7eQB9AH4AcDB7gBukALACkPFx8XAhcqIyK4/8CySzUiuP/AszA0NCK4/8CzGyA0Irj/wEAUEhY0wCIBcCIBACIQIgIi2ipOVRgrEPZdXXErKysrPP1d9PRd7e0Q5AA/PD88Pzw87Ssr7SsrKwcOEDw8PAFdMTAAKwFdcSsrKysrKysAKysBFTY2MzIWFRQGIyImJyYjIgcGBwYVFRcUFxYWFxUhNTY2NRE0JyYmJzUByV2MQThDQS41TgcKDR0aKRUgAQcMLzj+Bz0rCAomMAOn1JFfRT9DSkQEBhYiP2F11zg5EBsZAyQkBTl6AgVQFhwaBSUAAQBR/+QC1APDADICqkBcCzAVED8EEA0pFBAdKQQGFBYUxiXGJtkQ6hD5EAcpECUqOBA2KocLlSOVJKkLoyO4C7QjCwUMBQ0IKRUMRwtLDAZAC0AMAhIyHwCbAh8BAUAUDD8BQAsSP58BAQG4AUVAEwCbEi9ACxI0L/MrGB8ZmxsfGhq4/8C2CxI/kBoBGrgBa0AeGZsW8xISBSYrBxIeJhILEg8BHwECAUASFTQBWxIhuP/gtAkUBlUhuP/gQAoJFAJVACEQIQIhuP/AQAsLDzQAIRAhAiEiDrj/wEA6Mhk/Hw4BDhoPNAEvNE80XzRvNH80rzQGNBIIIAkUBlUIIAkUAlUPCB8IAghACw80DwgfCAIIIhopKLj/wLYyGT8PKAEouP/AQAkMDjQoGTM4cRgrThD0K3ErTeTtXStxKytDXFi1CCAbED8IuP/AQBcyGT8IQBQhPwg8FSM/CDwWJT8IQAsSPysrKysrK1lOEF1x9nIrTe1dK3ErK0NcWLUhIBQMPyG4/+BACRsQPyFeMhk/Ibj/wLMUIT8huP/AsxUjPyG4/8CzFiU/Ibj/wLILEj8rKysrKysrWeQrcUNcWEAZAUAoGD8BQBwRPwFAEBs/AUAOFz8BQA0WPysrKysrWQA/7UNcWLUeHh4PPx64/+KzDBQ/Hrj/4rMNFj8euP/isg4XPysrKytZP+1DXFi5AAX/tUASHg8/BR4MFD8FHg0WPwUUDhc/KysrK1kQ7PTtXSsBEO307QAQ7CtDXFhADy9AChE/L0AJDz8vQBQMPysrK1n07V0rKwEQ7fTtQ1xYtSUtHBE/C7j/0LMcET8LuP/gQAkZDz8lLRcOPwu4/9NACRcOPyUtFg0/Jbj/8bMXHz8luP/ktxggPwwcGSE/ACsrKysrKysrK1kAcTEwAHFdAV1dACsBEyMmJiMiBhUUFxYEFhUUBgYjIicmIyIHIwMzFhYzMjY1NCYnJicmNTQ2MzIXFjMyNjcClA8iPYNBKToUIAEmXU6OVkNwHgshFiEQIi2dRjA9PGiZLUKVjUxHGxESFhgDwf7Bjmg3JBsZKceLVk6WUCoLMgFQhIQ7KjBGR2o4UmNsryUPDyMAAQBO/+QDXwPDACMA8UBt9QYBJAkBWQmmHsUCxSPYAeoB4gIHCggBLAIqFFcfZglnH3YJdgpyHpcTrBOsFLgCuhS2HrojxR7PJREAARUTAAMOHNAA4AACANAB4AECBAEUAQIBIRMVGBkY8BEBEesYJgsHIUgECw8OAQ4rAbj/wLMyGT8BuP/AQBsJETQPAQGgAbABAgEaryXvJQIlDxwfHAIcMge4/8CzMhk/B7j/wLYoKzTQBwEHuP/AQAkMDjQHGSQ4jhgrThD0K10rK03tXU4QXfZdcSsrTeRyAD/tP+3tcRA8ETk5ETldcTlxARESFzkQyTEwAV0AcV0BcnElFwYGIyICNTQ3NjMyFhUUBiMiJicmJyYjIgcGFRQWFxYzMjYDQB9CxW+74GZ72JGrRTg7TQkGFxcfMCI0VEk3SzFY8Rh8eQEaxr+Rr5JaOUROZD8ZGTNNn4TxOysuAAEAE//kA+4DpwAcAYRAGhICAAIBEgASAQQwHlkXWRhQHrcM4B7wHgceuP+Asg01Hrj/wEAmHB80PxZPFlYGAwcOCB8HBBcBFxsYHxcABhAGAgYBBR8GFhAVHxa4/4lAag8AHCAbHBxGDxAUDw8QAQAAXg8OFA8PDhwOAQAEBhAgFg0/ECAUDD8wEEAQAhAbFw8bEA8OAQUcFxYWBwcGBhwACxv3EHkwD0APUA8DD10O6gFAFg0/AUAUDD8gAaABAg8BHwHPAQMBUB64/8CzPE80Hrj/wEAbIyc0HkANDzQQHmAeoB7gHgQQHgGwHvAeAh0euAEDsyHBVRgrK11xcisrK/RxXSsr/Rn0XfQY7QA/PD88EDwQPBIXOQEREjk5XSsrEhc5hy4rDn0QxIcFLhgrDn0QxCsYABDtARDAABDtARDAXQAQ7QEQwF0AEO0BEMBdMTABKytdXUNcWEAVHkAWDT8eQBQMPwIQERw/ARARHD8OuP/gshQ5Drj/4LIVOQ64//iyCw8/ASsrKysrKytZBQEmJyYnNSEVIgcGFRQXExM2NTQmJzUhFQYGBwEB6/7FOSAXLQHxLxEYLJp7NS05ATIsODj+yBwC1YMjGgklJREWHiVm/qEBL4I2HycCJSUGNoT9IgACAE//5ANdA8MAFQAgATVAWAYSSxRdFG8UaBVlGHkUByUKpwLGAskR0QLRA9gN2BXzA/gNCn8VASJAExU0VgNmA28idwN/IoMDhg7qDegVCSoI/xYBCAkJKwAIEAggCAMIXQUgFgABRha4ASi0GyYTBwW4AR6zDAsJFrj/wEALMhk/FkAZIjQWaQC4/8C2Mhk/DwABALj/wLMLDjQAuP/AQBgRNQAaLyI/Il8i7yIEIiApDwEfAQIBMhC4/8CzMhk/ELj/wLMeEj8QuP/AsyYwNBC4/8BADAwONNAQARAZITiOGCtOEPRdKysrK039XeROEF32KytxK03tKys8AD/tP+30/TwQPBD0XeQBEMlxMTBDeUAeER4dJRgXGRcCBhwSHx4AGhQWHgEeERseARcVGx4BACsrASsrKiuBAV0rAHFdAXEBIRYXFjMyNjcXBgYjIicmNTQSMzIWBzQmJyYjIgcGFRUDXf3/CVpFYTxiOCJMuHnQa1b9qo7R7iMlFSM0ITsB9bpsU0NXFpuBoIG/6gEV6aKheB8SM1mbIwACAK//5wH8A8IACwAXADK5ABn/wEAZEhM0BkkABwxJEgsPA0kJLL8VARUZGNjPGCtOEPRdTfT9PAA/7T/tMTABKwEyFhUUBiMiJjU0NhMyFhUUBiMiJjU0NgFWRWFhRUVhYURGYWJFRWFhA8JhRUVhYUVFYf1yYkVFYWFFRWIAAQAuAAAGUAVMADsBYbkAPf/AsyIoND24/8BAnBARNAgBCg0LLws7SQFJDW4NdgCHAJoBmg2gPbgBvQy4Dbc7sD38ABKgPQEHLhcuOwE+DVMvVDtqAWcuCAAOOzsPDw87Li4vLQ8HAQcNCB0HHiAdFiIiLSAdJlwiNzs4HTcGAQUdBhAgHRVcIx8gHSUiIw82ATYvNR02xy8BLy7FOwEuKA87FA8POwEAAAAQAAIALQ4NFA4ODQA7Dbj/wLNGIz87uP/AQDhGIz87Ly4PDg0BAAg9EDsvLg8ODQEACBY3NiYlAhYVBwYIBhpAPQE9LQ8QHxACED4foB4BHhk8PbwCVAAhAD0BGQAYKytO9HE8Tf1dPE4QXeYAPzw8PD88PDwSFzkBERIXOSsrCIdNLitdDn0QxASHLhgrXQ59EMRdGAAQ7QEQwF0rKxDtARDAABDtARDAKysQ7QEQwF0QCDwIPAcQDjw8MTAAXQFxXSsrAQEWFxYzFSE1NjY1NCcBBxEUFhYzFSE1MzI3Njc2NRE0JiYjIzUhFSIHBgcGFREBNjU0JyYnNSEVBgYHA1UB3WVJNTv9PkMnXP7JMhhES/1ULTskGg4LFkM5LQKjRSQaDwwB92krFlcCEUdRkgNF/at+LSAlJQYeFip0AYcq/o5qNCUlJRUOIhhmA3xoNCclJRQOIRln/loBl1UzJhYLAyUlBSl2AAEAEf5GA+0DpwAvAWO1Dw0fDQIMuP/gQK4TFT4EARQBSgBKDUgaWRpaG1guahpqG2guiRu4G8gbDigTKBQ4ADgaRgBGDWcGZwdnDJgvqACoGtcZDQAAAQ0vDQwvDgYMBx8GFRkWHxUQBQEFAQQfBRQOEx8UKhUnKCQrDi8vRhoZFBoaGQwNDRgNFj8NXgABFAANDgABASEvGhkODQwABxUnLwAkGQ4NDAEFBRok6iuQHg8k6h4VFBQGBgUGGgALYDHgMfAxAzG4/8BADRQoNDEXFxoPFS8VAhW4AQNAFwUpKSAnNCdEJwMnySErAAXQBQIFGTAxuAEDsyHBVRgrK070XU30/V3kEP1dTkVlROYrcgA/PD88EDwQPE0Q7T/t7RESFzkREjkBERIXORI5hwguKysOfRDEhw4uGCsOfRDEABESOQEREjkYABDtARDAABDtARDAXQAQ7QEQwAAQ7QEQwAcIEDwIPDEwAV1dKwBdBQEmJic1IRUGBhUUFxMTNjU0Jic1IRUGBgcBAgcGIyImNTQ2MzIWFxYXFjMyNzY3AfL+0kRBLgHxMSgyoG07MT4BOS46RP71ZTFFaFNnRzQyPQEBCAgPGBsoNiYCtZ1IDiUlAiIYJnD+kgEblzslLAIlJQU9sf1L/vw8VF9DOkxAQyYLCx0qlgABABH/5AWyA6cALAJXtBIAEQEsuP/4QKcSFDQAAwAECxYLFxAAEAMQBAcvFC8WLxc/FD8WPxdPFE8WTxdYBVgSVh5tBWYKZAtoEmsWaxdkHmYfdhB6En0WfBdzHnkgeCePLpgr2AboAOYO6iz4APUK9Qv2DvssJgYKBgsGDgQQBREEHkAuUC5gLgkBAQISEhETEwAKEAsfChgeGR8YBCcBJysoHycACRAJAgkECB8JFxMgEhQ0ExYfFyYgJR8mQLj/drMRAwIguP9zQGkfACwgKywsRh8gFB8fIBMACQAGHwIAXh8eFB8fHgQDCQMBA14REBQRERABAgEAAkYREhQRERIQBAMCBAksHhMSAQAGEQsgAesg+yACICsnHysgHx4TEhEQBAEKLCcmGBcKCQYsAwIACy64/4CyLDUuuP/Aszc4NC64/8CzICE0Lrj/wEAYGRo0LkALDjQALmAuAq8uAS4XFxondSAfuAEttkBgEXARAhG7AS0AIAAJ/8BAFTIZPw8Jfwn/CQMwCUAJUAkDCRktLrgCVrMhwVUYuAEshSsrTvRdcSsaGU39XRoY/RoZ/RhORWVE5l1yKysrKysAPzw8PD88PDw8PBIXOQEREjk5XXESFzkRFzmHTS4rCH0QxAWHLhgrcQ59EMQFhy4YK3EOfRDEBYcuGCsOfRDEKysaGAAQ7QEQwAAQ7QEQK8AAEO0BEMBdABDtARDAXQAQ7QEQwAAQ7QEQwIcQCDwIPDEwAXFdXSsAcUNcWLkAHv/gswsSPxC4/+CzCxI/ELj/+EAKETkWCBQ5FwgUOQErKysrK1kFAQMjAyYnJic1IRUiBhUUFxMTJyYmJzUhFQYGFRQXExM2NTQmJzUhFQYGBwED5P8A+zT5OCcZMwHYMCQgiYQKHi0vAd84Hh2EeBomNwEVLjYr/vocAq79UgKmmy8gDiUlHBIRVf6TAW0YSykIJSUDGRcWS/6TAVBIGickBCUlBjV8/RkAAgBK/+QDtwPDAA0AIQFUQBjHGgEnDAESVwgOJg0BAAcXJgcJCAsdQAS4/8BADjIZPwRAJis0DwQBBBojuP/Asks1I7j/wLJHNSO4/8CyPzUjuP/Aszk9NCO4/8BAJCgrNMAj0CMCACNAI2AjwCPQIwVAI58jAiMPEh8SAhJA0AsBC7j/wLMyGT8LuP/AsyYrNAu4/8C2DA40CxkiI7j/gLQnNThxGCsrThD0KysrXU3tXU4QXXFyKysrKyv2cSsrTe0APzw87T88PO0xMEN5QEQBIRAlAiUfHiAeAgYUExUTAgYGJhscGhwZHAMGDw0SJwAhAR0eARYJEh4AGAcdJwERDA4nAR4DDh4BEwoXHgAcBRcnACsrKysBKysrKyorKiorK4FDWEAxKAE5AUkBSRB5DAVwBn8MfxBwGYAGjwyPEIAZyALGHwp/B3ANcA9/GI8HgA2AD48YCAFdAF1xWQFxXQEyFhYVFAcGIyICNTQSFyIGBhUUFxYWMzI3Njc2ETQmJyYB/nrSbWV619Pk6c8zSRcOC0guLR4nDRQmJRoDw37oiseGogEow8kBK0dN48prXUdKGSI9XwEhqn8dFQACAE//5ARFBUwAHgAtAXpAI5gNqA25DbcWBBISNwgAHhAeAhcfLQkIGKIfHsUjDwcfBwIHuAHutAGiBh8HuAFbtwgrhAwMCAsfuAFfQBkXeSEmFAcAHgAAAAgQCAIIKgAYEBgCGCoBuP/AQA4yGT8PAU8BArABAQEaL7j/wLJLNS+4/8CzOz00L7j/wEAUDA40UC/QLwJwL6AvAi8fJgEmQBC4/8BAFTIZPw8QATAQQBBQENAQBBAZLjiBGCtOEPRdcStN7V1OEF1yKysr9l1xK03tXe1dPAA/PD/t9O0/PBDtEPXt/AH1XSsDDhA8PDw8AV0xMEN5QCgiKg0TJCUjJQIGEiYoJyknAgYOJSITJicAKg0mJwAlESEnAScPKycAACsrASsrKyorKoGBQ1hAL3ANcBNwInAqsC/ALwZwDn8Sdhd/I3Apey2GF4otmA2XFpsspharLLosDoAPiRECAHFdAV1ZQ1xYuQAv/8CzGSE/L7j/wLMYID8vuP/AshcfPwErKytZAF0BERQXFhYXFQU1BgYjIicmNTQ2NjMyFhcRNCcmJiM1EyYjIgcGBhUUFhcWMzI3A9IGCC04/nVHb0azaFRotWhDaDsJDDBCh0prJRglLzQtFyhYTgVM+8xtFCEgBCFNlFY+oIK9l+96NEEBGmsWHRwq/YaOFB+cobGqJhOKAAEATAAABnUDwwBGAk5AH0cCARISH0AKHjcIDxMAPABGHxMQPBBGBgE2NxkkHxS4Ate0Ii0kHyi4AtdAFCJBJB88IyIPJB8TIyNAJwEiJB8nuALYtyNAOwE3JB87uALYQCojQiQfRiMjByItNiEHAQQePDJmBB5mCgoEBwBGBjw7KCcUEwpIQDIZP0i4/8BAVR4iNABIoEiwSMBIBEgXFxoODw8fDwIPKhoZQD01GUArLTSfGb8ZzxkDQBmPGQIZ6SEiKi4tQD01LUArLTSfLb8tzy0DQC2PLQIt6QAPNx83AjcqQkG4/8BAGh0iNGBB4EECoEGwQcBBAy9BwEHQQQNBGUdIuAJTsyFOgRgrK070XXFyKzxN/V089l1xKys8/Tz2XXErKzz9XTxORWVE5nErKwA/PDw8PDw/PD88TRDtEO0REhc5ARESOSsrAV0rAV0rKysrAxAOPDwBXTEwQ3lAJC8xGx0LDQUGMCYcJjEFLh4BBgcdCxoeAQwNLwYyHgEbDB4eAQArKwEQPCsQPCsrK4GBgYEASVR5QBIfIAgJIAgeJwUfCSEnACAhCAcBEDwQPCsAK4GBQ1hAJGBI4EgCBgwkDDQMQEjWCwVPBU8ITglPC8BIBTgCTwZPDPoGBABdAV1xcllDXFi5AEj/wLMWHT9IuP/AsxAVPwa4//izFAw/Brj/+LMSCz8MuP/wsxILPwy4//CzEQ0/Brj/+LMRDT8MuP/wsw8LPwa4//izDws/DLj/8LMQDD8GuP/4sxAMPwy4//CxCzkAKysrKysrKysrKwErK1kAXQEVNjYzMhYXNjYzMhYWFREUFhcVITU2NzY1ETQmJiMiBgcRFBcWFxUhNT4CNRE0JiYjIgcGBxEUFhcVITU2NzY1ETQmJzUByU2DTlp6IVCTUGFzLSc+/h05GxIUKx0rWC0RF0H+HCctDxQvGyghLzUnPv4eOxkRJz4Dp3tUQ1RWWlBZiZb+gWw0CCQkBScbYQGSfUQhPz/+CmUaJQQkJAIjMVIBkn9AJBUfS/4KYz8GJCQGIBZsAhBqNAglAAIAJ/5KBBoDwwAiAC8BdEAZEi8IDwYABwARHwYQBxARBhMvIwABDCQfB7gB7kALIgEkHwbFIw0kHxG4Ae5AGyMthBcHERIGEhEGJSYfCwYHDhApASlAGxoSMbj/wLJLNTG4/8CzOz00Mbj/wEAwExU0UDHQMQIwMUAxUDFwMQQxEg8BHwECASoNEkAMATAMQAxQDMAM0AwFDBkwTnEYKxD2XXFDXFi5AAz/wLMZIT8MuP/AsxggPwy4/8CyFx8/KysrWTz9XTxOEF1yKysrQ1xYuQAx/8CzGSE/Mbj/wLMYID8xuP/AshcfPysrK1n2Te1dAD88P+0/PD88P+0rKysDDhA8PDw8AV0xMEN5QCAmLBgeGSUrJh0mJyUsGCknASYeKScBKhotJwEoHCUnAAArKwErKysrKyuBgUNYQDskQD9HNCNAP0c0fxh/Hn8mfywEdBR/GXAdfCNwJ38rhRSMI5YUlxiZHpkimySmFKkiqiS2FLwkEkQVAQBxXQFdACsrWSURFBYWMxUhNTY3NjURNCYnNSEVNjc2MzIWFhUUBgYjIicmJxYzMjc2NTQnJiMiBwGvFzBG/es+HhQuQgGIMTNJVmepWFutak1DMjdWYjYjNDkmQGVBX/6kSDQYJSUCIRdgA9tjNwQle0ggL4LlhI7reyIapHo5VOzyWTuSAAEAJv/zApYE/QAZAJhADo8LjwwCjwuPDAILDAAZuAG2QBkBBBQUAxWDAgEGIAswC0ALAwtyCWUOCwIDuAEOQB0FC7YMGhsBBAQADwUfBQIFKhMWFXkUFBNADBQ/E7j/wEAQHSI0LxPAE9ATAxMZGk5VGCtOEPRdKys8TRD0PBD9XTw8EDxOEPZN7RD0PAA//eRdPzz9PDwQPBD0PAEQyTEwAXEAcQERMxUjERQWFjMyNxcGIyImJyY1ESM1NjY3Abje3g8mEEE6HlG2WXsRCnp+sUIE/f6qY/2/US8dYxbAYz0ilgH5I1nEeQABAEYAAAQ3A8MAKwIEuQAG/+i1CzkJBgEtuP/AQDhLNVAtAQUFBQYlBgPZAtYD1RoDFQY1BUYCA9YB3xsCEg8OACEAKx8OECEQK68Pvw8IARscFCQfD7gC20ARIiYkHyEjIgokHw4jIxwkHyC4AtpAFSMnJB8rIyMhICAPDw4KGWYFAwQHG7gBX7PQAQEBuP+1QFYYNQF5AAArBgofCQEJKhUVFEAhQT8UQD01DxQBIBTPFAIUQEVHNBRAQzUUQDk6NBRANTY0FEAwMTQUQCstNBRAJyg0FEAiJDQUQB4fNBRAEBE0EBQBFLgBu0APHy2wLQIvLXAtAi1APjUtuP/Aszk6NC24/8CzNTY0Lbj/wLMwMTQtuP/AsywuNC24/8CzJyg0Lbj/wLMeHzQtuP/AQA8TFTQtHA8AHwACAConJya4/8BADiFBP/AmAS8mwCbQJgMmuP/Aszc6NCa4/8CzLzE0Jrj/wEAJHSQ0JhksToEYK04Q9CsrK11xKzxNEP1dPBArKysrKysrK11x9F0rKysrKysrKysrXXErKzwQ/V08AD88EPQrce0/PDztPzwQPBA8KysrKysDEA48PAFdQ1xYuQAg/8CzEgs/ILj/wEAJFAw/D0AUDD8guP/AQBMWDT8PQBcOPw9AGQ8/D0AbED8PuP/AsiEUPysrKysrKysrWTEwAHJdAXEBXXIrAHErARU2NjMyFhcWFREUFhcVITU2NzY1ETQmJiMiBxEUFhcVITU2NzY1ETQmJzUBw0iETFt4FBAnPv4nNRcQEisaVkonNf4nOxkRJz4Dp3lOR2VLOaL+lGw1ByQkByUZYwGgczwhe/4LaTgHJCQGIBZsAhBqNAglAAIAKgAAAiMFbAALABwA20AWHoARFz8PEQASABwfERASEBwGFyQfErgB7rQiDSQfEbgB7rQjGCQfHLsB7gAjAAb/wEARNDY0rwYBBkAAAQwcBhIRCgm4/8BAHDQ2NAAJEAkCCUADKQwMDw0fDQINKhgXQBEXPxe4/8CyOjUXuP/AsyAjNBe4/8CzExc0F7j/wEAvLTA0sBcBjxcBABcQFwIXe0AeUB4CHx5gHqAesB4ELx4/Ho8esB7AHuAeBh1OwBgrEF1xcvZdXXErKysrKzz9XTwQ9O1dKwA/PD88P+1dKysrKwFdMTABKwEyFhUUBiMiJjU0NhMRFBYXFSE1Njc2NRE0Jic1ASZBWltAQFpazC5D/gc+HhQuQgVsW0BAWlpAQFv+O/0bYzcEJCQCIhdjAiJjNwQlAAEAU//gBiQFbAAzAWxAFgoQBSQDJQ4peB+IH4QkhCWNKYgqCiO4/4CzCQo0DLj/gLMJCjQGuP+AswkKNCq4/4BAQwkKNGgHaAt3C3ckuQO+BLgGtyS3JrcqCkQjRilAKocphioFmSaXKqcGoweoC8UlyykHSg4YQBsQP3AYAR7IHRhcIhe4/8BAFBsQP38XARHIHRciIzMdAFoCHQEBuAEUQCIAWjCpKx4fARAfDRcYGCIFNSsDDTUiCQAREBECET4BHho1uP/AQAkMEDQ1EigZNDW8AVMAIQBuAeAAGCsrTvRNQ1i2DwkfCQIJTeldG7EJTe1ZThAr9jxN7V0AP+0/7RI5LzwSOTkBEjk5ABDs9O0BEO307SsBXSsrAV0rMTAAS1N5sUUIQ3lAMiAqBg8LJiYnJSckJwMGByUMIwklAA4hEEIBIB8PEAYqCSUACicNJQAPIA1CAAgpBSUBKysrASsQPBA8KysrKiuBgQBdAXFdKysrKwBxAREjJiQjIgYCFRQSFjMyNjcRNCYmIyM1IRUGBgcGFREGBCMiJiYnJjUQACEyFxYWMzI2NwWFJUP+9J+YylRczY0xZzYWRTEjApNLOxAJgv7nl8H/wzdGAa4BRmVRLMUSHDAUBWv+IsTMq/7OocP+2ooVFAEaUC8mJSUFHyQTSv7mOjtpq2uKqwEyAaYQCEspOQABAD//5AQxA6cAIgGSuQAk/8BApks1UCTQJAIJDBsMKgxJDAQ5DJocqRy4HATvB+4IAiJACw00IUALDTQPBQATHwUQEwTfBwH/BwEBJB8FIyMPJB8TIyMeJB8iIyMFBgUKGWUJCwoLACIiFBQTBgAGKg8BHwECASoeBkBFRzQGQD01BkBDNQZAOTo0BkAwMTQGQCcoNAZAIiQ0BkArLTQGQB4fNAZAEBE0zwYBDwYBIAbPBgIABhAGAga4AbtACiRAIUE/JEA+NSS4/8CzOTo0JLj/wLMwMTQkuP/AsywuNCS4/8CyKjUkuP/AsycoNCS4/8CzHh80JLj/wEAZExU0wCQBHySwJAIvJHAkAiQUHxUBFSoPDrj/wLMhQT8OuP/Aszc6NA64/8CzLzE0Drj/wLIqNQ64/8BAEx0kNPAOAS8OwA7QDgMOGSNOgRgrThD0XXErKysrKzxN/V08EF1xcisrKysrKysrK/RdXXFyKysrKysrKysrKzz9Xe08AD88EDwQPD88PO0/EDwrKytdcQFdMTABKysAcV0BXXIrAREUFhcVITUGBiMiJiY1ETQmJzUhERQWFjMyNzY3ETQmJzUDzCg9/oNDhlNPeyonPgF9EykbJB0oOCc+A6f9JGs1ByR9UElhgqIBc2o0CCX9gWQ6HhMaTwH0ajQIJQACAFz/8wPeA8MAMQA8AlxAFQYQEDkEIBA5MkA8RDSLNZMHmzUDPrj/wEBhSzW2OQF+B6YtrDy3LcYt2CHXLdg15i0JNQdFB0oTShdJNVgXZgiVAJs1pQG2AbYIDDMHAYA+mQSaLZwxBAA+UD5jFmA+cheWFa8BpTq/AeA+CggWUD50OwNICAIVEhUCO7j/wEA4FznvOwEyMwgJCAcrLCgrLCUrLCk8M6szuzMDBDM9M00zfTONM58zrTO9M84z3TPtMwtwMwEzOwi4/8xAlwkJAlUUCCEIZQh1CAQCCDsITAh6CIkInwimCMgI2QgJCwgbCHAIAxQSCAMYDSYfKyssKSlmLztIAjKXAF0vLwIYQCkrNA8YHxhfGG8YnxivGL8YB98Y7Bj8GAMYGEAOEDQYAh8HAgsPLB8sLyw/LAQsRClDDyUfJQIl6gAACRgJCQJVLwk/CX8JvwkEIAl/CQIACRAJAgm4AbtAEEA+gD4CQD5gPgI+qBUBFRu4/8BAKFAoP/8bARsrADcQNwI3MgVAIyU0bwXwBQIwBUAFUAVgBQQFGT04VRi4ATGFK04Q9F1xK03tcfRxK8FdEF1x9F1dcis8EP1d9uRdAD8/EjkrL11xKxA8EPTtEO0Q/fTkEO0RFzldcXIrEjldcXIROTkBERI5ORDJCBA8Djw8AF0rAXKxBgJDVFi0DBgdGAIAXVkxMEN5QDI4OhwjChADBA8lHSYhJQsmOSYOHhEeAAwgCR4BIiM6AzceABAcDR4BCiINHgE4BDseAAArKysBKxA8KysrKysrK4GBgYEBcnFdAHJxXQFxKwBxKysrJQYjIiY1NDYlNTQmJiMiBwYVFBcWFRQGIyImNTQ2NjMyFhcWFREUFhYzMjcXBgYjIiYnEQYHBhUUFxYzMgJJq4hQargBNRdAKEEqGhwmSTs/VXLMboWbFw4KFA0aGx4ya0RQWgp5OychGS0yipdpT2urjl5qNykdEhgVHysoMUVMM0iDRnFCKpf+lUAhECUYSkNLlQE5R1E2Ny4jGwABAOQEHwKFBXoAAwA6QAwAAgECAQMPAB8AAgC4AUa0fwEBAQC4AUS0A3gCGQS4Af+xYxgrThD0TfT9AC9dTf1dPBA8MTABXQEBIxMChf61VnQFev6lAVv//wBc//MD3gV6AKMALwAAAABAAAAAAABAAAGDADAAqgAAQAAAAAAAQAAAILcCIEDwQAJAH7j/5LRIKwIBProCmgApATGFACsBK3E1AAL/x/5GAf0FawALADEA3bkAEP/wQB4WGDQAMwFmMGYxdDB0MYoUgjCCMbAwsDHAM+AzCzO4/8BADA4RNAAxEDECLCQfMbgB7kAOIxjqIpcSDzEMBq8GAQa4/8C3NDY0BkAAARW4AwNAFAAbEBsgGzAbQBtQG2AbcBuAGwkbuAMHsyYrKwm4/8BAFzQ2NAAJEAkCCUADKQwMDw0fDQIN6iwruP/AQBEOEDQAKwG/K+ArAgArECsCK7wC1gAyAuUBBgAYKxD2XV1xKzz9XTwQ9O1dKxDk/nHtAD/tK10/PD/t7SsBXTEwAStdcQArATIWFRQGIyImNTQ2ExEUBwYGIyImNTQ2MzIWFRQHBhUUFxYzMjY1NCcmJycRNzQmJzUBZEBZWj8/WlnMERmVent1PSkmLAECEBAZFyEGCgEDAStFBWtZP0BaWkA/Wf48/DiIQV5yZEcsQS0tDBAVCCMRESglFD1vF+0CQjQ/LwclAAAAAAEAAAAAAADNqEJIXw889QgZCAAAAAAA31DcggAAAADfUNyC+4n9YRAACHIAAQAGAAEAAQAAAAAAAQAAByH+RQAAB43/x//pB2gAAAAAAAAAAAAAAAAAAAAAADMCWAAAAgAAAAeNACkDHQApBHMAagY5AFACqgDkBjkAUAXHAB0FVgBKBVYAKQXHACYFxwAwBccAEAIAAEIFxwAQBVYAJgVWACsFxwAbBOMALgXHABIFxwAQBccAUQMdACkGOQArBOMANAQAAFwCOQArBHMAKwONAEsDHQBRA40ATgQAABMDjQBPAqoArwY5AC4EAAARBccAEQQAAEoEcwBPBqoATARzACcCqgAmBHMARgI5ACoGOQBTBHMAPwQAAFwCqgDkBAAAXAKq/8cAAAAAAAAAOAAAADgAAAIrAAADFQAABOoAAAcJAAAHYQAAB60AAAmLAAAKnAAADHwAAA6DAAAQDgAAEboAABI7AAATygAAFMwAABa5AAAYSQAAGe0AABvWAAAcIAAAHbEAAB3yAAAf7QAAIS4AACQ3AAAlNAAAJwEAACilAAAr5AAALUEAAC8oAAAwxgAAMUUAADNZAAA1UgAAODsAADn8AAA8AgAAPxoAAEEbAABCBgAARI0AAEXFAABH0AAASc4AAEzXAABNLwAATXsAAE7pAAEAAAAzEAAEAAD/AP8AAgAQAC8AVgAACJsCxAD/AB4AAAAOAK4AAQAAAAAAAQAdAAAAAQAAAAAAAgAEAB0AAQAAAAAAAwAdACEAAQAAAAAABAAdAD4AAQAAAAAABQAMAFsAAQAAAAAABgAWAGcAAQAAAAAACgAiAH0AAwABBAkAAQA6AJ8AAwABBAkAAgAIANkAAwABBAkAAwA6AOEAAwABBAkABAA6ARsAAwABBAkABQAYAVUAAwABBAkABgAsAW0AAwABBAkACgBEAZlVREZVQk8rVGltZXNOZXdSb21hblBTLUJvbGRNVEJvbGRVREZVQk8rVGltZXNOZXdSb21hblBTLUJvbGRNVFVERlVCTytUaW1lc05ld1JvbWFuUFMtQm9sZE1UVmVyc2lvbiA3LjAwVGltZXNOZXdSb21hblBTLUJvbGRNVFRpbWVzTmV3Um9tYW5QUy1Cb2xkTVQxMTc1OTA0b2JqMjAAVQBEAEYAVQBCAE8AKwBUAGkAbQBlAHMATgBlAHcAUgBvAG0AYQBuAFAAUwAtAEIAbwBsAGQATQBUAEIAbwBsAGQAVQBEAEYAVQBCAE8AKwBUAGkAbQBlAHMATgBlAHcAUgBvAG0AYQBuAFAAUwAtAEIAbwBsAGQATQBUAFUARABGAFUAQgBPACsAVABpAG0AZQBzAE4AZQB3AFIAbwBtAGEAbgBQAFMALQBCAG8AbABkAE0AVABWAGUAcgBzAGkAbwBuACAANwAuADAAMABUAGkAbQBlAHMATgBlAHcAUgBvAG0AYQBuAFAAUwAtAEIAbwBsAGQATQBUAFQAaQBtAGUAcwBOAGUAdwBSAG8AbQBhAG4AUABTAC0AQgBvAGwAZABNAFQAMQAxADcANQA5ADAANABvAGIAagAyADAAAAMAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAABBDABUBBUCmgAdAB8EFQQVBBQEEwA8AB8EE7MGHR8guAQMswwOMiC4BAyyExcyuAQLsyggHw9BEAQSAIAEEgACAA8EEgA/BBIAXwQSAAMAXwQSAAEAQAQSsngzQLgEErJyM0C4BBKybjNAuAQSsmozQLgEErJUM0C8BBIASgAz/8AEErMXGDJAuAQSswoMMoC4BBKzCAkyQLgEEbJaM0BBCQQRAFYAM//ABBEAUwAz/8AEEbJQM0C4BBGyTTNAvAQRAEcAM//ABBGzREUyQLgEEbJCM0C8BBEAPgAz/8AEEbI6Mx9BJAQRACAEEQBABBEAcAQRAK8EEQDwBBEABgAPBBEALwQRAJAEEQD/BBEABAAvBBEAQAQRAH8EEQCPBBEAoAQRAOAEEQAG/8AEEbIIMw9BGwQQAI8EEAACAA8EEAAfBBAALwQQAAMAYAQJAAEAsAQJAAEADwQIAD8ECABPBAgAnwQHAAQECrIAbB+5/8AEA7NFRTJAuAQDsysuMkC4BAOyKCkyuf/ABAOyGhwyvQQDApkAJwAf/8AEAbIWGzK5/8AEALJCQjK5/8AEALI2ODK5/8AEALMqLTLfQQoEAADvBAAAAgQABAEAKAAf/8AEAbMoLjLwvwQBAAED/gAPAQEAH//AA/yzEBQyQLgD/bMPEzJAQRAD+QBQA/kAAgCwA7EAwAOxAAIAbwP1AH8D9QAC/8ADr7ItMTK5/8ADr7MKDjIQQRAD7wAgA+8AgAPvAAMAoAPvAAEAIAPvAEAD7wAC/8AD77MTFjJAuAPnsg8RMrn/wAPfsjA0Mrn/wAPfsxAYMlBBFAPcAAEDyQPSACMAHwPiA9IAHgAfA8cD0gAdAB8DxgPIAA0AH//AA6SzDxAygEEQA6MAAQOjA3kAKQAfA6UDegAyAB8DqAN+ABsAH//AA9myDhEyuf/AA9myKCoyQQoDpwN8ADIAHwNzA3EANAAfA2wDa7IyHyC7A6QAAQBAA+yzCQsyQLgD7LIQFTK9A+kDawAUAB8D5ANrshcfD70DbgAvA24AAv/AA7izCQ0ykEEMA7gAoAO4AAIAHwPSAAEAnwPSAAEAQAPSsgkLMkEKA6kDgAAWAB8DzwOBABUAHwOqA4KyFR/AuwP3AAEAQAP2swkNMkC4A6KyCDNAuAOisw0OMsBBCQOiAAEAsAPyAMAD8gAC/8AD9LMmODIAQSYDjAAwA4wAAgAgA+MAMAPjAAIAEAPuADAD7gBQA+4AbwPuAH8D7gCfA+4ABgAAA+0AMAPtAAIALwPeAHAD2wCQA9sAnwPeAAT/wAN5sg8QMrn/wAN5siQoMrkDfQN8sjIfELsDfgAB/8ADfrMJDjJAuAN8shITMrn/wAN8swwOMj+9A9cATwPXAAIAQAPYsxcYMm+7A44AAQBAA5CzGBsyQLgD1LIJDDK9A3sDegAyAB//wAN6sg4RMr0DgAOCABYAHwOBA4KyFR+wvgOCAAEADwODAAEAQAP/swwRMn9BFANUAAEAbwNUAI8DVADQA1QA7wNUAAQADwNUAC8DVABfA1QAAwBAA1CzDg8yD7sDWgABAEADSbIOMx+9A0gAfwNIAAL/wANIshUiMrn/wANHshUiMrn/wAQPshseMr7/wAQPAC0BAAAyBA4EBrIvH1G7A0sAAQNPA06yZB9AuANRsg4PMrn/wANOszg6MjC7A04AAf/AA06yHyMyuf/AA06yExkyuf/AA0ayCREyuf/AA0OzChEyD7sDRAAB/8ADK7IIDjK5/8ADK7IWGzK5/8ADKrMUFzIfQRADOgABAA8DMwABAAADNwAgAzcAMAM3AIADMwAE/8ADMrMQEjJQQWQDMgABAEADMgBgAzIAoAMyALADMgAEABADMgAwAzIAUAMyAOADMgAEAA8DNgB/AzYA/wM2AAMAcAM2APADNgACAA8DMQA/AzEAjwMxAL8DMQDgAzEABQAPAzEAYAMxAAIAjwMwAAEAYAMwAJADMAACAFADLwABABADLwBAAy8AYAMvAIADLwCgAy8AwAMvAPADLwAHAM8DLQD/Ay0AAgAwAy0AgAMtALADLQDfAy0ABABvAywAfwMsAAIAEgMgAP0IAAAfAH8CmUA6AX8AfwF/An8DfwR/BX8QfxEIQDUlLDJAaiUsMkAuJSwyQCglLDI3YAlwCYAJAzAJQAlQCQMQCSAJArj/wLIHOjO4/8BAEgY6M9pN6k36TQMSN5AGkAcCz0EMAREA3wERAO8BEQADAM8BEADfARAA7wEQQIcDzz7fPu8+A89N303vTQPP3t/e794Dzy3fLe8tA0BNGzoyN18BbwF/AY8BBB8BLwE/AU8BBF8DbwN/A48DBB8DLwM/A08DBGALcAuACwMwC0ALUAsDEAsgCwKQC6ALsAvAC9ALBbAGwAbQBuAG8AYFUAZgBnAGgAaQBqAGBh8HLwc/B0AGBPBBQwLbAAEAoALbALAC2wACAIAC2wCQAtsAAgAQAtsAAQDAAtsA0ALbAAIAkALbAAEAYALbAHAC2wACAEAC2wBQAtsAAgAjAtsAMALbAAIC2wAjAKAC2gABAIAC2gCQAtoAAgBAAtoAAQAjAtoAMALaAAIC2gAjAAAC2QABAHAC2QCQAtkAAgLZQBwiMCRAJAIQJCAkAgAkAfAkAdAk4CQCsCTAJALAQToC2AABAKAC2ACwAtgAAgCAAtgAkALYAAIAIwLYADAC2AACAtgAIwDAAtcAAQCgAtcAsALXAAIAgALXAJAC1wACAKAC1wCwAtcAAgCAAtcAkALXAAIAYALXAHAC1wACAEAC1wBQAtcAAgAjAtcAMALXAAIC17IjNw9BFwKbAAEAXwKbAJ8CmwDfApsAAwAvApsAPwKbAG8CmwADAB8CmwABApsCmwBAApqzJywygLgCmrImM0C4ApqyIjNAuAKash4zQLgCmrIcM0C4ApqzGRoyX0EPApoAnwKaAN8CmgADAA8CmgAfApoAPwKaAAP/wAKZskQzQLgCmbI9M0C4ApmyOjPfQTkCmQABAF8CmQCvApkAAgBPApkAnwKZAAIALwKZAD8CmQACAK8CmQABAA8CmQA/ApkAAgCwApkA4AKZAAIAcAKZAKACmQACAE8CmQBfApkAAgAPApkAHwKZAC8CmQA/ApkABAKaApoCmQKZAA8CegAvAnpACwIAFhYAAAASEQgSuAK6smkSH7gCtLIoEB+4ArOyKBAfuAKysigQH0ETAgMAIwANAe4AIwANAa4AIwANAZ8AIwANAZQAIwANAVcAIwANAQ9ACyMN+SMNxSMNpyMNQQoCSgAkAA0B8AAkAA0B6QAkAA0BakAOJA3oJA3GJA2jJA2iJA27AeMAIgANASFAGiIN5SIN3SINtyINqiINkyINXCINUSINTCINQQoCKAAgAA0CHQAgAA0BXgAgAA0BHEAXIA38IA3hIA3LIA3IIA2hIA1ZIA06IA1BCgHyADQADQGcADQADQGXADQADQE1tzQNHzQNHTQNugICAA8BW7IPAAm7AgIBWwANAwqyKj4fuAMJsio+H7gCIbJNJR+4AhyyTUEfuAIbsk1SH7gCGrJNch+4AhOyTZMfQQkCDwGxBAEAHwIOAbEIAQAfAgyyKoEfuAILsiqBH7gCCLIqXh+4AgWyKjkfuAH+siojH7gB+7JmHR+4AfqyZh4fuAH2smY0H7gB9bJmNB+8AfMAZgIBAB8B8bJmnh9BCQHqACgIAQAfAecAJgKrAB8BuLJNPx+4AbeyTZMfQQkBtAA+ASUAHwGyAEAEAQAfAayyKnIfuAGosiooH7gBp7IqJB+4AaayKiQfuAGjsiofH7gBobJmLh+4AZ6yZpMfuAGdsmbkH7gBmrIobB9BCQGZACgEAQAfAZgAJgQBAB8Bc7JNGx+4AXGyTSQfuAFwsk0vH7gBb7JNNR+4AWuyPs0fuAFpsj7kH0EJAWcBsQGaAB8BZgAqAqsAHwFhsmYqH7gBX7Jmnh9BCQFdACgBmgAfAVwANQQBAB8BR7JNOR+4AUayPs0fQQ0BRQA+ASUAHwFEAUMBAQAfAUIBsQKrAB8BQLIqMB+4AT6yKiYfuAE9smYdH7gBPLJmKx+4ATiyKIEfuAE3siieH7wBNgAoAZoAHwEpsk1yH7wBJAAqAgEAHwEjsiqrH7gBH7JmKR+4AR6yZkUfuAEbsiiBH0EJARMAPgElAB8BEgA+BAEAHwERsiopH7gBELIqIB++AQsAZgGaAB8BCgAmAZq2H/1Nch/7PrgBVrIf+kC4CAGyH/couAgBth/sTWIf6024BAGyH+pAuAKrth/fTXIf3j64AqtACx/cKuQf22YiH8oquAQBQBsfySouH8MmeR+4KLsfs00eH7FmKR+wZmIfr2a4BAGyH64muAKrsh+oKLgCAUALH6BmTB+YKisflya4AZq2H5JmKR+HQLgCq0AbH4UqeR+CJoEfdU2TH3RNiR9zKh0fcCheH2oouAQBQBcfaSpSH2gqIB9nZikfZWZnH2Eqkx9gNbgIAbYfXirNH1M1uAgBsh9LZrgBVrIfST64CAG2H0hmUh9GJrgCAbIfP2a4AVZACx87ZjQfMiqTHy41uwQBAB8ALQFDs80fVTe8Ai8ABwGAAAcBckAuB70HfgdiB1QHQgcvBycHJQchBx4HFAgSCBAIDggMCAoICAgGCAQIAggACAACFLj/4EArAAABABQGEAAAAQAGBAAAAQAEEAAAAQAQAgAAAQACAAAAAQAAAgEIAgBKALATA0sCS1NCsDcrS7gH/1KwOCtLsAhQW1ixAQGOWQFLsMBjAEtiILD2UyO4AQpRWrAFI0IBsBJLAEtUQhiwOCuwAoi4AQBUWLgB/7EBAY6FG7ASQ1i5AAEBLIWNG7kAAQFGhY1ZWQAWdj8YPxI+ETlGRD4ROUZEPhE5RkQ+ETlGRD4ROUZgRD4ROUZgREVEKysrKysrKysrKysYKysrKysrKysrKysrKxgrHbCWS1NYsKodWbAyS1NYsP8dWUuwKVMgXFi5AmwCakVEuQJrAmpFRFlYuQFoAmxFUli5AmwBaERZWUuwO1MgXFi5AD4Ca0VEuQBNAmtFRFlYuQJcAD5FUli5AD4CXERZWUuwO1MgXFi5AbEAPkVEsT4+RURZWLkCTwGxRVJYuQGxAk9EWVlLsFpTIFxYuQFDAD5FRLE+PkVEWVi5A4sBQ0VSWLkBQwOLRFlZS7CeUyBcWLkAKgJsRUS5AEACbEVEWVi5BWwAKkVSWLkAKgVsRFlZS7AYUyBcWLEmJkVEsWYmRURZWLEyJkVSWLEmMkRZWUuwUVMgXFixJiZFRLEoJkVEWVixrSZFUlixJq1EWVlLuAEBUyBcWLEmJkVEsTUmRURZWLkCKAAmRVJYuQAmAihEWVkrKysrKysrKysrKysrKysrKysrKysrKysrKysrKysrKysrKysrKysrKysrKysrKysrKysrKysrKysrKysrKysrKysrKysrKysrKysrKysrKysrKysrKysrKysrKysrKysrKysrKysrKysrKysrKysrKysrKysrKysrKysrZUIrKysrKysrKysrKysrKysrKysrKysrKysrKysrKysrKysrKysrKysrKysrKysrKysrKysBsz12blhFZSNFYCNFZWAjRWCwi3ZoGLCAYiAgsW52RWUjRSCwAyZgYmNoILADJmFlsHYjZUSwbiNEILE9WEVlI0UgsAMmYGJjaCCwAyZhZbBYI2VEsD0jRLEAWEVUWLFYQGVEsj1APUUjYURZs06BOHFFZSNFYCNFZWAjRWCwiXZoGLCAYiAgsTiBRWUjRSCwAyZgYmNoILADJmFlsIEjZUSwOCNEILFOcUVlI0UgsAMmYGJjaCCwAyZhZbBxI2VEsE4jRLEAcUVUWLFxQGVEsk5ATkUjYURZS1JCAUtQWLEIAEJZQ1xYsQgAQlmzAgsKEkNYYBshWUIWEHA+sBJDWLk7IRh+G7oEAAGoAAsrWbAMI0KwDSNCsBJDWLktQS1BG7oEAAQAAAsrWbAOI0KwDyNCsBJDWLkYfjshG7oBqAQAAAsrWbAQI0KwESNCAHQYRWlERWlEc3Nzc3R0dXV1dSsrK3NzKysrKysrGEVpRHNzc3QrRURzc3Nzc3R0dEVEc3R0dHR0dHV1dUVEc3VFRHNzdHRFRHNzc3NzdHR0dAB1dXV1dXV1dXV1dSsrdHR0dHR0AHMrQ1ixTU1FGGlEG7j/wLNNGzoyK1lzACsrdXV1KysrKysAc3MrQ1xYuP/AsgcWM7j/wEALBhYz1U3lTfVNA8BBDAERANABEQDgAREAAwDAARAA0AEQAOABEEAeA8A+0D7gPgPATdBN4E0DwN7Q3uDeA8At0C3gLQM3K3R0dHR0dHMAKytZAXNzdHN0c3RzdHN0c3R1K3N1cwArKysBcysrKyt1KysrcysrKwArK3Qrcytzc3Qrc3MrKysrKytzK3MrKyt0Kysrc3Nzc3Mrc3MrKytzACsrKytzdHMrcysrKyt1KysrKysrKyt1KysrKytzKysrK3N0dSsrc3NzKysrdSsrcysrKysrKysrKytzdHVzdCtzdHUrKysrKysrKysrKysrKysrKysrc3R1KysrACsrRWlEKys=") format("truetype");
}
.stl_12 {
	font-size: 1em;
	font-family: "UDFUBO+TimesNewRomanPS-BoldMT";
	color: #000000;
	line-height: 1.107422em;
}
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");
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pkALwKZAD8CmQAEApoCmgKZApkADwJ6AC8CekALAgAWFgAAABIRCBK4ArqyaRIfuAK0sigQH7gCs7IoEB+4ArKyKBAfQRMCAwAjAA0B7gAjAA0BrgAjAA0BnwAjAA0BlAAjAA0BVwAjAA0BD0ALIw35Iw3FIw2nIw1BCgJKACQADQHwACQADQHpACQADQFqQA4kDegkDcYkDaMkDaIkDbsB4wAiAA0BIUAaIg3lIg3dIg23Ig2qIg2TIg1cIg1RIg1MIg1BCgIoACAADQIdACAADQFeACAADQEcQBcgDfwgDeEgDcsgDcggDaEgDVkgDTogDUEKAfIANAANAZwANAANAZcANAANATW3NA0fNA0dNA26AgIADwFbsg8ACbsCAgFbAA0DCrIqPh+4AwmyKj4fuAIhsk0lH7gCHLJNQR+4AhuyTVIfuAIask1yH7gCE7JNkx9BCQIPAbEEAQAfAg4BsQgBAB8CDLIqgR+4AguyKoEfuAIIsipeH7gCBbIqOR+4Af6yKiMfuAH7smYdH7gB+rJmHh+4AfayZjQfuAH1smY0H7wB8wBmAgEAHwHxsmaeH0EJAeoAKAgBAB8B5wAmAqsAHwG4sk0/H7gBt7JNkx9BCQG0AD4BJQAfAbIAQAQBAB8BrLIqch+4AaiyKigfuAGnsiokH7gBprIqJB+4AaOyKh8fuAGhsmYuH7gBnrJmkx+4AZ2yZuQfuAGasihsH0EJAZkAKAQBAB8BmAAmBAEAHwFzsk0bH7gBcbJNJB+4AXCyTS8fuAFvsk01H7gBa7I+zR+4AWmyPuQfQQkBZwGxAZoAHwFmACoCqwAfAWGyZiofuAFfsmaeH0EJAV0AKAGaAB8BXAA1BAEAHwFHsk05H7gBRrI+zR9BDQFFAD4BJQAfAUQBQwEBAB8BQgGxAqsAHwFAsiowH7gBPrIqJh+4AT2yZh0fuAE8smYrH7gBOLIogR+4ATeyKJ4fvAE2ACgBmgAfASmyTXIfvAEkACoCAQAfASOyKqsfuAEfsmYpH7gBHrJmRR+4ARuyKIEfQQkBEwA+ASUAHwESAD4EAQAfARGyKikfuAEQsiogH74BCwBmAZoAHwEKACYBmrYf/U1yH/s+uAFWsh/6QLgIAbIf9yi4CAG2H+xNYh/rTbgEAbIf6kC4Aqu2H99Nch/ePrgCq0ALH9wq5B/bZiIfyiq4BAFAGx/JKi4fwyZ5H7goux+zTR4fsWYpH7BmYh+vZrgEAbIfria4AquyH6gouAIBQAsfoGZMH5gqKx+XJrgBmrYfkmYpH4dAuAKrQBsfhSp5H4ImgR91TZMfdE2JH3MqHR9wKF4faii4BAFAFx9pKlIfaCogH2dmKR9lZmcfYSqTH2A1uAgBth9eKs0fUzW4CAGyH0tmuAFWsh9JPrgIAbYfSGZSH0YmuAIBsh8/ZrgBVkALHztmNB8yKpMfLjW7BAEAHwAtAUOzzR9VN7wCLwAHAYAABwFyQC4HvQd+B2IHVAdCBy8HJwclByEHHgcUCBIIEAgOCAwICggICAYIBAgCCAAIAAIUuP/gQCsAAAEAFAYQAAABAAYEAAABAAQQAAABABACAAABAAIAAAABAAACAQgCAEoAsBMDSwJLU0KwNytLuAf/UrA4K0uwCFBbWLEBAY5ZAUuwwGMAS2IgsPZTI7gBClFasAUjQgGwEksAS1RCGLA4K7ACiLgBAFRYuAH/sQEBjoUbsBJDWLkAAQEshY0buQABAUaFjVlZABZ2Pxg/Ej4ROUZEPhE5RkQ+ETlGRD4ROUZEPhE5RmBEPhE5RmBERUQrKysrKysrKysrKxgrKysrKysrKysrKysrGCsdsJZLU1iwqh1ZsDJLU1iw/x1ZS7ApUyBcWLkCbAJqRUS5AmsCakVEWVi5AWgCbEVSWLkCbAFoRFlZS7A7UyBcWLkAPgJrRUS5AE0Ca0VEWVi5AlwAPkVSWLkAPgJcRFlZS7A7UyBcWLkBsQA+RUSxPj5FRFlYuQJPAbFFUli5AbECT0RZWUuwWlMgXFi5AUMAPkVEsT4+RURZWLkDiwFDRVJYuQFDA4tEWVlLsJ5TIFxYuQAqAmxFRLkAQAJsRURZWLkFbAAqRVJYuQAqBWxEWVlLsBhTIFxYsSYmRUSxZiZFRFlYsTImRVJYsSYyRFlZS7BRUyBcWLEmJkVEsSgmRURZWLGtJkVSWLEmrURZWUu4AQFTIFxYsSYmRUSxNSZFRFlYuQIoACZFUli5ACYCKERZWSsrKysrKysrKysrKysrKysrKysrKysrKysrKysrKysrKysrKysrKysrKysrKysrKysrKysrKysrKysrKysrKysrKysrKysrKysrKysrKysrKysrKysrKysrKysrKysrKysrKysrKysrKysrKysrKysrKysrKysrKysrKytlQisrKysrKysrKysrKysrKysrKysrKysrKysrKysrKysrKysrKysrKysrKysrKysrKysrKwGzPXZuWEVlI0VgI0VlYCNFYLCLdmgYsIBiICCxbnZFZSNFILADJmBiY2ggsAMmYWWwdiNlRLBuI0QgsT1YRWUjRSCwAyZgYmNoILADJmFlsFgjZUSwPSNEsQBYRVRYsVhAZUSyPUA9RSNhRFmzToE4cUVlI0VgI0VlYCNFYLCJdmgYsIBiICCxOIFFZSNFILADJmBiY2ggsAMmYWWwgSNlRLA4I0QgsU5xRWUjRSCwAyZgYmNoILADJmFlsHEjZUSwTiNEsQBxRVRYsXFAZUSyTkBORSNhRFlLUkIBS1BYsQgAQllDXFixCABCWbMCCwoSQ1hgGyFZQhYQcD6wEkNYuTshGH4bugQAAagACytZsAwjQrANI0KwEkNYuS1BLUEbugQABAAACytZsA4jQrAPI0KwEkNYuRh+OyEbugGoBAAACytZsBAjQrARI0IAdBhFaURFaURzc3NzdHR1dXV1Kysrc3MrKysrKysYRWlEc3NzdCtFRHNzc3NzdHR0RURzdHR0dHR0dXV1RURzdUVEc3N0dEVEc3Nzc3N0dHR0AHV1dXV1dXV1dXV1Kyt0dHR0dHQAcytDWLFNTUUYaUQbuP/As00bOjIrWXMAKyt1dXUrKysrKwBzcytDXFi4/8CyBxYzuP/AQAsGFjPVTeVN9U0DwEEMAREA0AERAOABEQADAMABEADQARAA4AEQQB4DwD7QPuA+A8BN0E3gTQPA3tDe4N4DwC3QLeAtAzcrdHR0dHR0cwArK1kBc3N0c3RzdHN0c3RzdHUrc3VzACsrKwFzKysrK3UrKytzKysrACsrdCtzK3NzdCtzcysrKysrK3MrcysrK3QrKytzc3NzcytzcysrK3MAKysrK3N0cytzKysrK3UrKysrKysrK3UrKysrK3MrKysrc3R1Kytzc3MrKyt1KytzKysrKysrKysrK3N0dXN0K3N0dSsrKysrKysrKysrKysrKysrKytzdHUrKysAKytFaUQrKw==") format("truetype");
}
.stl_13 {
	font-size: 1em;
	font-family: "MPJAHG+TimesNewRomanPS-BoldMT", "Times New Roman";
	color: #000000;
	line-height: 1.107422em;
}
@font-face {
	font-family:"URWFPE+TimesNewRomanPSMT";
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");
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") format("truetype");
}
.stl_14 {
	font-size: 1em;
	font-family: "URWFPE+TimesNewRomanPSMT";
	color: #000000;
	line-height: 1.107422em;
}
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");
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") format("truetype");
}
.stl_15 {
	font-size: 1em;
	font-family: "GQDRFL+TimesNewRomanPSMT";
	color: #000000;
	line-height: 1.107422em;
}
.stl_16 {
	letter-spacing: 0.01em;
}
.stl_17 {
	font-size: 0.83em;
	font-family: "DEEIPJ+Calibri-Light";
	color: #000000;
	line-height: 1.220703em;
}
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");
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") 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") format("truetype");
}
.stl_18 {
	font-size: 0.75em;
	font-family: "LHRTCC+ArialMT";
	color: #000000;
	line-height: 1.117188em;
}
.stl_19 {
	width: 100%;
	clip: rect(2.069168em,42.5375em,4.590002em,6.930334em);
	position: absolute;
	pointer-events: none;
}
.stl_20 {
	font-size: 0.71em;
	font-family: "PSRCOG+Calibri-LightItalic";
	color: #000000;
	line-height: 1.220703em;
}
.stl_21 {
	font-size: 1.08em;
	font-family: "UDFUBO+TimesNewRomanPS-BoldMT";
	color: #000000;
	line-height: 1.107422em;
}
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");
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format("truetype");
}
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	font-size: 0.92em;
	font-family: "MTIGQD+CambriaMath";
	color: #000000;
	line-height: 1.000977em;
}
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	font-size: 0.67em;
	font-family: "MTIGQD+CambriaMath";
	color: #000000;
	line-height: 1.000977em;
}
.stl_24 {
	letter-spacing: -0.42em;
}
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	letter-spacing: -0.44em;
}
.stl_26 {
	letter-spacing: 0.02em;
}
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}
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	font-size: 1.17em;
	font-family: "UDFUBO+TimesNewRomanPS-BoldMT";
	color: #000000;
	line-height: 1.116969em;
}
.stl_29 {
	width: 100%;
	clip: rect(2.069168em,42.5375em,54.06334em,6.930334em);
	position: absolute;
	pointer-events: none;
}
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");
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?#iefix") 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") format("truetype");
}
.stl_30 {
	font-size: 0.83em;
	font-family: "VWAVRG+TimesNewRomanPS-BoldItalicMT";
	color: #000000;
	line-height: 1.107422em;
}
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");
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}
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	font-size: 0.83em;
	font-family: "URWFPE+TimesNewRomanPSMT";
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	line-height: 1.107422em;
}
.stl_34 {
	width: 100%;
	clip: rect(2.502502em,42.5375em,61.57416em,6.930334em);
	position: absolute;
	pointer-events: none;
}

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src="data:image/png;base64,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				<div class="stl_05 stl_06">
					<div class="stl_01" style="top: 2.8654em; left:7.092em;"><span class="stl_07 stl_08" style="word-spacing:0.06em;">Revista Científica SAPIENTIAE. Vol. 3, Núm. 6 (Ed. Esp. Octubre 2020) ISSN: 2600-6030 &nbsp;</span></div>
					<div class="stl_01" style="top: 3.8054em; left:7.092em;"><span class="stl_09 stl_10" style="font-style:italic; word-spacing:0em;">Misión Ternur<span class="stl_08">a,</span></span><span class="stl_09 stl_10" style="font-style:italic; word-spacing:0em;">&nbsp;Vulnerabilid<span class="stl_08">ad</span></span><span class="stl_09 stl_08" style="font-style:italic; word-spacing:0.04em;">&nbsp;Infantil y</span><span class="stl_09 stl_08" style="font-style:italic; word-spacing:0.06em;">&nbsp;Análisis</span><span class="stl_09 stl_08" style="font-style:italic; word-spacing:0.07em;">&nbsp;Canónico</span><span class="stl_09 stl_08" style="font-style:italic; word-spacing:0.04em;">&nbsp;No Lineal</span><span class="stl_09 stl_08" style="word-spacing:0.02em;">&nbsp;</span><span class="stl_11" style="font-style:italic; word-spacing:0.02em;">–</span><span class="stl_11 stl_08" style="word-spacing:-0.03em;">&nbsp;</span><span class="stl_09" style="font-style:italic; word-spacing:-0.03em;">Caso</span><span class="stl_09 stl_08" style="font-style:italic; word-spacing:0.04em;">&nbsp;Manabí. &nbsp;</span></div>
					<div class="stl_01" style="top: 6.7339em; left:9.9117em;"><span class="stl_12 stl_08" style="font-weight:bold; word-spacing:0.1em;">MISIÓN TERNURA, VULNERABILIDAD INFANTIL Y ANÁLISIS &nbsp;</span></div>
					<div class="stl_01" style="top: 8.4539em; left:15.0142em;"><span class="stl_12 stl_08" style="font-weight:bold; word-spacing:0.06em;">CANÓNICO NO LINEAL </span><span class="stl_13 stl_08" style="font-weight:bold; word-spacing:0.01em;">– </span><span class="stl_12 stl_08" style="font-weight:bold; word-spacing:0.1em;">CASO MANABÍ &nbsp;</span></div>
					<div class="stl_01" style="top: 11.0439em; left:8.5517em;"><span class="stl_12" style="font-weight:bold; word-spacing:0em;">MISSION TENDERNESS, CHILD VULNERABILITY AND NONLINEAR &nbsp;</span></div>
					<div class="stl_01" style="top: 12.7639em; left:15.0242em;"><span class="stl_12 stl_08" style="font-weight:bold; word-spacing:0.09em;">CANONICAL ANALYSIS </span><span class="stl_13 stl_08" style="font-weight:bold; word-spacing:0.01em;">– </span><span class="stl_12 stl_08" style="font-weight:bold; word-spacing:0.1em;">CASE MANABÍ &nbsp;</span></div>
					<div class="stl_01" style="top: 16.2139em; left:30.9458em;"><span class="stl_14 stl_08" style="word-spacing:0.08em;">Iván Alberto Analuisa Aroca &nbsp;</span></div>
					<div class="stl_01" style="top: 17.9439em; left:20.4642em;"><span class="stl_14" style="word-spacing:0em;">Universidad Técnica de Mana</span><a href="mailto:iaanaluisa@utm.edu.ec" target="_blank"><span class="stl_14" style="word-spacing:0em;">bí. Portoviejo </span></a><a href="mailto:iaanaluisa@utm.edu.ec" target="_blank"><span class="stl_15" style="word-spacing:0em;">– </span></a><a href="mailto:iaanaluisa@utm.edu.ec" target="_blank"><span class="stl_14" style="word-spacing:0em;">Ecuador. &nbsp;</span></a></div>
					<div class="stl_01" style="top: 19.6639em; left:33.2258em;"><a href="mailto:iaanaluisa@utm.edu.ec" target="_blank"><span class="stl_14">iaanaluisa@utm.edu.ec &nbsp;</span></a></div>
					<div class="stl_01" style="top: 22.5464em; left:28.2958em;"><span class="stl_14 stl_10" style="word-spacing:0em;">Angélica Elizabeth Rodríguez Loo<span class="stl_08">r &nbsp;</span></span></div>
					<div class="stl_01" style="top: 24.2664em; left:20.8642em;"><span class="stl_14" style="word-spacing:0em;">Ministerio de Inclusión Ec</span><a href="mailto:angelicarod80@yahoo.es" target="_blank"><span class="stl_14" style="word-spacing:0em;">onómica y Social. Ecuador. &nbsp;</span></a></div>
					<div class="stl_01" style="top: 25.9964em; left:32.4158em;"><a href="mailto:angelicarod80@yahoo.es" target="_blank"><span class="stl_14">angelicarod80@yahoo.es &nbsp;</span></a></div>
					<div class="stl_01" style="top: 30.5964em; left:22.3042em;"><span class="stl_12" style="font-weight:bold;">RESUMEN &nbsp;</span></div>
					<div class="stl_01" style="top: 32.3164em; left:7.092em;"><span class="stl_14 stl_10" style="word-spacing:0.07em;">Este trabajo estructura características socioeconómicas y demográfic<span class="stl_08">a</span></span><span class="stl_14" style="word-spacing:0.07em;">&nbsp;relacionadas</span><span class="stl_14 stl_08" style="word-spacing:0.11em;">&nbsp;con &nbsp;</span></div>
					<div class="stl_01" style="top: 34.0464em; left:7.092em;"><span class="stl_14" style="word-spacing:0.26em;">los grupos de vulnerabilidad y personas con discapacidad, para alcanzar el mayor &nbsp;</span></div>
					<div class="stl_01" style="top: 35.7681em; left:7.092em;"><span class="stl_14 stl_08" style="word-spacing:0.2em;">bienestar infantil interpretando las condiciones en la provincia de Manabí, el carácter &nbsp;</span></div>
					<div class="stl_01" style="top: 37.4981em; left:7.092em;"><span class="stl_14 stl_08" style="word-spacing:0.11em;">documental de este trabajo permite una aproximación interactiva utilizando información &nbsp;</span></div>
					<div class="stl_01" style="top: 39.2181em; left:7.092em;"><span class="stl_14 stl_08" style="word-spacing:0.22em;">de una encuesta de los programas del MIES 2019 y avances en cuanto a</span><span class="stl_14 stl_08" style="word-spacing:0.27em;">&nbsp;cobertura, &nbsp;</span></div>
					<div class="stl_01" style="top: 40.9481em; left:7.092em;"><span class="stl_14 stl_08" style="word-spacing:0.15em;">regulaciones entre otros, luego</span><span class="stl_14 stl_08" style="word-spacing:0.08em;">&nbsp;de una</span><span class="stl_14 stl_08" style="word-spacing:0.12em;">&nbsp;imputación de</span><span class="stl_14 stl_08" style="word-spacing:0.1em;">&nbsp;variables e</span><span class="stl_14 stl_08" style="word-spacing:0.15em;">&nbsp;individuos</span><span class="stl_14 stl_08" style="word-spacing:0.15em;">&nbsp;(n=21184). &nbsp;</span></div>
					<div class="stl_01" style="top: 42.6681em; left:7.092em;"><span class="stl_14 stl_08" style="word-spacing:0.14em;">Los datos fueron analizados en variables asociativas con el método canónico no lineal. &nbsp;</span></div>
					<div class="stl_01" style="top: 44.3981em; left:7.092em;"><span class="stl_14 stl_08" style="word-spacing:0.07em;">Entre los logros más destacados es el vínculo de acción y cobertura alcanzada. Cada vez &nbsp;</span></div>
					<div class="stl_01" style="top: 46.1181em; left:7.092em;"><span class="stl_14" style="word-spacing:0.08em;">la sociedad</span><span class="stl_14" style="word-spacing:0.09em;">&nbsp;manabita está</span><span class="stl_14" style="word-spacing:0.08em;">&nbsp;consciente de la</span><span class="stl_14" style="word-spacing:0.08em;">&nbsp;función esencial que tiene</span><span class="stl_14" style="word-spacing:0.08em;">&nbsp;la</span><span class="stl_14" style="word-spacing:0.09em;">&nbsp;prevención</span><span class="stl_14" style="word-spacing:0.12em;">&nbsp;de &nbsp;</span></div>
					<div class="stl_01" style="top: 47.8481em; left:7.092em;"><span class="stl_14 stl_08" style="word-spacing:0.19em;">riesgos infantiles en el bienestar social infantil. Se realizó un estudio empírico con el &nbsp;</span></div>
					<div class="stl_01" style="top: 49.5706em; left:7.092em;"><span class="stl_14 stl_08" style="word-spacing:0.17em;">objetivo de identificar la asociatividad de variables y explorar los niveles de bienestar &nbsp;</span></div>
					<div class="stl_01" style="top: 51.3006em; left:7.092em;"><span class="stl_14" style="word-spacing:0.05em;">infantil. Los resultados sugieren que</span><span class="stl_14" style="word-spacing:0.05em;">&nbsp;la vulnerabilidad en Manabí</span><span class="stl_14" style="word-spacing:0.05em;">&nbsp;con</span><span class="stl_14" style="word-spacing:0.06em;">&nbsp;las variables</span><span class="stl_14" style="word-spacing:0.05em;">&nbsp;vías &nbsp;</span></div>
					<div class="stl_01" style="top: 53.0206em; left:7.092em;"><span class="stl_14 stl_08" style="word-spacing:0.09em;">de acceso</span><span class="stl_14 stl_08" style="word-spacing:0.03em;">&nbsp;a</span><span class="stl_14 stl_08" style="word-spacing:0.04em;">&nbsp;la</span><span class="stl_14 stl_08" style="word-spacing:0.11em;">&nbsp;vivienda,</span><span class="stl_14 stl_08" style="word-spacing:0.05em;">&nbsp;tipo de</span><span class="stl_14 stl_08" style="word-spacing:0.1em;">&nbsp;vivienda,</span><span class="stl_14 stl_08" style="word-spacing:0.06em;">&nbsp;cantón de</span><span class="stl_14" style="word-spacing:0.02em;">&nbsp;pertenencia</span><span class="stl_14 stl_08" style="word-spacing:0.07em;">&nbsp;está</span><span class="stl_14 stl_08" style="word-spacing:0.1em;">&nbsp;relacionados con</span><span class="stl_14 stl_08" style="word-spacing:0.04em;">&nbsp;la &nbsp;</span></div>
					<div class="stl_01" style="top: 54.7506em; left:7.092em;"><span class="stl_14 stl_10" style="word-spacing:0em;">vulnerabilidad infantil. La inversión social en Manabí tiene un mayor desarrollo soc<span class="stl_16">ial. &nbsp;</span></span></div>
					<div class="stl_01" style="top: 56.4706em; left:7.092em;"><span class="stl_12" style="font-weight:bold; word-spacing:0.35em;">Palabras clave: </span><span class="stl_14" style="word-spacing:0.35em;">Desarrollo infantil, vulnerabilidad, Manabí, Canónico no Lineal, &nbsp;</span></div>
					<div class="stl_01" style="top: 58.1906em; left:7.092em;"><span class="stl_14">distribución. &nbsp;</span></div>
					<div class="stl_01" style="top: 62.2111em; left:7.092em;"><span class="stl_17" style="font-weight:bold; word-spacing:0.02em;">Información del manuscrito: &nbsp;</span></div>
					<div class="stl_01" style="top: 63.2311em; left:7.092em;"><span class="stl_17" style="font-weight:bold; word-spacing:0.01em;">Fecha de recepción: </span><span class="stl_17 stl_10" style="word-spacing:0em;">07 de julio de 2<span class="stl_16">020 &nbsp;</span></span></div>
					<div class="stl_01" style="top: 64.2531em; left:7.092em;"><span class="stl_17" style="font-weight:bold; word-spacing:0.01em;">Fecha de aceptación: </span><span class="stl_17" style="word-spacing:0.01em;">30 de septiembre de 2020 &nbsp;</span></div>
					<div class="stl_01" style="top: 65.2731em; left:7.092em;"><span class="stl_17" style="font-weight:bold; word-spacing:0.01em;">Fecha de publicación: </span><span class="stl_17 stl_10" style="word-spacing:0em;">16 de octubre de 20<span class="stl_16">20 &nbsp;</span></span></div>
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				<img src="data:image/png;base64,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					<div class="stl_01" style="top: 2.9973em; left:7.302em;"><span class="stl_20 stl_08" style="font-style:italic; word-spacing:0.07em;">Analuisa Aroca &amp; Rodríguez Loor. (2020) &nbsp;</span></div>
					<div class="stl_01" style="top: 5.8639em; left:22.0842em;"><span class="stl_12" style="font-weight:bold;">ABSTRACT &nbsp;</span></div>
					<div class="stl_01" style="top: 7.5939em; left:7.092em;"><span class="stl_14 stl_08" style="word-spacing:0.57em;">This work structures socioeconomic and demographic characteristics related to &nbsp;</span></div>
					<div class="stl_01" style="top: 9.3139em; left:7.092em;"><span class="stl_14 stl_08" style="word-spacing:0.24em;">vulnerability groups and people with disabilities, to achieve greater child welfare by &nbsp;</span></div>
					<div class="stl_01" style="top: 11.0439em; left:7.092em;"><span class="stl_14" style="word-spacing:-0.06em;">interpreting the conditions in the province of Manabí, the documentary nature of this work &nbsp;</span></div>
					<div class="stl_01" style="top: 12.7639em; left:7.092em;"><span class="stl_14 stl_08" style="word-spacing:0.28em;">allows an interactive approach using information from a survey of the MIES 2019 &nbsp;</span></div>
					<div class="stl_01" style="top: 14.4939em; left:7.092em;"><span class="stl_14 stl_08" style="word-spacing:0.22em;">programs and advances</span><span class="stl_14 stl_08" style="word-spacing:0.16em;">&nbsp;in</span><span class="stl_14 stl_08" style="word-spacing:0.2em;">&nbsp;coverage, regulations among others, after</span><span class="stl_14 stl_08" style="word-spacing:0.18em;">&nbsp;an imputation</span><span class="stl_14 stl_08" style="word-spacing:0.14em;">&nbsp;of &nbsp;</span></div>
					<div class="stl_01" style="top: 16.2139em; left:7.092em;"><span class="stl_14" style="word-spacing:0.05em;">variables and</span><span class="stl_14 stl_08" style="word-spacing:0.11em;">&nbsp;individuals (n</span><span class="stl_14 stl_08" style="word-spacing:0.05em;">&nbsp;=</span><span class="stl_14 stl_08" style="word-spacing:0.11em;">&nbsp;21184).</span><span class="stl_14 stl_08" style="word-spacing:0.1em;">&nbsp;Data were analyzed in</span><span class="stl_14" style="word-spacing:0.04em;">&nbsp;associative</span><span class="stl_14 stl_08" style="word-spacing:0.13em;">&nbsp;variables</span><span class="stl_14 stl_08" style="word-spacing:0.09em;">&nbsp;with &nbsp;</span></div>
					<div class="stl_01" style="top: 17.9439em; left:7.092em;"><span class="stl_14" style="word-spacing:-0.02em;">the nonlinear canonical method. Among the most outstanding achievements is the link of &nbsp;</span></div>
					<div class="stl_01" style="top: 19.6639em; left:7.092em;"><span class="stl_14 stl_08" style="word-spacing:0.02em;">action and coverage achieved. Each time the Manaite society is aware of the essential role &nbsp;</span></div>
					<div class="stl_01" style="top: 21.3964em; left:7.092em;"><span class="stl_14" style="word-spacing:0.03em;">of preventing</span><span class="stl_14" style="word-spacing:0.03em;">&nbsp;child risks</span><span class="stl_14" style="word-spacing:0.04em;">&nbsp;in</span><span class="stl_14" style="word-spacing:0.03em;">&nbsp;children's social welfare. An</span><span class="stl_14" style="word-spacing:0.04em;">&nbsp;empirical</span><span class="stl_14" style="word-spacing:0.04em;">&nbsp;study</span><span class="stl_14" style="word-spacing:0.03em;">&nbsp;was</span><span class="stl_14" style="word-spacing:0.03em;">&nbsp;conducted &nbsp;</span></div>
					<div class="stl_01" style="top: 23.1164em; left:7.092em;"><span class="stl_14 stl_08" style="word-spacing:0.07em;">with the objective of identifying the associativity of variables and exploring the levels of &nbsp;</span></div>
					<div class="stl_01" style="top: 24.8464em; left:7.092em;"><span class="stl_14" style="word-spacing:0.03em;">child welfare.</span><span class="stl_14" style="word-spacing:0.04em;">&nbsp;The</span><span class="stl_14" style="word-spacing:0.03em;">&nbsp;results</span><span class="stl_14" style="word-spacing:0.03em;">&nbsp;suggest that vulnerability in Manabí</span><span class="stl_14" style="word-spacing:0.04em;">&nbsp;with</span><span class="stl_14" style="word-spacing:0.03em;">&nbsp;the</span><span class="stl_14" style="word-spacing:0.03em;">&nbsp;variables</span><span class="stl_14" style="word-spacing:0.03em;">&nbsp;access &nbsp;</span></div>
					<div class="stl_01" style="top: 26.5664em; left:7.092em;"><span class="stl_14" style="word-spacing:0.06em;">roads to housing, type</span><span class="stl_14" style="word-spacing:0.07em;">&nbsp;of housing,</span><span class="stl_14" style="word-spacing:0.06em;">&nbsp;canton of belonging is related</span><span class="stl_14" style="word-spacing:0.07em;">&nbsp;to</span><span class="stl_14" style="word-spacing:0.06em;">&nbsp;child</span><span class="stl_14" style="word-spacing:0.07em;">&nbsp;vulnerability. &nbsp;</span></div>
					<div class="stl_01" style="top: 28.2964em; left:7.092em;"><span class="stl_14 stl_10" style="word-spacing:0em;">Social investment in Manabí has greater social development<span class="stl_16">. &nbsp;</span></span></div>
					<div class="stl_01" style="top: 30.0164em; left:7.092em;"><span class="stl_12 stl_08" style="font-weight:bold; word-spacing:0.87em;">Keywords: </span><span class="stl_14 stl_10" style="word-spacing:0.78em;">Child development, vulnerability, Manabi, Nonlinear Canonica<span class="stl_08">l, &nbsp;</span></span></div>
					<div class="stl_01" style="top: 31.7464em; left:7.092em;"><span class="stl_14">distribution. &nbsp;</span></div>
					<div class="stl_01" style="top: 36.9368em; left:20.4442em;"><span class="stl_21 stl_10" style="font-weight:bold;">INTRODUCCIÓ<span class="stl_16">N &nbsp;</span></span></div>
					<div class="stl_01" style="top: 40.0781em; left:7.092em;"><span class="stl_14 stl_08" style="word-spacing:0.2em;">La vulnerabilidad infantil es un problema de bienestar social en nuestros</span><span class="stl_14 stl_08" style="word-spacing:0.17em;">&nbsp;días que</span><span class="stl_14 stl_08" style="word-spacing:0.15em;">&nbsp;no &nbsp;</span></div>
					<div class="stl_01" style="top: 41.7981em; left:7.092em;"><span class="stl_14" style="word-spacing:0.02em;">debemos dejar</span><span class="stl_14 stl_08" style="word-spacing:0.05em;">&nbsp;de poner</span><span class="stl_14 stl_08" style="word-spacing:0.11em;">&nbsp;atención.</span><span class="stl_14 stl_08" style="word-spacing:0.04em;">&nbsp;La</span><span class="stl_14 stl_08" style="word-spacing:0.11em;">&nbsp;definición</span><span class="stl_14 stl_08" style="word-spacing:0.04em;">&nbsp;de</span><span class="stl_14 stl_08" style="word-spacing:0.11em;">&nbsp;colectivos</span><span class="stl_14 stl_08" style="word-spacing:0.05em;">&nbsp;que</span><span class="stl_14 stl_08" style="word-spacing:0.05em;">&nbsp;por sus</span><span class="stl_14 stl_10" style="word-spacing:0.02em;">&nbsp;característica<span class="stl_08">s &nbsp;</span></span></div>
					<div class="stl_01" style="top: 43.5281em; left:7.092em;"><span class="stl_14 stl_08" style="word-spacing:0.03em;">propias y contextuales se encuentran en situaciones de riesgo social es una de las que más &nbsp;</span></div>
					<div class="stl_01" style="top: 45.2481em; left:7.092em;"><span class="stl_14" style="word-spacing:0.05em;">afectada se ve</span><span class="stl_14" style="word-spacing:0.06em;">&nbsp;por estos</span><span class="stl_14" style="word-spacing:0.07em;">&nbsp;fenómenos</span><span class="stl_14" style="word-spacing:0.05em;">&nbsp;de cambio social, ya que los</span><span class="stl_14" style="word-spacing:0.06em;">&nbsp;cambios</span><span class="stl_14" style="word-spacing:0.07em;">&nbsp;estructurales, &nbsp;</span></div>
					<div class="stl_01" style="top: 46.9781em; left:7.092em;"><span class="stl_14 stl_08" style="word-spacing:0.45em;">socioeconómicos y culturales son los que definen sus procesos de socialización &nbsp;</span></div>
					<div class="stl_01" style="top: 48.6981em; left:7.092em;"><span class="stl_14" style="word-spacing:0em;">delimitando, a su vez, las dificultades que se pueden encontrar (Balsells, 2011). &nbsp;</span></div>
					<div class="stl_01" style="top: 51.4306em; left:7.092em;"><span class="stl_14 stl_08" style="word-spacing:0.06em;">La batalla para acabar con el hambre y la pobreza debe combatirse principalmente en las &nbsp;</span></div>
					<div class="stl_01" style="top: 53.1506em; left:7.092em;"><span class="stl_14 stl_10" style="word-spacing:0em;">zonas rurales, donde vive casi el 80 por ciento de las personas que padecen hambre y lo<span class="stl_16">s &nbsp;</span></span></div>
					<div class="stl_01" style="top: 54.8806em; left:7.092em;"><span class="stl_14 stl_08" style="word-spacing:0.02em;">pobres del mundo. Para ello, tenemos que mostrar una voluntad política fuerte y al mismo &nbsp;</span></div>
					<div class="stl_01" style="top: 56.6006em; left:7.092em;"><span class="stl_14 stl_08" style="word-spacing:0.44em;">tiempo invertir en los principales agentes de cambio: los pequeños productores, &nbsp;</span></div>
					<div class="stl_01" style="top: 58.3306em; left:7.092em;"><span class="stl_14 stl_10" style="word-spacing:0.02em;">agricultores familiares<span class="stl_08">,</span></span><span class="stl_14 stl_08" style="word-spacing:0.1em;">&nbsp;mujeres</span><span class="stl_14 stl_08" style="word-spacing:0.09em;">&nbsp;rurales,</span><span class="stl_14" style="word-spacing:0.01em;">&nbsp;pescadores,</span><span class="stl_14" style="word-spacing:0.01em;">&nbsp;comunidades</span><span class="stl_14 stl_08" style="word-spacing:0.12em;">&nbsp;indígenas,</span><span class="stl_14 stl_08" style="word-spacing:0.04em;">&nbsp;los</span><span class="stl_14 stl_08" style="word-spacing:0.08em;">&nbsp;jóvenes &nbsp;</span></div>
					<div class="stl_01" style="top: 60.0506em; left:7.092em;"><span class="stl_14" style="word-spacing:0.1em;">y otros grupos vulnerables o marginados (FAO,</span><span class="stl_14" style="word-spacing:0.12em;">&nbsp;2015),</span><span class="stl_14" style="word-spacing:0.45em;">&nbsp;con</span><span class="stl_14" style="word-spacing:0.11em;">&nbsp;la cuarta</span><span class="stl_14" style="word-spacing:0.09em;">&nbsp;parte de</span><span class="stl_14" style="word-spacing:0.1em;">&nbsp;los</span><span class="stl_14" style="word-spacing:0.1em;">&nbsp;2.3 &nbsp;</span></div>
					<div class="stl_01" style="top: 61.7802em; left:7.092em;"><span class="stl_14" style="word-spacing:0.26em;">millones de niños del mundo viviendo en zonas donde las inundaciones son</span><span class="stl_14" style="word-spacing:0.29em;">&nbsp;muy &nbsp;</span></div>
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				<img src="data:image/png;base64,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					<div class="stl_01" style="top: 2.8654em; left:7.092em;"><span class="stl_07 stl_08" style="word-spacing:0.06em;">Revista Científica SAPIENTIAE. Vol. 3, Núm. 6 (Ed. Esp. Octubre 2020) ISSN: 2600-6030 &nbsp;</span></div>
					<div class="stl_01" style="top: 3.8054em; left:7.092em;"><span class="stl_09 stl_10" style="font-style:italic; word-spacing:0em;">Misión Ternur<span class="stl_08">a,</span></span><span class="stl_09 stl_10" style="font-style:italic; word-spacing:0em;">&nbsp;Vulnerabilid<span class="stl_08">ad</span></span><span class="stl_09 stl_08" style="font-style:italic; word-spacing:0.04em;">&nbsp;Infantil y</span><span class="stl_09 stl_08" style="font-style:italic; word-spacing:0.06em;">&nbsp;Análisis</span><span class="stl_09 stl_08" style="font-style:italic; word-spacing:0.07em;">&nbsp;Canónico</span><span class="stl_09 stl_08" style="font-style:italic; word-spacing:0.04em;">&nbsp;No Lineal</span><span class="stl_09 stl_08" style="word-spacing:0.02em;">&nbsp;</span><span class="stl_11" style="font-style:italic; word-spacing:0.02em;">–</span><span class="stl_11 stl_08" style="word-spacing:-0.03em;">&nbsp;</span><span class="stl_09" style="font-style:italic; word-spacing:-0.03em;">Caso</span><span class="stl_09 stl_08" style="font-style:italic; word-spacing:0.04em;">&nbsp;Manabí. &nbsp;</span></div>
					<div class="stl_01" style="top: 5.9139em; left:7.092em;"><span class="stl_14 stl_08" style="word-spacing:0.17em;">frecuentes, casi 160 millones viven en zonas afectadas por sequía severa; más de 115 &nbsp;</span></div>
					<div class="stl_01" style="top: 7.6339em; left:7.092em;"><span class="stl_14 stl_08" style="word-spacing:0.11em;">millones viven en regiones del mundo con</span><span class="stl_14 stl_08" style="word-spacing:0.11em;">&nbsp;riesgo alto</span><span class="stl_14 stl_08" style="word-spacing:0.07em;">&nbsp;a muy</span><span class="stl_14 stl_08" style="word-spacing:0.08em;">&nbsp;alto de</span><span class="stl_14 stl_08" style="word-spacing:0.13em;">&nbsp;ciclones</span><span class="stl_14 stl_08" style="word-spacing:0.15em;">&nbsp;tropicales &nbsp;</span></div>
					<div class="stl_01" style="top: 9.3639em; left:7.092em;"><span class="stl_14">(</span></div>
					<div class="stl_01" style="top: 9.3639em; left:7.425em;"><span class="stl_14 stl_08" style="word-spacing:0.13em;">huracanes, tifones o</span><span class="stl_14 stl_08" style="word-spacing:0.15em;">&nbsp;ciclones);</span><span class="stl_14 stl_08" style="word-spacing:0.07em;">&nbsp;y más de</span><span class="stl_14 stl_08" style="word-spacing:0.09em;">&nbsp;300 millones están en países donde</span><span class="stl_14 stl_08" style="word-spacing:0.06em;">&nbsp;la</span><span class="stl_14 stl_08" style="word-spacing:0.11em;">&nbsp;mitad</span><span class="stl_14 stl_08" style="word-spacing:0.07em;">&nbsp;o &nbsp;</span></div>
					<div class="stl_01" style="top: 11.0839em; left:7.092em;"><span class="stl_14 stl_08" style="word-spacing:0.15em;">más de la mitad de la población vive en la pobreza</span><span class="stl_14 stl_08" style="word-spacing:0.13em;">&nbsp;- con</span><span class="stl_14 stl_08" style="word-spacing:0.14em;">&nbsp;US$ 3.10 por día</span><span class="stl_14 stl_08" style="word-spacing:0.19em;">&nbsp;(Ludovic, &nbsp;</span></div>
					<div class="stl_01" style="top: 12.8139em; left:7.592em;"><span class="stl_14">019). &nbsp;</span></div>
					<div class="stl_01" style="top: 12.8139em; left:7.092em;"><span class="stl_14">2</span></div>
					<div class="stl_01" style="top: 15.5339em; left:7.092em;"><span class="stl_14 stl_08" style="word-spacing:0.09em;">El enfoque generacional constituye una herramienta importante para el análisis social de &nbsp;</span></div>
					<div class="stl_01" style="top: 17.2639em; left:7.092em;"><span class="stl_14" style="word-spacing:0.21em;">la infancia, permitiendo: bien la comparación entre distintas generaciones (infancia, &nbsp;</span></div>
					<div class="stl_01" style="top: 18.9839em; left:7.092em;"><span class="stl_14 stl_08" style="word-spacing:0.39em;">adultos, mayores) coexistentes, bien entre la misma generación (infantil) pero en &nbsp;</span></div>
					<div class="stl_01" style="top: 20.7164em; left:7.092em;"><span class="stl_14" style="word-spacing:0.09em;">diferentes momentos históricos, o bien las diferencias en el interior de una generación &nbsp;</span></div>
					<div class="stl_01" style="top: 22.4364em; left:7.092em;"><span class="stl_14" style="word-spacing:0.4em;">presente (Gaitán, 2006). La vulnerabilidad está relacionada con causas externas &nbsp;</span></div>
					<div class="stl_01" style="top: 24.1664em; left:7.092em;"><span class="stl_14 stl_08" style="word-spacing:0.38em;">(evolución del mercado de trabajo, recortes en los recursos de protección social, &nbsp;</span></div>
					<div class="stl_01" style="top: 25.8864em; left:7.092em;"><span class="stl_14 stl_08" style="word-spacing:0.3em;">inseguridad ciudadana, deterioro ambiental, clima social, etc.), pero también con la &nbsp;</span></div>
					<div class="stl_01" style="top: 27.6064em; left:7.092em;"><span class="stl_14" style="word-spacing:-0.03em;">apreciación e interiorización subjetiva de la propia vulnerabilidad (incertidumbre, miedo, &nbsp;</span></div>
					<div class="stl_01" style="top: 29.3364em; left:7.092em;"><span class="stl_14" style="word-spacing:0.02em;">sensación de</span><span class="stl_14" style="word-spacing:0.02em;">&nbsp;inseguridad,</span><span class="stl_14 stl_08" style="word-spacing:0.09em;">&nbsp;pérdida</span><span class="stl_14 stl_08" style="word-spacing:0.08em;">&nbsp;de autoestima</span><span class="stl_14 stl_08" style="word-spacing:0.03em;">&nbsp;y</span><span class="stl_14 stl_08" style="word-spacing:0.11em;">&nbsp;confianza</span><span class="stl_14 stl_08" style="word-spacing:0.05em;">&nbsp;en</span><span class="stl_14 stl_08" style="word-spacing:0.07em;">&nbsp;las propias</span><span class="stl_14" style="word-spacing:0.03em;">&nbsp;capacidades, &nbsp;</span></div>
					<div class="stl_01" style="top: 31.0564em; left:7.092em;"><span class="stl_14 stl_08" style="word-spacing:0.09em;">etc.), (Lázaro, Barrutieta, &amp; Meneses, 2014). &nbsp;</span></div>
					<div class="stl_01" style="top: 33.7864em; left:7.092em;"><span class="stl_14" style="word-spacing:0.08em;">Según el informe de U</span><span class="stl_14" style="word-spacing:0.08em;">&nbsp;alertó que 1</span><span class="stl_14" style="word-spacing:0.09em;">&nbsp;de cada</span><span class="stl_14" style="word-spacing:0.08em;">&nbsp;5 infantes menores de</span><span class="stl_14" style="word-spacing:0.08em;">&nbsp;5 años</span><span class="stl_14" style="word-spacing:0.09em;">&nbsp;en</span><span class="stl_14" style="word-spacing:0.08em;">&nbsp;América &nbsp;</span></div>
					<div class="stl_01" style="top: 35.5081em; left:7.092em;"><span class="stl_14" style="word-spacing:-0.04em;">Latina y el Caribe registra un retraso en el crecimiento, emaciación o pérdida involuntaria &nbsp;</span></div>
					<div class="stl_01" style="top: 37.2381em; left:7.092em;"><span class="stl_14 stl_08" style="word-spacing:0.08em;">de peso,</span><span class="stl_14 stl_08" style="word-spacing:0.03em;">&nbsp;o</span><span class="stl_14 stl_08" style="word-spacing:0.13em;">&nbsp;sobrepeso,</span><span class="stl_14 stl_08" style="word-spacing:0.06em;">&nbsp;debido a</span><span class="stl_14 stl_08" style="word-spacing:0.05em;">&nbsp;una</span><span class="stl_14" style="word-spacing:0.02em;">&nbsp;alimentación</span><span class="stl_14 stl_08" style="word-spacing:0.12em;">&nbsp;incorrecta</span><span class="stl_14 stl_08" style="word-spacing:0.05em;">&nbsp;que</span><span class="stl_14 stl_08" style="word-spacing:0.06em;">&nbsp;puede</span><span class="stl_14 stl_08" style="word-spacing:0.1em;">&nbsp;comenzar</span><span class="stl_14 stl_08" style="word-spacing:0.09em;">&nbsp;incluso &nbsp;</span></div>
					<div class="stl_01" style="top: 38.9581em; left:7.092em;"><span class="stl_14 stl_10" style="word-spacing:0em;">antes de los seis meses de edad. Declaraciones de Asociación Argentina que vela por l<span class="stl_16">os &nbsp;</span></span></div>
					<div class="stl_01" style="top: 40.6881em; left:7.092em;"><span class="stl_14 stl_08" style="word-spacing:0.07em;">derechos de la niñez (Ynestroza, 2019). &nbsp;</span></div>
					<div class="stl_01" style="top: 43.4081em; left:7.092em;"><span class="stl_14 stl_08" style="word-spacing:0.3em;">Salomón &amp; Bergia, (2017), manifiesta en Argentina se deben analizar las políticas &nbsp;</span></div>
					<div class="stl_01" style="top: 45.1381em; left:7.092em;"><span class="stl_14" style="word-spacing:0.16em;">públicas implementadas</span><span class="stl_14 stl_08" style="word-spacing:0.28em;">&nbsp;tendientes</span><span class="stl_14 stl_08" style="word-spacing:0.23em;">&nbsp;al mejoramiento de las condiciones</span><span class="stl_14 stl_08" style="word-spacing:0.2em;">&nbsp;de</span><span class="stl_14 stl_08" style="word-spacing:0.19em;">&nbsp;vida de</span><span class="stl_14 stl_08" style="word-spacing:0.18em;">&nbsp;la &nbsp;</span></div>
					<div class="stl_01" style="top: 46.8581em; left:7.092em;"><span class="stl_14 stl_08" style="word-spacing:0.06em;">población rural (trabajo, salud, vivienda, asistencia social, educación, servicios públicos), &nbsp;</span></div>
					<div class="stl_01" style="top: 48.5881em; left:7.092em;"><span class="stl_14 stl_10" style="word-spacing:0.48em;">contemplando qué modalidades de intervención predominaron, qué expectati<span class="stl_08">vas &nbsp;</span></span></div>
					<div class="stl_01" style="top: 50.3106em; left:7.092em;"><span class="stl_14" style="word-spacing:-0.03em;">generaron en la población, cuál fue su impacto y cómo se vincularon con distintas formas &nbsp;</span></div>
					<div class="stl_01" style="top: 52.0406em; left:7.092em;"><span class="stl_14 stl_08" style="word-spacing:0.09em;">de acción colectiva. &nbsp;</span></div>
					<div class="stl_01" style="top: 54.7606em; left:7.092em;"><span class="stl_14 stl_08" style="word-spacing:0.21em;">Uno de los aspectos fundamentales para la implementación de la Agenda 2030 es el &nbsp;</span></div>
					<div class="stl_01" style="top: 56.4906em; left:7.092em;"><span class="stl_14" style="word-spacing:0.02em;">monitoreo y medición</span><span class="stl_14" style="word-spacing:0.02em;">&nbsp;del cumplimiento</span><span class="stl_14" style="word-spacing:0.02em;">&nbsp;de</span><span class="stl_14" style="word-spacing:0.02em;">&nbsp;los</span><span class="stl_14" style="word-spacing:0.02em;">&nbsp;indicadores</span><span class="stl_14" style="word-spacing:0.03em;">&nbsp;y</span><span class="stl_14" style="word-spacing:0.02em;">&nbsp;metas de</span><span class="stl_14" style="word-spacing:0.03em;">&nbsp;cada</span><span class="stl_14" style="word-spacing:0.02em;">&nbsp;Objetivo</span><span class="stl_14" style="word-spacing:0.02em;">&nbsp;de &nbsp;</span></div>
					<div class="stl_01" style="top: 58.2106em; left:7.092em;"><span class="stl_14" style="word-spacing:0.15em;">Desarrollo Sostenible (ODS). Esto representa un desafío importante para las oficinas &nbsp;</span></div>
					<div class="stl_01" style="top: 59.9406em; left:7.092em;"><span class="stl_14 stl_08" style="word-spacing:0.03em;">estadísticas de los países debido a que necesitan, en ciertos casos, trabajar en el desarrollo &nbsp;</span></div>
					<div class="stl_01" style="top: 66.3044em; left:42.1083em;"><span class="stl_18">4</span></div>
				</div>
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				<img src="data:image/png;base64,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AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAACAFTQa/w/b+b7bGgEB+AAAAABJRU5ErkJggg==" alt="" class="stl_19" />
			</div>
			<div class="stl_view">
				<div class="stl_05 stl_06">
					<div class="stl_01" style="top: 2.9973em; left:7.302em;"><span class="stl_20 stl_08" style="font-style:italic; word-spacing:0.07em;">Analuisa Aroca &amp; Rodríguez Loor. (2020) &nbsp;</span></div>
					<div class="stl_01" style="top: 5.8639em; left:7.092em;"><span class="stl_14 stl_08" style="word-spacing:0.16em;">y levantamiento de información para la</span><span class="stl_14 stl_08" style="word-spacing:0.17em;">&nbsp;construcción de</span><span class="stl_14" style="word-spacing:0.09em;">&nbsp;indicadores</span><span class="stl_14 stl_08" style="word-spacing:0.13em;">&nbsp;con los</span><span class="stl_14 stl_08" style="word-spacing:0.12em;">&nbsp;que no</span><span class="stl_14 stl_08" style="word-spacing:0.11em;">&nbsp;se &nbsp;</span></div>
					<div class="stl_01" style="top: 7.5939em; left:7.092em;"><span class="stl_14 stl_08" style="word-spacing:0.09em;">cuenta (Territorio Ecuador ODS, 2018). &nbsp;</span></div>
					<div class="stl_01" style="top: 10.3139em; left:7.092em;"><span class="stl_14 stl_08" style="word-spacing:0.04em;">Acorde a los artículos de la (Constitución del Ecuador, 2010), que defienden a los grupos &nbsp;</span></div>
					<div class="stl_01" style="top: 12.0439em; left:7.092em;"><span class="stl_14 stl_08" style="word-spacing:0.23em;">vulnerables a los que atiende la Vicepresidencia de la Republica; para Personas con &nbsp;</span></div>
					<div class="stl_01" style="top: 13.7639em; left:7.092em;"><span class="stl_14 stl_08" style="word-spacing:0.17em;">Discapacidad, en el Articulo 48, Inciso 5 manifiesta: El establecimiento de programas &nbsp;</span></div>
					<div class="stl_01" style="top: 15.4939em; left:7.092em;"><span class="stl_14 stl_08" style="word-spacing:0.33em;">especializados para la atención integral de las personas con discapacidad severa</span><span class="stl_14 stl_08" style="word-spacing:0.27em;">&nbsp;y &nbsp;</span></div>
					<div class="stl_01" style="top: 17.2139em; left:7.092em;"><span class="stl_14 stl_08" style="word-spacing:0.1em;">profunda, con el</span><span class="stl_14 stl_08" style="word-spacing:0.05em;">&nbsp;fin</span><span class="stl_14 stl_08" style="word-spacing:0.04em;">&nbsp;de</span><span class="stl_14 stl_08" style="word-spacing:0.09em;">&nbsp;alcanzar</span><span class="stl_14 stl_08" style="word-spacing:0.05em;">&nbsp;el</span><span class="stl_14 stl_08" style="word-spacing:0.11em;">&nbsp;máximo desarrollo</span><span class="stl_14 stl_08" style="word-spacing:0.04em;">&nbsp;de</span><span class="stl_14 stl_08" style="word-spacing:0.04em;">&nbsp;su</span><span class="stl_14" style="word-spacing:0.02em;">&nbsp;personalidad,</span><span class="stl_14 stl_08" style="word-spacing:0.05em;">&nbsp;el</span><span class="stl_14 stl_08" style="word-spacing:0.09em;">&nbsp;fomento</span><span class="stl_14 stl_08" style="word-spacing:0.04em;">&nbsp;de &nbsp;</span></div>
					<div class="stl_01" style="top: 18.9439em; left:7.092em;"><span class="stl_14" style="word-spacing:0em;">su autonomía y la disminución de la dependencia. &nbsp;</span></div>
					<div class="stl_01" style="top: 21.6664em; left:7.092em;"><span class="stl_14 stl_08" style="word-spacing:0.04em;">Se ha decidido construir una sociedad que respeta, protege y ejerce sus derechos en todas &nbsp;</span></div>
					<div class="stl_01" style="top: 23.3964em; left:7.092em;"><span class="stl_14 stl_08" style="word-spacing:0.17em;">las dimensiones, para, en consecuencia, erigir un sistema socialmente justo y asegurar &nbsp;</span></div>
					<div class="stl_01" style="top: 25.1164em; left:7.092em;"><span class="stl_14" style="word-spacing:-0.06em;">una vida digna de manera que las personas, independientemente del grupo o la clase social &nbsp;</span></div>
					<div class="stl_01" style="top: 26.8464em; left:7.092em;"><span class="stl_14" style="word-spacing:-0.02em;">a la que pertenezcan, logren satisfacer sus necesidades básicas, tales como: la posibilidad &nbsp;</span></div>
					<div class="stl_01" style="top: 28.5664em; left:7.092em;"><span class="stl_14 stl_08" style="word-spacing:0.05em;">de dormir bajo techo y alimentarse todos los días, acceder al sistema educativo, de salud, &nbsp;</span></div>
					<div class="stl_01" style="top: 30.2964em; left:7.092em;"><span class="stl_14 stl_08" style="word-spacing:0.17em;">seguridad, empleo, entre otras cuestiones consideradas imprescindibles para</span><span class="stl_14 stl_08" style="word-spacing:0.09em;">&nbsp;que un</span><span class="stl_14 stl_08" style="word-spacing:0.1em;">&nbsp;ser &nbsp;</span></div>
					<div class="stl_01" style="top: 32.0164em; left:7.092em;"><span class="stl_14" style="word-spacing:-0.04em;">humano pueda subsistir y desarrollarse física y psicológicamente, en autonomía, igualdad &nbsp;</span></div>
					<div class="stl_01" style="top: 33.7464em; left:7.092em;"><span class="stl_14 stl_08" style="word-spacing:0.09em;">y libertad (SENPLADES, 2017). &nbsp;</span></div>
					<div class="stl_01" style="top: 36.4681em; left:7.092em;"><span class="stl_14 stl_08" style="word-spacing:0.1em;">Con la intención</span><span class="stl_14 stl_08" style="word-spacing:0.05em;">&nbsp;de</span><span class="stl_14 stl_08" style="word-spacing:0.09em;">&nbsp;incentivar el</span><span class="stl_14 stl_08" style="word-spacing:0.12em;">&nbsp;bienestar</span><span class="stl_14 stl_08" style="word-spacing:0.08em;">&nbsp;social</span><span class="stl_14 stl_08" style="word-spacing:0.06em;">&nbsp;de</span><span class="stl_14 stl_08" style="word-spacing:0.07em;">&nbsp;niños</span><span class="stl_14 stl_08" style="word-spacing:0.09em;">&nbsp;en los centros educativos</span><span class="stl_14 stl_08" style="word-spacing:0.06em;">&nbsp;que &nbsp;</span></div>
					<div class="stl_01" style="top: 38.1981em; left:7.092em;"><span class="stl_14 stl_08" style="word-spacing:0.4em;">promuevan la atención a edad temprana, mejora de los hábitos de alimentación, &nbsp;</span></div>
					<div class="stl_01" style="top: 39.9181em; left:7.092em;"><span class="stl_14" style="word-spacing:0.03em;">saludables e</span><span class="stl_14" style="word-spacing:0.04em;">&nbsp;iniciativas</span><span class="stl_14" style="word-spacing:0.03em;">&nbsp;que</span><span class="stl_14" style="word-spacing:0.03em;">&nbsp;fomenten</span><span class="stl_14" style="word-spacing:0.04em;">&nbsp;la actividad de</span><span class="stl_14" style="word-spacing:0.03em;">&nbsp;física</span><span class="stl_14" style="word-spacing:0.04em;">&nbsp;y</span><span class="stl_14" style="word-spacing:0.03em;">&nbsp;mental en</span><span class="stl_14" style="word-spacing:0.04em;">&nbsp;niños.</span><span class="stl_14" style="word-spacing:0.03em;">&nbsp;El</span><span class="stl_14" style="word-spacing:0.03em;">&nbsp;estado &nbsp;</span></div>
					<div class="stl_01" style="top: 41.6481em; left:7.092em;"><span class="stl_14" style="word-spacing:-0.06em;">ecuatoriano, a través de su campaña de Responsabilidad social, pretende potenciar hábitos &nbsp;</span></div>
					<div class="stl_01" style="top: 43.3681em; left:7.092em;"><span class="stl_14 stl_08" style="word-spacing:0.07em;">de vida saludables en contra de los problemas sociales como vulnerabilidad y protección &nbsp;</span></div>
					<div class="stl_01" style="top: 45.0981em; left:7.092em;"><span class="stl_14">infantil. &nbsp;</span></div>
					<div class="stl_01" style="top: 47.8181em; left:7.092em;"><span class="stl_14 stl_08" style="word-spacing:0.18em;">El Ministerio de Inclusión Económica</span><span class="stl_14 stl_08" style="word-spacing:0.1em;">&nbsp;y</span><span class="stl_14 stl_08" style="word-spacing:0.51em;">&nbsp;Social</span><span class="stl_14 stl_08" style="word-spacing:0.16em;">&nbsp;(MIES)</span><span class="stl_14 stl_08" style="word-spacing:0.17em;">&nbsp;brinda servicios</span><span class="stl_14 stl_08" style="word-spacing:0.12em;">&nbsp;de</span><span class="stl_14 stl_08" style="word-spacing:0.18em;">&nbsp;desarrollo &nbsp;</span></div>
					<div class="stl_01" style="top: 49.5506em; left:7.092em;"><span class="stl_14" style="word-spacing:0.06em;">infantil a</span><span class="stl_14" style="word-spacing:0.06em;">&nbsp;mujeres gestantes, niños y niñas entre</span><span class="stl_14" style="word-spacing:0.05em;">&nbsp;0</span><span class="stl_14" style="word-spacing:0.07em;">&nbsp;a</span><span class="stl_14" style="word-spacing:0.06em;">&nbsp;36 meses, priorizando</span><span class="stl_14" style="word-spacing:0.07em;">&nbsp;a</span><span class="stl_14" style="word-spacing:0.06em;">&nbsp;quienes</span><span class="stl_14" style="word-spacing:0.06em;">&nbsp;se &nbsp;</span></div>
					<div class="stl_01" style="top: 51.2706em; left:7.092em;"><span class="stl_14 stl_08" style="word-spacing:0.16em;">encuentran en condiciones de vulnerabilidad, este servicio se operativiza</span><span class="stl_14 stl_08" style="word-spacing:0.16em;">&nbsp;mediante</span><span class="stl_14 stl_08" style="word-spacing:0.12em;">&nbsp;tres &nbsp;</span></div>
					<div class="stl_01" style="top: 53.0006em; left:7.092em;"><span class="stl_14" style="word-spacing:0.1em;">modalidades de atención: Creciendo con Nuestros Hijos (CNH), Círculos de Cuidado, &nbsp;</span></div>
					<div class="stl_01" style="top: 54.7206em; left:7.092em;"><span class="stl_14" style="word-spacing:-0.04em;">Recreación y</span><span class="stl_14" style="word-spacing:-0.04em;">&nbsp;Aprendizaje</span><span class="stl_14 stl_08" style="word-spacing:0.01em;">&nbsp;(CCRA)</span><span class="stl_14 stl_08" style="word-spacing:0.18em;">&nbsp;y</span><span class="stl_14 stl_08" style="word-spacing:0.02em;">&nbsp;Centros</span><span class="stl_14 stl_08" style="word-spacing:-0.02em;">&nbsp;de</span><span class="stl_14 stl_08" style="word-spacing:0.04em;">&nbsp;Desarrollo</span><span class="stl_14 stl_08" style="word-spacing:0.04em;">&nbsp;Infantil</span><span class="stl_14 stl_08" style="word-spacing:0.01em;">&nbsp;CDI),</span><span class="stl_14" style="word-spacing:-0.03em;">&nbsp;con</span><span class="stl_14 stl_08" style="word-spacing:0.05em;">&nbsp;protocolos &nbsp;</span></div>
					<div class="stl_01" style="top: 56.4506em; left:7.092em;"><span class="stl_14" style="word-spacing:-0.02em;">e instrumentos estandarizados para cada modalidad, con la finalidad de regular y orientar &nbsp;</span></div>
					<div class="stl_01" style="top: 58.1706em; left:7.092em;"><span class="stl_14" style="word-spacing:0.03em;">la prestación</span><span class="stl_14" style="word-spacing:0.03em;">&nbsp;del servicio</span><span class="stl_14" style="word-spacing:0.04em;">&nbsp;de</span><span class="stl_14" style="word-spacing:0.04em;">&nbsp;atención</span><span class="stl_14" style="word-spacing:0.03em;">&nbsp;infantil y familiar.</span><span class="stl_14" style="word-spacing:0.31em;">&nbsp;En</span><span class="stl_14" style="word-spacing:0.03em;">&nbsp;la mayoría</span><span class="stl_14" style="word-spacing:0.02em;">&nbsp;de</span><span class="stl_14" style="word-spacing:0.03em;">&nbsp;los casos</span><span class="stl_14" style="word-spacing:0.03em;">&nbsp;los &nbsp;</span></div>
					<div class="stl_01" style="top: 59.8906em; left:7.092em;"><span class="stl_14 stl_08" style="word-spacing:0.05em;">padres de los usuarios de los servicios de desarrollo Infantil son beneficiario del Bono de &nbsp;</span></div>
					<div class="stl_01" style="top: 61.6202em; left:7.092em;"><span class="stl_14 stl_08" style="word-spacing:0.12em;">Desarrollo Humano (BDH). Misión</span><span class="stl_14 stl_08" style="word-spacing:0.09em;">&nbsp;Ternura</span><span class="stl_14 stl_08" style="word-spacing:0.07em;">&nbsp;busca recuperar la</span><span class="stl_14 stl_08" style="word-spacing:0.1em;">&nbsp;centralidad del</span><span class="stl_14 stl_08" style="word-spacing:0.08em;">&nbsp;sujeto</span><span class="stl_14 stl_08" style="word-spacing:0.04em;">&nbsp;de &nbsp;</span></div>
					<div class="stl_01" style="top: 66.3044em; left:42.1083em;"><span class="stl_18">5</span></div>
				</div>
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		<div class="stl_02">
			<div class="stl_03">
				<img src="data:image/png;base64,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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: 2.8654em; left:7.092em;"><span class="stl_07 stl_08" style="word-spacing:0.06em;">Revista Científica SAPIENTIAE. Vol. 3, Núm. 6 (Ed. Esp. Octubre 2020) ISSN: 2600-6030 &nbsp;</span></div>
					<div class="stl_01" style="top: 3.8054em; left:7.092em;"><span class="stl_09 stl_10" style="font-style:italic; word-spacing:0em;">Misión Ternur<span class="stl_08">a,</span></span><span class="stl_09 stl_10" style="font-style:italic; word-spacing:0em;">&nbsp;Vulnerabilid<span class="stl_08">ad</span></span><span class="stl_09 stl_08" style="font-style:italic; word-spacing:0.04em;">&nbsp;Infantil y</span><span class="stl_09 stl_08" style="font-style:italic; word-spacing:0.06em;">&nbsp;Análisis</span><span class="stl_09 stl_08" style="font-style:italic; word-spacing:0.07em;">&nbsp;Canónico</span><span class="stl_09 stl_08" style="font-style:italic; word-spacing:0.04em;">&nbsp;No Lineal</span><span class="stl_09 stl_08" style="word-spacing:0.02em;">&nbsp;</span><span class="stl_11" style="font-style:italic; word-spacing:0.02em;">–</span><span class="stl_11 stl_08" style="word-spacing:-0.03em;">&nbsp;</span><span class="stl_09" style="font-style:italic; word-spacing:-0.03em;">Caso</span><span class="stl_09 stl_08" style="font-style:italic; word-spacing:0.04em;">&nbsp;Manabí. &nbsp;</span></div>
					<div class="stl_01" style="top: 5.9139em; left:7.092em;"><span class="stl_14 stl_08" style="word-spacing:0.07em;">derechos y trabajar en todos aquellos aspectos que permitan generar condiciones para un &nbsp;</span></div>
					<div class="stl_01" style="top: 7.6339em; left:7.092em;"><span class="stl_14 stl_08" style="word-spacing:0.06em;">apropiado desarrollo de las niñas y niños menores de 5 años, con énfasis en aquellos que &nbsp;</span></div>
					<div class="stl_01" style="top: 9.3639em; left:7.092em;"><span class="stl_14 stl_08" style="word-spacing:0.21em;">presenten mayores condiciones de vulnerabilidad, Secretaría Técnica Todo Una</span><span class="stl_14 stl_08" style="word-spacing:0.17em;">&nbsp;Vida, &nbsp;</span></div>
					<div class="stl_01" style="top: 11.0839em; left:7.092em;"><span class="stl_14">(2018). &nbsp;</span></div>
					<div class="stl_01" style="top: 13.8139em; left:7.092em;"><span class="stl_14" style="word-spacing:0.14em;">El objetivo general de</span><span class="stl_14" style="word-spacing:0.14em;">&nbsp;Misión Ternura es Promover un proceso de</span><span class="stl_14" style="word-spacing:0.14em;">&nbsp;bienestar</span><span class="stl_14" style="word-spacing:0.14em;">&nbsp;humano &nbsp;</span></div>
					<div class="stl_01" style="top: 15.5339em; left:7.092em;"><span class="stl_14 stl_08" style="word-spacing:0.26em;">mediante un accionar interinstitucional articulado, que potencie el desarrollo integral &nbsp;</span></div>
					<div class="stl_01" style="top: 17.2639em; left:7.092em;"><span class="stl_14 stl_08" style="word-spacing:0.13em;">desde la gestación</span><span class="stl_14 stl_08" style="word-spacing:0.1em;">&nbsp;y durante los primeros 5</span><span class="stl_14 stl_08" style="word-spacing:0.09em;">&nbsp;años de</span><span class="stl_14 stl_08" style="word-spacing:0.09em;">&nbsp;vida, en</span><span class="stl_14 stl_08" style="word-spacing:0.08em;">&nbsp;un</span><span class="stl_14 stl_08" style="word-spacing:0.09em;">&nbsp;marco de</span><span class="stl_14" style="word-spacing:0.06em;">&nbsp;interacciones &nbsp;</span></div>
					<div class="stl_01" style="top: 18.9839em; left:7.092em;"><span class="stl_14 stl_10" style="word-spacing:0.09em;">positivas, apego afectiv<span class="stl_08">o</span></span><span class="stl_14 stl_08" style="word-spacing:0.15em;">&nbsp;y atención receptiva, en</span><span class="stl_14 stl_08" style="word-spacing:0.18em;">&nbsp;corresponsabilidad con la</span><span class="stl_14 stl_08" style="word-spacing:0.17em;">&nbsp;familia,</span><span class="stl_14 stl_08" style="word-spacing:0.11em;">&nbsp;la &nbsp;</span></div>
					<div class="stl_01" style="top: 20.7164em; left:7.092em;"><span class="stl_14 stl_10" style="word-spacing:0em;">comunidad y los distintos niveles de gobierno, bajo el enfoque de garantía de derechos<span class="stl_16">&nbsp;y &nbsp;</span></span></div>
					<div class="stl_01" style="top: 22.4364em; left:7.092em;"><span class="stl_14" style="word-spacing:0.07em;">el reconocimiento de las</span><span class="stl_14" style="word-spacing:0.07em;">&nbsp;necesidades específicas</span><span class="stl_14" style="word-spacing:0.08em;">&nbsp;que</span><span class="stl_14" style="word-spacing:0.07em;">&nbsp;demanda el ciclo vital,</span><span class="stl_14" style="word-spacing:0.07em;">&nbsp;Secretaría &nbsp;</span></div>
					<div class="stl_01" style="top: 24.1664em; left:7.092em;"><span class="stl_14 stl_08" style="word-spacing:0.07em;">Técnica Toda Una Vida, (2018). &nbsp;</span></div>
					<div class="stl_01" style="top: 26.8864em; left:7.092em;"><span class="stl_14" style="word-spacing:0.04em;">Misión Ternura</span><span class="stl_14 stl_08" style="word-spacing:0.08em;">&nbsp;coloca en</span><span class="stl_14 stl_08" style="word-spacing:0.09em;">&nbsp;el centro del accionar</span><span class="stl_14 stl_08" style="word-spacing:0.08em;">&nbsp;social a niñas y niños, como</span><span class="stl_14 stl_08" style="word-spacing:0.11em;">&nbsp;sujetos</span><span class="stl_14 stl_08" style="word-spacing:0.06em;">&nbsp;de &nbsp;</span></div>
					<div class="stl_01" style="top: 28.6064em; left:7.092em;"><span class="stl_14" style="word-spacing:0.03em;">derechos, lo</span><span class="stl_14 stl_08" style="word-spacing:0.08em;">&nbsp;cual</span><span class="stl_14 stl_08" style="word-spacing:0.12em;">&nbsp;implica establecer</span><span class="stl_14 stl_08" style="word-spacing:0.07em;">&nbsp;una visión</span><span class="stl_14 stl_08" style="word-spacing:0.08em;">&nbsp;integral de</span><span class="stl_14 stl_08" style="word-spacing:0.11em;">&nbsp;abordaje</span><span class="stl_14 stl_08" style="word-spacing:0.05em;">&nbsp;en</span><span class="stl_14 stl_08" style="word-spacing:0.08em;">&nbsp;donde</span><span class="stl_14 stl_08" style="word-spacing:0.05em;">&nbsp;es</span><span class="stl_14 stl_08" style="word-spacing:0.05em;">&nbsp;de</span><span class="stl_14 stl_08" style="word-spacing:0.07em;">&nbsp;vital &nbsp;</span></div>
					<div class="stl_01" style="top: 30.3364em; left:7.092em;"><span class="stl_14 stl_08" style="word-spacing:0.06em;">importancia: Cuidar a la madre, Nacer bien, Cuidar con ternura a niñas y niños, y Cuidar &nbsp;</span></div>
					<div class="stl_01" style="top: 32.0564em; left:7.092em;"><span class="stl_14 stl_08" style="word-spacing:0.08em;">a las y los cuidadores. Esta intervención emblemática contempla cuatro componentes: a) &nbsp;</span></div>
					<div class="stl_01" style="top: 33.7864em; left:7.092em;"><span class="stl_14" style="word-spacing:0.32em;">Atención integral en salud con ternura, b) Alimentación y nutrición, c) Juego y &nbsp;</span></div>
					<div class="stl_01" style="top: 35.5081em; left:7.092em;"><span class="stl_14 stl_08" style="word-spacing:0.09em;">aprendizaje temprano, d) Seguridad y protección(Secretaría Técnica Una, 2018). &nbsp;</span></div>
					<div class="stl_01" style="top: 38.2381em; left:7.092em;"><span class="stl_14 stl_08" style="word-spacing:0.31em;">Es común escuchar en la población diversas creencias respecto a la vulnerabilidad &nbsp;</span></div>
					<div class="stl_01" style="top: 39.9581em; left:7.092em;"><span class="stl_15 stl_08" style="word-spacing:0.24em;">infantil, tales como “los niños y niñas que trabajan son explotados, y</span><span class="stl_15 stl_08" style="word-spacing:0.24em;">&nbsp;sus padres</span><span class="stl_15 stl_08" style="word-spacing:0.21em;">&nbsp;lo &nbsp;</span></div>
					<div class="stl_01" style="top: 41.6881em; left:7.092em;"><span class="stl_15 stl_08" style="word-spacing:0.22em;">permiten porque no los</span><span class="stl_15 stl_08" style="word-spacing:0.22em;">&nbsp;quieren”; tampoco faltan las visiones de fe expresadas en</span><span class="stl_15 stl_08" style="word-spacing:0.18em;">&nbsp;la &nbsp;</span></div>
					<div class="stl_01" style="top: 43.4081em; left:7.092em;"><span class="stl_14" style="word-spacing:-0.01em;">sigu</span><span class="stl_15 stl_08" style="word-spacing:0.07em;">iente opinión: “regresarán a la escuela, cuando tengan dinero suficiente”; igualmente &nbsp;</span></div>
					<div class="stl_01" style="top: 45.1381em; left:7.092em;"><span class="stl_15" style="word-spacing:0.12em;">abundan advertencias que hacen dudar de la</span><span class="stl_15" style="word-spacing:0.12em;">&nbsp;escuela como institución: “por medio</span><span class="stl_15" style="word-spacing:0.12em;">&nbsp;de &nbsp;</span></div>
					<div class="stl_01" style="top: 46.8581em; left:7.092em;"><span class="stl_15" style="word-spacing:0.35em;">trabajo aprenden a vivir, mientras que en la escuela nada aprenden”; hay otras &nbsp;</span></div>
					<div class="stl_01" style="top: 48.5881em; left:7.092em;"><span class="stl_14 stl_08" style="word-spacing:0.36em;">apreciaciones de corte terapéutico para asegurar que los infantes tengan una vida &nbsp;</span></div>
					<div class="stl_01" style="top: 50.3106em; left:7.092em;"><span class="stl_15 stl_08" style="word-spacing:0.21em;">adecuada en el futuro: “si los niños trabajan se les roba</span><span class="stl_15 stl_08" style="word-spacing:0.21em;">&nbsp;su infancia”; otras</span><span class="stl_15 stl_08" style="word-spacing:0.24em;">&nbsp;etiquetas &nbsp;</span></div>
					<div class="stl_01" style="top: 52.0406em; left:7.092em;"><span class="stl_15 stl_08" style="word-spacing:0.27em;">sociales deambulan por el ambiente social, como “el trabajo infantil es peligroso y &nbsp;</span></div>
					<div class="stl_01" style="top: 53.7606em; left:7.092em;"><span class="stl_14 stl_08" style="word-spacing:0.05em;">sobretodo el que se realiza fuera del hogar, pues los infantes se encuentran desprotegidos &nbsp;</span></div>
					<div class="stl_01" style="top: 55.4906em; left:7.092em;"><span class="stl_15 stl_08" style="word-spacing:0.22em;">de sus familiares”; asimismo, hay otros presupuestos que constituyen una imagen de &nbsp;</span></div>
					<div class="stl_01" style="top: 57.2106em; left:7.092em;"><span class="stl_14" style="word-spacing:-0.04em;">niños que, por su edad, no tienen voz para pronunciarse ante el mundo ni para organizarse &nbsp;</span></div>
					<div class="stl_01" style="top: 58.9406em; left:7.092em;"><span class="stl_14 stl_08" style="word-spacing:0.06em;">o ser capaces de acción colectiva, según (Leyva &amp; Palacios, 2016). &nbsp;</span></div>
					<div class="stl_01" style="top: 66.3044em; left:42.1083em;"><span class="stl_18">6</span></div>
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				<img src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAxkAAARhCAYAAABONUjdAAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAADsMAAA7DAcdvqGQAAB1XSURBVHhe7d0JkGR1fQfwDrrT/V6vgHiiRMQoKgooIC67M/1ez0LwQqMCRiMeQas0YgrLGBM0QaIEDRETY6qSilqxTLQ4VKJJxRgRlBgjETUepaUGPCCAgnvN9LELM/n/3r7pmpntWXaXFVb4fKp+Ne//rn7dVOnvu+9qAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAMB927Cz6shhmf1pv8yv6Retm3tldkuqmwZl/oWZMn9Lv2g+ul4VAAC4L+uXzZPni8b96+EO+lPNwwZl9plBN79qWLRefGuRHTLfaPxKLIu//fXNx/SL/FVpna+nAHLx3Jr9D6o2HGPupEZ72G0/qR4CAAD3RluL7PVxdmK+yB9ezxpJAeTMfpl9b2undUI9a0UROAZTE89OYeQnm4qJ59SzR3qTraJftn4yO50dX88CAADurTZM5cekoPGj+WMPzutZjUGnde6wm31qvmi06lm7ZONk44FxCdWwaL6intXY3Jl4Ytr/1TNjggwAAHAvNfeMRrOebAy7rdP7061/WbgsandFMElB48p+p3lSPasxf1rjfvUkAABwXzK3ppH1y9Zt5zYa+9WzdjB36iHZTNF81bBsvn12Kjs71Q6XQP1sbeMBvU72g+uPbhxYzwIAAO6L+kV28/xpjYl6uIN+kV82KNu3D7vt+cU16Lb79Sojm9e1Jvvd/KP1EAAAuDcbdynUpnXZmtkie2c93EE8ZSoCRa+b/3evbF2UAsfFKUQM6pAxW6+2xKDML57p5kfXw5E9vRRrnL25LwAAYA/0ivZLU/M/0+tm3+lNtTr17Ebc/L343ozFekV2WhUmprLn1bOWSMteXE8usWly4vAUTj5cDxspnLxx0M1uS5+/aaWbymfXNB7Z67S+FZ9XhZqi9b3vjTmuCBf9svWNYZl/sp61RPrcfx+UrQ0pFM1tD0LZTf1u85WLH9k7KLKzB938xs3F6gfHOPYZ4x2qzK6tNkjSsX9ua5k9vR6O1SuzK4adVU+dP7axKq1/w9h91jXbzc6LbdJ3uTZ9zkeqHSxz0wmNh8b32DC16ph61sitxzf2H7ffVN+vVwEAgLvHhqMbB/Ynm4+J6bmjGu1eJ7+sWjBGv8y+2O+253b3aVOh382vTttV92Zs6bS7O7sJfHDixBMH3fbmQdn80GwnuzCFm69HIJo/YsdLuGbWrTo6rbutX+TDcctT035LXMY1Xzxk9cYjGgf1u62/TOM7UrC4YuGekxRg3hoBZO6k9kNjHPOrQFLmX+x1W6dv62SnpPB18myRHRfLQ4SM9J3it1jxfpNekX83bbMmQtuWsr1+UOTPSeNTUyD6dhWeprPTZtJ+N6V1biwaVcBJoeAnw2726WoHy6Rw9qk49l6Zf7yeNRL/HatjLtrv39JpnZ5+t+fGvuNytXoVAAC4+810Wn88WDvx+Hq4xHyjcb/UyN+emu1BPWu3bO1W7+I4uR7uVJx96BfZWfVwp1LjfU467vdEg71tutmtZ49EyEjLllzGlcLShbF+v2iWMd5JyPjHGI8TIWP7PrJvrXSp1kLIqIcj6ZivjG3r4RI7Cxnb74PJLxuW7RvrWSMLISP9N3p1PQsAAO55vW72tbm1D3pAPVziK3HJT7ddXXKUGudD6tm7bG4qPzg15u+thyu6JMJMmd8+28meX89a0fy5jf16ZXbdLUc0VqdgcltqsP+8XjQyLmT0plpr43sMytYbq/EehoxemV8f680UrT+sZy+xN0PGlqe3H9YvWl8ZdlYdmT77jk1PazyoXlQRMmDfFv9DEP+qoZRSSv0y1g4N7e6YLfPvrvSv8iE1tzdWjWyZX7z4noZd1S+zL9STK4oGP+1/a69z54Fk0Jl4XDqeL8V0v8j+IW13Qzr+JY/dHRcyhpPto+J7pJBwToz3NGSkAHFcaupvq9adXn1EvWhkb4aMdIyXbe1kT5s7qdGujr2b/1G9qCJkwL7t7FRvU0oppX5JK/5/bI+lBvXyenKsQWr8o5GtmupufuWmFS6tWkkKGV+NMyL1cEXpOD5fNcyd7MIUZlbXs3ewtcjOWmi2h2X7RdVxrZ84vFpYGxcytkw218e6qdl/UYz3NGRsXJsdN5hcfUTcJ5ECTu9by+4J2ZshY1C2e/E3QmD67B8M0m9ZLagJGQAA3OPiLEBckpTqlBjHE5BmytZfVQtXsGGqeVhqcKvH1VZNeNXUZpfMTmePrFfZqUGRX/XzExsHxHQKHK9LjfnJ47adLe6/JjXbW6vPKPKNqSl/8/IbxeNSqXQsP5qZahwc49hv2mZbfyo/s1qhtsI9GR9O226cO76xf4xXChnp+L6b6qJ+N3tXqvMXv708QsZCgEi/25tj/WE3X3KmZlhm394bIWPmmPzg9D3+rx424iWIKXTMLj6bNLrxu5t/Nn3mu4dF9s709/w7ewIWAADsNfXN1e/ql831MY4mNY3PrxbuRISSfmrmtzfVddgo27enxv3t9SorSo35Zzat334vQb9oviIFiPeleVdXC5eZTc1xr8z/d+EzUsN8VQSLenFjbm32iLTtdfWwkhrs/0oN+n/Uw8rikDFfHHDgoGy9N203SJ//jGqFZMWQ0c2+mY7hLYNu9ob0+a8dTrePqjZIImT0uqtHj/5NgetrEboGU63fq2fFb/yNvREy0n+Xv0/HeEY9bPS6rUOr36Q78YJ61qIzGdk/Dzr5OYMiHfNU9preutaj6lUAAODudeOxjTw1qO+uhzs1qN57kV8TTe3iSg31++tVxhqW+RUbJxsPrId3Ki6tmu1MPDeFmk2x/5mp5ujpVP3J/JUp2Py0V+QfG1WZXx83p29cs/9B9WqjkBHb9srsyl6ndU5vqvWr9eLKnl4utRDQwk0nNdr9Mr89Ba7BoDPxxJiXQsb/7I2Qkeb9LH2/f1r4nnFZW2yfPm/0KFuXSwEAsE9KDeqKTfVy0YjPxj0JZXZdNLdVU54a/LmdXDqVmuVr5h47/kV/O7NxTeOgtO2WeF9GjOO+hNRg37i1zH53tpx4XpyV6K9tdlN4eHkcR2+yta7aMBl3udRyexoyZqYnnlkPKylQHFdv96Ptl3NlX72rIWPLCe14Ad+2FFxeMJiaePa2TvOkLeuaZQpYn0qBZvQoWyEDAIB9UmpQv1JP7rLUKe83U7TOiAY3qldmn6sX7aBftL5cT+621Kx/oVfmMzFdXfbUzTdUCxaJ8DEs81tT8/2BetYvNmR0J55VD0fScb6j+h06rcvSOtfc1ZARl5Sl3+0v6uHItqJ5Yuxj2GkfGWMhAwCAfVK/m39nfg/e5h1S43xR3ZjfUs9a4vri0FZquHf5TMlys93sqvQZV8T05sns1F6RXVstWCY15Z+Ny5biRvYY390h48pG4/6DbnZdnNWJe1Xucsjo5tf3i+aj6+HI7NrsEbGPfpldEGMhAwCAfUbqdO93a/2UpX6n+eHZE7NHVAv2QN2Y31YPlxhOT5zW67ZOj+mfr2s9Ks46VAuWiScmpab/3xY/OSnWTc32z/pTzcNiXAWH+vGzy22dzs7a3mxvb8zv7pAR4olZsX3UXQkZ85ONB0ZYWSn49Yvshwtnn4QMAADucfFI2OrpQ2W+eTidHxPztnTaRw6K1puqFXbB3DOW3l9RNebd/Kf1cIlhN7+8d0Lr0JhOjffZ/W4+2HLCqidXCxdJQacbjfX2hrl1bQomlw7K9nBQX4YV4SMtH1Yrj7GhaBzYT9unBvz1Mb5rIaO6p+L16dhf2Suy0wbT+TMXblzfWcgI8Xjg2MddCRmzZXZB3HtRLRgjfce3pd9iPo5pIWQMy/zS9N/1dfH0rs1Fduq2RU/RAgCAX6jBZHZqXOu//IxCr8xuWf5OigWL140nP6XG+2/rYSWa3LT9kpfEhThTsvxejbSv/QZF9p/xt541MrsuW5NCyJdTuPhxauavS43279SLGoO1E49Pyz5RD8fql/nFg072kWp6qvXxdFz/Wi1YwbDbOiM191dunDygChDxPWM8rvqTzcfEOukzLpqd3Pk7KFI4ed9MkT+lHo6k4POe2Fc9XGJYZpek7/tnMZ1+s7/bOpkfWy0YI+3/6OqYptvdW4rG6sXHOaoyry4xAwCAe0y/aJ7Xm2qtrYcjETx6RevyuBcgxstDxmxn4pQqZCx6stOC2bJ9Qb/I/Ys6AADcV/W6+cZ6cmSmkz81QkR1M3Mnu2A42T4q/f3glun2w+LSoDT/jkE3/369+kg80rbfbX1p+RkTAADgPqQKDd38b+phZfNU9sIIGNV1/2NqUOY/nj+iMVGvXtl+E3f26eHU9ns+dtGDU+XbJ3dZPEkqbvQee5lXLZb92vbJFS0Eoaz+u6+Km+LjZv24vOvAerzwuy3cJ7Nws/gOl6MBAMA9olfkl/eK1hn1sDIoJp7QK7MPpkBxQ9xcHTcdD2O6zC68ZMx9HP0ie2e8Ybse7qrfSvWaVKekinASl1/F9Kmp4niOSHV+qnir9sL9DnHPxkNSPTtVvM37N1K9NFWEnngi1btSxb0NcT9F3BDeSRWBYypVrB/j8IRUD0j1+VTxor1o4uM9FLHuy1LF552UKo7jJaniGKLZj8vL4u3fcZP30akel+qF9bz4XeLvC1LFpWax/19P9fhUsZ9HpYqQsPC0rNh/rP/YVM9LFWHhualiPwv3Z0SgiO8a61VP7ErOThXHG4+0baf6ZKoITUelAgCAe15c3tQv8y/OFPmr6llL3HRUoz1bZO+vh0vEtsMiO29QZh+qZ+2Ol6d6RaoIGtH0vzVVPJXqtanekOqAVB9NFWHjvanCefXfk1M9PFXs47dTxfz4l/zLU8WTo2I/704VASI+I5rwOBPwsVTRxEfAeVuq2G807xFcIjTEPp+TKkQYOCtVNPoRCKKxj7M+Cy8ajCAQT82aTBXBIjw/VWwXQSVCTTw96vBUf1KPY/8xHX6z/htBKYJMBKX4LhFEIizFG9UflCpCRpkqwlf4/VTxHSNcxeefmSq+4+tSAQDAviFeaNfvti7tFdkHFl5ut2Dc06VCPNa2X7Y+Mejmfz3uyVG7IP7VPs4MRJMcZwbiTEb8a3403HEGIM4ERBCIxj3Wi+a7SBUNfYSMuGwqAkI023HmII7h7akOShXBJJadkCrOcESDHvuNbQ5JFQ1+jOMMQTT/J6aKMw3R8MdZj7gcKR5bG8ErbmSPMxnxGRFO4jjj+OLsS5yliPkRZo6v/8by6VSxbuwz1ouzFcelemqqOFsSxxDBJcJDTEcwic+Mz4+K7x5nLCIQRQiL7xHHE/uN36ubKoJGhJk4mxL7/YNUAACw75g/t7Ffv8zPTHVpPauyQsiIsx83z3YnIigAAACMNzOVH5zCQ1zjP7JSyBis8MZvAACAESEDAADYqyJkDHchZFRvyhYyAACAOxM3cA/K7Mfzxx48en/FuJDxw2MaB/c6rW/WQwAAgJUNOhOP65XZhurle9Ord6w0v1fmN9SrAwAA7JptL3vST+fftH5+eQ2f9eAb61UAAAB23bZTD714XMjor8/irdsAAAC7Z1isevIdr35Kb3HA2PqSwzfOn1a9IA4AAGD3bZlqTm990WHfuP3lR24aPv+Qq29+evth9SIAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA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					<div class="stl_01" style="top: 2.9973em; left:7.302em;"><span class="stl_20 stl_08" style="font-style:italic; word-spacing:0.07em;">Analuisa Aroca &amp; Rodríguez Loor. (2020) &nbsp;</span></div>
					<div class="stl_01" style="top: 5.8639em; left:7.092em;"><span class="stl_14 stl_08" style="word-spacing:0.08em;">Las familias juegan un papel importante en el proceso de adquisición de capital humano &nbsp;</span></div>
					<div class="stl_01" style="top: 7.5939em; left:7.092em;"><span class="stl_14" style="word-spacing:0.04em;">debido a</span><span class="stl_14" style="word-spacing:0.04em;">&nbsp;la influencia</span><span class="stl_14" style="word-spacing:0.04em;">&nbsp;que</span><span class="stl_14" style="word-spacing:0.04em;">&nbsp;tienen</span><span class="stl_14" style="word-spacing:0.05em;">&nbsp;sobre</span><span class="stl_14" style="word-spacing:0.04em;">&nbsp;la</span><span class="stl_14" style="word-spacing:0.05em;">&nbsp;asignación</span><span class="stl_14" style="word-spacing:0.04em;">&nbsp;de</span><span class="stl_14" style="word-spacing:0.04em;">&nbsp;los</span><span class="stl_14" style="word-spacing:0.05em;">&nbsp;recursos</span><span class="stl_14" style="word-spacing:0.04em;">&nbsp;del hogar,</span><span class="stl_14" style="word-spacing:0.04em;">&nbsp;sobre</span><span class="stl_14" style="word-spacing:0.05em;">&nbsp;el &nbsp;</span></div>
					<div class="stl_01" style="top: 9.3139em; left:7.092em;"><span class="stl_14 stl_08" style="word-spacing:0.13em;">entorno y sobre las experiencias que viven niños y niñas en sus</span><span class="stl_14 stl_08" style="word-spacing:0.13em;">&nbsp;primeros años de</span><span class="stl_14 stl_08" style="word-spacing:0.11em;">&nbsp;vida &nbsp;</span></div>
					<div class="stl_01" style="top: 11.0439em; left:7.092em;"><span class="stl_14 stl_08" style="word-spacing:0.17em;">(Hermida, Barragan, &amp;</span><span class="stl_14 stl_08" style="word-spacing:0.19em;">&nbsp;Rodriguez,</span><span class="stl_14 stl_08" style="word-spacing:0.14em;">&nbsp;2018). El cuidado y desarrollo integral conjunto</span><span class="stl_14 stl_08" style="word-spacing:0.1em;">&nbsp;de &nbsp;</span></div>
					<div class="stl_01" style="top: 12.7639em; left:7.092em;"><span class="stl_14 stl_08" style="word-spacing:0.29em;">los ámbitos salud, nutrición, seguridad, juegos, aprendizaje temprano, protección, el &nbsp;</span></div>
					<div class="stl_01" style="top: 14.4939em; left:7.092em;"><span class="stl_14 stl_08" style="word-spacing:0.26em;">vínculo familiar e interactivo de atención percibida por los cuidadores, generan una &nbsp;</span></div>
					<div class="stl_01" style="top: 16.2139em; left:7.092em;"><span class="stl_14 stl_08" style="word-spacing:0.21em;">transformación social, expresado en necesidades y deseos de acciones afectivas en</span><span class="stl_14 stl_08" style="word-spacing:0.16em;">&nbsp;el &nbsp;</span></div>
					<div class="stl_01" style="top: 17.9439em; left:7.092em;"><span class="stl_14" style="word-spacing:0em;">entorno social. &nbsp;</span></div>
					<div class="stl_01" style="top: 20.6664em; left:7.092em;"><span class="stl_14 stl_08" style="word-spacing:0.15em;">La población en la Provincia de Manabí está compuesta en el área urbana de 378.524 &nbsp;</span></div>
					<div class="stl_01" style="top: 22.3964em; left:7.092em;"><span class="stl_14 stl_08" style="word-spacing:0.2em;">hombres y de 393.796</span><span class="stl_14 stl_08" style="word-spacing:0.23em;">&nbsp;mujeres</span><span class="stl_14 stl_08" style="word-spacing:0.19em;">&nbsp;en tanto el área rural de 321.675 hombres y</span><span class="stl_14 stl_08" style="word-spacing:0.21em;">&nbsp;296.205 &nbsp;</span></div>
					<div class="stl_01" style="top: 24.1164em; left:7.092em;"><span class="stl_14 stl_08" style="word-spacing:0.17em;">mujeres, su</span><span class="stl_14 stl_08" style="word-spacing:0.17em;">&nbsp;población</span><span class="stl_14 stl_08" style="word-spacing:0.13em;">&nbsp;infantil menor de</span><span class="stl_14 stl_08" style="word-spacing:0.09em;">&nbsp;un</span><span class="stl_14 stl_08" style="word-spacing:0.11em;">&nbsp;año fue</span><span class="stl_14 stl_08" style="word-spacing:0.09em;">&nbsp;de</span><span class="stl_14 stl_08" style="word-spacing:0.12em;">&nbsp;24555; niños de</span><span class="stl_14 stl_08" style="word-spacing:0.08em;">&nbsp;1</span><span class="stl_14 stl_08" style="word-spacing:0.1em;">&nbsp;a</span><span class="stl_14 stl_08" style="word-spacing:0.08em;">&nbsp;4</span><span class="stl_14 stl_08" style="word-spacing:0.12em;">&nbsp;años</span><span class="stl_14 stl_08" style="word-spacing:0.11em;">&nbsp;con &nbsp;</span></div>
					<div class="stl_01" style="top: 25.8464em; left:7.092em;"><span class="stl_14">1</span></div>
					<div class="stl_01" style="top: 25.8464em; left:7.592em;"><span class="stl_14 stl_08" style="word-spacing:0.04em;">17.240; niños de 5 a 9 años con 153.698, Niños de 10 a 14 años con 155.233 individuos &nbsp;</span></div>
					<div class="stl_01" style="top: 27.5664em; left:7.092em;"><span class="stl_14" style="word-spacing:0em;">de ambos sexos (Valle, 2018). &nbsp;</span></div>
					<div class="stl_01" style="top: 30.2964em; left:7.092em;"><span class="stl_14 stl_08" style="word-spacing:0.06em;">La discapacidad es una condición de salud crónica e irreversible que no se soluciona con &nbsp;</span></div>
					<div class="stl_01" style="top: 32.0164em; left:7.092em;"><span class="stl_14 stl_10" style="word-spacing:0.24em;">tratamientos clínicos o quirúrgicos, causando una limitación funcional significativ<span class="stl_08">a, &nbsp;</span></span></div>
					<div class="stl_01" style="top: 33.7464em; left:7.092em;"><span class="stl_14" style="word-spacing:-0.04em;">permanente, objetiva</span><span class="stl_14" style="word-spacing:-0.05em;">&nbsp;y</span><span class="stl_14" style="word-spacing:-0.04em;">&nbsp;comprobable,</span><span class="stl_14" style="word-spacing:0.15em;">&nbsp;para</span><span class="stl_14" style="word-spacing:-0.05em;">&nbsp;una</span><span class="stl_14" style="word-spacing:-0.05em;">&nbsp;o</span><span class="stl_14" style="word-spacing:-0.05em;">&nbsp;varias</span><span class="stl_14" style="word-spacing:-0.04em;">&nbsp;de</span><span class="stl_14" style="word-spacing:-0.04em;">&nbsp;las</span><span class="stl_14" style="word-spacing:-0.05em;">&nbsp;actividades</span><span class="stl_14" style="word-spacing:-0.05em;">&nbsp;de</span><span class="stl_14" style="word-spacing:-0.04em;">&nbsp;la</span><span class="stl_14" style="word-spacing:-0.05em;">&nbsp;vida</span><span class="stl_14" style="word-spacing:-0.05em;">&nbsp;diaria &nbsp;</span></div>
					<div class="stl_01" style="top: 35.4681em; left:7.092em;"><span class="stl_14 stl_08" style="word-spacing:0.22em;">de una persona, que son habitualmente factibles de acuerdo a su edad, género,</span><span class="stl_14 stl_08" style="word-spacing:0.2em;">&nbsp;nivel &nbsp;</span></div>
					<div class="stl_01" style="top: 37.1981em; left:7.092em;"><span class="stl_14 stl_08" style="word-spacing:0.09em;">educativo y entorno cultural SENPLADES &amp; Información, (2018), la Convención sobre &nbsp;</span></div>
					<div class="stl_01" style="top: 38.9181em; left:7.092em;"><span class="stl_14" style="word-spacing:0.15em;">los Derechos de las Personas con Discapacidad recono</span><span class="stl_15" style="word-spacing:0.15em;">ce que “la discapacidad es un &nbsp;</span></div>
					<div class="stl_01" style="top: 40.6481em; left:7.092em;"><span class="stl_14 stl_10" style="word-spacing:-0.06em;">concepto que evoluciona y que resulta de la interacción entre las personas con deficienci<span class="stl_08">as &nbsp;</span></span></div>
					<div class="stl_01" style="top: 42.3681em; left:7.092em;"><span class="stl_14 stl_08" style="word-spacing:0.03em;">y las barreras debidas a la actitud y al entorno que evitan su participación plena y efectiva &nbsp;</span></div>
					<div class="stl_01" style="top: 44.0981em; left:7.092em;"><span class="stl_14" style="word-spacing:0em;">en la sociedad, en igualdad de condicion</span><span class="stl_15" style="word-spacing:0em;">es con los demás.”(CONADIS, 2017). &nbsp;</span></div>
					<div class="stl_01" style="top: 46.8181em; left:7.092em;"><span class="stl_14 stl_08" style="word-spacing:0.04em;">Con estos antecedentes la descripción de datos multivariantes es comprender la estructura &nbsp;</span></div>
					<div class="stl_01" style="top: 48.5481em; left:7.092em;"><span class="stl_14 stl_08" style="word-spacing:0.08em;">de dependencias entre las variables. Estas dependencias pueden estudiarse: i) entre pares &nbsp;</span></div>
					<div class="stl_01" style="top: 50.2706em; left:7.092em;"><span class="stl_14" style="word-spacing:0.06em;">de variables; ii) entre una variable y todas las demás; iii) entre</span><span class="stl_14" style="word-spacing:0.06em;">&nbsp;pares de</span><span class="stl_14" style="word-spacing:0.07em;">&nbsp;variables,</span><span class="stl_14" style="word-spacing:0.06em;">&nbsp;pero &nbsp;</span></div>
					<div class="stl_01" style="top: 52.0006em; left:7.092em;"><span class="stl_14 stl_08" style="word-spacing:0.1em;">eliminando el efecto de</span><span class="stl_14 stl_08" style="word-spacing:0.05em;">&nbsp;las</span><span class="stl_14 stl_08" style="word-spacing:0.09em;">&nbsp;demás variables; iv) entre</span><span class="stl_14 stl_08" style="word-spacing:0.04em;">&nbsp;el</span><span class="stl_14 stl_08" style="word-spacing:0.08em;">&nbsp;conjunto de</span><span class="stl_14 stl_08" style="word-spacing:0.07em;">&nbsp;todas</span><span class="stl_14 stl_08" style="word-spacing:0.07em;">&nbsp;las</span><span class="stl_14 stl_08" style="word-spacing:0.13em;">&nbsp;variables, &nbsp;</span></div>
					<div class="stl_01" style="top: 53.7206em; left:7.092em;"><span class="stl_14 stl_10" style="word-spacing:0em;">(Peña, 2002)<span class="stl_08">. &nbsp;</span></span></div>
					<div class="stl_01" style="top: 56.4552em; left:16.7242em;z-index:1843; "><span class="stl_22">ꢀ</span></div>
					<div class="stl_01" style="top: 56.4552em; left:25.3258em;z-index:1863; "><span class="stl_22">ꢀ</span></div>
					<div class="stl_01" style="top: 57.0399em; left:25.5858em;"><span class="stl_23">푝</span></div>
					<div class="stl_01" style="top: 56.6252em; left:12.6917em;z-index:1850; "><span class="stl_22 stl_24">푦̂</span><span class="stl_22" style="word-spacing:0.77em;">&nbsp;</span><span class="stl_22">=</span><span class="stl_22" style="word-spacing:0.05em;">&nbsp;</span><span class="stl_22 stl_25">푦̅</span><span class="stl_22" style="word-spacing:0.47em;">&nbsp;</span><span class="stl_22" style="word-spacing:0.22em;">+ 훽</span><span class="stl_22" style="word-spacing:0.38em;">&nbsp;(</span><span class="stl_22" style="word-spacing:0em;">&nbsp;푥</span><span class="stl_22" style="word-spacing:0.7em;">&nbsp;−</span><span class="stl_22" style="word-spacing:0.7em;">&nbsp;푥 &nbsp;</span></div>
					<div class="stl_01" style="top: 56.6552em; left:20.8642em;z-index:1851; "><span class="stl_22">ꢁ</span></div>
					<div class="stl_01" style="top: 56.6252em; left:21.2942em;z-index:1870; "><span class="stl_22 stl_08" style="word-spacing:-0.03em;">)+. .</span><span class="stl_22 stl_08" style="word-spacing:-0.04em;">&nbsp;.</span><span class="stl_22 stl_08" style="word-spacing:-0.03em;">&nbsp;.</span><span class="stl_22 stl_08" style="word-spacing:-0.04em;">&nbsp;.</span><span class="stl_22 stl_08" style="word-spacing:-0.04em;">&nbsp;.</span><span class="stl_22 stl_08" style="word-spacing:-0.04em;">&nbsp;+훽</span><span class="stl_22 stl_08" style="word-spacing:0.46em;">&nbsp;ꢂ</span><span class="stl_22" style="word-spacing:0em;">&nbsp;푥</span><span class="stl_22 stl_08" style="word-spacing:0.75em;">&nbsp;−</span><span class="stl_22 stl_08" style="word-spacing:0.75em;">&nbsp;푥 &nbsp;</span></div>
					<div class="stl_01" style="top: 56.6552em; left:29.5858em;z-index:1871; "><span class="stl_22 stl_26">ꢁ</span><sub><span class="stl_23 stl_27">푝 &nbsp;</span></sub></div>
					<div class="stl_01" style="top: 56.6552em; left:30.0758em;"><span class="stl_22">ꢃ, &nbsp;</span></div>
					<div class="stl_01" style="top: 56.6552em; left:32.5058em;"><span class="stl_22" style="word-spacing:0.08em;">ꢄ =</span><span class="stl_22" style="word-spacing:0em;">&nbsp;ꢅ, …</span><span class="stl_22" style="word-spacing:-0.06em;">&nbsp;.</span><span class="stl_22" style="word-spacing:-0.06em;">&nbsp;,</span><span class="stl_22" style="word-spacing:-0.06em;">&nbsp;푛 &nbsp;</span></div>
					<div class="stl_01" style="top: 57.0399em; left:13.1717em;"><span class="stl_23">푖</span></div>
					<div class="stl_01" style="top: 57.0399em; left:16.9642em;"><span class="stl_23">1</span></div>
					<div class="stl_01" style="top: 57.0399em; left:18.6542em;"><span class="stl_23 stl_08">푖1 &nbsp;</span></div>
					<div class="stl_01" style="top: 57.0399em; left:20.8642em;z-index:1852; "><span class="stl_23">1</span></div>
					<div class="stl_01" style="top: 57.0399em; left:27.3458em;"><span class="stl_23 stl_08">푖푝 &nbsp;</span></div>
					<div class="stl_01" style="top: 58.9206em; left:7.092em;"><span class="stl_14 stl_08" style="word-spacing:0.04em;">Y se comprueba que cuando las variables explicativas toman un valor igual a su media la &nbsp;</span></div>
					<div class="stl_01" style="top: 60.6406em; left:7.092em;"><span class="stl_14 stl_08" style="word-spacing:0.06em;">variable respuesta es también igual a su media. &nbsp;</span></div>
					<div class="stl_01" style="top: 66.3044em; left:42.1083em;"><span class="stl_18">7</span></div>
				</div>
			</div>
		</div>
		<div class="stl_02">
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src="data:image/png;base64,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					<div class="stl_01" style="top: 2.8654em; left:7.092em;"><span class="stl_07 stl_08" style="word-spacing:0.06em;">Revista Científica SAPIENTIAE. Vol. 3, Núm. 6 (Ed. Esp. Octubre 2020) ISSN: 2600-6030 &nbsp;</span></div>
					<div class="stl_01" style="top: 3.8054em; left:7.092em;"><span class="stl_09 stl_10" style="font-style:italic; word-spacing:0em;">Misión Ternur<span class="stl_08">a,</span></span><span class="stl_09 stl_10" style="font-style:italic; word-spacing:0em;">&nbsp;Vulnerabilid<span class="stl_08">ad</span></span><span class="stl_09 stl_08" style="font-style:italic; word-spacing:0.04em;">&nbsp;Infantil y</span><span class="stl_09 stl_08" style="font-style:italic; word-spacing:0.06em;">&nbsp;Análisis</span><span class="stl_09 stl_08" style="font-style:italic; word-spacing:0.07em;">&nbsp;Canónico</span><span class="stl_09 stl_08" style="font-style:italic; word-spacing:0.04em;">&nbsp;No Lineal</span><span class="stl_09 stl_08" style="word-spacing:0.02em;">&nbsp;</span><span class="stl_11" style="font-style:italic; word-spacing:0.02em;">–</span><span class="stl_11 stl_08" style="word-spacing:-0.03em;">&nbsp;</span><span class="stl_09" style="font-style:italic; word-spacing:-0.03em;">Caso</span><span class="stl_09 stl_08" style="font-style:italic; word-spacing:0.04em;">&nbsp;Manabí. &nbsp;</span></div>
					<div class="stl_01" style="top: 5.9139em; left:7.092em;"><span class="stl_14" style="word-spacing:0.3em;">En el caso de la construcción de índices, la estadística multivariante facilita dos &nbsp;</span></div>
					<div class="stl_01" style="top: 7.6339em; left:7.092em;"><span class="stl_14 stl_08" style="word-spacing:0.14em;">operaciones muy importantes. Primero, al ofrecer un sistema</span><span class="stl_14 stl_08" style="word-spacing:0.11em;">&nbsp;para determinar un</span><span class="stl_14 stl_08" style="word-spacing:0.12em;">&nbsp;índice &nbsp;</span></div>
					<div class="stl_01" style="top: 9.3639em; left:7.092em;"><span class="stl_14 stl_08" style="word-spacing:0.23em;">que resuma la información que pueda contenerse en un conjunto de indicadores. En &nbsp;</span></div>
					<div class="stl_01" style="top: 11.0839em; left:7.092em;"><span class="stl_14" style="word-spacing:0em;">segundo lugar, al permitir la medición y establecimiento de índices a partir de realidades &nbsp;</span></div>
					<div class="stl_01" style="top: 12.8139em; left:7.092em;"><span class="stl_14 stl_08" style="word-spacing:0.14em;">subjetivas que son difíciles observar de forma objetiva (Alaminos, Fránces, Penalva,</span><span class="stl_14 stl_08" style="word-spacing:0.07em;">&nbsp;&amp; &nbsp;</span></div>
					<div class="stl_01" style="top: 14.5339em; left:7.092em;"><span class="stl_14 stl_08" style="word-spacing:0.07em;">Santacreu, 2015). Muchos procedimientos estadísticos, tales como el análisis factorial, el &nbsp;</span></div>
					<div class="stl_01" style="top: 16.2639em; left:7.092em;"><span class="stl_14" style="word-spacing:0.13em;">análisis de conglomerados, o el escalamiento multidimensional tienen como punto de &nbsp;</span></div>
					<div class="stl_01" style="top: 17.9839em; left:7.092em;"><span class="stl_14 stl_08" style="word-spacing:0.21em;">partida la matriz que define las distancias o las</span><span class="stl_14 stl_08" style="word-spacing:0.22em;">&nbsp;proximidades entre pares de casos</span><span class="stl_14 stl_08" style="word-spacing:0.16em;">&nbsp;o &nbsp;</span></div>
					<div class="stl_01" style="top: 19.7139em; left:7.092em;"><span class="stl_14 stl_08" style="word-spacing:0.1em;">variables. Las distancias son el</span><span class="stl_14 stl_08" style="word-spacing:0.07em;">&nbsp;punto de</span><span class="stl_14 stl_08" style="word-spacing:0.07em;">&nbsp;partida en</span><span class="stl_14 stl_08" style="word-spacing:0.09em;">&nbsp;el análisis (las distancias</span><span class="stl_14 stl_08" style="word-spacing:0.07em;">&nbsp;entre</span><span class="stl_14 stl_08" style="word-spacing:0.07em;">&nbsp;casos &nbsp;</span></div>
					<div class="stl_01" style="top: 21.4364em; left:7.092em;"><span class="stl_14 stl_08" style="word-spacing:0.08em;">o variables), en el escalamiento multidimensional (distancias entre casos o también entre &nbsp;</span></div>
					<div class="stl_01" style="top: 23.1664em; left:7.092em;"><span class="stl_14 stl_08" style="word-spacing:0.04em;">variables), en el análisis factorial (la similitud entre variables define el factor). En los tres &nbsp;</span></div>
					<div class="stl_01" style="top: 24.8864em; left:7.092em;"><span class="stl_14 stl_08" style="word-spacing:0.27em;">métodos, la similitud o la disimilitud son muy importantes dado que los casos son &nbsp;</span></div>
					<div class="stl_01" style="top: 26.6064em; left:7.092em;"><span class="stl_14 stl_08" style="word-spacing:0.07em;">agrupados en función a su proximidad. &nbsp;</span></div>
					<div class="stl_01" style="top: 29.3364em; left:7.092em;"><span class="stl_14 stl_08" style="word-spacing:0.28em;">El análisis de conglomerados es (en el caso de métodos jerárquicos) en gran parte &nbsp;</span></div>
					<div class="stl_01" style="top: 31.0564em; left:7.092em;"><span class="stl_14 stl_10" style="word-spacing:0em;">exploratorio. Por ello, son varias las presentaciones gráficas de la misma información d<span class="stl_16">e &nbsp;</span></span></div>
					<div class="stl_01" style="top: 32.7864em; left:7.092em;"><span class="stl_14 stl_08" style="word-spacing:0.26em;">forma que ayude al investigador a decidir el número de grupos, como por ejemplo &nbsp;</span></div>
					<div class="stl_01" style="top: 34.5081em; left:7.092em;"><span class="stl_14 stl_08" style="word-spacing:0.19em;">representando la forma de un árbol (Hartigan, 1975). En ese sentido, el</span><span class="stl_14" style="word-spacing:0.13em;">&nbsp;dendrograma &nbsp;</span></div>
					<div class="stl_01" style="top: 36.2381em; left:7.092em;"><span class="stl_14 stl_08" style="word-spacing:0.03em;">(Sokal and Sneath, 1963) es una expresión gráfica de este proceso de agrupación de casos &nbsp;</span></div>
					<div class="stl_01" style="top: 37.9581em; left:7.092em;"><span class="stl_14 stl_08" style="word-spacing:0.07em;">y clústeres (Alaminos et al., 2015). &nbsp;</span></div>
					<div class="stl_01" style="top: 40.6881em; left:7.092em;"><span class="stl_14" style="word-spacing:0em;">Alkire (2013) citado por Aldaz &amp; Albuja, (2017), considera la metodología de juicios de &nbsp;</span></div>
					<div class="stl_01" style="top: 42.4081em; left:7.092em;"><span class="stl_14 stl_08" style="word-spacing:0.04em;">valor en base a políticas, restricciones en criterios estadísticos y empíricos para el método &nbsp;</span></div>
					<div class="stl_01" style="top: 44.1381em; left:7.092em;"><span class="stl_14 stl_10" style="word-spacing:0.09em;">Alkire-Foster considera las siguientes características: i)Propósito, un indicador robu<span class="stl_08">sto &nbsp;</span></span></div>
					<div class="stl_01" style="top: 45.8581em; left:7.092em;"><span class="stl_14" style="word-spacing:0.12em;">apegado a</span><span class="stl_14" style="word-spacing:0.11em;">&nbsp;la realidad; ii) Unidad de análisis de estudio ( los hogares o</span><span class="stl_14" style="word-spacing:0.11em;">&nbsp;personas);</span><span class="stl_14" style="word-spacing:0.11em;">&nbsp;iii) &nbsp;</span></div>
					<div class="stl_01" style="top: 47.5881em; left:7.092em;"><span class="stl_14 stl_08" style="word-spacing:0.28em;">Dimensiones, para la medición de la pobreza multidimensional; iv) Indicadores son &nbsp;</span></div>
					<div class="stl_01" style="top: 49.3106em; left:7.092em;"><span class="stl_14" style="word-spacing:-0.02em;">valores que forman parte de las columnas; v) Umbrales de privación para cada uno de los &nbsp;</span></div>
					<div class="stl_01" style="top: 51.0406em; left:7.092em;"><span class="stl_14" style="word-spacing:0.17em;">indicadores; vi) Ponderación y/o valores para cada indicador; vii) Línea de pobreza, &nbsp;</span></div>
					<div class="stl_01" style="top: 52.7606em; left:7.092em;"><span class="stl_14 stl_08" style="word-spacing:0.07em;">asociada al umbral de todos los indicadores. &nbsp;</span></div>
					<div class="stl_01" style="top: 55.4906em; left:7.092em;"><span class="stl_14 stl_08" style="word-spacing:0.47em;">La vulnerabilidad mencionada como parte de un análisis estadístico de manera &nbsp;</span></div>
					<div class="stl_01" style="top: 57.2106em; left:7.092em;"><span class="stl_14" style="word-spacing:0.01em;">multivariable se</span><span class="stl_14 stl_08" style="word-spacing:0.36em;">&nbsp;relaciona</span><span class="stl_14 stl_08" style="word-spacing:0.03em;">&nbsp;no</span><span class="stl_14 stl_08" style="word-spacing:0.1em;">&nbsp;solamente</span><span class="stl_14 stl_08" style="word-spacing:0.05em;">&nbsp;con</span><span class="stl_14 stl_08" style="word-spacing:0.04em;">&nbsp;el</span><span class="stl_14 stl_08" style="word-spacing:0.07em;">&nbsp;riesgo</span><span class="stl_14 stl_08" style="word-spacing:0.07em;">&nbsp;del análisis</span><span class="stl_14 stl_08" style="word-spacing:0.05em;">&nbsp;sino que</span><span class="stl_14 stl_08" style="word-spacing:0.07em;">&nbsp;se</span><span class="stl_14 stl_08" style="word-spacing:0.08em;">&nbsp;extiende</span><span class="stl_14 stl_08" style="word-spacing:0.02em;">&nbsp;a &nbsp;</span></div>
					<div class="stl_01" style="top: 58.9406em; left:7.092em;"><span class="stl_14 stl_08" style="word-spacing:0.04em;">la pruebas de hipótesis es decir, la información es vulnerable cuando se expone a factores &nbsp;</span></div>
					<div class="stl_01" style="top: 60.6606em; left:7.092em;"><span class="stl_14 stl_08" style="word-spacing:0.49em;">que la convierten en objeto de discriminación de variables, errores Tipo II e &nbsp;</span></div>
					<div class="stl_01" style="top: 62.3902em; left:7.092em;"><span class="stl_14">interpretación. &nbsp;</span></div>
					<div class="stl_01" style="top: 66.3044em; left:42.1083em;"><span class="stl_18">8</span></div>
				</div>
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		<div class="stl_02">
			<div class="stl_03">
				<img src="data:image/png;base64,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" alt="" class="stl_19" />
			</div>
			<div class="stl_view">
				<div class="stl_05 stl_06">
					<div class="stl_01" style="top: 2.9973em; left:7.302em;"><span class="stl_20 stl_08" style="font-style:italic; word-spacing:0.07em;">Analuisa Aroca &amp; Rodríguez Loor. (2020) &nbsp;</span></div>
					<div class="stl_01" style="top: 5.8639em; left:7.092em;"><span class="stl_12" style="font-weight:bold; word-spacing:0em;">Importancia del Problema &nbsp;</span></div>
					<div class="stl_01" style="top: 8.5939em; left:7.092em;"><span class="stl_14 stl_08" style="word-spacing:0.14em;">Los niños que crecen</span><span class="stl_14 stl_08" style="word-spacing:0.14em;">&nbsp;en familias</span><span class="stl_14 stl_08" style="word-spacing:0.15em;">&nbsp;en situación de vulnerabilidad, están</span><span class="stl_14 stl_08" style="word-spacing:0.13em;">&nbsp;en riesgo</span><span class="stl_14 stl_08" style="word-spacing:0.1em;">&nbsp;de</span><span class="stl_14 stl_08" style="word-spacing:0.1em;">&nbsp;no &nbsp;</span></div>
					<div class="stl_01" style="top: 10.3139em; left:7.092em;"><span class="stl_14 stl_08" style="word-spacing:0.42em;">desarrollar completamente las destrezas, las diferencias socioeconómicas se hacen &nbsp;</span></div>
					<div class="stl_01" style="top: 12.0439em; left:7.092em;"><span class="stl_14 stl_08" style="word-spacing:0.02em;">presentes desde edades tempranas, frente a este problema el apoyo a edad temprana puede &nbsp;</span></div>
					<div class="stl_01" style="top: 13.7639em; left:7.092em;"><span class="stl_14 stl_08" style="word-spacing:0.11em;">reducir las brechas de</span><span class="stl_14 stl_08" style="word-spacing:0.1em;">&nbsp;desarrollo social en</span><span class="stl_14 stl_08" style="word-spacing:0.07em;">&nbsp;el</span><span class="stl_14 stl_08" style="word-spacing:0.13em;">&nbsp;contexto socioeconómico. Los</span><span class="stl_14 stl_08" style="word-spacing:0.14em;">&nbsp;organismos &nbsp;</span></div>
					<div class="stl_01" style="top: 15.4939em; left:7.092em;"><span class="stl_14 stl_08" style="word-spacing:0.05em;">públicos tienen entonces la obligación de protección contra los factores de vulnerabilidad &nbsp;</span></div>
					<div class="stl_01" style="top: 17.2139em; left:7.092em;"><span class="stl_14 stl_08" style="word-spacing:0.25em;">infantil, deficiencias nutricionales, situación de violencia, apoyo familiar que pueden &nbsp;</span></div>
					<div class="stl_01" style="top: 18.9439em; left:7.092em;"><span class="stl_14 stl_08" style="word-spacing:0.09em;">comprometer el bienestar y desarrollo infantil. &nbsp;</span></div>
					<div class="stl_01" style="top: 21.6664em; left:7.092em;"><span class="stl_14 stl_08" style="word-spacing:0.15em;">El objetivo principal de este estudio es aportar una visión comprehensiva</span><span class="stl_14 stl_08" style="word-spacing:0.13em;">&nbsp;del grado</span><span class="stl_14 stl_08" style="word-spacing:0.1em;">&nbsp;de &nbsp;</span></div>
					<div class="stl_01" style="top: 23.3964em; left:7.092em;"><span class="stl_14 stl_08" style="word-spacing:0.14em;">apoyo en que se han desarrollado la implementación del Programa Misión</span><span class="stl_14 stl_08" style="word-spacing:0.15em;">&nbsp;Ternura,</span><span class="stl_14 stl_08" style="word-spacing:0.09em;">&nbsp;en &nbsp;</span></div>
					<div class="stl_01" style="top: 25.1164em; left:7.092em;"><span class="stl_14 stl_08" style="word-spacing:0.06em;">los 8 cantones de la provincia de Manabí. &nbsp;</span></div>
					<div class="stl_01" style="top: 27.8464em; left:7.092em;"><span class="stl_14" style="word-spacing:0em;">Como objetivos específicos tenemos: &nbsp;</span></div>
					<div class="stl_01" style="top: 30.5664em; left:9.4517em;"><span class="stl_14">a) &nbsp;</span></div>
					<div class="stl_01" style="top: 30.5664em; left:12.9917em;"><span class="stl_14 stl_08" style="word-spacing:0.35em;">Analizar las interacciones sociales de las personas con discapacidad, &nbsp;</span></div>
					<div class="stl_01" style="top: 32.2964em; left:9.4517em;"><span class="stl_14 stl_08" style="word-spacing:0.09em;">teniendo en cuenta la cobertura con variables socioeconómicas. &nbsp;</span></div>
					<div class="stl_01" style="top: 35.0181em; left:9.4517em;"><span class="stl_14 stl_10">b<span class="stl_10">) &nbsp;</span></span></div>
					<div class="stl_01" style="top: 35.0181em; left:12.9917em;"><span class="stl_14" style="word-spacing:0.05em;">Interpretar la interacción</span><span class="stl_14" style="word-spacing:0.06em;">&nbsp;de</span><span class="stl_14" style="word-spacing:0.05em;">&nbsp;datos</span><span class="stl_14" style="word-spacing:0.05em;">&nbsp;de vulnerabilidad</span><span class="stl_14" style="word-spacing:0.05em;">&nbsp;y las</span><span class="stl_14" style="word-spacing:0.06em;">&nbsp;condiciones</span><span class="stl_14" style="word-spacing:0.05em;">&nbsp;en &nbsp;</span></div>
					<div class="stl_01" style="top: 36.7481em; left:9.4517em;"><span class="stl_14 stl_08" style="word-spacing:0.07em;">cuanto al número de datos de los individuos involucrados. &nbsp;</span></div>
					<div class="stl_01" style="top: 42.2066em; left:7.092em;"><span class="stl_28 stl_08" style="font-weight:bold;">METODOLOG<span class="stl_10">ÍA &nbsp;</span></span></div>
					<div class="stl_01" style="top: 45.2081em; left:7.092em;"><span class="stl_14 stl_08" style="word-spacing:0.27em;">Utilizando información de datos de la zonal 4, proporcionada por el (MIES), en</span><span class="stl_14 stl_08" style="word-spacing:0.22em;">&nbsp;la &nbsp;</span></div>
					<div class="stl_01" style="top: 46.9281em; left:7.092em;"><span class="stl_14 stl_08" style="word-spacing:0.26em;">encuesta recoge información sobre las características de los hogares ecuatorianos en &nbsp;</span></div>
					<div class="stl_01" style="top: 48.6581em; left:7.092em;"><span class="stl_14 stl_08" style="word-spacing:0.13em;">especial a las personas con prioridad de vulnerabilidad social de la provincia Manabí</span><span class="stl_14 stl_08" style="word-spacing:0.07em;">&nbsp;y &nbsp;</span></div>
					<div class="stl_01" style="top: 50.3806em; left:7.092em;"><span class="stl_14 stl_08" style="word-spacing:0.5em;">responsables de niños con discapacidad, utilizando un diseño muestral de tipo &nbsp;</span></div>
					<div class="stl_01" style="top: 52.1106em; left:7.092em;"><span class="stl_14 stl_08" style="word-spacing:0.17em;">probabilístico con representatividad provincial a nivel urbano y rural, los datos fueron &nbsp;</span></div>
					<div class="stl_01" style="top: 53.8306em; left:7.092em;"><span class="stl_14 stl_10" style="word-spacing:0em;">recabados entre Noviembre del 2018 y Noviembre del 2019, con una muestra de 32.838<span class="stl_16">, &nbsp;</span></span></div>
					<div class="stl_01" style="top: 55.5606em; left:7.092em;"><span class="stl_14 stl_08" style="word-spacing:0.16em;">existe información completa para el</span><span class="stl_14 stl_08" style="word-spacing:0.12em;">&nbsp;64% es decir</span><span class="stl_14 stl_08" style="word-spacing:0.14em;">&nbsp;21184, constituida de 32 variables</span><span class="stl_14 stl_08" style="word-spacing:0.09em;">&nbsp;y &nbsp;</span></div>
					<div class="stl_01" style="top: 57.2806em; left:7.092em;"><span class="stl_14">1</span></div>
					<div class="stl_01" style="top: 57.2806em; left:7.592em;"><span class="stl_14" style="word-spacing:0.11em;">23 opciones de respuestas, aparte de</span><span class="stl_14" style="word-spacing:0.12em;">&nbsp;datos como</span><span class="stl_14" style="word-spacing:0.11em;">&nbsp;edad, talla, (antropométricos)</span><span class="stl_14" style="word-spacing:0.11em;">&nbsp;sexo, &nbsp;</span></div>
					<div class="stl_01" style="top: 59.0106em; left:7.092em;"><span class="stl_14 stl_08" style="word-spacing:0.24em;">edad, se les preguntan aspectos relacionados con el bienestar familiar, luego de una &nbsp;</span></div>
					<div class="stl_01" style="top: 60.7306em; left:7.092em;"><span class="stl_14 stl_10" style="word-spacing:0em;">imputación de datos en algunas respuestas se depura gran cantidad de información sob<span class="stl_16">re &nbsp;</span></span></div>
					<div class="stl_01" style="top: 62.4602em; left:7.092em;"><span class="stl_14 stl_08" style="word-spacing:0.03em;">todo las relacionadas con la categoría de bienestar emocional, se consideran las siguientes &nbsp;</span></div>
					<div class="stl_01" style="top: 66.3044em; left:42.1083em;"><span class="stl_18">9</span></div>
				</div>
			</div>
		</div>
		<div class="stl_02">
			<div class="stl_03">
				<img src="data:image/png;base64,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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: 2.8654em; left:7.092em;"><span class="stl_07 stl_08" style="word-spacing:0.06em;">Revista Científica SAPIENTIAE. Vol. 3, Núm. 6 (Ed. Esp. Octubre 2020) ISSN: 2600-6030 &nbsp;</span></div>
					<div class="stl_01" style="top: 3.8054em; left:7.092em;"><span class="stl_09 stl_10" style="font-style:italic; word-spacing:0em;">Misión Ternur<span class="stl_08">a,</span></span><span class="stl_09 stl_10" style="font-style:italic; word-spacing:0em;">&nbsp;Vulnerabilid<span class="stl_08">ad</span></span><span class="stl_09 stl_08" style="font-style:italic; word-spacing:0.04em;">&nbsp;Infantil y</span><span class="stl_09 stl_08" style="font-style:italic; word-spacing:0.06em;">&nbsp;Análisis</span><span class="stl_09 stl_08" style="font-style:italic; word-spacing:0.07em;">&nbsp;Canónico</span><span class="stl_09 stl_08" style="font-style:italic; word-spacing:0.04em;">&nbsp;No Lineal</span><span class="stl_09 stl_08" style="word-spacing:0.02em;">&nbsp;</span><span class="stl_11" style="font-style:italic; word-spacing:0.02em;">–</span><span class="stl_11 stl_08" style="word-spacing:-0.03em;">&nbsp;</span><span class="stl_09" style="font-style:italic; word-spacing:-0.03em;">Caso</span><span class="stl_09 stl_08" style="font-style:italic; word-spacing:0.04em;">&nbsp;Manabí. &nbsp;</span></div>
					<div class="stl_01" style="top: 5.9139em; left:7.092em;"><span class="stl_14 stl_08" style="word-spacing:0.07em;">variables cualitativas y cuantitativas para la agrupación de variantes como: cantón, etnia, &nbsp;</span></div>
					<div class="stl_01" style="top: 7.6339em; left:7.092em;"><span class="stl_14" style="word-spacing:0.16em;">vía de acceso a la vivienda, tipo de vivienda, estado general de la vivienda, tipo de &nbsp;</span></div>
					<div class="stl_01" style="top: 9.3639em; left:7.092em;"><span class="stl_14 stl_08" style="word-spacing:0.07em;">propiedad de vivienda, procedencia del agua, total de personas que viven en la vivienda, &nbsp;</span></div>
					<div class="stl_01" style="top: 11.0839em; left:7.092em;"><span class="stl_14" style="word-spacing:0em;">padre vive</span><span class="stl_14" style="word-spacing:0em;">&nbsp;en</span><span class="stl_14" style="word-spacing:0.02em;">&nbsp;el</span><span class="stl_14" style="word-spacing:0.01em;">&nbsp;hogar,</span><span class="stl_14" style="word-spacing:0.01em;">&nbsp;padre</span><span class="stl_14" style="word-spacing:0em;">&nbsp;trabaja,</span><span class="stl_14" style="word-spacing:0.02em;">&nbsp;madre</span><span class="stl_14" style="word-spacing:0em;">&nbsp;vive</span><span class="stl_14" style="word-spacing:0.03em;">&nbsp;en</span><span class="stl_14" style="word-spacing:0.01em;">&nbsp;el</span><span class="stl_14" style="word-spacing:0.01em;">&nbsp;hogar,</span><span class="stl_14" style="word-spacing:0.01em;">&nbsp;madre</span><span class="stl_14" style="word-spacing:0em;">&nbsp;trabaja,</span><span class="stl_14" style="word-spacing:0.01em;">&nbsp;han</span><span class="stl_14" style="word-spacing:0.01em;">&nbsp;sufrido &nbsp;</span></div>
					<div class="stl_01" style="top: 12.8139em; left:7.092em;"><span class="stl_14 stl_10" style="word-spacing:0.48em;">violencia familiar, servicios básicos electricidad, internet, alcantarillado, basura<span class="stl_08">, &nbsp;</span></span></div>
					<div class="stl_01" style="top: 14.5339em; left:7.092em;"><span class="stl_14 stl_08" style="word-spacing:0.22em;">variables sociales, tiene discapacidad, género al que pertenece,</span><span class="stl_14 stl_08" style="word-spacing:0.18em;">&nbsp;edad (en años),</span><span class="stl_14 stl_08" style="word-spacing:0.19em;">&nbsp;existe &nbsp;</span></div>
					<div class="stl_01" style="top: 16.2639em; left:7.092em;"><span class="stl_14" style="word-spacing:0.09em;">hacinamiento en el hogar, tipo de desnutrición crónica de la persona favorecida por la &nbsp;</span></div>
					<div class="stl_01" style="top: 17.9839em; left:7.092em;"><span class="stl_14 stl_08" style="word-spacing:0.04em;">atención del programa. Posteriormente agrupadas en conjunto de variables como sociales, &nbsp;</span></div>
					<div class="stl_01" style="top: 19.7139em; left:7.092em;"><span class="stl_14 stl_08" style="word-spacing:0.17em;">servicios básicos y actividad en el hogar. Para el tamaño de la muestra se consideran &nbsp;</span></div>
					<div class="stl_01" style="top: 21.4364em; left:7.092em;"><span class="stl_14" style="word-spacing:0.11em;">individuos de 8</span><span class="stl_14" style="word-spacing:0.12em;">&nbsp;cantones de</span><span class="stl_14" style="word-spacing:0.11em;">&nbsp;la provincia entre los que</span><span class="stl_14" style="word-spacing:0.11em;">&nbsp;destaca: 24 de Mayo,</span><span class="stl_14" style="word-spacing:0.11em;">&nbsp;Jipijapa, &nbsp;</span></div>
					<div class="stl_01" style="top: 23.1664em; left:7.092em;"><span class="stl_14" style="word-spacing:0.02em;">Olmedo, Paján, Pichincha,</span><span class="stl_14" style="word-spacing:0.02em;">&nbsp;Portoviejo, Puerto López, Santa</span><span class="stl_14" style="word-spacing:0.03em;">&nbsp;Ana.</span><span class="stl_14" style="word-spacing:0.04em;">&nbsp;Como</span><span class="stl_14" style="word-spacing:0.02em;">&nbsp;se</span><span class="stl_14" style="word-spacing:0.03em;">&nbsp;muestra</span><span class="stl_14" style="word-spacing:0.01em;">&nbsp;en</span><span class="stl_14" style="word-spacing:0.03em;">&nbsp;el &nbsp;</span></div>
					<div class="stl_01" style="top: 24.8864em; left:7.092em;"><span class="stl_14 stl_08" style="word-spacing:0.14em;">resumen de</span><span class="stl_14 stl_08" style="word-spacing:0.1em;">&nbsp;Lista</span><span class="stl_14 stl_08" style="word-spacing:0.07em;">&nbsp;de</span><span class="stl_14 stl_08" style="word-spacing:0.14em;">&nbsp;variables</span><span class="stl_14 stl_08" style="word-spacing:0.11em;">&nbsp;Anexos</span><span class="stl_14 stl_08" style="word-spacing:0.1em;">&nbsp;N°1,</span><span class="stl_14 stl_08" style="word-spacing:0.09em;">&nbsp;cada</span><span class="stl_14 stl_08" style="word-spacing:0.14em;">&nbsp;variable contiene algunas</span><span class="stl_14 stl_08" style="word-spacing:0.13em;">&nbsp;opciones</span><span class="stl_14 stl_08" style="word-spacing:0.07em;">&nbsp;de &nbsp;</span></div>
					<div class="stl_01" style="top: 26.6064em; left:7.092em;"><span class="stl_14 stl_08" style="word-spacing:0.05em;">respuesta para los individuos en estudio Anexo 2, Anexo 3, Anexo 4 y Anexo 5. Para las &nbsp;</span></div>
					<div class="stl_01" style="top: 28.3364em; left:7.092em;"><span class="stl_14" style="word-spacing:0.1em;">respuestas acerca</span><span class="stl_14" style="word-spacing:0.09em;">&nbsp;de discapacidad se</span><span class="stl_14" style="word-spacing:0.09em;">&nbsp;utilizó una forma de respuesta dicotómico</span><span class="stl_14" style="word-spacing:0.09em;">&nbsp;(Si=1; &nbsp;</span></div>
					<div class="stl_01" style="top: 30.0564em; left:7.092em;"><span class="stl_14" style="word-spacing:0em;">No=2) y para género (Masculino=M; Femenino=F). &nbsp;</span></div>
					<div class="stl_01" style="top: 32.7864em; left:7.092em;"><span class="stl_14 stl_08" style="word-spacing:0.15em;">Posteriormente utilizando el programa estadístico SPSS, se utilizó el modelo Canónico &nbsp;</span></div>
					<div class="stl_01" style="top: 34.5081em; left:7.092em;"><span class="stl_14 stl_08" style="word-spacing:0.08em;">No Lineal, para asociar con las siguientes dimensiones: &nbsp;</span></div>
					<div class="stl_01" style="top: 37.2381em; left:8.8717em;"><span class="stl_14">1</span></div>
					<div class="stl_01" style="top: 39.9581em; left:8.8717em;"><span class="stl_14">2</span></div>
					<div class="stl_01" style="top: 37.2381em; left:9.3717em;"><span class="stl_14 stl_08" style="word-spacing:0.27em;">. Ubicación</span><span class="stl_14 stl_08" style="word-spacing:0.03em;">&nbsp;del</span><span class="stl_14 stl_08" style="word-spacing:0.1em;">&nbsp;individuo:</span><span class="stl_14 stl_08" style="word-spacing:0.07em;">&nbsp;Cantón,</span><span class="stl_14 stl_08" style="word-spacing:0.04em;">&nbsp;Vías</span><span class="stl_14 stl_08" style="word-spacing:0.04em;">&nbsp;de acceso</span><span class="stl_14 stl_08" style="word-spacing:0.01em;">&nbsp;a</span><span class="stl_14 stl_08" style="word-spacing:0.03em;">&nbsp;la</span><span class="stl_14 stl_08" style="word-spacing:0.09em;">&nbsp;vivienda,</span><span class="stl_14 stl_08" style="word-spacing:0.03em;">&nbsp;Tipo de</span><span class="stl_14 stl_08" style="word-spacing:0.09em;">&nbsp;vivienda. &nbsp;</span></div>
					<div class="stl_01" style="top: 39.9581em; left:9.3717em;"><span class="stl_14" style="word-spacing:0.17em;">. Identificación</span><span class="stl_14 stl_08" style="word-spacing:0.03em;">&nbsp;del</span><span class="stl_14 stl_08" style="word-spacing:0.1em;">&nbsp;Individuo:</span><span class="stl_14 stl_08" style="word-spacing:0.06em;">&nbsp;Etnia,</span><span class="stl_14 stl_08" style="word-spacing:0.07em;">&nbsp;género,</span><span class="stl_14" style="word-spacing:0em;">&nbsp;discapacidad. &nbsp;</span></div>
					<div class="stl_01" style="top: 42.6881em; left:7.092em;"><span class="stl_14 stl_08" style="word-spacing:0.08em;">Los análisis realizados son exploratorios, basados en síntesis estadísticos de información &nbsp;</span></div>
					<div class="stl_01" style="top: 44.4081em; left:7.092em;"><span class="stl_14 stl_10" style="word-spacing:0em;">descriptiva-comparativa y el tratamiento gráfico correspondiente al análisis respecti<span class="stl_08">vo. &nbsp;</span></span></div>
					<div class="stl_01" style="top: 49.8691em; left:7.092em;"><span class="stl_28 stl_08" style="font-weight:bold; word-spacing:0.03em;">RESULTADOS Y DISCUSIÓN &nbsp;</span></div>
					<div class="stl_01" style="top: 52.8806em; left:7.092em;"><span class="stl_14 stl_08" style="word-spacing:0.16em;">Al realizar el análisis podemos observar que</span><span class="stl_14 stl_08" style="word-spacing:0.16em;">&nbsp;al establecer</span><span class="stl_14 stl_08" style="word-spacing:0.16em;">&nbsp;las dimensiones tenemos</span><span class="stl_14 stl_08" style="word-spacing:0.11em;">&nbsp;un &nbsp;</span></div>
					<div class="stl_01" style="top: 54.6006em; left:7.092em;"><span class="stl_14" style="word-spacing:0em;">valor mínimo de perdidas considerando de esta forma un valor aceptable de la sumatoria &nbsp;</span></div>
					<div class="stl_01" style="top: 56.3306em; left:7.092em;"><span class="stl_14 stl_08" style="word-spacing:0.02em;">de las dimensiones es decir del 1,27, como se muestra en la Tabla 1; Resumen de análisis, &nbsp;</span></div>
					<div class="stl_01" style="top: 58.0506em; left:7.092em;"><span class="stl_14" style="word-spacing:0.05em;">considerando el</span><span class="stl_14" style="word-spacing:0.04em;">&nbsp;valor total de</span><span class="stl_14" style="word-spacing:0.04em;">&nbsp;la muestra</span><span class="stl_14" style="word-spacing:0.04em;">&nbsp;y</span><span class="stl_14" style="word-spacing:0.05em;">&nbsp;el</span><span class="stl_14" style="word-spacing:0.04em;">&nbsp;número de</span><span class="stl_14" style="word-spacing:0.05em;">&nbsp;interacciones que</span><span class="stl_14" style="word-spacing:0.04em;">&nbsp;soporta</span><span class="stl_14" style="word-spacing:0.04em;">&nbsp;para &nbsp;</span></div>
					<div class="stl_01" style="top: 59.7806em; left:7.092em;"><span class="stl_14 stl_08" style="word-spacing:0.06em;">el análisis de la muestra en estudio. &nbsp;</span></div>
					<div class="stl_01" style="top: 66.3044em; left:41.6983em;"><span class="stl_18">1</span></div>
					<div class="stl_01" style="top: 66.3044em; left:42.1183em;"><span class="stl_18">0</span></div>
				</div>
			</div>
		</div>
		<div class="stl_02">
			<div class="stl_03">
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" alt="" class="stl_29" />
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				<div class="stl_05 stl_06">
					<div class="stl_01" style="top: 2.9973em; left:7.302em;"><span class="stl_20 stl_08" style="font-style:italic; word-spacing:0.07em;">Analuisa Aroca &amp; Rodríguez Loor. (2020) &nbsp;</span></div>
					<div class="stl_01" style="top: 5.8637em; left:19.8042em;"><span class="stl_30 stl_10" style="font-weight:bold; font-style:italic; word-spacing:0em;">Tabla 1:<span class="stl_16">&nbsp;</span></span><span class="stl_31" style="font-style:italic; word-spacing:0.02em;">Resumen de Análisis &nbsp;</span></div>
					<div class="stl_01" style="top: 8.0154em; left:21.2142em;"><span class="stl_32" style="font-weight:bold; word-spacing:0.01em;">Resumen de análisis &nbsp;</span></div>
					<div class="stl_01" style="top: 9.4954em; left:25.6258em;"><span class="stl_33 stl_10">Dimensió<span class="stl_16">n &nbsp;</span></span></div>
					<div class="stl_01" style="top: 10.9754em; left:25.1042em;"><span class="stl_33">1</span></div>
					<div class="stl_01" style="top: 10.9754em; left:29.3758em;"><span class="stl_33">2</span></div>
					<div class="stl_01" style="top: 10.9754em; left:32.9058em;"><span class="stl_33">Suma &nbsp;</span></div>
					<div class="stl_01" style="top: 12.4554em; left:33.1258em;"><span class="stl_33 stl_10">,72<span class="stl_16">7 &nbsp;</span></span></div>
					<div class="stl_01" style="top: 13.9354em; left:33.1258em;"><span class="stl_33 stl_10">,73<span class="stl_16">2 &nbsp;</span></span></div>
					<div class="stl_01" style="top: 15.4154em; left:33.1258em;"><span class="stl_33 stl_10">,73<span class="stl_16">0 &nbsp;</span></span></div>
					<div class="stl_01" style="top: 12.4554em; left:14.3217em;"><span class="stl_33 stl_10">Pérdid<span class="stl_16">a &nbsp;</span></span></div>
					<div class="stl_01" style="top: 12.4554em; left:18.3242em;"><span class="stl_33" style="word-spacing:0.01em;">Establecer 1 &nbsp;</span></div>
					<div class="stl_01" style="top: 12.4554em; left:24.5842em;"><span class="stl_33 stl_10">,23<span class="stl_16">9 &nbsp;</span></span></div>
					<div class="stl_01" style="top: 13.9354em; left:24.5842em;"><span class="stl_33 stl_10">,23<span class="stl_16">9 &nbsp;</span></span></div>
					<div class="stl_01" style="top: 15.4154em; left:24.5842em;"><span class="stl_33 stl_10">,23<span class="stl_16">9 &nbsp;</span></span></div>
					<div class="stl_01" style="top: 16.8854em; left:24.5842em;"><span class="stl_33 stl_10">,76<span class="stl_16">1 &nbsp;</span></span></div>
					<div class="stl_01" style="top: 12.4554em; left:28.8558em;"><span class="stl_33 stl_10">,48<span class="stl_16">8 &nbsp;</span></span></div>
					<div class="stl_01" style="top: 13.9354em; left:28.8558em;"><span class="stl_33 stl_10">,49<span class="stl_16">3 &nbsp;</span></span></div>
					<div class="stl_01" style="top: 15.4154em; left:28.8558em;"><span class="stl_33 stl_10">,49<span class="stl_16">0 &nbsp;</span></span></div>
					<div class="stl_01" style="top: 16.8854em; left:28.8558em;"><span class="stl_33 stl_10">,51<span class="stl_16">0 &nbsp;</span></span></div>
					<div class="stl_01" style="top: 13.9354em; left:18.3242em;"><span class="stl_33" style="word-spacing:0.01em;">Establecer 2 &nbsp;</span></div>
					<div class="stl_01" style="top: 15.4154em; left:19.3142em;"><span class="stl_33">Media &nbsp;</span></div>
					<div class="stl_01" style="top: 16.8854em; left:16.7142em;"><span class="stl_33 stl_10">Autoval<span class="stl_16">or &nbsp;</span></span></div>
					<div class="stl_01" style="top: 18.3654em; left:17.3142em;"><span class="stl_33">Ajuste &nbsp;</span></div>
					<div class="stl_01" style="top: 18.3654em; left:32.9158em;"><span class="stl_33 stl_10">1,27<span class="stl_16">0 &nbsp;</span></span></div>
					<div class="stl_01" style="top: 20.8479em; left:20.0842em;"><span class="stl_30" style="font-weight:bold; font-style:italic; word-spacing:0.02em;">Fuente: Investigación 2020 &nbsp;</span></div>
					<div class="stl_01" style="top: 21.8079em; left:19.8942em;"><span class="stl_30 stl_10" style="font-weight:bold; font-style:italic; word-spacing:0em;">Elaborado por: Los Autores<span class="stl_16">. &nbsp;</span></span></div>
					<div class="stl_01" style="top: 23.7664em; left:7.092em;"><span class="stl_14 stl_08" style="word-spacing:0.11em;">Los valores aceptables como se</span><span class="stl_14 stl_08" style="word-spacing:0.08em;">&nbsp;muestra en</span><span class="stl_14 stl_08" style="word-spacing:0.07em;">&nbsp;la Tabla 2 de</span><span class="stl_14 stl_08" style="word-spacing:0.09em;">&nbsp;Ajuste de datos,</span><span class="stl_14 stl_08" style="word-spacing:0.07em;">&nbsp;para el</span><span class="stl_14 stl_08" style="word-spacing:0.1em;">&nbsp;ajuste &nbsp;</span></div>
					<div class="stl_01" style="top: 25.4864em; left:7.092em;"><span class="stl_14 stl_10" style="word-spacing:0em;">de las variables que mejor aportan en las interacciones simples y múltiples son: cantón <span class="stl_16">y &nbsp;</span></span></div>
					<div class="stl_01" style="top: 27.2164em; left:7.092em;"><span class="stl_14" style="word-spacing:0.03em;">etnia en</span><span class="stl_14" style="word-spacing:0.03em;">&nbsp;cada</span><span class="stl_14" style="word-spacing:0.03em;">&nbsp;dimensión</span><span class="stl_14" style="word-spacing:0.04em;">&nbsp;de</span><span class="stl_14" style="word-spacing:0.03em;">&nbsp;identidad de los</span><span class="stl_14" style="word-spacing:0.03em;">&nbsp;individuos en</span><span class="stl_14" style="word-spacing:0.03em;">&nbsp;estudio, con valores de</span><span class="stl_14" style="word-spacing:0.03em;">&nbsp;0,683 &nbsp;</span></div>
					<div class="stl_01" style="top: 28.9364em; left:7.092em;"><span class="stl_14" style="word-spacing:-0.02em;">y 0,760 aceptables significativamente para las variables cualitativas en el ajuste múltiple, &nbsp;</span></div>
					<div class="stl_01" style="top: 30.6664em; left:7.092em;"><span class="stl_14 stl_08" style="word-spacing:0.12em;">con valores similares en</span><span class="stl_14 stl_08" style="word-spacing:0.08em;">&nbsp;el</span><span class="stl_14 stl_08" style="word-spacing:0.11em;">&nbsp;ajuste</span><span class="stl_14 stl_08" style="word-spacing:0.08em;">&nbsp;simple y en sus</span><span class="stl_14" style="word-spacing:0.06em;">&nbsp;sumatorias,</span><span class="stl_14 stl_08" style="word-spacing:0.14em;">&nbsp;demostrando además</span><span class="stl_14 stl_08" style="word-spacing:0.08em;">&nbsp;que &nbsp;</span></div>
					<div class="stl_01" style="top: 32.3864em; left:7.092em;"><span class="stl_14 stl_08" style="word-spacing:0.06em;">no existe perdida por ajuste en los datos. &nbsp;</span></div>
					<div class="stl_01" style="top: 35.6495em; left:20.6042em;"><span class="stl_30 stl_10" style="font-weight:bold; font-style:italic; word-spacing:0em;">Tabla 2:<span class="stl_16">&nbsp;</span></span><span class="stl_31" style="font-style:italic; word-spacing:0.01em;">Ajuste de datos. &nbsp;</span></div>
					<div class="stl_01" style="top: 37.7895em; left:11.9217em;"><span class="stl_32" style="font-weight:bold;">Ajuste &nbsp;</span></div>
					<div class="stl_01" style="top: 39.2695em; left:11.9217em;"><span class="stl_33" style="word-spacing:0.02em;">Ajuste múltiple &nbsp;</span></div>
					<div class="stl_01" style="top: 40.7495em; left:11.9217em;"><span class="stl_33 stl_10">Dimensió<span class="stl_16">n &nbsp;</span></span></div>
					<div class="stl_01" style="top: 39.2695em; left:20.6942em;"><span class="stl_33" style="word-spacing:0.01em;">Ajuste simple &nbsp;</span></div>
					<div class="stl_01" style="top: 40.7495em; left:20.6942em;"><span class="stl_33 stl_10">Dimensió<span class="stl_16">n &nbsp;</span></span></div>
					<div class="stl_01" style="top: 39.2695em; left:29.4758em;"><span class="stl_33" style="word-spacing:0.02em;">Pérdida simple &nbsp;</span></div>
					<div class="stl_01" style="top: 40.7495em; left:29.4758em;"><span class="stl_33 stl_10">Dimensió<span class="stl_16">n &nbsp;</span></span></div>
					<div class="stl_01" style="top: 42.2295em; left:11.9217em;"><span class="stl_33">1</span></div>
					<div class="stl_01" style="top: 42.2295em; left:14.8317em;"><span class="stl_33">2</span></div>
					<div class="stl_01" style="top: 42.2295em; left:17.7642em;"><span class="stl_33">Suma &nbsp;</span></div>
					<div class="stl_01" style="top: 43.7096em; left:17.7642em;"><span class="stl_33 stl_10">,68<span class="stl_16">7 &nbsp;</span></span></div>
					<div class="stl_01" style="top: 45.1895em; left:17.7642em;"><span class="stl_33 stl_10">,48<span class="stl_16">5 &nbsp;</span></span></div>
					<div class="stl_01" style="top: 46.6695em; left:17.7642em;"><span class="stl_33 stl_10">,09<span class="stl_16">6 &nbsp;</span></span></div>
					<div class="stl_01" style="top: 48.1495em; left:17.7642em;"><span class="stl_33 stl_10">,76<span class="stl_16">1 &nbsp;</span></span></div>
					<div class="stl_01" style="top: 49.6321em; left:17.7642em;"><span class="stl_33 stl_10">,43<span class="stl_16">8 &nbsp;</span></span></div>
					<div class="stl_01" style="top: 51.102em; left:17.7642em;"><span class="stl_33 stl_10">,06<span class="stl_16">7 &nbsp;</span></span></div>
					<div class="stl_01" style="top: 42.2295em; left:20.6942em;"><span class="stl_33">1</span></div>
					<div class="stl_01" style="top: 42.2295em; left:23.6142em;"><span class="stl_33">2</span></div>
					<div class="stl_01" style="top: 42.2295em; left:26.5458em;"><span class="stl_33">Suma &nbsp;</span></div>
					<div class="stl_01" style="top: 43.7096em; left:26.5458em;"><span class="stl_33 stl_10">,68<span class="stl_16">7 &nbsp;</span></span></div>
					<div class="stl_01" style="top: 45.1895em; left:26.5458em;"><span class="stl_33 stl_10">,48<span class="stl_16">5 &nbsp;</span></span></div>
					<div class="stl_01" style="top: 46.6695em; left:26.5458em;"><span class="stl_33 stl_10">,09<span class="stl_16">6 &nbsp;</span></span></div>
					<div class="stl_01" style="top: 48.1495em; left:26.5458em;"><span class="stl_33 stl_10">,76<span class="stl_16">0 &nbsp;</span></span></div>
					<div class="stl_01" style="top: 49.6321em; left:26.5458em;"><span class="stl_33 stl_10">,43<span class="stl_16">8 &nbsp;</span></span></div>
					<div class="stl_01" style="top: 51.102em; left:26.5458em;"><span class="stl_33 stl_10">,06<span class="stl_16">7 &nbsp;</span></span></div>
					<div class="stl_01" style="top: 42.2295em; left:29.4758em;"><span class="stl_33">1</span></div>
					<div class="stl_01" style="top: 42.2295em; left:32.4058em;"><span class="stl_33">2</span></div>
					<div class="stl_01" style="top: 42.2295em; left:35.3358em;"><span class="stl_33">Suma &nbsp;</span></div>
					<div class="stl_01" style="top: 43.7096em; left:35.3358em;"><span class="stl_33 stl_10">,00<span class="stl_16">0 &nbsp;</span></span></div>
					<div class="stl_01" style="top: 45.1895em; left:35.3358em;"><span class="stl_33 stl_10">,00<span class="stl_16">0 &nbsp;</span></span></div>
					<div class="stl_01" style="top: 46.6695em; left:35.3358em;"><span class="stl_33 stl_10">,00<span class="stl_16">0 &nbsp;</span></span></div>
					<div class="stl_01" style="top: 48.1495em; left:35.3358em;"><span class="stl_33 stl_10">,00<span class="stl_16">1 &nbsp;</span></span></div>
					<div class="stl_01" style="top: 49.6321em; left:35.3358em;"><span class="stl_33 stl_10">,00<span class="stl_16">0 &nbsp;</span></span></div>
					<div class="stl_01" style="top: 51.102em; left:35.3358em;"><span class="stl_33 stl_10">,00<span class="stl_16">0 &nbsp;</span></span></div>
					<div class="stl_01" style="top: 43.7096em; left:11.9217em;"><span class="stl_33">,</span></div>
					<div class="stl_01" style="top: 45.1895em; left:11.9217em;"><span class="stl_33">,</span></div>
					<div class="stl_01" style="top: 46.6695em; left:11.9217em;"><span class="stl_33">,</span></div>
					<div class="stl_01" style="top: 48.1495em; left:11.9217em;"><span class="stl_33">,</span></div>
					<div class="stl_01" style="top: 49.6321em; left:11.9217em;"><span class="stl_33">,</span></div>
					<div class="stl_01" style="top: 51.102em; left:11.9217em;"><span class="stl_33">,</span></div>
					<div class="stl_01" style="top: 43.7096em; left:12.1308em;"><span class="stl_33 stl_16">683 &nbsp;</span></div>
					<div class="stl_01" style="top: 43.7096em; left:14.8317em;"><span class="stl_33 stl_10">,00<span class="stl_16">4 &nbsp;</span></span></div>
					<div class="stl_01" style="top: 45.1895em; left:14.8317em;"><span class="stl_33 stl_10">,48<span class="stl_16">1 &nbsp;</span></span></div>
					<div class="stl_01" style="top: 46.6695em; left:14.8317em;"><span class="stl_33 stl_10">,07<span class="stl_16">6 &nbsp;</span></span></div>
					<div class="stl_01" style="top: 48.1495em; left:14.8317em;"><span class="stl_33 stl_10">,00<span class="stl_16">1 &nbsp;</span></span></div>
					<div class="stl_01" style="top: 49.6321em; left:14.8317em;"><span class="stl_33 stl_10">,43<span class="stl_16">8 &nbsp;</span></span></div>
					<div class="stl_01" style="top: 51.102em; left:14.8317em;"><span class="stl_33 stl_10">,06<span class="stl_16">7 &nbsp;</span></span></div>
					<div class="stl_01" style="top: 43.7096em; left:20.6942em;"><span class="stl_33 stl_10">,68<span class="stl_16">3 &nbsp;</span></span></div>
					<div class="stl_01" style="top: 45.1895em; left:20.6942em;"><span class="stl_33 stl_10">,00<span class="stl_16">5 &nbsp;</span></span></div>
					<div class="stl_01" style="top: 46.6695em; left:20.6942em;"><span class="stl_33 stl_10">,02<span class="stl_16">0 &nbsp;</span></span></div>
					<div class="stl_01" style="top: 48.1495em; left:20.6942em;"><span class="stl_33 stl_10">,76<span class="stl_16">0 &nbsp;</span></span></div>
					<div class="stl_01" style="top: 49.6321em; left:20.6942em;"><span class="stl_33 stl_10">,00<span class="stl_16">0 &nbsp;</span></span></div>
					<div class="stl_01" style="top: 51.102em; left:20.6942em;"><span class="stl_33 stl_10">,00<span class="stl_16">0 &nbsp;</span></span></div>
					<div class="stl_01" style="top: 43.7096em; left:23.6142em;"><span class="stl_33 stl_10">,00<span class="stl_16">4 &nbsp;</span></span></div>
					<div class="stl_01" style="top: 45.1895em; left:23.6142em;"><span class="stl_33 stl_10">,48<span class="stl_16">1 &nbsp;</span></span></div>
					<div class="stl_01" style="top: 46.6695em; left:23.6142em;"><span class="stl_33 stl_10">,07<span class="stl_16">6 &nbsp;</span></span></div>
					<div class="stl_01" style="top: 48.1495em; left:23.6142em;"><span class="stl_33 stl_10">,00<span class="stl_16">0 &nbsp;</span></span></div>
					<div class="stl_01" style="top: 49.6321em; left:23.6142em;"><span class="stl_33 stl_10">,43<span class="stl_16">8 &nbsp;</span></span></div>
					<div class="stl_01" style="top: 51.102em; left:23.6142em;"><span class="stl_33 stl_10">,06<span class="stl_16">7 &nbsp;</span></span></div>
					<div class="stl_01" style="top: 43.7096em; left:29.4758em;"><span class="stl_33 stl_10">,00<span class="stl_16">0 &nbsp;</span></span></div>
					<div class="stl_01" style="top: 45.1895em; left:29.4758em;"><span class="stl_33 stl_10">,00<span class="stl_16">0 &nbsp;</span></span></div>
					<div class="stl_01" style="top: 46.6695em; left:29.4758em;"><span class="stl_33 stl_10">,00<span class="stl_16">0 &nbsp;</span></span></div>
					<div class="stl_01" style="top: 48.1495em; left:29.4758em;"><span class="stl_33 stl_10">,00<span class="stl_16">0 &nbsp;</span></span></div>
					<div class="stl_01" style="top: 49.6321em; left:29.4758em;"><span class="stl_33 stl_10">,00<span class="stl_16">0 &nbsp;</span></span></div>
					<div class="stl_01" style="top: 51.102em; left:29.4758em;"><span class="stl_33 stl_10">,00<span class="stl_16">0 &nbsp;</span></span></div>
					<div class="stl_01" style="top: 43.7096em; left:32.4058em;"><span class="stl_33 stl_10">,00<span class="stl_16">0 &nbsp;</span></span></div>
					<div class="stl_01" style="top: 45.1895em; left:32.4058em;"><span class="stl_33 stl_10">,00<span class="stl_16">0 &nbsp;</span></span></div>
					<div class="stl_01" style="top: 46.6695em; left:32.4058em;"><span class="stl_33 stl_10">,00<span class="stl_16">0 &nbsp;</span></span></div>
					<div class="stl_01" style="top: 48.1495em; left:32.4058em;"><span class="stl_33 stl_10">,00<span class="stl_16">1 &nbsp;</span></span></div>
					<div class="stl_01" style="top: 49.6321em; left:32.4058em;"><span class="stl_33 stl_10">,00<span class="stl_16">0 &nbsp;</span></span></div>
					<div class="stl_01" style="top: 51.102em; left:32.4058em;"><span class="stl_33 stl_10">,00<span class="stl_16">0 &nbsp;</span></span></div>
					<div class="stl_01" style="top: 45.1895em; left:12.1308em;"><span class="stl_33 stl_16">005 &nbsp;</span></div>
					<div class="stl_01" style="top: 46.6695em; left:12.1308em;"><span class="stl_33 stl_16">020 &nbsp;</span></div>
					<div class="stl_01" style="top: 48.1495em; left:12.1308em;"><span class="stl_33 stl_16">760 &nbsp;</span></div>
					<div class="stl_01" style="top: 49.6321em; left:12.1308em;"><span class="stl_33 stl_16">000 &nbsp;</span></div>
					<div class="stl_01" style="top: 51.102em; left:12.1308em;"><span class="stl_33 stl_16">000 &nbsp;</span></div>
					<div class="stl_01" style="top: 52.582em; left:11.9217em;"><span class="stl_33" style="word-spacing:0.01em;">a. Nivel de escalamiento óptimo: Nominal simple &nbsp;</span></div>
					<div class="stl_01" style="top: 55.0221em; left:20.0842em;"><span class="stl_30" style="font-weight:bold; font-style:italic; word-spacing:0.02em;">Fuente: Investigación 2020 &nbsp;</span></div>
					<div class="stl_01" style="top: 55.982em; left:19.8942em;"><span class="stl_30" style="font-weight:bold; font-style:italic; word-spacing:0.01em;">Elaborado por: Los Autores. &nbsp;</span></div>
					<div class="stl_01" style="top: 66.3044em; left:41.6983em;"><span class="stl_18">1</span></div>
					<div class="stl_01" style="top: 66.3044em; left:42.1183em;"><span class="stl_18">1</span></div>
				</div>
			</div>
		</div>
		<div class="stl_02">
			<div class="stl_03">
				<img 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" 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					<div class="stl_01" style="top: 2.8654em; left:7.092em;"><span class="stl_07 stl_08" style="word-spacing:0.06em;">Revista Científica SAPIENTIAE. Vol. 3, Núm. 6 (Ed. Esp. Octubre 2020) ISSN: 2600-6030 &nbsp;</span></div>
					<div class="stl_01" style="top: 3.8054em; left:7.092em;"><span class="stl_09 stl_10" style="font-style:italic; word-spacing:0em;">Misión Ternur<span class="stl_08">a,</span></span><span class="stl_09 stl_10" style="font-style:italic; word-spacing:0em;">&nbsp;Vulnerabilid<span class="stl_08">ad</span></span><span class="stl_09 stl_08" style="font-style:italic; word-spacing:0.04em;">&nbsp;Infantil y</span><span class="stl_09 stl_08" style="font-style:italic; word-spacing:0.06em;">&nbsp;Análisis</span><span class="stl_09 stl_08" style="font-style:italic; word-spacing:0.07em;">&nbsp;Canónico</span><span class="stl_09 stl_08" style="font-style:italic; word-spacing:0.04em;">&nbsp;No Lineal</span><span class="stl_09 stl_08" style="word-spacing:0.02em;">&nbsp;</span><span class="stl_11" style="font-style:italic; word-spacing:0.02em;">–</span><span class="stl_11 stl_08" style="word-spacing:-0.03em;">&nbsp;</span><span class="stl_09" style="font-style:italic; word-spacing:-0.03em;">Caso</span><span class="stl_09 stl_08" style="font-style:italic; word-spacing:0.04em;">&nbsp;Manabí. &nbsp;</span></div>
					<div class="stl_01" style="top: 5.9137em; left:18.3642em;"><span class="stl_30" style="font-weight:bold; font-style:italic; word-spacing:0.01em;">Gráfica 1. </span><span class="stl_31" style="font-style:italic; word-spacing:0.02em;">Saturación en componentes &nbsp;</span></div>
					<div class="stl_01" style="top: 24.8679em; left:20.0842em;"><span class="stl_30" style="font-weight:bold; font-style:italic; word-spacing:0.02em;">Fuente: Investigación 2020 &nbsp;</span></div>
					<div class="stl_01" style="top: 25.8279em; left:17.6142em;"><span class="stl_30 stl_10" style="font-weight:bold; font-style:italic; word-spacing:0.01em;">Elaborado por: Analuisa I y Rodríguez A<span class="stl_16">. &nbsp;</span></span></div>
					<div class="stl_01" style="top: 27.8164em; left:7.092em;"><span class="stl_14" style="word-spacing:0.05em;">En la Gráfica</span><span class="stl_14" style="word-spacing:0.05em;">&nbsp;1,</span><span class="stl_14" style="word-spacing:0.05em;">&nbsp;se pueden observar una</span><span class="stl_14" style="word-spacing:0.06em;">&nbsp;relación significativa</span><span class="stl_14" style="word-spacing:0.05em;">&nbsp;entre la identificación</span><span class="stl_14" style="word-spacing:0.05em;">&nbsp;de &nbsp;</span></div>
					<div class="stl_01" style="top: 29.5464em; left:7.092em;"><span class="stl_14 stl_08" style="word-spacing:0.01em;">las personas o etnia y el cantón donde se ubican, las demás variables en su extremos como &nbsp;</span></div>
					<div class="stl_01" style="top: 31.2664em; left:7.092em;"><span class="stl_14 stl_08" style="word-spacing:0.17em;">vía de acceso a la vivienda se encuentran a los extremos del cuadrante</span><span class="stl_14 stl_08" style="word-spacing:0.16em;">&nbsp;I, similar a</span><span class="stl_14 stl_08" style="word-spacing:0.14em;">&nbsp;la &nbsp;</span></div>
					<div class="stl_01" style="top: 32.9964em; left:7.092em;"><span class="stl_14 stl_08" style="word-spacing:0.19em;">variable género en el extremo compartido del cuadrante</span><span class="stl_14 stl_08" style="word-spacing:0.16em;">&nbsp;III</span><span class="stl_14 stl_08" style="word-spacing:0.12em;">&nbsp;y</span><span class="stl_14 stl_08" style="word-spacing:0.15em;">&nbsp;IV, es de</span><span class="stl_14 stl_10" style="word-spacing:0.12em;">&nbsp;consideració<span class="stl_08">n &nbsp;</span></span></div>
					<div class="stl_01" style="top: 34.7181em; left:7.092em;"><span class="stl_14 stl_08" style="word-spacing:0.1em;">observar que la discapacidad tiene mayor</span><span class="stl_14 stl_08" style="word-spacing:0.1em;">&nbsp;cercanía</span><span class="stl_14 stl_08" style="word-spacing:0.07em;">&nbsp;con</span><span class="stl_14 stl_08" style="word-spacing:0.06em;">&nbsp;el tipo de</span><span class="stl_14 stl_08" style="word-spacing:0.07em;">&nbsp;vivienda y</span><span class="stl_14 stl_08" style="word-spacing:0.09em;">&nbsp;tienen</span><span class="stl_14 stl_08" style="word-spacing:0.07em;">&nbsp;poca &nbsp;</span></div>
					<div class="stl_01" style="top: 36.4481em; left:7.092em;"><span class="stl_14 stl_08" style="word-spacing:0.26em;">significancia o es indiferente con el género, la etnia y el cantón, el género en esta &nbsp;</span></div>
					<div class="stl_01" style="top: 38.1681em; left:7.092em;"><span class="stl_14 stl_08" style="word-spacing:0.08em;">investigación no tiene significancia. Podríamos decir que la discapacidad no identifica el &nbsp;</span></div>
					<div class="stl_01" style="top: 39.8981em; left:7.092em;"><span class="stl_14 stl_08" style="word-spacing:0.11em;">género, el</span><span class="stl_14 stl_08" style="word-spacing:0.09em;">&nbsp;cantón,</span><span class="stl_14 stl_08" style="word-spacing:0.08em;">&nbsp;etnia, pero</span><span class="stl_14 stl_08" style="word-spacing:0.05em;">&nbsp;está</span><span class="stl_14 stl_08" style="word-spacing:0.1em;">&nbsp;relacionado con</span><span class="stl_14 stl_08" style="word-spacing:0.05em;">&nbsp;vías de</span><span class="stl_14 stl_08" style="word-spacing:0.08em;">&nbsp;acceso</span><span class="stl_14 stl_08" style="word-spacing:0.06em;">&nbsp;al lugar</span><span class="stl_14 stl_08" style="word-spacing:0.07em;">&nbsp;donde</span><span class="stl_14 stl_08" style="word-spacing:0.08em;">&nbsp;habitan &nbsp;</span></div>
					<div class="stl_01" style="top: 41.6181em; left:7.092em;"><span class="stl_14 stl_10" style="word-spacing:0em;">estas personas<span class="stl_08">. &nbsp;</span></span></div>
					<div class="stl_01" style="top: 43.3495em; left:16.7242em;"><span class="stl_30 stl_10" style="font-weight:bold; font-style:italic; word-spacing:0em;">Gráfica 2.<span class="stl_16">&nbsp;</span></span><span class="stl_31" style="font-style:italic; word-spacing:0.02em;">Coordenadas de categorías múltiples &nbsp;</span></div>
					<div class="stl_01" style="top: 62.1417em; left:20.0842em;"><span class="stl_30" style="font-weight:bold; font-style:italic; word-spacing:0.02em;">Fuente: Investigación 2020 &nbsp;</span></div>
					<div class="stl_01" style="top: 63.1017em; left:17.6142em;"><span class="stl_30 stl_10" style="font-weight:bold; font-style:italic; word-spacing:0.01em;">Elaborado por: Analuisa I y Rodríguez A<span class="stl_16">. &nbsp;</span></span></div>
					<div class="stl_01" style="top: 66.3044em; left:41.6983em;"><span class="stl_18">1</span></div>
					<div class="stl_01" style="top: 66.3044em; left:42.1183em;"><span class="stl_18">2</span></div>
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src="data:image/png;base64,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				<div class="stl_05 stl_06">
					<div class="stl_01" style="top: 2.9973em; left:7.302em;"><span class="stl_20 stl_08" style="font-style:italic; word-spacing:0.07em;">Analuisa Aroca &amp; Rodríguez Loor. (2020) &nbsp;</span></div>
					<div class="stl_01" style="top: 5.8639em; left:7.092em;"><span class="stl_14" style="word-spacing:0.03em;">En la Gráfica</span><span class="stl_14" style="word-spacing:0.04em;">&nbsp;2,</span><span class="stl_14" style="word-spacing:0.03em;">&nbsp;se</span><span class="stl_14" style="word-spacing:0.03em;">&nbsp;puede</span><span class="stl_14" style="word-spacing:0.04em;">&nbsp;observar que</span><span class="stl_14" style="word-spacing:0.03em;">&nbsp;los</span><span class="stl_14" style="word-spacing:0.03em;">&nbsp;cantones Santa</span><span class="stl_14" style="word-spacing:0.03em;">&nbsp;Ana,</span><span class="stl_14" style="word-spacing:0.04em;">&nbsp;24</span><span class="stl_14" style="word-spacing:0.03em;">&nbsp;de</span><span class="stl_14" style="word-spacing:0.03em;">&nbsp;Mayo,</span><span class="stl_14" style="word-spacing:0.03em;">&nbsp;Pichincha, &nbsp;</span></div>
					<div class="stl_01" style="top: 7.5939em; left:7.092em;"><span class="stl_14" style="word-spacing:0.04em;">son los que</span><span class="stl_14" style="word-spacing:0.04em;">&nbsp;se identifican</span><span class="stl_14" style="word-spacing:0.04em;">&nbsp;en mayor</span><span class="stl_14" style="word-spacing:0.03em;">&nbsp;cantidad</span><span class="stl_14" style="word-spacing:0.04em;">&nbsp;como montubios y</span><span class="stl_14" style="word-spacing:0.03em;">&nbsp;mulatos,</span><span class="stl_14" style="word-spacing:0.04em;">&nbsp;dentro de</span><span class="stl_14" style="word-spacing:0.04em;">&nbsp;este &nbsp;</span></div>
					<div class="stl_01" style="top: 9.3139em; left:7.092em;"><span class="stl_14 stl_08" style="word-spacing:0.07em;">grupo un valor relativo bajo se identifica como negro, y otro; el lugar donde viven es en &nbsp;</span></div>
					<div class="stl_01" style="top: 11.0439em; left:7.092em;"><span class="stl_14 stl_08" style="word-spacing:0.19em;">cuartos y mediagua, las vías de acceso a estos lugares es por caminos empedrados y &nbsp;</span></div>
					<div class="stl_01" style="top: 12.7639em; left:7.092em;"><span class="stl_14 stl_08" style="word-spacing:0.05em;">senderos, lo que nos indica en el grafico es que en la parte donde solo hay acceso por vía &nbsp;</span></div>
					<div class="stl_01" style="top: 14.4939em; left:7.092em;"><span class="stl_14" style="word-spacing:0.01em;">marítima tienden a no tener discapacidad o es mínima. En el otro grupo formado por los &nbsp;</span></div>
					<div class="stl_01" style="top: 16.2139em; left:7.092em;"><span class="stl_14 stl_08" style="word-spacing:0.34em;">cantones Paján, Jipijapa, Olmedo, Puerto López, los individuos viven en casa y/o &nbsp;</span></div>
					<div class="stl_01" style="top: 17.9439em; left:7.092em;"><span class="stl_14" style="word-spacing:0.24em;">departamentos y se auto identifican los individuos como indígenas al momento de &nbsp;</span></div>
					<div class="stl_01" style="top: 19.6639em; left:7.092em;"><span class="stl_14 stl_08" style="word-spacing:0.17em;">responder la encuesta. En el caso de Portoviejo,</span><span class="stl_14 stl_08" style="word-spacing:0.2em;">&nbsp;su concentración de identificación</span><span class="stl_14 stl_08" style="word-spacing:0.13em;">&nbsp;es &nbsp;</span></div>
					<div class="stl_01" style="top: 21.3964em; left:7.092em;"><span class="stl_14 stl_08" style="word-spacing:0.09em;">mestizo, con vías de</span><span class="stl_14 stl_08" style="word-spacing:0.08em;">&nbsp;acceso</span><span class="stl_14 stl_08" style="word-spacing:0.08em;">&nbsp;lastrado, y por</span><span class="stl_14 stl_08" style="word-spacing:0.09em;">&nbsp;último tenemos</span><span class="stl_14 stl_08" style="word-spacing:0.07em;">&nbsp;el grupo</span><span class="stl_14 stl_08" style="word-spacing:0.05em;">&nbsp;de las</span><span class="stl_14 stl_08" style="word-spacing:0.1em;">&nbsp;personas</span><span class="stl_14 stl_08" style="word-spacing:0.06em;">&nbsp;con &nbsp;</span></div>
					<div class="stl_01" style="top: 23.1164em; left:7.092em;"><span class="stl_14 stl_10" style="word-spacing:-0.05em;">mayor vulnerabilidad y se auto identifican como mulatos y otros, y son aquellos que vi<span class="stl_08">ven &nbsp;</span></span></div>
					<div class="stl_01" style="top: 24.8464em; left:7.092em;"><span class="stl_14 stl_08" style="word-spacing:0.28em;">chozas y covachas. Destaca considerar la vía de acceso en su mayoría es lastrado, &nbsp;</span></div>
					<div class="stl_01" style="top: 26.5664em; left:7.092em;"><span class="stl_14 stl_08" style="word-spacing:0.39em;">carretera y empedrado, pero un valor mínimo el acceso marítimo. No existieron &nbsp;</span></div>
					<div class="stl_01" style="top: 28.2964em; left:7.092em;"><span class="stl_14 stl_08" style="word-spacing:0.27em;">diferencias significativas al momento de identificarse por el género. En cuanto</span><span class="stl_14 stl_08" style="word-spacing:0.24em;">&nbsp;a</span><span class="stl_14 stl_08" style="word-spacing:0.22em;">&nbsp;la &nbsp;</span></div>
					<div class="stl_01" style="top: 30.0164em; left:7.092em;"><span class="stl_14 stl_08" style="word-spacing:0.04em;">relación con esta muestra de individuos que presentan discapacidad es de 0.007 personas. &nbsp;</span></div>
					<div class="stl_01" style="top: 31.7464em; left:7.092em;"><span class="stl_14" style="word-spacing:-0.04em;">Para la dimensión 1 se obtuvo un valor de 0.761 para las variables Cantón, Vías de acceso &nbsp;</span></div>
					<div class="stl_01" style="top: 33.4664em; left:7.092em;"><span class="stl_14 stl_08" style="word-spacing:0.06em;">y tipo de vivienda, en tanto la Dimensión 2 compuesta por: Etnia, Género, Discapacidad, &nbsp;</span></div>
					<div class="stl_01" style="top: 35.1981em; left:7.092em;"><span class="stl_14" style="word-spacing:0em;">con un valor de 0.510 y un total de 1,270. &nbsp;</span></div>
					<div class="stl_01" style="top: 37.9181em; left:7.092em;"><span class="stl_14 stl_08" style="word-spacing:0.19em;">Los resultados muestran que las determinantes de la participación de los</span><span class="stl_14 stl_08" style="word-spacing:0.2em;">&nbsp;factores</span><span class="stl_14 stl_08" style="word-spacing:0.16em;">&nbsp;que &nbsp;</span></div>
					<div class="stl_01" style="top: 39.6481em; left:7.092em;"><span class="stl_14 stl_08" style="word-spacing:0.17em;">inciden en la vulnerabilidad infantil y el acceso</span><span class="stl_14 stl_08" style="word-spacing:0.13em;">&nbsp;a</span><span class="stl_14 stl_08" style="word-spacing:0.17em;">&nbsp;los beneficios de los programas</span><span class="stl_14 stl_08" style="word-spacing:0.14em;">&nbsp;del &nbsp;</span></div>
					<div class="stl_01" style="top: 41.3681em; left:7.092em;"><span class="stl_14 stl_08" style="word-spacing:0.35em;">MIES. El análisis canónico No lineal, es una buena herramienta efectiva, aunque &nbsp;</span></div>
					<div class="stl_01" style="top: 43.0981em; left:7.092em;"><span class="stl_14 stl_08" style="word-spacing:0.09em;">necesitaríamos más estudios que corrijan algunas limitaciones del presente estudio. &nbsp;</span></div>
					<div class="stl_01" style="top: 45.8181em; left:7.092em;"><span class="stl_12" style="font-weight:bold;">DISCUSIÓN &nbsp;</span></div>
					<div class="stl_01" style="top: 48.5481em; left:7.092em;"><span class="stl_14 stl_10" style="word-spacing:0.04em;">La Organizació<span class="stl_08">n</span></span><span class="stl_14 stl_08" style="word-spacing:0.09em;">&nbsp;Mundial de</span><span class="stl_14 stl_08" style="word-spacing:0.06em;">&nbsp;la</span><span class="stl_14 stl_08" style="word-spacing:0.08em;">&nbsp;Salud</span><span class="stl_14 stl_08" style="word-spacing:0.07em;">&nbsp;pide a</span><span class="stl_14 stl_08" style="word-spacing:0.06em;">&nbsp;los</span><span class="stl_14 stl_08" style="word-spacing:0.1em;">&nbsp;Estados Miembros que</span><span class="stl_14 stl_08" style="word-spacing:0.06em;">&nbsp;se</span><span class="stl_14 stl_08" style="word-spacing:0.08em;">&nbsp;ocupen</span><span class="stl_14 stl_08" style="word-spacing:0.06em;">&nbsp;de</span><span class="stl_14 stl_08" style="word-spacing:0.06em;">&nbsp;la &nbsp;</span></div>
					<div class="stl_01" style="top: 50.2706em; left:7.092em;"><span class="stl_14" style="word-spacing:-0.03em;">equidad sanitaria a través de la cobertura sanitaria universal, de modo que todos los niños &nbsp;</span></div>
					<div class="stl_01" style="top: 52.0006em; left:7.092em;"><span class="stl_14 stl_08" style="word-spacing:0.05em;">puedan tener acceso a servicios de salud esenciales sin excesivas dificultades económicas &nbsp;</span></div>
					<div class="stl_01" style="top: 53.7206em; left:7.092em;"><span class="stl_14 stl_08" style="word-spacing:0.17em;">(UNICEF, 2019). La discapacidad en la investigación se define</span><span class="stl_14 stl_08" style="word-spacing:0.14em;">&nbsp;como una</span><span class="stl_14" style="word-spacing:0.1em;">&nbsp;experiencia &nbsp;</span></div>
					<div class="stl_01" style="top: 55.4506em; left:7.092em;"><span class="stl_14" style="word-spacing:0.04em;">multifactorial, con</span><span class="stl_14" style="word-spacing:0.05em;">&nbsp;comportamientos</span><span class="stl_14" style="word-spacing:0.04em;">&nbsp;cognitivos, emocionales,</span><span class="stl_14 stl_08" style="word-spacing:0.13em;">&nbsp;sociales,</span><span class="stl_14 stl_08" style="word-spacing:0.15em;">&nbsp;económicos</span><span class="stl_14 stl_08" style="word-spacing:0.07em;">&nbsp;que &nbsp;</span></div>
					<div class="stl_01" style="top: 57.1706em; left:7.092em;"><span class="stl_14 stl_08" style="word-spacing:0.31em;">pueden interferir con el apoyo de los programas sociales. La vulnerabilidad puede &nbsp;</span></div>
					<div class="stl_01" style="top: 58.8906em; left:7.092em;"><span class="stl_14 stl_08" style="word-spacing:0.15em;">conducir a consecuencias adversas para</span><span class="stl_14 stl_08" style="word-spacing:0.07em;">&nbsp;el</span><span class="stl_14 stl_08" style="word-spacing:0.15em;">&nbsp;bienestar</span><span class="stl_14 stl_08" style="word-spacing:0.12em;">&nbsp;social, que en ocasiones inhiben</span><span class="stl_14 stl_08" style="word-spacing:0.08em;">&nbsp;la &nbsp;</span></div>
					<div class="stl_01" style="top: 60.6206em; left:7.092em;"><span class="stl_14 stl_08" style="word-spacing:0.2em;">recuperación de los infantes que se encuentran en lugares rurales y de difícil acceso. &nbsp;</span></div>
					<div class="stl_01" style="top: 62.3402em; left:7.092em;"><span class="stl_14 stl_08" style="word-spacing:0.15em;">Acorde al</span><span class="stl_14 stl_08" style="word-spacing:0.17em;">&nbsp;desarrollo e implementación de estrategias gubernamentales</span><span class="stl_14 stl_08" style="word-spacing:0.15em;">&nbsp;Misión</span><span class="stl_14 stl_08" style="word-spacing:0.15em;">&nbsp;Ternura &nbsp;</span></div>
					<div class="stl_01" style="top: 66.3044em; left:41.6983em;"><span class="stl_18">1</span></div>
					<div class="stl_01" style="top: 66.3044em; left:42.1183em;"><span class="stl_18">3</span></div>
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				<img src="data:image/png;base64,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alt="" class="stl_04" />
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				<div class="stl_05 stl_06">
					<div class="stl_01" style="top: 2.8654em; left:7.092em;"><span class="stl_07 stl_08" style="word-spacing:0.06em;">Revista Científica SAPIENTIAE. Vol. 3, Núm. 6 (Ed. Esp. Octubre 2020) ISSN: 2600-6030 &nbsp;</span></div>
					<div class="stl_01" style="top: 3.8054em; left:7.092em;"><span class="stl_09 stl_10" style="font-style:italic; word-spacing:0em;">Misión Ternur<span class="stl_08">a,</span></span><span class="stl_09 stl_10" style="font-style:italic; word-spacing:0em;">&nbsp;Vulnerabilid<span class="stl_08">ad</span></span><span class="stl_09 stl_08" style="font-style:italic; word-spacing:0.04em;">&nbsp;Infantil y</span><span class="stl_09 stl_08" style="font-style:italic; word-spacing:0.06em;">&nbsp;Análisis</span><span class="stl_09 stl_08" style="font-style:italic; word-spacing:0.07em;">&nbsp;Canónico</span><span class="stl_09 stl_08" style="font-style:italic; word-spacing:0.04em;">&nbsp;No Lineal</span><span class="stl_09 stl_08" style="word-spacing:0.02em;">&nbsp;</span><span class="stl_11" style="font-style:italic; word-spacing:0.02em;">–</span><span class="stl_11 stl_08" style="word-spacing:-0.03em;">&nbsp;</span><span class="stl_09" style="font-style:italic; word-spacing:-0.03em;">Caso</span><span class="stl_09 stl_08" style="font-style:italic; word-spacing:0.04em;">&nbsp;Manabí. &nbsp;</span></div>
					<div class="stl_01" style="top: 5.9139em; left:7.092em;"><span class="stl_15 stl_08" style="word-spacing:0.12em;">en Ecuador, y sus similares en Colombia: “Estrategia</span><span class="stl_15 stl_08" style="word-spacing:0.1em;">&nbsp;de Atención</span><span class="stl_15 stl_08" style="word-spacing:0.14em;">&nbsp;Integral</span><span class="stl_15 stl_08" style="word-spacing:0.06em;">&nbsp;a</span><span class="stl_15 stl_08" style="word-spacing:0.07em;">&nbsp;la</span><span class="stl_15 stl_08" style="word-spacing:0.12em;">&nbsp;primera &nbsp;</span></div>
					<div class="stl_01" style="top: 7.6339em; left:7.092em;"><span class="stl_14 stl_08" style="word-spacing:0.19em;">infancia d</span><span class="stl_15 stl_08" style="word-spacing:0.16em;">e Cero a Siempre”, Chile “Sistema de Protección a la</span><span class="stl_15 stl_08" style="word-spacing:0.19em;">&nbsp;Infancia: Chile</span><span class="stl_15 stl_08" style="word-spacing:0.15em;">&nbsp;Crece &nbsp;</span></div>
					<div class="stl_01" style="top: 9.3639em; left:7.092em;"><span class="stl_15 stl_08" style="word-spacing:0.22em;">Contigo”, y Perú: “Estrategia Nacional de Desarrollo e Inclusión Social: Incluir para &nbsp;</span></div>
					<div class="stl_01" style="top: 11.0839em; left:7.092em;"><span class="stl_15 stl_08" style="word-spacing:0.24em;">crecer”, tratan de articular diversos aspectos intersectoriales, y ser pertinentes con el &nbsp;</span></div>
					<div class="stl_01" style="top: 12.8139em; left:7.092em;"><span class="stl_14 stl_10" style="word-spacing:0em;">fortalecimiento de capacidades familiares y comunitarias<span class="stl_08">. &nbsp;</span></span></div>
					<div class="stl_01" style="top: 15.5339em; left:7.092em;"><span class="stl_14" style="word-spacing:0.05em;">En el desarrollo e</span><span class="stl_14" style="word-spacing:0.05em;">&nbsp;intervención</span><span class="stl_14" style="word-spacing:0.05em;">&nbsp;de</span><span class="stl_14" style="word-spacing:0.05em;">&nbsp;las políticas públicas, siendo el desarrollo infantil</span><span class="stl_14" style="word-spacing:0.05em;">&nbsp;un &nbsp;</span></div>
					<div class="stl_01" style="top: 17.2639em; left:7.092em;"><span class="stl_14" style="word-spacing:0.1em;">eje social que intervienen aspectos propios de una protección infantil y</span><span class="stl_14" style="word-spacing:0.1em;">&nbsp;su entorno,</span><span class="stl_14" style="word-spacing:0.1em;">&nbsp;es &nbsp;</span></div>
					<div class="stl_01" style="top: 18.9839em; left:7.092em;"><span class="stl_14 stl_08" style="word-spacing:0.09em;">necesario garantizar la implementación de proyectos, programas y planes para fortalecer &nbsp;</span></div>
					<div class="stl_01" style="top: 20.7164em; left:7.092em;"><span class="stl_14 stl_08" style="word-spacing:0.06em;">y evaluar las variables de protección en los distintos niveles sociales. En el último Censo &nbsp;</span></div>
					<div class="stl_01" style="top: 22.4364em; left:7.092em;"><span class="stl_14" style="word-spacing:0.03em;">de Población</span><span class="stl_14" style="word-spacing:0.03em;">&nbsp;y</span><span class="stl_14" style="word-spacing:0.04em;">&nbsp;Vivienda, de</span><span class="stl_14" style="word-spacing:0.04em;">&nbsp;acuerdo con</span><span class="stl_14" style="word-spacing:0.03em;">&nbsp;la</span><span class="stl_14" style="word-spacing:0.04em;">&nbsp;población</span><span class="stl_14" style="word-spacing:0.03em;">&nbsp;autoidentificada</span><span class="stl_14" style="word-spacing:0.03em;">&nbsp;según</span><span class="stl_14" style="word-spacing:0.03em;">&nbsp;su</span><span class="stl_14" style="word-spacing:0.03em;">&nbsp;cultura &nbsp;</span></div>
					<div class="stl_01" style="top: 24.1664em; left:7.092em;"><span class="stl_14 stl_08" style="word-spacing:0.21em;">y costumbres, los montubios representan en la zona el 15,36%, y están</span><span class="stl_14 stl_08" style="word-spacing:0.23em;">&nbsp;asentados</span><span class="stl_14 stl_08" style="word-spacing:0.16em;">&nbsp;en &nbsp;</span></div>
					<div class="stl_01" style="top: 25.8864em; left:7.092em;"><span class="stl_14 stl_08" style="word-spacing:0.19em;">mayor porcentaje en la provincia de Manabí (19,18%), especialmente en</span><span class="stl_14 stl_08" style="word-spacing:0.14em;">&nbsp;los</span><span class="stl_14 stl_08" style="word-spacing:0.19em;">&nbsp;cantones &nbsp;</span></div>
					<div class="stl_01" style="top: 27.6064em; left:7.092em;"><span class="stl_14 stl_08" style="word-spacing:0.43em;">Olmedo, Pichincha, 24 de Mayo, Paján, Santa Ana y Rocafuerte. La población &nbsp;</span></div>
					<div class="stl_01" style="top: 29.3364em; left:7.092em;"><span class="stl_14" style="word-spacing:0.05em;">autoidentificada como</span><span class="stl_14 stl_08" style="word-spacing:0.12em;">&nbsp;mestiza</span><span class="stl_14 stl_08" style="word-spacing:0.09em;">&nbsp;llegó al</span><span class="stl_14 stl_08" style="word-spacing:0.1em;">&nbsp;72,09%, la blanca</span><span class="stl_14 stl_08" style="word-spacing:0.09em;">&nbsp;al 5,22%</span><span class="stl_14 stl_08" style="word-spacing:0.07em;">&nbsp;y la</span><span class="stl_14" style="word-spacing:0.05em;">&nbsp;afroecuatoriana &nbsp;</span></div>
					<div class="stl_01" style="top: 31.0564em; left:7.092em;"><span class="stl_14" style="word-spacing:0em;">al 4,60%. (SENPLADES, 2013) &nbsp;</span></div>
					<div class="stl_01" style="top: 33.7864em; left:7.092em;"><span class="stl_14 stl_08" style="word-spacing:0.14em;">Dado que el cuidado de salud de los niños puede</span><span class="stl_14 stl_08" style="word-spacing:0.1em;">&nbsp;ser</span><span class="stl_14 stl_08" style="word-spacing:0.14em;">&nbsp;percibido por los niños como</span><span class="stl_14 stl_08" style="word-spacing:0.11em;">&nbsp;un &nbsp;</span></div>
					<div class="stl_01" style="top: 35.5081em; left:7.092em;"><span class="stl_14" style="word-spacing:0.15em;">entorno que no es adecuado, el juego puede ser la manera más vigorosa y eficaz</span><span class="stl_14" style="word-spacing:0.15em;">&nbsp;de &nbsp;</span></div>
					<div class="stl_01" style="top: 37.2381em; left:7.092em;"><span class="stl_14 stl_08" style="word-spacing:0.25em;">guiarlos con el fin de disminuir los sentimientos negativos(Molero et al., 2018), los &nbsp;</span></div>
					<div class="stl_01" style="top: 38.9581em; left:7.092em;"><span class="stl_14 stl_08" style="word-spacing:0.22em;">resultados presentan un alto grado de vulnerabilidad en los cantones posiblemente al &nbsp;</span></div>
					<div class="stl_01" style="top: 40.6881em; left:7.092em;"><span class="stl_14 stl_08" style="word-spacing:0.11em;">acceso a</span><span class="stl_14 stl_08" style="word-spacing:0.07em;">&nbsp;los</span><span class="stl_14 stl_08" style="word-spacing:0.1em;">&nbsp;servicios de</span><span class="stl_14 stl_08" style="word-spacing:0.1em;">&nbsp;MIES, parece verse</span><span class="stl_14 stl_08" style="word-spacing:0.11em;">&nbsp;limitado</span><span class="stl_14 stl_08" style="word-spacing:0.08em;">&nbsp;para</span><span class="stl_14 stl_08" style="word-spacing:0.1em;">&nbsp;acceder</span><span class="stl_14 stl_08" style="word-spacing:0.06em;">&nbsp;a los</span><span class="stl_14 stl_08" style="word-spacing:0.14em;">&nbsp;individuos</span><span class="stl_14 stl_08" style="word-spacing:0.07em;">&nbsp;por &nbsp;</span></div>
					<div class="stl_01" style="top: 42.4081em; left:7.092em;"><span class="stl_14" style="word-spacing:0.03em;">diferentes motivos,</span><span class="stl_14 stl_08" style="word-spacing:0.07em;">&nbsp;el acceso a</span><span class="stl_14 stl_08" style="word-spacing:0.08em;">&nbsp;la vivienda,</span><span class="stl_14 stl_08" style="word-spacing:0.05em;">&nbsp;es el</span><span class="stl_14 stl_08" style="word-spacing:0.1em;">&nbsp;primer</span><span class="stl_14 stl_08" style="word-spacing:0.07em;">&nbsp;factor a</span><span class="stl_14" style="word-spacing:0.04em;">&nbsp;considerar,</span><span class="stl_14 stl_08" style="word-spacing:0.05em;">&nbsp;el</span><span class="stl_14 stl_08" style="word-spacing:0.08em;">&nbsp;tener</span><span class="stl_14 stl_08" style="word-spacing:0.06em;">&nbsp;que &nbsp;</span></div>
					<div class="stl_01" style="top: 44.1381em; left:7.092em;"><span class="stl_14" style="word-spacing:0.33em;">pagar para acceder algún programa de apoyo social, hacen que estos individuos &nbsp;</span></div>
					<div class="stl_01" style="top: 45.8581em; left:7.092em;"><span class="stl_14 stl_08" style="word-spacing:0.1em;">frecuenten los servicios públicos menos de lo que verdaderamente lo necesitan, también &nbsp;</span></div>
					<div class="stl_01" style="top: 47.5881em; left:7.092em;"><span class="stl_14" style="word-spacing:0.1em;">ciertos estigmas sociales</span><span class="stl_14 stl_08" style="word-spacing:0.17em;">&nbsp;existentes en</span><span class="stl_14 stl_08" style="word-spacing:0.14em;">&nbsp;torno a</span><span class="stl_14 stl_08" style="word-spacing:0.12em;">&nbsp;la</span><span class="stl_14 stl_08" style="word-spacing:0.18em;">&nbsp;discapacidad y su vulnerabilidad,</span><span class="stl_14 stl_08" style="word-spacing:0.13em;">&nbsp;así &nbsp;</span></div>
					<div class="stl_01" style="top: 49.3106em; left:7.092em;"><span class="stl_14 stl_08" style="word-spacing:0.4em;">como la propia cultura, pueden influenciar en que estos sujetos tengan mínimos &nbsp;</span></div>
					<div class="stl_01" style="top: 51.0406em; left:7.092em;"><span class="stl_14">diagnósticos. &nbsp;</span></div>
					<div class="stl_01" style="top: 53.7606em; left:7.092em;"><span class="stl_14 stl_08" style="word-spacing:0.2em;">Los coeficientes de bienestar social en un estudio de escalas españolas,</span><span class="stl_14 stl_08" style="word-spacing:0.25em;">&nbsp;utilizando</span><span class="stl_14 stl_08" style="word-spacing:0.15em;">&nbsp;un &nbsp;</span></div>
					<div class="stl_01" style="top: 55.4906em; left:7.092em;"><span class="stl_14 stl_08" style="word-spacing:0.08em;">análisis factorial confirmatorio y el modelo teórico de cinco factores ajustados, muestran &nbsp;</span></div>
					<div class="stl_01" style="top: 57.2106em; left:7.092em;"><span class="stl_15 stl_08" style="word-spacing:0.38em;">una buena consistencia interna, con indicadores que oscilan valores α en niveles &nbsp;</span></div>
					<div class="stl_01" style="top: 58.9406em; left:7.092em;"><span class="stl_14 stl_08" style="word-spacing:0.6em;">aceptables entre 0,68 y 0,83, en la aceptación social y actualización social &nbsp;</span></div>
					<div class="stl_01" style="top: 60.6606em; left:7.092em;"><span class="stl_14 stl_10" style="word-spacing:0.06em;">respectivamente (Blanc<span class="stl_08">o</span></span><span class="stl_14 stl_08" style="word-spacing:0.08em;">&nbsp;&amp;</span><span class="stl_14 stl_08" style="word-spacing:0.12em;">&nbsp;Díaz, 2005). En nuestro caso debemos valorar</span><span class="stl_14 stl_08" style="word-spacing:0.08em;">&nbsp;la</span><span class="stl_14 stl_08" style="word-spacing:0.14em;">&nbsp;necesidad &nbsp;</span></div>
					<div class="stl_01" style="top: 62.3902em; left:7.092em;"><span class="stl_14" style="word-spacing:0.04em;">existente para concientizar entre las variables sociales,</span><span class="stl_14" style="word-spacing:0.04em;">&nbsp;los grupos vulnerables</span><span class="stl_14" style="word-spacing:0.04em;">&nbsp;necesitan &nbsp;</span></div>
					<div class="stl_01" style="top: 66.3044em; left:41.6983em;"><span class="stl_18">1</span></div>
					<div class="stl_01" style="top: 66.3044em; left:42.1183em;"><span class="stl_18">4</span></div>
				</div>
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			<div class="stl_03">
				<img src="data:image/png;base64,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				<div class="stl_05 stl_06">
					<div class="stl_01" style="top: 2.9973em; left:7.302em;"><span class="stl_20 stl_08" style="font-style:italic; word-spacing:0.07em;">Analuisa Aroca &amp; Rodríguez Loor. (2020) &nbsp;</span></div>
					<div class="stl_01" style="top: 5.8639em; left:7.092em;"><span class="stl_14" style="word-spacing:0.06em;">una verdadera atención,</span><span class="stl_14 stl_08" style="word-spacing:0.12em;">&nbsp;no debemos olvidar</span><span class="stl_14 stl_08" style="word-spacing:0.09em;">&nbsp;que</span><span class="stl_14 stl_08" style="word-spacing:0.09em;">&nbsp;al ser</span><span class="stl_14 stl_08" style="word-spacing:0.12em;">&nbsp;un grupo minoritario</span><span class="stl_14 stl_08" style="word-spacing:0.11em;">&nbsp;en</span><span class="stl_14 stl_08" style="word-spacing:0.13em;">&nbsp;nuestra &nbsp;</span></div>
					<div class="stl_01" style="top: 7.5939em; left:7.092em;"><span class="stl_14 stl_08" style="word-spacing:0.05em;">sociedad por ello los organismos públicos y la cooperación internacional deben aunar sus &nbsp;</span></div>
					<div class="stl_01" style="top: 9.3139em; left:7.092em;"><span class="stl_14 stl_08" style="word-spacing:0.06em;">fuerzas para apoyar a este colectivo, y apoyar en su adaptación a un futuro llevadero. &nbsp;</span></div>
					<div class="stl_01" style="top: 12.0439em; left:7.092em;"><span class="stl_14" style="word-spacing:0.09em;">La detección operativizada desde esta</span><span class="stl_14" style="word-spacing:0.1em;">&nbsp;forma</span><span class="stl_14" style="word-spacing:0.09em;">&nbsp;es</span><span class="stl_14" style="word-spacing:0.1em;">&nbsp;perfectamente válida</span><span class="stl_14" style="word-spacing:0.12em;">&nbsp;cuando</span><span class="stl_14" style="word-spacing:0.09em;">&nbsp;se</span><span class="stl_14" style="word-spacing:0.09em;">&nbsp;quiere &nbsp;</span></div>
					<div class="stl_01" style="top: 13.7639em; left:7.092em;"><span class="stl_14 stl_08" style="word-spacing:0.27em;">centrar la protección de la infancia ante situaciones de maltrato infantil familiar en &nbsp;</span></div>
					<div class="stl_01" style="top: 15.4939em; left:7.092em;"><span class="stl_14 stl_08" style="word-spacing:0.1em;">cualquiera de sus formas: maltrato físico, abuso sexual, negligencia, maltrato emocional &nbsp;</span></div>
					<div class="stl_01" style="top: 17.2139em; left:7.092em;"><span class="stl_14 stl_08" style="word-spacing:0.39em;">o abandono (Balsells, 2011). Con los elementos evaluados, debemos comprender, &nbsp;</span></div>
					<div class="stl_01" style="top: 18.9439em; left:7.092em;"><span class="stl_14 stl_08" style="word-spacing:0.2em;">analizar y destinar esfuerzos para</span><span class="stl_14 stl_08" style="word-spacing:0.18em;">&nbsp;este segmento de</span><span class="stl_14 stl_08" style="word-spacing:0.18em;">&nbsp;la población, apoyar el</span><span class="stl_14 stl_08" style="word-spacing:0.22em;">&nbsp;desarrollo &nbsp;</span></div>
					<div class="stl_01" style="top: 20.6664em; left:7.092em;"><span class="stl_14 stl_08" style="word-spacing:0.19em;">integral infantil de las personas con discapacidad, los requerimientos intervenciones y &nbsp;</span></div>
					<div class="stl_01" style="top: 22.3964em; left:7.092em;"><span class="stl_14 stl_08" style="word-spacing:0.08em;">servicios con mayor intensidad y variedad de servicios públicos. &nbsp;</span></div>
					<div class="stl_01" style="top: 25.1164em; left:7.092em;"><span class="stl_14 stl_08" style="word-spacing:0.39em;">En base a puntuaciones medias, los valores más altos corresponden al Bienestar &nbsp;</span></div>
					<div class="stl_01" style="top: 26.8464em; left:7.092em;"><span class="stl_14 stl_08" style="word-spacing:0.13em;">Psicológico la autonomía y al crecimiento personal, y los valores más bajos refieren</span><span class="stl_14 stl_08" style="word-spacing:0.1em;">&nbsp;al &nbsp;</span></div>
					<div class="stl_01" style="top: 28.5664em; left:7.092em;"><span class="stl_14 stl_08" style="word-spacing:0.33em;">dominio del entorno en un estudio en participantes Zubieta &amp; Delfino, 2010). La &nbsp;</span></div>
					<div class="stl_01" style="top: 30.2964em; left:7.092em;"><span class="stl_14 stl_08" style="word-spacing:0.27em;">generación de información de calidad desde el</span><span class="stl_14 stl_08" style="word-spacing:0.28em;">&nbsp;entorno familiar, genera confianza</span><span class="stl_14 stl_08" style="word-spacing:0.21em;">&nbsp;e &nbsp;</span></div>
					<div class="stl_01" style="top: 32.0164em; left:7.092em;"><span class="stl_14 stl_10" style="word-spacing:0.11em;">incrementa la valoració<span class="stl_08">n</span></span><span class="stl_14" style="word-spacing:0.12em;">&nbsp;estadística</span><span class="stl_14 stl_08" style="word-spacing:0.18em;">&nbsp;y apoya el desarrollo infantil, recibiendo</span><span class="stl_14 stl_08" style="word-spacing:0.19em;">&nbsp;recursos &nbsp;</span></div>
					<div class="stl_01" style="top: 33.7464em; left:7.092em;"><span class="stl_14 stl_08" style="word-spacing:0.06em;">directos en pleno de los derechos de los infantes. &nbsp;</span></div>
					<div class="stl_01" style="top: 36.4681em; left:7.092em;"><span class="stl_14" style="word-spacing:0.24em;">Utilizando el método Alkire-Foster, una medida multidimensional, aprobado por la &nbsp;</span></div>
					<div class="stl_01" style="top: 38.1981em; left:7.092em;"><span class="stl_14 stl_08" style="word-spacing:0.04em;">OPHI, con la metodología de estudios de pobreza que abarca cuadro de factores e índices &nbsp;</span></div>
					<div class="stl_01" style="top: 39.9181em; left:7.092em;"><span class="stl_14" style="word-spacing:0.31em;">agregados, afirma que una persona es multidimensionalmente pobre cuando sufre &nbsp;</span></div>
					<div class="stl_01" style="top: 41.6481em; left:7.092em;"><span class="stl_14" style="word-spacing:0.16em;">privaciones en un 33%, (Aldaz</span><span class="stl_14" style="word-spacing:0.14em;">&nbsp;&amp;</span><span class="stl_14" style="word-spacing:0.15em;">&nbsp;Albuja, 2017). Múltiples variables para el</span><span class="stl_14" style="word-spacing:0.15em;">&nbsp;análisis &nbsp;</span></div>
					<div class="stl_01" style="top: 43.3681em; left:7.092em;"><span class="stl_14" style="word-spacing:-0.04em;">pueden afectar positiva o negativamente en la determinación de la vulnerabilidad infantil. &nbsp;</span></div>
					<div class="stl_01" style="top: 45.0981em; left:7.092em;"><span class="stl_14 stl_08" style="word-spacing:0.13em;">El entorno socioeconómico de la familia influye sobre</span><span class="stl_14 stl_08" style="word-spacing:0.07em;">&nbsp;el</span><span class="stl_14 stl_08" style="word-spacing:0.15em;">&nbsp;bienestar</span><span class="stl_14 stl_08" style="word-spacing:0.12em;">&nbsp;infantil, las</span><span class="stl_14 stl_08" style="word-spacing:0.14em;">&nbsp;familias &nbsp;</span></div>
					<div class="stl_01" style="top: 46.8181em; left:7.092em;"><span class="stl_14 stl_10" style="word-spacing:-0.01em;">con bajos ingresos tienden a realizar inversiones acorde a la prioridad del entorno para e<span class="stl_16">l &nbsp;</span></span></div>
					<div class="stl_01" style="top: 48.5481em; left:7.092em;"><span class="stl_14">desarrollo. &nbsp;</span></div>
					<div class="stl_01" style="top: 51.2706em; left:7.092em;"><span class="stl_14 stl_08" style="word-spacing:0.15em;">Muchos de los pobres y</span><span class="stl_14" style="word-spacing:0.09em;">&nbsp;hambrientos</span><span class="stl_14 stl_08" style="word-spacing:0.14em;">&nbsp;del mundo</span><span class="stl_14 stl_08" style="word-spacing:0.15em;">&nbsp;viven en zonas propensas a</span><span class="stl_14 stl_08" style="word-spacing:0.18em;">&nbsp;desastres &nbsp;</span></div>
					<div class="stl_01" style="top: 53.0006em; left:7.092em;"><span class="stl_14 stl_08" style="word-spacing:0.25em;">naturales o conflictos prolongados. Estas crisis afectan de forma directa al acceso y &nbsp;</span></div>
					<div class="stl_01" style="top: 54.7206em; left:7.092em;"><span class="stl_14 stl_08" style="word-spacing:0.31em;">producción de alimentos, lo que socava los esfuerzos para erradicar el hambre, la &nbsp;</span></div>
					<div class="stl_01" style="top: 56.4506em; left:7.092em;"><span class="stl_14 stl_08" style="word-spacing:0.34em;">malnutrición y la pobreza, y para lograr el desarrollo sostenible. Las políticas de &nbsp;</span></div>
					<div class="stl_01" style="top: 58.1706em; left:7.092em;"><span class="stl_14 stl_08" style="word-spacing:0.31em;">resiliencia, que van desde la rehabilitación de los cursos fluviales dañados por las &nbsp;</span></div>
					<div class="stl_01" style="top: 59.8906em; left:7.092em;"><span class="stl_14" style="word-spacing:0.26em;">inundaciones a la siembra de cultivos resistentes a las variaciones climáticas y el &nbsp;</span></div>
					<div class="stl_01" style="top: 61.6202em; left:7.092em;"><span class="stl_14 stl_08" style="word-spacing:0.16em;">desarrollo de capacidades, pueden sostener los medios de vida de los más</span><span class="stl_14" style="word-spacing:0.1em;">&nbsp;vulnerables &nbsp;</span></div>
					<div class="stl_01" style="top: 66.3044em; left:41.6983em;"><span class="stl_18">1</span></div>
					<div class="stl_01" style="top: 66.3044em; left:42.1183em;"><span class="stl_18">5</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: 2.8654em; left:7.092em;"><span class="stl_07 stl_08" style="word-spacing:0.06em;">Revista Científica SAPIENTIAE. Vol. 3, Núm. 6 (Ed. Esp. Octubre 2020) ISSN: 2600-6030 &nbsp;</span></div>
					<div class="stl_01" style="top: 3.8054em; left:7.092em;"><span class="stl_09 stl_10" style="font-style:italic; word-spacing:0em;">Misión Ternur<span class="stl_08">a,</span></span><span class="stl_09 stl_10" style="font-style:italic; word-spacing:0em;">&nbsp;Vulnerabilid<span class="stl_08">ad</span></span><span class="stl_09 stl_08" style="font-style:italic; word-spacing:0.04em;">&nbsp;Infantil y</span><span class="stl_09 stl_08" style="font-style:italic; word-spacing:0.06em;">&nbsp;Análisis</span><span class="stl_09 stl_08" style="font-style:italic; word-spacing:0.07em;">&nbsp;Canónico</span><span class="stl_09 stl_08" style="font-style:italic; word-spacing:0.04em;">&nbsp;No Lineal</span><span class="stl_09 stl_08" style="word-spacing:0.02em;">&nbsp;</span><span class="stl_11" style="font-style:italic; word-spacing:0.02em;">–</span><span class="stl_11 stl_08" style="word-spacing:-0.03em;">&nbsp;</span><span class="stl_09" style="font-style:italic; word-spacing:-0.03em;">Caso</span><span class="stl_09 stl_08" style="font-style:italic; word-spacing:0.04em;">&nbsp;Manabí. &nbsp;</span></div>
					<div class="stl_01" style="top: 5.9139em; left:7.092em;"><span class="stl_14" style="word-spacing:0.06em;">(Neven, 2015). En Ecuador los</span><span class="stl_14" style="word-spacing:0.06em;">&nbsp;organismos públicos deben incrementar</span><span class="stl_14" style="word-spacing:0.06em;">&nbsp;sus</span><span class="stl_14" style="word-spacing:0.06em;">&nbsp;actividades &nbsp;</span></div>
					<div class="stl_01" style="top: 7.6339em; left:7.092em;"><span class="stl_14 stl_10" style="word-spacing:0em;">al inicio de los programas a una infancia temprana para mejorar los resultados, luego de<span class="stl_16">l &nbsp;</span></span></div>
					<div class="stl_01" style="top: 9.3639em; left:7.092em;"><span class="stl_14 stl_08" style="word-spacing:0.06em;">terremoto del 2016 se incrementa la intervención social para minimizar efectos negativos &nbsp;</span></div>
					<div class="stl_01" style="top: 11.0839em; left:7.092em;"><span class="stl_14 stl_08" style="word-spacing:0.09em;">en grupos de vulnerabilidad. &nbsp;</span></div>
					<div class="stl_01" style="top: 13.8139em; left:7.092em;"><span class="stl_14 stl_08" style="word-spacing:0.21em;">La vivienda constituye el espacio de residencia</span><span class="stl_14 stl_08" style="word-spacing:0.18em;">&nbsp;en donde niños, niñas y</span><span class="stl_14" style="word-spacing:0.13em;">&nbsp;adolescentes &nbsp;</span></div>
					<div class="stl_01" style="top: 15.5339em; left:7.092em;"><span class="stl_14 stl_08" style="word-spacing:0.33em;">desarrollan sus actividades cotidianas fundamentales, tales como alimentarse, jugar, &nbsp;</span></div>
					<div class="stl_01" style="top: 17.2639em; left:7.092em;"><span class="stl_14 stl_08" style="word-spacing:0.13em;">descansar, mantener una higiene adecuada,</span><span class="stl_14 stl_08" style="word-spacing:0.11em;">&nbsp;estudiar e interactuar</span><span class="stl_14 stl_08" style="word-spacing:0.06em;">&nbsp;con</span><span class="stl_14 stl_08" style="word-spacing:0.09em;">&nbsp;pares</span><span class="stl_14 stl_08" style="word-spacing:0.06em;">&nbsp;y</span><span class="stl_14 stl_08" style="word-spacing:0.11em;">&nbsp;adultos</span><span class="stl_14 stl_08" style="word-spacing:0.06em;">&nbsp;de &nbsp;</span></div>
					<div class="stl_01" style="top: 18.9839em; left:7.092em;"><span class="stl_14 stl_08" style="word-spacing:0.49em;">referencia. Se comprende que situaciones de hacinamiento o precariedad en la &nbsp;</span></div>
					<div class="stl_01" style="top: 20.7164em; left:7.092em;"><span class="stl_14 stl_08" style="word-spacing:0.23em;">construcción de la vivienda pueden limitar el desarrollo del niño/a. Por este motivo, &nbsp;</span></div>
					<div class="stl_01" style="top: 22.4364em; left:7.092em;"><span class="stl_14 stl_08" style="word-spacing:0.23em;">constituye un aspecto relevante que debe ser considerado al momento de analizar la &nbsp;</span></div>
					<div class="stl_01" style="top: 24.1664em; left:7.092em;"><span class="stl_14 stl_08" style="word-spacing:0.31em;">vulnerabilidad, la pobreza desde un enfoque multidimensional (Tuñón &amp; González, &nbsp;</span></div>
					<div class="stl_01" style="top: 25.8864em; left:7.092em;"><span class="stl_14">2</span></div>
					<div class="stl_01" style="top: 25.8864em; left:7.592em;"><span class="stl_14 stl_10" style="word-spacing:-0.01em;">013). En la investigación el hallazgo asociativo de las variables socioeconómicas de l<span class="stl_16">os &nbsp;</span></span></div>
					<div class="stl_01" style="top: 27.6064em; left:7.092em;"><span class="stl_14 stl_08" style="word-spacing:0.16em;">hogares con</span><span class="stl_14 stl_08" style="word-spacing:0.12em;">&nbsp;hacinamiento es parte de</span><span class="stl_14 stl_08" style="word-spacing:0.09em;">&nbsp;otro</span><span class="stl_14 stl_08" style="word-spacing:0.13em;">&nbsp;estudio</span><span class="stl_14 stl_08" style="word-spacing:0.11em;">&nbsp;que podría incidir</span><span class="stl_14 stl_08" style="word-spacing:0.09em;">&nbsp;en</span><span class="stl_14 stl_08" style="word-spacing:0.1em;">&nbsp;el acceso</span><span class="stl_14 stl_08" style="word-spacing:0.08em;">&nbsp;a</span><span class="stl_14 stl_08" style="word-spacing:0.08em;">&nbsp;los &nbsp;</span></div>
					<div class="stl_01" style="top: 29.3364em; left:7.092em;"><span class="stl_14 stl_08" style="word-spacing:0.1em;">programas disponibles del MIES. &nbsp;</span></div>
					<div class="stl_01" style="top: 34.7966em; left:7.092em;"><span class="stl_28 stl_08" style="font-weight:bold;">CONCLUSIO<span class="stl_10">NES &nbsp;</span></span></div>
					<div class="stl_01" style="top: 37.7981em; left:7.092em;"><span class="stl_14 stl_08" style="word-spacing:0.24em;">Las estrategias diseñadas para reducir la vulnerabilidad infantil y problemas sociales &nbsp;</span></div>
					<div class="stl_01" style="top: 39.5281em; left:7.092em;"><span class="stl_14 stl_08" style="word-spacing:0.17em;">asociados con los procedimientos de cuidado deben considerarse como un medio</span><span class="stl_14 stl_08" style="word-spacing:0.14em;">&nbsp;para &nbsp;</span></div>
					<div class="stl_01" style="top: 41.2481em; left:7.092em;"><span class="stl_14 stl_08" style="word-spacing:0.14em;">mejorar la</span><span class="stl_14" style="word-spacing:0.07em;">&nbsp;experiencia</span><span class="stl_14 stl_08" style="word-spacing:0.1em;">&nbsp;general de los niños y las</span><span class="stl_14 stl_08" style="word-spacing:0.15em;">&nbsp;personas</span><span class="stl_14 stl_08" style="word-spacing:0.12em;">&nbsp;que los atienden. Realizar</span><span class="stl_14 stl_08" style="word-spacing:0.08em;">&nbsp;la &nbsp;</span></div>
					<div class="stl_01" style="top: 42.9781em; left:7.092em;"><span class="stl_14" style="word-spacing:0.01em;">caracterización social</span><span class="stl_14 stl_08" style="word-spacing:0.03em;">&nbsp;de</span><span class="stl_14 stl_08" style="word-spacing:0.04em;">&nbsp;las</span><span class="stl_14 stl_08" style="word-spacing:0.1em;">&nbsp;poblaciones acorde</span><span class="stl_14 stl_08" style="word-spacing:0.03em;">&nbsp;las</span><span class="stl_14" style="word-spacing:0.03em;">&nbsp;condiciones</span><span class="stl_14 stl_08" style="word-spacing:0.06em;">&nbsp;sociales y</span><span class="stl_14" style="word-spacing:0.02em;">&nbsp;demográficas &nbsp;</span></div>
					<div class="stl_01" style="top: 44.6981em; left:7.092em;"><span class="stl_14 stl_08" style="word-spacing:0.04em;">para medir vulnerabilidad desde un análisis exploratorio, con correlaciones es el inicio de &nbsp;</span></div>
					<div class="stl_01" style="top: 46.4281em; left:7.092em;"><span class="stl_14" style="word-spacing:-0.03em;">estudio canónico no lineal, analizar según la selección de variables más relacionadas o de &nbsp;</span></div>
					<div class="stl_01" style="top: 48.1481em; left:7.092em;"><span class="stl_14" style="word-spacing:0.15em;">importancia y posteriormente un análisis de correspondencia simple, para generar un &nbsp;</span></div>
					<div class="stl_01" style="top: 49.8806em; left:7.092em;"><span class="stl_14 stl_08" style="word-spacing:0.08em;">índice de pobreza. &nbsp;</span></div>
					<div class="stl_01" style="top: 52.6006em; left:7.092em;"><span class="stl_14 stl_08" style="word-spacing:0.09em;">Podemos asegurar que las personas con mayor vulnerabilidad social (159 individuos) en &nbsp;</span></div>
					<div class="stl_01" style="top: 54.3306em; left:7.092em;"><span class="stl_14 stl_08" style="word-spacing:0.19em;">cuanto a la muestra del</span><span class="stl_14 stl_08" style="word-spacing:0.21em;">&nbsp;análisis y las variables utilizadas según su importancia</span><span class="stl_14 stl_08" style="word-spacing:0.19em;">&nbsp;están &nbsp;</span></div>
					<div class="stl_01" style="top: 56.0506em; left:7.092em;"><span class="stl_14 stl_08" style="word-spacing:0.07em;">relacionadas con alguna discapacidad y el tipo de vivienda. &nbsp;</span></div>
					<div class="stl_01" style="top: 58.7806em; left:7.092em;"><span class="stl_14" style="word-spacing:-0.02em;">Con el presente estudio se llega a la conclusión que el Bienestar subjetivo es dependiente &nbsp;</span></div>
					<div class="stl_01" style="top: 60.5006em; left:7.092em;"><span class="stl_14" style="word-spacing:0.1em;">en nuestro caso de</span><span class="stl_14" style="word-spacing:0.09em;">&nbsp;variables cualitativas, ya que</span><span class="stl_14" style="word-spacing:0.1em;">&nbsp;la</span><span class="stl_14" style="word-spacing:0.09em;">&nbsp;carencia del</span><span class="stl_14" style="word-spacing:0.1em;">&nbsp;factor</span><span class="stl_14" style="word-spacing:0.09em;">&nbsp;económico o</span><span class="stl_14" style="word-spacing:0.09em;">&nbsp;la &nbsp;</span></div>
					<div class="stl_01" style="top: 62.2202em; left:7.092em;"><span class="stl_14 stl_08" style="word-spacing:0.19em;">falta de un acceso a la vivienda donde residen,</span><span class="stl_14 stl_08" style="word-spacing:0.19em;">&nbsp;hacen que el individuo se</span><span class="stl_14 stl_08" style="word-spacing:0.18em;">&nbsp;sienta</span><span class="stl_14 stl_08" style="word-spacing:0.16em;">&nbsp;más &nbsp;</span></div>
					<div class="stl_01" style="top: 66.3044em; left:41.6983em;"><span class="stl_18">1</span></div>
					<div class="stl_01" style="top: 66.3044em; left:42.1183em;"><span class="stl_18">6</span></div>
				</div>
			</div>
		</div>
		<div class="stl_02">
			<div class="stl_03">
				<img src="data:image/png;base64,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" alt="" class="stl_19" />
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				<div class="stl_05 stl_06">
					<div class="stl_01" style="top: 2.9973em; left:7.302em;"><span class="stl_20 stl_08" style="font-style:italic; word-spacing:0.07em;">Analuisa Aroca &amp; Rodríguez Loor. (2020) &nbsp;</span></div>
					<div class="stl_01" style="top: 5.8639em; left:7.092em;"><span class="stl_14" style="word-spacing:0.23em;">empobrecido o vulnerable. Es necesario considerar que el gobierno realice charlas, &nbsp;</span></div>
					<div class="stl_01" style="top: 7.5939em; left:7.092em;"><span class="stl_14 stl_10" style="word-spacing:0.15em;">capacitaciones en materia de emprendimientos, prácti<span class="stl_08">cas</span></span><span class="stl_14 stl_08" style="word-spacing:0.21em;">&nbsp;agrícolas entre otras para</span><span class="stl_14 stl_08" style="word-spacing:0.16em;">&nbsp;el &nbsp;</span></div>
					<div class="stl_01" style="top: 9.3139em; left:7.092em;"><span class="stl_14 stl_08" style="word-spacing:0.07em;">acceso de los pobladores de los sectores rurales, mejorando los estándares de vida de los &nbsp;</span></div>
					<div class="stl_01" style="top: 11.0439em; left:7.092em;"><span class="stl_14 stl_08" style="word-spacing:0.06em;">pobladores, la interacción constante entre el gobierno, gobiernos autónomos cantonales y &nbsp;</span></div>
					<div class="stl_01" style="top: 12.7639em; left:7.092em;"><span class="stl_14 stl_08" style="word-spacing:0.44em;">los habitantes con prioridad de atención aunque ellos prefieran que el contacto &nbsp;</span></div>
					<div class="stl_01" style="top: 14.4939em; left:7.092em;"><span class="stl_14 stl_08" style="word-spacing:0.25em;">tecnológico se evite, debido a que afecta su estilo de vida que vienen llevando por &nbsp;</span></div>
					<div class="stl_01" style="top: 16.2139em; left:7.092em;"><span class="stl_14">décadas. &nbsp;</span></div>
					<div class="stl_01" style="top: 18.9439em; left:7.092em;"><span class="stl_14 stl_08" style="word-spacing:0.28em;">Estadísticamente el ejercicio nos conduce a realizar agrupaciones para demostración &nbsp;</span></div>
					<div class="stl_01" style="top: 20.6664em; left:7.092em;"><span class="stl_14" style="word-spacing:0.37em;">práctica de los grupos de vulnerabilidad de los niños. Cuando se investiga los &nbsp;</span></div>
					<div class="stl_01" style="top: 22.3964em; left:7.092em;"><span class="stl_14 stl_08" style="word-spacing:0.15em;">procedimientos de análisis teniendo en cuenta la</span><span class="stl_14 stl_08" style="word-spacing:0.15em;">&nbsp;agrupación de</span><span class="stl_14 stl_08" style="word-spacing:0.17em;">&nbsp;variables.</span><span class="stl_14 stl_08" style="word-spacing:0.12em;">&nbsp;Por</span><span class="stl_14 stl_08" style="word-spacing:0.1em;">&nbsp;lo</span><span class="stl_14 stl_08" style="word-spacing:0.14em;">&nbsp;tanto, &nbsp;</span></div>
					<div class="stl_01" style="top: 24.1164em; left:7.092em;"><span class="stl_14 stl_08" style="word-spacing:0.08em;">una consideración importante es la comprensión del papel de la agrupación simbólica. &nbsp;</span></div>
					<div class="stl_01" style="top: 26.8464em; left:7.092em;"><span class="stl_14" style="word-spacing:0.1em;">El impacto positivo de las correlaciones estadísticas mediante un</span><span class="stl_14" style="word-spacing:0.11em;">&nbsp;análisis canónico</span><span class="stl_14" style="word-spacing:0.11em;">&nbsp;no &nbsp;</span></div>
					<div class="stl_01" style="top: 28.5664em; left:7.092em;"><span class="stl_14 stl_08" style="word-spacing:0.44em;">lineal, podría afectar directamente el potencial de la interpretación de variables, &nbsp;</span></div>
					<div class="stl_01" style="top: 30.2964em; left:7.092em;"><span class="stl_14 stl_08" style="word-spacing:0.41em;">satisfacción con la información generada, y facilitar una mayor comprensión del &nbsp;</span></div>
					<div class="stl_01" style="top: 32.0164em; left:7.092em;"><span class="stl_14 stl_10" style="word-spacing:0.04em;">procedimiento estadístico. L<span class="stl_08">a</span></span><span class="stl_14" style="word-spacing:0.04em;">&nbsp;información</span><span class="stl_14 stl_08" style="word-spacing:0.06em;">&nbsp;de</span><span class="stl_14 stl_08" style="word-spacing:0.09em;">&nbsp;este tipo podría</span><span class="stl_14 stl_08" style="word-spacing:0.08em;">&nbsp;mejorar la</span><span class="stl_14" style="word-spacing:0.03em;">&nbsp;comprensión</span><span class="stl_14 stl_08" style="word-spacing:0.04em;">&nbsp;y &nbsp;</span></div>
					<div class="stl_01" style="top: 33.7464em; left:7.092em;"><span class="stl_14 stl_08" style="word-spacing:0.05em;">autoconfianza de los actores involucrados durante el procedimiento de muestreo, análisis, &nbsp;</span></div>
					<div class="stl_01" style="top: 35.4681em; left:7.092em;"><span class="stl_14 stl_08" style="word-spacing:0.08em;">interpretación y discusión de los datos. &nbsp;</span></div>
					<div class="stl_01" style="top: 38.1981em; left:7.092em;"><span class="stl_14 stl_08" style="word-spacing:0.26em;">La investigación del documento busca analizar las características de los niños y las &nbsp;</span></div>
					<div class="stl_01" style="top: 39.9181em; left:7.092em;"><span class="stl_14 stl_08" style="word-spacing:0.23em;">familias en la provincia de Manabí, relacionados con la probabilidad de asistencia y &nbsp;</span></div>
					<div class="stl_01" style="top: 41.6481em; left:7.092em;"><span class="stl_14 stl_10" style="word-spacing:0em;">prevención de la vulnerabilidad infantil, y la asistencia del uso de servicio<span class="stl_16">. &nbsp;</span></span></div>
					<div class="stl_01" style="top: 44.3681em; left:7.092em;"><span class="stl_14 stl_08" style="word-spacing:0.06em;">Los autores consideran oportuno se aumenten investigaciones multidimensionales ya que &nbsp;</span></div>
					<div class="stl_01" style="top: 46.0981em; left:7.092em;"><span class="stl_14 stl_08" style="word-spacing:0.26em;">la vulnerabilidad infantil, ya que es un fenómeno de actualidad, el tipo y grado de &nbsp;</span></div>
					<div class="stl_01" style="top: 47.8181em; left:7.092em;"><span class="stl_14 stl_08" style="word-spacing:0.1em;">discapacidad por el</span><span class="stl_14 stl_08" style="word-spacing:0.06em;">&nbsp;cual</span><span class="stl_14 stl_08" style="word-spacing:0.1em;">&nbsp;acceder</span><span class="stl_14 stl_08" style="word-spacing:0.04em;">&nbsp;a los</span><span class="stl_14 stl_08" style="word-spacing:0.1em;">&nbsp;programas</span><span class="stl_14 stl_08" style="word-spacing:0.1em;">&nbsp;públicos</span><span class="stl_14 stl_08" style="word-spacing:0.03em;">&nbsp;y</span><span class="stl_14 stl_08" style="word-spacing:0.08em;">&nbsp;dadas</span><span class="stl_14 stl_08" style="word-spacing:0.1em;">&nbsp;las repercusiones</span><span class="stl_14 stl_08" style="word-spacing:0.05em;">&nbsp;que &nbsp;</span></div>
					<div class="stl_01" style="top: 49.5506em; left:7.092em;"><span class="stl_14 stl_08" style="word-spacing:0.13em;">pueden darse a futuro en</span><span class="stl_14 stl_08" style="word-spacing:0.12em;">&nbsp;las</span><span class="stl_14 stl_08" style="word-spacing:0.15em;">&nbsp;personas y el desarrollo social, se requiere incrementar</span><span class="stl_14 stl_08" style="word-spacing:0.1em;">&nbsp;la &nbsp;</span></div>
					<div class="stl_01" style="top: 51.2706em; left:7.092em;"><span class="stl_14 stl_08" style="word-spacing:0.48em;">formación de los profesionales en este tema. Sería conveniente realizar futuras &nbsp;</span></div>
					<div class="stl_01" style="top: 53.0006em; left:7.092em;"><span class="stl_14" style="word-spacing:0.1em;">investigaciones sobre el</span><span class="stl_14" style="word-spacing:0.11em;">&nbsp;tema,</span><span class="stl_14" style="word-spacing:0.1em;">&nbsp;debido</span><span class="stl_14" style="word-spacing:0.11em;">&nbsp;a</span><span class="stl_14" style="word-spacing:0.1em;">&nbsp;la</span><span class="stl_14" style="word-spacing:0.11em;">&nbsp;relevancia y escasez</span><span class="stl_14" style="word-spacing:0.1em;">&nbsp;de artículos que</span><span class="stl_14" style="word-spacing:0.1em;">&nbsp;tratan &nbsp;</span></div>
					<div class="stl_01" style="top: 54.7206em; left:7.092em;"><span class="stl_14 stl_08" style="word-spacing:0.08em;">sobre este asunto. &nbsp;</span></div>
					<div class="stl_01" style="top: 66.3044em; left:41.6983em;"><span class="stl_18">1</span></div>
					<div class="stl_01" style="top: 66.3044em; left:42.1183em;"><span class="stl_18">7</span></div>
				</div>
			</div>
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		<div class="stl_02">
			<div class="stl_03">
				<img src="data:image/png;base64,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alt="" class="stl_04" />
			</div>
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				<div class="stl_05 stl_06">
					<div class="stl_01" style="top: 2.8654em; left:7.092em;"><span class="stl_07 stl_08" style="word-spacing:0.06em;">Revista Científica SAPIENTIAE. Vol. 3, Núm. 6 (Ed. Esp. Octubre 2020) ISSN: 2600-6030 &nbsp;</span></div>
					<div class="stl_01" style="top: 3.8054em; left:7.092em;"><span class="stl_09 stl_10" style="font-style:italic; word-spacing:0em;">Misión Ternur<span class="stl_08">a,</span></span><span class="stl_09 stl_10" style="font-style:italic; word-spacing:0em;">&nbsp;Vulnerabilid<span class="stl_08">ad</span></span><span class="stl_09 stl_08" style="font-style:italic; word-spacing:0.04em;">&nbsp;Infantil y</span><span class="stl_09 stl_08" style="font-style:italic; word-spacing:0.06em;">&nbsp;Análisis</span><span class="stl_09 stl_08" style="font-style:italic; word-spacing:0.07em;">&nbsp;Canónico</span><span class="stl_09 stl_08" style="font-style:italic; word-spacing:0.04em;">&nbsp;No Lineal</span><span class="stl_09 stl_08" style="word-spacing:0.02em;">&nbsp;</span><span class="stl_11" style="font-style:italic; word-spacing:0.02em;">–</span><span class="stl_11 stl_08" style="word-spacing:-0.03em;">&nbsp;</span><span class="stl_09" style="font-style:italic; word-spacing:-0.03em;">Caso</span><span class="stl_09 stl_08" style="font-style:italic; word-spacing:0.04em;">&nbsp;Manabí. &nbsp;</span></div>
					<div class="stl_01" style="top: 5.9139em; left:7.092em;"><span class="stl_12" style="font-weight:bold;">REFERENCIAS &nbsp;</span></div>
					<div class="stl_01" style="top: 8.6339em; left:7.092em;"><span class="stl_14 stl_08" style="word-spacing:0.15em;">Alaminos, A., Fránces, F., Penalva, C., &amp; Santacreu, Ó. (2015). Análisis multivariante &nbsp;</span></div>
					<div class="stl_01" style="top: 9.9539em; left:10.0417em;"><span class="stl_14" style="word-spacing:0em;">para las Ciencias Sociales I. (D. Bosco, Ed.) (PYDLOS Edi). Cuenca-Ecuador. &nbsp;</span></div>
					<div class="stl_01" style="top: 12.2839em; left:7.092em;"><span class="stl_14" style="word-spacing:0.08em;">Aldaz, C., &amp; Albuja,</span><span class="stl_14" style="word-spacing:0.09em;">&nbsp;W. (2017).</span><span class="stl_14" style="word-spacing:0.08em;">&nbsp;Análisis sobre el Índice</span><span class="stl_14" style="word-spacing:0.08em;">&nbsp;de pobreza</span><span class="stl_14" style="word-spacing:0.09em;">&nbsp;multidimensional &nbsp;</span></div>
					<div class="stl_01" style="top: 13.6039em; left:10.0417em;"><span class="stl_14">(</span></div>
					<div class="stl_01" style="top: 13.6039em; left:10.3807em;"><span class="stl_14" style="word-spacing:0.02em;">IPM) basados</span><span class="stl_14 stl_08" style="word-spacing:0.05em;">&nbsp;en</span><span class="stl_14 stl_08" style="word-spacing:0.04em;">&nbsp;el</span><span class="stl_14 stl_08" style="word-spacing:0.09em;">&nbsp;módulo</span><span class="stl_14 stl_08" style="word-spacing:0.11em;">&nbsp;Bienestar</span><span class="stl_14 stl_08" style="word-spacing:0.07em;">&nbsp;subjetivo y</span><span class="stl_14" style="word-spacing:0.03em;">&nbsp;psicológico</span><span class="stl_14 stl_08" style="word-spacing:0.04em;">&nbsp;en la</span><span class="stl_14 stl_08" style="word-spacing:0.1em;">&nbsp;medición</span><span class="stl_14 stl_08" style="word-spacing:0.04em;">&nbsp;de &nbsp;</span></div>
					<div class="stl_01" style="top: 14.9239em; left:10.0417em;"><span class="stl_14 stl_08" style="word-spacing:0.06em;">la pobreza en la región amazónica del Ecuador en el año 2014-2015. Quito. &nbsp;</span></div>
					<div class="stl_01" style="top: 17.2439em; left:7.092em;"><span class="stl_14" style="word-spacing:0.25em;">Balsells, Á. (2011). La infancia en riesgo social desde la sociedad del bienestar . &nbsp;</span></div>
					<div class="stl_01" style="top: 18.5739em; left:10.0417em;"><span class="stl_14 stl_10" style="word-spacing:25.41em;">Universidad fro<span class="stl_08">m &nbsp;</span></span></div>
					<div class="stl_01" style="top: 19.8939em; left:10.0417em;"><span class="stl_14">http://campus.usal.es/~teoriaeducacion/rev_numero_04/n4_art_balsells.htm[21/0 &nbsp;</span></div>
					<div class="stl_01" style="top: 21.2164em; left:10.5417em;"><span class="stl_14">/2011 &nbsp;</span></div>
					<div class="stl_01" style="top: 18.5739em; left:18.2107em;"><span class="stl_14 stl_10">d<span class="stl_10">e &nbsp;</span></span></div>
					<div class="stl_01" style="top: 18.5739em; left:22.4487em;"><span class="stl_14">LLeida, &nbsp;</span></div>
					<div class="stl_01" style="top: 18.5739em; left:28.8677em;"><span class="stl_14 stl_10">1<span class="stl_10">1. &nbsp;</span></span></div>
					<div class="stl_01" style="top: 18.5739em; left:33.4158em;"><span class="stl_14">Retrieved &nbsp;</span></div>
					<div class="stl_01" style="top: 21.2164em; left:10.0417em;"><span class="stl_14">3</span></div>
					<div class="stl_01" style="top: 23.5364em; left:7.092em;"><span class="stl_14" style="word-spacing:0em;">Blanco, A., &amp; Díaz, D. (2005). El bienestar social: su concepto y medición. Psicothema. &nbsp;</span></div>
					<div class="stl_01" style="top: 25.8664em; left:7.092em;"><span class="stl_14 stl_08" style="word-spacing:0.07em;">Blanco Melo, A. F., González Rivera, E., &amp; afblancom@correo.udistrital.edu.co. (2016). &nbsp;</span></div>
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src="data:image/png;base64,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					<div class="stl_01" style="top: 7.1939em; left:10.0417em;"><span class="stl_14" style="word-spacing:0.96em;">principles. (Publications-sales@fao.org., Ed.). Roma. Retrieved from &nbsp;</span></div>
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					<div class="stl_01" style="top: 19.4439em; left:33.5838em;"><span class="stl_14">Retrieved &nbsp;</span></div>
					<div class="stl_01" style="top: 19.4439em; left:40.5808em;"><span class="stl_14">from &nbsp;</span></div>
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					<div class="stl_01" style="top: 42.9681em; left:10.0417em;"><span class="stl_14">ianina_tunon@uca.edu.ar &nbsp;</span></div>
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