<!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 {
	position: absolute;
	white-space: nowrap;
}
.stl_02 {
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	font-size: 1em;
	margin: 0em;
	line-height: 0.0em;
	display: block;
	border-style: none;
	width: 49.58333em;
}

@supports(-ms-ime-align:auto) { .stl_02 {width: auto; overflow: hidden;}}
.stl_03 {
	position: relative;
}
.stl_04 {
	width: 100%;
	clip: rect(2.512502em,42.57167em,25.71417em,6.927083em);
	position: absolute;
	pointer-events: none;
}
.stl_05 {
	position: relative;
	width: 49.58333em;
}
.stl_06 {
	height: 7.008333em;
}
.ie .stl_06 {
	height: 70.08334em;
}
@font-face {
	font-family:"RDJSLE+Calibri-Light";
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");
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") format("truetype");
}
.stl_07 {
	font-size: 0.67em;
	font-family: "RDJSLE+Calibri-Light";
	color: #000000;
	line-height: 0.690499em;
}
.stl_08 {
	letter-spacing: -0.01em;
}
.stl_09 {
	letter-spacing: 0em;
}
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	font-family:"CRUMSU+Calibri-LightItalic";
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");
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") format("truetype");
}
.stl_10 {
	font-size: 0.67em;
	font-family: "CRUMSU+Calibri-LightItalic";
	color: #000000;
	line-height: 0.690499em;
}
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");
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") 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") format("truetype");
}
.stl_11 {
	font-size: 1em;
	font-family: "PPNLDG+TimesNewRomanPS-BoldMT";
	color: #000000;
	line-height: 1.107422em;
}
.stl_12 {
	letter-spacing: 0.01em;
}
@font-face {
	font-family:"UKCUJD+TimesNewRomanPSMT";
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");
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") 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") format("truetype");
}
.stl_13 {
	font-size: 0.92em;
	font-family: "UKCUJD+TimesNewRomanPSMT";
	color: #000000;
	line-height: 1.115535em;
}
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");
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?#iefix") 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AAVsAgmsAgmsAgmsAgmDxAWE0VoZTqwARYtLEtTI0tRWlggRYpgRBshIVktLEtUWCBFimBEGyEhWS0sS1MjS1FaWDgbISFZLSxLVFg4GyEhWS0sAUtTI0tRWrACJbAEJbAGJUkjRRhpUlpYsAIlsAIlsAUlRiNFaWBIWSEhIS0ssBNDWAMbAlktLLATQ1gCGwNZLSxLVLASQ1xaWDgbISFZLSywEkNcWAywBCWwBCUGDGQjZGFkuAcIUViwBCWwBCUBIEawEGBIIEawEGBIWQohIRshIVktLLASQ1xYDLAEJbAEJQYMZCNkYWS4BwhRWLAEJbAEJQEgRrj/8GBIIEa4//BgSFkKISEbISFZLSxLUyNLUVpYsDorGyEhWS0sS1MjS1FaWLA7KxshIVktLEtTI0tRWrASQ1xaWDgbISFZLSwMigNLVLAEJgJLVFqKigqwEkNcWlg4GyEhWS0sRiNGYIqKRiMgRopgimG4/4BiIyAQI4q5A1gDWIpwRWAgsABQWLABYbj/uosbsEaMWbAQYGgBOi0sIyCwAFCKimSxAAMlVFiwQBuxAQMlVFiwN0OLWbBPK1kjsGIrIyEjWGVZLSyxOgAMIVRgQy0ssQIAQrEjAYhRsUABiFNaWLkQAAAgiFRYsgIBAkNgQlmxJAGIUVi5IAAAQIhUWLICAgJDYEKxJAGIVFiyAiACQ2BCAEsBS1JYsgIIAkNgQlkbuUAAAICIVFiyAgQCQ2BCWblAAACAY7gBAIhUWLICCAJDYEJZuUAAAQBjuAIAiFRYsgIQAkNgQlmxJgGIUVi5QAACAGO4BACIVFiyAkACQ2BCWblAAAQAY7gIAIhUWLICgAJDYEJZsSgBiFFYuUAACABjuBAAiFRYugACAQAAAkNgQllZWVlZWVmxAAJDVFhACjdAOkA7QD4CPwIbsQECQ1RYsjdAOroBAAA7AQCzPgE/ARuxgAJDUliyN0A6uAGAsTtAG7kBAAACQ1JYsjdAOroBgAA7AUAbuQGAAAJDUliyN0A6uAIAsTtAG7I3QDq6AQAAOwEAWVlZuUAAAICIVblAAAIAY7gEAIhVWlizPgA/ARuzPgA/AVlZWUJCQkJCLSywAkNUWEtTI0tRWlg4GyEhWRshISEhWS0sAS0ssAIlY7AgYGawAiW4IABiYCNiLSwjSrECTistLCNKsQFOKy0sI4pKI0VksAIlZLACJWFksDVDUlghIGRZsQJOKyOwAFBYZVktLCOKSiNFZLACJWSwAiVhZLA1Q1JYISBkWbEBTisjsABQWGVZLSwgsAMlSrECTiuKEDstLCCwAyVKsQFOK4oQOy0ssAMlsAMlirBnK4oQOy0ssAMlsAMlirBoK4oQOy0ssAMlRrADJUZgsAQlLrAEJbAEJbAEJiCwAFBYIbBqG7BsWSuwAyVGsAMlRmBhsIBiIIogECM6IyAQIzotLLADJUewAyVHYLAFJUewgGNhsAIlsAYlSWMjsAUlSrCAYyBYYhshWbAEJkZgikaKRmCwIGNhLSywBCawBCWwBCWwBCawbisgiiAQIzojIBAjOi0sIyCwAVRYIbACJbECTiuwgFAgYFkgYGAgsAFRWCEhGyCwBVFYISBmYbBAI2GxAAMlULADJbADJVBaWCCwAyVhilNYIbAAWRshWRuwB1RYIGZhZSMhGyEhsABZWVmxAk4rLSywAiWwBCVKsABTWLAAG4qKI4qwAVmwBCVGIGZhILAFJrAGJkmwBSawBSawcCsjYWWwIGAgZmGwIGFlLSywAiVGIIogsABQWCGxAk4rG0UjIVlhZbACJRA7LSywBCYguAIAYiC4AgBjiiNhILBdYCuwBSURihKKIDmKWLoAXRAAAAQmY1ZgKyMhIBAgRiCxAk4rI2EbIyEgiiAQSbECTitZOy0sugBdEAAACSVjVmArsAUlsAUlsAUmsG0rsV0HJWArsAUlsAUlsAUlsAUlsG8rugBdEAAACCZjVmArILAAUliwUCuwBSWwBSWwByWwByWwBSWwcSuwAhc4sABSsAIlsAFSWliwBCWwBiVJsAMlsAUlSWAgsEBSWCEbsABSWCCwAlRYsAQlsAQlsAclsAclSbACFzgbsAQlsAQlsAQlsAYlSbACFzhZWVlZWSEhISEhLSyxJQGIUFi5QAACAGO4BACIVFywE0tSWxuwAVktAAAAAAIAAAAAAlgIAAADAAcAAAEBAQEBAQEBAAAAAAJYAAD9rQJOAAD9sgAACAAAAPgAAAUAAAf2AAAAAf/uAcUEEQIOAAMAMrCFK1i5AAIDJ0AKAAAaBQFnBEdIGCsQ5U4Q9gAvTe0xMBuxAgG4B+2xbAIAGC8rMDFZASE1IQQR+90EIwHFSQACAET/5AQFBY4AHwAtAnKwhStYsQICQ1RYQCYvQBAQAlUpBhgNDQJVBggPDwJVBgwQEAJVBgAgHRYKDQ0CVRYLILj/9EAREhICVSAMExMCVSAYDQ0CVSC4//hADA8PAlUgGBAQAlUgHLoD4gAd/8C2CRACVR0fErgD4kAQE0AJDgJVExQAJSUJBywsAwAv7T/tP90r7S/dK+0BLysrKysrwN0rxBDALysrK80xMCsbsQYCQ1RYQFISExQAACALAwMlJQkHHHAdAUAdYB0CHR8LLCwDCxYMDQ0GVRYEEBAGVRYLIBQQEAZVIAQPDwZVIAINDQZVICAvLikMDQ0GVSkGGA0NBlUGBi8uERI5LyvNKxESOS8rKyvAzSsrAD/tP91dXc0/7RIXOT/dzTEwG7kAL//As0dHNC+4/8BAQisuNGAvfAR8BYoEgC+vL8AvB0AvgC8CAC8WKhUrVQVVCFQrlgcHSAcBIC83CkcKVgqYBKcqoC8HwC/wKwIgIAAgIbr/4AAL/+BARTwgTyBeIGYKbCB6IJ8AnyCqB7kHxioLJggTJwxBEh4TRBUdJxZBHB4dRB8AICELBCwVACUlCQcfLAEsLB8DCx8ACyEMILgBZ0ASFWAWgBavFgMfFpAWAhbrKVAGuP/AsyguNAa4/8C3RzUGQy5DfxgrThD0KytN7f1yXTz9PDw8PDwAPzztcj/tPxEXORD17fwB9QAQ9e38AfUxMEN5QBomKwQIJyUmCCkgACsEKSAAKAclIAEqBSwgAAArKwErKyuBgQBdODg4OAFxXQBxAXJxXSsrWVkbtRQAHwsJJbgH6bRsCQcDLLgIBbJsAwsAGD8rPys/PzAxWSUGBiMiJjU0EjMyFzU0JiYjIgcnJTMRFBYWMzI3FwUjNREuAiMiBwYVFBYzMgLHQ4BKluD4w3lPDyAYGisNAREtDyEWGy0L/vAuBjxjL1hFW7BsW2dGPfvFxQFHTamdSBoQI3D73aFHHBEjcckB2ERwOU9oyMrXAAIAPAAAAgcFjgALACICb7CFK1ixAgJDVFi5ACT/wEAdDQ0CVRINCA0NAlUNIRgQEAJVIRgPDwJVIRMYAwm4/+60ExMCVQm4/+C0DQ0CVQm4/9a0Dw8CVQm4/862EBACVQkNGLj/9LQTEwJVGLj/4rQNDQJVGLj/4LQPDwJVGLj/1rUQEAJVGCC4A+JAF08hbyF/IQMhIm8AAQBgBgEGQA8PAlUGuP/AtxMTAlUGIgYTAC8/1isrXc1dEN1d7QEvKysrK80vKysrK80QxMYrKxArxDEwASsbsQYCQ1RYQA0gEhAQBlUhEhAQBlUGuP/AtEtLBlUGuP/AtEFBBlUGuP/AQBk3NwZVQAYBAAagBgJgBgEGAAAgISIHEwMJuP/2QBwQEAZVCQkkIw0CEBAGVQ0CDw8GVQ0MDQ0GVQ0YuP/wtBAQBlUYuP/2tA8PBlUYuP/wtw0NBlUYGCQjERI5LysrK80rKysREjkvK80ALz/dzT/NXXFyKysrMTABKysbQBmQJAFgJHAkkCSgJPAkBSAkUCQCQCRQJAIkuP/AszIyNCS4/8CzODo0JLj/wLMtMDQkuP/AsyMlNCS4/8BALhkaNBgpHhNKIg0pHhJKIyEnGUEgHiFEDBkME5AGAQY5AAAiDAcTEgqQCQEJOQO4/8CyQzUDuP/AQA8/NQNrDAwNGQ0kGEArORi4/8BAGjY6NJAYAVAYAWAYcBiQGKAY8BgFGLIjsqMYKxD2XXFyKyvtPBA8EPQrK+1yAD88Pzw/7XIREjkQ9e38AfUrKzEwASsrKysrAV1xXQFyWVkbuQAGCDG3QAAAIgcRExS4A+KybBMKABg/KzI/PxrtMDFZATIWFRQGIyImNTQ2ExEUFhYzFSE1MjY2NRE0JyYmIyIHJyUBKSo7OyoqPDt+GTFB/kNDLhsJBx4aHCgOARQFjjsqKjw8Kio7/iH9IFY5HCQkGjxVAWGVLCAZDyRwAAEAZP/kAtUDrwAxBGqwhStYsQICQ1RYQCczQBMTAlUzQAsLAlUCARgQEAJVARgPDwJVAQ8bGggnDAsLAlUnIQ+4/+C0EBACVQ+4//RAMg8PAlUPMQcIJw8hBBIrBQF5BQFsBQEFJS8BAQEqBxl3HgFjHgEeJSAaAWAacBoCGhILAD/EXV3tXV0vP8Rd7V1dXRIXOT8BLysrzS8rzdTNENQrK80xMCsrG7EGAkNUWEAyIQ8nCAQqFh4SLgUCKjEHYBpwGgIaGRJLBQFrBXsFAgUlKgdEHgFkHnQeAh4lEgsBIQ+4//JAGg0NBlUPDzMyGggODQ0GVQgnEg0NBlUnJzMyERI5LyvNK8QREjkvK83EAD/tXV0/7V1dEMTEXT8QxBI5ERI5Ehc5MTAbQCkJLBksAhISLkALOSwoCzkYFFkMWiabEJQkBQoHCigKKWAzcDOAMwYPM7gBIECHDV02yw3LDsQkxCXXI9Yk2SzmBOYj5iTpLAsSPyxdLG4tfSyPAY8CjwOAFYAagBuAHIktjy4NDwEPAgoDCQwGHAosyCLJIwgcAxYUEhwWHRkpGyyZCZkKmyCTI5MkCxIrDSgsSixPM18zeCl4LIYOqCOvM+gD5hwMKQgxHgC9Ah4BHwEvAQIBuAErsgC9LrgBGkARKhgeGb0bHhofGgEQGiAaAhq4ASuyGb0WuAEaQCISEiQjDQsEDyckIw0LBAUeAccALi8qMQAABSUqBxp+GRkYuANGQBQWLx4lEgsCzBIBARLPId8h7yEDIbgDFEALcA8BYA9wD5APAw+4ATZAGScaGS4fCAEILJ8nAWAncCeAJwMgJzAnAie6ASAAMgEgsUsYK04Q9F1xck3tcvQ8EP1dcf1dQ1iy/yEBXVk5L0NcWLL/AQFdWe0AP+3k9DwQ7T/tPBA8EOQQ7RESFzkBERIXOUNYQAokIyMkDQsUDQ0Lhw4uKw59EMRZGAAQ7PTtXXIBEO307QAQ7PTtXQEQ7fTtsQYCQ1RYtC4gCQ00ACtZMTBDeUAcKCkfIBARBgcfESEcAQYpCBwAIBAeHAAHKAUcAQArKwErK4GBgYEBXUNYQAn7B/YQ9hH7KARdWQFyAHEAXUNYQBmfAZ8CnwOfC5oNkBWQGpAbkByZIpcjny0MXVldKwFxAHIrK0NYQAsvIy8kiyybJJssBV1ZQ1xYQBEoIBk5CSgZOQFACjkCQAo5G7j/wLIKORq4/8BAGQo5LkAKOSxACjksQAk5DBAeEj8OIB4SPw64//CyGzkOuP/wshk5JLj/6LITOSO4/+iyEzkMuP/othM5LBgTORu4/8CyEjkauP/AQA8SOQFAEjkCQBI5LCASOSS4//BADw85LBgPOQMQDTkuQA05I7j/8EASDTkMEA05LCANOSwYETksGBE5ACsrKysrKysrKysrKysrKysrKysrKysrKysrKysrASsrWQBdWVkbQA0CAi4aGhYuMQcZCioFuAfmtGwqBxIeuAfmsmwSCwAYPys/Kz8/ERI5LxE5LzAxWQERIyYmIyIGFRQXFhcXFhUUBiMiJyYjIgcjETMWFjMyNjU0JiQnJjU0NjMyFxYzMjY3ApAhJndcRlYgH1+Sy711VGwhFRcNISEcnmJFV2H+3i0tm3s2TTMREBIMA6/+yJNqSi04KCkuR2OifZkeChoBR4yOUTlFXpA6OVdxmBcPDhgAAQBG/+QDSgOvACECIrCFK1iyCAQBsQICQ1RYQCACGgYMEBACVQYMDw8CVQYMDQ0CVQYWJQ8JB2AhcCECIbj/wLUTEwJVIR24/9S0ExQCVR24/8q2EhICVR0xAwAv7SsrxCtdP8TtAS8rKyvNxDEwG7ESI7j/wEBzKi00ACNDDV02Fw1XBQIcE1QEUwVTBlQHWBtYHAdnBXYFgACAIbQbxSDQIOAA5QUJNwFHAVYYVRxfI2AYYBx2GHIcihKOE5ARkBimAaQCryOzAcEBxwfHGekI5BzqIPQBGAYCShJXEosfiyCAI/AjBxEgAbz/4AAg/+AAH//gsgAdALgDRkAwECEBYCGAIQIAIRAhICFQIWAhcCGQIaAhsCHAIdAh4CHwIQ0hZh3fDwEPxxYlCQcduP/YshQ5Hbj/2EA4EjkdMQMLIcwfDAFPDI8MAgwvEAAwAEAAYABwAJAAsADAAOAACTAAQAACAKpzGoMaAlAaAZ8aARq4AQxAEvAGAQAGEAYgBjAGQAYFBkMiQ7kCkQAYK04Q9HJxTe1dcnH9cV3kcXLtAD/tKys/7e1xEPRdcXLkErEGAkNUWEAKUx1jHXMdA5MdAQBdcVk5MTA4ODgBOAFxXQBdAXIAcisrQ1xYtAAQGDkbuP/wthM5BRAQOQG4/8CyEDkguP/AsRA5ACsrKysBK1lZAXEbtw8PCSEhAwkWuAfqtGwJBwMduAgcsmwDCwAYPys/KxI5LxE5LzAxWQEGBiMiAjU0ADMyFhUUBiMiJyYmJyYjIgcGFRQWMzI3NjcDSiXYg5zoAQG0h64xLDseEQsjIz5kPVGhiWJONzQBXLXDAQbf2AEOj00mLyYVdh8eSmKhpPtDLnkAAv/5/koDugOvACcAOQJTsIUrWLECAkNUWEApO0ATEwJVMgoqExMCVQoGDw8CVQoYExkAIAMpEwgNDQJVEyAWExMCVSC4//q0DQ0CVSC4//y0Dw8CVSC4//RADRAQAlUgAygrEgQOBhq6A+IAFwPiQAsYGRguJQ42WQYHJ7gD4kAJAEAJEAJVAAEHAD/dK+0/7S/tLy8Q7e0REhc5AS8rKysr3SvAwBDGxBDELysrzTEwKxuxBgJDVFi5ADL//LUNDQZVMgq4//BAGA0NBlUKCjs6AykTDA0NBlUTAhAQBlUTILj/9rQNDQZVILj/7kAbEBAGVSAgOzoDKAYOJwABGQ4uJQ4LNlkGBwEHAD8/7T/tPxDdzRESOTkBERI5Lysr3Ssr0MAREjkvK80rMTAbQH4KO0MNXTY5EEkQWxCJEQSGLAE7LD87SyxbLGoRaixzCHkReSyECKUH6Qj5CQ0wO1gzWTRsNARAOwEvCAMoKRITICkeGYYiEykeGCcjACchTyceAEQCEisoAwQuEDYBNlkGBwIHLiUOCxkYDjIxHwqQCgJgCoAKrwoDCusgAhO4AWdAGyAgUCFwIQKAIQEAIRAhsCHAIdAhBSFgOsJLGCsQ9l1xcjwQ/TwQ/V1y7QA/PD/tPz/tchEXORD17fwB9SsrAw4QPDw8PDEwQ3lAIC81Bw0IJTQmDCYwJTUHMiABLw0yIAEzCTYgATELLiAAACsrASsrKysrK4GBAXFyXQBxXStZWRuzAQcGNrgIF7RsBgcOLrgH57VsDgsXGRq4A+KybBkOABg/KzI/Kz8rPzAxWQMlMxU2NjMyFxYVFAcGIyInJicRFBYWMxUhNTMWNzY2NRE0JiYjIgcFERQXFhYzMjc2NTQnJiMiBwYCARomR49PilxxiHCqSjYoMhc5S/4gGTcnExUQIx4YJQE0CQ5tU2Q+UVxAWDAvJAM5ctZ5YWyE1O2bfxUPLf7pXjMeJSUBFgsxZANiWTAYDn/+qm8jOlhOZrnScU4YEgABAD0AAAIPBY4AFQGssIUrWLECAkNUWLkAF//2QB0NDQJVFAwGAQcBCA0NAlUBBA8PAlUBBgwMAlUBDLj/8rQTEwJVDLj/6rQMDAJVDLj/4rQNDQJVDLj/1rQQEAJVDLj/3rUPDwJVDAW9A+IACAPiAAcAEwPiQAsTFEAJDQJVFBUABwAvP90rMu0Q7e0BLysrKysrzSsrK8QQxBDGMTArG7EGAkNUWEAnExIQEAZVFBQQEAZVExQVAAAABwEMDQ0GVQECEBAGVQEEDw8GVQEMuP/wtBAQBlUMuP/0tA8PBlUMuP/wtw0NBlUMDBcWERI5LysrK80rKysALz8/3c0xMAErKxu3kBfAF/AXAxe4/8CzP0Y0F7j/wEA6OTs0AReyDWQ2UBcBQBdQF2AXcBeQF6AX8BcHDCkeB0oiASkeBicjFCcNQRMeFEQVAAAHBgoAASQNDLj/wLM/RjQMuP/AQBo1OzSQDAFQDAFgDHAMkAygDPAMBQyyFrKjGCsQ9l1xcisrPP08AD88Pzz17fwB9SsrMTABXQFxASsBKysBcllZG7QVAAUHCLgD4rJsBwoAGD8rMj8wMVkBERQWFjMVITUyNjY1ETQmJiMiByclAXsZNEf+Pz8uGg4fGBooEQERBY77QVY4HSQkGjxVA0CbRxoQI3AAAQAMAAAD9wOvADMDBLCFK1ixAgJDVFhAFzVAEhICVTAMEBACVTEMEBACVQ4IDxYjuP/qQC4QEAJVIx0kKQgIDQ0CVQgEDw8CVQgGDAwCVQgWJBISAlUWGg0NAlUWDBMTAlUWuP/0tA8PAlUWuP/etBAQAlUWuP/uQCYMDAJVFgAdBA8PAlUdCA0NAlUdBgwMAlUdKRgSEgJVKQ4TEwJVKbj/7rQQEAJVKbj/8LQPDwJVKbj/9rQNDQJVKbj/+kAKDAwCVSkAHAIkMLgD4kAJMUAJEAJVMTINvgPiABAD4gAiA+IAJQPiQAkkDyQyBxosAgcAP+0/Ly8Q7e3s7BDdK+0REjk5AS8rKysrKyvdKysrwC8rKysrKyvNKysrEMQQxCsQxBDEMTArKysbsQYCQ1RYQF4vFhAQBlUwDBAQBlUxFhAQBlUAHAIkMDEyBxosAgcPJAgMDQ0GVQgCEBAGVQgGDw8GVQgWAg0NBlUWAhAQBlUWCA8PBlUWFjU0AB0MDQ0GVR0IDw8GVR0CEBAGVR0puP/wtA0NBlUpuP/wtBAQBlUpuP/ytw8PBlUpKTU0ERI5LysrK90rKyvAERI5LysrK80rKysALy8/7T/dzRESOTkxMAErKysbQDo1QCo1CDVgDV02MDVQNWA1cDWQNQUtBAFANWA1cDWANZA1sDUGsDXQNQKwNQFgNYA1wDUDHQgWKR4PuAMPQBEiKSkeJEoiCCkeDkojHSkeI7gDDkAuIzEnKkEwHjFEHAAjMjMHGiwCByQjIw8PDgoXFiQHkAgBsAgBDwhwCJ8IzwgECLgCvUAbKTMdJCofKVApYClwKQSAKZApsCkDACkQKQIpuP/AQAkUFjQpYDSmfxgrEPYrXXFyPP08EP1dcXI8/TwAPzwQPBA8P+0/PBE5OfXt/AH1KysrKzEwQ3lAEhgZAwYEJRkDFxwBBQYYBRocASsBEDwrK4GBAV1xAV1xAF0BcisrWVkbtTIHDwoCGrgIDEAJbAIHIhANAyQluAPitGwPCiQKABg/PysXMj8rPz8wMVkBNjMyFhcWFREUFxYWMxUhNTMyNjc2NRE0JiMiBxEUFxYWMxUhNTMyNjURNCYmIyIHJyUzAUuhkktsIBYOCzFC/jsTQDMKBEFNd3YLDjFL/jsURjEPHxocJw8BFCsC7cJLVjx8/nlXHxkcJCQnJg9PAXd9cYL+HV0WHRskJEdkAVSlSBoPJHAAAgBJ/+0DiQOvADIAPQOLsIUrWLECAkNUWEAgP0ANDQJVP0ATEwJVFRsHLiUICwsCVSUMDQ0CVSUADDO4//BACxISAlUzFhMTAlUzuP/etBAQAlUzuP/0QBUPDwJVMwwNDQJVMzkHDA0NAlUHLS64/8BAIAkSAlUuMwAeBCksMDQMQAkLAlUMQB0dAlUMQBESAlUMuP/UQB4JEgJVDAwEfxgBGEAREgJVGEAdHQJVGBAlHgc8LAQAL+0/7cQrK10SOS8rKysrzS/9ERI5OdQrzQEvK80vKysrKyvAwN0rK8QQ1M0xMCsrG0BvCxyKMwISUzYBEiAfOYA/qAm2CgMSKxJ9AH0zhgCLC4s1Bh0SFjoQP4A/BAkcTAVMBkUgRSJMOkA/iR0ICg4HIAAiSQFLCkkLSTVLN0M6ST1XC2cLhQmECoQLD1QWgxYCHz9fPwJgCDMANDwuKS00uwEbAAwADP/Atgk5DCgLOQy4/8BAGjo1EAxQDAJADFAMYAwDIAxQDGAMdgwEDDwYuP/YQCkLOU8YXxhvGAMvGH8YAhh+HxABECUeBzA8QDwCPCwEcC2ALQItNSksMLgDRkARBAsuwC0BLWAlADMNDAw0NDO4//y0EBAGVTO7AWcAJAAl/8BAGg45ACUfJYAlkCUEQCXwJQKAJQElEBAQBlUluwJDAAcAFf/Ash85FbgBZ0AeGy85MQdADjkgB1AHgAcDEAcB8AcBUAcBB0M+Q24YK04Q9F1xcnIrTe307SsQ/StdcXIrPP0rPBA8EDwQPBD2XTwAP/T95F0Q7XE/7XL9XXErETldcXIrKysvsQYCQ1RYsgMMAQBdWe0REjkREjk5MTBDeUBHNTscIwUTNzg2OAIGCQgKCAIGISIgIgIGNQs5IAARHRMcABITDx8NHAEiIzsFORwAOAg0IAE1NAsSHBAcAQ4iEBwBOgY8HAArKys8EDwrASsQPCsQPCsrKioqgYGBAXIBcQBxAXFyAF1DWLI/EgFdWQFdKwByQ1xYtDFADjkuuP/gshA5Lrj/4LYOOTcgDjkguP/osgw5ILj/4EALCzkYIAs5FyALORy4//BAGgs5CigLOTcoCzkKKAo5NygKOQooCTk3KAk5ACsrKysrKysrKysrKysrK1kAXVkbtRgYBB4MNLgH6LVsDAwwHhC4B+i0bB4HMCm4CA20bDALBDy4CAmybAQLABg/Kz8rPysSOS8rERI5LzAxWSUGBwYjIiY1NDc2Njc1NCYjIgcGFRcUBiMiJjU0NjMyFxYXFhURFBYWMzI3NjcVBiMiJicRBgcGBhUUFjMyAkeNJDY9X3seKcvsV1M/JSYCLyYlL7Cfek47HBIKFw8QDBU8cGYxOgGXLE9EVjhMhG0RGYJqQzFEeFYkiWYiIiw6LjI0LVaQKR9CK4X+yYM7FAcNPDiWRJMBXTwZLGA5SF8AAgBF/+QDuQOvAA8AHQItsIUrWLECAkNUWEAcFAwGEBACVQwMDw8CVQwMDQ0CVQwQCwsCVQwaBLj/9LQQEAJVBLj/9EATCwsCVQQMDw8CVQQXJQgLECUABwA/7T/tAS8rKyvNLysrKyvNMTAbsQYCQ1RYQAkQJQAHFyUICxq4//RAGw0NBlUaBBQMDQ0GVRQMEA8PBlUMEA0NBlUMBLj/8EALDQ0GVQQEHgwMHx4REjkvETkvKxArK80rEM0rAD/tP+0xMBtARRKAFQGnFrYWxQHJCcQd2QkGEucKAUgJRRZXFYUBjAmJD9kbBx9AMjUEH0MNXTafHwHGFckaAkAfAUkIECUABxclCAsSBLj/wEArEgs/TwQBQAQB0AQBQARQBGAEcASQBLAEBgTsDEASCz9ADJ8MAgxDHkNLGCtOEPRyK03tXV1xcitLsChTS7BQUVqxDB5JsR8ESVJaWL0ADP/AAAT/wAAf/8A4ODhZQ1i8ABoDMgAEABQDMukQ6Ru8ABoDMgAEABQDMu0Q7VkAP+0/7TEwQ3lANgEdEiUOJgIlHCYKJQYmEQ8UIAAdARogARYJFCAAGAcaIAETDRAgARsDECABFQsXIAAZBRcgACsrKysBKysrKysrKysrK4EBcgFxcisrcQFdAUNYQBF1AnUGegp6DnoSeBZ1GHUcCF1ZXQBdQ1xYQAkcEBE5GxARORW4//CxCzkAKysrWVlZG7EAELgH6rRsAAcIF7gH67JsCAsAGD8rPyswMVkBMhcWFRQGBiMiJyY1NDY2FyIGBhUUEjMyNjU0JyYCANB+a3bPf896Z33MUzVrQp+CYX5pRwOvnoeve/yApYutfvl3QT+efMj+3qDD9IxgAAEAbv6rAZgAyAAXAG2whStYQCdZAlkXxBYDCRdgGdAZAwkBAAcEBA8IEgC2EkAMCwQ6DxUfFYAVAxW4ASpACx8PXw8CDxkYnKQYK04Q9F1N/V3tAD/t5BI5ARESFzkxMAFdAXEbtwEAAAwSEgwLABg/My8RMy8zMDFZEzU2NjU0JyYjIgcGIyImNTQ2MzIWFRQGbmdxCQcHCyUSFDE6SzZCZ4/+qywij1ATDQkUCTozMUZzX2exAAEADQAAArcDrwAoAdqwhStYsQICQ1RYQCgqQBMTAlUGHxcRJwQPDwJVJxgfAREIDQ0CVREEDw8CVREGDAwCVREfuP/0tA8PAlUfuP/2tA0NAlUfuP/uQBEQEAJVHxQSEgJVHw4TEwJVH7j//EALDw8CVR8BEAMYFhm7A+IAGAAmA+JADk8nbyd/JwMnKAcYDAMHAD/NLz/dXe0Q/cAREjk5AS8rKysrKyvdKysrwBDExisQxBDEMTArG7EGAkNUWEAjARADGCYnKAdvCX8JAgkMAwcYBh8BEQwNDQZVEQQQEAZVER+4//q0DQ0GVR+4/+q0Dw8GVR+4/+q3EBAGVR8fKikREjkvKysr3SsrwBDEAC8/zc1dP93NERI5OTEwG0BvIAIgDzICMg9AAkAPggQHQCoBXyoBHykeGCciESkeF4YjJycgQSYeJ0QACgsqERQgEAEEGIAJAQk5EAwBDFkDAwAHGBcKXwYBQAYBBi4fKgEqABEkHx8fIAGAIJAgAgAgECCwIMAg0CAFIGAppm4YK04Q9F1xcjxNEP08EHLkcXIAPzw/PBDtcu1dERc5ARESOTkAEPXt/AH1KysxMAFycQBdWVkbshYYGbgD4rRsGAooDLgIE7NrAygHABg/Mys/KzIwMVkBFTYzMhYVFAYjIiYjIgcGBxEUFxYWMxUhNTI3Njc2NRE0JiYjIgcnJQFMc3k3SDQkI1cVEhUtMBMNQj7+K0YiGQoFDSMaHycKARUDr87OQywnNkUUKV7+SUwnGyQkJBYQIxFQAWOgPRwPJHAAAgBM/+QDUwOwABQAHQO0sIUrWLECAkNUWEAoCBYUFQAMDxACVQAODA8QAlUODA0NAlUOFTBAAAEgADAAAgAAEAACALj/wLQTFAJVALj/wEARERECVQAACxslEQcABxAHAge4/8C0DxACVQe4/8C1ExQCVQcEuP/WtBMUAlUEuP/KtxISAlUEMQsLAD/tKyvEKytdP+0SOS8rK11dXe0BLysr3SvAL83AMTAbsQYCQ1RYQB0VgACgALAAAyAAMABAAAMAABAAAgAACxslEQcIB7j/wEAkEBAGVRAHIAewBwMAB2AHgAegBwQHkgSiBLIEAwQxCwsHCBYUuP/0QCYNDQZVFBQfHhUADA0NBlUADA8PBlUADgwPDwZVDhYNDQZVDg4fHhESOS8rK90rK8AREjkvK83QzQA/7V3EXV0rMj/tEjkvXV1dzTEwG0AZEl8YXRlgAGAU1gMFGSAcORcgHDkWQBw5H7j/wEAKQ0o0CB9DDV02H7j/wLMoKDQfuP/AQFMqLjQbBhkJWBNeFl8XWhhbGgcBAwkGBwkIDAUVSQaJAowGhwyKEIUdowKrGLUT1ALZD9oQ9ALzAxMSYAdgCHAHgAeJCcEHyA/wBwgEAQcNhAIDCbr/4AAG/+BASjYJRgJHCU8fVAJUCWICcgKJE4kZmROkCaQKuAi1CbAKxwLnAuAM9AoUCNAHAQAH0AcCcQcBAAcQByAHkAegB7AHBgd9BBQAMBYVuP/AQBMSORJfFX8VnxXfFQQVFRvTBAEEuP/QshQ5BLj/6LITOQS4/9hASBI5BDELC1wbARslEQcHzAgWKBs5DxYBbxZ/Fo8WAxb0FBSACAEwCJAIAjAIjwjfCAMQCEAIYAhwCLAI4AgGCKoOFQQAiQACALgDLEASMA5ADlAOAwAOEA4gDgPwDgEOuP/AQAlDSjQOQx5DSxgrThD0K3Fyck39cTwQ/V1xXXE8EO1dcSsQ7QA/7XI/7SsrK3IROS9dQ1iybxUBXVkrPP08EPRdXXFyOTEwAV0AODgAcV0BQ1i0BgABAgJxWXFyKysrKysrKwByQ1xYuQAH/8BACyM5DEAtOQ1ALTkIuP/Asig5B7j/wLIoOQa4/8CyGzkHuP/Ashs5CLj/wLIbOQe4/8CyCjkIuP/Asgo5B7j/wLIJOQi4/8BADgk5FRAZORkgETkNIBE5ACsrASsAKysrKysrKysrKysrWVlZG7UHBwsRFQC4B+W1bBUVCxEbuAfrtGwRBwsEuAgfsmwLCwAYPys/KxI5LysREjkvMDFZEwYXFjMyNjcXBgYjIgI1NBIzMhYVJSEmJyYmIyIG2gFkZIdahS0fFcqYpevxtprG/YcBqAUQGWM2U4MCO8x0dGN4FInhAQHZ6wEHy6o6WCQ4QIEAAQAU//ECPATBABsCKLCFK1ixAgJDVFhAJR1AEhMCVR1AEBACVQsMGBISAlUMFRMBBRMYEhICVRMOExMCVRO4//i0Dw8CVRO4//S0DQ0CVRO4//BADBAQAlUTCwgsDxYUBLgBG7IAAQYAP8390M0v7cQBLysrKysr3cAQxi8rzTEwKysbsQYCQ1RYQBkXDBAQBlUWDBAQBlUVDBAQBlUWDBAQBlUbuP/otBAQBlUauP/otBAQBlUZuP/oQBQQEAZVcAsBCw8bARVpFAFJFAEUBLgBG0AcAQYILA8LGwEFAhAQBlUFCA8PBlUFDA0NBlUFE7j/7rQQEAZVE7j/8LQPDwZVE7j/+rcNDQZVExMdHBESOS8rKyvdKysr0M0AP+0//dBdXcAQzRDEXTEwASsrKysrACsrG7kADf/oQEEMOV8BXwICPx2ZEZkZvxW/FrgZ6BkHnx0BiRoBTwxPDV8MXw31GAUGGBUYJxgDFhUYGRoDARgZGgMUG6ABAxUwBLgBG0AcAQMwAgIBBgw1CCwPCxbPFd8V7xUDFWUUG8wAC7gB7EAsIAwBDC4vHbAdAh0AAQEEBAUkFFATAYATAQATEBOwE8AT0BPgEwYTYByriRgrEPZdcXI8/TwQPBA8EF30Xe0Q7RD0XTwAP/3kPzwQ7RDt/TwQ5AERFzkAERc5EjkxMABxXQFxcl0AcitZWRu2GwFAFBYBBLgH7LRsAQYPCLgICbJsDwsAGD8rPys5ORoQzTAxWQERMxUjERQWMzI2NzMGBiMiJiY1ESM1NjY3NjcBStbWMyghPhEnI4BELlgqkTdzLRcpBMH+00b9rlk+KShiYzNfYwJoIRZpSCZlAAIARP5KBAADrwAdACsCBbCFK1ixAgJDVFhAGiYMDQ0CVSYVFg0NAlUVBgEHHgEIDQ0CVQEOuP/oQBESEgJVDhoNDQJVDgwTEwJVDrj/4LQQEAJVDrj/+LUPDwJVDgW6A+IACAPiQBAHHQYPHhIjJRgGKVkSCwcOAD8/7T/tEjk5PxDt7QEvKysrKyvNK8DEEMQvK80rMTAbQMAbKg8PBlUbKg0NBlUbKhAQBlUaDxoeVhADAS1gDV02KyAYJ1AtAkAtgC2kKKAtBDAaMCE/KjgrTxBAGkAhTypIK1gPUBpZHlAhWipfK28QYhpiIW8qfBBxGn8ecSF/K4UajSucD5YanB6WIZgqniuoFqYaqxytK7kWvivNK9or7Cv7KyogLXMlcyiPE5cTlxTALQdTEwEiCA4pHgcnIgEpHgYnIxsYDx4fAyMaKQEpWRILIyUdGAcHBg4bGwAfHw64AWdALwAfAZABAmABgAGvAQMBCBAQBlUB6yYxEBVQFQK/Fc8V7xUDFRAQEAZVFUMsQ38YK04Q9Ctxck3t/Stdcjz9PBESOS8APzw/PO0//XIRFzkSOSsrMTBDeUAYJCgTFyQXJiAAKBMmIAAlFiMgAScUKSAAKysBKyuBgQFyXQBdAXFyOCsAcisrK1kbtB0HBQcIuAPitGwHDhgjuAfstGwYBxIpuAgWsmwSCwAYPys/Kz8rMj8wMVkBERQWFjMVITUzMjc2NjURBgYjIiY1NAAzMhYXNjcDETQmJiMiBhUUFjMyNgNrGDNK/jITOB0UGFuISYXRARTDOWAmOjWDJ2Q/cKCjcztcA6/7ZlgyHCUlEAs5UgGKbE/yy+kBJSAgHCT9LwGuS1Y8vsG5wDMAAQAC/+QD/QOUACUCWLCFK1ixAgJDVFhAFidAEhICVQgBCA0NAlUBCyAoEhICVSC4//xACw8PAlUgHg0NAlUguP/kQBMQEAJVIBoIDQ0CVRoSHBISAlUSuP/4tA8PAlUSuP/6tA0NAlUSuP/0tRAQAlUSJLoD4gAXA+JADhglBgsgDhgGHSwOCwcIuP/AtQkQAlUICgAv3SvNP+0/Ejk5PxDt7AEvKysrK80rLysrKyvA3SvEMTArG7EGAkNUWEBXB0AIYAhwCAMICgsgCxgOJCUXGCUGGAYdLA4LCwEIEBAGVQEKDw8GVQEMDQ0GVQEgGgQPDwZVGgQQEAZVGgoNDQZVGhIICCYgCA8PBlUgBg0NBlUgICYSuP/ytBAQBlUSuP/2tA8PBlUSuP/2tw0NBlUSEicmERI5LysrKxE5LysrETkvEM0rKysQzSsrK8AAP+0/PxDNEM0REjk5P91dzTEwG0A1ASdgDV02ICdgJ3AnsCcENAs3HzogSB9IIAUaCBNPHhgnIyFPHiUnIwgnAUEHHghEIAslHQi4AUVAEwoAJSUZGRgGHSwODgoLCgsLISC4AWdADgCwAQEPAXABnwHPAQQBuAK9QCUSGRokEhJQE5ATAoATkBOwEwMAExATIBOwE8AT0BMGE2Amwn8YK04Q9F1xcjxNEP08EP1dcTz9PDwQPAA/PBDtPzwQPBA8EO0REjk59e38AfUrKzEwQ3lAEBscDxEcDxocABARGxAdHAArARA8K4GBAF0BXStZWRuyJBgXuAPit2wlGAYKCw4duAgMsmwOCwAYPys/PzMrMjAxWQERFBYWMzI3FwUjNQYGIyImJjURNCYmBzUhERQWMzI2NxE0Jic1A2MPIRYfJw7+7i12fEVNcSwcN0gBQVk/K21LOVoDlP3Vn0ccESNxwoBCWYyAAZlBMhsBJf2bgFA2TAIHTjcCJQACAEMDZwNTBWsAFgAtAJ+whStYQCgBAA4EGBclGx8oIggRCyhAIrYXEUALtgAXAwADLxcXGg8lHyWAJQMluAEqQA8bOqArASvDDw4fDoAOAw64ASpACQQ6rxQBFBkuL7gBdLMhVFoYKytO9F1N7f1d9l3t/V1ORWVE5gA/P00Q9O0Q9O0REjkREjkBERI5ORESOTkxMBtACRcAIgsoCxEAAwAYP8QyMhEzETMwMVkBFQYGFRQXFjMyNjMyFhUUBiMiJjU0NiUVBgYVFBcWMzI2MzIWFRQGIyImNTQ2AUZYTAoJDQ0sEik9SjdDbIUCW2VACwsMCywWKT1NOEJqhgVrKS5kOyMNDg89LDBFdFVkrSYmOlw+HA4OEDsrMUhyVWmtAAEAPAAAAgcDrwAWATuwhStYsQYCQ1RYQDEUEhAQBlUVEhAQBlUWFBUWBwUICBgIHQZVCAcYFwECEBAGVQECDw8GVQEMDQ0GVQEMuP/wtBAQBlUMuP/2tA8PBlUMuP/wtw0NBlUMDBgXERI5LysrK80rKysREgAvMysRMz/dzRAxMAErKxuzkBgBGLj/wEAZMjI0cBivGPAYAyAYUBgCQBhQGGAYkBgEGLj/wLM4OjQYuP/Asy0wNBi4/8CzIyU0GLj/wEAlGRo0DCkeB0oiASkeBkojFScNQRQeFUQNBxYABwcGCgABDQEkDLj/wEAZNjo0kAwBUAwBkAzwDAJgDHAMAgyyF7KjGCsQ9l1dcXIr7TwQPAA/PD88Ejn17fwB9SsrMTABKysrKwFdcV0rAXJZG7QWBwUHCLgD4rJsBwoAGD8rMj8wMVkBERQWFjMVITUyNjY1ETQnJiYjIgcnJQF7GjFB/kNDLhsJBx4aHCgOARQDr/0gVjkcJCQaPFUBYZUsIBkPJHAAAQDsBBUCNQVuAAMASrCFK1hADwACAQEPAAEA1QIFFxcaALgB/bUDhAIZBAW4AgmzIeWkGCsrTvRN9P1ORWVE5gAvTe1dPDEwAV0bsgNAAgAYLxrNMDFZAQEjEwI1/tkiaQVu/qcBWf//ADwAAAIHBW4AowATAAAAAEAAAAAAAEAAAYMAFP+9AABAAAAAAABAAAAiQAsBTxoBfxqPGgIaFrj/4rRIKwEBGbkCrQApACsBK11xNQABABEAAAYwA68AVwQIsIUrWLECAkNUWEAXWUASEgJVWUANDQJVFxEIDQ0CVRFVTDC4//S0Dw8CVTC4/+q0EBACVTC4//RADxMTAlUwKwgNDQJVKzE3Rrj/9LQPDwJVRrj/6rQQEAJVRrj/9EAhExMCVUZBR0EIDQ0CVUEEDw8CVUEGDAwCVUFMFBISAlVMuP/0tA8PAlVMuP/2tA0NAlVMuP/qtBAQAlVMuP/6QBkMDAJVTAoTEwJVTCsEDw8CVSsGDAwCVSs3uP/wQAsPDwJVNxANDQJVN7j/1EALEBACVTccEhICVTe4/+pAHwwMAlU3Ag0NAlU3AhMTAlU3EQQPDwJVEQYMDAJVESC4/+hACw8PAlUgMA0NAlUguP/CQAsQEAJVICoSEgJVILj/2kALDAwCVSACDQ0CVSC4//xACxMTAlUgFhkvMkVIuAPiQCBHVFVADAwCVS9VAU9Vb1V/VQNVVgZHMRglLAsHPCwFBwA/7T/tLy8vP91dXSvNEP3AwMDAwAEvKysrKysrK80rKy8rKysrKysrzSsrLysrKysrK80rKyvEEMQrKysQxBArxCsrKxDGECvEMTArKxuxBgJDVFhAPCUsCzwsBQsHBQdUVVYHGDFHEQIQEAZVESAEEBAGVSArBg8PBlUrAhAQBlUrN0EGDw8GVUECEBAGVUFMILj/6rcNDQZVICBYN7j/+LQQEAZVN7j/+LQPDwZVN7j/8rcNDQZVNzdYTLj/7rQPDwZVTLj/8LQQEAZVTLj/+LcNDQZVTExZWBESOS8rKysROS8rKysROS8rEM0rKxDNKysQK80rAC8vLz/dzT8/EO0Q7TEwAbANS1RYvwBG/+gARf/oAC//6AAw/+i1GhgZGBgYODg4ODg4OFkbQBw0B9BZ7xYDgFkBEVlgDV02Kw0BkFkBIAggKR4YuAL8tCI3KR4xuAL8QAsiTCkeR0oiESkeF7gDDrQjKykeMLgDDbQjQSkeRrgDDUA+I1UnTUFUHlVECCk3TUA5KSgIAAclR1ZXBzwsBSUsDAoLBwYEBQdHRjEwGBcKWRcXGhARJCEwIAFwILAgAiC4ATVADzcpLiskODA3AXA3sDcCN7gBNUAWTVdBJExMH01QTQKATZBNAgBNEE0CTbj/wLYUFjRNYFhZuAJasyGmfxi4AWSFKytO9CtdcXI8TRD9PBD0cXI8/eQQ9HFyPP08TkVlROYAPzw8PDw8Pzw8Pzw8Te0Q7T88ERIXOQEREjkA9e38AfUrKysrKysxMEN5QBQiJAwPDSUjJiQMIRwBDg8iDiUcASsBEDwrKyuBgQFyAF0rAXFdWVkbQApWB0UyLxkWBUdIuAPit2wxGEcKJQU8uAgKs2wLBQcAGD8zKzI/MzMrFzI/MDFZATY3NjYzMhYXNjYzMhYXFhURFBcWFjMVITUzMjc2NzY1ETQnJiMiBgcHFxEUFhYzFSE1MjY3NjURNCcmIyIHBgcRFBYWMxUhNTI2NjURNCcmJiMiByclMwFQZBItaDNWfBVnjktJcSEWDQo2Pf48EzshFwoEGydWNWtMAgIVOkb+MUw5CwUhLE82NVMtGTFL/js/MhoJBx4aHCcPARQrAuxkDyYqZF94S0tVOnz+dlYgFh8kJBcQIxFQAYpwLkA1SAsr/kteLh8kJCQkEVIBinAxQB0sN/4VWjYbJCQbO1UBXpcsIRkPJHAAAQAM/kYD9AOUADICVbCFK1ixAgJDVFhAFAkJKyoDAHgnAScdEgYUGBAQAlUUuAPithEYEBACVRG4A+K2AhgQEAJVArgD4rYyGBAQAlUyuAPisQAGAD/tK+0r7CvsKz8vzV0SFzkBLzEwG7EGAkNUWEAeCSsAHRQRAnoyATIAEgYABiN6JwEnHQ8UFDMAADQzERI5LxE5LwA/3V3EPz8Q3V3Q0MAREjk5MTCwEEtUWL0AG//4ABn/8AAa//CxChA4ODg4WRtAqwkQEgs/DiuVKQITNC4WZDaDBYUGAgkJBRIIGQgaCSsUGiYJJBIkGiYrOAE2EjUbRxJoCWgKaRlmGmMbaCx4CHkKeRl3GnQbeCyJCokZmACYCZcaliu7ANA05QYjCQkIKyssKioKAQgCHgETGRQeEwAsMh4AEgoRHhImCCAZGhowKgoUKioKLCsrJAkIFAkrKgkIKyoaCQQKCCwrKhoZCgkICCMTEhIBAQAGJ7j/wEAOEgs/Jy8jOR0PNBcXGhm4AQhAG48KAd8K8AoCYApwCu8KAwp9PwlPCV8JAwl9CLgBDkAdK9YPIAEPIJ8gAiCPXywBLyw/LAIsGTM0qSGmfxgrK070XXJN5F1x5P30XfRdXXH9TkVlROYAP0395Cs/PBA8EDwSFzkBERIXOYcILisOfRDEhw4uGCt9EMQBERI5GAAQ7QEQwAAQ7QEQwAAQ7QEQwAAQ7QEQwAcQCDwIPDEwAV0BcSsAXQErWVkbQAwrCR0AEgYyERQDAAO4A+K0bAAGHSe4CCCybB0PABg/Kz8rFzI/ERI5OTAxWRMhFSMiBhUUFxMTNjU0JyYmIzUhFQYGBwYHAQYGIyImNTQ2MzIXFjMyNjc3ASYnJicmJwwBqxUtLSHfzREHCCIrASolKBgJGf6LNq9RO0w3MCE5KAoeRyRB/rcPIRkQFzMDlCUnHSdF/jIB+ikoEgkLDSUlBBghDj/8boWIRCwqMxYPPlmfArMfLiMMEAwAAQANAAAD8wWOADYCvbCFK1ixAgJDVFhAHThAEhICVRAKEQoIDQ0CVQoYJBISAlUYGg0NAlUYuP/4tA8PAlUYuP/gQAwQEAJVGA4TEwJVGCa4/+pAHxAQAlUmITQ1Jy0BIQQMDAJVIQgNDQJVIS0YEhICVS24//q0DAwCVS24//a0DQ0CVS24//S0Dw8CVS24/+xADxAQAlUtDhMTAlUtASAED0EKA+IAEgPiACUD4gAoA+IAJwA0A+JADzVACQ0CVTU2ACcRHSwEBwA/7S8vP90r7RDt7ezsEjk5AS8rKysrKyvdKyvAEMTGMhDEKy8rKysrK80rxBDEMTArG7EGAkNUWEBYNBIQEAZVNRIQEAZVASAEJzQ1NgAdLAQHEScKAhAQBlUKBg8PBlUKDA0NBlUKGAIQEAZVGAYPDwZVGAwNDQZVGBg4NwEhAhAQBlUhBg8PBlUhDA0NBlUhLbj/8LQQEAZVLbj/8rQPDwZVLbj//LcNDQZVLS04NxESOS8rKyvdKysrwBESOS8rKyvNKysrAC8vP+0/3c0REjk5MTABKysbQC84QCo1CjhgDV02DyUPJoA4kDgEsDjAONA4AysGAVA4YDhwOJA4BEA4ASAIGCkeEbgDD0ARIi0pHidKIgopHhBKIyEpHia4Aw5ALiM1Jy5BNB41RAEgJzYAAB0sBAcnJiYRERAKGRgkCZAKAbAKAQ8KcAqfCs8KBAq4Ar1AJS0AISQuHy1QLWAtcC0EgC2QLQKwLQEALRAtwC3QLQQtYDemfxgrEPZdXXFyPP08EP1dcXI8/TwAPzwQPBA8P+0/PBE5OfXt/AH1KysrKzEwQ3lAFBocBQgGJRsmHAUZHAEHCBoHHRwBKwEQPCsrK4GBAXFyAF0BXXErK1lZG7U2ACcKBB24CApACWwEBw8lKAMRErgD4rJsEQoAGD8rFzI/Kz8/MDFZARE2NjMyFhcWFREUFxYWMxUhNTMyNjc2NRE0JiYjIgYHERQWFjMVITUyNzY2NRE0JiYjIgcnJQFNb4JBTnAbEw4KMED+PhVAMgoDH0QwMWpKFTlG/jo9IxQYDx8aFS8OARIFjv1iekVWXECq/rxXIBgcJCQnJhBOAUSWXi80T/4cXi4fJCQTCjhWAz2dSBoQI3AAAgBD/sQDUwDIABcALwClsIUrWEA9nBucLqkvuC/IL+kvBnoOdReKDoUXBBgZHCcAAQQPIQgqDBi2KkAkCwC2EkAMCzE/HDpQLQEPLR8tgC0DLbgBKkAPoCcBJ8MEOg8VHxWAFQMVuAEqsw8ZMDG4AXSzIVRaGCsrTvRN/V3t9l39XXLt5AA/7eQ/7eQREjk5ARESOTkREjk5MTABcV0btxgAJCoSEgwLABg/MxI5OS8zMDFZEzU2NjU0JyYjIgcGIyImNTQ2MzIWFRQGBTU2NjU0JyYjIgcGIyImNTQ2MzIWFRQGc2U/CgsNChYWFio8TTdCa4cBY1dNCgoMDRYXESk9SjZEbIX+xCo5XT0cDg4ICDwrMEhyV2muJCotZTsjDg0ICD4rMEZ1VWSt//8AQwNnA1MFawGDABkAAASjQAAAAAAAQAAAEUALcDGAMQIAAQIqAykAKwFdAAEAkf/kAW8AwgALADuwhStYQBwAQAYLA0AJQDo1CUA/NV8JAZ8JrwkCCYUManoYKxD2cXIrK+0AP+0xMBuyAAYLABg/MzAxWSUyFhUUBiMiJjU0NgEAL0BBLi5BQcJBLi5BQS4vQP//AEX/5AO5BW4AowALAAAAAEAAAAAAAEAAAYMAFACeAABAAAAAAABAAAAdQA8CTyEBfyEBIQAQSCsCAR+5Aq0AKQArAStdcTUAAQC5A2UB6gVrABoAabCFK1hAIQAABhgCAQAKCAEABBAFCBRADbYAAxwXFxoPEB8QgBADELgBKrUFOhcZGxy8ASoAIQDSAT0AGCsrTvRN7f1dTkVlROYAP0307TkBERIXOQAQyTEwAV0bsw0UAAMAGD/EMjAxWQEVBgcGFRQXFjMyNzYzMhYVFAcGIyImNTQ3NgG8ZiUbDAsPChIbESg+Hys5RGpYOwVrKz41JzUgDw8HCTwtMxwmclR2YUD//wBM/+QDUwVuAKMADgAAAABAAAAAAABAAAGDABQAggAAQAAAAAAAQAAAGUAMAj8hASERMkgrAgEfuQKtACkAKwErXTUAAwA9/kYD2wOvADsASQBZA/2whStYQIISFlCXJpk2AwAtEFsCdip2UwIAKgYuBlKLIAQ/N09bbzd1JnBbjwSPBYMXhBiPNYo+g0WPS4ZPlReVGJlPuAS5BbQXtBjJNMlLwFvQW+Bb8FsbGiAVMxA1FDYfWwWnCEo2PxsAFgM2IUobABlDEhEQDw4NDAsKCQkTExQJCIAlARIluP/etBIUAlUluP/AsxQMPyW4/8BACxILP58lryW/JQMluAGetVgrgCEBIbj/3kANEhQCVRKfIa8hvyEDIbj/wLMUDD8huP/AsxILPyG4AZ5AGJBKAUpAFAw/SkASCz9KLBISAlVKUBQBFLgBCEATbwgBfwgBCEARFAJVCDUGmUMBQ7gDMUAMGUoKLxkBUBmAGQIZvQLSAAYACQNNADwDMUAKBgcZUQFRLCwPTb4DMAAwAB4DMAA5AE0DMEAfEDABbzCPMJ8wAzAYDxACVTAMEBAGVTA1OS4DgFQBVLj/3rQNDwJVVLj/yrQQFAJVVLj/3rQQEAZVVLj/8EAKDQ8GVVQlHygBKLj/wEAWFxo0jygBTyhwKMAo0CgEKA4QEAZVKLj/9LQPDwJVKLj/7kASEBACVSh1IFswW0BboFvQWwVbuP/AQBwLDDRbDo+WRgFGEBAQBlVGMSAWAQ8WcBbPFgMWuP/yQBEQEAJVFgwREQJVFgwQEAZVFrgCvUATmT8BPzEwA1ADAlADAQADEAMCA7j/wLMZHTQDuP/AswsMNAO4//S0ExMCVQO4//S3DxACVQNpWlu6AXgAIQEKsYkYKyv2KysrK11xcu1y/SsrK11x7Sty5BArcfYrKytdcSty7SsrKytxEOT0Kytdcu0Q7RDtAD/tcj/95hDtXXE/EO1yEPQrXV3tchArKytd7SsrXUNYtM8h3yECXVkrcvTtXSsrK0NYtM8l3yUCXVlyEDwQPBESFzkREjk5ERI5ARESOTkSOTkxMEN5QHpLVzpFJDUcHRcYAQUmJTIxMzE0MQMGQSZPJi4lKiZWJVQcARw7HhwASzVNIABCAT8gAD0FPxwAUC1NHABSK1QgAUQYRhwBVSdXHAFWVx06GxwBHBs7AEwxSiABS0o1NkACQyAAAQA+BDwcAU4vURwAUylRIABFF0McAAArKysrEDwrEDwQPCsQPBA8KxA8KwErKysrKysrKysrKysqK4GBgYGBgQFyXQBxXQFxAHJDXFhACi4QEgs/NRASOS64//CxEjkAKysrWRuxCBS4B/ZAJWx/CAFvCAFfCAFPCAE/CAEvCAEfCAEPCAESAwgGQDZKLAAbGUO4B9+1bBkZSgY8uAfftWwGB1EsDwAYPzM/KxI5Lys5ORI5ORoQzV9eXV1dXV1dXV0rMDFZASYmNTQ2MzIXMzIWFxYVFAcGBiMjFhUUBiMiJwYGFRQWFxYXFhcWFhUUBwYjIicmNTQ3Njc2NyYmNTQ2ASIGFRQXFjMyNjU0JyYBBgYVFBcWMzI2NTQnJicmATVUWs2gg2DCKw4DBgUDDyt3OMSlREcsHyEwHHDOPV1vapz7wYVLCxE1B180KzkBFUpkRDRQTGJFM/74LzA6ZL20qzM0muEBTimTWYjEQAUGCRcaCgUGSHCAthQmORQRIAcEAwUJDXBScWOSVzI2GBglQgljHzEfI14Ch3Z6nldCcnqfWkL8gTNYJTAkPn9INBYWBAYAAQDBA2UB8gVrABoAYbCFK1hAHQkZAQEABRAJFAC2DUAUAxwXFxoFOg8XHxeAFwMXuAEqsxAZGxy8ASoAIQDSAT0AGCsrTvRN/V3tTkVlROYAP0395BI5ARESOTkxMAFdG7MNABQDABg/xDMwMVkTNTY3NjU0JyYjIgcGIyImNTQ3NjMyFhUUBwbuZyUaCwwOCxIaESg+Hyo6Q2tZOwNlLz01JjUfDw8HCTwtMhwmcVR2YUAAAv/7/+QDuQWOABYAJAH2sIUrWLECAkNUWLEeBbj/9EAQEBACVQUUDAAYCg0NAlUYDLj/5rQTEwJVDLj//LQNDQJVDLj//LQPDwJVDLj/9EANEBACVQwMGBcABAIJE7gD4kARFEAJDQJVFBUAGyUJCyFZAgcAP+0/7T/dK+0REhc5AS8rKysr3SvAEMYvK80xMBuxBgJDVFhAJhgXAAMCCRMUFQAhWQIHGyUJCx4FBSYlABgMDQ0GVRgCEBAGVRgMuP/4tA0NBlUMuP/utxAQBlUMDCYlERI5Lysr3SsrwBESOS/NAD/tP+0/3c0REhc5MTAbQHkQJgGkBrYGtQfqHwQFJkMNXTYgJnUDdgSGA4cEpgOrCAdHBwE6CBQnDUETHhREGBcMAAQbFgAQIQEhWQIHGyUJCx4xHwWQBQJgBYAFrwUDBesMFgAAGCQMDBANUA1wDZANBIANkA2wDQMADRANIA0wDbANwA3QDQcNuP/Atzw1DWAlwksYK04Q9CtdcXI8TRD9PBA8EP1dcu0AP+0/7XI/ERc59e38AfUxMEN5QCgZIAMLByYgAx4gARoKGBwAGRgLDBwIHiABHwQhIAEZCxscAB0GGyAAACsrKwErEDwQPCsrK4GBAHEBXSsAXQFyWVkbsxUAAiG4CBe0bAIHCRu4B+2ybAkLABg/Kz8rPzAxWQE2MzIWFRQHBiMiJicRNCYmIyIHJyUzEREWFjMyNjU0JiMiBwYBO4WajdKii6tQpVYPIBgcKg4BEy0zbTlbnZ1kNTUoAva58dH0lYA6OgO1nEgaECNw/Sj93DIzyL+wvRsUAAEAEf/kA+0DlAAgAuqwhStYsQICQ1RYtgkJABoSBhS+A+IAEQPiACAD4gACA+KxAAYAP+3t7Ow/LxI5AS8xMBuxBgJDVFhAMRgKCRsICQkiIQkAGgsUFhAQBlUUEwYRKhAQBlUREgYCFhAQBlUCAQYgFhAQBlUgAAYAP80rP80rP80rP80rPxI5ARESOS/dzRDdzTEwG0AJElMKWBhbGQMZuP/Ysgs1Irj/wEBhFTUUGRQaIwkiCiERIBIkGCAZIBo6CTkKOhI5GDUZOhpKCEkJRApFGEUZSRppCJwImQmdGpobnyKpAKgIpQmiGaIaqBu+CLUJtgq2GLcZuhq7G8Ai1Rj2CvYY+xotnwkBIrj/wLMyYDQiuP/AsysxNCK4/8CzHik0Irj/wLNHRzQiuP/AsycnNCK4/8CzIyM0Irj/wLMRETQiuP/AQEAZHDQPInwAcgFyAnAFfCCBBYURjyIJOgg0CjQYORvGBsAh2BoHiAqJGIcZAzcSSBgCExgUHhMAGyAeABIKER4SuP+GQCwJGhkgGBkZMAkKFAkJChsaGiQJCBQJCQgHBgUEBAgCHgETEhIBAQAGGhkLGLgBHUASXwoBEAokCp8KtgrUCgUKfQkbuAFnQBBABi+gCLkIzggDCH0JGXUauwEbACAACf/Asw8SNAm4/8CzGR00Cbj/wLIyNQm4/8C3DDUACcAJAgm4Ab+2ECIBgCIBIrj/wLMZHTQiuP/Atg8TNCGriRgrGRArK3Fy9F0rKysrGv0Y5hkQ9F0Y9BrtGRD0XXIY7QA/PD88EDwQPBDtAREXOYcuKw59EMSHBS4YKw59EMQrGAAQ7QEQwAAQ7QEQwAAQ7QEQwDEwAV1dXXErKysrKysrKwBdAV0rKwFyQ1xYtQogFg0/CLj/6LcWDT8JJAs5GLj/4LITOQq4/+BAChM5CCATORsgEzkBKysrKwArASsrWVlZG0ANCRoAEgYaCyARFAMAA7gD4rJsAAYAGD8rFzI/PxESOTAxWRMhFSMiBhUUFxMTNjU0JyYmIzUhFQYHBgcBIwEmJicmJxEBrxwnKRXV1hcICyI0ASs0FCMc/rsp/rkWKB8RMgOUJSYgIzD+BgINOB0OCQ8LJSUEER5G/O4DBTYvEAkIAAEAGwAAA+cDlAA4BECwhStYsQICQ1RYQAwmChg0JgQtABwfLC+4A+K0LRMQAji4A+K2AC0eEQYABgA/Py8vEP3Q0MAQ/dDQwBESFzkBLzEwG0CHEkUKAY8Njw6PEYcmhzTWC9YX2ifaMwkPLiYKJQskDHIKdQvmMgccOi4PWjYELj8FPxA/ETgmPyg5NDA6SQtPEE8RRh5JJkwoSzRAOlYZViVQOnUHfwt/EH8RfxZ/F5UHnxCfEacYuyYeDgUPEA8RDywfEB8RHywpCikXLzoKEDpVCVo2UDoEsQYCQ1RYQCQTEAJ5OAE4ABwfLHYvAS8uJjQYCgQALhEGAAYeLh0dOS4uOjkREjkvETkvAC8vPz8REhc5EN1d0NDAEN1d0NDAMTAbQIEmGBgZFxYWJzQ0NQoLDAwzGAoJBwcZJjQ1NDM1JRKPFi8RARE1DA0NFgwdfRlQHgEeLyVvI38jAiOPIwEjGSUuLjkzLfIpKSczUAABAH01ATUFBQclGQcHJDUlFDU1JQwWJycwMwwUMzMMNTQmGAkMFzMnJRkLOC8mGAoDDDQHNRy4/8BALAkJQlUPHAEcHx8sLy8uExACOB4AEhERAQEABi4tIAkJQlUELQEtLR4eHQoMuAFFtW8WARYuJbgBDrMgGQEZuP/AQAwQNUAZsBngGfAZBBm4/8CzDxI0GbsCNgAzAAcBZ7I1Lie4AQizADMBM7sCwQA5ADoCTbMhzYkYKyv2Xe307RD9K10rce30Xe0APzwQPBBdKzw/PBA8EDwQ/Tw8PBD9PDwQPF0rARESOREXOQAREhc5hw4uK4cOfcSHDi4YK4cOfcQBGBI5fS8Y7BDkXRESOS/kERI5LxESOV0vXRDkXRDkERI5LxB87F0Q5AcIEDwOPIcOEDx9xMSHDhA8xAjEBw4QPAg8DjxZMTABcl1dKwBdAXEAcUNcWLkAC//wsgo5C7j/+LcJORcgHhI/C7j/6LMeEj8VuP/oQAkcET8NQBsQPxi4/+izHBE/GLj/6EATFw4/BUASCz8HGBILPzZAEgs/Orj/wLcSCz8pKA85C7j/8LYPOSUgDzkKuP/Ysg85B7j/4LIPOTK4/+C2DTklIA05B7j/4EAPEjkmIBI5JiAROSUgETkLuP/Ysgs5Crj/4LISOQq4/+CyETkKuP/gQBsNORAYEjkRGBI5F0ASORAQDzkREA85LEAVORO4//CyFTkWuP/wshU5Erj/wLIVORq4//BAExU5NggVOSgwFDkpMBQ5EQgWOQm4/+BAGxY5KUAROSlAFTkyQBU5MiARORcgETkLIBE5Erj/wLEROQErKysrKysrKysrKysrKysrKysrKysrACsrKysrKysrKysrKysrKwErKysrKysrKwArKysrWVkbQAwKGCY0BC4CEBMDADi4A+JACmwRAAYsHxwDLi+4A+KzbB4uCgAYPzMrFzI/MysXMhIXOTAxWRMhFSIGFRQXFhcXNzY1NCYjNSEVBgcGBwcTFhYXFSE1Mjc2NTQnJwcGFRQWFxUhNTY3Njc3JyYmIxsBrykhIwsWQUtIIiYBNjEkMVV95FRIOf5QLRkTQIaTRC0t/tUkGyZawK5KUT0DlCUcFxgyECJoaGMaFR0lJQMYInKn/rh5MQMkJBQOFxddxMRbERgnAiQkBRQdd//8bDcAAQBwAaoCZgOgAAsAP7CFK1i5AAYBurYABg0XFxoDuAFTswkZDA24AVOzIZykGCsrTvRN/U5FZUTmAD9N/TEwG7IGQAAAGC8azTAxWQEyFhUUBiMiJjU0NgFraJOTaGiTkgOgk2hok5NoaJMAAgAQAAAFsAVrABwAHwJUsIUrWLECAkNUWEASAR8eAh4dABweHAAdHwEeHAIUvgPiABcD4gAHA+IACgPiQBcIAhweAw8IHBYdAB9wAYABAgEBCA8CCAAvPxI5L13N0M0vLxESFzkQ7e3u7AEvLy8vLy8vEH2HxMQQh8TEMTAbQBsIDg8PDRAKHgkfUCEGFQ8TEBoRGhsbHBgdBiG4/8CyJTUhuP/AszBYNCG4/8CzKy40Ibj/wLIpNSG4/8CzICY0Ibj/wLMaHjQhuP/Ashc1Ibj/wLIVNSG4/8BAlxATNA0PCxAKHjkPSg9GEEkeTyFZD1cQVRRYHmoPZxBoHnYQgASHDooPhxCHEokeiB+bD5sQmRGbHrkPuRC9Grkeyw/KEMgdyh7bD9gQ6w/oEOge+Q/4EPkd+R4sCQ9LGwIfHgEBHx4CAB0eHhwJDgobCRYcFxsWCAIHGwgVERQbFXgeDxAgEB4cHCIREBQRcBEBERAPDg64AslAEQIeFAICHh8dpQAAcAGAAQIBuAG1QAwIEA8DFRYWCAgJCBy4AfpACQ8RARECpQ5AEbgCMLNPHgEeuALsQA4gQA5QDvAOAw6nIGuKGCsQ9l0ZGv1d7RgaEO0QXe0APzwQPBA8PzwQ9F08EP08hw4uKwV9EMSHXQ4uGCuHBX3EKxgAEO0BEMAAEO0BEMAAEO0BEMAAEO0BEMCHEH3EPAc8PAc8MTABcV0rKysrKysrKysBcl1ZG7ceDx0dCQ8fAbgH7UAMbB8fCQ8DBxcUAwkKuAPis2wWCQgAGD8zKxcyPxI5LysREjkvETkwMVkBIQcGFRQWFxUhNTY3NjcBMwEWFhcVITU2NjU0JwsCA6n981wiO2L+VVUZMz4B3SMB2DldU/3pUTkobubsAcbWTycfLwclJQ8YMJMEXPuYiFEFJSUELiEsXwENAiT93AABAFT+SgJ8BY4AEwBLsIUrWEAjlhGnEQKGDIkRAgqYCREAmAETAQAACgmoDiJQBgEGgBRUXhgrEPZd7f08PBA8AD/tP+0xMABdAV0bswETCREAGD8/MDFZARUmJyYCNRAANxUGBgIVFBceAgJ8l2WQnAEy9nueTiEaSn3+byVMZpEBitQBNgH/bipE7P6WxdaviqeaAAMAIgAABOYFTAAeACsAOALOsIUrWEAwWgBaHokAiB6JM5kanSesGqwn6RrqJ+cvDDgAeid5M5oymTOlJKoz2BrYJ9goCgQ6uALnsw9nNjq4/8CzHCI0Orj/wEDjFRc0M0AhLDQzQBkeNDJAIyg0MkAbHTREJEQliRrZAdYk2jPlJQcEJAElDTIQAxUGGxoUHhYkFigVMC4yRSRKNFcBWBlaJ5YCERAAEDpVAVokYDpwOoA6oDoIGjAaMlAAAxAHGiQeKBkvBAYCAx4XHk8ziCSaJNkzByA6QDpQOmMCYwNgBWAGYAdgMHYGcxpzG3AedCRzJ3oohAaGG4YejzOAOsov2i/rJPokGVkIDx8bCSEiEB8bFiEjMyQAAwQsADUrHyQDIik4LDMDLiIoNTUJFikoFxcWAi4oCAgJCJAmASa4/8CyOjUmuP/AskI1Jrj/gLM/QTQmuP/As0NGNCa4/8BAFEI1JkxfHAEKHjAcAhxVBCsfOCwxuP/AQBBFNRJABKAEAgAEoATgBAMEuP/AQAoNETQABAEgBAEEuAHRQCUsBhMTAlUsDA8PAlUsDA0NAlUsIhAPDg8QAlUPIA0NAlUPnjk6vAHRACEAYQEYABgrK070Kys8Te0rKyv9XXErXXFDWLkAMQMt6Ru5ADEDLe1ZKxA8PDwQ9F1y7SsrKysrcgA/PBDtPzwQ7RESOS/tEhc5ERIXORE5ARESFzkrKzEwQ3lAQS80IygYHgEHGhsZGwIGBiYkJQIlMyYoGCYzAS8HMTMBIx4mMwM0ATEzAycbKTMBMAUuMwAlHSIzAB4yAzUzAQEAEDwrPCsrKwErKysrKysrKyqBgYGBAV1xAXJycgBycQArKysrASsrKwBdAF0bsgAiNbgH7LVsIiIJFiu4B/aybBYpuAfqsmwWFbgD4rRsFgIJLLgH/bJsCS64B+uybAkKuAPismwJCAAYPysrKz8rKysSOS8rOTAxWQEWFxYVFAYGIyE1MzI3NjURNCcmIyM1ITIXFhYVFAYlFhYzMjY2NTQmIyIHERYzMjY1NCYmIyIGBwOyjUZhgN/l/YAzVSUXHSdNMwJKpGOWnnz9eyVfOZKTTsK6ZFB0cbW+VsKPPlgbArQeQlyFZblVJTYjcgNsfiEsJRgkt3dmoQ8HBz+CTXeoFvtvG6N4T5JUBAUAAQAu/koCVgWOABMASrCFK1hAJCkEKghIBQMAmAERCpgJEwABAQkKqA4iIAYwBkAGAwaAFVikGCsQ9l3t/Tw8EDwAP+0/7TEwAV0bswkTAREAGD8/MDFZEzUWFxYSFRAABzU2NhI1NCcuAi6YZY+c/s/3e59NIRlLfAVkKktmkv531f7K/gFuJUXrAWvF1bCKppoAAv9j/kYBjwWPAAsAKQHwsIUrWLECAkNUWEALKBNAEBACVRMfAwm4//S0EhICVQm4//S0DQ0CVQm4/+C0Dw8CVQm4/9hAExAQAlUJDQgNDQJVDQoPDwJVDR+4//60EhICVR+4/+y0DQ0CVR+4/9y0Dw8CVR+4/9hACRAQAlUfAAYpJ7gD4kAMKEAJEAJVKCkWG84QAC/tzS/dK+0Q1s0BLysrKyvNKysvKysrK80QxCvGMTAbtpwaAQYZASu4/8BAPzc1DSuyDV02QCtQK5ArqA6oHaArBiArUCuAKwMQK5Ar0CsDGggoJyBBJx4oRBkTQBAQBlUTGgkqGRsgKQwHFrgBDkANEAAADAcbzhAPnxMBE7gBZ0A8KpAJAQk5A0BHNQMuKxcXGgwMDQIQEAZVDQQPDwZVDQgNDQZVDSQfH5AgAQ8gAWAgoCDwIAMgIBAQBlUguP/1QA0NDQZVILIqK9EhsqMYKytO9CsrXXFyPE0Q/SsrKzxOEEVlROZN9CvtchDtXQA/7T8/sQYCQ1RYsAbNG7SQBgEGOe1yWRDtPzw5ETkBERI5Eis5APXt/AH1MTBDeUAQHB4ODx0lHA8fHAEeDhscAAArASsrgYEBcnFdKysAcV1ZG7QWFhApBrgIMbZAAAEpBxAbuAfwsmwQDwAYPys/PxrtERI5LzAxWQEyFhUUBiMiJjU0NhMRFAYjIiY1NDYzMhcWFjMyNjY1ETQnJiYjIgcnJQEoKzw8Kyo8PIDIoFtYMSEaGxFhIRguFgkHHhocKA4BFAWPPCsqPDwqKzz+IPxm6+RCIyMyDQdXJVeRAoyXKyEZDyRwAAEAKQAAA2wDlAAVAdawhStYQC8SCAQYBJ8Enw2fDqkEuAQHnxcBDRd1DTE2UABYD1AVAxsEFw4TD14EUg/fBNAPB7EGAkNUWEAoAQMXFgMPAg4FDEsFAXsFAVAFYAUCBTAMBkQPAXQPAV8Pbw8CDzACCgA//XJdXT/9cl1dERI5ERI5ARESOTkbQAkA9hAQQRUeAAu4ASRAMgUFtAoeCwQODw8kAwQUAwMEAwsCBA8BDA4XDQMPAg4EUAUBBTANDAYQXw8BDzABAgoPuwI+AA4ABAI+QCwDAS6fAAEALlANATANQA1wDQMNGi8XPxdPFwMXDC4LNQACAQIZFhehIc2JGCsrTvRxTfTkThBd9l1yTfRd5BDkEOQAPzz9cjw/PP1yPDkREjkBERI5ERI5ORESOYcuK4d9xBgBEO3sABD1ARDt7AAQ9VkxMAFyAHIrXQFdQ1xYuQAO/9BACR4SPwMwHhI/BLj/wEANHhI/D0AeEj8EJBY5D7j/3LYWOQQoFDkPuP/YthQ5BHASOQ+4/5C2EjkEGBU5D7j/6LYVOQQYDzkPuP/osQ85ASsrKysrKysrKysrKwArK1kbtwsLDBUVAgwFuAfstGwMBgIPuAfqsmwCCgAYPys/KxI5LxE5LzAxWQEDITUBISIGBwYHIzchFQEhMjY3NjcDXAv82AJg/tRhPBMbBCgGAwD9mgFOaUsXEAsBGf7nJAMqGSMySv4l/NQjLCBnAAIAIAAAA7kFaAAKAA0BA7CFK1hAKBYNAQ8ARQ1ADwNADwEqDAEVBwECBgEDCQUGAQQMCw0ABAwNBAYMDQ24ARxAEgcIFAcHCAgDBAcGDAgAHw0BDbsBnAAGAAsBn0ANBQEGCQgGBggFBAwMBLsBSQADAAgBZkALCQkPAwGfA68DAgO4AfdAGAE/AAEAGgAPAWAPoA/gDwMPBkAHAQcZDroBjgEBABgrThD0cTwQXXH2XTxN9F1xPBDmEP08AD8/OS8QPBA8EO0Q/XI8ETkROQEREjmHLisEfRDEARESOQ8PDzEwAHJdAV1xchu1DAQIAg0GuAgXQApsBwoNDQQIBQQMABg/PxI5LzMzKzIREjkwMVkBFSMRIxEhNQEzESMRAQO5tqX9wgJ1bqX+JAH0jv6aAWaAA4L8jAKh/V8AAQBT/+gDVgVoADIBf7CFK1i5AAr/4LIMOQm4/8BAPAw5QQlFCkYLSyIEzwkBKSk4KUA0YDTPNOA09woHADQBQQl/I3ouqiS5JLouyS7fI98l2y7qIuklDEkIKbgBjLMoKBAAuALks9AwATC4AzS1AwUQFgEWuAGftR1AKy80HbgBQ7MQDSkouwFoABQACQLjQAtQIIAgApAgoCACILgDM7OwDAEMuAGQQAtQLYAtApAtoC0CLbgDM7VfB38HAge4AuVACkA0AaA0wDQCNAC4AT63QBO/EwITGTO6AR4B6AAYK04Q9F1N5BBdcfZd7V1x9F3tXXHkEPQ8AD/tK+1yP+1d7RI5L+0xMEN5QDYuLx4mCg8EBiIhIyEkISUhBAYFJQ4mJgogYgEvBC1iAR4PIGIBIQsnYgEKCS4GMGIBHw0dYgArKxA8KwErKysrKyqBgYGBAF0BcV1yAHErKxuzCQMoKbgD4rVsKCgQAzC4CBO0bAMFEB24B/WybBANABg/Kz8rEjkvKxI5MDFZEzY2MzIXFhUUBxYWFRQHBiEiJjU0NjMyFxYWFxYzMjY1NCcmJyYmIyM1PgI1NCYjIgdoOrGEo1dCun2AcJL+64ljLyEZGhF4FyUqZpcjGh8rlk4gT59IgWCbaARKiZVqT1qUnjG2e7CBqEQnHSwIBT8GC55sT0s4HShBHgpehE9nf6YAAQAsAAADqwVoAB4BlbCFK1hAggcYCzkXGBw9NBhAHD00GUAcPTQPHhYWKQc8B0kHqQcGQCBbBFoIWxdaGGsIdBF0EpwLnQ6ZEawLrA7JBckXyBjZF9kY4CD5BPkXFRUBHQQZBRsVGRYZFx0YBwkXCxgLHTQZRxmJF48gBxgZAgIXGhkMGQYNAxkCBQYYFxYVFAcTBA24AWhACQlAFAw/gAkBCbgDM0AMEAUajxkBnxmvGQIZugMzAAMBjbMBAgweuAGNQA0ABuJPE18TbxN/EwQTuAEHQBNAAAEAGgAgQCCAIANgIKAgAiAZuwH5AAMADQFAQBRfAm8CfwKPAr8CzwLfAu8CCAIZH7oBjgEBABgrThD0XU3kPO1OEF1x9l1N9F3tEO0APzzt/V1xPD/9cbEGAkNUWLePCQG/Cc8JAgBdcVkr5BESFzkREjkBERI5OQIQsQYCQ1RYtH0ZjRkCAF1ZDjyHEAV9xA7EMTABcXJdAF0BKysrACsbtw0NEB4eAhAJuAgatGwQBQIZuAgasmwCDAAYPys/KxI5LxE5LzAxWQEDITUAADU0JiMiBgcjNjYzMhYVFAcGBwIHITI2NjcDq1/84AFhASCebmSfJiUZz5ul3TBKpvk+AWJsV0YaAQX++yUBQgGYqYGmdXG5xtSQZ2eitf7wOBAxLQABACMAAAWdBUwARQG6sIUrWLECAkNUWLdHQA0NAlUAJbj/9rUTEwJVJTS4//xAEhMTAlU0Gg0NAlU0DA8PAlU0E7j/9kATExMCVRMBIgwTEwJVIgwNDQJVIrj/6EAMEBACVSIMDw8CVSIaQRAD4gAdA+IALAPiAC8D4gAuAAwD4gAJA+IAPwPiADwD4kALPQAkJC49Ai4cCgIAPy8vPxI5L80Q7e3s7BDt7ezsAS8rKysrwM0rLysrK90rwDEwKxtAcXBHoEfQR+BHBBNHnhxANlBH4EcCEh8bCyEiIh8bHCEiNB8bLiEiRR8bPiEiAh8bCiEjEx8bGyEjJR8bLSEjNR8bPSEjAQAjIyQkGz49PQsLCgIuLS0cHBsIEhMiAkAiAd8iASAiMCJwIqAi0CLgIgYiuAIgQBoQR2BHwEcDIEcBR0UlIjVQNGA0AjSeRmHcGCtNEPRyPE39PBBxcvRdcXI8/TwAPzwQPBA8PzwQPBA8EjkvPP08KysrKysrKysxMAFdKwFdWRu1PwkMAz48uAPitmwdLC8DGxq4A+KybCQAuAftQA1sJCQbCj4CCgItCBsIAD8/Pz8REjkvKysXMisXMjAxWQEhETQnJicmIyM1IRUjIgcGBhURFBcWFxYzMxUhNTMyNzY1ESERFBcWFxYzMxUhNTMyNzY1ETQnJicmIyM1IRUjIgcGBhUBpQJ2DQogKzAwAkQwMCsgFw0KHywwMP28MFMmGf2KDQogKzAx/bswVCYYDQofLDAwAkUxMCsfGALXAYRoIRkSGCUlFxBBZPyVZyEZEhglJTEgegGd/mNnIRkSGCUlMSB6A2toIRkSGCUlFxBBZAACACMAAAVoBUwAKAA0Ak2whStYQLIkGA8PAlUlDA8PAlWHIgEShSbFI8UtA0kkpy0CGB8XLmYkAwkBCSUmJUcAWAFvAm8kewF7AnMfcyB2IngligGHIJgtqwGrJbcmvC3/JBUGIIQBjCSEJ5okpQGkAqYkry2/Ldgw7y3/LQ0SABYBGgISKBowGjE6LjowZiRpLwoqCAIcHAEVHxsPISIAJSgbAAgfGw4hIxYfGxwhI0ACLCUkJCICARQCAgEkrAIgAgcqKaUHuP/AQBcPDwJVBxAHUAdgBwOQB6AHAgcAG6wcNLgBkUAPMigdHRwCDw4OAQEACBIhuP/Aslg1Ibj/wEBFTzUAIa8hAk8hoCECIbUQNgFANnA20DYDNjQIBhMTAlUIDA8PAlUIDA0NAlUIIhYVDBAQAlUVDA8PAlUVGg0NAlUVnjVhuQEZABgrThD0KysrPE39KysrPBBdcvRdcSsrQ1i5AC8DLekbuQAvAy3tWQA/PBA8EDw/PBDt7RDtEjldci8r/TwQPBkaEO2HDi4YK30QxAESORoYKysQ7QEQwCuHEAV9xDEwGEN5QBwtMR4jHyUtIy8zATEeLzMBLiIsMwAjJDAgMjMBACsQPCsBKysrgYEBcnFdAHJxXUNcWLkAJf/gsgw5Abj/8LIUOSi4/+C2FDkCEBk5KLj/8LUQOTAQDzkAKwErKysrACtZAV0rKxuyJCwEuAfpQAlsLCwPHAEIHDS4B/yybBwyuAfusmwcG7gD4rZsHAIoDA8QuAPismwPCAAYPysyMj8rKys/ERI5LysyMDFZISEBBiMiJicRFBcWMzMVITUzMjc2NRE0JyYjIzUhMhYWFRQGBwEWFhcBMhYzMjY1NCYjIgcFaP6W/jUzIA0eEBwmTDX9uzNWJRUcJ00zAe7YzY+jqwEYYIpv/D0THAnCxZ+DOmMCegIBAf52gB8sJSU4H3QDbIAfLCU/qXV9uCb+e4ZYDAKUAaiCf58TAAIASv/oA7cFaAAQACQA27CFK1iyYQgguAEGsgUFFbgBBrINDRq4AQ9AEgkaACZAJgJAJmAmoCbgJgQmEbgBD0AOXwBvAH8AjwCgAAUAGSW6AR4BAQAYK04Q9F1N7U4QXXH2Te0AP+0/7TEwQ3lATAEkIyQiJAIGAgEDAQIGByUcGx0bHhsDBhMmDyULJhgZFxkCBiEEEWIAHwYaYgEUDhFiABYMGmIBJAEgYgEbCCBiARIQFWIAGQoVYgArKysrASsrKysqKysrKisqKoEbsQUguAfqtGwFBQ0VuAfpsmwNDQAYPys/KzAxWRM0Ejc2MzIXFhEUAgYjIicmNxAXFjMyNjc2ETQnJicmIyIHBgJKjHRaYJx8m4jTYsKBbcRFOXE2dB4uMCQ5KTpENUg0Ap7oAU9SQZ/F/q/s/raV5cH3/uixlWFyrAE56JtzMCE9U/6cAAEAYv/oA3kFTAAhAU2whStYQEOkBAESWR5pHn8FfwZ/HYwEjR0HNQI1IVUDVSBXIWscdgV5HIcCihqKHKMDqAmgI+AjDwAjAQ8QERITFRYXCBQNAgMDuAEcQBEgIRQgAwQgIRobHAMHGAQFA7gBn7MgICETugH5ABgDE0AMDQ0B4gAC4iEhAAQAugE+ABsBR7WAB6AHAge4AfVACkAjAUAjYCMCIxa4Afm2EAKgIQEhA7gBn0AJIEAQoBACEBkiugGVAekAGCtOEORdTRDtEF08EO0QXXH2Xe3kAD88EO0Q7T/t7RI5L+0BETkREhc5hwguKwV9EMQAERIXObEGAkNUWEANcgFyAnIgggGCAoIgBgBdWTEwAXFdAF1DXFhAC2sEbxJkHnAFcB0FXVkBXRuxAyC4CCG1bAMDIQ0YuAgAtGwNDSECuAghsmwhBAAYPys/KxI5LyswMVkBByEHBBcWFRQGBgcGIyImNTQ2MzIWFxYzMjY1NCYnJicBA3lO/mhZAQmbhVeEUXN5em8uIxonL0tNdbGei228AQQFTKq2J56IuGu2gCc3UzIcKxAhNLF/e9U6LQcCDwABAE8AAAN6BYwAKwJBsIUrWLECAkNUWEAlLUAQEAJVLUAPDwJVLUANDQJVGysBEA4GAQgOKQEIDQ0CVQESDrj/6kASEhICVQ4SDQ0CVQ4MDw8CVQ4GugPiAAkD4kAKCCQlHhcAAA8pD7gBG7ISBggALz/twBDAP83tEO3tAS8rKyvA3SvAEMQQxhDGEMbEMTArKysbsQYCQ1RYuQAPARuyEgYAuAEbQB0pBiQeFwAIKQEMDQ0GVQEGDw8GVQECEBAGVQESDrj/2EALDQ0GVQ4GDw8GVQ64/9q3EBAGVQ4OLSwREjkvKysrwN0rKyvAAC8/zc0/7T/tMTAbQD6LIJkVmSYDRANEDEgZhQOFDAWaBAEvLX8hkAaQB58InwmeEJ4RsC0JEAYQBwJfKl8rAhwIDrQeCJIiAbQeB7gDCEAfIx6fHr8eAh4RJCUXAStQEAEQMCopEhEGCAcKEBsBG7gBUrOPLQEtuAL2sgEqK7gBEEANKCkBEg8REJIPDwEkDrj/wLNgYDQOuP/Aszo6NA64/8CzPz80Drj/wLMkMTQOuP/AQBYcITSQDgEADhAOXw5wDsAO0A4GDhksugMGAwcAGCtOEPRdcisrKysrTe08EPQ8EDwQPDz0PBDmXeRyAD88Pzw8PP1yPD/9ETldLysrMTBDeUASJScUFiYlFSYlFigcACcUJBwBKwErKyuBgQFycV0AcnFdWVkbsRckuAfsQAlsHh4RFwAAERC4B+u2bCkRBgUICbgD4rJsCAoAGD8rMj8zKzI/EjkvKzAxWQERFBcWMzMVITUzMjY2NREjNTM1NDY2MzIXFhUUBiMiJiYnJiMiBgYVFTMVAaYcJT5T/d0pKEIZsrJYtXFpWDo0HhczSh8fJi5AHOwDTP2mgCIsJCQoRGICWkg8ib51RC04HjUhbRMTMWfWQkgAAQAS/+EFrgVMAB8CN7CFK1i0Cg8GHwKxAgJDVFi0FgEeEA24A+K3Dh8CFgcOAgcALz8SOT8Q/dDQwAEvMTAbQAwSECEBFggLOakWASG4/8CyGDUhuP/AszM1NCG4/8CzLC80Ibj/wECDICM08xL7H/AhA7oXuRi7GrAh+QcFqRmsGrwFtga5BwWqBacGqQeqFacWBZsHkA+QEpoWkCEFaRVkF3QEeQqAIQVaFlcXUCFlBmkHBVsHWQhbCl4OWRUFQCFQAFQDVwVTBgUgITQEOBVGAEkOBSUGKQcoCCgVKBYFACEgITAhYCHQIQWxBgJDVFhAHAAOISAKFhoWKhYDFgcNAR4QDRsOBgcBBwgfDgIAPzw/XRD9xcXFERI5XQEREjk5G0AUAAUBGwAPFRAbDw4IDRsOHxceGx+4/4dAERYHBiAIBwciFhUUFhYVBQYGuALJQDUWFxQWFhcfDw8ODgACBwYJ+xcBF+cwFkAWkBbwFgQW6DAVQBVQFbAV8BUFIBVgFXAVgBUEFbgC67YgIZYha4oYKyv0XV0Z9F3kXQAYPzw/PBA8EDyHBS4rDn0QxIcFLhgrDn0QxCsYABDtARDAABDtARDAABDtARDAABDtARDAWTEwAXFdXV1dXV1dXV1dXSsrKysAXSsBckNcWEAJChgSOQ9AEjkEuP/othA5CAgTOQe4/9i2EzkKKBM5BLj/2LEPOQErKysrKysrWVkBXRu3FgcQHgEDDg24A+K1bB8OAgcJABg/PzMrFzISOTAxWQEVBgcGBwEjASYnJiYnNSEVBgYVFBcBATY1NCYnJic1Ba5IJTUp/icl/gQnEBlJPgIqXjguAVkBQC86RQUMBUwlDSExZft+BJFaFB8jBSUlCS4kMmr85QMRdC0dNQsBAiUAAwB8/+gDigVoABkAJgAzAaSwhStYQLpZAQEJMx8zKidvM3oigAuADIAagBuCJYAmijOpGKUapyWzDLQatya7J8UKxQvXDRYHAAoBBg0CGgknFg0XGiUNJQ5LAYwBgw2FDqkADjsAOgFLAEsBSShfAVsnXDNqAGoBaQJnJmonaDN7AXwndix8M48EjwWAB4AIghGCEo8UjxaYBJYIlBGWEpsWpiatJ60zuAS2COkL6gzpDukn6TIpBw0JJzoAOQE4MgVECAAMGicEAAwaJwQQFyC4AQayBgUtuAEGshMNHUEJAQ8ACQFAAAkBQAAwAQ8AEAFmQBAANUA1AkA1YDWgNeA1BDUjvAEPAAMBPgAqAQ9ACjAXQBeQFwMXGTS6Ae4B6QAYK04Q9F1N7fTtEF1x9u3k9O0AP+0/7RESFzkBFzkxMEN5QDIrLx4iERYECBUlIQUjYgAfBx1iASwUKmIALhIwYgEiBCBiAR4IIGIBKxYtYgAvES1iAAArKysrASsrKysrgYGBgQFxXQBxXQByG7caDAAnBBMGILgH5bRsBgUTLbgH4bJsEw0AGD8rPysSFzkwMVkBJiY1NDYzMhYVFAYHFhcWFRQGIyInJjU0NiU2NjU0JiMiBhUUFhcTBgYVFBYzMjY1NCcmAYmhXcyppMhsq7A5TNqxwWxWeQExeEB2ZmaANTE2U1CNbWyCJkcCq4SgVoS/snJMnmuITmZxj8t5YXNasdZsfU9pd3ZPNGgv/udGpWCBm3pXSDlqAAEAgP/hBAUFawA4ApmwhStYQBkSlSwBDwEPAgsDAA8EKAApBStPAU8CCRE6uAFGQNA2ODYaAxsEXxhfGV8aXxsGBQ0FDgAqwDoEdAt0DXQOdg9wHnAfcC9wMIkIhguHDYcOhA+HK6gEqDMQEg0zDTQNNR0zHTQdNS8BLwItBCAeIB8pKS0zPgE+Aj8EMBkwHjAfMCE9ND01SA1IKlQLVg1XEFYpVisdHwEfAhszHzUbNlQYVBlUGlkyXDNcNFw1XDZaNw4DCwspEwsbKSMLIDo7KTA6chJyE4kkmAeYL5kwqC/AKMEqxivAOvA6FE4IOBsAbwIbrwHPAQIBfwEBAboAuANLQA01mjEcGx1vHxseHroduANLQDQZmhQqKys8DA4UDAwOKwwqDgQmCSsMKg4EBiMB/QAABigxAyMoFAkCrAFAHiI0AQEfJgEmuAEjQBAvEb8RAt8RASARrxHfEQMRuAKHtx+sHisQCQEJuAEjQB+fLgG/Lu8u/y4DLkBHNUAuzy7vLgMALiAuMC7ALgQuvAFGADkBRgEYABgrThD0XV0rcXJN7XL07f1dcXL9cjkvK+0AP+0/7TwQ7RESFzkBERIXOYcOLisOfRDEGAAQ7PTtARDt9O0AEOz07V0BEHHt9O0xMEN5QDYkMAcTKCYLLAkzACkPJjMBJBMmMwEHMAkzAAotDDMACwwsKycQKjMBDw4pKiUSIzMACC8GMwEAKysQPBA8KxA8EDwrASsrKysrgYEBXQByXUNYQAljC2YNZxBjKwRdWV0BcXIrAHEAXUNcWEAMCxgPOQQwDzkzMA85ACsrK1kbQBM1NTEZGTECAjEeHhQxOAMdCTEGuAfxtGwxAxQjuAfvsmwUCQAYPys/Kz8/ERI5LxE5LxE5LxE5LzAxWQERIy4CIyIGFRQXFhceAhUUBiMiJyYmIyIGByMRMx4CMzI2NTQmJyYkJiY1NDYzMhcWMzI2NwOrJRJdrFxoiCs+6b6LS++8OzQfwxoZHQclJRpYtWx9kTc6J/6kk0zgrWx5OBcaIQoFa/4rh6Bef1E+M0t9Zm2UUZrfCQU/Hi8B0ZKRYIRaMmYsHsN0jFSS0zUZHy8AAQAWBEUClgVMABkAp7CFK1hAQ6cPuQK2DwOJB4YPhhMDdg93E4sCA2YTegJ5BwNqAmkHZA8DmQKWD6gCAwABNBGBCXcMDRaBBAQNAAxoDw0fDS8NAw24AXC3AGgBGRpY3hgrThD0Te39Xe0APzwQ7RA89P30PDEwAV1dXV1dXRtACQwEAREPFgEEFrgICkALbAQRQAAJARMFEQm4CAyxbBEAGC8rX15dGhDNK10QxBDEMDFZEyM2NjMyFxYWMzI2NzMWBgYjIicmJiMiBwY2IARqTikiLaUoIDEOHwEzXS9PdT8sFSkYCwRJiXoNEW02VV1tPVArEiQR//8ADAAAA/cFTACjAAgAAAAAQAAAAAAAQAABgwA2AKsAAEAAAAAAAEAAACFAEwFAQVBBkEEDUEEBQQLSSCsBAUW5Aq0AKQArAStxXTUAAQAqAAAEtAVMADMBkLCFK1hAP0A1Zxx3HJswqRisMLsw4DUIVhlwBnAHfwh/CYAGgAePCI8JCSQfGx0hIiUfGyshIwhAEBACVQghDg4fCRsIB7j/wEAhEBACVQchAgIfBhsHHBAbAgEjDg8PHTMApSsuAC0QLQItuALTQCEsLCsCFRSlHRvoHBwdCAmsCAgGrD8HfwcCAAcQB08HAwe4/+ZAUBAQAlUHdi6sLCsfLS8tAi1sGqwgG0Ab3xsDG1NQNXA1oDUDNQAQBhMTAlUQDA8PAlUQDA0NAlUQIiUkDBAQAlUkDA8PAlUkGg0NAlUknjTguQGHABgrEPYrKys8/SsrKzwQXfZd7fRd5P32K11d7TwQ7QA/PBDsEP08PzwQ/l08EP08EjkvPP08ARESORDt7AAQ9SsBEO3sABD1KysrMTAAXQFdG0APLi4rBgYrCQkrGhodKwEPuAfttWwBAR0rALgH7bJsKyq4A+K0bCsCHRS4B+2ybB0euAPismwdCAAYPysrPysrEjkvKxESOS8ROS8ROS8ROS8wMVkBESEyNzY3MxEjJicmJiMhERQWFjMzMjY3NjczAyE1MzI3NjY1ETQnJiMjNSETIyYmJyYjAawBKnQnNAYlJQ4OElJV/tYQKDjmc2gwPkEodfvrMDArIBcaJFQwBBUPJxUzMihlBQL96CMudP4oYxwjKP5BWicXIC8+ff6sJRcQQGMDcYEeKCX+12tQFQ///wBJ/+0DiQVuAKMACQAAAABAAAAAAABAAAGDABQAdQAAQAAAAAAAQAAAHUAQAi9BP0FPQQNBHhZIKwIBP7kCrQApACsBK101AAEAIQAABB8FTAAtAXiwhStYsSgvuAEeQDclZDYJBAkKsC8DmCu6K8Yr2QPTK+kE6Qr7BPsKCXAFcAZ/B38IgAWABo8HjwgIBwoJKgIHIQwMuAEmQA0IGwcdHxsXISIGIQICuAEmQCkFGwYOHxsWISMeHxsmISMrLCgKCAwEBQICASMMDQ0XLQAjJgAoECgCKLgC00AlJycmAhYXCCcrKKwAKQEAKTApQClwKQQpkAYGHwcBTwcBvwcBB7gBtUAuAA4GExMCVQ4MDw8CVQ4MDQ0CVQ4iHh0MEBACVR0MDw8CVR0aDQ0CVR2eLmFjGCtOEPQrKys8Tf0rKys89F1xcjwQ9l1x/eQAPzw/PBDuXRD9PBI5Lzz9PBESORESOQEREjkrKwEQ7ewAEP0rARDt7AAQ/TEwAHFdAV1xKxtADCkpJgUFJggIFyYBDbgH8rVsAQEXJgC4B+2ybCYluAPitWwmAhQXGLgD4rJsFwgAGD8rMj8rKxI5LysREjkvETkvETkvMDFZAREzMjY3MxEjLgIjIxEUFxYXFjMzFSE1MzI3NjURNCcmJyYjIzUhEyMuAiMBo/dVTw0lJQEnRUT3DQogLDAx/bowVCYYDQofKzEwA/ENIxpFZWoFAv3rS2/+NU9KJf5WZyEZEhglJTEgegNsZyEZEhgl/tZfWSgAAQBK/+EFDwVrACQBO7CFK1hAQgkeLwEvAi8DLx+WD5keow+jErYPtxILCB4BFhcBfQN7FXgWjQOKFp0DlhqsA7sDCQwDDgQCHUgDWQMFLwgQESQbALgBBbUCGwEBugC4A0u2IJoFKBwDAbgC37URK7AQARC4A0G1jw2fDQINuAMvQC8UCQKsAAEBATIQrK8RAR8RPxECERpAJgEmCTwgGAEPGB8YAhgMDQ0CVRhJJWRjGCtOEPQrXXJN7U4QXfZycU3t9HHtAD/9cfRd9OY/7ez07QEQ7fTtEMkxMEN5QCAVGwYMByUaJgsmFiUGGwktAAwVCS0ACBkFLQEKFw0tAAArKwErKysrKyuBgQFxXQBycV0bQA4gIBwQEBwCAhQcJAMcBbgH67RsHAMUDbgH9bJsFAkAGD8rPys/ERI5LxE5LxE5LzAxWQETIyYmIyIGAhUUEhYzMjY3FwYEIyAnJjU0EiQzMhcWMzI3NjcE0R8fPuahh9p9du2YhMp5H2b+8Lv+r7mKtgE/vZOPKhIbFBoLBWv+M8+2if7U37j+8pBxqBS1qPq6/MsBVLtIFhMbMAABAAv/4AWxBUwALgGssIUrWLkAMP/AsyovNDC4/8CzICQ0MLj/wEBUFhw0KAY6BkwGeQ8EJSMlJzIjMidFI0UnpScHKSc5JwJQMHQLew+aJ78n+CYGPA4IHxsCISIfHxsZISIqHxsBISMTHxsYISMZGBgCAgECJSgNCSopuP/xtBAQAlUpuP/mtA8PAlUpuP/mtA0NAlUpuALJQBAJCQhADDkIQD81IAgwCAIIuP/0QBEUFAJVCAwTEwJVCAYQEAJVCLj/9LYPDwJVCBowuP/AQEQ/NRAwAXAwoDCwMOAwBDAfIAYTEwJVIAwPDwJVIAwNDQJVICISEn8TAW8TARMMEBACVRMODw8CVRMeDQ0CVRMZL/SiGCtOEPQrKytdXTxNEP0rKys8ThBdcSv2KysrK10rKzxNEP0rKys8AD/tPzwQPBA8KysrKzEwS1F5sTcIQ3lAJiEoChEiISMhAgYPJSclJA4gLQAQESYMKS0BCwohECUtACgLJS0AKysBEDwrEDwrKysqgYEBXXEAXQBxASsrKxu1BBsAAxgXuAPitWwBGAINJbgH9LJsDQkAGD8rPzMrFzIwMVkBNSEVIyIHBhURFAYGIyImJyY1ETQmIyM1IRUjIgcGFREUHgIzMjY2NRE0JyYjA9EB4DNQKxVR7cze5jAgRU0zAko0VCQZHUyPaIXSTRwnTQUnJSVDH3H92szhoZqCWfUCEn1OJSU1JHL9sU/Mckp0tdgCJX8gLAACACIAAAQrBUwAHwAsAbGwhStYuQAu/8BAkzo1Ly51GHQbdBx8KHAulRwHeRi3JLoo2xvbHNokBhknEC4oJjklOSc7KDAuWidpJ3AugC4LxgABGhwpHEsc1xnbGwWoKAHKJNkX2iTZJ9go6yQGHEAjHSgIDh8bCCEiAR8bByEjDx8bFSEjAB0gLCodKD8jTyMCIyMHFSooFhYVAggHCBIAGhAaMBpAGnAaBRpJLrj/wEA+PzUALgFALrAuAp8uwC7QLgMuLAEGExMCVQEMDw8CVQEMDQ0CVQEiDw4MEBACVQ4MDw8CVQ4aDQ0CVQ6eLS64AXezIWFjGCsrTvQrKys8Tf0rKys8TRBdcXIr9l1NQ1i5ACYDLekbuQAmAy3tWQA/PD88EO0REjkvXe0SOTkSOSsrKzEwQ3lAHCQpFxwYJSgmKRcmMwEkHCYzAScZKjMBJRsjMwArKwErKysrgYEASVR5QBAeIiEfIzsEIh4gOwAhIB8AARA8EDwrACuBAXFdAHFyAXIAXQFdKxuxHSO4B+q1bB0dCBUquAfxsmwVFLgD4rVsFQIFCAm4A+KybAgIABg/KzI/KysSOS8rMDFZAREUFxYzMxUhNTMyNzY1ETQnJiMjNSEyFhYVFAYjIiYnFhYzMjY1NCYmIyIHAaQcJk00/bszViUUGydNMwHxttKQ28gxckE1Uh1ol0iEVDNQAnv+dYAfLCUlOB90A2yAHywlS7J6ptAORwoKoYBYl0sTAAEA8AAAAwYFaAAWALKwhStYQBRAGGAYoBjgGAQAGEAYAnYAhgACDkETAWkBQQAJAaAAIgADAWkBQQAIAaAAIwAAAfgADwFpABYBQQAAAfJADgEPDwIJAgEFCQgMAgMAugH3AAMBSUASDg4PQBE1MA9/D5APoA8EDxkXugIkAeQAGCtOEPRdKzxNEO3kEDwAPzw/PBESOQEROQD17fwB9SsrMTAAXQFxXRu0AQUHCQq4A+KybAkMABg/KzI/MDFZEyUzERQWFhcVITU+AjURNCcmJiMiB/ABSiETPFz+AmA4FgoHJRolQgTHofuHcjgeAiUlAh0xegLclCogHh8AAgBY/+gDsQVoABgAKAErsIUrWEAqdQl2CncOggnZJeklBgYDAX0DegR6FoUXBDwIKAYFAyMZKBkGAyBfCAEIuAFDtiAmASYmDwG4AY2zGAAFILgBBrMPDQEAugFAACMBD0ASCxoAKkAqAkAqYCqgKuAqBCoZugE+ABsBD0ASABMQEyATMBNAE5AToBMHExkpugEeAQEAGCtOEPxdTf3kThBdcfZN7fQ8AD/tPzztEjkvXe1yEhc5ARESFzmxBgJDVFi0CwYbBgIAXVkxMEN5QCwcJQkSHRweHAIGESUNJiUJI2IBHxAbYgAhDiNiASQKJmIBHBIgYgAiDCBiAAArKysBKysrKysqgYEAXQFxXRuxCCa4B/W1bAgIDxgBuAfYtGwYBQ8guAfjsmwPDQAYPys/KxI5LyswMVkBFQ4DBzYzMhYVFAcGIyInJhE0EiQ2MwEGFRQWFxYzMjY1NCYjIgYDloSno2skkJGLzGd8zIthvpIBD/hr/cwSR0YzSVeJiH0mVwVoJQ1PoseJY+CwqoyqXLMBHbYBSP5Y/USHU2DhQi+kmKv6IAAAAAABAAAAAAAA5mFLE18PPPUIGQgAAAAAANtZ854AAAAA21nznvt0/YwQXghRAAAABgABAAEAAAAAAAEAAAch/kUAAAY5/2P/MAYwAAAAAAAAAAAAAAAAAAAAAABAAlgAAAQA/+4EAABEAjkAPAMdAGQDjQBGBAD/+QI5AD0EAAAMA40ASQIAAAAEAABFAgAAbgKqAA0DjQBMAjkAFAQAAEQEAAACA40AQwI5ADwCqgDsAjkAPAY5ABEEAAAMBAAADQONAEMDjQBDAgAAkQQAAEUCqgC5A40ATAQAAD0CqgDBBAD/+wQAABEEAAAbAs0AcAXHABACqgBUBVYAIgKqAC4COf9jA40AKQQAACAEAABTBAAALAXHACMFVgAjBAAASgQAAGICqgBPBccAEgQAAHwEcwCAAqoAFgQAAAwE4wAqA40ASQRzACEFVgBKBccACwRzACIEAADwBAAAWAAAAAAAAAA4AAAAhQAAA34AAAZaAAALVAAADd8AABDbAAAS0QAAFmoAABqlAAAapQAAHTEAAB3oAAAgPAAAJFMAACbTAAApXQAALCkAAC1LAAAu0wAALzsAAC+JAAA0iAAAN3kAADrWAAA8AwAAPDAAADyXAAA84AAAPZ0AAD3iAABC4AAAQ5QAAEX8AABJUwAATjsAAE6nAABRagAAUf8AAFVzAABWBgAAWHQAAFqcAABb2QAAXekAAF/mAABiYgAAZUwAAGafAABoWQAAaxUAAG27AABv+QAAczQAAHQuAAB0ewAAdqYAAHbvAAB47AAAep4AAHzPAAB/AgAAgAAAAIGpAAEAAABAEAAEAAD/AP8AAgAQAEAAhgAABekPkwD/AB4AAAAOAK4AAQAAAAAAAQAYAAAAAQAAAAAAAgAHABgAAQAAAAAAAwAYAB8AAQAAAAAABAAYADcAAQAAAAAABQAMAE8AAQAAAAAABgARAFsAAQAAAAAACgAcAGwAAwABBAkAAQAwAIgAAwABBAkAAgAOALgAAwABBAkAAwAwAMYAAwABBAkABAAwAPYAAwABBAkABQAYASYAAwABBAkABgAiAT4AAwABBAkACgA4AWBQUVVQTkErVGltZXNOZXdSb21hblBTTVRSZWd1bGFyUFFVUE5BK1RpbWVzTmV3Um9tYW5QU01UUFFVUE5BK1RpbWVzTmV3Um9tYW5QU01UVmVyc2lvbiA3LjAwVGltZXNOZXdSb21hblBTTVRUaW1lc05ld1JvbWFuUFNNVDEyMTExMm9iajE5AFAAUQBVAFAATgBBACsAVABpAG0AZQBzAE4AZQB3AFIAbwBtAGEAbgBQAFMATQBUAFIAZQBnAHUAbABhAHIAUABRAFUAUABOAEEAKwBUAGkAbQBlAHMATgBlAHcAUgBvAG0AYQBuAFAAUwBNAFQAUABRAFUAUABOAEEAKwBUAGkAbQBlAHMATgBlAHcAUgBvAG0AYQBuAFAAUwBNAFQAVgBlAHIAcwBpAG8AbgAgADcALgAwADAAVABpAG0AZQBzAE4AZQB3AFIAbwBtAGEAbgBQAFMATQBUAFQAaQBtAGUAcwBOAGUAdwBSAG8AbQBhAG4AUABTAE0AVAAxADIAMQAxADEAMgBvAGIAagAxADkAAAADAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAQQoAVAPvAq0AHQAfA+4D7QA8AB8D7bIGHR+4A+yzAyofP0EVA+QAYAPpAJ8D5QDfA+UABAAQA+QAEAPlAD8D5QBwA+QA/wPkAAX/wAPhs0VFMkC4A+GzKy4yQLgD4bIoKTK5/8AD4bIaHDK9A+ECrAAnAB//wAPfshYbMrn/wAPeskJCMrn/wAPesjY4Mrn/wAPesyotMt9BCgPeAO8D3gACA94D3wAoAB//wAPfsyguMvBBDQPfAAEDfgAPAQEAHwCgA90AsAPdAAIAQAPasyQmMp+/A8wAAQPKA8kAZAAf/8ADybINETJBCgPHA7cAEgAfA7YDtQBkAB//wAO1sw4RMgBBcwONAAEAwAONANADjQDgA40A8AONAAQAbwOnAH8DpwCPA6cArwOnAAQADwOnAB8DpwAvA6cATwOnAAQDqwOrAO8DpQABAA8DpQAvA6UAbwOlAI8DpQAEAFQDqgABAGsDqgABA6gDagAiAB8DjAOUABUAHwOLA5MAFQAfA6QDkwAaAB8DogOUAB4AHwOhA5MAHgAfA58DlAAeAB8DmwOUABoAHwOaA5MAHgAfA5kDlAAWAB8DmAOUABYAHwOXA5MAGwAfA5YDlAAbAB8DlQOTABsAHwN2A3UAGgAfA3QDdQAaAB8DoANzsh4fEEEeA5MAIAOTADADkwADACADlAAwA5QAQAOUAAMAAAOUAAEDgwNsAB4AHwOxA2wAMgAfA20DbAAyAB//wAN9siEjMrn/wAN9sxcZMqBBCgN9ALADfQDAA30A0AN9AAT/wAN8siEjMrn/wAN8sxcZMqBBLQN8ALADfADAA3wA0AN8AAQAMANzAEADcwACAAADcwAQA3MAIANzAAMA4ANzAPADcwACALADcwDAA3MA0ANzAAMAhANzAJADcwCgA3MAAwN3A2oAKQAfA4kDarIoH0C4A2ezOUAyP7sDZgABAEADZrMZHTKPuwNmAAEAQANmswkKMkC4A2azCQ4yQLgDZrMJDzI/uwNlAAEAQANlswkMMkC4A2WzGh0yQLgDZbMJDjJrQQ4DYwB7A2MAAgAUA2MAJANjADQDYwBEA2MABANjsiQvH7oDTgBtCABADh9/An8DfwR/BQQwRAESvwMyAFAIAAAfABIDLQA8CAC2H188ATeFoEGFA2IAAQAAA2IAEANiAHADYgCQA2IABADwA18AAQAgA14AIANfADADXwBAA14ABAAAA14AAANfABADXwDQA14A4ANfAAUAEAMPACADDwAwAw8A0AMPAOADDwAFAAADDwAQAw8AUAMPAGADDwBwAw8A0AMPAAYAAAMPABADDwAgAw8AMAMPAOADDwDwAw8ABgMPACcAAAMOADADDgACAOADDgDwAw4AAgMOAEoA4AMNAPADDQACAw0AJwDQAvwAAQAQAvwAIAL8AFAC/AADANAC/ADgAvwAAgAAAvwAEAL8ACAC/AAwAvwAUAL8AGAC/AAGAOAC/ADwAvwAAgAgAvwAMAL8AEAC/AADAvxALCfAKQGwKQGgKQGQKQFAPD9BMkAiP0EyEhIShY9Mr0y/TM9MBF9Mb0x/TAM3uP/As7IrMDK4/8CzsiIlMrj/wLWyGRoyNw9BOwKvAAEAXwKvAJ8CrwDfAq8AAwAfAq8ALwKvAD8CrwBvAq8ABAKvAq8AHwKtAC8CrQA/Aq0ATwKtAF8CrQAFAN8CrQABAA8CrQAfAq0APwKtAF8CrQCfAq0ABQBfAq0A3wKtAAIADwKtAB8CrQA/Aq0AAwBAAqyyOjNPQU0CrABfAqwAnwKsAAMALwKsAD8CrAACAA8CrAA/AqwArwKsAAMAsAKsAOACrAACAE8CrABfAqwAoAKsAAMAHwKsAC8CrAA/AqwAAwAPAqwAAQAPA1oAAQAPA1oAHwNaAD8DWgBfA1oAcANaAAUAzwNXAN8DVwACAA8DVwAfA1cAcANXAK8DVwAEA1oDWgNXA1cCrQKtAqwCrAMsQA0xFR8AFhYAAAASEQgQQRACDABKAA0BqABKAA0BmABKAA0BiQBKAA0BPwBKAA0BJEAOSg32Sg2+Sg2GSg0nSg2+AigAQQANAZQAQQANASFAC0ENtEENT0ENKUENQRACFwAhAA0CFQAhAA0CBgAhAA0B6wAhAA0BTgAhAA0BLEAUIQ35IQ3zIQ3xIQ2dIQ1xIQ09IQ1BEAIcAB8ADQIUAB8ADQILAB8ADQGWAB8ADQFKAB8ADQEmQAsfDcYfDVcfDTcfDUENAZ4BQQANAEIBQQANAB4BQQANABsBQQANAfK0D0QPAAm7AfIARAANAgGyPCkfuAIAsjwpH7gB/7I8QR+4Af6yPEcfuAH9sjyeH7gB+rI8kx+8AfkBDwEBAB8B9rIk5B9BFQH0AUkEAQAfAfMBSQQBAB8B8QFJAKsAHwHwAUkAZwAfAaYAPAElAB8BpLI8gR9BFQGjAQ8BmgAfAaIAIggBAB8BoQBQBAEAHwGfAUkBmgAfAZ0BSQBnAB8BnLIsYh+4AZuyLHkfvAGaACwBAQAfAZeyLOQfuAGTsiyJH7gBkrIsbB+4AY+yJZ4fuAFqsjwqH0ERAWcAJAIBAB8BYwAlAqsAHwFMAQ8BmgAfAUgBSQBsAB8BR7IsiR+4AUWyLJ4fuAFEsix5H7gBQ7IjMR+4ASeyPIEfvAEjAFABAQAfAR+yI+QfQRUBHQAjAZoAHwEcACMIAQAfARsAJQgBAB8BDgEPBAEAHwENACIEAQAfAQiyI4EfuAEGtCXkH/c8uwElAB8A9QEPsp4f47wBSQFWAB8A4gFJsqsf0bkBSQQBsh/PLLgBJbYfziO7H8UkuAFWsh/ALLgIAbIfvyy4AgG1H7Ek5B+wuQFJAgG2H68sZx+tI7gIAbIfpSO4AgFACx+fPC0fmyNaH5kluAIBsh+BLLwEAQAfAG0BDwFWQAsfWSw+H0w8qx9GJbgBAbIfQDy4ASVACh86I3IfOTyrHzi4AUmzqx8xJLgEAbIfMCW4Aqu2Hyok5B8mI7gBVrQfNVVVN7oCNQAHAXVALAd0B2IHVgdRBzsHMwctByAHHQccBxQIEggQCA4IDAgKCAgIBggECAIIAAgUuP/gQCsAAAEAFAYQAAABAAYEAAABAAQQAAABABACAAABAAIAAAABAAACAQgCAEoAsBMDSwJLU0IBsBJLAEtUQrA3K0u4B/9SsDgrS7AIUFtYsQEBjlmwOCuwAoi4AQBUWLgB/7EBAY6FG7ASQ1i5AAEBL4WNG7kAAQF8hY1ZWQFLsMBjAEtiILD2UyO4AQpRWrAFI0IYABZ2Pxg/Ej4ROUZEPhE5RkQ+ETlGRD4ROUZEPhE5RmBEPhE5RmBEKysrKysrKysrKysYKysrKysrKysrKysrKxgdQrCWS1NYsjWqqh1CWbAyS1NYsjX//x1CWUuwR1MgXFi5AnECb0VEuQJwAm9FRFlYuQF6AnFFUli5AnEBekRZWUuwR1MgXFi5ACICcEVEuQA8AnBFRFlYuQGzACJFUli5ACIBs0RZWUuwTFMgXFi5AUkAIkVEsSIiRURZWLkBwgFJRVJYuQFJAcJEWVlLsGdTIFxYuQAkAnFFRLkAUAJxRURZWLkCHgAkRVJYuQAkAh5EWVlLuAIBUyBcWLkBDwAiRUSxIiJFRFlYuQwAAQ9FUli5AQ8MAERZWUuwHFMgXFixJSVFRLEsJUVEWVixNyVFUlixJTdEWVlLsKtTIFxYsSUlRUSxIyVFRFlYuQFZACVFUli5ACUBWURZWUu4AQFTIFxYsSUlRUSxKCVFRFlYuQIIACVFUli5ACUCCERZWSsrKysrKysrKysrKysrKysrKysrKysrKysrKysrKysrKysrKysrKysrKysrKysrKysrKysrKysrKysrKysrKysrKysrKysrKysrKysrZUIrKysrKysrKysrKysrKysrKysrKysrKysrKysrKysrKysrKysrKysrKysrAbNh3GRjRWUjRWAjRWVgI0VgsIt2aBiwgGIgILFk3EVlI0UgsAMmYGJjaCCwAyZhZbDcI2VEsGQjRCCxYWNFZSNFILADJmBiY2ggsAMmYWWwYyNlRLBhI0SxAGNFVFixY0BlRLJhQGFFI2FEWbOmf0NLRWUjRWAjRWVgI0VgsIl2aBiwgGIgILFDf0VlI0UgsAMmYGJjaCCwAyZhZbB/I2VEsEMjRCCxpktFZSNFILADJmBiY2ggsAMmYWWwSyNlRLCmI0SxAEtFVFixS0BlRLKmQKZFI2FEWUtSQgFLUFixCABCWUNcWLEIAEJZswILChJDWGAbIVlCFhBwPrASQ1i5OyEYfhu6BAABqAALK1mwDCNCsA0jQrASQ1i5LUEtQRu6BAAEAAALK1mwDiNCsA8jQrASQ1i5GH47IRu6AagEAAALK1mwECNCsBEjQgArABhFaURFaURFaURFaURzc3N0c3Nzc3R1dStzc3R0dRhFaURzc3QrS7AhU0uwRlFaWLA8sDxFsEBgRFkBKysrK3V1K1hANl8jXyVfKF+lBG8jbyVvKG+lBE8jTyVPKE+lBD8jPyU/KD+lBC8jLyUvKC+lBB8jHyUfKB+lBHV1dXV1dVlDWEAQvzzPPAJvPH88jzyfPK88BXV1WUNYQBK/Is8iAl8ibyJ/Io8inyKvIgZ1dVlDXFi2QDyfIu8iA3VZKysBdHR0dEVEc3N0dHV1RURzRURzdEVEc3R1c3Nzc3MrWEAkYAlwCYAJAxAJIAkwCUAJUAkFbwN/A48DAx8DLwM/A08DXwMFuP/Asgc6M7j/wEBGBjozkAugC7ALwAvQCwWwBsAG0AbgBvAGBSAGMAZABlAGYAZwBoAGkAagBgmQBpAHAmALcAuACwMQCyALMAtAC1ALBR8HAQB1dXVzdXV1Kyt1dXV1G0AQBwZEHwsKRB8DAkQfCQhEHysrKytZK3UrQ1hBIgBjAy0AAQADAy0AEwMtACMDLQAzAy0AUwMtAAUAwwMtANMDLQDjAy0A8wMtAAQAgwMtAJMDLQCjAy0AswMtAAQDLQMtRRhpRHR0dXVZK0NYuQAYAzKzMDUyOLgDMrNhZjI4uAMys1NaMji4AzKzRU4yOLgDMrM8QTIYuAMysj8zCkEPAzIAAQC6AzIAygMyANoDMgDqAzIA+gMyAAUDMgMyRRhpRHR1KysrKysrWXMAcysBK3V1ACsrK3QAKysrcyt0ASsAKysBc3NzdHRzKysAcysrACsrKwFzdHMrASsrASsrKysrKysrKysrKysrAAFzdQBzcwBFaUQAc3MBc3QrKysrK3MrAHMrdSsrcysrKysrKysrK3N0KwArKysrAA==") format("truetype");
}
.stl_14 {
	font-size: 0.92em;
	font-family: "PQUPNA+TimesNewRomanPSMT";
	color: #000000;
	line-height: 1.115535em;
}
.stl_15 {
	font-size: 0.92em;
	font-family: "UKCUJD+TimesNewRomanPSMT";
	color: #0563C1;
	line-height: 1.115535em;
}
.stl_16 {
	letter-spacing: 0.02em;
}
.stl_17 {
	font-size: 1em;
	font-family: "UKCUJD+TimesNewRomanPSMT";
	color: #000000;
	line-height: 1.107422em;
}
.stl_18 {
	font-size: 1em;
	font-family: "UKCUJD+TimesNewRomanPSMT";
	color: #222222;
	line-height: 1.107422em;
}
.stl_19 {
	font-size: 0.83em;
	font-family: "RDJSLE+Calibri-Light";
	color: #000000;
	line-height: 0.686339em;
}
@font-face {
	font-family:"BJJCOQ+ArialMT";
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");
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?#iefix") 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fIKKiHrTA/MjoPpSdqkPGtFedYKeVZbta52Y6NBjAjlhbGNn3QTX3QTX3QT31VFgVFThVGVUkXgrccG6f1VvTMjGTy/v2QEn8DzEYLgCeBnIBMR1Dsjg//OBkti1IJLqjNB4TKWSOVRMwqYuUxpMapY2MlDpwCXfs5ggG0AizacAlh0tvkbQqF5c/OI4BsKpgMOig6eHlG8oqo1XfZMx9a3D2+ZtyigCV2Zneu/1xNIl19966FzHWtWb+/Nfn7xvRz+QeSFXe9s73458BJ5aMuq7Tt2GEfPru1f3X5wlv7jp05n/+sKvEkUipHCnUBeCMcfTyIx9+d8xNKtkksUM9TgRNtwOYbHMbyOwfkEIe/jGB7H8DoG77ad3Y7Bu+1LbnfBR5LsM7bBOYbLMTyO4c0bZkOrtkJcJx4Qj4gfiNwiZpH0Q5bRoHog0cXwnFdgeCRCsTzHsAGGYRkJEVFieWaIDEF1JviQ6UUsCy7onJfNkDWDHOc1p5TVeiFBaUUhLWBcSVMagXEtTdHhzeAGU+LNingtv628ju+VCaWXIAVqEVGIQRhCb6b3gHH5GL2HHPVlcI+Fmi8SiRRgh8IFtkblijLRiIBYY43jjWqSQiWZ3DUrwUKRkWV5Tg2+deWK40jK/Uu/loSSfcEU5iWZiplJhp0ypZE+og0wBD5mQDSFpLhtaVI0q5JiRQw+ZyYTlgdO/O8NJcrV8jo8T50XjKuMismzEzvIi0+fOZPO1uH2V5ljN+58Nfsy1MdnJjqApi2537Ll3I9Aud4f8Dup1xzDL9pJ1BzDL9qZ0sA4TqmXL0vHEYZgSTQ6OObz6sFgTKMyJsgsq8ckH0Z8JJO7mpZlqFzUsEoYFRhagii1gFcTw1B2aNWp1SwhlK3jXdGHp+yd8qz/Nf/74kXx41K3xx/x3RRl/N6g5vef88kBnz/gkyWoPKafDm36DvmIzyebQWxPY1Bm8QitSiA3pkonpLYrG5Wtyj6FVf7fVSViVZUIRhElQiJOVYn0GtpJXIdk/Ax4zu/3Hf1L1aVscnWZVF9SABSqRlYMUirsUI4v73LPSnCAFlQsSWlPDVcjnAAlYqxKQ2tNZwqgkE9+ccGBKuMvD5YzUGlQMMC7oMa0/Dj4wobt6b6eu3umH3mKfDgx2Lxj/2ns3vTk2M8n8DZl7xPDhw/0NzeFyO/fzD64Mjv+q7P7+y/B9BcDSoKgQlPQTQUdKpNxGW7HDC6drpsSliRoNkq5Cj0geXWMKhXahpTQLCt6WKFpD1sqFBatZgMyb0nQhfPKz5z0p0aV4RRN/8yOEnwbbwZvK7nN+GttudHBrOZXu9drq41N7gdij7t3xi66L4RU3qDxn5ZnpaslTludUmqVWxfotJZKBCZWikfaafKp/jiTxFQJ0NHKSbmvLMp9ZVHuK7sUK/cKRgpUD3i364Oi6GpRemdA2Zg/oDuE0Z3KqEMhG7Keo+OkKTWF28Mbw1vDbFixHSAaVqXztYZD9FHhEJ1zOEOmDiTOWkChCbWUpxgro3kZsuQHAlYAxnHanqSnGXGjPOMggz6AKlEb5qumUQmCRoQKj0a7kngFUpUGKkM4UAQa5quByIyFHa0LWr5LFpxcm574/i93/Gv28ot7Pu/7ZKKh+akl979y+JHNb7DLfOtrFtfccu2fV30n+6df7x19FN+Fu/GR917/6Y1PUm+0ZV56/u23IeT3gBaFuNcgkPeZvmEJs/BP3KwHCjatDjUEsx5R6mIYQuPbbDVvDInK7i7Pf6JmgFc7YZrgYyPeillc4rNZtEQZS3U2Lh4bXaKMdyYaFysQFtrUJdVkvoMDUvjryoMuxLj4eL2mNdzDHO3Jjt5VLx9ntv9xD/vnvp5nslr2q8zHffgqPnsQOv5lgPESwHgYxVENeTqP8rSISvVZVAegVycts2Zp5bqLm65rkk4Vk7R4AObHKKI9CRlQYdU32WmuqWFdlCMMvUiFh3G8mAJBmKlBkboHrScGLYIEbYIUHc47PEmMJpO08bdWGoPWRFzORFz5iVyGIVx0/LxO2ePTc2DcMCvoSTosvTNoVdmg9aZfv58zGIyFZ9sTcHbK0cV1IVwdWhhaWHVF/I8azlODt6AtuJvd5O4U7hcfkDaHn0B7cQ+70/2YsEPcKT0Z/kf1jF8TkR5BIox0aBYuCuYkFupFLNQdFh5r1btOebBngUbWokSRd6LIO1HE2USXbBrAWRkjWZGJnMH703MjDlEjDlEj+Y7jWGuk6x0GMxmydmCq4zTVcZqadxpondoVpGDw0cIeNIMk2DvnrFPVrVJOjxScRV/tSKasUNI2oIi0FblL/TEjCpTtN4zZ9GOmAf3qpXerDYvD+Qqfur8Tdba14aqqulp7VeH0jQjO+ANF/C0mM15/34Yrp05f7bh315PZ8Q8/zI7v/+7OjnWP71mzdvfNC3uXPfZ63/atrzGl1c+vP/TRp4fWPFc9Y3j3yRysfE/vew8vX7fjB+2rdu24kVvc2/yjbdvfeB2UoMVmiY5uInEbgUIZaGKlCoo4bkGMSqNVkcG4bk6nGIuoFshUhX5RI+qMhDBdl31lvmYf4/MF0FJYZ9PASgqshTEV6Aq6KKSRG06k5lq1bq4VPMAfJYRCleOTnxXWv0WT+LrJMG+yugzV4tX/Merksf7HULOLBzLvuDm6KGTG/yZ0d3wNsyF0b3RtfHN0i94TfUI/EDoSPRm9GrpijBv+b4ZeCvWFmJurV7vIdL3Z1067kRgdBI8szetQmg5btmBaEY7LinBc5uCY2jiJhCI/ITde8BOK/ARYAKuTW5TeGVTljoLKOYiudBBd6SC6skstIFo1VaL2JiYhGsTHRrON5UKj8rX4DKFp0JHEc5cGyg2X4ayLO3GqzV4C3ULqaqdRzYFPBADWVIXQhgRbMA1a+L2vL9R9z7ItS+tx/dC9x25g/sy+0Uc2//7wmx+RX7y66aH+I91bXsbLlM1/u2jrb+4TI60d2P2bT7FyIPvv2T9kf5sdeOsUU/v3x4YP9ljC8ylC5CvAqRd9MVBY0qDCIscJAyosaZwVCLJXIOWtjCmptR3sVrKPvOBm32SxB7k4wng4LBJ8zoto2Lw03AgbNKv2ygJR4KkUgihGcYesX1cQpUIJZQeyOIAUygcUFTlTkms5JwU1HDY4kyNciXACN+LHEdW6y5AAux+gLQEVPGttQX+7oFoHEp+wlwLlcRVEvq6+vmEe+Sq9YGT5c/82exP7yC3dZW/dca7d5q8KcVHQFPyJ3cl5ozrLBXRJCnuoctGpUyMvTh4VidbLhKyXscQJTZakghZNftKYVQw8+YWWZVwzSwTBRR+Zf3s7EvQc+lrqnGeaS1jXLrJb2C1/4OM8vBAht/sXBe8subV0uX9lcGXJt0s7+A5hlX9DsKPkO6UPk++7HhQ2y7tcz/PPKh9EPiIXXReFj+VoYUqTNCZcxLZwkWqEuzwWhTwYeRQP8Szwwk2Ooyf3ed5xsNXTW6Y6aFIdEKkOqdQuCx1iof8vINBZFSNHdlCvXmj38pSjpk05OxQ41YlSzgrAZZQoMUBTPzGEnwDtQrBrsMuwz3d+l2oD5ima9SODFrS4Nq3Kr1CaqYrVCbZ0jBx6sH/TX60fefnCw/uPH+nuPnLk0e47U2QE+qxvvtk+kM19lM1m3+97fhC/mH3ud9fxOrz+2vd2/jeydMZzAAB42mNgZACDooo9qfH8Nl85pDnA/NuRn+fB6F/r/6YLMHAEArlsDIxAyAAAYgcM3wB42mNgZGBgt/vnx8DAUswABCyKDOiABwA9tQI7eNpjimBgYClmsGGyBNNhQCwFxKFA7AvEiUAcDOXfB9EAtfAIxwAAAHjaY2AAAwsGBqZJEMxylIGB7RMDA6cEAwN3IBD/YWDgV2JgEDzFwCD0iIFBVBUAmQMG4AAAAQAAAAwQAAQAAP8A/wACABAALwBZAAAEvwXsAP8AHnjafdC9asJgGMXxfzRaFOlQKHToILSbIMYhvBk6+DEFRBTJHiFIJBh4xb0X0mvo3MvoFfRaeqTPkg4mQ37Pec8TQoB7Pgm4XoGMucWdpj+3pUdzKL+YOwyIzF3138x9HlhqKwh7Sp7JzC3tenNb+bs5lD/MHZ74MnfV/zb3eeVnnqaL9WY082VerXbb4nCpct8Mm1NW+HNZn4bx2CUW2cMl09hN6v0xipiT6l6wZsOImb6xJKdixY4tBQcumnLlt5q3zjK9xXNWUnNiSMwYR/Kv1Zyu51M1HRNt7TnqX0e/sIM/j3jaY2BmwAsAAH0ABHjajZZdbBTXFcfPvbPZXWPMrrewNvF4Z+z1DsEDmCykC5h4Z81unWRV2YBLd10Xmw9LhEQCaQ1IlQqDVKSiNDhKJdpSqUZ5qKJGEePZyl3bSKZymzZuWlBLqUS+nLQPzUPqkIemPG3/984CRaVSZ/w759xz/nPvnTt3Zp1ZSYPKBnHydmolTTGVTtoJ3+n6W7WK8kTZaNZuXFXW0xLgynrXbNVmlHVKq9utWRUlXo6sSYYyGxWdGHVJq8MeA1fAPPDRiBJDPgx7BtjgCpgHN4CfCFZUdXAMTIIlUVFaFdXVtXBmnbIW164lTiGliZZBFSiYZxNGbaJ+MAImwCTwS53IHANnwDz4TFYspcl9dQvm3uS+JF356ItJ2TzgNYe/KZvlrxc9/9Xdns8+68l2eLInt3rpTb2eX7fB85FE0hZ+RUPyWiaqRHGTUUz8OCzjv6IQY6TRZWUNOYAr/lrGUiLlDiM5Oa/4iClcYXSYtOo1hbkNjcnMCl7lyxQhjf+Df+pV+KflVY3Jycxz/GO6AuaBwj/G+RH/iM7wJbHmsGkwCebBdbAM/HwJ54c4P+AfUIi/T10gDUbAJJgHyyDA34cN8/fQG0kr4jTg/D3YMH8Xt/UubIjfRnSb38bU/uSmtidnZGB21QItUQuaWmpBJJqs8D+6d9djRxl40thRc0o79dAWpd1NPInt1+zufF6r8L+WdVO7nNnMb5IDOGZyEyPfJB0MgFFwHPgR3UJ0i2zwCrgMHIBdBhsGOl8E74BbtBlYYAAE+Q0Xw1T4ddfo1TJR/gf+G2rCiv+e/1b6d/hb0v+O/1r6t+Fj8Iv8LTemUaYedcI1YfgwfBfqj/FfljsiWjXTyOexdhpsF0iDfjACJoCfz/N297AWQSdztBgkKF36RPqf0mtBso5qlrELG1AXxtjxNCKYSX3S4JZx8UdoCmNceBWRMMZ3vodIGONbZxEJY7x4EpEwxuGjiIQxhkYQCWP0DyKCqfCf/KJjnZbqf4HpmRA/hVU6hVU6hVU6RT5+Spx01yfm9mO3sxMrdsky13dq9iyzrzJ7D7NfY/YYs08z+yyzdzJ7P7NNZqvMjjHbYvYc24alsJn184ea261mZi8y+01ml5htMDvB7A5m6yxlVXib++wW6XLSlTPipYN/ugdfnxBvw4q2Yc+34ZswD3sdVGXLgkhv98RrY8K3lzvTXnvTjuQxvD4LuHABj2GBPgQ+PKAFbKMFdLKADkKwaTACroFlUAV+qNsx8QlpQ7BdIA1GwBmwDPxyOsuA07HaFK/IiYlJd9Um3g98fAFnO8423ma1htWwGX5GmVBZKMb6Y9UYT1E0SkSRxmBjhTVMf9Hwry8aqC5Txy/wCfHp5q/U/IR7F59u9kPXmNMya9gPKObDzmPbyWAJ+G1Uku2nSA0Kv5VU/gZ80lX34bKQa2zQZtkqcdW0dlf9m/aJWuEI/67OaX/RKz7man9G5o1p7aZ6Xnu7qxJE5qpRYXCzupTOqNu0Nxel9CwKl1zttHDT2rfVPu0FVRbGvML+ElpWSNtjDGnPoL+selCzSuhzWkur+7Wdnuopcc20thlTML2wE5Ndr8pB4zHZ4ddSFXbE2hC4GCgE+gNfDiQDGwJtAS3QGmgJrA5GguHgquDK4IpgMOgP+oI8SMHVleqSZRIe32p/WDi/T1ifjMNcWBj54WNBTs+R8yUlz/N7e1neuXaI8gd155974xW2YveQ81i8lzmRPOUHe51tZr4SqO5xUmbeCQx8ozDF2IUisg7/boXRYKHCqiJ1rsWJ7CrMEGON515uEf6Jcy8Xi9QcPZluTkd6Grd/JfsIM1qz5oOj+aG41bmY31twftZadJIiqLYW88739+rDhRn2Ofssl51hd4QrFmaUHvZ5bo/IKz3ZYjFfYfukjnR2BzrsmDtSF8SPs9CRHox5ukueLoHroesQDrq6OkpIXaKuTup8TOimSh257FRHh9Q06VSSmlKT/p+axQQ0iYTURG1alJrFqC00To+UqCokMVVK2OOkSonKHpeSfQ8kXTXJ+fuS83IkhT3QqJ6mYemepmEJGvP/PcZ6TZOVu4uHhnNj8dxoPDcGRp2XTh5pduyDuj51qCgKuqMYowcPHRH+wJhTjI9lnUPxrD7VPfyI8rAod8ezUzScGyxMDVtjWbfb6s7FD2SL5b6BramHxjp/f6ytA4/obEB0tlWM1Zd6RDklyn1irJQYKyXG6rP65Fgk9/hAYSpIvcVdw54v8/oV2K+jLW3F3mj4eI/cvN1tzadbZvEfy+tUbxadlfFepwGI0sbMxowo4Z0SpVVIh2ql5tPdbS2z7PVaKYx0Y7yXzPETpRPUnHs+6/2VcCA1fkIsuGfN0v86UMs51oFsaZwo73TuzTvp3UOFqUAA2VFxS86Oe7n6+lyles1LbkJyh0gqyn2hyO0Uubq6mvC/n/+Jmt8l3gKbz5WZFWPjVCoqTiw/yPEpGBzCvQ4PFWbx/5T4iSgVcYMlZrLSvT5q0zZN8tok7vke4ydqUW0txmveuxKXlO4tyf1DLJZ5f8XGZbdyOU36N10qKqMAAAA=") 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") format("truetype");
}
.stl_20 {
	font-size: 0.75em;
	font-family: "BJJCOQ+ArialMT";
	color: #000000;
	line-height: 1.117188em;
}
.stl_21 {
	width: 100%;
	clip: rect(2.079168em,42.5375em,4.600001em,6.927083em);
	position: absolute;
	pointer-events: none;
}
.stl_22 {
	font-size: 0.72em;
	font-family: "CRUMSU+Calibri-LightItalic";
	color: #000000;
	line-height: 1.232165em;
}
.stl_23 {
	font-size: 1.08em;
	font-family: "PPNLDG+TimesNewRomanPS-BoldMT";
	color: #000000;
	line-height: 1.11084em;
}
@font-face {
	font-family:"GMGJEP+SymbolMT";
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");
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") 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") format("truetype");
}
.stl_31 {
	font-size: 0.75em;
	font-family: "GLVLUN+TimesNewRomanPS-BoldItalicMT";
	color: #000000;
	line-height: 1.107422em;
}
.stl_32 {
	font-size: 1em;
	font-family: "GLVLUN+TimesNewRomanPS-BoldItalicMT";
	color: #000000;
	line-height: 1.107422em;
}
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	font-family:"ETHGKN+TimesNewRomanPS-ItalicMT";
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");
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C+U0kvT+Jw4hcV0vt66FmJRawIU4c0ip0ikp7Rp0DP7FReH/zYINoKgH4SjpNuGs+2H5wXksAorFI8QC5qTi5vM48vEySHi0i5xIoSty8fMtm95Mro/Ec+S78BKPZN5FGzWRYAZfjVOyjQPoRPmAX5sAFtZaGmoTVRiERL/fVO1bRaxF+q8qN9YBsamtH0gF0RjK0M1KP+ubSPJdH4HfpZkWqUITYoz9CAKkKIIihpo6BF1qFq+LJwEHWSqFCKY7OXe/KAoJCAqOj/PoTrhcbcN4UwI1Sl4TVuCmUNmNkCJPdP+UNIDWhFSJDAezkokbWsLgDCduYBXuyUuBE2tk5HcwSFfCXDSo+ddWoj5AwdeyA1f31knNpAo5iIQS8f5zkIUnKc5fbtIfwM6QOSt66IRinZDgWCwwSkppQ4ixwj6ITSnCMKUAZpbpPBRoFshPxCrCEeYw1ZYr476eax8pyPi0iLb0rB6il6A8RJhU7a2O7e8IDRFC/R8hdPhZEQ6o3Mk4mHIGIt1+dniBjXWkxKG4xUj+AiQF0hCVHjZSUmzyKn6Eny/GQwmcZm32vsVSj77DBBGDErnb4igG00il1mKYeglcdcGyXRFusNDOB916I+T2HJsV8ec9CJ4Nc3Nh8GvmeUzVg+pm5LhfII4YBQULN23hQsnV31b7avJIf6ci5x31FkouIsr9OSJQmxrVgHkRCmdwcPO6+L0cfERxbOWl205Ect53g5/BFQn37j/3HxrznVtUXOftwzJEbHbLBCErViJJX7aA1YmBR+XdaXZZdBPF9mCFaCepq2DWZvHV4cNQznGseevC1b/zCYvN8nB6QSIW62EEhrhotxiJwPEHbhV+y+hRGIYUcup2TAPPqIier5vFyXn5KSQ73OdFmCzb3YAlvFVM4T7GPXs5OHbpu6bCJxzyimqKW4Kf1cAOoUFKtFtJNidF5ddSSs6xdjzUfKPNDNYaKDccmBDkrdu92f+Fr8dGKJurUjXjh/KZN/jjX+HQnxQbJlACtsAPaI+Z6d0q7Zjp+P77sAjcI2Iy9YdlxkeXhLE6tRDN9lI1XOdxdJiDAQ4A2D0dDQ3Gawof56l80RSH9MdaTlnb9aWBsopvPtC82us4dfvoWNMO0kBZaR/ikwV1QlPoAv6lbDYVCd+ZUQCU8Ni5NuGl5MJWs3JwMS+/krzpYLkwylWpITmtCj4AXQipZyIAQN5bbDLklApHybY2l5qJ4zFNGRtHE/Cp0EXUWmD4TsqQSDOeEyzay3TMmj3wW7rckHgspgxn29t/dLJI0hASenVuiZ0YcFLAxfobmlLwQoASdczTiGmJmuwkStU+yxnMgVszAaQNhiA5yIb3cYItDwVFj+OcvKnn4BLDIENk7C26sN0g+5W4C3akA5A70uCL2orTl78/l5dGgeSYcHnpwA2dKqyCyiara7nKBpWhmH1k1InvepJx/WoL/pOcHZQtJnGTS6ouzRLAV88EHjWo2TqOKATywGLpMKWQem6HiGBeMgNdCDEaHWTlCOEEzOuwslSqVW1CnR31qdaETvii5DtJrmA4vAulWgW+LSNSBwTzACMpCWoa070/SzlE2WATabjDJyCKWbGaRoCX6ngncZayxjdBtFsQWLpZS2yKaR/8HTTMx3MnJMJSCB1XoYQjtaf/hGhJcXvub+LrjMaUK2nEKP6+xrNRvc7Sfhu1aaqg+i1ZPRPMrXnD4ppxDqag/fz92vUBeNTssCiUcF7KBma8MHCRm6hF9Zznz3jdvC82hVhkyJgjKfsXCCuiMT30X+5x2f0tDL21WSrR/curMRE71AN0XU71KBPZtCnprcR77XSdOWFPAQFzkFpiUyXLJmfjTmc/uLcbMfWUo9mCIqhk+wvBCKKXGBaKUx6BDQnCWrHkCPuW4NdVkn/xRyq4gtrVhyZoeoUVsG6t+UdEyDw8vUBoqHRjbd+DZQXnFabHym6np+BmOzC8MKC+xjrKtruYIBg6h+GkpKBqc/yepAkeSEqh8DD7UA2t0TGJxjxjEWm6OLr+PmCMzGjK7dt2oe6cPUL2I/jqF7opBoyroQLQzaC+vzUYd5zwOE6aYEitvTrKYJPe02L4+CZrAq6RZDQeEjEpFI1PHzUOEYl5y3J8kGVFqYMtR8CEcAUg6MJpvHqMzD57ybhvgY6dk4tgEpZYOrnVOUodmaR2nI6yviNFYaP0tCOltHClO5+d7/4zgCghXpI2Q3OU0+7CPT/ibiUIdbls5YXQDbggvniCG70I5fQhJRGEQAh6aSQ4SZUT9Soirj+qi3XRfV9DLZiYzeoGWdvQXYSTT/WON6Yf4HoiUFEWhzMEdfuK68DvVe65qPjG2e4UHs4EHrst7BVU4kowmZqT9EoEEY/RmydFWB1deGYgYyNsuXbeYqBiNWTpP8EYBlxRtCJCmiWSsWqbOG6u2QtZdhLBsFHiH752NYG5EhMVW4Ip4AvpSZaFQql9A72OdSFhMPgWhDtGcLgB1OZErTloPar0GXhaOLSAEB/BCP/iVziND+P7ToHXYKoDSaHMmhKhIRKletJgS8B2f3zGxHN5VaCTCf4JqOHHDHkFaOElsL42Kp9Oe6EV5vFcG6sf9Q3LfoKHZ86HkGpi0MvlmIcTAxa1YhLhW5S190c308y90zONg/ISNDG0cIxEBqHbOAY4GqzkrOPot/vdZ/FZA8l01eOiFBJEYYb7kbVpvsY9WDQuYNaFw8j8mUDPfIfMui0gX9Z8bFbqs6Eqxn092RkLgLSKXLkmFILC4uzTDaQcVshbo+cwsQBRm0hMhYCKtAw428h6nOu3iWxASTKYhWEWKAKL8ZgwxxFQXO3Bnlq69hFLyeguB1J2MIgC/bkOSDC73BqHkVDjLApBPP61pe8t24WZdXqugHp06E7uRaIAe6tsbEn84gpCFT36Al3qWpoeEk/vdhPuEY1hSZbSBAtSWC171fngXaOrx6Ki4/ZcKJazxyO5sfIeEMxs9EMYKWYIQ9HSBAyllRxe7vBgaVpJillDgv+Kt8bCpsUwbt3oGhdXX62hIUK2AVEmeTKUiHFoYxemCBxusXcl7raEUX/8VJZHALcpJeOw0fFhwkVmL4oSPybEpUKKDT6c2IdTBLWDqV50ZYc3TvGf49Y3wIrDZMJ+kL0fWGo7xTeD3sX9qqif8s5YrXCANQkFZ4GNSOMPYfptmY4ZdbXXQF0UFjmfqKNWmhkGv8b48+PuaoBoLW9VlMcX1BeejQPoOdjtSU3eILi5xpgZTza3AIOujnlIEmhtP2yGaxY/0VGjgUdnKCQKQN6bLfmyLBAJrGwbwzkycLNGgczLkxFwvLoVRWABmBx8My8rWonaaV+Mme/mG4wtQYGZaO47Doe/byqrcRsDioZ5CPCB5mjZb0mN5z/N5J3QdigcFm9gVtgznYUq1iHwQqDhbFqXw12TqK6hP1E6xDo70vtLYIcWc+N/0kX/RU2nl30fe7nTcNIjrmfoUG6BQb2AvLI306LXr7YlDE2eVr+q6swadA8rgLp+5pR6NlXxofcvmEkQl8H2JbTGQSxHth3cRlK3xYhWR144cv4aCSFLhynsf4mYhJ2oC2qSxFnWe47tzBCv1lBPGgYBrG7Yqy2BGJEdOmlNNzif6HiSLNIWANjgCOVACa/IKhAkcBiibtyWPYQd7BKCT13So5/D+sPtTxjx0gW1R3brSSoOH13oAonpDfOILF5FOsNgKPeHA06F6KapxiUaGiQcKwWmcNRUaimWYNoS9sREZGz0ngCtBYsSRCEAmaeW/ohByPHR6PT/K4s1ftJQXwBeMqdseqJjtC79yiBZJpbjD1B0xEx+fRumhdop67Tx2lDZzvqno3IHIxCuD27oEoep7vg5w3FGUzJCBWDkFgKBnXX7yGUw0h4JMNAEGmpS7IUaaFEJTrIiBZ11Ant5VvP3+U3lCfbyh8EI6D/wQF85qFvHW0s1d9S+NQqhU808ZlCZAT8ths62g3/nfYmUwj6v0LkEUOV2Sp57/k488TBMIAicvCXRqD9UbR+LOLoQEJTAAYIPNHAA6p0qpjikjFY9ORzVhxNZ7stWdIMPeLwJdnI2AK9OkF1q4tKhZPD/lCGsnzv0UcSM5HeVwYts9Bpcv7pdCgqXQcoArClDMORWNHw2wMoJf8JKx+ALlhr+2NEpQmtJhPWo5KcteOKttpi4ssMcbI/GONFFEGfiXOKURKzh9pBcN93DCKD6UyKWuFPC1EBa85v3VLGeA+wslzZhxb5sDoFsh7PyIVyHaVGfhy6DI+nA4OPbh8TT7W63bA9QVJuNAWTMRve+YML3XeqnjQksraWwS6BoXcquGjvi9wOzDr7hJHdv8HZSIb1RZhZNSYlgXE+pu0zd5SnayRnLtBUt0XmBY5nNg/yP7I49UTfyHByBCvQZxCUJOovWZeMNMWQEc4EdzCXiNKAgLj9sV7gBk8O0F5zLKIt0zKXekSSHL58u/WoIqVUMUV/2o7sSHSsc2dJ085KK0cpTTlIE4WIP2Tor+joQoJDgw6RxBICZgNg4ggLodBJ8TcF+9OwY2CLhAC7JDiwzl7zbJLytVUx81G7Uhk1gbC6IvHiREBibZTIUsBDdJuj1lZzMyS37am0lS8EepBPMdpBKdDS7EImHgQpGSDRd63Qw275pmDAtCGFjXmQfFb8t7x6SS4AzN+Eo8KCT0Ea4YbeSWVZPVnadDrLMy7ywSMt0bUsgI2qWxLWBXxBmUQs7npxUwqiFYq7dUtQgUyXmmf7nww9NgO2jECJ6K5/yKkBi//hpjwKXXBw3ckgG0pn9EDPgq7ECGRfDw3l5k80TEqSxwJQ8TZJXjfeaiN8Knug6MMsUT5Zi8dYoyEYYd1vfuOmQBm6nrzJZw9DYloGqelNvw/0jqTEJMly4fezbKGVRZ/JdhaKjv//nUdF6jvkE7JmseNnwijnsRsdTRvASMiRGCEHPOIRIgqel6gYnfmz2VgSqCWy6TaCYxBYGcgMUuqLiSx7czyp1ODKarjcw2k9+Dh6dcTqXSys1OruLHXGD9v/da7YbJgtx4cKaHA7NYtjjAwUGeU+BgBQV50Kt+XdFatmjJaynxhoc6bCG8Mc4Dc3nW1WE0uVLlIe7CIwEGUSiLMfSWYO0ngBhWw81xiDAfyCOyEGeq0kvk/GIcH3qijbRRoI+VW1+ljdxxydQ884PIOUNaBeh955n7M3xfIQ3YpbLv/QNkDYnzxYZDxd3rTouFLvG98AlOTgrMz2+I1oqRKajeDxgJC9hggobaMqY8tcKMLrD4rr7WmGMuQ3gqHZciI4I0CKi/rSq4FTMsTfpUAOEAos9yY2LVdU0QkzLwHqpxE+fmWz2EyYAKmpauAqVPzxOJ6i39dFUGCbIFWKK6w43qKxnIqBNogATq1CiWWpSetZk/okLAM0U6HvtIaACocXPWxxtcN1SKz7E1vNZRtCe32UGoK2ypE4zyWgaJYBpyho8JCIn4fgwuZeJeWDwd6FpgXQ/vRaykHFR7rF4ab4HpCXLKGBCDCwEACFhAtGF/Xu4cpR4gswrIaweh5Ssre0DIbdtLc3S6UckWhpOMD8cpb4b43cf45xTI7HtJi8cQR81sLBkA+DtCBYDFno7+AD0ZqMLOUB0MPWQurSOqMeF6efunFCZLUBJtkQJMIABdTAlRo/DzMFc1GpyjYGog4qwoSDmRK0Dc3QJyHqcRFOelGDUIhUUBpdp7waxHqMMEeglP73gSX3h0svUkJsq8FSXdFXCFKBS6ewfD9hw4VVRh6OR2jGgjmKSSETrCjqs1kiJxEzZImIXx/YYSsVqDQQyQNp15o0chYHJBGrm4o4F9xdIT8EKBK2nNJUkyQMllfcvQEVEgKKBB5KZOig8yEgKosAtUKwz5Pf/KpnZ5OMQFBgKYe2GQYAVAEmBPAY9GEO+gwVFjat2rW31GJgIZHfFT/Pj8Kv4hlpc0ML22HFuWnhHMuIbWwWMQFAPmYZBhCyAUyYgc7YU7gJ0XLaGN0BpurSKFsCyAKhZO5ng7rH7ohdNCQVpYrfkx0obkJRisWoGpnndzT/gOWYR5OI6DgXjG7h2qAUSykxmIt2QGCWBCTAVOIwMJVFIIzE1vTlFdQuq87eC3CLgTfnGPDbqpCOxduPZA4jD4BFdgD4XoXaAli+wC2GlW7JtcTJMZNtxLfouCEeiv6IfVv5uEEb1c/dBgUt1FIN/FMFUgVIwbPY3AUXs/Wz8ILisP+o2wXGd+T04vxv42MvIluFEECXczt4zZurAI6rNlDLje1qNRPXmkqvyvFG6M7FqQZJ5UMrDFkkwQFhRHkQRQAXdHKgl2JB/eSBECLqSgBDR6ZcU5lZloBj+0kYICOLNCEshF8nyT5DMNmloDa7av2y4iwJuyNZNfIZnuN9KUHPanYxFjJ8N2xn6wj3F6vKeHaQpEJyUZnU+0AZrW6my14LiJvEEr6AQ24cqoONS1EppHLZD3LOGFNdvADzXcZvh+ixw6YqagMwP7zkC73BZPbTYM1dMaQLOOUtGUWWAVhMzoA/fyfrSkxzGTfxz83R6J4P5GT/B6a4OKk7n6xvR2HDRFpwlqNg+Y+q516eOmwDi7ilDLhqngAHzzCxFlrSyR958L0Hnr03x7m703R4hSARdTT5b9uYS2G5JLz2MMySk7MudPA9YmHlRLhFjaWmcW5KRgJ5iCkt9fJZlEMOctddDBnhUpUMnJ/ut/TrDgBJwA1qPoH40UfVHq+6R8EUevWYtSqB88QEwWKP5N1/Fd9mZjt656kAelzI2HixQtcnqd6bvktCHnZ43Ow/VU47GDm/5FkS+I7jUGIZKwmRs98x2fth17m6jxphI9jHRs5WuCJDcePA55WD6ZO8bRW9l++PYP1s6WM743GHjDmdhU5SouYkj+ixG81BBU1UWnyhq9fx9wVnp1yA07rZcywNJrOYdsvGC29a8zEACS9YQhEYWwISKQEYCXp+MVVC85d9onoD4QAmA7QcGPMYK0wLduoGS3YkPOGDOg/neojPAJLlmEVf64/rw9mb249VzzI3MYcy7dI1zS8kkI/WQz5onRbFcABFIRLJeHLOLz4gnvEzaUOUjZVjfL18rYn18Mw1LBmBE5f1Ey0s2UEo9Q00+p+/KZSjI92wAiAQMCzLy1QPtkXC4LAsgaVIxNdTHYfyaHQWZI2pFo3lKkZUctNJ7KtNYBEZMB4xIYGSYW8bgdhmCbYFxG5IiKKATB61LbeZrYsLLMSAWChVJ86eMy6n6JTTpiIq1R9NB+s6apGAzESJUE/p8pC+3+Q9o2kk4UxiFMEqMJQXl0voVGyIiYKxQFiKjHbiGYxTahdRHJZEB6tNkGQxoFnA9gXq9x358oSFWFoN4A8a1gHkISWemHpt0xrB0zxubkFsbiUbKjyqeanpEtDo04ryN2+6mVtlQMr6mGESU5d9sIvQMMElgC7PDETtrcIgb7UjxUW6KhrAERY5gAk5fZw0QUp+u/CuiIVj1PaEIDmJj2CJhcLV7PmAgvrECiIWavx5bCJnD1OklwXOIl4PrDgHk59ySIFfS3BU8HS8C+lnt144vgU82Xj8htw4NrVKi/S13jU5knOFCENOXAnSGfbPFkm4lsOcOGNuSQRGExKjkLUYXz3wX63eQbeb5XoXG2ZtAUSsUrQYBVqfuWdLsJMRhmb+yDTCSBHOoDQwYISLB7+gjRtu+iDowTBS5GqzYUw2c1r+8Tb4ySJJsNDRcqM1CRz8G+vM2j5HTuYkrLaai9l8A3XpLJpMD7GlUGPb6bbGjqAcWfklk5tbblExB/pfCUmanrxrAQ6adIqU46dpR7pqiUuyxlicEEHrG0Lr8aoPNrjnL91U17GvqzSqUZoHwIE+W+IgzXqdqkQqT17GzjOBpiFogW8cSFIms2klBYQFydvrNXHMoknzJHpDTQ/5E9TnX0PAiXSEVYKZkUmg9ayIXMUcFEB9CZpo1JFiXODvSl3dNHkiqXssf9o8A8hHR9nRvLEF2cr4V0WmXgHkN2TCci+JiRBClDD4rTiZwmCFoR/Zv+RCDMXHSATHNFz0YqROtYgOYAwcpjWpipBwuQkSQczz1EESclmzgQ0ab8aMgKVejwoThwIRh1r6ThFpwYGYMflnEQpjOKiAgcbXbcVXDZyrRTR0HXaiIvIfD3t3jTEYyKgcKonPN6AJasAcSYH7FlHgLFBpBnEkOnFnPxiyuIHFc88/wSPo+xV0SUlPyJ9MQerg7iQFxZsg44YmSoXKGBPrgBgjEJktAtZpaBKZ+m0AVhAZvUTEtrJc9ct23HCNh+PA5KX8e86pUqU37eRHMoPeIyDftuH5AAABFjuZEIWG/OD+2n90fC6oupbp7u0QqUfLgXngNHHy+XokQSbDICP8oLpTAzw+TEanL9Q0EXRcLpYC+TlPqb/fFNFztLJGRAAORJUJZv/KhjKpwGqC2kElzWbTMLFpBahO9RU0pU3OKJuYJFsQrOBLNigwOJrVy80pHaQJbGsAyYaR75Faoamgg02f9yAHYCWAF8ymQM3G8hhVV85YIr0xCht6iums7hJvDN8hXuSp6uqe0d5WhzfuiVOw2xK5p1eKYRdssKkzmQsONYOnhwGadhNXdj1RHuS7THLX6mbfi8ja+3F+l58Ab9YrB9z3FXkALXIp7/UZf6X6XZbwpgYvJVh4ytkWxz5N6yQ0EA6MYmO+hlW8lRj9KhqEZRo0z8kkxAJFRiAPKhYox3MIDcs78B8HXhtDM4DgasvtA6A1xQcZ761JjGoEaZBQoIuXq0QlcgBaLFYz7mVnhP2jFZ0PVv/EDmyGvI8z8fCIVDCaF7dKT9lkEGqPniIY43YuksisgiEIlEReSUsfso4/5kQcEBFAxkF0xiJwrpuMHFDO3DPBSnC1fAbCOukKlyGEWUXtiUgPGQNYhqH3KblI8XseSz5bImM/7/qEQiKzMyYbVQ5rhLIYUwUzhal9fUJ87oIckEejjRdVLlSggSlRM9k0HknyUyHUhinUCizkbdJDciejJkpbCOXCtA7L3IaNcw405VMF6m80aDfHNi45y4kYz1pVsltIWTUxGKO7B62G0JqAv2GCIis4bt3gJJiVy3RQns6wi2+luwiHQ4doA3qMKqmHEZYgylXuE28wzZ0k3yPtkcQsDk9G5tv1lm6sOUMU8wp+Q3EnGRevrfYDrtBAFB7o/YnhKAonpoL6aobrrSjIkIT0B+8eWXOFbnQEQ0s3ocKEKIW9vI6vYKrwKKILNVE8EtALj9jfoplgvjIO9ChzAHesBbDpuUv8IbFYGKDc/yTDEG9+wmD0TVgxIQ9pMh0c7jbgiTHWMkVrdr+6MOUDTQWtrfiNgA+o97pjYooDh//W8eXkEaDuK7yJ1WQRr62aReUbE8ZPOD1hRLAixN4RJFhV0qsky5q0SsmtiQYGA+Mrt6OR3BxCmJJLGJEacWKqvwzXX2h2k/Y4L1atVaBEhUqRFKiZ6ViWaYtIpEafcIBBIS3aWU18CB+06XZOMC4OUg0eawYlIGqru8d3hokqgENJtMbID22hSBHq/RlRzDSIyQD3YYsm4l7k2VpbuLPTMEhZJDToX2q2Iqj78E5Q1VbJWzWcCV0sMKoiWCfNKAVN1nVGfgLKbVoyljv1y4bbISr6crCzdnXzXc29cqkGkYm85G/ncp+DDp0Ywg4OKY+K/JS01/ovOTabndsX5BeJDQfICV0jsau7aHJ/kzM8kaRBESTgb9fbq6dfdjiHoMoKRnDy9YZ+rw24liwMbhssslGnLslCLKglpJ425eQgISGz4sEGifemBCYok2IAYUJDQ6giThOWNB2NdCy8Hj14UYiv+mt+RHk2zTpgY4wgpZIj5pYUA734kEowC1oM2iX/Y0GTCtElVbDzoLZ3Ks0fBq9aJM8sElMDQRlJMZwPK2RT6jKNRdEyxbGySGEKxPxlPjjUGAQ4BxhtcyLsxH7YHfFPPlwlA7xSCECWH5qozMhQdo7Kod7ERDG/Y3TeLwgrUkGMeArTfAol05N84ghpSSf0UWE62aAwVjlAQFVP6jgtv7T7Omlxk2nDK/uyLCV+j9OueiUPwuW6ULy8nTDP5+U/rsq+NjsxJp9Gbs46U31zo0sANRITinsjqsPrseDq0PvbZYAz4aLdrJ+T3IIXOnoB3NH5+i21ik6fNbkR3DW5PDkd/0CTkw2UaP4rQKVzp94pJMIJFLM5/7jKLqrwXaS6Tdwv4u2mgR/CtfLFIALPnBBJlfTkCFBz8+70g+brqttHxt5U6UlSgyHuEXhSl6O1HlLGuFkb63iVQcTve0TS2OcEKUCSo2pnzggORIU9E+LwCWCkAIIszQR3lIu0XXwAjNlAuR4DbNXYiJVgOGYMhg8QT2+AJqiDJvSQh4qFLGjXX1GIuyAKx4BoDAyAL3ilCSqipDlYXfip80qzXQXcfYgDT9fge6Pw3sb/+XmchqkuRLj6jVEPdMGria9Nhx/CXxIRLuJevDvTYfwbVseIZdvIKklIAROGe1tUMESs1SMLhuHgqAhhfcbhx6XrMInl2qEY/+QuNYXgXoqhj0R/fbz07776bo7TL4kU+NePSq1jTyvQO6ciLGL7gj54e7GoVjGtdElG8he/tRiw4kTerYMeLHpyOzLcqr2bpremxmT+2z7bG5+CLzJbYKKPs19vVM/gMGOzGr0uwM4Kz0Ce3TPrnGUc4U10FB7BMxl5Y8rlhwLCO3aePsR/GhQhHCE3OLIcBxjkDMJgF7tmFjeIIGiBMYVTm+H0Ogc6Y2ezAD8dlBRAyKblyNJGdiSRyukBCtJ5Jq5IGVzVbCQ4StGotoA0Tih/d8Gbsz3SIG7vx4utoZkrRIWUSJuzqVCeg2h8IktP2ev2GnpIFBPXjxWeMHkguP9CbjTUYKHahOzS2UfllXOQhay1UYCkNs1uBh2urt2kLpHBdFAAiMHtwqKYMXpqC/OOnXgYlYEIDf+Ilxq6YGw3WSFFi6M9ea4nG87t5Az2KWvaCVODgZSzJU9G5Hwr+lmVBDhHRhT/gvR35O1rVWPuoAjrpCVBgjxIByDCcZOipYueW6KKDH+UGN91k1yPAYkgWJjxDFcIcRgqheQ6cKkjXa77ignZJ3M2OHtHH6fY6OBsBBqvQO7RYWQbTxt4tHUm0y0ImJ+V/SOnU2lj52ZTIbAEvHGkOogA4jAl1fw2aGo7gWsZX0cTprboQ6XexdtMeRd+iGXbPKRWNi1m7nEL1oUgSPvocrzeCE+W2rjGXABp1ZxqpVMNHNP/1GeUR/wfSvSQgfRHEyMBusKKm3whA8FQMsZRG8BEuWwgo+kQ2ciQdQ4OtOm5NgqApSYgg5uxacZwoNViLUHbcOB5zGjZwHnXpaQgpAN/DBDGdIFOwwq4anAUGXuBgySPCTEokL01/r/m1zs+djoF0DRawKB7YKTY0gG0ctSrDAlYEBCbBGiSRBEiGAy0ASzCYsF6rS9ySwDrhdortWfANa7/jxQgpFCbQ553T6L0Gdy6GOvjjr63EUAGfJ21CSglC2ZSevqEk7GiqWB6BgayQbQYMhR7lKfyMkneiA5MDgvngZTkcvx/9POSenXzZubOGvDsxxIsQN7BI4fPEkQPXj3HHBn8plCWxGRGRoYJPJVIRgm5U9IonF42tzBTPOcb1HY+CKABVHBxo//6bDgayImce2FVgqwnEV4fMsmZ1GXofTskszxjw1a0NsLDTRE3GHhxOEgv04gVmN+0ZLl45sYpDq2HHFQpIKTfQ3xPrB/bJaXIb61kNxa7jDh8nbnuyNDIdEivZ+2D4hJjH0Xz72nuWJRW9JQla83h4zUumar+L965Sl2haFIMgkLb95EcmSRJf8iEgQBScPFFhrGTcLEANG+uI8JFBmZNeyPecB74xtZ6HX6GUIZk1wy5dEoxsfGsuRbhlvdKLfvhATnVECpl5zB7+5fH6cXnEZJsaCVhgrXzSRy0VBkDSC6IM+dWzyN4m9mN35n3CW48V36WzL/C17FbtAb5WyGcoqU8q8mvAvtNPfQRTU1TIYImWlrDJYfXlYNzhNkaKeEUnklMITCAICaOmOPo1iGJFzFjAPY8PmWW6IgKDIcC0ksQ9BBTmHBQw9R5YUlxlpdiJKTaPpPYvY2OybMJnRxGS42MxHTcifkq17IBwZ8Tm7XHNaHYe/nzrAY2nP9GiJ5+QhQUq9VAX1vK8ZNosQqgBPusxYwTeKua5xUM5DL2mgPXTP1cyBJcQe9lscUxHC1QfJAgJzYWEZVGTfIC5vwZ8cXdx3h07rBwYQwMmQkWBFPSnhqELEIlmudDlcQRGcKkKLrLDvtkz2suMR3D1FFXoIYToakTwZEaIOziAUJ2/dUsGgH3kRHNY27Pp2nC8g4NORAFgckvLto/Eq/Y0CnaTenEkOTmsMBWbPRTSyHOyGzUnW8sZf5XIJcjQgAbU3JTnLtBPYrRcABuGXEgOpak0rTvp57RuY+AqHEZAbNF4fmw1hA1GTdkpEaV9I7gfcEQOcxBZHho5a03gg0vcFxRoRraSK+dzqMfRhF+Vi7EJEc8HzdDtkRYgdw6ikMKzZMA0yPiYhUxCudcEr6tRAxJALtNQdgJLrE9igm8FIEtaNQmXncIRrNs0R6d3WFFz3ZUUrcXiacgGy6Jj6IMXW7drwJfSSe5120cJyVejVuXMP+g6fBZo/JmhG8J3FGQgfyrR1F9EC09VDdW0nREQEPY7zsueMY0eYEa3Vj8NvggjgQH1an45ZyioRgNgaEbBANAr2l9gui5YHAcHekZ5oiGrP0OZkBNtHfGj4qRyyfpMv7aXIvI0PHUcpDYhCqVf80yiP01Q+3SA60y9xoXviwdx7EjzLeqC5xE1rjwobXLuBMUivDEGK4iQzzelphZC6wPZFnXl8hxI18/IxCFNE9UFwFrH+CvnmdZvXPRRDlxUvP4dAHoW8Eg9m0GVSIo2MFDNDN+9a+zn2zSkeCkz58VgH3HT47UhHCtINtwQd0nR0xznTo5lGZDVMi+XYaaYv6ZBkTnb62s2DssCzBjc6pz7cd6PE8LgivVGUUHlMsWGKAhsAkglVhNI6Emj88TZFt2kfNasA4miTjRYkqASUUhcNhv74guQEmSnuJ638y90aB7SBzOelC8acFAxTEGQQdApkwB2ZN+eGtNulRDnTSmYp1kqKzARiko5FO4b/CpTabdR2jssa4zJaOkZ6DQTxwOS8RXMnFphiaBC7RT8K2N6Z5xBSX/mgcX+/pbpplAOL0gQjlvPV0pndZNzED/Bviujw8ClVNdFiVaVSQ8X02LiFhTQUBM2xFXeayEHCxmzU8121DWJxcgAsA/B1RUC60bRgByRJgy5W5MLYFTElQ6OIhRLG6eJmC6d6lIf5itFHKhoogfNILnQn0RuSOmrmIpCd1D85kgzWNK/CGeWoxRaquX5G3bDXYcgzuQwGjB4tvqrao10mfaMl9cewkIfaluPaC3PzuqMhOrr/mw3bxBH4ra9iWvEdhK4MoJTTRkEJY/JuJFb4tstR+d2WeS0IWCPhzCwnsACAmhEC+cjXyV6FJyd27zOYVzFEaJo9X4+DKNuIVKOu0xTE6w9FebYWZFr152RU8juIPlbeSeaXhcs9semvKLh2YwAE1IHjvnWU0YM2HNN9dWg74tvtQRC3jNCi+wygQOixiPUrIyCJg3vlyyo3zjUfm3mk5MoKXF1/H1O1ehTpNccyNr1GhgwnjfjBFZN8x5JY4ZhkQRZw3s/0djN0m2b0F7inaF8hMQ7JNCD6bn4qPXaOpBzqAVPQyuu384mMZ6xFWNGQ+aXEtIfmdl5V9KWCre3DYUQ3o5V+3aKF+JxKNcMkejQ2iKH4ct+p2oIbx7phWHpdkVIvpHwEDSPIqax6Woskpd1WXkkXa9rrNzWmLkSJnyogRwGj6mSq6ZzkvAC9oNCvpaLMRq+HKTy6aA0Ts9ESCWw9WRd0i9+Vp0znBkZRL3rqYkMikrMZz/AAlcsfyJuF0IGSMmsiXEyehQsAy3CbNgEFSDDADBbOydWZrMcLXpxu4eUINXpmPulLyBGMhJDRGcIqVsvITkhXCxZnfKSBcSQgVQgUcaJEs8SNKIo+1G420bkgqlW9TEzoKEru5udoomLc7g8vfhCxbT8V7JiPAhZ5rWzXG6JcqGJECHhC8iZnuEr/wwQ1gMzFev1f+rU0GTJDKzBaqhr9ZA0ZaTz15o5ZxrYCv+Gg8c+B75gAFIBswfbHJI0vCq2SMVctPckC7GzI7v4tdmRmC4WOcwNXiSeR6AKk8DcRA7MYs04cvOvsfe6RRzoUHZfL0VYt8DG4leK/kyxqzrUUgn1mFCWQCsBAH40osYzLxjDfLC2aFVme37yRvivJdVLQSbhMhgVHYA+/jEy8cKmWAk7vhQ5f7J4eQC57DItcuSnmPskx4RBHsycyOrvRBXJg4lEfNyXojsV2hYhLcUYcPQRoyZ1x1KbcbLDaxBC0kuBqnJL12x2chbA+dozV69eL6Y2a1gYrWekckZcRa+RwmAxWnT4krkaxVruihLq1NFQKchQK2iGS8AmHG2mGq2SUilyrVIJ638uS73dWU1E9djQmrZt+v4q9yB6dNwEMykZbThcAQ7FaxYKjLhA52CCaGLrqz2X6YywMaxO4UvtTRkPMqxXPbZNM1HAL1DHJkUDwWiaElAE0fet6nK2oRybrvqoLwOUp6fEoxGUlhraJ1GdlP+iNj9QsN41DANCkJQJgQm3qrstqnA43E7OdjJ9SSYhNj+c2Ums8kspUviik0ab/QtXaBZPH5uJYrtEM5kmVKFSEb2NM/gJEKnCcqtIr1BXeWc2UKrPEQV7pEIn3OY9eDIMxvZmlEFPgyeOFx3qrFq0sWlQ99/LAM+xTPQSrIjsmsTSWdTGWb073SNeFPjEnpFKtkcFjoQ0kBOmxHnWtAJ9BE34eQ/ZTVnuMsyJdsb1b5KIFDGavpVg7nICiXSxnNgfkhJrCv/TdDVDgRHJIntrUsNdRAvI6iHBbwjqC6RTgZG37UDdEir7yGyzyHH79qor79+HUIiUSqFbyhO8H3uLiop6NhOK4QZhQIY4qSkc6TSuoAw+bbVRSaAGShAHzb/qhBIDaCEGFUWCGG4QPirMB6RR6zZs6oq8gE1rRZUAZraQ1bDb+JycHXWZu0QNUw2rD8eFevCuHhgeYKaQABZueRwjyVT+m8HrJFNzEDKCXpexTw2LTUAeGLikEZgLA7zBb0etqBfUKwnyniz/T3cUghjkMchgMnCMWA7By941bDO/ZPhlm+GoUbRDx0QIH7VuhiZK737otoYZymJyZx2AItnKhZyDS7RfW9sZ0ut3h/9XcKqHJYccfDRhkevly4wn3g7QD7kAnJWXO3Am11/8FX5QLsPc3ThGeH4CQKU0BXE4QQ6BrBgiQM+hNt9How7DVgDpCmZ4aGfQyL0nKl5rzGcov5UIaO+8nIPO7PoutefpcI5cpyy/lk9X8fWBONisVC0ZkynE1aaQ2PDG9BCbAYaiSAjKqZ6zRJBQY9ZYi70mJAf8A/MTMwq9d8AA+WIvkxGnBFILrUzKNH6pdOOYU7nMwI3qmRN0a3dMOvfecrPyTuW8xcCoEKAaQPwZChZMBBZBBmGpQCB6+DM5Z8aV3J7vZhRJQTxHR+dIIMzTCrLAnEvgZiTECYxK1POlMSqAz5i4MJc2roTuoHx87sMgXXAoE4lR4fZ68KRk+CtVD2+xB9qTeguzVW2DbHJZBFxajVdjbU+iJjgtXY23vTJ7cTRNNO7Rzc9MxMG/8vPZnfBWDfoUFcvnlRa8B7A5LGTMIMHuAI+e2uc9TUrJDCZstvQCV3HMvCiFEF6cEjI1NwMnREKJ5jZLEI3IjdwHXDoHU52BW3ZRwkpJVwnNNSoTLhsrRw5XRry89+6aAb7NSCqvU1UHRcgAeHYw1W4FKW2wjYGdc9pEmZAavYNgVvOsFEkZI2qBRLWLKa8YAhPr5VOE27lBU8yoNZDYNMjBF6Em1UMr4PfjC19J+DdOPkHxstNh4hZjj+7g8fbvHIUz9iEXsnWD8SfHEbZ6WNnpO+Y7TOgGN5FVRq0hwBOj7oZyT8MtTijjIgh8saN+Auzipz7tfIx/CEyhYJj0jNrwxi1IKuYPmMeXRGi/DLhfKIDnsgVVhvP1L350nS4eV+NgdWpRqgslofsaD0xhF8lAQoUVK9pSDnNfv+FimA/d7GEoQswFpUdq3L9B8BO68O6M+aspFLphuboUOunlP6rWLX2kYlyfOITgmJ2r0mgCQ+qoY2PDj92rkZ1xs3tIh1+dhu0UGYGkwbT9Y8Z3gQtNaYJ/yk8oB0WfIZBzc6HFphpmWSFHjXMpgVAIAABNlcLHuGDaQQ2N2mYHYg8LIB7iBeAAAsRKxuaw/EHHpXRCmJVCJx8ViuWmRAkdQK2o7ni9UvEVeXgwWayOhdZCGoZd7MVCotLahJT1AWLOsXUW1WC4wYMClBOgpGWzppCI9fokSUuizrMjueWNMZYSWyWKBmS9ea5QDRGOdSIpbqvkvOAqYN4WIlOP47wXEZiqDkT4ujZJwomKOpbqbe6tyUfQIPhPgKD/VtwUft9Odx4eTx6AaM/uzf2WaT/W1w4QQbvOAGUWpTwQkDJpiD4JWJZJzCOvwg2JWNktbqKdKyByo2nP7Qsuv/Om/1h5AzbJHiB+0PhVTAZ6CN3Z2f25+gfo3fgOlDY1tnbXi5EtMKhKcIQMMcxmGmsXzLHDhnMERPvuAlqeKwktoIhBJEZwt4JtAOSrhALcGYosp9IrMGTJhAYc0QKeNmYkQLHTQUz4Ak+qdS63SkEL+VIyuOU/pHPhKJkWcEpJuHJucoeVIdi2qCDX0Bq0Jk/HbYfApChtk5I5ccwfLz+l4u/CARykXxgINnssO14K9YN5kIAptKCjTTwLLwmZGllawCebxBmTmM6Ts0BUlYEQ4Wh5aMn0tsDNqTZfugMqQhExD3xGFyKnaa8KFFjBjOpRD4QUpAL3wIxP8Mdy5tjTlK/jHIkopG/A019ipZ7IBzLPRxUMZghAQiGkxC/l2s5x559UfYnIZe83E7dTY451MaWWdkDojQcVDWkHXXTWTljtzJE3buO2inn6q3bpSwN52zQ2AIjHNc78V4gikXKSuNuwAyEywOy7ZVMkfnNbjEnuJiMABU1+UaBJtq8ohblYT5Yl2Bfp0qnznal1KxoCL6cAfmwaA7gqpxXUn01urJU3ozuDr/nmT/rQdIGgeeXDf5ZWOpSPJiPLeg113DTbLrM6aQw/gm14RsKMEV4qKsKC944GgBpZyv4gFANRb8IY8dL2F25l62XhwFtHcciN8KMgakFcEAoFchluZq1X82Cv2/PRdYj5n3akO7UaFiHMis8MBgdRAEjmNi5PHINdztGOVsP8lbCF18//99h5wJ+uz/lpv3eiCBb/N0XoVYFHk3/FGuAzoDqA3UUUJIUREQlrbhy16BA6sLRWjk+nyjam0McFhOEfeACcLqsbdqb8wQIe87+MOXPRdFQAEBnGL+F6g8CmAuQlLmdWL/hyftvh+ql4IsCdIAPB4Y7NteDD6pxiRLogLm9JLaiYwrh4gq70rk7TW+h7pJa+kPCbW+FEwRLeJEyGuyKWCLZlTRn3qICQAa3FRZEKYAChbDyIfrge/4qhVUHVoK7GyGbxlReHEBA4eiANZ4uPjPch4ucQqyDyRklgDDD/Uxn/5GLYn5YLMPCGYRmYt646NkpBBrEZhtDbj2CAwG8PRMu02TWVFZSRIx0igiAuqBkQmlYvwRMgVIcOPC+xXyCKnlAc0fwYIFiJ6x+bwgZjFwiQEhNJECR4QI8tDpDE4+zmOy0/BC2qh70VJwIFnIgYXFFloQFgnUmeEoN02MQYwuMyw4A+b0SzhF5NMcngwE/YRyLgls1Sg387YFzVZgMG2oFw4IZSHWQ53f+lMmLdjeBPzVKjQH4CSWSDp2/HXZk0HQw+fggAuSAhjj9NggYoUWE/ofsg2lMBWb07Mom8oHCEjCxMkLFvFkYWRdNcCaacwUBsfEZdMG2DCCaH0mcVunEnODwZI3MbZuW298L5WEP6GJD6hx8PyUw2JhO3uHkTUfUHygJTJCKCt5/9IgY+0MZAl7MSIB8PImHw+QBK9ln9lAsJWkuW5liJudHZFtsbgqqLEOCH7qtlhmXeJMTM42Y1FoDsDUQyfW63O+9IxU7XvBhgRWn5IKCqbOCiDHwdE7AriZGNpG01NZRhOfG/KCdA35QUomBam6N9xKAkVECZwWxh5ikg4dee00r0KOZfUbk3VACYwhhlEXtElkFcpu+TP/5scNok5O2ZiEygW1SLoJat8fa2qk3DCRgvaIBGcfwIbpHmUzsQMgfKLOggcnxyIs+PpgLnUyT4YnkpDSlfsifYGS2GB3ghuIM5ziLHsZo8yCwvSp30wbxECoArP/GIzDWbQClXhbeKia7uK+SCFrer5YH4qvQ2DsODcGk9cUhLgsTgY2LTEaUrzHKxRZ3p4xgY8cL4ReJmgEoDsghKtutFymjR/BolNotbwZjVoWUT3iK0HQ1yKnLHFAgKqmTQVGNtgMNT+9vHABNoGfr6nX8zb95k2l6bWbpUWIKvuiqM1c2bBrPYqdcO0YCYUE+zyluaVgW/fHaqICcWoUOE6gjMfPoYFT1AeF5HmWldaaQXDOpr0nrWkCu50Fiwlj4UhzPKj7DmlC4M92IxfG9rYO4DJZQeXmaGDwENIAMMbqcf4bpKSB3RM/RO+hRg8smHUfsa9V1hTNC6IVsORLSLgJCxWEiuG9LvuBFwuCGEahhX4oCCiKz805NHXIxSNNAbBcdEWkR4bM6y4zoPTLFd/KfRFfWA2GtunvfC8ajOYJuMQHhEchqO5YRbWFOGz40FidfjN3qt+kcibtDMb2wJNRkuXMmnSILNbv13UlJLYEpJQoysHIQw/3gtYs9UjGvHSrOOFkwV+VOHC58JzBFpLb2qGxwwsOSHPcWkAfdWCf1AFHWDGc5II+JoTwCwA5PaxqmPFq4j0XkGQwWEvcf16MlyZv2aVCaNJXjChvN2rmcaPcOQfPZGXtWsf+Xq0qaa/ZKMMFNgDJEZoLAGGu9lFIJZxIAKyZYCAE5Xhb/Lfx2bjLXVgACYiogyIY7qwfSZsmnAEfTxAOxA5nYQFARCBcJ+uxv12ZqdJ6Coo/zDlVjU51nmQhX/wZOaEOVTaF92UuatqJoHazqbwRB1brJxA3aRQ+Qd4XhPkdCkbkLaTvpt0kgKXqRw8kRzvC/qb8nUMwOsMRZgsweNoCIvgPKr9crxWvZmcrRndieOESk7lBWI0pwpyhaU459HbFSlxDqRhyjCUsEASjjJtMKaTxCGbaxKCZuThU0M/tlFaTjaSBw3NqsWQRmd33N4JiEgsvSAJnJ0gAG9NKfDwArGq8KnOu2vW+WuLkvQwCZ8gdKFEJO1JmASo3Kar/6vPAEnmzmE+HxzpA7hOK3Qh8NsTlditp1WYaZUSxsD5bIosW5CXGD08lK9pWiqaZnUd+pkKAjvPkPdHgYDQC6OYNAtv0zuBOPeVq9V2m3lC4BlahH5TQWv1omJocJV36C/Mg8wfSO35uxiDRKwVBB/PEYd5d7OJ73gje4U3OBFsFkFAS2JqULKmxpyAbFAHIGdEBBoff9xrvAWKSJL1yBN20BAqmJVu4iOXPigI0ICBOLWUuD940HQoLCbrS7t8nkX4cbiF1kVgKSE+iRue+TZoIAvUA2d+A4DAbiqGExiWlmcufhSEpSk8KTCWSk04rSShw4UjIRPaKHAYOxWFuBt5YDbTFyV4gFwCA0CLxzqCVOmJU/whNc8XPbWLco4fignKcfT+AV/k5Dcqew1xdHA2kNr580MKywx1EUj/rDUsl/m42CyZ9DT8NTeAbQSpug1aU7kQ/KjxZf7XhreaTkGjHDhw5owcjUyBe2ATL41Tm8RPJtrLbCzWrVeDproRltQoq1xPaWBaMsOyUfzFCQLwLNROHJOUIhEZ+aDpsjfyBug4rzBFhbGAR5OjzUFqxRl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") format("truetype");
}
.stl_33 {
	font-size: 1em;
	font-family: "ETHGKN+TimesNewRomanPS-ItalicMT";
	color: #000000;
	line-height: 1.107422em;
}
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");
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?#iefix") 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}
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	font-size: 1em;
	font-family: "FPPMOD+TimesNewRomanPS-ItalicMT";
	color: #000000;
	line-height: 1.107422em;
}

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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: 2.8819em; left:7.0854em;"><span class="stl_07 stl_08" style="word-spacing:0.08em;">Revista Científica SAPIENTIAE.</span><span class="stl_07 stl_08" style="word-spacing:0.04em;">&nbsp;Vol</span><span class="stl_07 stl_08" style="word-spacing:0.02em;">&nbsp;2, Num</span><span class="stl_07 stl_08" style="word-spacing:0.02em;">&nbsp;3</span><span class="stl_07 stl_08" style="word-spacing:0.01em;">&nbsp;(ene</span><span class="stl_07 stl_08" style="word-spacing:0.02em;">&nbsp;-</span><span class="stl_07 stl_09" style="word-spacing:-0.01em;">&nbsp;ju<span class="stl_08">n</span></span><span class="stl_07 stl_08" style="word-spacing:0.03em;">&nbsp;2019)</span><span class="stl_07 stl_08" style="word-spacing:0.03em;">&nbsp;ISSN:</span><span class="stl_07 stl_08" style="word-spacing:0.05em;">&nbsp;2600-6030 &nbsp;</span></div>
					<div class="stl_01" style="top: 3.8319em; left:7.0854em;"><span class="stl_10 stl_08" style="font-style:italic; word-spacing:0.04em;">Estudio de métodos psicopedagógicos y su aporte en la motivación académica &nbsp;</span></div>
					<div class="stl_01" style="top: 5.8781em; left:8.5517em;"><span class="stl_11 stl_09" style="font-weight:bold; word-spacing:0em;">ESTUDIO DE MÉTODOS PSICOPEDAGÓGICOS Y SU APORTE EN L<span class="stl_12">A &nbsp;</span></span></div>
					<div class="stl_01" style="top: 7.6114em; left:18.09em;"><span class="stl_11 stl_09" style="font-weight:bold; word-spacing:0em;">MOTIVACIÓN ACADÉMIC<span class="stl_08">A &nbsp;</span></span></div>
					<div class="stl_01" style="top: 10.0439em; left:10.6875em;"><span class="stl_11 stl_08" style="font-weight:bold; word-spacing:0.08em;">STUDY OF PSYCHOPEDAGOGICAL METHODS AND THEIR &nbsp;</span></div>
					<div class="stl_01" style="top: 11.7781em; left:13.7042em;"><span class="stl_11" style="font-weight:bold; word-spacing:0em;">CONTRIBUTION IN ACADEMIC MOTIVATION &nbsp;</span></div>
					<div class="stl_01" style="top: 15.2207em; left:31.1442em;"><span class="stl_13 stl_08" style="word-spacing:0.06em;">Karen Viviana Santana Macías &nbsp;</span></div>
					<div class="stl_01" style="top: 16.804em; left:22.29em;"><span class="stl_13 stl_08" style="word-spacing:0.06em;">Universidad Técnica de Ma</span><a href="mailto:psedukarens@gmail.com" target="_blank"><span class="stl_13 stl_08" style="word-spacing:0.06em;">nabí. Portoviejo </span></a><a href="mailto:psedukarens@gmail.com" target="_blank"><span class="stl_14 stl_08" style="word-spacing:0.01em;">– </span></a><a href="mailto:psedukarens@gmail.com" target="_blank"><span class="stl_13 stl_09" style="word-spacing:0em;">Ecuado<span class="stl_08">r. &nbsp;</span></span></a></div>
					<div class="stl_01" style="top: 18.3873em; left:32.8442em;"><a href="mailto:psedukarens@gmail.com" target="_blank"><span class="stl_15 stl_16">psedukarens@gmai<span class="stl_12">l.com &nbsp;</span></span></a></div>
					<div class="stl_01" style="top: 21.5373em; left:31.4608em;"><span class="stl_13 stl_08" style="word-spacing:0.05em;">Cindy Liliana Navarrete Mera &nbsp;</span></div>
					<div class="stl_01" style="top: 23.1232em; left:22.29em;"><span class="stl_13 stl_08" style="word-spacing:0.05em;">Universidad Técnica de </span><a href="mailto:cindynavam@hotmail.com" target="_blank"><span class="stl_13 stl_08" style="word-spacing:0.07em;">Manabí. Portoviejo </span></a><a href="mailto:cindynavam@hotmail.com" target="_blank"><span class="stl_14 stl_08" style="word-spacing:0.01em;">– </span></a><a href="mailto:cindynavam@hotmail.com" target="_blank"><span class="stl_13 stl_09" style="word-spacing:0em;">Ecuado<span class="stl_08">r. &nbsp;</span></span></a></div>
					<div class="stl_01" style="top: 24.7065em; left:32.6108em;"><a href="mailto:cindynavam@hotmail.com" target="_blank"><span class="stl_15 stl_09">cindynavam@h<span class="stl_08">otmail.com &nbsp;</span></span></a></div>
					<div class="stl_01" style="top: 28.0147em; left:22.3058em;"><span class="stl_11 stl_09" style="font-weight:bold;">RESUME<span class="stl_08">N &nbsp;</span></span></div>
					<div class="stl_01" style="top: 29.7481em; left:7.0854em;"><span class="stl_17 stl_08" style="word-spacing:0.09em;">Desde diferentes perspectivas pedagógicas, al docente se le han asignado diversos roles: &nbsp;</span></div>
					<div class="stl_01" style="top: 31.4656em; left:7.0854em;"><span class="stl_17 stl_08" style="word-spacing:0.03em;">el de</span><span class="stl_17 stl_08" style="word-spacing:0.08em;">&nbsp;transmisor</span><span class="stl_17" style="word-spacing:-0.01em;">&nbsp;de</span><span class="stl_17 stl_09" style="word-spacing:-0.03em;">&nbsp;conocimientos<span class="stl_08">,</span></span><span class="stl_17" style="word-spacing:-0.02em;">&nbsp;el</span><span class="stl_17" style="word-spacing:-0.01em;">&nbsp;de</span><span class="stl_17 stl_08" style="word-spacing:0.06em;">&nbsp;animador,</span><span class="stl_17" style="word-spacing:-0.01em;">&nbsp;el</span><span class="stl_17" style="word-spacing:-0.01em;">&nbsp;de</span><span class="stl_17 stl_08" style="word-spacing:0.08em;">&nbsp;supervisor</span><span class="stl_17" style="word-spacing:-0.01em;">&nbsp;o</span><span class="stl_17 stl_08" style="word-spacing:0.02em;">&nbsp;guía</span><span class="stl_17 stl_08" style="word-spacing:0.02em;">&nbsp;del</span><span class="stl_17 stl_08" style="word-spacing:0.1em;">&nbsp;proceso</span><span class="stl_17" style="word-spacing:-0.02em;">&nbsp;de &nbsp;</span></div>
					<div class="stl_01" style="top: 33.2006em; left:7.0854em;"><span class="stl_17 stl_08" style="word-spacing:0.05em;">aprendizaje, e incluso el de investigador educativo. El maestro no se puede reducir solo a &nbsp;</span></div>
					<div class="stl_01" style="top: 34.9172em; left:7.0854em;"><span class="stl_17" style="word-spacing:0.07em;">transmitir información sino también</span><span class="stl_17 stl_08" style="word-spacing:0.09em;">&nbsp;debe</span><span class="stl_17 stl_08" style="word-spacing:0.08em;">&nbsp;ser</span><span class="stl_17 stl_08" style="word-spacing:0.13em;">&nbsp;un facilitador del aprendizaje y</span><span class="stl_17 stl_08" style="word-spacing:0.11em;">&nbsp;mediar</span><span class="stl_17 stl_08" style="word-spacing:0.09em;">&nbsp;el &nbsp;</span></div>
					<div class="stl_01" style="top: 36.6506em; left:7.0854em;"><span class="stl_17" style="word-spacing:0.21em;">encuentro de sus alumnos con el conocimiento en el sentido de guiar y orientar la &nbsp;</span></div>
					<div class="stl_01" style="top: 38.3672em; left:7.0854em;"><span class="stl_17" style="word-spacing:0.02em;">actividad constructiva</span><span class="stl_17 stl_08" style="word-spacing:0.07em;">&nbsp;de sus</span><span class="stl_17 stl_08" style="word-spacing:0.11em;">&nbsp;alumnos.</span><span class="stl_17 stl_08" style="word-spacing:0.04em;">&nbsp;El</span><span class="stl_17 stl_08" style="word-spacing:0.07em;">&nbsp;papel</span><span class="stl_17 stl_08" style="word-spacing:0.07em;">&nbsp;de los</span><span class="stl_17 stl_08" style="word-spacing:0.09em;">&nbsp;formadores es</span><span class="stl_17 stl_08" style="word-spacing:0.03em;">&nbsp;el</span><span class="stl_17 stl_08" style="word-spacing:0.06em;">&nbsp;de</span><span class="stl_17" style="word-spacing:0.04em;">&nbsp;proporcionar &nbsp;</span></div>
					<div class="stl_01" style="top: 40.1006em; left:7.0854em;"><span class="stl_17 stl_08" style="word-spacing:0.03em;">el ajuste de ayuda pedagógica, asumiendo el rol de profesor constructivos y reflexivos sin &nbsp;</span></div>
					<div class="stl_01" style="top: 41.8197em; left:7.0854em;"><span class="stl_17 stl_09" style="word-spacing:-0.01em;">dejar a un lado el de motiva<span class="stl_12">dor. &nbsp;</span></span></div>
					<div class="stl_01" style="top: 43.5531em; left:7.0854em;"><span class="stl_11" style="font-weight:bold; word-spacing:0em;">Palabras claves: </span><span class="stl_17 stl_09" style="word-spacing:0em;">Docentes, Estudiantes, Métodos Psicopedagógicos, Motivación<span class="stl_12">. &nbsp;</span></span></div>
					<div class="stl_01" style="top: 45.9864em; left:22.0733em;"><span class="stl_11 stl_09" style="font-weight:bold;">ABSTRAC<span class="stl_08">T &nbsp;</span></span></div>
					<div class="stl_01" style="top: 47.7197em; left:7.0854em;"><span class="stl_17 stl_08" style="word-spacing:0.43em;">From different Pedagogical perspectives, teachers have been given several roles; &nbsp;</span></div>
					<div class="stl_01" style="top: 49.4356em; left:7.0854em;"><span class="stl_17 stl_08" style="word-spacing:0.07em;">knowledge transferees, of the animator, supervisor or learning process guide and even as &nbsp;</span></div>
					<div class="stl_01" style="top: 51.1714em; left:7.0854em;"><span class="stl_17" style="word-spacing:0.37em;">an educative investigator. Teachers cannot only limit themselves to transfer the &nbsp;</span></div>
					<div class="stl_01" style="top: 52.8881em; left:7.0854em;"><span class="stl_17 stl_08" style="word-spacing:0.07em;">information but they must also facilitate learning; become mediators between knowledge &nbsp;</span></div>
					<div class="stl_01" style="top: 54.6214em; left:7.0854em;"><span class="stl_17" style="word-spacing:0.05em;">and students</span><span class="stl_17 stl_08" style="word-spacing:0.06em;">&nbsp;by</span><span class="stl_17 stl_08" style="word-spacing:0.11em;">&nbsp;guiding their pupils</span><span class="stl_17" style="word-spacing:0.04em;">&nbsp;constructive</span><span class="stl_17" style="word-spacing:0.04em;">&nbsp;activities.</span><span class="stl_17 stl_08" style="word-spacing:0.18em;">&nbsp;Educators</span><span class="stl_17 stl_08" style="word-spacing:0.08em;">&nbsp;role</span><span class="stl_17 stl_08" style="word-spacing:0.07em;">&nbsp;is</span><span class="stl_17 stl_08" style="word-spacing:0.06em;">&nbsp;to</span><span class="stl_17 stl_08" style="word-spacing:0.1em;">&nbsp;provide &nbsp;</span></div>
					<div class="stl_01" style="top: 56.3381em; left:7.0854em;"><span class="stl_17 stl_08" style="word-spacing:0.06em;">the right</span><span class="stl_17" style="word-spacing:-0.01em;">&nbsp;pedagogical</span><span class="stl_17 stl_08" style="word-spacing:0.03em;">&nbsp;help</span><span class="stl_17" style="word-spacing:-0.02em;">&nbsp;by</span><span class="stl_17 stl_08" style="word-spacing:0.04em;">&nbsp;assuming</span><span class="stl_17 stl_09" style="word-spacing:-0.02em;">&nbsp;constructivenes<span class="stl_08">s</span></span><span class="stl_17" style="word-spacing:-0.02em;">&nbsp;and</span><span class="stl_17 stl_08" style="word-spacing:0.08em;">&nbsp;reflexives</span><span class="stl_17 stl_08" style="word-spacing:0.05em;">&nbsp;methods,</span><span class="stl_18 stl_08" style="word-spacing:0.1em;">&nbsp;without &nbsp;</span></div>
					<div class="stl_01" style="top: 58.0714em; left:7.0854em;"><span class="stl_18 stl_09" style="word-spacing:0em;">lay aside a teacher motivator<span class="stl_12">. &nbsp;</span></span></div>
					<div class="stl_01" style="top: 59.7881em; left:7.0854em;"><span class="stl_11 stl_08" style="font-weight:bold; word-spacing:0.09em;">Keywords: </span><span class="stl_17 stl_09" style="word-spacing:0em;">Teachers, Students, Motivation, Psychopedagogical Methods<span class="stl_08">. &nbsp;</span></span></div>
					<div class="stl_01" style="top: 62.2378em; left:7.0854em;"><span class="stl_19" style="font-weight:bold; word-spacing:-0.02em;">Información del manuscrito: &nbsp;</span></div>
					<div class="stl_01" style="top: 63.2545em; left:7.0854em;"><span class="stl_19 stl_08" style="font-weight:bold; word-spacing:0.05em;">Fecha de recepción: </span><span class="stl_19 stl_08" style="word-spacing:0.05em;">16 de noviembre de 2018 &nbsp;</span></div>
					<div class="stl_01" style="top: 64.2711em; left:7.0854em;"><span class="stl_19" style="font-weight:bold; word-spacing:-0.01em;">Fecha de aceptación: </span><span class="stl_19 stl_09" style="word-spacing:0em;">08 de enero de 20<span class="stl_08">19 &nbsp;</span></span></div>
					<div class="stl_01" style="top: 65.2878em; left:7.0854em;"><span class="stl_19 stl_08" style="font-weight:bold; word-spacing:0.06em;">Fecha de publicación: </span><span class="stl_19 stl_08" style="word-spacing:0.04em;">09 de enero de 2019 &nbsp;</span></div>
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				<img src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAxkAAARhCAYAAABONUjdAAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAADsMAAA7DAcdvqGQAAB2ASURBVHhe7d15cCRneQfgAbya6Z41xhgCJJBwmGu5WTB4LU33yDZHuCGcIeG+AwSCCyhITCoJBSQhhCMcBYQrCaGAUAECFKdJoDiDwYQzHAaMYzC2vCvNjGQj5X3bLSHtSutdH7DYz1P1lubr/vqY0T/fb3q+7g4AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAXLEt7+ocPq669bgq/3Vc9368UJfjhbo4faEq3nDO9LZbL9+5U7RdAQCAK7IICddd6XSu3Db38dMmXBQvXhz2fzwa9F43X5W3Xe2/cnLnyqO6d9yoKt+1WJc/ndT9py/frdNtNtzEF3Z2tq1MH3Fk2wQAAC6PJnXxusmweNPyiZ1+u2jN3Mxhx+RVi3FdPLldtKUIHlcaV92/nAzL785V3aPbxWuWZ3rXG9XFaYtV7yHtIgAA4PJqvi4fEwHgu+uvQkymy3tG+Dht7iCvPIynuzcc1+XXF6aLO7WLOqMIGLHsm/OD8nbtIgAA4PJu/c+YFmfL20fA+HL+HKpddFB2T2+/5qTunzoZTN0823mVY38/owIAAC7HVnZ0pkZ1sTvnT7SL9rHywB1To0FvZlIV9x1X/RPGM90btKvWjKvu9cd18aUzdnbKdhEAAHBFtFAXn54bdm/UNvcxqnonjetybnHYX1lfsezstsuaCCIPWhgWf9s2AQCAK5rzBlM3jrDwjra5j0nde0UGikldfmdcF+8dV+Wno/8FzbJhf9R2W5M/kxrV5Yc3u9IBAABcjoyG/Yct1uU3Iii8efdgezNvIo3q4tR8Hkbb3GA86A4jSCxPBsXTMjy0izs51yJva7tY9/+iXbTBaNA7drHu/V3b7CwMp+69OCzeN6n7399qnsbyrTv90UzvDeO6/9+x38+Oq+6bVx6/+c+3RnXvjZOqfFXb3CCO8+LxoPfehbo8ZTIs/3NxWL5zNOwN2tWNSV08YHG2fMc5Jxx5RLbzvWV774p+r202CBGyXrEyfcQN2+amxlXxN3HeR688sHOVDG6b7XO15oflo3KbSdV7zWS2fF6zg72ctaOzfTQsPz93fHef454Zn9dm+43jvrXtAgAAl60YSF85J2dnABhVvenVZTEwPqXpsIkIIP8RIWNlqxCyPzHY/dxKOzcjgs0TJrPbd5xbHXG1ZuVe9tyrf60YxJ89GfY+v1AV74/jjvJKSc4VabusmQymbtz+VGt3nn+7eM247p0VYWayVB9+p93H9gaxrw9lUBpVxevbLvnzr+fnPpZP7P9Gtk+O/TRXZqryqxFSXhAD/+dM6t4zF2d/cevdOL+PjYfFufubzD6qym/E+d853/dCXTwt9vHs+bp3cmz7/dz/0mx5cpzLM/LOXmdPT+3IbSII/TCO+cFmB3uJ7V+b260/91Xn3qZztVwXgez9EWxeEO/puZNh8Yz5qvu4tgsAAPzyxeD/KfMz227fNjdoAkhdLsYgeNwuOiix3fNHM9s3XEHYyrgq3zGqe2vf5uex5+5y1au3zQ2Wqu6TYiD/9mbQXv/ilrmrMmTEuoW22VylmNTFWzJoxHZ3yGVbhoy6/KdsbyZDRtOn6n2oXbSP1ZDRNtfEe/t4bts2N9hvyBj2z491n4jQdHq7aM1qyIjPTqgAAODQMRqWn1vZ4urCVx/YmcpBbNbKCZ3mZ0UHY3zn7tERYl7YNreUIWA8LJcW6uI+7aL9Gg2Lr8/t6Fw9w0+c/5+2i9fsHTLSaKY3yPcxqYo/btoXM2SM6vLn2W9upnuXdvEGl2bIiM6HTereD0eDw46NY1+w952/hAwAAA5JC8PyuznIb5v7mAyLc5qB7LD4q/3128qoLj7WvtzSOzqdq0TI+Pn8TO857aIt5QP+JrP9U/N1DK7fE4P+bzQr1tksZCwO+rfK9xEhoAklFzdkLMwUx0zq/rjZdpOfTV2aISO2eXkc8x5xnKvmthHCntKuaggZcGh7gVJKKfVrXM038xfXYlW8v325qUlVvi0HslkxoH/18omdfrvqgOSk8hhZX6VtbmlSFac2A+njivt/vOoc1i7ex2LVe2gEkub2uOO6fExzXif0frtZ2dosZOwe9GaybwzIH5ntixsy5qbLnePp/gnNHI9N5oRcmiEjwkzzHjLcRcg7J/p9plnREjIAAPiVy2/E82F5q4PyvAPSfN17dbNyCwvDcmcMdpvb1TYD2rrMeQ1PPfMAw0YMzD959jGdqzavZ7fviG2vu9m2CzNTD4iBe/NTpAg2ZywNesfm4Lpd3cj2pC6+PBlO3TTb81V57dwmn8vRdGhtFjLiuC+K97G4csfy2tneKmTkrXeXTuwdtxRBYWm2OCbPN9en5kpGOwcktn9n9l8aFhvu5BRh4WuXRsjIieMRLPa0zTh279lx/LnYwVqoWQsZdf+vl2Z6u/K4S4PijsvHXvieAADgMrc4LL+X34bHAPm52T5nZ+eIA5kzMarKZ8UAvQkAqxX7WTx/2J1tu2wpBsYfPu/4zlH5ejTsvTP288WoH+wdIFKEhsfGfs9dPUYEoJeu77c8vf2ase2P2mYj9v+VGKC/r2021oeM71WdXrzfh8Z2F0zqqac3HcKWVzKG5U8W6/KUqI+OYuA/OX77A5oNQoaMvCLSNrN9Vl7ROH+me9d2UV5dOe3SCBnjqnjxpOqd1DY742H3Rrn9+bPdYbtoLWTEuf5vnMspUR+dDIoPLNWH7TMZHgAAfinyOQsRMl7SNvdrMizuHQPqGAz/ImhkzQ+7j267bGpSlR+Zu0fnyLZ5kZbv3CkiALwsBuuT3P+ewbZbtas6C4PiXqO6+PridP/hqxUD+hxc//ysqrO97bYWMuar7t1iP9+c1MUHRuvCQdoyZFzEz6XyuSFts3PeHTtHjfMZInV53vJ055q5LK+0XBohI/qeOR6Wj1t9n+OZ8rG5/bjuv6Xt4udSAAAcevIqwbgq3tQ2L1LOlRjN9J4VA+mzc3CblVcIVqrOpnenSjGA/kwGh7Z5wPZU224Z+55MquIT7aIID8WX88F6cfzXLdblP0S9fDwo3pLnEQP75ta0abOfS+3t4oaMDC5ts7E47D0st4tz+2J+nhGCvnRJQ0Z8ntsjHC3Fe399hLTXRL0qAsffxzFOi3P4TttNyAAA4NAUA9dPtS8PWD4gb37Qe3UOcNsB9j+3q/YRg/kvti8P2qgqvxCD9mZewvKuow6PAfZ8DuSbla2PN7d5LffkvIR20WUbMoZTv9s2G01Qq3vvzm0XBsVLos/nLmnIGNXlyRGe9vlMJ4Pi/pP8vKvu9bMtZAAAcEga1+W3vrrJU7UPxMKweG8zMB/2z2wXbbCyc+e2GMy/s20etBisfzQG8J/L13t2dYcROr7arNhLDLL/K4LOeTmRvWn/EkNG+umuzuGTYfGT+BzOj8BwziUNGfE/+cbP1v1MbFWGi+Ycqwtv9StkAABwyMhv33/Q/oQpBuT/tme2f61mxUH61t063XZg/rN20QYxKM45EY/J12dU26/RLNxEhoPo++crJ2+8Hex42P/x6lyKGKR/JYLEhudErFqa7T0vz2N5tvitbP+yQ0aaP768XW6fdUlCRt4iOMLK0vo5Jqti4yvHZ/CTCBWfzLaQAQDAIWFP1T0hBv6n7xn2mztDjat+HQPgRzQrL4ZmYD4sf9o2N4jlb91dTd0sX8eg/mUxQP7y7qqzT9iI4x/X7KfunxH9XjOaLZ8XA+0v5Df6GTxWqs5heZUgQ027yQYxqL9urF8Z1f3fz/YlDBmn5LyLpWFvMDco7hif0y3O2Nkps8/+QkaKQPTM3MclCRnzVXlSHOfTzYpNjKryZRG+lnLS/mrIWKzKV87PdO+6eybOuSruMJmd2tF2BwCAy9biTP/BeYvTvBVsu6gxGvZ+uPdVhM00E78HvZe2zUYOciMMfLNtrvnCzs62cdX7TF41aRd1xtPdG8ayn+Q38u2iRj45e37QffRoWMw1g+amyleuhordx07dLALK15rOW4j1p44HxSnN60HvtLxdb7NiC5Nh8YxJXfzfSnuFJc8z25vV4nDbLbJPvM937am7x+frzeQVmTjuR7YIGe/OfbXNDSZ170txPv/SvB4WH5ifLjdMLl9vFEGiOa/Z8u75/JH157muftx2BwCAy1YO7tcP+leNq+6bRsdtfGr2qoW6eMnqNhkcRlXx2mZFyMF3BoKF6eL32kVr9tT9Z+4Z9B7WNtfsHTDWy+NksMgrF+2iXzubfb4AAHCFkwPj8bCca5tr8qdOF16p6C8uzEzdZ33IWL73UYdfONG5P246rxMhoTca9r69v0ABAABczo2q8jkXzHaf0DYbC1XxxF/8fGnfypCx9zMwMrAs1MU/Tgbl3dtFByLvCnWwVwCy/7YLX+5Xv/17UQ71KxB5fhna8rPKv9le/dxWz/1Qfw8AAFzRjKvy9PN2Td20bTb2zHRnJ3X53cmwHOfk6gvDRTke172v5ByNttua0Uz5iIWq9/q2eaBy4vmfROWdpHLOw62jToi6S9SJUTePelrUTaJ+Myrlk8ZvFJUTsfO5EX8YdWxUBo+jo54edYeo7JPhaWfU1aPuH3W9qBtEpd+JyqD0tqg66qpRt4zKfeSdsfIJ38dF5XZ5Lrm/DC4Pirp21AOjcs5GnsO9onI+Rp7Drqg87+tGZf+cAJ/1gKg8Zt42+LZRKbe5b1Se38Oj8nxyYn6GiOtEpZw7cs+o/FwenAvCSVG5/5Ojcn+viUo3bv8CAMCvVk7+Xqz7P9oz3c9B/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					<div class="stl_01" style="top: 3.001em; left:7.0854em;"><span class="stl_22 stl_08" style="font-style:italic; word-spacing:0.01em;">Santana-Macías &amp; Navarrete-Mera (2019) &nbsp;</span></div>
					<div class="stl_01" style="top: 5.8871em; left:20.4392em;"><span class="stl_23 stl_09" style="font-weight:bold;">INTRODUCCIÓ<span class="stl_08">N &nbsp;</span></span></div>
					<div class="stl_01" style="top: 9.0447em; left:7.0854em;"><span class="stl_17 stl_08" style="word-spacing:0.19em;">El estudio del comportamiento de una persona siempre ha sido motivo de estudio en &nbsp;</span></div>
					<div class="stl_01" style="top: 10.7614em; left:7.0854em;"><span class="stl_17 stl_08" style="word-spacing:0.02em;">diferentes ámbitos, sin embargo, las ciencias pedagógicas y psicológicas son muy reciente &nbsp;</span></div>
					<div class="stl_01" style="top: 12.4939em; left:7.0854em;"><span class="stl_17" style="word-spacing:0.27em;">a comparación de otras ciencias (Cabrera &amp; Bethencourt, s.f.). Actualmente, estas &nbsp;</span></div>
					<div class="stl_01" style="top: 14.2131em; left:7.0854em;"><span class="stl_17" style="word-spacing:0.12em;">disciplinas han sido reemplazadas por otras aglutinadas en torno a</span><span class="stl_17" style="word-spacing:0.12em;">&nbsp;la</span><span class="stl_17" style="word-spacing:0.13em;">&nbsp;psicopedagogía, &nbsp;</span></div>
					<div class="stl_01" style="top: 15.9464em; left:7.0854em;"><span class="stl_17" style="word-spacing:0.18em;">tales como: atención a las necesidades educativas específicas; orientación educativa, &nbsp;</span></div>
					<div class="stl_01" style="top: 17.6631em; left:7.0854em;"><span class="stl_17 stl_08" style="word-spacing:0.35em;">vocacional y profesional; evaluación psicopedagógica y diagnóstico de necesidades &nbsp;</span></div>
					<div class="stl_01" style="top: 19.3964em; left:7.0854em;"><span class="stl_17 stl_08" style="word-spacing:0.87em;">educativas; estrategias y estilos de enseñanza y aprendizaje; intervención &nbsp;</span></div>
					<div class="stl_01" style="top: 21.1131em; left:7.0854em;"><span class="stl_17" style="word-spacing:-0.05em;">psicopedagógica en áreas de apoyo al currículo educativo, etc. Objetos de estudio clásicos &nbsp;</span></div>
					<div class="stl_01" style="top: 22.8481em; left:7.0854em;"><span class="stl_17 stl_08" style="word-spacing:0.08em;">de la pedagogía diferencial fueron: &nbsp;</span></div>
					<div class="stl_01" style="top: 24.5338em; left:8.585em;"><span class="stl_24">•</span></div>
					<div class="stl_01" style="top: 24.6481em; left:10.0875em;"><span class="stl_17 stl_09" style="word-spacing:0em;">En relación a las edades (preescolar, primaria, media, universitaria, edad adult<span class="stl_12">a y &nbsp;</span></span></div>
					<div class="stl_01" style="top: 26.3656em; left:10.0875em;"><span class="stl_17">vejez); &nbsp;</span></div>
					<div class="stl_01" style="top: 28.0513em; left:8.585em;"><span class="stl_24">•</span></div>
					<div class="stl_01" style="top: 29.8513em; left:8.585em;"><span class="stl_24">•</span></div>
					<div class="stl_01" style="top: 28.1656em; left:10.0875em;"><span class="stl_17" style="word-spacing:-0.05em;">En relación a las unidades sociales (educación familiar, institucional y ambiental); &nbsp;</span></div>
					<div class="stl_01" style="top: 29.9656em; left:10.0875em;"><span class="stl_17" style="word-spacing:0.5em;">En relación a las deficiencias (físicas, psíquicas, sociales, intelectuales, &nbsp;</span></div>
					<div class="stl_01" style="top: 31.6814em; left:10.0875em;"><span class="stl_17" style="word-spacing:0em;">interculturales, del lenguaje, etc.); etc. &nbsp;</span></div>
					<div class="stl_01" style="top: 33.4172em; left:7.0854em;"><span class="stl_17 stl_08" style="word-spacing:0.02em;">La psicopedagogía como ciencia posee una particularidad y crea una profesión importante &nbsp;</span></div>
					<div class="stl_01" style="top: 35.1339em; left:7.0854em;"><span class="stl_17 stl_08" style="word-spacing:0.17em;">y con</span><span class="stl_17 stl_08" style="word-spacing:0.2em;">&nbsp;identidad</span><span class="stl_17 stl_08" style="word-spacing:0.2em;">&nbsp;propia,</span><span class="stl_17 stl_08" style="word-spacing:0.15em;">&nbsp;esto</span><span class="stl_17 stl_08" style="word-spacing:0.16em;">&nbsp;se debe</span><span class="stl_17 stl_08" style="word-spacing:0.15em;">&nbsp;a</span><span class="stl_17 stl_08" style="word-spacing:0.18em;">&nbsp;su gran relevancia en los</span><span class="stl_17 stl_08" style="word-spacing:0.19em;">&nbsp;actuales</span><span class="stl_17 stl_08" style="word-spacing:0.2em;">&nbsp;procesos</span><span class="stl_17 stl_08" style="word-spacing:0.15em;">&nbsp;de &nbsp;</span></div>
					<div class="stl_01" style="top: 36.8672em; left:7.0854em;"><span class="stl_17" style="word-spacing:0.11em;">investigaciones científicas que</span><span class="stl_17" style="word-spacing:0.12em;">&nbsp;benefician</span><span class="stl_17" style="word-spacing:0.1em;">&nbsp;a</span><span class="stl_17" style="word-spacing:0.12em;">&nbsp;tener una idea diversificada de</span><span class="stl_17" style="word-spacing:0.12em;">&nbsp;problemas &nbsp;</span></div>
					<div class="stl_01" style="top: 38.5839em; left:7.0854em;"><span class="stl_17 stl_09" style="word-spacing:0em;">educativos. Su aparición y desarrollo es ubicado, desde el punto de vista histórico, c<span class="stl_12">omo &nbsp;</span></span></div>
					<div class="stl_01" style="top: 40.3006em; left:7.0854em;"><span class="stl_17" style="word-spacing:0.05em;">resultado evolutivo</span><span class="stl_17 stl_08" style="word-spacing:0.11em;">&nbsp;de la psicología y</span><span class="stl_17 stl_08" style="word-spacing:0.07em;">&nbsp;la</span><span class="stl_17 stl_08" style="word-spacing:0.12em;">&nbsp;pedagogía</span><span class="stl_17 stl_08" style="word-spacing:0.09em;">&nbsp;como</span><span class="stl_17 stl_08" style="word-spacing:0.13em;">&nbsp;disciplinas de</span><span class="stl_17 stl_08" style="word-spacing:0.1em;">&nbsp;base.</span><span class="stl_17 stl_08" style="word-spacing:0.11em;">&nbsp;Pero</span><span class="stl_17 stl_08" style="word-spacing:0.09em;">&nbsp;esta &nbsp;</span></div>
					<div class="stl_01" style="top: 42.0356em; left:7.0854em;"><span class="stl_17" style="word-spacing:0.07em;">afirmación es relativa, ya</span><span class="stl_17" style="word-spacing:0.07em;">&nbsp;que, desde el punto de vista lógico en la propia gestación</span><span class="stl_17" style="word-spacing:0.07em;">&nbsp;de &nbsp;</span></div>
					<div class="stl_01" style="top: 43.7522em; left:7.0854em;"><span class="stl_17" style="word-spacing:-0.06em;">estas disciplinas, varios de sus precursores más destacados desarrollaron su labor creadora &nbsp;</span></div>
					<div class="stl_01" style="top: 45.4864em; left:7.0854em;"><span class="stl_17" style="word-spacing:0.05em;">en estrecha relación con</span><span class="stl_17" style="word-spacing:0.03em;">&nbsp;la</span><span class="stl_17" style="word-spacing:0.06em;">&nbsp;docente,</span><span class="stl_17" style="word-spacing:0.05em;">&nbsp;lo cual</span><span class="stl_17" style="word-spacing:0.05em;">&nbsp;influyó notablemente en sus</span><span class="stl_17" style="word-spacing:0.05em;">&nbsp;contribuciones &nbsp;</span></div>
					<div class="stl_01" style="top: 47.2022em; left:7.0854em;"><span class="stl_17" style="word-spacing:-0.03em;">teóricas, como, por ejemplo, en los casos de Skinner, Vigotsky, Piaget y Jerome Brunner, &nbsp;</span></div>
					<div class="stl_01" style="top: 48.9364em; left:7.0854em;"><span class="stl_17" style="word-spacing:-0.03em;">cuyos aportes han impactado significativamente en el contexto social y educativo cuando &nbsp;</span></div>
					<div class="stl_01" style="top: 50.6531em; left:7.0854em;"><span class="stl_17" style="word-spacing:0em;">de psicopedagogía se trata. (Ortiz, 2019) &nbsp;</span></div>
					<div class="stl_01" style="top: 52.3881em; left:7.0854em;"><span class="stl_17 stl_08" style="word-spacing:0.25em;">La Psicopedagogía se ocupa de las características del aprendizaje humano: cómo se &nbsp;</span></div>
					<div class="stl_01" style="top: 54.1047em; left:7.0854em;"><span class="stl_17" style="word-spacing:0.19em;">aprende, cómo varía el aprendizaje, cómo y por qué se producen alteraciones en el &nbsp;</span></div>
					<div class="stl_01" style="top: 55.8381em; left:7.0854em;"><span class="stl_17 stl_08" style="word-spacing:0.08em;">aprendizaje, cómo promover procesos de aprendizaje. Qué relación hay entre informarse &nbsp;</span></div>
					<div class="stl_01" style="top: 57.5547em; left:7.0854em;"><span class="stl_17" style="word-spacing:0.02em;">y conocer, entre conocer y saber, ¿cuáles son los dispositivos básicos para aprender?, se &nbsp;</span></div>
					<div class="stl_01" style="top: 59.2881em; left:7.0854em;"><span class="stl_17" style="word-spacing:0.02em;">pregunta sobre</span><span class="stl_17 stl_08" style="word-spacing:0.04em;">&nbsp;los</span><span class="stl_17 stl_08" style="word-spacing:0.09em;">&nbsp;factores</span><span class="stl_17 stl_08" style="word-spacing:0.04em;">&nbsp;y</span><span class="stl_17 stl_08" style="word-spacing:0.05em;">&nbsp;las</span><span class="stl_17 stl_08" style="word-spacing:0.08em;">&nbsp;condiciones que</span><span class="stl_17 stl_08" style="word-spacing:0.11em;">&nbsp;facilitan</span><span class="stl_17 stl_08" style="word-spacing:0.08em;">&nbsp;u obstaculizan</span><span class="stl_17 stl_08" style="word-spacing:0.02em;">&nbsp;el</span><span class="stl_17 stl_08" style="word-spacing:0.08em;">&nbsp;aprender</span><span class="stl_17 stl_08" style="word-spacing:0.05em;">&nbsp;del &nbsp;</span></div>
					<div class="stl_01" style="top: 61.0068em; left:7.0854em;"><span class="stl_17 stl_08" style="word-spacing:0.07em;">sujeto? ¿Sobre cuáles son las distintas dificultades que pueden presentarse y obstaculizar &nbsp;</span></div>
					<div class="stl_01" style="top: 62.7401em; left:7.0854em;"><span class="stl_17 stl_08" style="word-spacing:0.48em;">las posibilidades de aprendizaje del sujeto?, etc. Procura dar respuesta a estas &nbsp;</span></div>
					<div class="stl_01" style="top: 65.2856em; left:42.1125em;"><span class="stl_20">3</span></div>
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				<img src="data:image/png;base64,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alt="" class="stl_25" />
			</div>
			<div class="stl_view">
				<div class="stl_05 stl_06">
					<div class="stl_01" style="top: 2.8819em; left:7.0854em;"><span class="stl_07 stl_08" style="word-spacing:0.08em;">Revista Científica SAPIENTIAE.</span><span class="stl_07 stl_08" style="word-spacing:0.04em;">&nbsp;Vol</span><span class="stl_07 stl_08" style="word-spacing:0.02em;">&nbsp;2, Num</span><span class="stl_07 stl_08" style="word-spacing:0.02em;">&nbsp;3</span><span class="stl_07 stl_08" style="word-spacing:0.01em;">&nbsp;(ene</span><span class="stl_07 stl_08" style="word-spacing:0.02em;">&nbsp;-</span><span class="stl_07 stl_09" style="word-spacing:-0.01em;">&nbsp;ju<span class="stl_08">n</span></span><span class="stl_07 stl_08" style="word-spacing:0.03em;">&nbsp;2019)</span><span class="stl_07 stl_08" style="word-spacing:0.03em;">&nbsp;ISSN:</span><span class="stl_07 stl_08" style="word-spacing:0.05em;">&nbsp;2600-6030 &nbsp;</span></div>
					<div class="stl_01" style="top: 3.8319em; left:7.0854em;"><span class="stl_10 stl_08" style="font-style:italic; word-spacing:0.04em;">Estudio de métodos psicopedagógicos y su aporte en la motivación académica &nbsp;</span></div>
					<div class="stl_01" style="top: 5.8781em; left:7.0854em;"><span class="stl_17" style="word-spacing:0.27em;">interrogantes abarcando la problemática educativa, haciendo conocer las demandas &nbsp;</span></div>
					<div class="stl_01" style="top: 7.6114em; left:7.0854em;"><span class="stl_17 stl_08" style="word-spacing:0.22em;">humanas y los obstáculos.</span><span class="stl_17 stl_08" style="word-spacing:0.18em;">&nbsp;A</span><span class="stl_17 stl_08" style="word-spacing:0.2em;">&nbsp;esta ciencia</span><span class="stl_17 stl_08" style="word-spacing:0.22em;">&nbsp;también</span><span class="stl_17 stl_08" style="word-spacing:0.15em;">&nbsp;se</span><span class="stl_17 stl_08" style="word-spacing:0.22em;">&nbsp;la puede caracterizar</span><span class="stl_17 stl_08" style="word-spacing:0.17em;">&nbsp;como</span><span class="stl_17 stl_08" style="word-spacing:0.16em;">&nbsp;una &nbsp;</span></div>
					<div class="stl_01" style="top: 9.3272em; left:7.0854em;"><span class="stl_26 stl_08" style="word-spacing:0.12em;">disciplina social, respecto de que “el límite entre las</span><span class="stl_26 stl_08" style="word-spacing:0.1em;">&nbsp;ciencias sociales y</span><span class="stl_26 stl_08" style="word-spacing:0.08em;">&nbsp;las</span><span class="stl_26 stl_08" style="word-spacing:0.11em;">&nbsp;humanas</span><span class="stl_26 stl_08" style="word-spacing:0.06em;">&nbsp;se &nbsp;</span></div>
					<div class="stl_01" style="top: 11.0606em; left:7.0854em;"><span class="stl_17" style="word-spacing:0em;">muestra sino inexisten</span><span class="stl_26" style="word-spacing:0em;">te, al menos poco claro”. </span><span class="stl_17" style="word-spacing:0em;">(Azar, 2017) &nbsp;</span></div>
					<div class="stl_01" style="top: 12.7781em; left:7.0854em;"><span class="stl_17 stl_08" style="word-spacing:0.24em;">Reflexionar sobre la intervención psicopedagógica en la institución escolar desde las &nbsp;</span></div>
					<div class="stl_01" style="top: 14.5131em; left:7.0854em;"><span class="stl_17 stl_08" style="word-spacing:0.28em;">posibilidades que supone para pensar</span><span class="stl_17 stl_08" style="word-spacing:0.23em;">&nbsp;y promover</span><span class="stl_17 stl_08" style="word-spacing:0.26em;">&nbsp;la inclusión</span><span class="stl_17 stl_08" style="word-spacing:0.27em;">&nbsp;educativa</span><span class="stl_17 stl_08" style="word-spacing:0.23em;">&nbsp;de niños</span><span class="stl_17 stl_08" style="word-spacing:0.21em;">&nbsp;y &nbsp;</span></div>
					<div class="stl_01" style="top: 16.2297em; left:7.0854em;"><span class="stl_17 stl_08" style="word-spacing:0.08em;">adolescentes, implica reconocer un entramado de dimensiones diversas: socio-histórica y &nbsp;</span></div>
					<div class="stl_01" style="top: 17.9631em; left:7.0854em;"><span class="stl_17" style="word-spacing:1.07em;">política; epistémica-conceptual; institucional-organizacional; procedimental &nbsp;</span></div>
					<div class="stl_01" style="top: 17.9631em; left:41.9953em;"><span class="stl_17">y</span></div>
					<div class="stl_01" style="top: 19.6797em; left:7.0854em;"><span class="stl_17 stl_08" style="word-spacing:0.04em;">profesional (Moyetta, 2019). El solo reconocimiento de esas dimensiones no es suficiente &nbsp;</span></div>
					<div class="stl_01" style="top: 21.4131em; left:7.0854em;"><span class="stl_17 stl_08" style="word-spacing:0.07em;">para generar efectos que provoquen una variación en la situación en la que se interviene. &nbsp;</span></div>
					<div class="stl_01" style="top: 23.1322em; left:7.0854em;"><span class="stl_17 stl_08" style="word-spacing:0.09em;">Es necesaria su explicitación y análisis en la singularidad de cada actuación profesional, &nbsp;</span></div>
					<div class="stl_01" style="top: 24.8656em; left:7.0854em;"><span class="stl_17" style="word-spacing:-0.02em;">como intervención entramada en la configuración de prácticas educativas y sostenidas en &nbsp;</span></div>
					<div class="stl_01" style="top: 26.5822em; left:7.0854em;"><span class="stl_17 stl_08" style="word-spacing:0.08em;">una ética de la responsabilidad. &nbsp;</span></div>
					<div class="stl_01" style="top: 28.3156em; left:7.0854em;"><span class="stl_17 stl_08" style="word-spacing:0.05em;">La acción psicopedagógica está dirigida a la orientación en: desarrollo de auto esquemas, &nbsp;</span></div>
					<div class="stl_01" style="top: 30.0322em; left:7.0854em;"><span class="stl_17" style="word-spacing:0.33em;">pautas de crianza, educación compensatoria, prevención de conductas disruptivas, &nbsp;</span></div>
					<div class="stl_01" style="top: 31.7647em; left:7.0854em;"><span class="stl_17 stl_09" style="word-spacing:-0.01em;">habilidades para la vida, etc. y organización, evaluación de acciones administrativas. <span class="stl_12">Por &nbsp;</span></span></div>
					<div class="stl_01" style="top: 33.4839em; left:7.0854em;"><span class="stl_17 stl_08" style="word-spacing:0.36em;">tal motivo, la acción psicopedagógica está directamente vinculada con el análisis, &nbsp;</span></div>
					<div class="stl_01" style="top: 35.2172em; left:7.0854em;"><span class="stl_17 stl_09" style="word-spacing:0em;">planificación, desarrollo y modificación d<span class="stl_08">e</span></span><span class="stl_17 stl_08" style="word-spacing:0.1em;">&nbsp;procesos educativos.</span><span class="stl_17 stl_08" style="word-spacing:0.1em;">&nbsp;(Coll,</span><span class="stl_17 stl_08" style="word-spacing:0.05em;">&nbsp;1996) &nbsp;</span></div>
					<div class="stl_01" style="top: 36.9339em; left:7.0854em;"><span class="stl_17 stl_08" style="word-spacing:0.2em;">Lo que quiere decir que</span><span class="stl_17 stl_08" style="word-spacing:0.16em;">&nbsp;la</span><span class="stl_17 stl_08" style="word-spacing:0.24em;">&nbsp;psicopedagogía busca</span><span class="stl_17 stl_08" style="word-spacing:0.18em;">&nbsp;ir más allá</span><span class="stl_17 stl_08" style="word-spacing:0.19em;">&nbsp;del hecho de</span><span class="stl_17 stl_08" style="word-spacing:0.21em;">&nbsp;enseñar</span><span class="stl_17 stl_08" style="word-spacing:0.15em;">&nbsp;y &nbsp;</span></div>
					<div class="stl_01" style="top: 38.6672em; left:7.0854em;"><span class="stl_17 stl_08" style="word-spacing:0.28em;">aprender algo dentro del proceso académico,</span><span class="stl_17 stl_08" style="word-spacing:0.2em;">&nbsp;la</span><span class="stl_17 stl_08" style="word-spacing:0.28em;">&nbsp;psicopedagogía se preocupa por</span><span class="stl_17 stl_08" style="word-spacing:0.23em;">&nbsp;las &nbsp;</span></div>
					<div class="stl_01" style="top: 40.3839em; left:7.0854em;"><span class="stl_17" style="word-spacing:0.06em;">necesidades que</span><span class="stl_17" style="word-spacing:0.07em;">&nbsp;tienen muchos</span><span class="stl_17" style="word-spacing:0.06em;">&nbsp;estudiantes en</span><span class="stl_17" style="word-spacing:0.06em;">&nbsp;las diferentes instituciones educativas,</span><span class="stl_17" style="word-spacing:0.06em;">&nbsp;y &nbsp;</span></div>
					<div class="stl_01" style="top: 42.1189em; left:7.0854em;"><span class="stl_17 stl_08" style="word-spacing:0.06em;">también, busca inmiscuirse en el mundo de cada estudiante, de tal manera que se puedan &nbsp;</span></div>
					<div class="stl_01" style="top: 43.8356em; left:7.0854em;"><span class="stl_17" style="word-spacing:0.02em;">conocer sus fortalezas y sus debilidades, y así poderlos ayudar de acuerdo los diferentes &nbsp;</span></div>
					<div class="stl_01" style="top: 45.5697em; left:7.0854em;"><span class="stl_17 stl_08" style="word-spacing:0.09em;">contextos, para que el aprendizaje sea realmente significativo. &nbsp;</span></div>
					<div class="stl_01" style="top: 47.2856em; left:7.0854em;"><span class="stl_17 stl_08" style="word-spacing:0.08em;">La labor profesional de la psicopedagogía no sólo se desarrolla en el contexto educativo &nbsp;</span></div>
					<div class="stl_01" style="top: 49.0189em; left:7.0854em;"><span class="stl_17 stl_08" style="word-spacing:0.26em;">escolar, sino que incluye ámbitos familiares, empresariales, centros de educación de &nbsp;</span></div>
					<div class="stl_01" style="top: 50.7381em; left:7.0854em;"><span class="stl_17 stl_08" style="word-spacing:0.29em;">adultos, centros de formación y capacitación,</span><span class="stl_17 stl_08" style="word-spacing:0.27em;">&nbsp;asociaciones laborales y</span><span class="stl_17" style="word-spacing:0.19em;">&nbsp;comunitarias, &nbsp;</span></div>
					<div class="stl_01" style="top: 52.4714em; left:7.0854em;"><span class="stl_17 stl_08" style="word-spacing:0.17em;">centros recreativos y</span><span class="stl_17 stl_08" style="word-spacing:0.12em;">&nbsp;medios</span><span class="stl_17 stl_08" style="word-spacing:0.15em;">&nbsp;de comunicación.</span><span class="stl_17 stl_08" style="word-spacing:0.14em;">&nbsp;Debido</span><span class="stl_17 stl_08" style="word-spacing:0.08em;">&nbsp;a</span><span class="stl_17 stl_08" style="word-spacing:0.16em;">&nbsp;esta diversidad</span><span class="stl_17 stl_08" style="word-spacing:0.11em;">&nbsp;de campos</span><span class="stl_17 stl_08" style="word-spacing:0.1em;">&nbsp;de &nbsp;</span></div>
					<div class="stl_01" style="top: 54.1881em; left:7.0854em;"><span class="stl_17" style="word-spacing:0.04em;">acción, se</span><span class="stl_17" style="word-spacing:0.04em;">&nbsp;ha generado</span><span class="stl_17" style="word-spacing:0.05em;">&nbsp;que</span><span class="stl_17" style="word-spacing:0.04em;">&nbsp;los</span><span class="stl_17" style="word-spacing:0.03em;">&nbsp;profesionales involucrados tiendan</span><span class="stl_17" style="word-spacing:0.03em;">&nbsp;a</span><span class="stl_17" style="word-spacing:0.04em;">&nbsp;realizar</span><span class="stl_17" style="word-spacing:0.03em;">&nbsp;las</span><span class="stl_17" style="word-spacing:0.03em;">&nbsp;mismas &nbsp;</span></div>
					<div class="stl_01" style="top: 55.9047em; left:7.0854em;"><span class="stl_17 stl_08" style="word-spacing:0.27em;">actividades y tareas, siendo necesario, por tanto, el hacer claridad y delimitar estos &nbsp;</span></div>
					<div class="stl_01" style="top: 57.6381em; left:7.0854em;"><span class="stl_17" style="word-spacing:0.08em;">campos de</span><span class="stl_17" style="word-spacing:0.09em;">&nbsp;acción de modo que se logre la complementariedad y el trabajo en</span><span class="stl_17" style="word-spacing:0.09em;">&nbsp;equipo. &nbsp;</span></div>
					<div class="stl_01" style="top: 59.3547em; left:7.0854em;"><span class="stl_17" style="word-spacing:0.06em;">Para lograr</span><span class="stl_17" style="word-spacing:0.06em;">&nbsp;esta integralidad, se requiere</span><span class="stl_17" style="word-spacing:0.04em;">&nbsp;que</span><span class="stl_17" style="word-spacing:0.06em;">&nbsp;la formación</span><span class="stl_17" style="word-spacing:0.06em;">&nbsp;académica de los</span><span class="stl_17" style="word-spacing:0.05em;">&nbsp;psicólogos &nbsp;</span></div>
					<div class="stl_01" style="top: 61.0901em; left:7.0854em;"><span class="stl_17" style="word-spacing:0.04em;">que realicen</span><span class="stl_17 stl_09" style="word-spacing:0.03em;">&nbsp;intervención psicopedagógica, centr<span class="stl_08">e</span></span><span class="stl_17 stl_08" style="word-spacing:0.07em;">&nbsp;sus</span><span class="stl_17 stl_08" style="word-spacing:0.1em;">&nbsp;conocimientos en</span><span class="stl_17 stl_08" style="word-spacing:0.09em;">&nbsp;aspectos</span><span class="stl_17 stl_08" style="word-spacing:0.07em;">&nbsp;como: &nbsp;</span></div>
					<div class="stl_01" style="top: 62.8068em; left:7.0854em;"><span class="stl_17" style="word-spacing:-0.03em;">procesos de aprendizaje escolar, relaciones entre enseñanza y aprendizaje, aprendizaje de &nbsp;</span></div>
					<div class="stl_01" style="top: 66.319em; left:42.1125em;"><span class="stl_20">4</span></div>
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src="data:image/png;base64,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alt="" class="stl_21" />
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				<div class="stl_05 stl_06">
					<div class="stl_01" style="top: 3.001em; left:7.0854em;"><span class="stl_22 stl_08" style="font-style:italic; word-spacing:0.01em;">Santana-Macías &amp; Navarrete-Mera (2019) &nbsp;</span></div>
					<div class="stl_01" style="top: 5.8781em; left:7.0854em;"><span class="stl_17" style="word-spacing:0.07em;">contenidos específicos en</span><span class="stl_17" style="word-spacing:0.07em;">&nbsp;los</span><span class="stl_17" style="word-spacing:0.07em;">&nbsp;contextos escolares,</span><span class="stl_17" style="word-spacing:0.07em;">&nbsp;micro sociología de las</span><span class="stl_17" style="word-spacing:0.07em;">&nbsp;instituciones &nbsp;</span></div>
					<div class="stl_01" style="top: 7.6114em; left:7.0854em;"><span class="stl_17" style="word-spacing:0.17em;">educativas, estrategias de asesoramiento y</span><span class="stl_17" style="word-spacing:0.17em;">&nbsp;trabajo grupal colaborativo, trastornos</span><span class="stl_17" style="word-spacing:0.17em;">&nbsp;del &nbsp;</span></div>
					<div class="stl_01" style="top: 9.3272em; left:7.0854em;"><span class="stl_17 stl_08" style="word-spacing:0.54em;">desarrollo, dificultades de aprendizaje, procedimientos y técnicas de evaluación &nbsp;</span></div>
					<div class="stl_01" style="top: 11.0606em; left:7.0854em;"><span class="stl_17 stl_08" style="word-spacing:0.08em;">diagnóstico, y finalmente organización de la atención educativa a la diversidad. &nbsp;</span></div>
					<div class="stl_01" style="top: 12.7781em; left:7.0854em;"><span class="stl_17" style="word-spacing:0.14em;">Una de las</span><span class="stl_17" style="word-spacing:0.13em;">&nbsp;áreas de</span><span class="stl_17" style="word-spacing:0.14em;">&nbsp;acción del psicopedagogo es</span><span class="stl_17" style="word-spacing:0.13em;">&nbsp;la</span><span class="stl_17" style="word-spacing:0.19em;">&nbsp;orientación;</span><span class="stl_17" style="word-spacing:0.14em;">&nbsp;esta se define</span><span class="stl_17" style="word-spacing:0.14em;">&nbsp;como &nbsp;</span></div>
					<div class="stl_01" style="top: 14.5131em; left:7.0854em;"><span class="stl_17" style="word-spacing:0.08em;">disciplina encaminada a la acción,</span><span class="stl_17" style="word-spacing:0.07em;">&nbsp;en la</span><span class="stl_17" style="word-spacing:0.06em;">&nbsp;cual</span><span class="stl_17" style="word-spacing:0.07em;">&nbsp;se hace uso</span><span class="stl_17" style="word-spacing:0.07em;">&nbsp;de modelos</span><span class="stl_17" style="word-spacing:0.07em;">&nbsp;y estrategias</span><span class="stl_17" style="word-spacing:0.06em;">&nbsp;que &nbsp;</span></div>
					<div class="stl_01" style="top: 16.2297em; left:7.0854em;"><span class="stl_17" style="word-spacing:-0.03em;">apoyen el proceso de interpretación y de actuación del profesional, acorde con la realidad &nbsp;</span></div>
					<div class="stl_01" style="top: 17.9631em; left:7.0854em;"><span class="stl_17" style="word-spacing:0em;">cambiante en la que está circunscrito. &nbsp;</span></div>
					<div class="stl_01" style="top: 19.6797em; left:7.0854em;"><span class="stl_17" style="word-spacing:0.04em;">Este proceso</span><span class="stl_17 stl_08" style="word-spacing:0.05em;">&nbsp;se</span><span class="stl_17 stl_08" style="word-spacing:0.08em;">&nbsp;dirige a todos</span><span class="stl_17 stl_08" style="word-spacing:0.1em;">&nbsp;los individuos,</span><span class="stl_17 stl_08" style="word-spacing:0.12em;">&nbsp;ámbitos, aspectos</span><span class="stl_17 stl_08" style="word-spacing:0.04em;">&nbsp;y</span><span class="stl_17 stl_08" style="word-spacing:0.12em;">&nbsp;contextos</span><span class="stl_17 stl_08" style="word-spacing:0.04em;">&nbsp;a</span><span class="stl_17 stl_08" style="word-spacing:0.1em;">&nbsp;través</span><span class="stl_17 stl_08" style="word-spacing:0.06em;">&nbsp;del &nbsp;</span></div>
					<div class="stl_01" style="top: 21.4131em; left:7.0854em;"><span class="stl_17" style="word-spacing:0.02em;">ciclo vital, con</span><span class="stl_17" style="word-spacing:0.03em;">&nbsp;acento especial</span><span class="stl_17" style="word-spacing:0.04em;">&nbsp;en</span><span class="stl_17" style="word-spacing:0.02em;">&nbsp;lo</span><span class="stl_17" style="word-spacing:0.03em;">&nbsp;social</span><span class="stl_17" style="word-spacing:0.04em;">&nbsp;y</span><span class="stl_17" style="word-spacing:0.03em;">&nbsp;educativo, por su relación</span><span class="stl_17" style="word-spacing:0.02em;">&nbsp;con el</span><span class="stl_17" style="word-spacing:0.02em;">&nbsp;cambio</span><span class="stl_17" style="word-spacing:0.02em;">&nbsp;y &nbsp;</span></div>
					<div class="stl_01" style="top: 23.1322em; left:7.0854em;"><span class="stl_17 stl_08" style="word-spacing:0.59em;">la transformación de la realidad, caracterizados por una concepción holística, &nbsp;</span></div>
					<div class="stl_01" style="top: 24.8656em; left:7.0854em;"><span class="stl_17" style="word-spacing:-0.06em;">comprensiva, ecológica, crítica y reflexiva, donde la acción es ayudar, pero también medir &nbsp;</span></div>
					<div class="stl_01" style="top: 26.5822em; left:7.0854em;"><span class="stl_17 stl_08" style="word-spacing:0.14em;">la interrelación y propiciar</span><span class="stl_17 stl_08" style="word-spacing:0.12em;">&nbsp;evolución</span><span class="stl_17 stl_08" style="word-spacing:0.11em;">&nbsp;social</span><span class="stl_17 stl_08" style="word-spacing:0.11em;">&nbsp;(Coll,</span><span class="stl_17 stl_08" style="word-spacing:0.11em;">&nbsp;1996).</span><span class="stl_17 stl_08" style="word-spacing:0.05em;">&nbsp;En</span><span class="stl_17 stl_08" style="word-spacing:0.1em;">&nbsp;esta cita</span><span class="stl_17 stl_08" style="word-spacing:0.06em;">&nbsp;se</span><span class="stl_17 stl_08" style="word-spacing:0.1em;">&nbsp;puede</span><span class="stl_17 stl_08" style="word-spacing:0.13em;">&nbsp;apreciar &nbsp;</span></div>
					<div class="stl_01" style="top: 28.3156em; left:7.0854em;"><span class="stl_17" style="word-spacing:0.04em;">que la psicopedagogía</span><span class="stl_17" style="word-spacing:0.02em;">&nbsp;es</span><span class="stl_17" style="word-spacing:0.03em;">&nbsp;un</span><span class="stl_17" style="word-spacing:0.02em;">&nbsp;campo que</span><span class="stl_17" style="word-spacing:0.02em;">&nbsp;abarca diferentes</span><span class="stl_17" style="word-spacing:0.01em;">&nbsp;contextos,</span><span class="stl_17" style="word-spacing:0.03em;">&nbsp;donde</span><span class="stl_17" style="word-spacing:0.02em;">&nbsp;en</span><span class="stl_17" style="word-spacing:0.01em;">&nbsp;el</span><span class="stl_17" style="word-spacing:0.02em;">&nbsp;ámbito &nbsp;</span></div>
					<div class="stl_01" style="top: 30.0322em; left:7.0854em;"><span class="stl_17" style="word-spacing:0.2em;">académico se torna esencial trabajar de</span><span class="stl_17" style="word-spacing:0.2em;">&nbsp;acuerdo a la diversidad de cada</span><span class="stl_17" style="word-spacing:0.2em;">&nbsp;estudiante, &nbsp;</span></div>
					<div class="stl_01" style="top: 31.7647em; left:7.0854em;"><span class="stl_17" style="word-spacing:-0.04em;">comprendiendo sus capacidades y sus limitaciones, haciendo las respectivas adaptaciones &nbsp;</span></div>
					<div class="stl_01" style="top: 33.4839em; left:7.0854em;"><span class="stl_17" style="word-spacing:0.15em;">curriculares de acuerdo a las necesidades del estudiantado, y porque no, formando a &nbsp;</span></div>
					<div class="stl_01" style="top: 35.2172em; left:7.0854em;"><span class="stl_17 stl_09" style="word-spacing:0em;">personas íntegras y capaces de contribuir positivamente a la sociedad<span class="stl_12">. &nbsp;</span></span></div>
					<div class="stl_01" style="top: 36.9339em; left:7.0854em;"><span class="stl_17" style="word-spacing:0.01em;">Los psicólogos y psicopedagogos son los que más entienden del tema, pero los docentes &nbsp;</span></div>
					<div class="stl_01" style="top: 38.6672em; left:7.0854em;"><span class="stl_17 stl_09" style="word-spacing:0em;">en todas las áreas no se deben quedar atrás, deben estar a la par de las <span class="stl_12">nuevas exigencias &nbsp;</span></span></div>
					<div class="stl_01" style="top: 40.3839em; left:7.0854em;"><span class="stl_17" style="word-spacing:0.06em;">educativas, utilizar modelos</span><span class="stl_17" style="word-spacing:0.05em;">&nbsp;pedagógicos de</span><span class="stl_17" style="word-spacing:0.06em;">&nbsp;hoy,</span><span class="stl_17" style="word-spacing:0.05em;">&nbsp;que sean un complemento, para</span><span class="stl_17" style="word-spacing:0.06em;">&nbsp;ver</span><span class="stl_17" style="word-spacing:0.05em;">&nbsp;a &nbsp;</span></div>
					<div class="stl_01" style="top: 42.1189em; left:7.0854em;"><span class="stl_17 stl_09" style="word-spacing:0em;">corto o largo plazo resultado óptimos por parte de los estudian<span class="stl_12">tes. &nbsp;</span></span></div>
					<div class="stl_01" style="top: 43.8356em; left:7.0854em;"><span class="stl_17 stl_08" style="word-spacing:0.08em;">La orientación psicopedagógica es un proceso que apoya y acompaña en forma continua &nbsp;</span></div>
					<div class="stl_01" style="top: 45.5697em; left:7.0854em;"><span class="stl_17 stl_08" style="word-spacing:0.08em;">a las</span><span class="stl_17 stl_08" style="word-spacing:0.1em;">&nbsp;personas</span><span class="stl_17 stl_08" style="word-spacing:0.03em;">&nbsp;en</span><span class="stl_17 stl_08" style="word-spacing:0.06em;">&nbsp;los</span><span class="stl_17 stl_08" style="word-spacing:0.11em;">&nbsp;diversos momentos</span><span class="stl_17 stl_08" style="word-spacing:0.02em;">&nbsp;y</span><span class="stl_17 stl_08" style="word-spacing:0.11em;">&nbsp;aspectos</span><span class="stl_17 stl_08" style="word-spacing:0.05em;">&nbsp;de</span><span class="stl_17 stl_08" style="word-spacing:0.06em;">&nbsp;su</span><span class="stl_17 stl_08" style="word-spacing:0.09em;">&nbsp;existencia, con</span><span class="stl_17 stl_08" style="word-spacing:0.05em;">&nbsp;la</span><span class="stl_17 stl_08" style="word-spacing:0.12em;">&nbsp;finalidad</span><span class="stl_17 stl_08" style="word-spacing:0.05em;">&nbsp;de &nbsp;</span></div>
					<div class="stl_01" style="top: 47.2856em; left:7.0854em;"><span class="stl_17" style="word-spacing:-0.01em;">potenciar la</span><span class="stl_17 stl_08" style="word-spacing:0.1em;">&nbsp;prevención</span><span class="stl_17 stl_08" style="word-spacing:0.01em;">&nbsp;y el</span><span class="stl_17 stl_08" style="word-spacing:0.07em;">&nbsp;desarrollo humano</span><span class="stl_17" style="word-spacing:-0.02em;">&nbsp;a</span><span class="stl_17 stl_08" style="word-spacing:0.06em;">&nbsp;través</span><span class="stl_17 stl_08" style="word-spacing:0.01em;">&nbsp;de</span><span class="stl_17 stl_08" style="word-spacing:0.07em;">&nbsp;los</span><span class="stl_17 stl_08" style="word-spacing:0.07em;">&nbsp;diferentes</span><span class="stl_17 stl_08" style="word-spacing:0.05em;">&nbsp;momentos</span><span class="stl_17" style="word-spacing:-0.02em;">&nbsp;de</span><span class="stl_17 stl_08" style="word-spacing:0.03em;">&nbsp;la &nbsp;</span></div>
					<div class="stl_01" style="top: 49.0189em; left:7.0854em;"><span class="stl_17 stl_09" style="word-spacing:0em;">vida. Con base en las situaciones, la orientación puede atender preferentemente aspe<span class="stl_12">ctos &nbsp;</span></span></div>
					<div class="stl_01" style="top: 50.7381em; left:7.0854em;"><span class="stl_17" style="word-spacing:0.17em;">en particular</span><span class="stl_17" style="word-spacing:0.16em;">&nbsp;educativos,</span><span class="stl_17" style="word-spacing:0.17em;">&nbsp;vocacionales y</span><span class="stl_17" style="word-spacing:0.16em;">&nbsp;personales,</span><span class="stl_17" style="word-spacing:0.17em;">&nbsp;mas, lo que le da el</span><span class="stl_17" style="word-spacing:0.16em;">&nbsp;carácter</span><span class="stl_17" style="word-spacing:0.15em;">&nbsp;de &nbsp;</span></div>
					<div class="stl_01" style="top: 52.4714em; left:7.0854em;"><span class="stl_17" style="word-spacing:0.08em;">orientación es la</span><span class="stl_17" style="word-spacing:0.09em;">&nbsp;integración de estas</span><span class="stl_17" style="word-spacing:0.08em;">&nbsp;facetas en</span><span class="stl_17" style="word-spacing:0.09em;">&nbsp;una unidad de acción coordinada,</span><span class="stl_17" style="word-spacing:0.07em;">&nbsp;que &nbsp;</span></div>
					<div class="stl_01" style="top: 54.1881em; left:7.0854em;"><span class="stl_17 stl_08" style="word-spacing:0.34em;">pasa a tener como objetivos específicos la prevención, el desarrollo humano y la &nbsp;</span></div>
					<div class="stl_01" style="top: 55.9047em; left:7.0854em;"><span class="stl_17" style="word-spacing:0em;">intervención social. &nbsp;</span></div>
					<div class="stl_01" style="top: 57.6381em; left:7.0854em;"><span class="stl_17" style="word-spacing:0.04em;">A la</span><span class="stl_17" style="word-spacing:0.06em;">&nbsp;orientación</span><span class="stl_17" style="word-spacing:0.05em;">&nbsp;se le adjudica un</span><span class="stl_17" style="word-spacing:0.05em;">&nbsp;adjetivo calificativo acorde</span><span class="stl_17" style="word-spacing:0.05em;">&nbsp;con</span><span class="stl_17" style="word-spacing:0.05em;">&nbsp;la faceta concreta</span><span class="stl_17" style="word-spacing:0.05em;">&nbsp;en &nbsp;</span></div>
					<div class="stl_01" style="top: 59.3547em; left:7.0854em;"><span class="stl_17 stl_08" style="word-spacing:0.31em;">que se centra; es así como se habla de orientación educativa, profesional, para la &nbsp;</span></div>
					<div class="stl_01" style="top: 61.0901em; left:7.0854em;"><span class="stl_17 stl_08" style="word-spacing:0.33em;">prevención, y de procesos de enseñanza y aprendizaje, sin que unas y otras sean &nbsp;</span></div>
					<div class="stl_01" style="top: 62.8068em; left:7.0854em;"><span class="stl_17 stl_09" style="word-spacing:0.05em;">excluyentes, sino complementaria<span class="stl_08">s</span></span><span class="stl_17 stl_08" style="word-spacing:0.16em;">&nbsp;(Martínez,</span><span class="stl_17 stl_08" style="word-spacing:0.13em;">&nbsp;2002). Claramente</span><span class="stl_17 stl_08" style="word-spacing:0.11em;">&nbsp;se puede apreciar</span><span class="stl_17 stl_08" style="word-spacing:0.06em;">&nbsp;que &nbsp;</span></div>
					<div class="stl_01" style="top: 65.2856em; left:42.1125em;"><span class="stl_20">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_25" />
			</div>
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				<div class="stl_05 stl_06">
					<div class="stl_01" style="top: 2.8819em; left:7.0854em;"><span class="stl_07 stl_08" style="word-spacing:0.08em;">Revista Científica SAPIENTIAE.</span><span class="stl_07 stl_08" style="word-spacing:0.04em;">&nbsp;Vol</span><span class="stl_07 stl_08" style="word-spacing:0.02em;">&nbsp;2, Num</span><span class="stl_07 stl_08" style="word-spacing:0.02em;">&nbsp;3</span><span class="stl_07 stl_08" style="word-spacing:0.01em;">&nbsp;(ene</span><span class="stl_07 stl_08" style="word-spacing:0.02em;">&nbsp;-</span><span class="stl_07 stl_09" style="word-spacing:-0.01em;">&nbsp;ju<span class="stl_08">n</span></span><span class="stl_07 stl_08" style="word-spacing:0.03em;">&nbsp;2019)</span><span class="stl_07 stl_08" style="word-spacing:0.03em;">&nbsp;ISSN:</span><span class="stl_07 stl_08" style="word-spacing:0.05em;">&nbsp;2600-6030 &nbsp;</span></div>
					<div class="stl_01" style="top: 3.8319em; left:7.0854em;"><span class="stl_10 stl_08" style="font-style:italic; word-spacing:0.04em;">Estudio de métodos psicopedagógicos y su aporte en la motivación académica &nbsp;</span></div>
					<div class="stl_01" style="top: 5.8781em; left:7.0854em;"><span class="stl_17 stl_08" style="word-spacing:0.35em;">la orientación psicopedagógica no se inclina únicamente al campo educativo,</span><span class="stl_17 stl_08" style="word-spacing:0.29em;">&nbsp;sino &nbsp;</span></div>
					<div class="stl_01" style="top: 7.6114em; left:7.0854em;"><span class="stl_17 stl_08" style="word-spacing:0.21em;">también al ámbito</span><span class="stl_17 stl_08" style="word-spacing:0.22em;">&nbsp;social,</span><span class="stl_17 stl_08" style="word-spacing:0.18em;">&nbsp;porque es ahí</span><span class="stl_17 stl_08" style="word-spacing:0.17em;">&nbsp;donde</span><span class="stl_17 stl_08" style="word-spacing:0.21em;">&nbsp;se desenvuelve el</span><span class="stl_17 stl_08" style="word-spacing:0.21em;">&nbsp;individuo, donde</span><span class="stl_17 stl_08" style="word-spacing:0.17em;">&nbsp;la &nbsp;</span></div>
					<div class="stl_01" style="top: 9.3272em; left:7.0854em;"><span class="stl_17" style="word-spacing:-0.01em;">integración juega un papel esencial en las buenas relaciones interpersonales, donde el ser &nbsp;</span></div>
					<div class="stl_01" style="top: 11.0606em; left:7.0854em;"><span class="stl_17" style="word-spacing:-0.01em;">humano se coordina para poder interactuar en otros ámbitos, es decir, que un psicólogo o &nbsp;</span></div>
					<div class="stl_01" style="top: 12.7781em; left:7.0854em;"><span class="stl_17" style="word-spacing:-0.01em;">un psicopedagogo pueden orientar a un individuo para que pueda defenderse dentro de la &nbsp;</span></div>
					<div class="stl_01" style="top: 14.5131em; left:7.0854em;"><span class="stl_17" style="word-spacing:0.15em;">sociedad, defender sus pensamientos, sus opiniones, sus</span><span class="stl_17" style="word-spacing:0.15em;">&nbsp;criterios, sus ideologías,</span><span class="stl_17" style="word-spacing:0.15em;">&nbsp;sus &nbsp;</span></div>
					<div class="stl_01" style="top: 16.2297em; left:7.0854em;"><span class="stl_17 stl_09" style="word-spacing:0.17em;">derechos, etc<span class="stl_08">.</span></span><span class="stl_17 stl_09" style="word-spacing:0.15em;">&nbsp;Evidentement<span class="stl_08">e</span></span><span class="stl_17 stl_08" style="word-spacing:0.25em;">&nbsp;la psicopedagogía</span><span class="stl_17 stl_08" style="word-spacing:0.22em;">&nbsp;juega un papel importante</span><span class="stl_17 stl_08" style="word-spacing:0.22em;">&nbsp;dentro</span><span class="stl_17 stl_08" style="word-spacing:0.19em;">&nbsp;de &nbsp;</span></div>
					<div class="stl_01" style="top: 17.9631em; left:7.0854em;"><span class="stl_17" style="word-spacing:-0.01em;">muchos ámbitos. &nbsp;</span></div>
					<div class="stl_01" style="top: 19.6797em; left:7.0854em;"><span class="stl_17 stl_09" style="word-spacing:0.24em;">La intervención psicopedagógic<span class="stl_08">a</span></span><span class="stl_17 stl_08" style="word-spacing:0.34em;">&nbsp;ha recibido diversas denominaciones:</span><span class="stl_17" style="word-spacing:0.29em;">&nbsp;intervención &nbsp;</span></div>
					<div class="stl_01" style="top: 21.4131em; left:7.0854em;"><span class="stl_17 stl_08" style="word-spacing:0.29em;">psicoeducativa, pedagógica, psicológica, y sin que haya un</span><span class="stl_17 stl_08" style="word-spacing:0.27em;">&nbsp;total consenso, hay</span><span class="stl_17 stl_08" style="word-spacing:0.23em;">&nbsp;una &nbsp;</span></div>
					<div class="stl_01" style="top: 23.1322em; left:7.0854em;"><span class="stl_17" style="word-spacing:0.04em;">referencia más</span><span class="stl_17" style="word-spacing:0.03em;">&nbsp;común</span><span class="stl_17" style="word-spacing:0.03em;">&nbsp;a</span><span class="stl_17" style="word-spacing:0.04em;">&nbsp;lo</span><span class="stl_17" style="word-spacing:0.04em;">&nbsp;psicopedagógico, para</span><span class="stl_17" style="word-spacing:0.04em;">&nbsp;referirse a un</span><span class="stl_17" style="word-spacing:0.03em;">&nbsp;conjunto de</span><span class="stl_17" style="word-spacing:0.04em;">&nbsp;actividades &nbsp;</span></div>
					<div class="stl_01" style="top: 24.8656em; left:7.0854em;"><span class="stl_17 stl_09" style="word-spacing:-0.02em;">que contribuyen a dar solución a determinados problemas, prevenir la aparición<span class="stl_12">&nbsp;de otros, &nbsp;</span></span></div>
					<div class="stl_01" style="top: 26.5822em; left:7.0854em;"><span class="stl_17" style="word-spacing:0.02em;">colaborar con</span><span class="stl_17" style="word-spacing:0.03em;">&nbsp;las</span><span class="stl_17" style="word-spacing:0.03em;">&nbsp;instituciones para</span><span class="stl_17" style="word-spacing:0.04em;">&nbsp;que</span><span class="stl_17" style="word-spacing:0.02em;">&nbsp;las</span><span class="stl_17" style="word-spacing:0.03em;">&nbsp;labores de</span><span class="stl_17" style="word-spacing:0.04em;">&nbsp;enseñanza y</span><span class="stl_17" style="word-spacing:0.02em;">&nbsp;educación</span><span class="stl_17" style="word-spacing:0.03em;">&nbsp;sean</span><span class="stl_17" style="word-spacing:0.02em;">&nbsp;cada &nbsp;</span></div>
					<div class="stl_01" style="top: 28.3156em; left:7.0854em;"><span class="stl_17 stl_09" style="word-spacing:-0.01em;">vez más dirigidas a las necesidades de los alumnos y la sociedad en ge<span class="stl_12">neral. &nbsp;</span></span></div>
					<div class="stl_01" style="top: 30.0322em; left:7.0854em;"><span class="stl_17 stl_08" style="word-spacing:0.13em;">La concepción de intervención psicopedagógica como un proceso integrador e</span><span class="stl_17 stl_08" style="word-spacing:0.19em;">&nbsp;integral, &nbsp;</span></div>
					<div class="stl_01" style="top: 31.7647em; left:7.0854em;"><span class="stl_17" style="word-spacing:-0.01em;">supone la necesidad de identificar las acciones posibles según los objetivos y contextos a &nbsp;</span></div>
					<div class="stl_01" style="top: 33.4839em; left:7.0854em;"><span class="stl_17" style="word-spacing:0.1em;">los cuales se</span><span class="stl_17" style="word-spacing:0.11em;">&nbsp;dirige; diferentes</span><span class="stl_17" style="word-spacing:0.1em;">&nbsp;autores han aportado una</span><span class="stl_17" style="word-spacing:0.11em;">&nbsp;propuesta de principios</span><span class="stl_17" style="word-spacing:0.1em;">&nbsp;en</span><span class="stl_17" style="word-spacing:0.1em;">&nbsp;la &nbsp;</span></div>
					<div class="stl_01" style="top: 35.2172em; left:7.0854em;"><span class="stl_17" style="word-spacing:0.25em;">acción psicopedagógica: Principio de prevención: concibe la intervención como</span><span class="stl_17" style="word-spacing:0.23em;">&nbsp;un &nbsp;</span></div>
					<div class="stl_01" style="top: 36.9339em; left:7.0854em;"><span class="stl_17 stl_08" style="word-spacing:0.13em;">proceso que</span><span class="stl_17 stl_08" style="word-spacing:0.1em;">&nbsp;ha de anticiparse a situaciones</span><span class="stl_17 stl_08" style="word-spacing:0.06em;">&nbsp;que</span><span class="stl_17 stl_08" style="word-spacing:0.1em;">&nbsp;pueden</span><span class="stl_17 stl_08" style="word-spacing:0.1em;">&nbsp;entorpecer el</span><span class="stl_17 stl_08" style="word-spacing:0.14em;">&nbsp;desarrollo</span><span class="stl_17 stl_08" style="word-spacing:0.11em;">&nbsp;integral &nbsp;</span></div>
					<div class="stl_01" style="top: 38.6672em; left:7.0854em;"><span class="stl_17" style="word-spacing:0em;">de las personas. (Bisquerra, 2005) &nbsp;</span></div>
					<div class="stl_01" style="top: 40.3839em; left:7.0854em;"><span class="stl_17 stl_08" style="word-spacing:0.22em;">Con la prevención se busca impedir que</span><span class="stl_17 stl_08" style="word-spacing:0.22em;">&nbsp;un problema se presente, o prepararse</span><span class="stl_17 stl_08" style="word-spacing:0.19em;">&nbsp;para &nbsp;</span></div>
					<div class="stl_01" style="top: 42.1189em; left:7.0854em;"><span class="stl_17" style="word-spacing:0.32em;">contrarrestar sus efectos en caso de presentarse. La intervención preventiva debe &nbsp;</span></div>
					<div class="stl_01" style="top: 43.8356em; left:7.0854em;"><span class="stl_17" style="word-spacing:0.07em;">ejecutarse de</span><span class="stl_17" style="word-spacing:0.06em;">&nbsp;manera</span><span class="stl_17" style="word-spacing:0.07em;">&nbsp;grupal,</span><span class="stl_17" style="word-spacing:0.05em;">&nbsp;con</span><span class="stl_17" style="word-spacing:0.07em;">&nbsp;quienes no presenten desajustes</span><span class="stl_17" style="word-spacing:0.07em;">&nbsp;significativos, lo</span><span class="stl_17" style="word-spacing:0.06em;">&nbsp;que &nbsp;</span></div>
					<div class="stl_01" style="top: 45.5697em; left:7.0854em;"><span class="stl_17 stl_08" style="word-spacing:0.12em;">no excluye</span><span class="stl_17 stl_08" style="word-spacing:0.05em;">&nbsp;a</span><span class="stl_17 stl_08" style="word-spacing:0.05em;">&nbsp;los</span><span class="stl_17 stl_08" style="word-spacing:0.06em;">&nbsp;que</span><span class="stl_17 stl_08" style="word-spacing:0.09em;">&nbsp;puedan</span><span class="stl_17 stl_08" style="word-spacing:0.12em;">&nbsp;ser potencialmente</span><span class="stl_17 stl_08" style="word-spacing:0.05em;">&nbsp;una</span><span class="stl_17 stl_08" style="word-spacing:0.12em;">&nbsp;población</span><span class="stl_17 stl_08" style="word-spacing:0.08em;">&nbsp;en riesgo;</span><span class="stl_17 stl_08" style="word-spacing:0.07em;">&nbsp;por</span><span class="stl_17 stl_08" style="word-spacing:0.05em;">&nbsp;otra</span><span class="stl_17 stl_08" style="word-spacing:0.09em;">&nbsp;parte, &nbsp;</span></div>
					<div class="stl_01" style="top: 47.2856em; left:7.0854em;"><span class="stl_17 stl_08" style="word-spacing:0.17em;">se intenta reducir</span><span class="stl_17 stl_08" style="word-spacing:0.09em;">&nbsp;el</span><span class="stl_17 stl_08" style="word-spacing:0.13em;">&nbsp;número de casos</span><span class="stl_17 stl_08" style="word-spacing:0.1em;">&nbsp;de la</span><span class="stl_17 stl_08" style="word-spacing:0.17em;">&nbsp;población</span><span class="stl_17 stl_08" style="word-spacing:0.09em;">&nbsp;que</span><span class="stl_17 stl_08" style="word-spacing:0.14em;">&nbsp;pueda verse</span><span class="stl_17 stl_08" style="word-spacing:0.15em;">&nbsp;afectada</span><span class="stl_17 stl_08" style="word-spacing:0.11em;">&nbsp;por</span><span class="stl_17 stl_08" style="word-spacing:0.11em;">&nbsp;un &nbsp;</span></div>
					<div class="stl_01" style="top: 49.0189em; left:7.0854em;"><span class="stl_17 stl_08" style="word-spacing:0.17em;">fenómeno, ya sea de tipo personal o</span><span class="stl_17 stl_08" style="word-spacing:0.2em;">&nbsp;contextual,</span><span class="stl_17 stl_08" style="word-spacing:0.14em;">&nbsp;de</span><span class="stl_17 stl_08" style="word-spacing:0.15em;">&nbsp;tal manera</span><span class="stl_17 stl_08" style="word-spacing:0.15em;">&nbsp;que</span><span class="stl_17 stl_08" style="word-spacing:0.13em;">&nbsp;si</span><span class="stl_17 stl_08" style="word-spacing:0.15em;">&nbsp;no se logra</span><span class="stl_17 stl_08" style="word-spacing:0.13em;">&nbsp;una &nbsp;</span></div>
					<div class="stl_01" style="top: 50.7381em; left:7.0854em;"><span class="stl_17" style="word-spacing:-0.01em;">modificación de las condiciones del contexto, pueda ofrecerse una serie de competencias &nbsp;</span></div>
					<div class="stl_01" style="top: 52.4714em; left:7.0854em;"><span class="stl_17 stl_09" style="word-spacing:0em;">para desenvolverse de manera adaptativa, a pesar de las condiciones nocivas<span class="stl_12">. &nbsp;</span></span></div>
					<div class="stl_01" style="top: 54.1881em; left:7.0854em;"><span class="stl_17" style="word-spacing:0.04em;">Principio de</span><span class="stl_17" style="word-spacing:0.04em;">&nbsp;Desarrollo: las</span><span class="stl_17" style="word-spacing:0.03em;">&nbsp;concepciones</span><span class="stl_17" style="word-spacing:0.01em;">&nbsp;modernas</span><span class="stl_17" style="word-spacing:0.03em;">&nbsp;de</span><span class="stl_17" style="word-spacing:0.04em;">&nbsp;la intervención</span><span class="stl_17" style="word-spacing:0.04em;">&nbsp;psicopedagógica &nbsp;</span></div>
					<div class="stl_01" style="top: 55.9047em; left:7.0854em;"><span class="stl_17 stl_09" style="word-spacing:-0.05em;">han integrado este principio al de prevención, y esto cobra pertinencia si se tiene <span class="stl_08">en cuenta &nbsp;</span></span></div>
					<div class="stl_01" style="top: 57.6381em; left:7.0854em;"><span class="stl_17" style="word-spacing:0.27em;">que durante todas las etapas del ciclo</span><span class="stl_17" style="word-spacing:0.26em;">&nbsp;vital y en particular en la primera fase</span><span class="stl_17" style="word-spacing:0.26em;">&nbsp;de &nbsp;</span></div>
					<div class="stl_01" style="top: 59.3547em; left:7.0854em;"><span class="stl_17 stl_08" style="word-spacing:0.26em;">escolarización, el sujeto no sólo se enfrenta a los cambios propios de su desarrollo &nbsp;</span></div>
					<div class="stl_01" style="top: 61.0901em; left:7.0854em;"><span class="stl_17 stl_08" style="word-spacing:0.05em;">evolutivo, sino que surge un nuevo contexto de relaciones y exigencias a nivel cognitivo, &nbsp;</span></div>
					<div class="stl_01" style="top: 66.319em; left:42.1125em;"><span class="stl_20">6</span></div>
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src="data:image/png;base64,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alt="" class="stl_21" />
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					<div class="stl_01" style="top: 3.001em; left:7.0854em;"><span class="stl_22 stl_08" style="font-style:italic; word-spacing:0.01em;">Santana-Macías &amp; Navarrete-Mera (2019) &nbsp;</span></div>
					<div class="stl_01" style="top: 5.8781em; left:7.0854em;"><span class="stl_17" style="word-spacing:0.04em;">social y</span><span class="stl_17" style="word-spacing:0.03em;">&nbsp;comporta</span><span class="stl_17" style="word-spacing:0.04em;">&nbsp;mental para los</span><span class="stl_17" style="word-spacing:0.03em;">&nbsp;que</span><span class="stl_17" style="word-spacing:0.04em;">&nbsp;en</span><span class="stl_17" style="word-spacing:0.02em;">&nbsp;muchas</span><span class="stl_17" style="word-spacing:0.03em;">&nbsp;ocasiones el</span><span class="stl_17" style="word-spacing:0.04em;">&nbsp;sistema familiar</span><span class="stl_17" style="word-spacing:0.03em;">&nbsp;no lo</span><span class="stl_17" style="word-spacing:0.03em;">&nbsp;ha &nbsp;</span></div>
					<div class="stl_01" style="top: 7.6114em; left:7.0854em;"><span class="stl_17 stl_09">preparado<span class="stl_12">. &nbsp;</span></span></div>
					<div class="stl_01" style="top: 9.3272em; left:7.0854em;"><span class="stl_17 stl_08" style="word-spacing:0.32em;">Desde una perspectiva de desarrollo se postula que la meta de toda educación es &nbsp;</span></div>
					<div class="stl_01" style="top: 11.0606em; left:7.0854em;"><span class="stl_17 stl_08" style="word-spacing:0.17em;">incrementar y activar el desarrollo del potencial de la persona, mediante acciones</span><span class="stl_17 stl_08" style="word-spacing:0.12em;">&nbsp;que &nbsp;</span></div>
					<div class="stl_01" style="top: 12.7781em; left:7.0854em;"><span class="stl_17" style="word-spacing:-0.02em;">contribuyan a la estructuración de su personalidad, acrecentar capacidades, habilidades y &nbsp;</span></div>
					<div class="stl_01" style="top: 14.5131em; left:7.0854em;"><span class="stl_17" style="word-spacing:0.03em;">motivaciones, a</span><span class="stl_17 stl_08" style="word-spacing:0.1em;">&nbsp;partir</span><span class="stl_17 stl_08" style="word-spacing:0.05em;">&nbsp;de</span><span class="stl_17 stl_08" style="word-spacing:0.07em;">&nbsp;dos</span><span class="stl_17 stl_08" style="word-spacing:0.1em;">&nbsp;posiciones teóricas no</span><span class="stl_17" style="word-spacing:0.03em;">&nbsp;divergentes</span><span class="stl_17 stl_08" style="word-spacing:0.07em;">&nbsp;pero</span><span class="stl_17 stl_08" style="word-spacing:0.12em;">&nbsp;sí diferenciales:</span><span class="stl_17 stl_08" style="word-spacing:0.06em;">&nbsp;el &nbsp;</span></div>
					<div class="stl_01" style="top: 16.2297em; left:7.0854em;"><span class="stl_17" style="word-spacing:0.02em;">enfoque madurativo</span><span class="stl_17 stl_08" style="word-spacing:0.03em;">&nbsp;y</span><span class="stl_17 stl_08" style="word-spacing:0.02em;">&nbsp;el</span><span class="stl_17 stl_08" style="word-spacing:0.07em;">&nbsp;enfoque</span><span class="stl_17 stl_08" style="word-spacing:0.1em;">&nbsp;cognitivo;</span><span class="stl_17 stl_08" style="word-spacing:0.04em;">&nbsp;el</span><span class="stl_17 stl_08" style="word-spacing:0.07em;">&nbsp;primero</span><span class="stl_17 stl_08" style="word-spacing:0.08em;">&nbsp;postula</span><span class="stl_17 stl_08" style="word-spacing:0.03em;">&nbsp;la</span><span class="stl_17 stl_08" style="word-spacing:0.14em;">&nbsp;existencia</span><span class="stl_17 stl_08" style="word-spacing:0.03em;">&nbsp;de</span><span class="stl_17 stl_08" style="word-spacing:0.05em;">&nbsp;una</span><span class="stl_17 stl_08" style="word-spacing:0.05em;">&nbsp;serie &nbsp;</span></div>
					<div class="stl_01" style="top: 17.9631em; left:7.0854em;"><span class="stl_17" style="word-spacing:0.22em;">de etapas sucesivas en el proceso vital de toda persona, que van unidas a la</span><span class="stl_17" style="word-spacing:0.21em;">&nbsp;edad &nbsp;</span></div>
					<div class="stl_01" style="top: 19.6797em; left:7.0854em;"><span class="stl_17" style="word-spacing:0.05em;">cronológica, y por tanto, con fuerte</span><span class="stl_17" style="word-spacing:0.06em;">&nbsp;dependencia del componente biológico; el</span><span class="stl_17" style="word-spacing:0.06em;">&nbsp;segundo &nbsp;</span></div>
					<div class="stl_01" style="top: 21.4131em; left:7.0854em;"><span class="stl_17 stl_08" style="word-spacing:0.34em;">concede gran importancia a la experiencia y a la educación como promotoras de &nbsp;</span></div>
					<div class="stl_01" style="top: 23.1322em; left:7.0854em;"><span class="stl_17" style="word-spacing:0.2em;">desarrollo, el cual es definido como</span><span class="stl_17" style="word-spacing:0.19em;">&nbsp;el producto</span><span class="stl_17" style="word-spacing:0.2em;">&nbsp;de una construcción, es decir,</span><span class="stl_17" style="word-spacing:0.18em;">&nbsp;una &nbsp;</span></div>
					<div class="stl_01" style="top: 24.8656em; left:7.0854em;"><span class="stl_17 stl_08" style="word-spacing:0.19em;">consecuencia de la interacción del individuo</span><span class="stl_17 stl_08" style="word-spacing:0.15em;">&nbsp;con su</span><span class="stl_17 stl_08" style="word-spacing:0.16em;">&nbsp;entorno, que</span><span class="stl_17 stl_08" style="word-spacing:0.19em;">&nbsp;permite</span><span class="stl_17 stl_08" style="word-spacing:0.13em;">&nbsp;un</span><span class="stl_17 stl_08" style="word-spacing:0.19em;">&nbsp;progreso &nbsp;</span></div>
					<div class="stl_01" style="top: 26.5822em; left:7.0854em;"><span class="stl_17 stl_09" style="word-spacing:-0.01em;">organizado y jerárqui<span class="stl_12">co. &nbsp;</span></span></div>
					<div class="stl_01" style="top: 28.3156em; left:7.0854em;"><span class="stl_17" style="word-spacing:0.06em;">La mayoría de los</span><span class="stl_17" style="word-spacing:0.05em;">&nbsp;psicólogos interesados</span><span class="stl_17" style="word-spacing:0.03em;">&nbsp;en</span><span class="stl_17" style="word-spacing:0.05em;">&nbsp;el desarrollo,</span><span class="stl_17" style="word-spacing:0.03em;">&nbsp;están</span><span class="stl_17" style="word-spacing:0.05em;">&nbsp;de</span><span class="stl_17" style="word-spacing:0.04em;">&nbsp;acuerdo</span><span class="stl_17" style="word-spacing:0.09em;">&nbsp;en</span><span class="stl_17" style="word-spacing:0.05em;">&nbsp;que</span><span class="stl_17" style="word-spacing:0.04em;">&nbsp;este &nbsp;</span></div>
					<div class="stl_01" style="top: 30.0322em; left:7.0854em;"><span class="stl_17 stl_08" style="word-spacing:0.03em;">principio reúne ambas concepciones. Según Míller (1971), un enfoque no excluye al otro: &nbsp;</span></div>
					<div class="stl_01" style="top: 31.7647em; left:7.0854em;"><span class="stl_17 stl_08" style="word-spacing:0.11em;">por el contrario,</span><span class="stl_17 stl_08" style="word-spacing:0.09em;">&nbsp;cuando</span><span class="stl_17 stl_08" style="word-spacing:0.06em;">&nbsp;ambos</span><span class="stl_17 stl_08" style="word-spacing:0.05em;">&nbsp;se</span><span class="stl_17 stl_08" style="word-spacing:0.07em;">&nbsp;toman</span><span class="stl_17 stl_08" style="word-spacing:0.02em;">&nbsp;en</span><span class="stl_17 stl_08" style="word-spacing:0.09em;">&nbsp;cuenta</span><span class="stl_17 stl_08" style="word-spacing:0.04em;">&nbsp;es</span><span class="stl_17 stl_08" style="word-spacing:0.09em;">&nbsp;posible</span><span class="stl_17 stl_08" style="word-spacing:0.1em;">&nbsp;una adecuada</span><span class="stl_17" style="word-spacing:0.04em;">&nbsp;flexibilidad &nbsp;</span></div>
					<div class="stl_01" style="top: 33.4839em; left:7.0854em;"><span class="stl_17 stl_08" style="word-spacing:0.07em;">teórica y, por lo tanto, una intervención integral. &nbsp;</span></div>
					<div class="stl_01" style="top: 35.2172em; left:7.0854em;"><span class="stl_17 stl_08" style="word-spacing:0.31em;">Principio de acción social: definido como la posibilidad de que el sujeto haga</span><span class="stl_17 stl_08" style="word-spacing:0.27em;">&nbsp;un &nbsp;</span></div>
					<div class="stl_01" style="top: 36.9339em; left:7.0854em;"><span class="stl_17 stl_09" style="word-spacing:0.1em;">reconocimiento de variable<span class="stl_08">s</span></span><span class="stl_17" style="word-spacing:0.09em;">&nbsp;contextuales</span><span class="stl_17 stl_08" style="word-spacing:0.09em;">&nbsp;y</span><span class="stl_17 stl_08" style="word-spacing:0.12em;">&nbsp;de</span><span class="stl_17 stl_08" style="word-spacing:0.14em;">&nbsp;esta manera</span><span class="stl_17 stl_08" style="word-spacing:0.14em;">&nbsp;hacer uso de</span><span class="stl_17" style="word-spacing:0.09em;">&nbsp;competencias &nbsp;</span></div>
					<div class="stl_01" style="top: 38.6672em; left:7.0854em;"><span class="stl_17 stl_08" style="word-spacing:0.26em;">adquiridas en la</span><span class="stl_17 stl_08" style="word-spacing:0.26em;">&nbsp;intervención, para adaptarse y hacer frente a estas en su</span><span class="stl_17 stl_08" style="word-spacing:0.29em;">&nbsp;constante &nbsp;</span></div>
					<div class="stl_01" style="top: 40.3839em; left:7.0854em;"><span class="stl_17">transformación. &nbsp;</span></div>
					<div class="stl_01" style="top: 42.1189em; left:7.0854em;"><span class="stl_17" style="word-spacing:-0.02em;">Según estas concepciones, la intervención psicopedagógica requiere trabajar con quienes &nbsp;</span></div>
					<div class="stl_01" style="top: 43.8356em; left:7.0854em;"><span class="stl_17" style="word-spacing:-0.03em;">tienen desajustes significativos, y hacer desarrollar las potencialidades de cada estudiante &nbsp;</span></div>
					<div class="stl_01" style="top: 45.5697em; left:7.0854em;"><span class="stl_17" style="word-spacing:0.07em;">de acuerdo a sus</span><span class="stl_17" style="word-spacing:0.06em;">&nbsp;destrezas y</span><span class="stl_17" style="word-spacing:0.07em;">&nbsp;habilidades, para esto</span><span class="stl_17" style="word-spacing:0.05em;">&nbsp;es</span><span class="stl_17" style="word-spacing:0.06em;">&nbsp;importante</span><span class="stl_17" style="word-spacing:0.07em;">&nbsp;y necesario aplicar</span><span class="stl_17" style="word-spacing:0.07em;">&nbsp;el &nbsp;</span></div>
					<div class="stl_01" style="top: 47.2856em; left:7.0854em;"><span class="stl_17 stl_08" style="word-spacing:0.17em;">principio de</span><span class="stl_17 stl_08" style="word-spacing:0.14em;">&nbsp;desarrollo, que es</span><span class="stl_17 stl_08" style="word-spacing:0.1em;">&nbsp;el</span><span class="stl_17 stl_08" style="word-spacing:0.15em;">&nbsp;que permitirá un incremento de conocimientos</span><span class="stl_17 stl_08" style="word-spacing:0.09em;">&nbsp;y</span><span class="stl_17 stl_08" style="word-spacing:0.09em;">&nbsp;una &nbsp;</span></div>
					<div class="stl_01" style="top: 49.0189em; left:7.0854em;"><span class="stl_17" style="word-spacing:0.01em;">mejora comportamental en los estudiantes de acuerdo a la edad y al nivel de estudio; así &nbsp;</span></div>
					<div class="stl_01" style="top: 50.7381em; left:7.0854em;"><span class="stl_17 stl_08" style="word-spacing:0.3em;">mismo el principio de acción</span><span class="stl_17 stl_08" style="word-spacing:0.3em;">&nbsp;social donde los estudiantes aplicarán todos</span><span class="stl_17 stl_08" style="word-spacing:0.36em;">&nbsp;aquellos &nbsp;</span></div>
					<div class="stl_01" style="top: 52.4714em; left:7.0854em;"><span class="stl_17 stl_08" style="word-spacing:0.33em;">conocimientos teóricos, axiológicos y del comportamiento que ha logrado</span><span class="stl_17 stl_08" style="word-spacing:0.33em;">&nbsp;adquirir. &nbsp;</span></div>
					<div class="stl_01" style="top: 54.1881em; left:7.0854em;"><span class="stl_17" style="word-spacing:0em;">(Henao, 2006) &nbsp;</span></div>
					<div class="stl_01" style="top: 56.9047em; left:7.0854em;"><span class="stl_11 stl_08" style="font-weight:bold; word-spacing:0.1em;">LO METODOLÓGICO EN PSICOPEDAGOGÍA &nbsp;</span></div>
					<div class="stl_01" style="top: 59.6381em; left:7.0854em;"><span class="stl_17 stl_08" style="word-spacing:0.01em;">La comprensión vinculada al método y a la metodología al interior de lo psicopedagógico, &nbsp;</span></div>
					<div class="stl_01" style="top: 61.3568em; left:7.0854em;"><span class="stl_17" style="word-spacing:0.22em;">sugiere indagar</span><span class="stl_17" style="word-spacing:0.21em;">&nbsp;en los desarrollos operativos y en las dimensiones</span><span class="stl_17" style="word-spacing:0.21em;">&nbsp;implícitas en</span><span class="stl_17" style="word-spacing:0.21em;">&nbsp;su &nbsp;</span></div>
					<div class="stl_01" style="top: 63.0901em; left:7.0854em;"><span class="stl_17 stl_08" style="word-spacing:0.2em;">configuración. Para la filosofía y la psicología</span><span class="stl_17 stl_08" style="word-spacing:0.15em;">&nbsp;</span><span class="stl_26" style="word-spacing:0.12em;">–</span><span class="stl_17" style="word-spacing:0.15em;">construccionista</span><span class="stl_26" style="word-spacing:0.15em;">–</span><span class="stl_26 stl_08" style="word-spacing:0.17em;">&nbsp;la relación</span><span class="stl_26 stl_08" style="word-spacing:0.19em;">&nbsp;‘método &nbsp;</span></div>
					<div class="stl_01" style="top: 65.2856em; left:42.1125em;"><span class="stl_20">7</span></div>
				</div>
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				<img src="data:image/png;base64,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alt="" class="stl_25" />
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				<div class="stl_05 stl_06">
					<div class="stl_01" style="top: 2.8819em; left:7.0854em;"><span class="stl_07 stl_08" style="word-spacing:0.08em;">Revista Científica SAPIENTIAE.</span><span class="stl_07 stl_08" style="word-spacing:0.04em;">&nbsp;Vol</span><span class="stl_07 stl_08" style="word-spacing:0.02em;">&nbsp;2, Num</span><span class="stl_07 stl_08" style="word-spacing:0.02em;">&nbsp;3</span><span class="stl_07 stl_08" style="word-spacing:0.01em;">&nbsp;(ene</span><span class="stl_07 stl_08" style="word-spacing:0.02em;">&nbsp;-</span><span class="stl_07 stl_09" style="word-spacing:-0.01em;">&nbsp;ju<span class="stl_08">n</span></span><span class="stl_07 stl_08" style="word-spacing:0.03em;">&nbsp;2019)</span><span class="stl_07 stl_08" style="word-spacing:0.03em;">&nbsp;ISSN:</span><span class="stl_07 stl_08" style="word-spacing:0.05em;">&nbsp;2600-6030 &nbsp;</span></div>
					<div class="stl_01" style="top: 3.8319em; left:7.0854em;"><span class="stl_10 stl_08" style="font-style:italic; word-spacing:0.04em;">Estudio de métodos psicopedagógicos y su aporte en la motivación académica &nbsp;</span></div>
					<div class="stl_01" style="top: 5.8781em; left:7.0854em;"><span class="stl_26" style="word-spacing:0.05em;">metodología’ establece una vinculación explícita con</span><span class="stl_26 stl_08" style="word-spacing:0.05em;">&nbsp;la</span><span class="stl_26" style="word-spacing:0.04em;">&nbsp;construcción</span><span class="stl_26 stl_08" style="word-spacing:0.08em;">&nbsp;del</span><span class="stl_26" style="word-spacing:0.04em;">&nbsp;conocimiento, &nbsp;</span></div>
					<div class="stl_01" style="top: 7.6114em; left:7.0854em;"><span class="stl_17 stl_09" style="word-spacing:0em;">mientras que, para el dominio sociológico, la metodología devela un estatus más g<span class="stl_12">eneral &nbsp;</span></span></div>
					<div class="stl_01" style="top: 9.3272em; left:7.0854em;"><span class="stl_17 stl_08" style="word-spacing:0.14em;">que abarca</span><span class="stl_17 stl_08" style="word-spacing:0.06em;">&nbsp;al</span><span class="stl_17 stl_08" style="word-spacing:0.12em;">&nbsp;método.</span><span class="stl_17 stl_08" style="word-spacing:0.05em;">&nbsp;La</span><span class="stl_17 stl_08" style="word-spacing:0.1em;">&nbsp;primera, se expresa en</span><span class="stl_17 stl_08" style="word-spacing:0.12em;">&nbsp;términos</span><span class="stl_17 stl_08" style="word-spacing:0.06em;">&nbsp;de</span><span class="stl_17 stl_08" style="word-spacing:0.1em;">&nbsp;un concepto</span><span class="stl_17 stl_09" style="word-spacing:0.03em;">&nbsp;globalizador<span class="stl_08">, &nbsp;</span></span></div>
					<div class="stl_01" style="top: 11.0606em; left:7.0854em;"><span class="stl_17" style="word-spacing:0.08em;">refiriendo a diversas</span><span class="stl_17" style="word-spacing:0.06em;">&nbsp;clases de</span><span class="stl_17" style="word-spacing:0.08em;">&nbsp;métodos</span><span class="stl_17" style="word-spacing:0.07em;">&nbsp;y formas particulares de</span><span class="stl_17" style="word-spacing:0.07em;">&nbsp;conocer. Si se</span><span class="stl_17" style="word-spacing:0.07em;">&nbsp;atiende &nbsp;</span></div>
					<div class="stl_01" style="top: 12.7781em; left:7.0854em;"><span class="stl_17 stl_08" style="word-spacing:0.28em;">explícitamente a la conceptualización clásica referida al método, se observa que, el &nbsp;</span></div>
					<div class="stl_01" style="top: 14.5131em; left:7.0854em;"><span class="stl_17" style="word-spacing:-0.06em;">terreno psicopedagógico carece de un conjunto de reglas claras, bien definidas y explícitas &nbsp;</span></div>
					<div class="stl_01" style="top: 16.2297em; left:7.0854em;"><span class="stl_17 stl_08" style="word-spacing:0.17em;">ligadas a</span><span class="stl_17 stl_08" style="word-spacing:0.18em;">&nbsp;la construcción del conocimiento y a</span><span class="stl_17 stl_08" style="word-spacing:0.16em;">&nbsp;la formación</span><span class="stl_17 stl_08" style="word-spacing:0.16em;">&nbsp;de su método</span><span class="stl_17 stl_08" style="word-spacing:0.24em;">&nbsp;(González, &nbsp;</span></div>
					<div class="stl_01" style="top: 17.9631em; left:7.0854em;"><span class="stl_17">2</span></div>
					<div class="stl_01" style="top: 17.9631em; left:7.5854em;"><span class="stl_17" style="word-spacing:0.49em;">019). Si bien, lo psicopedagógico en términos metodológicos demuestra una &nbsp;</span></div>
					<div class="stl_01" style="top: 19.6797em; left:7.0854em;"><span class="stl_17" style="word-spacing:0.07em;">estructuración polifónica, integrada por complejas</span><span class="stl_17 stl_08" style="word-spacing:0.12em;">&nbsp;influencias y</span><span class="stl_17 stl_08" style="word-spacing:0.16em;">&nbsp;conceptos extraídos</span><span class="stl_17 stl_08" style="word-spacing:0.08em;">&nbsp;de &nbsp;</span></div>
					<div class="stl_01" style="top: 21.4131em; left:7.0854em;"><span class="stl_17 stl_08" style="word-spacing:0.03em;">diversos campos del conocimiento. Coexiste un alto tráfico de información, convergiendo &nbsp;</span></div>
					<div class="stl_01" style="top: 23.1322em; left:7.0854em;"><span class="stl_17" style="word-spacing:0.08em;">en él, múltiples</span><span class="stl_17" style="word-spacing:0.08em;">&nbsp;diseños metodológicos,</span><span class="stl_17" style="word-spacing:0.09em;">&nbsp;lo que devela que sus</span><span class="stl_17" style="word-spacing:0.08em;">&nbsp;conceptos son</span><span class="stl_17" style="word-spacing:0.09em;">&nbsp;flexibles, &nbsp;</span></div>
					<div class="stl_01" style="top: 24.8656em; left:7.0854em;"><span class="stl_17" style="word-spacing:0.07em;">poseen la capacidad de movilizarse entre diversos</span><span class="stl_17" style="word-spacing:0.06em;">&nbsp;dispositivos metodológicos,</span><span class="stl_17" style="word-spacing:0.07em;">&nbsp;creando &nbsp;</span></div>
					<div class="stl_01" style="top: 26.5822em; left:7.0854em;"><span class="stl_17" style="word-spacing:0.17em;">singulares condiciones de adecuación.</span><span class="stl_17" style="word-spacing:0.15em;">&nbsp;Método</span><span class="stl_17" style="word-spacing:0.18em;">&nbsp;y metodología en Psicopedagogía,</span><span class="stl_17" style="word-spacing:0.17em;">&nbsp;no &nbsp;</span></div>
					<div class="stl_01" style="top: 28.3156em; left:7.0854em;"><span class="stl_17" style="word-spacing:0.63em;">logran trascender la dimensión referida a su actividad cognitiva, desde el &nbsp;</span></div>
					<div class="stl_01" style="top: 30.0322em; left:7.0854em;"><span class="stl_17" style="word-spacing:0.15em;">redescubrimiento de su objeto en tanto</span><span class="stl_17" style="word-spacing:0.14em;">&nbsp;condición</span><span class="stl_17" style="word-spacing:0.15em;">&nbsp;intersticial y fronteriza, su</span><span class="stl_17" style="word-spacing:0.15em;">&nbsp;función &nbsp;</span></div>
					<div class="stl_01" style="top: 31.7647em; left:7.0854em;"><span class="stl_17 stl_09" style="word-spacing:0em;">refiere a procesos de conocimiento y transformación<span class="stl_12">. &nbsp;</span></span></div>
					<div class="stl_01" style="top: 34.4839em; left:7.0854em;"><span class="stl_11" style="font-weight:bold; word-spacing:-0.01em;">LOS MÉTODOS PSICOPEDAGÓGICOS &nbsp;</span></div>
					<div class="stl_01" style="top: 37.2172em; left:7.0854em;"><span class="stl_17" style="word-spacing:0.19em;">La adquisición de la profesionalidad por parte de los docentes tiene que basarse en &nbsp;</span></div>
					<div class="stl_01" style="top: 38.9339em; left:7.0854em;"><span class="stl_17" style="word-spacing:0.29em;">formación escolar de tipo educativo, formación pedagógica con la adquisición de &nbsp;</span></div>
					<div class="stl_01" style="top: 40.6672em; left:7.0854em;"><span class="stl_17" style="word-spacing:0.17em;">competencia de las ciencias humanas y</span><span class="stl_17" style="word-spacing:0.15em;">&nbsp;específicas,</span><span class="stl_17" style="word-spacing:0.16em;">&nbsp;la actualización</span><span class="stl_17" style="word-spacing:0.16em;">&nbsp;psicopedagógica &nbsp;</span></div>
					<div class="stl_01" style="top: 42.3864em; left:7.0854em;"><span class="stl_17" style="word-spacing:0.26em;">(principio y fin de cada año escolar) y</span><span class="stl_17" style="word-spacing:0.26em;">&nbsp;la Experimentación didáctica, de</span><span class="stl_17" style="word-spacing:0.26em;">&nbsp;procesos &nbsp;</span></div>
					<div class="stl_01" style="top: 44.1189em; left:7.0854em;"><span class="stl_17 stl_08" style="word-spacing:0.05em;">educativos y programas formativos con metodologías científicas (después de tres años de &nbsp;</span></div>
					<div class="stl_01" style="top: 45.8364em; left:7.0854em;"><span class="stl_17" style="word-spacing:-0.02em;">enseñanza) (Presutti, s.f.). La especialización profesional, se basa en la adquisición de: la &nbsp;</span></div>
					<div class="stl_01" style="top: 47.5689em; left:7.0854em;"><span class="stl_17" style="word-spacing:-0.06em;">conciencia de las estrategias de conocimiento, de los estilos de aprendizaje y de la relación &nbsp;</span></div>
					<div class="stl_01" style="top: 49.2864em; left:7.0854em;"><span class="stl_17" style="word-spacing:0.06em;">educativa; competencias</span><span class="stl_17" style="word-spacing:0.06em;">&nbsp;y metodologías</span><span class="stl_17" style="word-spacing:0.05em;">&nbsp;psicopedagógicas</span><span class="stl_17" style="word-spacing:0.06em;">&nbsp;y didácticas. Las</span><span class="stl_17" style="word-spacing:0.07em;">&nbsp;estrategias &nbsp;</span></div>
					<div class="stl_01" style="top: 51.0214em; left:7.0854em;"><span class="stl_17 stl_08" style="word-spacing:0.34em;">adquiridas espontaneas y la experiencia educativa se estructuran en metodología</span><span class="stl_17 stl_08" style="word-spacing:0.27em;">&nbsp;e &nbsp;</span></div>
					<div class="stl_01" style="top: 52.7381em; left:7.0854em;"><span class="stl_17" style="word-spacing:0.08em;">instrumento profesionales</span><span class="stl_17" style="word-spacing:0.09em;">&nbsp;que permiten:</span><span class="stl_17" style="word-spacing:0.06em;">&nbsp;desarrollar</span><span class="stl_17" style="word-spacing:0.07em;">&nbsp;la personalidad</span><span class="stl_17" style="word-spacing:0.09em;">&nbsp;del niño,</span><span class="stl_17" style="word-spacing:0.07em;">&nbsp;estimular &nbsp;</span></div>
					<div class="stl_01" style="top: 54.4714em; left:7.0854em;"><span class="stl_17" style="word-spacing:0em;">las habilidades de aprendizaje y construir itinerarios didácticos personalizados. &nbsp;</span></div>
					<div class="stl_01" style="top: 56.1881em; left:7.0854em;"><span class="stl_17 stl_08" style="word-spacing:0.16em;">La metodología psicológica y las</span><span class="stl_17 stl_08" style="word-spacing:0.16em;">&nbsp;técnicas didácticas para</span><span class="stl_17 stl_08" style="word-spacing:0.11em;">&nbsp;la</span><span class="stl_17" style="word-spacing:0.07em;">&nbsp;construcción</span><span class="stl_17 stl_08" style="word-spacing:0.11em;">&nbsp;de los</span><span class="stl_17 stl_08" style="word-spacing:0.13em;">&nbsp;temas &nbsp;</span></div>
					<div class="stl_01" style="top: 57.9047em; left:7.0854em;"><span class="stl_17 stl_09" style="word-spacing:-0.01em;">psicosociales en las escuelas <span class="stl_12">son: &nbsp;</span></span></div>
					<div class="stl_01" style="top: 59.6071em; left:8.585em;"><span class="stl_24">•</span></div>
					<div class="stl_01" style="top: 61.4092em; left:8.585em;"><span class="stl_24">•</span></div>
					<div class="stl_01" style="top: 59.7214em; left:10.0875em;"><span class="stl_17 stl_08" style="word-spacing:0.08em;">La construcción de una comunidad educadora. &nbsp;</span></div>
					<div class="stl_01" style="top: 61.5235em; left:10.0875em;"><span class="stl_17" style="word-spacing:0em;">La estructuración de comunidades educativas. &nbsp;</span></div>
					<div class="stl_01" style="top: 66.319em; left:42.1125em;"><span class="stl_20">8</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_21" />
			</div>
			<div class="stl_view">
				<div class="stl_05 stl_06">
					<div class="stl_01" style="top: 3.001em; left:7.0854em;"><span class="stl_22 stl_08" style="font-style:italic; word-spacing:0.01em;">Santana-Macías &amp; Navarrete-Mera (2019) &nbsp;</span></div>
					<div class="stl_01" style="top: 5.8471em; left:8.585em;"><span class="stl_24">•</span></div>
					<div class="stl_01" style="top: 9.3796em; left:8.585em;"><span class="stl_24">•</span></div>
					<div class="stl_01" style="top: 5.9614em; left:10.0875em;"><span class="stl_17 stl_08" style="word-spacing:0.08em;">La capacidad de observar o registrar el comportamiento del niño y las dinámicas &nbsp;</span></div>
					<div class="stl_01" style="top: 7.6781em; left:10.0875em;"><span class="stl_17 stl_09" style="word-spacing:0.01em;">del ambiente educativo<span class="stl_08">. &nbsp;</span></span></div>
					<div class="stl_01" style="top: 9.4939em; left:10.0875em;"><span class="stl_17" style="word-spacing:0.21em;">La comprensión de los roles escolares y la interacción de los grupos en las &nbsp;</span></div>
					<div class="stl_01" style="top: 11.1947em; left:10.0875em;"><span class="stl_17 stl_09" style="word-spacing:-0.01em;">relaciones de las clases<span class="stl_12">. &nbsp;</span></span></div>
					<div class="stl_01" style="top: 12.9281em; left:7.0854em;"><span class="stl_17" style="word-spacing:-0.05em;">El campo de la intervención psicoeducativa constituye, históricamente, un espacio común &nbsp;</span></div>
					<div class="stl_01" style="top: 14.6464em; left:7.0854em;"><span class="stl_17" style="word-spacing:0.24em;">de intervención de diversas profesiones -especialistas en educación</span><span class="stl_17" style="word-spacing:0.22em;">&nbsp;con</span><span class="stl_17" style="word-spacing:0.23em;">&nbsp;orientación &nbsp;</span></div>
					<div class="stl_01" style="top: 16.3797em; left:7.0854em;"><span class="stl_17" style="word-spacing:0.48em;">psicosociológica y de psicólogos con especialidad educacional- por lo que la &nbsp;</span></div>
					<div class="stl_01" style="top: 18.0964em; left:7.0854em;"><span class="stl_17" style="word-spacing:0.13em;">denominación de</span><span class="stl_17 stl_09" style="word-spacing:0.16em;">&nbsp;psicopedagogía<span class="stl_08">,</span></span><span class="stl_17 stl_08" style="word-spacing:0.18em;">&nbsp;surge como</span><span class="stl_17 stl_08" style="word-spacing:0.22em;">&nbsp;necesidad de unificar</span><span class="stl_17 stl_08" style="word-spacing:0.15em;">&nbsp;la</span><span class="stl_17 stl_08" style="word-spacing:0.24em;">&nbsp;formación</span><span class="stl_17 stl_08" style="word-spacing:0.16em;">&nbsp;del &nbsp;</span></div>
					<div class="stl_01" style="top: 19.8297em; left:7.0854em;"><span class="stl_17 stl_08" style="word-spacing:0.26em;">conjunto de</span><span class="stl_17 stl_08" style="word-spacing:0.26em;">&nbsp;profesionales que interviene en el campo psicoeducativo, focalizando</span><span class="stl_17 stl_08" style="word-spacing:0.19em;">&nbsp;el &nbsp;</span></div>
					<div class="stl_01" style="top: 21.5464em; left:7.0854em;"><span class="stl_17 stl_09" style="word-spacing:0em;">estudio de los procesos de enseñanza y aprendizaje. (Coll, 198<span class="stl_12">9) &nbsp;</span></span></div>
					<div class="stl_01" style="top: 23.2822em; left:7.0854em;"><span class="stl_17 stl_08" style="word-spacing:0.55em;">Cuando se intenta una reflexión conceptual acerca de los contextos prácticos &nbsp;</span></div>
					<div class="stl_01" style="top: 24.9989em; left:7.0854em;"><span class="stl_17" style="word-spacing:0.43em;">psicopedagógicos, procurando identificar denominadores comunes a prácticas en &nbsp;</span></div>
					<div class="stl_01" style="top: 26.7322em; left:7.0854em;"><span class="stl_17" style="word-spacing:-0.03em;">apariencia disímiles; el rasgo distintivo que surge es la heterogenidad porque el campo de &nbsp;</span></div>
					<div class="stl_01" style="top: 28.4489em; left:7.0854em;"><span class="stl_17 stl_08" style="word-spacing:0.1em;">la intervención psicopedagógica se caracteriza por: &nbsp;</span></div>
					<div class="stl_01" style="top: 30.1814em; left:8.585em;"><span class="stl_26">•</span></div>
					<div class="stl_01" style="top: 30.1814em; left:10.0875em;"><span class="stl_17" style="word-spacing:-0.03em;">Una progresiva acumulación de funciones ya que la configuración profesional del &nbsp;</span></div>
					<div class="stl_01" style="top: 31.8989em; left:10.0875em;"><span class="stl_17 stl_08" style="word-spacing:0.09em;">quehacer psicopedagógico se fue delimitando mediante la realización de tareas y &nbsp;</span></div>
					<div class="stl_01" style="top: 33.6339em; left:10.0875em;"><span class="stl_17 stl_09" style="word-spacing:0em;">funciones múltiples. (Coll, 1989<span class="stl_12">) &nbsp;</span></span></div>
					<div class="stl_01" style="top: 35.3687em; left:8.585em;"><span class="stl_27">•</span></div>
					<div class="stl_01" style="top: 35.5172em; left:10.0875em;"><span class="stl_17" style="word-spacing:0.05em;">Diversidad y heterogeneidad disciplinaria</span><span class="stl_17 stl_08" style="word-spacing:0.06em;">&nbsp;en</span><span class="stl_17 stl_08" style="word-spacing:0.1em;">&nbsp;la formación para la</span><span class="stl_17" style="word-spacing:0.05em;">&nbsp;interpretación &nbsp;</span></div>
					<div class="stl_01" style="top: 37.2339em; left:10.0875em;"><span class="stl_17 stl_08" style="word-spacing:0.68em;">y la intervención psicopedagógica. Una característica de los procesos &nbsp;</span></div>
					<div class="stl_01" style="top: 38.9672em; left:10.0875em;"><span class="stl_17" style="word-spacing:0.02em;">psicoeducativos es la complejidad estructural y funcional, que sólo es explicable &nbsp;</span></div>
					<div class="stl_01" style="top: 40.6839em; left:10.0875em;"><span class="stl_17 stl_09" style="word-spacing:0em;">desde ópticas disciplinarias diversa<span class="stl_12">s. &nbsp;</span></span></div>
					<div class="stl_01" style="top: 43.4197em; left:7.0854em;"><span class="stl_11" style="font-weight:bold; word-spacing:-0.01em;">LA MOTIVACIÓN &nbsp;</span></div>
					<div class="stl_01" style="top: 46.1364em; left:7.0854em;"><span class="stl_17 stl_08" style="word-spacing:0.12em;">La motivación es</span><span class="stl_17 stl_08" style="word-spacing:0.06em;">&nbsp;el</span><span class="stl_17 stl_08" style="word-spacing:0.11em;">&nbsp;eje principal de cualquier</span><span class="stl_17 stl_08" style="word-spacing:0.1em;">&nbsp;conducta del ser humano, lo que</span><span class="stl_17 stl_08" style="word-spacing:0.12em;">&nbsp;permite &nbsp;</span></div>
					<div class="stl_01" style="top: 47.8531em; left:7.0854em;"><span class="stl_17" style="word-spacing:0.34em;">provocar cambios personales y en el ambiente educativo. Para</span><span class="stl_17" style="word-spacing:0.37em;">&nbsp;Nuñez (1996)</span><span class="stl_17" style="word-spacing:0.36em;">&nbsp;la &nbsp;</span></div>
					<div class="stl_01" style="top: 49.5864em; left:7.0854em;"><span class="stl_17" style="word-spacing:0.09em;">motivación no es</span><span class="stl_17" style="word-spacing:0.09em;">&nbsp;un proceso unitario, sino que</span><span class="stl_17" style="word-spacing:0.1em;">&nbsp;abarca componentes</span><span class="stl_17" style="word-spacing:0.08em;">&nbsp;muy diversos</span><span class="stl_17" style="word-spacing:0.08em;">&nbsp;que &nbsp;</span></div>
					<div class="stl_01" style="top: 51.3047em; left:7.0854em;"><span class="stl_17" style="word-spacing:0.08em;">ninguna de las</span><span class="stl_17" style="word-spacing:0.07em;">&nbsp;teorías elaboradas hasta</span><span class="stl_17" style="word-spacing:0.07em;">&nbsp;el</span><span class="stl_17" style="word-spacing:0.06em;">&nbsp;momento</span><span class="stl_17" style="word-spacing:0.07em;">&nbsp;ha conseguido integrar, de ahí</span><span class="stl_17" style="word-spacing:0.06em;">&nbsp;que &nbsp;</span></div>
					<div class="stl_01" style="top: 53.0381em; left:7.0854em;"><span class="stl_17" style="word-spacing:0.07em;">uno de los</span><span class="stl_17" style="word-spacing:0.06em;">&nbsp;mayores retos de</span><span class="stl_17" style="word-spacing:0.07em;">&nbsp;los</span><span class="stl_17" style="word-spacing:0.07em;">&nbsp;investigadores sea</span><span class="stl_17" style="word-spacing:0.07em;">&nbsp;el tratar de precisar y clarificar</span><span class="stl_17" style="word-spacing:0.05em;">&nbsp;qué &nbsp;</span></div>
					<div class="stl_01" style="top: 54.7547em; left:7.0854em;"><span class="stl_17" style="word-spacing:0.08em;">elementos o constructos se</span><span class="stl_17" style="word-spacing:0.08em;">&nbsp;engloban dentro de este amplio y complejo proceso que</span><span class="stl_17" style="word-spacing:0.08em;">&nbsp;se &nbsp;</span></div>
					<div class="stl_01" style="top: 56.4881em; left:7.0854em;"><span class="stl_17" style="word-spacing:0em;">etiqueta como motivación. &nbsp;</span></div>
					<div class="stl_01" style="top: 59.9366em; left:10.0375em;"><span class="stl_28 stl_08" style="word-spacing:0.22em;">Si nos trasladamos al contexto escolar y consideramos el carácter intencional de la conducta &nbsp;</span></div>
					<div class="stl_01" style="top: 61.372em; left:10.0375em;"><span class="stl_28 stl_08" style="word-spacing:0.06em;">humana, parece bastante evidente que las actitudes, percepciones, expectativas y representaciones &nbsp;</span></div>
					<div class="stl_01" style="top: 62.8053em; left:10.0375em;"><span class="stl_28 stl_08" style="word-spacing:0.11em;">que tenga el</span><span class="stl_28 stl_08" style="word-spacing:0.11em;">&nbsp;estudiante de sí mismo,</span><span class="stl_28 stl_08" style="word-spacing:0.08em;">&nbsp;de la</span><span class="stl_28 stl_08" style="word-spacing:0.12em;">&nbsp;tarea</span><span class="stl_28 stl_08" style="word-spacing:0.07em;">&nbsp;a</span><span class="stl_28 stl_08" style="word-spacing:0.1em;">&nbsp;realizar,</span><span class="stl_28 stl_08" style="word-spacing:0.09em;">&nbsp;y</span><span class="stl_28 stl_08" style="word-spacing:0.09em;">&nbsp;de</span><span class="stl_28 stl_08" style="word-spacing:0.07em;">&nbsp;las</span><span class="stl_28 stl_08" style="word-spacing:0.09em;">&nbsp;metas que</span><span class="stl_28 stl_08" style="word-spacing:0.13em;">&nbsp;pretende</span><span class="stl_28 stl_08" style="word-spacing:0.13em;">&nbsp;alcanzar &nbsp;</span></div>
					<div class="stl_01" style="top: 65.2856em; left:42.1125em;"><span class="stl_20">9</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_25" />
			</div>
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				<div class="stl_05 stl_06">
					<div class="stl_01" style="top: 2.8819em; left:7.0854em;"><span class="stl_07 stl_08" style="word-spacing:0.08em;">Revista Científica SAPIENTIAE.</span><span class="stl_07 stl_08" style="word-spacing:0.04em;">&nbsp;Vol</span><span class="stl_07 stl_08" style="word-spacing:0.02em;">&nbsp;2, Num</span><span class="stl_07 stl_08" style="word-spacing:0.02em;">&nbsp;3</span><span class="stl_07 stl_08" style="word-spacing:0.01em;">&nbsp;(ene</span><span class="stl_07 stl_08" style="word-spacing:0.02em;">&nbsp;-</span><span class="stl_07 stl_09" style="word-spacing:-0.01em;">&nbsp;ju<span class="stl_08">n</span></span><span class="stl_07 stl_08" style="word-spacing:0.03em;">&nbsp;2019)</span><span class="stl_07 stl_08" style="word-spacing:0.03em;">&nbsp;ISSN:</span><span class="stl_07 stl_08" style="word-spacing:0.05em;">&nbsp;2600-6030 &nbsp;</span></div>
					<div class="stl_01" style="top: 3.8319em; left:7.0854em;"><span class="stl_10 stl_08" style="font-style:italic; word-spacing:0.04em;">Estudio de métodos psicopedagógicos y su aporte en la motivación académica &nbsp;</span></div>
					<div class="stl_01" style="top: 5.8757em; left:10.0375em;"><span class="stl_28 stl_09" style="word-spacing:0.05em;">constituyen fact<span class="stl_08">ores</span></span><span class="stl_28 stl_08" style="word-spacing:0.06em;">&nbsp;de</span><span class="stl_28 stl_08" style="word-spacing:0.09em;">&nbsp;primer</span><span class="stl_28 stl_08" style="word-spacing:0.08em;">&nbsp;orden</span><span class="stl_28 stl_08" style="word-spacing:0.05em;">&nbsp;que</span><span class="stl_28 stl_08" style="word-spacing:0.09em;">&nbsp;guían</span><span class="stl_28 stl_08" style="word-spacing:0.04em;">&nbsp;y</span><span class="stl_28 stl_08" style="word-spacing:0.06em;">&nbsp;dirigen</span><span class="stl_28 stl_08" style="word-spacing:0.06em;">&nbsp;la</span><span class="stl_28 stl_08" style="word-spacing:0.09em;">&nbsp;conducta</span><span class="stl_28 stl_08" style="word-spacing:0.07em;">&nbsp;del</span><span class="stl_28 stl_08" style="word-spacing:0.11em;">&nbsp;estudiante</span><span class="stl_28 stl_08" style="word-spacing:0.07em;">&nbsp;en el</span><span class="stl_28 stl_08" style="word-spacing:0.08em;">&nbsp;ámbito &nbsp;</span></div>
					<div class="stl_01" style="top: 7.3091em; left:10.0375em;"><span class="stl_28 stl_08" style="word-spacing:0.03em;">académico. Pero para realizar un estudio completo e integrador de la motivación, no sólo debemos &nbsp;</span></div>
					<div class="stl_01" style="top: 8.7599em; left:10.0375em;"><span class="stl_28 stl_08" style="word-spacing:0.34em;">tener en cuenta estas variables personales e internas sino también aquellas otras externas, &nbsp;</span></div>
					<div class="stl_01" style="top: 10.1924em; left:10.0375em;"><span class="stl_28 stl_08" style="word-spacing:0.03em;">procedentes del contexto en el que se desenvuelven los estudiantes, que les están influyendo y con &nbsp;</span></div>
					<div class="stl_01" style="top: 11.6257em; left:10.0375em;"><span class="stl_28 stl_08" style="word-spacing:0.08em;">los que interactúan. (Betoret, 2004) &nbsp;</span></div>
					<div class="stl_01" style="top: 14.7964em; left:7.0854em;"><span class="stl_17 stl_08" style="word-spacing:0.27em;">Si se analizan las principales</span><span class="stl_17 stl_08" style="word-spacing:0.25em;">&nbsp;teorías sobre</span><span class="stl_17 stl_08" style="word-spacing:0.27em;">&nbsp;motivación, se observa que destacan</span><span class="stl_17 stl_08" style="word-spacing:0.23em;">&nbsp;los &nbsp;</span></div>
					<div class="stl_01" style="top: 16.5131em; left:7.0854em;"><span class="stl_17 stl_08" style="word-spacing:0.08em;">siguientes constructos: el autoconcepto, los patrones de atribución causal, y las metas de &nbsp;</span></div>
					<div class="stl_01" style="top: 18.2464em; left:7.0854em;"><span class="stl_17" style="word-spacing:0.18em;">aprendizaje. En consecuencia, estos factores y su interrelación</span><span class="stl_17" style="word-spacing:0.17em;">&nbsp;determinarán en</span><span class="stl_17" style="word-spacing:0.17em;">&nbsp;gran &nbsp;</span></div>
					<div class="stl_01" style="top: 19.9631em; left:7.0854em;"><span class="stl_17 stl_08" style="word-spacing:0.12em;">medida la</span><span class="stl_17 stl_08" style="word-spacing:0.15em;">&nbsp;motivación escolar.</span><span class="stl_17 stl_08" style="word-spacing:0.1em;">&nbsp;Son</span><span class="stl_17 stl_08" style="word-spacing:0.09em;">&nbsp;pues</span><span class="stl_17 stl_08" style="word-spacing:0.14em;">&nbsp;referencia</span><span class="stl_17 stl_08" style="word-spacing:0.11em;">&nbsp;obligada de todo</span><span class="stl_17 stl_08" style="word-spacing:0.11em;">&nbsp;profesor que</span><span class="stl_17 stl_08" style="word-spacing:0.1em;">&nbsp;desee &nbsp;</span></div>
					<div class="stl_01" style="top: 21.6964em; left:7.0854em;"><span class="stl_17 stl_09" style="word-spacing:-0.01em;">incidir en la motivación de los alumno<span class="stl_12">s. &nbsp;</span></span></div>
					<div class="stl_01" style="top: 23.4156em; left:7.0854em;"><span class="stl_17 stl_09" style="word-spacing:0em;">Estas variables personales también están recogidas en el marco teórico sobre motiva<span class="stl_12">ción &nbsp;</span></span></div>
					<div class="stl_01" style="top: 25.1489em; left:7.0854em;"><span class="stl_17" style="word-spacing:-0.03em;">planteado por Pintrich (1989). Este marco teórico estaría integrado por tres componentes: &nbsp;</span></div>
					<div class="stl_01" style="top: 26.8656em; left:7.0854em;"><span class="stl_17" style="word-spacing:0.06em;">el componente de expectativa,</span><span class="stl_17" style="word-spacing:0.05em;">&nbsp;que hace referencia a las</span><span class="stl_17" style="word-spacing:0.04em;">&nbsp;creencias y</span><span class="stl_17" style="word-spacing:0.05em;">&nbsp;expectativas</span><span class="stl_17" style="word-spacing:0.04em;">&nbsp;de</span><span class="stl_17" style="word-spacing:0.05em;">&nbsp;los &nbsp;</span></div>
					<div class="stl_01" style="top: 28.5981em; left:7.0854em;"><span class="stl_17 stl_09" style="word-spacing:0em;">estudiantes para realizar una determinada tarea; este componente se podría traducir en l<span class="stl_12">a &nbsp;</span></span></div>
					<div class="stl_01" style="top: 30.3156em; left:7.0854em;"><span class="stl_17" style="word-spacing:0.05em;">siguiente pregunta: ¿soy</span><span class="stl_17" style="word-spacing:0.05em;">&nbsp;capaz de hacer</span><span class="stl_17" style="word-spacing:0.05em;">&nbsp;esta tarea? El componente de valor,</span><span class="stl_17" style="word-spacing:0.05em;">&nbsp;que</span><span class="stl_17" style="word-spacing:0.05em;">&nbsp;indica &nbsp;</span></div>
					<div class="stl_01" style="top: 32.0506em; left:7.0854em;"><span class="stl_17" style="word-spacing:0.04em;">las metas de</span><span class="stl_17" style="word-spacing:0.05em;">&nbsp;los</span><span class="stl_17" style="word-spacing:0.04em;">&nbsp;alumnos y</span><span class="stl_17" style="word-spacing:0.05em;">&nbsp;sus</span><span class="stl_17" style="word-spacing:0.05em;">&nbsp;creencias</span><span class="stl_17" style="word-spacing:0.03em;">&nbsp;sobre</span><span class="stl_17" style="word-spacing:0.06em;">&nbsp;la importancia</span><span class="stl_17" style="word-spacing:0.04em;">&nbsp;e</span><span class="stl_17" style="word-spacing:0.06em;">&nbsp;interés</span><span class="stl_17" style="word-spacing:0.04em;">&nbsp;de</span><span class="stl_17" style="word-spacing:0.04em;">&nbsp;la tarea;</span><span class="stl_17" style="word-spacing:0.04em;">&nbsp;este &nbsp;</span></div>
					<div class="stl_01" style="top: 33.7672em; left:7.0854em;"><span class="stl_17 stl_08" style="word-spacing:0.23em;">componente se podría</span><span class="stl_17 stl_08" style="word-spacing:0.19em;">&nbsp;traducir en la siguiente pregunta: ¿por qué hago esta tarea?</span><span class="stl_17 stl_08" style="word-spacing:0.15em;">&nbsp;El &nbsp;</span></div>
					<div class="stl_01" style="top: 35.5006em; left:7.0854em;"><span class="stl_17" style="word-spacing:0.1em;">componente afectivo,</span><span class="stl_17" style="word-spacing:0.09em;">&nbsp;que recoge las</span><span class="stl_17" style="word-spacing:0.08em;">&nbsp;reacciones emocionales de</span><span class="stl_17" style="word-spacing:0.09em;">&nbsp;los</span><span class="stl_17" style="word-spacing:0.08em;">&nbsp;estudiantes ante</span><span class="stl_17" style="word-spacing:0.09em;">&nbsp;la &nbsp;</span></div>
					<div class="stl_01" style="top: 37.2172em; left:7.0854em;"><span class="stl_17" style="word-spacing:0.07em;">tarea; este componente se podría traducir</span><span class="stl_17" style="word-spacing:0.05em;">&nbsp;en</span><span class="stl_17" style="word-spacing:0.07em;">&nbsp;la siguiente pregunta: ¿cómo me siento</span><span class="stl_17" style="word-spacing:0.07em;">&nbsp;al &nbsp;</span></div>
					<div class="stl_01" style="top: 38.9506em; left:7.0854em;"><span class="stl_17 stl_08" style="word-spacing:0.13em;">hacer esta tarea?</span><span class="stl_17" style="word-spacing:0.07em;">&nbsp;Finalmente,</span><span class="stl_17 stl_08" style="word-spacing:0.11em;">&nbsp;comentar que</span><span class="stl_17 stl_08" style="word-spacing:0.13em;">&nbsp;el constructo</span><span class="stl_17 stl_08" style="word-spacing:0.13em;">&nbsp;patrones</span><span class="stl_17 stl_08" style="word-spacing:0.12em;">&nbsp;de atribución</span><span class="stl_17 stl_08" style="word-spacing:0.12em;">&nbsp;causal, &nbsp;</span></div>
					<div class="stl_01" style="top: 40.6672em; left:7.0854em;"><span class="stl_17" style="word-spacing:-0.02em;">anteriormente aludido por diversos autores como un constructo personal determinante de &nbsp;</span></div>
					<div class="stl_01" style="top: 42.4031em; left:7.0854em;"><span class="stl_17 stl_08" style="word-spacing:0.03em;">la motivación escolar, estaría muy vinculado a este tercer componente afectivo, propuesto &nbsp;</span></div>
					<div class="stl_01" style="top: 44.1189em; left:7.0854em;"><span class="stl_17" style="word-spacing:0.02em;">por Pintrich, debido a que los patrones atribucionales del estudiante están determinados, &nbsp;</span></div>
					<div class="stl_01" style="top: 45.8522em; left:7.0854em;"><span class="stl_17 stl_08" style="word-spacing:0.11em;">en gran</span><span class="stl_17 stl_08" style="word-spacing:0.09em;">&nbsp;medida, por</span><span class="stl_17 stl_08" style="word-spacing:0.08em;">&nbsp;las</span><span class="stl_17" style="word-spacing:0.04em;">&nbsp;consecuencias</span><span class="stl_17" style="word-spacing:0.03em;">&nbsp;afectivo-emocionales</span><span class="stl_17 stl_08" style="word-spacing:0.1em;">&nbsp;derivadas de</span><span class="stl_17 stl_08" style="word-spacing:0.07em;">&nbsp;la</span><span class="stl_17" style="word-spacing:0.05em;">&nbsp;realización &nbsp;</span></div>
					<div class="stl_01" style="top: 47.5689em; left:7.0854em;"><span class="stl_17 stl_09" style="word-spacing:0em;">de la tarea, así como de los éxitos y fracasos obtenidos en la mism<span class="stl_12">a &nbsp;</span></span></div>
					<div class="stl_01" style="top: 49.3031em; left:7.0854em;"><span class="stl_17 stl_08" style="word-spacing:0.15em;">Según Bueno (2004) y Menec (1997)</span><span class="stl_17 stl_08" style="word-spacing:0.16em;">&nbsp;comúnmente</span><span class="stl_17 stl_08" style="word-spacing:0.15em;">&nbsp;se entiende por motivación</span><span class="stl_17 stl_08" style="word-spacing:0.15em;">&nbsp;aquella &nbsp;</span></div>
					<div class="stl_01" style="top: 51.0214em; left:7.0854em;"><span class="stl_17 stl_08" style="word-spacing:0.23em;">fuerza que mueve</span><span class="stl_17 stl_08" style="word-spacing:0.16em;">&nbsp;al</span><span class="stl_17 stl_08" style="word-spacing:0.18em;">&nbsp;ser</span><span class="stl_17 stl_08" style="word-spacing:0.17em;">&nbsp;humano a</span><span class="stl_17 stl_08" style="word-spacing:0.24em;">&nbsp;realizar algo determinado,</span><span class="stl_17 stl_08" style="word-spacing:0.2em;">&nbsp;implicando de lleno</span><span class="stl_17 stl_08" style="word-spacing:0.17em;">&nbsp;la &nbsp;</span></div>
					<div class="stl_01" style="top: 52.7547em; left:7.0854em;"><span class="stl_17 stl_08" style="word-spacing:0.09em;">dimensión volitiva, el querer. (López, 2013) &nbsp;</span></div>
					<div class="stl_01" style="top: 54.4714em; left:7.0854em;"><span class="stl_26" style="word-spacing:0.12em;">Asimismo, “la motivación es</span><span class="stl_26" style="word-spacing:0.12em;">&nbsp;un constructo teórico</span><span class="stl_17" style="word-spacing:0.12em;">-hipotético que designa un</span><span class="stl_17" style="word-spacing:0.12em;">&nbsp;proceso &nbsp;</span></div>
					<div class="stl_01" style="top: 56.2047em; left:7.0854em;"><span class="stl_17" style="word-spacing:0.28em;">complejo que causa la conducta. En la motivación intervienen múltiples variables &nbsp;</span></div>
					<div class="stl_01" style="top: 57.9214em; left:7.0854em;"><span class="stl_17">(</span></div>
					<div class="stl_01" style="top: 57.9214em; left:7.4184em;"><span class="stl_17 stl_08" style="word-spacing:0.25em;">biológicas y adquiridas) que influyen en la activación, direccionalidad,</span><span class="stl_17 stl_08" style="word-spacing:0.25em;">&nbsp;intensidad</span><span class="stl_17 stl_08" style="word-spacing:0.16em;">&nbsp;y &nbsp;</span></div>
					<div class="stl_01" style="top: 59.6547em; left:7.0854em;"><span class="stl_26" style="word-spacing:-0.01em;">coordinación del comportamiento encaminado a lograr determinadas metas”. (Bisquerra, &nbsp;</span></div>
					<div class="stl_01" style="top: 61.3735em; left:7.5854em;"><span class="stl_17 stl_09">0<span class="stl_09">05) &nbsp;</span></span></div>
					<div class="stl_01" style="top: 61.3735em; left:7.0854em;"><span class="stl_17">2</span></div>
					<div class="stl_01" style="top: 66.319em; left:41.6958em;"><span class="stl_20">10 &nbsp;</span></div>
				</div>
			</div>
		</div>
		<div class="stl_02">
			<div class="stl_03">
				<img src="data:image/png;base64,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					<div class="stl_01" style="top: 3.001em; left:7.0854em;"><span class="stl_22 stl_08" style="font-style:italic; word-spacing:0.01em;">Santana-Macías &amp; Navarrete-Mera (2019) &nbsp;</span></div>
					<div class="stl_01" style="top: 5.8781em; left:7.0854em;"><span class="stl_17" style="word-spacing:0.17em;">Ryan y Deci (2000) consideran que la</span><span class="stl_17" style="word-spacing:0.17em;">&nbsp;motivación hace referencia a la energía,</span><span class="stl_17" style="word-spacing:0.15em;">&nbsp;a</span><span class="stl_17" style="word-spacing:0.17em;">&nbsp;la &nbsp;</span></div>
					<div class="stl_01" style="top: 7.6114em; left:7.0854em;"><span class="stl_17" style="word-spacing:0.24em;">dirección, a la persistencia y a la consecución de un resultado final, aspectos</span><span class="stl_17" style="word-spacing:0.23em;">&nbsp;que &nbsp;</span></div>
					<div class="stl_01" style="top: 9.3272em; left:7.0854em;"><span class="stl_17 stl_09" style="word-spacing:-0.01em;">conciernen tanto a la activación como a la intenc<span class="stl_12">ión. &nbsp;</span></span></div>
					<div class="stl_01" style="top: 11.0606em; left:7.0854em;"><span class="stl_17 stl_08" style="word-spacing:0.07em;">Valle, Núñez, Rodríguez y González (2002) entienden que la motivación hace referencia &nbsp;</span></div>
					<div class="stl_01" style="top: 12.7781em; left:7.0854em;"><span class="stl_17" style="word-spacing:0.14em;">a un conjunto de procesos</span><span class="stl_17" style="word-spacing:0.13em;">&nbsp;implicados en</span><span class="stl_17" style="word-spacing:0.12em;">&nbsp;la</span><span class="stl_17" style="word-spacing:0.14em;">&nbsp;activación, dirección y persistencia de</span><span class="stl_17" style="word-spacing:0.13em;">&nbsp;la &nbsp;</span></div>
					<div class="stl_01" style="top: 14.5131em; left:7.0854em;"><span class="stl_17 stl_09">conducta<span class="stl_12">. &nbsp;</span></span></div>
					<div class="stl_01" style="top: 16.2297em; left:7.0854em;"><span class="stl_17" style="word-spacing:0.17em;">Fernández, Palmero y Martínez (2002)</span><span class="stl_17" style="word-spacing:0.16em;">&nbsp;consideran que la</span><span class="stl_17" style="word-spacing:0.17em;">&nbsp;motivación se refiere</span><span class="stl_17" style="word-spacing:0.16em;">&nbsp;a</span><span class="stl_17" style="word-spacing:0.16em;">&nbsp;un &nbsp;</span></div>
					<div class="stl_01" style="top: 17.9631em; left:7.0854em;"><span class="stl_17 stl_09" style="word-spacing:-0.02em;">proceso adaptativo, que es resultado del estado interno de un organismo que <span class="stl_12">le impulsa y &nbsp;</span></span></div>
					<div class="stl_01" style="top: 19.6797em; left:7.0854em;"><span class="stl_17 stl_08" style="word-spacing:0.04em;">le dirige hacia una acción en un sentido determinado. Para estos autores, la motivación es &nbsp;</span></div>
					<div class="stl_01" style="top: 21.4131em; left:7.0854em;"><span class="stl_17 stl_09" style="word-spacing:0em;">un proceso básico relacionado con la consecución de objetivos que tienen que <span class="stl_12">ver con el &nbsp;</span></span></div>
					<div class="stl_01" style="top: 23.1322em; left:7.0854em;"><span class="stl_17 stl_08" style="word-spacing:0.06em;">mantenimiento o mejora de la vida de un organismo. &nbsp;</span></div>
					<div class="stl_01" style="top: 24.8656em; left:7.0854em;"><span class="stl_17 stl_08" style="word-spacing:0.07em;">Según Santrock (2002</span><span class="stl_26 stl_08" style="word-spacing:0.04em;">), la motivación es “el conjunto de razones por las que las personas &nbsp;</span></div>
					<div class="stl_01" style="top: 26.5822em; left:7.0854em;"><span class="stl_17" style="word-spacing:0.06em;">se comportan</span><span class="stl_17" style="word-spacing:0.05em;">&nbsp;de</span><span class="stl_17" style="word-spacing:0.04em;">&nbsp;las</span><span class="stl_17" style="word-spacing:0.04em;">&nbsp;formas en</span><span class="stl_17" style="word-spacing:0.05em;">&nbsp;que lo hacen. El comportamiento</span><span class="stl_17" style="word-spacing:0.03em;">&nbsp;motivado</span><span class="stl_17" style="word-spacing:0.05em;">&nbsp;es</span><span class="stl_17" style="word-spacing:0.05em;">&nbsp;vigoroso, &nbsp;</span></div>
					<div class="stl_01" style="top: 28.3156em; left:7.0854em;"><span class="stl_26" style="word-spacing:0em;">dirigido y sostenido”. (p.432) &nbsp;</span></div>
					<div class="stl_01" style="top: 30.0322em; left:7.0854em;"><span class="stl_17 stl_08" style="word-spacing:0.09em;">Ajello (2003) señala</span><span class="stl_17 stl_08" style="word-spacing:0.06em;">&nbsp;que la motivación</span><span class="stl_17 stl_08" style="word-spacing:0.04em;">&nbsp;debe</span><span class="stl_17 stl_08" style="word-spacing:0.03em;">&nbsp;ser</span><span class="stl_17 stl_08" style="word-spacing:0.09em;">&nbsp;entendida</span><span class="stl_17 stl_08" style="word-spacing:0.04em;">&nbsp;como</span><span class="stl_17 stl_08" style="word-spacing:0.02em;">&nbsp;la</span><span class="stl_17 stl_08" style="word-spacing:0.05em;">&nbsp;trama</span><span class="stl_17 stl_08" style="word-spacing:0.08em;">&nbsp;que</span><span class="stl_17 stl_08" style="word-spacing:0.08em;">&nbsp;sostiene</span><span class="stl_17 stl_08" style="word-spacing:0.03em;">&nbsp;el &nbsp;</span></div>
					<div class="stl_01" style="top: 31.7647em; left:7.0854em;"><span class="stl_17 stl_08" style="word-spacing:0.06em;">desarrollo de aquellas actividades que son significativas para la persona y en las que esta &nbsp;</span></div>
					<div class="stl_01" style="top: 33.4839em; left:7.0854em;"><span class="stl_17" style="word-spacing:0em;">toma parte. (Naranjo, 2009, p.153) &nbsp;</span></div>
					<div class="stl_01" style="top: 35.2172em; left:7.0854em;"><span class="stl_26" style="word-spacing:0.09em;">Herrera, Ramírez, Roa y Herrera (2004,</span><span class="stl_26" style="word-spacing:0.07em;">&nbsp;p.5)</span><span class="stl_26" style="word-spacing:0.09em;">&nbsp;apuntan sobre la</span><span class="stl_26" style="word-spacing:0.07em;">&nbsp;motivación,</span><span class="stl_26" style="word-spacing:0.08em;">&nbsp;“podríamos &nbsp;</span></div>
					<div class="stl_01" style="top: 36.9339em; left:7.0854em;"><span class="stl_17" style="word-spacing:0.05em;">entenderla como</span><span class="stl_17" style="word-spacing:0.05em;">&nbsp;proceso que</span><span class="stl_17" style="word-spacing:0.05em;">&nbsp;explica el inicio,</span><span class="stl_17" style="word-spacing:0.05em;">&nbsp;dirección, intensidad y perseverancia</span><span class="stl_17" style="word-spacing:0.05em;">&nbsp;de &nbsp;</span></div>
					<div class="stl_01" style="top: 38.6672em; left:7.0854em;"><span class="stl_17 stl_08" style="word-spacing:0.11em;">la conducta encaminada hacia el logro</span><span class="stl_17 stl_08" style="word-spacing:0.05em;">&nbsp;de</span><span class="stl_17 stl_08" style="word-spacing:0.05em;">&nbsp;una</span><span class="stl_17 stl_08" style="word-spacing:0.09em;">&nbsp;meta,</span><span class="stl_17 stl_08" style="word-spacing:0.08em;">&nbsp;modulado por las</span><span class="stl_17" style="word-spacing:0.03em;">&nbsp;percepciones</span><span class="stl_17 stl_08" style="word-spacing:0.04em;">&nbsp;que &nbsp;</span></div>
					<div class="stl_01" style="top: 40.3839em; left:7.0854em;"><span class="stl_26" style="word-spacing:0.08em;">los sujetos tienen</span><span class="stl_26" style="word-spacing:0.09em;">&nbsp;de sí mismos</span><span class="stl_26" style="word-spacing:0.08em;">&nbsp;y por las tareas a</span><span class="stl_26" style="word-spacing:0.09em;">&nbsp;las</span><span class="stl_26" style="word-spacing:0.08em;">&nbsp;que</span><span class="stl_26" style="word-spacing:0.09em;">&nbsp;se tienen que enfrentar”.</span><span class="stl_26" style="word-spacing:0.07em;">&nbsp;(en &nbsp;</span></div>
					<div class="stl_01" style="top: 42.1189em; left:7.0854em;"><span class="stl_17 stl_09" style="word-spacing:0em;">Naranjo, 2009, p.154<span class="stl_12">) &nbsp;</span></span></div>
					<div class="stl_01" style="top: 43.8356em; left:7.0854em;"><span class="stl_17" style="word-spacing:0.02em;">Trechera (2005) explica que, etimológicamente, el término motivación procede del latín &nbsp;</span></div>
					<div class="stl_01" style="top: 45.5697em; left:7.0854em;"><span class="stl_17 stl_08" style="word-spacing:0.02em;">motus, que se relaciona con aquello que moviliza a la persona para ejecutar una actividad. &nbsp;</span></div>
					<div class="stl_01" style="top: 47.2856em; left:7.0854em;"><span class="stl_17" style="word-spacing:0.06em;">De esta</span><span class="stl_17" style="word-spacing:0.04em;">&nbsp;manera,</span><span class="stl_17" style="word-spacing:0.05em;">&nbsp;se</span><span class="stl_17" style="word-spacing:0.04em;">&nbsp;puede</span><span class="stl_17" style="word-spacing:0.06em;">&nbsp;definir</span><span class="stl_17" style="word-spacing:0.03em;">&nbsp;la</span><span class="stl_17" style="word-spacing:0.04em;">&nbsp;motivación</span><span class="stl_17" style="word-spacing:0.03em;">&nbsp;como el</span><span class="stl_17" style="word-spacing:0.04em;">&nbsp;proceso</span><span class="stl_17" style="word-spacing:0.05em;">&nbsp;por</span><span class="stl_17" style="word-spacing:0.03em;">&nbsp;el</span><span class="stl_17" style="word-spacing:0.05em;">&nbsp;cual</span><span class="stl_17" style="word-spacing:0.04em;">&nbsp;el</span><span class="stl_17" style="word-spacing:0.05em;">&nbsp;sujeto</span><span class="stl_17" style="word-spacing:0.05em;">&nbsp;se &nbsp;</span></div>
					<div class="stl_01" style="top: 49.0189em; left:7.0854em;"><span class="stl_17" style="word-spacing:-0.03em;">plantea un objetivo, utiliza los recursos adecuados y mantiene una determinada conducta, &nbsp;</span></div>
					<div class="stl_01" style="top: 50.7381em; left:7.0854em;"><span class="stl_17 stl_08" style="word-spacing:0.06em;">con el propósito de lograr una meta. (Naranjo, 2009, p.154) &nbsp;</span></div>
					<div class="stl_01" style="top: 52.4714em; left:7.0854em;"><span class="stl_17 stl_08" style="word-spacing:0.02em;">Para Pintrich y Schunk (2006) la motivación es el proceso que nos dirige hacia el objetivo &nbsp;</span></div>
					<div class="stl_01" style="top: 54.1881em; left:7.0854em;"><span class="stl_17 stl_08" style="word-spacing:0.05em;">o la meta de una actividad, que la instiga y la mantiene. (Boza y Méndez, 2013, p.332) &nbsp;</span></div>
					<div class="stl_01" style="top: 55.9047em; left:7.0854em;"><span class="stl_17 stl_08" style="word-spacing:0.25em;">Si se analiza las definiciones anteriores</span><span class="stl_17 stl_08" style="word-spacing:0.16em;">&nbsp;se</span><span class="stl_17 stl_08" style="word-spacing:0.23em;">&nbsp;puede observar que la mayoría tienen</span><span class="stl_17 stl_08" style="word-spacing:0.19em;">&nbsp;un &nbsp;</span></div>
					<div class="stl_01" style="top: 57.6381em; left:7.0854em;"><span class="stl_17" style="word-spacing:0.14em;">denominador común, definen la motivación como aquello que afecta a la conducta y &nbsp;</span></div>
					<div class="stl_01" style="top: 59.3547em; left:7.0854em;"><span class="stl_17 stl_09" style="word-spacing:0em;">declaran la existencia una serie de aspectos o indicadores que caracterizan la motivaci<span class="stl_12">ón &nbsp;</span></span></div>
					<div class="stl_01" style="top: 61.0901em; left:7.0854em;"><span class="stl_17" style="word-spacing:0em;">y que indican de qué forma o en qué medida influye en la conducta. &nbsp;</span></div>
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src="data:image/png;base64,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alt="" class="stl_25" />
			</div>
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				<div class="stl_05 stl_06">
					<div class="stl_01" style="top: 2.8819em; left:7.0854em;"><span class="stl_07 stl_08" style="word-spacing:0.08em;">Revista Científica SAPIENTIAE.</span><span class="stl_07 stl_08" style="word-spacing:0.04em;">&nbsp;Vol</span><span class="stl_07 stl_08" style="word-spacing:0.02em;">&nbsp;2, Num</span><span class="stl_07 stl_08" style="word-spacing:0.02em;">&nbsp;3</span><span class="stl_07 stl_08" style="word-spacing:0.01em;">&nbsp;(ene</span><span class="stl_07 stl_08" style="word-spacing:0.02em;">&nbsp;-</span><span class="stl_07 stl_09" style="word-spacing:-0.01em;">&nbsp;ju<span class="stl_08">n</span></span><span class="stl_07 stl_08" style="word-spacing:0.03em;">&nbsp;2019)</span><span class="stl_07 stl_08" style="word-spacing:0.03em;">&nbsp;ISSN:</span><span class="stl_07 stl_08" style="word-spacing:0.05em;">&nbsp;2600-6030 &nbsp;</span></div>
					<div class="stl_01" style="top: 3.8319em; left:7.0854em;"><span class="stl_10 stl_08" style="font-style:italic; word-spacing:0.04em;">Estudio de métodos psicopedagógicos y su aporte en la motivación académica &nbsp;</span></div>
					<div class="stl_01" style="top: 5.8781em; left:7.0854em;"><span class="stl_17 stl_08" style="word-spacing:0.32em;">Cabe destacar la complejidad del proceso de motivación debido a la dificultad</span><span class="stl_17 stl_08" style="word-spacing:0.25em;">&nbsp;de &nbsp;</span></div>
					<div class="stl_01" style="top: 7.6114em; left:7.0854em;"><span class="stl_17" style="word-spacing:0.49em;">determinar el conjunto de procesos que hacen que aparezcan los indicadores &nbsp;</span></div>
					<div class="stl_01" style="top: 9.3272em; left:7.0854em;"><span class="stl_17 stl_09" style="word-spacing:0.03em;">motivacionales. L<span class="stl_08">a</span></span><span class="stl_17 stl_08" style="word-spacing:0.13em;">&nbsp;motivación</span><span class="stl_17 stl_08" style="word-spacing:0.06em;">&nbsp;hoy</span><span class="stl_17 stl_08" style="word-spacing:0.04em;">&nbsp;en</span><span class="stl_17 stl_08" style="word-spacing:0.06em;">&nbsp;día</span><span class="stl_17 stl_08" style="word-spacing:0.04em;">&nbsp;es</span><span class="stl_17 stl_08" style="word-spacing:0.05em;">&nbsp;la</span><span class="stl_17 stl_08" style="word-spacing:0.08em;">&nbsp;parte</span><span class="stl_17" style="word-spacing:0.02em;">&nbsp;fundamental</span><span class="stl_17 stl_08" style="word-spacing:0.06em;">&nbsp;de</span><span class="stl_17 stl_08" style="word-spacing:0.06em;">&nbsp;toda</span><span class="stl_17 stl_08" style="word-spacing:0.08em;">&nbsp;persona en</span><span class="stl_17 stl_08" style="word-spacing:0.05em;">&nbsp;el &nbsp;</span></div>
					<div class="stl_01" style="top: 11.0606em; left:7.0854em;"><span class="stl_17 stl_09" style="word-spacing:0em;">ámbito laboral, académico, religioso etc., pero relacionado a lo académico la motivac<span class="stl_12">ión &nbsp;</span></span></div>
					<div class="stl_01" style="top: 12.7781em; left:7.0854em;"><span class="stl_17 stl_08" style="word-spacing:0.05em;">en un niño es</span><span class="stl_17 stl_08" style="word-spacing:0.02em;">&nbsp;muy</span><span class="stl_17 stl_08" style="word-spacing:0.11em;">&nbsp;importante</span><span class="stl_17 stl_08" style="word-spacing:0.04em;">&nbsp;ya</span><span class="stl_17 stl_08" style="word-spacing:0.07em;">&nbsp;que</span><span class="stl_17 stl_08" style="word-spacing:0.05em;">&nbsp;al ser</span><span class="stl_17 stl_08" style="word-spacing:0.07em;">&nbsp;motivado por los</span><span class="stl_17 stl_08" style="word-spacing:0.05em;">&nbsp;padres el</span><span class="stl_17 stl_08" style="word-spacing:0.06em;">&nbsp;niño</span><span class="stl_17 stl_08" style="word-spacing:0.07em;">&nbsp;tiende</span><span class="stl_17 stl_08" style="word-spacing:0.07em;">&nbsp;hacer &nbsp;</span></div>
					<div class="stl_01" style="top: 14.5131em; left:7.0854em;"><span class="stl_17" style="word-spacing:0.04em;">las cosas con</span><span class="stl_17" style="word-spacing:0.05em;">&nbsp;más</span><span class="stl_17" style="word-spacing:0.05em;">&nbsp;entusiasmo</span><span class="stl_17" style="word-spacing:0.05em;">&nbsp;y confianza, en lo estudiantil</span><span class="stl_17" style="word-spacing:0.05em;">&nbsp;los</span><span class="stl_17" style="word-spacing:0.04em;">&nbsp;docentes que</span><span class="stl_17" style="word-spacing:0.06em;">&nbsp;motivan</span><span class="stl_17" style="word-spacing:0.05em;">&nbsp;a &nbsp;</span></div>
					<div class="stl_01" style="top: 16.2297em; left:7.0854em;"><span class="stl_17 stl_09" style="word-spacing:-0.01em;">los alumnos ayudan a que ellos tengan un mejor rendimiento es<span class="stl_12">colar. &nbsp;</span></span></div>
					<div class="stl_01" style="top: 19.6797em; left:7.0854em;"><span class="stl_11 stl_09" style="font-weight:bold; word-spacing:0em;">MOTIVACIÓN ACADÉMIC<span class="stl_08">A &nbsp;</span></span></div>
					<div class="stl_01" style="top: 22.4131em; left:7.0854em;"><span class="stl_17" style="word-spacing:0em;">Es interesante profundizar en la motivación académica, debido a la significativa relación &nbsp;</span></div>
					<div class="stl_01" style="top: 24.1322em; left:7.0854em;"><span class="stl_17" style="word-spacing:0.45em;">entre motivación y aprendizaje o rendimiento, es cierto que durante años las &nbsp;</span></div>
					<div class="stl_01" style="top: 25.8656em; left:7.0854em;"><span class="stl_17" style="word-spacing:0.25em;">investigaciones sobre aprendizaje escolar han estado dirigidas prioritariamente a la &nbsp;</span></div>
					<div class="stl_01" style="top: 27.5814em; left:7.0854em;"><span class="stl_17" style="word-spacing:0.06em;">vertiente cognitiva del mismo,</span><span class="stl_17" style="word-spacing:0.05em;">&nbsp;en la</span><span class="stl_17" style="word-spacing:0.06em;">&nbsp;actualidad</span><span class="stl_17" style="word-spacing:0.05em;">&nbsp;existe</span><span class="stl_17" style="word-spacing:0.06em;">&nbsp;una coincidencia generalizada</span><span class="stl_17" style="word-spacing:0.07em;">&nbsp;en &nbsp;</span></div>
					<div class="stl_01" style="top: 29.3156em; left:7.0854em;"><span class="stl_17" style="word-spacing:0.02em;">subrayar, desde diferentes perspectivas, la necesaria interrelación entre lo cognitivo y lo &nbsp;</span></div>
					<div class="stl_01" style="top: 31.0322em; left:7.0854em;"><span class="stl_17 stl_08" style="word-spacing:0.08em;">motivacional. (García, 2013, en Avilés, 2018, p.37) &nbsp;</span></div>
					<div class="stl_01" style="top: 33.7672em; left:7.0854em;"><span class="stl_17 stl_08" style="word-spacing:0.15em;">En definitiva, la motivación escolar</span><span class="stl_17 stl_08" style="word-spacing:0.07em;">&nbsp;es</span><span class="stl_17 stl_08" style="word-spacing:0.08em;">&nbsp;un</span><span class="stl_17 stl_08" style="word-spacing:0.12em;">&nbsp;proceso</span><span class="stl_17 stl_08" style="word-spacing:0.17em;">&nbsp;general</span><span class="stl_17 stl_08" style="word-spacing:0.08em;">&nbsp;por</span><span class="stl_17 stl_08" style="word-spacing:0.09em;">&nbsp;el</span><span class="stl_17 stl_08" style="word-spacing:0.09em;">&nbsp;cual</span><span class="stl_17 stl_08" style="word-spacing:0.09em;">&nbsp;se</span><span class="stl_17 stl_08" style="word-spacing:0.11em;">&nbsp;inicia</span><span class="stl_17 stl_08" style="word-spacing:0.08em;">&nbsp;y</span><span class="stl_17 stl_08" style="word-spacing:0.13em;">&nbsp;dirige &nbsp;</span></div>
					<div class="stl_01" style="top: 35.4839em; left:7.0854em;"><span class="stl_17 stl_08" style="word-spacing:0.01em;">una conducta hacia el logro de una meta. Este proceso involucra variables tanto cognitivas &nbsp;</span></div>
					<div class="stl_01" style="top: 37.2172em; left:7.0854em;"><span class="stl_17" style="word-spacing:0.32em;">como afectivas. Cognitivas, en cuanto a habilidades de pensamiento y</span><span class="stl_17" style="word-spacing:0.32em;">&nbsp;conductas &nbsp;</span></div>
					<div class="stl_01" style="top: 38.9339em; left:7.0854em;"><span class="stl_17" style="word-spacing:0.32em;">instrumentales para alcanzar las metas</span><span class="stl_17" style="word-spacing:0.32em;">&nbsp;propuestas. Afectivas, en tanto</span><span class="stl_17" style="word-spacing:0.32em;">&nbsp;comprende &nbsp;</span></div>
					<div class="stl_01" style="top: 40.6672em; left:7.0854em;"><span class="stl_17" style="word-spacing:0.13em;">elementos como la autovaloración,</span><span class="stl_17" style="word-spacing:0.12em;">&nbsp;autoconcepto, etc.</span><span class="stl_17" style="word-spacing:0.13em;">&nbsp;Ambas variables que</span><span class="stl_17" style="word-spacing:0.14em;">&nbsp;actúan</span><span class="stl_17" style="word-spacing:0.13em;">&nbsp;en &nbsp;</span></div>
					<div class="stl_01" style="top: 42.3864em; left:7.0854em;"><span class="stl_17 stl_08" style="word-spacing:0.07em;">constante interacción con variables contextuales o sociales con el fin de complementarse &nbsp;</span></div>
					<div class="stl_01" style="top: 44.1189em; left:7.0854em;"><span class="stl_17" style="word-spacing:-0.05em;">y hacer</span><span class="stl_17" style="word-spacing:-0.04em;">&nbsp;eficiente</span><span class="stl_17" style="word-spacing:-0.04em;">&nbsp;la</span><span class="stl_17" style="word-spacing:-0.04em;">&nbsp;motivación,</span><span class="stl_17" style="word-spacing:-0.05em;">&nbsp;tan</span><span class="stl_17" style="word-spacing:-0.04em;">&nbsp;esencial</span><span class="stl_17" style="word-spacing:-0.04em;">&nbsp;dentro</span><span class="stl_17" style="word-spacing:-0.05em;">&nbsp;del</span><span class="stl_17" style="word-spacing:-0.04em;">&nbsp;ámbito</span><span class="stl_17" style="word-spacing:-0.04em;">&nbsp;escolar.</span><span class="stl_17" style="word-spacing:0.17em;">&nbsp;(Fernández,</span><span class="stl_17" style="word-spacing:-0.05em;">&nbsp;2007) &nbsp;</span></div>
					<div class="stl_01" style="top: 45.8364em; left:7.0854em;"><span class="stl_17 stl_08" style="word-spacing:0.03em;">Es necesario tener en cuenta que el proceso de aprendizaje tiene una relación significativa &nbsp;</span></div>
					<div class="stl_01" style="top: 47.5689em; left:7.0854em;"><span class="stl_17 stl_08" style="word-spacing:0.11em;">con la</span><span class="stl_17" style="word-spacing:0.06em;">&nbsp;motivación,</span><span class="stl_17 stl_08" style="word-spacing:0.1em;">&nbsp;por</span><span class="stl_17 stl_08" style="word-spacing:0.07em;">&nbsp;lo</span><span class="stl_17 stl_08" style="word-spacing:0.13em;">&nbsp;tanto, siempre</span><span class="stl_17 stl_08" style="word-spacing:0.07em;">&nbsp;va</span><span class="stl_17 stl_08" style="word-spacing:0.11em;">&nbsp;ligado a</span><span class="stl_17 stl_08" style="word-spacing:0.08em;">&nbsp;que</span><span class="stl_17 stl_08" style="word-spacing:0.13em;">&nbsp;una mala motivación</span><span class="stl_17 stl_08" style="word-spacing:0.11em;">&nbsp;afecta</span><span class="stl_17 stl_08" style="word-spacing:0.07em;">&nbsp;el &nbsp;</span></div>
					<div class="stl_01" style="top: 49.2864em; left:7.0854em;"><span class="stl_17 stl_08" style="word-spacing:0.08em;">aprendizaje de los estudiantes. El análisis teórico y conceptual sobre la motivación hacia &nbsp;</span></div>
					<div class="stl_01" style="top: 51.0214em; left:7.0854em;"><span class="stl_17 stl_08" style="word-spacing:0.25em;">el aprendizaje no ha presentado una única perspectiva posible y la multiplicidad de &nbsp;</span></div>
					<div class="stl_01" style="top: 52.7381em; left:7.0854em;"><span class="stl_17 stl_08" style="word-spacing:0.24em;">enfoques lleva a que,</span><span class="stl_17 stl_08" style="word-spacing:0.23em;">&nbsp;en la actualidad, no exista un único marco teórico que sea</span><span class="stl_17 stl_08" style="word-spacing:0.19em;">&nbsp;lo &nbsp;</span></div>
					<div class="stl_01" style="top: 54.4714em; left:7.0854em;"><span class="stl_17" style="word-spacing:0.28em;">suficientemente sólido para unificar los distintos enfoques conceptuales sobre esta &nbsp;</span></div>
					<div class="stl_01" style="top: 56.1881em; left:7.0854em;"><span class="stl_17">temática. &nbsp;</span></div>
					<div class="stl_01" style="top: 57.9047em; left:7.0854em;"><span class="stl_17 stl_08" style="word-spacing:0.36em;">En definitiva, para entender</span><span class="stl_17 stl_08" style="word-spacing:0.32em;">&nbsp;la motivación académica en su conjunto es</span><span class="stl_17 stl_08" style="word-spacing:0.35em;">&nbsp;necesario &nbsp;</span></div>
					<div class="stl_01" style="top: 59.6381em; left:7.0854em;"><span class="stl_17 stl_09" style="word-spacing:0em;">estudiarla abordando los múltiples enfoques teóricos existentes, que a su vez darán lu<span class="stl_12">gar &nbsp;</span></span></div>
					<div class="stl_01" style="top: 61.3568em; left:7.0854em;"><span class="stl_17" style="word-spacing:0.04em;">a un</span><span class="stl_17" style="word-spacing:0.03em;">&nbsp;gran número de</span><span class="stl_17" style="word-spacing:0.04em;">&nbsp;conceptos</span><span class="stl_17" style="word-spacing:0.03em;">&nbsp;relacionados con</span><span class="stl_17" style="word-spacing:0.03em;">&nbsp;la</span><span class="stl_17" style="word-spacing:0.02em;">&nbsp;motivación</span><span class="stl_17" style="word-spacing:0.02em;">&nbsp;académica, que</span><span class="stl_17" style="word-spacing:0.04em;">&nbsp;servirán &nbsp;</span></div>
					<div class="stl_01" style="top: 63.0901em; left:7.0854em;"><span class="stl_17" style="word-spacing:0.04em;">para entenderla.</span><span class="stl_17" style="word-spacing:0.03em;">&nbsp;A</span><span class="stl_17" style="word-spacing:0.03em;">&nbsp;continuación,</span><span class="stl_17" style="word-spacing:0.03em;">&nbsp;se</span><span class="stl_17" style="word-spacing:0.04em;">&nbsp;presentan</span><span class="stl_17" style="word-spacing:0.03em;">&nbsp;las</span><span class="stl_17" style="word-spacing:0.03em;">&nbsp;aportaciones que</span><span class="stl_17" style="word-spacing:0.04em;">&nbsp;distintos</span><span class="stl_17" style="word-spacing:0.03em;">&nbsp;autores</span><span class="stl_17" style="word-spacing:0.03em;">&nbsp;han &nbsp;</span></div>
					<div class="stl_01" style="top: 66.319em; left:41.6958em;"><span class="stl_20">12 &nbsp;</span></div>
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				<img src="data:image/png;base64,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				<div class="stl_05 stl_06">
					<div class="stl_01" style="top: 3.001em; left:7.0854em;"><span class="stl_22 stl_08" style="font-style:italic; word-spacing:0.01em;">Santana-Macías &amp; Navarrete-Mera (2019) &nbsp;</span></div>
					<div class="stl_01" style="top: 5.8781em; left:7.0854em;"><span class="stl_17" style="word-spacing:0.17em;">aportado desde la década de los sesenta</span><span class="stl_17" style="word-spacing:0.18em;">&nbsp;-momento</span><span class="stl_17" style="word-spacing:0.15em;">&nbsp;en</span><span class="stl_17" style="word-spacing:0.17em;">&nbsp;el que comienza a</span><span class="stl_17" style="word-spacing:0.16em;">&nbsp;imperar</span><span class="stl_17" style="word-spacing:0.16em;">&nbsp;el &nbsp;</span></div>
					<div class="stl_01" style="top: 7.6114em; left:7.0854em;"><span class="stl_17 stl_08" style="word-spacing:0.34em;">enfoque cognitivo de la motivación- para abordar</span><span class="stl_17 stl_08" style="word-spacing:0.34em;">&nbsp;la variabilidad conceptual de</span><span class="stl_17 stl_08" style="word-spacing:0.29em;">&nbsp;la &nbsp;</span></div>
					<div class="stl_01" style="top: 9.3272em; left:7.0854em;"><span class="stl_17" style="word-spacing:0em;">motivación académica. &nbsp;</span></div>
					<div class="stl_01" style="top: 12.0614em; left:7.0854em;"><span class="stl_11 stl_08" style="font-weight:bold; word-spacing:0.09em;">MATERIALES Y MÉTODOS &nbsp;</span></div>
					<div class="stl_01" style="top: 14.7797em; left:7.0854em;"><span class="stl_17 stl_08" style="word-spacing:0.48em;">Los métodos que se utilizaron en esta investigación fueron no experimental y &nbsp;</span></div>
					<div class="stl_01" style="top: 16.5131em; left:7.0854em;"><span class="stl_17" style="word-spacing:0.03em;">bibliográfico, los</span><span class="stl_17 stl_08" style="word-spacing:0.07em;">&nbsp;que</span><span class="stl_17 stl_08" style="word-spacing:0.1em;">&nbsp;fueron</span><span class="stl_17 stl_08" style="word-spacing:0.05em;">&nbsp;de</span><span class="stl_17 stl_08" style="word-spacing:0.09em;">&nbsp;gran</span><span class="stl_17" style="word-spacing:0.03em;">&nbsp;importancia</span><span class="stl_17 stl_08" style="word-spacing:0.09em;">&nbsp;para</span><span class="stl_17 stl_08" style="word-spacing:0.1em;">&nbsp;la obtención</span><span class="stl_17 stl_08" style="word-spacing:0.07em;">&nbsp;de</span><span class="stl_17 stl_08" style="word-spacing:0.12em;">&nbsp;los</span><span class="stl_17 stl_08" style="word-spacing:0.14em;">&nbsp;resultados</span><span class="stl_17 stl_08" style="word-spacing:0.06em;">&nbsp;de &nbsp;</span></div>
					<div class="stl_01" style="top: 18.2297em; left:7.0854em;"><span class="stl_17" style="word-spacing:0.01em;">esta investigación. &nbsp;</span></div>
					<div class="stl_01" style="top: 19.9631em; left:7.0854em;"><span class="stl_18 stl_08" style="word-spacing:0.07em;">Además de los métodos, se utilizaron diferentes materiales y técnicas, como muestras de &nbsp;</span></div>
					<div class="stl_01" style="top: 21.6797em; left:7.0854em;"><span class="stl_18" style="word-spacing:0.03em;">o</span><span class="stl_17 stl_09" style="word-spacing:0.03em;">bservació<span class="stl_12">n</span></span><span class="stl_18" style="word-spacing:0.03em;">, b</span><span class="stl_17 stl_09" style="word-spacing:0.03em;">ibliográfica<span class="stl_12">s</span></span><span class="stl_17" style="word-spacing:0.02em;">&nbsp;y</span><span class="stl_17" style="word-spacing:0.04em;">&nbsp;encuestas</span><span class="stl_17" style="word-spacing:0.03em;">&nbsp;dirigidas a</span><span class="stl_17" style="word-spacing:0.05em;">&nbsp;docentes</span><span class="stl_17" style="word-spacing:0.02em;">&nbsp;y</span><span class="stl_17" style="word-spacing:0.05em;">&nbsp;estudiantes</span><span class="stl_18" style="word-spacing:0.03em;">. </span><span class="stl_17" style="word-spacing:0.03em;">La</span><span class="stl_17" style="word-spacing:0.05em;">&nbsp;población &nbsp;</span></div>
					<div class="stl_01" style="top: 23.4156em; left:7.0854em;"><span class="stl_17 stl_08" style="word-spacing:0.23em;">total de estudiantes de</span><span class="stl_17 stl_08" style="word-spacing:0.22em;">&nbsp;la Escuela</span><span class="stl_17 stl_08" style="word-spacing:0.2em;">&nbsp;Fisca</span><span class="stl_26" style="word-spacing:0.16em;">l “Vicente Rocafuerte”</span><span class="stl_26 stl_08" style="word-spacing:0.2em;">&nbsp;es de 380,</span><span class="stl_26 stl_08" style="word-spacing:0.19em;">&nbsp;el total</span><span class="stl_26 stl_08" style="word-spacing:0.19em;">&nbsp;de &nbsp;</span></div>
					<div class="stl_01" style="top: 25.1322em; left:7.0854em;"><span class="stl_17" style="word-spacing:0.08em;">docentes de</span><span class="stl_17" style="word-spacing:0.09em;">&nbsp;la misma es</span><span class="stl_17" style="word-spacing:0.08em;">&nbsp;de</span><span class="stl_17" style="word-spacing:0.08em;">&nbsp;14. En ambos</span><span class="stl_17" style="word-spacing:0.08em;">&nbsp;casos la</span><span class="stl_17" style="word-spacing:0.09em;">&nbsp;población señalada se convierte</span><span class="stl_17" style="word-spacing:0.09em;">&nbsp;en &nbsp;</span></div>
					<div class="stl_01" style="top: 26.8656em; left:7.0854em;"><span class="stl_17 stl_09">muestra<span class="stl_12">. &nbsp;</span></span></div>
					<div class="stl_01" style="top: 29.5822em; left:7.0854em;"><span class="stl_11" style="font-weight:bold; word-spacing:-0.01em;">RESULTADOS Y DISCUSIÓN &nbsp;</span></div>
					<div class="stl_01" style="top: 32.3172em; left:7.0854em;"><span class="stl_17" style="word-spacing:0.17em;">Los métodos psicopedagógicos y su aporte en la motivación</span><span class="stl_17" style="word-spacing:0.15em;">&nbsp;académica</span><span class="stl_17" style="word-spacing:0.17em;">&nbsp;de</span><span class="stl_17" style="word-spacing:0.16em;">&nbsp;los y</span><span class="stl_17" style="word-spacing:0.16em;">&nbsp;las &nbsp;</span></div>
					<div class="stl_01" style="top: 34.0339em; left:7.0854em;"><span class="stl_17 stl_08" style="word-spacing:0.41em;">estudiantes </span><span class="stl_26 stl_08" style="word-spacing:0.37em;">del Séptimo Año de Educación Básica de la Escuela Fiscal “Vicente &nbsp;</span></div>
					<div class="stl_01" style="top: 35.7672em; left:7.0854em;"><span class="stl_26 stl_08" style="word-spacing:0.07em;">Rocafuerte” de la Ciudadela Universitaria del cantón Portoviejo en el año 2016, se logró &nbsp;</span></div>
					<div class="stl_01" style="top: 37.4839em; left:7.0854em;"><span class="stl_17" style="word-spacing:0.2em;">en términos altamente significativos. Esto, gracias a los resultados obtenidos en las &nbsp;</span></div>
					<div class="stl_01" style="top: 39.2172em; left:7.0854em;"><span class="stl_17" style="word-spacing:0.14em;">encuestas, mismas que se construyeron técnicamente y enfocadas</span><span class="stl_17" style="word-spacing:0.13em;">&nbsp;en cada uno de</span><span class="stl_17" style="word-spacing:0.12em;">&nbsp;los &nbsp;</span></div>
					<div class="stl_01" style="top: 40.9339em; left:7.0854em;"><span class="stl_17" style="word-spacing:-0.01em;">objetivos específicos. &nbsp;</span></div>
					<div class="stl_01" style="top: 42.6697em; left:7.0854em;"><span class="stl_17 stl_08" style="word-spacing:0.22em;">Para identificar qué métodos</span><span class="stl_17" style="word-spacing:0.13em;">&nbsp;psicopedagógicos utilizan</span><span class="stl_17 stl_08" style="word-spacing:0.17em;">&nbsp;los docentes en</span><span class="stl_17 stl_08" style="word-spacing:0.18em;">&nbsp;el proceso</span><span class="stl_17 stl_08" style="word-spacing:0.15em;">&nbsp;de &nbsp;</span></div>
					<div class="stl_01" style="top: 44.3864em; left:7.0854em;"><span class="stl_17" style="word-spacing:0.22em;">motivación académica</span><span class="stl_11" style="font-weight:bold; word-spacing:0.22em;">,</span><span class="stl_11 stl_08" style="word-spacing:0.21em;">&nbsp;</span><span class="stl_17" style="word-spacing:0.21em;">se experimentó una significativa comprobación, conforme</span><span class="stl_17 stl_08" style="word-spacing:0.23em;">&nbsp;al &nbsp;</span></div>
					<div class="stl_01" style="top: 46.1189em; left:7.0854em;"><span class="stl_17" style="word-spacing:0.35em;">cuadro Nº</span><span class="stl_17" style="word-spacing:0.05em;">&nbsp;1</span><span class="stl_17" style="word-spacing:0.06em;">&nbsp;de la encuesta aplicada a los</span><span class="stl_17" style="word-spacing:0.05em;">&nbsp;docentes que</span><span class="stl_17" style="word-spacing:0.06em;">&nbsp;expresa que los</span><span class="stl_17" style="word-spacing:0.05em;">&nbsp;catedráticos</span><span class="stl_17" style="word-spacing:0.04em;">&nbsp;se &nbsp;</span></div>
					<div class="stl_01" style="top: 47.8364em; left:7.0854em;"><span class="stl_17 stl_08" style="word-spacing:0.37em;">preocupan frecuentemente por construir el conocimiento con métodos pedagógicos &nbsp;</span></div>
					<div class="stl_01" style="top: 49.5697em; left:7.0854em;"><span class="stl_17" style="word-spacing:0.25em;">adecuados, lo que constata que se están utilizando las corrientes pedagógicas más &nbsp;</span></div>
					<div class="stl_01" style="top: 51.2881em; left:7.0854em;"><span class="stl_17 stl_08" style="word-spacing:0.06em;">acertadas para el proceso académico, y que se están manejando los recursos pedagógicos &nbsp;</span></div>
					<div class="stl_01" style="top: 53.0214em; left:7.0854em;"><span class="stl_17 stl_08" style="word-spacing:0.15em;">de forma estratégica para que el aprendizaje sea altamente significativo,</span><span class="stl_17 stl_08" style="word-spacing:0.12em;">&nbsp;además, se</span><span class="stl_17 stl_08" style="word-spacing:0.09em;">&nbsp;ha &nbsp;</span></div>
					<div class="stl_01" style="top: 54.7381em; left:7.0854em;"><span class="stl_17 stl_08" style="word-spacing:0.2em;">evidenciado que el</span><span class="stl_17 stl_08" style="word-spacing:0.19em;">&nbsp;facilitador de la clase</span><span class="stl_17 stl_08" style="word-spacing:0.14em;">&nbsp;se</span><span class="stl_17 stl_08" style="word-spacing:0.19em;">&nbsp;preocupa no</span><span class="stl_17 stl_08" style="word-spacing:0.15em;">&nbsp;sólo</span><span class="stl_17 stl_08" style="word-spacing:0.16em;">&nbsp;por</span><span class="stl_17 stl_08" style="word-spacing:0.14em;">&nbsp;el</span><span class="stl_17 stl_08" style="word-spacing:0.22em;">&nbsp;desempeño</span><span class="stl_17 stl_08" style="word-spacing:0.15em;">&nbsp;sino &nbsp;</span></div>
					<div class="stl_01" style="top: 56.4714em; left:7.0854em;"><span class="stl_17 stl_08" style="word-spacing:0.23em;">también por</span><span class="stl_17 stl_08" style="word-spacing:0.18em;">&nbsp;la motivación</span><span class="stl_17 stl_08" style="word-spacing:0.2em;">&nbsp;de los estudiantes, quienes afirman</span><span class="stl_17 stl_08" style="word-spacing:0.17em;">&nbsp;que los docentes</span><span class="stl_17 stl_08" style="word-spacing:0.16em;">&nbsp;están &nbsp;</span></div>
					<div class="stl_01" style="top: 58.1881em; left:7.0854em;"><span class="stl_17 stl_09" style="word-spacing:-0.01em;">capacitados en metodologías psicopedagóg<span class="stl_12">icas</span></span><span class="stl_11" style="font-weight:bold; word-spacing:-0.01em;">. &nbsp;</span></div>
					<div class="stl_01" style="top: 65.2856em; left:41.6958em;"><span class="stl_20">13 &nbsp;</span></div>
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			</div>
			<div class="stl_view">
				<div class="stl_05 stl_06">
					<div class="stl_01" style="top: 2.8819em; left:7.0854em;"><span class="stl_07 stl_08" style="word-spacing:0.08em;">Revista Científica SAPIENTIAE.</span><span class="stl_07 stl_08" style="word-spacing:0.04em;">&nbsp;Vol</span><span class="stl_07 stl_08" style="word-spacing:0.02em;">&nbsp;2, Num</span><span class="stl_07 stl_08" style="word-spacing:0.02em;">&nbsp;3</span><span class="stl_07 stl_08" style="word-spacing:0.01em;">&nbsp;(ene</span><span class="stl_07 stl_08" style="word-spacing:0.02em;">&nbsp;-</span><span class="stl_07 stl_09" style="word-spacing:-0.01em;">&nbsp;ju<span class="stl_08">n</span></span><span class="stl_07 stl_08" style="word-spacing:0.03em;">&nbsp;2019)</span><span class="stl_07 stl_08" style="word-spacing:0.03em;">&nbsp;ISSN:</span><span class="stl_07 stl_08" style="word-spacing:0.05em;">&nbsp;2600-6030 &nbsp;</span></div>
					<div class="stl_01" style="top: 3.8319em; left:7.0854em;"><span class="stl_10 stl_08" style="font-style:italic; word-spacing:0.04em;">Estudio de métodos psicopedagógicos y su aporte en la motivación académica &nbsp;</span></div>
					<div class="stl_01" style="top: 7.6008em; left:7.3021em;"><span class="stl_31 stl_08" style="font-weight:bold; font-style:italic; word-spacing:0.07em;">Figura 1. ¿Qué tanto se preocupa usted por construir el conocimiento con métodos psicopedagógicos adecuados? &nbsp;</span></div>
					<div class="stl_01" style="top: 9.5606em; left:8.0521em;"><span class="stl_32" style="font-weight:bold; font-style:italic;">Orden &nbsp;</span></div>
					<div class="stl_01" style="top: 10.7614em; left:9.3692em;"><span class="stl_33 stl_12" style="font-style:italic;">A. &nbsp;</span></div>
					<div class="stl_01" style="top: 9.5606em; left:16.4542em;"><span class="stl_11" style="font-weight:bold;">Alternativa &nbsp;</span></div>
					<div class="stl_01" style="top: 10.7614em; left:13.5875em;"><span class="stl_11" style="font-weight:bold; word-spacing:0em;">Muy frecuentemente &nbsp;</span></div>
					<div class="stl_01" style="top: 11.9447em; left:13.5875em;"><span class="stl_11" style="font-weight:bold;">Frecuentemente &nbsp;</span></div>
					<div class="stl_01" style="top: 13.1464em; left:13.5875em;"><span class="stl_11" style="font-weight:bold; word-spacing:0em;">Poco frecuente &nbsp;</span></div>
					<div class="stl_01" style="top: 14.3297em; left:13.5875em;"><span class="stl_11" style="font-weight:bold; word-spacing:0em;">Nada frecuente &nbsp;</span></div>
					<div class="stl_01" style="top: 15.5297em; left:17.0567em;"><span class="stl_33" style="font-style:italic;">Total &nbsp;</span></div>
					<div class="stl_01" style="top: 9.5606em; left:30.0775em;"><span class="stl_11" style="font-weight:bold;">F</span></div>
					<div class="stl_01" style="top: 10.7614em; left:29.8942em;"><span class="stl_17 stl_09">1<span class="stl_09">1 &nbsp;</span></span></div>
					<div class="stl_01" style="top: 11.9447em; left:30.1433em;"><span class="stl_17">3</span></div>
					<div class="stl_01" style="top: 13.1464em; left:30.1433em;"><span class="stl_17">0</span></div>
					<div class="stl_01" style="top: 14.3297em; left:30.1433em;"><span class="stl_17">0</span></div>
					<div class="stl_01" style="top: 9.5606em; left:38.0625em;"><span class="stl_11" style="font-weight:bold;">%</span></div>
					<div class="stl_01" style="top: 10.7614em; left:37.4458em;"><span class="stl_17 stl_09">7<span class="stl_09">8,57 &nbsp;</span></span></div>
					<div class="stl_01" style="top: 11.9447em; left:37.4458em;"><span class="stl_17 stl_09">2<span class="stl_09">1,43 &nbsp;</span></span></div>
					<div class="stl_01" style="top: 13.1464em; left:37.4458em;"><span class="stl_17 stl_09">0<span class="stl_09">0,00 &nbsp;</span></span></div>
					<div class="stl_01" style="top: 14.3297em; left:37.4458em;"><span class="stl_17 stl_09">0<span class="stl_09">0,00 &nbsp;</span></span></div>
					<div class="stl_01" style="top: 15.5297em; left:37.1958em;"><span class="stl_17 stl_09">1<span class="stl_09">00,00 &nbsp;</span></span></div>
					<div class="stl_01" style="top: 11.9447em; left:9.3692em;"><span class="stl_33 stl_12" style="font-style:italic;">B. &nbsp;</span></div>
					<div class="stl_01" style="top: 13.1464em; left:9.3692em;"><span class="stl_33" style="font-style:italic;">C. &nbsp;</span></div>
					<div class="stl_01" style="top: 14.3297em; left:9.3692em;"><span class="stl_33 stl_08" style="font-style:italic;">D. &nbsp;</span></div>
					<div class="stl_01" style="top: 15.5297em; left:29.8942em;"><span class="stl_17 stl_09">1<span class="stl_09">4 &nbsp;</span></span></div>
					<div class="stl_01" style="top: 18.0025em; left:12.2208em;"><span class="stl_31 stl_08" style="font-weight:bold; font-style:italic; word-spacing:0.07em;">Fuente: </span><span class="stl_34 stl_08" style="font-style:italic; word-spacing:0.07em;">Docentes de la Escuela Fiscal “Vicente Rocafuerte” del cantón Portoviejo &nbsp;</span></div>
					<div class="stl_01" style="top: 19.3025em; left:18.54em;"><span class="stl_31" style="font-weight:bold; font-style:italic; word-spacing:-0.01em;">Elaboración: </span><span class="stl_35" style="font-style:italic; word-spacing:-0.01em;">Autoras de la Investigación &nbsp;</span></div>
					<div class="stl_01" style="top: 22.3297em; left:7.0854em;"><span class="stl_17" style="word-spacing:0.06em;">Para conocer</span><span class="stl_17" style="word-spacing:0.05em;">&nbsp;qué</span><span class="stl_17" style="word-spacing:0.04em;">&nbsp;tanto</span><span class="stl_17" style="word-spacing:0.05em;">&nbsp;se preocupan</span><span class="stl_17" style="word-spacing:0.03em;">&nbsp;los</span><span class="stl_17" style="word-spacing:0.03em;">&nbsp;docentes</span><span class="stl_17" style="word-spacing:0.04em;">&nbsp;por</span><span class="stl_17" style="word-spacing:0.03em;">&nbsp;la</span><span class="stl_17" style="word-spacing:0.04em;">&nbsp;construcción</span><span class="stl_17" style="word-spacing:0.05em;">&nbsp;del</span><span class="stl_17" style="word-spacing:0.05em;">&nbsp;conocimiento &nbsp;</span></div>
					<div class="stl_01" style="top: 24.0489em; left:7.0854em;"><span class="stl_17" style="word-spacing:0.42em;">con métodos psicopedagógicos adecuados, fueron</span><span class="stl_17" style="word-spacing:0.42em;">&nbsp;encuestados 14 docentes.</span><span class="stl_17" style="word-spacing:0.42em;">&nbsp;Los &nbsp;</span></div>
					<div class="stl_01" style="top: 25.7822em; left:7.0854em;"><span class="stl_17" style="word-spacing:-0.01em;">resultados obtenidos son: &nbsp;</span></div>
					<div class="stl_01" style="top: 27.4981em; left:7.0854em;"><span class="stl_17">1</span></div>
					<div class="stl_01" style="top: 27.4981em; left:7.5854em;"><span class="stl_17" style="word-spacing:0.12em;">1 docentes, equivalente al 78,57%, expresaron muy frecuentemente; 3 docentes,</span><span class="stl_17" style="word-spacing:0.1em;">&nbsp;que &nbsp;</span></div>
					<div class="stl_01" style="top: 29.2322em; left:7.0854em;"><span class="stl_17" style="word-spacing:0.3em;">comprende el 21,43%, indicaron frecuentemente; mientras que, las opciones poco &nbsp;</span></div>
					<div class="stl_01" style="top: 30.9489em; left:7.0854em;"><span class="stl_17" style="word-spacing:0em;">frecuentes y nada frecuente no fueron señaladas por ningún docente. &nbsp;</span></div>
					<div class="stl_01" style="top: 32.6839em; left:7.0854em;"><span class="stl_17" style="word-spacing:0.18em;">Con los resultados obtenidos se logra evidenciar que la mayoría de los docentes se &nbsp;</span></div>
					<div class="stl_01" style="top: 34.4006em; left:7.0854em;"><span class="stl_17 stl_08" style="word-spacing:0.23em;">preocupan muy frecuentemente por el proceso de construcción del conocimiento</span><span class="stl_17 stl_08" style="word-spacing:0.16em;">&nbsp;con &nbsp;</span></div>
					<div class="stl_01" style="top: 36.1339em; left:7.0854em;"><span class="stl_17" style="word-spacing:0.29em;">métodos psicopedagógicos adecuados, lo que significa que se están utilizando</span><span class="stl_17" style="word-spacing:0.27em;">&nbsp;las &nbsp;</span></div>
					<div class="stl_01" style="top: 37.8506em; left:7.0854em;"><span class="stl_17 stl_08" style="word-spacing:0.2em;">corrientes pedagógicas más acertadas de</span><span class="stl_17 stl_08" style="word-spacing:0.16em;">&nbsp;acuerdo</span><span class="stl_17 stl_08" style="word-spacing:0.15em;">&nbsp;a las necesidades de</span><span class="stl_17 stl_08" style="word-spacing:0.15em;">&nbsp;los</span><span class="stl_17" style="word-spacing:0.09em;">&nbsp;estudiantes; &nbsp;</span></div>
					<div class="stl_01" style="top: 39.5839em; left:7.0854em;"><span class="stl_17 stl_08" style="word-spacing:0.06em;">ningún docente ha manifestado lo contrario. Este dato se convierte en un plus académico &nbsp;</span></div>
					<div class="stl_01" style="top: 41.3006em; left:7.0854em;"><span class="stl_17 stl_08" style="word-spacing:0.09em;">que debe ser</span><span class="stl_17" style="word-spacing:0.02em;">&nbsp;exhaustivamente</span><span class="stl_17 stl_08" style="word-spacing:0.13em;">&nbsp;explotado</span><span class="stl_17 stl_08" style="word-spacing:0.04em;">&nbsp;al</span><span class="stl_17 stl_08" style="word-spacing:0.1em;">&nbsp;momento</span><span class="stl_17 stl_08" style="word-spacing:0.05em;">&nbsp;de</span><span class="stl_17 stl_08" style="word-spacing:0.14em;">&nbsp;considerar</span><span class="stl_17 stl_08" style="word-spacing:0.09em;">&nbsp;el</span><span class="stl_17" style="word-spacing:0.04em;">&nbsp;aprendizaje</span><span class="stl_17 stl_08" style="word-spacing:0.06em;">&nbsp;como &nbsp;</span></div>
					<div class="stl_01" style="top: 43.0356em; left:7.0854em;"><span class="stl_17 stl_08" style="word-spacing:0.12em;">un acto</span><span class="stl_17" style="word-spacing:0.05em;">&nbsp;científico,</span><span class="stl_17 stl_08" style="word-spacing:0.1em;">&nbsp;dada la</span><span class="stl_17" style="word-spacing:0.06em;">&nbsp;intervención</span><span class="stl_17 stl_08" style="word-spacing:0.14em;">&nbsp;de estructuras</span><span class="stl_17 stl_08" style="word-spacing:0.15em;">&nbsp;cerebrales básicas</span><span class="stl_17" style="word-spacing:0.06em;">&nbsp;acertadamente &nbsp;</span></div>
					<div class="stl_01" style="top: 44.7531em; left:7.0854em;"><span class="stl_17" style="word-spacing:0em;">estimuladas desde el exterior. &nbsp;</span></div>
					<div class="stl_01" style="top: 46.4864em; left:7.0854em;"><span class="stl_17" style="word-spacing:-0.02em;">Los resultados obtenidos de la encuesta aplicada a los docentes, quienes manifiestan que, &nbsp;</span></div>
					<div class="stl_01" style="top: 48.2031em; left:7.0854em;"><span class="stl_17 stl_08" style="word-spacing:0.32em;">en relación con la metodología psicopedagógica que aplican, la motivación en</span><span class="stl_17 stl_08" style="word-spacing:0.27em;">&nbsp;sus &nbsp;</span></div>
					<div class="stl_01" style="top: 49.9356em; left:7.0854em;"><span class="stl_17 stl_08" style="word-spacing:0.13em;">estudiantes es alta,</span><span class="stl_17 stl_08" style="word-spacing:0.05em;">&nbsp;lo</span><span class="stl_17 stl_08" style="word-spacing:0.1em;">&nbsp;que quiere</span><span class="stl_17 stl_08" style="word-spacing:0.09em;">&nbsp;decir</span><span class="stl_17 stl_08" style="word-spacing:0.1em;">&nbsp;que se está tratando</span><span class="stl_17 stl_08" style="word-spacing:0.05em;">&nbsp;de</span><span class="stl_17 stl_08" style="word-spacing:0.09em;">&nbsp;llenar</span><span class="stl_17 stl_08" style="word-spacing:0.06em;">&nbsp;las</span><span class="stl_17 stl_09" style="word-spacing:0.04em;">&nbsp;expectativa<span class="stl_08">s</span></span><span class="stl_17 stl_08" style="word-spacing:0.06em;">&nbsp;de &nbsp;</span></div>
					<div class="stl_01" style="top: 51.6547em; left:7.0854em;"><span class="stl_17 stl_08" style="word-spacing:0.1em;">ellos mediante la utilización de métodos psicopedagógicos innovadores, que permitan al &nbsp;</span></div>
					<div class="stl_01" style="top: 53.3881em; left:7.0854em;"><span class="stl_17" style="word-spacing:0.34em;">estudiante construir su propio conocimiento, entre estos métodos está el modelo &nbsp;</span></div>
					<div class="stl_01" style="top: 55.1047em; left:7.0854em;"><span class="stl_17" style="word-spacing:0.12em;">pedagógico constructivista,</span><span class="stl_17" style="word-spacing:0.14em;">&nbsp;que permite</span><span class="stl_17" style="word-spacing:0.12em;">&nbsp;el</span><span class="stl_17" style="word-spacing:0.14em;">&nbsp;razonamiento analítico,</span><span class="stl_17" style="word-spacing:0.12em;">&nbsp;crítico,</span><span class="stl_17" style="word-spacing:0.13em;">&nbsp;reflexivo</span><span class="stl_17" style="word-spacing:0.13em;">&nbsp;y &nbsp;</span></div>
					<div class="stl_01" style="top: 56.8214em; left:7.0854em;"><span class="stl_17 stl_09" style="word-spacing:0em;">propositivo del alumnado, así como también está el modelo pedagógico romántico, en e<span class="stl_12">l &nbsp;</span></span></div>
					<div class="stl_01" style="top: 58.5547em; left:7.0854em;"><span class="stl_17" style="word-spacing:-0.01em;">cual el interés de los docentes se centra en los estudiantes, mirando mucho más allá de lo &nbsp;</span></div>
					<div class="stl_01" style="top: 60.2739em; left:7.0854em;"><span class="stl_17" style="word-spacing:0.57em;">que exige el sistema educativo. Asimismo, en relación con la metodología &nbsp;</span></div>
					<div class="stl_01" style="top: 62.0068em; left:7.0854em;"><span class="stl_17" style="word-spacing:0.05em;">psicopedagógica que los</span><span class="stl_17" style="word-spacing:0.04em;">&nbsp;docentes aplican,</span><span class="stl_17" style="word-spacing:0.05em;">&nbsp;la motivación que tiene el alumnado</span><span class="stl_17" style="word-spacing:0.03em;">&nbsp;es</span><span class="stl_17" style="word-spacing:0.04em;">&nbsp;muy &nbsp;</span></div>
					<div class="stl_01" style="top: 66.319em; left:41.6958em;"><span class="stl_20">14 &nbsp;</span></div>
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		<div class="stl_02">
			<div class="stl_03">
				<img 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					<div class="stl_01" style="top: 3.001em; left:7.0854em;"><span class="stl_22 stl_08" style="font-style:italic; word-spacing:0.01em;">Santana-Macías &amp; Navarrete-Mera (2019) &nbsp;</span></div>
					<div class="stl_01" style="top: 5.8781em; left:7.0854em;"><span class="stl_17 stl_08" style="word-spacing:0.07em;">alta, lo que</span><span class="stl_17 stl_08" style="word-spacing:0.11em;">&nbsp;evidencia</span><span class="stl_17 stl_08" style="word-spacing:0.07em;">&nbsp;que los</span><span class="stl_17 stl_08" style="word-spacing:0.13em;">&nbsp;procesos</span><span class="stl_17 stl_08" style="word-spacing:0.12em;">&nbsp;psicopedagógicos que</span><span class="stl_17 stl_08" style="word-spacing:0.1em;">&nbsp;utilizan</span><span class="stl_17 stl_08" style="word-spacing:0.05em;">&nbsp;los</span><span class="stl_17 stl_08" style="word-spacing:0.1em;">&nbsp;docentes</span><span class="stl_17 stl_08" style="word-spacing:0.06em;">&nbsp;están &nbsp;</span></div>
					<div class="stl_01" style="top: 7.6114em; left:7.0854em;"><span class="stl_17" style="word-spacing:0.31em;">dando resultados satisfactorios, y los estudiantes están encontrando la motivación &nbsp;</span></div>
					<div class="stl_01" style="top: 9.3272em; left:7.0854em;"><span class="stl_17 stl_08" style="word-spacing:0.19em;">necesaria para desenvolverse de mejor manera en el proceso académico, y además</span><span class="stl_17 stl_08" style="word-spacing:0.13em;">&nbsp;se &nbsp;</span></div>
					<div class="stl_01" style="top: 11.0606em; left:7.0854em;"><span class="stl_17 stl_09" style="word-spacing:-0.01em;">sienten en confianza y con ganas de adquirir muchos más conocimientos en su <span class="stl_12">día a día. &nbsp;</span></span></div>
					<div class="stl_01" style="top: 14.6858em; left:7.4854em;"><span class="stl_31 stl_09" style="font-weight:bold; font-style:italic; word-spacing:0em;">Figura 2. En relación con la metodología psicopedagógica que usted aplica, la motivación de sus estudiantes es<span class="stl_12">: &nbsp;</span></span></div>
					<div class="stl_01" style="top: 16.6464em; left:8.0521em;"><span class="stl_32" style="font-weight:bold; font-style:italic;">Orden &nbsp;</span></div>
					<div class="stl_01" style="top: 17.8464em; left:9.685em;"><span class="stl_33 stl_12" style="font-style:italic;">A. &nbsp;</span></div>
					<div class="stl_01" style="top: 16.6464em; left:15.7542em;"><span class="stl_11" style="font-weight:bold;">Alternativa &nbsp;</span></div>
					<div class="stl_01" style="top: 17.8464em; left:13.5875em;"><span class="stl_11" style="font-weight:bold; word-spacing:0em;">Muy alta &nbsp;</span></div>
					<div class="stl_01" style="top: 19.0297em; left:13.5875em;"><span class="stl_11" style="font-weight:bold;">Alta &nbsp;</span></div>
					<div class="stl_01" style="top: 20.2297em; left:13.5875em;"><span class="stl_11" style="font-weight:bold; word-spacing:0.01em;">Poco alta &nbsp;</span></div>
					<div class="stl_01" style="top: 21.4131em; left:13.5875em;"><span class="stl_11 stl_08" style="font-weight:bold; word-spacing:0.07em;">Nada alta &nbsp;</span></div>
					<div class="stl_01" style="top: 22.6156em; left:14.8708em;"><span class="stl_33" style="font-style:italic;">Total &nbsp;</span></div>
					<div class="stl_01" style="top: 16.6464em; left:26.9917em;"><span class="stl_11" style="font-weight:bold;">Frecuencia &nbsp;</span></div>
					<div class="stl_01" style="top: 16.6464em; left:37.7292em;"><span class="stl_11" style="font-weight:bold;">%</span></div>
					<div class="stl_01" style="top: 17.8464em; left:29.1083em;"><span class="stl_17">4</span></div>
					<div class="stl_01" style="top: 19.0297em; left:28.8583em;"><span class="stl_17 stl_09">1<span class="stl_09">0 &nbsp;</span></span></div>
					<div class="stl_01" style="top: 20.2297em; left:29.1083em;"><span class="stl_17">0</span></div>
					<div class="stl_01" style="top: 21.4131em; left:29.1083em;"><span class="stl_17">0</span></div>
					<div class="stl_01" style="top: 22.6156em; left:28.8583em;"><span class="stl_17 stl_09">1<span class="stl_09">4 &nbsp;</span></span></div>
					<div class="stl_01" style="top: 17.8464em; left:37.1125em;"><span class="stl_17 stl_09">2<span class="stl_09">8,57 &nbsp;</span></span></div>
					<div class="stl_01" style="top: 19.0297em; left:37.1125em;"><span class="stl_17 stl_09">7<span class="stl_09">1,43 &nbsp;</span></span></div>
					<div class="stl_01" style="top: 20.2297em; left:37.1125em;"><span class="stl_17 stl_09">0<span class="stl_09">0,00 &nbsp;</span></span></div>
					<div class="stl_01" style="top: 21.4131em; left:37.1125em;"><span class="stl_17 stl_09">0<span class="stl_09">0,00 &nbsp;</span></span></div>
					<div class="stl_01" style="top: 22.6156em; left:36.8625em;"><span class="stl_17 stl_09">1<span class="stl_09">00,00 &nbsp;</span></span></div>
					<div class="stl_01" style="top: 19.0297em; left:9.685em;"><span class="stl_33 stl_12" style="font-style:italic;">B. &nbsp;</span></div>
					<div class="stl_01" style="top: 20.2297em; left:9.685em;"><span class="stl_33" style="font-style:italic;">C. &nbsp;</span></div>
					<div class="stl_01" style="top: 21.4131em; left:9.685em;"><span class="stl_33 stl_08" style="font-style:italic;">D. &nbsp;</span></div>
					<div class="stl_01" style="top: 25.0883em; left:12.6375em;"><span class="stl_31 stl_08" style="font-weight:bold; font-style:italic; word-spacing:0.07em;">Fuente: </span><span class="stl_35 stl_08" style="font-style:italic; word-spacing:0.07em;">Docentes de la Escuela Fiscal Vicente Rocafuerte del cantón Portoviejo &nbsp;</span></div>
					<div class="stl_01" style="top: 26.3708em; left:18.54em;"><span class="stl_31" style="font-weight:bold; font-style:italic; word-spacing:-0.01em;">Elaboración: </span><span class="stl_35" style="font-style:italic; word-spacing:-0.01em;">Autoras de la Investigación &nbsp;</span></div>
					<div class="stl_01" style="top: 29.4156em; left:7.0854em;"><span class="stl_17 stl_08" style="word-spacing:0.13em;">Para apreciar en</span><span class="stl_17 stl_08" style="word-spacing:0.06em;">&nbsp;qué</span><span class="stl_17 stl_08" style="word-spacing:0.08em;">&nbsp;medida se</span><span class="stl_17 stl_08" style="word-spacing:0.12em;">&nbsp;motivan</span><span class="stl_17 stl_08" style="word-spacing:0.06em;">&nbsp;los</span><span class="stl_17" style="word-spacing:0.04em;">&nbsp;estudiantes,</span><span class="stl_17 stl_08" style="word-spacing:0.07em;">&nbsp;en</span><span class="stl_17 stl_08" style="word-spacing:0.08em;">&nbsp;relación con la</span><span class="stl_17" style="word-spacing:0.1em;">&nbsp;metodología &nbsp;</span></div>
					<div class="stl_01" style="top: 31.1314em; left:7.0854em;"><span class="stl_17" style="word-spacing:0.24em;">psicopedagógica que aplican los docentes, fueron encuestados 14 facilitadores.</span><span class="stl_17" style="word-spacing:0.22em;">&nbsp;Los &nbsp;</span></div>
					<div class="stl_01" style="top: 32.8672em; left:7.0854em;"><span class="stl_17" style="word-spacing:-0.01em;">resultados obtenidos son: &nbsp;</span></div>
					<div class="stl_01" style="top: 34.5839em; left:7.0854em;"><span class="stl_17">4</span></div>
					<div class="stl_01" style="top: 36.3172em; left:7.0854em;"><span class="stl_17">7</span></div>
					<div class="stl_01" style="top: 34.5839em; left:8.0174em;"><span class="stl_17 stl_08" style="word-spacing:0.27em;">docentes, que corresponde al 28,57%,</span><span class="stl_17 stl_08" style="word-spacing:0.24em;">&nbsp;manifestaron muy alta; 10 docentes, con</span><span class="stl_17 stl_08" style="word-spacing:0.2em;">&nbsp;el &nbsp;</span></div>
					<div class="stl_01" style="top: 36.3172em; left:7.5854em;"><span class="stl_17" style="word-spacing:-0.01em;">1,43%, indicaron alta; las alternativas -poco altas- y -nada alta- no fueron señaladas por &nbsp;</span></div>
					<div class="stl_01" style="top: 38.0339em; left:7.0854em;"><span class="stl_17 stl_09" style="word-spacing:0em;">ningún docente<span class="stl_12">. &nbsp;</span></span></div>
					<div class="stl_01" style="top: 39.7672em; left:7.0854em;"><span class="stl_17" style="word-spacing:0.07em;">Los resultados revelan</span><span class="stl_17" style="word-spacing:0.07em;">&nbsp;que la motivación</span><span class="stl_17" style="word-spacing:0.05em;">&nbsp;que</span><span class="stl_17" style="word-spacing:0.07em;">&nbsp;tienen los</span><span class="stl_17" style="word-spacing:0.07em;">&nbsp;estudiantes, en relación con</span><span class="stl_17" style="word-spacing:0.06em;">&nbsp;la &nbsp;</span></div>
					<div class="stl_01" style="top: 41.4864em; left:7.0854em;"><span class="stl_17 stl_09" style="word-spacing:0.04em;">metodología psicopedagógi<span class="stl_08">ca</span></span><span class="stl_17 stl_08" style="word-spacing:0.11em;">&nbsp;utilizada</span><span class="stl_17 stl_08" style="word-spacing:0.07em;">&nbsp;por</span><span class="stl_17 stl_08" style="word-spacing:0.06em;">&nbsp;los</span><span class="stl_17 stl_08" style="word-spacing:0.11em;">&nbsp;docentes,</span><span class="stl_17 stl_08" style="word-spacing:0.05em;">&nbsp;es</span><span class="stl_17 stl_08" style="word-spacing:0.07em;">&nbsp;alta;</span><span class="stl_17 stl_08" style="word-spacing:0.06em;">&nbsp;lo</span><span class="stl_17 stl_08" style="word-spacing:0.06em;">&nbsp;que</span><span class="stl_17 stl_08" style="word-spacing:0.09em;">&nbsp;quiere decir</span><span class="stl_17 stl_08" style="word-spacing:0.05em;">&nbsp;que &nbsp;</span></div>
					<div class="stl_01" style="top: 43.2197em; left:7.0854em;"><span class="stl_17" style="word-spacing:0.25em;">existe una adecuada imbricación entre los procesos metodológicos que utilizan</span><span class="stl_17" style="word-spacing:0.23em;">&nbsp;los &nbsp;</span></div>
					<div class="stl_01" style="top: 44.9356em; left:7.0854em;"><span class="stl_17 stl_09" style="word-spacing:-0.01em;">docentes con las expectativas estudiantiles<span class="stl_12">. &nbsp;</span></span></div>
					<div class="stl_01" style="top: 46.6697em; left:7.0854em;"><span class="stl_17 stl_08" style="word-spacing:0.03em;">Para analizar el nivel de motivación que tiene el estudiantado en relación con los métodos &nbsp;</span></div>
					<div class="stl_01" style="top: 48.3864em; left:7.0854em;"><span class="stl_17 stl_09" style="word-spacing:0.07em;">psicopedagógicos, experimentó una significati<span class="stl_08">va</span></span><span class="stl_17" style="word-spacing:0.06em;">&nbsp;comprobación,</span><span class="stl_17 stl_08" style="word-spacing:0.14em;">&nbsp;conforme</span><span class="stl_17 stl_08" style="word-spacing:0.06em;">&nbsp;a</span><span class="stl_17 stl_08" style="word-spacing:0.09em;">&nbsp;la</span><span class="stl_17 stl_08" style="word-spacing:0.11em;">&nbsp;figura</span><span class="stl_17 stl_08" style="word-spacing:0.07em;">&nbsp;3 &nbsp;</span></div>
					<div class="stl_01" style="top: 50.1031em; left:7.0854em;"><span class="stl_17" style="word-spacing:-0.02em;">de la encuesta aplicada a los estudiantes, que expresa que la motivación en el aula es muy &nbsp;</span></div>
					<div class="stl_01" style="top: 51.8381em; left:7.0854em;"><span class="stl_17" style="word-spacing:0.11em;">significativa, es</span><span class="stl_17" style="word-spacing:0.12em;">&nbsp;decir que los docentes están utilizando las estrategias adecuadas</span><span class="stl_17" style="word-spacing:0.09em;">&nbsp;para &nbsp;</span></div>
					<div class="stl_01" style="top: 53.5547em; left:7.0854em;"><span class="stl_17" style="word-spacing:0.02em;">motivar al</span><span class="stl_17" style="word-spacing:0.02em;">&nbsp;estudiantado,</span><span class="stl_17" style="word-spacing:0.04em;">&nbsp;preocupándose</span><span class="stl_17" style="word-spacing:0.04em;">&nbsp;por</span><span class="stl_17" style="word-spacing:0.03em;">&nbsp;las</span><span class="stl_17" style="word-spacing:0.03em;">&nbsp;necesidades de</span><span class="stl_17" style="word-spacing:0.02em;">&nbsp;los</span><span class="stl_17" style="word-spacing:0.03em;">&nbsp;mismos,</span><span class="stl_17" style="word-spacing:0.03em;">&nbsp;y</span><span class="stl_17" style="word-spacing:0.03em;">&nbsp;utilizando &nbsp;</span></div>
					<div class="stl_01" style="top: 55.2881em; left:7.0854em;"><span class="stl_17" style="word-spacing:0.17em;">las estrategias más didácticas y dinámicas para el aprendizaje, haciendo explotar las &nbsp;</span></div>
					<div class="stl_01" style="top: 57.0047em; left:7.0854em;"><span class="stl_17" style="word-spacing:0.07em;">habilidades de</span><span class="stl_17" style="word-spacing:0.07em;">&nbsp;los</span><span class="stl_17" style="word-spacing:0.06em;">&nbsp;receptores del</span><span class="stl_17" style="word-spacing:0.07em;">&nbsp;conocimiento de acuerdo a las</span><span class="stl_17" style="word-spacing:0.07em;">&nbsp;inteligencias</span><span class="stl_17" style="word-spacing:0.06em;">&nbsp;múltiples &nbsp;</span></div>
					<div class="stl_01" style="top: 58.7381em; left:7.0854em;"><span class="stl_17" style="word-spacing:-0.01em;">que poseen cada uno de ellos, esto evidencia que se está buscando el bienestar individual &nbsp;</span></div>
					<div class="stl_01" style="top: 60.4564em; left:7.0854em;"><span class="stl_17 stl_08" style="word-spacing:0.07em;">y social del alumnado. &nbsp;</span></div>
					<div class="stl_01" style="top: 65.2856em; left:41.6958em;"><span class="stl_20">15 &nbsp;</span></div>
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			<div class="stl_03">
				<img 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alt="" class="stl_37" />
			</div>
			<div class="stl_view">
				<div class="stl_05 stl_06">
					<div class="stl_01" style="top: 2.8819em; left:7.0854em;"><span class="stl_07 stl_08" style="word-spacing:0.08em;">Revista Científica SAPIENTIAE.</span><span class="stl_07 stl_08" style="word-spacing:0.04em;">&nbsp;Vol</span><span class="stl_07 stl_08" style="word-spacing:0.02em;">&nbsp;2, Num</span><span class="stl_07 stl_08" style="word-spacing:0.02em;">&nbsp;3</span><span class="stl_07 stl_08" style="word-spacing:0.01em;">&nbsp;(ene</span><span class="stl_07 stl_08" style="word-spacing:0.02em;">&nbsp;-</span><span class="stl_07 stl_09" style="word-spacing:-0.01em;">&nbsp;ju<span class="stl_08">n</span></span><span class="stl_07 stl_08" style="word-spacing:0.03em;">&nbsp;2019)</span><span class="stl_07 stl_08" style="word-spacing:0.03em;">&nbsp;ISSN:</span><span class="stl_07 stl_08" style="word-spacing:0.05em;">&nbsp;2600-6030 &nbsp;</span></div>
					<div class="stl_01" style="top: 3.8319em; left:7.0854em;"><span class="stl_10 stl_08" style="font-style:italic; word-spacing:0.04em;">Estudio de métodos psicopedagógicos y su aporte en la motivación académica &nbsp;</span></div>
					<div class="stl_01" style="top: 5.8781em; left:7.0854em;"><span class="stl_17 stl_08" style="word-spacing:0.2em;">Como alternativa de solución ante la</span><span class="stl_17 stl_08" style="word-spacing:0.24em;">&nbsp;eventual</span><span class="stl_17 stl_08" style="word-spacing:0.21em;">&nbsp;falta de conocimientos</span><span class="stl_17 stl_08" style="word-spacing:0.15em;">&nbsp;de los</span><span class="stl_17 stl_08" style="word-spacing:0.19em;">&nbsp;métodos &nbsp;</span></div>
					<div class="stl_01" style="top: 7.6114em; left:7.0854em;"><span class="stl_17" style="word-spacing:0.19em;">psicopedagógicos de los docentes, y la poca motivación en los estudiantes,</span><span class="stl_17" style="word-spacing:0.24em;">&nbsp;también &nbsp;</span></div>
					<div class="stl_01" style="top: 9.3272em; left:7.0854em;"><span class="stl_17 stl_09" style="word-spacing:0.21em;">evidenció una pertinente comprobación<span class="stl_08">,</span></span><span class="stl_17 stl_08" style="word-spacing:0.27em;">&nbsp;gracias a los resultados globales</span><span class="stl_17 stl_08" style="word-spacing:0.3em;">&nbsp;obtenidos; &nbsp;</span></div>
					<div class="stl_01" style="top: 11.0606em; left:7.0854em;"><span class="stl_17" style="word-spacing:-0.05em;">porque, si bien ellos demuestran que el profesorado está apto para intervenir exitosamente &nbsp;</span></div>
					<div class="stl_01" style="top: 12.7781em; left:7.0854em;"><span class="stl_17" style="word-spacing:0.18em;">en procesos áulicos, la capacitación sistemática es una condición sine qua non</span><span class="stl_17" style="word-spacing:0.18em;">&nbsp;para &nbsp;</span></div>
					<div class="stl_01" style="top: 14.5131em; left:7.0854em;"><span class="stl_17 stl_08" style="word-spacing:0.07em;">actualizarse y participar con liderazgo transformados en beneficio del correcto desarrollo &nbsp;</span></div>
					<div class="stl_01" style="top: 16.2297em; left:7.0854em;"><span class="stl_17 stl_08" style="word-spacing:0.06em;">de la psique y del bienestar colectivo &nbsp;</span></div>
					<div class="stl_01" style="top: 20.3358em; left:18.8558em;"><span class="stl_31 stl_09" style="font-weight:bold; font-style:italic; word-spacing:0em;">Figura 3: La motivación en el aula es<span class="stl_12">: &nbsp;</span></span></div>
					<div class="stl_01" style="top: 22.3131em; left:7.7688em;"><span class="stl_32" style="font-weight:bold; font-style:italic;">Orden &nbsp;</span></div>
					<div class="stl_01" style="top: 23.4989em; left:9.0517em;"><span class="stl_33 stl_12" style="font-style:italic;">A. &nbsp;</span></div>
					<div class="stl_01" style="top: 22.3131em; left:16.2208em;"><span class="stl_11" style="font-weight:bold;">Alternativa &nbsp;</span></div>
					<div class="stl_01" style="top: 23.4989em; left:13.0375em;"><span class="stl_11" style="font-weight:bold; word-spacing:0.01em;">Muy significativa &nbsp;</span></div>
					<div class="stl_01" style="top: 24.6989em; left:13.0375em;"><span class="stl_11 stl_09" style="font-weight:bold;">Significativ<span class="stl_12">a &nbsp;</span></span></div>
					<div class="stl_01" style="top: 25.8822em; left:13.0375em;"><span class="stl_11" style="font-weight:bold; word-spacing:0em;">Poco significativa &nbsp;</span></div>
					<div class="stl_01" style="top: 27.0822em; left:13.0375em;"><span class="stl_11" style="font-weight:bold; word-spacing:0em;">Nada significativa &nbsp;</span></div>
					<div class="stl_01" style="top: 28.2656em; left:17.1058em;"><span class="stl_33" style="font-style:italic;">Total &nbsp;</span></div>
					<div class="stl_01" style="top: 22.3131em; left:29.9775em;"><span class="stl_11" style="font-weight:bold;">F</span></div>
					<div class="stl_01" style="top: 23.4989em; left:29.775em;"><span class="stl_17 stl_09">2<span class="stl_09">3 &nbsp;</span></span></div>
					<div class="stl_01" style="top: 24.6989em; left:29.775em;"><span class="stl_17 stl_09">1<span class="stl_09">1 &nbsp;</span></span></div>
					<div class="stl_01" style="top: 25.8822em; left:30.0267em;"><span class="stl_17">1</span></div>
					<div class="stl_01" style="top: 27.0822em; left:30.0267em;"><span class="stl_17">0</span></div>
					<div class="stl_01" style="top: 28.2656em; left:29.775em;"><span class="stl_17 stl_09">3<span class="stl_09">5 &nbsp;</span></span></div>
					<div class="stl_01" style="top: 22.3131em; left:37.9125em;"><span class="stl_11" style="font-weight:bold;">%</span></div>
					<div class="stl_01" style="top: 23.4989em; left:37.2958em;"><span class="stl_17 stl_09">6<span class="stl_09">5,71 &nbsp;</span></span></div>
					<div class="stl_01" style="top: 24.6989em; left:37.2958em;"><span class="stl_17 stl_09">3<span class="stl_09">1,43 &nbsp;</span></span></div>
					<div class="stl_01" style="top: 25.8822em; left:37.5458em;"><span class="stl_17 stl_09">2<span class="stl_09">,86 &nbsp;</span></span></div>
					<div class="stl_01" style="top: 27.0822em; left:37.2958em;"><span class="stl_17 stl_09">0<span class="stl_09">0,00 &nbsp;</span></span></div>
					<div class="stl_01" style="top: 28.2656em; left:37.0458em;"><span class="stl_17 stl_09">1<span class="stl_09">00,00 &nbsp;</span></span></div>
					<div class="stl_01" style="top: 24.6989em; left:9.0517em;"><span class="stl_33 stl_12" style="font-style:italic;">B. &nbsp;</span></div>
					<div class="stl_01" style="top: 25.8822em; left:9.0517em;"><span class="stl_33" style="font-style:italic;">C. &nbsp;</span></div>
					<div class="stl_01" style="top: 27.0822em; left:9.0517em;"><span class="stl_33 stl_08" style="font-style:italic;">D. &nbsp;</span></div>
					<div class="stl_01" style="top: 30.7383em; left:8.1354em;"><span class="stl_31" style="font-weight:bold; font-style:italic; word-spacing:-0.01em;">Fuente: </span><span class="stl_35 stl_09" style="font-style:italic; word-spacing:-0.01em;">Estudiantes del Séptimo Año de Educación Básica de la Escuela Fiscal Vicente Rocafuerte del <span class="stl_12">cantón &nbsp;</span></span></div>
					<div class="stl_01" style="top: 32.0383em; left:23.2225em;"><span class="stl_35" style="font-style:italic;">Portoviejo &nbsp;</span></div>
					<div class="stl_01" style="top: 33.34em; left:18.54em;"><span class="stl_31" style="font-weight:bold; font-style:italic; word-spacing:-0.01em;">Elaboración: </span><span class="stl_35" style="font-style:italic; word-spacing:-0.01em;">Autoras de la Investigación &nbsp;</span></div>
					<div class="stl_01" style="top: 36.3672em; left:7.0854em;"><span class="stl_17 stl_08" style="word-spacing:0.19em;">Para conocer qué tan significativa es</span><span class="stl_17 stl_08" style="word-spacing:0.18em;">&nbsp;la motivación en el aula, fueron encuestados</span><span class="stl_17 stl_08" style="word-spacing:0.14em;">&nbsp;35 &nbsp;</span></div>
					<div class="stl_01" style="top: 38.0839em; left:7.0854em;"><span class="stl_17 stl_09" style="word-spacing:0em;">estudiantes. Los resultados obtenidos son<span class="stl_12">: &nbsp;</span></span></div>
					<div class="stl_01" style="top: 39.8172em; left:7.0854em;"><span class="stl_17">2</span></div>
					<div class="stl_01" style="top: 39.8172em; left:7.5854em;"><span class="stl_17 stl_08" style="word-spacing:0.09em;">3 estudiantes, equivalente al 65,71%, expresaron muy significativa; 11 estudiantes, que &nbsp;</span></div>
					<div class="stl_01" style="top: 41.5356em; left:7.0854em;"><span class="stl_17" style="word-spacing:0.09em;">corresponde al</span><span class="stl_17 stl_08" style="word-spacing:0.17em;">&nbsp;31,43%,</span><span class="stl_17" style="word-spacing:0.08em;">&nbsp;manifestaron</span><span class="stl_17 stl_08" style="word-spacing:0.18em;">&nbsp;significativa; 1</span><span class="stl_17 stl_08" style="word-spacing:0.17em;">&nbsp;estudiante, equivalente al</span><span class="stl_17 stl_08" style="word-spacing:0.14em;">&nbsp;2,86%, &nbsp;</span></div>
					<div class="stl_01" style="top: 43.2689em; left:7.0854em;"><span class="stl_17 stl_08" style="word-spacing:0.09em;">indicó poco significativa; y ningún estudiante señaló la alternativa nada significativa. &nbsp;</span></div>
					<div class="stl_01" style="top: 44.9864em; left:7.0854em;"><span class="stl_17 stl_09" style="word-spacing:-0.01em;">El análisis formulado expresa que la motivación en el aula es muy significativa; es d<span class="stl_12">ecir, &nbsp;</span></span></div>
					<div class="stl_01" style="top: 46.7197em; left:7.0854em;"><span class="stl_17 stl_08" style="word-spacing:0.22em;">los docentes están utilizando</span><span class="stl_17 stl_08" style="word-spacing:0.19em;">&nbsp;las estrategias</span><span class="stl_17 stl_08" style="word-spacing:0.2em;">&nbsp;adecuadas para motivar</span><span class="stl_17 stl_08" style="word-spacing:0.15em;">&nbsp;a los</span><span class="stl_17" style="word-spacing:0.12em;">&nbsp;estudiantes. &nbsp;</span></div>
					<div class="stl_01" style="top: 48.4356em; left:7.0854em;"><span class="stl_17" style="word-spacing:0.17em;">Ahora, bien, no se trata de sólo motivar,</span><span class="stl_17" style="word-spacing:0.2em;">&nbsp;sino</span><span class="stl_17" style="word-spacing:0.17em;">&nbsp;también de mantener y aprovechar</span><span class="stl_17" style="word-spacing:0.17em;">&nbsp;al &nbsp;</span></div>
					<div class="stl_01" style="top: 50.1689em; left:7.0854em;"><span class="stl_17 stl_08" style="word-spacing:0.09em;">máximo tal motivación, conforme lo establece el presupuesto dialéctico de la pedagogía &nbsp;</span></div>
					<div class="stl_01" style="top: 51.8881em; left:7.0854em;"><span class="stl_17" style="word-spacing:0.06em;">crítica y</span><span class="stl_17" style="word-spacing:0.05em;">&nbsp;el</span><span class="stl_17" style="word-spacing:0.04em;">&nbsp;enfoque</span><span class="stl_17" style="word-spacing:0.07em;">&nbsp;socio-histórico-cultural,</span><span class="stl_17" style="word-spacing:0.05em;">&nbsp;de tal manera que los</span><span class="stl_17" style="word-spacing:0.05em;">&nbsp;aprendizajes no</span><span class="stl_17" style="word-spacing:0.05em;">&nbsp;sean &nbsp;</span></div>
					<div class="stl_01" style="top: 53.6214em; left:7.0854em;"><span class="stl_17" style="word-spacing:0.05em;">intemporales ni</span><span class="stl_17" style="word-spacing:0.06em;">&nbsp;carentes</span><span class="stl_17" style="word-spacing:0.04em;">&nbsp;de</span><span class="stl_17" style="word-spacing:0.06em;">&nbsp;significados,</span><span class="stl_17" style="word-spacing:0.06em;">&nbsp;si se quiere propiciar</span><span class="stl_17" style="word-spacing:0.06em;">&nbsp;el bienestar individual</span><span class="stl_17" style="word-spacing:0.05em;">&nbsp;y &nbsp;</span></div>
					<div class="stl_01" style="top: 55.3381em; left:7.0854em;"><span class="stl_17 stl_09">social<span class="stl_12">. &nbsp;</span></span></div>
					<div class="stl_01" style="top: 66.319em; left:41.6958em;"><span class="stl_20">16 &nbsp;</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_21" />
			</div>
			<div class="stl_view">
				<div class="stl_05 stl_06">
					<div class="stl_01" style="top: 3.001em; left:7.0854em;"><span class="stl_22 stl_08" style="font-style:italic; word-spacing:0.01em;">Santana-Macías &amp; Navarrete-Mera (2019) &nbsp;</span></div>
					<div class="stl_01" style="top: 5.8781em; left:7.0854em;"><span class="stl_11 stl_09" style="font-weight:bold;">CONCLUSIONE<span class="stl_08">S &nbsp;</span></span></div>
					<div class="stl_01" style="top: 8.6114em; left:7.0854em;"><span class="stl_17 stl_08" style="word-spacing:0.32em;">Se concluye que los docentes se preocupan por construir</span><span class="stl_17" style="word-spacing:0.24em;">&nbsp;conocimientos</span><span class="stl_17 stl_08" style="word-spacing:0.34em;">&nbsp;utilizando &nbsp;</span></div>
					<div class="stl_01" style="top: 10.3272em; left:7.0854em;"><span class="stl_17" style="word-spacing:0.43em;">métodos psicopedagógicos adecuados, en concordancia con las expectativas del &nbsp;</span></div>
					<div class="stl_01" style="top: 12.0614em; left:7.0854em;"><span class="stl_17 stl_09">alumnado<span class="stl_12">. &nbsp;</span></span></div>
					<div class="stl_01" style="top: 13.7797em; left:7.0854em;"><span class="stl_17 stl_09" style="word-spacing:-0.01em;">Los docentes aplican en sus clases el principio: conocer la situación educativa por lo<span class="stl_12">&nbsp;que &nbsp;</span></span></div>
					<div class="stl_01" style="top: 15.5131em; left:7.0854em;"><span class="stl_17" style="word-spacing:0.02em;">es no, por lo que se quisiera que fuera. Es decir, saben la naturaleza y alcance del hecho &nbsp;</span></div>
					<div class="stl_01" style="top: 17.2297em; left:7.0854em;"><span class="stl_17 stl_08" style="word-spacing:0.08em;">educativo, en donde la motivación juega un papel trascendental. &nbsp;</span></div>
					<div class="stl_01" style="top: 18.9631em; left:7.0854em;"><span class="stl_17 stl_08" style="word-spacing:0.05em;">La motivación de los estudiantes en relación con la metodología psicopedagógica que los &nbsp;</span></div>
					<div class="stl_01" style="top: 20.6797em; left:7.0854em;"><span class="stl_17" style="word-spacing:0.03em;">docentes aplican</span><span class="stl_17" style="word-spacing:0.03em;">&nbsp;es</span><span class="stl_17" style="word-spacing:0.03em;">&nbsp;muy</span><span class="stl_17" style="word-spacing:0.03em;">&nbsp;alta. Tal</span><span class="stl_17" style="word-spacing:0.04em;">&nbsp;imbricación</span><span class="stl_17" style="word-spacing:0.03em;">&nbsp;es</span><span class="stl_17" style="word-spacing:0.03em;">&nbsp;una</span><span class="stl_17" style="word-spacing:0.04em;">&nbsp;exigencia didáctica para</span><span class="stl_17" style="word-spacing:0.04em;">&nbsp;potenciar &nbsp;</span></div>
					<div class="stl_01" style="top: 22.4131em; left:7.0854em;"><span class="stl_17 stl_09" style="word-spacing:0em;">las zonas cerebrales responsables de la asimilación y ulterior aplicación de lo apre<span class="stl_12">ndido, &nbsp;</span></span></div>
					<div class="stl_01" style="top: 24.1322em; left:7.0854em;"><span class="stl_17 stl_09" style="word-spacing:-0.01em;">con carácter innovador y crea<span class="stl_12">dor. &nbsp;</span></span></div>
					<div class="stl_01" style="top: 25.8656em; left:7.0854em;"><span class="stl_17" style="word-spacing:0.29em;">Los docentes estimulan a los estudiantes muy frecuentemente en el desarrollo de &nbsp;</span></div>
					<div class="stl_01" style="top: 27.5814em; left:7.0854em;"><span class="stl_17 stl_08" style="word-spacing:0.32em;">habilidades analíticas, reflexivas, críticas y propositivas. Esto favorece la captación &nbsp;</span></div>
					<div class="stl_01" style="top: 29.3156em; left:7.0854em;"><span class="stl_17" style="word-spacing:0em;">efectiva del objeto de estudio. &nbsp;</span></div>
					<div class="stl_01" style="top: 31.0322em; left:7.0854em;"><span class="stl_17 stl_08" style="word-spacing:0.79em;">Los docentes se encuentran capacitados en referencia a las metodologías &nbsp;</span></div>
					<div class="stl_01" style="top: 32.7672em; left:7.0854em;"><span class="stl_17 stl_09" style="word-spacing:-0.01em;">psicopedagógicas; es el testimonio del estudiantad<span class="stl_12">o. &nbsp;</span></span></div>
					<div class="stl_01" style="top: 37.2172em; left:7.0854em;"><span class="stl_11 stl_09" style="font-weight:bold;">REFERENCIA<span class="stl_08">S &nbsp;</span></span></div>
					<div class="stl_01" style="top: 39.9339em; left:7.0854em;"><span class="stl_17 stl_08" style="word-spacing:0.11em;">Avilés. J. (2018).</span><span class="stl_17 stl_08" style="word-spacing:0.04em;">&nbsp;</span><span class="stl_33" style="font-style:italic; word-spacing:0.04em;">Material</span><span class="stl_33 stl_08" style="font-style:italic; word-spacing:0.12em;">&nbsp;didáctico</span><span class="stl_33 stl_08" style="font-style:italic; word-spacing:0.09em;">&nbsp;utilizado en corte</span><span class="stl_33 stl_08" style="font-style:italic; word-spacing:0.05em;">&nbsp;y</span><span class="stl_33 stl_08" style="font-style:italic; word-spacing:0.11em;">&nbsp;confección</span><span class="stl_33 stl_08" style="font-style:italic; word-spacing:0.03em;">&nbsp;de</span><span class="stl_33 stl_08" style="font-style:italic; word-spacing:0.1em;">&nbsp;prendas</span><span class="stl_33 stl_08" style="font-style:italic; word-spacing:0.09em;">&nbsp;básicas &nbsp;</span></div>
					<div class="stl_01" style="top: 41.6697em; left:10.0375em;"><span class="stl_33 stl_08" style="font-style:italic; word-spacing:0.05em;">y su motivación en el aprendizaje de los estudiantes del segundo año bachillerato &nbsp;</span></div>
					<div class="stl_01" style="top: 43.3864em; left:10.0375em;"><span class="stl_38 stl_08" style="font-style:italic; word-spacing:0.07em;">de la unidad educativa “Abdón Calderón” cantón Babahoyo provincia Los Ríos. &nbsp;</span></div>
					<div class="stl_01" style="top: 45.1189em; left:10.0375em;"><span class="stl_17 stl_09" style="word-spacing:0em;">(Tesis de grado). Universidad Técnica de Babahoyo<span class="stl_12">. &nbsp;</span></span></div>
					<div class="stl_01" style="top: 46.8356em; left:7.0854em;"><span class="stl_17 stl_08" style="word-spacing:0.45em;">Azar, E. (2017). Psicopedagogía: una introducción a la disciplina. En</span><span class="stl_17 stl_08" style="word-spacing:0.4em;">&nbsp;</span><span class="stl_33" style="font-style:italic; word-spacing:0.4em;">Sobre</span><span class="stl_33 stl_08" style="font-style:italic; word-spacing:0.42em;">&nbsp;la &nbsp;</span></div>
					<div class="stl_01" style="top: 48.5697em; left:10.0375em;"><span class="stl_33 stl_09" style="font-style:italic; word-spacing:-0.01em;">psicopedagogía y los psicopedagogo<span class="stl_12">s </span></span><span class="stl_17" style="word-spacing:-0.01em;">(p. 17). EDUCC. &nbsp;</span></div>
					<div class="stl_01" style="top: 50.2856em; left:7.0854em;"><span class="stl_17" style="word-spacing:0em;">Betoret, F.</span><span class="stl_17" style="word-spacing:0em;">&nbsp;J.</span><span class="stl_17" style="word-spacing:0em;">&nbsp;(2004).</span><span class="stl_17" style="word-spacing:0em;">&nbsp;Motivación,</span><span class="stl_17" style="word-spacing:0em;">&nbsp;aprendizaje</span><span class="stl_17" style="word-spacing:0em;">&nbsp;y</span><span class="stl_17" style="word-spacing:0em;">&nbsp;rendimiento</span><span class="stl_17" style="word-spacing:0em;">&nbsp;escolar.</span><span class="stl_17" style="word-spacing:0.03em;">&nbsp;</span><span class="stl_33" style="font-style:italic; word-spacing:0.03em;">Revista</span><span class="stl_33" style="font-style:italic; word-spacing:0em;">&nbsp;electrónica &nbsp;</span></div>
					<div class="stl_01" style="top: 52.0214em; left:10.0375em;"><span class="stl_33" style="font-style:italic; word-spacing:0em;">de motivación y Emoción</span><span class="stl_17" style="word-spacing:0em;">. &nbsp;</span></div>
					<div class="stl_01" style="top: 53.7381em; left:7.0854em;"><span class="stl_17 stl_08" style="word-spacing:0.22em;">Bisquerra. (2005). Marco conceptual de</span><span class="stl_17 stl_08" style="word-spacing:0.14em;">&nbsp;la</span><span class="stl_17" style="word-spacing:0.13em;">&nbsp;orientación psicopedagógica.</span><span class="stl_17 stl_08" style="word-spacing:0.18em;">&nbsp;</span><span class="stl_33" style="font-style:italic; word-spacing:0.18em;">Mexicana</span><span class="stl_33 stl_08" style="font-style:italic; word-spacing:0.15em;">&nbsp;de &nbsp;</span></div>
					<div class="stl_01" style="top: 55.4714em; left:10.0375em;"><span class="stl_33" style="font-style:italic; word-spacing:0.02em;">orientación educativa. &nbsp;</span></div>
					<div class="stl_01" style="top: 57.1881em; left:7.0854em;"><span class="stl_17 stl_08" style="word-spacing:0.18em;">Boylan, G. (1991).</span><span class="stl_17 stl_08" style="word-spacing:0.1em;">&nbsp;La</span><span class="stl_17" style="word-spacing:0.1em;">&nbsp;Importancia</span><span class="stl_17 stl_08" style="word-spacing:0.11em;">&nbsp;de la</span><span class="stl_17 stl_08" style="word-spacing:0.17em;">&nbsp;Motivación</span><span class="stl_17 stl_08" style="word-spacing:0.13em;">&nbsp;en el Proceso</span><span class="stl_17 stl_08" style="word-spacing:0.17em;">&nbsp;de Aprendizaje,</span><span class="stl_17 stl_08" style="word-spacing:0.15em;">&nbsp;</span><span class="stl_33" style="font-style:italic; word-spacing:0.15em;">El &nbsp;</span></div>
					<div class="stl_01" style="top: 58.9047em; left:10.0375em;"><span class="stl_33" style="font-style:italic; word-spacing:0em;">Guiniguada</span><span class="stl_17 stl_09" style="word-spacing:0em;">, 65-70. https://dialnet.unirioja.es/servlet/articulo?codigo=32155<span class="stl_08">3 &nbsp;</span></span></div>
					<div class="stl_01" style="top: 65.2856em; left:41.6958em;"><span class="stl_20">17 &nbsp;</span></div>
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src="data:image/png;base64,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" 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				<div class="stl_05 stl_06">
					<div class="stl_01" style="top: 2.8819em; left:7.0854em;"><span class="stl_07 stl_08" style="word-spacing:0.08em;">Revista Científica SAPIENTIAE.</span><span class="stl_07 stl_08" style="word-spacing:0.04em;">&nbsp;Vol</span><span class="stl_07 stl_08" style="word-spacing:0.02em;">&nbsp;2, Num</span><span class="stl_07 stl_08" style="word-spacing:0.02em;">&nbsp;3</span><span class="stl_07 stl_08" style="word-spacing:0.01em;">&nbsp;(ene</span><span class="stl_07 stl_08" style="word-spacing:0.02em;">&nbsp;-</span><span class="stl_07 stl_09" style="word-spacing:-0.01em;">&nbsp;ju<span class="stl_08">n</span></span><span class="stl_07 stl_08" style="word-spacing:0.03em;">&nbsp;2019)</span><span class="stl_07 stl_08" style="word-spacing:0.03em;">&nbsp;ISSN:</span><span class="stl_07 stl_08" style="word-spacing:0.05em;">&nbsp;2600-6030 &nbsp;</span></div>
					<div class="stl_01" style="top: 3.8319em; left:7.0854em;"><span class="stl_10 stl_08" style="font-style:italic; word-spacing:0.04em;">Estudio de métodos psicopedagógicos y su aporte en la motivación académica &nbsp;</span></div>
					<div class="stl_01" style="top: 5.8781em; left:7.0854em;"><span class="stl_17" style="word-spacing:0.31em;">Boza, A, y Méndez, G. (2013). Aprendizaje motivado en alumnos universitarios: &nbsp;</span></div>
					<div class="stl_01" style="top: 7.6114em; left:10.0375em;"><span class="stl_17 stl_08" style="word-spacing:0.45em;">validación y resultados generales de una escala, </span><span class="stl_33" style="font-style:italic; word-spacing:0.38em;">Revista de Investigación &nbsp;</span></div>
					<div class="stl_01" style="top: 9.3272em; left:10.0375em;"><span class="stl_33" style="font-style:italic; word-spacing:0em;">Educativa</span><span class="stl_17 stl_09" style="word-spacing:0em;">, 31(2), 331-347<span class="stl_12">. &nbsp;</span></span></div>
					<div class="stl_01" style="top: 11.0606em; left:7.0854em;"><span class="stl_17" style="word-spacing:0.12em;">Cabrera, L. &amp; Bethencourt, J. (s.f.).</span><span class="stl_17" style="word-spacing:0.14em;">&nbsp;Modelos</span><span class="stl_17" style="word-spacing:0.12em;">&nbsp;y Estrategias Docentes en la</span><span class="stl_17" style="word-spacing:0.13em;">&nbsp;Educación &nbsp;</span></div>
					<div class="stl_01" style="top: 12.7781em; left:10.0375em;"><span class="stl_17" style="word-spacing:-0.02em;">Infantil. En J. T. Lidia Cabrera Pérez, </span><span class="stl_33" style="font-style:italic; word-spacing:-0.02em;">La psicopedagogía como ámbito científico- &nbsp;</span></div>
					<div class="stl_01" style="top: 14.5131em; left:10.0375em;"><span class="stl_33" style="font-style:italic; word-spacing:0em;">profesional </span><span class="stl_17" style="word-spacing:0em;">(p. 5). España. &nbsp;</span></div>
					<div class="stl_01" style="top: 16.2297em; left:7.0854em;"><span class="stl_17 stl_09" style="word-spacing:0.07em;">Coll. (1996). Psicopedagogía: confluenc<span class="stl_08">ia</span></span><span class="stl_17" style="word-spacing:0.06em;">&nbsp;disciplinar</span><span class="stl_17 stl_08" style="word-spacing:0.08em;">&nbsp;y</span><span class="stl_17 stl_08" style="word-spacing:0.12em;">&nbsp;espacio</span><span class="stl_17 stl_08" style="word-spacing:0.14em;">&nbsp;profesional. En</span><span class="stl_17 stl_08" style="word-spacing:0.07em;">&nbsp;I.</span><span class="stl_17 stl_08" style="word-spacing:0.09em;">&nbsp;S.</span><span class="stl_17 stl_08" style="word-spacing:0.09em;">&nbsp;C. &nbsp;</span></div>
					<div class="stl_01" style="top: 17.9631em; left:10.0375em;"><span class="stl_17 stl_08" style="word-spacing:0.35em;">Monereo, </span><span class="stl_33 stl_08" style="font-style:italic; word-spacing:0.38em;">El asesoramiento psicopedagógico: una perspectiva profesional y &nbsp;</span></div>
					<div class="stl_01" style="top: 19.6797em; left:10.0375em;"><span class="stl_33" style="font-style:italic; word-spacing:0.01em;">constructivista. </span><span class="stl_17 stl_09" style="word-spacing:0.01em;">Madrid, Colombia: ALIANZA<span class="stl_08">. &nbsp;</span></span></div>
					<div class="stl_01" style="top: 21.4131em; left:7.0854em;"><span class="stl_17 stl_08" style="word-spacing:0.02em;">Fernández, A. (2007). Modelos de motivación académica: una visión panorámica. </span><span class="stl_33" style="font-style:italic; word-spacing:-0.05em;">Revista &nbsp;</span></div>
					<div class="stl_01" style="top: 23.1322em; left:10.0375em;"><span class="stl_33 stl_09" style="font-style:italic; word-spacing:0em;">Electrónica de Motivación y Emo<span class="stl_12">ción</span></span><span class="stl_17" style="word-spacing:0em;">. &nbsp;</span></div>
					<div class="stl_01" style="top: 24.8656em; left:7.0854em;"><span class="stl_17 stl_09" style="word-spacing:0em;">Fernández, A. (1990). El porqué, para qué y cómo, de la insistencia de la pregu<span class="stl_12">nta: ¿qué &nbsp;</span></span></div>
					<div class="stl_01" style="top: 26.5822em; left:10.0375em;"><span class="stl_17 stl_09" style="word-spacing:0em;">es la psicopedagogía?<span class="stl_12">&nbsp;</span></span><span class="stl_33 stl_09" style="font-style:italic; word-spacing:0em;">Revista E. Psi. B. <span class="stl_12">A</span></span><span class="stl_17" style="word-spacing:0em;">., 0, 11-19. &nbsp;</span></div>
					<div class="stl_01" style="top: 28.3156em; left:7.0854em;"><span class="stl_17" style="word-spacing:0.04em;">Henao, G., Ramírez, L.,</span><span class="stl_17" style="word-spacing:0.05em;">&nbsp;y</span><span class="stl_17" style="word-spacing:0.04em;">&nbsp;Ramírez, C. (2006). Qué</span><span class="stl_17" style="word-spacing:0.04em;">&nbsp;es</span><span class="stl_17" style="word-spacing:0.03em;">&nbsp;la</span><span class="stl_17" style="word-spacing:0.04em;">&nbsp;intervención</span><span class="stl_17" style="word-spacing:0.04em;">&nbsp;psicopedagógica: &nbsp;</span></div>
					<div class="stl_01" style="top: 30.0322em; left:10.0375em;"><span class="stl_17 stl_08" style="word-spacing:0.09em;">definición, principios y componentes. </span><span class="stl_33 stl_08" style="font-style:italic; word-spacing:0.06em;">El ágora USB</span><span class="stl_17 stl_08" style="word-spacing:0.08em;">, 6(2), 215-226. &nbsp;</span></div>
					<div class="stl_01" style="top: 31.7647em; left:7.0854em;"><span class="stl_17" style="word-spacing:0.07em;">García, N. (2013). Máster en Formación del</span><span class="stl_17" style="word-spacing:0.07em;">&nbsp;Profesorado de Secundaria 11 de junio</span><span class="stl_17" style="word-spacing:0.07em;">&nbsp;de &nbsp;</span></div>
					<div class="stl_01" style="top: 33.4839em; left:10.0375em;"><span class="stl_17">2</span></div>
					<div class="stl_01" style="top: 33.4839em; left:10.5375em;"><span class="stl_17 stl_09" style="word-spacing:0em;">013. http://repositorio.ual.es:8080/jspui/bitstream/10835/2288/1/Trabajo.<span class="stl_08">pdf &nbsp;</span></span></div>
					<div class="stl_01" style="top: 35.2172em; left:7.0854em;"><span class="stl_17" style="word-spacing:-0.05em;">González, A. (2019). En torno a la perturbación de la Psicopedagogía: tensiones analítico- &nbsp;</span></div>
					<div class="stl_01" style="top: 36.9339em; left:10.0375em;"><span class="stl_17" style="word-spacing:0.15em;">metodológicas. En A. González, &amp; M. Soledad y R. van de Heuvel,</span><span class="stl_17" style="word-spacing:0.19em;">&nbsp;</span><span class="stl_33" style="font-style:italic; word-spacing:0.19em;">Ensayos &nbsp;</span></div>
					<div class="stl_01" style="top: 38.6672em; left:10.0375em;"><span class="stl_33 stl_08" style="font-style:italic; word-spacing:0.03em;">críticos sobre psicología en latinoamerica </span><span class="stl_17 stl_08" style="word-spacing:0.04em;">(pp. 166-167). Santiago, Chile: CELEI. &nbsp;</span></div>
					<div class="stl_01" style="top: 40.3839em; left:7.0854em;"><span class="stl_17 stl_09">García<span class="stl_12">, &nbsp;</span></span></div>
					<div class="stl_01" style="top: 40.3839em; left:13.7154em;"><span class="stl_17" style="word-spacing:23.01em;">N. </span><span class="stl_33 stl_09" style="font-style:italic; word-spacing:23em;">académic<span class="stl_12">a</span></span><span class="stl_17" style="word-spacing:23em;">. &nbsp;</span></div>
					<div class="stl_01" style="top: 40.3839em; left:18.4004em;"><span class="stl_17">(2013). &nbsp;</span></div>
					<div class="stl_01" style="top: 40.3839em; left:25.025em;"><span class="stl_33 stl_08" style="font-style:italic;">La &nbsp;</span></div>
					<div class="stl_01" style="top: 40.3839em; left:29.793em;"><span class="stl_33" style="font-style:italic;">motivación &nbsp;</span></div>
					<div class="stl_01" style="top: 42.1189em; left:10.0375em;"><span class="stl_17 stl_09">http://repositorio.ual.es/bitstream/handle/10835/2288/trabajo.pdf?sequence<span class="stl_08">=1 &nbsp;</span></span></div>
					<div class="stl_01" style="top: 43.8356em; left:7.0854em;"><span class="stl_17" style="word-spacing:-0.04em;">Martínez. (2002). La orientación psicopedagógica: modelos y estrategias de intervención. &nbsp;</span></div>
					<div class="stl_01" style="top: 45.5697em; left:10.0375em;"><span class="stl_17" style="word-spacing:0em;">España: EOS. &nbsp;</span></div>
					<div class="stl_01" style="top: 47.2856em; left:7.0854em;"><span class="stl_17">Montero, &nbsp;</span></div>
					<div class="stl_01" style="top: 47.2856em; left:12.2984em;"><span class="stl_17">I. &nbsp;</span></div>
					<div class="stl_01" style="top: 47.2856em; left:14.3974em;"><span class="stl_17">y</span></div>
					<div class="stl_01" style="top: 47.2856em; left:16.4134em;"><span class="stl_17">Huertas, &nbsp;</span></div>
					<div class="stl_01" style="top: 47.2856em; left:21.2934em;"><span class="stl_17 stl_08">J. &nbsp;</span></div>
					<div class="stl_01" style="top: 47.2856em; left:23.4424em;"><span class="stl_17">(1997). &nbsp;</span></div>
					<div class="stl_01" style="top: 47.2856em; left:27.8917em;"><span class="stl_33" style="font-style:italic;">Motivación. &nbsp;</span></div>
					<div class="stl_01" style="top: 47.2856em; left:34.2197em;"><span class="stl_33" style="font-style:italic;">Querer &nbsp;</span></div>
					<div class="stl_01" style="top: 47.2856em; left:38.6167em;"><span class="stl_33 stl_09" style="font-style:italic;">aprender<span class="stl_08">. &nbsp;</span></span></div>
					<div class="stl_01" style="top: 49.0189em; left:10.0375em;"><span class="stl_17 stl_09">http://www.terras.edu.ar/biblioteca/6/TA_Huertas_Unidad_4.p<span class="stl_08">df &nbsp;</span></span></div>
					<div class="stl_01" style="top: 50.7381em; left:7.0854em;"><span class="stl_17" style="word-spacing:0.05em;">Moyetta, I. (2019).</span><span class="stl_17" style="word-spacing:0.03em;">&nbsp;La</span><span class="stl_17" style="word-spacing:0.04em;">&nbsp;intervención</span><span class="stl_17" style="word-spacing:0.06em;">&nbsp;psicopedagógica en</span><span class="stl_17" style="word-spacing:0.03em;">&nbsp;la</span><span class="stl_17" style="word-spacing:0.04em;">&nbsp;escuela.</span><span class="stl_17" style="word-spacing:0.05em;">&nbsp;Aportes</span><span class="stl_17" style="word-spacing:0.04em;">&nbsp;para</span><span class="stl_17" style="word-spacing:0.06em;">&nbsp;pensar &nbsp;</span></div>
					<div class="stl_01" style="top: 52.4714em; left:10.0375em;"><span class="stl_17" style="word-spacing:0.09em;">la inclusión educativa de niños</span><span class="stl_17" style="word-spacing:0.08em;">&nbsp;y adolescentes. En A. González, &amp;</span><span class="stl_17" style="word-spacing:0.08em;">&nbsp;M.</span><span class="stl_17" style="word-spacing:0.09em;">&nbsp;Soledad &nbsp;</span></div>
					<div class="stl_01" style="top: 54.1881em; left:10.0375em;"><span class="stl_17" style="word-spacing:0.29em;">Vercellino y R. van de Heuvel,</span><span class="stl_17" style="word-spacing:0.28em;">&nbsp;</span><span class="stl_33" style="font-style:italic; word-spacing:0.29em;">Ensayos críticos sobre Psicopedagogía</span><span class="stl_33" style="font-style:italic; word-spacing:0.28em;">&nbsp;en &nbsp;</span></div>
					<div class="stl_01" style="top: 55.9047em; left:10.0375em;"><span class="stl_33" style="font-style:italic; word-spacing:0em;">Latinoamerica. </span><span class="stl_17" style="word-spacing:0em;">(p. 189). CELEI. &nbsp;</span></div>
					<div class="stl_01" style="top: 57.6381em; left:7.0854em;"><span class="stl_17" style="word-spacing:0.07em;">Naranjo, M. (2009).</span><span class="stl_17" style="word-spacing:0.07em;">&nbsp;Motivación: perspectivas</span><span class="stl_17" style="word-spacing:0.06em;">&nbsp;teóricas y</span><span class="stl_17" style="word-spacing:0.07em;">&nbsp;algunas consideraciones</span><span class="stl_17" style="word-spacing:0.06em;">&nbsp;de</span><span class="stl_17" style="word-spacing:0.07em;">&nbsp;su &nbsp;</span></div>
					<div class="stl_01" style="top: 59.3547em; left:10.0375em;"><span class="stl_17 stl_09" style="word-spacing:0em;">importancia en el ámbito educativo,<span class="stl_12">&nbsp;</span></span><span class="stl_33" style="font-style:italic; word-spacing:0em;">Revista Educación</span><span class="stl_17" style="word-spacing:0em;">, 33(2), 153-170. &nbsp;</span></div>
					<div class="stl_01" style="top: 61.0901em; left:7.0854em;"><span class="stl_17 stl_08" style="word-spacing:0.09em;">Núñez, J. y.</span><span class="stl_17 stl_08" style="word-spacing:0.13em;">&nbsp;González,</span><span class="stl_17 stl_08" style="word-spacing:0.1em;">&nbsp;S. (1996). Motivacion y aprendizaje</span><span class="stl_17 stl_08" style="word-spacing:0.1em;">&nbsp;escolar.</span><span class="stl_17 stl_08" style="word-spacing:0.06em;">&nbsp;</span><span class="stl_33" style="font-style:italic; word-spacing:0.06em;">Congreso</span><span class="stl_33 stl_08" style="font-style:italic; word-spacing:0.11em;">&nbsp;Nacional &nbsp;</span></div>
					<div class="stl_01" style="top: 62.8068em; left:10.0375em;"><span class="stl_33 stl_08" style="font-style:italic; word-spacing:0.1em;">sobre Motivación e Instrucción</span><span class="stl_17 stl_08" style="word-spacing:0.07em;">, Actas, 53-72. &nbsp;</span></div>
					<div class="stl_01" style="top: 66.319em; left:41.6958em;"><span class="stl_20">18 &nbsp;</span></div>
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src="data:image/png;base64,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					<div class="stl_01" style="top: 3.001em; left:7.0854em;"><span class="stl_22 stl_08" style="font-style:italic; word-spacing:0.01em;">Santana-Macías &amp; Navarrete-Mera (2019) &nbsp;</span></div>
					<div class="stl_01" style="top: 5.8781em; left:7.0854em;"><span class="stl_17" style="word-spacing:0.44em;">Ortiz, E. (2019). La psicopedagogía como ciencia y profesión en el contexto &nbsp;</span></div>
					<div class="stl_01" style="top: 7.6114em; left:10.0375em;"><span class="stl_17" style="word-spacing:0.09em;">iberoamericano. En A. González, &amp; M. Soledad Vercellino y R. van d Heuvel, &nbsp;</span></div>
					<div class="stl_01" style="top: 9.3272em; left:10.0375em;"><span class="stl_33" style="font-style:italic; word-spacing:-0.05em;">Ensayos críticos sobre Psicopedagogia en Latinoamerica </span><span class="stl_17" style="word-spacing:-0.05em;">(p. 64). Santiago, Chile: &nbsp;</span></div>
					<div class="stl_01" style="top: 11.0606em; left:10.0375em;"><span class="stl_17 stl_09">CELEI<span class="stl_12">. &nbsp;</span></span></div>
					<div class="stl_01" style="top: 12.7781em; left:7.0854em;"><span class="stl_17" style="word-spacing:0.12em;">Pintrich, P. (1989). The dynamic interplay of student motivation and cognition in</span><span class="stl_17" style="word-spacing:0.1em;">&nbsp;the &nbsp;</span></div>
					<div class="stl_01" style="top: 14.5131em; left:10.0375em;"><span class="stl_17" style="word-spacing:0.04em;">college classroom.</span><span class="stl_17 stl_08" style="word-spacing:0.05em;">&nbsp;En</span><span class="stl_17 stl_08" style="word-spacing:0.04em;">&nbsp;C.</span><span class="stl_17 stl_08" style="word-spacing:0.08em;">&nbsp;A. MAHER,</span><span class="stl_17 stl_08" style="word-spacing:0.06em;">&nbsp;</span><span class="stl_33" style="font-style:italic; word-spacing:0.06em;">Advances</span><span class="stl_33 stl_08" style="font-style:italic; word-spacing:0.05em;">&nbsp;in</span><span class="stl_33 stl_08" style="font-style:italic; word-spacing:0.11em;">&nbsp;motivation</span><span class="stl_33 stl_08" style="font-style:italic; word-spacing:0.06em;">&nbsp;and</span><span class="stl_33" style="font-style:italic; word-spacing:0.03em;">&nbsp;achievement, &nbsp;</span></div>
					<div class="stl_01" style="top: 16.2297em; left:10.0375em;"><span class="stl_17">6</span></div>
					<div class="stl_01" style="top: 16.2297em; left:10.5375em;"><span class="stl_17">.</span></div>
					<div class="stl_01" style="top: 17.9631em; left:7.0854em;"><span class="stl_17">Pinto, &nbsp;</span></div>
					<div class="stl_01" style="top: 17.9631em; left:11.3984em;"><span class="stl_17 stl_08">A. &nbsp;</span></div>
					<div class="stl_01" style="top: 17.9631em; left:14.3144em;"><span class="stl_17">y</span></div>
					<div class="stl_01" style="top: 17.9631em; left:16.7634em;"><span class="stl_17">Castro, &nbsp;</span></div>
					<div class="stl_01" style="top: 17.9631em; left:21.5764em;"><span class="stl_17 stl_12">L. &nbsp;</span></div>
					<div class="stl_01" style="top: 17.9631em; left:24.3744em;"><span class="stl_17">(s.f.). &nbsp;</span></div>
					<div class="stl_01" style="top: 17.9631em; left:28.475em;"><span class="stl_17">Los &nbsp;</span></div>
					<div class="stl_01" style="top: 17.9631em; left:31.923em;"><span class="stl_17 stl_09">modelo<span class="stl_12">s &nbsp;</span></span></div>
					<div class="stl_01" style="top: 17.9631em; left:37.268em;"><span class="stl_17 stl_09">pedagógicos<span class="stl_12">. &nbsp;</span></span></div>
					<div class="stl_01" style="top: 19.6797em; left:10.0375em;"><span class="stl_17">https://pedroboza.files.wordpress.com/2008/10/2-2-los-modelos- &nbsp;</span></div>
					<div class="stl_01" style="top: 21.4131em; left:10.0375em;"><span class="stl_17 stl_09">pedagogicos.pd<span class="stl_12">f &nbsp;</span></span></div>
					<div class="stl_01" style="top: 23.1322em; left:7.0854em;"><span class="stl_17" style="word-spacing:0.07em;">Presutti, F. (s.f.).</span><span class="stl_17" style="word-spacing:0.08em;">&nbsp;La</span><span class="stl_17" style="word-spacing:0.06em;">&nbsp;concepción</span><span class="stl_17" style="word-spacing:0.07em;">&nbsp;pedagógica.</span><span class="stl_17" style="word-spacing:0.05em;">&nbsp;En</span><span class="stl_17" style="word-spacing:0.07em;">&nbsp;</span><span class="stl_33" style="font-style:italic; word-spacing:0.07em;">Modelos</span><span class="stl_33" style="font-style:italic; word-spacing:0.04em;">&nbsp;y</span><span class="stl_33" style="font-style:italic; word-spacing:0.07em;">&nbsp;Estrategias</span><span class="stl_33" style="font-style:italic; word-spacing:0.06em;">&nbsp;Docentes en</span><span class="stl_33" style="font-style:italic; word-spacing:0.07em;">&nbsp;la &nbsp;</span></div>
					<div class="stl_01" style="top: 24.8656em; left:10.0375em;"><span class="stl_33" style="font-style:italic; word-spacing:0em;">Educación Infantil. </span><span class="stl_17" style="word-spacing:0em;">(pp. 7-8) &nbsp;</span></div>
					<div class="stl_01" style="top: 26.5822em; left:7.0854em;"><span class="stl_17 stl_08" style="word-spacing:0.61em;">Ramírez, C., Henao, G., y Ramírez, L. (s.f.). Picopedagogía </span><span class="stl_26 stl_08" style="word-spacing:0.56em;">– </span><span class="stl_17" style="word-spacing:0.55em;">Intervención &nbsp;</span></div>
					<div class="stl_01" style="top: 28.3156em; left:10.0375em;"><span class="stl_17" style="word-spacing:0.75em;">psicopedagógica. (Grupo</span><span class="stl_17" style="word-spacing:0.25em;">&nbsp;de Investigación: Estudios Clínicos y Sociales</span><span class="stl_17" style="word-spacing:0.25em;">&nbsp;en &nbsp;</span></div>
					<div class="stl_01" style="top: 30.0322em; left:10.0375em;"><span class="stl_17 stl_09" style="word-spacing:0em;">Psicología/ Clasificado Colciencias Categoría B)<span class="stl_08">. &nbsp;</span></span></div>
					<div class="stl_01" style="top: 65.2856em; left:41.6958em;"><span class="stl_20">19 &nbsp;</span></div>
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