<!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 {
	height: 70.08334em;
	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(2.954168em,42.48333em,5.787501em,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:"JBAOSH+ArialMT";
	src:url("data:application/octet-stream;base64,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");
	src:url("data:application/octet-stream;base64,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?#iefix") format("embedded-opentype"),
	url("data:application/octet-stream;base64,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") format("woff"),
	url("data:application/octet-stream;base64,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") format("truetype");
}
.stl_07 {
	font-size: 0.67em;
	font-family: "JBAOSH+ArialMT";
	color: #000000;
	line-height: 1.128472em;
}
.stl_08 {
	letter-spacing: -0.01em;
}
@font-face {
	font-family:"RCNBKD+Arial-ItalicMT";
	src:url("data:application/octet-stream;base64,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");
	src:url("data:application/octet-stream;base64,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?#iefix") format("embedded-opentype"),
	url("data:application/octet-stream;base64,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") format("woff"),
	url("data:application/octet-stream;base64,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") format("truetype");
}
.stl_09 {
	font-size: 0.67em;
	font-family: "RCNBKD+Arial-ItalicMT";
	color: #000000;
	line-height: 1.128472em;
}
@font-face {
	font-family:"GRWGMN+Arial-BoldMT";
	src:url("data:application/octet-stream;base64,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");
	src:url("data:application/octet-stream;base64,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?#iefix") format("embedded-opentype"),
	url("data:application/octet-stream;base64,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") format("woff"),
	url("data:application/octet-stream;base64,AAEAAAANAIAAAwBQT1MvMhbgXq0AAADcAAAAYGNtYXCDOpUmAAABPAAAB9BjdnQg/8OtRwAACQwAAAdgZnBnbbonEaYAABBsAAAGQGdseWbjzWObAAAWrAAARLpoZWFkMNn6NQAAW2gAAAA2aGhlYQ6/Bf8AAFugAAAAJGhtdHgtvhl9AABbxAAAAQhsb2NhAAjn9gAAXMwAAAEMbWF4cA3yFBAAAF3YAAAAIG5hbWXJzSBHAABd+AAAAfJwb3N0AAMAAAAAX+wAAAAgcHJlcANPNq4AAGAMAAAR+AADA9QCvAAFAAgFmgUzAAABGwWaBTMAAAPRAGYCEggFAgsHBAICAgICBOAALv/AAHhbAAAACQAAAABUTUMgACAAIP/8Bz7+TgEzBz4BskAAAf///wAABCYFugAAACAAFQAAAAQAAAADAAAAJAABAAAAAAKqAAMAAQAABTAAAwAIAAAHtgAEAoYAAAB+AEAABQA+ACAAKwAtAC4AMAAxADIAMwA0ADUANgA3ADgAOQA6AEEAQgBDAEQARQBGAEcASABJAEsATABNAE4ATwBQAFIAUwBUAFUAVgBXAFkAYQBiAGMAZABlAGgAaQBsAG0AbgBvAHAAcgBzAHQAdQB2AHcAeQDNANEA0wDtAPEA8///AAAAIAArAC0ALgAwADEAMgAzADQANQA2ADcAOAA5ADoAQQBCAEMARABFAEYARwBIAEkASwBMAE0ATgBPAFAAUgBTAFQAVQBWAFcAWQBhAGIAYwBkAGUAaABpAGwAbQBuAG8AcAByAHMAdAB1AHYAdwB5AM0A0QDTAO0A8QDz//8AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAfgB+AH4AfgB+AH4AfgB+AH4AfgB+AH4AfgB+AH4AfgB+AH4AfgB+AH4AfgB+AH4AfgB+AH4AfgB+AH4AfgB+AH4AfgB+AH4AfgB+AH4AfgB+AH4AfgB+AH4AfgB+AH4AfgB+AH4AfgB+AH4AfgB+AH4AfgB+AH4AfgB+AH4ABgBBAD8ALQA2ACwALwAzADwAOgA7ADgANwA5AA8AFQAoAB0AGgAXAAEAIQAjABkAKQAUACQAIAAfACUAGAAcABYAHgAxACIAGwAFABIAAwAHAAIABAAKABMAMgAOAAsACQAIACYAEAARACcAKwAqADAANQAuAD4AQAANAAAABAKGAAAAfgBAAAUAPgAgACsALQAuADAAMQAyADMANAA1ADYANwA4ADkAOgBBAEIAQwBEAEUARgBHAEgASQBLAEwATQBOAE8AUABSAFMAVABVAFYAVwBZAGEAYgBjAGQAZQBoAGkAbABtAG4AbwBwAHIAcwB0AHUAdgB3AHkAzQDRANMA7QDxAPP//wAAACAAKwAtAC4AMAAxADIAMwA0ADUANgA3ADgAOQA6AEEAQgBDAEQARQBGAEcASABJAEsATABNAE4ATwBQAFIAUwBUAFUAVgBXAFkAYQBiAGMAZABlAGgAaQBsAG0AbgBvAHAAcgBzAHQAdQB2AHcAeQDNANEA0wDtAPEA8///AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAH4AfgB+AH4AfgB+AH4AfgB+AH4AfgB+AH4AfgB+AH4AfgB+AH4AfgB+AH4AfgB+AH4AfgB+AH4AfgB+AH4AfgB+AH4AfgB+AH4AfgB+AH4AfgB+AH4AfgB+AH4AfgB+AH4AfgB+AH4AfgB+AH4AfgB+AH4AfgB+AH4AfgB+AAYAQQA/AC0ANgAsAC8AMwA8ADoAOwA4ADcAOQAPABUAKAAdABoAFwABACEAIwAZACkAFAAkACAAHwAlABgAHAAWAB4AMQAiABsABQASAAMABwACAAQACgATADIADgALAAkACAAmABAAEQAnACsAKgAwADUALgA+AEAADQAAAAQChgAAAH4AQAAFAD4AIAArAC0ALgAwADEAMgAzADQANQA2ADcAOAA5ADoAQQBCAEMARABFAEYARwBIAEkASwBMAE0ATgBPAFAAUgBTAFQAVQBWAFcAWQBhAGIAYwBkAGUAaABpAGwAbQBuAG8AcAByAHMAdAB1AHYAdwB5AM0A0QDTAO0A8QDz//8AAAAgACsALQAuADAAMQAyADMANAA1ADYANwA4ADkAOgBBAEIAQwBEAEUARgBHAEgASQBLAEwATQBOAE8AUABSAFMAVABVAFYAVwBZAGEAYgBjAGQAZQBoAGkAbABtAG4AbwBwAHIAcwB0AHUAdgB3AHkAzQDRANMA7QDxAPP//wAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAB+AH4AfgB+AH4AfgB+AH4AfgB+AH4AfgB+AH4AfgB+AH4AfgB+AH4AfgB+AH4AfgB+AH4AfgB+AH4AfgB+AH4AfgB+AH4AfgB+AH4AfgB+AH4AfgB+AH4AfgB+AH4AfgB+AH4AfgB+AH4AfgB+AH4AfgB+AH4AfgB+AH4AfgAGAEEAPwAtADYALAAvADMAPAA6ADsAOAA3ADkADwAVACgAHQAaABcAAQAhACMAGQApABQAJAAgAB8AJQAYABwAFgAeADEAIgAbAAUAEgADAAcAAgAEAAoAEwAyAA4ACwAJAAgAJgAQABEAJwArACoAMAA1AC4APgBAAA0AAAAEABoAAAACAAIAAAAA//8AAP//AAAAAgAABboAHAW6ABwFpwAcBCYAHAAA/+QAAP/kAAD/5P5p/+QFugAc/mn/5ALqAAABHQAAAR0AAAAAAAAAAACyAKwA1wEoASAAswH6ABcA+AEZATEASQAEAPcAAwCvAP0AlQAUAFQAlgESACQAFgBVAEkBBAEZASsAjAGb/3b/6QA9AJIAov+3AYL/qgAWAI8AxgD4ABwA3gQBADcATgBVAFUAZQDpA+UAWf+aAAgAhwALADsAUgEWAGEA1gDWAPUAAACTAJQAvgF8//gABAAUAIIAkgA8AEEAQf/B//wAKgCMBJAF2Am1AJEAuwEG/2P/aQAeACIAigIr/9b/3wAmAFkAowCsAQQBKwHABEgAIQBrAIUAmAEZA8YAawCVAKQA/gEMAl0DQwW/AAAASQBWAG4AdwCKAKoAygESAVAF2AXw/3v/5wAGABMAKABhAGkA6QE1AU0CpQQM/z7/2gBbALkAyAEZARkBGQHABFsEpwVb/j//nf/CABUAtwEKAbwBwQUyBY79gf+h/64ADAAmADEAPQBOAFYAYgCDAMEAyQDxAPICf/9/AEgAUwB3AMUBHQEgASYBKAHWAhkCfgJ+A9MALgBBAF0AawB1AJ8AsACyALoAuwC9ANYA2wDgAOUBFAEbAUoBYgGRAfICDAJkAs8DmwO0A9QEAQSpABYAIwAlACoAdAClALYAzADNAM8BBQEgATABUAFqAW8BlwGdAeACsALsAvcECASDBPsE/QUm/uD++/9O//UAGAAaAEwAegB/AJEAowCzALQAzgDVAPIA8wD2ARABOAFoAaEBsAHgAewCCQIiAk8CcAKWAqUCrQNOA5EDwQQ1BEIEawTNBNoFhgWLB2EH/vym/pP+rf7R/7f/0QADAA4AGAAmAEYAaQCBAI8ApQC/ANMA1QDZAN0A4gEZASsBOAE7AVoBXgFoAXMBiAGUAa0BxQHRAeoB8gIAAgACAAIiAjsCRAJPAm8CcgJ+AoICkwKUAqUCzwLPAtAC2gLdAusC9QMFAyIDNgNxA6EDsAO4A9AD5gQQBCYELgQxBE8EWgT/BTIFMgVHBVMFqAWrBcIF8AY8BmQGcAboB4IHhAjM/Sr93v4A/mj+sP6z/6oACABZAHoAkQCeAKIArwC0ALsAygDMAM4A2QDgAPQBFAEaASEBJwErATkBRgFLAU0BVwFcAWUBggGHAZIBmAGbAaIBrgHFAcUB0QIHAiICKwJBAlMCYQJlAoQChwKNArQCtAK6AskC1gLYAu0C9QMXAyMDKwMxA0kDWgNbA24DcQN0A34DhAORA5EDqgPPA9MD5wPoA+0ECAQXBB4EdQR6BJkEpwS0BNEFTAVtBW0FogW/BcAF0QX8BfwGAgYaBhwGLwZqBqgG4gcGBzYHUAeJB9QH8whwARwBKgEaASAAAAAAAAAAAAAAAAACGQALAB4CqgIUBH8B7QAAAB0BBAAPAJEAKwGIAVMBEgHzAD8D/gFoAQ4EfwHtA24DFQIZBBMAAAAABkAEsAAAAnQBuwA1AcUAfwYCAwEAAATgALIB3ALgBMMCPQDVAWABGQSnA24FygIhAKsEJgCQArwCuwFCALQCPAJWApwDAAHlAagA5QBrAHgAlAFrAXMAqwHtAToBfQE3AX8A1AIWA1MBhAA8/6ICBAEJAUkB8ABuAxUAgQRkAF4AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAABOQDcAOn+ngQNBHwBKwC4AJYAWQCsAN8BqQD6AQX/7AAXAAMAVQBhAAQAjACjAIUAKAEgAF0A1gB/ASYBGQEEAWwGzwC0AQYAAAc3Bj4EegDwAPkA6QW6BCYEQgAA/+f+aQSeBOP/N/8tASABBQEgAKgAdABoAEcA8gDlANkAvQCoAGgARwBcAEgACgAoADIAQQBQAFoAZAB9AIcAkf+w/5z/g/95/28AywEgAPoBLAH6AaAA1QC4AFwAPADIAMgAjwDZAYsAswBHAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA/mQAwADqARgBJQEyA7AD7QV2BZAFqgW0Bb4FzQYxAHgAhACbAMwA4gD0AQoBIAFjANEA6gD3AQgBQgAZACwANABBADgASABYAGwCWQO9AEMBGgBwANMAKAA3AEIAUABaAGQAcwB4AIIAjACcAKUAvQDOAPABEAFcAL4A2AECARcBLAFjAOoBCABBAEsAVQBfAHMApgEJAYMBswBBAGQAHgAqAOsA+gEOATgCdAAsAEAAggCWALYAwADMANwA5gDwAP8BCgEgASwBOwFEAVYBYwD3AFcAZAEQATYAUAGxAAD/tgA5AE4ARAPMAOUAJAEQAEIBIgGkAPAAYADgAA4AHQA5BeMBAgAs/k7/OAJpA70BFgD/AA4AoABUABsAPQFxAEEADwBQAP0AFQFPADX+UgAsANMBAwSwAdIAtgDAAJkCZf+HA3f+bADLAKkAXABABHYHRARyBIUE+0BCVVRAPz49PDs6OTg3NTQzMjEwLy4tLCsqKSgnJiUkIyIhIB8eHRwbGhkYFxYVFBMSERAPDg0MCwoJCAcGBQQDAgEALEUjRmAgsCZgsAQmI0hILSxFI0YjYSCwJmGwBCYjSEgtLEUjRmCwIGEgsEZgsAQmI0hILSxFI0YjYbAgYCCwJmGwIGGwBCYjSEgtLEUjRmCwQGEgsGZgsAQmI0hILSxFI0YjYbBAYCCwJmGwQGGwBCYjSEgtLAEQIDwAPC0sIEUjILDNRCMguAFaUVgjILCNRCNZILDtUVgjILBNRCNZILCQUVgjILANRCNZISEtLCAgRRhoRCCwAWAgRbBGdmiKRWBELSwBsQsKQyNDZQotLACxCgtDI0MLLSwAsBcjcLEBFz4BsBcjcLECF0U6sQIACA0tLEWwGiNERbAZI0QtLCBFsAMlRWFksFBRWEVEGyEhWS0ssAFDYyNisAAjQrAPKy0sIEWwAENgRC0sAbAGQ7AHQ2UKLSwgabBAYbAAiyCxLMCKjLgQAGJgKwxkI2RhXFiwA2FZLSxFsBErsBcjRLAXeuQYLSxFsBErsBcjRC0ssBJDWIdFsBErsBcjRLAXeuQbA4pFGGkgsBcjRIqKhyCwwFFYsBErsBcjRLAXeuQbIbAXeuRZWRgtLC0ssAIlRmCKRrBAYYxILSxLUyBcWLAChVlYsAGFWS0sILADJUWwGSNERbAaI0RFZSNFILADJWBqILAJI0IjaIpqYGEgsBqKsABSeSGyGhpAuf/gABpFIIpUWCMhsD8bI1lhRByxFACKUnmzGUAgGUUgilRYIyGwPxsjWWFELSyxEBFDI0MLLSyxDg9DI0MLLSyxDA1DI0MLLSyxDA1DI0NlCy0ssQ4PQyNDZQstLLEQEUMjQ2ULLSxLUlhFRBshIVktLAEgsAMlI0mwQGCwIGMgsABSWCOwAiU4I7ACJWU4AIpjOBshISEhIVkBLSxLsGRRWEVpsAlDYIoQOhshISFZLSwBsAUlECMgivUAsAFgI+3sLSwBsAUlECMgivUAsAFhI+3sLSwBsAYlEPUA7ewtLCCwAWABECA8ADwtLCCwAWEBECA8ADwtLLArK7AqKi0sALAHQ7AGQwstLD6wKiotLDUtLHa4AjYjcBAguAI2RSCwAFBYsAFhWTovGC0sISEMZCNki7hAAGItLCGwgFFYDGQjZIu4IABiG7IAQC8rWbACYC0sIbDAUVgMZCNki7gVVWIbsgCALytZsAJgLSwMZCNki7hAAGJgIyEtLLQAAQAAABWwCCawCCawCCawCCYPEBYTRWg6sAEWLSy0AAEAAAAVsAgmsAgmsAgmsAgmDxAWE0VoZTqwARYtLEtTI0tRWlggRYpgRBshIVktLEtUWCBFimBEGyEhWS0sS1MjS1FaWDgbISFZLSxLVFg4GyEhWS0ssBNDWAMbAlktLLATQ1gCGwNZLSxLVLASQ1xaWDgbISFZLSywEkNcWAywBCWwBCUGDGQjZGFksANRWLAEJbAEJQEgRrAQYEggRrAQYEhZCiEhGyEhWS0ssBJDXFgMsAQlsAQlBgxkI2RhZLgHCFFYsAQlsAQlASBGuP/wYEggRrj/8GBIWQohIRshIVktLEtTI0tRWliwOisbISFZLSxLUyNLUVpYsDsrGyEhWS0sS1MjS1FasBJDXFpYOBshIVktLAyKA0tUsAQmAktUWoqKCrASQ1xaWDgbISFZLSxGI0ZgiopGIyBGimCKYbj/gGIjIBAjirkCpwKninBFYCCwAFBYsAFhuP+6ixuwRoxZsBBgaAE6LSyxAgBCsSMBiFGxQAGIU1pYuRAAACCIVFiyAgECQ2BCWbEkAYhRWLkgAABAiFRYsgICAkNgQrEkAYhUWLICIAJDYEIASwFLUliyAggCQ2BCWRu5QAAAgIhUWLICBAJDYEJZuUAAAIBjuAEAiFRYsgIIAkNgQlm5QAABAGO4AgCIVFiyAhACQ2BCWbEmAYhRWLlAAAIAY7gEAIhUWLICQAJDYEJZuUAABABjuAgAiFRYsgKAAkNgQlmxKAGIUVi5QAAIAGO4EACIVFi6AAIBAAACQ2BCWVlZWVlZWS0ssAJDVFhLUyNLUVpYOBshIVkbISEhIVktAAAAAgAAAAACWAgAAAMABwAAAQEBAQEBAQEAAAAAAlgAAP2tAk4AAP2yAAAIAAAA+AAABQAAB/YAAAABAJcAAASEBboACQByQD8IBQQGBSUHIAgwCL8I3wgELwiQCAIICAADBCUCAQIJAAgHPwZPBgIGUgMAAgECGiALMAsCCwQJIAEgADAAAgC4AouzCjFTGCtOEPRdPE39PE4QXfZdPE30XTwAPzw/PP08EjkvXXE8/TwDBRA8PDEwMxEhFSERIRUhEZcD7f07AmT9nAW6+P6l+P2RAAIAQf/oBCcEPgAUABwBo7kAEP/4QEYLOZkJmg2WEKgFpwq7CbsNuBoICBQBSAJHBkYKTx6oDbYGthrHCsgM1grYDPgH9w0NHA8cFUAbHTQVQA4RNA8VvxXPFQMVuP/Asw8ePxW4/8CzDhc/FbgCjUAMDw4SUA5gDgIOGBIBuP/AthkbNAEzEgC4/8CzHSA0ALj/wLMiKTQAuP/AsystNAC4/8CzGBw0ALj/wEAPDg80oAABAAAQAAIAXxISuAJ0swQLEhi4AnRAJAsHACEBLxUhTw4BDhovHl8ebx6fHgQeDyEIQA0PNAgZHWlBGCtOEPQrTe1OEF32XU3t9O0AP+1DXFhAFBhAKBQ/GEAeDz8YQBsQPxhAHBE/KysrK1k//UNcWLkAEv/AsygUPxK4/8CzHg8/Erj/wLMbED8SuP/AshwRPysrKytZ9F1xKysrKytDXFi5AAD/wLISOQC4/8CyFzkAuP+wswkKPgC4/8CyQSE/KwArKytZ5CsREjldQ1xYQBQOQA8ePw5AHBE/DkAbED8OQA4XPwArKysrWS88/SsrcisrPAERMzEwAV1xAF0rAQUGBiMgJyY1EAAzMgADIRYWMzI2EyYmIyIHBhcC+gEYNumv/uuFaQEU0+0BEgb9QAOCYUJaJwN4Vlw8PAEBUi+aobWR3QEIASv+x/69fYtIAWx6f0NDcwABAFX/6AQ/BD4AGQDhQFFYD1kSWRZoD2kSaRZ9GHkZlwKXDMYQxhjXENYY6QbpCOkT6RX4BhM4EzgVShJKFkYYWQxpDAc6EjcWNxgDdwV3D4cFhg+JGagSpxa5ErYWCQ64/8CzGBs0Drj/wLUSFDQOMw24/8CzGR40Dbj/wLMPETQNugEEAAoCdEASEQsAQBgbNABAEhQ0ADOQAQEBugEBAAQCdEAgFwcBQBIUNAEhAC8NQBIUNA0hTw4BDhobByEUGRpYQRgrThD0Te1OEPZdTe0r9O0rAD/99F3kKys//fQrK+QrKzEwAF1xAXFdAQUmJiMiBhUUFjMyNjcFBgYjIgAREAAzMhYEMf7rDmNPaX1/a1BmFQEUK/TN6f7rARbtwuUC7DJTVJGqvZxbby++wgEmAQQBBwElpwABAJIAAARZBboAFgCyQCsPAR8BOQEzAjMQQgFCEd4B+QEJBwUWBSQCWBFoEQUBAQITFBESEwMUAgEPuAJ0QB0DBwkKChQVChYAAAsKJggJQCAkNK8JAf8JAQkaGLj/wEAWIiQ0kBigGAJwGPAYAu8YARgAFCYWFbj/wEAPICQ0oBUB8BUBFRkXPzwYK04Q9HFyKzxN/TxOEF1xciv2cXIrPE39PAA/PD88PBA8P+05OREXOQMOEDwIPDEwAV0AXQERNjMyHgIVESERNCYmIyIGBhURIREBq4i9YZxPHf7nIFE9Rm4z/ucFuv3ln0hwiI/9kQIxp1o1RImG/ewFugACAEn/6AQuBD4AIwAyAXFAaAcaCBwFHRYaShtIHEkl2xDfEQk2GUYZVyZmGWcmhiaSGZMaphq5G8cayBsMBgYNFRYGGRYnBikVWRl3AoYCpga1BsYGDL802RACHSQyMREsDSRAKy40JEAiKDQkQBkdNG8k/CQCJEYduP/AQDAODzQ9HQEAHRAdsB35HQQdHSwBMwBADg80DwAfAAIAVSFAHBE/IUAbED8hQBgaNCG4AnS1BAcMDQosuP/AsxwRPyy4/8CzGxA/LLj/wLMYGjQsuAJ0QEAUCx4xJggpCSgNWR8MnwwCHwwB/wwBDEAOFjQMGk80ATRgAAEAjjABAQEzKSFfFwHfFwFPF18XbxcDFxkzaUEYK04Q9F1xck3t9HHtXU4QXfYrXXFyTe305P08AD/tKysrPzw//SsrK/RdK+QSOS9dcSuxBgJDVFiyLx0BcVntsQYCQ1RYuQAk/8C3Gx00VCRkJAJdK1ldKysrERI5Aw4QPDw8MTABcV0AXXEBJzY2MzIWFhUDFBYXISYnJicGBiMiJjU0NjY3Njc1NCYjIgYBBgYHBhUUFjMyNzY3NjUBZf8r0s+8uEsDGyX+6gsQBwNIpF2kvVabksVMUG9LVAFeNuokN1hETEUzEAsC4i6alFmJt/64jIVMHDcZCEZGsohajUscJSAcUUU7/tISMhgnPDtWMiY3JGUAAgBU/+gEYQW6AA8AHACQQC0SWQZZClkSVhZWGFkcmAeZCfgJCXAegB4COgM0DDoVNBlKA0QMShVEGZkJCRS4AnSyBQsauAJ0QA4LBw4PAAEAChcpDg0mAbgBKUAPDwAajx4BHhAhCBkdWDwYK04Q9E3tThBx9jxN7f085gA/PD88P+0/7TEwAF0BcV1DWEANaQZpCmkSZhZmGGkcBl1ZISE1BgYjIgAREBIzMhcRIQEUFxYzMjY1NCYjIgYEYf77QbFat/77/sKyggEZ/RIvRHphiIRnZIecW1kBJwEIAQ4BGZQCEPxwqkxupaS3oZ8AAQCHAAADNwQ+ABAAqEAolwUBCQ4BUwVmBXUFAy8SWA5oDnASBAoJDwwfDAKPDP8MAj8MTwwCDLgCd0ApBwcBAAoDAgYKKAAJEAkwCXAJBAkafxKfEgJfEn8SrxLQEgQSEAAmAQO4ASlACwICgAGgAQIBGRE/uQEcABgrThD0cTxNEO0Q/TxOEF1x9l0ZTeQAGD88Pzw/7V1xcjkyMTABXQBdcQBLsBdTS7A1UVpYsQoyOFkAXSEhESEVNjYzMhcHJiMiBgYRAaD+5wEFQ2tEYFlXRz07Ui8EJpdrRDX1LkGq/vEAAgCL/mwElwQ+ABAAHACaQC44E0gTAhI0AzkNORM0G0QDSQ1JE0Qb+RsJVgZWClkSVhZWGFkc9gf5GwgBAAYauAJ0sgUHFLgCdEAWCwsQDw4XIQgacB4BHhEpDg4PJhAQAbgBKUALcACAAAIAGR0/QRgrThD0cU3tPBD9PBDkThBx9k3tAD88P+0/7T88MTABXQBdAUNYQA1mBmYKaRJmFmYYaRwGXVkAXRMhFTY2MzIAERAAIyImJxEhARQWMzI2NTQmIyIGiwEGM65quQEC/vy5WI9P/ucBFo5mYoKGY2eIBCacUGT+3v79/vb+2UZV/ekDubOrnbOnop8AAgCTAAABrAW6AAMABwB3uQAJ/8BAPxEKP0AJUAkCgAmwCcAJ0AnvCQUfCWAJfwmgCbAJBQMGBwAFBAMPAAFAANAA4AADAF0CAQAGBQYHBAoCByYBBLj/wEAJISQ0BBkIPzwYK04Q9Cs8Tf08AD88Pzw/PP1dcTwDBRA8PBA8PDEwAXFdcisTESERAREhEZMBGf7nARkEtgEE/vz7SgQm+9oAAgBS/+gEmgQ+AA0AGQCXQEjoAecI9xP3FQTHAugFAhIZBRkJAlkQVhNWFlkYlwKYBpgIlwy4CdUC2wXcCdUM5wXnBugNEKcIywLMBsMIxgwFdQiJBoQIAxG4AnSyCgsXuAJ0QBQEBxQ5BxpgG3AbAhsOIQAZGlhBGCtOEPRN7U4QcfZN7QA/7T/tMTAAcV0BXXFDWEAJaRBmEmYWaRgEAV1ZAF0BXRM0EjYzMgAVFAAjIiQmJRQWMzI2NTQmIyIGUor9nPEBNP7J7JL+94oBIJZubpWVbm6WAiKMAQaK/sfv8f7DhP+onqiooJyoqAABALsEqAKABdMAAwBDQBMBIBIVNAEgHiQ0UAMBAAMQAwIDuAFZQAkBAAPlABACAQK4AmG3AW4AGQTmfBgrThD0TfTtXRDtAD/tXXExMAErKxMTIQG7igE7/u0EqAEr/tX//wBS/+gEmgXTAKMACwAAAABAAAAAAABAAAGDAAwBLQAAQAAAAAAAQAAAIUATAhAdAVAdYB3gHQMdBDJIKwIBHbkCNQApACsBK11xNQABAJEAAARZBD4AFgCfQBgHExcTWghoCAS4BAE0CDQQRAhED+kQBQa4AnRAHREHDg0GDAsLAQAKAgEmFgBAICQ0rwAB/wABABoYuP/AQBYiJDSQGKAYAnAY8BgC7xgBGAoLJgwOuAEpsg0NDLj/wEAPICQ0oAwB8AwBDBkXPzwYK04Q9HFyKzxNEO0Q/TxOEF1xciv2cXIrPE39PAA/PDwQPD88P+0xMABdAXFdISERNCYmIyIGBhURIREhFTYzMh4CFQRZ/uckUTlJdCv+5wEFi9Ndmk8fAh6sZThQhLL+HwQmnLRDaIR7AAIAyQAAAeIEJgADAAcALkAbAzgBBgY4BAoJrwMCAgYmASAFMAUCBa8IzasYKxD2XTz9PBA89gA/7T/tMTATESERAREhEckBGf7nARkDDQEZ/uf88wEZ/ucAAQAf/+gCkQWdABkAzUApIAAgASMKKQ86DkoOWQ8HGRUAGAMWFQAXEhMUARcSAhQBGAMJBwoHDBi4AQFADwAXoBewFwNgF6AXwBcDF7gBBLIVARS4AnSzABUGB7gCdEAODAsJLwovAAAvAV8BAgG4AQRAKBgDJhcSVRU/FJ8UrxQDYBSAFJAU0BTwFAUAFBAUIBQwFAQUGRp4oBgrThD0XXFyS7A3U0uwO1FaWLkAFP/AOFk8Tfw8/Tz0XTwQ9BnkABg/7T88/TwQ9F1x5BESOREzDw8PDzEwAV0BFSMRFBYWMzI3FwYjIiYmJyY1ESM1MzUlEQJ6wAsnHCdKGGJ8THo5CwmBgQEaBCbg/lSCKxwb2iozUUUxlQHP4NOk/okAAQCN/+gEUwQmABYAnEAXVxFnEZYFAwkGGQY8AjwRSwJLEecCBw+4AnRAEQQLFgAKFRQUCgkGExQmFRUAuAEpQA4WQCAkNK8WAf8WARYaGLj/wEAWIiQ0kBigGAJwGPAYAu8YARgKCyYJCLj/wEAPICQ0oAgB8AgBCBkXPzwYK04Q9HFyKzxN/TxOEF1xciv2cXIrTe08EP08AD88PBA8Pzw/7TEwAF0BXSE1BgYjIiYmNREhERQWFjMyNjY1ESERA046vWlrqkwBGR9SP0hyKgEZn1ViXqqWAqD+GOBlO0915AHA+9oAAgCH/+gElAW6AA8AHACduQAS//hAMQs5NxtHGwISVgZWClYWVhhZHPcHBjUEOw07EzUbRQRLDUsTRRuUB5kJCgwOAQIBABq4AnSyBQcUuAJ0QBMLCw8AChchCBpwHgEeECkCAyYPuAEpQAwBcACAAAIAGR0/QRgrThD0cTxN7f085k4QcfZN7QA/PD/tP+0/PDEwAHFdAV1DWEALZgZmCmYWZhhpHAVdWQBdKzMRIRE2MzISERAAIyImJxUTFBcWMzI2NTQmIyIGhwEZgrLC/v79uVuxQBI0SXldg4RnZYYFuv3wlP7n/vn+8P7aW1mcAiqlT3Cfq7ahnQABAJMAAAGsBboAAwBTuQAF/8BAKREKP0AFUAUCgAWwBcAF0AXvBQUfBWAFfwWgBbAFBQIBAAMACgIDJgEAuP/AQAkhJDQAGQQ/PBgrThD0KzxN/TwAPzw/PDEwAXFdciszESERkwEZBbr6RgABAJ0AAASlBa4ABQA9QBpQBwECAQIEAyUFAAgEBRoHAgMgASAAMAACALgCi7MGMbkYK04Q9F08Tf08ThD+PAA/PE39PD88MTABXTMRIREhFZ0BKALgBa77SfcAAgAAAAAFvwW6AAcACgFBuQAH/9hACTc5NAYoNzk0B7j/wEAJKDU0BkAoNTQHuP/YQFAhJzQGKCEnNCkAKgQqBSgKLww4ADcFPwxqAGoCZQNmBWgIZwroAw9KBgECCAkBAwoJCQQHCQEBIAAHFAAABwYJBAQgBQYUBQUGCApAGh0+Crj/wEALGh00CiUCAwMGBAm4AbxADgYHAgUEBAEACAwXFxoAuAJhQAsfAQEgATABgAEDAbgCJEAJHwkBMAmACQIJugIkAAQCYUAJIAUBBRkLXmMYK04Q9F1N/Rn2XXH0XXEY/U5FZUTmAD88PBA8PzxN7RESOS88/SsrPIcFLiuHfcSHLhgrh33EBxA8PIfExLEGAkNUWLQJNAkNNAArWTEwAUuwC1NLsB5RWli5AAP//rIIBAq6//4AB//8sQYEODg4ODhZAXFdKysrKysrISEDIQMhASETAwMFv/6+gP22ef7GAjsBOSrKxgFN/rMFuvyKAiD94AABACwAAAS5BboABwByQCMvCTAEMAVQCXAJgAmQCQcGAQUCJQQDAgcACAkXFxoEfwUBBbgBLUAKBgcgATAAfwACALgBLUARAw5QAnACgAKQAgQCGQj9rBgrThD0XUtRWLECQDhZPE30XTz9PPRdPEVlROQAPzw/PP08PDwxMAFdIREhNSEVIREB3/5NBI3+TgTC+Pj7PgABAJUAAATwBboACwCQQD0IBQQHCCUGEh8FATAFrwUCBQUJAwQlAgECCgklCwAIBwZLAwJICgALAQsaIA0wDUANAw0ECSABIAAwAAIAuAKLswwxUxgrThD0XTxN/TxOEF32XTxN9Dz0PAA/PP08Pzz9PBE5L11xQ1xYuQAF/8CyHTkFuP+Asho5Bbj/gLETOSsrK1k8/TwDBRA8PDEwMxEhFSERIRUhESEVlQQ//OkC4P0gAzMFuvj+u/f+cfcAAgCWAAAFvAW6ABUAIQD4QII5D0kPVwdqC2oMqgmnDqAjtg7YCQoGCAYKFwgWCjYORg5GDwcIEAkRFA4UDxQQNg42D0cPdQ55ENMKC3gJeBl2HYgJiBmGHQYJFhQJDA8OUw51DoQOlA6jDgUOIA0MFA0NDA8MFQ0XFiUTEBQBYBSgFAIUFAAgISUCAQINDg4VAAgOuAG8QCcADRANAg3UGyegBrAGwAbQBgQGh3AjASAjMCMCIyEVIAEgADAAAgC4AouzIjFjGCtOEPRdPE39PBBdcfZd7fRd7QA/PDwQPD88/TwSOS9dcTz9PAEREjk5hy4rXQ59EMQBETkAERI5MTAAXQFxXV0zESEyFhYVFAYHFhYXEyEDLgIjIxERMzI2NjU0JicmIyOWAm/r1YDCwWB9arP+ntZyVF5mPNvVajxPSCS05wW6T8qCpdccOIar/uIBP6tZIf2cA04kWEJKWwwFAAEAjAAAAbQFugADAG+5AAX/wLMyNDQFuP/AsyMlNAW4/8BAPxQXNAAFQAVQBYAF4AUFHwVgBXAF8AUEgAUBAgECAwAIAgPZAQAAsADgAAPAAPAAAiAAMADQAOAABABuBDGfGCtOEPRdcXI8Tf08AD88PzwxMAFdcXIrKyszESERjAEoBbr6RgACAJQAAAVhBboAEAAfAH9AMygFKApHF2UEZQwFKhc5F0gWWRZoFgU5FzYbhxuZBZYLBR8RJQEAAhMSJQ8QCBknrwcBB7j/wLMJCzQHuAKMQBOAIQEgITAhAiEREiAAIBAwEAIQuAKLsyAxUxgrThD0XTxN/TxNEF1x9itxTe0APzz9PD88/TwxMABdcQFdEyEyFxYWEhUUBwYHBgcGIyEBETMyNz4CNTQmJicmI5QCHbdggbhgLTdmTYNipP3TASjdfDdIXzw8bFM+tQW6HCbC/ufOtYOgY0sqHwTC/DUOElbFqqq2ZhIOAAH//QAABVgFugAIAMW5AAT/vkA+CzXACgEEAwQFAwcEBQQDBQEEAwQFAyACARQCAgEEBQQDBSAGBxQGBgcBBAcDBggHBAEDAgMJBAAFCggBVge4AmdACwYGBQUDAwICAAgKuwIXAAgABgIXtQcHCCAAArgCF7cBASAAMAACALgCZrMJXmMYKxD2XTwZEOQYEP08GRDkGBDkAD8/PBA8EDwQ9uQBERI5EjkROQARFzkREhc5hwUuKwh9EMSHBS4YKwh9EMQHCBA8hwgQxDEwAV0AKyERASEBASEBEQIW/ecBWwFZAVIBVf3lAmkDUf28AkT8rf2ZAAEASv/mBPIF0wAsAdBAPbkRuB22KMYsBAcTBxUXExcVGCtlBWUodAZ4DXQo2QzWIwxZClUOVSJZI2gMZhJnIWkoZyx3HYYdliEMEiO4/+CzHh80I7j/4EBlGRo0USJRI8EiwSMEcSJxI4EigSPhIuEjBisKKg0kIiQjOQ00I0sKSw1EIkMjag1lI3kNeiKJDYoipgqnDagiEwkKCQ0GIgYjGQoZDRYiByIjCg0EARdWGEAZIDRvGAFvGJ8YAhi6AmUAG//AQAwaOR8bARstFAMASAG4/8BASRogNDABQAFQAWABkAGgAbABwAEIAe4EQBo5EAQBBC0qCRjv/xcBF0ATFzQXSwcnJhouHyegELAQAhBLAe8RIAAwAAIAGS3SUxgrThD0XUtTWLEAQDhZTe30Xe1OEPZN7fQrcu0AP/1xK/RdK+Q//XEr9F1yK+QSFzldXXFyKytDXFi5ACL/4LMbHT4juP/QsxsdPiO4/+OyEzkiuP/gshM5I7j/ybISOSK4/9BADxI5DSASOQogEjkKIA85Irj/6EAODDkNIA05ChgNOQoYEzkrKysrKysrKysrKysrWbEGAkNUWEAVOgo6DTUiNSNLCkkNQyJGI6YKqSIKAF1ZMTAAXXEBXRMlFhYzMjY1NCYnJicmJyY1NDY2MyAEFwUmJiMiBwYVFBcWBBYWFRQGBCMgAEoBIBqfh4+RPUw0ue5gh3/vqQEUARcH/tgTfX2BSS8sOAGwz3WM/wC//ur+1gHdHJGIeVE0SRsSLjtWea5ww2byyg1xYzUiOTQlL2ZtvYt+3GsBAQABAGH/5wVeBdMAGgDWQE6GCYkUiRafAJgGxwnUA9QL9QMJJQkoDCgNKRQpFnUFdQmGBQgHEwcXFxMXFykCKgMlBQcoBZkFlwnJA8ULBT8BTwECAVIQAAHgAPAAAgC4/8CzERg0ALj/wLMKDTQAuAFaQBcYLQQIDkAOEjQOS18PAU8PAQ9AFRg0D7gBKEAiEi0KAw/vDlYA7wABTwECARowHAEcFSegBwEPBx8HMAcDB7gCjLMbflMYK04Q9F1xTe1OEF32XU3t9O0AP/30K11x5Cs//fQrK11x5F0xMABdAV1dXQEFBgQjIAAREAAhIBcWFwUmJiMiBhEQFjMyNgQ/AR9C/s3s/tz+iAF6ATQBDahkMv7bGqV2o8vIoHaqAhtb8OkBjwFaAW4BlZ9esEZyhOr++v7q7JYAAQCT/+cFJAW6ABkAikA4BwgHCQcQFwgWCUcIRwkHVwlWEJYQlxGYFZsWpxC3FtcV5Qb2BgsNDAwBAAIHJRMJDAsgDc8OAQ64AotAIkAbUBtgGwNwG4AbAiAbMBugG8AbBBsBAiAAIBkwGcAZAxm4AouzGjF1GCtOEPRdPE39PE0QXXFy9l08Tf08AD/tPzw8EDwxMAFdcRMhERQXFhYzMjY2NREhERAOAiMiJiYnJjWTASgLE498foAaASgwgdiu0tl+FB0FuvzmvThabWeWrgMr/P7++NqWWWGbVX72AAIAWf/nBecF0wAPABsAokBVlwWXCJgMmA4ECAEHDggPBxgnGHgJdxIHdxF4FYYEiQiJDIYOhRKJFIgViBeIGIYaDAcSCBQHGhUSGhQaGBUaBxMtDQkZLQcDFievCgEAChAKIAoDCrgCjEAgMB1AHWAdcB2AHaAdBiAd8B0CHRAnoAABDwAfADAAAwC4AoyzHH7DGCtOEPRdcU3tTRBdcfZdcU3tAD/tP+0xMAFdXXEAXRM0NzY2NzYzIAAREAAhIAABFBIzMjY1NCYjIgZZQzKtZ4mzAUQBhf5+/r3+uf5+ATHmsbHj3be34ALU4Jhwsis6/m7+mv6d/m8BjwFo+f7////8+PsAAQCYAAAFIwW6AAkBzkAOCQMGCBkDFwgEEggCAwO4/wCzEgs/A7j/wLNbXTQDuP/AQCpTVDQDMgcIFAcHCAMIAgIHAwkEAgIJBwgDBEBbXTQEQFNUNAQyBs8FAQW4AotAGUALUAtgCwNwC4ALAqALwAsCIAswCwILCAm4/8CzW100Cbj/wEAOU1M0CTIBIAAwAMAAAwC4AouzCjF1GCtOEPRdPE39Kys8TRBdXXFy9l08Tf0rKzwAPzw/PAEREjk5ABI5OYcuKysrK4d9xLEGAkNUWLkAA//gQAkOJzQIIA4nNAO4/8C3CQ00CEAJDTQAKysrK1kxMENYuQAD/4C2CzUIgAs1A7j/wEA9Gi40CFMaLjQFAxYDMgNAAwRGA4UIkAigCLII5AMGxAPPCNoIAyADLwg0AzsITwiSA58IoAOvCLADvwgLB7j/wEAJMzU0AkAzNTQHuP/gQA0vMjQCIC8yNAIHFDUHuP+XQAkhLjQCVCEuNAe4/8BARh4gNAJUHiA0CAIHBxgCAxcHLAInBzsCMwdOAkAHXAJWBwkUAhsHTQJFB5oHqwfLAtkC6ALnB/kCCycCKAdKB3gHiAesAgYBXXFycisrKysrKysrKwBdXXFyKysrK1kAXTMRIQERIREhARGYASACWAET/tf9sQW6/C0D0/pGA7z8RAABAGL/5wW9BdMAIADYQEY4HkseVgd2CHYMhQiEDIUXhBsJBhcGGxIXEhsoESgYKBooHghIC1sEVAlaC2oEewR6GHQatg62EMcNxhDXEOcQDgMcBiAAuP/AQB8aOR8AAQAlAgEBFhwtBgkSQA4SNBJLTxMBE0AVGDQTuAEoQCoWLQ8DAAEBIBlfEwETJxJWAh8gIAMCGiAiMCICIhknoAoBDwofCjAKAwq4AoyzIX6fGCtOEPRdcU3tThBd9jxN/TwQ9O1xERI5LzwAP/30K13kKz/tETkvPP1xKzwREjkxMABdAV1dATUhEQYEIyIkAjU0Ejc2MyAEFwUmJiMiBhUQEjMyNjc1Az8Cfl3+n7Xm/qqswLmN0gERATMs/tofq4DC5ei8XbtDAhv3/bhaicEBZ9PlAWRfSeXKN2x99vL++/77STS6AAEABwAAB4sFugAMAf9AEisDKwYgCzMLBAAGAQtAGjo0Brj/gLMaOjQDuP+Asxo6NAO4/4CyGTUJuP/nQAkaHTQKGRodNAy4/+dACRodNAAZGh00Bbj/4EBZFh00BCAWHTQHCQkKBgwaABUJKQAlCQfpCucM9wn5CvcMBccFyQrHDNoA1AnZCtYM6gDlCQmrBKMFqwqlDLsEswW7CrUMyAQJLgQiBS8KIAybBJMFmwqVDAixBgJDVFi0CAEODQa4/8CzDiE0A7j/wEAJDiE0C0AOITQGuP+cswgNNAO4/5xAFQgNNAtkCA00AwsGAwABBwQBAgkACAA/PD88PBESFzkrKysrKysBERI5ORu0wgsEBSC4/zCzBgoJILj/MkBcAwAMIAADAgIgAQAUAQEACgYFBTILChQLCwoJBgcHIAgJFAgICQQLDAwyAwQUAwMECwYDAwwAAgEEDAMFCgsHCQgGCAcHBQUEBAICAQIMCgoJCQAIDhcXGi8IAQi4ATBACiAGvQu9QC8DAQO4ATBADCAgATABAgEZDV5jGCtOEPRdGhlN/V0aGP39Ghn9XRhORWVE5gA/PBA8EDw/PBA8EDwQPBA8ARESOTkSOTkROTkSOTkAERc5hwVNLiuHfcSHLhgrh33Ehy4YK4d9xIcuGCuHfcQrKytZMTABXV1dXXErKysrKysAKysrK3FdIQEhEwEhARMhASEBAQFl/qIBL90BDAFgAQHhASr+nP7G/tz+3QW6/BED7/wABAD6RgRI+7gAAQCWAAAFKgW6AAsAo0AlCQQFCgMCCQolBBKvAwEDAwAGBQUCAQIHCAgLAAgFCCAGzwcBB7gCi0AiQA1QDWANA3ANgA0CIA0wDaANwA0EDQILIAEgADAAwAADALgCi7MMMXUYK04Q9F08Tf08TRBdcXL2XTxN/TwAPzw8EDw/PDwQPBI5L11DXFi5AAP/wLIdOQO4/8CyGjkDuP/AsRM5KysrWTz9PAMFEDw8EDw8MTAzESERIREhESERIRGWASgCRAEo/tj9vAW6/b8CQfpGAoH9fwABAJEAAAYZBboADAIYQAsLAyYIJgsDBAMBA7j/gEAJHDo0CiA6OzQJuP/gszo7NAm4/+BApBwuNAogHC40BgkICuMJ7AoEBAkKChMCHAQQCR8KIwIsBCAJLwpnAmgEZQlqCncCeASkCaoKtQm6CvYJ+goWnwSQCZ8KxgnJCtcC2ATWCdkK5wLoBOUJ6goNdwl4CoMCjASDCYwKkAIHWAtlAmoEZwloCnYCeQQHRAJLBEQJSwpXCFcJWAoHGAovDjQCOgQ0CTsKPw4HAwIMBAYJCQoVAhoEFwkHsQYCQ1RYQB8CBAMKCQUMBwcyBg4MMgAAAxADAghQCA00C1AIDTQDuP+AQA4LDTQIQA4nNAtADic0A7j/nEAQDic0AwsIAwEABAECBwoACAA/PDw/PBESFzkrKysrKytdAS/tENTtERIXORu4/ztALQMKCSAECAkJMgMEFAMDBAILCgoyAwIUAwMCCwgDAwwEAgIMCgoJCQcIHw4BDrgBDbMHBgUEugI4AAX/wLNbXTQFuP/AQBdTVDQFMgdAB38IAQi9fwMBA70LIAsMArgCOEASAQAAQFtdNABAU1Q0ADIfDAEMuAENsw0xdRgrEPRx7SsrEDzuEDwaGRD9cf1xPBoYEP0rK+4QPBDkcQA/PBA8EDw/PBIXOYcFLiuHfcSHLhgrh33EK1kxMAFLsBNTWLkACP/gsQsgODhZAV1dXV1dXXFyKysrKwArcV0zESEBASERIREBIQERkQG7AQoBBwG8/u3+3f7j/t4FuvwYA+j6RgSC+34Egvt+AAIAlQAABPgFugAPABsAd0AlBgW5FLkYA0cFAWcF1gUCEhElDQ4OABsQJQIBAg8ACBYnrwcBB7j/wLMJCzQHuAKMQBYfHTAdYB1wHYAdBR0QDyABIAAwAAIAuAKLsxwxUxgrThD0XTxN/TxNEHH2K3FN7QA/PD88/TwSOS88/TwxMABdcQFdMxEhIBcWFhUUBgYHBiMjGQIzMjY2NTQmJyYjlQHbAQ5Sfqpil05qycGir3ZDXkg1oAW6FiHdr4e4aREV/dcEwv5gLmJBUGgNCgABADD/6AQQBD4AKgLCQMAGEQYjCCcXERcjmBKYFJcnlSoJBxRGFAISuw25Dsch5SP4DfYiBikNVQ1lDZULlxKnIrkMB0EjQCREJmciZCaHEocUhiKDJAk3JkUGRgtKDU8PRiFCIgciJCcmNww1ITUiNSM1JAcGCgURCSEYDScMIiIiIwckIkAscwx4FHkVdil1KogVhCqaFZUqtCK0Iw2AAY8XjBiZKqkqsCwGFyEWQCEjNBZAHB80HxYB3xYBFjMIIVAljyUCJUAYHTQlGiy4/8BAFxEKP1AsATAsAS8sASweITAQARAzASEAuP/Asw8JPwC4/8CzEQo/ALj/wEAJCQ00ABkreLgYK04Q/CsrK03t9HHtThBdcXIr9itxTe30cXIrK+0AsQYCQ1RYQDUGAQEGARYBJiI2IUYhVAFZF2QBaRf2AQoBFwIEGiEiAigTDQwCKBpfBAEERigLUBoBGkYTBz/9XT/9XRESFzkREhc5ERIXOV1xG7kAIv/LsygqNCG4/8uzKCo0Irj/4LMeJDQhuP/gsx8kNCK4/+CzGRo0Ibj/4EAbGRo0aw0BNiJGIpgNlCLEItQiBiEiDA0EBBoAuP/AtRkbNAAzAbj/wLMXLT8BuP+wswkKPgG4/8CzIiU0Abj/wEAdGhw0AAEwAUABUAEEYAGAAfABAwABEAFQAWABBAG4/8CzExY0AbgBAUBNAAQBXwTwBAIERigLFkAZGzQWMxdAFy0/F0AJCj4XQDU3NBdAKy40F0AlKTQXQBocNA8XHxdfF28XBBdVGkAiJDQPGgFQGv8aAhpGEwc//V1xK/RdKysrKysr5Cs//V1x9CtdcXIrKysr5CsREhc5XXErKysrKytZMTABcV0AcXFxcV1dQ1xYuQAk/8lACQsSPw8oCxI/Ibj/7LYNOQwUDDkhuP/ssgw5Irj/6rELOQArKysrASsrWQBxXRMlFhYzMjc2NTQnJickJyY1NDYzMhYXBSYmIyIHBhUUFxYEFxYVFAYjIiYwARoSbmNtNyUUFUn+rFt+2uXa1Cj+9xFfWG8wIBwmAcFZWPTv2f0BLytSVSgcLyAVFBFLPlaZiryOizE+Qh8WIx4VHGZKS4aS0rAAAQALAAAEWgQmAAsBG0AVBSgaLzQHKBovNAYoGi80CCgaLzQDuP/YsxovNAS4/8BAIBo6NJoEAQYDCwgICgwLFQEVAhIDGgkaCiIALQvHCwwAuP/wQBYdIDQKAAULFAAZCyUAKgs0ADoLhwAJsQYCQ1RYtAoBDQwEuP/AQAsJFzQEAQAJAQYACgA/PzwREjkrARESOTkbQBILAAoECwoJCQICAQYLAAoJOQ24/8BAGBwoNAsNHw0wDUANBA0XFxoQCj8KTwoDCrgCMEALBAI5CwQ/BE8EAwS6AjAAAf+AQA8MNQABIAFAAQMBGQzEoBgrGU4Q9F0rGE3tXe0Q/V0ZTkVlROZdKxhN7QA/PD88EDwQPBI5ARI5OVkxMAFxK10AXSsBKysrKyshASETFzY3NjcTIQEBt/5UASfIOhcGDhDKASH+WgQm/eK1RRYtLQIe+9oAAwCWAAAFYgW6ABMAIAAsANhAP3cqAWgOeCrmBPYEBAkhFQkGKCwhJRYSHxVPFQIwFa8VAhUVFCMiJRITCCAUJQEAAhsncAaABgIGSygnrwwBDLj/wLMJCzQMuAKMQCEwLkAuUC5gLnAugC6QLqAuCCAuMC4CLhQiIAAgEzATAhO4AouzLTFTGCtOEPRdPE39PE0QXXH2K3FN7fRd7QA/PP08Pzz9PBE5L11xQ1xYuQAV/4CyHTkVuP/Asho5Fbj/gLETOSsrK1k8/TwBERI5ABESOTEwAUuwC1NLsA9RWlixCiA4WQFdAF0TITIeAhUUBgcWFhUUBgYHBgUhAREzMjc2NjU0JicmIwMRITI3NjY1NCYmI5YCSq6rh1pvX4aQXaF2Sv7l/g0BKMKtKkxXS0os0aoBEqArQlNAecoFuh1cmV9nrCsnvH9kvXENCAIExv6tBQlXR0RVCQX9uf54CQxdTkJcKgABAJkAAAXDBboACwGRQBoIBgESEgoKBQMCAwQGBgcJCgkICgUJCAkKCLgBt0ArBwYUBwcGAwQEIAUKFAUFCgoJAwMGCgMJAwgLBgYHBQQEAgECAAsLCAcIBLgCZLIFSAi4AmRAEgcaIA0wDQINAgsgASAAMAACALgCi7MMMWMYK04Q9F08Tf08GU4QXfYYTe307QA/PDwQPD88PBA8GRI5LwEREhc5ABIXOYcFLhgrBH0QxIcFLhgrCH0QxIcIEDwIxAMIEDwIPLEGAkNUWLUJIAsNNAO4/8qyCCc0ACsrWTEwAENYQBkmBicJkASYBqAEsATABAeEBqgE6AT2BQQJuP/gszdSNAm4/8BAJDdSNCUGPQp0A4YDmQOZCZoKqgO6A8kDCsED0AP8CgM9CkIDAnJxXSsBK3FdWUNcWLkABv/osxILPwa4/+hAEw8LPwQwDRY/BDAMFD8EIAsSPwO4/9CzDxk/A7j/0LMOFz8DuP/Qsw0WPwO4/9CzDBQ/A7j/0LMLEj8DuP/Qsg4TPwArKysrKysBKysrKytZAV0zESERASEBASEBBxGZASgCVgGO/dgCRv6B/m3wBbr9dQKL/cX8gQKw9f5FAAEADv5RBFIEJgATATS0EigFARO4/+BAGAwPNAgWDQ80BxYNDzQGFg0PNAUWDA80Arj/wEAfGjo0BQYGBA0LDgYQAgATBgQTAgQDAwEBAAYTYBABELgBr0ASCw8NLw4oACAVMBVgFQPwFQEVuP/AsyImNBW4/8BAEhweNBUXFxoEOQNAGBk0fwMBA7gBJ0AJAkAYGTR/AgECuAEnQBIBOQBAHDY0IAAwAAIAGRTEoBgrThD0XStN/Rn0XSv0XSsY/U5FZUTmKytxck0Q9OQAP+1dLz88EDwQPAESORE5ABESORI5ORE5Bw4QPDEwACsBKysrKytdS7AQU0uwOlFaWLIEEAC6//AAAf/wsQMQATg4ODhZQ1xYuQAF/+hADg0RPxMQExk/ExASGD8FuP/wsxMZPwW4//CyEhg/ASsrKysrWRMhExMhAQcOAyMiJycWMzI2Nw4BK/74ASP+iUMlQ1d/UFFOGUI1Yl4ZBCb9DgLy/AK5XWI9IhHcDXNZAAEACQAABjgEJgAMAd1AMQALAQoABgIKBwUJGwAWAh4EEQUaBxQJHgoRDAwSKwMrBiMLOQM5BkgDSAaYA5gGCQ64/8BAdyxHNAoACwQEBQQJCwoEDBsAGgQWBRQJGQoVDAwjACgEJwUtCSgKJwwxADcFPglGAEcCRwVIB0kJdwB4BHcFeAl4CncMhwCIBIcFiAmICocM2QDZBNUF1QnZCtUM6gDqBOQF5AnqCuQM+QD5BPYF+Af2CfkK9gwtsQYCQ1RYtAgBDg0GuP/AswkhNAO4/8BAFQkhNAtACSE0AwsGAwABBwQBBgkACgA/PD88PBESFzkrKysBERI5ORu0wgsEBSC4/02zBgoJILj/TEAyAwAMIAsGAwMMAAIBBAwDBQoLBwkIBggHBwUFBAQCAgEGDAoKCQkACi8OPw4CDhcXGghBCQEOACAABgJtAAsCbQBAAAMBDrQgARkNxLkBGgAYK04Q9BoZTf0aGP39Ghn9GE5FZUTmXQA/PBA8EDw/PBA8EDwQPBA8ARESOTkSOTkROTkSOTkAERc5KysrWTEwAV1xKwBdQ1xYtAtADTkGuP/4sg05A7j/+LYNOQtADDkGuP/wsgw5A7j/8LIMOQa4/+CyCzkDuP/gsQs5ACsrKysrKysrWQFdAF0hASETEyETEyEBIQMDAVn+sAERx7cBD7HLARX+q/7yt7QEJv1IArj9SAK4+9oCq/1VAAEAogAAAyYFwAAJAFZACWsCewKLAgMCBLgBKbNfBQEFuAJetwgJBQEADAkAuwFYAAIAAQJdQA0FAAQfBCAEsAQEBBkKugGnAaAAGCtOEPRdPE32PP08AD88Pzz0Xe05MTAAXSEhEQYHNTYkNzMDJv7nmtFuAQIw5AQjkEX/JMmGAAEAkwAAAawBGQADACRAFQI4AAoCJg8AHwAgADAABAAZBGd2GCtOEPRdTf0AP03tMTAzESERkwEZARn+5///AFn/5wXnBzkAowAfAAAAAEAAAAAAAEAAAYMADAGvAWZAAAAAAABAAAAdQA8CEB8Brx8BHwcASCsCAR+5AjQAKQArAStdcTUAAQAzAAAEDAXAAB0BP0BftRi2GrkbygTHGNAY0BnQGghDG0McQx1WGZsElRiqBKYcCAYaIAAoBjcaSARDGEMZQxoIJBgkGSQaAxYmBFYEiBicG5wcnB2qHKodCBIAHRAdIB0xHXYdhB2QHdYdCB24/8BAFhQVNB0CEAwPHRAAIAACIAAwAEAAAwC4/8CzEhY0ALgCobMCAQwPuAFWQCMfDC8MAgxAEhY0DKYTBQnYFhYBTwABABofD9gQdwIZHtPCGCtOEPRN9O1OEPZxPDxNEO0AP/0rceQ/PP0rXXE8ERI5AREzK11DXFi5AB3/wLIROR24/8CyDzkduP/AQA4QOQQIEDkFCBE5BAgROSsrKysrK1mxBgJDVFhACwkbGRsCGxMBBBMAABESORESOV1ZMTABXUtRWL0AG//gABz/4AAd/+A4ODhZAXFdXV0BESE2Ejc2NzY1NCYjIgYHJTYkMzIWFRQGBwYEBgcEDPwnEKDsvis6ZVlYaAj+6BkBCMbZ+EdNM/72RxYBBf77lAEJ27E/V1VeZWp7HOjK6q5js2JB9FAm//8AagAAAi8HOQCjABkAAAAAQAAAAAAAQAABgwAM/68BZkAAAAAAAEAAACS2AQdAEhU0B7j/wEALGBw0BwGCSCsBAQe5AjQAKQArASsrKzUAAf//AAAFVAW6AAYBDrMAAwEIuP+AshI5A7j/gEBUGjo0wAjWAdYC2QTZBQV2AnkEeAWXAZYCmQSYBZ8ICAMACwYvCGcCaARgCHcBBxkAFgYpACYGSQBHBlcABwADAgIgAQAUAQEABgMEBCAFBhQFBQYDuAJiQAsGAAgFBAQCAgECBboCYQAE/8BADxI5CwQBfwSABN8E4AQEBLgBC0AKfwOAA98D4AMEA7j/wLUSOQsDAQO6AQsAAgJhQAkwAQEBGQdeYxgrThD0XU39GfRdK130XV0rGO0APzwQPBA8PzzthwUuK4d9xIcuGCuHfcSxBgJDVFi5AAP/wLMQJzQDuP/AtQkNNFQDAQBdKytZMTABcV1dXQArASsAXSEBIQEBIQECC/30AUEBcwFnATr98wW6+8MEPfpGAAEAfgAABpgEPgAnATu5ACn/wEBdEQo/BQYGDBUGFgw0AzQINBg0I0QCRQhFGEQjDCADLylTCWApgCmfKaQGpwemDLUGtQywKdAp4CkOACkvKVApnym/Kd8pBilAGhw0PylQKYAp0CngKQUHIQQHGh0WuAJ0sgoHIbgCdEAeBAcQEREnGxwcJicKAQAGDxAmEhFAWjVgEQFvEQERuAJGQA8aGyYdHEBaNW8cAWAcARy4Aka0JSYmJwG4ASmyAAAnuP/Asw8JPye4/8BANhEKPydAWjUnQEE1J0A8NSdAJCc0J0A6PTQvJ88n3ycDDycfJ4AnAwAnICcwJ/8nBCcZKOM8GCtOEPRdcXIrKysrKysrPE0Q7RD9PPZdcSs8/Tz2cV0rPP08AD88Pzw8EDwQPBA8P+0/7QEREjkAERI5MTABcitxXQBdASsTIRU2MzIWFzY2MzIWFxYVESERNCcmIyIGBhURIRE0JiYjIgYGFREhfgEDi8BmljBGolx1oigd/ucdJ1E7aC7+5x4/NkFoLf7nBCaRqVRVVVRfXESY/VkCX54uPEiLlv4CAkabWixGhJn9/AABAE3/5wQbBcAAKQDZQDKHFckVAnscixwCpgOpBacUtgO6BbYU2hjdGQgWFAGNFo0XAiEKDQAEARcTFiEfDRAMCrgBJEAMTw0BQA2PDQINDQEWuAECQA8fEy8TAhNAEhY0E6YbBQG4AVa1EAQgBAIEuP/AQDISFjQEpicNsAzADAIMDBYQ2H8fjx+fH68fvx8FH+AH2E8kASQaKxbYF3cB2AAZKtPCGCtOEPRN7fTtThD2cU3t9F3tETkvXQA//Stx5D/9K3HkETkvXXHtARESORE5ABESORESORESOV0xMAFxXV0AXRMlFhYzMjY1NCYjIgc3FjY1NCYjIgYHJT4CMzIXFhUUBxYWFRQAIyIkTQEQDXJRV3dyUjZLH3J4WElIZgv+/Rttw3nPfWfTfpf+5tLH/voBhSFoboRwanwV5QNpV0pYZGAshZ9bhGyIwXMbvIXB/vDlAAH/8wS1AqcFtAAYAF9AEm8IZRR6CHYUBFkIVRQCAQArEbgBAUAOAAoQCiAKAwo1Bg4NKxa4AQFAFwYADUUPDh8OAg4aGgBFARkZGqkhPWwYKytO9E3tThD2XU3tAD/t9DwQ9F399DwxMAFdXRMjJjU0NjMyFhYzMjY3MwYGIyInJiYjIgZ0gAFmUCM8ny0gKwaCAWNOIiEXuCogJAS1Fw1pcQ9HKC+HdAcGRif//wCYAAAFIwcKAKMAIAAAAABAAAAAAABAAAGDADQBlAFWQAAAAAAAQAAALUAdAX8YrxgCGEAaHTQYQBIYNBhACw40GAQASCsBARu5AjQAKQArASsrKytxNQACAFb/5wQOBcAADgAgAJNAS3gKiAqnAaoHqgmnDrcJyAkIVhFZFlkaVh9nEWgWaBpnHwg5AjkGNgk2DUkCSQZFCUYNpwnLAskGxAnEDdkC2wbUCdQNERAYIBgCGLj/wEAlEhY0GKYIDR8PLw8CD0ASFjQPpgAFHdhPBAEEGiIU2AsZIdPCGCtOEPRN7U4Q9nFN7QA/7StxP+0rcTEwAV0AXV0BMhcWERAHBiMiABEQNzYXIgYHBhEQFhYzMjY3NhEQJiYCMtV4j5B31db++pB31TNQFh00TzMzUBYdNE8FwJi0/l/+YLaWAUkBpgGetpbpQVRt/v7+/sFAQVRsAQIBAsFBAAMAU//mBBcFwAAYACQAMAENtTAIHR80Jrj/+EBsHR80xxHHE9cF1wcEdRB2FIQQAyYAKgw2ADsMRgBMDG4EYwhnEWgVdyeHJ5cNmBikDakYqRqmHqcnpiypMLkatx4XdxOGE4YUhycElwwBDJcAAQAcLpgMAQwrCZcAAQAlAy5AEhY0Py5PLgIuugKOABz/wEAQFhg0cByAHAKgHAEcHAYSKLj/wEAJEhY0MChAKAIouAKOQA0SDT8iTyICIkASFjQiuAKOQBoGBR/YCXcr2E8PAQ8aMhnYA3cl2BYZMdPCGCtOEPRN7fTtThD2cU3t9O0AP+0rXT/9XSsQETkvXXEr7V0rARESOV0REjldABESOV05XTEwAXFdAHFdKysBJiY1NDYzMhYVFAYHFhYVFAQjIicmNTQ2ExQWMzI2NTQmIyIGAxQWMzI2NTQmIyIGAUhtY+XT0edqYHp//v3XyIWddrlfT1BgX05RYBp3WVdydFlnZQMXLqFgpNbWpGafKjG8e8v+aXzYd8cBUVReX1RPX2D9PXSCfXZnfY4AAQBXAAAEGAWmAAsAhrkABP/gQDEPETQKCxoLOgQ4CkgFVguqC74LzQvZCwohCwELAwcAHwsvCwIvCz8LTwsDC0ASFjQLugKgAAMBrLcCAgEEBwgMCLgBWLMvBwEHuAJgQA4CTwMBAxoNAQAZDNPCGCtOEPQ8EPZxPE30Xf0APzw/PBDt/StdcTwBERI5XTEwAV0rExEhFQYCAhchEhI3VwPBd/aBAf7xB+3GBKEBBcx1/kr+E8IBMAJ4+QACAEH/5gQUBcAAFwAjANBAWDsRSxFlC3oIiQipBakIpg6mE7UAuQO1DrgRtBPFAMoRwBMRNBNWC1kNXxFSE2ATBhkFdxaZF90Q3xQFaBMBAAQBBxgSHxsvGwIbQBIWNBumDwUQISAhAiG4/8BAEBIWNCGmMAkBTwnfCfAJAwm4AU+zoAEBAbgBIbUQBCAEAgS4/8BAGxIWNASmFQ0Y2E8SARIaJQHYAHce2AwZJNPCGCtOEPRN7fTtThD2cU3tAD/9K3H0XfZdce0rcT/tK3EBERI5ABESOTEwAXFdAHFdEyUWFjMyNjcGIyICNTQAMzIAERAAIyImATQmIyIGFRQWMzI2XQEQClRFV3oRap+t+wEJzd8BHv7W76zUAl59Uk5ncFRRbwFTHlNQoPx7AQvW3wER/qf+df5u/py3AxyIlnuMjoWAAAEAW//nBDUFpgAdARBAKQgOIAw3EkUSSRmZDZ4OlxLaDgkSERMSIREjEoUSBQAEAQ0KDAwNEhERuAKgQBYODRQODg0SChQgATABQAEDUAGQAQIBuAFWtRAEIAQCBLj/wLcSFjQEphsNDLgCWkANHwovCgIKQBIWNAqmFLj/wEALFBY0IBQwFEAUAxS4AatAFBERHxAvEAIvED8QTxADEEASFjQQuAKgQBMPDw4EDxDgB9jQFwFAFwEXGh8OuAEhQBINdwG80AABQACfAK8AAwAZHtO5AUcAGCtOEPRdcU3t9OROEPZdcU3t9DwAPzwQ/StdcTwQ9l0r/Stx5D/9K3HkXXEREjmHBS4rDn0QxAEROQAREjkREjkxMAFxXRMlFhYzMjY1NCYjIgcnEyERIQc2MzIAFRQHBiMiJFsBGAx2TVh6eWF5YOSQAuf97ixeYrsBBGmP/sv/AAF5HV9vj5CHh2shAvv++fkv/vDZtY7C2gACAFf/5wQqBcAAFwAjAL1AO2oLdQiHCJcZpwWnCKkOqhO5DrYRvRPAEc8TDRUFNhFEEHoWtQLSENAUB7sAzwACAAQBBxgSEBsgGwIbuP/AQB4SFjQbpg8NHyEvIQIhQBIWNCGmPwkBQAnQCf8JAwm4AU+zrwEBAbgBIUAiHwQvBAIEQBIWNASmFQUB2AB3HthPDAEMGiUY2BIZJNPCGCtOEPRN7U4Q9nFN7fTtAD/9K3H0XfZdce0rcT/tK3EBERI5ABESOV0xMAFdAF0BBSYmIyIGBzYzMhIVFAAjIgAREAAzMhYBFBYzMjY1NCYjIgYED/7wClRDWXsQaZyw+/74z97+4gEq7qfb/aF+UU5ocFRRcARTHlRQoP18/vTU4f7wAVkBiQGTAWS7/OmJlXqLj4V/AAIAJgAABEQFwAAKAA0A30A5DCANOQkMGQwrDFMMawziDAbtDQEGBBYEJQQoDUgNWw2nDbcNxg0JAQIIAAwGDQcFCgsNBwAMDA0NuAGuQBoDBBQDAwQDAgwEDQMNAgQKAAdADcAN0A0DDbsBKAAIAAIBtLYABAQADAwAuAFYtAWPCgEKuAECQBIQB58HvwcDBxoPPwJ/AgICGQ66AUwBSAAYK04Q5HEQ9l1N9F08/TwAPz8Q9Dz9XTwBERI5Ejk5ABESORI5hwUuKwR9EMQPDw+xBgJDVFhACy0MPQxNDM0M3QwFAF1ZMTABXV0AXSshESE1ATMRMxUjEQERAQJ+/agCfOy2tv7w/q8BJ/YDo/xe9/7ZAh4B9f4LAAEAkwAAAawEJgADAEhAI9AF7wUCgAWwBcAFA2AFsAUCHwV/BaAFAwIBBgMACgIDJgEAuP/AQAkhJDQAGQQ/PBgrThD0KzxN/TwAPzw/PDEwAXFxXV0zESERkwEZBCb72v//AH4AAAJDBdMAowA9AAAAAEAAAAAAAEAAAYMADP/DAABAAAAAAABAAAAktgEHQBIVNAe4/8BACxgcNAcBgkgrAQEHuQI1ACkAKwErKys1AAEAcwGHApsCoAADADJAITABQAECATcAAAMQAyADMAMEA0QFEAAgADAAAwAZBKVsGCtOEORdTRDmXQAv7V0xMBMRIRFzAigBhwEZ/uf//wCRAAAEWQW0AKMADgAAAABAAAAAAABAAAGDADQBKAAAQAAAAAAAQAAANkAcAaAX0BcCvxfPFwJwFwHfF+8XAg8XHxd/FwMXDbgBLLRIKwEBKLkCNQApACsBK11dcXFxNQABAFUA0wRWBNQACwBIQBkIAwkCBWIwA0ADAgM3AmI/AE8AAgAIYgYKuAKiQBAFAWJPAo8CoAIDAhkMTUMYK04Q9F1N9Dz9POQAL130/V3kEDwQPDEwJREhESERIREhESERAdX+gAGAAQABgf5/0wF9AQcBff6D/vn+gwAAAAEAAAAAAABqr9cyXw889QgZCAAAAAAA31nX5QAAAADfWdfl+vr8/RAACHIAAQAGAAEAAQAAAAAAAQAABz7+TgAAB43/8//iB4sAAAAAAAAAAAAAAAAAAAAAAEICWAAABOMAlwRzAEEEcwBVBOMAkgRzAEkCOQAABOMAVAMdAIcE4wCLAjkAkwTjAFICqgC7BOMAUgTjAJECqgDJAqoAHwTjAI0E4wCHAjkAkwTjAJ0FxwAABOMALAVWAJUFxwCWAjkAjAXHAJQFVv/9BVYASgXHAGEFxwCTBjkAWQXHAJgGOQBiB40ABwXHAJYGqgCRBVYAlQRzADAEcwALBccAlgXHAJkEcwAOBjkACQRzAKICOQCTBjkAWQRzADMCOQBqBVb//wcdAH4EcwBNAqr/8wXHAJgEcwBWBHMAUwRzAFcEcwBBBHMAWwRzAFcEcwAmAjkAkwI5AJICqgBzBOMAkQSsAFUAAAAAAAAAOAAAANMAAALeAAAEGQAABRgAAAcmAAAHJgAACBYAAAj6AAAJ9gAACpgAAAuHAAAL6AAADDUAAA0eAAANdwAADpcAAA9+AAAQeQAAEOUAABFAAAASuQAAE08AABQNAAAVcAAAFfgAABbhAAAX1wAAGjYAABtvAAAcTgAAHVUAAB9SAAAgmAAAItoAACOuAAAmAgAAJtIAACoYAAArawAALNIAAC6cAAAwGQAAMjUAADK2AAAy8wAAMzwAADThAAA1MQAANmoAADgeAAA5dgAAOiMAADp8AAA7gAAAPR0AAD3ZAAA/HwAAQJEAAEHFAABC3wAAQ0AAAEOQAABD3QAARD8AAES6AAEAAABCEAAEAAD/AP8AAgAQAC8AVgAAB0sCwgD/AB4AAAAOAK4AAQAAAAAAAQATAAAAAQAAAAAAAgAEABMAAQAAAAAAAwATABcAAQAAAAAABAATACoAAQAAAAAABQAMAD0AAQAAAAAABgAMAEkAAQAAAAAACgAXAFUAAwABBAkAAQAmAGwAAwABBAkAAgAIAJIAAwABBAkAAwAmAJoAAwABBAkABAAmAMAAAwABBAkABQAYAOYAAwABBAkABgAYAP4AAwABBAkACgAuARZHUldHTU4rQXJpYWwtQm9sZE1UQm9sZEdSV0dNTitBcmlhbC1Cb2xkTVRHUldHTU4rQXJpYWwtQm9sZE1UVmVyc2lvbiA3LjAwQXJpYWwtQm9sZE1UQXJpYWwtQm9sZE1UOTgwNzU2b2JqMTMARwBSAFcARwBNAE4AKwBBAHIAaQBhAGwALQBCAG8AbABkAE0AVABCAG8AbABkAEcAUgBXAEcATQBOACsAQQByAGkAYQBsAC0AQgBvAGwAZABNAFQARwBSAFcARwBNAE4AKwBBAHIAaQBhAGwALQBCAG8AbABkAE0AVABWAGUAcgBzAGkAbwBuACAANwAuADAAMABBAHIAaQBhAGwALQBCAG8AbABkAE0AVABBAHIAaQBhAGwALQBCAG8AbABkAE0AVAA5ADgAMAA3ADUANgBvAGIAagAxADMAAAADAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAQQwAVAOvA68DrwI1AB0AHwOuA60APAAfA62zBh0fgEENA6wArwOsAAIAEAOsACADrACgA6wAAwBAA6yzBw0yQLgDrLMSFDJAuAOsshYrMrn/wAOssjozQLgDrLMtlDKAvAOrAF8AM//AA6uyVTNAuAOrs0BEMkC4A6uzMzsyQLgDq7MvMTJAuAOrsggzQLgDq7MHFDIfQRoDqwAvA6sAAgAPA6sALwOrAE8DqwCPA6sAnwOrAL8DqwAGABADqwDfA6sA/wOrAAMDqAOiskYfQLgDpbIIMw9BFAOlAAEAQAOlAM8DpQD/A6UAAwAgA6UArwOlAO8DpQD/A6UABP/AA6OzCQwyQLgDo7IIMw9BGwOjAAEADwOjABADowCAA6MArwOjAM8DowAFAG8DowCfA6MA/wOjAAMAnwOiAK8DogACA6IDobIQHxBBCgOeAH8DngACA5oADwEBAB//wAOYsxAUMkC4A5mzDxMyQEEQA5UAUAOVAAIAsANNAMADTQACAG8DkQB/A5EAAv/AA0uyLTEyuf/AA0uzCg4yEEEQA4sAIAOLAIADiwADAKADiwABACADiwBAA4sAAv/AA4uzExYyQLgDg7IPETK5/8ADe7IwNDK5/8ADe7MQGDJQQRQDeAABA2UDbgAjAB8DfgNuAB4AHwNjA24AHQAfA2IDZAANAB//wANAsw8QMoBBEAM/AAEDPwMVACkAHwNBAxYAMgAfA0QDGgAbAB//wAN1sg4RMrn/wAN1sigqMkEKA0MDGAAyAB8DDwMNADQAHwMIAweyMh8guwNAAAEAQAOIswkLMkC4A4iyEBUyvQOFAwcAFAAfA4ADB7IXHw+9AwoALwMKAAL/wANUswkNMpBBDANUAKADVAACAB8DbgABAJ8DbgABAEADbrIJCzJBEQNFAxwAFgAfA2sDHQAVAB8DRgMeABUAHwOnA6EARgAfA52zJhwfwLsDkwABAEADkrMJDTJAuAM+sggzQLgDPrMNDjLAQQkDPgABALADjgDAA44AAv/AA5CzJjgyAEEmAygAMAMoAAIAIAN/ADADfwACABADigAwA4oAUAOKAG8DigB/A4oAnwOKAAYAAAOJADADiQACAC8DegBwA3cAkAN3AJ8DegAE/8ADFbIPEDK5/8ADFbIkKDK5AxkDGLIyHxC7AxoAAf/AAxqzCQ4yQLgDGLISEzK5/8ADGLMMDjI/vQNzAE8DcwACAEADdLMXGDJvuwMqAAEAQAMssxgbMkC4A3CyCQwyvQMXAxYAMgAf/8ADFrIOETK9AxwDHgAWAB8DHQMeshUfsEEfAx4AAQAPAx8AAQLKAtAAFQAfAtMC1QANAB8CzwLQAA0AHwLLAtAADQAfAs0C0AANAB8CzgLQAA0AH//AAtCzCQwyQLgC0rMJDDLgQRwC5QABAF8C3QCfAuUAAgK7AsMAMAAfAtoCuAAyAB8C2QK5AD8AHwLYArgAZAAfArkCuAAzAB8CurIhyB+4ArizIcgfQLgDm7INFjK5/8ACw7IrLzK5/8ACw7IfJTK5/8ACw7IXGzK5/8ACw7ISFjJBJQLCAsEAHAAfAtcCwQAkAB8CwQLAACIAHwK/AsAAGAAfAsACdADIAB8CtQI1ADsAHwK0AjUAOwAfAsQCvAAeAB8CtwK2ADgAHwKzsg7IH7gCsLIHyB+4Aq+yBsgfuAKusgDIH7gCr7JQLx+8Aq4CqwAaAB8CrbImGh+4AqizJiQfD7sCNQABAqUCdLIdHxJBCgKhAVgB9AAfAqAA2AH0AB8AEgKisjfIH7gCkLK8IB+5ApACkEAYN0AlQC1ApgMwJTAtMKYDICUgLSA3IKYgQRACjgAFAJ8CiwABAosCiwA3ACACiQAwAokAQAKJAJACibIEN7BB/QJ0AMACdAACAIACdACgAnQAAgBgAnQAcAJ0AAIAAAJ0ABACdAACAIACdADwAnQAAgA/AoUATwKFAAIAkAJ+AJACfwCQAoAAkAKBAAQAkAJ6AJACewCQAnwAkAJ9AAQAkAJ0AJACdQCQAncAAwBwAn4AcAJ/AHACgABwAoEABABwAnoAcAJ7AHACfABwAn0ABABwAnQAcAJ1AHACdwADAGACfgBgAn8AYAKAAGACgQAEAGACegBgAnsAYAJ8AGACfQAEAGACdABgAnUAYAJ3AAMAUAJ+AFACfwBQAoAAUAKBAAQAUAJ6AFACewBQAnwAUAJ9AAQAUAJ0AFACdQBQAncAAwBAAn4AQAJ/AEACgABAAoEABABAAnoAQAJ7AEACfABAAn0ABABAAnQAQAJ1AEACdwADADACfgAwAn8AMAKAADACgQAEADACegAwAnsAMAJ8ADACfQAEADACdAAwAnUAMAJ3AAMAIAJ+ACACfwAgAoAAIAKBAAQAIAJ6ACACewAgAnwAIAJ9AAQAIAJ0ACACdQAgAncAAwAQAn4AEAJ/ABACgAAQAoEABAAQAnoAEAJ7ABACfAAQAn0ABAAQAnQAEAJ1ABACdwADAOACfgDgAn8A4AKAAOACgQAEAOACegDgAnsA4AJ8AOACfQAEAOACdADgAnUA4AJ3sQPQQcUCfgDQAn8A0AKAANACgQAEANACegDQAnsA0AJ8ANACfQAEANACdADQAnUA0AJ3AAMAMAJ0AEACdAACAMACfgDAAn8AwAKAAMACgQAEAMACegDAAnsAwAJ8AMACfQAEAMACdADAAnUAwAJ3AAMAsAJ+ALACfwCwAoAAsAKBAAQAsAJ6ALACewCwAnwAsAJ9AAQAsAJ0ALACdQCwAncAAwCgAn4AoAJ/AKACgACgAoEABACgAnoAoAJ7AKACfACgAn0ABACgAnQAoAJ1AKACdwADAJACfgCQAn8AkAKAAJACgQAEAJACegCQAnsAkAJ8AJACfQAEAJACdACQAnUAkAJ3AAMAIAJ+ACACfwAgAoAAIAKBAAQAIAJ6ACACewAgAnwAIAJ9AAQAIAJ0ACACdQAgAncAAwKBAVgIAQAfAoABKQgBAB8CfwDsCAEAHwJ+ANgIAQAfAn0AsQgBAB8CfACmCAEAHwJ7AIIIAQAfAnoANwgBAB8CdwAmCAEAHwJ1ACAIAQAfAnQAHwgBsh83D0EWAjUATwI1AF8CNQBvAjUAnwI1AK8CNQC/AjUABwCvAjUAzwI1AN8CNQD/AjVAIgQPB08HnwevB78HBa8H4AcCDwZPBp8Grwa/BgWvBuAGAiBBGwINAAEAXwI1AAEAjwI1AAEAfwI1AO8CNQACAC8CNQA/AjUAAgA/AjQATwI0AAICNQI1AjQCNEAR7SDvKgHPKgG/KgGvKgGPKgFBCQJHAQQAHgAfAiAANwIBAB8BWEAMJj4f2CY+HzcmJz4fuAKOtuwXH7ImNh+4AbyyJjYfuAEpQCsmNh/sJjYfsSY2H6YmNh+CJjYfNyY2HzImNh8tJjYfJSY2Hx8mNh83JiofuAFYQCImPh/YJj4fvCY+HycmPh8hJj4fICY+HzcAFhYAAAASEQhAuQINAaazxQ0ACbgBvLInKB+4AbuyJzAfuAG4sidPH7gBt7InYh9BCQG2ACcBAQAfAbUAIAKrAB8Br7If5B+4Aa2yH+QfuAGssh+7H7gBqLIfNB+4AV2yJy4fuAFbsifNH0ENAVUAHwQBAB8BVAAfBAEAHwFTAB8CAQAfAVKyH1YfuAFRsh8pH7gBK7InJh9BDQEqACcBJQAfASkBWADkAB8BJQAfBAEAHwEksh/kH7gBI7IfOx+4ASKyHzkfQQ0BCAAnCAEAHwEGAC0BAQAfAQUAHwEBAB8BA7Mfux/vuQFYBAFACx/tH5Mf7B/kH+sfuAIBsh/ZILgEAbIfzyW4AVZACh+8LZ4fux9BH7JBCgFYBAEAHwCxAVgEAQAfALABWAQBtR+mJYkfm7kBWAElth+ZHy4fji24CAG1H40fKR+JuQFYBAGyH4IguAKrQBMfgB8wH3Qt5B9zH0ofYR9SH10luAKrsh9cH7wIAQAfAFkBWAKrth9QJYkfSR+4ASWyH0cluAQBQAsfRh95H0AfJx85ILwCqwAfADgBWAQBsh83LbwBJQAfADIBWAElth8sHzQfKiW4CAGyH1U3uAERQCoH8AeQB1sHQgc7ByMHIgceBx0HFAgSCBAIDggMCAoICAgGCAQIAggACBS4/+BAKwAAAQAUBhAAAAEABgQAAAEABBAAAAEAEAIAAAEAAgAAAAEAAAIBCAIASgCwEwNLAktTQgFLsMBjAEtiILD2UyO4AQpRWrAFI0IBsBJLAEtUQrA4K0u4B/9SsDcrS7AHUFtYsQEBjlmwOCuwAoi4AQBUWLgB/7EBAY6FG7ASQ1ixAQCFjRu5AAEBGYWNWVkAGBZ2Pxg/Ej4ROUZEPhE5RkQ+ETlGRD4ROUZEPhE5RmBEPhE5RmBEKysrKysrKysrKysYKysrKysrKysrKxgrHbCWS1NYsKodWbAyS1NYsP8dWUuwgVMgXFi5Ag8CDUVEuQIOAg1FRFlYuQRwAg9FUli5Ag8EcERZWUuw5FMgXFi5ACACDkVEuQAnAg5FRFlYuQhCACBFUli5ACAIQkRZWUu4ASVTIFxYuQAmAg9FRLkAIQIPRURZWLkKDQAmRVJYuQAmCg1EWVlLuAQBUyBcWLHYIEVEsSAgRURZWLklAADYRVJYuQDYJQBEWVlLuAQBUyBcWLkBWAAmRUSxJiZFRFlYuSMgAVhFUli5AVgjIERZWUuwKVMgXFixHx9FRLEtH0VEWVi5AQ0AH0VSWLkAHwENRFlZS7AvUyBcWLEfH0VEsSUfRURZWLkBNQAfRVJYuQAfATVEWVlLuAMBUyBcWLEfH0VEsR8fRURZWLkUKAAfRVJYuQAfFChEWVkrKysrKysrKysrKysrKysrKysrKysrKysrKysrKysrKysrKysrKysrKysrKysrKysrKysrKysrKysrKysrKysrZUIrAbMxdX7DRWUjRWAjRWVgI0VgsIt2aBiwgGIgILF+dUVlI0UgsAMmYGJjaCCwAyZhZbB1I2VEsH4jRCCxMcNFZSNFILADJmBiY2ggsAMmYWWwwyNlRLAxI0SxAMNFVFixw0BlRLIxQDFFI2FEWbM/PFhBRWUjRWAjRWVgI0VgsIl2aBiwgGIgILFYPEVlI0UgsAMmYGJjaCCwAyZhZbA8I2VEsFgjRCCxP0FFZSNFILADJmBiY2ggsAMmYWWwQSNlRLA/I0SxAEFFVFixQUBlRLI/QD9FI2FEWUVpU0IBS1BYsQgAQllDXFixCABCWbMCCwoSQ1hgGyFZQhYQcD6wEkNYuTshGH4bugQAAagACytZsAwjQrANI0KwEkNYuS1BLUEbugQABAAACytZsA4jQrAPI0KwEkNYuRh+OyEbugGoBAAACytZsBAjQrARI0IAKysrKysrKysAsBJDWEuwNVFLsCFTWlixJiZFsEBhRFlZKysrKysrKysrKysrKysrKysrK3Nzc3NzRbBAYUQYAEVpREVpRHNzc3Rzc3N0c3RzdCsrKysrKysrKysrKwBzc3Nzc3Nzc3Nzc3Nzc3Nzc3Nzc3NzdHR0dHR0dHR0dHR0dHR0dHR0dHR0dXV1c3R1dXV1K3MAAEuwKlNLsDZRWlixBwdFsEBgRFkAS7AuU0uwNlFaWLEDA0WwQGBEsQkJRbj/wGBEWStFaUQBdABzc3MrRWlEKwErQ1xYQAoABgAHAqAGoAcCuf/AAnSzGh0yb70CdwB/AncAAv/AAneyLzEyuf/AAnezIiUyQLgCdLMvNTJAuAJ0sygqMkC4AnSyGiEyuP/AszcaHTK4/8CzJRodMrj/wEARLRodMpAlkC2QN6AloC2gNwa4/8C2phodMh+mH7gCjrIvpgMAdCtzKysrKysrKyt0K3N0WQArK0NcWLn/wAKhshwdMrn/wAKgshwdMisrWStzASsrKysAKysrKysrKysrKysrKysrKysrASsrKysrKytzdCsrKysrKysrc3MrKysrKytzK3MrKyt0Kysrc3Nzc3Mrc3MrKytzKysAKysrK3N0cytzKysrK3UrKysrKysrK3UrKysrK3MrKysrc3R1Kytzc3MrKytzK3NzdHUrK3N0dSsrc3R1KysrKysrKysrKysrdHUAKysrRWlEKwAAAA==") format("truetype");
}
.stl_10 {
	font-size: 1em;
	font-family: "GRWGMN+Arial-BoldMT";
	color: #000000;
	line-height: 1.117188em;
}
.stl_11 {
	letter-spacing: 0em;
}
.stl_12 {
	font-size: 1em;
	font-family: "JBAOSH+ArialMT";
	color: #000000;
	line-height: 1.117188em;
}
.stl_13 {
	font-size: 0.55em;
	font-family: "JBAOSH+ArialMT";
	color: #000000;
	line-height: 1.117187em;
}
.stl_14 {
	font-size: 0.83em;
	font-family: "JBAOSH+ArialMT";
	color: #000000;
	line-height: 1.121674em;
}
.stl_15 {
	font-size: 0.83em;
	font-family: "GRWGMN+Arial-BoldMT";
	color: #000000;
	line-height: 1.121674em;
}
.stl_16 {
	font-size: 0.75em;
	font-family: "JBAOSH+ArialMT";
	color: #000000;
	line-height: 1.117188em;
}
.stl_17 {
	font-size: 0.75em;
	font-family: "GRWGMN+Arial-BoldMT";
	color: #000000;
	line-height: 1.117188em;
}
.stl_18 {
	width: 100%;
	clip: rect(2.337499em,42.50417em,4.795832em,6.927083em);
	position: absolute;
	pointer-events: none;
}
.stl_19 {
	font-size: 0.72em;
	font-family: "RCNBKD+Arial-ItalicMT";
	color: #000000;
	line-height: 1.127678em;
}
.stl_20 {
	width: 100%;
	clip: rect(2.337499em,42.57167em,63.10625em,6.927083em);
	position: absolute;
	pointer-events: none;
}
@font-face {
	font-family:"SQODVC+Wingdings-Regular";
	src:url("data:application/octet-stream;base64,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");
	src:url("data:application/octet-stream;base64,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?#iefix") format("embedded-opentype"),
	url("data:application/octet-stream;base64,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") format("woff"),
	url("data:application/octet-stream;base64,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") format("truetype");
}
.stl_21 {
	font-size: 1em;
	font-family: "SQODVC+Wingdings-Regular", "Times New Roman";
	color: #000000;
	line-height: 1.109863em;
}
@font-face {
	font-family:"QHPAMT+Arial-BoldItalicMT";
	src:url("data:application/octet-stream;base64,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");
	src:url("data:application/octet-stream;base64,SCIAAD4hAAACAAIABAAAAAILBwQCAgIJAgQBAbwCAAAIAExQ/w4A4Ft4AEABAAAAAAAAAL8BAEAAAPffjzP2BAAAAAAAAAAAAAAAAAAAAAAAADIAUQBIAFAAQQBNAFQAKwBBAHIAaQBhAGwALQBCAG8AbABkAEkAdABhAGwAaQBjAE0AVAAAABYAQgBvAGwAZAAgAEkAdABhAGwAaQBjAAAAGABWAGUAcgBzAGkAbwBuACAANwAuADAAMAAAADIAUQBIAFAAQQBNAFQAKwBBAHIAaQBhAGwALQBCAG8AbABkAEkAdABhAGwAaQBjAE0AVAAAAAAAQlNHUAAAAAAAAAAAAAAAAAAAAAADAD6MABXIAB59ABFGEs3pis3SEFWfK6e3p+Wl0iCJxYQOjEXHTEZNjgeLGcrZTl0ahnyulCEqabBkvfkUmSR14c9Q6pVcesp1IsLR0X1jQWj5OQSF+Jgm/dCUaysdcKgOFaTLeLHUKNwqNJMbYhijuHowabzXSZU9dwxRVL6lmqQc9rTbn7y3pdkZvDY18wbtO1gpqipERDyqWX/t850vrLgrOtTqQ+SyoLujZn5Lrms+ee6yJPV3v0/bKoLOGEVFf3R0E0qhAlDAxWTCMr6vE9YlBSKkugvulrZDPBegQiHmTEICaB6NX8O33QoY18cWoDrIHwMthuoNX97zzmkdgvQZzf0KAta84w7TttdhtmUscg4kKSIQ2Y0JCICRS4Q0sCT/1wjqfmDCQevfvaHM49Dy2iHBlzxEdgAR1whsL7dx16TMHqE7VSvzqK298tChGFCpDrsEx4gLhGOlznI+ZxS0eM/qI8VCoxcNExgPq4R6DmAY4o64QHm9a3QcZAP4XdFr5BcdG4gqmvUhKOiSBfpjPMOX5U/6AOj8gDbquq0CO9atBqaLJSB9pwxFSrASCsKa0H19rEZnGmU9RBZkx8YlJjJZf4uSAwwUEukgkl+UFN18KXmyavsLRmtq2YiNA3cIGC4SzFaN77R5v1zB1nAetdUuRMalp4z/bweFJPhYq4hgPCTeSHitMwDdS1rD9SjE/43zR5HvfyjA5LEi5pqxQBAgGGwAWGJ0Dh/lzB6f4j/kXU2bJ7/H0MKAkDoOju7uzvASn8NVL6obzRjT56RYRejDawHsiwblJyd69/KlyqcFVMLge2aS0Idrh+Ma1ZWKE1L9bSIumzktZK7kiD0vZifeXcJpyRgMQr/5THejFTdzGTrwrqkW+BfCAcwVs6rh6WV8LqDin2fbqLNyVHSyIit+2luKC+nuG1xeISBeF81UAY0BvHS5TdUmgCqQQqYTSB+cTkwURt14sR9I4kbSP46w487xWIGlqRB2s2rIv6U5vLCtYUCBinBySKF4kYvIYrYLkiSwCcpr+HkHjgUJWQosfN9YKtV3gTC6N4TrEIt7K45wiIOeEuPW2BrLaBqmxiF/diDkrLAQNhPMnXYEUbSY8bhKmTGEqGEvlrJIw9jQrNHgRrWVezzm4ihj3lnh+xkVUybETM7AOITQVStQjgWTX0TPcejor3ISLJeytsotIU6P1xS6powkRmf9i4uXLsZMaUHDkuPsg0ZcUE598oYs58u5KIcWOYfXjvDuoSKDH3YKsnkFsPacfkEys6jR4c4ZBWIIiwGnf14aOrMkg5iAlJOG7Eg7lj43afIlJeI1y9KH6XBS9ZgkJDRTJYiZDx5EwetQdg+m2EXxsdmaNnVIHXPP5IPYo2e0BRBtUuFjyLgCHT/xGBR4mIx6zLK9cNtIZzJX6nDQMqoNZFMoT3app89yElXFdwkqIU2QYllWdT+NeQ3xHMrTC0xncozZt0DEONM0Tekv0gIRnagianBMHGFqOjd5T6uVSA9I8g3ZHgthlyv0RU8v+UbhNN3fReK8Dem4GA7qfm8jQSXiaLRVFPzxbEPCwVCRUjx9rz9SRzkjdMBu5uL/Olsmn2g1d2EoxbOgw5kHAbo7QkQV6XRZr2Itqn0CeQOVQ9Jq00ZRp0yAK+EOA9IVFufNjAR4RZhCk3L/ocNObJ2oL6ZpBxZk+HDhwhBbb/4QVi9wodRIXT6PCiyH/BZYj1Em04X9YNc/Fc1eF179FE6L++U2CMG4P78F+EAyam9gWgXYb9/ht6wYCGXbVJz4PjH5ewdTBfNGT4YXoGObIuHNlFLqoCA0HCYFbOZH2OKgy7KCbRbrQnWxbp3ABkBm0jVPrDOHwd6VpMe85RIZi5of7EDcwLog6+iC9MnmY+mIY3kosB5y1dOePOgKx/B+yZJuk6MYapdeZVvRlnuWJCarxK9jKDquXKpa/zunTEElse00NJuIvqafpetu0N5KyKFRuo9Gs9keh3UWrdQCjnMB1GzEE5OcM7uDjdOBF59KFiPOKMtN7jAzzJTZS40rqg1yl5xMr5Dj5cjURZEmZOI12FQQpH3CVUBbhJ+g/Ortwquo0GJw5iTuQ5rYPRPTZBDKAGB3hi0kp2ziyp829LC1SFLZtD23dCQnjRZjkOtwVbtV785VrdZ8WwEejTJZYW9NmqmZombT1v0Vt6zMtHXz4FXlHE7q+1mc1N4BvLI4NBRwL05Ba5QBqC1IdUrAZv4kR6QwpNPof2XyaWec9hAIpRM0ivL5qx7c/fpKGTHnCu04Ty/GQbu0DlyoCdpviC5jlsIoLQ7WjbBvj3OpkfhAH96lsQpNQYJqk2SoQQcpAt2PBmh4CztcZn+HFUM9+qKiLWhYKQB4FFLhLBamoeGCTsFBR2q8xTGEUZtZB3Q0AwBQDKSIm+ZYRsZCAWEwDAexJHACSRIFoqDMs9NhCjHgrhpijxIe99hhtHUnwQfgxw3g0kSANCwlQziViibnPLPzLouA/0jnEXBuURIGoS9HFpekMsa6SG4ihNbV4EnPRTdMsw2d8YIOarbhGhtVGRWpI50ewZyeqJgPz/Jw4o35hU5y8E/OcwIf4gyDygrB27ps1lwAbKI6cTOYIFgTIlblezNprWobmSQShmMQGglakR69gkqEDydo7rxxFAnpsWSjAyb9PxE0ehfysjWRt83JBrUeHSEYujU3BONq0KVIAhLcI6bCBYufxXKYBIMJGwvEiceWQMq87oU1fA51KOJHhctWLiUoOcdzF3FOBqQpLCJYXBNDzmAk9281ZS3OIACVZTfFRQQwpxEmuAQCN0DPDjTjNXMvhI4I1ByD+3MuTC8qzx4fnzKiIpTpH6MVWbFyaA4okBC7mUroqIioRirqTP4UDAEUAhKthRQxS180/vcFzg1MG761WYyisA//rf5HZgch2Hr0OR8aH0ziYg+RZONi0EnlfQgqIS8gMBJlfxB6c2S63eJXPy8CaNet/ebeuzcmXY5Cqa3BcBydma5TCk++rh0zUkOaJjZ0O7OwUOj/Zbcs2DKVz83Eu1J/Y46l5DvFm9YqetBg6KfCjHYZSMYRfVw/J5jEpyCGbIY5cJ+2MASbo8j0QK1QgsnrWiLQD8t4VlQLb489sBCnEaRHYPJrfCtSxc81DDM8/kvhkmg57UsOnpTI1k+m8mx4mVaOb0oSpTQpZbcnOQ39F9xJxpAf9Ig2gTQBLT2w79Y4nwDhcPgBWJ1uRCOw5muyeVVDfj/GjheRhGFO+8T5u+lTOkFvmjI8VFOQaGhcX6joPdeb3SDix/2O4H566tQz3U5heSC22Rc+WV8OA3AiP/rrosynTQd8eOVP67IQjxSxw0PHw2Nxfm6JXle3gOwQTJKXDBMYyB/eKF3Gd1v88c5wKdKIEbc4id421mu0ryzxwaDmYaSGQw8T+93xon+HIyFr5/WDqcS7cQ4WI7DeQifG9KPE8zwS+aDuLlfNBOGbuhpKlB8c4sK8Pz4y/PsM9CBCRPWffUx5uA/R2ZCJYkhLuhg8WQpzwX9f61c7A+JG+kyREywMUt/XajhQiOfXHMn/gIu753oSpUO62pZ8zvOTH6Ug71DWEscm8ZSl6QUoEFFT0j/VMn9hlJfFqYRYxYQIBYKam2uMLU515FJjWUagq8sl1QnfA47FYO3aJaX0BQH/fzRr+syT/PZYzouqx+7pSpSzrnwgmFzPwwvo06M6s2mR1j4aVV6tdmQyGLQuL3r147jSChgH3QUdTKJkYCf6KBS6jSXx0trWT5J6TYzQVnh6xcepvOet8wdh9uDZeNECD2xgumX0bXIvl2vShnMqDtNxRMHDrtmop5KUFmgmfbfLRC3dv0yLahIIeqJAMCf09D48omw+jM3kg2nz0YKKFEIkIXm9YFYAPRHhhhnollTyHIWjWYcMwQ8jCNgfr62Les6kssQeov5xQQjydnG/eOYGl64yjEoqz3w4An10PVtrE4yOxJbjE6+Ss2evmQRZUllsWeus6Tnb0cEnXNmuQMHLBvQPirthW6BOkMqCThDp0vYcVsS/MEjSGCUkJZuaEaCfIMAQTqkU1IV2hS0oesciEBJOKybt6gjLSqETzUb5t5nVpLtfMIt7OW/kzFSCLWEtDxf/85dRVHlBilEixrTCYYIAtG1UaFuLpfNuwBJdNYt6RjOMQ0MC0G2XuVwFcWJyz9Tq6GLAQs/RQMizgrzxFnLOHprnAQ6WmZxtd72RUEWMjixGqJZagDj9sPyHA5DJgoorGs7pGX8+AN1dGDCRD5plwEkCBTX0oxrHJqvq7G7UnJmCwjowCT9lzFRONsUR2gnkm0reVDnftXHFNt0jlyZ7ER8ZypOXRbhFGGlKnDJcEdzCfoCmJqWhPXmfIzg6ArOBFwSiF9PbofJBIJ7t2xnFrRfs96SWzK9FX3xGeVuGZS+rbCRXYx4LZwd/fSSqW87dIAVIxjskhcs/9pUVSBFRvlM3DorQODGpZIGWOiyC5sikjKR2NTPSgTdTgkx+GT78XOUGpFlfES3CvUt/r+7BZweEvKBD97EgAP+4LdeB13XSyZPh8h4ZEhRi3b5GnqS7qaqlsIA/kLY7GLIekDDxEKeqh3ACY1f5jVa8pdRUvGk5ucbqi6Yem8pzZfioZhwOTEhZEk2tKVWYtjOnhRqJolTQBNTGybQeITmhC1Qo2htFR+iwxV1/kIJwcQL7dlmNxZm1W4Jxhlprm6gIzHRXWxKaupetjlj+VUAAiXGQsdWdyCMZ+UK4RmSvspA0S2ekMQf4q4PEdRYa4XIlzN6ddgeMcnN3aBewk87nby5erktCEt4b2jQw+Do01UGgNYz6/5YLxo4xlZkTuE5Xq2jlFTGyncfxbDg5MbiOOxXxk3wXuXraEL95bHASbmS4zCZh1wxHh1tJpQXwfbjNLG4rC0w6YJi+7F9v8RkfIc0NMJCPM4SOCXQgDWgqKxuKWHROkoCD5+bl46xCAGH5D4tlFV+5GFACvI/Fy8RX4LHvhUrAkzkb4uzQXo/T71uO5kq7PKlMP/0NxduSwsPumeCAFsOCTDKOQLFJcjioHu1wFDoOEJbJmNjmWp4vAug6xptXwMsSk5ZAWpKEk5tmCKdelbrOmjzBzEMoN8ocQOQcNOyt8g1j00hYhbJArbAbgAkkjsNYzHfhuaLaRpDsriOuuM3pMsCSXljDva4XAyIfjhfEqOF1Cwl5wqED0IzbHgRUDxuErEH1AKrup04YBwSMEPG6G80PKcEXMEJm12DcX/St1KjB7N7O72upt+E6q9tKx6HBO8kRHOV4xEAD5A16dodjTWDYiZ3JtZ5KeySahhn0Ub1vJ7Ta31CKAP6pHdtUt1yYXRgz4jF7QgxujBVRx6yMGjHz9T3CF5FPFs8wDzgeVSbZ8qiFUDSypG6UW1qKp38qlmSYhOLoXS0IzCUZ4DvAAj22b/q/mo3+hmUl5MitJcliMk/IYpDoCwOc4IoCh8n5Uc7OlUUc2hUEPV5T8xhq8Mu3FrOBJ1lYTwMyCjznDpnQjmv2a6Qxq5jVGNiKkiV4KExgioHiCMoCQpGRQM0IZL4rZRHrDzEkIVYEsumES8mGy0k9uVZihEohzKDS4CRYc+ABiAQkLAosQUWRs4qUxIq4v8ri2SsN+sM3vDcqj2NkMq8lhWAllQAEbANb1qPQY+Ei9oGodnNcuuCBs4lUyo1Ct8+uacDciW28L53OCUkhgiIyA4bUYIiEjJCRqwYQMIMH2J/2L9wIz2H3mPHKmeFxX3YNZNdAigyvgXB+kcUUkorBRY2e0Mtw5bHSWPyXq9WF2nTVYmYFWJ4Ym9WEqswIzzT9RdWychRcWWKlwfMY0kZb0YaaEj3rnBxuVjE0CICu7us7/hC+G/5d8YXij8IDxq6bgnzm4+tPLAyiOoUWhJdEgh8a8AB2QzYZSHbr+YgFzQ2Yakk6zC0NnloLDBEGLCtEN0BhIKRJUkcMSC7qWq0+kXQUyATadm2YV0BA+Np8TZ8wZZHe0lwINwHdzGWBrUOqgPqHND2oMoITr/FdpEWQ9aaIPYGSwK3D22zIgCmJcfRbiOf2DVwk1Pa6BBCfHi44EduYexcv3Yo8kSriIg40LsE6PDd9Jk6GEgwFUukpWmlSZRl0BfbDVWjdNMCtZI4nSib8RwoVqqOpU69RyonSGOzjgVt3jtRwtb/7HAVgMgjKfjUGzye4JvJ8JqdMo4EE/jknRWZZaHOF6+hUWCmNjo0kEt0gxQATgC1y7R1/HVUwpfQpuu0ZOpmJxaVAPV7VmcEaKrNWwfk5X6GkT1mOXGAtKROtU/vXy6ZXKKDKq9MkV8H+VdWukrywpT0RkBgQBBxWDizJJ2z3NRsMg9jaD2kwfaCQFWNGUZ2di3zc4czJdYPpzlyVfmnxsLHKZVAAQheAbS1esC1jKh64JtOuYARlYAdfE2JjosmVi24v0UYSun+xPw3d66KYainTi0/0wOhAkMG8uJ42by6hDd9nWij3DObVD3SuAcK/N845gRsHhuPCKcZ5ZDli6WLpZ2EhyJMP4HbOLUbSxu5vJuxmNh1k7IWfNZbsCMKYYWl8WNGGN6YBCMGnQybqmp4mBHz+m5e+MAh++JQxcYwKReaIRo+12hEMFkqM/Mc2mhyIR0kE+Z57gRWzryB69FNdEa2bgVVnXb78l5QGlTzCMWT1ngDMNX82kHfM0onmhDxwPo0ZLMuhqUnIZXcmwhHEyQqF0RLaRVnomApd2mZOuAXTenfo3U/qmYo/VNFVFJZnD0ioDD6HWL8DrmASxpIUFfw8VywUrlHIypc1XiARzVyLG8qlazwbfNpJRqyzx50Ro3UNDDBi7mYneOEUWMHMGI0p+cM2dYqKWY0bKUNtJsbrEFtGpA4JdD7x+qtCwebOGk7yJhUu1PU3JA/iYuztkM70R5UEwKiUhWdbeeG+442ScHrezbaVJgqLXEU8Ye7ENBRrUR9BtRpe3ikZ2ok4zQCbsJ8abijbs9lO+NZF0niAVRV+ue3rp7HbiE6DjaIMjG18dZKRZYqLEAOk5cXtMJiBlrQNvMoQGe9q1FqbLk3DGWO3WOF6+l2HKG4tC8eQkLnYNguQ6XtbRAQUkqxLF1RzoACsMCy+kODQT4+6DEjIBULHcuYjoxl45FF1dVe+6IqHAdUdpOO1ZcZricnRUHg6oK6FdxKCOgqokQUVBksEEGhwojwZP4cppsRtEypgYYObTsA7m1pZri+wochD1CxLgZsBU31F6vRUFcQKj2/fj0/W6OnxBDOBAg0bYPz48c87iVCyj2qLHf3ijrTFs1lRDtKM9DRPMP5EFIrpEqGoTWiE0QviO8SkiCJ+BI/JzTlnUV5ynch4MguWOKieeUPZU2WODjsmNIC8C+hcC8CihXBVZH6fxg8wRHzGVphKMR3hMJHWilBbaEB1gHVrgJTKfDLTBwm2YAAFM8mTBIWiIeTJcmcSfhcBZDI2h+Zoc2M9ZB7EvWkpxkZ1WuknwljrMoRsVjFcou2szS1TvUGLCjNz0zhtUc5R7hOVMKJo5WtnR+oduUudbapwVIkOYh91cDl4yGRdyAOsppN0xLa6JPMgigYDLoe0vDzDnFV4w+Awm/Iek9GmFG+ulib0FcpMU6R+57S6K2eYo4DHoF0nWq//lwF3werShETTlwbIncgaMiZC3Ibnt5B0zAARcNr39zuoS8urPjOi38J2mCLGHGMUaXhvOZgHTCrJELxBVSg1ahOOgDoB4dZ+o5hugZ45HyJlAzCRoeRodYt9joOdniPPIeRXGbF6PDentioPMwhpmQDi7IYCXhO4mRVIgMuAgH65fdDgtgx5UihCgzIFFnSaft2hnQ8WAMDYzvJ8Z0jTEMHlUDbMSiRBoc/lAQkENZDkWFvB8iuRmi5Hglr4sEpqj75/fg6JPBwPhF+W6FkANZYQJTavwlGS1sJ9DhpnlFqc1FY1lcU6NK2JswFYzOpgFHTXJlHjAAioUlRhvVDaqEVfHSw0FQIMaNQjohpEKKTkX3W3eRdvEXYeP7nLCYT6egadMrmM/ao+ipZzhUov5oijbDGY0l4cUnqTeCFXkWDDrcHUYsbYFIfldaeOsyHPtBvIV1z7axyTj6zqsxN/O6rAxWiIcsLBHs3lB+jrCkgMyQvd84N8qv2S3zFfC3nsSkQGI10pA29qvlCkXW7gu+12160mFK9Hz3k2vGKp038Bk8flPCBf1GXAZPe32p4C+AJpgyry1MWOxMt3Fz6Rk+RcQlwIoh+SMCqRbJYCXsgTagkaPi87o8Al0XcGApU8C+kwx1HirzaEtBAbU3pJ6Whj5sUcEXxaLgJNJhDo9C5E8hi7FSluCyBJqRGC3KTS6LI85GqqUGlGQMI59THJE0gp3b8B4qkCYu53uVFYcJKdHzF1hBLBQN3j3l4tHWhwTfq4iTkPzKwqsQKtDtZ9EDwWwROMl9sY/F7CQwt97TCa6CcmmXYE7evpOiVlE1loyKbc8zH7UFGMizna82ojfz84LLEBViyQNvWKDTlxvNBeZu0VYHM9Xs4JFrlGF/SGYoVn3arLz68cvAoWf3crardS4HJgSjGzgLbAmnXyWaYaXkFt9NqpK5C3Ax8+pvyPaOz6whFwTRBmUZh9oso4gFsIBAmwHkXtgxiFeIWSBBAxqkYlJUQgZiIcP4lRAKkBwSavxU0VFdfUizjcUWJdmLyw4wgxEiL9AZV5IkxIUn1cLL/NHl2HuqnrZbXQZjbh56VDCbg3cQOybWxKfXo1gWDEzJLiFBVXBIT22x9eEzTIRhiaFkii0Fxo1jniKHPQrX8QBcEXvkZnO9cRnlQSbxCt+cABNiJi2nz0Mjfm/uRtYB7Y56xFvIPS+zmHCnbrles7DQSH9+ayQxvDGkxNe5W4L2AMFb8wvHDPgLFF11RQChgCS+zKqMhMN03hpicqn/8T+hVY+T2s8QD4BmeTh9rOmMypatIIJrCF8lsClixMXV0YHXewvpfI6qJNz+vIDxLI4AFLwXTG64M/MpF39b9eBeP5SJRm19ZgGgT6qIyRsWy07YxmkSbgkgg2Pxq+CE8i010Axm+eHuPmwnj2nmUHGKPjjlicMjwLXUXI+SVlSYBOQvxVuRUDwdcE6KsnAIyBuJ7MyJajIcjUGJE4SEb9iOIqERYOh7rDnH8YMku7V98TfEgh4K3BK63iejkbC0ZU72ImVoTrlA4mENG1c3P3bwQ3Sag8RJIY75n7idMnlkdQ2AG8Zhp4kHXR6icNgp1gpkEbxQKtQgfH8BzVgjvT3q0tqZVBWMl/jWADPg2ncIEAGZcDJ9k25APjHsIk6MnPFKhJLeplh35TGjFeKO0rWE4226bwps/LjK+0Zd8IwxxLQbYhpevy10iuIMMDF55UTvCsCLm5EY9cUh3ykmjUuL449RhxAG772ak5HsMkXToWDasCg0wnubraq9O+1YoerRfXtWyJOPEAlR4uSd7EaoA2fDPJ4pE1MSUFYAPQRiyacwseqW3qB52gmxCRFTD42TfsJAnTCoFRADLwkTHzim/y0CWbJENlOYXU8xhkFHAWCCmMUif60FQ2ZcCk+1UFs+QxACuMOr5F28CtoAZ3mG2hwVQ0FszIZ7oiS9/skxmxi45ETXKdFmSpoEEpfPkWFHTPnxoh8W2BFgNHBZGRvGCWgwBpT7WtBqx6uKTGOMYW8OEunDQOmPd6HKOf9fZ6tCpvCyGrGqRSvDN9uJ8+pr7qKh8/+JkcNpYXxeEDGPKA2Rk8/qC45K6wIBxN/fYBAR8UUK/kLHuHgA+MHBAqA/dYf3+aCF3DTWQm5QofO2gBIrjKzleDbb1GCIdRBUU4jQBFPvKJEpGlskonM/U6n+nEAcGugWvhbpgBfY6jgjwp26R5x5zAlpSrudqg8WfwVjJDeOlAT28wlYmJwyqtUoFn+j4b6fQCxkc/A5/96rckZfEUjAC20AXk/OlpPajv24OAUZleZnX9hj82dQWusCNlwD+hfSxNBh/gz39d5yKzkLJ68GaXJpGqrL2RRWattu+X2e3MKnsvo04GO0VcLhtZ981ymvo9dtz0c/YqJndywjyktCPITa/vSZmjaqcfitPUEo1DBRUKdB574YNG4NtfbSKbcpK6NUlbL9IKtFNbgXyqGhZBP5IK20SAATGPMW9YHD0yMV5UpyVlWQezgkjVH0Ba0yFmqrErypymkhRrnwFSpQNpMfctrrwgZJq7euyo0M4BGOwjr8yQBOm1I2Zzth3MGU/X/Ff01vbhpGr6BPuIJcPYvheJ5WgQl9hcM+9HnIoLH7b296Q/kiFdS4c2PpTAZQxbzQMBE0/0ENZ+cI+cY8JxApINCH+IskNgUYePrqF3RQ4TR4agjHDitAzgzOZPS1uSQUxmYYc7FJhGQOcrzu9dM6eeZgq5XVdRuhAf/qjkAAACco7NVLYJgJQSLhmpEclQOYBBBFC6boHgMpwhKviNiSRAdFKoLoknUCPnLCLNEgR0S1lsF6gcWxZAhFBBcLHRkqo3YXh9p2EpLTFt0WlWo/ieQkLweGq42hklMsZXFVBdypqj4aKS30ySm0sWzOb5KKZBV1ugyokxFu4JFy18nxBmhao5NJoSbe2ZxwGjk2pSsATlyqm41cruh5VE1WXQghWCtnfXiWfF0XXvL6PRyVY3/+7sGxsmiLQBIcrKhvYfoWkYsju1TgavD6H41AO1Bo7e5gJBB4CtD/fQVx/FWgfiCKXodERhUBtFwBuVxW2H4Pqr5nEFvEfluoWGOvyiCCbPrwG2TxadnVtG66/kEG4UFJAQYJ3CYPQQfEWuSCd+Ue3BCANtITCbBz0xlBLpWXlFoZDDPY5zY9B9cW9It63sXZ7GKvWelxPSSlBV4y4oYWHPDoFq4AwqAWFCpZObUSxhgeAGsCTo0SWDVmXRkBtWJ7eKqmynaDf1AsQTYenq8/pbtJaqknhNJVcpQIqQ/Q8SxTefkFBkXn1MX1P4FdprYJ27/gfW7JuSPzCD11pWLZCAlQHqCoJ6qi4EPEbBs6q0MpJ25tGTW8lDqhwTTkJEscfdmCF6rS1ThPHB9NZQRtqQykoCdQnTSwYv+GIChMV5GOH/SBWwCbehi4g6ESiDYygaIqmBIqe4ZBAsyImQa4enoh83d5/OJ3pw/vFnhCGiBLZ6DPZZJMolWODHYIfY0kO7yjB4RMocxoWcce3Nul4juMD+WW4rGJI9nXryyeWbUp6rAq4pTC8bAjWS/Yf4QDczQ3XLXGoEx/EFiytlL1Fw/MzWzXG8c9qJvpFCC4jHDqQMb4Uua2gbdwC5mRK04bJd1spAs1exF53WcgkaMMhEKz2FK2xXpaea2SH8RCRIMOrKRrkocw7FTGICFA==?#iefix") format("embedded-opentype"),
	url("data:application/octet-stream;base64,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") format("woff"),
	url("data:application/octet-stream;base64,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") format("truetype");
}
.stl_22 {
	font-size: 0.83em;
	font-family: "QHPAMT+Arial-BoldItalicMT";
	color: #000000;
	line-height: 1.121674em;
}
.stl_23 {
	font-size: 0.83em;
	font-family: "RCNBKD+Arial-ItalicMT";
	color: #000000;
	line-height: 1.121674em;
}
.stl_24 {
	width: 100%;
	clip: rect(2.954168em,42.57167em,61.77333em,6.927083em);
	position: absolute;
	pointer-events: none;
}
.stl_25 {
	letter-spacing: 0.01em;
}
.stl_26 {
	width: 100%;
	clip: rect(2.337499em,42.57167em,62.87291em,6.927083em);
	position: absolute;
	pointer-events: none;
}
.stl_27 {
	width: 100%;
	clip: rect(2.954168em,42.48333em,59.87083em,6.927083em);
	position: absolute;
	pointer-events: none;
}
@font-face {
	font-family:"CELOWS+ArialMT";
	src:url("data:application/octet-stream;base64,hUUAAK9EAAACAAIABAAAAAILBgQCAgICAgQBAJABAAAIAExQ/y4A4Ft4AMAJAAAAAAAAAP8BAEAAAP//yCVcQwAAAAAAAAAAAAAAAAAAAAAAABwAQwBFAEwATwBXAFMAKwBBAHIAaQBhAGwATQBUAAAADgBSAGUAZwB1AGwAYQByAAAAGABWAGUAcgBzAGkAbwBuACAANwAuADAAMAAAABwAQwBFAEwATwBXAFMAKwBBAHIAaQBhAGwATQBUAAAAAABCU0dQAAAAAAAAAAAAAAAAAAAAAAMAXMQAHj0AHtoAF6YSzemKzdIQVZ8rp7en5aXSIInFhA6MRcdMRk2OB4sZytitSNQz5XShDVjShLsZFJkkdiIlbva1H7axL0iqrGitPW2G5JOQSI+FQUCuhhbZFJuArFjJnaRYtG+Vt43lr5ikuF0YNNpTpHqp3241QrXtLLUgybNLXnzu2m9n1cJ4F/Bs1LVNsl25EZ5ipUvuy3x4kyVk1szGGKsaPymT8jylNny+fq6oqaCix0KoLOE+Ko33WsJrWLWdfp8ec64qU8bAesCWKRVJmcfzRGbdj3v8+UusXs5qHSsgUTgnbDWTpdY0XQQo0FHgz/dNnI6KR+2YcsCkBZTHdElebQjWIDwXU2wnGr+BMd4WItVPlFVOTNOTPDMxohS5IERPD/AHAggDnifh/hPQckFXSaVMYj4NxacMOgkiISmShK0SXAyjrCwXHNchleIxxRQwcb0mvaHs05ABjHEZ4hy6+CIDKDMwGIRi/fI02ZpGs4WkaThparFIKoPGOXfWDjKdsFwPxeYPhGtfDuY6CRdw2dG1eSDZM0dlVlU7qpAL7atBY4vfzQ8ugkHceQhpxIZzBgokFFjgbedwxfpeOyvTDIbYOT4SeGvpeMxJS0EjuW4wI6C85XqxZKvWXihc1NJkVoAjDbex0DJcpOPNwo1GBwypTrmc0ZUp/8QquxBfThULW0pPBCBrY30sbvLRN8BOLo80TxEIj7U+lxEABEDpQvfIo2ovZRECPEgJ9VVrvCpBSDsjacZv+QLoLde9CkYbu/ATTzkgcO3TXLQVAxh86mxB+GdgIXUWf00BQPiUbNt2QqKAJSi3ymO4dFDBFuC2WJ4nC4M/BsXUNQk4wcUtJUjtYpVbWKxdQvxscuugGtuJ6U+E+RVqc2Sxd0zBpZHvRPDAFXb8CEpGSkaQS2JMKrQFzO0ITyYRAo+Axy+bgbaCok8a0vydZSCY6B37swAgJ5f0Q5iOxT3a7q6xD/yFX2LT8FhX6rGU9nmzkIVrdVJDmoKwzkkeHBkIQj6TcWRXfZBpRH7EGVR9Q1NfL/6JGLoqEVPwSlAHzxjvrhCIcz5gY4DeK/jigcDT5UtNWZZddWeY+VMwmz1wUKrCBqFq96AZxJMTxmckYHGYJApg4fo1D1e3QOfYQEr/54PS60UnqR5afx0LMgvBjVAK2OD29fID6i6HtJOyuh6NCZtnzFtoRhinjJjo6N0vy10bNV+2hsiXOaK/qiXT4mrtoZYxPH8qyspCaVTK4fO2lfh/YywV/VGSKVAvzFjJiwTWbWf7TZYSlTOdywy56shFzyyNY/OYHykaYKlKUSeeujT9ccGJUjFAiAY9kID0FxKYCkCuUxEdOWM7V5AakDHyhhy0JVBTlw+4jffiO+SOgPLIHOVRcRTd7LhNHHd4SIi9be4SmlKO8xXEnAlYlibKqbcJA3A5euuJsgTOmi0WMFit0FQxifyeiMG/SXtjfYjP/eM1jC2QULKmxuFZXlqkX3GcAaLBoz/bfnKKsONH/R4WRrq3lU4c+PnJstyj29sb4qFUvfblcCYt+FwoD28OEedWbbC6c3uWD/lPZRZbwjcNBrpeWcRR+goLQgKe0oh0NvOuDydQnARxXtT7pqgY4z/+KZUhyPLCZ4wyxMrKb9BbQS9K8sDISHUjpMY+jCcpEcyXmscwTb67eMGxJIUBw83M22J3o6iwCkeNCEsY7x2I9+w9AEml7Q5AWdqORQ1QnUOriMEwMIFaRPp11WEuQOeL7CixG/17BqtUKG5mJajuMipIGKJ4V7MDhMDJSj5uQoK0PJ5UhI0dYD735N4Dhuz/eEDwjGvVLlD4hIR2BziVLaGtLYSjGYKWMZMSjVHpzePEkbiuUEoMoX1HhuiDS0a3AIjZQ/vhm2pwfxeVb8fTxpVmtfwbR/hwSrVIlBEpx0fG4JggELUHoFFkSciTOhToAV2KIfmwyCxj2VIezAS5fogS1E2gPFKUjoD6+z9owTyw6OxRoKC2W/ltMRTG+jFtOh0A8mQ6ELJN2nZlVHGaurNcyNbUVfOaADXyJc/ZTW/2qwHFt/SqlxcpxeN19ZnhUQnOaLaoKqAy2hUKlT95a3/84/j5SzpURowYBYbLRNQzI7NOx5fxeeLjNyA3kFRujO58Lw3J8V3gO+Uxs2eNL6jiVD5MKP0MixIxtuLpy0WYza+IUe4j/847RQ8eKSPEQazPbGt6UtawTxfYRkNnmPcHQacW3DIaAbUQeMNeD+ujqfMPikAImMie5qN0t5pyeXVUQZk2AT6SfpCqFrDsFlRbpFh/gD6GoQKVGssJZdMDdMDrT0CDkFSUhQpcB9QYVfEciBMgxBIz8B1cDMnqJS8OcFAXtDaeEwlHX/aWLNhMA7ea7/OgZMpEc4HVLHTMz6xP1CWuToZDCtVIPoFQo1qYWEwsqG9f2wifUW8kvX9nxO0FOpXkqNHvZQRMiR/2QbFFAVS8AohfAgkc504ZxHrTIqFYcbbY4iFLCG0YPTCeEy2CZjBR1QqzCMURRYVKSSWCgti+AmFW5j0XpFDfwArTEDT5eV13OjM4L0A7WF5ocFbRUHi7gprw78vrFNRHIScbC1qJMmJDgdA0d4fp5NHmvCf8ByHZqjZg9dKoSlHIMzS6nWeP9PhW7qEz2+mqi6ZAK8mejaZXSX6Mpsjsa/wz6Ahnp72k6RzBDjwRk6DXAFM6LKAmEX0A1nb8HsJRidclijkUN2tFZCMGw0LDSNjOWA8Hdehykvna51w17FfecgLjnbE4cz0oF3B3p4c78oC+djaaAFb/SAqa5saVlPhOyFE0bHcr231vIqTGbUKndmaMCutz6Vywu8qAukcHw1qCwRA22kNwg4iof16gOqJHdr+r3YKBMu77wAm1QGmfQxqfyhDm33GsH58tupThex7ybgcRGgIPgCBo68HG8OBrvFhlz3PhqcT0aoSRWIVCOeW7BiFuHAADWRDlsqRLFzmyUWwMuAWCDBHVJ/JooybaRYkpCNQlFAr018Owm00WcQZ2+203xAXs8/2bimgo9H2HEZin39EQgsYKhcG8hDxV0rkAxPLvGy5JEC37HAy8YP5VdSIbrFx+IoDyKB5XePKPi+YBn4+ZgTMC9ILsYRhrQvb47YARXjuEDPnY1eANQBqrJJamWFFU2qVhmYgMDXLl42nuqVxNsk5lpDTrLGKWsevOUdhJGn0zo5m1Lqtm9NmzpioJOHiYNxQrNBxw2rXoyhbaKQnh21bZznnLQSkIiBDcfI5X8iqEqeuiJjW0J2xnziJsRDBSYBRuhKSuZuRvloH8CNz49kgD6sURVRJCAFXt3KKjMKJAQkBI9FtrqTd+QUiunwhwKALIRA8qTiqf5talqae7X9/MCmrOWkHAB0eWGkNLbal6K+vU+lrDtXJvq3bxz9eAJi2c9fy+JVu2qW/QyKuReBi9AcGJQF0SLKFSBghBoGCtV8t4twfF7QR7MR6pTiMSINJX8oEq2LB7MAlHq8o6wQtvVaL5yrwo0wQaNZGb5lzFE0FB2B4gAT5fsKdrcR1DMk5ATaDz8QuZInvM3j0iTDUyqllF0oBMjKtC/uKti7WysjcWuBG8MH9UNIrbPaQ9UC0tSMksjirnBIKSTPW7Wlq3CYXgGKY0SdIepWdek6GG6qHMGihWhRL9UnQhd4yRTcTHpK/cygK0pmVy6F3QNtCZwjAeNzVc+k7dDWLLTovss+uGzEV444pkMb7r/7OFOIJIRdhJF7jciuyrpEQ9/gEQudkME5RuhqxiAENIw7zM2tHw2UKPyACu3gZbVF6VkNr0I64lqkOZ1diTGTNmpPRhLaz6ab+vJ3KR7vIS0f6jXRJkVeot4Wf9QEI4gPHCafWonIOL6SpFUVbBmvFgA+B9IFJWjrWFhFit1KMXqGOKztok9GkOJyvIiqDFAAZG6nLM+5a2uwgw+2lZhCKck3ebzPBnqprlthdXcOhDe7YOuIQ0STHca9rXkGGRVRBR2+6v4yeDkvdW+50DVDnx8Eyv+q/R5zBJlV8Sb7Hpoe50YCn06ceQGUU+aASU8QOujYQJKCeOoR7HgoZync5SAmSY1oNivEnorzLvGT8KPnFwAgTCk4pN+ZloSejhTIGqxJiOQPwOLe1CB5RRoP8fKpVd/3IY8n8tZUxG8y4Z2wy0Bmv0cMQG2phyKZGPej0UpEMTrIoqiM6kawkp7xvsqIuY9G7WuCgjpdQwQdknH9ZFGCrhE+djSRQTG3YyA5AVJAnI/V67nl90fD574/G3wCBNvEoqaZ5BoDfVMRlRnNCV3kWlgojR107dR/pwW4gVgvgQ/RX2B0oPJr5GIEB3aX+VZWZAxuCFLJHghFudIlKFkPDwNzvkK1gCEQNa6kw+qNE3cJIJTtMmAcKGyp9fkkChb9sJWzt0RCJgiEsS1RokmBhAJfg33M/AA3ok5JFW/ACTP/491fJArz/k+CodXi+hZ9ABcztA0nEo75Go379RDeIRNKa8W469KwuGcdH1CxuW1vPBoIIsjk/EhGHTUZDH2JjnCYvAtsQHL4Tii2LKtZhR6sRbvTzRxVH9QehYMjXkdqwaRscR0A0skbYGuFatZSEVwOgmScdeha64EiOXMjxgb4AJUEYnCfJxkGJyNdXl8K0xrQq6JH3cdhYw7V05ujGcrKoIOhfyLeHIJkRs5Gv28QWGmwn7KNgWGm80okxcPIco4LIvXWK1N1wkj7E1Kdtjq00oRkd0Z8Ni+06ck9K6yRcojHexVSmG9lnQfON66/MP54qOTeP87nE2tGvzQJkDac03XyNqCQgHaC0OAbIVsZJF+FLvyNQw6hWZYPzOBPiYKtwFTrrHdzqBI5JYwmUDaFdBfqzFtPJPGIUp7JhUaybZa87/kYpxVewJPR4WLXT+NZqpEYTcBCrkZ3XgZonifITQkddU3hDm+ZM0Z/zaVI4iq8WkRByD5V4F0mgC52apFQ0cQKqnmEUrFVW79/loqp6uy+Bin0LTgP6BVBlqGbAJsPwEBPvmsFkQQusUCRPxmTR1qgSYAUHfsk3lBMNRZ/gJEggIw2rdkTXoSZBh4oxX/Rzkpq9TxkwrPBHOz1SbC9+T6kPWtpCfhjQVqUFvngV8/aIkoHb4GD7cN16MpIVq8zKSBBTWjMUEhBKljd1NPBCAqxKBJofhJvECcXc1KWTE20NlMTdquU2dFgExN3Cjl9kJXIov2DSg04xQNYDrfI0oO9WjS29GNM2dAOFlQ51CfecGl73+e8qhHbriAdKCF5XOvFwgh7sqJqyhYHDjgcaYBLiZobioEJo79Rd+famueytKpnCZBd+MHRipTIOqjYUjdAL3Hb16GH8VcXz0pOU2jGFfIQBjLKVhUOUqMUSiVlbTEwl7KIUgoJZSvjrjTvRmb+yMsdMsdp6620dZJdCGIzCoXzNIqGSzMXFfpo808pY1jkzG7er0mjej/sORF1/egK6Dcrv6o7AlEdNcIBISRA/5nfsXXyHjD3CcgsxNEQU1nc0mQnc8POr8AFM265MRXctXjVvmux5YH+IThNReh/QnWaTtFvVFmwnrJrl8xrzcoAPUkYogtfTDna52sszuhBQ6hoyRyCtodC3jCeABaWAIoO0Kj0UdyI8i+WDD6zxUgPxH/cBytrho14JvCAZUxHv8E5U3KeCFm9ZNliBGKD8Zd4DLjJwxQM3wP8+XiTKyTyZglpMjwUQLO/dnACEMHEQMSCpKQlWN/FTjfeaxszGKS71REDaSeIgKmi64Y+UZvM2iMuKj/rdNalG0B/P2MiA1G7iV3O3v9QZay9BKAOpLcobMUy5WifU3ggiXGARgVkiXhnv4IA9xBZNu4VtTBwKOQVACArs08B7UQ/wYJWED9ZAVaS5D1LCeZTUNKtp9Sq2vc2p9umwXFH/OWGbRyVZfMOkVk2spkueSQuLG0Aqoi1SVGFpSOoKlO6lY703WRRT0rftdXU40CQhqEb9Wygsj8U9fkFpdEgpSrSqCFWzlgbqeGSlFlw2EaZbBKLmcQh0Ek1Y0CwCAyolKAyaAEpUucMY4NpW1AMR1BI3y0DlxdQBQCsA6iNR8yspokHbgQ/N1TgwCzdmlkGhn6Uk25BB/nB8hjWO/DeNDZvmJAoSEeyg2HW+r9JQtzE63y2LgHdFxQOHLALiQIowLWGi2CBaDJBauQbRVQoAwdlM2zfBRrEVyBpaw2Pt5AaAQcqQZLShbRiJ2jKq0X2FhJ/RL7mj8TsH5aREZJBSFzzMYIp5Amoj1FLr5nVPuV6oJOnno7sgR/utvFiPpnQecALag6IV69tkRDgFqkOm3x+FKRpLD3KbOzcOOSjD00brLcgFhOqsQI+Nl9BfRjCCDCD2QTOPAYgHawmnzd+3/5m5eFwaNv5e7UT45EW3kEWzUghfH6c0CM1Z8frST1DhSLA5QSHjQxTjt9HAKnnfOPMRPKQdnW0c2xGWtF9mUS0Uw+CMFvm2oZm9+a/kNLkILfeCxt8MyHNUkD7sXTJkA4TIaLDKxnVnYeWHRo2lCUs1j0WqoQ/g7EBcIdcQXOAl4WAxaGJcSC+dYTiGCAeUXtakcLRTTfK7dI3aBCwT254aHqP62DJdFmdUT1atGCRDZPIXGIGe4QIqE55eYBa7ZBnFqtKzT6Lp5qnZfVF/ovLpnx+DJqR5hCZZPf5qJBPVGPjUeGO4WSYsCWGDzBhR6XQGC0D1nuWHcddOOS8ej0wpgXk0QpOlkkFZZFU1p3x1yKk3vxhIg6iQmqdBnF8WjO6RZON48dhLEtwflHGisQqa3PbCvmpy6BLw1IjI7N+l4l/q709yl9pmzkjmOFvm+DTki+BJOulMkaiOmOqtpsLzccZxV1hXMi/ZJZ88jJ5zlXkhqkTc5yONPOTeyOk4gJkYujG1bTVJ6BKN40LXXOIXKV0iV7AgVFPUdrkQWzch8H2wgXVrsFYk7XypGH6uI3Oj+qeXVs6xLDKK/MUdk60rIj/cz4OLmC3ZInLkgVHJbImrbjcgn5v6QnRcjmoAxwhYSh0pafpqsWdRfnqAN1EsBZNQCAs/BSMKXEgb1xsljrjoO3r+lCHhfrFX0eXg9LRKFBUljttgxNgLmFtg2VztRau2QZH8b6+BlvXII8REwuf9XMieIV9Yg5kGv1QGYEwwZ5g78y5/H+lAQQmoNsmpmy9Q85bADYRrCYoYUx3gcA2ZngFEQ7UNdfKcn7b+PzA15kW2yTJkFTC9JioV+eUwPJDqDW5ZaVhPfTRZEs10yDnmPLJU4FdoxT9C+1so9V/VEP4hpalt1VCfIosmxWAFOAUZvlwhsIlkEO5AHIhhp2NO73yEUp9mtloFMT2xovsgdB5DWItkEX2fZypZrYddy9bD+TaOsazPVbt+Y2TNX+PetLzGNCM1JKVyzklsjUJoFUQTgInvSuA5frGpQRVC2JBXIFaPNGRoHE7gjCoLDpZS3BdoDUVm58qSHjn+j/v5y4/sAtjptFYg4+tbkcP1N5y9juO0NmUUUwbgTkvkicEttR4dA24JTnEoAZFaAIEAQN+VnHNrRCSQqPAdhnKDhTp81GIws7rhgkpqDF6Bnt63S3IEVIAhyxA23e6Rx3r7wAYpvE6wSK4VBR8MxnFNfcgYVEYMHBAECeQH40Y4N6iuLLZxic2lDpMFoStcLRPEQ0R/McM0ObTO/m+ySciGJUoaymBLHBglYLria7jdG3tSTAZIgTjupRxAlEZOfb0nge5Lsomzpba7tqcsfewZcmEcpC/+8c3R7q+THqudPLwYndlEii6c0lZcfD4eSWZr2ORWC2vX0eRD0lFWb3QKSDeDDwLKM8dQUC9cHPPZFoKYQE50o16BzYBrUZMQtqXKA+lUOAAw1q3HErjp4DULBikQVgVZu9sdJaCzpAj6CPnAI3gEbvkqqX7DpDd+zrcMkbtuZDl8KgX4qsVaK42OWhveTzXTu1LktXN1TiZocVL6Ovoq3N7NkrRej9NZjdmXtA3oEXJ7TENfF4UIwEz3YHpSGddeDyg0ghMV1I15TEYeiiEUjGiFv9CZUEECqPco8KjgRFCF7uEGebN/5HVl006MOox/1QlOx6q+2RXoSF9yvS9Bqry2Is+seFhwfM1lId6xxfAHbeEYTUl/FVuaI83Nfm2z+jzaBplviVJNW0H7y76imJDdszqh8H+/9N3Vg3J2NssSGxys6ZkJqnpKbJDDLFRK9GRhMiNsSShQ/I42aGuGY+3CZqSVkiZIE3QJlccw4r9tJNqLaWZcRU8BfGQOVE++070FiHNt1KGosTOg/WOhRUjBFLJgmTGhMz0FIsSK7boiXAcdJf++HsNFau1Uat1eKJe9qrxcQH5ZmpjS2eZTSzX2CjJGRlDRi15gBIs19epovC3yzpQtWXFFWo7CaDJMGkhyHD5vkPY1XsxNhi9LQhLMlqFJ2L6KUmUnJzx3aM6gyHH/V3TbaHAAWkR/Czw92FpzAMY0JgHW2YEibC3OrRTPfMrgZISMFmMDYOOV6UYGatNGByhmiKCAoCE+A+Q4KnpOgOr8VvwSSd75iwHiJGDd4NI4at0JBZDMXKFD0taaJFpifWxDbWBsh9fKW4c05NsccfYHPa1flsMhobjoXCMjVz+1oIR2xEGv77Ygpwu4vjg2QDrrzX4tA6q7t4tAdGdso3f5q5qQaf5E5NdG//mNrxVsYwVqmTl3RhTS6K26lbITm+3/2lCYb4F2baMHCF+XnqVDAazAIsh/+oni7x5FrqqXV+cRraQ4yybCG2EBXRVZj1m6shnrgI1H71bVWEpvKsCewwKM9TQum3UlfQbE5UcK2dB1mJD/4PYc3fKzMgqHfg6CsvL5Q7og40kz9JL0/FXq+bCIWOlSnDBAuw4oboMUXkMyAlXgCI1VTdZKl+UTCeVf5jo+cmg/nRdU9tPYIeod4uria41HEGQCWC7ZDhyHWE0BbQTtCG0gtpXSC2izWJNldgATLsVAm7dT7/p5tNMdOQECl6QKKSBjcVGV0Aa+sps4q1hfGqxnkaWIpDx61NVZZMmwPTQD93VAdAyhJn8GxA6WMEH/dnRJXsdW1J+Fl1Ry6BpeL42W1NYYCRfmbxO2muZDWpAt7ZQzhEcFq2xvXFOQfRIJFTvcJ/DHlUuy08Od7BqoRYxvqMbKDkbHBAIWSVTUeaFOOmNenx8jeA9oU6ulZEzH6yydhzTkobrxF7tRTzILbeCiz9mGAQRSGn1rycirKStmu5MMBoFLZFutYfnTxG8VUJcizIh/CqUwJ+cgYRKkjsFL6U7bVIiARwGQiQIeGVniuWynJcymWkC0Y+rdYrVIKDtJaPRUXChaTmPRd9x5RKQK8m1G64mwVJpIcTbcFpApTM+fupPysOvwPYLzAt0Nnb0LL3P1WkIOjqEAMWG6sc5JiNc1M1KF2BpLhsD82jSSU+Nq5AYkMkDPRWlmsl2x80n08J+dG6++BV+PCOMvYITHUFhgWQEsx9RjFBFyDIRHPo74QNq4RwUPKWR57Kcg1RxHAPp8lumz1Em4Gx/tLSIzBi1wRDoQPWBOEDpAWAs2M8oHvHJej8PC26NATkr3dt9fmdkLWxajTLHCGCTHrN+zIEgOb9O5LzRRJI4YQ5GkojvGoFLBCp2HIRal0DqurvtEUU9my0eiolSm3ipSyl4C6F7q47XNtFIptnQiKFY9YxWnnTZiWGY2SXF/Pm7ZldwIivHRJDKXEbJIjrgxouMbuA0bUFqKSS/ryIgrOSPBY+jeAtfuGiI3kiDFeYq2W0nabYjlTihC2S4j1AC8HcoaI9eogWWjBh2F/iSowRXlWSx8OAILEu+UTaYZQsXVnt/J8wouV3A7i1AyUiKP1VzZnYtIeWkCsIEoQCAjIFjVtWtQSAUGiSsotqh4QaAkqIM7JOeN+hMLt87xjxqzPwBrY2LoXJxsNiqLyoCURMLktAtaQT3kB9biA9FlAQY5mhNxqHZfFhmjBvpenDJCCiV7oyRPoKubKefHtXIdOKdjKhNwhnJPemqoMbu93VygkzSADTUOos+UMg4oQ8+DJNyCkwLkL8KoXIpMtEmPRRL97/uxp7ttNkteh1UMdvRyJTV6wgZyCPkXqv0R6yakrAC92Cy6BYwR6QfJM5YPqaaOaByq5OIQ+3Pih0r90MOYY5ILiFOnQfUOdVxMszCDYQeRu7N2q8tB6OPoLPVXLCj33v7Z1OpSynYgIuUxHBx/Jp+AeL0Q4VV7PcKlTJAev8PdcsAJLlTj2HpcHGNy/ujLduoA8G4k+ON60tjQGREMMoUFJQATuUh2SdUUjD1H+ouaKR/J8WyBGQdsgQT3TtSJ9moQojpJwylshEDSTx19qZYAAAKoLfeOIZ/Z4CwsUHYbY0Y8HCoMpJEFB4EjxCVlosMFETHHQpWYgALgqHA2uBphcRqfrENASjlBYmmCY7FqMHeM0pf20HmNGpuCGqpGKXTVFo0EuUFhaF9KC2cMrsKHRkC5cNZMyMJKNyV7AfB2nOgwQxRIgmnBhiLQxktMZaoCWwTC7eW+A8UbrYmnsPEiSbY6xGVXWFdiN7FmQACBiK0HvbxTNqRxixr34HeGCJ0hCxWHCELM2b4zEJYHIT4VCRNJ/kBcxWhjDQ+DYo6KYWsbtkJiZyw1jSaNH8CgqZ2TEIVE1EptXDxgO569njkmPsqcKFLiZNsmpsb5+FKuAro1Noa4SgnCfjCisSSQDvXCuaNg6gKsVAg2tIh1yJ69cBaBTGblh6uaOE0CQ3vCEiRzrS/EHKD9yKAfNBHiYKZDttanaC0TueDPjkaQqm3Bhu6Ah7MUeBACT3bRTWpKNKFU4epLZn4mPJSdq1Qzp+aIejalMGSkr/A98m3JsIkfzDs72rD3mz4Y1IDTZptkwhL4xw/q7ui1cFVthal3pEkiJCyN4lZ3XoSmhdkqvwBJwWrJA34R79TZlODejIF7gHuYcuIDV8AcfuEDp7YpWaEYP2SC+h0Qq8THEzhN2DSf9oaAb4gAj3XOor6sWo/zRt67/UOU+0dihDyZPaSpFWk/MCupiYj4COvoAuzoBLo4XfPrE+09p9bqeYsfBVKjwcQOCpgrpp6w5rYCFEH6MF04AlwdAcEFQJlA3ehPGdOe51AAW4XXEFScxCxmakgcXtDC8+GvQ5KMvFeqZI+grnHZU3Rm7Vk4wfRVe3NSSrCKaJ0w7wTwhQJEE4BvQiVPpNBWIwMFuEGRcfMPtmQ0gsXFs2SRnENUE1BSRFQ6zR0R3SS8dGFCqtKRKlu1SbnKyir5AcriHPvwSRupXu5FVWIJIA46HsVwi8lJdFg65mHu57kyrKCV4sTgLiJn6ThFHYPaTswa9kQU6VU7pO8W9M8OS4hfYGN2rBeTtIj3honxtX85XXpdrP2f2BtwRz0lds0Ef0mXLnIG/A4d/1IlMbhCOxiehIQmbCIBuhUQ4DDiY/w5h24YtI+/L2WCriyG7J7aLqlHZGAQSrQMSqQ1M/WDnI5ljnLA9enHWh94g435LxG1Og5zX/pJLaJdi4yDWbI9eG4X5/6qXa9ygMH6IgCZMRmVVKoaUx5E7DX1sKVQZT9D8etDZSN3+2YQfvzCnnMjGEQwUCED8cRo65dEjnCSEQ5jlL+5Akx4EDKghvDTNJ7qPzAbVNR4xYQwO2puNK0ULsIdeIABXE6EP1SvbhQwcCU93sbT1WtSf3IcchC/A0EaSHZpUnANp46kOsc3oDK2iCpWW3uZ+S5FVz1pB/UNjE7IQFoPQrb1YkeoEbjmY7rzlVME3UynhVevqlCLY+pFJKcllJv+HJ6yftIpSxMfYAMiFOOSpf9J4Vqh0l7YQ6OQ6iDufU/4MMP7Dzt+XEwFSDY8O2CJse9wb0wXTbRgpCjzBJ4jsK3xm+uo80yokEbzjMv+5kRA7SJOEUcRDWI4HAlZ+ba3eQZ/QxLvgIQguKKfGypnrCLD5l1CmoGJsVlJhhPRLo/pxnRfp5mo9wNO7ZEoWCktHgIH5tKjRVF+BN0fVONg4GwzMyvWdBzG3d6tDoBCOgYEE6Ld2Dx6gK/gxAA1yRQU2kkBQMDQc5HmYl0PzvggcbsvMEELgw1BtsiVXcK2cSZKCIA6EFPdAL1S/6mFvwKpGgquIPKwHgwk6eaqgkCiQQMjYiH7SJv/vJMh4f/WOt0SfCH+ihyV5aev4AC7CnvzGeGpJg0zGkqBRJ/XmRG7NxHRYAyKTVgy/0q7jxUFggLPnoBiSKWeYs5kWP21gf9JgzA+Irfl6jFAj48oUG9sGSConCc75NFMZAEES0xPV1jUgMivNxNMWF44jYnU+U9U3TAIodFttftau8hV/bUvV59pwcK+wf68zIXkx3OAyjIbTSpDo88I00iPvf1s42dSY6yCyMH8mqFuiFLjmeMZSgiUxQOOpEKDWuTsOJVUribOGXIvL0TjfqEfCYmRVIN3ESFrLEVOLt3jLw89EPT7VpulRqc73AL6cl4WMZqepTRIF0KQAwaqYBJQPWGEaRTxqbuatCJ6q0MBJQfewjaWI76zYQbFG82rLY7g1R6MqmSJLys0mxZEHdMQrmlQUBVeaG8hgq3RkXVngo7lVeLBm2AlFC5noi2HG+eh5Ok22VXiTXgHDwCqMbUWOX4CceROGY2xhUt+CPanyY+2wW50U+XqQV63kJya7LnqBjBNiJEcKIUltRlEFaWPDsaksvVu5QIo93bAK8cBOnxtcXw8oYUDkAagEL/szq7ML3yl8aiq8p+r+TFFVjtAKYOJ0BCspsBXijv4I4Kq8bTgEB+zkZLebjqflDzboM11kqPYluDPVuhTjokWjCaGMsoSt/VsjUKG3SbA3tqUQhHhYqcPCjmME4IrR8p2tzRrqTYwx2THwg3AJIliObO76GQ8EWSlzcAuv7SVswcMeMjQCiaAp8CARCyuDBCHPchrQv5RF+0KkVT8/KSyGD+nvKe3XWG9sIcPGAzwg4sOwQ6IyQGeVn/KFj9YgOvrD+mAnZ37CeP35ttCH+E/SHgXxUiWTHR4+rNmq7ZA04ySMp/0rkGaRv4jGgUs6D6mGyyUX2F74Y82WMMxguBvGSG94GQlQUIhp0bYaWQHlSQELZBd9jANCr5jQ/6I5ZX/Yo4de5+Aw3xicKyoIGkm/zwo7nl5PtwEnDEWRxWcf4w/boZl1j0pakg2+r2i3VOJgAyp5lBx6QWpYB8FEwTUtQM5FZxz4hlKjEcCUbDYw+BbiBsmuL3b6RQaXjvQhSViObDNhm1HKC2Y+vkpoBufOnC0nHIPBr3l1pvMhCNPM2d+TTWnrV0G9XNJDZ7BbSBsuly0gk9tBYy7UFYM5G/geKpVZaAhGPTJ1vpj6hDq4aCd4o7QwSiiruY100GvfFdNG0mDDZ7Ed8qD6dj9dTPGOlLTi89BG6rJva4k2cwInhO1yB+p7xbdlNXoVij/TfTlcXivMUPaAqM20jwcJjFi8hNlRvs26E1nYk+inkoUd45OuFtXCaDB4ZDEmRXGjSMFpq1wzjIomF2oXNDl7QQ48mXNCjXSptuhMcLreW0Zc9BC/OJkST897mTlkDdislID/VFaBYlFbWfQJ4O26o1jnUfkTWdDdV1rtueGJlS/qtICIrVI1Mr0iiCFI8uiOy6Uw0slpcm6xxbWpWtFR1opoLSIJDiOsz4cOQVTaZ9ARdtYQlyck3Yz3KaDMaleElKqD0Eb0sVR5OmO06LzimMVFgDj0zkuBXLnfy06U2T4NSb8HHpmyDpIA494DLkM+ToN8JcgiCnz1zXMCckdj0DEE0JSIt7q5SIuIuynL0wdlmvnLqUqCn9sc4wlftxmwL8s8OwDXwT3IvKFtwg5HbgInMr5LhjOvhfFOcvEDfgRBGG/c+vigzN9L/1t9egnhD6grEAr99qB5cbqqbW4emlDQ9yof1xSUprYyQdTYO/YNK+eH/WnmPRRZxfrW66lpQ7w+L8Kd37d95BCDBMzSnAXiiP9i5ZqSNlLKmUJ3V4oQGhHCiD4o6RsGMJYVUxUDyAr3hj0R6kQYdV80MdTJF2QWsEl+I3AqALwYxcBxVFZp44IjoevjC7hsehuLSvSvCfBlLtgPW8bRNism59BKTA2/tWtuupE7GerghgA5XHxM/aQ8mCqqbDY1IhIjbZqODEUjuIP2EgdD3pFwcWfhOgjsRjs7qvyxMqSpy7Mod2quiZTHWxARQ+SzGhVgllJqLJEB+vKHIsYxPUjrK11XhDOZqvhnLJnQg6ZREFYvgY9qF/zwTQJe39BNAmgwVsQm38hfAyCV8jhk2l+BVldGUKzBOIOCJxhCZo0h3LaV2IHIdcwa24rOgPKMaZoX9dExagiiEYqlA62mwPb5YakfEW2iGOqCA0g52eBo8fIQZLbGjqhlGRoC8Baa5bEiLQ8sa4bUazVq114b+HeXnQwx10UZd1IblT9cXiHxmDt8NtdMSPQhqBXASC/SjUsIlcYm3/4slmyZN6vWYkFnYhHM6uVGxlhH8DorqPZWafIQ0TVOhJgMG8VDWC6jzdiBqwCeIkF1GkdRg9tW1788uIQyfcXAuiOHWxpVXH5k8L3n5h2cXZfPmb2gMcFCj9SIrjI8zjyI8/Foa9l+CS0jDjOK0qbTcKljGOELMMJfmnNfz+N3bfOW/CSiqBIIdfUp4aYfnULnSH6tg05CmbEftBAFzB7QA32SAvihojDiSk4cO5uSpqyVpQ5OWVHgo6UGK7ugMrrfoB4FzZoNc32TCs16p8HWHZr9BY+E9RJG9qdlSb/Io05I3Z84bnJupLNAKMHMiIWiUJ1CY1DrG7hloZCgfu8etBgyID0ebPo6GxWNRWqAlSxSS1FFn0alWy16gC4Ouc8L4bPLykJHzeS7CHoh61dAKWJPTIQOMZwQi1PgmNVkU4TydHI8MRcQ2fbqPcFCopoTLD67xKTzXKL5dS89UBSQlWDhsaQ4pAiXsiGBBMqqd7eSBQUKhb/5Y+5kmO/mTijHo11476GqgmUsBMoRCgszogszsBh5Mo8fBd+W0lkysNzTybpBn/xUEcsAPbeAFg1ba4GyhFiwo5LQ5jkMiX/s8s8UFXRYR0v5CRSIP6ZSCACy1SmLH3sbTkHkmjZp6xBlA9rYPQmuA7gR6+ELLrIqy3IQ4TkmYrfoiYCcUzqXBNJjy6GWSkA1AX6apW2S738jZnTZPd04iLf1PJyzcLK0O2aBXPpnkNJICFfOeLqGmABOI4dTFLUawvx+TxHDYwj+WEJb+k5i2mOp9FQmhATce3NY2nXGx5chsjaSu0Z+B1W8yQ9IqpOPqmA/inHsD6o2/0zf+KnYcnieuqT/6+BY7g+m0beGKkfPgKNrQ98EZTSgSJ3IpDZ6NAYC4w2JftOXMZiwGYR54YW5oMBxsF5H7A+H4Mb00kgbryy3ybZyO7PYZb1+t+NZ4cuLW/eEmcRnRu4YWAfl4BwBiMGNI6sUGW/j4SiucwAqTSNDgo6p9A3dlk45swQBBXwE2dEWv887q06BsbL43G5xZbgyZ9SWAeiz0JHCZ0WTYzV/7BNel0E2MQTfVi9nnz2MgTPONrnm536Qch7rswjb+F5KQ3/tXiY8sHWzSSWK9J6SDidIMiINzCwySLmwTMDcx5Z36s45GkfYkBSdyzvkQ3oQCCZ24CAfCBuJHXPDEWAC3FAfNYEdn9GQAvY83mkDjSf9my+79Kg21//eJN7ycXmrqAM4/dlM3DYhWNLKxHNtfY/nWvRGAiBhBLUSWXC8AE7ca6LeKelDHVJlYU6eFeJJd+bkJpk4Rh2+TL9xNaYnIkhKoAyHKAISKjWqgxJgBhEYRrWRgdTylNI2QJAFh4jy6ZLhXwjwSI9jzQuhwcjhbevI4xUbIW1AxTFXNnu7ANahBm0JrMR9lwb/TLqUErhAQDICq9sdQQ9zKSZpE8AMExIWOlyRFQuh5e4949t9L7IG/zYqtvy9DcleD0OI4M9mjdaRkbNHhV5kBdYeHh/hcvVdZPsXxLmqSL5eWHihl+Sed9U2SrmeoegM+GmygFh2nSE8IuNhXDZnjiQHw5s9SVypivgyYaFPltJ37P4nw4Lx1jk4VAuDE5ai8AB4CZs8DlwCO0eACo5fIJUFg2bW2tZMc+coKVtbmJlvAaujDBkoiCHPkiUtAvfeMLA9xDsjDJLXCbQiDxbWjg5JzlAhgyRJH8gEOBs8g3GKRI4vQMDp1RtFB4rZ4CzkCVgc8yoSNo9VSROrDw+kwIKQe5+bKJbG+vXkvvu4/aZ7Uyu4MRo8p4M8JNSTrCLeLt7R7RFmu0zPO09zaV4sB8HJ6y28eHUU6dUQVzwh90hjd6QQcEHCrx2kalDTcmuJw3LJkbZsKGknqXMNeJBYD/lBvqK5DPZKXxixwHxI4D6g9SOG32iTxGEUjBZ7X3xelTzuBEsLlYMNWROa67yEj6weC4+bwKW4uSwi1UHydOLGuqH4qJ4snwcaTVqXs1PzOHnOg5/wrQTtkFWwOozzI4X9ds2IWl9y96kt+dO86ph0kv14Qx10rvhKSKAnW/uE/fMQ0Y1AgBZp0SE/F4V91GuAITbvSkcqD2mvhYZ2LiXkK9diACfQzwXUW9ACHXzMXPDJvZp9ZaGxCsZTzKIlUSKCjJ8AgqA8KOM6h4TI9PF46VXqZCb2z2BNqQ7pLCTgCwtMqmniqYG/Vpo2/rOLtNU2rN7G31U97GzUjtQ2ylzmy9eW5BVROR4xJQtVvy3Qhg0cYvnErYeiVuwWzKwYCsSsqJ2jKwhq7oUSCygI+flAGMuJWwUEreNSS98iUjB8rc0lVsyk+ihTlKhyxAMjTh5FSYr/ilkoB+GHlbJOh5f/CHPkRbM+tclayqt1kYqd1lKBM6qlxG6i5SF1Fy55k1Ao4ySgaoamvfpmSRjomSQZAyKYbwWzMIgx+OyuI6sS/UK5AU5IR0YhwYxn3ETC4qYwf9t2IDZUpkoOsBRzXcPlqfMRI4colp0Sq49C32pNEGukNEJKJNldMQnfo5Sr0puHOvCkOis8TWnUphqsIDZCTCyh08hNsxqajQuwsdBKggQgrO9imnCfu1ECDLTTJ9Q0xBUvglEAUsKHAJCEGCJ1NWgDSuBaFOU5llTfIy4WgYsXghnR/GULginnQVAsWTITd4/KdvTDUYrgmEcGlFCuoxUMxokv3QsZajGYSNGcMKsdxQbeN68ZdxIurJrMBA6DdPS0Zm9nUaicMo9sxQZ7lzSdSiuzK+m0utHsJKijM+jc+joVowB5ZIDG82GoqHyVucvCzxbNuyINi8iHgeCCUBlUxIkgq052fY4nJNf1IzgL5KOl0EAT8ux3b5b/ZSx09lNj/d8RcMUD6lW7uiNW21uWK41gzZnK46BaqVUoAFU84bYNXObAFAtxWeANuHdEEOluK0e+eyLplJywfskSXc9FABd5EGIb7HEBEdqmwDwIlyAM2EeCGXIcQpeAS8A+ndgLWIKRJBU/Nrah412XMNSiL4hWoACMrbJRa8vuXJ7iK9iZf0osNRQIfKjgkVsXLlQmMvjd6oi//ZJly+0xA8cT1JJf0ilGVAOv3QIoWf78F5lk6NXUHjwYTK5IjlPjeKq+3P8ZhNydGqwBI6bBOcdeMEtURF3SAB5py/5R2YA4RQ2pA4j7qhpPcMvnGiwU/DSOuvTSDo2cKOE+b/7ZjLXkBU9e5878EWpEK5Okjlp/Ui4szHxfgmAFfsOBUXn6j2sOvMJBUXOUjIL4JIZx5bKFRhNlgemAOF23KT/L0FGmSKwgZJBWeEarPDaZWG7Hkyror0cq65C/I2el7k1lNLw3HOHyZPnIHeHhlnkHc8GnDlOj7Q9jXwI9YtN3gBi+Dy9fBv7egEZMWJFwyBiII35+Yo1vg6l3zjZ7fvDSrIGJ65UZkGwUrHXbyXAJnJG8UYLuDCA6HkEAI3c/FnbgSfpuc/O3nhE9U8JwcdESUAJvIBgwTmM0P7lMdsG69EEC6CSYtw5EYCXQS0IdBSoQyCzqCsci7AWNWJH7GpK/MagNAMvRJwAwaUDgjhYAhXmYIPKyGnYSuuqwlM/2o7JYJT0B1IkfgIPMDdFvlcQqdO4eFCTh5TZM0aKIDAIdK6/iMYILBJcp57dr0B5+MXcpxXXuSIMeUCya4MEyUEGCgJU4cI3Ka+66UgdSZG0IKJhKDPzbzoEd5Xws5FQBiZgbJc+Tg2P4K+YIOwgcTgHzEHZy8f6THCv9eVqbAygTnuksx4rrEB8PDeanPQ3+8ZfAfycsNO33UPniGpyfl/RLPrJ8/6/+QfokSb5/vMi6foH2u7BcYLUmuzC+VZRaS/A3xFF9kWC2BCCRS4ee4eFo0ExB5FG8GAJ7vnnsjuAJ5kdijearWinZe22sETCOInpH5FM0ym8sGBwVgXQK9V6rLOpir2xtRhasTHciUnV4koDlAe8cE4swvFzPINktDg0BeJNsGXB/YEYjr2K/FVX0NffHSAUkpvGFbWqXKo2+wLcJUKTqVMshalN2IqgsF/1Po34HiV2fj8wpSUsA3lqSY4/bppQmv2ePzV/Y3XN4PmPeYdVgKNABQF1maEEdPFPcLCNAEvBEWAK3YdyKA/2waAMqyy1gFaLkVyMsWYyJBdnlNgANDbAMLAGqBRtUAbqRMSqxNgQMYCM9AdriBWUB3KB2QHGDWMjvu55RMohy+FPKx6gS/dOJI4pg7EyAM0gV3k1tg//qNs+ZMjbdUYk4I3nbMwz0Gtga+rk3qYaxBDzIgl0XHQcgCloDkdLXKsEf2oVZGlFyjWCtPE6RmyOqF1kvKTkmCpPWkHCDgMgPOrwKsYvbWhPIKgH1+o3fjTx/sogAk9ebDwgT7ESjDD2EkCZTEHFsfwbHZMbPxcNHgs/5EB2M4BtZTKi0N84k3XxhaSo1VWj2EQLY2TcLYrCoS6aAxtfPyDQFiPZEzAtOj8hNUkDNKCloqAMMZn2QIUvls8YlFvNM2L9wJWSQu3kWIbFYR6qRI0Zs9HPF6JhkX3q3mlmKJtW5jbPxmFXZbQQfuAj+ho7MCxeK8KgKT3PT6Ln2FyHAcTJmVBOzkBjC3uK7aDxBRgHTZLFkLA3kwH2ertgefeZLDrgv17ZNVwzgKIuW8btl72XihSzzl2gGkSAFwQBN5zLA/SFuQaYlO8ZCH1j6G449CwfQiHYXZ47fuJ0542lb9cNabxx5J54CUXwBr+RxZ4QM3F2XFNfnwCWM+LBTluUVjmtAbX4jAcRS5weJ3W3JdKxkBxy5LoydmgDD7zFuzlhQsQW43qszkQPGXC3rbzwUktJQFeVVskAVe1B2YptClnj/RpW9cKn8jUw0UKnRLizrxPOkcTKzRUgpscMR8SRmQjqGps1GyIsgldJCXC6AKaAhtD/jVh3D7PTtUAyI/MxHccuOXrW5pUy+jHjIOFlh0mcE0kEZnAaugvGqQcVkzomLKChIa+GR/997dKT959LPYFSk4IdFeP1S4pFHAk7tbSSfxPlPpSuRHDCT1FhHwoawDhYVxM6EwlRGiMKShJToWETLGWSCIpNTHMWfwD9ANzM3QUABQk4lNZxQ8Q8hs4oAqhI2JKmJVbseV7imrSQhgXX1zUKo/jIwRCRTnfgOfCSYNKDotWea4bRAOzgqlEjLHiRpqT+zwAAFDnma0EzWzM1qoFDCPZEuug+soUHVxyFyHwFD860ONaIjiSA0cUSzhIlQVZpVAwQyh0O7/wkJLiaFRcFk4aL9/K4sAJaOcpCZa9eAI7mySiVP1HVn8CedCQApJnh7a9nvWEUWFAlLybA4DSFhI9oLigZWl/x4/pex/lAnz3uScJCAsr6NixGIT3VBiSIb4l036L7KZHLy/AqJhLIXgzAej8yYd8vzgxPEMQ3IsJRSPAgHVLCI71L2xm5chNlg6Mm8ciQQMK01BSEbz46+NJ5nFWvcddIhc2Q/scCiMVtnO8RBkeuMs+g2VtdTuCNCBkCHIwPUrFaPcAV9o+d8Qtyn7j0zukeZ6noSmcTFFkZqsfb25iGV5ZqDJNsptTpYqeqS+GqHTDGvTJKxW3/bLImZfkLaaCBynQNA6riS1YK54Fi0bhYomlKJWmd2hlgsL65cNRTm0iKrJNNvU1YVZrGt+U3YOBh0Gph0lkweeHaqqs1Rqs6huFLTcgcbpuLAD8M1KDLFGYDrXFKorcvJ99QBKEA7Uxb5goxRqeimWhTmgMTAR3L2gBgzgRjlQulDf8E4DQLNPuYRrCKOuIyFg59qCNUZCKyf39be/ki/+q5fsgX4W3uZAjLUXjMRphIO7yAn5VFuAl7eFH1A8e4kWW3OMMqW2UvEcCgOq/h0Y85CmCJPL0rtR1HFxIpAydn1VcIdczh/BlqO9ldtjeScda0PCRnGjW2kMgAmwZEQyydw35oZgQk0d/JsyH4ZlIj/uJmJnvF9qPV4kQ6L8KPG615nV/KWHLBNiI+EY+fLHY1SHR3RFPTaNXfVcCa4TboGYYLHYGUfjoEMFpolqYTYtGjrplU6YB1+nxx91fwRGus5pMozjUfnzDTqFdNm05lCAHKrfBqJHFlZOLfHyAN7XQON7zyExGXZAAE5PmcKKuFxIWiECDzFzBTBEkrCgQJMCZAaorxCk4PeHrXVD7QBhPfEIQc7Rt+fgPOehHoMKIuxwFJF7DG/ZYwOFF3mSLWgfJWBcJCo0Vww36xJglhOZUcsj/7m/dhuPqL/pHJidCAD86XDfD5Qf5KgaCfZF5nfbWc8gP56D87yBtX2PliAHtG8KciyDM8OzzXL2usIDmy8u2ijVAHmGQU2X7vx118LuGqqEefixIURKVPViF8mHDsfDrQkkDmMKvq/zj2wIFoYTojBZLfpF0nGQt8Q4BdFXgXZJILEiF9vSj7MuQFz+YikFLW2JapQOf2xHqgJSJk2vSGohwSEERJ9igg4AMk/U70BlkWd4FY2q4Dpq7PuxrxbZCxnQGIeqGZIM/4O34TlBmMNRwdMOuh4EMnKctOYP54Z8laUubd6cAiFcdo9kYKACBNQcCCbM3VVcwHoMzdVMRLKoCSSAdXARFIKKrKakknOmkDKc8yCjZXVlYc1mVmaMwVvLWFFYss77Np9x5USXwndb+V357KxcEX068m2iWlevEAJuuQAlTwAE2pE4K1VOQKtoDST4WJs0HQ74IK1WQoQweAdLLBlhjUpfiaD7zUvgOHoTBDzh9drKG8sB7UHF5xhK+fBhMqvcZuUKo5xwdbqZc4h0a4Ek1oF4BrwerwWDTxmVzOm0b+tfEzvl87gzGlgaYAEYb1w4pQI8OZw8OHoG8Pv2U3w06lcgSGxw2iht0xgYYcOCvik+4w4eUK4HWT7M4AIPG7nCcaLruoccEySTD3W7gfuqkTFku3rSbGGSKEjENoxBhb+jx6MnzCIq0VO/JYL7ASs+h4VYVZRNz2PdeRCNOjuGbpXYBchECCCnyK+l+YBeGih44HDxIOG9QF7jTCYABLxzAxEENZPOJP+WNsulFIs5HbNE3AGTwSEix8Cmf3Y8S3hlCEC8FGK/bi03eCIoC8rEoPWOF4AmrY4XtXMsYXSjvCDIVuvABXwNkI3Uy4QMookK0inYWWvLQbxHdVzmFX+G8Lje/3C9i6F0x4CnEDFXxiiLJE8V03xFR3SecWhgcLGSscfJ6Pk2ENa+YipBUFkVU8hfPqLxhA0Rkh+BHsuamKpErDpTnwWDeXviF/uBWNpRIBEBy1c50HNEJE6N9mGiHzpWdlqs5jSYqSYUpO8P/rWiuuk2bFVJ6+s0AkSxSTjLA/MQ6kd9ofYXFNXBzjLW6k2XhAI+k1rNJxOAhfY6nYCoA77c5axqi/hW0BNcLWERbAkAyw0zEbniZ/q2Ty97Yk2GpzwBufcLI96lGn0n7MMsKrLvEHcd18fO6K/2uBgR/oKJu5gEWjKME35+P3gn8s9bUBwlfRld540UQEkMJ3WhosKm/BASK5lXztxyH+mZV8rborhNCJrNEM0xKPMhGQq96MWm0r9E1kGrMNWxPxZ/v92Bp7TxA8kKLG82cA4kTBBEhibC8f6gpjvqINrSj8MgrIEOTvE5AFHFUQJEyY7dJAG+TmIOlI8JZqT6W0D1F9OKA2p3PiBQHNucR4vj4TWljW52A8OSvwYsmdFcfkEhxweDAdCC6Zhasi+qpIGvPM2HYZByfG4mhhJi8deDtATDIN5BkkwlKMtGC+8OBhpfHFRkg7cGhpvtooMyUY4wd6UYbUqZPvCBBUN92eGGL17jswrpfuSIXtIIHPNDNGTJvsHMWijQhct22SxPGgXKpH3sU95hYPJ8CYb0sDZoxk/Q7HCFBZCydBMI5Xqjj150h1kAPiic/66rnnnS8qA2im1kKucnofwWOjzJTqPfubMrNNUoCtOFMoqm4pTGeNQJJTEoHRVIMRkAQiCEJEAF2pAFdASo9RNXRDZSNbdGhSSKB7Id9s1DYnsHv0ZR/mEWNgdn/1l8w8mIwOmfovRIkumIaRirThRE9FBhOhH/UkDHOw2D7sJC/tOpK4WiG4AYWHlrADCI8qMIx1gOKwHHig3aDJ/5NMFYQdQVAxhQiQk02GO+fEoNEhSSd7TzEZFIc6TpIsc8l0gBFD+hbHMCdJqdDcgpA/re8lBOhbN0hGQpHSyiWChj5MRKNpGjZMmJUbQWyxQ8WWMkydW0ACKwZEorUm34gswDOhZGJD9Wa2FQepxYWhdv3EiS5761t3na9R3pIVMwbnyBIQDJHUm6C1Y6aFIk89HvyrZqlHHxBJBrUXu2a9GBSUaWid9rgMCYA7EHPkCB9Fy7sIRZ2OBSOwmLqYJEwkVMVKKZAj3WHyGXkQOVItG5Ql28+SUJyvgd0B3M+uEBgg9Q537KDjN268pUmZnuE1XTW81/m/taJ0A9e+2Kmh30tCX+DZkj8Akm6z18MDPY21BGONx1AjlPbD1+cvN5LT51GRCm4FOqLnMa1anQfcLIgOQhdQKrL1NUT1dfzKo1RlzcYYFXkGDLyOrDJqdR5+4CJbkHbOkloq6iorqOUeuo/ziwk9qvI5F8W4iL3FLVnkcEczjh7DhMjLQ7MN5JX4yXv9D18uX95kabtyDjKVpwflkqpHI8v2c//U03hzIpU84gMfhB8GzyQqfC8pbeAFc5XEJP988ZbhQXRSC+ezT1AjcZA9IJFMb5RC7wnxiWYq8lQJk5oJjm9xl/Ddi0vU9ebQGtsM9fGvWcPD4cjp02d1Lv+KBsB2kiVH/3yD6yklg8lgDVRNrM7VsLBAO4IE1BFhYUtEe87fwTu23Vv2jmRfNPIGgPJztpErYT1rKTIjAFfog3QN59BGKcFxCccKalwjIxNtr/w3u5mAPUNXwQn3YO1J3KUxKLtEORxwYfNxNQSp3LRxmrc9YTMhfoV2LnbID/FxWggSh3N5NrQl52K60CXw8DJvQErx6TTANhHuD6a29F2W0RkwtxyMNILordGrrZB4aTCMMItdnrxSh77hvn/+h1f3A9+pGxxiPoCML/eoU0OHXuTUaGaJSkhz7lSDoRHUzEA==");
	src:url("data:application/octet-stream;base64,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?#iefix") format("embedded-opentype"),
	url("data:application/octet-stream;base64,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") format("woff"),
	url("data:application/octet-stream;base64,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") format("truetype");
}
.stl_28 {
	font-size: 1em;
	font-family: "CELOWS+ArialMT";
	color: #000000;
	line-height: 1.117188em;
}
.stl_29 {
	width: 100%;
	clip: rect(2.337499em,42.57167em,56.67083em,6.927083em);
	position: absolute;
	pointer-events: none;
}

 </STYLE> 

		<meta charset="utf-8" />
		<title>
		</title>
		
	</head>
	<body>
		<div class="stl_02">
			<div class="stl_03">
				<img src="data:image/png;base64,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" alt="" class="stl_04" />
			</div>
			<div class="stl_view">
				<div class="stl_05 stl_06">
					<div class="stl_01" style="top: 2.9132em; left:7.0854em;"><span class="stl_07 stl_08" style="word-spacing:0.21em;">Revista Científica Arbitrada</span><span class="stl_07 stl_08" style="word-spacing:0.19em;">&nbsp;Multidisciplinaria de Posgrado y Cooperación</span><span class="stl_07 stl_08" style="word-spacing:0.21em;">&nbsp;Internacional &nbsp;</span></div>
					<div class="stl_01" style="top: 3.6798em; left:7.0854em;"><span class="stl_07 stl_08" style="word-spacing:0.03em;">CLAUSTRO. Vol. 4, Núm. 8 (jul - dic 2021) ISSN: 2737-6478. &nbsp;</span></div>
					<div class="stl_01" style="top: 4.5823em; left:7.0854em;"><span class="stl_09 stl_08" style="font-style:italic; word-spacing:0.04em;">La lateralidad y las dificultades de lectoescritura en escolares. &nbsp;</span></div>
					<div class="stl_01" style="top: 7.8806em; left:8.6017em;"><span class="stl_10 stl_08" style="font-weight:bold; word-spacing:0.08em;">LA LATERALIDAD Y LAS DIFICULTADES DE LECTOESCRITURA EN &nbsp;</span></div>
					<div class="stl_01" style="top: 9.0306em; left:21.6892em;"><span class="stl_10" style="font-weight:bold;">ESCOLARES &nbsp;</span></div>
					<div class="stl_01" style="top: 10.8472em; left:8.0354em;"><span class="stl_10 stl_08" style="font-weight:bold; word-spacing:0.08em;">LATERALITY AND READING AND WRITING DIFFICULTIES IN SCHOOL &nbsp;</span></div>
					<div class="stl_01" style="top: 11.9972em; left:22.2233em;"><span class="stl_10 stl_11" style="font-weight:bold;">CHILDRE<span class="stl_08">N &nbsp;</span></span></div>
					<div class="stl_01" style="top: 14.1489em; left:17.94em;"><span class="stl_12 stl_08" style="word-spacing:0.09em;">Villamar-Oviedo Saida Loreto </span><sup><span class="stl_07" style="word-spacing:0em;">1 &nbsp;</span></sup></div>
					<div class="stl_01" style="top: 16.2396em; left:9.6525em;"><span class="stl_13">1</span></div>
					<div class="stl_01" style="top: 16.2831em; left:10.1042em;"><span class="stl_14" style="word-spacing:-0.04em;">Universidad Internacion</span><a href="mailto:saida.villamar452@comunidadunir.net" target="_blank"><span class="stl_14 stl_11" style="word-spacing:0em;">al de La Rioja, Facultad de Educac<span class="stl_08">ión. L</span></span></a><span class="stl_14" style="word-spacing:-0.02em;">ogroño, España. &nbsp;</span></div>
					<div class="stl_01" style="top: 17.2498em; left:16.0875em;"><span class="stl_14 stl_11" style="word-spacing:0.01em;">Corre<span class="stl_08">o</span></span><a href="mailto:saida.villamar452@comunidadunir.net" target="_blank"><span class="stl_14 stl_11" style="word-spacing:0.01em;">: saida.villamar452@comunidadun<span class="stl_08">ir.net. &nbsp;</span></span></a></div>
					<div class="stl_01" style="top: 19.9989em; left:22.3058em;"><span class="stl_10 stl_11" style="font-weight:bold;">RESUME<span class="stl_08">N &nbsp;</span></span></div>
					<div class="stl_01" style="top: 21.7164em; left:7.0854em;"><span class="stl_14 stl_08" style="word-spacing:0.1em;">Uno de</span><span class="stl_14 stl_08" style="word-spacing:0.1em;">&nbsp;los propósitos</span><span class="stl_14 stl_08" style="word-spacing:0.08em;">&nbsp;de la</span><span class="stl_14 stl_08" style="word-spacing:0.1em;">&nbsp;aplicación de las neurociencias en</span><span class="stl_14 stl_08" style="word-spacing:0.11em;">&nbsp;la educación</span><span class="stl_14 stl_08" style="word-spacing:0.06em;">&nbsp;es</span><span class="stl_14 stl_08" style="word-spacing:0.07em;">&nbsp;que el</span><span class="stl_14 stl_08" style="word-spacing:0.11em;">&nbsp;proceso &nbsp;</span></div>
					<div class="stl_01" style="top: 22.6856em; left:7.0854em;"><span class="stl_14 stl_08" style="word-spacing:0.12em;">de la enseñanza-aprendizaje sea individualizado en relación con las variables neuroeducativas &nbsp;</span></div>
					<div class="stl_01" style="top: 23.6356em; left:7.0854em;"><span class="stl_14 stl_08" style="word-spacing:0.06em;">identificadas en el estudiantado. Gracias a esto se ha logrado identificar los procesos cognitivos &nbsp;</span></div>
					<div class="stl_01" style="top: 24.6023em; left:7.0854em;"><span class="stl_14 stl_08" style="word-spacing:0.12em;">implicados en el aprendizaje de</span><span class="stl_14 stl_08" style="word-spacing:0.06em;">&nbsp;la</span><span class="stl_14 stl_11" style="word-spacing:0.06em;">&nbsp;lectoescritur<span class="stl_08">a.</span></span><span class="stl_14 stl_08" style="word-spacing:0.43em;">&nbsp;Dentro</span><span class="stl_14 stl_08" style="word-spacing:0.07em;">&nbsp;del</span><span class="stl_14 stl_08" style="word-spacing:0.09em;">&nbsp;ámbito</span><span class="stl_14 stl_08" style="word-spacing:0.1em;">&nbsp;escolar</span><span class="stl_14 stl_08" style="word-spacing:0.08em;">&nbsp;las</span><span class="stl_14 stl_08" style="word-spacing:0.16em;">&nbsp;dificultades</span><span class="stl_14 stl_08" style="word-spacing:0.08em;">&nbsp;de &nbsp;</span></div>
					<div class="stl_01" style="top: 25.5514em; left:7.0854em;"><span class="stl_14 stl_08" style="word-spacing:0.22em;">lectoescritura son comunes durante la</span><span class="stl_14 stl_08" style="word-spacing:0.18em;">&nbsp;etapa infantil</span><span class="stl_14 stl_08" style="word-spacing:0.22em;">&nbsp;afectando considerablemente el</span><span class="stl_14 stl_08" style="word-spacing:0.17em;">&nbsp;proceso &nbsp;</span></div>
					<div class="stl_01" style="top: 26.5189em; left:7.0854em;"><span class="stl_14 stl_08" style="word-spacing:0.17em;">educativo y</span><span class="stl_14 stl_08" style="word-spacing:0.08em;">&nbsp;el</span><span class="stl_14 stl_08" style="word-spacing:0.17em;">&nbsp;rendimiento académico</span><span class="stl_14 stl_08" style="word-spacing:0.08em;">&nbsp;de</span><span class="stl_14 stl_08" style="word-spacing:0.11em;">&nbsp;los</span><span class="stl_14 stl_08" style="word-spacing:0.16em;">&nbsp;estudiantes.</span><span class="stl_14 stl_08" style="word-spacing:0.11em;">&nbsp;El</span><span class="stl_14 stl_08" style="word-spacing:0.15em;">&nbsp;objetivo</span><span class="stl_14 stl_08" style="word-spacing:0.09em;">&nbsp;del</span><span class="stl_14 stl_08" style="word-spacing:0.15em;">&nbsp;presente proyecto</span><span class="stl_14 stl_08" style="word-spacing:0.1em;">&nbsp;de &nbsp;</span></div>
					<div class="stl_01" style="top: 27.4689em; left:7.0854em;"><span class="stl_14" style="word-spacing:0.11em;">investigación es analizar la relación entre la lateralidad y las dificultades de lectoescritura en &nbsp;</span></div>
					<div class="stl_01" style="top: 28.4356em; left:7.0854em;"><span class="stl_14 stl_11" style="word-spacing:0.01em;">escolares. P<span class="stl_08">ara</span></span><span class="stl_14 stl_08" style="word-spacing:0.09em;">&nbsp;desarrollar</span><span class="stl_14 stl_08" style="word-spacing:0.02em;">&nbsp;la</span><span class="stl_14 stl_11" style="word-spacing:0em;">&nbsp;investigaci<span class="stl_08">ón</span></span><span class="stl_14 stl_08" style="word-spacing:0.03em;">&nbsp;fue</span><span class="stl_14 stl_08" style="word-spacing:0.05em;">&nbsp;necesario aludir a</span><span class="stl_14 stl_08" style="word-spacing:0.04em;">&nbsp;la demanda actual en</span><span class="stl_14 stl_08" style="word-spacing:0.12em;">&nbsp;relación &nbsp;</span></div>
					<div class="stl_01" style="top: 29.3856em; left:7.0854em;"><span class="stl_14 stl_08" style="word-spacing:0.06em;">con el</span><span class="stl_14 stl_08" style="word-spacing:0.09em;">&nbsp;incremento</span><span class="stl_14 stl_08" style="word-spacing:0.02em;">&nbsp;de</span><span class="stl_14 stl_08" style="word-spacing:0.09em;">&nbsp;las dificultades</span><span class="stl_14 stl_08" style="word-spacing:0.04em;">&nbsp;de</span><span class="stl_14 stl_11" style="word-spacing:0.03em;">&nbsp;lectoescrit<span class="stl_08">ura</span></span><span class="stl_14 stl_08" style="word-spacing:0.02em;">&nbsp;en</span><span class="stl_14 stl_08" style="word-spacing:0.07em;">&nbsp;la educación</span><span class="stl_14 stl_08" style="word-spacing:0.08em;">&nbsp;escolar</span><span class="stl_14 stl_08" style="word-spacing:0.1em;">&nbsp;primaria,</span><span class="stl_14 stl_08" style="word-spacing:0.05em;">&nbsp;por</span><span class="stl_14 stl_08" style="word-spacing:0.06em;">&nbsp;ello &nbsp;</span></div>
					<div class="stl_01" style="top: 30.3523em; left:7.0854em;"><span class="stl_14 stl_08" style="word-spacing:0.34em;">el presente estudio tiene un enfoque cuantitativo y es de tipo correlacional predictivo no &nbsp;</span></div>
					<div class="stl_01" style="top: 31.3023em; left:7.0854em;"><span class="stl_14 stl_11" style="word-spacing:0em;">experimental. Si los resultados del proyecto de investigación se acogen a la hipó<span class="stl_08">tesis planteada &nbsp;</span></span></div>
					<div class="stl_01" style="top: 32.2706em; left:7.0854em;"><span class="stl_14 stl_08" style="word-spacing:0.08em;">se establece una relación positiva y estadísticamente significativa entre ambas variables lo cual &nbsp;</span></div>
					<div class="stl_01" style="top: 33.2206em; left:7.0854em;"><span class="stl_14 stl_08" style="word-spacing:0.35em;">supone que el tipo de lateralidad es un predictor para los</span><span class="stl_14 stl_08" style="word-spacing:0.36em;">&nbsp;escolares con dificultades</span><span class="stl_14 stl_08" style="word-spacing:0.31em;">&nbsp;de &nbsp;</span></div>
					<div class="stl_01" style="top: 34.1873em; left:7.0854em;"><span class="stl_14" style="word-spacing:0.07em;">lectoescritura, promoviendo que la enseñanza</span><span class="stl_14" style="word-spacing:0.1em;">&nbsp;de</span><span class="stl_14" style="word-spacing:0.07em;">&nbsp;lectoescritura en los centros</span><span class="stl_14" style="word-spacing:0.09em;">&nbsp;educativos</span><span class="stl_14" style="word-spacing:0.08em;">&nbsp;sea &nbsp;</span></div>
					<div class="stl_01" style="top: 35.1373em; left:7.0854em;"><span class="stl_14" style="word-spacing:-0.02em;">direccionada según el tipo de lateralidad del escolar. &nbsp;</span></div>
					<div class="stl_01" style="top: 36.7706em; left:7.0854em;"><span class="stl_15" style="font-weight:bold; word-spacing:0.37em;">Palabras clave: </span><span class="stl_14" style="word-spacing:0.37em;">Lateralidad, dificultades de lectoescritura, educación infantil, enseñanza &nbsp;</span></div>
					<div class="stl_01" style="top: 37.7206em; left:7.0854em;"><span class="stl_14">lectoescritora. &nbsp;</span></div>
					<div class="stl_01" style="top: 39.3531em; left:22.0558em;"><span class="stl_10" style="font-weight:bold;">ABSTRACT &nbsp;</span></div>
					<div class="stl_01" style="top: 41.0706em; left:7.0854em;"><span class="stl_14" style="word-spacing:-0.04em;">One of the purposes of the application of neurosciences in education is that the teaching-learning &nbsp;</span></div>
					<div class="stl_01" style="top: 42.0398em; left:7.0854em;"><span class="stl_14" style="word-spacing:0.11em;">process is individualized in relation to the neuroeducational variables identified in the student &nbsp;</span></div>
					<div class="stl_01" style="top: 42.9889em; left:7.0854em;"><span class="stl_14 stl_11" style="word-spacing:0em;">body. Thanks to this, it has been possible to identify the cognitive processes involved<span class="stl_08">&nbsp;in learning &nbsp;</span></span></div>
					<div class="stl_01" style="top: 43.9564em; left:7.0854em;"><span class="stl_14 stl_08" style="word-spacing:0.38em;">to read and write. Within the school environment, literacy difficulties are common</span><span class="stl_14 stl_08" style="word-spacing:0.37em;">&nbsp;during &nbsp;</span></div>
					<div class="stl_01" style="top: 44.9056em; left:7.0854em;"><span class="stl_14 stl_08" style="word-spacing:0.3em;">childhood, considerably affecting the</span><span class="stl_14 stl_08" style="word-spacing:0.25em;">&nbsp;educational process and</span><span class="stl_14 stl_08" style="word-spacing:0.27em;">&nbsp;the academic performance</span><span class="stl_14 stl_08" style="word-spacing:0.22em;">&nbsp;of &nbsp;</span></div>
					<div class="stl_01" style="top: 45.8731em; left:7.0854em;"><span class="stl_14" style="word-spacing:0.05em;">students. The</span><span class="stl_14" style="word-spacing:0.06em;">&nbsp;objective of this</span><span class="stl_14" style="word-spacing:0.05em;">&nbsp;research project is to</span><span class="stl_14" style="word-spacing:0.08em;">&nbsp;analyze</span><span class="stl_14" style="word-spacing:0.05em;">&nbsp;the relationship between</span><span class="stl_14" style="word-spacing:0.05em;">&nbsp;laterality &nbsp;</span></div>
					<div class="stl_01" style="top: 46.8231em; left:7.0854em;"><span class="stl_14" style="word-spacing:-0.04em;">and literacy difficulties in schoolchildren in an educational center. To develop the research, it was &nbsp;</span></div>
					<div class="stl_01" style="top: 47.7898em; left:7.0854em;"><span class="stl_14" style="word-spacing:-0.06em;">necessary to refer to the current demand in relation to the increase in literacy difficulties in primary &nbsp;</span></div>
					<div class="stl_01" style="top: 48.7398em; left:7.0854em;"><span class="stl_14" style="word-spacing:0.02em;">school education, for this reason the present study has a quantitative approach and is of a non- &nbsp;</span></div>
					<div class="stl_01" style="top: 49.7064em; left:7.0854em;"><span class="stl_14" style="word-spacing:0.25em;">experimental predictive correlational type.</span><span class="stl_14" style="word-spacing:0.29em;">&nbsp;If</span><span class="stl_14" style="word-spacing:0.25em;">&nbsp;the results of the research project accept</span><span class="stl_14" style="word-spacing:0.24em;">&nbsp;the &nbsp;</span></div>
					<div class="stl_01" style="top: 50.6581em; left:7.0854em;"><span class="stl_14" style="word-spacing:0.08em;">proposed hypothesis,</span><span class="stl_14" style="word-spacing:0.08em;">&nbsp;a</span><span class="stl_14" style="word-spacing:0.09em;">&nbsp;positive</span><span class="stl_14" style="word-spacing:0.07em;">&nbsp;and statistically</span><span class="stl_14" style="word-spacing:0.09em;">&nbsp;significant</span><span class="stl_14" style="word-spacing:0.07em;">&nbsp;relationship</span><span class="stl_14" style="word-spacing:0.1em;">&nbsp;is</span><span class="stl_14" style="word-spacing:0.07em;">&nbsp;established</span><span class="stl_14" style="word-spacing:0.07em;">&nbsp;between &nbsp;</span></div>
					<div class="stl_01" style="top: 51.6248em; left:7.0854em;"><span class="stl_14 stl_11" style="word-spacing:0.15em;">both variabl<span class="stl_08">es,</span></span><span class="stl_14 stl_08" style="word-spacing:0.17em;">&nbsp;which assumes that</span><span class="stl_14 stl_08" style="word-spacing:0.18em;">&nbsp;the type</span><span class="stl_14 stl_08" style="word-spacing:0.14em;">&nbsp;of</span><span class="stl_14 stl_08" style="word-spacing:0.22em;">&nbsp;laterality</span><span class="stl_14 stl_08" style="word-spacing:0.14em;">&nbsp;is</span><span class="stl_14 stl_08" style="word-spacing:0.15em;">&nbsp;a</span><span class="stl_14 stl_08" style="word-spacing:0.18em;">&nbsp;predictor for</span><span class="stl_14 stl_08" style="word-spacing:0.25em;">&nbsp;schoolchildren</span><span class="stl_14 stl_08" style="word-spacing:0.16em;">&nbsp;with &nbsp;</span></div>
					<div class="stl_01" style="top: 52.5748em; left:7.0854em;"><span class="stl_14" style="word-spacing:-0.07em;">literacy difficulties, promoting that the teaching of literacy in educational centers would be directed &nbsp;</span></div>
					<div class="stl_01" style="top: 53.5414em; left:7.0854em;"><span class="stl_14 stl_08" style="word-spacing:0.05em;">according to the type of laterality of the school. &nbsp;</span></div>
					<div class="stl_01" style="top: 55.1581em; left:7.0854em;"><span class="stl_15 stl_11" style="font-weight:bold;">Keywords<span class="stl_08">:</span></span><span class="stl_15" style="word-spacing:0.18em;">&nbsp;</span><span class="stl_14 stl_11" style="word-spacing:0.18em;">Laterality<span class="stl_08">,</span></span><span class="stl_14" style="word-spacing:0.13em;">&nbsp;reading</span><span class="stl_14" style="word-spacing:0.15em;">&nbsp;and writing difficulties, early childhood education, reading</span><span class="stl_14" style="word-spacing:0.14em;">&nbsp;and &nbsp;</span></div>
					<div class="stl_01" style="top: 56.1248em; left:7.0854em;"><span class="stl_14" style="word-spacing:-0.01em;">writing teaching. &nbsp;</span></div>
					<div class="stl_01" style="top: 64.2856em; left:41.6958em;"><span class="stl_16">20 &nbsp;</span></div>
					<div class="stl_01" style="top: 65.4523em; left:7.0854em;"><span class="stl_17 stl_08" style="font-weight:bold; word-spacing:0.25em;">Fecha de</span><span class="stl_17 stl_08" style="font-weight:bold; word-spacing:0.3em;">&nbsp;recepción:</span><span class="stl_17 stl_08" style="word-spacing:0.21em;">&nbsp;</span><span class="stl_16 stl_08" style="word-spacing:0.25em;">14 de mayo de 2021;</span><span class="stl_16 stl_08" style="word-spacing:0.22em;">&nbsp;</span><span class="stl_17 stl_08" style="font-weight:bold; word-spacing:0.31em;">Fecha de aceptación:</span><span class="stl_17 stl_08" style="word-spacing:0.21em;">&nbsp;</span><span class="stl_16 stl_08" style="word-spacing:0.25em;">29 de junio de 2021;</span><span class="stl_16 stl_08" style="word-spacing:0.22em;">&nbsp;</span><span class="stl_17" style="font-weight:bold; word-spacing:0.22em;">Fecha</span><span class="stl_17 stl_08" style="font-weight:bold; word-spacing:0.24em;">&nbsp;de &nbsp;</span></div>
					<div class="stl_01" style="top: 66.319em; left:7.0854em;"><span class="stl_17" style="font-weight:bold; word-spacing:0em;">publicación: </span><span class="stl_16 stl_08" style="word-spacing:0.05em;">09 de julio de 2021. &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_18" />
			</div>
			<div class="stl_view">
				<div class="stl_05 stl_06">
					<div class="stl_01" style="top: 3.0179em; left:7.2854em;"><span class="stl_19 stl_08" style="font-style:italic; word-spacing:0.03em;">Villamar-Oviedo (2021) &nbsp;</span></div>
					<div class="stl_01" style="top: 6.4306em; left:8.585em;"><span class="stl_10" style="font-weight:bold; word-spacing:0.4em;">1. INTRODUCCIÓN &nbsp;</span></div>
					<div class="stl_01" style="top: 9.1464em; left:7.0854em;"><span class="stl_12 stl_08" style="word-spacing:0.02em;">El estudio de las neurociencias a lo largo de los años ha tenido repercusiones en &nbsp;</span></div>
					<div class="stl_01" style="top: 10.8806em; left:7.0854em;"><span class="stl_12 stl_08" style="word-spacing:0.06em;">todas las áreas de investigación, incluyendo la educación. Su aplicación en esta &nbsp;</span></div>
					<div class="stl_01" style="top: 12.5972em; left:7.0854em;"><span class="stl_12 stl_08" style="word-spacing:0.05em;">área ha permitido que el proceso de enseñanza- aprendizaje sea individualizado &nbsp;</span></div>
					<div class="stl_01" style="top: 14.3322em; left:7.0854em;"><span class="stl_12 stl_08" style="word-spacing:0.21em;">y ha logrado identificar los procesos</span><span class="stl_12 stl_08" style="word-spacing:0.2em;">&nbsp;cognitivos y su</span><span class="stl_12 stl_08" style="word-spacing:0.19em;">&nbsp;aplicación en el aula</span><span class="stl_12 stl_08" style="word-spacing:0.17em;">&nbsp;de &nbsp;</span></div>
					<div class="stl_01" style="top: 16.0489em; left:7.0854em;"><span class="stl_12 stl_08" style="word-spacing:0.06em;">clases, en particular en el aprendizaje de la lectura y escritura. (Cujó y Carolina, &nbsp;</span></div>
					<div class="stl_01" style="top: 17.7822em; left:7.0854em;"><span class="stl_12 stl_08" style="word-spacing:0.28em;">2012) afirman que existe una relación entre el aprendizaje de la lectura, la &nbsp;</span></div>
					<div class="stl_01" style="top: 19.4989em; left:7.0854em;"><span class="stl_12 stl_08" style="word-spacing:0.06em;">escritura y el cálculo y el mal desarrollo de la lateralidad. &nbsp;</span></div>
					<div class="stl_01" style="top: 22.2347em; left:7.0854em;"><span class="stl_12 stl_08" style="word-spacing:0.18em;">Para identificar si el aprendizaje de la lectura y escritura tiene</span><span class="stl_12 stl_08" style="word-spacing:0.22em;">&nbsp;relación</span><span class="stl_12 stl_08" style="word-spacing:0.14em;">&nbsp;con</span><span class="stl_12 stl_08" style="word-spacing:0.14em;">&nbsp;la &nbsp;</span></div>
					<div class="stl_01" style="top: 23.9514em; left:7.0854em;"><span class="stl_12 stl_11" style="word-spacing:0.07em;">lateralidad e<span class="stl_08">s</span></span><span class="stl_12 stl_08" style="word-spacing:0.18em;">&nbsp;necesario identificar</span><span class="stl_12 stl_08" style="word-spacing:0.12em;">&nbsp;como se evalúan ambas</span><span class="stl_12 stl_08" style="word-spacing:0.12em;">&nbsp;variables y</span><span class="stl_12 stl_08" style="word-spacing:0.11em;">&nbsp;de</span><span class="stl_12 stl_08" style="word-spacing:0.11em;">&nbsp;qué &nbsp;</span></div>
					<div class="stl_01" style="top: 25.6847em; left:7.0854em;"><span class="stl_12 stl_08" style="word-spacing:0.42em;">manera un desarrollo adecuado de estas determina la metacognición del &nbsp;</span></div>
					<div class="stl_01" style="top: 27.4014em; left:7.0854em;"><span class="stl_12 stl_11">estudiante<span class="stl_08">. &nbsp;</span></span></div>
					<div class="stl_01" style="top: 30.1347em; left:7.0854em;"><span class="stl_12 stl_08" style="word-spacing:0.38em;">En relación con la lateralidad, (Portellano, 2009) plantea que mediante la &nbsp;</span></div>
					<div class="stl_01" style="top: 31.8531em; left:7.0854em;"><span class="stl_12" style="word-spacing:0.07em;">evaluación de la lateralidad no solamente se logra</span><span class="stl_12" style="word-spacing:0.08em;">&nbsp;una</span><span class="stl_12" style="word-spacing:0.07em;">&nbsp;valoración del nivel</span><span class="stl_12" style="word-spacing:0.08em;">&nbsp;del &nbsp;</span></div>
					<div class="stl_01" style="top: 33.5864em; left:7.0854em;"><span class="stl_12 stl_08" style="word-spacing:0.24em;">desarrollo de la lateralidad, si no da hincapié para establecer un modelo</span><span class="stl_12 stl_08" style="word-spacing:0.22em;">&nbsp;de &nbsp;</span></div>
					<div class="stl_01" style="top: 35.3031em; left:7.0854em;"><span class="stl_12 stl_08" style="word-spacing:0.27em;">intervención con la finalidad de la modificación de la lateralidad a partir del &nbsp;</span></div>
					<div class="stl_01" style="top: 37.0364em; left:7.0854em;"><span class="stl_12 stl_08" style="word-spacing:0.45em;">entrenamiento tomando en cuenta sus preferencias. Otras investigaciones &nbsp;</span></div>
					<div class="stl_01" style="top: 38.7531em; left:7.0854em;"><span class="stl_12 stl_08" style="word-spacing:0.06em;">establecen que el desarrollo de la lateralidad sucede en una serie de etapas, en &nbsp;</span></div>
					<div class="stl_01" style="top: 40.4697em; left:7.0854em;"><span class="stl_12 stl_08" style="word-spacing:0.11em;">la cual permiten el dominio progresivo</span><span class="stl_12 stl_08" style="word-spacing:0.08em;">&nbsp;del</span><span class="stl_12 stl_08" style="word-spacing:0.07em;">&nbsp;cuerpo y</span><span class="stl_12 stl_08" style="word-spacing:0.06em;">&nbsp;la</span><span class="stl_12" style="word-spacing:0.03em;">&nbsp;adecuada coordinación</span><span class="stl_12 stl_08" style="word-spacing:0.04em;">&nbsp;y &nbsp;</span></div>
					<div class="stl_01" style="top: 42.2056em; left:7.0854em;"><span class="stl_12 stl_11" style="word-spacing:0.03em;">control corporal<span class="stl_08">,</span></span><span class="stl_12 stl_08" style="word-spacing:0.09em;">&nbsp;estas etapas son</span><span class="stl_12 stl_08" style="word-spacing:0.05em;">&nbsp;la</span><span class="stl_12" style="word-spacing:0.05em;">&nbsp;prelateral,</span><span class="stl_12 stl_08" style="word-spacing:0.06em;">&nbsp;la</span><span class="stl_12 stl_08" style="word-spacing:0.1em;">&nbsp;etapa contralateral y</span><span class="stl_12 stl_08" style="word-spacing:0.06em;">&nbsp;la</span><span class="stl_12 stl_08" style="word-spacing:0.08em;">&nbsp;etapa &nbsp;</span></div>
					<div class="stl_01" style="top: 43.9214em; left:7.0854em;"><span class="stl_12 stl_08" style="word-spacing:0.09em;">lateral (Ferré, 2006). &nbsp;</span></div>
					<div class="stl_01" style="top: 46.6556em; left:7.0854em;"><span class="stl_12 stl_08" style="word-spacing:0.07em;">Con respecto a la lectura (Suárez</span><span class="stl_12 stl_08" style="word-spacing:0.06em;">&nbsp;y Suárez,</span><span class="stl_12 stl_08" style="word-spacing:0.07em;">&nbsp;2014)</span><span class="stl_12 stl_08" style="word-spacing:0.08em;">&nbsp;afirman</span><span class="stl_12 stl_08" style="word-spacing:0.06em;">&nbsp;que la evaluación</span><span class="stl_12 stl_08" style="word-spacing:0.04em;">&nbsp;de &nbsp;</span></div>
					<div class="stl_01" style="top: 48.3722em; left:7.0854em;"><span class="stl_12" style="word-spacing:0.02em;">la lectura se obtiene del resultado obtenido por</span><span class="stl_12" style="word-spacing:0.04em;">&nbsp;un</span><span class="stl_12" style="word-spacing:0.02em;">&nbsp;lector</span><span class="stl_12" style="word-spacing:0.02em;">&nbsp;tras tener en</span><span class="stl_12" style="word-spacing:0.02em;">&nbsp;cuenta</span><span class="stl_12" style="word-spacing:0.02em;">&nbsp;la &nbsp;</span></div>
					<div class="stl_01" style="top: 50.1047em; left:7.0854em;"><span class="stl_12 stl_08" style="word-spacing:0.07em;">velocidad, la exactitud y la comprensión lectora mostrada ante un texto escrito. &nbsp;</span></div>
					<div class="stl_01" style="top: 52.8239em; left:7.0854em;"><span class="stl_12 stl_08" style="word-spacing:0.06em;">Por su parte la escritura es un proceso que tiene que ver con la cultura como lo &nbsp;</span></div>
					<div class="stl_01" style="top: 54.5572em; left:7.0854em;"><span class="stl_12" style="word-spacing:0.04em;">afirma (Duarte,</span><span class="stl_12" style="word-spacing:0.04em;">&nbsp;2003)</span><span class="stl_12" style="word-spacing:0.04em;">&nbsp;al</span><span class="stl_12" style="word-spacing:0.03em;">&nbsp;mencionar</span><span class="stl_12" style="word-spacing:0.04em;">&nbsp;que</span><span class="stl_12" style="word-spacing:0.03em;">&nbsp;la</span><span class="stl_12" style="word-spacing:0.05em;">&nbsp;escritura</span><span class="stl_12" style="word-spacing:0.03em;">&nbsp;como tal no corresponde</span><span class="stl_12" style="word-spacing:0.03em;">&nbsp;al &nbsp;</span></div>
					<div class="stl_01" style="top: 56.2739em; left:7.0854em;"><span class="stl_12 stl_08" style="word-spacing:0.17em;">desarrollo evolutivo normal de los humanos,</span><span class="stl_12 stl_08" style="word-spacing:0.16em;">&nbsp;ocurre por la construcción</span><span class="stl_12 stl_08" style="word-spacing:0.16em;">&nbsp;social- &nbsp;</span></div>
					<div class="stl_01" style="top: 58.0072em; left:7.0854em;"><span class="stl_12 stl_08" style="word-spacing:0.04em;">cultural como la lectura, de esta manera su desarrollo tiene que ser planeado de &nbsp;</span></div>
					<div class="stl_01" style="top: 59.7239em; left:7.0854em;"><span class="stl_12 stl_08" style="word-spacing:0.08em;">manera formal y sistemática para una adquisición favorable. &nbsp;</span></div>
					<div class="stl_01" style="top: 66.319em; left:41.6958em;"><span class="stl_16">21 &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_04" />
			</div>
			<div class="stl_view">
				<div class="stl_05 stl_06">
					<div class="stl_01" style="top: 2.9132em; left:7.0854em;"><span class="stl_07 stl_08" style="word-spacing:0.21em;">Revista Científica Arbitrada</span><span class="stl_07 stl_08" style="word-spacing:0.19em;">&nbsp;Multidisciplinaria de Posgrado y Cooperación</span><span class="stl_07 stl_08" style="word-spacing:0.21em;">&nbsp;Internacional &nbsp;</span></div>
					<div class="stl_01" style="top: 3.6798em; left:7.0854em;"><span class="stl_07 stl_08" style="word-spacing:0.03em;">CLAUSTRO. Vol. 4, Núm. 8 (jul - dic 2021) ISSN: 2737-6478. &nbsp;</span></div>
					<div class="stl_01" style="top: 4.5823em; left:7.0854em;"><span class="stl_09 stl_08" style="font-style:italic; word-spacing:0.04em;">La lateralidad y las dificultades de lectoescritura en escolares. &nbsp;</span></div>
					<div class="stl_01" style="top: 6.5806em; left:7.0854em;"><span class="stl_12" style="word-spacing:0.34em;">Por tal motivo la importancia de la enseñanza de la lectoescritura en la &nbsp;</span></div>
					<div class="stl_01" style="top: 8.3131em; left:7.0854em;"><span class="stl_12 stl_08" style="word-spacing:0.01em;">preparación del estudiante de educación inicial para el desarrollo de los procesos &nbsp;</span></div>
					<div class="stl_01" style="top: 10.0297em; left:7.0854em;"><span class="stl_12 stl_08" style="word-spacing:0.02em;">cognitivos radica en que es un proceso que requiere de directrices generalizadas &nbsp;</span></div>
					<div class="stl_01" style="top: 11.7639em; left:7.0854em;"><span class="stl_12 stl_08" style="word-spacing:0.05em;">y estandarizadas establecidas por los resultados en investigación científica, pero &nbsp;</span></div>
					<div class="stl_01" style="top: 13.4822em; left:7.0854em;"><span class="stl_12 stl_08" style="word-spacing:0.43em;">también depende en gran medida de las habilidades individuales que el &nbsp;</span></div>
					<div class="stl_01" style="top: 15.2156em; left:7.0854em;"><span class="stl_12 stl_08" style="word-spacing:0.35em;">estudiante alcanza. Por lo que el desarrollo de la lectura y escritura está &nbsp;</span></div>
					<div class="stl_01" style="top: 16.9322em; left:7.0854em;"><span class="stl_12 stl_08" style="word-spacing:0.03em;">determinado en relación con el éxito de la identificación temprana de indicadores &nbsp;</span></div>
					<div class="stl_01" style="top: 18.6656em; left:7.0854em;"><span class="stl_12 stl_08" style="word-spacing:0.1em;">que puedan obstaculizar el proceso enseñanza-aprendizaje (Rojas, 2010). &nbsp;</span></div>
					<div class="stl_01" style="top: 21.3822em; left:7.0854em;"><span class="stl_12 stl_08" style="word-spacing:0.05em;">La instrucción en la lectura y escritura según Rojas, (2010) debe ir focalizada en &nbsp;</span></div>
					<div class="stl_01" style="top: 23.1181em; left:7.0854em;"><span class="stl_12 stl_08" style="word-spacing:0.13em;">relación con el estudiante y</span><span class="stl_12 stl_08" style="word-spacing:0.12em;">&nbsp;los factores que</span><span class="stl_12 stl_08" style="word-spacing:0.15em;">&nbsp;pueden influenciar</span><span class="stl_12 stl_08" style="word-spacing:0.09em;">&nbsp;el</span><span class="stl_12" style="word-spacing:0.07em;">&nbsp;aprendizaje. &nbsp;</span></div>
					<div class="stl_01" style="top: 24.8339em; left:7.0854em;"><span class="stl_12 stl_08" style="word-spacing:0.44em;">Factores como el dominio de la motricidad fina, la percepción visual,</span><span class="stl_12 stl_08" style="word-spacing:0.43em;">&nbsp;la &nbsp;</span></div>
					<div class="stl_01" style="top: 26.5681em; left:7.0854em;"><span class="stl_12 stl_08" style="word-spacing:0.64em;">coordinación visomotora, la orientación espacial, están asociados a la &nbsp;</span></div>
					<div class="stl_01" style="top: 28.2847em; left:7.0854em;"><span class="stl_12 stl_11">lateralidad<span class="stl_08">. &nbsp;</span></span></div>
					<div class="stl_01" style="top: 32.8697em; left:8.585em;"><span class="stl_10" style="font-weight:bold; word-spacing:0.4em;">2. METODOLOGÍA &nbsp;</span></div>
					<div class="stl_01" style="top: 35.6031em; left:7.0854em;"><span class="stl_12 stl_08" style="word-spacing:0.03em;">La presente propuesta de investigación tiene un enfoque cuantitativo y es de tipo &nbsp;</span></div>
					<div class="stl_01" style="top: 37.3197em; left:7.0854em;"><span class="stl_12" style="word-spacing:0.1em;">correlacional predictivo no experimental.</span><span class="stl_12 stl_08" style="word-spacing:0.18em;">&nbsp;Este estudio pretende identificar</span><span class="stl_12 stl_08" style="word-spacing:0.14em;">&nbsp;si</span><span class="stl_12 stl_08" style="word-spacing:0.12em;">&nbsp;el &nbsp;</span></div>
					<div class="stl_01" style="top: 39.0531em; left:7.0854em;"><span class="stl_12 stl_08" style="word-spacing:0.25em;">tipo de lateralidad</span><span class="stl_12 stl_08" style="word-spacing:0.22em;">&nbsp;al inicio</span><span class="stl_12 stl_08" style="word-spacing:0.23em;">&nbsp;del año lectivo puede predecir</span><span class="stl_12 stl_08" style="word-spacing:0.26em;">&nbsp;las dificultades</span><span class="stl_12 stl_08" style="word-spacing:0.19em;">&nbsp;de &nbsp;</span></div>
					<div class="stl_01" style="top: 40.7697em; left:7.0854em;"><span class="stl_12 stl_08" style="word-spacing:0.08em;">lectoescritura al final del curso. &nbsp;</span></div>
					<div class="stl_01" style="top: 43.5047em; left:7.0854em;"><span class="stl_12 stl_08" style="word-spacing:0.14em;">Para la recogida de información es</span><span class="stl_12 stl_08" style="word-spacing:0.16em;">&nbsp;necesaria la observación cuantitativa de</span><span class="stl_12 stl_08" style="word-spacing:0.1em;">&nbsp;la &nbsp;</span></div>
					<div class="stl_01" style="top: 45.2222em; left:7.0854em;"><span class="stl_12" style="word-spacing:0.1em;">muestra seleccionada, aplicación de</span><span class="stl_12" style="word-spacing:0.11em;">&nbsp;pruebas estandarizadas para</span><span class="stl_12" style="word-spacing:0.1em;">&nbsp;obtener</span><span class="stl_12" style="word-spacing:0.12em;">&nbsp;las &nbsp;</span></div>
					<div class="stl_01" style="top: 46.9556em; left:7.0854em;"><span class="stl_12 stl_08" style="word-spacing:0.2em;">puntuaciones cada una de las variables y para manejar la información; estás &nbsp;</span></div>
					<div class="stl_01" style="top: 48.6714em; left:7.0854em;"><span class="stl_12 stl_11" style="word-spacing:0em;">puntuaciones serán sometidos a estadísticos descripti<span class="stl_08">vos. &nbsp;</span></span></div>
					<div class="stl_01" style="top: 51.4072em; left:7.0854em;"><span class="stl_10 stl_08" style="font-weight:bold; word-spacing:0.1em;">Variables medidas e instrumentos aplicados &nbsp;</span></div>
					<div class="stl_01" style="top: 54.1239em; left:7.0854em;"><span class="stl_12 stl_08" style="word-spacing:0.25em;">En la presente investigación se determinan las</span><span class="stl_12 stl_08" style="word-spacing:0.29em;">&nbsp;siguientes variables:</span><span class="stl_12 stl_08" style="word-spacing:0.27em;">&nbsp;variable &nbsp;</span></div>
					<div class="stl_01" style="top: 55.8572em; left:7.0854em;"><span class="stl_12 stl_08" style="word-spacing:0.21em;">ordinal independiente lateralidad definida como el predominio funcional de un &nbsp;</span></div>
					<div class="stl_01" style="top: 57.5739em; left:7.0854em;"><span class="stl_12 stl_08" style="word-spacing:0.01em;">lado del cuerpo sobre el otro y se manifiesta en la utilización preferente de mano, &nbsp;</span></div>
					<div class="stl_01" style="top: 59.3072em; left:7.0854em;"><span class="stl_12 stl_08" style="word-spacing:0.11em;">ojo, pie</span><span class="stl_12 stl_08" style="word-spacing:0.04em;">&nbsp;y</span><span class="stl_12 stl_08" style="word-spacing:0.08em;">&nbsp;oído</span><span class="stl_12" style="word-spacing:0.03em;">&nbsp;(Martin-Lobo,</span><span class="stl_12 stl_08" style="word-spacing:0.09em;">&nbsp;P, 2016).</span><span class="stl_12 stl_08" style="word-spacing:0.13em;">&nbsp;Variable</span><span class="stl_12 stl_08" style="word-spacing:0.12em;">&nbsp;ordinal dependiente</span><span class="stl_12" style="word-spacing:0.03em;">&nbsp;dificultades &nbsp;</span></div>
					<div class="stl_01" style="top: 61.026em; left:7.0854em;"><span class="stl_12 stl_08" style="word-spacing:0.06em;">de lectoescritura debilidades de lectura y escrituras concretas en niños de todos &nbsp;</span></div>
					<div class="stl_01" style="top: 62.7593em; left:7.0854em;"><span class="stl_12 stl_08" style="word-spacing:0.07em;">los grados de inteligencia. (Schaub &amp; Zenke, 1995). &nbsp;</span></div>
					<div class="stl_01" style="top: 66.319em; left:41.6958em;"><span class="stl_16">22 &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_20" />
			</div>
			<div class="stl_view">
				<div class="stl_05 stl_06">
					<div class="stl_01" style="top: 3.0179em; left:7.2854em;"><span class="stl_19 stl_08" style="font-style:italic; word-spacing:0.03em;">Villamar-Oviedo (2021) &nbsp;</span></div>
					<div class="stl_01" style="top: 6.0972em; left:7.0854em;"><span class="stl_12 stl_08" style="word-spacing:0.02em;">La variable lateralidad se puede definir operativamente a través del test de Harris &nbsp;</span></div>
					<div class="stl_01" style="top: 7.8131em; left:7.0854em;"><span class="stl_12 stl_08" style="word-spacing:0.4em;">elaborado por Albert J. Harris en 1957, prueba que evalúa el patrón de &nbsp;</span></div>
					<div class="stl_01" style="top: 9.5464em; left:7.0854em;"><span class="stl_12 stl_11" style="word-spacing:0.1em;">dominancia latera<span class="stl_08">l</span></span><span class="stl_12 stl_08" style="word-spacing:0.14em;">&nbsp;de</span><span class="stl_12 stl_08" style="word-spacing:0.14em;">&nbsp;la mano,</span><span class="stl_12 stl_08" style="word-spacing:0.15em;">&nbsp;del pie, ojo</span><span class="stl_12 stl_08" style="word-spacing:0.14em;">&nbsp;y oído. Su aplicación es en</span><span class="stl_12 stl_08" style="word-spacing:0.16em;">&nbsp;papel, &nbsp;</span></div>
					<div class="stl_01" style="top: 11.2639em; left:7.0854em;"><span class="stl_12 stl_08" style="word-spacing:0.04em;">dura entre 10 a 15 minutos y se puede aplicar a escolares a partir de 6 años. La &nbsp;</span></div>
					<div class="stl_01" style="top: 12.9989em; left:7.0854em;"><span class="stl_12 stl_08" style="word-spacing:0.35em;">escala cuenta con 4 subpruebas, una de dominancia de la mano con 10 &nbsp;</span></div>
					<div class="stl_01" style="top: 14.7156em; left:7.0854em;"><span class="stl_12 stl_08" style="word-spacing:0.42em;">preguntas, una subprueba de dominancia del pie con 10 preguntas,</span><span class="stl_12 stl_08" style="word-spacing:0.4em;">&nbsp;una &nbsp;</span></div>
					<div class="stl_01" style="top: 16.4489em; left:7.0854em;"><span class="stl_12" style="word-spacing:0.02em;">subprueba de</span><span class="stl_12" style="word-spacing:0.03em;">&nbsp;dominancia del</span><span class="stl_12" style="word-spacing:0.02em;">&nbsp;ojo que</span><span class="stl_12" style="word-spacing:0.03em;">&nbsp;cuenta</span><span class="stl_12" style="word-spacing:0.02em;">&nbsp;con</span><span class="stl_12" style="word-spacing:0.03em;">&nbsp;3</span><span class="stl_12" style="word-spacing:0.02em;">&nbsp;preguntas</span><span class="stl_12" style="word-spacing:0.02em;">&nbsp;y una</span><span class="stl_12" style="word-spacing:0.02em;">&nbsp;subprueba &nbsp;</span></div>
					<div class="stl_01" style="top: 18.1656em; left:7.0854em;"><span class="stl_12 stl_08" style="word-spacing:0.06em;">de dominancia del oído con 3 preguntas. (Duarte &amp; Pérez, 2020) &nbsp;</span></div>
					<div class="stl_01" style="top: 20.8989em; left:7.0854em;"><span class="stl_12 stl_08" style="word-spacing:0.21em;">La variable de dificultades de lectoescritura puede definirse operativamente a &nbsp;</span></div>
					<div class="stl_01" style="top: 22.6181em; left:7.0854em;"><span class="stl_12 stl_08" style="word-spacing:0.37em;">través de la Escala Magallanes de Lectura y Escritura: EMLE-TALE 2000 &nbsp;</span></div>
					<div class="stl_01" style="top: 24.3514em; left:7.0854em;"><span class="stl_12 stl_08" style="word-spacing:0.12em;">elaborado por</span><span class="stl_12 stl_08" style="word-spacing:0.07em;">&nbsp;Josep</span><span class="stl_12 stl_08" style="word-spacing:0.04em;">&nbsp;Toro y</span><span class="stl_12 stl_08" style="word-spacing:0.11em;">&nbsp;Montserrat</span><span class="stl_12 stl_08" style="word-spacing:0.09em;">&nbsp;Cervera</span><span class="stl_12 stl_08" style="word-spacing:0.05em;">&nbsp;en el 2000.</span><span class="stl_12 stl_08" style="word-spacing:0.08em;">&nbsp;Prueba</span><span class="stl_12 stl_08" style="word-spacing:0.09em;">&nbsp;destinada</span><span class="stl_12 stl_08" style="word-spacing:0.03em;">&nbsp;a &nbsp;</span></div>
					<div class="stl_01" style="top: 26.0672em; left:7.0854em;"><span class="stl_12 stl_08" style="word-spacing:0.04em;">determinar los niveles generales de la lectura y escritura de cualquier niño en un &nbsp;</span></div>
					<div class="stl_01" style="top: 27.8014em; left:7.0854em;"><span class="stl_12 stl_08" style="word-spacing:0.04em;">momento dado del proceso de adquisición de tales conductas. La prueba cuenta &nbsp;</span></div>
					<div class="stl_01" style="top: 29.5181em; left:7.0854em;"><span class="stl_12 stl_11" style="word-spacing:-0.04em;">de 5 momentos, 15 minutos para prueba de comprensión, 15 minu<span class="stl_08">tos para copia, &nbsp;</span></span></div>
					<div class="stl_01" style="top: 31.2514em; left:7.0854em;"><span class="stl_12 stl_08" style="word-spacing:0.12em;">15 minutos</span><span class="stl_12 stl_08" style="word-spacing:0.08em;">&nbsp;para</span><span class="stl_12 stl_08" style="word-spacing:0.07em;">&nbsp;dictado y</span><span class="stl_12 stl_08" style="word-spacing:0.06em;">&nbsp;de</span><span class="stl_12 stl_08" style="word-spacing:0.07em;">&nbsp;15</span><span class="stl_12 stl_08" style="word-spacing:0.05em;">&nbsp;a 25</span><span class="stl_12 stl_08" style="word-spacing:0.11em;">&nbsp;minutos</span><span class="stl_12 stl_08" style="word-spacing:0.08em;">&nbsp;para</span><span class="stl_12 stl_08" style="word-spacing:0.05em;">&nbsp;la</span><span class="stl_12 stl_08" style="word-spacing:0.1em;">&nbsp;prueba</span><span class="stl_12 stl_08" style="word-spacing:0.07em;">&nbsp;de lectura en</span><span class="stl_12 stl_08" style="word-spacing:0.11em;">&nbsp;voz &nbsp;</span></div>
					<div class="stl_01" style="top: 32.9697em; left:7.0854em;"><span class="stl_12 stl_08" style="word-spacing:0.07em;">alta. (Centeno &amp; Meléndez, 2019). &nbsp;</span></div>
					<div class="stl_01" style="top: 37.4197em; left:8.585em;"><span class="stl_10" style="font-weight:bold; word-spacing:0.4em;">3. RESULTADOS</span><span class="stl_10 stl_08" style="font-weight:bold; word-spacing:0.02em;">&nbsp;Y</span><span class="stl_10 stl_08" style="font-weight:bold; word-spacing:0.09em;">&nbsp;DISCUSIÓN &nbsp;</span></div>
					<div class="stl_01" style="top: 39.7261em; left:8.585em;"><span class="stl_21">➢</span></div>
					<div class="stl_01" style="top: 39.7197em; left:10.0875em;"><span class="stl_10 stl_11" style="font-weight:bold;">Lateralida<span class="stl_08">d &nbsp;</span></span></div>
					<div class="stl_01" style="top: 42.1047em; left:7.0854em;"><span class="stl_12 stl_08" style="word-spacing:0.15em;">El concepto de la lateralidad ha ido</span><span class="stl_12 stl_11" style="word-spacing:0.12em;">&nbsp;evolucionan<span class="stl_08">do</span></span><span class="stl_12 stl_08" style="word-spacing:0.14em;">&nbsp;con el paso del tiempo,</span><span class="stl_12 stl_08" style="word-spacing:0.13em;">&nbsp;ya &nbsp;</span></div>
					<div class="stl_01" style="top: 43.8381em; left:7.0854em;"><span class="stl_12 stl_08" style="word-spacing:0.44em;">que muchos autores se han interesados en los diferentes aspectos que &nbsp;</span></div>
					<div class="stl_01" style="top: 45.5556em; left:7.0854em;"><span class="stl_12 stl_08" style="word-spacing:0.06em;">corresponde a la lateralidad, como se lo puede observar en la siguiente tabla: &nbsp;</span></div>
					<div class="stl_01" style="top: 47.9564em; left:15.6375em;"><span class="stl_22 stl_08" style="font-weight:bold; font-style:italic; word-spacing:0.03em;">Tabla 1: </span><span class="stl_23 stl_08" style="font-style:italic; word-spacing:0.08em;">Definiciones de conceptos de lateralidad &nbsp;</span></div>
					<div class="stl_01" style="top: 49.7889em; left:8.7183em;"><span class="stl_15" style="font-weight:bold;">AÑO &nbsp;</span></div>
					<div class="stl_01" style="top: 49.7889em; left:12.3875em;"><span class="stl_15" style="font-weight:bold;">AUTOR &nbsp;</span></div>
					<div class="stl_01" style="top: 51.9081em; left:12.3875em;"><span class="stl_14" style="word-spacing:0em;">Ferre, J &nbsp;</span></div>
					<div class="stl_01" style="top: 54.1414em; left:12.3875em;"><span class="stl_14">García &nbsp;</span></div>
					<div class="stl_01" style="top: 49.7889em; left:20.5392em;"><span class="stl_15 stl_11" style="font-weight:bold;">DEFINICIÓ<span class="stl_08">N &nbsp;</span></span></div>
					<div class="stl_01" style="top: 51.9081em; left:8.7183em;"><span class="stl_15" style="font-weight:bold;">2</span></div>
					<div class="stl_01" style="top: 54.1414em; left:8.7183em;"><span class="stl_15" style="font-weight:bold;">2</span></div>
					<div class="stl_01" style="top: 56.3914em; left:8.7183em;"><span class="stl_15" style="font-weight:bold;">1</span></div>
					<div class="stl_01" style="top: 51.9081em; left:9.185em;"><span class="stl_15" style="font-weight:bold;">008 &nbsp;</span></div>
					<div class="stl_01" style="top: 54.1414em; left:9.185em;"><span class="stl_15" style="font-weight:bold;">007 &nbsp;</span></div>
					<div class="stl_01" style="top: 56.3914em; left:9.185em;"><span class="stl_15" style="font-weight:bold;">985 &nbsp;</span></div>
					<div class="stl_01" style="top: 51.9081em; left:20.5392em;"><span class="stl_14 stl_08" style="word-spacing:0.06em;">Distribución de las funciones que se establecen entre los &nbsp;</span></div>
					<div class="stl_01" style="top: 53.0081em; left:20.5392em;"><span class="stl_14" style="word-spacing:-0.02em;">dos hemisferios. &nbsp;</span></div>
					<div class="stl_01" style="top: 54.1414em; left:20.5392em;"><span class="stl_14 stl_08" style="word-spacing:0.04em;">Predilección por un lado del cuerpo sobre el otro debido a &nbsp;</span></div>
					<div class="stl_01" style="top: 55.2581em; left:20.5392em;"><span class="stl_14 stl_08" style="word-spacing:0.04em;">su uso y la efectividad en las tareas. &nbsp;</span></div>
					<div class="stl_01" style="top: 56.3914em; left:20.5392em;"><span class="stl_14" style="word-spacing:-0.01em;">Dominación de las funciones que se establecen entre los &nbsp;</span></div>
					<div class="stl_01" style="top: 57.4914em; left:20.5392em;"><span class="stl_14 stl_11" style="word-spacing:0em;">dos hemisferios cerebr<span class="stl_08">ales. &nbsp;</span></span></div>
					<div class="stl_01" style="top: 56.3914em; left:12.3875em;"><span class="stl_14" style="word-spacing:0em;">Diccionario de &nbsp;</span></div>
					<div class="stl_01" style="top: 57.4914em; left:12.3875em;"><span class="stl_14">psicología &nbsp;</span></div>
					<div class="stl_01" style="top: 58.5914em; left:12.3875em;"><span class="stl_14">Dorsch &nbsp;</span></div>
					<div class="stl_01" style="top: 59.7414em; left:8.7183em;"><span class="stl_15" style="font-weight:bold;">1</span></div>
					<div class="stl_01" style="top: 59.7414em; left:9.185em;"><span class="stl_15" style="font-weight:bold;">969 &nbsp;</span></div>
					<div class="stl_01" style="top: 59.7414em; left:12.3875em;"><span class="stl_14" style="word-spacing:0em;">Le Boulh &nbsp;</span></div>
					<div class="stl_01" style="top: 59.7414em; left:20.5392em;"><span class="stl_14 stl_08" style="word-spacing:0.07em;">Traducción de una predominación motriz general &nbsp;</span></div>
					<div class="stl_01" style="top: 60.8431em; left:20.5392em;"><span class="stl_14 stl_08" style="word-spacing:0.05em;">manifestada a través de los segmentos derecha e &nbsp;</span></div>
					<div class="stl_01" style="top: 61.9435em; left:20.5392em;"><span class="stl_14">izquierda. &nbsp;</span></div>
					<div class="stl_01" style="top: 66.319em; left:41.6958em;"><span class="stl_16">23 &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_24" />
			</div>
			<div class="stl_view">
				<div class="stl_05 stl_06">
					<div class="stl_01" style="top: 2.9132em; left:7.0854em;"><span class="stl_07 stl_08" style="word-spacing:0.21em;">Revista Científica Arbitrada</span><span class="stl_07 stl_08" style="word-spacing:0.19em;">&nbsp;Multidisciplinaria de Posgrado y Cooperación</span><span class="stl_07 stl_08" style="word-spacing:0.21em;">&nbsp;Internacional &nbsp;</span></div>
					<div class="stl_01" style="top: 3.6798em; left:7.0854em;"><span class="stl_07 stl_08" style="word-spacing:0.03em;">CLAUSTRO. Vol. 4, Núm. 8 (jul - dic 2021) ISSN: 2737-6478. &nbsp;</span></div>
					<div class="stl_01" style="top: 4.5823em; left:7.0854em;"><span class="stl_09 stl_08" style="font-style:italic; word-spacing:0.04em;">La lateralidad y las dificultades de lectoescritura en escolares. &nbsp;</span></div>
					<div class="stl_01" style="top: 6.6306em; left:8.7183em;"><span class="stl_15" style="font-weight:bold;">1</span></div>
					<div class="stl_01" style="top: 8.8639em; left:8.7183em;"><span class="stl_15" style="font-weight:bold;">1</span></div>
					<div class="stl_01" style="top: 6.6306em; left:9.185em;"><span class="stl_15" style="font-weight:bold;">964 &nbsp;</span></div>
					<div class="stl_01" style="top: 8.8639em; left:9.185em;"><span class="stl_15" style="font-weight:bold;">961 &nbsp;</span></div>
					<div class="stl_01" style="top: 6.6306em; left:12.3875em;"><span class="stl_14">Kephart &nbsp;</span></div>
					<div class="stl_01" style="top: 8.8639em; left:12.6542em;"><span class="stl_14">Harris &nbsp;</span></div>
					<div class="stl_01" style="top: 6.6306em; left:20.5392em;"><span class="stl_14 stl_08" style="word-spacing:0.09em;">Capacidad para coordinar</span><span class="stl_14 stl_08" style="word-spacing:0.02em;">&nbsp;un</span><span class="stl_14 stl_08" style="word-spacing:0.04em;">&nbsp;lado del</span><span class="stl_14 stl_08" style="word-spacing:0.03em;">&nbsp;cuerpo con</span><span class="stl_14 stl_08" style="word-spacing:0.02em;">&nbsp;el</span><span class="stl_14 stl_08" style="word-spacing:0.03em;">&nbsp;otro</span><span class="stl_14" style="word-spacing:0em;">&nbsp;y &nbsp;</span></div>
					<div class="stl_01" style="top: 7.7314em; left:20.5392em;"><span class="stl_14" style="word-spacing:-0.02em;">discriminar cognitivamente entre ambos. &nbsp;</span></div>
					<div class="stl_01" style="top: 8.8639em; left:20.5392em;"><span class="stl_14 stl_08" style="word-spacing:0.05em;">Preferente utilización y la superior aptitud de un lado del &nbsp;</span></div>
					<div class="stl_01" style="top: 9.9639em; left:20.5392em;"><span class="stl_14" style="word-spacing:-0.01em;">cuerpo frente a otros. &nbsp;</span></div>
					<div class="stl_01" style="top: 12.1981em; left:9.8875em;"><span class="stl_22 stl_11" style="font-weight:bold; font-style:italic;">Fuente<span class="stl_08">:</span></span><span class="stl_22" style="word-spacing:-0.01em;">&nbsp;</span><span class="stl_23 stl_11" style="font-style:italic; word-spacing:-0.01em;">(Carbajal<span class="stl_08">,</span></span><span class="stl_23" style="font-style:italic; word-spacing:0em;">&nbsp;2017).</span><span class="stl_23" style="font-style:italic; word-spacing:-0.02em;">&nbsp;Influencia de</span><span class="stl_23" style="font-style:italic; word-spacing:-0.02em;">&nbsp;la lateralidad en el</span><span class="stl_23" style="font-style:italic; word-spacing:-0.01em;">&nbsp;proceso</span><span class="stl_23" style="font-style:italic; word-spacing:0.01em;">&nbsp;lecto-escritor. &nbsp;</span></div>
					<div class="stl_01" style="top: 14.7822em; left:7.0854em;"><span class="stl_12 stl_08" style="word-spacing:0.39em;">Tomando como referencia las definiciones anteriores se determina que la &nbsp;</span></div>
					<div class="stl_01" style="top: 16.4989em; left:7.0854em;"><span class="stl_12" style="word-spacing:0.1em;">lateralidad es</span><span class="stl_12 stl_08" style="word-spacing:0.18em;">&nbsp;un predominio</span><span class="stl_12 stl_08" style="word-spacing:0.17em;">&nbsp;motor relacionado con</span><span class="stl_12 stl_08" style="word-spacing:0.17em;">&nbsp;las partes</span><span class="stl_12 stl_08" style="word-spacing:0.15em;">&nbsp;del cuerpo</span><span class="stl_12 stl_08" style="word-spacing:0.14em;">&nbsp;que &nbsp;</span></div>
					<div class="stl_01" style="top: 18.2322em; left:7.0854em;"><span class="stl_12" style="word-spacing:0.03em;">integran las</span><span class="stl_12 stl_08" style="word-spacing:0.1em;">&nbsp;mitades derechas e</span><span class="stl_12 stl_08" style="word-spacing:0.13em;">&nbsp;izquierda,</span><span class="stl_12 stl_08" style="word-spacing:0.11em;">&nbsp;refleja</span><span class="stl_12 stl_08" style="word-spacing:0.08em;">&nbsp;la predilección de un lado</span><span class="stl_12 stl_08" style="word-spacing:0.06em;">&nbsp;del &nbsp;</span></div>
					<div class="stl_01" style="top: 19.9489em; left:7.0854em;"><span class="stl_12 stl_08" style="word-spacing:0.14em;">cuerpo para</span><span class="stl_12 stl_08" style="word-spacing:0.11em;">&nbsp;efectuar</span><span class="stl_12 stl_08" style="word-spacing:0.13em;">&nbsp;las actividades cotidianas</span><span class="stl_12 stl_08" style="word-spacing:0.1em;">&nbsp;y tareas específicas</span><span class="stl_12 stl_08" style="word-spacing:0.13em;">&nbsp;(González, &nbsp;</span></div>
					<div class="stl_01" style="top: 21.6822em; left:7.0854em;"><span class="stl_12 stl_11">2016<span class="stl_08">). &nbsp;</span></span></div>
					<div class="stl_01" style="top: 24.0681em; left:7.0854em;"><span class="stl_12 stl_08" style="word-spacing:0.32em;">Una de las principales características de la etapa infantil reside en que la &nbsp;</span></div>
					<div class="stl_01" style="top: 25.8014em; left:7.0854em;"><span class="stl_12 stl_08" style="word-spacing:0.37em;">lateralidad no está definida ya que el infante no ha desarrollado su lado &nbsp;</span></div>
					<div class="stl_01" style="top: 27.5181em; left:7.0854em;"><span class="stl_12 stl_11">dominant<span class="stl_08">e. &nbsp;</span></span></div>
					<div class="stl_01" style="top: 29.9172em; left:7.0854em;"><span class="stl_12 stl_08" style="word-spacing:0.43em;">La lateralidad cerebral genera la lateralidad corporal. Esto se debe a la &nbsp;</span></div>
					<div class="stl_01" style="top: 31.6364em; left:7.0854em;"><span class="stl_12 stl_08" style="word-spacing:0.33em;">especialización o predominio de un hemisferio sobre el otro. En cuanto al &nbsp;</span></div>
					<div class="stl_01" style="top: 33.3697em; left:7.0854em;"><span class="stl_12 stl_11" style="word-spacing:0.05em;">desarrollo d<span class="stl_08">e</span></span><span class="stl_12 stl_08" style="word-spacing:0.1em;">&nbsp;la lateralidad,</span><span class="stl_12 stl_08" style="word-spacing:0.09em;">&nbsp;hasta</span><span class="stl_12 stl_08" style="word-spacing:0.07em;">&nbsp;casi</span><span class="stl_12 stl_08" style="word-spacing:0.08em;">&nbsp;los</span><span class="stl_12 stl_08" style="word-spacing:0.08em;">&nbsp;tres años,</span><span class="stl_12 stl_08" style="word-spacing:0.06em;">&nbsp;el</span><span class="stl_12 stl_08" style="word-spacing:0.07em;">&nbsp;niño va</span><span class="stl_12 stl_11" style="word-spacing:0.05em;">&nbsp;experimentan<span class="stl_08">do &nbsp;</span></span></div>
					<div class="stl_01" style="top: 35.0864em; left:7.0854em;"><span class="stl_12 stl_08" style="word-spacing:0.07em;">con ambos lados del cuerpo. (Petitjean, 2014, p.6) &nbsp;</span></div>
					<div class="stl_01" style="top: 37.4864em; left:7.0854em;"><span class="stl_12" style="word-spacing:0.03em;">La lateralidad proviene del desarrollo</span><span class="stl_12" style="word-spacing:0.05em;">&nbsp;más</span><span class="stl_12" style="word-spacing:0.04em;">&nbsp;acentuado</span><span class="stl_12" style="word-spacing:0.03em;">&nbsp;de un hemisferio sobre</span><span class="stl_12" style="word-spacing:0.03em;">&nbsp;el &nbsp;</span></div>
					<div class="stl_01" style="top: 39.2031em; left:7.0854em;"><span class="stl_12 stl_08" style="word-spacing:0.3em;">otro, no obstante, desde el momento del nacimiento hasta los 3-4 años la &nbsp;</span></div>
					<div class="stl_01" style="top: 40.9364em; left:7.0854em;"><span class="stl_12 stl_08" style="word-spacing:0.07em;">madurez del cerebro no es fuerte para determinar una lateralidad. &nbsp;</span></div>
					<div class="stl_01" style="top: 43.3222em; left:7.0854em;"><span class="stl_12 stl_08" style="word-spacing:0.02em;">En el desarrollo de los niños un factor imprescindible es el establecimiento de las &nbsp;</span></div>
					<div class="stl_01" style="top: 45.0556em; left:7.0854em;"><span class="stl_12 stl_08" style="word-spacing:0.08em;">etapas de la lateralidad, cuyo desarrollo comienza a definirse desde los 3 años, &nbsp;</span></div>
					<div class="stl_01" style="top: 46.7714em; left:7.0854em;"><span class="stl_12 stl_08" style="word-spacing:0.47em;">pasando por diferentes fases, García y Fernández, (1994) establece las &nbsp;</span></div>
					<div class="stl_01" style="top: 48.5047em; left:7.0854em;"><span class="stl_12 stl_11" style="word-spacing:0.01em;">siguientes etapa<span class="stl_08">s: &nbsp;</span></span></div>
					<div class="stl_01" style="top: 50.8914em; left:18.9233em;"><span class="stl_22" style="font-weight:bold; font-style:italic; word-spacing:-0.01em;">Tabla 2: </span><span class="stl_23" style="font-style:italic; word-spacing:-0.01em;">Fases de la lateralidad &nbsp;</span></div>
					<div class="stl_01" style="top: 52.7248em; left:8.7183em;"><span class="stl_15" style="font-weight:bold;">Edad &nbsp;</span></div>
					<div class="stl_01" style="top: 54.0081em; left:9.185em;"><span class="stl_15 stl_25" style="font-weight:bold;">-2 &nbsp;</span></div>
					<div class="stl_01" style="top: 55.1081em; left:8.7183em;"><span class="stl_15 stl_11" style="font-weight:bold;">año<span class="stl_25">s &nbsp;</span></span></div>
					<div class="stl_01" style="top: 52.7248em; left:12.9708em;"><span class="stl_15" style="font-weight:bold;">Fases &nbsp;</span></div>
					<div class="stl_01" style="top: 52.7248em; left:20.89em;"><span class="stl_15" style="font-weight:bold;">Características &nbsp;</span></div>
					<div class="stl_01" style="top: 54.0081em; left:8.7183em;"><span class="stl_15" style="font-weight:bold;">0</span></div>
					<div class="stl_01" style="top: 54.0081em; left:12.9708em;"><span class="stl_14 stl_11">Indiferenciaci<span class="stl_08">ón &nbsp;</span></span></div>
					<div class="stl_01" style="top: 54.0081em; left:20.89em;"><span class="stl_14 stl_08" style="word-spacing:0.26em;">Se desarrolla en el</span><span class="stl_14 stl_08" style="word-spacing:0.25em;">&nbsp;proceso</span><span class="stl_14 stl_08" style="word-spacing:0.26em;">&nbsp;sensorio motor, se</span><span class="stl_14 stl_08" style="word-spacing:0.25em;">&nbsp;puede &nbsp;</span></div>
					<div class="stl_01" style="top: 55.1081em; left:20.89em;"><span class="stl_14" style="word-spacing:-0.06em;">observar el reflejo tónico en las primeras semanas de vida &nbsp;</span></div>
					<div class="stl_01" style="top: 56.2081em; left:20.89em;"><span class="stl_14 stl_08" style="word-spacing:0.33em;">para observar una futura dominancia. Al año de</span><span class="stl_14 stl_08" style="word-spacing:0.34em;">&nbsp;vida &nbsp;</span></div>
					<div class="stl_01" style="top: 57.3081em; left:20.89em;"><span class="stl_14 stl_08" style="word-spacing:0.15em;">consiste en una serie de</span><span class="stl_14 stl_11" style="word-spacing:0.08em;">&nbsp;manipulacion<span class="stl_08">es</span></span><span class="stl_14 stl_08" style="word-spacing:0.11em;">&nbsp;y</span><span class="stl_14 stl_08" style="word-spacing:0.17em;">&nbsp;movimientos &nbsp;</span></div>
					<div class="stl_01" style="top: 58.4081em; left:20.89em;"><span class="stl_14">unilaterales &nbsp;</span></div>
					<div class="stl_01" style="top: 58.4081em; left:26.2342em;"><span class="stl_14">y</span></div>
					<div class="stl_01" style="top: 58.4081em; left:27.7333em;"><span class="stl_14 stl_08" style="word-spacing:1.09em;">bilaterales pasando por muchas &nbsp;</span></div>
					<div class="stl_01" style="top: 59.5081em; left:20.89em;"><span class="stl_14 stl_08" style="word-spacing:0.2em;">indecisiones, no hay dominancia</span><span class="stl_14 stl_08" style="word-spacing:0.19em;">&nbsp;clara,</span><span class="stl_14 stl_08" style="word-spacing:0.14em;">&nbsp;el</span><span class="stl_14 stl_08" style="word-spacing:0.19em;">&nbsp;infante</span><span class="stl_14 stl_08" style="word-spacing:0.18em;">&nbsp;recién &nbsp;</span></div>
					<div class="stl_01" style="top: 60.6106em; left:20.89em;"><span class="stl_14 stl_08" style="word-spacing:0.05em;">está descubriendo las partes de su cuerpo &nbsp;</span></div>
					<div class="stl_01" style="top: 66.319em; left:41.6958em;"><span class="stl_16">24 &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_26" />
			</div>
			<div class="stl_view">
				<div class="stl_05 stl_06">
					<div class="stl_01" style="top: 3.0179em; left:7.2854em;"><span class="stl_19 stl_08" style="font-style:italic; word-spacing:0.03em;">Villamar-Oviedo (2021) &nbsp;</span></div>
					<div class="stl_01" style="top: 6.1306em; left:8.7183em;"><span class="stl_15" style="font-weight:bold;">2</span></div>
					<div class="stl_01" style="top: 6.1306em; left:9.185em;"><span class="stl_15 stl_25" style="font-weight:bold;">-4 &nbsp;</span></div>
					<div class="stl_01" style="top: 6.1306em; left:12.9708em;"><span class="stl_14">Alternancia &nbsp;</span></div>
					<div class="stl_01" style="top: 6.1306em; left:20.89em;"><span class="stl_14" style="word-spacing:0.03em;">Se origina</span><span class="stl_14" style="word-spacing:0.02em;">&nbsp;por</span><span class="stl_14" style="word-spacing:0.02em;">&nbsp;el</span><span class="stl_14" style="word-spacing:0.04em;">&nbsp;interés</span><span class="stl_14" style="word-spacing:0.04em;">&nbsp;del</span><span class="stl_14" style="word-spacing:0.01em;">&nbsp;niño</span><span class="stl_14" style="word-spacing:0.02em;">&nbsp;en</span><span class="stl_14" style="word-spacing:0.03em;">&nbsp;explorar</span><span class="stl_14" style="word-spacing:0.01em;">&nbsp;el</span><span class="stl_14" style="word-spacing:0.03em;">&nbsp;ambiente &nbsp;</span></div>
					<div class="stl_01" style="top: 7.2314em; left:20.89em;"><span class="stl_14" style="word-spacing:0.24em;">para lo cual utiliza las dos</span><span class="stl_14" style="word-spacing:0.23em;">&nbsp;manos para manipular</span><span class="stl_14" style="word-spacing:0.24em;">&nbsp;los &nbsp;</span></div>
					<div class="stl_01" style="top: 8.3314em; left:20.89em;"><span class="stl_14 stl_08" style="word-spacing:0.17em;">objetos, gatear, experimentar con el lápiz alternando de &nbsp;</span></div>
					<div class="stl_01" style="top: 9.4473em; left:20.89em;"><span class="stl_14 stl_08" style="word-spacing:0.04em;">una mano a otra. &nbsp;</span></div>
					<div class="stl_01" style="top: 7.2314em; left:8.7183em;"><span class="stl_15 stl_11" style="font-weight:bold;">año<span class="stl_25">s &nbsp;</span></span></div>
					<div class="stl_01" style="top: 10.5814em; left:8.7183em;"><span class="stl_15" style="font-weight:bold;">4</span></div>
					<div class="stl_01" style="top: 10.5814em; left:9.185em;"><span class="stl_15 stl_25" style="font-weight:bold;">-6 &nbsp;</span></div>
					<div class="stl_01" style="top: 10.5814em; left:12.9708em;"><span class="stl_14 stl_11">Automatizació<span class="stl_08">n &nbsp;</span></span></div>
					<div class="stl_01" style="top: 10.5814em; left:20.89em;"><span class="stl_14 stl_08" style="word-spacing:0.02em;">En esta etapa el infante de a poco automatiza sus gestos, &nbsp;</span></div>
					<div class="stl_01" style="top: 11.6814em; left:20.89em;"><span class="stl_14 stl_08" style="word-spacing:0.55em;">se observa que utiliza la mano dominante en las &nbsp;</span></div>
					<div class="stl_01" style="top: 12.7806em; left:20.89em;"><span class="stl_14 stl_08" style="word-spacing:0.13em;">actividades o</span><span class="stl_14 stl_08" style="word-spacing:0.11em;">&nbsp;tareas</span><span class="stl_14 stl_08" style="word-spacing:0.09em;">&nbsp;cotidianas, a partir</span><span class="stl_14 stl_08" style="word-spacing:0.09em;">&nbsp;de los 4 años</span><span class="stl_14 stl_08" style="word-spacing:0.08em;">&nbsp;se &nbsp;</span></div>
					<div class="stl_01" style="top: 13.8831em; left:20.89em;"><span class="stl_14" style="word-spacing:-0.02em;">distingue la lateralidad dominante. &nbsp;</span></div>
					<div class="stl_01" style="top: 11.6814em; left:8.7183em;"><span class="stl_15 stl_11" style="font-weight:bold;">año<span class="stl_25">s &nbsp;</span></span></div>
					<div class="stl_01" style="top: 16.0331em; left:10.3208em;"><span class="stl_22 stl_08" style="font-weight:bold; font-style:italic; word-spacing:0.05em;">Fuente: </span><span class="stl_23 stl_08" style="font-style:italic; word-spacing:0.06em;">Elaboración propia tomando en referencia a García y Fernández, (1994). &nbsp;</span></div>
					<div class="stl_01" style="top: 18.6156em; left:7.0854em;"><span class="stl_12 stl_11" style="word-spacing:0.17em;">Otros autores establece<span class="stl_08">n</span></span><span class="stl_12 stl_08" style="word-spacing:0.24em;">&nbsp;que el desarrollo</span><span class="stl_12 stl_08" style="word-spacing:0.19em;">&nbsp;de la</span><span class="stl_12 stl_08" style="word-spacing:0.24em;">&nbsp;lateralidad sucede en</span><span class="stl_12 stl_08" style="word-spacing:0.21em;">&nbsp;unas &nbsp;</span></div>
					<div class="stl_01" style="top: 20.3489em; left:7.0854em;"><span class="stl_12 stl_08" style="word-spacing:0.25em;">series de etapas, en la cual permiten el dominio progresivo del cuerpo</span><span class="stl_12 stl_08" style="word-spacing:0.22em;">&nbsp;y</span><span class="stl_12 stl_08" style="word-spacing:0.23em;">&nbsp;la &nbsp;</span></div>
					<div class="stl_01" style="top: 22.0656em; left:7.0854em;"><span class="stl_12 stl_08" style="word-spacing:0.28em;">adecuada coordinación y control corporal,</span><span class="stl_12 stl_08" style="word-spacing:0.26em;">&nbsp;estas</span><span class="stl_12 stl_08" style="word-spacing:0.25em;">&nbsp;etapas son; la prelateral,</span><span class="stl_12 stl_08" style="word-spacing:0.21em;">&nbsp;la &nbsp;</span></div>
					<div class="stl_01" style="top: 23.8006em; left:7.0854em;"><span class="stl_12 stl_08" style="word-spacing:0.17em;">etapa contralateral y la etapa lateral</span><span class="stl_12 stl_08" style="word-spacing:0.22em;">&nbsp;(Casaprima,</span><span class="stl_12 stl_08" style="word-spacing:0.21em;">&nbsp;Catalán,</span><span class="stl_12 stl_08" style="word-spacing:0.15em;">&nbsp;Ferré, &amp;</span><span class="stl_12 stl_08" style="word-spacing:0.19em;">&nbsp;Mombiela, &nbsp;</span></div>
					<div class="stl_01" style="top: 25.5181em; left:7.0854em;"><span class="stl_12 stl_08" style="word-spacing:0.05em;">2006), como se puede visualizar en la tabla 3. &nbsp;</span></div>
					<div class="stl_01" style="top: 27.9189em; left:18.8067em;"><span class="stl_22" style="font-weight:bold; font-style:italic; word-spacing:-0.01em;">Tabla 3: </span><span class="stl_23" style="font-style:italic; word-spacing:-0.01em;">Fases de la lateralidad. &nbsp;</span></div>
					<div class="stl_01" style="top: 29.7523em; left:20.09em;"><span class="stl_15" style="font-weight:bold;">Características &nbsp;</span></div>
					<div class="stl_01" style="top: 29.7523em; left:8.7183em;"><span class="stl_15" style="font-weight:bold;">Edad &nbsp;</span></div>
					<div class="stl_01" style="top: 30.8356em; left:9.185em;"><span class="stl_15 stl_25" style="font-weight:bold;">-2 &nbsp;</span></div>
					<div class="stl_01" style="top: 31.8039em; left:8.7183em;"><span class="stl_15 stl_11" style="font-weight:bold;">año<span class="stl_25">s &nbsp;</span></span></div>
					<div class="stl_01" style="top: 29.7523em; left:13.2375em;"><span class="stl_15" style="font-weight:bold;">Etapa &nbsp;</span></div>
					<div class="stl_01" style="top: 30.8356em; left:13.2375em;"><span class="stl_14">Prelateral &nbsp;</span></div>
					<div class="stl_01" style="top: 30.8356em; left:8.7183em;"><span class="stl_15" style="font-weight:bold;">0</span></div>
					<div class="stl_01" style="top: 30.8356em; left:20.09em;"><span class="stl_14" style="word-spacing:0.17em;">Es un periodo</span><span class="stl_14" style="word-spacing:0.17em;">&nbsp;indeciso de manifestaciones</span><span class="stl_14" style="word-spacing:0.13em;">&nbsp;imprecisas</span><span class="stl_14" style="word-spacing:0.18em;">&nbsp;el &nbsp;</span></div>
					<div class="stl_01" style="top: 31.8039em; left:20.09em;"><span class="stl_14 stl_11" style="word-spacing:0.02em;">cual permite la activación de los hemisferios cereb<span class="stl_08">rales por &nbsp;</span></span></div>
					<div class="stl_01" style="top: 32.7539em; left:20.09em;"><span class="stl_14" style="word-spacing:0.19em;">medio de los</span><span class="stl_14" style="word-spacing:0.18em;">&nbsp;movimientos que realiza</span><span class="stl_14" style="word-spacing:0.2em;">&nbsp;el niño. Fases;</span><span class="stl_14" style="word-spacing:0.2em;">&nbsp;la &nbsp;</span></div>
					<div class="stl_01" style="top: 33.7206em; left:20.09em;"><span class="stl_14 stl_11">homolateralizaci<span class="stl_08">ón &nbsp;</span></span></div>
					<div class="stl_01" style="top: 33.7206em; left:28.6983em;"><span class="stl_14">(respuestas &nbsp;</span></div>
					<div class="stl_01" style="top: 33.7206em; left:34.7092em;"><span class="stl_14 stl_11">reflejas<span class="stl_08">) &nbsp;</span></span></div>
					<div class="stl_01" style="top: 33.7206em; left:39.3383em;"><span class="stl_14">y</span></div>
					<div class="stl_01" style="top: 33.7206em; left:41.4208em;"><span class="stl_14">la &nbsp;</span></div>
					<div class="stl_01" style="top: 34.6706em; left:20.09em;"><span class="stl_14 stl_11" style="word-spacing:0.01em;">duolateralización (identificación de e<span class="stl_08">stímulos) &nbsp;</span></span></div>
					<div class="stl_01" style="top: 35.6873em; left:8.7183em;"><span class="stl_15" style="font-weight:bold;">2</span></div>
					<div class="stl_01" style="top: 35.6873em; left:9.185em;"><span class="stl_15 stl_25" style="font-weight:bold;">-4 &nbsp;</span></div>
					<div class="stl_01" style="top: 35.6873em; left:13.2375em;"><span class="stl_14">Contralateral &nbsp;</span></div>
					<div class="stl_01" style="top: 35.6873em; left:20.09em;"><span class="stl_14" style="word-spacing:0.36em;">Se empieza a utilizar las partes del cuerpo en forma &nbsp;</span></div>
					<div class="stl_01" style="top: 36.6539em; left:20.09em;"><span class="stl_14" style="word-spacing:0.05em;">coordinada, se solucionan las asimetrías y se automatizan &nbsp;</span></div>
					<div class="stl_01" style="top: 37.6039em; left:20.09em;"><span class="stl_14 stl_08" style="word-spacing:0.27em;">los patrones</span><span class="stl_14 stl_08" style="word-spacing:0.21em;">&nbsp;de movimiento, se activa</span><span class="stl_14 stl_08" style="word-spacing:0.2em;">&nbsp;la</span><span class="stl_14 stl_08" style="word-spacing:0.19em;">&nbsp;vía</span><span class="stl_14 stl_08" style="word-spacing:0.24em;">&nbsp;cruzada</span><span class="stl_14 stl_08" style="word-spacing:0.19em;">&nbsp;del &nbsp;</span></div>
					<div class="stl_01" style="top: 36.6539em; left:8.7183em;"><span class="stl_15 stl_11" style="font-weight:bold;">año<span class="stl_25">s &nbsp;</span></span></div>
					<div class="stl_01" style="top: 38.5271em; left:21.8558em;"><span class="stl_13">1</span></div>
					<div class="stl_01" style="top: 38.5706em; left:20.09em;"><span class="stl_14 stl_08" style="word-spacing:0.45em;">SNC y</span><span class="stl_14 stl_08" style="word-spacing:0.08em;">&nbsp;la función</span><span class="stl_14 stl_08" style="word-spacing:0.07em;">&nbsp;del</span><span class="stl_14 stl_08" style="word-spacing:0.08em;">&nbsp;cuerpo</span><span class="stl_14 stl_08" style="word-spacing:0.1em;">&nbsp;calloso,</span><span class="stl_14 stl_08" style="word-spacing:0.07em;">&nbsp;genera</span><span class="stl_14 stl_08" style="word-spacing:0.06em;">&nbsp;la</span><span class="stl_14 stl_08" style="word-spacing:0.11em;">&nbsp;percepción &nbsp;</span></div>
					<div class="stl_01" style="top: 39.5206em; left:20.09em;"><span class="stl_14 stl_08" style="word-spacing:0.07em;">tridimensional (vista, oído, tacto), se sienta la base para los &nbsp;</span></div>
					<div class="stl_01" style="top: 40.4873em; left:20.09em;"><span class="stl_14" style="word-spacing:-0.02em;">aprendizajes más complejos. &nbsp;</span></div>
					<div class="stl_01" style="top: 41.4889em; left:8.7183em;"><span class="stl_15" style="font-weight:bold;">4</span></div>
					<div class="stl_01" style="top: 41.4889em; left:9.185em;"><span class="stl_15" style="font-weight:bold;">-12 &nbsp;</span></div>
					<div class="stl_01" style="top: 41.4889em; left:13.2375em;"><span class="stl_14">Dominancia &nbsp;</span></div>
					<div class="stl_01" style="top: 42.4398em; left:13.2375em;"><span class="stl_14">lateral &nbsp;</span></div>
					<div class="stl_01" style="top: 41.4889em; left:20.09em;"><span class="stl_14" style="word-spacing:0.21em;">Accede la especialización de los hemisferios cerebrales, &nbsp;</span></div>
					<div class="stl_01" style="top: 42.4398em; left:20.09em;"><span class="stl_14" style="word-spacing:0.32em;">comienza a distribuir las funciones y estableciendo los &nbsp;</span></div>
					<div class="stl_01" style="top: 43.4056em; left:20.09em;"><span class="stl_14 stl_08" style="word-spacing:0.79em;">automatismos básicos para poder aprender nuevos &nbsp;</span></div>
					<div class="stl_01" style="top: 44.3564em; left:20.09em;"><span class="stl_14" style="word-spacing:0.25em;">conocimientos, este desarrollo se establece</span><span class="stl_14" style="word-spacing:0.25em;">&nbsp;hasta los</span><span class="stl_14" style="word-spacing:0.26em;">&nbsp;7 &nbsp;</span></div>
					<div class="stl_01" style="top: 45.3231em; left:20.09em;"><span class="stl_14 stl_08" style="word-spacing:0.03em;">años y se consolida de los 10 a 12 años. &nbsp;</span></div>
					<div class="stl_01" style="top: 42.4398em; left:8.7183em;"><span class="stl_15 stl_11" style="font-weight:bold;">año<span class="stl_25">s &nbsp;</span></span></div>
					<div class="stl_01" style="top: 47.3223em; left:7.0854em;"><span class="stl_22 stl_11" style="font-weight:bold; font-style:italic;">Fuente<span class="stl_08">:</span></span><span class="stl_22 stl_08" style="word-spacing:0.06em;">&nbsp;</span><span class="stl_14 stl_11" style="word-spacing:0.06em;">Elaboraci<span class="stl_08">ón</span></span><span class="stl_14 stl_08" style="word-spacing:0.1em;">&nbsp;propia</span><span class="stl_14 stl_08" style="word-spacing:0.11em;">&nbsp;tomando en referencia a</span><span class="stl_14 stl_08" style="word-spacing:0.18em;">&nbsp;(Casaprima,</span><span class="stl_14 stl_08" style="word-spacing:0.13em;">&nbsp;Catalán,</span><span class="stl_14 stl_08" style="word-spacing:0.09em;">&nbsp;Ferré,</span><span class="stl_14 stl_08" style="word-spacing:0.07em;">&nbsp;&amp;</span><span class="stl_14 stl_08" style="word-spacing:0.12em;">&nbsp;Mombiela, &nbsp;</span></div>
					<div class="stl_01" style="top: 48.3564em; left:7.5521em;"><span class="stl_14 stl_11">006)<span class="stl_25">. &nbsp;</span></span></div>
					<div class="stl_01" style="top: 48.3564em; left:7.0854em;"><span class="stl_14">2</span></div>
					<div class="stl_01" style="top: 51.8739em; left:7.0854em;"><span class="stl_12 stl_08" style="word-spacing:0.08em;">Desde el origen de los</span><span class="stl_12 stl_08" style="word-spacing:0.09em;">&nbsp;estudios de</span><span class="stl_12 stl_08" style="word-spacing:0.05em;">&nbsp;la</span><span class="stl_12 stl_08" style="word-spacing:0.15em;">&nbsp;lateralidad,</span><span class="stl_12 stl_08" style="word-spacing:0.1em;">&nbsp;los investigadores han</span><span class="stl_12 stl_08" style="word-spacing:0.08em;">&nbsp;estado &nbsp;</span></div>
					<div class="stl_01" style="top: 53.5906em; left:7.0854em;"><span class="stl_12 stl_11" style="word-spacing:0.06em;">concertados sobr<span class="stl_08">e</span></span><span class="stl_12 stl_08" style="word-spacing:0.1em;">&nbsp;todo en su relación con la lectoescritura.</span><span class="stl_12 stl_08" style="word-spacing:0.1em;">&nbsp;Como</span><span class="stl_12 stl_08" style="word-spacing:0.09em;">&nbsp;lo prueba</span><span class="stl_12 stl_08" style="word-spacing:0.07em;">&nbsp;la &nbsp;</span></div>
					<div class="stl_01" style="top: 55.3239em; left:7.0854em;"><span class="stl_12 stl_11" style="word-spacing:0.05em;">investigación de Mayola<span class="stl_08">s,</span></span><span class="stl_12 stl_08" style="word-spacing:0.12em;">&nbsp;Villarroja, &amp; Reverter (2010) donde</span><span class="stl_12 stl_08" style="word-spacing:0.1em;">&nbsp;se demostró</span><span class="stl_12 stl_08" style="word-spacing:0.09em;">&nbsp;que &nbsp;</span></div>
					<div class="stl_01" style="top: 57.0406em; left:7.0854em;"><span class="stl_12 stl_08" style="word-spacing:0.1em;">con una lateralidad definida el desempeño escolar</span><span class="stl_12 stl_08" style="word-spacing:0.07em;">&nbsp;es mejor a</span><span class="stl_12 stl_08" style="word-spacing:0.13em;">&nbsp;comparación</span><span class="stl_12 stl_08" style="word-spacing:0.08em;">&nbsp;con &nbsp;</span></div>
					<div class="stl_01" style="top: 58.7739em; left:7.0854em;"><span class="stl_12 stl_08" style="word-spacing:0.06em;">los alumnos que poseen una lateralidad cruzada o sin definir. &nbsp;</span></div>
					<div class="stl_01" style="top: 63.2334em; left:7.0854em;"><span class="stl_13">1</span></div>
					<div class="stl_01" style="top: 63.2769em; left:7.6188em;"><span class="stl_14" style="word-spacing:-0.01em;">Sistema Nervioso Central &nbsp;</span></div>
					<div class="stl_01" style="top: 66.319em; left:41.6958em;"><span class="stl_16">25 &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_27" />
			</div>
			<div class="stl_view">
				<div class="stl_05 stl_06">
					<div class="stl_01" style="top: 2.9132em; left:7.0854em;"><span class="stl_07 stl_08" style="word-spacing:0.21em;">Revista Científica Arbitrada</span><span class="stl_07 stl_08" style="word-spacing:0.19em;">&nbsp;Multidisciplinaria de Posgrado y Cooperación</span><span class="stl_07 stl_08" style="word-spacing:0.21em;">&nbsp;Internacional &nbsp;</span></div>
					<div class="stl_01" style="top: 3.6798em; left:7.0854em;"><span class="stl_07 stl_08" style="word-spacing:0.03em;">CLAUSTRO. Vol. 4, Núm. 8 (jul - dic 2021) ISSN: 2737-6478. &nbsp;</span></div>
					<div class="stl_01" style="top: 4.5823em; left:7.0854em;"><span class="stl_09 stl_08" style="font-style:italic; word-spacing:0.04em;">La lateralidad y las dificultades de lectoescritura en escolares. &nbsp;</span></div>
					<div class="stl_01" style="top: 6.5806em; left:7.0854em;"><span class="stl_12 stl_08" style="word-spacing:0.27em;">El desarrollar una lateralidad bien definida involucra tener los referentes</span><span class="stl_12 stl_08" style="word-spacing:0.25em;">&nbsp;del &nbsp;</span></div>
					<div class="stl_01" style="top: 8.3131em; left:7.0854em;"><span class="stl_12 stl_08" style="word-spacing:0.26em;">cuerpo claros, en este sentido facilita el dominio del</span><span class="stl_12 stl_08" style="word-spacing:0.31em;">&nbsp;esquema</span><span class="stl_12 stl_08" style="word-spacing:0.25em;">&nbsp;corporal y</span><span class="stl_12 stl_08" style="word-spacing:0.22em;">&nbsp;la &nbsp;</span></div>
					<div class="stl_01" style="top: 10.0297em; left:7.0854em;"><span class="stl_12 stl_08" style="word-spacing:0.03em;">orientación espacial los cuales son dos factores fundamentales en el aprendizaje &nbsp;</span></div>
					<div class="stl_01" style="top: 11.7639em; left:7.0854em;"><span class="stl_12 stl_11">lector-escrito<span class="stl_08">r. &nbsp;</span></span></div>
					<div class="stl_01" style="top: 14.4886em; left:8.585em;"><span class="stl_21">➢</span></div>
					<div class="stl_01" style="top: 14.4822em; left:10.0875em;"><span class="stl_10" style="font-weight:bold;">Lectura &nbsp;</span></div>
					<div class="stl_01" style="top: 16.8822em; left:7.0854em;"><span class="stl_12 stl_08" style="word-spacing:0.04em;">La lectura es la percepción y comprensión de un contenido, es el proceso donde &nbsp;</span></div>
					<div class="stl_01" style="top: 18.5989em; left:7.0854em;"><span class="stl_12 stl_08" style="word-spacing:0.15em;">el cerebro se encarga de interpretar</span><span class="stl_12 stl_08" style="word-spacing:0.1em;">&nbsp;y</span><span class="stl_12 stl_08" style="word-spacing:0.19em;">&nbsp;descifrar</span><span class="stl_12 stl_08" style="word-spacing:0.13em;">&nbsp;la simbología que se</span><span class="stl_12 stl_08" style="word-spacing:0.17em;">&nbsp;presenta &nbsp;</span></div>
					<div class="stl_01" style="top: 20.3322em; left:7.0854em;"><span class="stl_12 stl_08" style="word-spacing:0.04em;">por el lenguaje convencional, signos gráficos y simbología no lingüística, en este &nbsp;</span></div>
					<div class="stl_01" style="top: 22.0489em; left:7.0854em;"><span class="stl_12 stl_08" style="word-spacing:0.31em;">proceso interviene diversas funciones cognitivas. Como lo plantea Espinoza &nbsp;</span></div>
					<div class="stl_01" style="top: 23.7847em; left:7.0854em;"><span class="stl_12 stl_08" style="word-spacing:0.12em;">(1998) no es solo descifrar un código,</span><span class="stl_12 stl_08" style="word-spacing:0.14em;">&nbsp;es decodificar, comprender e</span><span class="stl_12 stl_08" style="word-spacing:0.16em;">&nbsp;interpretar &nbsp;</span></div>
					<div class="stl_01" style="top: 25.5006em; left:7.0854em;"><span class="stl_12 stl_08" style="word-spacing:0.07em;">un texto. &nbsp;</span></div>
					<div class="stl_01" style="top: 27.9014em; left:7.0854em;"><span class="stl_28 stl_08" style="word-spacing:0.22em;">También se concibe a la lectura como una práctica cultural “realizada en un &nbsp;</span></div>
					<div class="stl_01" style="top: 29.6172em; left:7.0854em;"><span class="stl_12 stl_08" style="word-spacing:0.47em;">espacio intersubjetivo, conformado históricamente, en el cual los lectores &nbsp;</span></div>
					<div class="stl_01" style="top: 31.3514em; left:7.0854em;"><span class="stl_12" style="word-spacing:0.05em;">comparten dispositivos,</span><span class="stl_12" style="word-spacing:0.04em;">&nbsp;comportamientos, actitudes</span><span class="stl_12 stl_08" style="word-spacing:0.12em;">&nbsp;y significados culturales</span><span class="stl_12 stl_08" style="word-spacing:0.06em;">&nbsp;en &nbsp;</span></div>
					<div class="stl_01" style="top: 33.0697em; left:7.0854em;"><span class="stl_28 stl_08" style="word-spacing:0.06em;">torno al acto de leer” (Chartier &amp; Hébrard, 1994) (Rockwell, 2001). &nbsp;</span></div>
					<div class="stl_01" style="top: 35.4531em; left:7.0854em;"><span class="stl_12 stl_08" style="word-spacing:0.31em;">La escritura como tal no corresponde al desarrollo evolutivo normal de</span><span class="stl_12 stl_08" style="word-spacing:0.29em;">&nbsp;los &nbsp;</span></div>
					<div class="stl_01" style="top: 37.1864em; left:7.0854em;"><span class="stl_12 stl_08" style="word-spacing:0.25em;">humanos, ocurre por la construcción social-cultural, como la lectura, de</span><span class="stl_12 stl_08" style="word-spacing:0.2em;">&nbsp;esta &nbsp;</span></div>
					<div class="stl_01" style="top: 38.9031em; left:7.0854em;"><span class="stl_12 stl_08" style="word-spacing:0.19em;">manera su desarrollo tiene que ser planeado de manera formal y sistemática &nbsp;</span></div>
					<div class="stl_01" style="top: 40.6364em; left:7.0854em;"><span class="stl_12 stl_08" style="word-spacing:0.17em;">para una adquisición favorable.</span><span class="stl_12 stl_08" style="word-spacing:0.16em;">&nbsp;Rigal (1987) determina</span><span class="stl_12 stl_08" style="word-spacing:0.11em;">&nbsp;que es la</span><span class="stl_12 stl_11" style="word-spacing:0.09em;">&nbsp;coordinació<span class="stl_08">n &nbsp;</span></span></div>
					<div class="stl_01" style="top: 42.3547em; left:7.0854em;"><span class="stl_12 stl_08" style="word-spacing:0.27em;">vista-mano lo que conlleva a un buen desarrollo de la motricidad fina, esta &nbsp;</span></div>
					<div class="stl_01" style="top: 44.0881em; left:7.0854em;"><span class="stl_12 stl_08" style="word-spacing:0.34em;">producción de signos en movimientos organizados deja una huella gráfica, &nbsp;</span></div>
					<div class="stl_01" style="top: 45.8056em; left:7.0854em;"><span class="stl_12 stl_08" style="word-spacing:0.08em;">suponiendo una amplitud y velocidad del movimiento &nbsp;</span></div>
					<div class="stl_01" style="top: 48.2064em; left:16.3542em;"><span class="stl_22 stl_08" style="font-weight:bold; font-style:italic; word-spacing:0.03em;">Tabla 4: </span><span class="stl_23 stl_08" style="font-style:italic; word-spacing:0.06em;">Proceso de aprendizaje de la lectura &nbsp;</span></div>
					<div class="stl_01" style="top: 50.1064em; left:9.8875em;"><span class="stl_15" style="font-weight:bold;">Edad &nbsp;</span></div>
					<div class="stl_01" style="top: 51.1081em; left:10.3542em;"><span class="stl_15 stl_25" style="font-weight:bold;">-5 &nbsp;</span></div>
					<div class="stl_01" style="top: 52.0581em; left:9.8875em;"><span class="stl_15 stl_11" style="font-weight:bold;">año<span class="stl_25">s &nbsp;</span></span></div>
					<div class="stl_01" style="top: 50.1064em; left:14.2208em;"><span class="stl_15" style="font-weight:bold;">Etapa &nbsp;</span></div>
					<div class="stl_01" style="top: 51.1081em; left:14.2208em;"><span class="stl_14">Etapa &nbsp;</span></div>
					<div class="stl_01" style="top: 52.0581em; left:14.2208em;"><span class="stl_14">logográfica &nbsp;</span></div>
					<div class="stl_01" style="top: 50.1064em; left:21.8558em;"><span class="stl_15 stl_11" style="font-weight:bold;">Característic<span class="stl_08">a &nbsp;</span></span></div>
					<div class="stl_01" style="top: 51.1081em; left:9.8875em;"><span class="stl_15" style="font-weight:bold;">4</span></div>
					<div class="stl_01" style="top: 51.1081em; left:21.8558em;"><span class="stl_14" style="word-spacing:0.25em;">Reconocimiento global de la palabra, no se</span><span class="stl_14" style="word-spacing:0.26em;">&nbsp;toma &nbsp;</span></div>
					<div class="stl_01" style="top: 52.0581em; left:21.8558em;"><span class="stl_14" style="word-spacing:0.34em;">cuenta el sonido de cada silaba, hay omisión o &nbsp;</span></div>
					<div class="stl_01" style="top: 53.0248em; left:21.8558em;"><span class="stl_14" style="word-spacing:-0.01em;">sustitución de las silabas. &nbsp;</span></div>
					<div class="stl_01" style="top: 54.0248em; left:9.8875em;"><span class="stl_15" style="font-weight:bold;">5</span></div>
					<div class="stl_01" style="top: 54.0248em; left:10.3542em;"><span class="stl_15 stl_25" style="font-weight:bold;">-6 &nbsp;</span></div>
					<div class="stl_01" style="top: 54.0248em; left:14.2208em;"><span class="stl_14">Etapa &nbsp;</span></div>
					<div class="stl_01" style="top: 54.9748em; left:14.2208em;"><span class="stl_14">alfabética &nbsp;</span></div>
					<div class="stl_01" style="top: 54.0248em; left:21.8558em;"><span class="stl_14" style="word-spacing:0.23em;">Reconocimiento de silabas, convierte el segmento &nbsp;</span></div>
					<div class="stl_01" style="top: 54.9748em; left:21.8558em;"><span class="stl_14 stl_08" style="word-spacing:0.11em;">ortográfico en fonológico</span><span class="stl_14 stl_08" style="word-spacing:0.03em;">&nbsp;para</span><span class="stl_14 stl_08" style="word-spacing:0.11em;">&nbsp;identificar</span><span class="stl_14 stl_08" style="word-spacing:0.05em;">&nbsp;las</span><span class="stl_14 stl_08" style="word-spacing:0.08em;">&nbsp;palabras &nbsp;</span></div>
					<div class="stl_01" style="top: 55.9414em; left:21.8558em;"><span class="stl_14 stl_11" style="word-spacing:0em;">no aprendida<span class="stl_08">s &nbsp;</span></span></div>
					<div class="stl_01" style="top: 54.9748em; left:9.8875em;"><span class="stl_15 stl_11" style="font-weight:bold;">año<span class="stl_25">s &nbsp;</span></span></div>
					<div class="stl_01" style="top: 56.9414em; left:9.8875em;"><span class="stl_15" style="font-weight:bold;">7</span></div>
					<div class="stl_01" style="top: 56.9414em; left:10.3542em;"><span class="stl_15 stl_25" style="font-weight:bold;">-8 &nbsp;</span></div>
					<div class="stl_01" style="top: 56.9414em; left:14.2208em;"><span class="stl_14">Etapa &nbsp;</span></div>
					<div class="stl_01" style="top: 57.8914em; left:14.2208em;"><span class="stl_14 stl_11">ortográfic<span class="stl_08">a &nbsp;</span></span></div>
					<div class="stl_01" style="top: 56.9414em; left:21.8558em;"><span class="stl_14" style="word-spacing:0.18em;">Se establece la relación sintáctica-semántica de la &nbsp;</span></div>
					<div class="stl_01" style="top: 57.8914em; left:21.8558em;"><span class="stl_14" style="word-spacing:0.07em;">palabra, retención y reconociendo de las palabras y &nbsp;</span></div>
					<div class="stl_01" style="top: 58.8581em; left:21.8558em;"><span class="stl_14" style="word-spacing:-0.02em;">patrones ortográficos de forma automática &nbsp;</span></div>
					<div class="stl_01" style="top: 57.8914em; left:9.8875em;"><span class="stl_15 stl_11" style="font-weight:bold;">año<span class="stl_25">s &nbsp;</span></span></div>
					<div class="stl_01" style="top: 60.8606em; left:11.8208em;"><span class="stl_22 stl_11" style="font-weight:bold; font-style:italic;">Fuente<span class="stl_08">:</span></span><span class="stl_22" style="word-spacing:-0.01em;">&nbsp;</span><span class="stl_23 stl_11" style="font-style:italic; word-spacing:-0.01em;">Elaboració<span class="stl_08">n</span></span><span class="stl_23" style="font-style:italic; word-spacing:-0.01em;">&nbsp;propia tomada de referencia</span><span class="stl_23 stl_11" style="font-style:italic; word-spacing:0.03em;">&nbsp;(Martinez-Cilvet<span class="stl_08">i,</span></span><span class="stl_23" style="font-style:italic; word-spacing:-0.03em;">&nbsp;2020) &nbsp;</span></div>
					<div class="stl_01" style="top: 66.319em; left:41.6958em;"><span class="stl_16">26 &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_29" />
			</div>
			<div class="stl_view">
				<div class="stl_05 stl_06">
					<div class="stl_01" style="top: 3.0179em; left:7.2854em;"><span class="stl_19 stl_08" style="font-style:italic; word-spacing:0.03em;">Villamar-Oviedo (2021) &nbsp;</span></div>
					<div class="stl_01" style="top: 6.1036em; left:8.585em;"><span class="stl_21">➢</span></div>
					<div class="stl_01" style="top: 6.0972em; left:10.0875em;"><span class="stl_10 stl_11" style="font-weight:bold;">Escritur<span class="stl_08">a &nbsp;</span></span></div>
					<div class="stl_01" style="top: 8.4797em; left:7.0854em;"><span class="stl_12 stl_08" style="word-spacing:0.31em;">La escritura como tal no corresponde al desarrollo evolutivo normal de</span><span class="stl_12 stl_08" style="word-spacing:0.29em;">&nbsp;los &nbsp;</span></div>
					<div class="stl_01" style="top: 10.2139em; left:7.0854em;"><span class="stl_12 stl_08" style="word-spacing:0.25em;">humanos, ocurre por la construcción social-cultural, como la lectura, de</span><span class="stl_12 stl_08" style="word-spacing:0.2em;">&nbsp;esta &nbsp;</span></div>
					<div class="stl_01" style="top: 11.9306em; left:7.0854em;"><span class="stl_12 stl_08" style="word-spacing:0.19em;">manera su desarrollo tiene que ser planeado de manera formal y sistemática &nbsp;</span></div>
					<div class="stl_01" style="top: 13.6656em; left:7.0854em;"><span class="stl_12 stl_08" style="word-spacing:0.17em;">para una adquisición favorable.</span><span class="stl_12 stl_08" style="word-spacing:0.16em;">&nbsp;Rigal (1987) determina</span><span class="stl_12 stl_08" style="word-spacing:0.11em;">&nbsp;que es la</span><span class="stl_12 stl_11" style="word-spacing:0.09em;">&nbsp;coordinació<span class="stl_08">n &nbsp;</span></span></div>
					<div class="stl_01" style="top: 15.3822em; left:7.0854em;"><span class="stl_12 stl_08" style="word-spacing:0.27em;">vista-mano lo que conlleva a un buen desarrollo de la motricidad fina, esta &nbsp;</span></div>
					<div class="stl_01" style="top: 17.1156em; left:7.0854em;"><span class="stl_12 stl_08" style="word-spacing:0.34em;">producción de signos en movimientos organizados deja una huella gráfica, &nbsp;</span></div>
					<div class="stl_01" style="top: 18.8322em; left:7.0854em;"><span class="stl_12 stl_08" style="word-spacing:0.08em;">suponiendo una amplitud y velocidad del movimiento &nbsp;</span></div>
					<div class="stl_01" style="top: 21.2322em; left:7.0854em;"><span class="stl_12 stl_08" style="word-spacing:0.04em;">Al igual que la lectura, la escritura al ser una construcción social su desarrollo se &nbsp;</span></div>
					<div class="stl_01" style="top: 22.9514em; left:7.0854em;"><span class="stl_12 stl_08" style="word-spacing:0.15em;">evalúa para estimar</span><span class="stl_12 stl_08" style="word-spacing:0.12em;">&nbsp;el nivel de aprendizaje del infante,</span><span class="stl_12 stl_08" style="word-spacing:0.11em;">&nbsp;pero</span><span class="stl_12 stl_08" style="word-spacing:0.09em;">&nbsp;es de</span><span class="stl_12" style="word-spacing:0.07em;">&nbsp;importancia &nbsp;</span></div>
					<div class="stl_01" style="top: 24.6847em; left:7.0854em;"><span class="stl_12" style="word-spacing:-0.01em;">tener en cuenta el tipo de grafía que posee y la velocidad en la cual es capaz de &nbsp;</span></div>
					<div class="stl_01" style="top: 26.4014em; left:7.0854em;"><span class="stl_12 stl_08" style="word-spacing:0.49em;">escribir. Al principio las evaluaciones son subjetivas por el inicio de la &nbsp;</span></div>
					<div class="stl_01" style="top: 28.1347em; left:7.0854em;"><span class="stl_12 stl_08" style="word-spacing:0.22em;">escolarización. Al seguir con el desarrollo, las evaluaciones pasan a ser</span><span class="stl_12 stl_08" style="word-spacing:0.2em;">&nbsp;una &nbsp;</span></div>
					<div class="stl_01" style="top: 29.8514em; left:7.0854em;"><span class="stl_12 stl_08" style="word-spacing:0.38em;">comparación del desempeño entre los alumnos. A ir subiendo de nivel y &nbsp;</span></div>
					<div class="stl_01" style="top: 31.5839em; left:7.0854em;"><span class="stl_12 stl_08" style="word-spacing:0.23em;">desarrollando mejor aprehensión de la</span><span class="stl_12 stl_08" style="word-spacing:0.24em;">&nbsp;escritura</span><span class="stl_12 stl_08" style="word-spacing:0.23em;">&nbsp;las evaluaciones utilizan</span><span class="stl_12 stl_08" style="word-spacing:0.18em;">&nbsp;dos &nbsp;</span></div>
					<div class="stl_01" style="top: 33.3031em; left:7.0854em;"><span class="stl_12 stl_11" style="word-spacing:0.14em;">procedimientos; controles de cal<span class="stl_08">idad</span></span><span class="stl_12 stl_08" style="word-spacing:0.18em;">&nbsp;y rapidez y la comparación del nivel</span><span class="stl_12 stl_08" style="word-spacing:0.17em;">&nbsp;del &nbsp;</span></div>
					<div class="stl_01" style="top: 35.0364em; left:7.0854em;"><span class="stl_12 stl_08" style="word-spacing:0.04em;">desarrollo con la clase en general. Al hablar de la velocidad de la escritura, debe &nbsp;</span></div>
					<div class="stl_01" style="top: 36.7531em; left:7.0854em;"><span class="stl_12 stl_08" style="word-spacing:0.16em;">destacar que se mide las letras por</span><span class="stl_12 stl_08" style="word-spacing:0.19em;">&nbsp;minuto,</span><span class="stl_12 stl_08" style="word-spacing:0.13em;">&nbsp;y se</span><span class="stl_12 stl_08" style="word-spacing:0.16em;">&nbsp;puede medir por factores</span><span class="stl_12 stl_08" style="word-spacing:0.12em;">&nbsp;de &nbsp;</span></div>
					<div class="stl_01" style="top: 38.4697em; left:7.0854em;"><span class="stl_12 stl_08" style="word-spacing:0.08em;">copia, escritura libre, dictado. (Ortega, 2013) &nbsp;</span></div>
					<div class="stl_01" style="top: 40.8697em; left:7.0854em;"><span class="stl_12 stl_11" style="word-spacing:0.18em;">Tomando en consideració<span class="stl_08">n</span></span><span class="stl_12 stl_08" style="word-spacing:0.23em;">&nbsp;a (Carbajal, 2017),</span><span class="stl_12 stl_08" style="word-spacing:0.21em;">&nbsp;el</span><span class="stl_12 stl_08" style="word-spacing:0.23em;">&nbsp;aprendizaje de la</span><span class="stl_12 stl_08" style="word-spacing:0.26em;">&nbsp;escritura &nbsp;</span></div>
					<div class="stl_01" style="top: 42.5881em; left:7.0854em;"><span class="stl_12 stl_08" style="word-spacing:0.06em;">consta de cinco etapas que deben pasar de forma secuencial. &nbsp;</span></div>
					<div class="stl_01" style="top: 44.9889em; left:16.1375em;"><span class="stl_22 stl_08" style="font-weight:bold; font-style:italic; word-spacing:0.03em;">Tabla 5: </span><span class="stl_23 stl_08" style="font-style:italic; word-spacing:0.06em;">Etapas del aprendizaje de la escritura &nbsp;</span></div>
					<div class="stl_01" style="top: 46.8231em; left:8.7183em;"><span class="stl_15" style="font-weight:bold;">Edad &nbsp;</span></div>
					<div class="stl_01" style="top: 46.8231em; left:13.8708em;"><span class="stl_15" style="font-weight:bold;">Etapa &nbsp;</span></div>
					<div class="stl_01" style="top: 46.8231em; left:22.4233em;"><span class="stl_15 stl_11" style="font-weight:bold;">Característic<span class="stl_08">a &nbsp;</span></span></div>
					<div class="stl_01" style="top: 47.8223em; left:8.7183em;"><span class="stl_15" style="font-weight:bold;">3</span></div>
					<div class="stl_01" style="top: 47.8223em; left:9.4158em;"><span class="stl_15" style="font-weight:bold;">años &nbsp;</span></div>
					<div class="stl_01" style="top: 47.8223em; left:13.8708em;"><span class="stl_14 stl_11">Indiferenci<span class="stl_08">a &nbsp;</span></span></div>
					<div class="stl_01" style="top: 47.8223em; left:22.4233em;"><span class="stl_14 stl_08" style="word-spacing:0.05em;">Dibujos en lugar de letras, trazos en círculos, puntos, &nbsp;</span></div>
					<div class="stl_01" style="top: 48.7731em; left:22.4233em;"><span class="stl_14">palos &nbsp;</span></div>
					<div class="stl_01" style="top: 49.7731em; left:8.7183em;"><span class="stl_15" style="font-weight:bold;">3</span></div>
					<div class="stl_01" style="top: 49.7731em; left:9.185em;"><span class="stl_15 stl_25" style="font-weight:bold;">-4 &nbsp;</span></div>
					<div class="stl_01" style="top: 49.7731em; left:13.8708em;"><span class="stl_14">Diferencia &nbsp;</span></div>
					<div class="stl_01" style="top: 50.7414em; left:13.8708em;"><span class="stl_14">presilábica &nbsp;</span></div>
					<div class="stl_01" style="top: 51.7414em; left:13.8708em;"><span class="stl_14 stl_11">Silábic<span class="stl_08">a &nbsp;</span></span></div>
					<div class="stl_01" style="top: 52.7414em; left:13.8708em;"><span class="stl_14 stl_08" style="word-spacing:0.08em;">Silábica - &nbsp;</span></div>
					<div class="stl_01" style="top: 53.6914em; left:13.8708em;"><span class="stl_14">alfabética &nbsp;</span></div>
					<div class="stl_01" style="top: 54.6914em; left:13.8708em;"><span class="stl_14 stl_11" style="word-spacing:0.01em;">Alfabética <span class="stl_08">- &nbsp;</span></span></div>
					<div class="stl_01" style="top: 55.6581em; left:13.8708em;"><span class="stl_14 stl_11">ortográfic<span class="stl_08">a &nbsp;</span></span></div>
					<div class="stl_01" style="top: 49.7731em; left:22.4233em;"><span class="stl_14 stl_08" style="word-spacing:0.08em;">Inicio de reproducción de grafías convencionales &nbsp;</span></div>
					<div class="stl_01" style="top: 50.7414em; left:8.7183em;"><span class="stl_15 stl_11" style="font-weight:bold;">año<span class="stl_25">s &nbsp;</span></span></div>
					<div class="stl_01" style="top: 51.7414em; left:8.7183em;"><span class="stl_15" style="font-weight:bold;">4</span></div>
					<div class="stl_01" style="top: 52.7414em; left:8.7183em;"><span class="stl_15" style="font-weight:bold;">5</span></div>
					<div class="stl_01" style="top: 53.6914em; left:8.7183em;"><span class="stl_15 stl_11" style="font-weight:bold;">año<span class="stl_25">s &nbsp;</span></span></div>
					<div class="stl_01" style="top: 54.6914em; left:8.7183em;"><span class="stl_15" style="font-weight:bold;">8</span></div>
					<div class="stl_01" style="top: 55.6581em; left:8.7183em;"><span class="stl_15" style="font-weight:bold;">+</span></div>
					<div class="stl_01" style="top: 51.7414em; left:9.4158em;"><span class="stl_15" style="font-weight:bold;">años &nbsp;</span></div>
					<div class="stl_01" style="top: 52.7414em; left:9.185em;"><span class="stl_15 stl_25" style="font-weight:bold;">-7 &nbsp;</span></div>
					<div class="stl_01" style="top: 51.7414em; left:22.4233em;"><span class="stl_14 stl_11" style="word-spacing:0em;">Segmentación silábica, <span class="stl_08">ritmo &nbsp;</span></span></div>
					<div class="stl_01" style="top: 52.7414em; left:22.4233em;"><span class="stl_14" style="word-spacing:-0.02em;">Escritura silábica completa &nbsp;</span></div>
					<div class="stl_01" style="top: 54.6914em; left:9.4158em;"><span class="stl_15" style="font-weight:bold;">años &nbsp;</span></div>
					<div class="stl_01" style="top: 54.6914em; left:22.4233em;"><span class="stl_14" style="word-spacing:-0.01em;">Correspondencia entre el sonido y grafía, aparece la &nbsp;</span></div>
					<div class="stl_01" style="top: 55.6581em; left:22.4233em;"><span class="stl_14 stl_11" style="word-spacing:0em;">dificultad ortográf<span class="stl_08">ica &nbsp;</span></span></div>
					<div class="stl_01" style="top: 57.6581em; left:12.6542em;"><span class="stl_22 stl_11" style="font-weight:bold; font-style:italic;">Fuente<span class="stl_08">:</span></span><span class="stl_22 stl_08" style="word-spacing:-0.01em;">&nbsp;</span><span class="stl_14 stl_11" style="word-spacing:-0.01em;">Elaboraci<span class="stl_08">ón</span></span><span class="stl_14 stl_08" style="word-spacing:0.06em;">&nbsp;propia tomada como referente</span><span class="stl_14 stl_08" style="word-spacing:0.11em;">&nbsp;Carbajal,</span><span class="stl_14 stl_08" style="word-spacing:0.04em;">&nbsp;(2017). &nbsp;</span></div>
					<div class="stl_01" style="top: 66.319em; left:41.6958em;"><span class="stl_16">27 &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_04" />
			</div>
			<div class="stl_view">
				<div class="stl_05 stl_06">
					<div class="stl_01" style="top: 2.9132em; left:7.0854em;"><span class="stl_07 stl_08" style="word-spacing:0.21em;">Revista Científica Arbitrada</span><span class="stl_07 stl_08" style="word-spacing:0.19em;">&nbsp;Multidisciplinaria de Posgrado y Cooperación</span><span class="stl_07 stl_08" style="word-spacing:0.21em;">&nbsp;Internacional &nbsp;</span></div>
					<div class="stl_01" style="top: 3.6798em; left:7.0854em;"><span class="stl_07 stl_08" style="word-spacing:0.03em;">CLAUSTRO. Vol. 4, Núm. 8 (jul - dic 2021) ISSN: 2737-6478. &nbsp;</span></div>
					<div class="stl_01" style="top: 4.5823em; left:7.0854em;"><span class="stl_09 stl_08" style="font-style:italic; word-spacing:0.04em;">La lateralidad y las dificultades de lectoescritura en escolares. &nbsp;</span></div>
					<div class="stl_01" style="top: 6.5869em; left:8.585em;"><span class="stl_21">➢</span></div>
					<div class="stl_01" style="top: 6.5806em; left:10.0875em;"><span class="stl_10 stl_11" style="font-weight:bold; word-spacing:0.01em;">Lateralidad y Lectoescri<span class="stl_08">tura &nbsp;</span></span></div>
					<div class="stl_01" style="top: 9.3131em; left:7.0854em;"><span class="stl_12 stl_08" style="word-spacing:0.08em;">Desde el origen de los</span><span class="stl_12 stl_08" style="word-spacing:0.09em;">&nbsp;estudios de</span><span class="stl_12 stl_08" style="word-spacing:0.05em;">&nbsp;la</span><span class="stl_12 stl_08" style="word-spacing:0.15em;">&nbsp;lateralidad,</span><span class="stl_12 stl_08" style="word-spacing:0.1em;">&nbsp;los investigadores han</span><span class="stl_12 stl_08" style="word-spacing:0.08em;">&nbsp;estado &nbsp;</span></div>
					<div class="stl_01" style="top: 11.0297em; left:7.0854em;"><span class="stl_12 stl_11" style="word-spacing:0.06em;">concertados sobr<span class="stl_08">e</span></span><span class="stl_12 stl_08" style="word-spacing:0.1em;">&nbsp;todo en su relación con la lectoescritura.</span><span class="stl_12 stl_08" style="word-spacing:0.1em;">&nbsp;Como</span><span class="stl_12 stl_08" style="word-spacing:0.09em;">&nbsp;lo prueba</span><span class="stl_12 stl_08" style="word-spacing:0.07em;">&nbsp;la &nbsp;</span></div>
					<div class="stl_01" style="top: 12.7639em; left:7.0854em;"><span class="stl_12 stl_11" style="word-spacing:0.05em;">investigación de Mayola<span class="stl_08">s,</span></span><span class="stl_12 stl_08" style="word-spacing:0.12em;">&nbsp;Villarroja, &amp; Reverter (2010) donde</span><span class="stl_12 stl_08" style="word-spacing:0.1em;">&nbsp;se demostró</span><span class="stl_12 stl_08" style="word-spacing:0.09em;">&nbsp;que &nbsp;</span></div>
					<div class="stl_01" style="top: 14.4822em; left:7.0854em;"><span class="stl_12 stl_08" style="word-spacing:0.1em;">con una lateralidad definida el desempeño escolar</span><span class="stl_12 stl_08" style="word-spacing:0.07em;">&nbsp;es mejor a</span><span class="stl_12 stl_08" style="word-spacing:0.13em;">&nbsp;comparación</span><span class="stl_12 stl_08" style="word-spacing:0.08em;">&nbsp;con &nbsp;</span></div>
					<div class="stl_01" style="top: 16.2156em; left:7.0854em;"><span class="stl_12 stl_08" style="word-spacing:0.06em;">los alumnos que poseen una lateralidad cruzada o sin definir. &nbsp;</span></div>
					<div class="stl_01" style="top: 18.9322em; left:7.0854em;"><span class="stl_12 stl_08" style="word-spacing:0.27em;">El desarrollar una lateralidad bien definida involucra tener los referentes</span><span class="stl_12 stl_08" style="word-spacing:0.25em;">&nbsp;del &nbsp;</span></div>
					<div class="stl_01" style="top: 20.6656em; left:7.0854em;"><span class="stl_12 stl_08" style="word-spacing:0.11em;">cuerpo, en</span><span class="stl_12 stl_08" style="word-spacing:0.08em;">&nbsp;este sentido facilita el dominio del esquema</span><span class="stl_12 stl_08" style="word-spacing:0.11em;">&nbsp;corporal</span><span class="stl_12 stl_08" style="word-spacing:0.03em;">&nbsp;y</span><span class="stl_12 stl_08" style="word-spacing:0.04em;">&nbsp;la</span><span class="stl_12" style="word-spacing:0.02em;">&nbsp;orientación &nbsp;</span></div>
					<div class="stl_01" style="top: 22.3839em; left:7.0854em;"><span class="stl_12 stl_08" style="word-spacing:0.23em;">espacial los cuales son dos factores</span><span class="stl_12 stl_08" style="word-spacing:0.25em;">&nbsp;fundamentales en</span><span class="stl_12 stl_08" style="word-spacing:0.23em;">&nbsp;el aprendizaje</span><span class="stl_12 stl_08" style="word-spacing:0.23em;">&nbsp;lector- &nbsp;</span></div>
					<div class="stl_01" style="top: 24.1181em; left:7.0854em;"><span class="stl_12 stl_11">escritor<span class="stl_08">. &nbsp;</span></span></div>
					<div class="stl_01" style="top: 27.6014em; left:8.585em;"><span class="stl_10 stl_11" style="font-weight:bold; word-spacing:0.4em;">4. CONCLUSIONE<span class="stl_08">S &nbsp;</span></span></div>
					<div class="stl_01" style="top: 30.3181em; left:7.0854em;"><span class="stl_12 stl_08" style="word-spacing:0.07em;">Se puede concluir que la enseñanza de lectoescritura en los centros educativos &nbsp;</span></div>
					<div class="stl_01" style="top: 32.0531em; left:7.0854em;"><span class="stl_12 stl_08" style="word-spacing:0.06em;">se debe realizar según el tipo de lateralidad del escolar. El tipo de lateralidad en &nbsp;</span></div>
					<div class="stl_01" style="top: 33.7697em; left:7.0854em;"><span class="stl_12 stl_11" style="word-spacing:0.02em;">escolares es determinab<span class="stl_08">le</span></span><span class="stl_12 stl_08" style="word-spacing:0.05em;">&nbsp;a través</span><span class="stl_12 stl_08" style="word-spacing:0.04em;">&nbsp;de</span><span class="stl_12 stl_08" style="word-spacing:0.05em;">&nbsp;la</span><span class="stl_12 stl_08" style="word-spacing:0.07em;">&nbsp;subprueba de dominancia de la</span><span class="stl_12 stl_08" style="word-spacing:0.06em;">&nbsp;mano, &nbsp;</span></div>
					<div class="stl_01" style="top: 35.5031em; left:7.0854em;"><span class="stl_12 stl_08" style="word-spacing:0.03em;">subprueba de dominancia del pie, subprueba dominancia del ojo y subprueba de &nbsp;</span></div>
					<div class="stl_01" style="top: 37.2197em; left:7.0854em;"><span class="stl_12 stl_08" style="word-spacing:0.06em;">dominancia del oído del Test de Harris. &nbsp;</span></div>
					<div class="stl_01" style="top: 39.9531em; left:7.0854em;"><span class="stl_12 stl_08" style="word-spacing:0.08em;">De acuerdo con las</span><span class="stl_12 stl_08" style="word-spacing:0.09em;">&nbsp;conclusiones esperadas y en</span><span class="stl_12 stl_08" style="word-spacing:0.09em;">&nbsp;relación con futuras</span><span class="stl_12 stl_08" style="word-spacing:0.09em;">&nbsp;líneas</span><span class="stl_12 stl_08" style="word-spacing:0.06em;">&nbsp;de &nbsp;</span></div>
					<div class="stl_01" style="top: 41.6722em; left:7.0854em;"><span class="stl_12 stl_11" style="word-spacing:0.02em;">investigación e<span class="stl_08">s</span></span><span class="stl_12 stl_08" style="word-spacing:0.13em;">&nbsp;importante</span><span class="stl_12 stl_08" style="word-spacing:0.06em;">&nbsp;tener</span><span class="stl_12 stl_08" style="word-spacing:0.04em;">&nbsp;en</span><span class="stl_12 stl_08" style="word-spacing:0.07em;">&nbsp;cuenta</span><span class="stl_12 stl_08" style="word-spacing:0.1em;">&nbsp;aplicación de pruebas</span><span class="stl_12 stl_08" style="word-spacing:0.03em;">&nbsp;y</span><span class="stl_12 stl_08" style="word-spacing:0.12em;">&nbsp;programas &nbsp;</span></div>
					<div class="stl_01" style="top: 43.4056em; left:7.0854em;"><span class="stl_12" style="word-spacing:0.02em;">destinados a</span><span class="stl_12 stl_08" style="word-spacing:0.1em;">&nbsp;evaluar</span><span class="stl_12 stl_08" style="word-spacing:0.04em;">&nbsp;el</span><span class="stl_12 stl_08" style="word-spacing:0.07em;">&nbsp;tipo de lateralidad al inicio del curso dentro</span><span class="stl_12 stl_08" style="word-spacing:0.06em;">&nbsp;del</span><span class="stl_12 stl_08" style="word-spacing:0.09em;">&nbsp;contexto &nbsp;</span></div>
					<div class="stl_01" style="top: 45.1222em; left:7.0854em;"><span class="stl_12 stl_08" style="word-spacing:0.52em;">educativo, y aplicar mencionados predictores para la prevención de las &nbsp;</span></div>
					<div class="stl_01" style="top: 46.8547em; left:7.0854em;"><span class="stl_12 stl_08" style="word-spacing:0.09em;">dificultades de lectoescritura de los estudiantes. &nbsp;</span></div>
					<div class="stl_01" style="top: 49.5722em; left:7.0854em;"><span class="stl_12 stl_08" style="word-spacing:0.3em;">Según los constructos teóricos de la variable de lateralidad, su relación es &nbsp;</span></div>
					<div class="stl_01" style="top: 51.3072em; left:7.0854em;"><span class="stl_12 stl_08" style="word-spacing:0.04em;">extrapolada a otras variables del aprendizaje del estudiante relacionadas con las &nbsp;</span></div>
					<div class="stl_01" style="top: 53.0239em; left:7.0854em;"><span class="stl_12 stl_08" style="word-spacing:0.48em;">habilidades de psicomotricidad y visoespaciales lo cual puede afectar el &nbsp;</span></div>
					<div class="stl_01" style="top: 54.7572em; left:7.0854em;"><span class="stl_12 stl_08" style="word-spacing:0.22em;">rendimiento académico en materias</span><span class="stl_12 stl_08" style="word-spacing:0.18em;">&nbsp;como</span><span class="stl_12 stl_08" style="word-spacing:0.19em;">&nbsp;cultura física y matemáticas,</span><span class="stl_12 stl_08" style="word-spacing:0.15em;">&nbsp;por</span><span class="stl_12 stl_08" style="word-spacing:0.14em;">&nbsp;lo &nbsp;</span></div>
					<div class="stl_01" style="top: 56.4739em; left:7.0854em;"><span class="stl_12 stl_08" style="word-spacing:0.29em;">tanto, se podría trabajar en futuros proyectos de investigación analizando y &nbsp;</span></div>
					<div class="stl_01" style="top: 58.2072em; left:7.0854em;"><span class="stl_12 stl_11" style="word-spacing:0em;">relacionando las variables mencionada<span class="stl_08">s. &nbsp;</span></span></div>
					<div class="stl_01" style="top: 60.926em; left:7.0854em;"><span class="stl_12 stl_08" style="word-spacing:0.42em;">En relación con las aplicaciones educativas es necesario capacitar a los &nbsp;</span></div>
					<div class="stl_01" style="top: 62.6593em; left:7.0854em;"><span class="stl_12 stl_08" style="word-spacing:0.04em;">docentes de educación infantil en los avances neuroeducativas relacionados con &nbsp;</span></div>
					<div class="stl_01" style="top: 66.319em; left:41.6958em;"><span class="stl_16">28 &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_18" />
			</div>
			<div class="stl_view">
				<div class="stl_05 stl_06">
					<div class="stl_01" style="top: 3.0179em; left:7.2854em;"><span class="stl_19 stl_08" style="font-style:italic; word-spacing:0.03em;">Villamar-Oviedo (2021) &nbsp;</span></div>
					<div class="stl_01" style="top: 6.0972em; left:7.0854em;"><span class="stl_12 stl_08" style="word-spacing:0.25em;">las dificultades de lectoescritura y la lateralidad, así como el aprendizaje de &nbsp;</span></div>
					<div class="stl_01" style="top: 7.8131em; left:7.0854em;"><span class="stl_12 stl_08" style="word-spacing:0.02em;">nuevos modelos de enseñanza de la escritura y lectura individualizados tomando &nbsp;</span></div>
					<div class="stl_01" style="top: 9.5464em; left:7.0854em;"><span class="stl_12 stl_08" style="word-spacing:0.06em;">en cuenta el tipo de lateralidad de los estudiantes. &nbsp;</span></div>
					<div class="stl_01" style="top: 13.4156em; left:7.0854em;"><span class="stl_10 stl_11" style="font-weight:bold;">REFERENCIA<span class="stl_08">S &nbsp;</span></span></div>
					<div class="stl_01" style="top: 16.1322em; left:7.0854em;"><span class="stl_12 stl_08" style="word-spacing:0.19em;">Carbajal, A. (2017). Influencia</span><span class="stl_12 stl_08" style="word-spacing:0.1em;">&nbsp;de</span><span class="stl_12 stl_08" style="word-spacing:0.12em;">&nbsp;la</span><span class="stl_12 stl_08" style="word-spacing:0.15em;">&nbsp;lateralidad en</span><span class="stl_12 stl_08" style="word-spacing:0.12em;">&nbsp;el</span><span class="stl_12 stl_08" style="word-spacing:0.15em;">&nbsp;proceso</span><span class="stl_12" style="word-spacing:0.1em;">&nbsp;lecto-escritor</span><span class="stl_12 stl_08" style="word-spacing:0.13em;">&nbsp;del &nbsp;</span></div>
					<div class="stl_01" style="top: 17.4656em; left:10.0375em;"><span class="stl_12 stl_08" style="word-spacing:0.07em;">alumnado de 3° Educación Infantil. Aviles: Unir. &nbsp;</span></div>
					<div class="stl_01" style="top: 19.7822em; left:7.0854em;"><span class="stl_12 stl_08" style="word-spacing:0.35em;">Casaprima, V., Catalán, J., Ferré, J., &amp; Mombiela, J. (2006). Técnicas de &nbsp;</span></div>
					<div class="stl_01" style="top: 21.0989em; left:10.0375em;"><span class="stl_12 stl_08" style="word-spacing:0.06em;">tratamiento de los trastornos de la lateralidad. Barcelona: Instituto Médico &nbsp;</span></div>
					<div class="stl_01" style="top: 22.4347em; left:10.0375em;"><span class="stl_12 stl_08" style="word-spacing:0.1em;">del desarrollo infantil. &nbsp;</span></div>
					<div class="stl_01" style="top: 24.7506em; left:7.0854em;"><span class="stl_12 stl_08" style="word-spacing:0.2em;">Centeno, A., &amp; Meléndez, E. (2019).</span><span class="stl_12 stl_08" style="word-spacing:0.25em;">&nbsp;Propiedades</span><span class="stl_12 stl_11" style="word-spacing:0.14em;">&nbsp;psicométric<span class="stl_08">as</span></span><span class="stl_12 stl_08" style="word-spacing:0.17em;">&nbsp;de</span><span class="stl_12 stl_08" style="word-spacing:0.15em;">&nbsp;la</span><span class="stl_12 stl_08" style="word-spacing:0.18em;">&nbsp;Escala &nbsp;</span></div>
					<div class="stl_01" style="top: 26.0672em; left:10.0375em;"><span class="stl_12 stl_08" style="word-spacing:0.15em;">Magallanes de lectura y escritura Tale-2000 en estudiantes de 2º grado &nbsp;</span></div>
					<div class="stl_01" style="top: 27.4014em; left:10.0375em;"><a href="http://repositorio.umch.edu.pe/handle/UMCH/3048" target="_blank"><span class="stl_12 stl_08" style="word-spacing:0.04em;">de primaria de Surco. Repositorio Institucional UMC</span></a><span class="stl_12 stl_08" style="word-spacing:0.03em;">H, 17-45. Obtenido de &nbsp;</span></div>
					<div class="stl_01" style="top: 28.7181em; left:10.0375em;"><a href="http://repositorio.umch.edu.pe/handle/UMCH/3048" target="_blank"><span class="stl_12 stl_11">http://repositorio.umch.edu.pe/handle/UMCH/3<span class="stl_08">048 &nbsp;</span></span></a></div>
					<div class="stl_01" style="top: 31.0339em; left:7.0854em;"><span class="stl_12 stl_08" style="word-spacing:0.25em;">Chartier, A. M.,</span><span class="stl_12 stl_08" style="word-spacing:0.23em;">&nbsp;&amp; Hébrard, J. (1994).</span><span class="stl_12 stl_08" style="word-spacing:0.28em;">&nbsp;Discursos</span><span class="stl_12 stl_08" style="word-spacing:0.23em;">&nbsp;sobre la lectura.</span><span class="stl_12 stl_08" style="word-spacing:0.27em;">&nbsp;Barcelona: &nbsp;</span></div>
					<div class="stl_01" style="top: 32.3697em; left:10.0375em;"><span class="stl_12 stl_11">Gedisa<span class="stl_08">. &nbsp;</span></span></div>
					<div class="stl_01" style="top: 34.6864em; left:7.0854em;"><span class="stl_12 stl_08" style="word-spacing:0.06em;">Cujó, M., &amp; Carolina, Y. (2012). Repercusiones de los Problemas de Lateralidad &nbsp;</span></div>
					<div class="stl_01" style="top: 36.0031em; left:10.0375em;"><span class="stl_12 stl_08" style="word-spacing:0.06em;">en los Procesos de Lectoescritura y Cálculo. Universidad Internacional de &nbsp;</span></div>
					<div class="stl_01" style="top: 37.3364em; left:10.0375em;"><span class="stl_12 stl_08" style="word-spacing:0.27em;">la Rioja: Máster en Neuropsicología y Educación, 43-44. Obtenido de &nbsp;</span></div>
					<div class="stl_01" style="top: 38.6531em; left:10.0375em;"><span class="stl_12 stl_11">https://reunir.unir.net/bitstream/handle/123456789/1036/2012_11_07_<span class="stl_08">TF &nbsp;</span></span></div>
					<div class="stl_01" style="top: 39.9697em; left:10.0375em;"><span class="stl_12 stl_11">M_ESTUDIO_DEL_TRABAJO.pdf?sequence=1&amp;isAllowed<span class="stl_08">=y &nbsp;</span></span></div>
					<div class="stl_01" style="top: 42.3056em; left:7.0854em;"><span class="stl_12 stl_08" style="word-spacing:0.44em;">Duarte. (2003). Ambientes de Aprendizaje: Una Aproximación Conceptual. &nbsp;</span></div>
					<div class="stl_01" style="top: 43.6222em; left:10.0375em;"><span class="stl_12 stl_11" style="word-spacing:-0.04em;">Estudios pedagógicos (29), 97-113. doi: https://dx.doi.org/10.4067<span class="stl_08">/S0718- &nbsp;</span></span></div>
					<div class="stl_01" style="top: 44.9381em; left:10.0375em;"><span class="stl_12 stl_11">0705200300010000<span class="stl_08">7 &nbsp;</span></span></div>
					<div class="stl_01" style="top: 47.2714em; left:7.0854em;"><span class="stl_12 stl_08" style="word-spacing:0.08em;">Espinoza, C. (1998). Lectura y Escritura. Argentina: Novedades Educación. &nbsp;</span></div>
					<div class="stl_01" style="top: 49.5881em; left:7.0854em;"><span class="stl_12 stl_08" style="word-spacing:0.01em;">Ferré, J. C. (2008). El desarrollo de la lateralidad infantil. Niño diestro-Niño zurdo. &nbsp;</span></div>
					<div class="stl_01" style="top: 50.9072em; left:10.0375em;"><span class="stl_12 stl_08" style="word-spacing:0.1em;">Barcelona: Instituto Médico del desarrollo infantil. &nbsp;</span></div>
					<div class="stl_01" style="top: 53.2406em; left:7.0854em;"><span class="stl_12 stl_08" style="word-spacing:0.07em;">García, J., &amp; Fernández, F. (1994). Juego y psicomotricidad. Madrid: Cepe. &nbsp;</span></div>
					<div class="stl_01" style="top: 55.5572em; left:7.0854em;"><span class="stl_12 stl_08" style="word-spacing:0.07em;">González, A. (2016). Estrategias didácticas para el fortalecimiento de lateralidad &nbsp;</span></div>
					<div class="stl_01" style="top: 56.8739em; left:10.0375em;"><span class="stl_12" style="word-spacing:-0.05em;">de un escolar con dificultad de aprendizaje del Tercer Grado de la Escuela &nbsp;</span></div>
					<div class="stl_01" style="top: 58.2072em; left:10.0375em;"><span class="stl_12 stl_08" style="word-spacing:0.57em;">Bolivariana Dr. Leonardo Ruiz Pineda. San Cristóbal: Universidad &nbsp;</span></div>
					<div class="stl_01" style="top: 59.5239em; left:10.0375em;"><span class="stl_12 stl_11" style="word-spacing:0em;">Pedagógica Experimental Libertador<span class="stl_08">. &nbsp;</span></span></div>
					<div class="stl_01" style="top: 66.319em; left:41.6958em;"><span class="stl_16">29 &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_04" />
			</div>
			<div class="stl_view">
				<div class="stl_05 stl_06">
					<div class="stl_01" style="top: 2.9132em; left:7.0854em;"><span class="stl_07 stl_08" style="word-spacing:0.21em;">Revista Científica Arbitrada</span><span class="stl_07 stl_08" style="word-spacing:0.19em;">&nbsp;Multidisciplinaria de Posgrado y Cooperación</span><span class="stl_07 stl_08" style="word-spacing:0.21em;">&nbsp;Internacional &nbsp;</span></div>
					<div class="stl_01" style="top: 3.6798em; left:7.0854em;"><span class="stl_07 stl_08" style="word-spacing:0.03em;">CLAUSTRO. Vol. 4, Núm. 8 (jul - dic 2021) ISSN: 2737-6478. &nbsp;</span></div>
					<div class="stl_01" style="top: 4.5823em; left:7.0854em;"><span class="stl_09 stl_08" style="font-style:italic; word-spacing:0.04em;">La lateralidad y las dificultades de lectoescritura en escolares. &nbsp;</span></div>
					<div class="stl_01" style="top: 6.5806em; left:7.0854em;"><span class="stl_12 stl_08" style="word-spacing:0.32em;">Martinez-Cilveti, M. (2020). Lateralidad y dificultades</span><span class="stl_12 stl_11" style="word-spacing:0.23em;">&nbsp;lectoescritora<span class="stl_08">s.</span></span><span class="stl_12 stl_08" style="word-spacing:0.29em;">&nbsp;Madrid. &nbsp;</span></div>
					<div class="stl_01" style="top: 7.8964em; left:10.0375em;"><span class="stl_12 stl_11" style="word-spacing:0em;">Obtenido de https://reunir.unir.net/handle/123456789/99<span class="stl_08">61 &nbsp;</span></span></div>
					<div class="stl_01" style="top: 10.2297em; left:7.0854em;"><span class="stl_12 stl_08" style="word-spacing:0.11em;">Mayolas, M., Villarroja, A., &amp;</span><span class="stl_12 stl_08" style="word-spacing:0.12em;">&nbsp;Reverter,</span><span class="stl_12 stl_08" style="word-spacing:0.1em;">&nbsp;J. (2010). Relación</span><span class="stl_12 stl_08" style="word-spacing:0.1em;">&nbsp;entre la lateralidad</span><span class="stl_12 stl_08" style="word-spacing:0.04em;">&nbsp;u &nbsp;</span></div>
					<div class="stl_01" style="top: 11.5472em; left:10.0375em;"><span class="stl_12 stl_08" style="word-spacing:0.05em;">los aprendizajes escolares. Apunts. Educación Física y Deportes. 101 (3), &nbsp;</span></div>
					<div class="stl_01" style="top: 12.8656em; left:10.0375em;"><span class="stl_12 stl_11">32-4<span class="stl_08">2. &nbsp;</span></span></div>
					<div class="stl_01" style="top: 15.1989em; left:7.0854em;"><span class="stl_12 stl_08" style="word-spacing:0.15em;">Ortega, A. &amp;. (2013). Desarrollo</span><span class="stl_12 stl_08" style="word-spacing:0.16em;">&nbsp;didáctico</span><span class="stl_12 stl_08" style="word-spacing:0.09em;">&nbsp;de la</span><span class="stl_12 stl_08" style="word-spacing:0.16em;">&nbsp;escritura. Revista</span><span class="stl_12 stl_11" style="word-spacing:0.07em;">&nbsp;Internaciona<span class="stl_08">l &nbsp;</span></span></div>
					<div class="stl_01" style="top: 16.5156em; left:10.0375em;"><span class="stl_12 stl_08" style="word-spacing:0.19em;">de Filología, Comunicación y sus Didácticas, 36, 237-250. Obtenido de &nbsp;</span></div>
					<div class="stl_01" style="top: 17.8489em; left:10.0375em;"><span class="stl_12">https://cvc.cervantes.es/literatura/CAUCE/pdf/cauce36-37/cauce_36- &nbsp;</span></div>
					<div class="stl_01" style="top: 19.1656em; left:10.0375em;"><span class="stl_12 stl_11">37_012.pd<span class="stl_08">f &nbsp;</span></span></div>
					<div class="stl_01" style="top: 21.4822em; left:7.0854em;"><span class="stl_12" style="word-spacing:0.42em;">Petitj</span><a href="http://cerebroniad.blogspot.com/2014/03/lateralidadcerebral-en-el-nino.html" target="_blank"><span class="stl_12 stl_08" style="word-spacing:0.48em;">ean, N. (2014). El Cerebro de Niños y Adolescentes. Obtenido de &nbsp;</span></a></div>
					<div class="stl_01" style="top: 22.8181em; left:10.0375em;"><a href="http://cerebroniad.blogspot.com/2014/03/lateralidadcerebral-en-el-nino.html" target="_blank"><span class="stl_12 stl_11">http://cerebroniad.blogspot.com/2014/03/lateralidadcerebral-en-e<span class="stl_08">l- &nbsp;</span></span></a></div>
					<div class="stl_01" style="top: 24.1339em; left:10.0375em;"><a href="http://cerebroniad.blogspot.com/2014/03/lateralidadcerebral-en-el-nino.html" target="_blank"><span class="stl_12 stl_11">nino.ht<span class="stl_08">ml &nbsp;</span></span></a></div>
					<div class="stl_01" style="top: 26.4514em; left:7.0854em;"><span class="stl_12 stl_08" style="word-spacing:0.79em;">Portellano. (2009). Cerebro Derecho, Cerebro Izquierdo. Implicaciones &nbsp;</span></div>
					<div class="stl_01" style="top: 27.7847em; left:10.0375em;"><span class="stl_12 stl_08" style="word-spacing:0.05em;">Neuropsicológicas de las Asimetrías Hemisféricas en el Contexto Escolar. &nbsp;</span></div>
					<div class="stl_01" style="top: 29.1014em; left:10.0375em;"><span class="stl_12 stl_11" style="word-spacing:0.01em;">Psicología educativa, 15(<span class="stl_08">1). &nbsp;</span></span></div>
					<div class="stl_01" style="top: 31.4172em; left:7.0854em;"><span class="stl_12 stl_08" style="word-spacing:0.24em;">Rigal, R. (1987). La lateralidad. Motricidad Humana. Madrid: Augusto E. Pila &nbsp;</span></div>
					<div class="stl_01" style="top: 32.7531em; left:10.0375em;"><span class="stl_12 stl_11">Teleñ<span class="stl_08">a. &nbsp;</span></span></div>
					<div class="stl_01" style="top: 35.0697em; left:7.0854em;"><span class="stl_12 stl_08" style="word-spacing:0.06em;">Rockwell, E. (2001). La lectura como práctica cultural: conceptos para el estudio &nbsp;</span></div>
					<div class="stl_01" style="top: 36.3864em; left:10.0375em;"><span class="stl_12 stl_08" style="word-spacing:0.48em;">de los libros escolares. Educação e Pesquisa 27 (1), 11-26. doi: &nbsp;</span></div>
					<div class="stl_01" style="top: 37.7197em; left:10.0375em;"><span class="stl_12 stl_11">https://doi.org/10.1590/S1517-9702200100010000<span class="stl_08">2 &nbsp;</span></span></div>
					<div class="stl_01" style="top: 40.0364em; left:7.0854em;"><span class="stl_12 stl_08" style="word-spacing:0.1em;">Rojas, A. (2010). La</span><span class="stl_12 stl_11" style="word-spacing:0.05em;">&nbsp;lectoescritur<span class="stl_08">a</span></span><span class="stl_12 stl_08" style="word-spacing:0.05em;">&nbsp;en</span><span class="stl_12 stl_08" style="word-spacing:0.07em;">&nbsp;la</span><span class="stl_12 stl_08" style="word-spacing:0.09em;">&nbsp;edad escolar.</span><span class="stl_12 stl_08" style="word-spacing:0.14em;">&nbsp;Ministerio</span><span class="stl_12 stl_08" style="word-spacing:0.05em;">&nbsp;de</span><span class="stl_12 stl_08" style="word-spacing:0.13em;">&nbsp;Educación, &nbsp;</span></div>
					<div class="stl_01" style="top: 41.3547em; left:10.0375em;"><span class="stl_12 stl_11">14-1<span class="stl_08">6. &nbsp;</span></span></div>
					<div class="stl_01" style="top: 43.6881em; left:7.0854em;"><span class="stl_12 stl_08" style="word-spacing:0.09em;">Suárez, Á., &amp;</span><span class="stl_12 stl_08" style="word-spacing:0.08em;">&nbsp;Suárez,</span><span class="stl_12 stl_08" style="word-spacing:0.1em;">&nbsp;S. (2014). Evaluación</span><span class="stl_12 stl_08" style="word-spacing:0.07em;">&nbsp;de la lectura.</span><span class="stl_12 stl_08" style="word-spacing:0.13em;">&nbsp;Diccionario</span><span class="stl_12 stl_08" style="word-spacing:0.09em;">&nbsp;Digital</span><span class="stl_12 stl_08" style="word-spacing:0.05em;">&nbsp;de &nbsp;</span></div>
					<div class="stl_01" style="top: 45.0047em; left:10.0375em;"><span class="stl_12 stl_08" style="word-spacing:1.42em;">Nuevas Formas de Lectura</span><span class="stl_12 stl_08" style="word-spacing:3.58em;">&nbsp;Escritura.</span><span class="stl_12 stl_08" style="word-spacing:1.42em;">&nbsp;Obtenido</span><span class="stl_12 stl_08" style="word-spacing:1.37em;">&nbsp;de &nbsp;</span></div>
					<div class="stl_01" style="top: 46.3222em; left:10.0375em;"><span class="stl_12 stl_11">http://dinle.usal.es/searchword.php?valor=Evaluaci%C3%B3n%20de%<span class="stl_08">2 &nbsp;</span></span></div>
					<div class="stl_01" style="top: 47.6556em; left:10.5875em;"><span class="stl_12 stl_11">la%20lectur<span class="stl_08">a &nbsp;</span></span></div>
					<div class="stl_01" style="top: 45.0047em; left:27.7625em;"><span class="stl_12">y</span></div>
					<div class="stl_01" style="top: 47.6556em; left:10.0375em;"><span class="stl_12">0</span></div>
					<div class="stl_01" style="top: 66.319em; left:41.6958em;"><span class="stl_16">30 &nbsp;</span></div>
				</div>
			</div>
		</div>
	</body>
</html>