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

@supports(-ms-ime-align:auto) { .stl_02 {width: auto; overflow: hidden;}}
.stl_03 {
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}
.stl_04 {
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	clip: rect(1.274999em,42.5625em,6.244166em,6.927083em);
	position: absolute;
	pointer-events: none;
}
.stl_05 {
	position: relative;
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}
.stl_06 {
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}
.ie .stl_06 {
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}
@font-face {
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");
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") format("truetype");
}
.stl_07 {
	font-size: 0.67em;
	font-family: "RMRGEE+ArialMT";
	color: #000000;
	line-height: 1.128472em;
}
.stl_08 {
	letter-spacing: -0.01em;
}
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AeyJQPzaOaKzLv2ukh0cxHF6aDz9+F2bC5NMmu7r1jDykn3J2iR8vYBm01QDdyjVHWmOb2AFc1FMV/AYkQxE5ar/Blx/0CALG05E8pHvXlf7ipsM+UJ1BskjeDDIwrzHJQGG+bC5Rg3Hv2CtMgivu74ivCT3A1QVDghsi3J1UGsybVF1J0E+6vE02K4V5SYSiOVtDGmbYAOo6NS+lUIQHmmSTQlA4Vl/7yuR01zG8e4FJJXapBbBUANaCuSehtkn42ezLOzIHd9j/fhSTl+DoIiP+JBgeAKselMrYJUFQDHSP+AJFNpWXZ04BDVQFK0/TXeFvBDBfiF3e3Iw+Ny1qS1YACPCdV74ZEcYC0++SKfSYbh9v8SIloKjk1mmlIHRNM0h1UAj5IcFJoF9mBhKiQI6pS1A570pd7LB4PUP5g8JmgofXXmTDLOCb29vPpbPKBhFWxoAxURzs/kdqFu+nRo+IKuD8DaKJgsaJ7QuvdZYiEZZ0gfD4jZJWtyXjsYDXUwdOUIxBIuFJSNcJOLymB6V0dnlsw2ULCz13oY7hPDM/5iDAtCCy1CAfQjKac8Ei0PUsqOyJYvuOvaQU9pUa6PgPDFNUHvcMQmH5MqaeHtYaen+ve1Is57F2+FOTLEErVP/VLwObo+6SomU6exZnxlTzu2cQrH7kEDOGu3F+PdkO/AjcXg9ViAnf5r4ehbq4ip/Hlpi11jMMYWkGMzNjWoCYdhfYk+oOTTqFSxD81WAEVl/wIWuA5kF+i9Z5WJ6+3TsK3EVPKFqtA1mHcBDGHRsKcHaXWje1FUu7XCOmBZAZ4Kisuk+pGUUCgZpoYGSPX2YcZ2vJAxSjq5LmYcrYJ2KllvkGt5TagvoNGFb+Hkx4mpZUc2fCTz63DSf4fNBpdy8JTaoIWSl0UO+Z4RXqLiI0ffX/JkkitegYOw6K7LGBol3xC6maB6TVwgaty3rjtIDvCAwFq1vnbYVZ5BjTVBBMtArCYXcQxUZDQEKr3coQLBZpWgZaTp8z8oUSpBRMBiF233y5iXO5B7VT2ewwUK14CuWdws+mpiORECflQSX+Md92DXDYeKZTNqBSJS1vR626Wkw2+IH5mgB7n56M0A6er8buTy3yGauO2QlR5M6yUbNOZSv/ej10dWG+xmcIg+Yi40+mJfCNjLn9H5v3Wsci4Kb28lLyk4yPnygT6zSzc06omGK7CVtEmayJkX3KvBEwUlVbIF0AKG7REbOBWCg4Bi+BYusDiZSrhrTcRWRuixQChxQSRSkFTT8PTlVxRLAk5L8Z/VIOznSNg29d32eOUASwIDsYTKaLut7ygI5lwI6EGve+tIdrCkYksBtV1D9qgktkK4A78SsxALGs0By5iBIGri7MeaNkQ7i4cyvPBSNJ6pBtxaLUdUTsVc/JWZPeJes11dA0KNsfGXLBvphccbPyDJuQe6g1oZAdufONs0DFwle/jHv7//EjlbaAk7AysEAwkoCUbApMU9Qn7sJ0hhTjMSNFwanIxDZmsugyEZbiSdLXwuB/coTpVIqNt09nXRyfdeOL7w4u/xe3RoUqqOAOmNxQgUKwZR2lZOpmlvURaoY2MnLGmcw70wYCFRyOg3hNxjczkUWqOjDTKKfB48nbPpaIZfUF+Jy9xXAEjdDh6xQFQAIzr8IkHzxp2H6ZAnLFoCdrXRSDHOCtRilqHNC1K6mOH/5eNz66zWj8AxvZ6Y9TRISkyUhHMPfUkv4C/qYrdECPYkHuZArHAtwYXjJJ7uqcVI9XS9jgwiaxq5mEaYZl3cxzcHwzcrowJGweB0TGHAthbWxfDF9Dqv+fp+5z+pUlQGgODZisIyIPw+R8o4CaM9kOwC2hSfV/qvzZZaMomQnD9hW/nv6fD941jjxBp/Q5UNDhMGF0lVFsW+OzMcuD94G+EbWx/j6z7GIXS/OFFDQBajcO7TWSnVxrg9zWDRLKb2IP4mCiFMQnm2NPh7f0tIq9DkRZQphBoC+opdFSQeVAMrDPLBcDh3VUmo6z6L89tmDeweZFTDkfsHNFk+3I+sjSapil79SCjkFl54V2n9xsJiD8D+Bq/ScpYnyzUSHbIbrAbVyoEmU5IZ7Gx5PHrDZBu4RiKXJEqobjic/trfJoH0mK/KIIHsGHUIDUoDTFLyKmSIh6Akj9RhVNmDAqMwKVAA2vAFOCXhvIxbO1g9kTupbymb/iaNkqoZWmh5JklUlllchw9HUerLt5CCx+p/ecst0iOXbNBNGzrjq379jXHOxp8+RFIcDAGDgGNOyEk3aTdI+0jnSMegvSBk6eZkl935pu3hN0po2TgWqbWLfP7mv6lycxLHzpBlhhXUinTjhNXsjWb3Jjxlo+YLBfJL4deOe/jL00JFpBdql5VKsgaKGnm3OXVe6WjwlwpBpGyDj1I1JNvDtlzx4apbCeO1eea+BpFTmCndwrEIZDq1K5BX9UPC2Xj8gdpxVH7ypsJdr1CX2lZhj9IZVPUaxqgXnFhF9hIpPUu9AvkHUG4il+FSDYClqyV+oMsPpwGOBVilJVowsfgfxpFVfVg7VFHYRpBstABFjxweB4ryEShPpx1Q0cwsMCQZHEtuA1bim99iP7wncB5hw4UyCh3LSZZcrW5FjgVS+sbzIvNY0sDLgMvsyyIyHNrUbMKLV/kitbSMUkbycfA2R7BYulTUVkdP1aUaYRIJJh0kmfyPP08HSMZLzcS1RyoDyp8xMKlhSyt4eOojqauhkUr1nDlBFREZvdm2iJmnRnoFMpak2mp0nzNelYsAkToSH7xYYTCm7zJXI161Ln+mICWjyIbf1q9ztTzAAaKsr7bcMBHNpeWGX2fyGA0VMUBCa+NVqfgiqCJCkku0c9MbJOiUEB7mCn2a8wZyYsK3tD17XSjYzzTCt9iIDcup4gFyZUiC71UrxS4UgGL8GMbOr+QWCwirjjq4o7IPNXYiLZzebqjmhldSEFRsX22qSu6vXS1zEZQyItMisxRTJSTschtm0phePRui5lgtlE2o9V2ph0X1iQrnLXNqP+0iQSh7UcrXXMNs8C7hLQhYiDdGLwwMIg21A+hg3NMEL0NEF3cyiB6ARzcBoeVuKiN9WR586W3sMztx0rUMZ46i7d2Z4jA5Ia+Lpf0oZNVIc3R9HCa4ZUeMGaKf7VgNtCHgJm8Ld+ARtlKRMQw76CdEBTxdVoMp0FCZ48g5QQsxxhPAJqeSEQ3VR8T4FDkeq0IlOCz7z/iMurowMN6gnp6g8yAhEYAroyoDSATVkAq4yDCYZVsRMjHuhIaFCIWtheo1AfMT0X0UPPm0KCrAh9Ezp/U5YANCAXqzTAx9CW1UtkWIBzsy4EQ9RQE3pwV00PuLaEiAgeoa40TZbkMvOHZt6SIniRlpKzMAB3loS4fMw5vDSjAABn3cl0SE4OoaETFcnkcRT4HfPB1oNCOmzSZkU0pi5PI7kMmqMVy0kSbRQVHK74EUT8imp0Y2qAYrNmI3qcmqwfmyWnvX2bqebiGQdM61EIMj3LQjOVRuaZE8RYzwfGw2o0piVnRmqZqeO9oQkDr6QzhZR01QOFeMRmrCqMBaDowk5dSYDVoESE3FPDwO8Vw63bMd21llCWF2e8oYjtT99OIPwXJcgeCEwMClCwcE+CwMBJhKxE3PgjQtoR6TuDFAToz2GWxlge/LcRLvPcUMFl3mmkkNDTAOmnOZgvt+Mg56WJJoI1xHYwO9DUgfUW8atGWJGHYGcltNmfhZgU8m+naThAz3LYDRzgLjqWZFgTBNhUQPk1R78CUY0UaGv6BPhCyuKMlZEgK55NtTuTnwbVdlQlz9ME+ld/9oY0iaCDAdB3cTn0N3xSZIDIBC1CjZxQHTgFmhCPNhq1Op/C0w+jxZ5ytRnjoxCcKVOpowXahSzABGPJYQiSTJVaBkrQvNWtNTLvoASzQZ6o6DlYMyQg0zxMN5QAnlKdxW83vmXvdNg05AXgZzSs9U4wPDWUtPm/GzG2crm3oxFPLQZ1KhVMkotIWqY2Q1RpzxhSZXO8j5CO2Tugr4deneSt+zVzkHkZxyh+weCwvosGlIa02SiISoh8ay8Q4gjAnt/zrW5oVOANy1Ndt3aGmTDW70fvzD0av/zPd6uU45x/5d3w/IIgwibNz/a7aOQ2aQSF/Oe2ENuukyZDARMHSd86KmArg5k+FbACa6ZwlOBw7Bk6w9PFOB36kOdywuIKGATXdYOpuwjCrali0AjjLaxREPP3tPzLTBncWKFkh06UlHVp9RNy/0wBdOgRLDfSts9aJ6fvyIBwlPEWbqFDXSDxtnFoMINUfI7GMsjBFKaSXj5086ZTnAwijjEhneCT06XxEwMX4nP4UmVGbeRB0A2kgA5g8UahlVdRvlXAn3AuEu8g4EGahxRWqYf96aYKysQZrHlcvcq65WUU3Dgm2srbR65eXLs0wdxK6bOYzdt5CKRdLGp0VnIQA6aBEjM09nYQj1JiLg13A75kS9UVyG7Ne945TfKfU3wZ7+TdbWdUF9sAA62tXrV31+P2Ji4BkGtW4MS+OYp3IffNRgxZqJ4vwFiwxYLS40APgYmyxhrysB+lMFIUAaAeEzaEDdjwEStLpHoPvM44GgpBRH5zMoNBGqPRG78ANiU9rBLJ1AamUKmDJS/YNzSrDhklwYxxoHrCjGrVeF0q2hHWqSigjKEoYGApJhciaiSSUUT5rBplsk6+B9cPZlykDtGtFqZ74pNTyrO01S756szyAhykY3V0TGQ+ysXbLBsv6hgSV7cLgCBH3ChK4ZZ6UQocQ5JIjFAluEoOxwnCVGF9zrFgnMlWpzCIwdQ3R2Kgb9PtKxPBssqMK0gkTPHb0hxpszyL7ZnrMSf0E8zAGnzsLgmY5ym8OxHS2QP8mUsYxhSCV7c+6zPND02IfW+eHLKLhnr4Bqf/kvqNrAOdmEBAByv2GqK40gIqUf2wfENba01dJnWRxP1d3yHJLb0zTOIctG8SfM48dWzTsMlTQbSXnVEnFdPyarNoyocVbYDehH4PHpoRBDFA/LSAoJciIchzAXzAhXQQGTvCaNJetAtmLIG4BtwuSQUWrdy5sUQALMTAZCkeKpBHNZ07iQHb7rCZfPPBZJwuFMuqQXeQaM2if2PcDDfWLBJUDUQqsqLsFNE37nwkhg/mRgkULJLht1phojADGC7kLKCJaEbmBMa2uUThgacjj9Kzb5C7A3B/QAdXCqHeLwU/H1j2BMjgEwxAhT8cC8QoMj/DJvmLWUJ/MM1LUqC1Fzpzf8+bueGLjdQQL+gOuq3AtyeneWpUrS12Hou13seZeAanCM5ac3kRCsE0n0qO+dOrbH5V7t1rybZSM5LV/TGSIFjCMezOQeslfha+uVTxuuS0VuZoRrJuS/kmtCWm11p4JUf7tYQnX+5xsYhU1Y8dh1VROIBooPrKSUIF6cAXK1FVXprGLLBNJXC+XU8IWml0YUNYkV+IBPHAtweEZKE4tpNAMPgRmARwWei0GIpib1KqR8255W6+cyniM4H40GXoOMBvtDZQHs0Xdbej3ZdBMlIEmhM11ZFxLtdiYEvNkXPg3B3Px0Z4EraSM7o6WRJjhJL6SMxp7En8rNcaHQfFZJ8tQrjA5yAhFL9jTDLYJMuU9yMBj6bzU69MwXJdE8SRDf2hqlJ/h05Iasej25EJjdccBLBAVM3EG0ZI8Cg2bigfL/ZwQJrVkgQaiXRO86PBeoN7ZCaX+9TMX1lnOoIQmMEcwyYTRmcjVJawSCFIP/A20UtB3DsEpooqhrEI4sVSzxyumHBQD45SBEgcLGoOhYPgIU/UHDhbaPjYgCgO6AfcqYmGDWQV5rnc8SK2nQY1mCezzYgm401ue4hsEOlO7hBsZmh12OlYTIYOOrPWazi8QPse1IbUnFppyBxjQgS3E2vPwIAXMeFtUIOqUzP+mjeogR3bhdFMiA/HyZbIBnhwEQ9hHq+ZcssATeQwI60nATI6LAQBo1ltx/OiDC0sbZhyVW4TKq9GVDyViyz1m07Il+Q+2F6vU2P2YAGJCfXYsg3GYHuDotzuSgw0okmggnCPGT/g0ISR4wknl1ucO0WOE6Uo9PCQ1FuSuCwNTyGkZ/VqEQ8geTVdl2AGcwiEhpkV/w/DiQYp1H8EN4LHR/IgHL84oSVLc1uxtm7tNLsXUUhTL6cMSBFk2JiTpxG90swG1S8TLV/HSHVRExYPWrrWblvO1vAq0KSQU+frpQ2PGwyvGGTK5Pg835lCJffhtAUUKGT07P9JgxGgAdM1S8CuYPQcgaZ10XIOKIgK63q7Kjz+tt1eZfzXQiVXa2HVDrbIaSC4kMFPd5TeDKCfKHggpSdwUBwkENZBpT8oaHXww+YBASKkbv0nNRMOlN7QQUPPPyCWClDXmqnp3ik9iB1pVcO9Y1KTDQcPcLfoDKckDlOkcpOAtBHxFI+qGCaYJLRQSxaLR5ZApaGRDGL0BFgNx4O8DZGMct1GqgLozQ+mEi2dFWzDe0MgdTynWgvBxVAEMGNAoJMiDWU0edv/jwJVO8UHfElP2e6zEDNTujZpmJXnGrZENdL6UFneGCUVY4QKMFS/pGKMY90fqu8tywZE1s0xSQRHFFBeWkof8SAViNA0natOS4J1gJp4NMiHGLoFT5GHbx4Xa97gbhhDbJUzVcPsBjLo8X5QBg4X5simipcIiIaZVwb4TNFvky6w3aKLDGSRtd1gS9VBjKvJ5ReQiY+25W0xgguDwmnj4fVa8BcFhnzA4AIRzVEjMIDPJgpwT4/BUO8gtab665m5rNhUUUCsZSqvgeO7dyMJLXj6ZUCSEi/PDYnA/0js4y9SiKK1DRPa0F6JDCxYzTlA+lUjIE8FPknfzWgEDo17DWLhW6yWIrHTjYzjkKBxaq5KwlSK3kqsIDsy8GaK2uzg4xOxFCHZe+0gU4oN0hFJQULbi6p0Pp/BDlM0o9OCFHpSKR1fZtsZE8vcTcmgjHSbZTvQExkZpgAATzpziWwScLwEo4BAinMziNiNyMEtcUjQDmIgTriIhnEi0kRMLaWtVDxXp0FWzBaGWjZep6QvQBgCRX6yaNRZuutBh22ZbIyPDlumjbjuw+FsabOG0QZDxU+I8S09GNLvThGcKueBOr2eBWJSaI8Pr/RGraGxNqiAYrxOaq4BLg8QaLPkd22CbYYqtRwWHMR13rdAE9sdzq224/3jAHqaWb4hVEDES7nUNqX9jcGudC7ycZqTyGXlaGq9mIBsGgD/qhY+J54Ue5eIkwhCBQ2g9DtzrT0TXTGXzbL5AZ9HScJG1khWREyppd1xRzGZ8r0xVCkUKkhfLZLzoKk4lkP+edhwFLJeJJYmH/OcNpHI2E6/Iy1sgFWIBB3gaZSIN5kL66LaB/GTezUd3KeToQOYgmXZyUlhGHTnbMzjt/oIvpJIhBNQlDCZsKKAvJ4ooF5ha9CEOlPilBI9yNOTCPaRgg0Rt7+qiGFWEWqWJHgnMCDHRv+IMw52Kxe0As0PVTsbXhLkoTPmzNrga3YHsci5IsF6XiMCUdWtUiwoqEEXSiDGAmVA0rSk31rnmuZNqLBcS/cqK8lgKLmTFZUwuPMDRmzUI1JoK/CuentheaGKQLJNpZgZIza+9BUFsUr5o8lDrDhz1ByNzZF14xEYv0QVQJtHHqhwVjIeedsVO3yXAEzNzU6CQdNpQYkw5uWNXwu+5DGosi9t5lYqvgq1rWRY8qNe4MR2cU16dK+vaOcrM1MZEpKxK0emUMfygOCvOFuJlNClSwGBRVIAAmnKYoqiXmR0O4GRdXWhuM5u1OoeBHKHtg/cP8AHb3RCRVHNGs/wg4ynm3JJjc3MReBVYVttbkVoXyJw3Pfpdp5PhTlByLH/zN3RNzQdj+GhgUYmU0evTjrM+s4M4vB1wKXqx0yt8CWmtMrZosBBurjcke8DY38ovFkW+8pWGBI4O/50mrcU945GAOpDBdiI1J7hQ4wUNOlWLUrk7KJA1cLIRiOjqgsxuIzsPtIebSLUBT4vqO6lQB0yRIE7BaJYIDTt/g1rYCcCBbGQB5p+qqkbRTk0FD0OkUQQmYkwFfd9mp14T+D6uxCU84hDxz6W921FHXhXp86sCYZPyUdYKPXt7EYxxhzhgkAHXChK4kZfs3YAoUBsn0MhnKyUvDK/wdNSCrnrQrRGEaQo0W2RwomUooS3IkDLJ3iyVpiT/9pCNhicuOcjTQ2Zt1gMnRI1HzSxbM08yQcMrvEY1FOUEDnw18LuE7WKXIAbMstput+G3vWw+5Y2lKsKWP8ChRLnJANu77YRCT6fcNKrUmnmBGIUKDczrIlz/UOmR1LyQZaC+1EnNeuX/JNA+FjCtMQcJCjuxtFqcsdvJdNfSCaBmD4iW3OgEjo+Sn+9SY9mvWZ1qTDGAdjamFngSIgrQRtiGmF1kuV+fi3OAy8Lf09OOe2Q1BGaiWvFdBOKZjsxSWTA/ZxaECyLh55XWMjuREYTpY0unKmN7i/CAMZB/FA/v2j4G2Ykel6/UlnEWproIAm4kbHuOY1dpmtXyvkA+02VSGMMVGgxkQoA3CJA3d2FKPYSthV/QmoTgUFEhE4ljM3DozA4YtrPczLJJBqog5IQcammErGzOLDHI+jeSXyZvl5dBzBhZX5F0lxulFZti7EJUdMFN9wl2OMdCr9AsqKzQWY6IwKQ0EZJkEvyNz+3JAiDMg4ciJLFGRjT4xXpEjws7VBkogF0EhB6uDpwCNTKNKqgCREMmZZyFsk/hlWQpkhlEqQlYLGfYWhF7kAt/QwIwuFscgUGbogK+GqrIlwh8DPB7stnmox7BePZmQ");
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AeyJQPzaOaKzLv2ukh0cxHF6aDz9+F2bC5NMmu7r1jDykn3J2iR8vYBm01QDdyjVHWmOb2AFc1FMV/AYkQxE5ar/Blx/0CALG05E8pHvXlf7ipsM+UJ1BskjeDDIwrzHJQGG+bC5Rg3Hv2CtMgivu74ivCT3A1QVDghsi3J1UGsybVF1J0E+6vE02K4V5SYSiOVtDGmbYAOo6NS+lUIQHmmSTQlA4Vl/7yuR01zG8e4FJJXapBbBUANaCuSehtkn42ezLOzIHd9j/fhSTl+DoIiP+JBgeAKselMrYJUFQDHSP+AJFNpWXZ04BDVQFK0/TXeFvBDBfiF3e3Iw+Ny1qS1YACPCdV74ZEcYC0++SKfSYbh9v8SIloKjk1mmlIHRNM0h1UAj5IcFJoF9mBhKiQI6pS1A570pd7LB4PUP5g8JmgofXXmTDLOCb29vPpbPKBhFWxoAxURzs/kdqFu+nRo+IKuD8DaKJgsaJ7QuvdZYiEZZ0gfD4jZJWtyXjsYDXUwdOUIxBIuFJSNcJOLymB6V0dnlsw2ULCz13oY7hPDM/5iDAtCCy1CAfQjKac8Ei0PUsqOyJYvuOvaQU9pUa6PgPDFNUHvcMQmH5MqaeHtYaen+ve1Is57F2+FOTLEErVP/VLwObo+6SomU6exZnxlTzu2cQrH7kEDOGu3F+PdkO/AjcXg9ViAnf5r4ehbq4ip/Hlpi11jMMYWkGMzNjWoCYdhfYk+oOTTqFSxD81WAEVl/wIWuA5kF+i9Z5WJ6+3TsK3EVPKFqtA1mHcBDGHRsKcHaXWje1FUu7XCOmBZAZ4Kisuk+pGUUCgZpoYGSPX2YcZ2vJAxSjq5LmYcrYJ2KllvkGt5TagvoNGFb+Hkx4mpZUc2fCTz63DSf4fNBpdy8JTaoIWSl0UO+Z4RXqLiI0ffX/JkkitegYOw6K7LGBol3xC6maB6TVwgaty3rjtIDvCAwFq1vnbYVZ5BjTVBBMtArCYXcQxUZDQEKr3coQLBZpWgZaTp8z8oUSpBRMBiF233y5iXO5B7VT2ewwUK14CuWdws+mpiORECflQSX+Md92DXDYeKZTNqBSJS1vR626Wkw2+IH5mgB7n56M0A6er8buTy3yGauO2QlR5M6yUbNOZSv/ej10dWG+xmcIg+Yi40+mJfCNjLn9H5v3Wsci4Kb28lLyk4yPnygT6zSzc06omGK7CVtEmayJkX3KvBEwUlVbIF0AKG7REbOBWCg4Bi+BYusDiZSrhrTcRWRuixQChxQSRSkFTT8PTlVxRLAk5L8Z/VIOznSNg29d32eOUASwIDsYTKaLut7ygI5lwI6EGve+tIdrCkYksBtV1D9qgktkK4A78SsxALGs0By5iBIGri7MeaNkQ7i4cyvPBSNJ6pBtxaLUdUTsVc/JWZPeJes11dA0KNsfGXLBvphccbPyDJuQe6g1oZAdufONs0DFwle/jHv7//EjlbaAk7AysEAwkoCUbApMU9Qn7sJ0hhTjMSNFwanIxDZmsugyEZbiSdLXwuB/coTpVIqNt09nXRyfdeOL7w4u/xe3RoUqqOAOmNxQgUKwZR2lZOpmlvURaoY2MnLGmcw70wYCFRyOg3hNxjczkUWqOjDTKKfB48nbPpaIZfUF+Jy9xXAEjdDh6xQFQAIzr8IkHzxp2H6ZAnLFoCdrXRSDHOCtRilqHNC1K6mOH/5eNz66zWj8AxvZ6Y9TRISkyUhHMPfUkv4C/qYrdECPYkHuZArHAtwYXjJJ7uqcVI9XS9jgwiaxq5mEaYZl3cxzcHwzcrowJGweB0TGHAthbWxfDF9Dqv+fp+5z+pUlQGgODZisIyIPw+R8o4CaM9kOwC2hSfV/qvzZZaMomQnD9hW/nv6fD941jjxBp/Q5UNDhMGF0lVFsW+OzMcuD94G+EbWx/j6z7GIXS/OFFDQBajcO7TWSnVxrg9zWDRLKb2IP4mCiFMQnm2NPh7f0tIq9DkRZQphBoC+opdFSQeVAMrDPLBcDh3VUmo6z6L89tmDeweZFTDkfsHNFk+3I+sjSapil79SCjkFl54V2n9xsJiD8D+Bq/ScpYnyzUSHbIbrAbVyoEmU5IZ7Gx5PHrDZBu4RiKXJEqobjic/trfJoH0mK/KIIHsGHUIDUoDTFLyKmSIh6Akj9RhVNmDAqMwKVAA2vAFOCXhvIxbO1g9kTupbymb/iaNkqoZWmh5JklUlllchw9HUerLt5CCx+p/ecst0iOXbNBNGzrjq379jXHOxp8+RFIcDAGDgGNOyEk3aTdI+0jnSMegvSBk6eZkl935pu3hN0po2TgWqbWLfP7mv6lycxLHzpBlhhXUinTjhNXsjWb3Jjxlo+YLBfJL4deOe/jL00JFpBdql5VKsgaKGnm3OXVe6WjwlwpBpGyDj1I1JNvDtlzx4apbCeO1eea+BpFTmCndwrEIZDq1K5BX9UPC2Xj8gdpxVH7ypsJdr1CX2lZhj9IZVPUaxqgXnFhF9hIpPUu9AvkHUG4il+FSDYClqyV+oMsPpwGOBVilJVowsfgfxpFVfVg7VFHYRpBstABFjxweB4ryEShPpx1Q0cwsMCQZHEtuA1bim99iP7wncB5hw4UyCh3LSZZcrW5FjgVS+sbzIvNY0sDLgMvsyyIyHNrUbMKLV/kitbSMUkbycfA2R7BYulTUVkdP1aUaYRIJJh0kmfyPP08HSMZLzcS1RyoDyp8xMKlhSyt4eOojqauhkUr1nDlBFREZvdm2iJmnRnoFMpak2mp0nzNelYsAkToSH7xYYTCm7zJXI161Ln+mICWjyIbf1q9ztTzAAaKsr7bcMBHNpeWGX2fyGA0VMUBCa+NVqfgiqCJCkku0c9MbJOiUEB7mCn2a8wZyYsK3tD17XSjYzzTCt9iIDcup4gFyZUiC71UrxS4UgGL8GMbOr+QWCwirjjq4o7IPNXYiLZzebqjmhldSEFRsX22qSu6vXS1zEZQyItMisxRTJSTschtm0phePRui5lgtlE2o9V2ph0X1iQrnLXNqP+0iQSh7UcrXXMNs8C7hLQhYiDdGLwwMIg21A+hg3NMEL0NEF3cyiB6ARzcBoeVuKiN9WR586W3sMztx0rUMZ46i7d2Z4jA5Ia+Lpf0oZNVIc3R9HCa4ZUeMGaKf7VgNtCHgJm8Ld+ARtlKRMQw76CdEBTxdVoMp0FCZ48g5QQsxxhPAJqeSEQ3VR8T4FDkeq0IlOCz7z/iMurowMN6gnp6g8yAhEYAroyoDSATVkAq4yDCYZVsRMjHuhIaFCIWtheo1AfMT0X0UPPm0KCrAh9Ezp/U5YANCAXqzTAx9CW1UtkWIBzsy4EQ9RQE3pwV00PuLaEiAgeoa40TZbkMvOHZt6SIniRlpKzMAB3loS4fMw5vDSjAABn3cl0SE4OoaETFcnkcRT4HfPB1oNCOmzSZkU0pi5PI7kMmqMVy0kSbRQVHK74EUT8imp0Y2qAYrNmI3qcmqwfmyWnvX2bqebiGQdM61EIMj3LQjOVRuaZE8RYzwfGw2o0piVnRmqZqeO9oQkDr6QzhZR01QOFeMRmrCqMBaDowk5dSYDVoESE3FPDwO8Vw63bMd21llCWF2e8oYjtT99OIPwXJcgeCEwMClCwcE+CwMBJhKxE3PgjQtoR6TuDFAToz2GWxlge/LcRLvPcUMFl3mmkkNDTAOmnOZgvt+Mg56WJJoI1xHYwO9DUgfUW8atGWJGHYGcltNmfhZgU8m+naThAz3LYDRzgLjqWZFgTBNhUQPk1R78CUY0UaGv6BPhCyuKMlZEgK55NtTuTnwbVdlQlz9ME+ld/9oY0iaCDAdB3cTn0N3xSZIDIBC1CjZxQHTgFmhCPNhq1Op/C0w+jxZ5ytRnjoxCcKVOpowXahSzABGPJYQiSTJVaBkrQvNWtNTLvoASzQZ6o6DlYMyQg0zxMN5QAnlKdxW83vmXvdNg05AXgZzSs9U4wPDWUtPm/GzG2crm3oxFPLQZ1KhVMkotIWqY2Q1RpzxhSZXO8j5CO2Tugr4deneSt+zVzkHkZxyh+weCwvosGlIa02SiISoh8ay8Q4gjAnt/zrW5oVOANy1Ndt3aGmTDW70fvzD0av/zPd6uU45x/5d3w/IIgwibNz/a7aOQ2aQSF/Oe2ENuukyZDARMHSd86KmArg5k+FbACa6ZwlOBw7Bk6w9PFOB36kOdywuIKGATXdYOpuwjCrali0AjjLaxREPP3tPzLTBncWKFkh06UlHVp9RNy/0wBdOgRLDfSts9aJ6fvyIBwlPEWbqFDXSDxtnFoMINUfI7GMsjBFKaSXj5086ZTnAwijjEhneCT06XxEwMX4nP4UmVGbeRB0A2kgA5g8UahlVdRvlXAn3AuEu8g4EGahxRWqYf96aYKysQZrHlcvcq65WUU3Dgm2srbR65eXLs0wdxK6bOYzdt5CKRdLGp0VnIQA6aBEjM09nYQj1JiLg13A75kS9UVyG7Ne945TfKfU3wZ7+TdbWdUF9sAA62tXrV31+P2Ji4BkGtW4MS+OYp3IffNRgxZqJ4vwFiwxYLS40APgYmyxhrysB+lMFIUAaAeEzaEDdjwEStLpHoPvM44GgpBRH5zMoNBGqPRG78ANiU9rBLJ1AamUKmDJS/YNzSrDhklwYxxoHrCjGrVeF0q2hHWqSigjKEoYGApJhciaiSSUUT5rBplsk6+B9cPZlykDtGtFqZ74pNTyrO01S756szyAhykY3V0TGQ+ysXbLBsv6hgSV7cLgCBH3ChK4ZZ6UQocQ5JIjFAluEoOxwnCVGF9zrFgnMlWpzCIwdQ3R2Kgb9PtKxPBssqMK0gkTPHb0hxpszyL7ZnrMSf0E8zAGnzsLgmY5ym8OxHS2QP8mUsYxhSCV7c+6zPND02IfW+eHLKLhnr4Bqf/kvqNrAOdmEBAByv2GqK40gIqUf2wfENba01dJnWRxP1d3yHJLb0zTOIctG8SfM48dWzTsMlTQbSXnVEnFdPyarNoyocVbYDehH4PHpoRBDFA/LSAoJciIchzAXzAhXQQGTvCaNJetAtmLIG4BtwuSQUWrdy5sUQALMTAZCkeKpBHNZ07iQHb7rCZfPPBZJwuFMuqQXeQaM2if2PcDDfWLBJUDUQqsqLsFNE37nwkhg/mRgkULJLht1phojADGC7kLKCJaEbmBMa2uUThgacjj9Kzb5C7A3B/QAdXCqHeLwU/H1j2BMjgEwxAhT8cC8QoMj/DJvmLWUJ/MM1LUqC1Fzpzf8+bueGLjdQQL+gOuq3AtyeneWpUrS12Hou13seZeAanCM5ac3kRCsE0n0qO+dOrbH5V7t1rybZSM5LV/TGSIFjCMezOQeslfha+uVTxuuS0VuZoRrJuS/kmtCWm11p4JUf7tYQnX+5xsYhU1Y8dh1VROIBooPrKSUIF6cAXK1FVXprGLLBNJXC+XU8IWml0YUNYkV+IBPHAtweEZKE4tpNAMPgRmARwWei0GIpib1KqR8255W6+cyniM4H40GXoOMBvtDZQHs0Xdbej3ZdBMlIEmhM11ZFxLtdiYEvNkXPg3B3Px0Z4EraSM7o6WRJjhJL6SMxp7En8rNcaHQfFZJ8tQrjA5yAhFL9jTDLYJMuU9yMBj6bzU69MwXJdE8SRDf2hqlJ/h05Iasej25EJjdccBLBAVM3EG0ZI8Cg2bigfL/ZwQJrVkgQaiXRO86PBeoN7ZCaX+9TMX1lnOoIQmMEcwyYTRmcjVJawSCFIP/A20UtB3DsEpooqhrEI4sVSzxyumHBQD45SBEgcLGoOhYPgIU/UHDhbaPjYgCgO6AfcqYmGDWQV5rnc8SK2nQY1mCezzYgm401ue4hsEOlO7hBsZmh12OlYTIYOOrPWazi8QPse1IbUnFppyBxjQgS3E2vPwIAXMeFtUIOqUzP+mjeogR3bhdFMiA/HyZbIBnhwEQ9hHq+ZcssATeQwI60nATI6LAQBo1ltx/OiDC0sbZhyVW4TKq9GVDyViyz1m07Il+Q+2F6vU2P2YAGJCfXYsg3GYHuDotzuSgw0okmggnCPGT/g0ISR4wknl1ucO0WOE6Uo9PCQ1FuSuCwNTyGkZ/VqEQ8geTVdl2AGcwiEhpkV/w/DiQYp1H8EN4LHR/IgHL84oSVLc1uxtm7tNLsXUUhTL6cMSBFk2JiTpxG90swG1S8TLV/HSHVRExYPWrrWblvO1vAq0KSQU+frpQ2PGwyvGGTK5Pg835lCJffhtAUUKGT07P9JgxGgAdM1S8CuYPQcgaZ10XIOKIgK63q7Kjz+tt1eZfzXQiVXa2HVDrbIaSC4kMFPd5TeDKCfKHggpSdwUBwkENZBpT8oaHXww+YBASKkbv0nNRMOlN7QQUPPPyCWClDXmqnp3ik9iB1pVcO9Y1KTDQcPcLfoDKckDlOkcpOAtBHxFI+qGCaYJLRQSxaLR5ZApaGRDGL0BFgNx4O8DZGMct1GqgLozQ+mEi2dFWzDe0MgdTynWgvBxVAEMGNAoJMiDWU0edv/jwJVO8UHfElP2e6zEDNTujZpmJXnGrZENdL6UFneGCUVY4QKMFS/pGKMY90fqu8tywZE1s0xSQRHFFBeWkof8SAViNA0natOS4J1gJp4NMiHGLoFT5GHbx4Xa97gbhhDbJUzVcPsBjLo8X5QBg4X5simipcIiIaZVwb4TNFvky6w3aKLDGSRtd1gS9VBjKvJ5ReQiY+25W0xgguDwmnj4fVa8BcFhnzA4AIRzVEjMIDPJgpwT4/BUO8gtab665m5rNhUUUCsZSqvgeO7dyMJLXj6ZUCSEi/PDYnA/0js4y9SiKK1DRPa0F6JDCxYzTlA+lUjIE8FPknfzWgEDo17DWLhW6yWIrHTjYzjkKBxaq5KwlSK3kqsIDsy8GaK2uzg4xOxFCHZe+0gU4oN0hFJQULbi6p0Pp/BDlM0o9OCFHpSKR1fZtsZE8vcTcmgjHSbZTvQExkZpgAATzpziWwScLwEo4BAinMziNiNyMEtcUjQDmIgTriIhnEi0kRMLaWtVDxXp0FWzBaGWjZep6QvQBgCRX6yaNRZuutBh22ZbIyPDlumjbjuw+FsabOG0QZDxU+I8S09GNLvThGcKueBOr2eBWJSaI8Pr/RGraGxNqiAYrxOaq4BLg8QaLPkd22CbYYqtRwWHMR13rdAE9sdzq224/3jAHqaWb4hVEDES7nUNqX9jcGudC7ycZqTyGXlaGq9mIBsGgD/qhY+J54Ue5eIkwhCBQ2g9DtzrT0TXTGXzbL5AZ9HScJG1khWREyppd1xRzGZ8r0xVCkUKkhfLZLzoKk4lkP+edhwFLJeJJYmH/OcNpHI2E6/Iy1sgFWIBB3gaZSIN5kL66LaB/GTezUd3KeToQOYgmXZyUlhGHTnbMzjt/oIvpJIhBNQlDCZsKKAvJ4ooF5ha9CEOlPilBI9yNOTCPaRgg0Rt7+qiGFWEWqWJHgnMCDHRv+IMw52Kxe0As0PVTsbXhLkoTPmzNrga3YHsci5IsF6XiMCUdWtUiwoqEEXSiDGAmVA0rSk31rnmuZNqLBcS/cqK8lgKLmTFZUwuPMDRmzUI1JoK/CuentheaGKQLJNpZgZIza+9BUFsUr5o8lDrDhz1ByNzZF14xEYv0QVQJtHHqhwVjIeedsVO3yXAEzNzU6CQdNpQYkw5uWNXwu+5DGosi9t5lYqvgq1rWRY8qNe4MR2cU16dK+vaOcrM1MZEpKxK0emUMfygOCvOFuJlNClSwGBRVIAAmnKYoqiXmR0O4GRdXWhuM5u1OoeBHKHtg/cP8AHb3RCRVHNGs/wg4ynm3JJjc3MReBVYVttbkVoXyJw3Pfpdp5PhTlByLH/zN3RNzQdj+GhgUYmU0evTjrM+s4M4vB1wKXqx0yt8CWmtMrZosBBurjcke8DY38ovFkW+8pWGBI4O/50mrcU945GAOpDBdiI1J7hQ4wUNOlWLUrk7KJA1cLIRiOjqgsxuIzsPtIebSLUBT4vqO6lQB0yRIE7BaJYIDTt/g1rYCcCBbGQB5p+qqkbRTk0FD0OkUQQmYkwFfd9mp14T+D6uxCU84hDxz6W921FHXhXp86sCYZPyUdYKPXt7EYxxhzhgkAHXChK4kZfs3YAoUBsn0MhnKyUvDK/wdNSCrnrQrRGEaQo0W2RwomUooS3IkDLJ3iyVpiT/9pCNhicuOcjTQ2Zt1gMnRI1HzSxbM08yQcMrvEY1FOUEDnw18LuE7WKXIAbMstput+G3vWw+5Y2lKsKWP8ChRLnJANu77YRCT6fcNKrUmnmBGIUKDczrIlz/UOmR1LyQZaC+1EnNeuX/JNA+FjCtMQcJCjuxtFqcsdvJdNfSCaBmD4iW3OgEjo+Sn+9SY9mvWZ1qTDGAdjamFngSIgrQRtiGmF1kuV+fi3OAy8Lf09OOe2Q1BGaiWvFdBOKZjsxSWTA/ZxaECyLh55XWMjuREYTpY0unKmN7i/CAMZB/FA/v2j4G2Ykel6/UlnEWproIAm4kbHuOY1dpmtXyvkA+02VSGMMVGgxkQoA3CJA3d2FKPYSthV/QmoTgUFEhE4ljM3DozA4YtrPczLJJBqog5IQcammErGzOLDHI+jeSXyZvl5dBzBhZX5F0lxulFZti7EJUdMFN9wl2OMdCr9AsqKzQWY6IwKQ0EZJkEvyNz+3JAiDMg4ciJLFGRjT4xXpEjws7VBkogF0EhB6uDpwCNTKNKqgCREMmZZyFsk/hlWQpkhlEqQlYLGfYWhF7kAt/QwIwuFscgUGbogK+GqrIlwh8DPB7stnmox7BePZmQ?#iefix") 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") format("truetype");
}
.stl_09 {
	font-size: 0.67em;
	font-family: "DIGVER+Arial-ItalicMT";
	color: #000000;
	line-height: 1.128472em;
}
@font-face {
	font-family:"CKHJDD+Arial-BoldMT";
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");
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?#iefix") 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") format("truetype");
}
.stl_10 {
	font-size: 1em;
	font-family: "CKHJDD+Arial-BoldMT";
	color: #000000;
	line-height: 1.117188em;
}
.stl_11 {
	font-size: 1em;
	font-family: "RMRGEE+ArialMT";
	color: #000000;
	line-height: 1.117188em;
}
.stl_12 {
	letter-spacing: 0em;
}
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");
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format("truetype");
}
.stl_13 {
	font-size: 1em;
	font-family: "KHFBIW+ArialMT";
	color: #000000;
	line-height: 1.117188em;
}
.stl_14 {
	font-size: 0.83em;
	font-family: "RMRGEE+ArialMT";
	color: #000000;
	line-height: 1.121674em;
}
.stl_15 {
	font-size: 0.83em;
	font-family: "CKHJDD+Arial-BoldMT";
	color: #000000;
	line-height: 1.121674em;
}
.stl_16 {
	font-size: 0.75em;
	font-family: "RMRGEE+ArialMT";
	color: #000000;
	line-height: 1.117188em;
}
.stl_17 {
	font-size: 0.75em;
	font-family: "CKHJDD+Arial-BoldMT";
	color: #000000;
	line-height: 1.117188em;
}
.stl_18 {
	width: 100%;
	clip: rect(0.899999em,42.5625em,5.395832em,6.927083em);
	position: absolute;
	pointer-events: none;
}
.stl_19 {
	font-size: 0.72em;
	font-family: "DIGVER+Arial-ItalicMT";
	color: #000000;
	line-height: 1.127678em;
}
.stl_20 {
	letter-spacing: -0.02em;
}
.stl_21 {
	font-size: 1em;
	font-family: "DIGVER+Arial-ItalicMT";
	color: #000000;
	line-height: 1.117188em;
}
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");
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") format("truetype");
}
.stl_22 {
	font-size: 1em;
	font-family: "FSTANU+Arial-BoldMT", "Times New Roman";
	color: #000000;
	line-height: 1.117188em;
}
@font-face {
	font-family:"VMCSLQ+SymbolMT";
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");
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}
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	width: 100%;
	clip: rect(0.899999em,42.57125em,36.96667em,6.927083em);
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	pointer-events: none;
}
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	line-height: 1.117188em;
}
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	clip: rect(1.274999em,42.5625em,29.98167em,6.927083em);
	position: absolute;
	pointer-events: none;
}
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	font-size: 1em;
	font-family: "RMRGEE+ArialMT";
	color: #0563C1;
	line-height: 1.117188em;
}

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		<title>
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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:0.02em;">Revista Científica y Arbitrada de Psicología NUNA YACHAY. Vol. 1, Núm. 1 (ene - jun 2018) &nbsp;</span></div>
					<div class="stl_01" style="top: 3.6798em; left:7.0854em;"><span class="stl_07 stl_08" style="word-spacing:0.06em;">ISSN: 2697-3588. &nbsp;</span></div>
					<div class="stl_01" style="top: 4.5657em; left:7.0854em;"><span class="stl_09 stl_08" style="font-style:italic; word-spacing:0.17em;">Condiciones psicosociales en</span><span class="stl_09 stl_08" style="font-style:italic; word-spacing:0.12em;">&nbsp;niños</span><span class="stl_09 stl_08" style="font-style:italic; word-spacing:0.12em;">&nbsp;escolares</span><span class="stl_09 stl_08" style="font-style:italic; word-spacing:0.12em;">&nbsp;de educación</span><span class="stl_09 stl_08" style="font-style:italic; word-spacing:0.1em;">&nbsp;básica</span><span class="stl_09 stl_08" style="font-style:italic; word-spacing:0.11em;">&nbsp;media</span><span class="stl_09 stl_08" style="font-style:italic; word-spacing:0.08em;">&nbsp;con</span><span class="stl_09 stl_08" style="font-style:italic; word-spacing:0.16em;">&nbsp;dificultades &nbsp;</span></div>
					<div class="stl_01" style="top: 5.3323em; left:7.0854em;"><span class="stl_09 stl_08" style="font-style:italic; word-spacing:0.06em;">en lectoescritura &nbsp;</span></div>
					<div class="stl_01" style="top: 6.7131em; left:7.2188em;"><span class="stl_10 stl_08" style="font-weight:bold; word-spacing:0.09em;">CONDICIONES PSICOSOCIALES EN NIÑOS ESCOLARES DE EDUCACIÓN &nbsp;</span></div>
					<div class="stl_01" style="top: 7.8639em; left:10.4875em;"><span class="stl_10 stl_08" style="font-weight:bold; word-spacing:0.09em;">BÁSICA MEDIA CON DIFICULTADES EN LECTOESCRITURA &nbsp;</span></div>
					<div class="stl_01" style="top: 10.1639em; left:7.1188em;"><span class="stl_10 stl_08" style="font-weight:bold; word-spacing:0.09em;">PSYCHOSOCIAL CONDITIONS IN SECONDARY SCHOOL CHILDREN WITH &nbsp;</span></div>
					<div class="stl_01" style="top: 11.3131em; left:18.7725em;"><span class="stl_10" style="font-weight:bold; word-spacing:0em;">LITERACY DIFFICULTIES &nbsp;</span></div>
					<div class="stl_01" style="top: 13.434em; left:23.525em;"><span class="stl_07 stl_08">1</span></div>
					<div class="stl_01" style="top: 13.434em; left:39.2958em;"><span class="stl_07 stl_08">2</span></div>
					<div class="stl_01" style="top: 13.4656em; left:9.9183em;"><span class="stl_11 stl_12" style="word-spacing:0em;">Mero-Ponce Josselin<span class="stl_08">e</span></span><span class="stl_11 stl_08" style="word-spacing:0.06em;">&nbsp;Jokasta</span><span class="stl_11 stl_08" style="word-spacing:0.13em;">&nbsp;*;</span><span class="stl_11" style="word-spacing:0.01em;">&nbsp;Zambrano-Mejía</span><span class="stl_11 stl_08" style="word-spacing:0.06em;">&nbsp;Andree</span><span class="stl_11 stl_08" style="word-spacing:0.07em;">&nbsp;Patricio &nbsp;</span></div>
					<div class="stl_01" style="top: 15.334em; left:7.7021em;"><span class="stl_07 stl_08" style="word-spacing:0.01em;">1, 2 &nbsp;</span></div>
					<div class="stl_01" style="top: 15.3656em; left:8.985em;"><span class="stl_11" style="word-spacing:0em;">Universidad Laica Eloy Alfaro de Manabí, Facultad de Psicología. Manta </span><span class="stl_13" style="word-spacing:0em;">– &nbsp;</span></div>
					<div class="stl_01" style="top: 16.5156em; left:22.8058em;"><span class="stl_11 stl_12">Ecuado<span class="stl_08">r. &nbsp;</span></span></div>
					<div class="stl_01" style="top: 18.6656em; left:15.6042em;"><span class="stl_10 stl_08" style="font-weight:bold; word-spacing:0.09em;">*Correo: </span><span class="stl_11 stl_12" style="word-spacing:0.01em;">josy.jokastamp95@hotmail.co<span class="stl_08">m &nbsp;</span></span></div>
					<div class="stl_01" style="top: 21.0656em; left:22.3058em;"><span class="stl_10 stl_12" style="font-weight:bold;">RESUME<span class="stl_08">N &nbsp;</span></span></div>
					<div class="stl_01" style="top: 22.7848em; left:7.0854em;"><span class="stl_14 stl_12" style="word-spacing:0.02em;">Para satisfa<span class="stl_08">cer</span></span><span class="stl_14 stl_08" style="word-spacing:0.05em;">&nbsp;las</span><span class="stl_14 stl_08" style="word-spacing:0.09em;">&nbsp;exigencias académicas los</span><span class="stl_14 stl_08" style="word-spacing:0.1em;">&nbsp;escolares necesitan</span><span class="stl_14 stl_08" style="word-spacing:0.09em;">&nbsp;tanto de estimulaciones</span><span class="stl_14 stl_08" style="word-spacing:0.05em;">&nbsp;que &nbsp;</span></div>
					<div class="stl_01" style="top: 23.7523em; left:7.0854em;"><span class="stl_14 stl_08" style="word-spacing:0.22em;">fomenten su</span><span class="stl_14 stl_08" style="word-spacing:0.18em;">&nbsp;desarrollo, así como</span><span class="stl_14 stl_08" style="word-spacing:0.16em;">&nbsp;el</span><span class="stl_14 stl_08" style="word-spacing:0.17em;">&nbsp;acceso a recursos</span><span class="stl_14 stl_08" style="word-spacing:0.17em;">&nbsp;que le</span><span class="stl_14 stl_08" style="word-spacing:0.18em;">&nbsp;permiten superar los</span><span class="stl_14 stl_08" style="word-spacing:0.19em;">&nbsp;desafíos &nbsp;</span></div>
					<div class="stl_01" style="top: 24.7014em; left:7.0854em;"><span class="stl_14" style="word-spacing:0.32em;">educativos. Las condiciones de los contextos en que se desenvuelve un sujeto pueden &nbsp;</span></div>
					<div class="stl_01" style="top: 25.6689em; left:7.0854em;"><span class="stl_14 stl_08" style="word-spacing:0.27em;">representar beneficios o limitaciones en los</span><span class="stl_14 stl_08" style="word-spacing:0.26em;">&nbsp;procesos de aprendizaje, especialmente en</span><span class="stl_14 stl_08" style="word-spacing:0.23em;">&nbsp;las &nbsp;</span></div>
					<div class="stl_01" style="top: 26.6189em; left:7.0854em;"><span class="stl_14 stl_08" style="word-spacing:0.31em;">destrezas de lectoescritura. Se planteó como objetivo</span><span class="stl_14 stl_08" style="word-spacing:0.3em;">&nbsp;la caracterización psicosocial de</span><span class="stl_14 stl_08" style="word-spacing:0.26em;">&nbsp;los &nbsp;</span></div>
					<div class="stl_01" style="top: 27.5856em; left:7.0854em;"><span class="stl_14 stl_08" style="word-spacing:0.01em;">sujetos de estudio. La investigación tiene un enfoque de tipo cuantitativo, descriptivo, transversal, &nbsp;</span></div>
					<div class="stl_01" style="top: 28.5356em; left:7.0854em;"><span class="stl_14" style="word-spacing:0.02em;">se abordó un grupo de 101 escolares de la básica media de la Unidad Educativa Fiscomisional &nbsp;</span></div>
					<div class="stl_01" style="top: 29.5023em; left:7.0854em;"><span class="stl_14" style="word-spacing:-0.05em;">Juan Montalvo, elegidos por muestreo intencional en base a consulta de expertos. Los escolares &nbsp;</span></div>
					<div class="stl_01" style="top: 30.4523em; left:7.0854em;"><span class="stl_14" style="word-spacing:0.37em;">fueron caracterizados según las condiciones psicosociales de interés, evidenciando</span><span class="stl_14" style="word-spacing:0.38em;">&nbsp;una &nbsp;</span></div>
					<div class="stl_01" style="top: 31.4189em; left:7.0854em;"><span class="stl_14 stl_08" style="word-spacing:0.03em;">prevalencia de nivel socioeconómico medio, con familias que mantienen buenas relaciones entre &nbsp;</span></div>
					<div class="stl_01" style="top: 32.3706em; left:7.0854em;"><span class="stl_14" style="word-spacing:0.13em;">sus miembros; se identificó diferentes niveles de dificultad en lectoescritura, teniendo que la &nbsp;</span></div>
					<div class="stl_01" style="top: 33.3373em; left:7.0854em;"><span class="stl_14" style="word-spacing:0.25em;">mayoría de los sujetos estudiados presentan un leve nivel de dificultad; la asociación no &nbsp;</span></div>
					<div class="stl_01" style="top: 34.2873em; left:7.0854em;"><span class="stl_14 stl_12" style="word-spacing:0em;">estadística entre ambas variables indica que a pesar de presentar dificultad en las d<span class="stl_08">estrezas de &nbsp;</span></span></div>
					<div class="stl_01" style="top: 35.2539em; left:7.0854em;"><span class="stl_14" style="word-spacing:0.05em;">lectura y escritura</span><span class="stl_14" style="word-spacing:0.04em;">&nbsp;los</span><span class="stl_14" style="word-spacing:0.05em;">&nbsp;escolares pudieron alcanzar promedios académicos altos</span><span class="stl_14" style="word-spacing:0.04em;">&nbsp;o</span><span class="stl_14" style="word-spacing:0.05em;">&nbsp;regulares,</span><span class="stl_14" style="word-spacing:0.06em;">&nbsp;el &nbsp;</span></div>
					<div class="stl_01" style="top: 36.2039em; left:7.0854em;"><span class="stl_14" style="word-spacing:-0.07em;">apoyo escolar de los padres no se asocia al desarrollo de las mencionadas destrezas, las buenas &nbsp;</span></div>
					<div class="stl_01" style="top: 37.1706em; left:7.0854em;"><span class="stl_14" style="word-spacing:0.15em;">relaciones familiares sí se</span><span class="stl_14" style="word-spacing:0.13em;">&nbsp;asociaron</span><span class="stl_14" style="word-spacing:0.15em;">&nbsp;con menores niveles</span><span class="stl_14" style="word-spacing:0.14em;">&nbsp;de</span><span class="stl_14" style="word-spacing:0.15em;">&nbsp;dificultad en lectoescritura.</span><span class="stl_14" style="word-spacing:0.16em;">&nbsp;Se &nbsp;</span></div>
					<div class="stl_01" style="top: 38.1206em; left:7.0854em;"><span class="stl_14" style="word-spacing:0.01em;">concluye que las</span><span class="stl_14 stl_12" style="word-spacing:0.02em;">&nbsp;condiciones psicosociale<span class="stl_08">s de</span></span><span class="stl_14" style="word-spacing:0.05em;">&nbsp;la</span><span class="stl_14" style="word-spacing:0.01em;">&nbsp;población estudiada a pesar</span><span class="stl_14" style="word-spacing:0.02em;">&nbsp;de</span><span class="stl_14" style="word-spacing:0.02em;">&nbsp;no ser</span><span class="stl_14" style="word-spacing:0.02em;">&nbsp;la</span><span class="stl_14" style="word-spacing:0em;">&nbsp;más &nbsp;</span></div>
					<div class="stl_01" style="top: 39.0873em; left:7.0854em;"><span class="stl_14" style="word-spacing:-0.03em;">adecuadas, se pueden asociar al desarrollo o superación de las destrezas de lectura y escritura, &nbsp;</span></div>
					<div class="stl_01" style="top: 40.0373em; left:7.0854em;"><span class="stl_14 stl_08" style="word-spacing:0.21em;">el contexto de la familia es importante para</span><span class="stl_14 stl_08" style="word-spacing:0.17em;">&nbsp;que</span><span class="stl_14 stl_08" style="word-spacing:0.22em;">&nbsp;los escolares</span><span class="stl_14 stl_08" style="word-spacing:0.23em;">&nbsp;desarrollen</span><span class="stl_14 stl_08" style="word-spacing:0.19em;">&nbsp;sus</span><span class="stl_14 stl_08" style="word-spacing:0.23em;">&nbsp;potenciales</span><span class="stl_14 stl_08" style="word-spacing:0.15em;">&nbsp;y &nbsp;</span></div>
					<div class="stl_01" style="top: 41.0039em; left:7.0854em;"><span class="stl_14" style="word-spacing:-0.02em;">superen las limitaciones del contexto académico. &nbsp;</span></div>
					<div class="stl_01" style="top: 42.9398em; left:7.0854em;"><span class="stl_15 stl_08" style="font-weight:bold; word-spacing:0.06em;">Palabras clave: </span><span class="stl_14 stl_08" style="word-spacing:0.1em;">condiciones psicosociales, dificultades en el aprendizaje, lectoescritura. &nbsp;</span></div>
					<div class="stl_01" style="top: 45.8722em; left:22.0558em;"><span class="stl_10" style="font-weight:bold;">ABSTRACT &nbsp;</span></div>
					<div class="stl_01" style="top: 47.6064em; left:7.0854em;"><span class="stl_14 stl_08" style="word-spacing:0.03em;">To meet academic demands, schoolchildren need both stimulation to promote their development, &nbsp;</span></div>
					<div class="stl_01" style="top: 48.5564em; left:7.0854em;"><span class="stl_14" style="word-spacing:0.26em;">as well as access to</span><span class="stl_14" style="word-spacing:0.26em;">&nbsp;resources that allow</span><span class="stl_14" style="word-spacing:0.23em;">&nbsp;them</span><span class="stl_14" style="word-spacing:0.25em;">&nbsp;to overcome educational challenges.</span><span class="stl_14" style="word-spacing:0.24em;">&nbsp;The &nbsp;</span></div>
					<div class="stl_01" style="top: 49.5231em; left:7.0854em;"><span class="stl_14" style="word-spacing:-0.03em;">conditions of the contexts in which a subject operates may represent benefits or limitations in the &nbsp;</span></div>
					<div class="stl_01" style="top: 50.4731em; left:7.0854em;"><span class="stl_14 stl_08" style="word-spacing:0.67em;">learning processes, especially in literacy skills. The objective was the psychosocial &nbsp;</span></div>
					<div class="stl_01" style="top: 51.4248em; left:7.0854em;"><span class="stl_14" style="word-spacing:0.26em;">characterization of the study subjects. The</span><span class="stl_14" style="word-spacing:0.25em;">&nbsp;research has a quantitative, descriptive,</span><span class="stl_14" style="word-spacing:0.25em;">&nbsp;cross- &nbsp;</span></div>
					<div class="stl_01" style="top: 52.3914em; left:7.0854em;"><span class="stl_14 stl_08" style="word-spacing:0.24em;">sectional approach, a</span><span class="stl_14 stl_08" style="word-spacing:0.18em;">&nbsp;group</span><span class="stl_14 stl_08" style="word-spacing:0.21em;">&nbsp;of 101 schoolchildren from the</span><span class="stl_14 stl_08" style="word-spacing:0.2em;">&nbsp;basic middle school of the</span><span class="stl_14 stl_08" style="word-spacing:0.18em;">&nbsp;Juan &nbsp;</span></div>
					<div class="stl_01" style="top: 53.3414em; left:7.0854em;"><span class="stl_14" style="word-spacing:0.36em;">Montalvo Fiscomisional Education Unit, chosen by intentional sampling based on expert &nbsp;</span></div>
					<div class="stl_01" style="top: 54.3081em; left:7.0854em;"><span class="stl_14" style="word-spacing:0.45em;">consultation, was approached. The schoolchildren were characterized according to the &nbsp;</span></div>
					<div class="stl_01" style="top: 55.2581em; left:7.0854em;"><span class="stl_14 stl_08" style="word-spacing:0.04em;">psychosocial conditions of interest, showing a prevalence of a medium socioeconomic level, with &nbsp;</span></div>
					<div class="stl_01" style="top: 56.2248em; left:7.0854em;"><span class="stl_14" style="word-spacing:0.11em;">families that maintain good</span><span class="stl_14" style="word-spacing:0.09em;">&nbsp;relationships</span><span class="stl_14" style="word-spacing:0.11em;">&nbsp;among their members; Different levels of difficulty</span><span class="stl_14" style="word-spacing:0.12em;">&nbsp;in &nbsp;</span></div>
					<div class="stl_01" style="top: 57.1748em; left:7.0854em;"><span class="stl_14" style="word-spacing:0.08em;">literacy were identified, with most of the subjects studied having a slight level</span><span class="stl_14" style="word-spacing:0.08em;">&nbsp;of difficulty;</span><span class="stl_14" style="word-spacing:0.06em;">&nbsp;The &nbsp;</span></div>
					<div class="stl_01" style="top: 58.1414em; left:7.0854em;"><span class="stl_14 stl_08" style="word-spacing:0.35em;">non-statistical association between both variables indicates that despite having difficulty</span><span class="stl_14 stl_08" style="word-spacing:0.29em;">&nbsp;in &nbsp;</span></div>
					<div class="stl_01" style="top: 59.0914em; left:7.0854em;"><span class="stl_14 stl_08" style="word-spacing:0.08em;">reading and</span><span class="stl_14 stl_08" style="word-spacing:0.08em;">&nbsp;writing skills,</span><span class="stl_14 stl_08" style="word-spacing:0.05em;">&nbsp;the</span><span class="stl_14 stl_08" style="word-spacing:0.08em;">&nbsp;students</span><span class="stl_14 stl_08" style="word-spacing:0.04em;">&nbsp;were able</span><span class="stl_14 stl_08" style="word-spacing:0.04em;">&nbsp;to</span><span class="stl_14 stl_08" style="word-spacing:0.07em;">&nbsp;achieve high or regular</span><span class="stl_14 stl_08" style="word-spacing:0.07em;">&nbsp;academic</span><span class="stl_14 stl_08" style="word-spacing:0.08em;">&nbsp;averages, &nbsp;</span></div>
					<div class="stl_01" style="top: 60.0581em; left:7.0854em;"><span class="stl_14 stl_08" style="word-spacing:0.11em;">the school</span><span class="stl_14 stl_08" style="word-spacing:0.07em;">&nbsp;support</span><span class="stl_14 stl_08" style="word-spacing:0.07em;">&nbsp;of the</span><span class="stl_14 stl_08" style="word-spacing:0.08em;">&nbsp;parents</span><span class="stl_14 stl_08" style="word-spacing:0.06em;">&nbsp;is</span><span class="stl_14 stl_08" style="word-spacing:0.04em;">&nbsp;not</span><span class="stl_14 stl_08" style="word-spacing:0.1em;">&nbsp;associated</span><span class="stl_14 stl_08" style="word-spacing:0.09em;">&nbsp;with the development of the</span><span class="stl_14 stl_08" style="word-spacing:0.13em;">&nbsp;aforementioned &nbsp;</span></div>
					<div class="stl_01" style="top: 61.0102em; left:7.0854em;"><span class="stl_14 stl_12" style="word-spacing:-0.06em;">skills, good relationships Family members were associated with lower levels of diffi<span class="stl_08">culty in literacy. &nbsp;</span></span></div>
					<div class="stl_01" style="top: 61.9769em; left:7.0854em;"><span class="stl_14 stl_08" style="word-spacing:0.11em;">It is concluded</span><span class="stl_14 stl_08" style="word-spacing:0.1em;">&nbsp;that the psychosocial</span><span class="stl_14 stl_08" style="word-spacing:0.11em;">&nbsp;conditions of</span><span class="stl_14 stl_08" style="word-spacing:0.1em;">&nbsp;the population</span><span class="stl_14 stl_08" style="word-spacing:0.12em;">&nbsp;studied,</span><span class="stl_14 stl_08" style="word-spacing:0.09em;">&nbsp;despite</span><span class="stl_14 stl_08" style="word-spacing:0.1em;">&nbsp;not being</span><span class="stl_14 stl_08" style="word-spacing:0.09em;">&nbsp;the &nbsp;</span></div>
					<div class="stl_01" style="top: 62.9269em; left:7.0854em;"><span class="stl_14" style="word-spacing:-0.05em;">most appropriate, can be associated with the development or improvement of reading and writing &nbsp;</span></div>
					<div class="stl_01" style="top: 64.2856em; left:41.6958em;"><span class="stl_16">15 &nbsp;</span></div>
					<div class="stl_01" style="top: 65.4523em; left:7.0854em;"><span class="stl_17" style="font-weight:bold; word-spacing:0.12em;">Fecha de recepción:</span><span class="stl_17" style="word-spacing:0.14em;">&nbsp;</span><span class="stl_16" style="word-spacing:0.14em;">24</span><span class="stl_16" style="word-spacing:0.12em;">&nbsp;de octubre</span><span class="stl_16" style="word-spacing:0.14em;">&nbsp;de</span><span class="stl_16" style="word-spacing:0.12em;">&nbsp;2017;</span><span class="stl_16" style="word-spacing:0.11em;">&nbsp;</span><span class="stl_17" style="font-weight:bold; word-spacing:0.12em;">Fecha de</span><span class="stl_17" style="font-weight:bold; word-spacing:0.15em;">&nbsp;aceptación:</span><span class="stl_17" style="word-spacing:0.14em;">&nbsp;</span><span class="stl_16" style="word-spacing:0.14em;">08</span><span class="stl_16" style="word-spacing:0.12em;">&nbsp;de enero</span><span class="stl_16" style="word-spacing:0.14em;">&nbsp;de</span><span class="stl_16" style="word-spacing:0.12em;">&nbsp;2018;</span><span class="stl_16" style="word-spacing:0.11em;">&nbsp;</span><span class="stl_17" style="font-weight:bold; word-spacing:0.11em;">Fecha</span><span class="stl_17" style="font-weight:bold; word-spacing:0.14em;">&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 enero de 2018. &nbsp;</span></div>
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alt="" class="stl_18" />
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					<div class="stl_01" style="top: 3.0179em; left:7.0854em;"><span class="stl_19 stl_08" style="font-style:italic; word-spacing:0.01em;">Mero-Ponce &amp; Zambrano-Mejía (2018<span class="stl_20">) &nbsp;</span></span></div>
					<div class="stl_01" style="top: 5.8639em; left:7.0854em;"><span class="stl_14" style="word-spacing:0.14em;">skills, the context of the family is important for schoolchildren to develop their potentials and &nbsp;</span></div>
					<div class="stl_01" style="top: 6.8314em; left:7.0854em;"><span class="stl_14" style="word-spacing:-0.02em;">overcome the limitations of the academic context. &nbsp;</span></div>
					<div class="stl_01" style="top: 8.7648em; left:7.0854em;"><span class="stl_15 stl_08" style="font-weight:bold; word-spacing:0.07em;">Keywords: </span><span class="stl_14 stl_12" style="word-spacing:0em;">psychosocial conditions, learning difficulties, <span class="stl_08">literacy. &nbsp;</span></span></div>
					<div class="stl_01" style="top: 13.6656em; 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: 16.3822em; left:7.0854em;"><span class="stl_11 stl_08" style="word-spacing:0.29em;">El aprendizaje es</span><span class="stl_11 stl_08" style="word-spacing:0.26em;">&nbsp;la</span><span class="stl_11 stl_08" style="word-spacing:0.28em;">&nbsp;adquisición de información que pasa por una serie</span><span class="stl_11 stl_08" style="word-spacing:0.25em;">&nbsp;de &nbsp;</span></div>
					<div class="stl_01" style="top: 18.1156em; left:7.0854em;"><span class="stl_11 stl_08" style="word-spacing:0.17em;">procesos mentales a través de los cuales se asegura su entendimiento y uso &nbsp;</span></div>
					<div class="stl_01" style="top: 19.8322em; left:7.0854em;"><span class="stl_11 stl_08" style="word-spacing:0.09em;">eficaz en</span><span class="stl_11 stl_08" style="word-spacing:0.07em;">&nbsp;relación con</span><span class="stl_11 stl_08" style="word-spacing:0.04em;">&nbsp;la</span><span class="stl_11 stl_08" style="word-spacing:0.06em;">&nbsp;búsqueda de</span><span class="stl_11 stl_08" style="word-spacing:0.12em;">&nbsp;beneficios</span><span class="stl_11 stl_08" style="word-spacing:0.06em;">&nbsp;ante</span><span class="stl_11 stl_08" style="word-spacing:0.04em;">&nbsp;las</span><span class="stl_11 stl_08" style="word-spacing:0.09em;">&nbsp;demandas</span><span class="stl_11 stl_08" style="word-spacing:0.11em;">&nbsp;suscitadas &nbsp;</span></div>
					<div class="stl_01" style="top: 21.5656em; left:7.0854em;"><span class="stl_11 stl_08" style="word-spacing:0.45em;">en la vida.</span><span class="stl_11 stl_08" style="word-spacing:0.06em;">&nbsp;Salas</span><span class="stl_11 stl_08" style="word-spacing:0.47em;">&nbsp;(2013) establece el aprendizaje como la</span><span class="stl_11 stl_12" style="word-spacing:0.41em;">&nbsp;manipulación<span class="stl_08">, &nbsp;</span></span></div>
					<div class="stl_01" style="top: 23.2847em; left:7.0854em;"><span class="stl_11 stl_08" style="word-spacing:0.26em;">ordenamiento y procesamiento de la</span><span class="stl_11 stl_08" style="word-spacing:0.24em;">&nbsp;información que recibe desde el</span><span class="stl_11 stl_08" style="word-spacing:0.23em;">&nbsp;medio &nbsp;</span></div>
					<div class="stl_01" style="top: 25.0181em; left:7.0854em;"><span class="stl_11 stl_08" style="word-spacing:0.07em;">externo a través de la estimulación sensorial. &nbsp;</span></div>
					<div class="stl_01" style="top: 27.7347em; left:7.0854em;"><span class="stl_11 stl_08" style="word-spacing:0.26em;">Varios modelos teóricos a lo largo de la historia pertenecientes</span><span class="stl_11 stl_08" style="word-spacing:0.21em;">&nbsp;a</span><span class="stl_11 stl_08" style="word-spacing:0.28em;">&nbsp;diferentes &nbsp;</span></div>
					<div class="stl_01" style="top: 29.4681em; left:7.0854em;"><span class="stl_11 stl_12" style="word-spacing:0.04em;">profesiones ha<span class="stl_08">n</span></span><span class="stl_11 stl_08" style="word-spacing:0.12em;">&nbsp;intentado explicar</span><span class="stl_11 stl_08" style="word-spacing:0.06em;">&nbsp;cómo</span><span class="stl_11 stl_08" style="word-spacing:0.07em;">&nbsp;se produce el proceso</span><span class="stl_11 stl_08" style="word-spacing:0.05em;">&nbsp;de</span><span class="stl_11" style="word-spacing:0.03em;">&nbsp;aprendizaje, &nbsp;</span></div>
					<div class="stl_01" style="top: 31.1847em; left:7.0854em;"><span class="stl_11 stl_08" style="word-spacing:0.03em;">en referencia por </span><span class="stl_13 stl_08" style="word-spacing:0.05em;">ejemplo a las “inteligencias múltiples” de Gardner, al desarrollo &nbsp;</span></div>
					<div class="stl_01" style="top: 32.9197em; left:7.0854em;"><span class="stl_13" style="word-spacing:0.07em;">de potenciales</span><span class="stl_13 stl_08" style="word-spacing:0.11em;">&nbsp;en</span><span class="stl_13 stl_08" style="word-spacing:0.12em;">&nbsp;la propuesta</span><span class="stl_13 stl_08" style="word-spacing:0.1em;">&nbsp;de</span><span class="stl_13 stl_08" style="word-spacing:0.13em;">&nbsp;“zona de desarrollo</span><span class="stl_13 stl_08" style="word-spacing:0.16em;">&nbsp;próximo”</span><span class="stl_13 stl_08" style="word-spacing:0.13em;">&nbsp;de Vigotsky,</span><span class="stl_13 stl_08" style="word-spacing:0.08em;">&nbsp;a &nbsp;</span></div>
					<div class="stl_01" style="top: 34.6364em; left:7.0854em;"><span class="stl_13 stl_08" style="word-spacing:0.38em;">las “etapas del desarrollo cognitivo” de Piaget, al modelo de</span><span class="stl_13 stl_08" style="word-spacing:0.42em;">&nbsp;“aprendizaje &nbsp;</span></div>
					<div class="stl_01" style="top: 36.3697em; left:7.0854em;"><span class="stl_13 stl_08" style="word-spacing:0.46em;">observacional” de Bandura, y el “aprendizaje por asociación” de Skinner &nbsp;</span></div>
					<div class="stl_01" style="top: 38.0864em; left:7.0854em;"><span class="stl_11 stl_08" style="word-spacing:0.09em;">(Aguilera, </span><span class="stl_21 stl_08" style="font-style:italic; word-spacing:0.05em;">et al.</span><span class="stl_11 stl_08" style="word-spacing:0.07em;">, 2004). &nbsp;</span></div>
					<div class="stl_01" style="top: 40.8197em; left:7.0854em;"><span class="stl_11" style="word-spacing:0.22em;">A nivel mundial las dificultades en el aprendizaje son notorias hace</span><span class="stl_11" style="word-spacing:0.22em;">&nbsp;mucho &nbsp;</span></div>
					<div class="stl_01" style="top: 42.5389em; left:7.0854em;"><span class="stl_11 stl_08" style="word-spacing:0.13em;">tiempo, su</span><span class="stl_11 stl_08" style="word-spacing:0.1em;">&nbsp;estudio ha ido evolucionando y</span><span class="stl_11 stl_08" style="word-spacing:0.13em;">&nbsp;cambiando</span><span class="stl_11 stl_08" style="word-spacing:0.09em;">&nbsp;de enfoque a lo largo</span><span class="stl_11 stl_08" style="word-spacing:0.08em;">&nbsp;de &nbsp;</span></div>
					<div class="stl_01" style="top: 44.2714em; left:7.0854em;"><span class="stl_11 stl_08" style="word-spacing:0.19em;">los últimos siglos sin identificar una</span><span class="stl_11 stl_08" style="word-spacing:0.18em;">&nbsp;causa</span><span class="stl_11 stl_08" style="word-spacing:0.19em;">&nbsp;específica, no obstante,</span><span class="stl_11 stl_08" style="word-spacing:0.14em;">&nbsp;es</span><span class="stl_11 stl_08" style="word-spacing:0.19em;">&nbsp;posible &nbsp;</span></div>
					<div class="stl_01" style="top: 45.9881em; left:7.0854em;"><span class="stl_11 stl_08" style="word-spacing:0.06em;">reconocer que estas dificultades se pueden originar tanto por factores orgánicos &nbsp;</span></div>
					<div class="stl_01" style="top: 47.7222em; left:7.0854em;"><span class="stl_11 stl_08" style="word-spacing:0.08em;">como por factores sociales. &nbsp;</span></div>
					<div class="stl_01" style="top: 50.4389em; left:7.0854em;"><span class="stl_11 stl_08" style="word-spacing:0.11em;">Wiederholt en</span><span class="stl_11 stl_08" style="word-spacing:0.41em;">&nbsp;1974 postula 3 periodos en los que se han estudiado</span><span class="stl_11 stl_08" style="word-spacing:0.4em;">&nbsp;las &nbsp;</span></div>
					<div class="stl_01" style="top: 52.1739em; left:7.0854em;"><span class="stl_11 stl_12" style="word-spacing:0.09em;">dificultades de<span class="stl_08">l</span></span><span class="stl_11 stl_08" style="word-spacing:0.09em;">&nbsp;</span><span class="stl_13 stl_12" style="word-spacing:0.09em;">aprendizaje: l<span class="stl_08">a</span></span><span class="stl_13 stl_08" style="word-spacing:0.14em;">&nbsp;fase de “fundación o cimientos”</span><span class="stl_13 stl_08" style="word-spacing:0.14em;">&nbsp;(1800</span><span class="stl_11" style="word-spacing:0.09em;">-1940),</span><span class="stl_11 stl_08" style="word-spacing:0.11em;">&nbsp;la &nbsp;</span></div>
					<div class="stl_01" style="top: 53.8906em; left:7.0854em;"><span class="stl_13 stl_08" style="word-spacing:0.28em;">fase de “transición” (1940</span><span class="stl_11" style="word-spacing:0.2em;">-</span><span class="stl_13 stl_08" style="word-spacing:0.27em;">1963), la fase de “integración” (1963</span><span class="stl_11 stl_08" style="word-spacing:0.27em;">-1980) y</span><span class="stl_11 stl_08" style="word-spacing:0.25em;">&nbsp;una &nbsp;</span></div>
					<div class="stl_01" style="top: 55.6239em; left:7.0854em;"><span class="stl_13 stl_08" style="word-spacing:0.39em;">cuarta fase que postula Lener en 1989 como fase “contemporánea o de &nbsp;</span></div>
					<div class="stl_01" style="top: 57.3406em; left:7.0854em;"><span class="stl_13 stl_12" style="word-spacing:-0.03em;">consolidación”<span class="stl_08">&nbsp;</span></span><span class="stl_11 stl_08" style="word-spacing:0.05em;">(1980 hasta la actualidadd). Las investigaciones dieron respuesta &nbsp;</span></div>
					<div class="stl_01" style="top: 59.0739em; left:7.0854em;"><span class="stl_11">a</span></div>
					<div class="stl_01" style="top: 59.0739em; left:8.8174em;"><span class="stl_11 stl_08" style="word-spacing:0.98em;">las posibles causas, efectos &nbsp;</span></div>
					<div class="stl_01" style="top: 59.0739em; left:25.1074em;"><span class="stl_11">e</span></div>
					<div class="stl_01" style="top: 59.0739em; left:26.8394em;"><span class="stl_11 stl_08" style="word-spacing:0.97em;">influencias desde una mirada &nbsp;</span></div>
					<div class="stl_01" style="top: 60.7931em; left:7.0854em;"><span class="stl_11 stl_12" style="word-spacing:0.12em;">médica/neurológica, la repercusió<span class="stl_08">n</span></span><span class="stl_11 stl_08" style="word-spacing:0.15em;">&nbsp;en</span><span class="stl_11 stl_08" style="word-spacing:0.14em;">&nbsp;el</span><span class="stl_11 stl_08" style="word-spacing:0.19em;">&nbsp;lenguaje, la</span><span class="stl_11 stl_08" style="word-spacing:0.19em;">&nbsp;conducta</span><span class="stl_11 stl_08" style="word-spacing:0.17em;">&nbsp;y procesos</span><span class="stl_11 stl_08" style="word-spacing:0.14em;">&nbsp;de &nbsp;</span></div>
					<div class="stl_01" style="top: 62.5093em; left:7.0854em;"><span class="stl_11 stl_08" style="word-spacing:0.14em;">aprendizaje, además el</span><span class="stl_11 stl_08" style="word-spacing:0.08em;">&nbsp;estudio de</span><span class="stl_11 stl_08" style="word-spacing:0.1em;">&nbsp;niños</span><span class="stl_11 stl_12" style="word-spacing:0.04em;">&nbsp;exclusivament<span class="stl_08">e</span></span><span class="stl_11 stl_08" style="word-spacing:0.11em;">&nbsp;con alteraciones</span><span class="stl_11 stl_08" style="word-spacing:0.06em;">&nbsp;en</span><span class="stl_11 stl_08" style="word-spacing:0.05em;">&nbsp;el &nbsp;</span></div>
					<div class="stl_01" style="top: 66.319em; left:41.6958em;"><span class="stl_16">16 &nbsp;</span></div>
				</div>
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			<div class="stl_03">
				<img 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alt="" class="stl_04" />
			</div>
			<div class="stl_view">
				<div class="stl_05 stl_06">
					<div class="stl_01" style="top: 2.9132em; left:7.0854em;"><span class="stl_07 stl_08" style="word-spacing:0.02em;">Revista Científica y Arbitrada de Psicología NUNA YACHAY. Vol. 1, Núm. 1 (ene - jun 2018) &nbsp;</span></div>
					<div class="stl_01" style="top: 3.6798em; left:7.0854em;"><span class="stl_07 stl_08" style="word-spacing:0.06em;">ISSN: 2697-3588. &nbsp;</span></div>
					<div class="stl_01" style="top: 4.5657em; left:7.0854em;"><span class="stl_09 stl_08" style="font-style:italic; word-spacing:0.17em;">Condiciones psicosociales en</span><span class="stl_09 stl_08" style="font-style:italic; word-spacing:0.12em;">&nbsp;niños</span><span class="stl_09 stl_08" style="font-style:italic; word-spacing:0.12em;">&nbsp;escolares</span><span class="stl_09 stl_08" style="font-style:italic; word-spacing:0.12em;">&nbsp;de educación</span><span class="stl_09 stl_08" style="font-style:italic; word-spacing:0.1em;">&nbsp;básica</span><span class="stl_09 stl_08" style="font-style:italic; word-spacing:0.11em;">&nbsp;media</span><span class="stl_09 stl_08" style="font-style:italic; word-spacing:0.08em;">&nbsp;con</span><span class="stl_09 stl_08" style="font-style:italic; word-spacing:0.16em;">&nbsp;dificultades &nbsp;</span></div>
					<div class="stl_01" style="top: 5.3323em; left:7.0854em;"><span class="stl_09 stl_08" style="font-style:italic; word-spacing:0.06em;">en lectoescritura &nbsp;</span></div>
					<div class="stl_01" style="top: 7.3472em; left:7.0854em;"><span class="stl_11 stl_12" style="word-spacing:0.03em;">desarrollo; la<span class="stl_08">s</span></span><span class="stl_11 stl_08" style="word-spacing:0.08em;">&nbsp;últimas fases</span><span class="stl_11 stl_08" style="word-spacing:0.14em;">&nbsp;permitieron</span><span class="stl_11 stl_08" style="word-spacing:0.07em;">&nbsp;la constitución formal y</span><span class="stl_11 stl_08" style="word-spacing:0.06em;">&nbsp;área</span><span class="stl_11 stl_08" style="word-spacing:0.04em;">&nbsp;de</span><span class="stl_11 stl_08" style="word-spacing:0.08em;">&nbsp;estudio &nbsp;</span></div>
					<div class="stl_01" style="top: 9.0806em; left:7.0854em;"><span class="stl_11 stl_08" style="word-spacing:0.09em;">específico de las dificultades de aprendizaje. &nbsp;</span></div>
					<div class="stl_01" style="top: 11.7964em; left:7.0854em;"><span class="stl_11 stl_12" style="word-spacing:-0.06em;">La Unesco en 1993 en el boletín Proyecto Principal de Educación, establece que<span class="stl_08">: &nbsp;</span></span></div>
					<div class="stl_01" style="top: 13.5322em; left:7.0854em;"><span class="stl_13">“</span></div>
					<div class="stl_01" style="top: 13.5322em; left:7.4188em;"><span class="stl_11 stl_08" style="word-spacing:0.11em;">La educación</span><span class="stl_11 stl_08" style="word-spacing:0.05em;">&nbsp;en</span><span class="stl_11 stl_08" style="word-spacing:0.06em;">&nbsp;América Latina y</span><span class="stl_11 stl_08" style="word-spacing:0.06em;">&nbsp;el</span><span class="stl_11 stl_08" style="word-spacing:0.09em;">&nbsp;Caribe</span><span class="stl_11 stl_08" style="word-spacing:0.07em;">&nbsp;ofrece</span><span class="stl_11 stl_08" style="word-spacing:0.11em;">&nbsp;acceso</span><span class="stl_11 stl_08" style="word-spacing:0.04em;">&nbsp;al</span><span class="stl_11 stl_08" style="word-spacing:0.06em;">&nbsp;94% de</span><span class="stl_11 stl_08" style="word-spacing:0.04em;">&nbsp;los</span><span class="stl_11 stl_08" style="word-spacing:0.07em;">&nbsp;niños &nbsp;</span></div>
					<div class="stl_01" style="top: 15.2489em; left:7.0854em;"><span class="stl_11 stl_08" style="word-spacing:0.32em;">que cada año han cumplido la edad para ingresar al sistema escolar. Sin &nbsp;</span></div>
					<div class="stl_01" style="top: 16.9822em; left:7.0854em;"><span class="stl_11 stl_08" style="word-spacing:0.11em;">embargo, la</span><span class="stl_11 stl_08" style="word-spacing:0.07em;">&nbsp;cantidad que repiten grado es</span><span class="stl_11 stl_08" style="word-spacing:0.07em;">&nbsp;enorme</span><span class="stl_11 stl_08" style="word-spacing:0.03em;">&nbsp;y</span><span class="stl_11 stl_08" style="word-spacing:0.04em;">&nbsp;el</span><span class="stl_11 stl_08" style="word-spacing:0.07em;">&nbsp;problema se acentúa</span><span class="stl_11 stl_08" style="word-spacing:0.04em;">&nbsp;en &nbsp;</span></div>
					<div class="stl_01" style="top: 18.6989em; left:7.0854em;"><span class="stl_11 stl_08" style="word-spacing:0.38em;">el primer grado. Cada año repite un 40% de los alumnos de ese grado &nbsp;</span></div>
					<div class="stl_01" style="top: 20.4322em; left:7.0854em;"><span class="stl_11 stl_08" style="word-spacing:0.08em;">principalmente porque no han aprendido a leer</span><span class="stl_11 stl_08" style="word-spacing:0.04em;">&nbsp;y a</span><span class="stl_11 stl_08" style="word-spacing:0.1em;">&nbsp;escribir.</span><span class="stl_11 stl_08" style="word-spacing:0.05em;">&nbsp;De</span><span class="stl_11 stl_08" style="word-spacing:0.07em;">&nbsp;16,5 millones</span><span class="stl_11 stl_08" style="word-spacing:0.04em;">&nbsp;de &nbsp;</span></div>
					<div class="stl_01" style="top: 22.1489em; left:7.0854em;"><span class="stl_11 stl_08" style="word-spacing:0.21em;">alumnos en el primer grado de</span><span class="stl_11 stl_08" style="word-spacing:0.19em;">&nbsp;la</span><span class="stl_11 stl_08" style="word-spacing:0.23em;">&nbsp;educación</span><span class="stl_11 stl_08" style="word-spacing:0.21em;">&nbsp;básica, alrededor de 7</span><span class="stl_11 stl_08" style="word-spacing:0.22em;">&nbsp;millones &nbsp;</span></div>
					<div class="stl_01" style="top: 23.8839em; left:7.0854em;"><span class="stl_11 stl_08" style="word-spacing:0.05em;">repiten; de 12 millones del segundo grado, unos 4 millones repiten y 3 de los 11 &nbsp;</span></div>
					<div class="stl_01" style="top: 25.6014em; left:7.0854em;"><span class="stl_11 stl_08" style="word-spacing:0.12em;">millones de</span><span class="stl_11 stl_08" style="word-spacing:0.09em;">&nbsp;alumnos</span><span class="stl_11 stl_08" style="word-spacing:0.07em;">&nbsp;del</span><span class="stl_11 stl_08" style="word-spacing:0.09em;">&nbsp;tercer</span><span class="stl_11 stl_08" style="word-spacing:0.1em;">&nbsp;grado,</span><span class="stl_11 stl_08" style="word-spacing:0.09em;">&nbsp;son</span><span class="stl_11 stl_08" style="word-spacing:0.12em;">&nbsp;repitentes.</span><span class="stl_11 stl_08" style="word-spacing:0.07em;">&nbsp;No</span><span class="stl_11 stl_08" style="word-spacing:0.11em;">&nbsp;obstante,</span><span class="stl_11 stl_08" style="word-spacing:0.06em;">&nbsp;el</span><span class="stl_11 stl_08" style="word-spacing:0.09em;">&nbsp;crucial</span><span class="stl_11 stl_08" style="word-spacing:0.06em;">&nbsp;rol &nbsp;</span></div>
					<div class="stl_01" style="top: 27.3339em; left:7.0854em;"><span class="stl_11 stl_08" style="word-spacing:0.53em;">que cumple para el futuro escolar y extraescolar, la enseñanza de la &nbsp;</span></div>
					<div class="stl_01" style="top: 29.0514em; left:7.0854em;"><span class="stl_11 stl_08" style="word-spacing:0.06em;">lectoescritura ha perdido lugar y especificidad en los programas de la educación &nbsp;</span></div>
					<div class="stl_01" style="top: 30.7847em; left:7.0854em;"><span class="stl_13 stl_12">básica<span class="stl_08">”. &nbsp;</span></span></div>
					<div class="stl_01" style="top: 33.5031em; left:7.0854em;"><span class="stl_13" style="word-spacing:0.22em;">Hidalgo (2002) define</span><span class="stl_13" style="word-spacing:0.2em;">&nbsp;que “los factores de rie</span><span class="stl_11" style="word-spacing:0.2em;">sgo constituyen</span><span class="stl_11" style="word-spacing:0.21em;">&nbsp;condiciones</span><span class="stl_11" style="word-spacing:0.21em;">&nbsp;o &nbsp;</span></div>
					<div class="stl_01" style="top: 35.2197em; left:7.0854em;"><span class="stl_11 stl_08" style="word-spacing:0.48em;">aspectos biológicos, psicológicos y/o sociales que están estadísticamente &nbsp;</span></div>
					<div class="stl_01" style="top: 36.9531em; left:7.0854em;"><span class="stl_13" style="word-spacing:0em;">asociados a una mayor probabilidad de morbilidad o mortalidad futura”</span><span class="stl_11" style="word-spacing:0em;">. &nbsp;</span></div>
					<div class="stl_01" style="top: 39.6697em; left:7.0854em;"><span class="stl_11 stl_08" style="word-spacing:0.02em;">El Ministerio de Educación del Ecuador en el 2015 presentó un reporte en el cual &nbsp;</span></div>
					<div class="stl_01" style="top: 41.4056em; left:7.0854em;"><span class="stl_11 stl_08" style="word-spacing:0.1em;">indica que el país</span><span class="stl_11 stl_08" style="word-spacing:0.07em;">&nbsp;ha</span><span class="stl_11 stl_08" style="word-spacing:0.12em;">&nbsp;presentado mejoras</span><span class="stl_11 stl_08" style="word-spacing:0.13em;">&nbsp;significativas en</span><span class="stl_11 stl_08" style="word-spacing:0.09em;">&nbsp;el sistema</span><span class="stl_11 stl_08" style="word-spacing:0.12em;">&nbsp;educativo &nbsp;</span></div>
					<div class="stl_01" style="top: 43.1222em; left:7.0854em;"><span class="stl_11 stl_08" style="word-spacing:0.21em;">dentro de las áreas de lenguaje, matemáticas y ciencias naturales; el mismo &nbsp;</span></div>
					<div class="stl_01" style="top: 44.8547em; left:7.0854em;"><span class="stl_11" style="word-spacing:0em;">reporte indica una constante tendencia a la baja sobre el nivel de analfabetismo &nbsp;</span></div>
					<div class="stl_01" style="top: 46.5722em; left:7.0854em;"><span class="stl_11 stl_08" style="word-spacing:0.25em;">en todo el país, pasando del 10.0%</span><span class="stl_11 stl_08" style="word-spacing:0.23em;">&nbsp;en el 2008 a 5,8% en el 2014, lo</span><span class="stl_11 stl_08" style="word-spacing:0.23em;">&nbsp;que &nbsp;</span></div>
					<div class="stl_01" style="top: 48.3047em; left:7.0854em;"><span class="stl_11 stl_08" style="word-spacing:0.04em;">correspondería a 62.000 personas. No obstante, se reconoce que el país aún no &nbsp;</span></div>
					<div class="stl_01" style="top: 50.0222em; left:7.0854em;"><span class="stl_11 stl_08" style="word-spacing:0.16em;">está alfabetizado del todo (Vallejo,</span><span class="stl_11 stl_08" style="word-spacing:0.12em;">&nbsp;2009) y que</span><span class="stl_11 stl_08" style="word-spacing:0.15em;">&nbsp;los datos anteriores</span><span class="stl_11 stl_08" style="word-spacing:0.17em;">&nbsp;presentan &nbsp;</span></div>
					<div class="stl_01" style="top: 51.7572em; left:7.0854em;"><span class="stl_11 stl_08" style="word-spacing:0.04em;">un margen de error en vista de que no son resultado de un censo de educación. &nbsp;</span></div>
					<div class="stl_01" style="top: 54.4739em; left:7.0854em;"><span class="stl_11 stl_08" style="word-spacing:0.08em;">En el 2017 en Ambato, Moreta, Reyes, Mayorga y León-Tamayo, ejecutaron un &nbsp;</span></div>
					<div class="stl_01" style="top: 56.2072em; left:7.0854em;"><span class="stl_11 stl_08" style="word-spacing:0.5em;">estudio para determinar los niveles y factores de riesgo psicosocial en &nbsp;</span></div>
					<div class="stl_01" style="top: 57.9239em; left:7.0854em;"><span class="stl_11" style="word-spacing:0.11em;">adolescentes escolarizados, de</span><span class="stl_11 stl_08" style="word-spacing:0.13em;">&nbsp;lo cual se</span><span class="stl_11 stl_08" style="word-spacing:0.16em;">&nbsp;obtuvo que</span><span class="stl_11" style="word-spacing:0.1em;">&nbsp;sociodemográficamente &nbsp;</span></div>
					<div class="stl_01" style="top: 59.6572em; left:7.0854em;"><span class="stl_11 stl_08" style="word-spacing:0.23em;">los escolares hombres muestran la presencia de conductas y situaciones de &nbsp;</span></div>
					<div class="stl_01" style="top: 61.376em; left:7.0854em;"><span class="stl_11 stl_08" style="word-spacing:0.16em;">riesgo en dimensión social y salud</span><span class="stl_11 stl_08" style="word-spacing:0.04em;">&nbsp;más</span><span class="stl_11 stl_08" style="word-spacing:0.16em;">&nbsp;marcadas que en las mujeres, ellas</span><span class="stl_11 stl_08" style="word-spacing:0.11em;">&nbsp;a &nbsp;</span></div>
					<div class="stl_01" style="top: 66.319em; left:41.6958em;"><span class="stl_16">17 &nbsp;</span></div>
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				<img 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t5TI/HYxel4/up80XPxwY3VODO0HJcnKnF9eiN65/Ku4CkorNZjLgWGhUozXbcRSxu5mN+O1VTMr1TTYyrs1zZ3i5aff3fLxyxvbMVybTeWqjvpnrZjLrWpUjOFg0aMpJA0tLiZwkI1hYlqXB0vF/trnB9YinO908XqVGOlnbiWvsPR7sn4oHsmBZHFODO4FK1ja0XvyHAKP1Mp+Cyl6+TenY30O+X5GUIGAADcthcwslQjF8VyIy9Ru7kda6lQnynVY2Cpmgrv1bgwOBeH24fixPWx6Bxfi5nVWixXd4v5F2OV7TjUOR33H2yPL77THl95tzMePDIQD58cjqdbpuLVzsU40LsSpwZX4upYJXpm8vKwtRhd2YyZcgoUKaTkTe8q1a1YrzWjstkoNvmrNreL3cSLx2Yu6G8V9ZvN72qN3WJZ3WoKRhuNW61S34py+h6rKQwsp/MupmvMpwAzm0LTeLru4GI1+hc2o3OqHG2j6b5GlqIjBY2RtWYMruSldMtxdmAxzqdA1DK6lv5ej5tzpZhY2khBqBGr6ZyVza3ivj46N+P7hZABAMAd8WHASA+pfi92tK42dlJx3oy58lYMpYBxfbocF4YX4kjHSFzom4qZjVurTJWr27GYgshIaTtevTgYf/X6hfjL/d3xl+8Pxb3HRuKZc+Px0tXZ2Ne1EEcHVuPi2FpR0A8urMfEciVmy9UULjajlELFRjG5vBlbKUw0m1vR3NqOrdxS6tlON5fnPeTHnTxfJN1r8bzoPchzInaK43NPTN4ocDu9uPfZeiOHgDyv5FboWM+hI10zt4XUplPgGFttRN9c7t1Yj47xlegeX0htKSbKO9GdXmsdXIrLo6Von6pGXwpHYwvp3tdSwFpvFJv0CRkAAPAROWPkujj3YOS5BdWt3Silgn9xox7jq83omqkUG+x90DMZh68Px/DqZjEsaSUV2JMphOQlaR85cCX+6o2W+Pz+rvjikaG4++x0PHVhJl6/OlesPHV6eCXa8wTt+XKxU/dcqR6r1Voq9Deikh6bW1tFUMj3sZM35CjCwlZRsOeWi/fvbtvb20Xbk583Go3i+HSC2Nlupue3jllcXIpqbTOq6XttptCRA0o1XXczJao8iTsPsZpJ3+XmwmYMLNSie2wh+qdWYmB6LSbWGtGT53OMLKcQshGD6TuML65/GDL2ejKaOdyka+V7+34JGkIGAAB3RBEycm9AanmzvXJzO5ZSwJheq8bN+VpcHl2Nk4PL8daVoTh9czaW8mZ8lWoRNJ463Rd//vK5+LM32uLP3+mOLx8ejAdPjcZzLZOx7/p8HO9fiUujpeicLcXwynpM5SVgU2Geh2Gtp6J/K4WAerPxYWjYyS13p9yu0fcCxV7Y+GjbCxj5+d5js9kswsnOTmopZOSwUS6X49Of/oM4fuJU1FLIqKfz596QfOzO9lbU65tR3qjGQmUzFqq7cX1kMYaXGjE0ux79E4sxuViJmTy0arYcfdOVGF1Yj8kUlObLdSEDAAD+Nh8NGRvN3Vitb8dcpRajS+XonKrE+aGVONAxHW9fG40by82Yr21HrZYCyNRi/Mm73fFH7/bGHx8Yir8+MRMPnpmOb6eA8X7HVJztX4or45XomduIkdVqzFVTUV5rRLm+G5VGxGYq8uvNzSJkXLx4MTY2Nm4XxjlcpMf8PLU8NCoPhdr7+29evzV8qt5o3not/Z2PffrpZ2N1dTkfUbyW2+LSSiwur8bQ2GT0DY7EuYst0cj7f2xWY6dRjVp1PRpbu7GUbuypV95LgWg7esZW4+jZqzExvRILKxsxu1qP8YWNImDkjQjznIyVjTx3RMgAAIDvcGs1qVtzGfJcjJXqVkyV6tG/UE4hoVpshHfy2lDcmFyK5fpOzFSaMVfbjdcv9sUfvtMdf3bwZnz5+Fg8eHYivtU6GQc7Z+LC4GJ0TqzFQN5/Yq0eixspXKRifCMV9jkwFOGgXi+K8uXl5XjooYdibW2tKM7z63vDnvL7CwuL0dfXVxTNOVjsFfC5mD916nTcfc890d3dk47pj6Hh4fjSl74cV65ciYGBm9HR0VG01dXVW59Nn5uYmoq/+sJfR09PTwo260WPR7W6UdzTylo5jpy+EGuN7Zhe3ojzVzpjuVRNIaMSq+vNmF1ej/m1aiyWN1PA2Ipybav4zTabOQjdCmrfT4QMAADuiKIXI4WMvOlenni9WMlzMWpxY7YcF0cqcbpzopjovFrZTIV3KWYbu3F2rBJffONi/OWB3vjKkcF4+PRIfLt1LPZ3ThdL07ZPlmMwBYzJlTw8Kq/AlANMnjOxFdtbKUDs5DkY27G5uRnXrl37jlCRhzHttfza6OjoraFNuXvjVuFctLm5uXj77bfj5MmTxfv5s/k8+TG/n1/L559KoSIHmb3P5/dzkMltdnY2vvnNb374+sTERAoh00XPxMJKKfYfOhInz16IC5fbouXqteI7LG/UUhDLk9Xz6ldbt1a6Si1PJREyAAAg+WjIWK82Yr5Ui9HljeiZXovWgYXoGV+JpY2dmFgsx9zmbrFnxP0H2uLuw73x9WMD8dDZkXju8lS83TUXp4ZWo326UiwLO13K+1xsRal+a65HnlReTOZOASN2bwWB4eHhYqjUXnDI8jE5IOzJPQ45EGR7ASIHj8HBweLv/PzgwYPF848ek1segnX06NFYWFiIycnJD4/Zk//eCzg5jPzn//yfY2x8IsrVeqTcEBubjRQ48tK5KVyU1ouQUUlBLIeLvERuDiPF97rd8v4i30/S9xIyAAD43vtoyNioNWOhvBljK9W4MbMWN0bmYm6tESu13Zhd342z/bPx8MGr8fDJobj3+FA8eX4sXmybjv3di0XAaJuqFCs0Tazl1am2o7S5fWtH7NtDiT6cr5BCRg4Svb29cfPmzbh69Wp8/vOfL4Y25d6ESqVShI3Ozs749V//9eJ5bjkU9Pf3F5/L8t+5N+L++++/dd4kX6OlpSWOHTtWHJtDRLVajfPnzxfv74WQvZ6N/Jh7PPL5n3vuuVheXkmBId3f7WFdeZ5HLYWNRvp9SuX1FJhSuEjv19MXyi1/r1vf7Vb7fiJkAABwR3x3T0YeLpV7MvrnyjG9WI616m4sppZ38n7r0kB8+8JoPHE2hYvrK/Fm+1Qc6JmLM4PLcX0mfWa+GpOr6RzrqSDPm+ptNqPa2PpwcvZH5ZCRhyodOXKkWAFqr2ciz5/IvQ55HsahQ4eKnogcBHJQaGtri5deeimeeOKJIijkADE9PV0cm4NJll/7whe+EOPj48Xf+bjcS5HPuxdE8mOpVIoTJ058+Fq+Rj4uny8Hi72Ww8VekMgtZaYPW/47PfyN7/jjzkvfTcgAAOB7r5j4nYvn2z0ZS+uNYk7G4OJGzK1UY77UiO7xlTh2bSwOXpuKN65OxL1vX4oPbq7Fsd7ZOD+cAsZkKYYWqzGV99DYSOGivhu1FDByT0AOCR8d/rQnT/TOgSAX93uF/qlTp+K+++4rAkB+Pfcu3Lhxo3jM58nDn/IQq9bW1qLHY2ZmJs6dO1ecK4eVHFJyEMnH5XPmv2u1Wjz11FPFOXLw+OCDD4r7ye+/++67xeNey/eTJ41nez0n+fV8L3utmX6w3LZvt0K+/b32fSTdu5ABAMD3Xi6MUx2diuqdqNW3Y7W2HVOVZoyu5SVbK9E/uRyd46txcXA5jnXPxqn+hXjl1LV47uC5ONc3FYPLeQO79ZhaqcVKpRHrtdxzcWvH7Tz/Ymjw5odzKj4q91bkYVLr6+tFIZ8L+lz85+CQh0DlwJF7N3JvxmuvvVa8n+Vz5WI/9zrsBYY83Cl/5jOf+UwRPvZCQ7a0tBR33XVX8XdXV1c8/vjjxWdziMiBZmBgoAgW3d3dxZCqT33qU8U8j71QsXeuvZZe+bDlv4tg8dH2fSTdn5ABAMD3Xi6Mc62ch0zVmztRru/EfHU7JitbMbvWiGuDs/GnX38yTvZMxfXparSNLkXP1FL0Ti/FBy0dca5rMObSsbkHo5ICSqOxG1vNFBoajdjeqsf83EysrizdLntvybV4LuBzYMhzMnJRn0NELvyLwj3JPRArKytFaDh79mwRInJPw14Pw15vxF7Lrz/22GNFL8Yrr7xSvJb3wsiPOazk3o694JB7Q44dP1YMocrnyefLO47nwPPss88WK17le9vN46Vu3c6H8p/f8dLeC/9fb9x56bsLGXCHfVzTNE3T/v+o/T9S+x+Si+5cZM/PzxdFfK22GevVzSinNltuxtBcOb744FPRObYQw4sbMbZci6H5ckwsbcTc2nr0Do3HlWvd0d5xI8qVzRgfn436Zl6C9lYYyHMlctsLAreL3w8L/txyb0Oe5J2Xms2f+eh7WX4tB4XcA5Ff2y5aCjKp5RyQ388F/vGjKTgsr8Trb+yL9mtdMTU9G8sraymoTBXDqvL1i7a7EyvlUmylD+/Nucib6U3PzMfaajk2yhvR3dEdtY3N2E3haycdkK+VdwzP/Sn5rnL7aLbYa/kb5va3HfO9JmTAnfe3/R+0pmmapv19bf/DISMHiywPJcpzHfJ/8c+9CHmydqmeCu/VWlzq6I+5ciPmU5sr1YvnK7WtWKlUi2Vch8en4o/+5M9iYGA02q52RH/fUFy/3lX0KOSehdwzkHsMsr0eiOyjISJP7P7iF78Yb775ZjF86dKlS0WwyOEjz6XIx+Yej/w8f3xna7foaSimRaS/d1P1f/jQ+8XzHBrykK2x8cloa78eHxw5Fl/96tdjMYWZIkg1bi1R2/hIyMib9eV7zz06OcSUUzDq7umJ9XT/+e+8M/lWcaF88fyB/8lWXCS17yEhAwCAOyIX/LnIz485XOSVmkZGRoqQUW1uxeTccvTcHIlKfTvWNlK4qGzGZqqVF9cqxSZ0tXRMLthHx6Zicmqm6MXYSgX+emU9Dh8+XKzWlOdK5OJ+71qXL18uhkLl4JBfy70LeS5G7tHI8zT2js3Dl15//fViSdq9Y/Myt88+82xsN7ZjJwWc3F2QdyxvpOseOXysCB3VWj3q6ZyN9JmNel7lqhFT80vFhnqziyuxnoJOebMe1fQd8/3n+n9trZSu3R5bedjYzlY002fXN2tx9fq1mF9cKIr2PKSquGC+yP9E+5tZHOnv76H0ewkZAAB87+0V/h/tVchDp3Ixv1aqxNLKWoyMTURjazvqqSDfbGzFylo5XnvjregdGIxGKrxzb8BmKuQvXmhJASNvuLdXkEcxBOqtt94qzpd36c5zHfIu3TlU5J6TvGt3vl4+JoeL69evF5/Jm/Tl+Rp5YnZeYSqvBHX33XcXm/O99MKLRciIPJSpvhPbzd2iJ2P/O4eKa2/kQFRrpGC0FUvrm7GYgtF8pRaTy+U42dIWveNTsVStx3xpI1bT+7OLq/GXn/vrOHTwSGxs1NI5dqK5lcJS+i0a6fHtfW/HevrOeaxUimPRSGHh72pbt1vzdquntnm75fe/l4QMAADuiNv16IdyyMjyMKdc4OfVmPJwpzxJOoeBvCrU/v37i/enZ+biyaeeiaeefrb43P33PhBXW68WxfhWI5XYqVjPcyHyY+4lOX36dDHcKa/klF/LvSZ5onUOG7k3I7+W3/v0pz9d9GLkQJJb/mwexpV7RfJKUu+//34KGen4rZ2iFyOHjI2N7Xj19f2xXtuNhfVGzFYaMVmqFRsLDi6ux82lavQurEfXzFocunQ9LvQMxujSekyklvcGOX7mUgwMT0Z1vR67KbjUN+pFoNpMAaqanheTMdJ1dopwk57nUVO3r7+bAlV+fmv4VgoS6b2i5fdSiMvvF4/5ve8hIQMAgDvidj36oY/2bOTC/8tf/nKxR0UOGLmHIe9hkYNAtrO7U/ROFBvfpaK689r1VGznYUxbxd9PPvlkMfwpnyuHhXyOPMci/52vk1/Lcy/2hkflx7wxX+7l2LuPLD/me8nv58/k4VNFQZ+u0WjmIVE7sVbbiZXqdjEhfTgFi/4UKrpnK3Ftqhyt42txcWwtzo2sxdnhlbg8UYqn3jkZ7RNrcXOxGjdnSjG+uFHsCVJe347a+q2VstZScFhKAWE93UN5azc20+3knpLIK/LutVpqebpJer67me4pf/U88zu/dvv14rF6+/F7SMgAAOCOuF2PFvaK+lzg5yCQi/rci5CDwt5Sr/n1vMpTDhxZLvqL41Ow6Gy/FpFCxvZmI661tRcBIvdI5ICQ5Z6IP/iDPyjOlc+bN87LPRNZPiaff281qvx875r5MV83fyb3Yiyla+dhTPUUADaa2zFXSgEhL7u7Vo+RFDKuTZeiZXw1zg4uxLH+uTjYPRvvdM7Gvq65eLtrPl5vHYmTA6vxQdd0nLoxXexm3jdbjdGFzRhf2IjZciNGyrXoWC1F//ZWDKbEdG1tLXorG9FbrkT36mospnvuTPfRn+61LwWjqXSPPSmA9Tcb0V1bj2vLS+nYcuTZHP2LKymsRNz6pt87QgYAAHfE7Xr0Q8WwpRwmUgGf95nYSo/t1zpis94oJkg3c0/Fbipgbx+fbaeAUd+sx6H3DsTs5FScP30mNjeqxbn2wkNuWf47h5S82V4ecpXl9/LrOazkoVk5jGzt5NkP6XqpyM8rP+U5EnnI1te+9rWoVDeikv9O1yw3tmNhoxkdI7NxY7YUHVOrcWZgPo72zse716fj1auT8XzLeDx9cSKeujgVz7TMxLcuT8a3L0/EvvT+if6VONu/EJ0T5eif3oiR5XrMNHbj1PB43Hf6RNxz8UwcXJyNL506GgemJ+Oxay3xF8ffi3O72/GVM0fitdJU/NmJ9+LRm9fj+enB+Ern+fji5RPx388dTJ89HYfXl+N3X/92vL8yF0UsS18qd4Z8OHAqf8nbP2Z+rXia/pEfi1/s9vv5eW7F+7ftHfPR1z5KyAAA4I7IhX3RdvKE7a1UtebWiN3Ucu9BDgB5Mvav/dqvxcpqqShot9Lx5cqtgLA3hCkfl8+Tex3ykKf8epZfzz0QOUTk1/O5fu/3fi9effWVD3so8jn3gstGdbNYFaqeKu7c8hClzRRs8ipQecWo0nolyulxqbkTC9WtmFutx8RCNXon16N1pJRCw3J80Lca3zo/HE+fG41Hz4zH3UeG4isfDBftq0eG46GLKSxcmoznLk/F6ylsnOhZiK7x9RiYqcbgfDVGS1vRsbQef/jBe/G5S6ejbXcn/uj80Xh7bjr66s04ubYYj9y4GoeudsTJRjUeaWuNd9Nrj3Zfi5eH++JGox5funExhjcb8Vp/X3zu/Il4oOVi1HJXRkpqeUJ4nghejL2qpy+YglL+XyW1rTymarsZ9fS4mXfcSL9FThL5o9X0C6WId+u14sh8nvzsbw8aQgYAAHdEDgZ7YWI7Fe87qTXyEKhUDOfwkMNB7lnI+1cUw5xS4fzMM9+M1bVSMT8jh4m9ls+Vg0ReCSpP6s7DofL8iU9+8pPFPI48JyOfIx9XLAeV2tZWs/hsvk49T+ZOb+WlZat5rkUqvvMKUbmVa40opQCS23y5FtPlZoyv1GJwdiM6xypx/uZavN+9FG+0z8RjZybi8bMT8fCRnnjqWFe8cr4/XjrTHS+d7IiXT3bGy8c74r2Lg3G2dyHaJ8rRMjQfbePz0T23Gp1zyzGxvhXHh8biCxePx91tF+LFob7489OH47mejjh4/nLkGSl/cf5QLK5tRsvKcnzl9JF48NqleLOjM97ouhwDa0vxl2ffjcH6enz58L44uFOK33/v5RhfXstdM7GdwkUOGfl/6cdIwWE3NlKrpL93c/DIOS9do4hpOUGkJzlWFMfngJF+qxwG07+5W6EjJ4x8wHcRMgAAuCM+DBip9fbejMtX2uNyW3scOnykCBJ5TsX8/EIxGTsHgXxcHua0vLxU7GvxhS98oViGNh+XA0R+P8vHZjmo5DkduTcjy6/nkLG7nXsx0vm2bvWY5DkWza3dWK81o7K5FaspWCynYLG4njcBrKW2GVMr66lVYmx5o+hx6JraiMujlTh5sxRvdy7Ft6/MxuPnRuOeo4PxjbOjcWW+GdPpsit52d103uVqI7XtWFvLPSIRS+u7MZXCSsvgRJwfno4rs8sxvFyNymI9plKA6Gk2Yjrd82Rjp+iVGNnYjPrm7q15Frup8m+mc6fvMpP+nt1Or6drrOyksr++E4Nb1VhJQWB6uxEX6qW4UFmMjRwE8uTv9JgOL1rOW/mxnlolv5Uec7DIv1bRV5R/xjx5PL9efDC1rdTyv7ciZqTneaZ57oH6LkIGAAB3RN58rpGK1npzO0ob9VhYrcRSKurHphfiSkd3rG3UYnJuMSamZmOtVEoh4taE8J1U1OZdunPvRF5hKm+ul/e1ePrpp4s9Loogcbvl4/fCx56dPBwrBY3dVJTn+R7Vxnas17djZaMZi5VU3KfifyIV+iN5CdqF9bi5uBHd06XomS3H9bHVaBspx7nBUrzfW4o3Olfjmctz8dCZ8fj60f547mRPDKSKfbKynYJEPVbWq7FQqsZcej6XKv3FFDQWqrsxlM55bWwxzt4YjyujK9E+s5Gu10jfsxljKfRcKi3H1dm56F1bi/GNalxdXY6b5XTtlfnoXF2Knum5aE/HXF6cj6X0G3ZslONseSVupFB2prQSl9ZW4vLqanz+zAdxPIWytpW16Eif7SotRffttpjCw2BpNYWmhehNjzObm7GYwlXX2mp0r64U4SN3a+QIkYdG1fLvmR7zYlWl1Mrpza38brGk1XcSMgAAuCPyEKW8K3YejrSSQsbSxlbMrzdjfKESh8+2FistfXCmNc5cvhYrlVqUq5tRrTejfnuIUw4PHw0TOWAMDQ3dLnO/095xueciD5Paat7a3K9c24rlvLdFutbEci2Gij0tqtGZiv62YgnaUlwYLcWZoZU4ObASx/uW4v2uhXirYym+dXUxHr80F3edGI6vHu6Lrx7sit7J+RRYUlhI32lyrRZHrvbGwSsD8UH3bBztW4xDveNFe797PE70zUTr8Fp0T22mMLMb4+WdmEi/x8ujvfG1q6fi8PhIfOXIgTjY1xufOf52vDrRF59uPRCPT3XFi0M98dfnjsR/Pf1O3NfREt9amoj/1H4s/vrE8fiLq+fiizc74qsXLsS/O/BWvLu8HP/twL54YmUwPtt2NP7q6vH46o3z8e2Zm/Fg29k4NNgfdx19L94fHojuFOz+8PVX4u7zp4rJ4tUU7EZKi3F0qDta5qejf7MWZ+Zn48j0SFycG4vVrWrs5J6V7yJkAABwR+QiPw9RWsu9GLkHYa0R4yubMby4EdfHVqJvbiM9r8XYcjVm1vLu2fVYqzZTEZ8Cwubmh0OkcnjIj3vDpIoJ3bdDxV7bG5qVj8mb3G00dmK1mkJNuu5YuubNhc3onF6Pq5PlODuyVgSKD24sxnvdC/FOChVvXJ+Pl9vm4qXL0/H8xYl47MJU3H1mMr58fDS++H5ffP61lnjx0kRUKqXYWC/F3PpWvHN5OL6+rzXufq8jHj3WH8+eGYxX2kfine7pOHJzIS6OlqNjKk/4ToFkJfd8RMyVt+P+Myfi3PpqMVSqf3c75tL9/smx92Jweyv+6OL78WBfW+y/eTOGdiN+r/Vo3N3eGq9OjsdXhjuiZXU9nu7ojLfSfRyamI3fefedyLHrjw+8F4/3X4sPVufjvamxeH6wJx64eCpaq6VY3t4trnNtZyveHZuIL15pid89uD9G0vlL6bcbSCHj4QvH42RpOR6+3BLf7O+Lbw32xus3OmJxqx7bO0IGAADfJ3IvRg4Yi+XNmF7djPHUBheqcWNmPdomKtE1uxnXJ0rRm8LG0MJ6TKSwMVduxMp6vZibkedafHQuRvbRULHX8t/5mHxsDiflza1YSQFjppT3tqhF91Qlro6V4szAchztXUyhYr6YxP1C60R88+J4PHUhT+aejIdOjceDJ0finqM340tHh+KzhwfiM/tvxGffuBIPH7wWHXNbsZGK+/XNelyeqsXXU/j40tHJeODcfHzz0nS81TYdH3Qtxrmhcgoz1eiZSwFjaSMm8nCqai1K9Z0oNyPuv3g+3pmZiKX0fV4fGoxrk8vxF+1noyuFjD+9eDyOVtbifDr+0Oxc/FlXSxxPv8N/P3EkHr55tZhL8Ubr5Ti0vhIT6fkfHtgXN2M3/uzIe3GtvhljO7txYng8XhzojYfbW+Ld2YmYL67TH4fm5+OuE6fjxZWV+HJHexwdHS82A5zYLMXDbRficnp+7+W2+MbASHxzcDiOTE+lEJLnZRSTNr6DkAEAwB1RbtZTsV+LudJ6Cg/1mF5JQWNxMwZmKtGRCv+2iXIxX6FtYi06J0vRP1dJQSMdu7Yea5VKrNc2Y7O5FY08VyPVuo1U7DZSEZ2Xuc37W+S2vZ33udiNzdQqje1YqTViprIboyvN6JurxbV0jUsja3H8xny8d30qXm8ZjLcvj8SrFwfjqeO98ejR3ngghYq7D/XG1w/eiC8d7Iu/ODAYf/Z2T/z5W9fiC29ciGePtkfHxMqtCd6b2zFR3YlXLo3EvUcH4pHzc/Ht9uV4r2cxzg4tx5Wx9F2m12NgqZrCRT1mNmqxuFmLtWYtKjvNmNvaivbGZjx79Vp883xrPN91LXrTb3TX+RPxal933H32WDzZcj7ua78Qj547E392+Xi8uzwXrw73x76x7iitb8bzZ47GN3ovRv96Kb585r14+uaVeOiD/XF9ZCpW0+/zRk9nPH+lJQbS7/dU26V44szJeKm7Ld6fGIwvHz0Ql2vr8fq19hSqPoiJnUa0LI7H168ci2e62+PY7EI80dEZdw91xJPtl2K90SjCW7EkVc4b6X/N3bxS146QAQDA914phYzlWi1my+sxvlSO0fkUIpbqKWg0YnCxGoOrzbgwOB9nBxbj0vByXE9ho3+uFCMLqzG7Uoql9VScbzajVN+KSl52NgWKVN9HbWc76ttbKVzsRD2lj/XaVqzVtmN+oxmT5c0YWdqM3qn1uDpajtM3V+Ng53y81TYT3zo3EG+2DMfN6bUYSSGkY7oWp/Lu3Ckg7G+fjrdaR+PV1ql48cpcvHJ5Mo7cWIiOmWpMrzdTwKhHKQWGmXrEkd65ePrkjfjmhRRW2ufi/d6lOD+0Eten1uLGQimGV2sxvbEVi9VGrNYbUW42orbViPrWZmykdnpkLN6cnY5vTo7E2/PjcXl9NRZTOMjL6q7vbsdqczumUiFfS9+ttbwcrQtzUa/vRCkvzbsVUUqF/3Kq+vNE7ekUEibTi9UUXmqNFADSIa3NUrw03hMdq4sxn0LBXN4bI50/72I+t533HUmnKTViIV1jczeimoLc8tatpX3T2zGXrvWtwe5iAvp2ClVFvki/+1Y6R3qI7XQfQgYAAHdEJVW8K5uNmKtsxvBCJXqmVuPa6FJc6p+J9pH5GCltx7mbs3Gyfz61hTg3tBqXx9dSsV6KodyrsVIrhk8tVlKRnwr2tRQmin0t6nk37nqspwBS2WjESjr/fLkeY6vVGFgsx82phWgbSuftW4j9HQvxYutsPHtmNJ47MxjX5pqxtLwcK2uVYg7I/MZOzKzvxHRlOybXGjG1shGTy+WYWdso7nshvT+3sR3LzUjBpBbHuybjpTM34sULg/FOx3wcvbkWl8bXo2emXMw1mVzbjNl0/Goq1sv1FIq2UnGfe19Sa6YwUNmqx6He/vj1/W/F1290xKOdV+LT770eR6fno5yq+byyU15VdiEFiLzU04WpyWifmCjWnC0WecpVfmo76XwpZxXFf3paDKPKE7lzgLheWo3Pth+LhzouFKvSFkvb3v5sXjWqmGKR7y+/nN9Pn9lOAaWeWj72xLUb8VJ3R5S38hC03eJe8pCr1dSqxQ3kIWtCBgAAd0A1FagrKRjMlZsxtLwZnbOVuDxZirNDC3ElhYCxyk5cHJiPA+2jcbBzJg7fWIqjg6U4PVyOtrG16Jmuxs35zRhZrKXivxazq6noT0X8fKka85WNFCyq6bVqTKTifnhhI7pnSnF1fDEuDEzHkRQG3mifimcvTsY3To7G86cHo21yM/qmK8VyupVUUE+v1mK+uptCxG6kS8Ryaqu592G9mgJNPRZTgMl7W/TMrMfZ/rl4p2Ug3jjfHweuTcaRnoU4PViOK5PV6JuvxXgKJ/OlWgpDO7fDRUTKQJHq9CII5Nq8mir9UmrDjWb85qF342h5LcbSW3/Rfj7uu349jpVX4t4r5+Lhy+fj0f726NnYiEdutsfbi2Oxko7rXK/E0z1t8UDflXiq60p0VSoxlXLBawM34q7r5+P5nmsxul6LlJfiyd5rcX9Pa3Hd8Xojvt1zPZ64fCFemBqIyXSuSvrcqc1yPNNxNZ7pbIvnBrri672t8fzwjfjildPx3NxACi270Z/u8b4rJ+KrF4/G4YnBIpjkjRV3t4UMAADugFxkr9V2UyDYjuGVRnTOb0TLVDlODczFhb6pGCk1U/BYTyFjLPZdHUuhYDre6V2L93pLcbx3Jc6lIr5ltBLXJteje7ISfTOVGJxbj4GFStxcXE8BpBr9c3li93q0jZeLORFH++bjzY65eLFtPp5tnY2Hj92Ml86PRc9sCjpTq7Fa3o6exd3Yf3U0Htx3Pp58vz2eP9ETr5zpjTfO3oh9l/pjX+tQvNUyWLTXL6Zg0Tocb7eNx3sd03HixmKcHViJ1vH1YijV4GIjJlP4Wa5sRqXWKIYspQxxq5chFfupTv+blvedqNViemc3/vX7b8Y9fd3xWld3/N57b8SB3tH4ozffiGfmRuPt8nL89gf7Ynh3N75w5WQ8euNqjDW34o/efzteGh2IV+vL8V8PvRknxqfioQtn47MXjsWpjbV47trV+Oyx/TGTg0dPd3yt/VzMppDxmVMH4pHe9ji2uBhfaDsX9508Hje3t+O30zme6e2MI4sL8Qcn3ot/33ooDjbLcd/wtfjMyf2xnj57dGAw3q0uxJs7pfgvLz4ZE9v1aKbP7m6b+A0AwB2Q6uKobO7E4vp2jKVC/MZCNa7M5J6MuTiXQsa18dUY24g41jker53vi1daxuLFK1PxSgoIb16bi/e6FuP93uU4MbgWp1M7P7yaQkcpLo7dapdSALkwXIkzN0txpG813knHv5Y+93TLfDx6ejweOdYfJwbWo295J27OlmJtIz2moPFC20rcfagvHjg2HA+fGIsnz07G8xcm46VL4/HS1bn49vW1eKljNV7rXI73bqymc68UczfODa/FldG16JwoFz0so8uNmEtBaWW9GeubWylc7EazmffpyKtepVxRBIuPyOOa0vsDm/X4tWPvxaO93XFudCIul1diLb397d6++P1D78WfvLc/vnr5Qiym154c6Iwne67G5amZ+J0UPFbqW5G+TnTUNmOsvhu/+9pL0RI7sZ2Xx03F/68dfCUOV1fj8Ztd8bmui9FarsR/SZ/ra9aLaxyNevzWmy/EO8uz8V+OvV30auShVoemZ+NPLpy6teLV5HB87vzR4vrP9nWl496NP2w9Gb/xwlPRn+eVpPRkdSkAAO6IvON33m07D5nKu2wPLW1E12w5Wkfmo2V4IS4OzkX/Yj2Fj834oGM0vn2qK164OBxPnr4Zz10cjedbRuOFyxPx2vXpeOP6TLzdOR/vdi/G/p7FVPwvx4Ge1djftRJvXl2Il1vn45mL0/H4+fF48uRQvHBmIAZXd6N/ejXGV2oxWdmNq5Mb8dL5oXjs1Fg8fmYinr00Hy+2L8dbnatx4MZKHE2B5thAOY6NVOPUaDXOT1SjdWI92idTsJgqxY1078VSu0u1mFutx1J5K0rVnRQwdm/1YBRzJG4tr5sDRtFSob7XdnZ3orLViNaN9fi99/fHmbnZKKUPre42YzEd/PmzJ+PF2noc3KzFb+1/Iy7Mr8R9A+3xtevno329HP/2+OtxdH42Ohr1+EZPWxxcmYvfOXsgvth7KUbr9Xh/YCx+b/9b0bK9FXcPdMTnu1ujp74d//3dffHuxHgMpM994dqZ+MLZI3GmuR7/Zt834+LmRvSn0PNXp8/En1w6G5vp39lrowPxO+cPxqV6Nf79wdfiUHUj3mpsxG+/9XJcWlkshkw1hAwAAO6ErZ3t2NzajnJ9q1j5aXylGjfnKnFtbCGFjMW4NJTCxs3ZGFxpRG8KG5fGco/EchzsW4u3UsH/7asT8Y0zN+OJcwPxjRQOnro0Fk+3TsQzLePxzRRCnrswFs+em4gnTo3HQyfG4q4jw/Hlw33xxtm+mCnvxsT0UpTKlRiamo9D18fjsbOj8dD52fj2heF4/ep07O9ciKN9q3G+mANSis6x5eifWo7BmeUYmVuOsYXVmFxcjamltZhZKRdL6y6WG7FaaURlYzs2ajuxmSdMN1PRvRPFyk4fdStc7BarMxVvpWMqjUbck4r5P7x4LL5y8WiMVFdT+MirT1Xj4cut8blLF+OvT5yKR3o6o2N1PT576lB84fwH0T43FxcWFuKrJz6Ivzx5KJ5tuxzz2zsxutmMBy+fjd87fSA+c+lkdKzXonNyNb506kR8+cyZ6FlYjjNra/HZdK2/OPpuPNR2IRbSfW83Ig5MjcXnThyMP79wNH6//WJ8+urZWFyqpt/yRPzhmQNxYmw8Xh0fi7uPn467267E19I5n285V6xKtSFkAABwJ+ymIjgvM5t3317e2EqFfzOGlzaiZ3o12oYX4kLfdFy4ORfnby5E+3g5+heqxQpOI8upUJ7biJaR5ThxYzrevNgbr128GS+cvxnPp8Dx3IXReO3KWLx2pjNeOXsj7jvcG3+xvz/+dF93PHZqMMorCzG9XImxWqTzz8fzJ7vjwVMT8fDJ4djXOhgHro/G0f7FuDK0GD0pWAzNbsT49ErMp8/MLq7FcmkjBYpqrJbXo1Rai6WllfRYifXVxSjVU1aobsROeSF9t4hqSg+7xSSMdLG8cV2znh7ycKL0xs5mej3/d//arQWe8v4SO81i2NJ6Ora5tZIiSCXSqzmCFCs/5c3xNpu1Yj+Qeno5ZaVopPd3mtXY2tlJn4vi8+nMefJ17jqJWnrMKz8tprM1U1jJS0ptpOPyufIm6dvp/tainj67UdxbXukqLzB1ZGY03l6aiRNLy/GXLafjWzdOx0q607zJ32yOSFtrKQBtF+fO18vn28lLXG2t5+8nZAAA8L2Xi+C8WV4eSrSW52ZUd2J8rR43F8rROb4crQPzcT4vX9s7H8e6puLMjZm4MVuJuVTRjpWacWMmb9K3Gt3TlWgbX40rk5W4Mr0RrTP1aJ3ciKuT68Uysn/y6pX4nRfb43NvXo22+UZslFdiYmMnPhgoxTPHOuLegx1xz9mlePbqahy4NhqnB+aiJX3+evr8wPxmjC83Y3F9J6Yq2+ket6JSbcRKfTeWaztR2szL5u4U+3DUUmBazkV7LQWKrXKxr8RqDgHpMaWAXIHnOFDsPZGOiM30926xdmwjtvM7qWDfTUV6M72/m5ed2t5IxXu6Rjoih5L82Rxamulztzaz2C6Ws82BYHsr/XMrnXUnp5zc0vMcbNJ1847n+bi8YlSxZm09vZYe9u5hZysvnpvDT4oz6d9FET7SsR0z0/HElZZ46tyVODQ4GcvbzXQHjeK9YkWsZrrmZmr5+fZWEXDyvezUa0IGAAB3Ri5Oc7Ga6vRUqOeifTumy40YWdqIG9OlaBtZjvM3F+Noz1y83zET77VPxIG28ThyfSKuja8Um/XlncEvDy+lthhXxlaifbIUHWOLcbZzODpXIh49NxP/8fn2+K0nz8cHfSuxlC62mtqxoUrce7g/Hjp0PR47MxZfPL0c37i2GafHN+NqCixtU7W4OLUZN5a2I+WN6FvbjqvpepMpCG2k0JB7EPpXGzGU512k57n3YLgacTNV6M082SIV+CspV/RXImZSoMm5IPc+5P00+lNY6UrH9afzLhY1enozh43dVPzn/+U/m6loTwV8Rzp/dzrvTt4Fb7sSQ5Vm9KXP1vMEj61qurft6E3nGV/fiunVajRTsb/bTAfsNnJsiPQVoq+8U9zHSHp5PaeNdA+7KdxNVGoxlF5YTmFlKwecdMrxylYMpPstjkltJh1+LQWsG+nzoymllCvphuv12Kxvx1Aph8L09266yE4jBtN9dqVEtJb+XdonAwCAOyKHjFxQ57kKOWiUU1G7XGvGTDkPiarHjdmNaJsox9nBlTh2YzH2d8zHa60T8eKF4Xj5bE+8cr4/3rk2FYd7F+Pc6FpcTK1lLO8GXo4zl6/Hhent+Ox7Q/ErT7TGn7/ZURTFtfW16F2qx9dTwPj8wZvx0LH+uOf4SHz8riPxC09cjAMjjRhY2Yn328biP9zzTnz1jdaYSIX5I0e74t8+fjje6xyPRrrn+XS/X3jlbPzH+96MnpV69Jcj/suTJ+O/PXUmplIxvpUK97zL9397/IN45L3LxX/lz0u+vnl1KH7joffiV79xLn7t8VOx7/pcMdQoGrX0Y9Rvz81IBzcacXVoLv79kyfiL9/rSb/RTjSblfjDb58qPjswv55q/Y24+90r8Qvp79984lD8zjMnor/UKHoiFtMpnro0E7/0jZb0/qX4d0+eS0HrXPo+XbGQwkDKJHH/vpPxO0++Ha3TS9FIF15LH/zDb5+I//StD4pOkdzV0b1ci9969kj6/Mn4pafOxd3vXEjH1qJteiV+9htn4r+/3RIb2+spzuzEn758JX7tsVPRmkKfkAEAwB2RA0buycgjg/LE6Dy8qLTZTEGjEbPlrRjLxfvcRnROb8TFkXIcu1kqVox689p8vHxlKp45NxqPnhyKew/3xj0HOuPuVPDe+9b5mFosR1tHT5wcWo8/frUrfvPJs/H61fliiNNGaSVODJfiT/b1xF8fm4wnzo7Gw+cm44fuOh7/5MvH4u7TMzFQSgFhcDV+8kv7449faI25dH9fOtgdn3jwWLzVNVkMZ8pLuf72s2fj5+45FDfWUyBKBfpPPngmPnnPyXg1hZ+87OuRoeX413cfjs+/frlYcSnX7Xcdao+fvveD+MQjV+JH7z8bX3q349Ywpt1GxPat/bKLf6RQMZFO8otPnImfffh4TJS3YzD9Jp+872h86hutMZ8+U0pB4ZceSff9cHv82EOn4ifuOx4XZivF+QYqET+VrvOD912Kn3nkQvzyo8fi44+cTJ8/Ha+1zcV8+k5//tKFdP+H48zwWhFuplP4+NQ3jscPPXIgavmeUri6OFOOTz70QXzskVPxfzzaFv/2mfMpMO3GaLrdTz5xPX728UsxtZGC4cZu/Ot7PohfefRczKX7N1wKAIA7IoeM3PI0gVy4b6YnG41mlDcbsVrsn7EVM2ubMb5Ujf75jWib3IjzoxtxbGAt9vesxCvXFuPp1oV4+MxU3HX4Znz13WvxxLHeGF1Yj5GpxbgwWo2/fuVCfO65D2IsFd1507/ZtXo8crQzPrO/L+5KgeKFK5PxVOt0/Mt7TsX/edf5+OWnL8VgYzc+6J6JT9xzJv4ghZSlVIF/8VBf/NCD5+PN9HqeiL2cavDffL41fuL+U9FbSWEonf/jD7fGP3/gWnzmW6eL4VPvpPvMRf2fvnG9CBmb6ct+dt/1+LF7T8V/eHc5fuT+8/GXb7QXcy6KZLFT+5vhUunPtdT++5vt8eP3H4t3e8rxeNtafOL+0/GlwwPF+UfTb/RjD5yJH3jiRvybF3rip+4+GidvzMbuTjN6p0vxi/ceTiHlUvSndDNe3YovtczEjz96Ib5+sCdm03f6o1eupWByPs4OlYueiMkUMn7yidb4gRQo8vl3d3bj3aGl+KEHLsS/fb49vd6Tztceqyn8rKdzfmHfaPzMV87Hvitr8Xrnanzq/hPxuXe6I50mfYeGkAEAwPdeqmyLgjqPDsqtmJO8vRWbW81Yb+xEudaM1VTNFqs5pcp2ZHEjbszVUtgox8WR5WI52zc7V+JbVxfjkZMj8dDhrnjz2myMrtRjanUzBlYjzvUtRHvfRKxXm7GUCuMTvYspjLTGV06Mx+Ot8/H29cl4uXMpfvCu4/GPH7oWP/bgmTg9XYsTwyvxg/e1xm+/2lP0GHzlUH987MHW2Nc1E9vRiJVUSP96Krxzb8RAuR4j5a342MNX4//98ED86gOHonN+PV6/WU5B4kL88RudReFdazbiD15qj0+m1+7t304h5mR85sULxepMzdRy10Ge4N1Iz4qFqNLju31L8WN3HYr/8q2O+MWXJ+Kn7zsSLQPTsb21FTfWmvHjd5+Mn3u2Oz5zaDR+/L5z8cal0RQXduNaSgw/fe/J+M1vdUYpnSu2V+Jgx0D8+kNH47H9nbGQQsanX2uPjz90Ls6O5khRi/n13fjFh9rjYw9cLHpqttL/vnFlKD5+37X463d646cfvRa/8Fh7jC7n+SG7cWa4Fj9z/5n4zZf64z+80BU/fs+R+OBmXhErT2CvCRkAAHzv5ZCR5YCRn+bieDtV11vb27GZiuBacydqm42o1upRqdZjoVQrwsPgQiX6Ztfi8uhyHL+5FO/1LMVLLePx7bMDcXqoFNOpWL45vRZDy1sxX9mJarUR5XI1BhYa8fTRvrj//c547MJEvNS5HEf752Nfz3LRk/FPHumKj939Qdx74kacXdyJf3LX+fhvL12LSgoZXzvUGz+SQsbbXbOp9N4uVo3KIeMTD5yNoVI9RkuN+OGH2+L/ePhm/PTX3o0nT1yPF/tK8aP3nYk/er2jCBkb9Xr8xtOX4qceOBcH1nfi5x8+G7//zK1egzwfO6/ctFtM2C5q+NhJgevm2lb8yqPH032dj//nvZ3x7x46lF7Pk68r0TJVjU9+/XD87svX45GWiaIX5ZGTc8VQrQsLEf/s7tb4j6+kgJX+js3ZaDY3YzT9sKvN3Sil3/cPXrucgtGZODm+mn75jVisRPzafVfjp+4+U9xTNf27+NqJ3vipB7vi6QtD8avPtMRPPnExrsysRnNnPW5WN+PHHj0c/6/H21Iga4mfuedQLOcbT4FFyAAA4I7Ite+evAv237TdYo5GDhpF2EhF/np9O0p56dhKrQgbI2uN6F3YiPaxlbgwOB/HeqbiwLWxVADXY6a2G3Op6B9b2oibi5vRNVuLa3NbcbBjLoWM7vjmufHYf3k0jvYsxvnR9Tg6XIsfuPdi/JOHO+MX7tsf//qJlnh3fjd++sHj8fnXbvU0fP1gd/zI/efi9e6loohfSff1H5+9Gj/64Omi56Q/VfI/+tDl+JFH2uMXHz0dv/itnni2dzV+8Z4340/e6olUv8dkCj8/+diJ+PkUGq5uppDx9SPxiw+eSyEgD1aq5oiRjtouejDSV47tFLZWU574i1cuxyce6Yx/9FBXfP6lM7f2wEi/0eG++RSOjsTn370Wr/cvxT975FJ84dXu2E33dnlhPX7ooZb43ac6iuMb6Z+7O41iXkhew6q8sx1//Gpb/NgjV2PfSDUW0+uD6Tf/5afb41ceeD/q2zvFqln/+eUb8RMPnIl9fQvx5690xycfOhqnR9LRKQzlhXe/ks7xDx9sj4+l7/25FFryBPedna0UMmzGBwDAHZDq2g/lvRw+2vJ/EM/zNHLY2Gu5Z2OjvlUMo5qv7sREKRX3KWh0TFfi3MBCHOmejg+6Z+PA1dF4+0JvvHyyI7555Fo8f6ovnjyaiv5TA/HCpcnYd20xzvRMx8Xhtbg224iTY9X42P0X4pPfvBl/vq8rPnH/2fjqxUp87N5T8QffPlsMHfraoe744XTMvq7FYtO8ckoB/ymFjI8/eDaGVtN9bOzGjz94KX7h6a74+qmpFD7Oxh+/Px6fuv/9+MO3bhS9CXnn8o8/cDL+zdOXojcFgZ+852gq4M/FRF4Bdreezpu+8G4KWenYoqVQkIdO7buxGv/q3vPxA/ddilPD5eK1nRQCXrs+Ez+YQsrdF8bi0MJO/OAjF+MPnm0pQtn52Y342IMt8ftPtRX7WuzmqLSb4lG61m4KcjPpOp9+vSt++Gsd8bOPHInffPTN+Hcp/Pzz+9vjZx5vLYZY5SFVv/yNlvi5R87HkfQ7fe1out69x2Jf51K6fgpDKWic6N2IH7y/JX74vnNxcGDj1rCv7dwjY3UpAADugFyP/l1ykZ3/a35ue2Gjnns1UtCoNraLVaiWNhoxtbYZg0u1uD5Zjkuja3F6YCUO9SzGOx2L8Wb7XLx+ZSZebZ2K19sX4p2u1TjYW4lTg+XoGl2Inpn1GFxuxuXpzfjxh87FzzzbHYemduNH7j0ZP/3IhfgXD7bH7792LRbSPeSejBwy3kkhI3bWYz0V2b/1zSvxw+lzg2uNuLm+Ez/1wNn41acvx+HJavzEQ6fjE4+1pEL/fPz+vptFyGgdWkthpjUV8RfjyWurKaCciH/5SEtcyBtx7KRvmr5nka7yY9Hyxnc70ZXe/uSDp+NTj50telXy3JV82L0pOP2TR9viv73VF185PRc/nO75N79xPuY2d+PCXDN+OIeMp1tSwZ9+uFhOj5u3FrFKYWYqtU+/cSM+fndf/NwT5+M3vnEofvnxc/EP7++Ojz3QWkxsH0nn+ZkHT6WQcTbuOz8Rv/vaQPyfKRQ9fnoqhaLdaGzlHdgj/VaX4mcfPhNj6TPNvCngTrqO1aUAALgTUk36d9qrs/cmhefnubjeStV1c2snGs3toldjpboVM5WtGFndiu75zWIFqovj1Tg9Uo3jA+U43r8aR3uX49xwOc4OleLy5GaxJO7Y3GqMrtSKPS26l5rxybs+iF9+rjN6U4j51acuxce+fiz+8UNd8Qfv3LwVMg50puL7UrzVtZTupxrlnZ34jeeuxg89fCGGSilkbGzFT91/Iv7dE6nYTonoN56/GD/4UEv80wevpJAxWAyxOnBtNj7+SHf8zCPn4ue+/kL8eDr2Hz9yJd7unk9fbKsY5hS5FV8+/WM7rza1FQP1SJ85Eb/06JFibsdOOmYz/RZ/9mZr/MPHO+MTdx2Kn79nf3wihaNffvR09K0148Lsbvxout/ffu5S0buQIkGMpSB0tK8cvbPlYjPB33+5PX7owY54bbgWo+mg1krETzzVEz96/7mi96Z7bTt+7N4z8cl7T8XP3vNqfOq+U/GPH7saf7mvt1gFLA+8Wkzp6eceOBH/5uHjkb5FulBOMRvp9ptCBgAA33u5Jv27FHX2R1oRNvJ/wU9PtlLayJvdbaZifj1PZM5zMFIBPZ6CxtBiPfrmqtEzXYmuyVJ0Taylx9W4MbUWN2crMTy/EZOrjVhercTC+lYsbEaxOV/eu+KXn2mNiRQynmqdj5+450j8o4e643ff7C+WmL3/0LUiZLzQsxbLKQDMpHv59W91xL966GwMps8PbDTjx+8/Gb/5zK05HE+2zMS/fPBi/POH2+OPclGeXnvi+FD80ANt8d9evh7Pt/THf32zM/7po23xjdODKTjsFitKfRgyii+cJ1A342YtFfIpZPzKw+/f2rgvvbWejv8PTxyOf/aNzvjC0eF49uJ4/MKj5+NTqdhvXyhH61QOPRfiP714tQgMS6n2f+7ySgo5h+PB91LwSDf0p69cjh98/EKcHUnfcHs7Zqq78UuPnE6/xdFi9ay2hUb8+MOt8YvPXI9nW4fji4cn4p8+diX+67OtxT4aeZfw+RRMfu7+D+KXHjpahLFiF7+d9XTflrAFAOAOyDXp/4w8V2NvYnixgd9WHj61G9VUQFdSbbuSQsNiuRHza7WYWd2I6eX1mFm5/Zj+nl+rpvfrsVTdiY2NWqw1dmM1nac/hY5P3XM4fvXpSzGbQkaexP2zX30jBYTO+P03e4v9Kh57vz1+5MHz8Xv7J+LAVCXe6l2On3z4Yvyr+4/G2EojBqvN+OG8ZOxzLcXk6utrjfixB0+moHEp/vTN9iJk/OW+nviXKag831UqgstzHWvxA/deirveu35rondqOUDsPcZOXtJ2pwgZP/vwqfjlR44W58l9CKuN7fjFe96IH3mqLS6Xb+1A/ulXe+NH7j0UZ6dWoi+loJ+/90z89BNn462xUhwZWY9PvzEY//jJC3H/0e7YqkZ89uXW+BePn4qWoRSLmrVY3GikIHO8CFw5ZJwersQn7j0dn94/XkwMb0lp5V89fD5+6xtnYqm+m6eSx3S6oZ9JIePnHzoRs/mWt+vpH3oyAAC4Q1JN+j+tCBrFf0W/NVejWYSN3ajXd2IzpY1atR6VjXqsrm+m0JEeU+G8vN6M5Y1mrNZ2Ym1zN0opXNTrzaik8LCWzjFQ2ioK6xwyFlPIKKfX/+KVM/GPvn4+fvfltqL34PjAUnwsFdz/8pHr8a/SsT9338H44fvPxa+8dC3mN3biRmkjfui+8/Frz15JIWCnmDT9R+/2xsdT8Pjc6y1FmPntFzviXzxwMo5OVotJ3pemd+OH77oQn33hdBFM8tK1OVvcGt6U/9FI3zWFjBQIfvbhC/Hzj5wowkk+djSFmH9zz2vxqadbYjIFjHpKXZ9/byQ+8dCR2N89HsspePznJ6/GDzx0Oj5+/5H4qa+fip95+Ez80JMtcWB4PdJPE3/6ypX4eAoN50dKRZjJE9B/5tFL8Yn7zsVcusa77ZPxk/cejy8eHcs7eMRoJeInHz8Xv/HoyRgv1Yt7KT7z8Mn41w+fjan0d14Ry5wMAADumFST/i/JBXgxsig9yUOoimFU2zuxnQrtneZWNBrbUatvx0Z6rDbyLuK7sZ4SyUYKI9UcSIrP7UZ6uSjsZyv1eOidC/HUkWuxvpXOk167MrYcX953OV4+2xu1dO7VdI23Ohbj64f64qsHO+Kety/FYycH48JCswghY+kcX3uvI75x9EZsphvLcydODJfirncux1sXemMlXeipoz1x1/6WGC6n8JBueioFgfvebosXPrg1/GgvXOTr58db3zJien07Hjt4LR57vy3W00uN9NrEUjUe3XcynjzRFZViqNV2HOxajK/tvxRnesfSPUdcHK/FAyf648vpHu4/eCMe+aAj3updLeZO5NWxXjs/GHe9ey26Z6vF7zCXTvzgkf5i5/Q85Ot832Tcu68ljvbNx1a637V00BPH0ndM15heqxa9Kovpyz988Go8eqg9llJAy1NJ8jewuhQAAHdELkf/d/zN8KnvbLfmbfzdbW+Z3L2WNZvN2NrKg5b+JsA0cmj5yN/Fa+ncuSDPQSUX+3kC9q0p0Lf29KimQjs/z+/nlt/fSK/X0mMtnaCR55Ok57nl8zXT+Zrptdw7c/tWPpS/y9795R6CRrrH9LGopyCVHxt5Anxq+Xm6bHG9jfSkuG5q+T6L6+b3bj/P91zcf2r53nLo+uj3KPYmycffPjZ/nxzGcvBJLxX3mu+5uPfb991I91P0YNx2+76FDAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA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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:7.0854em;"><span class="stl_19 stl_08" style="font-style:italic; word-spacing:0.01em;">Mero-Ponce &amp; Zambrano-Mejía (2018<span class="stl_20">) &nbsp;</span></span></div>
					<div class="stl_01" style="top: 5.8639em; left:7.0854em;"><span class="stl_11 stl_08" style="word-spacing:0.38em;">diferencia mantienen más situaciones de riesgo a nivel familiar, escolar y &nbsp;</span></div>
					<div class="stl_01" style="top: 7.5972em; left:7.0854em;"><span class="stl_11 stl_08" style="word-spacing:0.15em;">personal. A</span><span class="stl_11 stl_08" style="word-spacing:0.05em;">&nbsp;modo</span><span class="stl_11 stl_08" style="word-spacing:0.12em;">&nbsp;general los</span><span class="stl_11 stl_08" style="word-spacing:0.13em;">&nbsp;factores</span><span class="stl_11 stl_08" style="word-spacing:0.09em;">&nbsp;de</span><span class="stl_11 stl_08" style="word-spacing:0.1em;">&nbsp;riesgo con</span><span class="stl_11 stl_08" style="word-spacing:0.17em;">&nbsp;prevalencia</span><span class="stl_11 stl_08" style="word-spacing:0.07em;">&nbsp;en la</span><span class="stl_11 stl_08" style="word-spacing:0.11em;">&nbsp;muestra &nbsp;</span></div>
					<div class="stl_01" style="top: 9.3131em; left:7.0854em;"><span class="stl_11 stl_08" style="word-spacing:0.59em;">de estudio</span><span class="stl_11 stl_08" style="word-spacing:0.07em;">&nbsp;fueron:</span><span class="stl_11 stl_12" style="word-spacing:0.51em;">&nbsp;condiciones socioeconómicas, oportunidade<span class="stl_08">s</span></span><span class="stl_11 stl_08" style="word-spacing:0.6em;">&nbsp;limitadas, &nbsp;</span></div>
					<div class="stl_01" style="top: 11.0464em; left:7.0854em;"><span class="stl_11 stl_08" style="word-spacing:0.06em;">conflictos en el sistema parental relacionadas a la dimensión familiar, problemas &nbsp;</span></div>
					<div class="stl_01" style="top: 12.7639em; left:7.0854em;"><span class="stl_11 stl_12" style="word-spacing:0.22em;">emocionales, desaprobación social, tipo de instituci<span class="stl_08">ón</span></span><span class="stl_11 stl_08" style="word-spacing:0.33em;">&nbsp;académica</span><span class="stl_11 stl_08" style="word-spacing:0.29em;">&nbsp;(privada</span><span class="stl_11 stl_08" style="word-spacing:0.23em;">&nbsp;o &nbsp;</span></div>
					<div class="stl_01" style="top: 14.4989em; left:7.0854em;"><span class="stl_11" style="word-spacing:0.01em;">pública), además</span><span class="stl_11" style="word-spacing:0.29em;">&nbsp;estableciéndose los antecedentes patológicos familiares</span><span class="stl_11" style="word-spacing:0.29em;">&nbsp;e &nbsp;</span></div>
					<div class="stl_01" style="top: 16.2156em; left:7.0854em;"><span class="stl_11 stl_08" style="word-spacing:0.77em;">individuales como factores de riesgo que están presentes en más &nbsp;</span></div>
					<div class="stl_01" style="top: 17.9489em; left:7.0854em;"><span class="stl_11 stl_08" style="word-spacing:0.09em;">comportamientos y situaciones de riesgo. &nbsp;</span></div>
					<div class="stl_01" style="top: 20.6656em; left:7.0854em;"><span class="stl_11 stl_08" style="word-spacing:0.18em;">A nivel local en la ciudad de Manta</span><span class="stl_11 stl_08" style="word-spacing:0.17em;">&nbsp;no</span><span class="stl_11 stl_08" style="word-spacing:0.15em;">&nbsp;se</span><span class="stl_11 stl_08" style="word-spacing:0.21em;">&nbsp;ha encontrado</span><span class="stl_11 stl_08" style="word-spacing:0.21em;">&nbsp;base</span><span class="stl_11 stl_08" style="word-spacing:0.23em;">&nbsp;científica</span><span class="stl_11 stl_08" style="word-spacing:0.18em;">&nbsp;que &nbsp;</span></div>
					<div class="stl_01" style="top: 22.3989em; left:7.0854em;"><span class="stl_11 stl_08" style="word-spacing:0.77em;">especifique estudios o investigaciones relacionadas al</span><span class="stl_11 stl_08" style="word-spacing:0.1em;">&nbsp;presente</span><span class="stl_11 stl_08" style="word-spacing:0.04em;">&nbsp;tema</span><span class="stl_11 stl_08" style="word-spacing:0.02em;">&nbsp;de &nbsp;</span></div>
					<div class="stl_01" style="top: 24.1181em; left:7.0854em;"><span class="stl_11 stl_12">estudi<span class="stl_08">o. &nbsp;</span></span></div>
					<div class="stl_01" style="top: 26.8514em; left:7.0854em;"><span class="stl_11 stl_08" style="word-spacing:0.32em;">El desarrollo de habilidades básicas</span><span class="stl_11 stl_08" style="word-spacing:0.3em;">&nbsp;como las destrezas adquiridas para</span><span class="stl_11 stl_08" style="word-spacing:0.26em;">&nbsp;la &nbsp;</span></div>
					<div class="stl_01" style="top: 28.5681em; left:7.0854em;"><span class="stl_11" style="word-spacing:0.12em;">lectoescritura son</span><span class="stl_11 stl_08" style="word-spacing:0.19em;">&nbsp;primordiales para un</span><span class="stl_11 stl_08" style="word-spacing:0.18em;">&nbsp;adecuado desempeño en los</span><span class="stl_11 stl_08" style="word-spacing:0.19em;">&nbsp;diversos &nbsp;</span></div>
					<div class="stl_01" style="top: 30.3014em; left:7.0854em;"><span class="stl_11 stl_08" style="word-spacing:0.21em;">ámbitos en los que las personas se encuentran inmersos. El déficit en estas &nbsp;</span></div>
					<div class="stl_01" style="top: 32.0197em; left:7.0854em;"><span class="stl_11 stl_08" style="word-spacing:0.58em;">habilidades tiende a repercutir significativamente en el desenvolvimiento &nbsp;</span></div>
					<div class="stl_01" style="top: 33.7531em; left:7.0854em;"><span class="stl_11 stl_08" style="word-spacing:0.71em;">académico de niños escolares, que de no tratarse implica mayores &nbsp;</span></div>
					<div class="stl_01" style="top: 35.4697em; left:7.0854em;"><span class="stl_11 stl_08" style="word-spacing:0.18em;">complicaciones en posteriores etapas de vida y no solo en el ámbito escolar. &nbsp;</span></div>
					<div class="stl_01" style="top: 37.2031em; left:7.0854em;"><span class="stl_11 stl_08" style="word-spacing:0.2em;">Según el</span><span class="stl_11 stl_08" style="word-spacing:0.21em;">&nbsp;Ministerio</span><span class="stl_11 stl_08" style="word-spacing:0.15em;">&nbsp;de</span><span class="stl_11 stl_08" style="word-spacing:0.18em;">&nbsp;Educación del</span><span class="stl_11 stl_08" style="word-spacing:0.17em;">&nbsp;Ecuador en</span><span class="stl_11 stl_08" style="word-spacing:0.19em;">&nbsp;la Estadística Educativa</span><span class="stl_11 stl_08" style="word-spacing:0.15em;">&nbsp;de &nbsp;</span></div>
					<div class="stl_01" style="top: 38.9197em; left:7.0854em;"><span class="stl_11 stl_08" style="word-spacing:0.11em;">2015, este</span><span class="stl_11 stl_08" style="word-spacing:0.05em;">&nbsp;país</span><span class="stl_11 stl_08" style="word-spacing:0.08em;">&nbsp;también</span><span class="stl_11 stl_08" style="word-spacing:0.07em;">&nbsp;cuenta con un gran número de ciudadanos</span><span class="stl_11 stl_08" style="word-spacing:0.05em;">&nbsp;que</span><span class="stl_11 stl_08" style="word-spacing:0.04em;">&nbsp;no</span><span class="stl_11 stl_08" style="word-spacing:0.04em;">&nbsp;han &nbsp;</span></div>
					<div class="stl_01" style="top: 40.6531em; left:7.0854em;"><span class="stl_11 stl_08" style="word-spacing:0.1em;">tenido acceso a</span><span class="stl_11 stl_08" style="word-spacing:0.07em;">&nbsp;una educación de calidad,</span><span class="stl_11 stl_08" style="word-spacing:0.05em;">&nbsp;por</span><span class="stl_11 stl_08" style="word-spacing:0.04em;">&nbsp;lo</span><span class="stl_11 stl_08" style="word-spacing:0.08em;">&nbsp;que podrían</span><span class="stl_11 stl_08" style="word-spacing:0.1em;">&nbsp;presentar</span><span class="stl_11 stl_08" style="word-spacing:0.09em;">&nbsp;déficits &nbsp;</span></div>
					<div class="stl_01" style="top: 42.3722em; left:7.0854em;"><span class="stl_11 stl_08" style="word-spacing:0.09em;">en habilidades necesarias para la lectoescritura. &nbsp;</span></div>
					<div class="stl_01" style="top: 45.1047em; left:7.0854em;"><span class="stl_11 stl_08" style="word-spacing:0.42em;">Por todo lo anterior, se busca establecer la posible asociación entre las &nbsp;</span></div>
					<div class="stl_01" style="top: 46.8214em; left:7.0854em;"><span class="stl_11 stl_08" style="word-spacing:0.24em;">condiciones psicosociales y las dificultades de lectoescritura en escolares</span><span class="stl_11 stl_08" style="word-spacing:0.19em;">&nbsp;de &nbsp;</span></div>
					<div class="stl_01" style="top: 48.5556em; left:7.0854em;"><span class="stl_11 stl_08" style="word-spacing:0.04em;">educación básica media en la Unidad Educativa Fiscomisional Juan Montalvo de &nbsp;</span></div>
					<div class="stl_01" style="top: 50.2714em; left:7.0854em;"><span class="stl_11 stl_08" style="word-spacing:0.05em;">la ciudad de Manta. &nbsp;</span></div>
					<div class="stl_01" style="top: 54.3072em; 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: 57.0072em; left:8.585em;"><span class="stl_10" style="font-weight:bold; word-spacing:1.07em;">2.1. Condiciones</span><span class="stl_10" style="font-weight:bold; word-spacing:0em;">&nbsp;psicosociales &nbsp;</span></div>
					<div class="stl_01" style="top: 59.7406em; left:7.0854em;"><span class="stl_11 stl_08" style="word-spacing:0.05em;">La identificación de condiciones psicosociales de una población proporciona una &nbsp;</span></div>
					<div class="stl_01" style="top: 61.4593em; left:7.0854em;"><span class="stl_11 stl_08" style="word-spacing:0.17em;">mirada de la situación en la que ésta se encuentra ya sea estableciendo</span><span class="stl_11 stl_08" style="word-spacing:0.16em;">&nbsp;una &nbsp;</span></div>
					<div class="stl_01" style="top: 66.319em; left:41.6958em;"><span class="stl_16">18 &nbsp;</span></div>
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alt="" class="stl_04" />
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				<div class="stl_05 stl_06">
					<div class="stl_01" style="top: 2.9132em; left:7.0854em;"><span class="stl_07 stl_08" style="word-spacing:0.02em;">Revista Científica y Arbitrada de Psicología NUNA YACHAY. Vol. 1, Núm. 1 (ene - jun 2018) &nbsp;</span></div>
					<div class="stl_01" style="top: 3.6798em; left:7.0854em;"><span class="stl_07 stl_08" style="word-spacing:0.06em;">ISSN: 2697-3588. &nbsp;</span></div>
					<div class="stl_01" style="top: 4.5657em; left:7.0854em;"><span class="stl_09 stl_08" style="font-style:italic; word-spacing:0.17em;">Condiciones psicosociales en</span><span class="stl_09 stl_08" style="font-style:italic; word-spacing:0.12em;">&nbsp;niños</span><span class="stl_09 stl_08" style="font-style:italic; word-spacing:0.12em;">&nbsp;escolares</span><span class="stl_09 stl_08" style="font-style:italic; word-spacing:0.12em;">&nbsp;de educación</span><span class="stl_09 stl_08" style="font-style:italic; word-spacing:0.1em;">&nbsp;básica</span><span class="stl_09 stl_08" style="font-style:italic; word-spacing:0.11em;">&nbsp;media</span><span class="stl_09 stl_08" style="font-style:italic; word-spacing:0.08em;">&nbsp;con</span><span class="stl_09 stl_08" style="font-style:italic; word-spacing:0.16em;">&nbsp;dificultades &nbsp;</span></div>
					<div class="stl_01" style="top: 5.3323em; left:7.0854em;"><span class="stl_09 stl_08" style="font-style:italic; word-spacing:0.06em;">en lectoescritura &nbsp;</span></div>
					<div class="stl_01" style="top: 7.3472em; left:7.0854em;"><span class="stl_11 stl_08" style="word-spacing:0.28em;">situación en probabilidad de riesgo</span><span class="stl_11 stl_08" style="word-spacing:0.27em;">&nbsp;o de protección. Determinadas</span><span class="stl_11 stl_08" style="word-spacing:0.29em;">&nbsp;variables &nbsp;</span></div>
					<div class="stl_01" style="top: 9.0806em; left:7.0854em;"><span class="stl_11 stl_08" style="word-spacing:0.05em;">psicosociales constituyen riesgos para la población estudiantil e influyen en gran &nbsp;</span></div>
					<div class="stl_01" style="top: 10.7972em; left:7.0854em;"><span class="stl_11 stl_08" style="word-spacing:0.14em;">parte de las condiciones de los alumnos;</span><span class="stl_11 stl_08" style="word-spacing:0.11em;">&nbsp;la</span><span class="stl_11 stl_08" style="word-spacing:0.15em;">&nbsp;escuela,</span><span class="stl_11 stl_08" style="word-spacing:0.11em;">&nbsp;la</span><span class="stl_11 stl_08" style="word-spacing:0.12em;">&nbsp;familia y la</span><span class="stl_11 stl_08" style="word-spacing:0.17em;">&nbsp;comunidad &nbsp;</span></div>
					<div class="stl_01" style="top: 12.5297em; left:7.0854em;"><span class="stl_11 stl_08" style="word-spacing:0.06em;">comprenden los escenarios más próximos en los que interactúa el individuo con &nbsp;</span></div>
					<div class="stl_01" style="top: 14.2489em; left:7.0854em;"><span class="stl_11 stl_08" style="word-spacing:0.07em;">otros individuos, desarrollando vínculos que le proporcionen facilidades, o por el &nbsp;</span></div>
					<div class="stl_01" style="top: 15.9822em; left:7.0854em;"><span class="stl_11 stl_08" style="word-spacing:0.22em;">contrario tratando de superar barreras. Por ello el estudio de dichos factores &nbsp;</span></div>
					<div class="stl_01" style="top: 17.6989em; left:7.0854em;"><span class="stl_11 stl_08" style="word-spacing:0.07em;">desde esta perspectiva es relevante, (Varela, Osorio, 2014). La teoría ambiental &nbsp;</span></div>
					<div class="stl_01" style="top: 19.4322em; left:7.0854em;"><span class="stl_11 stl_08" style="word-spacing:0.19em;">toma en cuenta los contextos institucionales y sociofamiliares para explicar</span><span class="stl_11 stl_08" style="word-spacing:0.18em;">&nbsp;la &nbsp;</span></div>
					<div class="stl_01" style="top: 21.1489em; left:7.0854em;"><span class="stl_11 stl_08" style="word-spacing:0.43em;">posible aparición de las dificultades de aprendizaje y de las deficiencias &nbsp;</span></div>
					<div class="stl_01" style="top: 22.8839em; left:7.0854em;"><span class="stl_11 stl_12">escolares<span class="stl_08">. &nbsp;</span></span></div>
					<div class="stl_01" style="top: 25.6014em; left:8.585em;"><span class="stl_10 stl_08" style="font-weight:bold; word-spacing:1.12em;">2.2. El</span><span class="stl_10 stl_08" style="font-weight:bold; word-spacing:0.11em;">&nbsp;Microsistema &nbsp;</span></div>
					<div class="stl_01" style="top: 28.3347em; left:7.0854em;"><span class="stl_11 stl_08" style="word-spacing:0.12em;">Hace mención a las</span><span class="stl_11 stl_08" style="word-spacing:0.15em;">&nbsp;relaciones entre</span><span class="stl_11 stl_08" style="word-spacing:0.11em;">&nbsp;el individuo y</span><span class="stl_11 stl_08" style="word-spacing:0.14em;">&nbsp;su entorno inmediato,</span><span class="stl_11 stl_08" style="word-spacing:0.09em;">&nbsp;es</span><span class="stl_11 stl_08" style="word-spacing:0.09em;">&nbsp;la &nbsp;</span></div>
					<div class="stl_01" style="top: 30.0514em; left:7.0854em;"><span class="stl_13 stl_08" style="word-spacing:0.22em;">unidad básica y se define como “el patrón de actividades, roles y relac</span><span class="stl_11" style="word-spacing:0.17em;">iones &nbsp;</span></div>
					<div class="stl_01" style="top: 31.7839em; left:7.0854em;"><span class="stl_11" style="word-spacing:0.06em;">interpersonales que</span><span class="stl_11 stl_08" style="word-spacing:0.1em;">&nbsp;la persona</span><span class="stl_11 stl_08" style="word-spacing:0.09em;">&nbsp;en</span><span class="stl_11 stl_08" style="word-spacing:0.11em;">&nbsp;desarrollo experimenta a lo</span><span class="stl_11 stl_08" style="word-spacing:0.11em;">&nbsp;largo</span><span class="stl_11 stl_08" style="word-spacing:0.08em;">&nbsp;del</span><span class="stl_11 stl_08" style="word-spacing:0.11em;">&nbsp;tiempo &nbsp;</span></div>
					<div class="stl_01" style="top: 33.5031em; left:7.0854em;"><span class="stl_11 stl_08" style="word-spacing:0.27em;">en un escenario dado y con características físicas y</span><span class="stl_11 stl_08" style="word-spacing:0.3em;">&nbsp;materiales</span><span class="stl_11 stl_08" style="word-spacing:0.31em;">&nbsp;específicas, &nbsp;</span></div>
					<div class="stl_01" style="top: 35.2197em; left:7.0854em;"><span class="stl_11 stl_08" style="word-spacing:0.59em;">siendo el escenario un lugar donde la gente puede iniciar fácilmente &nbsp;</span></div>
					<div class="stl_01" style="top: 36.9531em; left:7.0854em;"><span class="stl_11 stl_08" style="word-spacing:0.03em;">interacciones cara a cara, como el hogar, la guardería, el grupo de juego, el aula &nbsp;</span></div>
					<div class="stl_01" style="top: 38.6697em; left:7.0854em;"><span class="stl_13 stl_08" style="word-spacing:0.14em;">o el lugar de trabajo” (Bronfenbrenner,</span><span class="stl_13 stl_08" style="word-spacing:0.15em;">&nbsp;1987). Dentro</span><span class="stl_13 stl_08" style="word-spacing:0.12em;">&nbsp;de este nivel,</span><span class="stl_13 stl_08" style="word-spacing:0.11em;">&nbsp;se</span><span class="stl_13 stl_08" style="word-spacing:0.13em;">&nbsp;pueden &nbsp;</span></div>
					<div class="stl_01" style="top: 40.4031em; left:7.0854em;"><span class="stl_11 stl_08" style="word-spacing:0.44em;">mencionar condiciones psicosociales de interés elegidas para el presente &nbsp;</span></div>
					<div class="stl_01" style="top: 42.1222em; left:7.0854em;"><span class="stl_11 stl_08" style="word-spacing:0.21em;">estudio, entre ellas: los tipos de familia, las relaciones dentro del hogar,</span><span class="stl_11 stl_08" style="word-spacing:0.2em;">&nbsp;y</span><span class="stl_11 stl_08" style="word-spacing:0.18em;">&nbsp;el &nbsp;</span></div>
					<div class="stl_01" style="top: 43.8547em; left:7.0854em;"><span class="stl_11 stl_08" style="word-spacing:0.09em;">rendimiento académico de los escolares. &nbsp;</span></div>
					<div class="stl_01" style="top: 46.5722em; left:8.585em;"><span class="stl_10" style="font-weight:bold; word-spacing:1.07em;">2.3. Familia &nbsp;</span></div>
					<div class="stl_01" style="top: 49.3056em; left:7.0854em;"><span class="stl_13 stl_12" style="word-spacing:0.09em;">Establecer un<span class="stl_08">a</span></span><span class="stl_13 stl_08" style="word-spacing:0.16em;">&nbsp;definición</span><span class="stl_13 stl_08" style="word-spacing:0.12em;">&nbsp;para el</span><span class="stl_13 stl_08" style="word-spacing:0.13em;">&nbsp;término de “familia”</span><span class="stl_13 stl_08" style="word-spacing:0.14em;">&nbsp;puede llegar</span><span class="stl_13 stl_08" style="word-spacing:0.08em;">&nbsp;a</span><span class="stl_13 stl_08" style="word-spacing:0.15em;">&nbsp;resumirse &nbsp;</span></div>
					<div class="stl_01" style="top: 51.0239em; left:7.0854em;"><span class="stl_11 stl_08" style="word-spacing:0.06em;">en palabras coloquiales, los teóricos y autores de los estudios más significativos &nbsp;</span></div>
					<div class="stl_01" style="top: 52.7572em; left:7.0854em;"><span class="stl_11 stl_08" style="word-spacing:0.07em;">y metodológicos sobre esta institución, establecen conceptualizaciones desde lo &nbsp;</span></div>
					<div class="stl_01" style="top: 54.4739em; left:7.0854em;"><span class="stl_11 stl_08" style="word-spacing:0.26em;">más tradicional hasta lo más actual,</span><span class="stl_11 stl_08" style="word-spacing:0.25em;">&nbsp;y desde</span><span class="stl_11 stl_08" style="word-spacing:0.28em;">&nbsp;diferentes enfoques</span><span class="stl_11 stl_08" style="word-spacing:0.3em;">&nbsp;científicos &nbsp;</span></div>
					<div class="stl_01" style="top: 56.2072em; left:7.0854em;"><span class="stl_11 stl_08" style="word-spacing:0.14em;">puesto que a lo largo de los años la acepción y concepto de la misma ha</span><span class="stl_11 stl_08" style="word-spacing:0.14em;">&nbsp;ido &nbsp;</span></div>
					<div class="stl_01" style="top: 57.9239em; left:7.0854em;"><span class="stl_11 stl_08" style="word-spacing:0.24em;">incorporando variables que en cierta</span><span class="stl_11 stl_08" style="word-spacing:0.22em;">&nbsp;medida</span><span class="stl_11 stl_08" style="word-spacing:0.21em;">&nbsp;sirven</span><span class="stl_11 stl_08" style="word-spacing:0.23em;">&nbsp;de diagnóstico</span><span class="stl_11 stl_08" style="word-spacing:0.22em;">&nbsp;social</span><span class="stl_11 stl_08" style="word-spacing:0.19em;">&nbsp;del &nbsp;</span></div>
					<div class="stl_01" style="top: 59.6572em; left:7.0854em;"><span class="stl_11 stl_08" style="word-spacing:0.25em;">momento en el que atraviesa una cultura, sin dejar de lado que la visión y &nbsp;</span></div>
					<div class="stl_01" style="top: 61.376em; left:7.0854em;"><span class="stl_11 stl_08" style="word-spacing:0.18em;">enfoque de los miembros y su interacción resumen lo que significa la familia. &nbsp;</span></div>
					<div class="stl_01" style="top: 66.319em; left:41.6958em;"><span class="stl_16">19 &nbsp;</span></div>
				</div>
			</div>
		</div>
		<div class="stl_02">
			<div class="stl_03">
				<img 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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:7.0854em;"><span class="stl_19 stl_08" style="font-style:italic; word-spacing:0.01em;">Mero-Ponce &amp; Zambrano-Mejía (2018<span class="stl_20">) &nbsp;</span></span></div>
					<div class="stl_01" style="top: 5.8639em; left:7.0854em;"><span class="stl_11 stl_08" style="word-spacing:0.05em;">Cabonell, Carbonel y González </span><span class="stl_13 stl_08" style="word-spacing:0.04em;">(2012) establecen que “la familia ha sido el lugar &nbsp;</span></div>
					<div class="stl_01" style="top: 7.5972em; left:7.0854em;"><span class="stl_11" style="word-spacing:0.41em;">primordial donde se comparten y gestionan los riesgos sociales de sus &nbsp;</span></div>
					<div class="stl_01" style="top: 9.3131em; left:7.0854em;"><span class="stl_13 stl_08" style="word-spacing:0.03em;">miembros”; esta conceptualización establece una mirada tradicional de la familia, &nbsp;</span></div>
					<div class="stl_01" style="top: 11.0464em; left:7.0854em;"><span class="stl_11 stl_08" style="word-spacing:0.16em;">además, en relación a lo citado anteriormente y en un sentido</span><span class="stl_11 stl_12" style="word-spacing:0.1em;">&nbsp;aparentement<span class="stl_08">e &nbsp;</span></span></div>
					<div class="stl_01" style="top: 12.7639em; left:7.0854em;"><span class="stl_11 stl_08" style="word-spacing:0.15em;">amplio, pero</span><span class="stl_11 stl_08" style="word-spacing:0.1em;">&nbsp;con una restricción desde el aspecto de los</span><span class="stl_11 stl_08" style="word-spacing:0.11em;">&nbsp;vínculos que</span><span class="stl_11 stl_08" style="word-spacing:0.07em;">&nbsp;le</span><span class="stl_11 stl_08" style="word-spacing:0.1em;">&nbsp;sirven &nbsp;</span></div>
					<div class="stl_01" style="top: 14.4989em; left:7.0854em;"><span class="stl_11 stl_08" style="word-spacing:0.09em;">de factor</span><span class="stl_11 stl_08" style="word-spacing:0.03em;">&nbsp;</span><span class="stl_13" style="word-spacing:0.03em;">integrador, “la</span><span class="stl_13 stl_08" style="word-spacing:0.06em;">&nbsp;familia es</span><span class="stl_13 stl_08" style="word-spacing:0.06em;">&nbsp;el</span><span class="stl_13 stl_08" style="word-spacing:0.07em;">&nbsp;grupo de</span><span class="stl_13 stl_08" style="word-spacing:0.09em;">&nbsp;personas</span><span class="stl_13 stl_08" style="word-spacing:0.07em;">&nbsp;entre</span><span class="stl_13 stl_08" style="word-spacing:0.08em;">&nbsp;quienes</span><span class="stl_13 stl_08" style="word-spacing:0.08em;">&nbsp;existe</span><span class="stl_13 stl_08" style="word-spacing:0.04em;">&nbsp;un &nbsp;</span></div>
					<div class="stl_01" style="top: 16.2156em; left:7.0854em;"><span class="stl_13 stl_08" style="word-spacing:0.07em;">parentesco de consanguinidad por lejano que fuere” (Oliva, 2014). &nbsp;</span></div>
					<div class="stl_01" style="top: 18.9489em; left:8.585em;"><span class="stl_10 stl_08" style="font-weight:bold; word-spacing:1.15em;">2.4. Nivel</span><span class="stl_10 stl_08" style="font-weight:bold; word-spacing:0.03em;">&nbsp;de</span><span class="stl_10" style="font-weight:bold; word-spacing:0em;">&nbsp;instrucción</span><span class="stl_10 stl_08" style="font-weight:bold; word-spacing:0.01em;">&nbsp;de</span><span class="stl_10 stl_08" style="font-weight:bold; word-spacing:0.03em;">&nbsp;los</span><span class="stl_10 stl_08" style="font-weight:bold; word-spacing:0.07em;">&nbsp;padres: &nbsp;</span></div>
					<div class="stl_01" style="top: 21.6656em; left:7.0854em;"><span class="stl_22" style="font-weight:bold;">“</span></div>
					<div class="stl_01" style="top: 21.6656em; left:7.5854em;"><span class="stl_11 stl_08" style="word-spacing:0.15em;">El Nivel de Instrucción de una persona es el grado más elevado de estudios &nbsp;</span></div>
					<div class="stl_01" style="top: 23.4014em; left:7.0854em;"><span class="stl_11 stl_12" style="word-spacing:-0.05em;">realizados o en curso, sin tener en cuenta si se han terminado o est<span class="stl_08">án provisional &nbsp;</span></span></div>
					<div class="stl_01" style="top: 25.1181em; left:7.0854em;"><span class="stl_13 stl_08" style="word-spacing:0.1em;">o definitivamente incompletos” (Eusko, 2007). &nbsp;</span></div>
					<div class="stl_01" style="top: 27.8514em; left:7.0854em;"><span class="stl_11 stl_08" style="word-spacing:0.02em;">El nivel de instrucción de los padres o tutores del menor moldea de forma directa &nbsp;</span></div>
					<div class="stl_01" style="top: 29.5681em; left:7.0854em;"><span class="stl_11 stl_08" style="word-spacing:0.15em;">e indirecta su desarrollo individual,</span><span class="stl_11 stl_08" style="word-spacing:0.11em;">&nbsp;además de</span><span class="stl_11 stl_08" style="word-spacing:0.12em;">&nbsp;la influencia que esta</span><span class="stl_11 stl_08" style="word-spacing:0.15em;">&nbsp;condición &nbsp;</span></div>
					<div class="stl_01" style="top: 31.3014em; left:7.0854em;"><span class="stl_13 stl_08" style="word-spacing:0.54em;">aporta, las oportunidades académicas y profesionales son efectivas. “</span><span class="stl_11" style="word-spacing:0.46em;">El &nbsp;</span></div>
					<div class="stl_01" style="top: 33.0197em; left:7.0854em;"><span class="stl_11 stl_08" style="word-spacing:0.07em;">aprendizaje no es una exclusiva de la escuela. Los padres tienen una excelente &nbsp;</span></div>
					<div class="stl_01" style="top: 34.7531em; left:7.0854em;"><span class="stl_11 stl_08" style="word-spacing:0.11em;">vía para</span><span class="stl_11 stl_08" style="word-spacing:0.12em;">&nbsp;ayudar</span><span class="stl_11 stl_08" style="word-spacing:0.07em;">&nbsp;a</span><span class="stl_11 stl_08" style="word-spacing:0.11em;">&nbsp;los hijos</span><span class="stl_11 stl_08" style="word-spacing:0.07em;">&nbsp;a</span><span class="stl_11 stl_08" style="word-spacing:0.14em;">&nbsp;aprender</span><span class="stl_11 stl_08" style="word-spacing:0.1em;">&nbsp;tanto</span><span class="stl_11 stl_08" style="word-spacing:0.07em;">&nbsp;en</span><span class="stl_11 stl_12" style="word-spacing:0.07em;">&nbsp;contextos extraescolar<span class="stl_08">es</span></span><span class="stl_11 stl_08" style="word-spacing:0.09em;">&nbsp;como &nbsp;</span></div>
					<div class="stl_01" style="top: 36.4697em; left:7.0854em;"><span class="stl_13 stl_12" style="word-spacing:0.02em;">escolares” (Galle<span class="stl_08">go,</span></span><span class="stl_13 stl_08" style="word-spacing:0.08em;">&nbsp;2008). Así mismo, Martínez</span><span class="stl_13 stl_08" style="word-spacing:0.05em;">&nbsp;</span><span class="stl_21" style="font-style:italic; word-spacing:0.05em;">et</span><span class="stl_21 stl_08" style="font-style:italic; word-spacing:0.05em;">&nbsp;al.</span><span class="stl_21 stl_08" style="word-spacing:0.03em;">&nbsp;</span><span class="stl_11" style="word-spacing:0.03em;">(2010)</span><span class="stl_11 stl_08" style="word-spacing:0.11em;">&nbsp;establecen</span><span class="stl_11 stl_08" style="word-spacing:0.05em;">&nbsp;que,</span><span class="stl_11 stl_08" style="word-spacing:0.03em;">&nbsp;a &nbsp;</span></div>
					<div class="stl_01" style="top: 38.2031em; left:7.0854em;"><span class="stl_11 stl_08" style="word-spacing:0.32em;">mayor cantidad de años de educación de los</span><span class="stl_11 stl_08" style="word-spacing:0.32em;">&nbsp;padres, mayor es el</span><span class="stl_11 stl_08" style="word-spacing:0.33em;">&nbsp;tiempo &nbsp;</span></div>
					<div class="stl_01" style="top: 39.9197em; left:7.0854em;"><span class="stl_11 stl_08" style="word-spacing:0.09em;">dedicado al estudian</span><span class="stl_13 stl_08" style="word-spacing:0.05em;">te y además mayor la calidad de la supervisión al mismo”. &nbsp;</span></div>
					<div class="stl_01" style="top: 42.6556em; left:8.585em;"><span class="stl_10 stl_08" style="font-weight:bold; word-spacing:1.11em;">2.5. El</span><span class="stl_10 stl_08" style="font-weight:bold; word-spacing:0.1em;">&nbsp;Mesosistema &nbsp;</span></div>
					<div class="stl_01" style="top: 45.3722em; left:7.0854em;"><span class="stl_13 stl_08" style="word-spacing:0.05em;">“Comprende las interrelaciones de dos o más entornos en los que la persona en &nbsp;</span></div>
					<div class="stl_01" style="top: 47.1047em; left:7.0854em;"><span class="stl_11 stl_12" style="word-spacing:0.09em;">desarrollo participa activ<span class="stl_08">amente,</span></span><span class="stl_11 stl_08" style="word-spacing:0.12em;">&nbsp;es decir la</span><span class="stl_11 stl_08" style="word-spacing:0.14em;">&nbsp;familia, el</span><span class="stl_11 stl_08" style="word-spacing:0.13em;">&nbsp;trabajo y vida social.</span><span class="stl_11 stl_08" style="word-spacing:0.13em;">&nbsp;Es &nbsp;</span></div>
					<div class="stl_01" style="top: 48.8222em; left:7.0854em;"><span class="stl_11 stl_08" style="word-spacing:0.16em;">por tanto un sistema</span><span class="stl_11 stl_08" style="word-spacing:0.13em;">&nbsp;de</span><span class="stl_11 stl_08" style="word-spacing:0.15em;">&nbsp;microsistemas. Se forma o amplia cuando la</span><span class="stl_11 stl_08" style="word-spacing:0.16em;">&nbsp;persona &nbsp;</span></div>
					<div class="stl_01" style="top: 50.5547em; left:7.0854em;"><span class="stl_13 stl_08" style="word-spacing:0.08em;">entra en un nuevo entorno” (Bronfenbrenner, 1979</span><span class="stl_11" style="word-spacing:0em;">). &nbsp;</span></div>
					<div class="stl_01" style="top: 53.2739em; left:8.585em;"><span class="stl_10" style="font-weight:bold; word-spacing:1.07em;">2.6. Dificultades</span><span class="stl_10 stl_08" style="font-weight:bold; word-spacing:0.03em;">&nbsp;del</span><span class="stl_10" style="font-weight:bold; word-spacing:0.01em;">&nbsp;aprendizaje &nbsp;</span></div>
					<div class="stl_01" style="top: 56.0072em; left:7.0854em;"><span class="stl_11 stl_08" style="word-spacing:0.13em;">Las limitaciones en</span><span class="stl_11 stl_08" style="word-spacing:0.11em;">&nbsp;el aprendizaje</span><span class="stl_11 stl_08" style="word-spacing:0.1em;">&nbsp;pueden</span><span class="stl_11 stl_08" style="word-spacing:0.1em;">&nbsp;aludir</span><span class="stl_11 stl_08" style="word-spacing:0.07em;">&nbsp;a</span><span class="stl_11 stl_08" style="word-spacing:0.09em;">&nbsp;un grupo de problemas</span><span class="stl_11 stl_08" style="word-spacing:0.12em;">&nbsp;bajo &nbsp;</span></div>
					<div class="stl_01" style="top: 57.7239em; left:7.0854em;"><span class="stl_11 stl_08" style="word-spacing:0.32em;">las denominaciones como problemas escolares, bajo rendimiento escolar, o &nbsp;</span></div>
					<div class="stl_01" style="top: 59.4572em; left:7.0854em;"><span class="stl_11 stl_08" style="word-spacing:0.07em;">dificultades específicas de aprendizaje; en algunos casos las condiciones de los &nbsp;</span></div>
					<div class="stl_01" style="top: 61.176em; left:7.0854em;"><span class="stl_11 stl_08" style="word-spacing:0.75em;">escolares representan situaciones muy significativas reflejadas en las &nbsp;</span></div>
					<div class="stl_01" style="top: 66.319em; left:41.6958em;"><span class="stl_16">20 &nbsp;</span></div>
				</div>
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				<img 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alt="" class="stl_04" />
			</div>
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				<div class="stl_05 stl_06">
					<div class="stl_01" style="top: 2.9132em; left:7.0854em;"><span class="stl_07 stl_08" style="word-spacing:0.02em;">Revista Científica y Arbitrada de Psicología NUNA YACHAY. Vol. 1, Núm. 1 (ene - jun 2018) &nbsp;</span></div>
					<div class="stl_01" style="top: 3.6798em; left:7.0854em;"><span class="stl_07 stl_08" style="word-spacing:0.06em;">ISSN: 2697-3588. &nbsp;</span></div>
					<div class="stl_01" style="top: 4.5657em; left:7.0854em;"><span class="stl_09 stl_08" style="font-style:italic; word-spacing:0.17em;">Condiciones psicosociales en</span><span class="stl_09 stl_08" style="font-style:italic; word-spacing:0.12em;">&nbsp;niños</span><span class="stl_09 stl_08" style="font-style:italic; word-spacing:0.12em;">&nbsp;escolares</span><span class="stl_09 stl_08" style="font-style:italic; word-spacing:0.12em;">&nbsp;de educación</span><span class="stl_09 stl_08" style="font-style:italic; word-spacing:0.1em;">&nbsp;básica</span><span class="stl_09 stl_08" style="font-style:italic; word-spacing:0.11em;">&nbsp;media</span><span class="stl_09 stl_08" style="font-style:italic; word-spacing:0.08em;">&nbsp;con</span><span class="stl_09 stl_08" style="font-style:italic; word-spacing:0.16em;">&nbsp;dificultades &nbsp;</span></div>
					<div class="stl_01" style="top: 5.3323em; left:7.0854em;"><span class="stl_09 stl_08" style="font-style:italic; word-spacing:0.06em;">en lectoescritura &nbsp;</span></div>
					<div class="stl_01" style="top: 7.3472em; left:7.0854em;"><span class="stl_11 stl_08" style="word-spacing:0.32em;">dificultades de los procesos de aprendizaje y adaptación escolar,</span><span class="stl_11 stl_08" style="word-spacing:0.32em;">&nbsp;pudiendo &nbsp;</span></div>
					<div class="stl_01" style="top: 9.0806em; left:7.0854em;"><span class="stl_11 stl_08" style="word-spacing:0.06em;">incluir o no un trastorno (Romero y Lavigne, 2004). &nbsp;</span></div>
					<div class="stl_01" style="top: 11.7964em; left:8.585em;"><span class="stl_10 stl_12" style="font-weight:bold; word-spacing:1.07em;">2.7. Aprendizaj<span class="stl_08">e</span></span><span class="stl_10 stl_08" style="font-weight:bold; word-spacing:0.02em;">&nbsp;de</span><span class="stl_10 stl_12" style="font-weight:bold; word-spacing:0em;">&nbsp;lectoescritura<span class="stl_08">. &nbsp;</span></span></div>
					<div class="stl_01" style="top: 14.5322em; left:7.0854em;"><span class="stl_11 stl_08" style="word-spacing:0.33em;">En los manuales diagnósticos actuales como el DSM-V y la CIE-10</span><span class="stl_11 stl_08" style="word-spacing:0.32em;">&nbsp;están &nbsp;</span></div>
					<div class="stl_01" style="top: 16.2489em; left:7.0854em;"><span class="stl_11 stl_12" style="word-spacing:0.09em;">incluidas la<span class="stl_08">s</span></span><span class="stl_11 stl_12" style="word-spacing:0.07em;">&nbsp;dificultade<span class="stl_08">s</span></span><span class="stl_11 stl_08" style="word-spacing:0.11em;">&nbsp;en</span><span class="stl_11 stl_08" style="word-spacing:0.13em;">&nbsp;el aprendizaje</span><span class="stl_11 stl_08" style="word-spacing:0.1em;">&nbsp;en</span><span class="stl_11 stl_08" style="word-spacing:0.11em;">&nbsp;el apartado de</span><span class="stl_11 stl_08" style="word-spacing:0.11em;">&nbsp;los</span><span class="stl_11 stl_08" style="word-spacing:0.18em;">&nbsp;trastornos</span><span class="stl_11 stl_08" style="word-spacing:0.12em;">&nbsp;del &nbsp;</span></div>
					<div class="stl_01" style="top: 17.9822em; left:7.0854em;"><span class="stl_11 stl_08" style="word-spacing:0.06em;">neurodesarrollo o de inicio en la infancia, la niñez o la adolescencia, concebidos &nbsp;</span></div>
					<div class="stl_01" style="top: 19.6989em; left:7.0854em;"><span class="stl_11 stl_08" style="word-spacing:0.1em;">desde el</span><span class="stl_11 stl_12" style="word-spacing:0.02em;">&nbsp;enfoque neuropsicológico<span class="stl_08">.</span></span><span class="stl_11 stl_08" style="word-spacing:0.06em;">&nbsp;No</span><span class="stl_11 stl_08" style="word-spacing:0.1em;">&nbsp;obstante,</span><span class="stl_11 stl_08" style="word-spacing:0.06em;">&nbsp;para</span><span class="stl_11 stl_08" style="word-spacing:0.07em;">&nbsp;la presente</span><span class="stl_11" style="word-spacing:0.02em;">&nbsp;investigación &nbsp;</span></div>
					<div class="stl_01" style="top: 21.4322em; left:7.0854em;"><span class="stl_11 stl_08" style="word-spacing:0.21em;">se ha optado por considerar a los problemas de la lectoescritura fuera de la &nbsp;</span></div>
					<div class="stl_01" style="top: 23.1506em; left:7.0854em;"><span class="stl_11 stl_08" style="word-spacing:0.44em;">concepción de una condición patológica, más bien referida a</span><span class="stl_11" style="word-spacing:0.4em;">&nbsp;dificultades &nbsp;</span></div>
					<div class="stl_01" style="top: 24.8839em; left:7.0854em;"><span class="stl_11" style="word-spacing:-0.04em;">consecuentes de condiciones psicosociales que han alterado el curso normal del &nbsp;</span></div>
					<div class="stl_01" style="top: 26.6014em; left:7.0854em;"><span class="stl_11 stl_08" style="word-spacing:0.08em;">desarrollo, aprendizaje o enseñanza de la habilidad de lectoescritura. &nbsp;</span></div>
					<div class="stl_01" style="top: 29.3339em; left:7.0854em;"><span class="stl_11" style="word-spacing:0.02em;">Campos y Trujillo</span><span class="stl_11" style="word-spacing:0.02em;">&nbsp;(2012)</span><span class="stl_11" style="word-spacing:0.02em;">&nbsp;refieren</span><span class="stl_11" style="word-spacing:0.02em;">&nbsp;reformas</span><span class="stl_11" style="word-spacing:0.02em;">&nbsp;del</span><span class="stl_11" style="word-spacing:0.02em;">&nbsp;sistema</span><span class="stl_11" style="word-spacing:0.03em;">&nbsp;de</span><span class="stl_11" style="word-spacing:0.02em;">&nbsp;educación dirigidas</span><span class="stl_11" style="word-spacing:0.01em;">&nbsp;a &nbsp;</span></div>
					<div class="stl_01" style="top: 31.0514em; left:7.0854em;"><span class="stl_11 stl_08" style="word-spacing:0.46em;">mejorar e impulsar actividades de lectura, escritura, comprensión lectora, &nbsp;</span></div>
					<div class="stl_01" style="top: 32.7864em; left:7.0854em;"><span class="stl_11 stl_12" style="word-spacing:0.03em;">expresión ora<span class="stl_08">l</span></span><span class="stl_11 stl_08" style="word-spacing:0.03em;">&nbsp;y</span><span class="stl_11 stl_08" style="word-spacing:0.11em;">&nbsp;escrita.</span><span class="stl_11 stl_08" style="word-spacing:0.07em;">&nbsp;Estas</span><span class="stl_11" style="word-spacing:0.02em;">&nbsp;capacidades</span><span class="stl_11 stl_08" style="word-spacing:0.09em;">&nbsp;deben</span><span class="stl_11 stl_08" style="word-spacing:0.04em;">&nbsp;ser</span><span class="stl_11 stl_08" style="word-spacing:0.08em;">&nbsp;adquiridas en</span><span class="stl_11 stl_08" style="word-spacing:0.06em;">&nbsp;los</span><span class="stl_11 stl_08" style="word-spacing:0.09em;">&nbsp;niveles &nbsp;</span></div>
					<div class="stl_01" style="top: 34.5031em; left:7.0854em;"><span class="stl_11 stl_08" style="word-spacing:0.44em;">básicos de la educación escolar, pues son imprescindibles para que</span><span class="stl_11 stl_08" style="word-spacing:0.4em;">&nbsp;los &nbsp;</span></div>
					<div class="stl_01" style="top: 36.2197em; left:7.0854em;"><span class="stl_11 stl_08" style="word-spacing:0.06em;">estudiantes puedan aprehender el resto de los contenidos académicos de forma &nbsp;</span></div>
					<div class="stl_01" style="top: 37.9531em; left:7.0854em;"><span class="stl_11 stl_08" style="word-spacing:0.21em;">eficiente en los posteriores niveles. Aunque no es imposible continuar con el &nbsp;</span></div>
					<div class="stl_01" style="top: 39.6697em; left:7.0854em;"><span class="stl_11 stl_08" style="word-spacing:0.33em;">aprendizaje de un sin número de informaciones sin haber desarrollado las &nbsp;</span></div>
					<div class="stl_01" style="top: 41.4056em; left:7.0854em;"><span class="stl_11" style="word-spacing:0.05em;">capacidades de</span><span class="stl_11 stl_08" style="word-spacing:0.09em;">&nbsp;lectura y</span><span class="stl_11 stl_08" style="word-spacing:0.17em;">&nbsp;escritura,</span><span class="stl_11" style="word-spacing:0.06em;">&nbsp;considerando</span><span class="stl_11 stl_08" style="word-spacing:0.09em;">&nbsp;un</span><span class="stl_11" style="word-spacing:0.05em;">&nbsp;funcionamiento</span><span class="stl_11 stl_08" style="word-spacing:0.12em;">&nbsp;normal</span><span class="stl_11 stl_08" style="word-spacing:0.07em;">&nbsp;de &nbsp;</span></div>
					<div class="stl_01" style="top: 43.1222em; left:7.0854em;"><span class="stl_11 stl_08" style="word-spacing:0.27em;">las funciones cerebrales, tal retraso sí tendrá repercusiones</span><span class="stl_11 stl_08" style="word-spacing:0.26em;">&nbsp;negativas en</span><span class="stl_11 stl_08" style="word-spacing:0.2em;">&nbsp;el &nbsp;</span></div>
					<div class="stl_01" style="top: 44.8547em; left:7.0854em;"><span class="stl_11 stl_08" style="word-spacing:0.18em;">ámbito cotidiano del sujeto tanto a corto plazo,</span><span class="stl_11 stl_08" style="word-spacing:0.16em;">&nbsp;por ejemplo en el</span><span class="stl_11 stl_08" style="word-spacing:0.22em;">&nbsp;rendimiento &nbsp;</span></div>
					<div class="stl_01" style="top: 46.5722em; left:7.0854em;"><span class="stl_11 stl_12" style="word-spacing:0.03em;">escolar gene<span class="stl_08">ral,</span></span><span class="stl_11 stl_08" style="word-spacing:0.06em;">&nbsp;así como</span><span class="stl_11 stl_08" style="word-spacing:0.05em;">&nbsp;a largo plazo,</span><span class="stl_11 stl_08" style="word-spacing:0.07em;">&nbsp;dígase</span><span class="stl_11 stl_08" style="word-spacing:0.05em;">&nbsp;en el sector</span><span class="stl_11 stl_08" style="word-spacing:0.08em;">&nbsp;laboral,</span><span class="stl_11 stl_08" style="word-spacing:0.04em;">&nbsp;y</span><span class="stl_11 stl_08" style="word-spacing:0.07em;">&nbsp;dentro</span><span class="stl_11 stl_08" style="word-spacing:0.04em;">&nbsp;de &nbsp;</span></div>
					<div class="stl_01" style="top: 48.3047em; left:7.0854em;"><span class="stl_11" style="word-spacing:0.07em;">una sociedad</span><span class="stl_11" style="word-spacing:0.08em;">&nbsp;caracterizada</span><span class="stl_11 stl_08" style="word-spacing:0.1em;">&nbsp;por la</span><span class="stl_11 stl_08" style="word-spacing:0.16em;">&nbsp;continua demanda</span><span class="stl_11 stl_08" style="word-spacing:0.11em;">&nbsp;de dichos</span><span class="stl_11 stl_08" style="word-spacing:0.16em;">&nbsp;procesos</span><span class="stl_11 stl_08" style="word-spacing:0.13em;">&nbsp;para &nbsp;</span></div>
					<div class="stl_01" style="top: 50.0222em; left:7.0854em;"><span class="stl_11 stl_08" style="word-spacing:0.1em;">un adecuado desenvolvimiento personal y comunitario. &nbsp;</span></div>
					<div class="stl_01" style="top: 52.7572em; left:8.585em;"><span class="stl_10" style="font-weight:bold; word-spacing:1.07em;">2.8. Microdestrezas</span><span class="stl_10 stl_08" style="font-weight:bold; word-spacing:0.04em;">&nbsp;para</span><span class="stl_10 stl_08" style="font-weight:bold; word-spacing:0.02em;">&nbsp;la</span><span class="stl_10 stl_08" style="font-weight:bold; word-spacing:0.07em;">&nbsp;lectura</span><span class="stl_10" style="font-weight:bold; word-spacing:0em;">&nbsp;y</span><span class="stl_10 stl_08" style="font-weight:bold; word-spacing:0.08em;">&nbsp;escritura &nbsp;</span></div>
					<div class="stl_01" style="top: 55.4739em; left:7.0854em;"><span class="stl_11 stl_08" style="word-spacing:0.32em;">Se puede definir en pocas palabras</span><span class="stl_11 stl_08" style="word-spacing:0.31em;">&nbsp;al proceso de lectura, según La</span><span class="stl_11 stl_08" style="word-spacing:0.3em;">&nbsp;Real &nbsp;</span></div>
					<div class="stl_01" style="top: 57.2072em; left:7.0854em;"><span class="stl_13 stl_08" style="word-spacing:0.3em;">Academia, como “pasar la vista por</span><span class="stl_13 stl_08" style="word-spacing:0.3em;">&nbsp;lo escrito o impreso comprendiendo</span><span class="stl_13 stl_08" style="word-spacing:0.26em;">&nbsp;la &nbsp;</span></div>
					<div class="stl_01" style="top: 58.9239em; left:7.0854em;"><span class="stl_13 stl_08" style="word-spacing:0.19em;">significación de los caracteres empleados”,</span><span class="stl_13 stl_08" style="word-spacing:0.15em;">&nbsp;además de</span><span class="stl_13 stl_08" style="word-spacing:0.15em;">&nbsp;“entender o</span><span class="stl_13 stl_08" style="word-spacing:0.19em;">&nbsp;interpretar &nbsp;</span></div>
					<div class="stl_01" style="top: 60.6597em; left:7.0854em;"><span class="stl_13 stl_08" style="word-spacing:0.25em;">un texto de determinado modo”. Por otro lado, escribir es la transmisión</span><span class="stl_13 stl_08" style="word-spacing:0.23em;">&nbsp;de &nbsp;</span></div>
					<div class="stl_01" style="top: 62.376em; left:7.0854em;"><span class="stl_11" style="word-spacing:0.03em;">información al plasmarla sobre una superficie mediante gráficos</span><span class="stl_11" style="word-spacing:0.04em;">&nbsp;pertenecientes &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 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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:7.0854em;"><span class="stl_19 stl_08" style="font-style:italic; word-spacing:0.01em;">Mero-Ponce &amp; Zambrano-Mejía (2018<span class="stl_20">) &nbsp;</span></span></div>
					<div class="stl_01" style="top: 5.8639em; left:7.0854em;"><span class="stl_11 stl_08" style="word-spacing:0.02em;">a un idioma o lenguaje particular (Ajuriaguerra, 1980). El mismo autor señala que &nbsp;</span></div>
					<div class="stl_01" style="top: 7.5972em; left:7.0854em;"><span class="stl_11 stl_08" style="word-spacing:0.4em;">una mala escritura es la consecuencia de dificultades motrices, prácticas, &nbsp;</span></div>
					<div class="stl_01" style="top: 9.3131em; left:7.0854em;"><span class="stl_11 stl_08" style="word-spacing:0.07em;">tensionales o de desconocimiento de la lengua. &nbsp;</span></div>
					<div class="stl_01" style="top: 12.0472em; left:8.585em;"><span class="stl_10 stl_12" style="font-weight:bold; word-spacing:1.07em;">2.9. Dificultad<span class="stl_08">es</span></span><span class="stl_10 stl_08" style="font-weight:bold; word-spacing:0.02em;">&nbsp;en</span><span class="stl_10 stl_12" style="font-weight:bold; word-spacing:0.01em;">&nbsp;lectoescritur<span class="stl_08">a &nbsp;</span></span></div>
					<div class="stl_01" style="top: 14.7656em; left:7.0854em;"><span class="stl_11 stl_08" style="word-spacing:0.49em;">Como se ha mencionado, las</span><span class="stl_11 stl_08" style="word-spacing:0.53em;">&nbsp;destrezas de lectoescritura dependen</span><span class="stl_11 stl_08" style="word-spacing:0.48em;">&nbsp;del &nbsp;</span></div>
					<div class="stl_01" style="top: 16.4989em; left:7.0854em;"><span class="stl_11" style="word-spacing:0.07em;">desarrollo de</span><span class="stl_11" style="word-spacing:0.05em;">&nbsp;capacidades</span><span class="stl_11 stl_08" style="word-spacing:0.12em;">&nbsp;propias del</span><span class="stl_11 stl_08" style="word-spacing:0.09em;">&nbsp;estadio en que</span><span class="stl_11 stl_08" style="word-spacing:0.09em;">&nbsp;se</span><span class="stl_11 stl_08" style="word-spacing:0.16em;">&nbsp;encuentran</span><span class="stl_11 stl_08" style="word-spacing:0.08em;">&nbsp;los</span><span class="stl_11 stl_08" style="word-spacing:0.11em;">&nbsp;niños, &nbsp;</span></div>
					<div class="stl_01" style="top: 18.2156em; left:7.0854em;"><span class="stl_11 stl_08" style="word-spacing:0.21em;">de los métodos de enseñanza impartidos por sus docentes, de los refuerzos &nbsp;</span></div>
					<div class="stl_01" style="top: 19.9489em; left:7.0854em;"><span class="stl_11 stl_08" style="word-spacing:0.17em;">emitidos por los</span><span class="stl_11 stl_08" style="word-spacing:0.13em;">&nbsp;padres de familia o</span><span class="stl_11 stl_08" style="word-spacing:0.14em;">&nbsp;cuidadores, y de los</span><span class="stl_11 stl_08" style="word-spacing:0.17em;">&nbsp;esfuerzos</span><span class="stl_11 stl_08" style="word-spacing:0.18em;">&nbsp;realizados &nbsp;</span></div>
					<div class="stl_01" style="top: 21.6656em; left:7.0854em;"><span class="stl_11 stl_08" style="word-spacing:0.03em;">por los mismos estudiantes para mejorar su rendimiento. Desde esta perspectiva &nbsp;</span></div>
					<div class="stl_01" style="top: 23.4014em; left:7.0854em;"><span class="stl_11 stl_08" style="word-spacing:0.07em;">se expone cómo hay una influencia múltiple de varios actores y factores para el &nbsp;</span></div>
					<div class="stl_01" style="top: 25.1181em; left:7.0854em;"><span class="stl_11 stl_08" style="word-spacing:0.12em;">aprendizaje. A</span><span class="stl_11 stl_08" style="word-spacing:0.04em;">&nbsp;lo</span><span class="stl_11 stl_08" style="word-spacing:0.08em;">&nbsp;anterior</span><span class="stl_11 stl_08" style="word-spacing:0.04em;">&nbsp;se</span><span class="stl_11 stl_08" style="word-spacing:0.05em;">&nbsp;suma las</span><span class="stl_11 stl_08" style="word-spacing:0.12em;">&nbsp;condiciones</span><span class="stl_11 stl_08" style="word-spacing:0.07em;">&nbsp;sociales en</span><span class="stl_11 stl_08" style="word-spacing:0.04em;">&nbsp;las</span><span class="stl_11 stl_08" style="word-spacing:0.05em;">&nbsp;que</span><span class="stl_11 stl_08" style="word-spacing:0.04em;">&nbsp;los</span><span class="stl_11 stl_08" style="word-spacing:0.06em;">&nbsp;niños &nbsp;</span></div>
					<div class="stl_01" style="top: 26.8514em; left:7.0854em;"><span class="stl_11 stl_08" style="word-spacing:0.44em;">se encuentran inmersos, pues tanto sus características sociodemográficas &nbsp;</span></div>
					<div class="stl_01" style="top: 28.5681em; left:7.0854em;"><span class="stl_11 stl_08" style="word-spacing:0.04em;">familiares como las situaciones del marco social externo son influyentes sobre el &nbsp;</span></div>
					<div class="stl_01" style="top: 30.3014em; left:7.0854em;"><span class="stl_11 stl_12" style="word-spacing:0.07em;">desarrollo norm<span class="stl_08">al</span></span><span class="stl_11 stl_08" style="word-spacing:0.06em;">&nbsp;o</span><span class="stl_11 stl_08" style="word-spacing:0.11em;">&nbsp;anormal de las</span><span class="stl_11 stl_08" style="word-spacing:0.13em;">&nbsp;habilidades de</span><span class="stl_11 stl_08" style="word-spacing:0.09em;">&nbsp;las</span><span class="stl_11 stl_08" style="word-spacing:0.12em;">&nbsp;personas, sobre</span><span class="stl_11 stl_08" style="word-spacing:0.09em;">&nbsp;todo</span><span class="stl_11 stl_08" style="word-spacing:0.07em;">&nbsp;de &nbsp;</span></div>
					<div class="stl_01" style="top: 32.0197em; left:7.0854em;"><span class="stl_11 stl_08" style="word-spacing:0.08em;">los infantes que son sujetos vulnerables. &nbsp;</span></div>
					<div class="stl_01" style="top: 35.1364em; left:8.585em;"><span class="stl_10" style="font-weight:bold; word-spacing:0.4em;">3. RESULTADOS &nbsp;</span></div>
					<div class="stl_01" style="top: 37.8531em; left:7.0854em;"><span class="stl_11 stl_08" style="word-spacing:0.03em;">Del total de estudiantes participantes en la investigación, 55 pertenecen al quinto &nbsp;</span></div>
					<div class="stl_01" style="top: 39.5864em; left:7.0854em;"><span class="stl_11 stl_08" style="word-spacing:0.05em;">año de educación básica media, de estos 21 son varones y 34 son mujeres. Por &nbsp;</span></div>
					<div class="stl_01" style="top: 41.3031em; left:7.0854em;"><span class="stl_11 stl_12" style="word-spacing:-0.04em;">otra parte, 15 escolares cursan el sexto nivel, de los cuales 9 son niños y 6<span class="stl_08">&nbsp;niñas. &nbsp;</span></span></div>
					<div class="stl_01" style="top: 43.0389em; left:7.0854em;"><span class="stl_11 stl_08" style="word-spacing:0.34em;">En el séptimo curso de básica media 31 escolares fueron incluidos en la &nbsp;</span></div>
					<div class="stl_01" style="top: 44.7547em; left:7.0854em;"><span class="stl_11 stl_08" style="word-spacing:0.02em;">investigación, siendo 15 del sexo masculino y 16 son del femenino. En total hubo &nbsp;</span></div>
					<div class="stl_01" style="top: 46.4889em; left:7.0854em;"><span class="stl_11 stl_08" style="word-spacing:0.05em;">45 varones y 56 niñas. &nbsp;</span></div>
					<div class="stl_01" style="top: 49.2056em; left:7.0854em;"><span class="stl_11 stl_08" style="word-spacing:0.05em;">En la distribución de los escolares participantes según el rendimiento académico &nbsp;</span></div>
					<div class="stl_01" style="top: 50.9406em; left:7.0854em;"><span class="stl_11 stl_08" style="word-spacing:0.23em;">presentado en el periodo lectivo del</span><span class="stl_11 stl_08" style="word-spacing:0.22em;">&nbsp;2018 y el nivel de educación básica</span><span class="stl_11 stl_08" style="word-spacing:0.19em;">&nbsp;de &nbsp;</span></div>
					<div class="stl_01" style="top: 52.6572em; left:7.0854em;"><span class="stl_11" style="word-spacing:0.1em;">pertenencia. Se</span><span class="stl_11 stl_08" style="word-spacing:0.14em;">&nbsp;destacan con</span><span class="stl_11 stl_08" style="word-spacing:0.14em;">&nbsp;alto</span><span class="stl_11" style="word-spacing:0.08em;">&nbsp;rendimiento</span><span class="stl_11 stl_08" style="word-spacing:0.16em;">&nbsp;académico 13 escolares del</span><span class="stl_11 stl_08" style="word-spacing:0.1em;">&nbsp;5° &nbsp;</span></div>
					<div class="stl_01" style="top: 54.3906em; left:7.0854em;"><span class="stl_11 stl_08" style="word-spacing:0.17em;">nivel, mientras que</span><span class="stl_11 stl_08" style="word-spacing:0.14em;">&nbsp;32 han presentado un rendimiento académico regular</span><span class="stl_11 stl_08" style="word-spacing:0.1em;">&nbsp;y</span><span class="stl_11 stl_08" style="word-spacing:0.11em;">&nbsp;10 &nbsp;</span></div>
					<div class="stl_01" style="top: 56.1072em; left:7.0854em;"><span class="stl_11 stl_12" style="word-spacing:0.12em;">presentaron uno deficien<span class="stl_08">te.</span></span><span class="stl_11 stl_08" style="word-spacing:0.16em;">&nbsp;De los estudiantes del sexto de básica hay 5</span><span class="stl_11 stl_08" style="word-spacing:0.16em;">&nbsp;con &nbsp;</span></div>
					<div class="stl_01" style="top: 57.8406em; left:7.0854em;"><span class="stl_11 stl_12" style="word-spacing:0.07em;">bajo rendimiento académic<span class="stl_08">o,</span></span><span class="stl_11 stl_08" style="word-spacing:0.09em;">&nbsp;8</span><span class="stl_11 stl_08" style="word-spacing:0.08em;">&nbsp;con</span><span class="stl_11 stl_08" style="word-spacing:0.08em;">&nbsp;un</span><span class="stl_11 stl_08" style="word-spacing:0.14em;">&nbsp;rendimiento regular</span><span class="stl_11 stl_08" style="word-spacing:0.07em;">&nbsp;y</span><span class="stl_11 stl_08" style="word-spacing:0.08em;">&nbsp;2</span><span class="stl_11 stl_08" style="word-spacing:0.08em;">&nbsp;con</span><span class="stl_11 stl_08" style="word-spacing:0.17em;">&nbsp;rendimiento &nbsp;</span></div>
					<div class="stl_01" style="top: 59.5572em; left:7.0854em;"><span class="stl_11 stl_08" style="word-spacing:0.26em;">escolar deficiente. Se identifica en que, de los 31 escolares del séptimo</span><span class="stl_11 stl_08" style="word-spacing:0.23em;">&nbsp;de &nbsp;</span></div>
					<div class="stl_01" style="top: 61.2926em; left:7.0854em;"><span class="stl_11 stl_08" style="word-spacing:0.06em;">básica, la cantidad de infantes con alto rendimiento académico es de 12, similar &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 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qlKXBpei+dP3Yyv7e+Mu9/vi3tPjcRjF6fjhavzRc/FBzdW48zQclyeqMT16Y3oncu7gqegsFqPuRQYFirNdN1GLG3kYn47VlMxv1JNj6mwX9vcLVp+/t0tH7O8sRXLtd1Yqu6ke9qOudSmSs0UDhoxkkLS0OJmCgvVFCaqcXW8XOyvcX5gKc71TherU42VduJa+g5Huyfjg+6ZFEQW48zgUrSOrRW9I8Mp/Eyl4LOUrpN7dzbS75TnZwgZAABw217AyFKNXBTLjbxE7eZ2rKVCfaZUj4Glaiq8V+PC4Fwcbh+KE9fHonN8LWZWa7Fc3S3mX4xVtuNQ53Tcf7A9vvhOe3zl3c548MhAPHxyOJ5pmYpXOxfjQO9KnBpciatjleiZycvD1mJ0ZTNmyilQpJCSN72rVLdivdaMymaj2OSv2twudhMvHpu5oL9V1G82v6s1dotldaspGG00brVKfSvK6XuspjCwnM67mK4xnwLMbApN4+m6g4vV6F/YjM6pcrSNpvsaWYqOFDRG1poxuJKX0i3H2YHFOJ8CUcvoWvp7PW7OlWJiaSMFoUaspnNWNreK+/ro3IzvF0IGAAB3xIcBIz2k+r3Y0bra2EnFeTPmylsxlALG9elyXBheiCMdI3GhbypmNm6tMlWubsdiCiIjpe149eJg/PXrF+Kv9nfHX70/FPceG4lnz43HS1dnY1/XQhwdWI2LY2tFQT+4sB4Ty5WYLVdTuNiMUgoVG8Xk8mZspTDRbG5Fc2s7tnJLqWc73Vye95Afd/J8kXSvxfOi9yDPidgpjs89MXmjwO304t5n640cAvK8kluhYz2HjnTN3BZSm06BY2y1EX1zuXdjPTrGV6J7fCG1pZgo70R3eq11cCkuj5aifaoafSkcjS2ke19LAWu9UWzSJ2QAAMBH5IyR6+Lcg5HnFlS3dqOUCv7FjXqMrzaja6ZSbLD3Qc9kHL4+HMOrm8WwpJVUYE+mEJKXpH3kwJX46zda4vP7u+KLR4bi7rPT8fSFmXj96lyx8tTp4ZVozxO058vFTt1zpXqsVmup0N+ISnpsbm0VQSHfx07ekKMIC1tFwZ5bLt6/u21vbxdtT37eaDSK49MJYme7mZ7fOmZxcSmqtc2opu+1mUJHDijVdN3NlKjyJO48xGomfZebC5sxsFCL7rGF6J9aiYHptZhYa0RPns8xspxCyEYMpu8wvrj+YcjY68lo5nCTrpXv7fslaAgZAADcEUXIyL0BqeXN9srN7VhKAWN6rRo352txeXQ1Tg4ux1tXhuL0zdlYypvxVapF0Hj6dF/8xcvn4s/faIu/eKc7vnx4MB48NRrPt0zGvuvzcbx/JS6NlqJzthTDK+sxlZeATYV5Hoa1nor+rRQC6s3Gh6FhJ7fcnXK7Rt8LFHth46NtL2Dk53uPzWazCCc7O6mlkJHDRrlcjk9/+g/j+IlTUUsho57On3tD8rE721tRr29GeaMaC5XNWKjuxvWRxRheasTQ7Hr0TyzG5GIlZvLQqtly9E1XYnRhPSZTUJov14UMAAD4u3w0ZGw0d2O1vh1zlVqMLpWjc6oS54dW4kDHdLx9bTRuLDdjvrYdtVoKIFOL8afvdscfv9sbf3JgKP7mxEw8eGY6vpUCxvsdU3G2fymujFeiZ24jRlarMVdNRXmtEeX6blQaEZupyK83N4uQcfHixdjY2LhdGOdwkR7z89Ty0Kg8FGrv7799/dbwqXqjeeu19Hc+9plnnovV1eV8RPFabotLK7G4vBpDY5PRNzgS5y62RCPv/7FZjZ1GNWrV9Whs7cZSurGnX3kvBaLt6BlbjaNnr8bE9EosrGzE7Go9xhc2ioCRNyLMczJWNvLcESEDAAC+w63VpG7NZchzMVaqWzFVqkf/QjmFhGqxEd7Ja0NxY3Iplus7MVNpxlxtN16/2Bd/9E53/PnBm/Hl42Px4NmJ+GbrZBzsnIkLg4vRObEWA3n/ibV6LG6kcJGK8Y1U2OfAUISDer0oypeXl+Ohhx6KtbW1ojjPr+8Ne8rvLywsRl9fX1E052CxV8DnYv7UqdNx9z33RHd3TzqmP4aGh+NLX/pyXLlyJQYGbkZHR0fRVldXb302fW5iair++gt/Ez09PSnYrBc9HtXqRnFPK2vlOHL6Qqw1tmN6eSPOX+mM5VI1hYxKrK43Y3Z5PebXqrFY3kwBYyvKta3iN9ts5iB0K6h9PxEyAAC4I4pejBQy8qZ7eeL1YiXPxajFjdlyXBypxOnOiWKi82plMxXepZht7MbZsUp88Y2L8VcHeuMrRwbj4dMj8a3WsdjfOV0sTds+WY7BFDAmV/LwqLwCUw4wec7EVmxvpQCxk+dgbMfm5mZcu3btO0JFHsa01/Jro6Ojt4Y25e6NW4Vz0ebm5uLtt9+OkydPFu/nz+bz5Mf8fn4tn38qhYocZPY+n9/PQSa32dnZ+MY3vvHh6xMTEymETBc9Ewsrpdh/6EicPHshLlxui5ar14rvsLxRS0EsT1bPq19t3VrpKrU8lUTIAACA5KMhY73aiPlSLUaXN6Jnei1aBxaiZ3wlljZ2YmKxHHObu8WeEfcfaIu7D/fG148NxENnR+L5y1PxdtdcnBpajfbpSrEs7HQp73OxFaX6rbkeeVJ5MZk7BYzYvRUEhoeHi6FSe8Ehy8fkgLAn9zjkQJDtBYgcPAYHB4u/8/ODBw8Wzz96TG55CNbRo0djYWEhJicnPzxmT/57L+DkMPKf//N/jrHxiShX65FyQ2xsNlLgyEvnpnBRWi9CRiUFsRwu8hK5OYwU3+t2y/uLfD9J30vIAADge++jIWOj1oyF8maMrVTjxsxa3BiZi7m1RqzUdmN2fTfO9s/GwwevxsMnh+Le40Px1PmxeLFtOvZ3LxYBo22qUqzQNLGWV6fajtLm9q0dsW8PJfpwvkIKGTlI9Pb2xs2bN+Pq1avx+c9/vhjalHsTKpVKETY6Ozvj13/914vnueVQ0N/fX3wuy3/n3oj777//1nmTfI2WlpY4duxYcWwOEdVqNc6fP1+8vxdC9no28mPu8cjnf/7552N5eSUFhnR/t4d15XketRQ2Gun3KZXXU2BK4SK9X09fKLf8vW59t1vt+4mQAQDAHfHdPRl5uFTuyeifK8f0YjnWqruxmFreyfutSwPxrQuj8cTZFC6ur8Sb7VNxoGcuzgwux/WZ9Jn5akyupnOsp4I8b6q32YxqY+vDydkflUNGHqp05MiRYgWovZ6JPH8i9zrkeRiHDh0qeiJyEMhBoa2tLV566aV44okniqCQA8T09HRxbA4mWX7tC1/4QoyPjxd/5+NyL0U+714QyY+lUilOnDjx4Wv5Gvm4fL4cLPZaDhd7QSK3lJk+bPnv9PC3vuOPOy99NyEDAIDvvWLidy6eb/dkLK03ijkZg4sbMbdSjflSI7rHV+LYtbE4eG0q3rg6Efe+fSk+uLkWx3pn4/xwChiTpRharMZU3kNjI4WL+m7UUsDIPQE5JHx0+NOePNE7B4Jc3O8V+qdOnYr77ruvCAD59dy7cOPGjeIxnycPf8pDrFpbW4sej5mZmTh37lxxrhxWckjJQSQfl8+Z/67VavH0008X58jB44MPPijuJ7//7rvvFo97Ld9PnjSe7fWc5Nfzvey1ZvrBctu+3Qr59vfa95F070IGAADfe7kwTnV0Kqp3olbfjtXadkxVmjG6lpdsrUT/5HJ0jq/GxcHlONY9G6f6F+KVU9fi+YPn4lzfVAwu5w3s1mNqpRYrlUas13LPxa0dt/P8i6HBmx/Oqfio3FuRh0mtr68XhXwu6HPxn4NDHgKVA0fu3ci9Ga+99lrxfpbPlYv93OuwFxjycKf8mc985jNF+NgLDdnS0lLcddddxd9dXV3x+OOPF5/NISIHmoGBgSJYdHd3F0OqPvWpTxXzPPZCxd659lp65cOW/y6CxUfb95F0f0IGAADfe7kwzrVyHjJVb+5Eub4T89XtmKxsxexaI64Nzsafff2pONkzFdenq9E2uhQ9U0vRO70UH7R0xLmuwZhLx+YejEoKKI3Gbmw1U2hoNGJ7qx7zczOxurJ0u+y9JdfiuYDPgSHPychFfQ4RufAvCvck90CsrKwUoeHs2bNFiMg9DXs9DHu9EXstv/7YY48VvRivvPJK8VreCyM/5rCSezv2gkPuDTl2/FgxhCqfJ58v7zieA89zzz1XrHiV7203j5e6dTsfyn9+x0t7L/z/vHHnpe8uZAAA8L2Xi+5cZM/PzxdFfK22GevVzSinNltuxtBcOb744NPRObYQw4sbMbZci6H5ckwsbcTc2nr0Do3HlWvd0d5xI8qVzRgfn436Zl6C9lYYyHMlctsLAreL3w8L/txyb0Oe5J2Xms2f+eh7WX4tB4XcA5Ff2y5aCjKp5RyQ388F/vGjKTgsr8Trb+yL9mtdMTU9G8sraymoTBXDqvL1i7a7EyvlUmylD+/Nucib6U3PzMfaajk2yhvR3dEdtY3N2E3haycdkK+VdwzP/Sn5rnL7aLbYa/kb5vZ3HfO9JmQAAHBH5GCR5aFEea5D/j/+uRchT9Yu1VPhvVqLSx39MVduxHxqc6V68XylthUrlWqxjOvw+FT88Z/+eQwMjEbb1Y7o7xuK69e7ih6F3LOQewZyj0G21wORfTRE5IndX/ziF+PNN98shi9dunSpCBY5fOS5FPnY3OORn+eP72ztFj0NxbSI9Pduqv4PH3q/eJ5DQx6yNTY+GW3t1+ODI8fiq1/9eiymMFMEqcatJWobHwkZebO+fO+5RyeHmHIKRt09PbGe7j//nXcm3youlC+eP/Df2YqLpPY9JGQAAHBH5II/F/n5MYeLvFLTyMhIETKqza2YnFuOnpsjUalvx9pGCheVzdhMtfLiWqXYhK6WjskF++jYVExOzRS9GFupwF+vrMfhw4eL1ZryXIlc3O9d6/Lly8VQqBwc8mu5dyHPxcg9Gnmext6xefjS66+/XixJu3dsXub2uWefi+3GduykgJO7C/KO5Y103SOHjxWho1qrRz2ds5E+s1HPq1w1Ymp+qdhQb3ZxJdZT0Clv1qOavmO+/1z/r62V0rXbYysPG9vZimb67PpmLa5evxbziwtF0Z6HVBUXzBf572h/O4sj/f09lH4vIQMAgO+9vcL/o70KeehULubXSpVYWlmLkbGJaGxtRz0V5JuNrVhZK8drb7wVvQOD0UiFd+4N2EyF/MULLSlg5A339gryKIZAvfXWW8X58i7dea5D3qU7h4rcc5J37c7Xy8fkcHH9+vXiM3mTvjxfI0/MzitM5ZWg7r777mJzvpe+/WIRMiIPZarvxHZzt+jJ2P/OoeLaGzkQ1RopGG3F0vpmLKZgNF+pxeRyOU62tEXv+FQsVesxX9qI1fT+7OJq/NXn/iYOHTwSGxu1dI6daG6lsJR+i0Z6fHvf27GevnMeK5XiWDRSWPj72tbt1rzd6qlt3m75/e8lIQMAgDvidj36oRwysjzMKRf4eTWmPNwpT5LOYSCvCrV///7i/emZuXjq6Wfj6WeeKz53/70PxNXWq0UxvtVIJXYq1vNciPyYe0lOnz5dDHfKKznl13KvSZ5oncNG7s3Ir+X3Pv3pTxe9GDmQ5JY/m4dx5V6RvJLU+++/n0JGOn5rp+jFyCFjY2M7Xn19f6zXdmNhvRGzlUZMlmrFxoKDi+txc6kavQvr0TWzFocuXY8LPYMxurQeE6nlvUGOn7kUA8OTUV2vx24KLvWNehGoNlOAqqbnxWSMdJ2dItyk53nU1O3r76ZAlZ/fGr6VgkR6r2j5vRTi8vvFY37ve0jIAADgjrhdj37ooz0bufD/8pe/XOxRkQNG7mHIe1jkIJDt7O4UvRPFxnepqO68dj0V23kY01bx91NPPVUMf8rnymEhnyPPsch/5+vk1/Lci73hUfkxb8yXezn27iPLj/le8vv5M3n4VFHQp2s0mnlI1E6s1XZipbpdTEgfTsGiP4WK7tlKXJsqR+v4WlwcW4tzI2txdnglLk+U4ul3Tkb7xFrcXKzGzZlSjC9uFHuClNe3o7Z+a6WstRQcllJAWE/3UN7ajc10O7mnJPKKvHutllqebpKe726me8pfPc/8zq/dfr14rN5+/B4SMgAAuCNu16OFvaI+F/g5COSiPvci5KCwt9Rrfj2v8pQDR5aL/uL4FCw6269FpJCxvdmIa23tRYDIPRI5IGS5J+IP//APi3Pl8+aN83LPRJaPyeffW40qP9+7Zn7M182fyb0YS+naeRhTPQWAjeZ2zJVSQMjL7q7VYySFjGvTpWgZX42zgwtxrH8uDnbPxjuds7Gvay7e7pqP11tH4uTAanzQNR2nbkwXu5n3zVZjdGEzxhc2YrbciJFyLTpWS9G/vRWDKTFdW1uL3spG9JYr0b26GovpnjvTffSne+1LwWgq3WNPCmD9zUZ019bj2vJSOrYceTZH/+JKCisRt77p946QAQDAHXG7Hv1QMWwph4lUwOd9JrbSY/u1jtisN4oJ0s3cU7GbCtjbx2fbKWDUN+tx6L0DMTs5FedPn4nNjWpxrr3wkFuW/84hJW+2l4dcZfm9/HoOK3loVg4jWzt59kO6Xiry88pPeY5EHrL1ta99LSrVjajkv9M1y43tWNhoRsfIbNyYLUXH1GqcGZiPo73z8e716Xj16mS80DIez1yciKcvTsWzLTPxzcuT8a3LE7EvvX+ifyXO9i9E50Q5+qc3YmS5HjON3Tg1PB73nT4R91w8EwcXZ+NLp47GgenJeOxaS/zl8ffi3O52fOXMkXitNBV/fuK9ePTm9XhhejC+0nk+vnj5RPy3cwfTZ0/H4fXl+L3XvxXvr8xFEcvSl8qdIR8OnMpf8vaPmV8rnqZ/5cfiF7v9fn6eW/H+bXvHfPS1jxIyAAC4I3JhX7SdPGF7K1WtuTViN7Xce5ADQJ6M/Wu/9muxsloqCtqtdHy5cisg7A1hysfl8+RehzzkKb+e5ddzD0QOEfn1fK7f//3fj1dffeXDHop8zr3gslHdLFaFqqeKO7c8RGkzBZu8ClReMaq0Xolyelxq7sRCdSvmVusxsVCN3sn1aB0ppdCwHB/0rcY3zw/HM+dG49Ez43H3kaH4ygfDRfvqkeF46GIKC5cm4/nLU/F6Chsnehaia3w9BmaqMThfjdHSVnQsrccfffBefO7S6Wjb3Yk/Pn803p6bjr56M06uLcYjN67GoasdcbJRjUfaWuPd9Nqj3dfi5eG+uNGox5duXIzhzUa81t8Xnzt/Ih5ouRi13JWRklqeEJ4nghdjr+rpC6aglP+ppLaVx1RtN6OeHjfzjhvpt8hJIn+0mn6hFPFuvVYcmc+Tn/3dQUPIAADgjsjBYC9MbKfifSe1Rh4ClYrhHB5yOMg9C3n/imKYUyqcn332G7G6VirmZ+QwsdfyuXKQyCtB5UndeThUnj/xyU9+spjHkedk5HPk44rloFLb2moWn83XqefJ3OmtvLRsNc+1SMV3XiEqt3KtEaUUQHKbL9diutyM8ZVaDM5uROdYJc7fXIv3u5fijfaZeOzMRDx+diIePtITTx/rilfO98dLZ7rjpZMd8fLJznj5eEe8d3EwzvYuRPtEOVqG5qNtfD6651ajc245Jta34vjQWHzh4vG4u+1CvDjUF39x+nA839MRB89fjjwj5S/PH4rFtc1oWVmOr5w+Eg9euxRvdnTGG12XY2BtKf7q7LsxWF+PLx/eFwd3SvEH770c48truWsmtlO4yCEj/5N+jBQcdmMjtUr6ezcHj5zz0jWKmJYTRHqSY0VxfA4Y6bfKYTD9l7sVOnLCyAd8FyEDAIA74sOAkVpv7824fKU9Lre1x6HDR4ogkedUzM8vFJOxcxDIx+VhTsvLS8W+Fl/4wheKZWjzcTlA5PezfGyWg0qe05F7M7L8eg4Zu9u5FyOdb+tWj0meY9Hc2o31WjMqm1uxmoLFcgoWi+t5E8BaapsxtbKeWiXGljeKHoeuqY24PFqJkzdL8XbnUnzrymw8fm407jk6GE+eHY0r882YTpddycvupvMuVxupbcfaWu4RiVha342pFFZaBifi/PB0XJldjuHlalQW6zGVAkRPsxHT6Z4nGztFr8TIxmbUN3dvzbPYTZV/M507fZeZ9Pfsdno9XWNlJ5X99Z0Y3KrGSgoC09uNuFAvxYXKYmzkIJAnf6fHdHjRct7Kj/XUKvmt9JiDRf61ir6i/DPmyeP59eKDqW2llv+7FTEjPc8zzXMP1HcRMgAAuCPy5nONVLTWm9tR2qjHwmolllJRPza9EFc6umNtoxaTc4sxMTUba6VSChG3JoTvpKI279KdeyfyClN5c728r8UzzzxT7HFRBInbLR+/Fz727OThWClo7KaiPM/3qDa2Y72+HSsbzVispOI+Ff8TqdAfyUvQLqzHzcWN6J4uRc9sOa6PrUbbSDnODZbi/d5SvNG5Gs9enouHzozH14/2x/Mne2IgVeyTle0UJOqxsl6NhVI15tLzuVTpL6agsVDdjaF0zmtji3H2xnhcGV2J9pmNdL1G+p7NGEuh51JpOa7OzkXv2lqMb1Tj6upy3Cyna6/MR+fqUvRMz0V7Ouby4nwspd+wY6McZ8srcSOFsjOllbi0thKXV1fj82c+iOMplLWtrEVH+mxXaSm6b7fFFB4GS6spNC1Eb3qc2dyMxRSuutZWo3t1pQgfuVsjR4g8NKqWf8/0mBerKqVWTm9u5XeLJa2+k5ABAMAdkYco5V2x83CklRQylja2Yn69GeMLlTh8trVYaemDM61x5vK1WKnUolzdjGq9GfXbQ5xyePhomMgBY2ho6HaZ+532jss9F3mY1Fbz1uZ+5dpWLOe9LdK1JpZrMVTsaVGNzlT0txVL0JbiwmgpzgytxMmBlTjetxTvdy3EWx1L8c2ri/H4pbm468RwfPVwX3z1YFf0Ts6nwJLCQvpOk2u1OHK1Nw5eGYgPumfjaN9iHOodL9r73eNxom8mWofXontqM4WZ3Rgv78RE+j1eHu2Nr109FYfHR+IrRw7Ewb7e+Mzxt+PVib74dOuBeHyqK14c6om/OXck/uvpd+K+jpb45tJE/Kf2Y/E3J47HX149F1+82RFfvXAh/t2Bt+Ld5eX47QP74omVwfhs29H466vH46s3zse3Zm7Gg21n49Bgf9x19L14f3ggulOw+6PXX4m7z58qJotXU7AbKS3G0aHuaJmfjv7NWpyZn40j0yNxcW4sVreqsZN7Vr6LkAEAwB2Ri/w8RGkt92LkHoS1RoyvbMbw4kZcH1uJvrmN9LwWY8vVmFnLu2fXY63aTEV8Cgibmx8OkcrhIT/uDZMqJnTfDhV7bW9oVj4mb3K30diJ1WoKNem6Y+maNxc2o3N6Pa5OluPsyFoRKD64sRjvdS/EOylUvHF9Pl5um4uXLk/HCxcn4rELU3H3mcn48vHR+OL7ffH511rixUsTUamUYmO9FHPrW/HO5eH4+r7WuPu9jnj0WH88d2YwXmkfiXe6p+PIzYW4OFqOjqk84TsFkpXc8xExV96O+8+ciHPrq8VQqf7d7ZhL9/unx96Lwe2t+OOL78eDfW2x/+bNGNqN+P3Wo3F3e2u8OjkeXxnuiJbV9XimozPeSvdxaGI2fvfddyLHrj858F483n8tPlidj/emxuKFwZ544OKpaK2WYnl7t7jOtZ2teHdsIr54pSV+7+D+GEnnL6XfbiCFjIcvHI+TpeV4+HJLfKO/L7452Buv3+iIxa16bO8IGQAAfJ/IvRg5YCyWN2N6dTPGUxtcqMaNmfVom6hE1+xmXJ8oRW8KG0ML6zGRwsZcuREr6/Vibkaea/HRuRjZR0PFXst/52PysTmclDe3YiUFjJlS3tuiFt1Tlbg6VoozA8txtHcxhYr5YhL3t1sn4hsXx+PpC3ky92Q8dGo8Hjw5EvccvRlfOjoUnz08EJ/ZfyM++8aVePjgteiY24qNVNyvb9bj8lQtvp7Cx5eOTsYD5+bjG5em46226figazHODZVTmKlGz1wKGEsbMZGHU1VrUarvRLkZcf/F8/HOzEQspe/z+tBgXJtcjr9sPxtdKWT82cXjcbSyFufT8Ydm5+LPu1riePod/tuJI/HwzavFXIo3Wi/HofWVmEjP/+jAvrgZu/HnR96La/XNGNvZjRPD4/HiQG883N4S785OxHxxnf44ND8fd504HS+urMSXO9rj6Oh4sRngxGYpHm67EJfT83svt8WTAyPxjcHhODI9lUJInpdRTNr4DkIGAAB3RLlZT8V+LeZK6yk81GN6JQWNxc0YmKlERyr82ybKxXyFtom16JwsRf9cJQWNdOzaeqxVKrFe24zN5lY08lyNVOs2UrHbSEV0XuY272+R2/Z23udiNzZTqzS2Y6XWiJnKboyuNKNvrhbX0jUujazF8Rvz8d71qXi9ZTDevjwSr14cjKeP98ajR3vjgRQq7j7UG18/eCO+dLAv/vLAYPz52z3xF29diy+8cSGeO9oeHRMrtyZ4b27HRHUnXrk0EvceHYhHzs/Ft9qX472exTg7tBxXxtJ3mV6PgaVqChf1mNmoxeJmLdaatajsNGNuayvaG5vx3NVr8Y3zrfFC17XoTb/RXedPxKt93XH32WPxVMv5uK/9Qjx67kz8+eXj8e7yXLw63B/7xrqjtL4ZL5w5Gk/2Xoz+9VJ8+cx78czNK/HQB/vj+shUrKbf542eznjhSksMpN/v6bZL8cSZk/FSd1u8PzEYXz56IC7X1uP1a+0pVH0QEzuNaFkcj69fORbPdrfHsdmFeKKjM+4e6oin2i/FeqNRhLdiSaqcN9I/zd28UteOkAEAwPdeKYWM5VotZsvrMb5UjtH5FCKW6iloNGJwsRqDq824MDgfZwcW49LwclxPYaN/rhQjC6sxu1KKpfVUnG82o1TfikpedjYFilTfR21nO+rbWylc7EQ9pY/12las1bZjfqMZk+XNGFnajN6p9bg6Wo7TN1fjYOd8vNU2E988NxBvtgzHzem1GEkhpGO6Fqfy7twpIOxvn463Wkfj1dapePHKXLxyeTKO3FiIjplqTK83U8CoRykFhpl6xJHeuXjm5I34xoUUVtrn4v3epTg/tBLXp9bixkIphldrMb2xFYvVRqzWG1FuNqK21Yj61mZspHZ6ZCzenJ2Ob0yOxNvz43F5fTUWUzjIy+qu727HanM7plIhX0vfrbW8HK0Lc1Gv70QpL827FVFKhf9yqvrzRO3pFBIm04vVFF5qjRQA0iGtzVK8NN4THauLMZ9CwVzeGyOdP+9iPred9x1Jpyk1YiFdY3M3opqC3PLWraV909sxl671zcHuYgL6dgpVRb5Iv/tWOkd6iO10H0IGAAB3RCVVvCubjZirbMbwQiV6plbj2uhSXOqfifaR+Rgpbce5m7Nxsn8+tYU4N7Qal8fXUrFeiqHcq7FSK4ZPLVZSkZ8K9rUUJop9Lep5N+56rKcAUtloxEo6/3y5HmOr1RhYLMfNqYVoG0rn7VuI/R0L8WLrbDx3ZjSePzMY1+aasbS8HCtrlWIOyPzGTsys78R0ZTsm1xoxtbIRk8vlmFnbKO57Ib0/t7Edy81IwaQWx7sm46UzN+LFC4PxTsd8HL25FpfG16NnplzMNZlc24zZdPxqKtbL9RSKtlJxn3tfUmumMFDZqseh3v749f1vxddvdMSjnVfi0++9Hken56Ocqvm8slNeVXYhBYi81NOFqclon5go1pwtFnnKVX5qO+l8KWcVxX96WgyjyhO5c4C4XlqNz7Yfi4c6LhSr0hZL297+bF41qphike8vv5zfT5/ZTgGlnlo+9sS1G/FSd0eUt/IQtN3iXvKQq9XUqsUN5CFrQgYAAHdANRWoKykYzJWbMbS8GZ2zlbg8WYqzQwtxJYWAscpOXByYjwPto3GwcyYO31iKo4OlOD1cjraxteiZrsbN+c0YWayl4r8Ws6up6E9F/HypGvOVjRQsqum1akyk4n54YSO6Z0pxdXwxLgxMx5EUBt5on4rnLk7GkydH44XTg9E2uRl905ViOd1KKqinV2sxX91NIWI30iViObXV3PuwXk2Bph6LKcDkvS16ZtbjbP9cvNMyEG+c748D1ybjSM9CnB4sx5XJavTN12I8hZP5Ui2FoZ3b4SIiZaBIdXoRBHJtXk2Vfim14UYzfvPQu3G0vBZj6a2/bD8f912/HsfKK3HvlXPx8OXz8Wh/e/RsbMQjN9vj7cWxWEnHda5X4pmetnig70o83XUluiqVmEq54LWBG3HX9fPxQs+1GF2vRcpL8VTvtbi/p7W47ni9Ed/quR5PXL4Q354aiMl0rkr63KnNcjzbcTWe7WyL5we64uu9rfHC8I344pXT8fzcQAotu9Gf7vG+KyfiqxePxuGJwSKY5I0Vd7eFDLjTvqRpmqZp/w9qP5/a/y25yF6r7aZAsB3DK43onN+IlqlynBqYiwt9UzFSaqbgsZ5CxljsuzqWQsF0vNO7Fu/1luJ470qcS0V8y2glrk2uR/dkJfpmKjE4tx4DC5W4ubieAkg1+ufyxO71aBsvF3MijvbNx5sdc/Fi23w81zobDx+7GS+dH4ue2RR0plZjtbwdPYu7sf/qaDy473w89X57vHCiJ1450xtvnL0R+y71x77WoXirZbBor19MwaJ1ON5uG4/3OqbjxI3FODuwEq3j68VQqsHFRkym8LNc2YxKrVEMWUoZ4lYvQyr2U53+ty3vO1GrxfTObvzr99+Me/q647Wu7vj9996IA72j8cdvvhHPzo3G2+Xl+J0P9sXw7m584crJePTG1RhrbsUfv/92vDQ6EK/Wl+O/HnozToxPxUMXzsZnLxyLUxtr8fy1q/HZY/tjJgePnu74Wvu5mE0h4zOnDsQjve1xbHExvtB2Lu47eTxubm/H76RzPNvbGUcWF+IPT7wX/771UBxsluO+4WvxmZP7Yz199ujAYLxbXYg3d0rxX158Kia269FMn93dNvEbAIA7INXFUdncicX17RhLhfiNhWpcmck9GXNxLoWMa+OrMbYRcaxzPF473xevtIzFi1em4pUUEN68NhfvdS3G+73LcWJwLU6ndn54NYWOUlwcu9UupQByYbgSZ26W4kjfaryTjn8tfe6Zlvl49PR4PHKsP04MrEff8k7cnC3F2kZ6TEHj220rcfehvnjg2HA8fGIsnjo7GS9cmIyXLo3HS1fn4lvX1+KljtV4rXM53ruxms69UszdODe8FldG16Jzolz0sIwuN2IuBaWV9Wasb26lcLEbzWbepyOvepVyRREsPiKPa0rvD2zW49eOvReP9nbHudGJuFxeibX09rd6++IPDr0Xf/re/vjq5QuxmF57aqAznuq5GpenZuJ3U/BYqW9F+jrRUduMsfpu/N5rL0VL7MR2Xh43Ff+/dvCVOFxdjcdvdsXnui5Ga7kS/yV9rq9ZL65xNOrxW29+O95Zno3/cuztolcjD7U6ND0bf3rh1K0VryaH43PnjxbXf66vKx33bvxR68n4jW8/Hf15XklKT1aXAgDgjsg7fufdtvOQqbzL9tDSRnTNlqN1ZD5ahhfi4uBc9C/WU/jYjA86RuNbp7ri2xeH46nTN+P5i6PxQstofPvyRLx2fTreuD4Tb3fOx7vdi7G/ZzEV/8txoGc19netxJtXF+Ll1vl49uJ0PH5+PJ46ORTfPjMQg6u70T+9GuMrtZis7MbVyY146fxQPHZqLB4/MxHPXZqPF9uX463O1ThwYyWOpkBzbKAcx0aqcWq0GucnqtE6sR7tkylYTJXiRrr3YqndpVrMrdZjqbwVpepOChi7t3owijkSt5bXzQGjaKlQ32s7uztR2WpE68Z6/P77++PM3GyU0odWd5uxmA7+/NmT8WJtPQ5u1uK39r8RF+ZX4r6B9vja9fPRvl6Of3v89Tg6PxsdjXo82dMWB1fm4nfPHogv9l6K0Xo93h8Yi9/f/1a0bG/F3QMd8fnu1uipb8d/e3dfvDsxHgPpc1+4dia+cPZInGmux7/Z9424uLkR/Sn0/PXpM/Gnl87GZvpv9troQPzu+YNxqV6Nf3/wtThU3Yi3GhvxO2+9HJdWFoshUw0hAwCAO2FrZzs2t7ajXN8qVn4aX6nGzblKXBtbSCFjMS4NpbBxczYGVxrRm8LGpbHcI7EcB/vW4q1U8H/r6kQ8eeZmPHFuIJ5M4eDpS2PxTOtEPNsyHt9IIeT5C2Px3LmJeOLUeDx0YizuOjIcXz7cF2+c7YuZ8m5MTC9FqVyJoan5OHR9PB47OxoPnZ+Nb10YjtevTsf+zoU42rca54s5IKXoHFuO/qnlGJxZjpG55RhbWI3JxdWYWlqLmZVysbTuYrkRq5VGVDa2Y6O2E5t5wnQzFd07Uazs9FG3wsVusTpT8VY6ptJoxD2pmP+ji8fiKxePxkh1NYWPvPpUNR6+3Bqfu3Qx/ubEqXikpzM6Vtfjs6cOxRfOfxDtc3NxYWEhvnrig/irk4fiubbLMb+9E6ObzXjw8tn4/dMH4jOXTkbHei06J1fjS6dOxJfPnImeheU4s7YWn03X+suj78ZDbRdiId33diPiwNRYfO7EwfiLC0fjD9ovxqevno3FpWr6LU/EH505ECfGxuPV8bG4+/jpuLvtSnwtnfOFlnPFqlQbQgYAAHfCbiqC8zKzefft5Y2tVPg3Y3hpI3qmV6NteCEu9E3HhZtzcf7mQrSPl6N/oVqs4DSynArluY1oGVmOEzem482LvfHaxZvx7fM344UUOJ6/MBqvXRmL1850xitnb8R9h3vjL/f3x5/t647HTg1GeWUhppcrMVaLdP75eOFkdzx4aiIePjkc+1oH48D10TjavxhXhhajJwWLodmNGJ9eifn0mdnFtVgubaRAUY3V8nqUSmuxtLSSHiuxvroYpXrKCtWN2CkvpO8WUU3pYbeYhJEuljeua9bTQx5OlN7Y2Uyv5//vX7u1wFPeX2KnWQxbWk/HNrdWUgSpRHo1R5Bi5ae8Od5ms1bsB1JPL6esFI30/k6zGls7O+lzUXw+nTlPvs5dJ1FLj3nlp8V0tmYKK3lJqY10XD5X3iR9O93fWtTTZzeKe8srXeUFpo7MjMbbSzNxYmk5/qrldHzzxulYSXeaN/mbzRFpay0FoO3i3Pl6+Xw7eYmrrfX8/YQMAAC+93IRnDfLy0OJ1vLcjOpOjK/V4+ZCOTrHl6N1YD7O5+Vre+fjWNdUnLkxEzdmKzGXKtqxUjNuzORN+laje7oSbeOrcWWyElemN6J1ph6tkxtxdXK9WEb2T1+9Er/7Ynt87s2r0TbfiI3ySkxs7MQHA6V49lhH3HuwI+45uxTPXV2NA9dG4/TAXLSkz19Pnx+Y34zx5WYsru/EVGU73eNWVKqNWKnvxnJtJ0qbedncnWIfjloKTMu5aK+lQLFVLvaVWM0hID2mFJAr8BwHir0n0hGxmf7eLdaObcR2ficV7LupSG+m93fzslPbG6l4T9dIR+RQkj+bQ0szfe7WZhbbxXK2ORBsb6V/b6Wz7uSUk1t6noNNum7e8Twfl1eMKtasrafX0sPePexs5cVzc/hJcSb9tyjCRzq2Y2Y6nrjSEk+fuxKHBidjebuZ7qBRvFesiNVM19xMLT/f3ioCTr6XnXpNyAAA4M7IxWkuVlOdngr1XLRvx3S5ESNLG3FjuhRtI8tx/uZiHO2Zi/c7ZuK99ok40DYeR65PxLXxlWKzvrwz+OXhpdQW48rYSrRPlqJjbDHOdg5H50rEo+dm4j++0B6/9dT5+KBvJZbSxVZTOzZUiXsP98dDh67HY2fG4ounl+PJa5txenwzrqbA0jZVi4tTm3FjaTtS3oi+te24mq43mYLQRgoNuQehf7URQ3neRXqeew+GqxE3U4XezJMtUoG/knJFfyViJgWanAty70PeT6M/hZWudFx/Ou9iUaOnN3PY2E3Ff/4n/9lMRXsq4DvS+bvTeXfyLnjblRiqNKMvfbaeJ3hsVdO9bUdvOs/4+lZMr1ajmYr93WY6YLeRY0OkrxB95Z3iPkbSy+s5baR72E3hbqJSi6H0wnIKK1s54KRTjle2YiDdb3FMajPp8GspYN1Inx9NKaVcSTdcr8dmfTuGSjkUpr9300V2GjGY7rMrJaK19N/SPhkAANwROWTkgjrPVchBo5yK2uVaM2bKeUhUPW7MbkTbRDnODq7EsRuLsb9jPl5rnYgXLwzHy2d74pXz/fHOtak43LsY50bX4mJqLWN5N/BynLl8PS5Mb8dn3xuKX3miNf7izY6iKK6tr0XvUj2+ngLG5w/ejIeO9cc9x0fi43cdiV944mIcGGnEwMpOvN82Fv/hnnfiq2+0xkQqzB852hX/9vHD8V7neDTSPc+n+/3CK2fjP973ZvSs1KO/HPFfnjoZv/30mZhKxfhWKtzzLt+//fgH8ch7l4v/y5+XfH3z6lD8xkPvxa8+eS5+7fFTse/6XDHUKBq19GPUb8/NSAc3GnF1aC7+/VMn4q/e60m/0U40m5X4o2+dKj47ML+eav2NuPvdK/EL6e/ffOJQ/O6zJ6K/1Ch6IhbTKZ6+NBO/9GRLev9S/LunzqWgdS59n65YSGEgZZK4f9/J+N2n3o7W6aVopAuvpQ/+0bdOxH/65gdFp0ju6uhersVvPXckff5k/NLT5+Ludy6kY2vRNr0SP/vkmfhvb7fExvZ6ijM78WcvX4lfe+xUtKbQJ2QAAHBH5ICRezLyyKA8MToPLyptNlPQaMRseSvGcvE+txGd0xtxcaQcx26WihWj3rw2Hy9fmYpnz43GoyeH4t7DvXHPgc64OxW89751PqYWy9HW0RMnh9bjT17tit986my8fnW+GOK0UVqJE8Ol+NN9PfE3xybjibOj8fC5yfihu47HP/nysbj79EwMlFJAGFyNn/zS/viTb7fGXLq/Lx3sjk88eCze6poshjPlpVx/57mz8XP3HIob6ykQpQL9Jx88E5+852S8msJPXvb1yNBy/Ou7D8fnX79crLiU6/a7DrXHT9/7QXzikSvxo/efjS+923FrGNNuI2L71n7Zxb9SqJhIJ/nFJ87Ezz58PCbK2zGYfpNP3nc0PvVka8ynz5RSUPilR9J9P9weP/bQqfiJ+47HhdlKcb6BSsRPpev84H2X4mceuRC//Oix+PgjJ9PnT8drbXMxn77TX7x0Id3/4TgzvFaEm+kUPj715PH4oUcORC3fUwpXF2fK8cmHPoiPPXIq/o9H2+LfPns+BabdGE23+8knrsfPPn4ppjZSMNzYjX99zwfxK4+ei7l0/4ZLAQBwR+SQkVueJpAL9830ZKPRjPJmI1aL/TO2YmZtM8aXqtE/vxFtkxtxfnQjjg2sxf6elXjl2mI807oQD5+ZirsO34yvvnstnjjWG6ML6zEytRgXRqvxN69ciM89/0GMpaI7b/o3u1aPR452xmf298VdKVB8+8pkPN06Hf/ynlPxf951Pn75mUsx2NiND7pn4hP3nIk/TCFlKVXgXzzUFz/04Pl4M72eJ2Ivpxr8N19ojZ+4/1T0VlIYSuf/+MOt8c8fuBaf+ebpYvjUO+k+c1H/Z29cL0LGZvqyn913PX7s3lPxH95djh+5/3z81RvtxZyLIlns1P52uFT6cy21//Zme/z4/cfi3Z5yPN62Fp+4/3R86fBAcf7R9Bv92ANn4geeuBH/5ts98VN3H42TN2Zjd6cZvdOl+MV7D6eQcin6U7oZr27Fl1pm4scfvRBfP9gTs+k7/fEr11IwOR9nh8pFT8RkChk/+URr/EAKFPn8uzu78e7QUvzQAxfi377Qnl7vSedrj9UUftbTOb+wbzR+5ivnY9+VtXi9czU+df+J+Nw73ZFOk75DQ8gAAOB7L1W2RUGdRwflVsxJ3t6Kza1mrDd2olxrxmqqZovVnFJlO7K4ETfmailslOPiyHKxnO2bnSvxzauL8cjJkXjocFe8eW02RlfqMbW6GQOrEef6FqK9byLWq81YSoXxid7FFEZa4ysnxuPx1vl4+/pkvNy5FD941/H4xw9dix978Eycnq7FieGV+MH7WuN3Xu0pegy+cqg/PvZga+zrmontaMRKKqR/PRXeuTdioFyPkfJWfOzhq/H/eXggfvWBQ9E5vx6v3yynIHEh/uSNzqLwrjUb8Ycvtccn02v39m+nEHMyPvPihWJ1pmZquesgT/BupGfFQlTp8d2+pfixuw7Ff/lmR/ziyxPx0/cdiZaB6dje2ooba8348btPxs891x2fOTQaP37fuXjj0miKC7txLSWGn773ZPzmNzujlM4V2ytxsGMgfv2ho/HY/s5YSCHj06+1x8cfOhdnR3OkqMX8+m784kPt8bEHLhY9NVvpnyevDMXH77sWf/NOb/z0o9fiFx5rj9HlPD9kN84M1+Jn7j8Tv/lSf/yHb3fFj99zJD64mVfEyhPYa0IGAADfezlkZDlg5Ke5ON5O1fXW9nZspiK41tyJ2mYjqrV6VKr1WCjVivAwuFCJvtm1uDy6HMdvLsV7PUvxUst4fOvsQJweKsV0KpZvTq/F0PJWzFd2olptRLlcjYGFRjxztC/uf78zHrswES91LsfR/vnY17Nc9GT8k0e64mN3fxD3nrgRZxd34p/cdT5++6VrUUkh42uHeuNHUsh4u2s2ld7bxapROWR84oGzMVSqx2ipET/8cFv8Hw/fjJ/+2rvx1Inr8WJfKX70vjPxx693FCFjo16P33jmUvzUA+fiwPpO/PzDZ+MPnr3Va5DnY+eVm3aLCdtFDR87KXDdXNuKX3n0eLqv8/H/urcz/t1Dh9LrefJ1JVqmqvHJrx+O33v5ejzSMlH0ojxycq4YqnVhIeKf3d0a//GVFLDS37E5G83mZoymH3a1uRul9Pv+4WuXUzA6EyfHV9MvvxGLlYhfu+9q/NTdZ4p7qqb/Fl870Rs/9WBXPHNhKH712Zb4yScuxpWZ1WjurMfN6mb82KOH4//9eFsKZC3xM/cciuV84ymwCBkAANwRufbdk3fB/tu2W8zRyEGjCBupyF+vb0cpLx1bqRVhY2StEb0LG9E+thIXBufjWM9UHLg2lgrgeszUdmMuFf1jSxtxc3EzumZrcW1uKw52zKWQ0R3fODce+y+PxtGexTg/uh5Hh2vxA/dejH/ycGf8wn37418/0RLvzu/GTz94PD7/2q2ehq8f7I4fuf9cvN69VBTxK+m+/uNzV+NHHzxd9Jz0p0r+Rx+6HD/ySHv84qOn4xe/2RPP9a7GL97zZvzpWz2R6veYTOHnJx87ET+fQsPVzRQyvn4kfvHBcykE5MFK1Rwx0lHbRQ9G+sqxncLWasoTf/nK5fjEI53xjx7qis+/dObWHhjpNzrcN5/C0ZH4/LvX4vX+pfhnj1yKL7zaHbvp3i4vrMcPPdQSv/d0R3F8I/17d6dRzAvJa1iVd7bjT15tix975GrsG6nGYnp9MP3mv/xMe/zKA+9HfXunWDXrP798I37igTOxr28h/uKV7vjkQ0fj9Eg6OoWhvPDuV9I5/uGD7fGx9L0/l0JLnuC+s7OVQobN+AAAuANSXfuhvJfDR1v+H+J5nkYOG3st92xs1LeKYVTz1Z2YKKXiPgWNjulKnBtYiCPd0/FB92wcuDoab1/ojZdPdsQ3jlyLF071xVNHU9F/aiC+fWky9l1bjDM903FxeC2uzTbi5Fg1Pnb/hfjkN27GX+zrik/cfza+erESH7v3VPzht84WQ4e+dqg7fjgds69rsdg0r5xSwH9KIePjD56NodV0Hxu78eMPXopfeKYrvn5qKoWPs/En74/Hp+5/P/7orRtFb0LeufzjD5yMf/PMpehNQeAn7zmaCvhzMZFXgN2tp/OmL7ybQlY6tmgpFOShU/turMa/uvd8/MB9l+LUcLl4bSeFgNeuz8QPppBy94WxOLSwEz/4yMX4w+dailB2fnYjPvZgS/zB023Fvha7OSrtpniUrrWbgtxMus6nX++KH/5aR/zsI0fiNx99M/5dCj///P72+JnHW4shVnlI1S8/2RI/98j5OJJ+p68dTde791js61xK109hKAWNE70b8YP3t8QP33cuDg5s3Br2tZ17ZKwuBQDAHZDr0b9PLrLz/83PbS9s1HOvRgoa1cZ2sQrV0kYjptY2Y3CpFtcny3FpdC1OD6zEoZ7FeKdjMd5sn4vXr8zEq61T8Xr7QrzTtRoHeytxarAcXaML0TOzHoPLzbg8vRk//tC5+JnnuuPQ1G78yL0n46cfuRD/4sH2+IPXrsVCuofck5FDxjspZMTOeqynIvu3vnElfjh9bnCtETfXd+KnHjgbv/rM5Tg8WY2feOh0fOKxllTon48/2HezCBmtQ2spzLSmIv5iPHVtNQWUE/EvH2mJC3kjjp30TdP3LNJVfixa3vhuJ7rS25988HR86rGzRa9KnruSD7s3Bad/8mhb/PZbffGV03Pxw+mef/PJ8zG3uRsX5prxwzlkPNOSCv70w8Vyety8tYhVCjNTqX36jRvx8bv74ueeOB+/8eSh+OXHz8U/vL87PvZAazGxfSSd52cePJVCxtm47/xE/N5rA/F/plD0+OmpFIp2o7GVd2CP9Ftdip99+EyMpc8086aAO+k6VpcCAOBOSDXp32uvzt6bFJ6f5+J6K1XXza2daDS3i16NlepWzFS2YmR1K7rnN4sVqC6OV+P0SDWOD5TjeP9qHO1djnPD5Tg7VIrLk5vFkrhjc6sxulIr9rToXmrGJ+/6IH75+c7oTSHmV5++FB/7+rH4xw91xR++c/NWyDjQmYrvS/FW11K6n2qUd3biN56/Gj/08IUYKqWQsbEVP3X/ifh3T6RiOyWi33jhYvzgQy3xTx+8kkLGYDHE6sC12fj4I93xM4+ci5/7+rfjx9Ox//iRK/F293z6YlvFMKfIrfjy6V/bebWprRioR/rMifilR48Uczt20jGb6bf48zdb4x8+3hmfuOtQ/Pw9++MTKRz98qOno2+tGRdmd+NH0/3+zvOXit6FFAliLAWho33l6J0tF5sJ/sHL7fFDD3bEa8O1GE0HtVYifuLpnvjR+88VvTfda9vxY/eeiU/eeyp+9p5X41P3nYp//NjV+Kt9vcUqYHng1WJKTz/3wIn4Nw8fj/Qt0oVyitlIt98UMgAA+N7LNenfp6izP9KKsJH/D356spXSRt7sbjMV8+t5InOeg5EK6PEUNIYW69E3V42e6Up0TZaia2ItPa7Gjam1uDlbieH5jZhcbcTyaiUW1rdiYTOKzfny3hW//GxrTKSQ8XTrfPzEPUfiHz3UHb/3Zn+xxOz9h64VIePbPWuxnALATLqXX/9mR/yrh87GYPr8wEYzfvz+k/Gbz96aw/FUy0z8ywcvxj9/uD3+OBfl6bUnjg/FDz3QFr/98vV4oaU//uubnfFPH22LJ08PpuCwW6wo9WHIKL5wnkDdjJu1VMinkPErD79/a+O+9NZ6Ov4/PHE4/tmTnfGFo8Px3MXx+IVHz8enUrHfvlCO1qkcei7Ef3rxahEYllLt//zllRRyDseD76XgkW7oz165HD/4+IU4O5K+4fZ2zFR345ceOZ1+i6PF6lltC4348Ydb4xefvR7PtQ7HFw9PxD997Er81+dai3008i7h8ymY/Nz9H8QvPXS0CGPFLn476+m+LWELAMAdkGvS/x55rsbexPBiA7+tPHxqN6qpgK6k2nYlhYbFciPm12oxs7oR08vrMbNy+zH9Pb9WTe/XY6m6ExsbtVhr7MZqOk9/Ch2fuudw/Oozl2I2hYw8iftnv/pGCgid8Qdv9hb7VTz2fnv8yIPn4/f3T8SBqUq81bscP/nwxfhX9x+NsZVGDFab8cN5ydjnW4rJ1dfXGvFjD55MQeNS/Nmb7UXI+Kt9PfEvU1B5oatUBJfnO9biB+69FHe9d/3WRO/UcoDYe4ydvKTtThEyfvbhU/HLjxwtzpP7EFYb2/GL97wRP/J0W1wu39qB/NOv9saP3Hsozk6tRF9KQT9/75n46SfOxltjpTgysh6ffmMw/vFTF+L+o92xVY347Mut8S8ePxUtQykWNWuxuNFIQeZ4EbhyyDg9XIlP3Hs6Pr1/vJgY3pLSyr96+Hz81pNnYqm+m6eSx3S6oZ9JIePnHzoRs/mWt+vpX3oyAAC4Q1JN+t+tCBrF/0W/NVejWYSN3ajXd2IzpY1atR6VjXqsrm+m0JEeU+G8vN6M5Y1mrNZ2Ym1zN0opXNTrzaik8LCWzjFQ2ioK6xwyFlPIKKfX//KVM/GPvn4+fu/ltqL34PjAUnwsFdz/8pHr8a/SsT9338H44fvPxa+8dC3mN3biRmkjfui+8/Frz11JIWCnmDT9x+/2xsdT8Pjc6y1FmPmdFzviXzxwMo5OVotJ3pemd+OH77oQn/326SKY5KVrc7a4Nbwp/6uRvmsKGSkQ/OzDF+LnHzlRhJN87GgKMf/mntfiU8+0xGQKGPWUuj7/3kh84qEjsb97PJZT8PjPT12NH3jodHz8/iPxU18/FT/z8Jn4oada4sDweqSfJv7slSvx8RQazo+UijCTJ6D/zKOX4hP3nYu5dI132yfjJ+89Hl88OpZ38IjRSsRPPn4ufuPRkzFeqhf3Unzm4ZPxrx8+G1Pp77wiljkZAADcMakm/R+SC/BiZFF6kodQFcOotndiOxXaO82taDS2o1bfjo30WG3kXcR3Yz0lko0URqo5kBSf2430clHYz1bq8dA7F+LpI9difSudJ712ZWw5vrzvcrx8tjdq6dyr6RpvdSzG1w/1xVcPdsQ9b1+Kx04OxoWFZhFCxtI5vvZeRzx59EZsphvLcydODJfirncux1sXemMlXejpoz1x1/6WGC6n8JBueioFgfvebotvf3Br+NFeuMjXz4+3vmXE9Pp2PHbwWjz2flusp5ca6bWJpWo8uu9kPHWiKyrFUKvtONi1GF/bfynO9I6le464OF6LB070x5fTPdx/8EY88kFHvNW7WsydyKtjvXZ+MO5691p0z1aL32EunfjBI/3Fzul5yNf5vsm4d19LHO2bj610v2vpoCeOpe+YrjG9Vi16VRbTl3/44NV49FB7LKWAlqeS5G9gdSkAAO6IXI7+z/jb4VPf2W7N2/j7294yuXstazabsbWVBy39bYBp5NDykb+L19K5c0Geg0ou9vME7FtToG/t6VFNhXZ+nt/PLb+/kV6vpcdaOkEjzydJz3PL52um8zXTa7l35vatfCh/l737yz0EjXSP6WNRT0EqPzbyBPjU8vN02eJ6G+lJcd3U8n0W183v3X6e77m4/9TyveXQ9dHvUexNko+/fWz+PjmM5eCTXiruNd9zce+377uR7qfowbjt9n0LGQAAAAAAAAAAAAAAAAAAAAAAAAAAAADfn76kaZqmaf8Paj+fGgAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA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alt="" class="stl_04" />
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					<div class="stl_01" style="top: 2.9132em; left:7.0854em;"><span class="stl_07 stl_08" style="word-spacing:0.02em;">Revista Científica y Arbitrada de Psicología NUNA YACHAY. Vol. 1, Núm. 1 (ene - jun 2018) &nbsp;</span></div>
					<div class="stl_01" style="top: 3.6798em; left:7.0854em;"><span class="stl_07 stl_08" style="word-spacing:0.06em;">ISSN: 2697-3588. &nbsp;</span></div>
					<div class="stl_01" style="top: 4.5657em; left:7.0854em;"><span class="stl_09 stl_08" style="font-style:italic; word-spacing:0.17em;">Condiciones psicosociales en</span><span class="stl_09 stl_08" style="font-style:italic; word-spacing:0.12em;">&nbsp;niños</span><span class="stl_09 stl_08" style="font-style:italic; word-spacing:0.12em;">&nbsp;escolares</span><span class="stl_09 stl_08" style="font-style:italic; word-spacing:0.12em;">&nbsp;de educación</span><span class="stl_09 stl_08" style="font-style:italic; word-spacing:0.1em;">&nbsp;básica</span><span class="stl_09 stl_08" style="font-style:italic; word-spacing:0.11em;">&nbsp;media</span><span class="stl_09 stl_08" style="font-style:italic; word-spacing:0.08em;">&nbsp;con</span><span class="stl_09 stl_08" style="font-style:italic; word-spacing:0.16em;">&nbsp;dificultades &nbsp;</span></div>
					<div class="stl_01" style="top: 5.3323em; left:7.0854em;"><span class="stl_09 stl_08" style="font-style:italic; word-spacing:0.06em;">en lectoescritura &nbsp;</span></div>
					<div class="stl_01" style="top: 7.3472em; left:7.0854em;"><span class="stl_11" style="word-spacing:-0.01em;">a los 14 alumnos que han presentado un rendimiento regular, y 5 lo presentaron &nbsp;</span></div>
					<div class="stl_01" style="top: 9.0806em; left:7.0854em;"><span class="stl_11 stl_08" style="word-spacing:0.09em;">de manera deficiente. &nbsp;</span></div>
					<div class="stl_01" style="top: 11.7964em; left:7.0854em;"><span class="stl_11 stl_08" style="word-spacing:0.29em;">Se observa que 68 escolares estudiados, correspondientes al 67%, reciben &nbsp;</span></div>
					<div class="stl_01" style="top: 13.5322em; left:7.0854em;"><span class="stl_11 stl_08" style="word-spacing:0.49em;">acompañamiento escolar de sus padres a diferencia de 33 estudiantes, &nbsp;</span></div>
					<div class="stl_01" style="top: 15.2489em; left:7.0854em;"><span class="stl_11 stl_08" style="word-spacing:0.06em;">equivalentes al 33%, que no reciben este tipo de apoyo. &nbsp;</span></div>
					<div class="stl_01" style="top: 17.9822em; left:7.0854em;"><span class="stl_11 stl_08" style="word-spacing:0.03em;">Tres padres y dos madres han alcanzado, pero no superado la educación básica &nbsp;</span></div>
					<div class="stl_01" style="top: 19.6989em; left:7.0854em;"><span class="stl_11 stl_08" style="word-spacing:0.15em;">elemental o media,</span><span class="stl_11 stl_08" style="word-spacing:0.12em;">&nbsp;es decir, que</span><span class="stl_11 stl_08" style="word-spacing:0.1em;">&nbsp;un total de 5</span><span class="stl_11 stl_08" style="word-spacing:0.14em;">&nbsp;padres</span><span class="stl_11 stl_08" style="word-spacing:0.11em;">&nbsp;de familia están en</span><span class="stl_11 stl_08" style="word-spacing:0.12em;">&nbsp;este &nbsp;</span></div>
					<div class="stl_01" style="top: 21.4322em; left:7.0854em;"><span class="stl_11" style="word-spacing:0.29em;">rango. De las madres, 53 se ubican en el rango de la básica superior o &nbsp;</span></div>
					<div class="stl_01" style="top: 23.1506em; left:7.0854em;"><span class="stl_11 stl_08" style="word-spacing:0.07em;">bachillerato mientras 64 padres también alcanzaron tales estudios, completando &nbsp;</span></div>
					<div class="stl_01" style="top: 24.8839em; left:7.0854em;"><span class="stl_11 stl_08" style="word-spacing:0.13em;">una cantidad de 117.</span><span class="stl_11 stl_08" style="word-spacing:0.1em;">&nbsp;De</span><span class="stl_11 stl_08" style="word-spacing:0.14em;">&nbsp;aquellos</span><span class="stl_11 stl_08" style="word-spacing:0.12em;">&nbsp;que</span><span class="stl_11 stl_08" style="word-spacing:0.15em;">&nbsp;pudieron estudiar</span><span class="stl_11 stl_08" style="word-spacing:0.11em;">&nbsp;en</span><span class="stl_11 stl_08" style="word-spacing:0.13em;">&nbsp;la universidad</span><span class="stl_11 stl_08" style="word-spacing:0.11em;">&nbsp;son &nbsp;</span></div>
					<div class="stl_01" style="top: 26.6014em; left:7.0854em;"><span class="stl_11 stl_08" style="word-spacing:-0.01em;">46 madres y 34 padres, siendo en total 80 padres que cursaron estudios de tercer &nbsp;</span></div>
					<div class="stl_01" style="top: 28.3347em; left:7.0854em;"><span class="stl_11 stl_12">nive<span class="stl_08">l. &nbsp;</span></span></div>
					<div class="stl_01" style="top: 31.0514em; left:7.0854em;"><span class="stl_11 stl_08" style="word-spacing:0.19em;">Los escolares de escolaridad básica</span><span class="stl_11 stl_08" style="word-spacing:0.18em;">&nbsp;media</span><span class="stl_11 stl_08" style="word-spacing:0.15em;">&nbsp;de la U.E.F.</span><span class="stl_11 stl_08" style="word-spacing:0.18em;">&nbsp;Juan Montalvo</span><span class="stl_11 stl_08" style="word-spacing:0.16em;">&nbsp;están &nbsp;</span></div>
					<div class="stl_01" style="top: 32.7864em; left:7.0854em;"><span class="stl_11 stl_08" style="word-spacing:0.11em;">divididos en</span><span class="stl_11 stl_08" style="word-spacing:0.05em;">&nbsp;3 niveles</span><span class="stl_11 stl_12" style="word-spacing:0.03em;">&nbsp;socioeconómic<span class="stl_08">os,</span></span><span class="stl_11 stl_08" style="word-spacing:0.05em;">&nbsp;el</span><span class="stl_11 stl_08" style="word-spacing:0.06em;">&nbsp;4% pertenece a un nivel alto,</span><span class="stl_11 stl_08" style="word-spacing:0.05em;">&nbsp;el</span><span class="stl_11 stl_08" style="word-spacing:0.04em;">&nbsp;70% &nbsp;</span></div>
					<div class="stl_01" style="top: 34.5031em; left:7.0854em;"><span class="stl_11 stl_08" style="word-spacing:0.12em;">de estos</span><span class="stl_11" style="word-spacing:0.07em;">&nbsp;estudiantes</span><span class="stl_11 stl_08" style="word-spacing:0.08em;">&nbsp;son</span><span class="stl_11 stl_08" style="word-spacing:0.09em;">&nbsp;de</span><span class="stl_11 stl_08" style="word-spacing:0.13em;">&nbsp;familias</span><span class="stl_11 stl_08" style="word-spacing:0.11em;">&nbsp;cuyo</span><span class="stl_11 stl_08" style="word-spacing:0.12em;">&nbsp;nivel socioeconómico es</span><span class="stl_11 stl_08" style="word-spacing:0.09em;">&nbsp;medio, y</span><span class="stl_11 stl_08" style="word-spacing:0.08em;">&nbsp;el &nbsp;</span></div>
					<div class="stl_01" style="top: 36.2197em; left:7.0854em;"><span class="stl_11 stl_08" style="word-spacing:0.06em;">26% corresponde a un nivel bajo. &nbsp;</span></div>
					<div class="stl_01" style="top: 38.9531em; left:7.0854em;"><span class="stl_11 stl_08" style="word-spacing:0.22em;">Un total de 84 estudiantes viven en</span><span class="stl_11 stl_08" style="word-spacing:0.24em;">&nbsp;un entorno familiar marcado</span><span class="stl_11 stl_08" style="word-spacing:0.21em;">&nbsp;por</span><span class="stl_11 stl_08" style="word-spacing:0.23em;">&nbsp;ambos &nbsp;</span></div>
					<div class="stl_01" style="top: 40.6697em; left:7.0854em;"><span class="stl_11 stl_08" style="word-spacing:0.38em;">padres, mientras otros 12 escolares conviven sólo con la madre, otros 2 &nbsp;</span></div>
					<div class="stl_01" style="top: 42.4056em; left:7.0854em;"><span class="stl_11 stl_08" style="word-spacing:0.05em;">escolares conviven en una familia monoparental marcada por el padre, y otros 3 &nbsp;</span></div>
					<div class="stl_01" style="top: 44.1222em; left:7.0854em;"><span class="stl_11 stl_08" style="word-spacing:0.09em;">participantes refirieron convivir en una familia extendida. &nbsp;</span></div>
					<div class="stl_01" style="top: 46.8547em; left:7.0854em;"><span class="stl_11 stl_08" style="word-spacing:0.39em;">Los escolares estudiados han referido que, de ellos, 24 tienen</span><span class="stl_11 stl_08" style="word-spacing:0.41em;">&nbsp;presentes &nbsp;</span></div>
					<div class="stl_01" style="top: 48.5722em; left:7.0854em;"><span class="stl_11 stl_08" style="word-spacing:0.17em;">conflictos parentales en</span><span class="stl_11 stl_08" style="word-spacing:0.11em;">&nbsp;el hogar,</span><span class="stl_11 stl_08" style="word-spacing:0.11em;">&nbsp;mientras los</span><span class="stl_11 stl_08" style="word-spacing:0.11em;">&nbsp;demás 87</span><span class="stl_11 stl_08" style="word-spacing:0.13em;">&nbsp;refirieron</span><span class="stl_11 stl_08" style="word-spacing:0.09em;">&nbsp;no</span><span class="stl_11 stl_08" style="word-spacing:0.09em;">&nbsp;tener</span><span class="stl_11 stl_08" style="word-spacing:0.1em;">&nbsp;los &nbsp;</span></div>
					<div class="stl_01" style="top: 50.3056em; left:7.0854em;"><span class="stl_11 stl_12" style="word-spacing:0.01em;">mencionados conflicto<span class="stl_08">s. &nbsp;</span></span></div>
					<div class="stl_01" style="top: 53.0239em; left:7.0854em;"><span class="stl_11 stl_08" style="word-spacing:0.23em;">Se encontró que el 72% de los</span><span class="stl_11 stl_08" style="word-spacing:0.27em;">&nbsp;escolares estudiados han referido</span><span class="stl_11 stl_08" style="word-spacing:0.26em;">&nbsp;mantener &nbsp;</span></div>
					<div class="stl_01" style="top: 54.7572em; left:7.0854em;"><span class="stl_11 stl_08" style="word-spacing:0.02em;">buenas relaciones parentofiliales, en contraste al 27% que mencionó tener malas &nbsp;</span></div>
					<div class="stl_01" style="top: 56.4739em; left:7.0854em;"><span class="stl_11 stl_08" style="word-spacing:0.07em;">relaciones de este tipo. &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 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alt="" class="stl_18" />
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					<div class="stl_01" style="top: 3.0179em; left:7.0854em;"><span class="stl_19 stl_08" style="font-style:italic; word-spacing:0.01em;">Mero-Ponce &amp; Zambrano-Mejía (2018<span class="stl_20">) &nbsp;</span></span></div>
					<div class="stl_01" style="top: 5.8471em; left:8.585em;"><span class="stl_23">•</span></div>
					<div class="stl_01" style="top: 5.9472em; left:10.0875em;"><span class="stl_24 stl_08" style="font-weight:bold; font-style:italic; word-spacing:0.1em;">Prueba de micro-destrezas en lectoescritura &nbsp;</span></div>
					<div class="stl_01" style="top: 8.6639em; left:7.0854em;"><span class="stl_11 stl_08" style="word-spacing:0.11em;">Del total de 101 estudiantes</span><span class="stl_11 stl_08" style="word-spacing:0.12em;">&nbsp;participantes, 5</span><span class="stl_11 stl_08" style="word-spacing:0.08em;">&nbsp;de ellos</span><span class="stl_11 stl_08" style="word-spacing:0.08em;">&nbsp;que</span><span class="stl_11 stl_08" style="word-spacing:0.17em;">&nbsp;representan</span><span class="stl_11 stl_08" style="word-spacing:0.07em;">&nbsp;al</span><span class="stl_11 stl_08" style="word-spacing:0.09em;">&nbsp;4,95% &nbsp;</span></div>
					<div class="stl_01" style="top: 10.3806em; left:7.0854em;"><span class="stl_11 stl_08" style="word-spacing:0.13em;">del total de la muestra obtuvieron puntajes</span><span class="stl_11 stl_08" style="word-spacing:0.13em;">&nbsp;que expresan gran dificultad en</span><span class="stl_11 stl_08" style="word-spacing:0.1em;">&nbsp;las &nbsp;</span></div>
					<div class="stl_01" style="top: 12.1131em; left:7.0854em;"><span class="stl_11 stl_08" style="word-spacing:0.79em;">micro-destrezas de lectoescritura. Hubo 58 escolares que obtuvieron &nbsp;</span></div>
					<div class="stl_01" style="top: 13.8322em; left:7.0854em;"><span class="stl_11 stl_08" style="word-spacing:0.38em;">puntuaciones totales equivalentes a dificultades leves en las destrezas de &nbsp;</span></div>
					<div class="stl_01" style="top: 15.5656em; left:7.0854em;"><span class="stl_11 stl_12" style="word-spacing:0.09em;">lectoescritura, aquellos representa<span class="stl_08">n</span></span><span class="stl_11 stl_08" style="word-spacing:0.12em;">&nbsp;el</span><span class="stl_11 stl_08" style="word-spacing:0.13em;">&nbsp;57,43% de la muestra.</span><span class="stl_11 stl_08" style="word-spacing:0.12em;">&nbsp;Los</span><span class="stl_11 stl_08" style="word-spacing:0.12em;">&nbsp;38</span><span class="stl_11 stl_08" style="word-spacing:0.17em;">&nbsp;alumnos &nbsp;</span></div>
					<div class="stl_01" style="top: 17.2822em; left:7.0854em;"><span class="stl_11 stl_08" style="word-spacing:0.06em;">restantes constituyen el 37,62% de la muestra, lograron obtener un puntaje total &nbsp;</span></div>
					<div class="stl_01" style="top: 19.0156em; left:7.0854em;"><span class="stl_11 stl_08" style="word-spacing:0.08em;">suficiente para demostrar la no presencia de dificultades en lectoescritura. &nbsp;</span></div>
					<div class="stl_01" style="top: 21.7322em; left:7.0854em;"><span class="stl_11 stl_08" style="word-spacing:0.22em;">Los escolares que manifestaron GD en lectoescritura presentan un promedio &nbsp;</span></div>
					<div class="stl_01" style="top: 23.4681em; left:7.0854em;"><span class="stl_11 stl_08" style="word-spacing:0.39em;">grupal de 10,8 puntos en la prueba de micro-destrezas, equivalente a la &nbsp;</span></div>
					<div class="stl_01" style="top: 25.1847em; left:7.0854em;"><span class="stl_11 stl_08" style="word-spacing:0.23em;">superación promedio del 28% de los</span><span class="stl_11 stl_08" style="word-spacing:0.24em;">&nbsp;reactivos. El</span><span class="stl_11 stl_08" style="word-spacing:0.21em;">&nbsp;grupo con</span><span class="stl_11 stl_08" style="word-spacing:0.22em;">&nbsp;LD obtuvo</span><span class="stl_11 stl_08" style="word-spacing:0.21em;">&nbsp;una &nbsp;</span></div>
					<div class="stl_01" style="top: 26.9172em; left:7.0854em;"><span class="stl_11 stl_08" style="word-spacing:0.14em;">media de 20,8 puntos</span><span class="stl_11 stl_08" style="word-spacing:0.13em;">&nbsp;en la prueba,</span><span class="stl_11 stl_08" style="word-spacing:0.11em;">&nbsp;lo</span><span class="stl_11 stl_08" style="word-spacing:0.15em;">&nbsp;que representa la superación</span><span class="stl_11 stl_08" style="word-spacing:0.16em;">&nbsp;promedio &nbsp;</span></div>
					<div class="stl_01" style="top: 28.6347em; left:7.0854em;"><span class="stl_11 stl_08" style="word-spacing:0.05em;">del 55% de la misma.</span><span class="stl_11 stl_08" style="word-spacing:0.05em;">&nbsp;En</span><span class="stl_11 stl_08" style="word-spacing:0.05em;">&nbsp;tanto los</span><span class="stl_11 stl_08" style="word-spacing:0.07em;">&nbsp;escolares SD</span><span class="stl_11 stl_08" style="word-spacing:0.06em;">&nbsp;superaron en promedio el</span><span class="stl_11 stl_08" style="word-spacing:0.04em;">&nbsp;80% &nbsp;</span></div>
					<div class="stl_01" style="top: 30.3672em; left:7.0854em;"><span class="stl_11 stl_08" style="word-spacing:0.06em;">de la evaluación, o sea obtuvieron un puntaje promedio de 30,3 puntos. &nbsp;</span></div>
					<div class="stl_01" style="top: 33.0864em; left:7.0854em;"><span class="stl_11 stl_08" style="word-spacing:0.28em;">El puntaje máximo en la dimensión del Aspecto Motor es</span><span class="stl_11 stl_08" style="word-spacing:0.26em;">&nbsp;de</span><span class="stl_11 stl_08" style="word-spacing:0.27em;">&nbsp;3 puntos;</span><span class="stl_11 stl_08" style="word-spacing:0.25em;">&nbsp;los &nbsp;</span></div>
					<div class="stl_01" style="top: 34.8197em; left:7.0854em;"><span class="stl_11 stl_08" style="word-spacing:0.07em;">escolares con GD obtuvieron un promedio de 1,2 puntos, el grupo que presentó &nbsp;</span></div>
					<div class="stl_01" style="top: 36.5364em; left:7.0854em;"><span class="stl_11 stl_08" style="word-spacing:0.15em;">LD obtuvo un promedio de</span><span class="stl_11 stl_08" style="word-spacing:0.15em;">&nbsp;2,22</span><span class="stl_11 stl_08" style="word-spacing:0.15em;">&nbsp;puntos y aquellos SD</span><span class="stl_11 stl_08" style="word-spacing:0.14em;">&nbsp;uno de</span><span class="stl_11 stl_08" style="word-spacing:0.15em;">&nbsp;2,63.</span><span class="stl_11 stl_08" style="word-spacing:0.54em;">&nbsp;Sobre</span><span class="stl_11 stl_08" style="word-spacing:0.12em;">&nbsp;la &nbsp;</span></div>
					<div class="stl_01" style="top: 38.2697em; left:7.0854em;"><span class="stl_11" style="word-spacing:0.08em;">dimensión de</span><span class="stl_11 stl_08" style="word-spacing:0.11em;">&nbsp;la Lectura de Texto</span><span class="stl_11 stl_08" style="word-spacing:0.13em;">&nbsp;el puntaje</span><span class="stl_11 stl_08" style="word-spacing:0.11em;">&nbsp;máximo es</span><span class="stl_11 stl_08" style="word-spacing:0.1em;">&nbsp;de 15;</span><span class="stl_11 stl_08" style="word-spacing:0.1em;">&nbsp;los</span><span class="stl_11" style="word-spacing:0.07em;">&nbsp;estudiantes &nbsp;</span></div>
					<div class="stl_01" style="top: 39.9864em; left:7.0854em;"><span class="stl_11 stl_08" style="word-spacing:0.19em;">SD en lectoescritura alcanzaron un</span><span class="stl_11 stl_08" style="word-spacing:0.21em;">&nbsp;promedio</span><span class="stl_11 stl_08" style="word-spacing:0.17em;">&nbsp;grupal</span><span class="stl_11 stl_08" style="word-spacing:0.15em;">&nbsp;de</span><span class="stl_11 stl_08" style="word-spacing:0.15em;">&nbsp;12,9</span><span class="stl_11 stl_08" style="word-spacing:0.22em;">&nbsp;puntos,</span><span class="stl_11 stl_08" style="word-spacing:0.2em;">&nbsp;aquellos &nbsp;</span></div>
					<div class="stl_01" style="top: 41.7222em; left:7.0854em;"><span class="stl_11 stl_08" style="word-spacing:0.15em;">con LD obtuvieron 9,2</span><span class="stl_11 stl_08" style="word-spacing:0.14em;">&nbsp;puntos y</span><span class="stl_11 stl_08" style="word-spacing:0.15em;">&nbsp;aquellos con GD alcanzaron</span><span class="stl_11 stl_08" style="word-spacing:0.13em;">&nbsp;4,2</span><span class="stl_11 stl_08" style="word-spacing:0.14em;">&nbsp;puntos</span><span class="stl_11 stl_08" style="word-spacing:0.12em;">&nbsp;como &nbsp;</span></div>
					<div class="stl_01" style="top: 43.4381em; left:7.0854em;"><span class="stl_11 stl_08" style="word-spacing:0.04em;">media. En la dimensión de la Comprensión del Texto las puntuaciones promedio &nbsp;</span></div>
					<div class="stl_01" style="top: 45.1722em; left:7.0854em;"><span class="stl_11 stl_08" style="word-spacing:0.07em;">del grupo con GD fue de 2,8</span><span class="stl_11 stl_08" style="word-spacing:0.03em;">&nbsp;y</span><span class="stl_11 stl_08" style="word-spacing:0.07em;">&nbsp;las</span><span class="stl_11 stl_08" style="word-spacing:0.05em;">&nbsp;del</span><span class="stl_11 stl_08" style="word-spacing:0.07em;">&nbsp;grupo con DL fue de 2,9 puntos,</span><span class="stl_11 stl_08" style="word-spacing:0.06em;">&nbsp;en</span><span class="stl_11 stl_08" style="word-spacing:0.07em;">&nbsp;tanto &nbsp;</span></div>
					<div class="stl_01" style="top: 46.8889em; left:7.0854em;"><span class="stl_11 stl_08" style="word-spacing:0.08em;">los alumnos SD</span><span class="stl_11 stl_08" style="word-spacing:0.07em;">&nbsp;obtuvieron una media</span><span class="stl_11 stl_08" style="word-spacing:0.05em;">&nbsp;de</span><span class="stl_11 stl_08" style="word-spacing:0.07em;">&nbsp;puntos</span><span class="stl_11 stl_08" style="word-spacing:0.04em;">&nbsp;de</span><span class="stl_11 stl_08" style="word-spacing:0.05em;">&nbsp;4,8,</span><span class="stl_11 stl_08" style="word-spacing:0.09em;">&nbsp;cercano</span><span class="stl_11 stl_08" style="word-spacing:0.04em;">&nbsp;a los</span><span class="stl_11 stl_08" style="word-spacing:0.03em;">&nbsp;6</span><span class="stl_11 stl_08" style="word-spacing:0.07em;">&nbsp;puntos &nbsp;</span></div>
					<div class="stl_01" style="top: 48.6222em; left:7.0854em;"><span class="stl_11" style="word-spacing:0.06em;">límite. En</span><span class="stl_11" style="word-spacing:0.05em;">&nbsp;la</span><span class="stl_11" style="word-spacing:0.07em;">&nbsp;dimensión</span><span class="stl_11" style="word-spacing:0.05em;">&nbsp;de la Producción de Texto se</span><span class="stl_11" style="word-spacing:0.07em;">&nbsp;espera</span><span class="stl_11" style="word-spacing:0.05em;">&nbsp;un puntaje de</span><span class="stl_11" style="word-spacing:0.08em;">&nbsp;14, &nbsp;</span></div>
					<div class="stl_01" style="top: 50.3381em; left:7.0854em;"><span class="stl_11 stl_08" style="word-spacing:0.27em;">los alumnos con GD en lectoescritura obtuvieron</span><span class="stl_11 stl_08" style="word-spacing:0.25em;">&nbsp;una media grupal de</span><span class="stl_11 stl_08" style="word-spacing:0.24em;">&nbsp;10,8 &nbsp;</span></div>
					<div class="stl_01" style="top: 52.0739em; left:7.0854em;"><span class="stl_11 stl_12" style="word-spacing:-0.05em;">puntos, el promedio grupal de los alumnos SD en lectoescritura fue de 10<span class="stl_08">&nbsp;puntos, &nbsp;</span></span></div>
					<div class="stl_01" style="top: 53.7906em; left:7.0854em;"><span class="stl_11 stl_08" style="word-spacing:0.03em;">en tanto que el promedio grupal de los escolares con LD en lectoescritura fue de &nbsp;</span></div>
					<div class="stl_01" style="top: 55.5239em; left:7.0854em;"><span class="stl_11 stl_08" style="word-spacing:0.08em;">6,6 puntos. &nbsp;</span></div>
					<div class="stl_01" style="top: 58.2406em; left:7.0854em;"><span class="stl_11 stl_08" style="word-spacing:0.6em;">De aquellos con gran dificultad en lectoescritura ninguno presenta un &nbsp;</span></div>
					<div class="stl_01" style="top: 59.9739em; left:7.0854em;"><span class="stl_11" style="word-spacing:0.03em;">rendimiento escolar</span><span class="stl_11 stl_08" style="word-spacing:0.13em;">&nbsp;sobresaliente, uno</span><span class="stl_11 stl_08" style="word-spacing:0.13em;">&nbsp;presentó rendimiento</span><span class="stl_11 stl_08" style="word-spacing:0.12em;">&nbsp;regular</span><span class="stl_11 stl_08" style="word-spacing:0.05em;">&nbsp;y</span><span class="stl_11 stl_08" style="word-spacing:0.08em;">&nbsp;los</span><span class="stl_11 stl_08" style="word-spacing:0.1em;">&nbsp;otros &nbsp;</span></div>
					<div class="stl_01" style="top: 61.6926em; left:7.0854em;"><span class="stl_11 stl_08" style="word-spacing:0.18em;">cuatro tuvieron un rendimiento deficiente.</span><span class="stl_11 stl_08" style="word-spacing:0.13em;">&nbsp;Por otra</span><span class="stl_11 stl_08" style="word-spacing:0.14em;">&nbsp;parte,</span><span class="stl_11 stl_08" style="word-spacing:0.15em;">&nbsp;dentro</span><span class="stl_11 stl_08" style="word-spacing:0.12em;">&nbsp;del grupo</span><span class="stl_11 stl_08" style="word-spacing:0.11em;">&nbsp;que &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 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alt="" class="stl_04" />
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				<div class="stl_05 stl_06">
					<div class="stl_01" style="top: 2.9132em; left:7.0854em;"><span class="stl_07 stl_08" style="word-spacing:0.02em;">Revista Científica y Arbitrada de Psicología NUNA YACHAY. Vol. 1, Núm. 1 (ene - jun 2018) &nbsp;</span></div>
					<div class="stl_01" style="top: 3.6798em; left:7.0854em;"><span class="stl_07 stl_08" style="word-spacing:0.06em;">ISSN: 2697-3588. &nbsp;</span></div>
					<div class="stl_01" style="top: 4.5657em; left:7.0854em;"><span class="stl_09 stl_08" style="font-style:italic; word-spacing:0.17em;">Condiciones psicosociales en</span><span class="stl_09 stl_08" style="font-style:italic; word-spacing:0.12em;">&nbsp;niños</span><span class="stl_09 stl_08" style="font-style:italic; word-spacing:0.12em;">&nbsp;escolares</span><span class="stl_09 stl_08" style="font-style:italic; word-spacing:0.12em;">&nbsp;de educación</span><span class="stl_09 stl_08" style="font-style:italic; word-spacing:0.1em;">&nbsp;básica</span><span class="stl_09 stl_08" style="font-style:italic; word-spacing:0.11em;">&nbsp;media</span><span class="stl_09 stl_08" style="font-style:italic; word-spacing:0.08em;">&nbsp;con</span><span class="stl_09 stl_08" style="font-style:italic; word-spacing:0.16em;">&nbsp;dificultades &nbsp;</span></div>
					<div class="stl_01" style="top: 5.3323em; left:7.0854em;"><span class="stl_09 stl_08" style="font-style:italic; word-spacing:0.06em;">en lectoescritura &nbsp;</span></div>
					<div class="stl_01" style="top: 7.3472em; left:7.0854em;"><span class="stl_11 stl_08" style="word-spacing:0.18em;">manifiesta leve dificultad en las destrezas de lectoescritura,</span><span class="stl_11 stl_08" style="word-spacing:0.17em;">&nbsp;32 estudiantes</span><span class="stl_11 stl_08" style="word-spacing:0.12em;">&nbsp;se &nbsp;</span></div>
					<div class="stl_01" style="top: 9.0806em; left:7.0854em;"><span class="stl_11" style="word-spacing:0.12em;">han desempeñado</span><span class="stl_11" style="word-spacing:0.1em;">&nbsp;regularmente</span><span class="stl_11 stl_08" style="word-spacing:0.14em;">&nbsp;en la</span><span class="stl_11 stl_08" style="word-spacing:0.17em;">&nbsp;escuela, pero</span><span class="stl_11 stl_08" style="word-spacing:0.15em;">&nbsp;hay 13</span><span class="stl_11" style="word-spacing:0.1em;">&nbsp;estudiantes</span><span class="stl_11 stl_08" style="word-spacing:0.15em;">&nbsp;tanto &nbsp;</span></div>
					<div class="stl_01" style="top: 10.7972em; left:7.0854em;"><span class="stl_11 stl_08" style="word-spacing:0.22em;">sobresalientes como con rendimiento</span><span class="stl_11 stl_08" style="word-spacing:0.19em;">&nbsp;deficiente. En</span><span class="stl_11 stl_08" style="word-spacing:0.15em;">&nbsp;el grupo que no</span><span class="stl_11 stl_08" style="word-spacing:0.19em;">&nbsp;presentó &nbsp;</span></div>
					<div class="stl_01" style="top: 12.5297em; left:7.0854em;"><span class="stl_11 stl_08" style="word-spacing:0.48em;">dificultades en la lectoescritura no se encontró ninguno con rendimiento &nbsp;</span></div>
					<div class="stl_01" style="top: 14.2489em; left:7.0854em;"><span class="stl_11 stl_08" style="word-spacing:0.2em;">académico deficiente, 21 de ellos obtuvo un rendimiento escolar regular</span><span class="stl_11 stl_08" style="word-spacing:0.17em;">&nbsp;y</span><span class="stl_11 stl_08" style="word-spacing:0.16em;">&nbsp;17 &nbsp;</span></div>
					<div class="stl_01" style="top: 15.9822em; left:7.0854em;"><span class="stl_11" style="word-spacing:0em;">escolares un rendimiento sobresaliente. &nbsp;</span></div>
					<div class="stl_01" style="top: 18.6989em; left:7.0854em;"><span class="stl_11 stl_08" style="word-spacing:0.07em;">Los escolares de la básica media de la presente unidad educativa han reflejado &nbsp;</span></div>
					<div class="stl_01" style="top: 20.4322em; left:7.0854em;"><span class="stl_11 stl_08" style="word-spacing:0.02em;">que 68 de ellos percibe un acompañamiento escolar, de éstos, dos tienen GD en &nbsp;</span></div>
					<div class="stl_01" style="top: 22.1489em; left:7.0854em;"><span class="stl_11 stl_08" style="word-spacing:0.35em;">lectoescritura, 36 de ellos presentaron LD y 30 entraron al grupo que no &nbsp;</span></div>
					<div class="stl_01" style="top: 23.8839em; left:7.0854em;"><span class="stl_11 stl_08" style="word-spacing:0.04em;">manifestó dificultades. Por su parte 33 estudiantes no perciben acompañamiento &nbsp;</span></div>
					<div class="stl_01" style="top: 25.6014em; left:7.0854em;"><span class="stl_11 stl_08" style="word-spacing:0.33em;">escolar de sus padres, entre ellos 3 presentaron GD en lectoescritura, 22 &nbsp;</span></div>
					<div class="stl_01" style="top: 27.3339em; left:7.0854em;"><span class="stl_11 stl_08" style="word-spacing:0.06em;">presentaron LD y solo 8 no las presentaron. &nbsp;</span></div>
					<div class="stl_01" style="top: 30.0514em; left:7.0854em;"><span class="stl_11 stl_08" style="word-spacing:0.12em;">El 83% de los</span><span class="stl_11 stl_08" style="word-spacing:0.16em;">&nbsp;escolares partícipes vive</span><span class="stl_11 stl_08" style="word-spacing:0.14em;">&nbsp;con ambos padres,</span><span class="stl_11 stl_08" style="word-spacing:0.17em;">&nbsp;teniendo</span><span class="stl_11 stl_08" style="word-spacing:0.09em;">&nbsp;5</span><span class="stl_11 stl_08" style="word-spacing:0.15em;">&nbsp;(todos) &nbsp;</span></div>
					<div class="stl_01" style="top: 31.7839em; left:7.0854em;"><span class="stl_11 stl_08" style="word-spacing:0.38em;">estudiantes con gran dificultad en lectoescritura, 50 estudiantes con leves &nbsp;</span></div>
					<div class="stl_01" style="top: 33.5031em; left:7.0854em;"><span class="stl_11 stl_08" style="word-spacing:0.11em;">dificultades y 29</span><span class="stl_11 stl_08" style="word-spacing:0.1em;">&nbsp;sin dificultades.</span><span class="stl_11 stl_08" style="word-spacing:0.09em;">&nbsp;Entre</span><span class="stl_11 stl_08" style="word-spacing:0.06em;">&nbsp;los</span><span class="stl_11 stl_08" style="word-spacing:0.09em;">&nbsp;escolares que</span><span class="stl_11 stl_08" style="word-spacing:0.07em;">&nbsp;viven con su madre,</span><span class="stl_11 stl_08" style="word-spacing:0.04em;">&nbsp;4 &nbsp;</span></div>
					<div class="stl_01" style="top: 35.2197em; left:7.0854em;"><span class="stl_11 stl_08" style="word-spacing:0.15em;">tienen leve dificultad en lectoescritura</span><span class="stl_11 stl_08" style="word-spacing:0.09em;">&nbsp;y</span><span class="stl_11 stl_08" style="word-spacing:0.08em;">&nbsp;8</span><span class="stl_11 stl_08" style="word-spacing:0.07em;">&nbsp;no</span><span class="stl_11 stl_08" style="word-spacing:0.13em;">&nbsp;las presentan.</span><span class="stl_11 stl_08" style="word-spacing:0.1em;">&nbsp;Se</span><span class="stl_11 stl_08" style="word-spacing:0.11em;">&nbsp;obtuvo que</span><span class="stl_11 stl_08" style="word-spacing:0.11em;">&nbsp;tan &nbsp;</span></div>
					<div class="stl_01" style="top: 36.9531em; left:7.0854em;"><span class="stl_11 stl_08" style="word-spacing:0.19em;">solo dos alumnos, que tienen leve dificultad en estas destrezas, viven con</span><span class="stl_11 stl_08" style="word-spacing:0.15em;">&nbsp;el &nbsp;</span></div>
					<div class="stl_01" style="top: 38.6697em; left:7.0854em;"><span class="stl_11 stl_08" style="word-spacing:0.15em;">padre. Lo</span><span class="stl_11 stl_08" style="word-spacing:0.12em;">&nbsp;mismo sucede en relación</span><span class="stl_11 stl_08" style="word-spacing:0.09em;">&nbsp;a</span><span class="stl_11 stl_08" style="word-spacing:0.11em;">&nbsp;los que viven con otros</span><span class="stl_11 stl_08" style="word-spacing:0.17em;">&nbsp;familiares,</span><span class="stl_11 stl_08" style="word-spacing:0.11em;">&nbsp;pero &nbsp;</span></div>
					<div class="stl_01" style="top: 40.4031em; left:7.0854em;"><span class="stl_11 stl_08" style="word-spacing:0.05em;">en este grupo hay además un escolar sin dificultad en lectoescritura que vive en &nbsp;</span></div>
					<div class="stl_01" style="top: 42.1222em; left:7.0854em;"><span class="stl_11 stl_08" style="word-spacing:0.09em;">una familia extendida. &nbsp;</span></div>
					<div class="stl_01" style="top: 44.8547em; left:7.0854em;"><span class="stl_11 stl_08" style="word-spacing:0.08em;">De los</span><span class="stl_11 stl_08" style="word-spacing:0.14em;">&nbsp;escolares</span><span class="stl_11 stl_08" style="word-spacing:0.07em;">&nbsp;con</span><span class="stl_11 stl_08" style="word-spacing:0.06em;">&nbsp;GD en</span><span class="stl_11 stl_12" style="word-spacing:0.05em;">&nbsp;lectoescritur<span class="stl_08">a</span></span><span class="stl_11 stl_08" style="word-spacing:0.05em;">&nbsp;el</span><span class="stl_11 stl_08" style="word-spacing:0.07em;">&nbsp;1%</span><span class="stl_11 stl_08" style="word-spacing:0.12em;">&nbsp;presenta conflictos</span><span class="stl_11 stl_08" style="word-spacing:0.15em;">&nbsp;parentales &nbsp;</span></div>
					<div class="stl_01" style="top: 46.5722em; left:7.0854em;"><span class="stl_11 stl_08" style="word-spacing:0.32em;">en el hogar, al igual que el 18% de los que presentan LD y 5% que no &nbsp;</span></div>
					<div class="stl_01" style="top: 48.3047em; left:7.0854em;"><span class="stl_11 stl_08" style="word-spacing:0.26em;">presentaron este problema. El 4% de los escolares con GD no refirió tener &nbsp;</span></div>
					<div class="stl_01" style="top: 50.0222em; left:7.0854em;"><span class="stl_11 stl_08" style="word-spacing:0.38em;">conflictos parentales en casa, de la misma forma lo hizo el 40% de los &nbsp;</span></div>
					<div class="stl_01" style="top: 51.7572em; left:7.0854em;"><span class="stl_11 stl_08" style="word-spacing:0.11em;">estudiantes con LD y el 33% de</span><span class="stl_11 stl_08" style="word-spacing:0.11em;">&nbsp;los</span><span class="stl_11 stl_08" style="word-spacing:0.16em;">&nbsp;escolares</span><span class="stl_11 stl_08" style="word-spacing:0.11em;">&nbsp;en</span><span class="stl_11 stl_08" style="word-spacing:0.1em;">&nbsp;el grupo SD.</span><span class="stl_11 stl_08" style="word-spacing:0.11em;">&nbsp;Es decir que</span><span class="stl_11 stl_08" style="word-spacing:0.09em;">&nbsp;el &nbsp;</span></div>
					<div class="stl_01" style="top: 53.4739em; left:7.0854em;"><span class="stl_11 stl_08" style="word-spacing:0.07em;">24% de los</span><span class="stl_11 stl_08" style="word-spacing:0.12em;">&nbsp;escolares</span><span class="stl_11 stl_08" style="word-spacing:0.15em;">&nbsp;estudiados</span><span class="stl_11 stl_08" style="word-spacing:0.09em;">&nbsp;tienen</span><span class="stl_11 stl_08" style="word-spacing:0.13em;">&nbsp;conflictos</span><span class="stl_11 stl_08" style="word-spacing:0.09em;">&nbsp;escolares en</span><span class="stl_11 stl_08" style="word-spacing:0.07em;">&nbsp;el</span><span class="stl_11 stl_08" style="word-spacing:0.08em;">&nbsp;hogar</span><span class="stl_11 stl_08" style="word-spacing:0.05em;">&nbsp;y</span><span class="stl_11 stl_08" style="word-spacing:0.08em;">&nbsp;76% &nbsp;</span></div>
					<div class="stl_01" style="top: 55.2072em; left:7.0854em;"><span class="stl_11 stl_08" style="word-spacing:0.06em;">de los demás alumnos no tienen estos conflictos. &nbsp;</span></div>
					<div class="stl_01" style="top: 57.9239em; left:7.0854em;"><span class="stl_11" style="word-spacing:0.05em;">Los escolares estudiados manifestaron</span><span class="stl_11 stl_08" style="word-spacing:0.09em;">&nbsp;que,</span><span class="stl_11 stl_08" style="word-spacing:0.08em;">&nbsp;de</span><span class="stl_11 stl_08" style="word-spacing:0.09em;">&nbsp;los</span><span class="stl_11 stl_08" style="word-spacing:0.08em;">&nbsp;que</span><span class="stl_11" style="word-spacing:0.07em;">&nbsp;presentaron</span><span class="stl_11 stl_08" style="word-spacing:0.07em;">&nbsp;GD en</span><span class="stl_11 stl_08" style="word-spacing:0.09em;">&nbsp;las &nbsp;</span></div>
					<div class="stl_01" style="top: 59.6572em; left:7.0854em;"><span class="stl_11 stl_08" style="word-spacing:0.5em;">destrezas para la lectoescritura, 3% expresaron tener buenas relaciones &nbsp;</span></div>
					<div class="stl_01" style="top: 61.376em; left:7.0854em;"><span class="stl_11 stl_08" style="word-spacing:0.54em;">parentofiliales y 2% lo contrario. Entre los estudiantes con LD en las &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">
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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:7.0854em;"><span class="stl_19 stl_08" style="font-style:italic; word-spacing:0.01em;">Mero-Ponce &amp; Zambrano-Mejía (2018<span class="stl_20">) &nbsp;</span></span></div>
					<div class="stl_01" style="top: 5.8639em; left:7.0854em;"><span class="stl_11 stl_12" style="word-spacing:0.06em;">mencionadas destrezas <span class="stl_08">el</span></span><span class="stl_11 stl_08" style="word-spacing:0.09em;">&nbsp;44% dijo tener</span><span class="stl_11 stl_08" style="word-spacing:0.15em;">&nbsp;buenas relaciones parentofiliales</span><span class="stl_11 stl_08" style="word-spacing:0.08em;">&nbsp;y</span><span class="stl_11 stl_08" style="word-spacing:0.07em;">&nbsp;el &nbsp;</span></div>
					<div class="stl_01" style="top: 7.5972em; left:7.0854em;"><span class="stl_11 stl_08" style="word-spacing:0.01em;">14% dijo que no. El 26% de los escolares SD refirió mantener buenas relaciones, &nbsp;</span></div>
					<div class="stl_01" style="top: 9.3131em; left:7.0854em;"><span class="stl_11 stl_08" style="word-spacing:0.06em;">en oposición al 12% que refirió no mantenerlas. &nbsp;</span></div>
					<div class="stl_01" style="top: 12.0472em; left:7.0854em;"><span class="stl_11 stl_08" style="word-spacing:0.05em;">En el</span><span class="stl_11 stl_08" style="word-spacing:0.08em;">&nbsp;grupo</span><span class="stl_11 stl_08" style="word-spacing:0.07em;">&nbsp;que presentó</span><span class="stl_11 stl_08" style="word-spacing:0.06em;">&nbsp;LD,</span><span class="stl_11 stl_08" style="word-spacing:0.06em;">&nbsp;dos</span><span class="stl_11 stl_08" style="word-spacing:0.07em;">&nbsp;padres no</span><span class="stl_11 stl_08" style="word-spacing:0.08em;">&nbsp;han superado la educación</span><span class="stl_11 stl_08" style="word-spacing:0.09em;">&nbsp;básica &nbsp;</span></div>
					<div class="stl_01" style="top: 13.7656em; left:7.0854em;"><span class="stl_11 stl_08" style="word-spacing:0.05em;">media, 37 padres llegaron a la básica superior o el bachillerato, mientras el 19% &nbsp;</span></div>
					<div class="stl_01" style="top: 15.4989em; left:7.0854em;"><span class="stl_11 stl_08" style="word-spacing:0.11em;">sí llegó</span><span class="stl_11 stl_08" style="word-spacing:0.06em;">&nbsp;a los</span><span class="stl_11 stl_08" style="word-spacing:0.13em;">&nbsp;estudios superiores.</span><span class="stl_11 stl_08" style="word-spacing:0.06em;">&nbsp;De</span><span class="stl_11 stl_08" style="word-spacing:0.13em;">&nbsp;aquellos</span><span class="stl_11 stl_08" style="word-spacing:0.09em;">&nbsp;padres cuyos hijos SD,</span><span class="stl_11 stl_08" style="word-spacing:0.07em;">&nbsp;uno</span><span class="stl_11 stl_08" style="word-spacing:0.09em;">&nbsp;sólo &nbsp;</span></div>
					<div class="stl_01" style="top: 17.2156em; left:7.0854em;"><span class="stl_11 stl_08" style="word-spacing:0.22em;">no superó</span><span class="stl_11 stl_08" style="word-spacing:0.21em;">&nbsp;los estudios de la</span><span class="stl_11 stl_08" style="word-spacing:0.2em;">&nbsp;básica</span><span class="stl_11 stl_08" style="word-spacing:0.2em;">&nbsp;media, 22</span><span class="stl_11 stl_08" style="word-spacing:0.21em;">&nbsp;de ellos culminaron</span><span class="stl_11 stl_08" style="word-spacing:0.18em;">&nbsp;la</span><span class="stl_11 stl_08" style="word-spacing:0.22em;">&nbsp;básica &nbsp;</span></div>
					<div class="stl_01" style="top: 18.9489em; left:7.0854em;"><span class="stl_11 stl_08" style="word-spacing:0.12em;">superior o</span><span class="stl_11 stl_08" style="word-spacing:0.11em;">&nbsp;el bachillerato,</span><span class="stl_11 stl_08" style="word-spacing:0.06em;">&nbsp;y 15</span><span class="stl_11 stl_08" style="word-spacing:0.06em;">&nbsp;de los</span><span class="stl_11 stl_08" style="word-spacing:0.1em;">&nbsp;padres del</span><span class="stl_11 stl_08" style="word-spacing:0.09em;">&nbsp;grupo alcanzó a estudiar</span><span class="stl_11 stl_08" style="word-spacing:0.08em;">&nbsp;en</span><span class="stl_11 stl_08" style="word-spacing:0.05em;">&nbsp;la &nbsp;</span></div>
					<div class="stl_01" style="top: 20.6656em; left:7.0854em;"><span class="stl_11 stl_12">universidad<span class="stl_08">. &nbsp;</span></span></div>
					<div class="stl_01" style="top: 23.4014em; left:7.0854em;"><span class="stl_11 stl_08" style="word-spacing:0.3em;">Todas las madres (5) de los estudiantes con GD han alcanzado la básica &nbsp;</span></div>
					<div class="stl_01" style="top: 25.1181em; left:7.0854em;"><span class="stl_11 stl_08" style="word-spacing:0.1em;">superior o</span><span class="stl_11 stl_08" style="word-spacing:0.05em;">&nbsp;el</span><span class="stl_11 stl_12" style="word-spacing:0.02em;">&nbsp;bachillerato<span class="stl_08">.</span></span><span class="stl_11 stl_08" style="word-spacing:0.05em;">&nbsp;De</span><span class="stl_11 stl_08" style="word-spacing:0.06em;">&nbsp;las</span><span class="stl_11 stl_08" style="word-spacing:0.06em;">&nbsp;madres de</span><span class="stl_11 stl_08" style="word-spacing:0.1em;">&nbsp;alumnos</span><span class="stl_11 stl_08" style="word-spacing:0.05em;">&nbsp;con</span><span class="stl_11 stl_08" style="word-spacing:0.04em;">&nbsp;LD,</span><span class="stl_11 stl_08" style="word-spacing:0.05em;">&nbsp;dos</span><span class="stl_11 stl_08" style="word-spacing:0.06em;">&nbsp;no</span><span class="stl_11 stl_08" style="word-spacing:0.1em;">&nbsp;superaron &nbsp;</span></div>
					<div class="stl_01" style="top: 26.8514em; left:7.0854em;"><span class="stl_11 stl_08" style="word-spacing:0.28em;">la educación básica elemental o media, 35 madres estudiaron en la básica &nbsp;</span></div>
					<div class="stl_01" style="top: 28.5681em; left:7.0854em;"><span class="stl_11 stl_12" style="word-spacing:-0.06em;">superior o el bachillerato, mientras 21 madres estudiaron en la universi<span class="stl_08">dad. Trece &nbsp;</span></span></div>
					<div class="stl_01" style="top: 30.3014em; left:7.0854em;"><span class="stl_11 stl_08" style="word-spacing:0.08em;">de las</span><span class="stl_11 stl_08" style="word-spacing:0.08em;">&nbsp;madres SD</span><span class="stl_11 stl_08" style="word-spacing:0.09em;">&nbsp;llegaron a la educación básica superior</span><span class="stl_11 stl_08" style="word-spacing:0.05em;">&nbsp;o</span><span class="stl_11 stl_08" style="word-spacing:0.1em;">&nbsp;el bachillerato</span><span class="stl_11 stl_08" style="word-spacing:0.06em;">&nbsp;y</span><span class="stl_11 stl_08" style="word-spacing:0.06em;">&nbsp;25 &nbsp;</span></div>
					<div class="stl_01" style="top: 32.0197em; left:7.0854em;"><span class="stl_11 stl_08" style="word-spacing:0.07em;">madres alcanzaron los estudios de tercer nivel. &nbsp;</span></div>
					<div class="stl_01" style="top: 34.7531em; left:7.0854em;"><span class="stl_11 stl_08" style="word-spacing:0.17em;">Entre los escolares con gran dificultad en lectoescritura ninguno consta de un &nbsp;</span></div>
					<div class="stl_01" style="top: 36.4697em; left:7.0854em;"><span class="stl_11 stl_08" style="word-spacing:0.05em;">nivel socioeconómico alto, 2 de ellos mantienen un nivel medio y 3 se ubican en &nbsp;</span></div>
					<div class="stl_01" style="top: 38.2031em; left:7.0854em;"><span class="stl_11 stl_08" style="word-spacing:0.09em;">un nivel bajo.</span><span class="stl_11 stl_08" style="word-spacing:0.06em;">&nbsp;De</span><span class="stl_11 stl_08" style="word-spacing:0.06em;">&nbsp;los</span><span class="stl_11 stl_08" style="word-spacing:0.11em;">&nbsp;participantes con</span><span class="stl_11 stl_08" style="word-spacing:0.14em;">&nbsp;dificultades</span><span class="stl_11 stl_08" style="word-spacing:0.07em;">&nbsp;leves, 4</span><span class="stl_11 stl_08" style="word-spacing:0.09em;">&nbsp;refirieron ser</span><span class="stl_11 stl_08" style="word-spacing:0.06em;">&nbsp;de</span><span class="stl_11 stl_08" style="word-spacing:0.06em;">&nbsp;una &nbsp;</span></div>
					<div class="stl_01" style="top: 39.9197em; left:7.0854em;"><span class="stl_11 stl_08" style="word-spacing:0.09em;">familia de nivel</span><span class="stl_11" style="word-spacing:0em;">&nbsp;socioeconómico</span><span class="stl_11 stl_08" style="word-spacing:0.05em;">&nbsp;alto,</span><span class="stl_11 stl_08" style="word-spacing:0.02em;">&nbsp;y</span><span class="stl_11 stl_08" style="word-spacing:0.06em;">&nbsp;38</span><span class="stl_11" style="word-spacing:0em;">&nbsp;mencionaron</span><span class="stl_11 stl_08" style="word-spacing:0.03em;">&nbsp;ser</span><span class="stl_11 stl_08" style="word-spacing:0.04em;">&nbsp;de</span><span class="stl_11 stl_08" style="word-spacing:0.03em;">&nbsp;una</span><span class="stl_11 stl_08" style="word-spacing:0.05em;">&nbsp;clase</span><span class="stl_11 stl_08" style="word-spacing:0.06em;">&nbsp;media, &nbsp;</span></div>
					<div class="stl_01" style="top: 41.6556em; left:7.0854em;"><span class="stl_11 stl_08" style="word-spacing:0.04em;">y 16 dijeron que están en un nivel socioeconómico bajo. Por otra parte, entre los &nbsp;</span></div>
					<div class="stl_01" style="top: 43.3722em; left:7.0854em;"><span class="stl_11" style="word-spacing:-0.03em;">estudiantes que no manifestaron dificultades en lectoescritura ninguno refirió ser &nbsp;</span></div>
					<div class="stl_01" style="top: 45.1047em; left:7.0854em;"><span class="stl_11 stl_08" style="word-spacing:0.11em;">de un nivel socioeconómico</span><span class="stl_11 stl_08" style="word-spacing:0.1em;">&nbsp;alto,</span><span class="stl_11 stl_08" style="word-spacing:0.05em;">&nbsp;8</span><span class="stl_11 stl_08" style="word-spacing:0.12em;">&nbsp;dijeron</span><span class="stl_11 stl_08" style="word-spacing:0.06em;">&nbsp;ser</span><span class="stl_11 stl_08" style="word-spacing:0.06em;">&nbsp;de</span><span class="stl_11 stl_08" style="word-spacing:0.07em;">&nbsp;un</span><span class="stl_11 stl_08" style="word-spacing:0.11em;">&nbsp;nivel</span><span class="stl_11 stl_08" style="word-spacing:0.09em;">&nbsp;bajo</span><span class="stl_11 stl_08" style="word-spacing:0.04em;">&nbsp;y</span><span class="stl_11 stl_08" style="word-spacing:0.06em;">&nbsp;30</span><span class="stl_11 stl_08" style="word-spacing:0.06em;">&nbsp;de un</span><span class="stl_11 stl_08" style="word-spacing:0.1em;">&nbsp;nivel &nbsp;</span></div>
					<div class="stl_01" style="top: 46.8214em; left:7.0854em;"><span class="stl_11 stl_12">medi<span class="stl_08">o. &nbsp;</span></span></div>
					<div class="stl_01" style="top: 50.0722em; left:8.585em;"><span class="stl_10 stl_08" style="font-weight:bold; word-spacing:0.5em;">4. DISCUSIÓN &nbsp;</span></div>
					<div class="stl_01" style="top: 52.8072em; left:7.0854em;"><span class="stl_11 stl_08" style="word-spacing:0.62em;">Los resultados obtenidos en la presente investigación, a partir de la &nbsp;</span></div>
					<div class="stl_01" style="top: 54.5239em; left:7.0854em;"><span class="stl_11 stl_12" style="word-spacing:0.07em;">caracterización <span class="stl_08">de</span></span><span class="stl_11 stl_08" style="word-spacing:0.11em;">&nbsp;las</span><span class="stl_11 stl_08" style="word-spacing:0.17em;">&nbsp;condiciones</span><span class="stl_11 stl_08" style="word-spacing:0.16em;">&nbsp;psicosociales de</span><span class="stl_11 stl_08" style="word-spacing:0.13em;">&nbsp;los escolares de la</span><span class="stl_11 stl_08" style="word-spacing:0.12em;">&nbsp;unidad &nbsp;</span></div>
					<div class="stl_01" style="top: 56.2572em; left:7.0854em;"><span class="stl_11 stl_12" style="word-spacing:0em;">educativa correspondiente y de la identificación de los niveles de dificultades e<span class="stl_25">n &nbsp;</span></span></div>
					<div class="stl_01" style="top: 57.9739em; left:7.0854em;"><span class="stl_11" style="word-spacing:0.08em;">lectoescritura, ha</span><span class="stl_11 stl_08" style="word-spacing:0.16em;">&nbsp;permitido establecer</span><span class="stl_11 stl_08" style="word-spacing:0.13em;">&nbsp;una relación no estadística</span><span class="stl_11 stl_08" style="word-spacing:0.13em;">&nbsp;entre</span><span class="stl_11 stl_08" style="word-spacing:0.12em;">&nbsp;dichas &nbsp;</span></div>
					<div class="stl_01" style="top: 59.7072em; left:7.0854em;"><span class="stl_11 stl_12">variables<span class="stl_08">. &nbsp;</span></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 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					<div class="stl_01" style="top: 2.9132em; left:7.0854em;"><span class="stl_07 stl_08" style="word-spacing:0.02em;">Revista Científica y Arbitrada de Psicología NUNA YACHAY. Vol. 1, Núm. 1 (ene - jun 2018) &nbsp;</span></div>
					<div class="stl_01" style="top: 3.6798em; left:7.0854em;"><span class="stl_07 stl_08" style="word-spacing:0.06em;">ISSN: 2697-3588. &nbsp;</span></div>
					<div class="stl_01" style="top: 4.5657em; left:7.0854em;"><span class="stl_09 stl_08" style="font-style:italic; word-spacing:0.17em;">Condiciones psicosociales en</span><span class="stl_09 stl_08" style="font-style:italic; word-spacing:0.12em;">&nbsp;niños</span><span class="stl_09 stl_08" style="font-style:italic; word-spacing:0.12em;">&nbsp;escolares</span><span class="stl_09 stl_08" style="font-style:italic; word-spacing:0.12em;">&nbsp;de educación</span><span class="stl_09 stl_08" style="font-style:italic; word-spacing:0.1em;">&nbsp;básica</span><span class="stl_09 stl_08" style="font-style:italic; word-spacing:0.11em;">&nbsp;media</span><span class="stl_09 stl_08" style="font-style:italic; word-spacing:0.08em;">&nbsp;con</span><span class="stl_09 stl_08" style="font-style:italic; word-spacing:0.16em;">&nbsp;dificultades &nbsp;</span></div>
					<div class="stl_01" style="top: 5.3323em; left:7.0854em;"><span class="stl_09 stl_08" style="font-style:italic; word-spacing:0.06em;">en lectoescritura &nbsp;</span></div>
					<div class="stl_01" style="top: 7.3472em; left:7.0854em;"><span class="stl_11 stl_08" style="word-spacing:0.51em;">El tamaño del grupo que presentó gran dificultad en las destrezas de &nbsp;</span></div>
					<div class="stl_01" style="top: 9.0806em; left:7.0854em;"><span class="stl_11" style="word-spacing:0.03em;">lectoescritura es</span><span class="stl_11 stl_08" style="word-spacing:0.1em;">&nbsp;muy pequeño,</span><span class="stl_11 stl_08" style="word-spacing:0.06em;">&nbsp;de</span><span class="stl_11 stl_08" style="word-spacing:0.08em;">&nbsp;forma que no constituyó una</span><span class="stl_11" style="word-spacing:0.03em;">&nbsp;representación &nbsp;</span></div>
					<div class="stl_01" style="top: 10.7972em; left:7.0854em;"><span class="stl_11 stl_08" style="word-spacing:0.17em;">significativa para el presente</span><span class="stl_11 stl_08" style="word-spacing:0.16em;">&nbsp;estudio, no obstante, es</span><span class="stl_11 stl_08" style="word-spacing:0.13em;">&nbsp;útil</span><span class="stl_11 stl_08" style="word-spacing:0.14em;">&nbsp;para</span><span class="stl_11 stl_08" style="word-spacing:0.1em;">&nbsp;la</span><span class="stl_11" style="word-spacing:0.08em;">&nbsp;comparación &nbsp;</span></div>
					<div class="stl_01" style="top: 12.5297em; left:7.0854em;"><span class="stl_11 stl_08" style="word-spacing:0.1em;">con los</span><span class="stl_11 stl_08" style="word-spacing:0.1em;">&nbsp;otros dos grupos. Se</span><span class="stl_11 stl_08" style="word-spacing:0.11em;">&nbsp;puede</span><span class="stl_11 stl_08" style="word-spacing:0.11em;">&nbsp;estimar</span><span class="stl_11 stl_08" style="word-spacing:0.08em;">&nbsp;que</span><span class="stl_11 stl_08" style="word-spacing:0.08em;">&nbsp;hay</span><span class="stl_11 stl_08" style="word-spacing:0.08em;">&nbsp;una</span><span class="stl_11 stl_08" style="word-spacing:0.1em;">&nbsp;relación entre el</span><span class="stl_11 stl_08" style="word-spacing:0.09em;">&nbsp;nivel &nbsp;</span></div>
					<div class="stl_01" style="top: 14.2489em; left:7.0854em;"><span class="stl_11 stl_08" style="word-spacing:0.14em;">de dificultad mencionado en lectoescritura de estos</span><span class="stl_11 stl_08" style="word-spacing:0.13em;">&nbsp;escolares con</span><span class="stl_11 stl_08" style="word-spacing:0.09em;">&nbsp;el</span><span class="stl_11 stl_08" style="word-spacing:0.16em;">&nbsp;deficiente &nbsp;</span></div>
					<div class="stl_01" style="top: 15.9822em; left:7.0854em;"><span class="stl_11" style="word-spacing:0.08em;">rendimiento académico</span><span class="stl_11 stl_08" style="word-spacing:0.19em;">&nbsp;presentado</span><span class="stl_11 stl_08" style="word-spacing:0.14em;">&nbsp;en el periodo lectivo.</span><span class="stl_11 stl_08" style="word-spacing:0.15em;">&nbsp;Puesto</span><span class="stl_11 stl_08" style="word-spacing:0.11em;">&nbsp;que</span><span class="stl_11 stl_08" style="word-spacing:0.13em;">&nbsp;el</span><span class="stl_11 stl_08" style="word-spacing:0.13em;">&nbsp;Fondo &nbsp;</span></div>
					<div class="stl_01" style="top: 17.6989em; left:7.0854em;"><span class="stl_11 stl_08" style="word-spacing:0.21em;">de las Naciones Unidas para la Infancia (UNICEF),</span><span class="stl_11 stl_08" style="word-spacing:0.24em;">&nbsp;estima</span><span class="stl_11 stl_08" style="word-spacing:0.18em;">&nbsp;que el 41% de</span><span class="stl_11 stl_08" style="word-spacing:0.17em;">&nbsp;la &nbsp;</span></div>
					<div class="stl_01" style="top: 19.4322em; left:7.0854em;"><span class="stl_11 stl_12" style="word-spacing:0.12em;">población escola<span class="stl_08">r</span></span><span class="stl_11 stl_08" style="word-spacing:0.19em;">&nbsp;presenta bajo</span><span class="stl_11 stl_08" style="word-spacing:0.22em;">&nbsp;rendimiento</span><span class="stl_11 stl_08" style="word-spacing:0.21em;">&nbsp;académico</span><span class="stl_11 stl_08" style="word-spacing:0.14em;">&nbsp;de los</span><span class="stl_11 stl_08" style="word-spacing:0.18em;">&nbsp;cuales el</span><span class="stl_11 stl_08" style="word-spacing:0.17em;">&nbsp;10% &nbsp;</span></div>
					<div class="stl_01" style="top: 21.1489em; left:7.0854em;"><span class="stl_11 stl_12" style="word-spacing:0.05em;">presenta dificultad<span class="stl_08">es</span></span><span class="stl_11 stl_08" style="word-spacing:0.07em;">&nbsp;en</span><span class="stl_11 stl_08" style="word-spacing:0.1em;">&nbsp;aprendizaje de la lectura y</span><span class="stl_11 stl_08" style="word-spacing:0.13em;">&nbsp;escritura. Estas</span><span class="stl_11 stl_12" style="word-spacing:0.06em;">&nbsp;dificultade<span class="stl_08">s &nbsp;</span></span></div>
					<div class="stl_01" style="top: 22.8839em; left:7.0854em;"><span class="stl_11 stl_08" style="word-spacing:0.35em;">pueden atribuirse a factores extrínsecos (del entorno) y /o intrínsecos (del &nbsp;</span></div>
					<div class="stl_01" style="top: 24.6014em; left:7.0854em;"><span class="stl_11 stl_08" style="word-spacing:0.3em;">desarrollo neuropsicológico) al individuo, que se expresan como dificultades &nbsp;</span></div>
					<div class="stl_01" style="top: 26.3339em; left:7.0854em;"><span class="stl_11 stl_08" style="word-spacing:0.05em;">cognitivas que hacen que el aprendizaje de la lectoescritura sea más difícil de lo &nbsp;</span></div>
					<div class="stl_01" style="top: 28.0514em; left:7.0854em;"><span class="stl_11 stl_12">norma<span class="stl_08">l. &nbsp;</span></span></div>
					<div class="stl_01" style="top: 30.7847em; left:7.0854em;"><span class="stl_11 stl_12" style="word-spacing:0.04em;">Entre aquell<span class="stl_08">os</span></span><span class="stl_11 stl_08" style="word-spacing:0.07em;">&nbsp;que</span><span class="stl_11 stl_08" style="word-spacing:0.1em;">&nbsp;presentan leves</span><span class="stl_11 stl_08" style="word-spacing:0.1em;">&nbsp;dificultades en</span><span class="stl_11 stl_08" style="word-spacing:0.11em;">&nbsp;lectoescritura es</span><span class="stl_11 stl_08" style="word-spacing:0.13em;">&nbsp;remarcable &nbsp;</span></div>
					<div class="stl_01" style="top: 32.5031em; left:7.0854em;"><span class="stl_11 stl_08" style="word-spacing:0.31em;">que hay 13% de escolares que han presentado un rendimiento académico &nbsp;</span></div>
					<div class="stl_01" style="top: 34.2197em; left:7.0854em;"><span class="stl_11 stl_12" style="word-spacing:-0.06em;">sobresaliente, al igual que otro 13% del mismo grupo que tuvieron un rendim<span class="stl_08">iento &nbsp;</span></span></div>
					<div class="stl_01" style="top: 35.9531em; left:7.0854em;"><span class="stl_11 stl_12" style="word-spacing:0.03em;">académico deficient<span class="stl_08">e,</span></span><span class="stl_11 stl_08" style="word-spacing:0.06em;">&nbsp;lo</span><span class="stl_11 stl_08" style="word-spacing:0.08em;">&nbsp;que permite</span><span class="stl_11 stl_08" style="word-spacing:0.12em;">&nbsp;observar</span><span class="stl_11 stl_08" style="word-spacing:0.07em;">&nbsp;que</span><span class="stl_11 stl_08" style="word-spacing:0.07em;">&nbsp;a pesar</span><span class="stl_11 stl_08" style="word-spacing:0.06em;">&nbsp;de</span><span class="stl_11 stl_08" style="word-spacing:0.11em;">&nbsp;presentar</span><span class="stl_11 stl_08" style="word-spacing:0.09em;">&nbsp;dichas &nbsp;</span></div>
					<div class="stl_01" style="top: 37.6697em; left:7.0854em;"><span class="stl_11 stl_08" style="word-spacing:0.08em;">dificultades lograron tal superación académica. De lo anterior se puede inferir la &nbsp;</span></div>
					<div class="stl_01" style="top: 39.4031em; left:7.0854em;"><span class="stl_11 stl_08" style="word-spacing:0.06em;">relación con un factor no considerado en este estudio que les proporcionó dicha &nbsp;</span></div>
					<div class="stl_01" style="top: 41.1197em; left:7.0854em;"><span class="stl_11 stl_12">ventaj<span class="stl_08">a. &nbsp;</span></span></div>
					<div class="stl_01" style="top: 43.8547em; left:7.0854em;"><span class="stl_11 stl_08" style="word-spacing:0.06em;">Además, resalta que el grupo con leves dificultades es más numeroso (57%) en &nbsp;</span></div>
					<div class="stl_01" style="top: 45.5722em; left:7.0854em;"><span class="stl_11 stl_08" style="word-spacing:0.12em;">comparación al grupo que no presentó dificultades,</span><span class="stl_11 stl_08" style="word-spacing:0.08em;">&nbsp;lo</span><span class="stl_11 stl_08" style="word-spacing:0.09em;">&nbsp;que daría cuenta de</span><span class="stl_11 stl_08" style="word-spacing:0.09em;">&nbsp;una &nbsp;</span></div>
					<div class="stl_01" style="top: 47.3056em; left:7.0854em;"><span class="stl_11 stl_12" style="word-spacing:-0.06em;">amplia población de alumnos que no han alcanzado a desarrollar estas destre<span class="stl_08">zas &nbsp;</span></span></div>
					<div class="stl_01" style="top: 49.0214em; left:7.0854em;"><span class="stl_11" style="word-spacing:0.14em;">a pesar del apoyo tanto de los docentes como</span><span class="stl_11" style="word-spacing:0.14em;">&nbsp;de los padres. Se</span><span class="stl_11" style="word-spacing:0.13em;">&nbsp;muestra</span><span class="stl_11" style="word-spacing:0.13em;">&nbsp;la &nbsp;</span></div>
					<div class="stl_01" style="top: 50.7572em; left:7.0854em;"><span class="stl_11 stl_08" style="word-spacing:0.08em;">necesidad de presentar mejores estímulos que permitan su superación. &nbsp;</span></div>
					<div class="stl_01" style="top: 53.4739em; left:7.0854em;"><span class="stl_11 stl_08" style="word-spacing:0.25em;">Se observó que</span><span class="stl_11 stl_08" style="word-spacing:0.23em;">&nbsp;a pesar de que los</span><span class="stl_11" style="word-spacing:0.19em;">&nbsp;estudiantes recibieran</span><span class="stl_11" style="word-spacing:0.19em;">&nbsp;acompañamiento &nbsp;</span></div>
					<div class="stl_01" style="top: 55.2072em; left:7.0854em;"><span class="stl_11 stl_08" style="word-spacing:0.13em;">escolar por parte</span><span class="stl_11 stl_08" style="word-spacing:0.08em;">&nbsp;de sus</span><span class="stl_11 stl_08" style="word-spacing:0.1em;">&nbsp;padres no</span><span class="stl_11 stl_08" style="word-spacing:0.13em;">&nbsp;precisamente constituyó una condición</span><span class="stl_11 stl_08" style="word-spacing:0.09em;">&nbsp;que &nbsp;</span></div>
					<div class="stl_01" style="top: 56.9239em; left:7.0854em;"><span class="stl_11 stl_08" style="word-spacing:0.2em;">evitara la presencia de dificultades en lectoescritura o rendimiento académico &nbsp;</span></div>
					<div class="stl_01" style="top: 58.6572em; left:7.0854em;"><span class="stl_11 stl_08" style="word-spacing:0.33em;">sobresaliente, 38% de ellos presentaron dificultades en lectoescritura de la &nbsp;</span></div>
					<div class="stl_01" style="top: 60.3764em; left:7.0854em;"><span class="stl_11 stl_08" style="word-spacing:0.16em;">misma forma que el 25% de alumnos que no recibieron este apoyo;</span><span class="stl_11 stl_08" style="word-spacing:0.16em;">&nbsp;sólo</span><span class="stl_11 stl_08" style="word-spacing:0.16em;">&nbsp;una &nbsp;</span></div>
					<div class="stl_01" style="top: 62.1093em; left:7.0854em;"><span class="stl_11 stl_08" style="word-spacing:0.14em;">pequeña parte (el 8% de la muestra)</span><span class="stl_11 stl_08" style="word-spacing:0.12em;">&nbsp;no</span><span class="stl_11 stl_08" style="word-spacing:0.15em;">&nbsp;recibió apoyo pero tampoco</span><span class="stl_11 stl_08" style="word-spacing:0.16em;">&nbsp;presentó &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 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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:7.0854em;"><span class="stl_19 stl_08" style="font-style:italic; word-spacing:0.01em;">Mero-Ponce &amp; Zambrano-Mejía (2018<span class="stl_20">) &nbsp;</span></span></div>
					<div class="stl_01" style="top: 5.8639em; left:7.0854em;"><span class="stl_11" style="word-spacing:0.07em;">complicaciones en las mencionadas</span><span class="stl_11" style="word-spacing:0.09em;">&nbsp;habilidades.</span><span class="stl_11 stl_08" style="word-spacing:0.11em;">&nbsp;Con</span><span class="stl_11 stl_08" style="word-spacing:0.12em;">&nbsp;esta evidencia se</span><span class="stl_11 stl_08" style="word-spacing:0.11em;">&nbsp;puede &nbsp;</span></div>
					<div class="stl_01" style="top: 7.5972em; left:7.0854em;"><span class="stl_11 stl_08" style="word-spacing:0.15em;">inferir que</span><span class="stl_11 stl_08" style="word-spacing:0.07em;">&nbsp;el</span><span class="stl_11" style="word-spacing:0.07em;">&nbsp;acompañamiento</span><span class="stl_11 stl_08" style="word-spacing:0.11em;">&nbsp;escolar</span><span class="stl_11 stl_08" style="word-spacing:0.13em;">&nbsp;parental</span><span class="stl_11 stl_08" style="word-spacing:0.1em;">&nbsp;puede tener</span><span class="stl_11 stl_08" style="word-spacing:0.13em;">&nbsp;relación</span><span class="stl_11 stl_08" style="word-spacing:0.07em;">&nbsp;en</span><span class="stl_11 stl_08" style="word-spacing:0.11em;">&nbsp;alguna &nbsp;</span></div>
					<div class="stl_01" style="top: 9.3131em; left:7.0854em;"><span class="stl_11 stl_08" style="word-spacing:0.29em;">medida con las dificultades lectoescritoras.</span><span class="stl_11 stl_08" style="word-spacing:0.25em;">&nbsp;González (s.f.) m</span><span class="stl_13" style="word-spacing:0.2em;">enciona</span><span class="stl_13 stl_08" style="word-spacing:0.22em;">&nbsp;que</span><span class="stl_13 stl_08" style="word-spacing:0.2em;">&nbsp;“</span><span class="stl_11" style="word-spacing:0.19em;">el &nbsp;</span></div>
					<div class="stl_01" style="top: 11.0464em; left:7.0854em;"><span class="stl_11 stl_08" style="word-spacing:0.3em;">acompañamiento escolar hace parte de la misión formadora que tienen los &nbsp;</span></div>
					<div class="stl_01" style="top: 12.7639em; left:7.0854em;"><span class="stl_11 stl_08" style="word-spacing:0.17em;">padres como</span><span class="stl_11" style="word-spacing:0.07em;">&nbsp;puericultores</span><span class="stl_11 stl_08" style="word-spacing:0.08em;">&nbsp;con</span><span class="stl_11 stl_08" style="word-spacing:0.08em;">&nbsp;el fin</span><span class="stl_11 stl_08" style="word-spacing:0.09em;">&nbsp;de</span><span class="stl_11 stl_08" style="word-spacing:0.11em;">&nbsp;lograr</span><span class="stl_11 stl_08" style="word-spacing:0.09em;">&nbsp;la</span><span class="stl_11 stl_08" style="word-spacing:0.12em;">&nbsp;construcción y</span><span class="stl_11" style="word-spacing:0.05em;">&nbsp;reconstrucción &nbsp;</span></div>
					<div class="stl_01" style="top: 14.4989em; left:7.0854em;"><span class="stl_11 stl_08" style="word-spacing:0.16em;">de las metas de desarrollo humano,</span><span class="stl_11 stl_08" style="word-spacing:0.17em;">&nbsp;integral y diverso autoestima,</span><span class="stl_11 stl_08" style="word-spacing:0.19em;">&nbsp;autonomía, &nbsp;</span></div>
					<div class="stl_01" style="top: 16.2156em; left:7.0854em;"><span class="stl_11 stl_08" style="word-spacing:0.22em;">creatividad, felicidad, solidaridad y salud. Además, en ese devenir, se teje la &nbsp;</span></div>
					<div class="stl_01" style="top: 17.9489em; left:7.0854em;"><span class="stl_11 stl_08" style="word-spacing:0.33em;">resiliencia, entendida como esa capacidad de salir adelante a pesar de la &nbsp;</span></div>
					<div class="stl_01" style="top: 19.6656em; left:7.0854em;"><span class="stl_11 stl_08" style="word-spacing:0.03em;">adversidad, situaciones que los estudiantes deben afrontar permanentemente en &nbsp;</span></div>
					<div class="stl_01" style="top: 21.3989em; left:7.0854em;"><span class="stl_11 stl_08" style="word-spacing:0.07em;">el ámbito</span><span class="stl_11 stl_08" style="word-spacing:0.07em;">&nbsp;escolar,</span><span class="stl_11 stl_08" style="word-spacing:0.06em;">&nbsp;bien</span><span class="stl_11 stl_08" style="word-spacing:0.03em;">&nbsp;sea</span><span class="stl_11 stl_08" style="word-spacing:0.04em;">&nbsp;por</span><span class="stl_11 stl_08" style="word-spacing:0.05em;">&nbsp;los</span><span class="stl_11 stl_08" style="word-spacing:0.1em;">&nbsp;compromisos</span><span class="stl_11 stl_08" style="word-spacing:0.07em;">&nbsp;escolares o</span><span class="stl_11 stl_08" style="word-spacing:0.03em;">&nbsp;por</span><span class="stl_11 stl_08" style="word-spacing:0.03em;">&nbsp;las</span><span class="stl_11 stl_08" style="word-spacing:0.1em;">&nbsp;situaciones &nbsp;</span></div>
					<div class="stl_01" style="top: 23.1181em; left:7.0854em;"><span class="stl_13 stl_08" style="word-spacing:0.06em;">que deben sortear con sus pares, entre otras”. &nbsp;</span></div>
					<div class="stl_01" style="top: 25.8514em; left:7.0854em;"><span class="stl_11 stl_08" style="word-spacing:0.11em;">La institución académica donde se realizó el estudio es</span><span class="stl_11 stl_08" style="word-spacing:0.07em;">&nbsp;de</span><span class="stl_11 stl_08" style="word-spacing:0.1em;">&nbsp;tipo fiscal,</span><span class="stl_11 stl_08" style="word-spacing:0.08em;">&nbsp;de</span><span class="stl_11 stl_08" style="word-spacing:0.1em;">&nbsp;forma &nbsp;</span></div>
					<div class="stl_01" style="top: 27.5672em; left:7.0854em;"><span class="stl_11" style="word-spacing:0.08em;">que su</span><span class="stl_11" style="word-spacing:0.1em;">&nbsp;población escolar</span><span class="stl_11" style="word-spacing:0.08em;">&nbsp;mayoritariamente no supera el nivel</span><span class="stl_11" style="word-spacing:0.09em;">&nbsp;socioeconómico &nbsp;</span></div>
					<div class="stl_01" style="top: 29.3014em; left:7.0854em;"><span class="stl_11 stl_08" style="word-spacing:0.09em;">medio o bajo,</span><span class="stl_11 stl_08" style="word-spacing:0.14em;">&nbsp;evidenciado</span><span class="stl_11 stl_08" style="word-spacing:0.06em;">&nbsp;en los</span><span class="stl_11 stl_08" style="word-spacing:0.1em;">&nbsp;datos encontrados por medio</span><span class="stl_11 stl_08" style="word-spacing:0.06em;">&nbsp;de las</span><span class="stl_11 stl_08" style="word-spacing:0.09em;">&nbsp;fichas</span><span class="stl_11 stl_08" style="word-spacing:0.07em;">&nbsp;de &nbsp;</span></div>
					<div class="stl_01" style="top: 31.0181em; left:7.0854em;"><span class="stl_11 stl_12" style="word-spacing:0.17em;">condiciones psicosociales, es dec<span class="stl_08">ir</span></span><span class="stl_11 stl_08" style="word-spacing:0.21em;">&nbsp;que de</span><span class="stl_11 stl_08" style="word-spacing:0.23em;">&nbsp;forma general las familias</span><span class="stl_11 stl_08" style="word-spacing:0.21em;">&nbsp;de</span><span class="stl_11 stl_08" style="word-spacing:0.19em;">&nbsp;los &nbsp;</span></div>
					<div class="stl_01" style="top: 32.7531em; left:7.0854em;"><span class="stl_11 stl_08" style="word-spacing:0.25em;">escolares estudiados se encasillan en</span><span class="stl_11 stl_08" style="word-spacing:0.22em;">&nbsp;los referidos niveles</span><span class="stl_11" style="word-spacing:0.15em;">&nbsp;socioeconómicos. &nbsp;</span></div>
					<div class="stl_01" style="top: 34.4697em; left:7.0854em;"><span class="stl_11 stl_08" style="word-spacing:0.1em;">Considerando que se</span><span class="stl_11 stl_08" style="word-spacing:0.1em;">&nbsp;encontró</span><span class="stl_11 stl_08" style="word-spacing:0.05em;">&nbsp;un alto</span><span class="stl_11 stl_08" style="word-spacing:0.09em;">&nbsp;índice</span><span class="stl_11 stl_08" style="word-spacing:0.08em;">&nbsp;de estudiantes</span><span class="stl_11 stl_08" style="word-spacing:0.05em;">&nbsp;con</span><span class="stl_11 stl_12" style="word-spacing:0.02em;">&nbsp;dificultade<span class="stl_08">s</span></span><span class="stl_11 stl_08" style="word-spacing:0.06em;">&nbsp;en &nbsp;</span></div>
					<div class="stl_01" style="top: 36.2031em; left:7.0854em;"><span class="stl_11 stl_08" style="word-spacing:0.43em;">lectoescritura podría plantearse su posible asociación con las limitaciones &nbsp;</span></div>
					<div class="stl_01" style="top: 37.9197em; left:7.0854em;"><span class="stl_11 stl_08" style="word-spacing:0.17em;">correspondientes a las facilidades económicas, a pesar de que igualmente</span><span class="stl_11 stl_08" style="word-spacing:0.12em;">&nbsp;no &nbsp;</span></div>
					<div class="stl_01" style="top: 39.6531em; left:7.0854em;"><span class="stl_11" style="word-spacing:-0.03em;">representa una variable definitoria sobre el desarrollo o retraso en el aprendizaje &nbsp;</span></div>
					<div class="stl_01" style="top: 41.3722em; left:7.0854em;"><span class="stl_11" style="word-spacing:0.18em;">de los</span><span class="stl_11" style="word-spacing:0.2em;">&nbsp;infantes. El</span><span class="stl_11" style="word-spacing:0.18em;">&nbsp;nivel socioeconómico del sistema familiar juega un</span><span class="stl_11" style="word-spacing:0.2em;">&nbsp;papel &nbsp;</span></div>
					<div class="stl_01" style="top: 43.1047em; left:7.0854em;"><span class="stl_11 stl_12" style="word-spacing:0.02em;">importante e<span class="stl_08">n</span></span><span class="stl_11 stl_08" style="word-spacing:0.02em;">&nbsp;el</span><span class="stl_11 stl_12" style="word-spacing:0em;">&nbsp;desenvolvimient<span class="stl_08">o</span></span><span class="stl_11 stl_08" style="word-spacing:0.03em;">&nbsp;del</span><span class="stl_11 stl_08" style="word-spacing:0.08em;">&nbsp;escolar</span><span class="stl_11 stl_08" style="word-spacing:0.03em;">&nbsp;con</span><span class="stl_11 stl_08" style="word-spacing:0.02em;">&nbsp;su</span><span class="stl_11 stl_08" style="word-spacing:0.05em;">&nbsp;medio</span><span class="stl_11 stl_08" style="word-spacing:0.07em;">&nbsp;próximo,</span><span class="stl_11 stl_08" style="word-spacing:0.13em;">&nbsp;Lizasoain, &nbsp;</span></div>
					<div class="stl_01" style="top: 44.8222em; left:7.0854em;"><span class="stl_11 stl_08" style="word-spacing:0.12em;">Joaristi, Likas y Santiago</span><span class="stl_11 stl_08" style="word-spacing:0.09em;">&nbsp;(2007)</span><span class="stl_11 stl_08" style="word-spacing:0.12em;">&nbsp;evaluaron</span><span class="stl_11 stl_08" style="word-spacing:0.07em;">&nbsp;la</span><span class="stl_11 stl_08" style="word-spacing:0.09em;">&nbsp;influencia y</span><span class="stl_11 stl_08" style="word-spacing:0.06em;">&nbsp;la</span><span class="stl_11 stl_08" style="word-spacing:0.11em;">&nbsp;interacción entre</span><span class="stl_11 stl_08" style="word-spacing:0.05em;">&nbsp;el &nbsp;</span></div>
					<div class="stl_01" style="top: 46.5556em; left:7.0854em;"><span class="stl_11 stl_08" style="word-spacing:0.02em;">estatus socioeconómico familiar y de la escuela. En dicho estudio no se encontró &nbsp;</span></div>
					<div class="stl_01" style="top: 48.2714em; left:7.0854em;"><span class="stl_11 stl_08" style="word-spacing:0.19em;">efecto de la interacción,</span><span class="stl_11 stl_08" style="word-spacing:0.18em;">&nbsp;pero sí de los efectos respecto del estatus familiar</span><span class="stl_11 stl_08" style="word-spacing:0.13em;">&nbsp;y &nbsp;</span></div>
					<div class="stl_01" style="top: 50.0047em; left:7.0854em;"><span class="stl_11 stl_08" style="word-spacing:0.31em;">escolar, el</span><span class="stl_11 stl_08" style="word-spacing:0.26em;">&nbsp;nivel socioeconómico que tenga el sistema crea oportunidades</span><span class="stl_11 stl_08" style="word-spacing:0.2em;">&nbsp;o &nbsp;</span></div>
					<div class="stl_01" style="top: 51.7239em; left:7.0854em;"><span class="stl_11 stl_08" style="word-spacing:0.04em;">vulnerabilidades, a nivel educativo estas variables toman sentido en vista de que &nbsp;</span></div>
					<div class="stl_01" style="top: 53.4572em; left:7.0854em;"><span class="stl_11 stl_08" style="word-spacing:0.22em;">las familias de nivel económico alto</span><span class="stl_11 stl_08" style="word-spacing:0.22em;">&nbsp;poseen</span><span class="stl_11 stl_08" style="word-spacing:0.21em;">&nbsp;recursos para una educación</span><span class="stl_11 stl_08" style="word-spacing:0.18em;">&nbsp;de &nbsp;</span></div>
					<div class="stl_01" style="top: 55.1739em; left:7.0854em;"><span class="stl_11 stl_08" style="word-spacing:0.08em;">calidad para sus</span><span class="stl_11 stl_08" style="word-spacing:0.08em;">&nbsp;hijos,</span><span class="stl_11 stl_08" style="word-spacing:0.04em;">&nbsp;a</span><span class="stl_11 stl_08" style="word-spacing:0.07em;">&nbsp;diferencia de</span><span class="stl_11 stl_08" style="word-spacing:0.06em;">&nbsp;las</span><span class="stl_11 stl_08" style="word-spacing:0.07em;">&nbsp;familias de</span><span class="stl_11 stl_08" style="word-spacing:0.06em;">&nbsp;bajos</span><span class="stl_11 stl_08" style="word-spacing:0.09em;">&nbsp;recursos quienes</span><span class="stl_11 stl_08" style="word-spacing:0.04em;">&nbsp;se &nbsp;</span></div>
					<div class="stl_01" style="top: 56.8906em; left:7.0854em;"><span class="stl_11 stl_08" style="word-spacing:0.27em;">ven guiadas</span><span class="stl_11 stl_08" style="word-spacing:0.28em;">&nbsp;primordialmente por la educación</span><span class="stl_11 stl_08" style="word-spacing:0.24em;">&nbsp;gratuita que</span><span class="stl_11 stl_08" style="word-spacing:0.24em;">&nbsp;brinda el</span><span class="stl_11 stl_08" style="word-spacing:0.24em;">&nbsp;Estado &nbsp;</span></div>
					<div class="stl_01" style="top: 58.6239em; left:7.0854em;"><span class="stl_11 stl_12">(p.32)<span class="stl_08">. &nbsp;</span></span></div>
					<div class="stl_01" style="top: 61.3426em; left:7.0854em;"><span class="stl_11 stl_08" style="word-spacing:0.23em;">El sistema familiar</span><span class="stl_11 stl_08" style="word-spacing:0.21em;">&nbsp;ofrece a</span><span class="stl_11 stl_08" style="word-spacing:0.18em;">&nbsp;los</span><span class="stl_11 stl_08" style="word-spacing:0.24em;">&nbsp;hijos recursos</span><span class="stl_11 stl_08" style="word-spacing:0.22em;">&nbsp;para cubrir sus necesidades</span><span class="stl_11 stl_08" style="word-spacing:0.16em;">&nbsp;y &nbsp;</span></div>
					<div class="stl_01" style="top: 63.076em; left:7.0854em;"><span class="stl_11 stl_08" style="word-spacing:0.07em;">solucionar sus problemáticas, sobre todo por parte de aquellos que cumplen los &nbsp;</span></div>
					<div class="stl_01" style="top: 66.319em; left:41.6958em;"><span class="stl_16">28 &nbsp;</span></div>
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alt="" class="stl_04" />
			</div>
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				<div class="stl_05 stl_06">
					<div class="stl_01" style="top: 2.9132em; left:7.0854em;"><span class="stl_07 stl_08" style="word-spacing:0.02em;">Revista Científica y Arbitrada de Psicología NUNA YACHAY. Vol. 1, Núm. 1 (ene - jun 2018) &nbsp;</span></div>
					<div class="stl_01" style="top: 3.6798em; left:7.0854em;"><span class="stl_07 stl_08" style="word-spacing:0.06em;">ISSN: 2697-3588. &nbsp;</span></div>
					<div class="stl_01" style="top: 4.5657em; left:7.0854em;"><span class="stl_09 stl_08" style="font-style:italic; word-spacing:0.17em;">Condiciones psicosociales en</span><span class="stl_09 stl_08" style="font-style:italic; word-spacing:0.12em;">&nbsp;niños</span><span class="stl_09 stl_08" style="font-style:italic; word-spacing:0.12em;">&nbsp;escolares</span><span class="stl_09 stl_08" style="font-style:italic; word-spacing:0.12em;">&nbsp;de educación</span><span class="stl_09 stl_08" style="font-style:italic; word-spacing:0.1em;">&nbsp;básica</span><span class="stl_09 stl_08" style="font-style:italic; word-spacing:0.11em;">&nbsp;media</span><span class="stl_09 stl_08" style="font-style:italic; word-spacing:0.08em;">&nbsp;con</span><span class="stl_09 stl_08" style="font-style:italic; word-spacing:0.16em;">&nbsp;dificultades &nbsp;</span></div>
					<div class="stl_01" style="top: 5.3323em; left:7.0854em;"><span class="stl_09 stl_08" style="font-style:italic; word-spacing:0.06em;">en lectoescritura &nbsp;</span></div>
					<div class="stl_01" style="top: 7.3472em; left:7.0854em;"><span class="stl_11 stl_12" style="word-spacing:-0.06em;">roles parentales o de tutores a cargo. Se observó que la mayoría de los esco<span class="stl_08">lares &nbsp;</span></span></div>
					<div class="stl_01" style="top: 9.0806em; left:7.0854em;"><span class="stl_11 stl_08" style="word-spacing:0.18em;">estudiados mantienen buenas relaciones dentro del</span><span class="stl_11 stl_08" style="word-spacing:0.16em;">&nbsp;hogar,</span><span class="stl_11 stl_08" style="word-spacing:0.11em;">&nbsp;lo</span><span class="stl_11 stl_08" style="word-spacing:0.12em;">&nbsp;cual les</span><span class="stl_11 stl_08" style="word-spacing:0.18em;">&nbsp;permitió &nbsp;</span></div>
					<div class="stl_01" style="top: 10.7972em; left:7.0854em;"><span class="stl_13 stl_08" style="word-spacing:0.06em;">presentar menores niveles de dificultad en lectoescritura. “</span><span class="stl_11 stl_08" style="word-spacing:0.07em;">Los vínculos afectivos &nbsp;</span></div>
					<div class="stl_01" style="top: 12.5297em; left:7.0854em;"><span class="stl_11 stl_12" style="word-spacing:0em;">son la expresión de la unión entre padres e hijos, aspecto que va más all<span class="stl_25">á de la &nbsp;</span></span></div>
					<div class="stl_01" style="top: 14.2489em; left:7.0854em;"><span class="stl_11 stl_08" style="word-spacing:0.01em;">relación de parentesco y está presente en todas las tareas educativas, facilitando &nbsp;</span></div>
					<div class="stl_01" style="top: 15.9822em; left:7.0854em;"><span class="stl_11" style="word-spacing:0.66em;">la comunicación familiar, la seguridad en los momentos difíciles, el &nbsp;</span></div>
					<div class="stl_01" style="top: 17.6989em; left:7.0854em;"><span class="stl_13 stl_08" style="word-spacing:0.07em;">establecimiento de normas y su cumplimiento” </span><span class="stl_11 stl_08" style="word-spacing:0.07em;">(Pérez y Arrazola, 2013, p.19). &nbsp;</span></div>
					<div class="stl_01" style="top: 20.4322em; left:7.0854em;"><span class="stl_11 stl_08" style="word-spacing:0.14em;">No obstante,</span><span class="stl_11 stl_08" style="word-spacing:0.12em;">&nbsp;gracias</span><span class="stl_11 stl_08" style="word-spacing:0.11em;">&nbsp;al nivel</span><span class="stl_11 stl_08" style="word-spacing:0.07em;">&nbsp;de</span><span class="stl_11 stl_08" style="word-spacing:0.13em;">&nbsp;instrucción académica de los</span><span class="stl_11 stl_08" style="word-spacing:0.13em;">&nbsp;padres,</span><span class="stl_11 stl_08" style="word-spacing:0.08em;">&nbsp;el</span><span class="stl_11 stl_08" style="word-spacing:0.11em;">&nbsp;apoyo &nbsp;</span></div>
					<div class="stl_01" style="top: 22.1489em; left:7.0854em;"><span class="stl_11 stl_08" style="word-spacing:0.04em;">que le brindaron a sus hijos podría relacionarse con una baja al desarrollo de las &nbsp;</span></div>
					<div class="stl_01" style="top: 23.8839em; left:7.0854em;"><span class="stl_11 stl_08" style="word-spacing:0.07em;">destrezas de lectoescritura, pues sus limitados aprendizajes no corresponderían &nbsp;</span></div>
					<div class="stl_01" style="top: 25.6014em; left:7.0854em;"><span class="stl_11 stl_08" style="word-spacing:0.07em;">a las</span><span class="stl_11 stl_08" style="word-spacing:0.11em;">&nbsp;necesidades que</span><span class="stl_11 stl_08" style="word-spacing:0.06em;">&nbsp;los</span><span class="stl_11 stl_08" style="word-spacing:0.12em;">&nbsp;escolares enfrentan</span><span class="stl_11 stl_08" style="word-spacing:0.09em;">&nbsp;en el ámbito académico.</span><span class="stl_11 stl_08" style="word-spacing:0.1em;">&nbsp;Puesto &nbsp;</span></div>
					<div class="stl_01" style="top: 27.3339em; left:7.0854em;"><span class="stl_11">que</span><span class="stl_11 stl_08" style="word-spacing:0.1em;">&nbsp;</span><span class="stl_13 stl_08" style="word-spacing:0.15em;">“el aprendizaje no es un</span><span class="stl_11 stl_08" style="word-spacing:0.15em;">a exclusiva de la escuela.</span><span class="stl_11 stl_08" style="word-spacing:0.16em;">&nbsp;Los padres tienen</span><span class="stl_11 stl_08" style="word-spacing:0.13em;">&nbsp;una &nbsp;</span></div>
					<div class="stl_01" style="top: 29.0514em; left:7.0854em;"><span class="stl_11 stl_08" style="word-spacing:0.57em;">excelente vía para ayudar a los hijos a aprender tanto en contextos &nbsp;</span></div>
					<div class="stl_01" style="top: 30.7847em; left:7.0854em;"><span class="stl_13 stl_08" style="word-spacing:0.32em;">extraescolares como escolares” (Gallego, 2008). Así mismo</span><span class="stl_13 stl_08" style="word-spacing:0.29em;">&nbsp;Martínez,</span><span class="stl_13 stl_08" style="word-spacing:0.28em;">&nbsp;</span><span class="stl_21" style="font-style:italic; word-spacing:0.28em;">et</span><span class="stl_21 stl_08" style="font-style:italic; word-spacing:0.26em;">&nbsp;al. &nbsp;</span></div>
					<div class="stl_01" style="top: 32.5031em; left:7.0854em;"><span class="stl_11 stl_12" style="word-spacing:0.05em;">(2010), estable<span class="stl_08">cen</span></span><span class="stl_11 stl_08" style="word-spacing:0.07em;">&nbsp;que,</span><span class="stl_11 stl_08" style="word-spacing:0.05em;">&nbsp;a</span><span class="stl_11 stl_08" style="word-spacing:0.08em;">&nbsp;mayor</span><span class="stl_11 stl_08" style="word-spacing:0.11em;">&nbsp;cantidad</span><span class="stl_11 stl_08" style="word-spacing:0.06em;">&nbsp;de años</span><span class="stl_11 stl_08" style="word-spacing:0.06em;">&nbsp;de</span><span class="stl_11 stl_08" style="word-spacing:0.08em;">&nbsp;educación de</span><span class="stl_11 stl_08" style="word-spacing:0.09em;">&nbsp;los</span><span class="stl_11 stl_08" style="word-spacing:0.1em;">&nbsp;padres, &nbsp;</span></div>
					<div class="stl_01" style="top: 34.2197em; left:7.0854em;"><span class="stl_11 stl_08" style="word-spacing:0.21em;">mayor es el tiempo dedicado al estudiante y además mayor la calidad de la &nbsp;</span></div>
					<div class="stl_01" style="top: 35.9531em; left:7.0854em;"><span class="stl_13 stl_08" style="word-spacing:0.09em;">supervisión al mismo” (p.90). &nbsp;</span></div>
					<div class="stl_01" style="top: 39.2031em; left:8.585em;"><span class="stl_10 stl_12" style="font-weight:bold; word-spacing:0.4em;">5. CONCLUSIONE<span class="stl_08">S &nbsp;</span></span></div>
					<div class="stl_01" style="top: 41.9381em; left:7.0854em;"><span class="stl_11 stl_08" style="word-spacing:0.41em;">Los escolares de la básica media de la U.E.F. Juan Montalvo han sido &nbsp;</span></div>
					<div class="stl_01" style="top: 43.6556em; left:7.0854em;"><span class="stl_11 stl_08" style="word-spacing:0.3em;">caracterizados según los factores psicosociales de interés, así como se ha &nbsp;</span></div>
					<div class="stl_01" style="top: 45.3889em; left:7.0854em;"><span class="stl_11" style="word-spacing:0.02em;">identificado sus</span><span class="stl_11 stl_08" style="word-spacing:0.07em;">&nbsp;niveles de</span><span class="stl_11 stl_08" style="word-spacing:0.1em;">&nbsp;dificultad en</span><span class="stl_11 stl_08" style="word-spacing:0.09em;">&nbsp;lectoescritura y</span><span class="stl_11 stl_08" style="word-spacing:0.06em;">&nbsp;la</span><span class="stl_11 stl_08" style="word-spacing:0.1em;">&nbsp;posible asociación</span><span class="stl_11 stl_08" style="word-spacing:0.04em;">&nbsp;no &nbsp;</span></div>
					<div class="stl_01" style="top: 47.1047em; left:7.0854em;"><span class="stl_11 stl_08" style="word-spacing:0.61em;">estadística entre ambas variables, los detalles han sido referidos con &nbsp;</span></div>
					<div class="stl_01" style="top: 48.8381em; left:7.0854em;"><span class="stl_11 stl_08" style="word-spacing:0.21em;">anterioridad, en este</span><span class="stl_11 stl_08" style="word-spacing:0.15em;">&nbsp;espacio se</span><span class="stl_11 stl_08" style="word-spacing:0.2em;">&nbsp;expondrán</span><span class="stl_11 stl_08" style="word-spacing:0.15em;">&nbsp;los aspectos más</span><span class="stl_11 stl_08" style="word-spacing:0.22em;">&nbsp;relevantes</span><span class="stl_11 stl_08" style="word-spacing:0.18em;">&nbsp;para &nbsp;</span></div>
					<div class="stl_01" style="top: 50.5547em; left:7.0854em;"><span class="stl_11 stl_12" style="word-spacing:0em;">cada objetivo plantead<span class="stl_08">o. &nbsp;</span></span></div>
					<div class="stl_01" style="top: 53.2906em; left:7.0854em;"><span class="stl_11 stl_08" style="word-spacing:0.14em;">La predominancia del nivel socioeconómico de las familias es de clase media, &nbsp;</span></div>
					<div class="stl_01" style="top: 55.0072em; left:7.0854em;"><span class="stl_11 stl_08" style="word-spacing:0.07em;">los escolares se encuentran inmersos en contextos familiares donde prevalecen &nbsp;</span></div>
					<div class="stl_01" style="top: 56.7406em; left:7.0854em;"><span class="stl_11 stl_08" style="word-spacing:0.45em;">las buenas relaciones entre sus miembros, lo que da pie a que exista &nbsp;</span></div>
					<div class="stl_01" style="top: 58.4572em; left:7.0854em;"><span class="stl_11 stl_08" style="word-spacing:0.16em;">acompañamiento de los</span><span class="stl_11 stl_08" style="word-spacing:0.13em;">&nbsp;padres</span><span class="stl_11 stl_08" style="word-spacing:0.11em;">&nbsp;en</span><span class="stl_11 stl_08" style="word-spacing:0.14em;">&nbsp;las actividades y tareas escolares,</span><span class="stl_11 stl_08" style="word-spacing:0.11em;">&nbsp;aun</span><span class="stl_11 stl_08" style="word-spacing:0.12em;">&nbsp;así, &nbsp;</span></div>
					<div class="stl_01" style="top: 60.1931em; left:7.0854em;"><span class="stl_11" style="word-spacing:-0.03em;">los estudiantes presentaron mayoritariamente rendimiento académico regular, lo &nbsp;</span></div>
					<div class="stl_01" style="top: 66.319em; left:41.6958em;"><span class="stl_16">29 &nbsp;</span></div>
				</div>
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				<img 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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:7.0854em;"><span class="stl_19 stl_08" style="font-style:italic; word-spacing:0.01em;">Mero-Ponce &amp; Zambrano-Mejía (2018<span class="stl_20">) &nbsp;</span></span></div>
					<div class="stl_01" style="top: 5.8639em; left:7.0854em;"><span class="stl_11 stl_08" style="word-spacing:0.18em;">que se</span><span class="stl_11 stl_08" style="word-spacing:0.2em;">&nbsp;puede</span><span class="stl_11 stl_08" style="word-spacing:0.2em;">&nbsp;relacionar a la escolaridad</span><span class="stl_11 stl_08" style="word-spacing:0.17em;">&nbsp;de</span><span class="stl_11 stl_08" style="word-spacing:0.18em;">&nbsp;sus padres que como media</span><span class="stl_11 stl_08" style="word-spacing:0.17em;">&nbsp;no &nbsp;</span></div>
					<div class="stl_01" style="top: 7.5972em; left:7.0854em;"><span class="stl_11 stl_08" style="word-spacing:0.07em;">superó el nivel del bachillerato. &nbsp;</span></div>
					<div class="stl_01" style="top: 10.3131em; left:7.0854em;"><span class="stl_11 stl_08" style="word-spacing:0.07em;">Los escolares de la básica media presentaron diferentes niveles de dificultad en &nbsp;</span></div>
					<div class="stl_01" style="top: 12.0472em; left:7.0854em;"><span class="stl_11 stl_08" style="word-spacing:0.21em;">lectoescritura, con una clara tendencia hacia el nivel de leve dificultad y</span><span class="stl_11 stl_08" style="word-spacing:0.18em;">&nbsp;una &nbsp;</span></div>
					<div class="stl_01" style="top: 13.7656em; left:7.0854em;"><span class="stl_11 stl_08" style="word-spacing:0.1em;">minoría presentó gran dificultad. &nbsp;</span></div>
					<div class="stl_01" style="top: 16.4989em; left:7.0854em;"><span class="stl_11 stl_08" style="word-spacing:0.26em;">Entre las condiciones</span><span class="stl_11 stl_08" style="word-spacing:0.26em;">&nbsp;psicosociales y</span><span class="stl_11 stl_08" style="word-spacing:0.25em;">&nbsp;las dificultades</span><span class="stl_11 stl_08" style="word-spacing:0.25em;">&nbsp;de lectoescritura no</span><span class="stl_11 stl_08" style="word-spacing:0.2em;">&nbsp;se &nbsp;</span></div>
					<div class="stl_01" style="top: 18.2156em; left:7.0854em;"><span class="stl_11 stl_08" style="word-spacing:0.23em;">observó ninguna relación (no estadística) relevante. A pesar de que algunos &nbsp;</span></div>
					<div class="stl_01" style="top: 19.9489em; left:7.0854em;"><span class="stl_11 stl_08" style="word-spacing:0.52em;">escolares recibieron acompañamiento académico de sus padres tuvieron &nbsp;</span></div>
					<div class="stl_01" style="top: 21.6656em; left:7.0854em;"><span class="stl_11 stl_08" style="word-spacing:0.22em;">rendimiento escolar regular, e incluso ellos manifestaron dificultades leves</span><span class="stl_11 stl_08" style="word-spacing:0.16em;">&nbsp;en &nbsp;</span></div>
					<div class="stl_01" style="top: 23.4014em; left:7.0854em;"><span class="stl_11 stl_08" style="word-spacing:0.26em;">lectoescritura. De igual forma se encontró que la mayoría de escolares</span><span class="stl_11 stl_08" style="word-spacing:0.25em;">&nbsp;con &nbsp;</span></div>
					<div class="stl_01" style="top: 25.1181em; left:7.0854em;"><span class="stl_11 stl_08" style="word-spacing:0.06em;">buenas relaciones en el hogar tendieron a presentar menores dificultades en las &nbsp;</span></div>
					<div class="stl_01" style="top: 26.8514em; left:7.0854em;"><span class="stl_11 stl_08" style="word-spacing:0.07em;">destrezas para leer y escribir. &nbsp;</span></div>
					<div class="stl_01" style="top: 30.4347em; left:7.0854em;"><span class="stl_10 stl_12" style="font-weight:bold;">REFERENCIA<span class="stl_08">S &nbsp;</span></span></div>
					<div class="stl_01" style="top: 33.1531em; left:7.0854em;"><span class="stl_27 stl_12" style="word-spacing:-0.05em;">Aguilera, A. García, I., Moreno, F., Rodríguez, I., Saldaña, D. (<span class="stl_08">2004). Introducción &nbsp;</span></span></div>
					<div class="stl_01" style="top: 34.4864em; left:9.4517em;"><span class="stl_27">a</span></div>
					<div class="stl_01" style="top: 34.4864em; left:11.5337em;"><span class="stl_27 stl_08">las &nbsp;</span></div>
					<div class="stl_01" style="top: 34.4864em; left:14.3327em;"><span class="stl_27">dificultades &nbsp;</span></div>
					<div class="stl_01" style="top: 34.4864em; left:20.8617em;"><span class="stl_27 stl_08">en &nbsp;</span></div>
					<div class="stl_01" style="top: 34.4864em; left:23.4937em;"><span class="stl_27 stl_08">el &nbsp;</span></div>
					<div class="stl_01" style="top: 34.4864em; left:25.7927em;"><span class="stl_27">aprendizaje. &nbsp;</span></div>
					<div class="stl_01" style="top: 34.4864em; left:32.7933em;"><span class="stl_11">http://bibliosjd.org/wp- &nbsp;</span></div>
					<div class="stl_01" style="top: 35.8031em; left:9.4517em;"><span class="stl_11">content/uploads/2017/03/Dificultades-en-el-aprendizaje.pdf</span><span class="stl_27">. &nbsp;</span></div>
					<div class="stl_01" style="top: 38.1197em; left:7.0854em;"><span class="stl_11 stl_12" style="word-spacing:0.01em;">Ajuriaguerra, J. (1980)<span class="stl_08">.</span></span><span class="stl_11 stl_08" style="word-spacing:0.35em;">&nbsp;Manual</span><span class="stl_11 stl_08" style="word-spacing:0.07em;">&nbsp;de psiquiatría</span><span class="stl_11 stl_08" style="word-spacing:0.08em;">&nbsp;infantil.</span><span class="stl_11 stl_12" style="word-spacing:0.04em;">&nbsp;https://www.down21.org/<span class="stl_08">. &nbsp;</span></span></div>
					<div class="stl_01" style="top: 40.4531em; left:7.0854em;"><span class="stl_11 stl_08" style="word-spacing:0.13em;">Bronfenbrenner, U. (1987). La</span><span class="stl_11 stl_08" style="word-spacing:0.12em;">&nbsp;cambiante ecología</span><span class="stl_11 stl_08" style="word-spacing:0.07em;">&nbsp;de</span><span class="stl_11 stl_08" style="word-spacing:0.09em;">&nbsp;la infancia.</span><span class="stl_11" style="word-spacing:0.04em;">&nbsp;Implicaciones &nbsp;</span></div>
					<div class="stl_01" style="top: 41.7714em; left:9.4517em;"><span class="stl_11 stl_08" style="word-spacing:0.38em;">en el terreno de la ciencia y de la acción.</span><span class="stl_11 stl_08" style="word-spacing:0.4em;">&nbsp;Psicología y</span><span class="stl_11 stl_08" style="word-spacing:0.44em;">&nbsp;Educación. &nbsp;</span></div>
					<div class="stl_01" style="top: 43.0881em; left:9.4517em;"><span class="stl_11 stl_12" style="word-spacing:0.05em;">Realización <span class="stl_08">y</span></span><span class="stl_11 stl_08" style="word-spacing:0.12em;">&nbsp;tendencias actuales en</span><span class="stl_11 stl_08" style="word-spacing:0.14em;">&nbsp;la investigación</span><span class="stl_11 stl_08" style="word-spacing:0.06em;">&nbsp;y</span><span class="stl_11 stl_08" style="word-spacing:0.07em;">&nbsp;en</span><span class="stl_11 stl_08" style="word-spacing:0.1em;">&nbsp;la práctica,</span><span class="stl_11 stl_08" style="word-spacing:0.09em;">&nbsp;pp. &nbsp;</span></div>
					<div class="stl_01" style="top: 44.4222em; left:9.4517em;"><span class="stl_11 stl_12">44-5<span class="stl_08">6. &nbsp;</span></span></div>
					<div class="stl_01" style="top: 45.7389em; left:9.4517em;"><span class="stl_11">http://psicopedagogosrioiv.com.ar/wordpress%20colegio/wcontent/upload &nbsp;</span></div>
					<div class="stl_01" style="top: 47.0556em; left:9.4517em;"><span class="stl_11">s/2017/07/la-ecologia-del-desarrollo-humano-bronfenbrenner-copia.pdf. &nbsp;</span></div>
					<div class="stl_01" style="top: 49.3889em; left:7.0854em;"><span class="stl_11 stl_08" style="word-spacing:0.13em;">Campos, C., Peris, M.,</span><span class="stl_11 stl_08" style="word-spacing:0.12em;">&nbsp;Galeno,</span><span class="stl_11 stl_08" style="word-spacing:0.12em;">&nbsp;M. (2011). Factores protectores y de</span><span class="stl_11 stl_08" style="word-spacing:0.11em;">&nbsp;riesgo</span><span class="stl_11 stl_08" style="word-spacing:0.09em;">&nbsp;en &nbsp;</span></div>
					<div class="stl_01" style="top: 50.7056em; left:9.4517em;"><span class="stl_11 stl_08" style="word-spacing:0.04em;">alumnos de una institución pública y otra privada. Paraguay: Eureka revista &nbsp;</span></div>
					<div class="stl_01" style="top: 52.0406em; left:9.4517em;"><span class="stl_11 stl_08" style="word-spacing:27.83em;">de 114-133. &nbsp;</span></div>
					<div class="stl_01" style="top: 53.3572em; left:9.4517em;"><span class="stl_11">http://pepsic.bvsalud.org/scielo.php?script=sci_arttext&amp;pid=S2220- &nbsp;</span></div>
					<div class="stl_01" style="top: 54.6739em; left:10.0017em;"><span class="stl_11 stl_12">0262011000100012<span class="stl_08">. &nbsp;</span></span></div>
					<div class="stl_01" style="top: 52.0406em; left:12.4837em;"><span class="stl_11 stl_12">investigació<span class="stl_08">n &nbsp;</span></span></div>
					<div class="stl_01" style="top: 52.0406em; left:20.1787em;"><span class="stl_11 stl_12">científic<span class="stl_25">a &nbsp;</span></span></div>
					<div class="stl_01" style="top: 52.0406em; left:26.0675em;"><span class="stl_11 stl_08">en &nbsp;</span></div>
					<div class="stl_01" style="top: 52.0406em; left:29.0995em;"><span class="stl_11">psicología, &nbsp;</span></div>
					<div class="stl_01" style="top: 52.0406em; left:35.8108em;"><span class="stl_11 stl_08">8, &nbsp;</span></div>
					<div class="stl_01" style="top: 54.6739em; left:9.4517em;"><span class="stl_11">9</span></div>
					<div class="stl_01" style="top: 57.0072em; left:7.0854em;"><span class="stl_11 stl_12" style="word-spacing:0.1em;">Carbonell, J<span class="stl_08">.,</span></span><span class="stl_11 stl_08" style="word-spacing:0.16em;">&nbsp;Carbonell,</span><span class="stl_11 stl_08" style="word-spacing:0.12em;">&nbsp;M.,</span><span class="stl_11 stl_08" style="word-spacing:0.15em;">&nbsp;Gonzales,</span><span class="stl_11 stl_08" style="word-spacing:0.11em;">&nbsp;M.</span><span class="stl_11 stl_08" style="word-spacing:0.14em;">&nbsp;(2012).</span><span class="stl_11 stl_08" style="word-spacing:0.13em;">&nbsp;Las familias en</span><span class="stl_11 stl_08" style="word-spacing:0.12em;">&nbsp;el siglo</span><span class="stl_11 stl_08" style="word-spacing:0.12em;">&nbsp;XXI: &nbsp;</span></div>
					<div class="stl_01" style="top: 58.3239em; left:9.4517em;"><span class="stl_11 stl_12" style="word-spacing:-0.06em;">una mirada desde el derecho. Universidad Autónoma del Estado de M<span class="stl_08">éxico, &nbsp;</span></span></div>
					<div class="stl_01" style="top: 59.6406em; left:9.4517em;"><span class="stl_11" style="word-spacing:28.45em;">Instituto 5. &nbsp;</span></div>
					<div class="stl_01" style="top: 60.976em; left:9.4517em;"><span class="stl_11 stl_12">http://www.scielo.org.co/scielo.php?script=sci_nlinks&amp;ref=000182&amp;pid<span class="stl_08">=S1 &nbsp;</span></span></div>
					<div class="stl_01" style="top: 62.2926em; left:10.0017em;"><span class="stl_11 stl_12">92-8571201400010000200005&amp;lng=e<span class="stl_08">s &nbsp;</span></span></div>
					<div class="stl_01" style="top: 59.6406em; left:17.2147em;"><span class="stl_11 stl_08">de &nbsp;</span></div>
					<div class="stl_01" style="top: 59.6406em; left:22.5827em;"><span class="stl_11">investigaciones &nbsp;</span></div>
					<div class="stl_01" style="top: 59.6406em; left:33.6817em;"><span class="stl_11">jurídicas &nbsp;</span></div>
					<div class="stl_01" style="top: 62.2926em; left:9.4517em;"><span class="stl_11">6</span></div>
					<div class="stl_01" style="top: 66.319em; left:41.6958em;"><span class="stl_16">30 &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_28" />
			</div>
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				<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:0.02em;">Revista Científica y Arbitrada de Psicología NUNA YACHAY. Vol. 1, Núm. 1 (ene - jun 2018) &nbsp;</span></div>
					<div class="stl_01" style="top: 3.6798em; left:7.0854em;"><span class="stl_07 stl_08" style="word-spacing:0.06em;">ISSN: 2697-3588. &nbsp;</span></div>
					<div class="stl_01" style="top: 4.5657em; left:7.0854em;"><span class="stl_09 stl_08" style="font-style:italic; word-spacing:0.17em;">Condiciones psicosociales en</span><span class="stl_09 stl_08" style="font-style:italic; word-spacing:0.12em;">&nbsp;niños</span><span class="stl_09 stl_08" style="font-style:italic; word-spacing:0.12em;">&nbsp;escolares</span><span class="stl_09 stl_08" style="font-style:italic; word-spacing:0.12em;">&nbsp;de educación</span><span class="stl_09 stl_08" style="font-style:italic; word-spacing:0.1em;">&nbsp;básica</span><span class="stl_09 stl_08" style="font-style:italic; word-spacing:0.11em;">&nbsp;media</span><span class="stl_09 stl_08" style="font-style:italic; word-spacing:0.08em;">&nbsp;con</span><span class="stl_09 stl_08" style="font-style:italic; word-spacing:0.16em;">&nbsp;dificultades &nbsp;</span></div>
					<div class="stl_01" style="top: 5.3323em; left:7.0854em;"><span class="stl_09 stl_08" style="font-style:italic; word-spacing:0.06em;">en lectoescritura &nbsp;</span></div>
					<div class="stl_01" style="top: 7.3472em; left:7.0854em;"><span class="stl_11 stl_08" style="word-spacing:0.1em;">Eusko Gobierno Vasco.</span><span class="stl_11 stl_08" style="word-spacing:0.11em;">&nbsp;(2007). Definiciones</span><span class="stl_11 stl_08" style="word-spacing:0.08em;">&nbsp;utilizadas en</span><span class="stl_11 stl_08" style="word-spacing:0.05em;">&nbsp;el censo del</span><span class="stl_11 stl_08" style="word-spacing:0.08em;">&nbsp;mercado &nbsp;</span></div>
					<div class="stl_01" style="top: 8.6639em; left:9.4517em;"><span class="stl_11 stl_08" style="word-spacing:0.63em;">del trabajo. Departamento de justicia, empleo y seguridad social. &nbsp;</span></div>
					<div class="stl_01" style="top: 9.9972em; left:9.4517em;"><span class="stl_11 stl_12">http://www.euskadi.eus/contenidos/informacion/5873/es_2266/adjunto<span class="stl_08">s/C &nbsp;</span></span></div>
					<div class="stl_01" style="top: 11.3131em; left:9.4517em;"><span class="stl_11 stl_12">MTOferta2002Doc.4.Definiciones.pdf<span class="stl_08">. &nbsp;</span></span></div>
					<div class="stl_01" style="top: 13.6322em; left:7.0854em;"><span class="stl_11 stl_08" style="word-spacing:0.15em;">Martínez, C.,</span><span class="stl_11 stl_08" style="word-spacing:0.08em;">&nbsp;Rúa,</span><span class="stl_11 stl_08" style="word-spacing:0.09em;">&nbsp;A.,</span><span class="stl_11 stl_08" style="word-spacing:0.11em;">&nbsp;Redondo,</span><span class="stl_11 stl_08" style="word-spacing:0.09em;">&nbsp;R.,</span><span class="stl_11 stl_08" style="word-spacing:0.1em;">&nbsp;Fabra,</span><span class="stl_11 stl_08" style="word-spacing:0.1em;">&nbsp;M., Núñez, A.</span><span class="stl_11 stl_08" style="word-spacing:0.1em;">&nbsp;(2010).</span><span class="stl_11 stl_08" style="word-spacing:0.14em;">&nbsp;Influencia</span><span class="stl_11 stl_08" style="word-spacing:0.09em;">&nbsp;del &nbsp;</span></div>
					<div class="stl_01" style="top: 14.9656em; left:9.4517em;"><span class="stl_11 stl_08" style="word-spacing:0.39em;">Nivel Educativo de los Padres en el Rendimiento Académico de los &nbsp;</span></div>
					<div class="stl_01" style="top: 16.2822em; left:9.4517em;"><span class="stl_11 stl_08" style="word-spacing:0.82em;">Estudiantes de ADE. Un enfoque de Género, 5(1), 273-1294. &nbsp;</span></div>
					<div class="stl_01" style="top: 17.6156em; left:9.4517em;"><span class="stl_11">http://learningstyles.uvu.edu/index.php/jls/article/view/25. &nbsp;</span></div>
					<div class="stl_01" style="top: 19.9322em; left:7.0854em;"><span class="stl_11 stl_08" style="word-spacing:0.06em;">Moreta, R., Reyes, C., Mayorga, M., León, L. (2017). Estimación sobre niveles y &nbsp;</span></div>
					<div class="stl_01" style="top: 21.2489em; left:9.4517em;"><span class="stl_11 stl_08" style="word-spacing:0.16em;">factores de riesgo psicosocial en adolescentes escolarizados de Ambato, &nbsp;</span></div>
					<div class="stl_01" style="top: 22.5839em; left:9.4517em;"><span class="stl_11 stl_12">Ecuado<span class="stl_08">r. &nbsp;</span></span></div>
					<div class="stl_01" style="top: 22.5839em; left:16.3042em;"><span class="stl_11">Pensando &nbsp;</span></div>
					<div class="stl_01" style="top: 22.5839em; left:23.6872em;"><span class="stl_11 stl_08">en &nbsp;</span></div>
					<div class="stl_01" style="top: 22.5839em; left:27.6692em;"><span class="stl_11">Psicología, &nbsp;</span></div>
					<div class="stl_01" style="top: 22.5839em; left:35.4275em;"><span class="stl_11 stl_08">13, &nbsp;</span></div>
					<div class="stl_01" style="top: 22.5839em; left:39.6792em;"><span class="stl_11">29-30. &nbsp;</span></div>
					<div class="stl_01" style="top: 23.9006em; left:9.4517em;"><span class="stl_11">https://revistas.ucc.edu.co/index.php/pe/article/view/1986. &nbsp;</span></div>
					<div class="stl_01" style="top: 26.2172em; left:7.0854em;"><span class="stl_11 stl_08" style="word-spacing:0.1em;">Oliva, E.,</span><span class="stl_11 stl_08" style="word-spacing:0.06em;">&nbsp;Vera,</span><span class="stl_11 stl_08" style="word-spacing:0.05em;">&nbsp;J.</span><span class="stl_11 stl_08" style="word-spacing:0.07em;">&nbsp;(2014).</span><span class="stl_11 stl_08" style="word-spacing:0.07em;">&nbsp;Hacia</span><span class="stl_11 stl_08" style="word-spacing:0.07em;">&nbsp;un concepto interdisciplinario de la familia en</span><span class="stl_11 stl_08" style="word-spacing:0.04em;">&nbsp;la &nbsp;</span></div>
					<div class="stl_01" style="top: 27.5514em; left:9.4517em;"><span class="stl_11 stl_08" style="word-spacing:2.32em;">globalización. Revista Justicia Juris, 10(1), 11-20. &nbsp;</span></div>
					<div class="stl_01" style="top: 28.8672em; left:9.4517em;"><span class="stl_11 stl_12">http://www.scielo.org.co/pdf/jusju/v10n1/v10n1a02.pd<span class="stl_08">f</span></span><span class="stl_29">. &nbsp;</span></div>
					<div class="stl_01" style="top: 31.1847em; left:7.0854em;"><span class="stl_11 stl_08" style="word-spacing:0.22em;">Romero, J., Lavigne, R. (2004). Dificultades en</span><span class="stl_11 stl_08" style="word-spacing:0.23em;">&nbsp;el aprendizaje, unificación</span><span class="stl_11 stl_08" style="word-spacing:0.18em;">&nbsp;de &nbsp;</span></div>
					<div class="stl_01" style="top: 32.5197em; left:9.4517em;"><span class="stl_11 stl_12" style="word-spacing:2.73em;">criterios diagnósticos. Editorial Tecnographic, S.<span class="stl_08">L. &nbsp;</span></span></div>
					<div class="stl_01" style="top: 33.8364em; left:9.4517em;"><span class="stl_11">https://www.uma.es/media/files/LIBRO_I.pdf. &nbsp;</span></div>
					<div class="stl_01" style="top: 36.1531em; left:7.0854em;"><span class="stl_11 stl_08" style="word-spacing:0.19em;">Salas, M. (2013). Guía</span><span class="stl_11 stl_12" style="word-spacing:0.12em;">&nbsp;metodológic<span class="stl_08">a</span></span><span class="stl_11 stl_08" style="word-spacing:0.22em;">&nbsp;correctiva</span><span class="stl_11 stl_12" style="word-spacing:0.12em;">&nbsp;integral neuropsicológ<span class="stl_08">ica</span></span><span class="stl_11 stl_08" style="word-spacing:0.15em;">&nbsp;para &nbsp;</span></div>
					<div class="stl_01" style="top: 37.4864em; left:9.4517em;"><span class="stl_11 stl_08" style="word-spacing:0.54em;">dificultades específicas en lectura y escritura. (Tesis de pregrado). &nbsp;</span></div>
					<div class="stl_01" style="top: 38.8031em; left:9.4517em;"><span class="stl_11">Universidad &nbsp;</span></div>
					<div class="stl_01" style="top: 38.8031em; left:19.4857em;"><span class="stl_11">Politécnica &nbsp;</span></div>
					<div class="stl_01" style="top: 38.8031em; left:29.1007em;"><span class="stl_11 stl_12">Salesian<span class="stl_08">a, &nbsp;</span></span></div>
					<div class="stl_01" style="top: 38.8031em; left:38.5177em;"><span class="stl_11">Ecuador. &nbsp;</span></div>
					<div class="stl_01" style="top: 40.1197em; left:9.4517em;"><span class="stl_11 stl_12">https://dspace.ups.edu.ec/bitstream/123456789/6037/1/UPS-QT03963.pd<span class="stl_08">f &nbsp;</span></span></div>
					<div class="stl_01" style="top: 42.4556em; left:7.0854em;"><span class="stl_11 stl_08" style="word-spacing:0.33em;">Varela, A., Osorio, Y. (2014). Identificación de factores psicosociales en la &nbsp;</span></div>
					<div class="stl_01" style="top: 43.7714em; left:9.4517em;"><span class="stl_11 stl_08" style="word-spacing:0.6em;">institución educativa los andes de Florencia. (Tesis de pregrado). &nbsp;</span></div>
					<div class="stl_01" style="top: 45.0881em; left:9.4517em;"><span class="stl_11" style="word-spacing:23.03em;">Universidad Colombia. &nbsp;</span></div>
					<div class="stl_01" style="top: 46.4214em; left:9.4517em;"><span class="stl_11">https://stadium.unad.edu.co/preview/UNAD.php?url=%2Fbitstream%2F10 &nbsp;</span></div>
					<div class="stl_01" style="top: 47.7381em; left:10.0017em;"><span class="stl_11 stl_12">96%2F2744%2F3%2F1117506714.pdf<span class="stl_25">. &nbsp;</span></span></div>
					<div class="stl_01" style="top: 45.0881em; left:16.5167em;"><span class="stl_11">Nacional &nbsp;</span></div>
					<div class="stl_01" style="top: 45.0881em; left:22.1987em;"><span class="stl_11">Abierta &nbsp;</span></div>
					<div class="stl_01" style="top: 45.0881em; left:27.1787em;"><span class="stl_11">y</span></div>
					<div class="stl_01" style="top: 45.0881em; left:29.4777em;"><span class="stl_11">a</span></div>
					<div class="stl_01" style="top: 45.0881em; left:31.8267em;"><span class="stl_11">Distancia, &nbsp;</span></div>
					<div class="stl_01" style="top: 47.7381em; left:9.4517em;"><span class="stl_11">5</span></div>
					<div class="stl_01" style="top: 66.319em; left:41.6958em;"><span class="stl_16">31 &nbsp;</span></div>
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