<!DOCTYPE html><!--[if IE]>  <html class="ie"> <![endif]-->
<html>
	<head> 
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 sup {
	top: -0.4em;
	vertical-align: baseline;
	position: relative;
}
sub {
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	vertical-align: baseline;
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}
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; } }
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.ie body { font-size: 12em; }
.stl_01 {
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}

@supports(-ms-ime-align:auto) { .stl_02 {width: auto; overflow: hidden;}}
.stl_03 {
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}
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	position: absolute;
	pointer-events: none;
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.stl_05 {
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}
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.ie .stl_06 {
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") format("truetype");
}
.stl_07 {
	font-size: 0.67em;
	font-family: "DPLPSL+ArialMT";
	color: #000000;
	line-height: 1.128472em;
}
.stl_08 {
	letter-spacing: -0.01em;
}
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	font-family:"MWSFHH+Arial-ItalicMT";
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");
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?#iefix") 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") format("truetype");
}
.stl_09 {
	font-size: 0.67em;
	font-family: "MWSFHH+Arial-ItalicMT";
	color: #000000;
	line-height: 1.128472em;
}
@font-face {
	font-family:"MKFGGN+Arial-ItalicMT";
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format("truetype");
}
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	font-size: 0.67em;
	font-family: "MKFGGN+Arial-ItalicMT", "Times New Roman";
	color: #000000;
	line-height: 1.128472em;
}
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");
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+i6DSK8S3tGv/I7dU5LCqfHQJqDokHrA6TF9tYML2ncH2mPGnV3RDsMuDmLQNPXRWNeg7zsXuolWLht+kVwV1rkURpgFKZlL93EXPCpqwJE5tbeaZhQic4i+Syf5Q/AOYFPhX1GeGWYHW8a3Gg5AEl4NL1v5sRAnBEQcMs3LXsAJtGQrQ7ouuidrmns+e8gBI56mifUtOYaayq+kkM7YRSkC8ndLZ6UeS0cRE7ed1UcoIRtlC78QnybKguc2EHJYeeS6nb1omPqgT2o7khrThQzKohrUHW0DPEkuqTH+yqC+rFXSoCwo1WKOfEYk+8ICdoUG4qs174/F1FNZElNAUQafrDpxxLGyZtZKdtANVjT2F+DBc72bOvEYmJU63hRKnE1aZgIAAVAoX7K5YEdFYtpWHWABCEAVxCjlVnAw/VQIa2FiL5Z+G1+yEyCDZNkZao5gzezLx0jTEAIxb86SEcMqJnLJ6zzoKewKH1Qc89qZJ80L52Zk8RyQzMt3RjlXYT17TgtY56LJrAosNCnxu0Rg5qAtD6RKVSzGLaKwtiDR19yykI4s/FwDiMA4Y3exUkjA0LWlvzTxGR9iffKtgQieM54KMjfTBLhAJugLkMfxjmJ+sxK4PdemdiE+hmWkDPBzJleJwC1sQ+E74AIZS9Yi+JZbxu6Ilh48112Al6xJoYA7o7dFlZi9ozGpssRkAFyf/xnIIhRBRmXY8pbhq8sM+w2BqjgazAr9JEY1xYMswOjCEurOxhEpzC5CduRtyKvNwUKdd4DFqb/umVuiQDnTRvbtAaw2kyoyuxgtWE4LGEaF7MOPM1hRrj94KaO8fHTVZPXVOiMO4AcKAM0Kumr6uSyCnXhKb/ETo0Lj4eLj9xXPVzdMdRpV04XXv3A6ryCNxRVu0W6RfQBZSKPoNPVrzfF2jSlR91EJlsbgi/ncqAGvrIozXKzCrGY7LFbeIjZtqsTuzftePEL5Hn06M+YD/F/yYLAiTXJKu/Fp8y66eeVi5xeLmZI2dxa3lY8f7zZxP4NghOoFITWnlLRglBEq7bAgpNVRtoTzGxeQRYQt9iZUCXv/EiSyhn0Ql+l9MJFAQ/GiGEqRtgCphQ80pATlflaYWKXLUnQQ2UafQt3ezMzJAN9PFkXu7twzfIpAJofyAuCdIDZkaYzoL6qArXJW/+I0OEEgmCJqRwL2tUgOlNwORU3+g/CRmybbhHA4yO417NNtkMddOsMmyZonJFjtFYA1q7qHipgjRAlZ6RgoaRJnVocEE1Nn7nEpidD8sR6RJgInf+oyJ9gC0IUoS/c1BfNIOAmOzXvzFBkuISKSEIePNCheq70Tn0II25AqJTqD/xI6VUuLJNUTEWGGXZMaeASXB1ZTKULpJ1Sip1lP5ycLc6jtFwoB/sCdOnzxrQV4YmAOQ/E7/0l4YdpghgEJZnjqFI5aJtLlt5pnnmq7aIN8v6GtYhZA6QwDsdZOfN9JSzS6FkKHCvmTMx9H7yLTaYlZcLtf9H2bmXwRYF9M0KPLm7kgQqakUIVIdErFM0E8X0WgkWtCGbLTbSGKKQPEaoy7nS7XkcOvIYxUlnL1JFBDlKAUeX6LSoWEsRTIt2wGQ0OX8dqCuA02nSkmdh+uMK8QEeHc+zqcqR4fiDzPRcU/kmr4IO2EBSmd3825ZawhGhSn81C6iwMq7hLpVndT2dYY8iwmmzhJ0KuubqWhGCKeb93YlgACK4ZypgaMy+dk3CQSmI81P7pwIM0OIZrMUi1KEEGSOsSNlYJz8RVDIJhXgzoUiGYoH3UDSTHpSyFpBB2US4EuL4m4fHbyIngdx8HephTT397pBH8nlxD4A/Vr6vGp4bBTB5zZ1u9TgIMG/id6zqQx4pN0AOXU0dlcL83KpPy2QuSzi3mN6q6wsjpG6cNS6R/DazCZAPybTQTx0odRbLXL/HxpRND0lRg1ppM91pvClbeo2HeWqjO7ABXFs60uwKA2WntS79UoXSBPbQe3ImZDMzTqD0mEpqjAPdgw4M04cYDKzNlVBD6ADAOVbNyhcHBnZeiUQvASg/j4I7/rGbeEcx8oP+IW1A+SGPhYMPwMzpIDg6AbeFJAgr70c1hKEqO58ff3vQtLD9KubpHhPL0QIfgnLMHEwyFqcQpAL8MYtp0ApZZIqV/IL9Om3OEzrqoq69IDTrrmJ+srL6wcOrMgzB+UjPQtS8ELGK3vAJ4fsuFX/n8aCgUr4PVcysTQPC6HknUbzuEqpoptHMOU99MRatIMukoptxiQsXkK5gUmBb4fGvGbTIYFGgNxELRhtXTpdwZWGi7M6qI4lZfMs59QWMQIpIQEfTZmoYOBljaaAiaE3CgL0+LMsWgebyrwZIPc+6Ej/7JCVm4qc/J4NwlRvRrgiYljq5nzfBYj9m2BjtWHSxESIFUQt+9L54ppx7YGdQNZMXgFMzcAXeoIFKfQwOHLVLSeFtWgWZ7PCn3mCbQAbSkmsJjB4DTKY8XGwinhraK74Kh5Z1pCxmjHCnlWHfLfKFiKJ3i0MUtMqSvSo0vLuKkSDlnemH/O6gQ+h3QNf6YoC1naOAb8aB4E9FOP4lc/aOSS9ql5K4B8mg5tLwZQ2IvQOO9YGTdthxGj1nDaeR2BtgurwRprdYCMmT0Oa2B47X+o/EQmHgU5SuYiEAXf7OwPCiiJeMNH3WfRXwGpSQAjHr3MKxui7j1qrI9p2eBKHZukcGKOASpqrUSJGM3KqA0eJxvYEEPcSPjhFMJX2/aDFvcBfuCtybtya1gdrpO3oga78gWhJ9mUGBXZxL7auUzCvi9gHc/kFKUGyHuljoUlmS4iE3MjVpnVDFc2YJgUnwYORVPveiwD/+bZHmCRc7TX/SP9ROxy4bdfiixbDmB8trXLlhvwE+cDKK/M9vXD4k52VFfKuE0mOzIIBbk4dUl3NQwN1jFz0Ifo+MXfrlTjDsFiwKg0seluLocXB39E+hVW+h+JnqvlgbvANYdPHfKJZ/cdSey7+rGBpcFHrbw0FYJU4VTt5f/F0Hl1mwWLZgcUF1rbyKNoIMhMXP1EVUB2EfjW80JoziJISKjMWjo/+p8djGkhjj8AsG15zRrHMhQ1KFC/kEpREogyIwx8IWTyRt9USPgIQSaCUbkiIk8YIk1/Kzb0mW4ckuQyoGZKiyKbRnMnV3RMkuwUms3SDMQ9Ch8cahHh8Q/n+RmQIzHvNIwgV0pWWDhAZ7FkuIEabhIdVJCfLkwRW8zR0UPIiqZVeXzOoYLgRkl8Qrtsah5ks1JAKAqcqqmSM68P9h+XAJO+NG2/bqIhMIGAoItJR84BzxgC0Gu6BU3I/rADMQt8EI0PbEjZA4D+JSglgB8jHibUgLseo/7CpuSmYWxnFqEuHQtNCnP4UqhcNZ7AHCtoNpSW4vqlVBOJR1rK75IVga+PPT/uz0COz5YOQnXm/xtxfkTCi5Ip76nQ0xOxMZSTlL+DCnkyJxMND6YOIuQncw8LyyBrZCgw+hjwX9cJ+0N2J4u48xsqEzcjviMV3Z2AEvVpVHTSLgq2WaogGuXeIvEyxqDQpmWjX3NOiB+xTNhkWkZHb+3wCBodKu4NQHrjkdbVhOp02AkjjxzNVYA3+dXxCE7tBckgETcRM3pYf4OrL6L5TdFXQMVYQkiFWpsA3+lqPAkKjyIDqCtiGsBXdo6JAvHm6C+g+ejuqOzbUtKgpWjr1a5xsO7rE2QJTlZjuIpFPiyUHnws33ChX4TH/SNZpwI9nIJ2Su0zhKOuoaK9tSd37JJM/bsiX0c7JPuDJAxETguBQdkOwDHiTbWPdmMLR5HVLTOArU4bZR44Lug1iRxyFKidsL+OTC/XQaOJ8blDt1fbPiJ/cs6zJ/il6Fyvbq3AwzOPAVWrs+UwuobLhJ1JVgbPoXe65xq5jbVuMvyiw89skCsBM5LlbAmw5wSyvU8FNNSPWiEUxoVIFwq9YOKYQi2Qwo3vxTssWUeOqp5LR1EYOcGNPreYapOneHSQLIMrhSVD1KUL4/2mOm2es1nN0YxOkOiqmv9LagxoHMpS9Ea8eNKDXgqsZS6vCr7V3adY6qzWPURK/93uaVsXpXyQdnyW0xe3k/L70TWG9uQ0/QR3p8OxGA/AudFywEcKNrPrrmrVv8utaLWSWQpWR2ngrgaI0z6IWqgReRekYnCKlppU4WEsEjog8x5iWSNlUn8mPJMNruZ8I6XgkK04Ehitqp68Cl9Qpgu2GMoF74Bc6AjMKAjRmwTdCfN0ev/7ErHKozEz886Xae8IpByUt25XGdzBTmr9DIl0HAZJokzDrF0i6QguYUouJbmpQE+/hCxh1keLcnJsrPN1I52qIMwQgiQpJePg8iwNYQKxxMwjl8CncE6tiTYsRCdGZMsOAQKmEDoKz8r7xAPEj9prcsGUHxWRurGyxyrJ5iEM4MyIjGfcUfBqtIB3zyZzzEezrrPv8GTUCdw783UhRcpgg32y13HArFlj0KrM8e4smCfp+Q/xk43g6J4PTf6D/5thhgacbB64gfj8tVVmAPfT4sGLVa3K8imxFbIBY5cAcoT9CBd8CWZTQQXvqvjGgyk1Il4lK9VIiGzX1maaMVX2kkjkyjUfBe0WMVr5O7NDTcyUIN+tJ8mS+NRZs9Rw+JuXzaXMWZHyYAGgoE8uSIhlvAWRKWFx9B3GC1mtmmfSoNXLhJ00SUBuxHDMxdSshk5CRgmHmfnfPw6qEulzefdNR4N7aKI8gfVsn908/8M+HnPJKVHB0L767IiFH/v8qNEat4RI9Q/ZtnzHG1cM34hkNXp8ncIGw40VtlIcpsEERhLI/WK1qbKnoeHDgghh3v3yeRMIkvAxCeLgxBxcKGvoaiABoSmZ4L3xTfY8GAmsf2PNCxULsIFOPuiRYkJbu6meGCoE0HGxQ1iupksXcpjOnw1ANr/jL016HDIKhxBiwHsjZUYJcR0OepComBSZikFaU196+DM8wKTLsjO7ekdkMwMSgrO6Ccz3YK3xaWfwIjUE61rjPvAOqAFATB9J8O7RATpzrkB8wxvlzianbWDnvHTTlLYwnVELmSKBPoFDulxXoeCUzIGSwYMFkAWATtr4zMH9dDW9Rk84p1gpmFj1/xlI+QhhAHTg4iQ9/fkGgJA0Ckn8wFDlh+/7s1XYJTU+ocCLYpJTldPZrKSCX+0aXpEvAwDi2XwFEjVecXibSzXEIikvDm51RBTkFDcAy+gJeahatT21JYI+6c1iGSiSG/GIWN8iHEe5nb9JWJPUDX2ghDIZ0f+gxNFWJQhlDOpQadtEdkBM4vguilSyaiDS4MIE1GRUPg4KsKo2urLCmUiLgRuUnhbewgXZtizJ6TIUeoKsW+FveKHxXpfqHmSLwWy3iPmQiFPGTjTyH+ooSMLYykoPUHlCjHqLSORzNoizsXOpSmMpnrO5SPzCErqCrO3Qg+SPSHaXtWYngi1LCgigrfhIQxOtNTMGitDfwKRZ9TYXEUXJNMSfaSCJN7KsbUUNRWqg2+YYHzmnmsYilb5zz1GXGvoxmnMpXMQotaRbXZZmx5l5CxQE2aeou0h5kM049Ig6EDqPHaVDsCw67hlagZs01RW4rsFZJhaMBX6KnIVd8Az3EWAGp0AHkmqKSDbobHMHQmG/A0ghLBa2bYSkwFMgeUU1JNIDdAX5gL/APT4L/igXSXnw1eDeIsempZC8WOj03bu8N/AQcDGokreBDwGURm9NOxhgr4G5sW9wX8ADwEhLJVYBjcJYj5bmnYduVrDc1rdWMdj0sDQ8JQWA9YdiOTVyjAC2i9tIs7q2GUW1rbF6xkWGEWtkagFqJdRDvr+AptNfE7AlSjUew62poXKF3Q14IgVaHVQzYPCs1D65lWY7hz0fMtyLiQ5Ryz7IzIGWgPlZZ3mwKMByjhoiBbgVjzBQhjRvLx45Ro1WB3tluR1e8fdvGGyFDAOgHq0B0f4WmkcNsHzTl8dS5fhNq5oYBOdijX65ilCOlmwmNXWdzJrKJLI6VYDGpuedbyueDR4O3g6PLN1BJcXY4eY2DGvgy3+5sSyG0hulijrElQs2fvsGyFEQcjgkq0jQsOl4ouP3FtTddvXmC6rmj+ittNtRJPdOCSFzUzwLAkCgoqJKxcsY+V8w7wD3TIOBYWTCjHWOnfFBQ1KdomHf88Ea4iCG4FhRgYo1mk4/+QyQdoUvqQYCP8AG9vzprmhIaHMwBjAKMB1hJLKRYdm5lJWTdvJYHg4VWFlYpLFGIuQT0Z9AH8VtbuiUxePB70zCBPiPx8B1UhoanIvxZhKX0+zM4xJiC8WUBaVhfh3dwKRc9dhNPVvhf4HlYhgXxbYlivm2fgKp6mYkPTsF7gyVJqKkwjygOMM4sxyhzwK+J1SfSu+QZwkjjRGzpNp280toCgqkV3pg7+h/8SYNVx6kw+QuWYD97Z3dyYg1lmJRs9cetwRpvXadFurcW+mTGlgk98bbcR6LexkYp0K+Rgg6Af9NUo/oM7JuEctRHVTbS1iOeMfMzmEi/7gLZM9NgRZAKG//xvXd+OQMrJTsJqIxAMipqGPtH0yn7I+CNDdeTQDZJiYNtvV0bz3rcYllCN5XBo81yexOrNrsevD+RoEFLVImOKoQJ2SmVJCN9kvEgXiHEe5Xd8TJyhJ+J+bX5IjvEHXZtSxEOWD1tVDOvM9FcZ1hK4nvD2I6nD3OfLWdf6ITEHq1mTxqmZrEhUhWh8fnfK9J7ffwZ8xOfz+xk7xsq+58aZJrw5bOKiqsyqsvo9f8dGGTI8NU1pXv3s0sneR9BjBnaytpStjxz9V8+uJuEniM1pKrh5V4IEx5t9ZCbu6f9gvtsaxwlLlkMSt1AR1qV0GzCdA0ZLFRrQEpPOe6fZYAKIblp4Yhto3EPiKIJguO1plerJaOfMXuiL3cspwMp8r5i9xrH4z3TfMFhA5OxiU1FaEUmN2TYlgPMXmclCWZo8qExguWBbFYbfVCpxEf2udZxSlH0djwUvCmtSUPTimqeQih2rKY/mYcj8hoxLwRtQMHBJ7r2fFMdb9YDsJAiP/XoVIW0MGhx3bLr+jIsuVIg20OGdiFtDXkkqzf808YFKW9yEwuDAs/KorZ2WmDu4Pi7qkVItkPNQUPP1dX/TrrAqbsaO7thlNwpBLj3FxTccKg5fLwUzeplFFkTo7k0xeJacuiq0pHKxkqllXf4PTs66NGARZo2Mjo0AlHWsvCKwzN0MDgRa0BFwIKWMMM9vRvj5tUhSzxPJ3B+HnT5SROhlxvo9gvYDqIWnJhKNMy/q7rNbrO27dpO6BcukUqFGvIwz5tF9oijFUiiVIih3E8QN54dfipt0a9WPgxmwbu4Z1L7quyqJDMwDLYpRP2T/SkzwupgoGZC9fPpDs71ab9JOplIPLOz6mHprzfTUqaDxzzrJPDUY1EG0FI8k9EOeGU2dsKUO34mpMEm02l12zT4LvVd5czRKhkWO15VWCGxw4n1qcSKhlXXk2sFj2SBXaz2ZZXGpc8ZQo2WEMZh7Uzyy5SSmeSLf8q21+XG2RUCWEzmBLAjNGg6fjKyuHsGb1Mram2rpiKBKrIRS9vf46pf196Y6/Xo3wi8fjtSlirIJt7jfhWTGH75Bjr96tDUoHPJH8KwDWdiG97mUdxUkEfbLzDnN6oeMsQ8AsoLRMGL0l/MZO3dO69Gu7D6GthPT4Wr+P7kWJrWwqbCWULFZBJuxtN6eTBlqwY0QExGPoKwFCrKAvS2OEtouRiyHTFbBzKElarQpAvjaw2+QtlHYldT2SjB2ZoLItc/DgChHyWoOBjGrs2GLKcAAOjBtJZjyJagoJZutifqBSgtI7sTFNQVlRBOjhXUHFMQnbUS3oZnvqarGhr6eCc9Ugmic1FjFRZRThHk6QxquxK+uFjEc4oKwWTTOdJg5mjmvjV33ioultHLSgbZCiLG2Twz4S/J559QBSAdxHKET7EhmpGJMjQTiwrJrE0zxlU/Pvqqyy049p8rcc0S6DXmfLpKaDpqFGvsdRbvgDOXvTpV4AP0mFtnaSWjRbptBXfvQXuCUuUv6rQy07qqgtCdR9WcMN/t6ZGMEDon8L38LJEBfmh9N0uFAyO85+B1/jbEGTmnGH4NLgBmgpeuXox8OETIPXyJo1F5SAekPHD2h/uKkeqSOlEEJUm5/L2vXvYNCpEr1/h5cJWfCCUQOcBy0N7eCNZuA94FFBLw9cwyNPbK0KJVwKEsu2nWRBTbakTNRn0UNW5+RHBeEshAcrEdFxg6zDox6JOcFUVLYKwKAUBkCI0fPT6vPzORDubmzBg+V5uJSi1ppbCpJgaCSqmVmd3EnyulvooYuVoUaWYp6O4mGeEHLGrBFFMaC15HwoFdGCiqas0lyToBColkyywEnKSBX0cY0SqeHJzYriDchJRKpE9wvFbjCEcnG/dJCrigZ+7NhblxEx/4LTJDS0OCQkN3UYahjSFYCpl+dEEoZ05qAFmrakzolzJuCC5b+gdXO8vXKUbPPLSGvw6ryxotCNWQeDWYSEV7AECKkv1u+Gto3itdVwhwtJmt0TgLLYQ5WdA/toT6IPc+CU4cCX8sN2FUYBEFQdNdryQo1PbvMZ2MA5eir+QFRMHEDn4nXAWaLEc4p1/PkFj4owFD0d81PxpDHPdB/gg9Ph+14L2aEm8CgHwFYXAr556/NaZjP6CbB0WuUXfzeruit2kIz/BnrYn/EiJuB2genO0gTYhQLTKf7zO7x5TAFRNIM4EqrMaMjBOseKHh4EWIP++V42VbiMgFSbvIB8hY6aHWp10CoXkaCBDwBGcjr9SELyeIG1cIU0+jWnoi7PJQkiKaWgjLsJCsnmKehpWwG3oy1+F23mY0PCBQSSPCuSJgUTFm95Gx3oO05uFRQZC1+AYs1AlOPK55ZOgPbi4lgYnh/xgFNiCUy3P0vIhhw9Mn2zsgXKgQAMSq+AyCatjo1/753++FydAM/hjMt/J6bFLILjO71r2E3stZcU356QePL6RfhEZbOjKgSrRh5D4AOYRJ2YeP/KxoAgkQtIBBb+Y0nKlXpgZZSKginIxsiipqyE8VOJYLjCHk//pQ5dHtDCXgrXj+0sFx5PqpV8L2BGQwYmUjwkkbNSaG/MF80bkz0COB2lfnhcmnQZ9xRycr/deGGqyT+mxUoF3XGBfEFJQ4TYF07He850EmRyKBRaMdwJBkmSR0vAn+xV5kJP5L4jOkEk5KW8y3dB1CXGLyfk3bNhInssAUg9H9uqHOoSnEBnhloiFMb0qzDp0FtEvSiceOgdV+7eT/xKpA2og7N90nj9VThYBotdp18dDAydQf7rprYVqwjxiSDpCwQ7jL7AohQNnRnZOt8V/qHMK/xc3ueMZiOtrdQWPsNrKaSeZa5/RKFWnlvTEhxxTcElHu+D2LEUGPjVTeh1Xlt4QPKrXOalKazDVOWBzm6GaTFkSP0wCMGS63YFhGxAsQIgwoJ+hpnIkObyeuWWi69259IKTH4d1lwEsWdNgzBlCaq0QU1iGCAsaogz1W2Q2qfvassKuspmV3HMoPAYxKTFKqzbTWI8zkl1POHRDVYcu6bQOcnHwB1o5IdCbtvOnjGFCEzcdY5HPLkD1BhPiwx4oEdMsAbCRhH0YmBqDxWAuzmqLw/bDPp143wsmDEKVvWTClOiQBI4lrGFFspYOTQJTgNVvc9B4fV0bCr5iKCbc07xGLt3l34CSWOnbzdWT9LMFrQKlqNfBEv2LRGiYA86UVDiNVuiESJUIIwwo80rTNmTIRgWG4g4PJcxyMtEsqEbDjB1IJQtFG4uo5tydVmPniVIoo5qI7yNKb+kSWWbINLEfNJOxNdWH2HLGluGcTa4flOybgIqdgZBotwN0IIO24JdlTf+GHi8K7/amg2abZ99kOcN5F0HCQlMkmNWS1DlFScmRVSnsAAkEmT9j2IhHVFk7nIVYIEzSDI6kRT0XKWejOmv6IyAZWhZ6dofau6AupyXiYBg/g1ITIBeFpB0syoQsgs2ZIAQk6hH3pPPlJGAfMMsi04vKF85pRFuD0Tw5JBG6spqpjIt6FWq0zCFUBR8Gu4VnVo/xacOFR6uwtKFGwojIhwozJ4kO9kLgDkkZg6UmxF4dG2RXKArQdL1woTLessdDzvsR4FCXphmkyAHmAhseqfmVljVM/e+kV1Oc02/N3rscspvYQ91DcC+L1hyD81xd+3j2Hc0HNqYNN69utp585QhDrJRuBXnpbZDs4aqsKyMV5L6SSJ8oYMABRigIzuuFjNLRsuCxvTxoTOJBo+P8MFriRJNf9pNKGs+QhwDA6ecJmFAi/NGXzrC1/RhXctrKcc9nMAgZGxVBaJdAZ7xj8+/WDri/Su2rt3mb6uHY5+UxVzSkxuKk47NMMaDoobFABlETDIdOmgkcMS5UZtBkeP0DAtFgYAn7D7BZu4KZXFkPEje8IM3s4aIcDXh0CJB30fTYvaCm4mujgWcpXdyAHK94q3Bw4CP84DgiKeLBVACS+A/xb39Q72EgzlK+qyQznGFzDmxkW0Cv9+QzTs2/KZoEG6ocIsbCvXZ5QYQd30EPZxUA7t2yyF2J5MsWF6c10ErdaGmR/AhEbbm7bjUPAQCMAR1cq07YoG1nwxISenVcGPSTOi4z4WOccgs1jfy9ya2V3IUo0CRfPH07ONfP+mF8s7Qgx5Dy+vlWaTyYXoOXdxH9OPQ6r26Xh+U9J/nxFtFPVO3T3GIZae5JJkeDq8KpIA2Wwp2CZsXKR6CZgUHQcC1OzYUSgCjrUC6uOTv6vSe/IfhHUBkRIujPEADr97XPhU5v5ASQmv/o29LlgflxW8RYBAtgVGXY7y/HWiMFpfJhQ/BErR/AkI7hHciZivLJlj971bFwVgrFxGt/cWwgZDtW8QU6owZsFKlMlSJPWRv98txo2GYIjB+y7QFVmBwpZVuA7/B0uLs5py9XzeXlSjT9pBDyGUsqPoRlPFs1I5slMjHQejSEnZUQCViLihsmhKiStwf3PMnkuKwaRNcxNq+GwVsjL6SVDJYzQXFhDXSCHCSC58IbGrmon/hnwhw6IK7LLQ/XvtNFWOHHuO3VGKSFUCRnAkb8pxpoPSgx7dfacbhIGyiO4tIqZAk/t/gKtbdFScTh20LNFWSbWmtRtfJ8lVP3EWo/nkXqyZXktXyrWFAaxL4pdq0ARLcog1SzKaZwvsuNUk7l5pMOsP7xvuAvD4n00EjHpnbZl4FYJROBE3sL2qY8+/yz00cGy/lFVgstkv/jEQJuEFXssrRXAL+AYOKbY+fEwfJ9V5CENrRKGQIWtzQAC3fgHf7ao78WbiVRYJlomVtB8lGH91wRsZAhWAOgyO25peLA6DKVAYgmrGowHdkFM+6KC2YpcaARYRI/GVuypxgnDTolIPAVADgDQIaNBRvUuVUSPxFgQDFU4RfmhSb2x6hs75AXF3ACbxSrTOcS2lJGe2xZbCNOAPO3s/khVnQ3EXRN4pz2VYhIUTEeiNge3pUUxpng3aq5IqT4IGCPF76JErJtTWIk09tKU9H+Cw35eBqHHOvLXvhHU1jmX+KOb5PrQLkPjFlNtXY4Nhko2ozYQPKiO2RNT4AAm9hm2GQh2E5qu0SQw81WX+DMatieM6AA1Vk4hP178fmlLSCRN7j0+VNNQZUEpB/lqpKCg6WD+343X1IkCbSk26K1BQJB0CJtbaQASaik3PQpSr6IRB57mGIkl2Eon1hBRCV9xx53LkZN+rng4hSGbpesyy4Gnrg5Lbt53OBTCHEoCNFpkniDT1olqsTwhU5IaJqPpgMtiSmUXtdmBDgJUPgaSbYQuEJZVahGAE5ysdUhhsRhVVc2zDOjzYINsYfdF+YV5x5u0eS9TWWmZbbA//hYZQIBMTyJmxWq4JOcopG8EVkWtGgQ26TC9sdi+Xj2zGnoka0DXyh/ikRHvAMDFj/BFp0phRH1HOADOa2EO0LDmlkLlhRiNGuA/aLnujRKLaveTCpppop1R+gW48UXLhXPTIVGnTdeHUIPUjKraQStyIKtU1NRDNcTkNqiVVGIryKugP2+stFpqK4WhMIehdBh2hEM1He82cYgtRl9UFtha2CQvJlqnUrtd0DQNStaq4RkPcUM7QYpxswEvIC9XoBjUuv1dlxT++RY7ki0dTDk/ucnbZ1CU5nniDhy6mewEUWNveJP+pIkYM9Ns1jBySHTURVYcU3F1DBcBJT6KllHGnEBV0wwzuf6pcCdXkKfTeYzEoOG1ld44UQvl5FFTzwnftmBKXU/V/vLxmNC/wkaBCBXOf4X9FPGGCKlSHAfyrcR/VULgWG48Qb4K7OxdELl5Wr3Kp0z0XQwY+tL7CHcBmxFpV5pcG2Z6SsI9iOXE6oswcaDuhhn1i+mC4WXyvKoAV7mDP86jwcAHiYpG1o+BZ9PNvJz2yDH8gI8cOM8N2yZyp1DR3MWKgeoj00UIVXXq74wSnrjxKhqRwIxGToFHKD4zanbbuLFofN4Y7KVM87Ln56vU1O/MNCcca19hmCc+ne+X7XXUCMlO3Bu2TcU02FY8cXT4LTtvsk2fDKsunSDenbhXHqljjx48BHvEwDRNGjtkczDa0PQQoL3KzkCchCQOoNwBPzEZMohII8zQBLS+wO/EWAQiLnIZ98BcFmQdKpPmaRd5XRLaquAku6GfFKbUSvptwlcJnY56xMxNPQek3wRE13h2h9UTRaPik6qDTBoNJEvBCVLykwK9QWDomLJQWD4PqFYlXgKM2us0TpmHuF4N+qK683QrMiUqRXm58QWEkDk7gJS1ZHFeW6KoAGJElWnGCP2oJffclFrxBcFk21P20owrMZPBglWElI1DKhgk0mFJ96dE32hCo50I02JLGIKGMWYJMkSkEGReTBZBBGKLN1Bbg5xsZFYJJWBNbfg0ai98qRM5du2fNHyKvM0O0EFb2g+WEuyArEWNKLQmTKiLINYEDQ13VapeGgJruBMEAlAGi2FoVGKPtMhEjXSOVoE6dvw4p1dUk9ZIlBxzYzLoB6ZhXqZKfSyE+nW5nEzrI1npxgr9KDS5z6twcJJaRBm22wDrPhzILulBKbidUUsNc2NUXv4qwHirKL6FsJFqsCAqZtfEgwgSiw0BTAW7+zww/nZyiMtj7PeBfGztC6ab+2ECSkdD5TKFxKReJPwdzI4SrMS2BF/Hhydlm7Xy8JO8zdKQd2SZBtMWUkCYwq/HUt4p2EgmepoLkBqklWyF8tx5zMvsjxtiqXpu99RPJU0Wx/rKxWLQYX4h1aeHPgrC4uY4syq1QCoQs9CeQmNbaCNEoxVoNavEbsSzopVc+Jr8o5wosGB9B/W0PdQuTdojZzR2Ge89KlKcbi2CXBGjW2f2EBk9OlMm9RLzYGspBytgreIAhiiw9YAtVScNzdAGjbHxDMiUjc5iRr4+BeKZgekiaMf60xEK60MSN+icX7OkehVpRYE8QePLB+1n3qOq90ub3i8gjEnGYB4l14dlFMQxdAGO5JvSrp4uXvMnkWbhQNnrm9H6VZt6X83p22TDLAIQZqUTRx1voLp0VsCZccZhMg73FeOjoHEIHR3FGweyRgiRI6T7aokDQ3IzxZIryIKpIDi3isjOo5SQgBWi59Gk5y8Or+6H2FrNkQ7TcFvWXYOJkJwFEX6Iz5xgZkfvFwNVfnCAuWeFTIbwWfXndQBzEHHVPpFJLHSUHhXq4ZhfvLClRZxw5MfXyn9DMdZRoQR0FTtX6Ua20CH2wO1j8kLDJmEl6PVOeHZAHI4ynPLDIvWIRcQg3wGInOdiAdqe1cGJgBWMaOyAoMD6myTYdvgjybRweLm+QZ+elQbw2KP5aDg8kCKGvUwyZDW9rPhWA54Dlbfo4ToJw2ZMBoolWuGGHKBy28fgWWFWMr1L2t/k2QtFA0x21Qd3LFNqIkM36jc+W+Y9hCgqemkThQSC+UTF4XRUaIK7lQHhpMdNYawG2Aa4teS3EQ20WFsyFexZUIjEA2kBerHid61BvtDyKpYjgKf0UPF3jGPsHe2nhbIFq31lFNpzDtuekC8YLBzU8hCFxevqiz/wdEuv/9rqYckVyDccs7S0rw09fiaRBjYXFp+daiPtqsJs8FQGY0WjsiqTtoTb3zV2qBVoiU7IwLkuZ4hYKsE9VGxjRHC1kpxYjWIhanzpH2f/D+OGFIG8cWdFGMJw7ECIO9+6WTop0ZEz4//Dq5awAxZcHN9JYAYssPC/qHg89KIjIUBAhUjuUuSBAvg2SADSPdx1Mgh2HeRFuNp6nGtJYXwlyeeZm/2SEM23ToKqC99zABv0NQOMbYZ6C/zFIVdyDTVTYg8YuA5XWFFgXLXBagK4AIGA4EQbsgAkkLR8EKVuCV9ulHX6pkUM4WhHqmRIoZbC46IOnZT5WM4BAwgwE9uTQgnYc62dDPASGm8tMS3KQo8WKAn/oUIsRP6AtslLE1W3eCi0ljC1Xp+YNYcj1azJjpcvJX8bh51MGQ1lDlObEGlRdH6yPah8VXpCjRDjmO75D/InKUWfuYPKPmLJDS2jb0EiKWTBG1aE5Cyyd2zMW9eAnE/tHMhT7QmPQP+FR2REGyrautOsKSvtH9Rdoy/Evk8aZBF0kqk+MZr9vYEHLQkZYpPKfehF/AED1dHMbclLmFBoBNWukhRMLodJvGwEGKpaQPfJ2cAhutshkW0AcWK3z9BqBzZIZ0SJPxAvpJAZ7CKKylIrZyxeEG8OqkkNEg2Cg2Gkh5WOuZ0cYKvteDDSJAlFZKBHdDKlYmXIuNzWDeNDKigpwIggiy37VXegEIgXXgs8vCLwhfdBKxpLCC3OviiDpIeroR1A57JOQXDDkvJ7cwLsTJqdLyorJLW8ntTVHMkaF57wqi0TTjKIwLggIQv1ryMrA4ijiIAsQPU+y8UnEsAIFq5LGJmOkV5DidAIgC6yF8scDDfZ4ecTNnmQ4aYb/tVvKrea9TrSqOmepQN8r4mlmCEDDRHp7wLKrFxAYLuPTpEAkxFWJCajwHWGHRXmNmDUWzeS3kkmpsE8s2IyvIIurjywkQoDdWNOzeBAzlXDcDTIi4RVw9iQQKCBqzFpiiICjR91ZlKEHrxgf5edPCyMgKqynaqWxscQZsqBLjcfzL0XWii2+Uhj5Zo0lVcpD1IWlIT7huUpqqLmgARwP3DPUoWxJp1PlxRUOIhQH5WVqeXbzRu+qWyGlFsXbMmUsI4fy9wSIjQOhD8KnpLyt8cYzagsrByVrcwFEWEA/c/UZAbxieK4Ip1FW2DH8aH1vynLSBfV7pkUq2Ff/h6/qAChol5ulZJZ/i5PlgiiYGS+nYZNoCAAb0xs0ELGErxIPbo4o6yYgHIy7o6YPah2GR9E2RtziIdsY7pADAja9ovYHMMhJ3ZOHCdvJ1XPh3H3DJxCjiQOT3ihHcvdTChRMHyyPRzWhp0rlFBCAGGvtWWp3U9oOEjgg40qEexiNC4+PdcQNjBEL22UUFUZ+8Sitw8smZCwhFuarsq8CUSSVjWgMF5EogcIA3i7Luvi9NkpLLJ9C2phAldSUZX4UH42a7RLpJP/8OFe2rQq/t6YbUtA3c6qIqQGqTBvrlHOcKaZTGruRFoAALx6s8msPxDO8ChIK8diEsA0KFbUqVY+SeWQxLZxbSo8nKyFCGsa2KHoYG1qInSxmiwIaHgzWVBqvFmCM+RjikzGbiNIZeOyJHqUKr5ABciCjirr3olWPxwB0ELpQALfdHC3JSp0FPWRSZVnaQ2q7hdPW25o06Heh0WBqtAQ6Ygfdqwn4D4XQrrsbE0pQ8HmlVOPOnxOtPqIpOzfkx+PMWXhwqq1PdZ7tNx6gblbvk6/iFzb5e9a5jVC64rlkvgGvtF6VVv5gQDDBMfvAtMwYIy0essPU6+T6TPZtDs4i+QuSn/x1XGWLo2ohbfwrASzmhuvo1lHvABw5N0Quhrb9XYP2kcI9sD4q7gex3FyhTNt5ba/HOjXLEDPN06WNOrwJpizCv3EQ/BjPXn/yQpgEgD7QQ+V6Jis3CcTWPHHD4OUm8BHucH/CxTWcqAGJyU/p+MOlKR2XjCJFhrbhMdntKvxmaUuHdnjNBdU5EAKLmEQWwt50xKgQgYjgOIqVxmOEtxhUgPCDW2LgasCa8UB+Y2BRL0gKKdU08YvDgRpdbBgcoKFaKQcLVogMwGa6G8AnBKPVGZHGouxYbwXqh5pNuYjWqdSrNVwnSCTKhdQw1bxVJIRScTJ0RiFaFpNkQOpMiWz7dVaxg2Vvo0eKsPoqBVHggU0CzWaYwjY3gT0qtKv8RSctm17sN0/9JModOjUg7oGTD7F4WLF0hGRT2X8H70JVMWG0ixQm3Re3JlRuE6S2yoohaJQf2vQA32PpqcRIORfkI83amSuchcOY9gh2ywrJNn5zP0mtxyubFZbnKmCxtsP6QErH+SHbDLdcFXgCpXThjw7JBUQGI6M1ukWdpR10n4BNwBH3CPAivmvvNf5Q1X8gcfy57iZnwWWidU/bT4UF8KoXAs0Bt1iD011Qyv/ICGq2DEaaUARKOg3miO/Ig3stlcogewmVGJz+jMd3xykWO9boSKe1XI9b9xo0J9X3xG1DiW+IchBIDO2+5AC6s8l3ezm4U+oyoyF+rVf6l9Htfk/0r0KaRPjmT9xxNIr3a1RIXLd30Ib0F0EN7Cnv5SKaBiPQ/D3W2fsNH0RQzRSsLSY0mQFMBCQGqTnq+52YAGw74Vu0DhYCNaEPAhBJsDDEhVbuGavsQfhn1FFwJOB/+shnjqAUQ59tMp9kyL3SdByUbBUGmmqkIBQ0XWQdZt4Q13Mxuysj4baqo8ZMGhv3n6cpMQ3sX3kxgPUlV1skVBor5dY2QozoIU24BJ44Vt42YtBeze38LwNRsPwq2N8cISLgxVIETD8DZZS84pLlxhZZpHl+ng3BQNvKGlMAkaLoyXy5GiPN+oxSGRgyQTYZZOSAUX3BMxTqcrnzogI4mVKXLL4TkyVyuuSGEDIrQk91Av+yY2oWHK+ZEb8+GGN8dIRzQLE7Fkx1yUxeTClpQAyoeyQh5Phg9NunPN4XxsZcyJ4dG6nAhFhkdcgkmrVm7WlNBDDzZOGjTYk1FhIvCMSQaQYQyZpgkDlc6XD/vGwaKHUkO3qxwDmb8XFPZtK3jzmyBNwCiOQMCbsvODIN2BRZbMHqKHjJV3P+JjRdWFvSdWVH3znCDpS9NszEyNQVYg9+prYlqqTcvTPJ+5gBwuybx5ACCTce2oBgdY4dP3HCFhokNepRI0nDkg6OOPfXSNnV6nvH3TFs7N2jf6UtP1wmaFlLVDCgCiv4Gv5jVm392hwD38zmWweuk71CZezSTo+RbjTbvqV7DquBdzEYrewBYUFy2xk8kK0DLe14IHFk8w0yv1CxgJpB726g5mAcCnimHDQYuOW9lNDrp1otBI1eza2FLq5HcQXWe2BVfl4EeTpQodFWyy20HoNCSipEt303UrwSY5HBwj8XR7TYMCZGAcMxqZIKBGne4sZLhPceopT7N9ViAIxe6us7Vg3Qmr9WFVsZmSeylhfAD+oVAZLUjDhR4yhLnOLhvTduoPJxk9gkjGHQXjAyz8zzWZPO+AvBuXw2xX0id5Tr9oDmPkb6hFi8ljyezQ/L84ElyOuZSjQYrb/oUKwBARZ8EGaIHywaQv8vXs5StlmoW4T7KUMKai45XEpiXd5g1gbSSRSHow9zEivGUYyAk2/B4hcX65lwR8I7Qm8CPNaYbR5AAHh6fKRArYkceWLe0eNe96ZN/tOEDgJgmK4CfTtaeaU6R9MYJRVvSi2eYr2JREILxZ2FkjDyH1k/JH7Y1SoPhMhqu3TBDIgJv7z4q21k7YkPSKV1DbsSitEnXKNVaGtDuTY8YmRVgkPOKngWPwZyUaRmwC05Ahg4oBAv9zOASvkSBzfm/XqwCdB+Zza0gJqmk4JTV0IBD02wZkUU1oYHqu9HUycGuJGKaJzWn2OV7BFrzaOCYMQwqrBj2H38iHvvnQaWRgxTtNaf0oCLxpAH8wROQk7gTZswB38cRSgABP4jPg2oqBJWDKG+z+OjOq1hLQJXeLosFoi58xcmJfsKL5nBWAP15bghaVxxneypTqFIEAwvUCJrCUDIzZ98spc8z9IxYH7bfGg5jMDqiElKrcxE3qi3NrC2Ouw0Shs6I8mC3UQAEAKx6HVSoEXw7GcBdhOwEDAlDkdk7poNvEPCfPH9Gg62Fie76EQ9UKcwECY+zf5Y3r9en1XVS8nZBQrJFiAYUTHu/uSXCRmOcFv8T5+Bd/hPcw24g/d6fmmXos/AidTUvy8AzQ1fZq1htA8WiKBqcNCsGl3wYcy0Le4zeNLB+FiokAC2kUhAAyNM0PQ00EQuqQVOqyhJEaiRvbhJwPbosmBFbsdGS4CBJqLNNnZZgNHOjHHQsSZZzFZPKKRk05SqqgPi8w6aEpNpSnuJT6cZKydYdHhSDQQ3rXgoKgrJmTHAdQhG8qhr+9pvSkwSAob5lOZM4oIUUGgMRDPlAPO1zLqkZsMCpK1L+QDTeyb1AVclVP2lWRUKOy+fvmAY9w42DgIKjO6apWxCDzSW63sR7dxP8uOKXoLpNmG9XgTuazm2ItnxlU6YU+ksLXYRCbPyjIougDL7LEsASekAHmweQVCkrXqg1KFQUkFKxkqF81IQWPvDcndOHEbvxBt5K66AzfEg0E8Htlj8SPEhEP/GlAwQe5wR0p2uFciyvilqPZFBJ4gJA/CoJZrUuJGS0QId+H8uiDeQMaelDBt5FiCrnwzAuboFGnWP7hKGUQgmO+2ZRw4bU3oxmWfk0CwVR/UMpijFJaVttFRgiK7BIb9HVwFNBSARAyGdgaeDtrA6hvWwZeZeqJA0OXaSecLz+I0Nu6tI7T9iKCF4ZfqRbtKLaSN7xcJIwLEzjeTtRKQGgCqBSQPQX08rKQ1ngeYQ/CWCThYAvBILh+hhjnxeEAYk6foBdz4cNUYrzKXqw5jDf8iDuqjXRkPPNtOKl40rh9YF4ED9QIxxdvv9BvTHTnI2TuujYKNl0PNnKGQ+vXhS5xQeAotgcsQjXRyuhBJrXNhPGJY5so+N4ROEBrjN7188/AVwFQdgWT4fEEAMEB2BijoUvuX6MkQAUUHSYPjWmYXjpE0VjkBl8StA5gCos2cM4h3pqLaoBC9UWyqaNLKvUCqay+aRLj84MEbqogRSpDV+i51ixMlHoWafRXqKrIzg0XHWW0nkuVIKwgq4cceDwQBpCfw3kD+Gl1h1jrmuieio79ZItEl0KShlyOtBgM2PQ9lAiJkGFy1TQiT0jJGlwINYq20IkQg0INR0Py0t/b4AwddH4V8nyHmT7x8nKFU8M8BsksYRarxUXJA9ggDP8dywwgnZMgDwc3j+7qAspgbhgp4v04RGllKFYV4mseIqvEc0yAxJqWJRwoq2BSLjNRpJgyfNHJyxsk+Xmm7k4IMny6bE0dp4NuP2Eo3V+BGMJY9EgmdISghrtWktbogQVSkr5AdyULsmA0JMN6iJmaXGQjOgeXzmsNMCZDN2k1/KK1kZfm3qPI1BJEJl5kPovchF2RgXiBGWiYTyajBfE5XC9l8uCei4KBE9RdULTA+OueHRO4YLpudKtClVDhoSyMBAjWqLW86GI7FCkXu6nsk0W6IajqUASIvGtjINy9g41HPsDXsTjUWNim6QzSfwprlLaZKLO5ITVCWesMosb2ALHl2Idia7IRl4hg++MgGKkQT2NM+xlNlVf+IcK5oNyTi1gNBvGGkZgwCp0G8A/GZxW9NzGeqFRiKX7jqPefZClop/YDiNoCopt8AH2x83Vvw9fAR43TceYrIDgepki1lh1l82XfvZ1sYtFYPumiXCNUXYL5Gi0Pzi6aJX719DBH+Kjvzn5sH43lctUkREUo4zA8f6iGDqMWZhKknuNj7xwMeHHYD4H/onS2IlFBghtiELYhnkmDjLYIdps7RiH5gjZGEdTmd4CnCxbYI2OgbxankIJeEEhG5NN1snASvAhHLJP2g7O6o7N15yGpuzeEABdEHYE1JonMqZZJFlcBsU1+JXQSQNg30Jv0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") 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") format("truetype");
}
.stl_11 {
	font-size: 1em;
	font-family: "MOUOVG+Arial-BoldMT";
	color: #000000;
	line-height: 1.117188em;
}
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");
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UtiaQWT2NO6Wu60vGjW3uFIIYs/dTbXS05mHGrBYYQxDxllL5MLVSwoQ4YRIRnyg5HQ9zLs1jxKR5sOURZuBxBhzYj7aD/jYqqEpgzB/5KdWY9NZo8kVR9Wajypix+EGe2iQQSmgBU8P+fzdtn4EEHAgwN5lRMImBmePmyVU5HJmvUvFXigJMhHL+KFjoN6tk/eMLNbsojiZdqQP81mYOa3Brx5jXsFxdPxRL8B5UKoyUHS4YNEPH8EstEnwCU9HhJdQzvXSLGeLn9tkAUy8Z6kSZN0VNijtbgKvC5gDfqADlhADaFxl6sRbzZf7IWV4QEocGw84O2+hJgZ7mzT5dAdJ8nFoqjGDAlxCGd8zx1FxTr26k95uAtnCIQEm+RFXMVZ3y33ptjiP/5UcNY9tVyUZwtiTW1wrkfSvnwzo+ARWrp6W7JsuFajf5PHzol0z6KAedQ6UsCHd6+90lBLCp0IwLQSU/X/ANY/fgAaBPmZEYpbuj2LNlfnKRcjPsd7jkKbpkGTJ8WrpqHi3N5EKvaVwCEs0JYSVNesCAgwBZpSb302GEXV8jZ4znMOiqszgYDnmfoyOFE0st8MZewQCOtV9ouRn5M8WG1VaHmrUglCrIWB6LKCMv7aakS2QmjrPeUBB49NvKVD6UFFWorOAumTCOAxJFqFnzBBTjXDTuNsVD1D/Wf0op0xB5dhkVrCVPWIZqJKl3ZYGjFW1z0vLAPXBJROzl/J3XEuqUEhB3BwaOQ6c7o29f2R7fzDU9lcDe+M8NERia4BwdoHj1V8bTiQomppdQWPoLsrYR7Y+uH+49YZ8/oteA0JPeTf7ySnhEqJpxqCAVlEi77nkCTk2SYa1IQoCeqJKooS1qgpA+Io+pznpSzw7GvKzD/ZJOcE0cQkIFxjAIG2PknxQZPmsCHbtw19/smlqg/b4Whky5mASeUsykxxdPg36fsCYcy5AHmK6b3/ORpE8elJInCfOylv3QWn72NbpFvknmlLBnwhPe4RCdvgOVx6c0vwv5X54QKOzD9Gmm+BcUnOj/ICIrejy8nAfc5xkRHAgshx7VyOELHurdetZmZX9YcRoNGbWa6cyAHV/AvAA8IcqsUeB/EZIQJO1RCmGKQrLcH6POCZAPqdBqtGzsCaz7FUgVOwO7igicg7CClnDxe55FkISuXJdwu62R+Jf9XqUgbO9xGIAleVpSw2yFH5OnZduReOPzX1wnECq92EgfDVetiHRB+c+pIEIlOEPOk+Yk5py+VpyIh1WBY+FCFzHMKrhRSMEnWHtMLw7OSwMQ1eAixvueXgzcOtI4qLIN9LiZHRq2Szuu0u/TP0UU0nITiU7T0Bc3hqHb5tM2uaLzD8iMymS3ccOO5NXwWINH4EEvZpRoebYsm9nVeR1Pvwdea+7LN2gxIPrJxuiDegC7FIAIT5ZqeDvZ8E/phzVccelipQAAg3wC+omAAUAJo4uR+GZH1JS0KEAmjQ2rnd0hBM0HFGi8k2BSlTaHUGHvhICWzABsKa2UdBQPS6KkcZXU4uTNKglCnPMeSvXBXL23aCAO3AshjqchApEx75AtyP0Ah9UhesOQRFoIpQCUJ4Ud0Rhpe7OXsJHRVW/bWFuctE5oS0TFhcGIryWlulT0Y+oSyVlup2ZonSMskpuBj4PihXrMqD3bDkSHnE+YD3j5uHwXDBTla0tkK6QGx2stMsUEqUgK4nXlVo0XxyOPGQHOU1/dcWs4DflBaES5Xb+L4WliYQhTGOlIR5Vj+6FHOEewFrK1GkTjP0csZdYCW0RWmMDT88x+LMFCkQNABcPER2evJngCP37EDMIMIwWiOAKXhvqBJGNgOYPCZ2dabLyB5ymNXX9Jpynwu/id5E3wnXANUv6b8lXjh2xgt/UH++Y9KVk+pBh1+VQ5QCjipTcd8+FqrosDdcrajlBh+Z/liQ5xcMUmqpmKOD6Y5IHoJq1BseXvKtb+9kAzEKJF8kOFKGEVMciPYr+MVrCCuLnEzehdK5x6V0mAPEuCKLzK2BuqVakqzGztKz9D5CYZgMFEJxiI1REmynS0TWb062ytNI28tjW9y+SU3I6lILwr0DI/RkJ62MRA8h1EwFfxUj8HuqlZ3I2HeC5U80YnFEHYZFFAOwNJND8Gpe2u69MUHZfuMoLDosT1YARQsKG3X1OjbfgUgeL8S7pIZ6Rykw0galgZ7EB7OpI0W/QVADXa4MM5zE2Jtaom0IcrhNtwD1qoLOVg0+R/QCFacdzaeYvI6ZLQPwdBu4TBv1CkPoLLNu4FohairlKsIWRiIHxBxR5dizHSrG7UeYY3qHBoeatHOH2a84i8E3WmzkW5tXz2vM82SrnP0Jy9QkGwrQBswUsp38cn1bhrEvgS0CxmpQETNbuEJ5ZYxCKB99QrTl39YSZQQvnS21M80mju9DbCG+upPBu43tqFkK0uGp4FXe28B/dyx0slC4KXqQwpcpkDVEvi3olFiPAMBIQOwrO1yu2wnnZ0jtzLwaB5VorK2sTpaNQrLRQmipBacJPRf0nBBKlagQwg1g/rYJECbstYGW59VHehIq3xHzACp3442hpgWWKDaFJ0HigdEXRuYDXE7EllSTMDXxki2It1lL2QqNBMJHypU251DGFMOtYdaUettvN/BzF17gTsp2IClMdOYlrI7JNmn3RKpAsgbCweS1ehuyIJKfKdNO5k9lFgo/6Je0MmoJ1dVo4Shs4ESylj5PGena4kZmXtWvU2hE4ZkiAMNqkmwGH8MfBTWa3wYobFJQU2gYbi+ZKBEEhD7LCB5ae7CcQR3AE9wGGACO+Zr4hfTIjwovgwsJZt66Ufjp4Nv6/jo+9JtsNvoK7YM+wrsCEy9dG7Rt0F36e5octD8yF35ZVyAlgHbFEu9VDTBrwFX3eFcW7DIqEX1Y1qYeoN2Iki9VAehnoD30dhMUphlkDzyYckRuQHykA86q85GKIPPBzUA8gEaAPNB/UBzwASUaEmVWzAsvBJnuIeGLwFvBJplO3CncfpTQEmVWg4qNApmx8aFjT1YBPMm0wOyx5hgIiYSNsKrrBq0lOWe3j+1LCBZtrODx/x1hDWRUqon36os2sBg9VayYsAwqMKQVSZCADE2CyALoN2uz94v7xX3idSpEUkAggsTn1jywOAY5lVDL6yDnDkYx1Y0OzAIYnTFtUsDpmOIp1ZgugdypmpMP3nldZpLERs3gc/zGRk5gSVkIv4sFg/+afzIQAJTEBDInMboRBI8xRoElyeQiFQibeMFRKBB3/ymKKRJSclHYUTopSQVO5STSmOe6ZsqQqWjVA1MdSNKpHxgJcg66OlkpQyRwTSOiHS4oBhQZXFNX+LHelDUiywUUcTvljxMkd1w0UjW2GObZtGXTH/CUCi/BkSjuEBrHGVHAMFbWOFTDudIiKIhuFX4KcEXYAKZpSTIJ40QrXtNmfLgLEFJ8EC+ktQY0txKowUAZSqChnIQ5AGIWxCwIeXExXxLBLNWQh4sQFQxZGHhj0g/wuvNbKncfdaV2RcWGSrQBKZ+D97lJEEqVH0kqEj+dIRd6+PVgWIeBU2dZFzBnxIbxCqO4+xbcJwGj8Lz0NI0XXQLj6F4eGvrC4U2SaF9S3WeW6DYOQLWGQRfG5jIDShF2b9cYtqDzh6sONnVNu50xKblqw3wg/3hroFx+GjlZUd/LzNlXpKq3uOThAE5YlchRDWpte6Rv26uUgGlsc3n5hOqfdqygOFMXN+RLl2JBV7mzPAZxP0l/1VcS5on1Xpg9/bMxxwjclATYAS9bLGCafZOrkxo84+DjDpIq7Ep/gKyAANW1+g3ZiY5NVApoQa+7XkTO7XMeLLpryKKIV81+IUvF/BXOsSmAqDrwa15LWpHozOVRINqH6OBBXOn+Yp0HC3BttezFE40A1cGtyrqIWT1zTWXIM+uoofCtnkdwndx40/MfycR6pWQyZ5BxmOxMdGimUGeG1GoGcMkbGy8k/NWmB3KwNTHrd8/ck47ytzDg2OBojRa8/FxIprLbKFoeojF5PaWUZD9wLP7bg1KMZxyps0frsNakV1gqJzZLraxhBeetA0RYFDgt9VVWcUOOR23jook5WgZZ2zCgaYxVvyRD29sy1EMzBANKCIgGwcje5BVViEgpmvw7ttQnTg2LuRaKjELACXg2VgivBQeteEsVk9GCLBUYOjoP+PYtDSbklW63uCjqPhhmVJ7m5GWALc+ZeBXPxPgPFkhDHn6GwT2e3bmgfp9g/AuX2vXKxoIc+5kwk0rZStwlvWeFxbhnJqi7cQa2/cuiMSbwmIIBguv32lh+sVCSb5ZsISbz1IazIdgNmNXpKdF423r27r0N7u1Kz7Kwbbp0cWvPL7kEWwy92jJOCiF5qfgDkKbpf+8uuzm7pDCiNV1psGWwx2sOYp8ffmUz+hlVaQS4QxvFhJD0DOao9QnsLFdY5QxbAtaCb0VXupWI34tQek0kOUOeLXIxH1L+30d7natzpXW6pd4HkgotCeGxciVjk5S3G9U8rLB8jrGFdFbxNfEtOAlzBatvMCkvZ82kY4t5QRbwgC05PDHBffViPHlC0ksA9iEoWOMCB7oMpSx6JZGxhq5EsOZQMtkyOZd/uYVREs+ernAOUyJ0cSYIrGPZ3nODr2cHVWYUblmQGWTJFmRMiyQGZhp4kBZ1LlA5xSOY2rnBadlEmQZt7BwjzXMmb95RDJ8f8umld+O9CrW6xw1r2C03US2xh+g69putiisMjrwRLIGZUISTFqhTsAdd5XHfx43BWlVANpn++xjx0/PUBAPOY9N1ajZXFapqYA4qUJSdvfuFeH09Z5K9Dgx+q+UIc5Modj7sk43xxj2j3Sepz+9HAQHUVnhfRY6puoEhdPJ2kMyYEtF4G568omQ1Amwu1jhzoB2s7Ua7j2ls6aVuRx6SthSs2P5Gz1zJEcqiyMuc0PBgLcibS0AmNWHnrBwNhafyLHyKykozsZg7aE6F6M4N+kiCZU6OtgHYkMIdjHRQ2y5r6Mp4dt5llWwPyQA0gsYPhyIw5K+ZhxjAAAbyzSaJIsszZgCZoMnNptMJSIJCmVyKWCWrkod3HkMpnWkHkRQ6HAwn6CRTARUw+MRGu0i5JndGjqSceKyMGWyw6d280YWohu0UQsAfJZbV0lizw2cVxUIdCWAnKKo5PJAy3VmH0UO1Suw7oPskYS5tijQinaPGUebjmZetsDM+zbcHbgSW1yFyoabErFP69coiIo8xkoKicBdEdFHEW17F4G/d76ZBka9u/aPuwh/tC/2qV4EHb9ezFcMZS4bl2bfdtqsCfPeCktdeZH+lOtBHdy9t4R5ZSFdK7Q8/AhtpEN86E4qiC5idmoxvfJeGwrFOQSeCIpykcU+jN7AR68FQyfrgG1BFEMOKsf/IaaFGGBZSYhRwWfRAG/wrwDKN5jOODXQ0/dmEM2sdr0KqoYCiwi7VEdIl/gJ9D+0I4z7P6FIpFDc8uFHdEVWGYYMDRGNSOCxyRoI5gVrBQNCElHWNiIgYOEEMEzHKkIBuQCVLeuTgLAe9NmZE2QHZIEr2afYDmnsZNu1BbN/BTdz+gYGIiZRMX2avvRK7klyCPTmtiNgZus28bwmVXcQRTkVa5MlURolnRA6cJyBRYEUboUR0fBQpKktlESqkZXIl8jRTazB+iTYitdR7aj4nTLnDLeZAzJJ5Hlvdmo59Yre1zqPni96DEgiG2vpt4IzrOq2hq3J8f+Hm5xnmboitZlFTcni5TSSgKSNZxcZz5r2Na+rMHGtVnIXGBUmfEJ9BeKSYo7RECoNuyCFUqarMelP0WbPDY0T1crn7OC1LRyXPztWfGiVaOKibpuubl8dUgzNyR2VnmqDDBKPse4203RKbwM9XEmYvL8Rn33KfAmuUUIcUggRdH9a4WjoMim+bTyFV/NrR422kSPahuNq30xjXxFVDq6dICAvSBIgXW0tuM27LC9tVbhXCeCdE8UMzCLtwqoMYZuxwFyQmZRQry/+YwlcMBW0sDXJCD+UEqgYihxDJEw13hPjgQxmrNO+onanfWZY7omwrMwjnc8KgXlOMKGrKihTinyaQyJbzAJFiYUhtiqSElvJ0DqCog4cs2YYSvd0q3aTxzLNMUi17jY780Qi5EHYL4IARtvqro/CAr2AtXHfYBhq9ePpvicAJoVpqt2awJ6dQ24h3FYKRhfnNdsf4FVu/aHy0XP+737MBz0TH+bV7Rw4DP4eC44TZJOm4IyCW7D9ridEh3NmApofLjRsIRBi6TgLgkZ39XMyAHR/ODoILloQCEdfYBIwmlKswEGhMi/LYKxnQMiYGAvhHKypo2wOUYqiq6Y+oNnekhyjFXVJVJqAqjKhqUGhNxfEtYKqjynEsAe81hy9TGQBmQdPz5JftAe6wX4OLH5AcluJPI2ieqlqIjFNynuGtEXSNPumgqMBs7ZQBsiwkn24u3DGDUPM3x0aZiRll0zIdO7QDK1CE4ImLBFdkcENwTjgNsSPLFLps06kwdFHecJBoS4gVatyhEiVJEhJDpNAKkZCsJVY4lOgkSZ184NG9qWiOWay7hdBcB4xjJ9IQCO9IwXIFQ61oARFsx7xP5UWBBW15A1Ei0AZCMdIf3ZCx5PFTelh8/pxdUP0SQJWFTVYsjByYCY7pNKSuWZZcoYLwMijZ6HhqyH4XGAFksdFD1ijhgElQkP/oqt4ad4pYlKBPPsi/fihFjC6fU9XBs88+jzcOfGCG/HUa1HB0MVNSspIeHaYESgVyZ6iDxJaDTTzmQU3zIc2vSIzSOSmmF3eHNfNKGon1YI/Lt13VedbjXaXmF9g4wsYf+4h+7tgF2uugN8/X1JGMcY8MrLPoIL9CmNHeokLNZFFHB3owUX0pZxruDODD8dAQxd7HlHsZatBMKW/BSadZuzTI350dIEe6Fwd+EOD5UJ1UQ3T4MovGtl6vvElNsynJymKIsog1oTdcp3OMaZGqAcyFGUfTuiImolZGBjbZRCODwVB8ZCTmowZIp7qb0KsOFMF0wPU/yfnWcBIqBbhnxIP8jHi8FkAY5tq/0842zkJ49+OFZMQYxHxLkgmjhcVesb8QeMLQ+WRR7RfCKjW0HQPuRAIA1NgpcjhVyC/nlNshAmcgUNt38yyBwamP2Qd8Jw1/vAYIFm849uLrEcqqeSC5Ir0Yy4aJAd2rQR1socRpqgrPIDOToqqyNqI+MR/aGn0SJA6BCBFNRtRHyCxJ69xm2a1z1OiAi7MpGbLAwDOc4b9vqLAZQnVacv/q1k1wy8BZHeWefW4k8lTAQmE7FwKMKSMSmsqqA4r5swjwtiLJszv4NrM6/JGzmR8GCXpLScxDmTEHsacywvN1m/U6RDTQckkwOKmGrP7QlyFseLgRkJak2dTQ6KTvRZwUUBh9KgVKSAYbfxdkveBJEcAZB+Rqo8/ZjfkG35Ln0tJJPe1JzMrqhTyJxiqY22SKncRi/8S+XWXjIt0xKDsEEwA5R8qirKlZsoYEShqUwrYQyifgklyjP20PI9Svgz4JBxGyFmPRNPswhYDi3MyCkU9NIKdP7k0+R8cMnqPPJQQVeth6WJV1vGlZGiVSlA3bxdMuO63zNo1AqpDeiu3FIsguMBYBRcqUSLqZl6B2mhLiLarPgBeSdeTYmEMPezALnvI97Ao8KDFJ9ZgnEdx59USEblCKQGXXYClCvdltd6zhSIjvgL5dU4rqduwgyg9VzP7TLpbGIvk2oor18TFKVSGWy6P8B3aiM2KxFDZTBgVMKXiUwA9gww4jpLsm0RFfmgVRipa0D6DJwmj6IBT6IKDKAhgLuDKxUw3+TK3xytVfn23rF9LSsslYXKNUzLFBmoQoAAUs7yPXwf1BOfHF6oE8Hotmixe9gzli/KDe0xB06WCSgC8o8AfI1HzaaGnAivn5LyRCZJGuOxNY/c9AfWIlLJE4gMUF+lVzfSxVYNL9TgCIUITVRWs+hkgPCHIfx35+Op1izXz1baDKtYpASsN9yQfJirlsk2M1jcvCxDZT/IqU8mbJEj13EvpRvriTAHXpgGumu3f4CBdU6cHstzPUhyjP/MS4ge3QloJJbASDutmcAyAL0BDH6pKNgJcradd6YBUzj1jQfo/SZVaJMejw4wowJKCOjXgpQtzE3jGmrW+BtEwTGsMoBmabVdo5xcyM/3YMm3QQmYSvkwRyYeXtMoj2aJYA2oLqFqGQXxegMDWoXFa9i1Q4WxHmHTYL3MS3KX4ctnA/DWhvRDpedq3kZ1btQFyD3IUJn+PUiICsvpy16SH5hiB4eyGUvP7cA5RsDN57bxYe6JocuQpWZdKiInFMqcxhw/Vtp15Vdw0m9MwBGK8OWEPw+8yOqCeoCYXQ8W6Bjb1tqorpq+BcjgKplqn2NjH2AHHEEm6McF2KcctSPK64Ho7TkspDKNJ4yZbHhjBi8E2MI4ElbzZy2fvV0NBoT+yCSOC2vDLcRwBev+tgnAO0HO/VI0CDOAeIsO4pHZPuTGSnizznrqPGzRmMwOeKGNnLbIwIuMkpaAubZma7ppF7UeA0EN+Bc0O9f6VAmXo2Ir6m1EM2Mk0GRHp79UA/URmj1LZTfHSPTimJqtJImcEfnLXII5UIMEbSS3OswAX5CevBueepjto+hJIOwAz3RzgOvRRUo8rrKhvG88KdC3OwHeYbSaZGmyFVF5osD8mODxXRIvEZ4VVCAHGh5dgIATFiYpcxyXOZv3tDTUjBJNVlxQ6Luy22yGBKSNiwgfT7ihAaBut6oAcSHLoP2ak/IyYDRS4frbwORM7uwT6zBjLROLWTKHelsQ9GrF0+G0ylvpAaYIyoNuCWRl0un02khKkYQXvavKnwnD5VZsrQNH1RH0pIQ/huVtHnMuwZhBlLdoOMC5CNih5TsB2/yL3Jn0BqFO49apzZd8AABVqnOJbC8AvuAgIyYmcoGS83NQgZJDkRsRobIEpEpULR1OVn973DxuEVHqmpAIu2k8aWIj5pWogGzZguEFkgkPxKpfEgPBLYT9piBZOoIyMS0ZRNnGa1eHOtaNgnEknw4mQsdXuPDBKG4+gkaBWZTbYXclYPQYFuN0LGNojTYSw14u+90wF4OWWGRH33sQ0RZ4JGlBt4ZrAFN8cPGRYqBI+xEviHiooO4MXI7Zj7flzNqPETd6HldQIHUdQ2lECCywztX7eZh993tdXrLnIGtmPu7HcUkCj0VqIueUUP5Zh2rBy30osHUwnoVz+R5gSy8qNIFckcY8Svwgw4HccOwnbNexX1k4GPoJjxnbyTAvfLyRZ5FkU6rPyAkQaHcBDFjkSsvCrE5KItXSZgaCZMrQmCSRoJilAFE6zP69FH7RxWGUgpaNAsubexO+DEF38Gw5o2bLDYwIGYPWBHYF5hKAL2w4bMBa48CMIGZwxsAiCKjtY64spGZbCcKI60Qw3EkDWi18WnsBH1akw6aBRdATdCDxLPiSmLgSUVUJc2sPVuJR4L7Vh17E4wLC2LoMIW0Ci6HGVMFcGiDFOwnOeTlGYbVYmALln3qPqliqLBdABuDpxSWTgW21NIoTqcE7Ndb1mATgEI/Ukmb4I0nezg04NuEeqD7nwMPNe72VEp2MDA/lr4ppgmvJWhTS6zbY7WOZWt5LrZcphOH6AMwjsLYbO+HDRC0riaog3zWJdwrDNE+x+ZElUNqU7ZHPBFG0p9bOKnrnjNbnnOaRNT2z33hJ4zYodxtKu9NQRsLzs20G4j07ddEarA2UkxxykV5ZAvmN78ZjNuca8lmO8GyAk4dcCP8AtTgJWJqbDGjKKYmIbFOSiosmdWPDEqMK9f5d+GKDziMqMPnfIBJ7Rm1b191yuKLAPLWQ0AfbqQ9OW4nAWLTL4YB0r/q4VKun9Sk2tRIJNEiLdcC7mpL1x7TSvoIZXPQnX9waj0dPffVgAEg4XRuAXPkk0rlIwujRsLWiQC03BjCPnV1M3MASARc3clQORoopzrzyT4kQv+GhNdKyiyFCmHUVO23Ce8fDTIjPUx4X1Tdu3ZPWZza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") format("truetype");
}
.stl_12 {
	font-size: 1em;
	font-family: "UNMLNS+Arial-BoldMT";
	color: #000000;
	line-height: 1.117188em;
}
.stl_13 {
	font-size: 1em;
	font-family: "DPLPSL+ArialMT";
	color: #000000;
	line-height: 1.117188em;
}
.stl_14 {
	letter-spacing: 0em;
}
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");
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?#iefix") 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") format("truetype");
}
.stl_15 {
	font-size: 1em;
	font-family: "UKWLSJ+ArialMT";
	color: #000000;
	line-height: 1.117188em;
}
.stl_16 {
	font-size: 0.83em;
	font-family: "DPLPSL+ArialMT";
	color: #000000;
	line-height: 1.121674em;
}
.stl_17 {
	font-size: 0.83em;
	font-family: "MOUOVG+Arial-BoldMT";
	color: #000000;
	line-height: 1.121674em;
}
.stl_18 {
	font-size: 0.75em;
	font-family: "DPLPSL+ArialMT";
	color: #000000;
	line-height: 1.117188em;
}
.stl_19 {
	font-size: 0.75em;
	font-family: "MOUOVG+Arial-BoldMT";
	color: #000000;
	line-height: 1.117188em;
}
.stl_20 {
	width: 100%;
	clip: rect(0.899999em,42.5625em,5.395832em,6.927083em);
	position: absolute;
	pointer-events: none;
}
.stl_21 {
	font-size: 0.72em;
	font-family: "MWSFHH+Arial-ItalicMT";
	color: #000000;
	line-height: 1.127678em;
}
.stl_22 {
	letter-spacing: 0.01em;
}

 </STYLE> 

		<meta charset="utf-8" />
		<title>
		</title>
		
	</head>
	<body>
		<div class="stl_02">
			<div class="stl_03">
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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:0.11em;">Revista Científica</span><span class="stl_07 stl_08" style="word-spacing:0.07em;">&nbsp;y Arbitrada</span><span class="stl_07 stl_08" style="word-spacing:0.06em;">&nbsp;de Psicología NUNA</span><span class="stl_07 stl_08" style="word-spacing:0.07em;">&nbsp;YACHAY.</span><span class="stl_07 stl_08" style="word-spacing:0.09em;">&nbsp;Vol.</span><span class="stl_07 stl_08" style="word-spacing:0.06em;">&nbsp;2,</span><span class="stl_07 stl_08" style="word-spacing:0.03em;">&nbsp;Núm.</span><span class="stl_07 stl_08" style="word-spacing:0.06em;">&nbsp;4 (jul</span><span class="stl_07 stl_08" style="word-spacing:0.06em;">&nbsp;-</span><span class="stl_07 stl_08" style="word-spacing:0.06em;">&nbsp;dic</span><span class="stl_07 stl_08" style="word-spacing:0.07em;">&nbsp;2019) &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:0.03em;">Microdestrezas asociadas a la lectoescritura en niños con bajo rendimiento académico en la &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:0.03em;">Unidad Educativa </span><span class="stl_10" style="font-style:italic; word-spacing:0em;">“</span><span class="stl_09 stl_08" style="font-style:italic; word-spacing:0.03em;">4 de Noviembre</span><span class="stl_10" style="font-style:italic; word-spacing:0em;">” &nbsp;</span></div>
					<div class="stl_01" style="top: 9.7297em; left:7.1021em;"><span class="stl_11 stl_08" style="font-weight:bold; word-spacing:0.08em;">MICRODESTREZAS ASOCIADAS A LA LECTOESCRITURA EN NIÑOS CON &nbsp;</span></div>
					<div class="stl_01" style="top: 10.8806em; left:8.2688em;"><span class="stl_12 stl_08" style="font-weight:bold; word-spacing:0.07em;">BAJO RENDIMIENTO ACADÉMICO EN LA UNIDAD EDUCATIVA “4 DE &nbsp;</span></div>
					<div class="stl_01" style="top: 12.0297em; left:21.5225em;"><span class="stl_12" style="font-weight:bold;">NOVIEMBRE” &nbsp;</span></div>
					<div class="stl_01" style="top: 14.3322em; left:7.8021em;"><span class="stl_11 stl_08" style="font-weight:bold; word-spacing:0.08em;">MICROSKILLS ASSOCIATED WITH LITERACY IN CHILDREN WITH LOW &nbsp;</span></div>
					<div class="stl_01" style="top: 15.4822em; left:7.2688em;"><span class="stl_11 stl_08" style="font-weight:bold; word-spacing:0.08em;">ACADEMIC PERFORMANCE IN THE EDUCATIONAL UNIT "NOVEMBER 4" &nbsp;</span></div>
					<div class="stl_01" style="top: 17.6322em; left:10.6542em;"><span class="stl_13 stl_14" style="word-spacing:0em;">Padilla-Toala Madely<span class="stl_08">n</span></span><span class="stl_13 stl_08" style="word-spacing:0.05em;">&nbsp;Elisa</span><span class="stl_13 stl_08" style="word-spacing:0.12em;">&nbsp;*;</span><span class="stl_13" style="word-spacing:0.01em;">&nbsp;Perero-Ormaza</span><span class="stl_13 stl_08" style="word-spacing:0.05em;">&nbsp;María</span><span class="stl_13 stl_08" style="word-spacing:0.07em;">&nbsp;Fernanda</span><sup><span class="stl_07 stl_08" style="word-spacing:0em;">2 &nbsp;</span></sup></div>
					<div class="stl_01" style="top: 17.6007em; left:22.99em;"><span class="stl_07 stl_08">1</span></div>
					<div class="stl_01" style="top: 19.5007em; 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: 19.5322em; left:8.985em;"><span class="stl_13" style="word-spacing:0em;">Universidad Laica Eloy Alfaro de Manabí, Facultad de Psicología. Manta </span><span class="stl_15" style="word-spacing:0em;">– &nbsp;</span></div>
					<div class="stl_01" style="top: 20.6822em; left:22.8058em;"><span class="stl_13 stl_14">Ecuado<span class="stl_08">r. &nbsp;</span></span></div>
					<div class="stl_01" style="top: 22.8514em; left:15.4375em;"><span class="stl_11 stl_08" style="font-weight:bold; word-spacing:0.09em;">*Correo: </span><span class="stl_13 stl_14" style="word-spacing:0.01em;">madelynpadillat94@hotmail.co<span class="stl_08">m &nbsp;</span></span></div>
					<div class="stl_01" style="top: 26.9514em; left:22.3058em;"><span class="stl_11 stl_14" style="font-weight:bold;">RESUME<span class="stl_08">N &nbsp;</span></span></div>
					<div class="stl_01" style="top: 29.6689em; left:7.0854em;"><span class="stl_16 stl_14" style="word-spacing:-0.06em;">No existen estudios previos que hayan analizado las microdestrezas asociada<span class="stl_08">s a la lectoescritura &nbsp;</span></span></div>
					<div class="stl_01" style="top: 30.6348em; left:7.0854em;"><span class="stl_16" style="word-spacing:-0.03em;">en escolares con bajo rendimiento, no obstante, existe una problemática que sigue vigente en la &nbsp;</span></div>
					<div class="stl_01" style="top: 31.6023em; left:7.0854em;"><span class="stl_16" style="word-spacing:0.02em;">actualidad. Por lo tanto, se requiere investigaciones que profundicen en estos aspectos. Es por &nbsp;</span></div>
					<div class="stl_01" style="top: 32.5539em; left:7.0854em;"><span class="stl_16 stl_08" style="word-spacing:0.2em;">ello por lo que el presente estudio tiene como objetivo principal analizar el desarrollo de</span><span class="stl_16 stl_08" style="word-spacing:0.17em;">&nbsp;las &nbsp;</span></div>
					<div class="stl_01" style="top: 33.5206em; left:7.0854em;"><span class="stl_16" style="word-spacing:0.17em;">microdestrezas asociadas en la lectoescritura en niños con bajo rendimiento. Se realizó un &nbsp;</span></div>
					<div class="stl_01" style="top: 34.4706em; left:7.0854em;"><span class="stl_16 stl_08" style="word-spacing:0.54em;">estudio mixto, de tipo descriptivo, prospectivo y transversal. Los resultados obtenidos &nbsp;</span></div>
					<div class="stl_01" style="top: 35.4373em; left:7.0854em;"><span class="stl_16 stl_08" style="word-spacing:0.14em;">demostraron que</span><span class="stl_16 stl_08" style="word-spacing:0.1em;">&nbsp;de 30 escolares la mayor incidencia se encontró en la</span><span class="stl_16 stl_08" style="word-spacing:0.1em;">&nbsp;lectura</span><span class="stl_16 stl_08" style="word-spacing:0.11em;">&nbsp;inferencial y</span><span class="stl_16 stl_08" style="word-spacing:0.08em;">&nbsp;la &nbsp;</span></div>
					<div class="stl_01" style="top: 36.3873em; left:7.0854em;"><span class="stl_16 stl_08" style="word-spacing:0.1em;">secuencia lógica que son</span><span class="stl_16 stl_14" style="word-spacing:0.03em;">&nbsp;microdestre<span class="stl_08">zas</span></span><span class="stl_16 stl_08" style="word-spacing:0.09em;">&nbsp;asociadas</span><span class="stl_16 stl_08" style="word-spacing:0.09em;">&nbsp;a la lectoescritura. Se concluye</span><span class="stl_16 stl_08" style="word-spacing:0.07em;">&nbsp;que</span><span class="stl_16 stl_08" style="word-spacing:0.09em;">&nbsp;existe &nbsp;</span></div>
					<div class="stl_01" style="top: 37.3539em; left:7.0854em;"><span class="stl_16" style="word-spacing:0.16em;">una afectación en el</span><span class="stl_16" style="word-spacing:0.15em;">&nbsp;desarrollo de</span><span class="stl_16" style="word-spacing:0.18em;">&nbsp;las</span><span class="stl_16" style="word-spacing:0.15em;">&nbsp;microdestrezas estudiadas en los escolares con</span><span class="stl_16" style="word-spacing:0.16em;">&nbsp;bajo &nbsp;</span></div>
					<div class="stl_01" style="top: 38.3039em; left:7.0854em;"><span class="stl_16 stl_14">rendimiento<span class="stl_08">. &nbsp;</span></span></div>
					<div class="stl_01" style="top: 40.2539em; left:7.0854em;"><span class="stl_17" style="font-weight:bold; word-spacing:-0.01em;">Palabras claves: </span><span class="stl_16" style="word-spacing:-0.02em;">bajo rendimiento, macrodestrezas, microdestrezas, tarea docente. &nbsp;</span></div>
					<div class="stl_01" style="top: 44.1389em; left:22.0558em;"><span class="stl_11" style="font-weight:bold;">ABSTRACT &nbsp;</span></div>
					<div class="stl_01" style="top: 46.8564em; left:7.0854em;"><span class="stl_16 stl_08" style="word-spacing:0.08em;">There are no previous</span><span class="stl_16 stl_08" style="word-spacing:0.08em;">&nbsp;studies that have analyzed the microskills</span><span class="stl_16 stl_08" style="word-spacing:0.1em;">&nbsp;associated</span><span class="stl_16 stl_08" style="word-spacing:0.06em;">&nbsp;with</span><span class="stl_16 stl_08" style="word-spacing:0.15em;">&nbsp;literacy</span><span class="stl_16 stl_08" style="word-spacing:0.04em;">&nbsp;in</span><span class="stl_16 stl_08" style="word-spacing:0.06em;">&nbsp;low- &nbsp;</span></div>
					<div class="stl_01" style="top: 47.8223em; left:7.0854em;"><span class="stl_16" style="word-spacing:0.11em;">performing school children, however, there is a problem that is still in force today.</span><span class="stl_16" style="word-spacing:0.11em;">&nbsp;Therefore, &nbsp;</span></div>
					<div class="stl_01" style="top: 48.7898em; left:7.0854em;"><span class="stl_16" style="word-spacing:0.03em;">research is</span><span class="stl_16" style="word-spacing:0.03em;">&nbsp;required</span><span class="stl_16" style="word-spacing:0.04em;">&nbsp;to deepen these aspects. That is</span><span class="stl_16" style="word-spacing:0.04em;">&nbsp;why the main objective of this</span><span class="stl_16" style="word-spacing:0.04em;">&nbsp;study is</span><span class="stl_16" style="word-spacing:0.04em;">&nbsp;to &nbsp;</span></div>
					<div class="stl_01" style="top: 49.7389em; left:7.0854em;"><span class="stl_16 stl_14" style="word-spacing:0em;">analyze the development of associated microskills in literacy in children with low <span class="stl_08">performance. A &nbsp;</span></span></div>
					<div class="stl_01" style="top: 50.7056em; left:7.0854em;"><span class="stl_16" style="word-spacing:0.04em;">mixed, descriptive,</span><span class="stl_16" style="word-spacing:0.03em;">&nbsp;prospective</span><span class="stl_16" style="word-spacing:0.05em;">&nbsp;and cross-sectional</span><span class="stl_16" style="word-spacing:0.05em;">&nbsp;study</span><span class="stl_16" style="word-spacing:0.04em;">&nbsp;was</span><span class="stl_16" style="word-spacing:0.05em;">&nbsp;carried</span><span class="stl_16" style="word-spacing:0.04em;">&nbsp;out. The results</span><span class="stl_16" style="word-spacing:0.03em;">&nbsp;obtained &nbsp;</span></div>
					<div class="stl_01" style="top: 51.6581em; left:7.0854em;"><span class="stl_16 stl_14" style="word-spacing:0.02em;">showed that out of 30 schoolchildren, the highest incidence was found in inferent<span class="stl_08">ial reading and &nbsp;</span></span></div>
					<div class="stl_01" style="top: 52.6248em; left:7.0854em;"><span class="stl_16" style="word-spacing:0.03em;">logical sequence, which are micro-skills</span><span class="stl_16" style="word-spacing:0.02em;">&nbsp;associated</span><span class="stl_16" style="word-spacing:0.04em;">&nbsp;with literacy. It is</span><span class="stl_16" style="word-spacing:0.02em;">&nbsp;concluded</span><span class="stl_16" style="word-spacing:0.04em;">&nbsp;that there</span><span class="stl_16" style="word-spacing:0.02em;">&nbsp;is</span><span class="stl_16" style="word-spacing:0.04em;">&nbsp;an &nbsp;</span></div>
					<div class="stl_01" style="top: 53.5748em; left:7.0854em;"><span class="stl_16 stl_08" style="word-spacing:0.06em;">impairment in the development of the microskills studied in schoolchildren with low performance. &nbsp;</span></div>
					<div class="stl_01" style="top: 55.5248em; left:7.0854em;"><span class="stl_17 stl_08" style="font-weight:bold; word-spacing:0.07em;">Keywords: </span><span class="stl_16 stl_08" style="word-spacing:0.07em;">low performance, macro skills, micro skills, teaching task. &nbsp;</span></div>
					<div class="stl_01" style="top: 64.2856em; left:41.6958em;"><span class="stl_18">14 &nbsp;</span></div>
					<div class="stl_01" style="top: 65.4523em; left:7.0854em;"><span class="stl_19 stl_08" style="font-weight:bold; word-spacing:0.26em;">Fecha de</span><span class="stl_19 stl_08" style="font-weight:bold; word-spacing:0.31em;">&nbsp;recepción:</span><span class="stl_19 stl_08" style="word-spacing:0.21em;">&nbsp;</span><span class="stl_18 stl_08" style="word-spacing:0.26em;">22 de marzo de 2019;</span><span class="stl_18 stl_08" style="word-spacing:0.21em;">&nbsp;</span><span class="stl_19 stl_08" style="font-weight:bold; word-spacing:0.31em;">Fecha de aceptación:</span><span class="stl_19 stl_08" style="word-spacing:0.21em;">&nbsp;</span><span class="stl_18 stl_08" style="word-spacing:0.26em;">04 de julio de 2019;</span><span class="stl_18 stl_08" style="word-spacing:0.22em;">&nbsp;</span><span class="stl_19" style="font-weight:bold; word-spacing:0.22em;">Fecha</span><span class="stl_19 stl_08" style="font-weight:bold; word-spacing:0.24em;">&nbsp;de &nbsp;</span></div>
					<div class="stl_01" style="top: 66.319em; left:7.0854em;"><span class="stl_19" style="font-weight:bold; word-spacing:0em;">publicación: </span><span class="stl_18 stl_08" style="word-spacing:0.05em;">09 de julio de 2019. &nbsp;</span></div>
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alt="" class="stl_20" />
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					<div class="stl_01" style="top: 3.0179em; left:7.0854em;"><span class="stl_21 stl_08" style="font-style:italic; word-spacing:0em;">Padilla-Toala &amp; Perero-Ormaza (2019<span class="stl_14">) &nbsp;</span></span></div>
					<div class="stl_01" style="top: 6.1972em; left:8.585em;"><span class="stl_11" style="font-weight:bold; word-spacing:0.4em;">1. INTRODUCCIÓN &nbsp;</span></div>
					<div class="stl_01" style="top: 8.9306em; left:7.0854em;"><span class="stl_13 stl_08" style="word-spacing:0.39em;">El bajo rendimiento escolar es una dificultad tan antigua como la misma &nbsp;</span></div>
					<div class="stl_01" style="top: 10.6464em; left:7.0854em;"><span class="stl_13 stl_08" style="word-spacing:0.26em;">educación, la enseñanza ha tenido</span><span class="stl_13 stl_08" style="word-spacing:0.26em;">&nbsp;sus orígenes desde tiempos remotos.</span><span class="stl_13 stl_08" style="word-spacing:0.21em;">&nbsp;El &nbsp;</span></div>
					<div class="stl_01" style="top: 12.3806em; left:7.0854em;"><span class="stl_13 stl_08" style="word-spacing:0.28em;">aprendizaje es esencial para el desarrollo del individuo tanto en el</span><span class="stl_13 stl_08" style="word-spacing:0.29em;">&nbsp;aspecto &nbsp;</span></div>
					<div class="stl_01" style="top: 14.0989em; left:7.0854em;"><span class="stl_13 stl_08" style="word-spacing:0.11em;">educativo como social</span><span class="stl_13 stl_08" style="word-spacing:0.1em;">&nbsp;que permite la comunicación</span><span class="stl_13 stl_08" style="word-spacing:0.03em;">&nbsp;y</span><span class="stl_13 stl_08" style="word-spacing:0.04em;">&nbsp;la</span><span class="stl_13 stl_08" style="word-spacing:0.1em;">&nbsp;formación</span><span class="stl_13 stl_08" style="word-spacing:0.04em;">&nbsp;a</span><span class="stl_13 stl_08" style="word-spacing:0.04em;">&nbsp;lo</span><span class="stl_13 stl_08" style="word-spacing:0.08em;">&nbsp;largo</span><span class="stl_13 stl_08" style="word-spacing:0.04em;">&nbsp;de &nbsp;</span></div>
					<div class="stl_01" style="top: 15.8322em; left:7.0854em;"><span class="stl_13 stl_08" style="word-spacing:0.06em;">la vida del individuo. &nbsp;</span></div>
					<div class="stl_01" style="top: 18.5489em; left:7.0854em;"><span class="stl_13 stl_08" style="word-spacing:0.11em;">El rendimiento académico todavía es</span><span class="stl_13 stl_08" style="word-spacing:0.06em;">&nbsp;un</span><span class="stl_13 stl_08" style="word-spacing:0.07em;">&nbsp;tema que surge en</span><span class="stl_13 stl_08" style="word-spacing:0.06em;">&nbsp;la</span><span class="stl_13 stl_14" style="word-spacing:0.04em;">&nbsp;investigació<span class="stl_08">n</span></span><span class="stl_13 stl_08" style="word-spacing:0.08em;">&nbsp;sin &nbsp;</span></div>
					<div class="stl_01" style="top: 20.2822em; left:7.0854em;"><span class="stl_13 stl_08" style="word-spacing:0.13em;">números de</span><span class="stl_13 stl_08" style="word-spacing:0.13em;">&nbsp;hipótesis</span><span class="stl_13 stl_08" style="word-spacing:0.1em;">&nbsp;el cual convierte esta cuestión es</span><span class="stl_13 stl_08" style="word-spacing:0.07em;">&nbsp;un</span><span class="stl_13 stl_08" style="word-spacing:0.11em;">&nbsp;debate.</span><span class="stl_13 stl_08" style="word-spacing:0.09em;">&nbsp;Para</span><span class="stl_13 stl_08" style="word-spacing:0.1em;">&nbsp;Marks &nbsp;</span></div>
					<div class="stl_01" style="top: 21.9989em; left:7.0854em;"><span class="stl_13">(</span></div>
					<div class="stl_01" style="top: 21.9989em; left:7.4188em;"><span class="stl_15" style="word-spacing:0.17em;">2000), “el debate sobre los antecedentes del rendimiento académico de</span><span class="stl_15" style="word-spacing:0.18em;">&nbsp;los &nbsp;</span></div>
					<div class="stl_01" style="top: 23.7339em; left:7.0854em;"><span class="stl_15 stl_08" style="word-spacing:0.39em;">alumnos continúa tan candente como siempre” (p.108) (Fenollar, Cuestas, &nbsp;</span></div>
					<div class="stl_01" style="top: 25.4514em; left:7.0854em;"><span class="stl_13 stl_08" style="word-spacing:0.08em;">Román, 2008, p.8). &nbsp;</span></div>
					<div class="stl_01" style="top: 28.1847em; left:7.0854em;"><span class="stl_13 stl_08" style="word-spacing:0.04em;">El rendimiento académico en la actualidad sigue siendo un tema de debate en el &nbsp;</span></div>
					<div class="stl_01" style="top: 29.9006em; left:7.0854em;"><span class="stl_13 stl_08" style="word-spacing:0.25em;">área psicopedagógico que concierne</span><span class="stl_13 stl_08" style="word-spacing:0.18em;">&nbsp;a</span><span class="stl_13 stl_08" style="word-spacing:0.23em;">&nbsp;varias hipótesis, convirtiéndose en</span><span class="stl_13 stl_08" style="word-spacing:0.17em;">&nbsp;un &nbsp;</span></div>
					<div class="stl_01" style="top: 31.6347em; left:7.0854em;"><span class="stl_13 stl_08" style="word-spacing:0.02em;">análisis extenso en el estudiante para poder determinar de manera adecuada los &nbsp;</span></div>
					<div class="stl_01" style="top: 33.3531em; left:7.0854em;"><span class="stl_13 stl_08" style="word-spacing:0.17em;">factores que estén relacionados al bajo rendimiento académico</span><span class="stl_13 stl_08" style="word-spacing:0.13em;">&nbsp;que el</span><span class="stl_13 stl_08" style="word-spacing:0.17em;">&nbsp;escolar &nbsp;</span></div>
					<div class="stl_01" style="top: 35.0864em; left:7.0854em;"><span class="stl_13" style="word-spacing:0.05em;">muestre en su proceso de formación.</span><span class="stl_13" style="word-spacing:0.08em;">&nbsp;Este</span><span class="stl_13" style="word-spacing:0.05em;">&nbsp;tema lleva mucho tiempo</span><span class="stl_13" style="word-spacing:0.05em;">&nbsp;afectando &nbsp;</span></div>
					<div class="stl_01" style="top: 36.8031em; left:7.0854em;"><span class="stl_13 stl_08" style="word-spacing:0.08em;">la educación en el país</span><span class="stl_13 stl_08" style="word-spacing:0.05em;">&nbsp;e</span><span class="stl_13 stl_08" style="word-spacing:0.09em;">&nbsp;incluso afecta la sociedad actual,</span><span class="stl_13 stl_08" style="word-spacing:0.06em;">&nbsp;no</span><span class="stl_13 stl_08" style="word-spacing:0.1em;">&nbsp;obstante,</span><span class="stl_13 stl_08" style="word-spacing:0.06em;">&nbsp;se</span><span class="stl_13 stl_08" style="word-spacing:0.04em;">&nbsp;han &nbsp;</span></div>
					<div class="stl_01" style="top: 38.5364em; left:7.0854em;"><span class="stl_13 stl_14" style="word-spacing:0.07em;">realizado investigacion<span class="stl_08">es</span></span><span class="stl_13 stl_08" style="word-spacing:0.11em;">&nbsp;acerca</span><span class="stl_13 stl_08" style="word-spacing:0.09em;">&nbsp;del</span><span class="stl_13 stl_08" style="word-spacing:0.1em;">&nbsp;tema,</span><span class="stl_13 stl_08" style="word-spacing:0.1em;">&nbsp;pero</span><span class="stl_13 stl_08" style="word-spacing:0.08em;">&nbsp;no hay</span><span class="stl_13 stl_08" style="word-spacing:0.13em;">&nbsp;existe</span><span class="stl_13 stl_08" style="word-spacing:0.08em;">&nbsp;una</span><span class="stl_13 stl_14" style="word-spacing:0.05em;">&nbsp;intervenció<span class="stl_08">n &nbsp;</span></span></div>
					<div class="stl_01" style="top: 40.2531em; left:7.0854em;"><span class="stl_13 stl_08" style="word-spacing:0.07em;">concreta acerca de este fenómeno. &nbsp;</span></div>
					<div class="stl_01" style="top: 42.9881em; left:7.0854em;"><span class="stl_13 stl_08" style="word-spacing:0.18em;">Dentro del rendimiento</span><span class="stl_13 stl_08" style="word-spacing:0.17em;">&nbsp;académico están</span><span class="stl_13 stl_08" style="word-spacing:0.16em;">&nbsp;inmersas varias materias</span><span class="stl_13 stl_08" style="word-spacing:0.13em;">&nbsp;que</span><span class="stl_13 stl_08" style="word-spacing:0.11em;">&nbsp;son</span><span class="stl_13 stl_08" style="word-spacing:0.12em;">&nbsp;de &nbsp;</span></div>
					<div class="stl_01" style="top: 44.7056em; left:7.0854em;"><span class="stl_13" style="word-spacing:0.12em;">utilidad en el</span><span class="stl_13" style="word-spacing:0.13em;">&nbsp;desarrollo</span><span class="stl_13" style="word-spacing:0.12em;">&nbsp;del estudiante el cual define si existe un buen</span><span class="stl_13" style="word-spacing:0.13em;">&nbsp;o</span><span class="stl_13" style="word-spacing:0.12em;">&nbsp;bajo &nbsp;</span></div>
					<div class="stl_01" style="top: 46.4381em; left:7.0854em;"><span class="stl_13 stl_08" style="word-spacing:0.35em;">rendimiento académico, puesto que en la actualidad se considera que las &nbsp;</span></div>
					<div class="stl_01" style="top: 48.1556em; left:7.0854em;"><span class="stl_13 stl_08" style="word-spacing:0.56em;">calificaciones escolares son esenciales para determinar si el estudiante &nbsp;</span></div>
					<div class="stl_01" style="top: 49.8889em; left:7.0854em;"><span class="stl_13 stl_08" style="word-spacing:0.09em;">mantiene este fenómeno. &nbsp;</span></div>
					<div class="stl_01" style="top: 52.6072em; left:7.0854em;"><span class="stl_13 stl_08" style="word-spacing:0.7em;">Se debe manifestar que, dentro del aprendizaje, están presentes la &nbsp;</span></div>
					<div class="stl_01" style="top: 54.3406em; left:7.0854em;"><span class="stl_13 stl_08" style="word-spacing:0.07em;">lectoescritura, matemáticas, en lógica y en otras áreas que son el desarrollo del &nbsp;</span></div>
					<div class="stl_01" style="top: 56.0572em; left:7.0854em;"><span class="stl_13 stl_08" style="word-spacing:0.24em;">aprendizaje en general. En los antecedentes de lectoescritura son pocos</span><span class="stl_13 stl_08" style="word-spacing:0.22em;">&nbsp;los &nbsp;</span></div>
					<div class="stl_01" style="top: 57.7906em; left:7.0854em;"><span class="stl_13 stl_08" style="word-spacing:0.34em;">estudios que se consideran a nivel global, sin embargo, existe un estudio &nbsp;</span></div>
					<div class="stl_01" style="top: 59.5072em; left:7.0854em;"><span class="stl_13 stl_14" style="word-spacing:0.05em;">actualizado de<span class="stl_08">l</span></span><span class="stl_13 stl_08" style="word-spacing:0.09em;">&nbsp;año</span><span class="stl_13 stl_08" style="word-spacing:0.09em;">&nbsp;2012 por</span><span class="stl_13 stl_08" style="word-spacing:0.12em;">&nbsp;Celdrán</span><span class="stl_13 stl_08" style="word-spacing:0.12em;">&nbsp;Clares</span><span class="stl_13 stl_08" style="word-spacing:0.07em;">&nbsp;y</span><span class="stl_13 stl_08" style="word-spacing:0.15em;">&nbsp;Zamorano</span><span class="stl_13 stl_08" style="word-spacing:0.13em;">&nbsp;Buitrago,</span><span class="stl_13 stl_08" style="word-spacing:0.14em;">&nbsp;Logopedas &nbsp;</span></div>
					<div class="stl_01" style="top: 61.226em; left:7.0854em;"><span class="stl_13 stl_08" style="word-spacing:0.09em;">en los Equipos de Orientación Educativa y Psicopedagógica de Murcia-España, &nbsp;</span></div>
					<div class="stl_01" style="top: 62.9593em; left:7.0854em;"><span class="stl_15 stl_14" style="word-spacing:-0.03em;">titulada “Di<span class="stl_08">f</span></span><span class="stl_13 stl_08" style="word-spacing:0.02em;">icultades en la adquisición de la lecto- </span><span class="stl_15 stl_08" style="word-spacing:0.06em;">escritura y otros aprendizajes”, &nbsp;</span></div>
					<div class="stl_01" style="top: 66.319em; left:41.6958em;"><span class="stl_18">15 &nbsp;</span></div>
				</div>
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			<div class="stl_03">
				<img src="data:image/png;base64,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alt="" class="stl_04" />
			</div>
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				<div class="stl_05 stl_06">
					<div class="stl_01" style="top: 2.9132em; left:7.0854em;"><span class="stl_07 stl_08" style="word-spacing:0.11em;">Revista Científica</span><span class="stl_07 stl_08" style="word-spacing:0.07em;">&nbsp;y Arbitrada</span><span class="stl_07 stl_08" style="word-spacing:0.06em;">&nbsp;de Psicología NUNA</span><span class="stl_07 stl_08" style="word-spacing:0.07em;">&nbsp;YACHAY.</span><span class="stl_07 stl_08" style="word-spacing:0.09em;">&nbsp;Vol.</span><span class="stl_07 stl_08" style="word-spacing:0.06em;">&nbsp;2,</span><span class="stl_07 stl_08" style="word-spacing:0.03em;">&nbsp;Núm.</span><span class="stl_07 stl_08" style="word-spacing:0.06em;">&nbsp;4 (jul</span><span class="stl_07 stl_08" style="word-spacing:0.06em;">&nbsp;-</span><span class="stl_07 stl_08" style="word-spacing:0.06em;">&nbsp;dic</span><span class="stl_07 stl_08" style="word-spacing:0.07em;">&nbsp;2019) &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:0.03em;">Microdestrezas asociadas a la lectoescritura en niños con bajo rendimiento académico en la &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:0.03em;">Unidad Educativa </span><span class="stl_10" style="font-style:italic; word-spacing:0em;">“</span><span class="stl_09 stl_08" style="font-style:italic; word-spacing:0.03em;">4 de Noviembre</span><span class="stl_10" style="font-style:italic; word-spacing:0em;">” &nbsp;</span></div>
					<div class="stl_01" style="top: 7.3472em; left:7.0854em;"><span class="stl_13 stl_08" style="word-spacing:0.08em;">en este se constata que las</span><span class="stl_13 stl_08" style="word-spacing:0.11em;">&nbsp;dificultades de</span><span class="stl_13 stl_08" style="word-spacing:0.11em;">&nbsp;lectoescritura en muchas</span><span class="stl_13 stl_08" style="word-spacing:0.14em;">&nbsp;ocasiones &nbsp;</span></div>
					<div class="stl_01" style="top: 9.0806em; left:7.0854em;"><span class="stl_13" style="word-spacing:0em;">se relaciona en la mayoría de casos debido a la maduración del desarrollo en la &nbsp;</span></div>
					<div class="stl_01" style="top: 10.7972em; left:7.0854em;"><span class="stl_13 stl_08" style="word-spacing:0.15em;">educación primaria y</span><span class="stl_13 stl_08" style="word-spacing:0.1em;">&nbsp;en un</span><span class="stl_13 stl_08" style="word-spacing:0.14em;">&nbsp;ambiente</span><span class="stl_13 stl_08" style="word-spacing:0.15em;">&nbsp;desfavorable. Es</span><span class="stl_13 stl_08" style="word-spacing:0.11em;">&nbsp;por esto</span><span class="stl_13 stl_08" style="word-spacing:0.11em;">&nbsp;que a</span><span class="stl_13 stl_08" style="word-spacing:0.12em;">&nbsp;muchos &nbsp;</span></div>
					<div class="stl_01" style="top: 12.5297em; left:7.0854em;"><span class="stl_13 stl_08" style="word-spacing:0.19em;">niños se les puede dificultar en la adquisición de lectoescritura de una forma &nbsp;</span></div>
					<div class="stl_01" style="top: 14.2489em; left:7.0854em;"><span class="stl_13" style="word-spacing:0.12em;">adecuada. A esto se desea realizar</span><span class="stl_13" style="word-spacing:0.14em;">&nbsp;la</span><span class="stl_13" style="word-spacing:0.12em;">&nbsp;investigación</span><span class="stl_13" style="word-spacing:0.13em;">&nbsp;sobre</span><span class="stl_13" style="word-spacing:0.12em;">&nbsp;las</span><span class="stl_13" style="word-spacing:0.12em;">&nbsp;microdestrezas &nbsp;</span></div>
					<div class="stl_01" style="top: 15.9822em; left:7.0854em;"><span class="stl_13 stl_08" style="word-spacing:0.25em;">que están asociadas en la lectoescritura en escolares con bajo rendimiento, &nbsp;</span></div>
					<div class="stl_01" style="top: 17.6989em; left:7.0854em;"><span class="stl_13 stl_08" style="word-spacing:0.26em;">puesto que no</span><span class="stl_13 stl_08" style="word-spacing:0.25em;">&nbsp;existen estudios acerca de este fenómeno</span><span class="stl_13 stl_08" style="word-spacing:0.22em;">&nbsp;que se</span><span class="stl_13 stl_08" style="word-spacing:0.28em;">&nbsp;encuentra &nbsp;</span></div>
					<div class="stl_01" style="top: 19.4322em; left:7.0854em;"><span class="stl_13 stl_08" style="word-spacing:0.06em;">presente en el contexto de estudio. &nbsp;</span></div>
					<div class="stl_01" style="top: 22.1489em; left:7.0854em;"><span class="stl_13 stl_08" style="word-spacing:0.14em;">Según estudios de la Organización de las Naciones Unidas para la Educación &nbsp;</span></div>
					<div class="stl_01" style="top: 23.8839em; left:7.0854em;"><span class="stl_13 stl_08" style="word-spacing:0.06em;">(UNESCO, 2017) nuevos datos proporcionados por el Instituto de Estadística de &nbsp;</span></div>
					<div class="stl_01" style="top: 25.6014em; left:7.0854em;"><span class="stl_13 stl_08" style="word-spacing:0.33em;">la UNESCO (UIS) revelan que: </span><span class="stl_15 stl_08" style="word-spacing:0.33em;">“A nivel mundial, 617 millones de niños y &nbsp;</span></div>
					<div class="stl_01" style="top: 27.3339em; left:7.0854em;"><span class="stl_13 stl_08" style="word-spacing:0.36em;">adolescentes no logran alcanzar los niveles mínimos de conocimientos en &nbsp;</span></div>
					<div class="stl_01" style="top: 29.0514em; left:7.0854em;"><span class="stl_13 stl_08" style="word-spacing:0.1em;">lectura y matemática requeridos. &nbsp;</span></div>
					<div class="stl_01" style="top: 31.7839em; left:7.0854em;"><span class="stl_13 stl_08" style="word-spacing:0.05em;">El desglose de los datos muestra que más de 387 millones de niños en edad de &nbsp;</span></div>
					<div class="stl_01" style="top: 33.5031em; left:7.0854em;"><span class="stl_13 stl_08" style="word-spacing:0.2em;">cursar educación primaria (56%) y 230 millones de adolescentes en edad de &nbsp;</span></div>
					<div class="stl_01" style="top: 35.2197em; left:7.0854em;"><span class="stl_13 stl_08" style="word-spacing:0.25em;">cursar educación secundaria baja (61%) no lograrán los niveles mínimos</span><span class="stl_13 stl_08" style="word-spacing:0.22em;">&nbsp;de &nbsp;</span></div>
					<div class="stl_01" style="top: 36.9531em; left:7.0854em;"><span class="stl_13 stl_08" style="word-spacing:0.09em;">conocimientos en lectura y matemática. &nbsp;</span></div>
					<div class="stl_01" style="top: 39.6697em; left:7.0854em;"><span class="stl_13" style="word-spacing:0.07em;">América Latina</span><span class="stl_13 stl_08" style="word-spacing:0.06em;">&nbsp;y</span><span class="stl_13 stl_08" style="word-spacing:0.1em;">&nbsp;el Caribe</span><span class="stl_13 stl_08" style="word-spacing:0.14em;">&nbsp;muestran</span><span class="stl_13 stl_08" style="word-spacing:0.15em;">&nbsp;también</span><span class="stl_13 stl_08" style="word-spacing:0.09em;">&nbsp;que</span><span class="stl_13 stl_08" style="word-spacing:0.09em;">&nbsp;el desafío es</span><span class="stl_13 stl_08" style="word-spacing:0.12em;">&nbsp;grande.</span><span class="stl_13 stl_08" style="word-spacing:0.11em;">&nbsp;Según &nbsp;</span></div>
					<div class="stl_01" style="top: 41.4056em; left:7.0854em;"><span class="stl_13 stl_08" style="word-spacing:0.05em;">datos del informe del Instituto de Estadística de la Organización de las Naciones &nbsp;</span></div>
					<div class="stl_01" style="top: 43.1222em; left:7.0854em;"><span class="stl_13 stl_08" style="word-spacing:0.18em;">Unidas para la Educación (UNESCO) (UIS), en los países latinoamericanos y &nbsp;</span></div>
					<div class="stl_01" style="top: 44.8547em; left:7.0854em;"><span class="stl_13 stl_08" style="word-spacing:0.38em;">caribeños 35 millones de niños y adolescentes no están logrando niveles &nbsp;</span></div>
					<div class="stl_01" style="top: 46.5722em; left:7.0854em;"><span class="stl_13 stl_08" style="word-spacing:0.16em;">mínimos de</span><span class="stl_13" style="word-spacing:0.08em;">&nbsp;conocimiento</span><span class="stl_13 stl_08" style="word-spacing:0.11em;">&nbsp;en lectura</span><span class="stl_13 stl_08" style="word-spacing:0.16em;">&nbsp;mientras</span><span class="stl_13 stl_08" style="word-spacing:0.1em;">&nbsp;que</span><span class="stl_13 stl_08" style="word-spacing:0.1em;">&nbsp;50</span><span class="stl_13 stl_08" style="word-spacing:0.14em;">&nbsp;millones</span><span class="stl_13 stl_08" style="word-spacing:0.11em;">&nbsp;no</span><span class="stl_13 stl_08" style="word-spacing:0.14em;">&nbsp;alcanzan</span><span class="stl_13 stl_08" style="word-spacing:0.09em;">&nbsp;los &nbsp;</span></div>
					<div class="stl_01" style="top: 48.3047em; left:7.0854em;"><span class="stl_13 stl_08" style="word-spacing:0.05em;">niveles mínimos requeridos en matemática. Esto significa que 1 de cada 3 niños &nbsp;</span></div>
					<div class="stl_01" style="top: 50.0222em; left:7.0854em;"><span class="stl_13 stl_14" style="word-spacing:-0.05em;">y adolescentes de la región no puede leer de manera correcta y 1 de cada<span class="stl_08">&nbsp;2 tiene &nbsp;</span></span></div>
					<div class="stl_01" style="top: 51.7572em; left:7.0854em;"><span class="stl_13 stl_14" style="word-spacing:0.09em;">dificultades seria<span class="stl_08">s</span></span><span class="stl_13 stl_08" style="word-spacing:0.12em;">&nbsp;en</span><span class="stl_13 stl_08" style="word-spacing:0.17em;">&nbsp;matemática</span><span class="stl_13 stl_08" style="word-spacing:0.13em;">&nbsp;de</span><span class="stl_13 stl_08" style="word-spacing:0.16em;">&nbsp;acuerdo</span><span class="stl_13 stl_08" style="word-spacing:0.11em;">&nbsp;con lo</span><span class="stl_13 stl_08" style="word-spacing:0.17em;">&nbsp;esperado</span><span class="stl_13 stl_08" style="word-spacing:0.11em;">&nbsp;por</span><span class="stl_13 stl_08" style="word-spacing:0.12em;">&nbsp;su</span><span class="stl_13 stl_08" style="word-spacing:0.13em;">&nbsp;edad,</span><span class="stl_13 stl_08" style="word-spacing:0.11em;">&nbsp;lo &nbsp;</span></div>
					<div class="stl_01" style="top: 53.4739em; left:7.0854em;"><span class="stl_15 stl_08" style="word-spacing:0.06em;">cual es un impedimento para poder forjar un futuro digno” (</span><span class="stl_13" style="word-spacing:0em;">p.5). &nbsp;</span></div>
					<div class="stl_01" style="top: 56.2072em; left:7.0854em;"><span class="stl_13 stl_08" style="word-spacing:0.11em;">Según el Ministerio de Educación del Ecuador</span><span class="stl_13 stl_08" style="word-spacing:0.1em;">&nbsp;(SER, 2008) en</span><span class="stl_13 stl_08" style="word-spacing:0.1em;">&nbsp;el Resultado</span><span class="stl_13 stl_08" style="word-spacing:0.08em;">&nbsp;de &nbsp;</span></div>
					<div class="stl_01" style="top: 57.9239em; left:7.0854em;"><span class="stl_13 stl_08" style="word-spacing:0.15em;">las pruebas censales muestra</span><span class="stl_13 stl_08" style="word-spacing:0.13em;">&nbsp;que, a nivel nacional,</span><span class="stl_13 stl_08" style="word-spacing:0.1em;">&nbsp;los</span><span class="stl_13 stl_08" style="word-spacing:0.15em;">&nbsp;estudiantes de</span><span class="stl_13 stl_08" style="word-spacing:0.13em;">&nbsp;cuarto, &nbsp;</span></div>
					<div class="stl_01" style="top: 59.6572em; left:7.0854em;"><span class="stl_13 stl_08" style="word-spacing:0.39em;">séptimo, décimo y tercer de bachillerato muestra que los promedios más &nbsp;</span></div>
					<div class="stl_01" style="top: 61.376em; left:7.0854em;"><span class="stl_13 stl_08" style="word-spacing:0.18em;">destacados se encuentran en la región Sierra,</span><span class="stl_13 stl_08" style="word-spacing:0.16em;">&nbsp;en las provincias de</span><span class="stl_13 stl_08" style="word-spacing:0.2em;">&nbsp;Pichincha &nbsp;</span></div>
					<div class="stl_01" style="top: 66.319em; left:41.6958em;"><span class="stl_18">16 &nbsp;</span></div>
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				<img 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alt="" class="stl_20" />
			</div>
			<div class="stl_view">
				<div class="stl_05 stl_06">
					<div class="stl_01" style="top: 3.0179em; left:7.0854em;"><span class="stl_21 stl_08" style="font-style:italic; word-spacing:0em;">Padilla-Toala &amp; Perero-Ormaza (2019<span class="stl_14">) &nbsp;</span></span></div>
					<div class="stl_01" style="top: 5.8639em; left:7.0854em;"><span class="stl_13">(</span></div>
					<div class="stl_01" style="top: 5.8639em; left:7.4184em;"><span class="stl_13 stl_08" style="word-spacing:0.24em;">533,97), Tungurahua (526,50), Carchi (524,77) y</span><span class="stl_13 stl_08" style="word-spacing:0.24em;">&nbsp;Azuay (520,95)</span><span class="stl_13 stl_08" style="word-spacing:0.2em;">&nbsp;y entre</span><span class="stl_13 stl_08" style="word-spacing:0.19em;">&nbsp;los &nbsp;</span></div>
					<div class="stl_01" style="top: 7.5972em; left:7.0854em;"><span class="stl_13 stl_08" style="word-spacing:0.02em;">promedios más bajos se encuentra Manabí (478,54), Los Ríos (470,02), Orellana &nbsp;</span></div>
					<div class="stl_01" style="top: 9.3131em; left:7.4184em;"><span class="stl_13 stl_08" style="word-spacing:0.08em;">468,09) y Esmeralda (451,00) (p.12). &nbsp;</span></div>
					<div class="stl_01" style="top: 9.3131em; left:7.0854em;"><span class="stl_13">(</span></div>
					<div class="stl_01" style="top: 12.0472em; left:7.0854em;"><span class="stl_15 stl_08" style="word-spacing:0.22em;">Dentro del área de lengua y literatura se encuentra que “en los cuatro años &nbsp;</span></div>
					<div class="stl_01" style="top: 13.7656em; left:7.0854em;"><span class="stl_13 stl_14" style="word-spacing:0.04em;">evaluados, s<span class="stl_08">e</span></span><span class="stl_13 stl_08" style="word-spacing:0.08em;">&nbsp;encuentra que el cuarto año de Educación Básica tiene el</span><span class="stl_13 stl_08" style="word-spacing:0.08em;">&nbsp;mayor &nbsp;</span></div>
					<div class="stl_01" style="top: 15.4989em; left:7.0854em;"><span class="stl_13 stl_08" style="word-spacing:0.17em;">porcentaje de estudiantes entre regulares e insuficientes:</span><span class="stl_13 stl_08" style="word-spacing:0.14em;">&nbsp;67,56%; le</span><span class="stl_13 stl_08" style="word-spacing:0.14em;">&nbsp;siguen</span><span class="stl_13 stl_08" style="word-spacing:0.1em;">&nbsp;el &nbsp;</span></div>
					<div class="stl_01" style="top: 17.2156em; left:7.0854em;"><span class="stl_13 stl_08" style="word-spacing:0.09em;">séptimo año de Educación Básica con 53,97%;</span><span class="stl_13 stl_08" style="word-spacing:0.06em;">&nbsp;y el</span><span class="stl_13 stl_08" style="word-spacing:0.08em;">&nbsp;décimo año con 53,31%;</span><span class="stl_13 stl_08" style="word-spacing:0.06em;">&nbsp;el &nbsp;</span></div>
					<div class="stl_01" style="top: 18.9489em; left:7.0854em;"><span class="stl_15 stl_08" style="word-spacing:0.13em;">tercer año</span><span class="stl_15 stl_08" style="word-spacing:0.1em;">&nbsp;de Bachillerato tiene 50,37%”</span><span class="stl_15 stl_08" style="word-spacing:0.08em;">&nbsp;(SER</span><span class="stl_13" style="word-spacing:0.04em;">,</span><span class="stl_13 stl_08" style="word-spacing:0.09em;">&nbsp;2008, p.14). A</span><span class="stl_13 stl_08" style="word-spacing:0.09em;">&nbsp;nivel</span><span class="stl_13 stl_08" style="word-spacing:0.11em;">&nbsp;nacional</span><span class="stl_13 stl_08" style="word-spacing:0.05em;">&nbsp;se &nbsp;</span></div>
					<div class="stl_01" style="top: 20.6656em; left:7.0854em;"><span class="stl_13 stl_08" style="word-spacing:0.12em;">evidencia que existe un bajo rendimiento escolar</span><span class="stl_13 stl_08" style="word-spacing:0.08em;">&nbsp;en</span><span class="stl_13 stl_08" style="word-spacing:0.09em;">&nbsp;el área de lengua para</span><span class="stl_13 stl_08" style="word-spacing:0.09em;">&nbsp;los &nbsp;</span></div>
					<div class="stl_01" style="top: 22.3989em; left:7.0854em;"><span class="stl_13 stl_08" style="word-spacing:0.06em;">estudiantes de cuarto y séptimo año de básica. &nbsp;</span></div>
					<div class="stl_01" style="top: 25.1181em; left:7.0854em;"><span class="stl_13 stl_08" style="word-spacing:0.13em;">En el área de lenguaje y</span><span class="stl_13 stl_08" style="word-spacing:0.14em;">&nbsp;comunicación en cuarto y séptimo año de</span><span class="stl_13 stl_08" style="word-spacing:0.17em;">&nbsp;educación &nbsp;</span></div>
					<div class="stl_01" style="top: 26.8514em; left:7.0854em;"><span class="stl_13 stl_08" style="word-spacing:0.11em;">básica a</span><span class="stl_13 stl_08" style="word-spacing:0.1em;">&nbsp;nivel nacional,</span><span class="stl_13 stl_08" style="word-spacing:0.09em;">&nbsp;Manabí se</span><span class="stl_13 stl_08" style="word-spacing:0.13em;">&nbsp;encuentra</span><span class="stl_13 stl_08" style="word-spacing:0.05em;">&nbsp;en</span><span class="stl_13 stl_08" style="word-spacing:0.09em;">&nbsp;el décimo</span><span class="stl_13 stl_08" style="word-spacing:0.09em;">&nbsp;quinto</span><span class="stl_13" style="word-spacing:0.03em;">&nbsp;manteniendo &nbsp;</span></div>
					<div class="stl_01" style="top: 28.5681em; left:7.0854em;"><span class="stl_13 stl_08" style="word-spacing:0.03em;">un puntaje menor (487) al de Pichincha (533) siendo esta la provincia con mayor &nbsp;</span></div>
					<div class="stl_01" style="top: 30.3014em; left:7.0854em;"><span class="stl_13 stl_08" style="word-spacing:0.07em;">puntaje en el área mencionada (SER, 2008, p.19). &nbsp;</span></div>
					<div class="stl_01" style="top: 33.0197em; left:7.0854em;"><span class="stl_13 stl_08" style="word-spacing:0.36em;">Esto refleja que a nivel provincial Manabí tiene claro un bajo rendimiento &nbsp;</span></div>
					<div class="stl_01" style="top: 34.7531em; left:7.0854em;"><span class="stl_13 stl_08" style="word-spacing:0.26em;">académico en el área de lengua y literatura considerándose que existe una &nbsp;</span></div>
					<div class="stl_01" style="top: 36.4697em; left:7.0854em;"><span class="stl_13 stl_08" style="word-spacing:0.15em;">afectación en la lectoescritura,</span><span class="stl_13 stl_08" style="word-spacing:0.09em;">&nbsp;es por</span><span class="stl_13 stl_08" style="word-spacing:0.11em;">&nbsp;esto</span><span class="stl_13 stl_08" style="word-spacing:0.13em;">&nbsp;necesario realizar</span><span class="stl_13 stl_08" style="word-spacing:0.08em;">&nbsp;una</span><span class="stl_13" style="word-spacing:0.05em;">&nbsp;investigación &nbsp;</span></div>
					<div class="stl_01" style="top: 38.2031em; left:7.0854em;"><span class="stl_13 stl_08" style="word-spacing:0.26em;">acerca de las microdestrezas en los</span><span class="stl_13 stl_08" style="word-spacing:0.26em;">&nbsp;estudiantes con bajo rendimiento y</span><span class="stl_13 stl_08" style="word-spacing:0.23em;">&nbsp;así &nbsp;</span></div>
					<div class="stl_01" style="top: 39.9197em; left:7.0854em;"><span class="stl_13 stl_14" style="word-spacing:0.03em;">determinarlas adecuadam<span class="stl_08">ente. &nbsp;</span></span></div>
					<div class="stl_01" style="top: 42.6556em; left:7.0854em;"><span class="stl_13" style="word-spacing:0.39em;">En la actualidad en la ciudad de Manta no existen investigaciones que &nbsp;</span></div>
					<div class="stl_01" style="top: 44.3722em; left:7.0854em;"><span class="stl_13 stl_08" style="word-spacing:0.42em;">contribuyan al conocimiento científico acerca de las microdestrezas de la &nbsp;</span></div>
					<div class="stl_01" style="top: 46.1047em; left:7.0854em;"><span class="stl_13 stl_08" style="word-spacing:0.07em;">lectoescritura y en cómo estas se encuentran afectadas por los estudiantes que &nbsp;</span></div>
					<div class="stl_01" style="top: 47.8222em; left:7.0854em;"><span class="stl_13 stl_08" style="word-spacing:0.2em;">reflejan un bajo rendimiento académico reportados</span><span class="stl_13 stl_08" style="word-spacing:0.17em;">&nbsp;por</span><span class="stl_13 stl_08" style="word-spacing:0.16em;">&nbsp;los docentes y por</span><span class="stl_13 stl_08" style="word-spacing:0.17em;">&nbsp;los &nbsp;</span></div>
					<div class="stl_01" style="top: 49.5556em; left:7.0854em;"><span class="stl_13 stl_08" style="word-spacing:0.07em;">promedios expuestos en el sistema de la unidad educativa. &nbsp;</span></div>
					<div class="stl_01" style="top: 52.2739em; left:7.0854em;"><span class="stl_13 stl_08" style="word-spacing:0.06em;">Tanto la lectura como la escritura son procesos de aprendizaje desarrollados en &nbsp;</span></div>
					<div class="stl_01" style="top: 54.0072em; left:7.0854em;"><span class="stl_13 stl_08" style="word-spacing:0.13em;">la primera etapa dentro del ámbito educativo y</span><span class="stl_13 stl_08" style="word-spacing:0.12em;">&nbsp;social, lo</span><span class="stl_13 stl_08" style="word-spacing:0.12em;">&nbsp;cual permite</span><span class="stl_13 stl_08" style="word-spacing:0.16em;">&nbsp;expresar &nbsp;</span></div>
					<div class="stl_01" style="top: 55.7239em; left:7.0854em;"><span class="stl_13 stl_08" style="word-spacing:0.4em;">los sentimientos, ideas y pensamientos, enriquecer el léxico, abriendo las &nbsp;</span></div>
					<div class="stl_01" style="top: 57.4572em; left:7.0854em;"><span class="stl_13 stl_08" style="word-spacing:0.12em;">puertas a</span><span class="stl_13 stl_08" style="word-spacing:0.09em;">&nbsp;la</span><span class="stl_13 stl_08" style="word-spacing:0.13em;">&nbsp;interacción social,</span><span class="stl_13 stl_08" style="word-spacing:0.08em;">&nbsp;el</span><span class="stl_13 stl_08" style="word-spacing:0.11em;">&nbsp;deseo</span><span class="stl_13 stl_08" style="word-spacing:0.07em;">&nbsp;de</span><span class="stl_13 stl_08" style="word-spacing:0.12em;">&nbsp;querer</span><span class="stl_13 stl_08" style="word-spacing:0.1em;">&nbsp;aprender y conocer más</span><span class="stl_13 stl_08" style="word-spacing:0.1em;">&nbsp;del &nbsp;</span></div>
					<div class="stl_01" style="top: 59.1739em; left:7.0854em;"><span class="stl_13 stl_14" style="word-spacing:0em;">mundo circundant<span class="stl_08">e. &nbsp;</span></span></div>
					<div class="stl_01" style="top: 66.319em; left:41.6958em;"><span class="stl_18">17 &nbsp;</span></div>
				</div>
			</div>
		</div>
		<div class="stl_02">
			<div class="stl_03">
				<img src="data:image/png;base64,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alt="" class="stl_04" />
			</div>
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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:0.11em;">Revista Científica</span><span class="stl_07 stl_08" style="word-spacing:0.07em;">&nbsp;y Arbitrada</span><span class="stl_07 stl_08" style="word-spacing:0.06em;">&nbsp;de Psicología NUNA</span><span class="stl_07 stl_08" style="word-spacing:0.07em;">&nbsp;YACHAY.</span><span class="stl_07 stl_08" style="word-spacing:0.09em;">&nbsp;Vol.</span><span class="stl_07 stl_08" style="word-spacing:0.06em;">&nbsp;2,</span><span class="stl_07 stl_08" style="word-spacing:0.03em;">&nbsp;Núm.</span><span class="stl_07 stl_08" style="word-spacing:0.06em;">&nbsp;4 (jul</span><span class="stl_07 stl_08" style="word-spacing:0.06em;">&nbsp;-</span><span class="stl_07 stl_08" style="word-spacing:0.06em;">&nbsp;dic</span><span class="stl_07 stl_08" style="word-spacing:0.07em;">&nbsp;2019) &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:0.03em;">Microdestrezas asociadas a la lectoescritura en niños con bajo rendimiento académico en la &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:0.03em;">Unidad Educativa </span><span class="stl_10" style="font-style:italic; word-spacing:0em;">“</span><span class="stl_09 stl_08" style="font-style:italic; word-spacing:0.03em;">4 de Noviembre</span><span class="stl_10" style="font-style:italic; word-spacing:0em;">” &nbsp;</span></div>
					<div class="stl_01" style="top: 7.3472em; left:7.0854em;"><span class="stl_13 stl_08" style="word-spacing:0.07em;">Se toma en cuenta la búsqueda bibliográfica realizada sobre las microdestrezas &nbsp;</span></div>
					<div class="stl_01" style="top: 9.0806em; left:7.0854em;"><span class="stl_13" style="word-spacing:0.3em;">de la lectoescritura no se evidencia investigaciones dentro del contexto a &nbsp;</span></div>
					<div class="stl_01" style="top: 10.7972em; left:7.0854em;"><span class="stl_13 stl_08" style="word-spacing:0.14em;">estudiar, es</span><span class="stl_13 stl_08" style="word-spacing:0.08em;">&nbsp;por ello</span><span class="stl_13 stl_08" style="word-spacing:0.09em;">&nbsp;que se hace pertinente realizar</span><span class="stl_13 stl_08" style="word-spacing:0.08em;">&nbsp;esta</span><span class="stl_13 stl_08" style="word-spacing:0.12em;">&nbsp;investigación puesto</span><span class="stl_13 stl_08" style="word-spacing:0.04em;">&nbsp;a &nbsp;</span></div>
					<div class="stl_01" style="top: 12.5297em; left:7.0854em;"><span class="stl_13 stl_08" style="word-spacing:0.14em;">que así</span><span class="stl_13 stl_08" style="word-spacing:0.11em;">&nbsp;se</span><span class="stl_13 stl_08" style="word-spacing:0.14em;">&nbsp;obtiene un acercamiento científico desde el contexto que se</span><span class="stl_13 stl_08" style="word-spacing:0.13em;">&nbsp;desea &nbsp;</span></div>
					<div class="stl_01" style="top: 14.2489em; left:7.0854em;"><span class="stl_13 stl_14" style="word-spacing:0.07em;">realizar la investigaci<span class="stl_08">ón,</span></span><span class="stl_13 stl_08" style="word-spacing:0.1em;">&nbsp;la</span><span class="stl_13 stl_08" style="word-spacing:0.12em;">&nbsp;escasa información sobre el tema limita en</span><span class="stl_13 stl_08" style="word-spacing:0.13em;">&nbsp;algunos &nbsp;</span></div>
					<div class="stl_01" style="top: 15.9822em; left:7.0854em;"><span class="stl_13 stl_08" style="word-spacing:0.55em;">centros educativos a los docentes poder realizar un abordaje en esta &nbsp;</span></div>
					<div class="stl_01" style="top: 17.6989em; left:7.0854em;"><span class="stl_13 stl_08" style="word-spacing:0.09em;">problemática, porque no tienen el soporte metodológico. &nbsp;</span></div>
					<div class="stl_01" style="top: 20.4322em; left:7.0854em;"><span class="stl_13 stl_08" style="word-spacing:0.07em;">La viabilidad de esta investigación se concentra en la microdestrezas asociadas &nbsp;</span></div>
					<div class="stl_01" style="top: 22.1489em; left:7.0854em;"><span class="stl_13 stl_08" style="word-spacing:0.08em;">a la lectoescritura en</span><span class="stl_13 stl_08" style="word-spacing:0.12em;">&nbsp;escolares</span><span class="stl_13 stl_08" style="word-spacing:0.05em;">&nbsp;con</span><span class="stl_13 stl_08" style="word-spacing:0.1em;">&nbsp;bajo rendimiento,</span><span class="stl_13 stl_08" style="word-spacing:0.05em;">&nbsp;se</span><span class="stl_13 stl_08" style="word-spacing:0.05em;">&nbsp;contó con la</span><span class="stl_13 stl_08" style="word-spacing:0.12em;">&nbsp;población &nbsp;</span></div>
					<div class="stl_01" style="top: 23.8839em; left:7.0854em;"><span class="stl_13 stl_14" style="word-spacing:-0.07em;">de escolares de quinto a séptimo año de educación básica de la unidad educat<span class="stl_08">iva &nbsp;</span></span></div>
					<div class="stl_01" style="top: 25.6014em; left:7.0854em;"><span class="stl_15 stl_08" style="word-spacing:0.01em;">“4 de Noviembre”, se dispuso de los recursos materiales y humanos para realizar &nbsp;</span></div>
					<div class="stl_01" style="top: 27.3339em; left:7.0854em;"><span class="stl_13 stl_08" style="word-spacing:0.3em;">la identificación de la problemática, dentro de los recursos se encuentra el &nbsp;</span></div>
					<div class="stl_01" style="top: 29.0514em; left:7.0854em;"><span class="stl_13 stl_08" style="word-spacing:0.02em;">permiso oficial del distrito de educación y una excelente apertura por parte de las &nbsp;</span></div>
					<div class="stl_01" style="top: 30.7847em; left:7.0854em;"><span class="stl_13 stl_08" style="word-spacing:0.1em;">autoridades de la institución educativa. &nbsp;</span></div>
					<div class="stl_01" style="top: 33.5031em; left:7.0854em;"><span class="stl_13 stl_08" style="word-spacing:0.09em;">Por todo lo anterior, interesa analizar el desarrollo de microdestrezas asociadas &nbsp;</span></div>
					<div class="stl_01" style="top: 35.2197em; left:7.0854em;"><span class="stl_13 stl_08" style="word-spacing:0.33em;">a la lectoescritura en niños con bajo rendimiento académico en</span><span class="stl_13 stl_08" style="word-spacing:0.29em;">&nbsp;la</span><span class="stl_13 stl_08" style="word-spacing:0.33em;">&nbsp;Unidad &nbsp;</span></div>
					<div class="stl_01" style="top: 36.9531em; left:7.0854em;"><span class="stl_15 stl_08" style="word-spacing:0.13em;">Educativa “4 de Noviembre”,</span><span class="stl_15 stl_08" style="word-spacing:0.09em;">&nbsp;en el</span><span class="stl_15 stl_08" style="word-spacing:0.11em;">&nbsp;periodo</span><span class="stl_15 stl_08" style="word-spacing:0.13em;">&nbsp;académico 2018</span><span class="stl_13" style="word-spacing:0.07em;">-2019,</span><span class="stl_13 stl_08" style="word-spacing:0.09em;">&nbsp;en la</span><span class="stl_13 stl_08" style="word-spacing:0.1em;">&nbsp;ciudad &nbsp;</span></div>
					<div class="stl_01" style="top: 38.6697em; left:7.0854em;"><span class="stl_13 stl_08" style="word-spacing:0.06em;">de Manta. &nbsp;</span></div>
					<div class="stl_01" style="top: 42.7056em; left:8.585em;"><span class="stl_11" style="font-weight:bold; word-spacing:0.4em;">2. METODOLOGÍA &nbsp;</span></div>
					<div class="stl_01" style="top: 45.4214em; left:7.0854em;"><span class="stl_13 stl_08" style="word-spacing:0.64em;">Se realizó un estudio mixto, de tipo cuantitativo-cualitativo descriptivo, &nbsp;</span></div>
					<div class="stl_01" style="top: 47.1389em; left:7.0854em;"><span class="stl_13 stl_08" style="word-spacing:0.3em;">prospectivo y transversal.</span><span class="stl_13 stl_08" style="word-spacing:0.24em;">&nbsp;El</span><span class="stl_13 stl_08" style="word-spacing:0.25em;">&nbsp;método que se utilizó en la investigación es</span><span class="stl_13 stl_08" style="word-spacing:0.22em;">&nbsp;el &nbsp;</span></div>
					<div class="stl_01" style="top: 48.8722em; left:7.0854em;"><span class="stl_13 stl_08" style="word-spacing:0.08em;">método descriptivo. El universo está conformado por 47 estudiantes de quinto a &nbsp;</span></div>
					<div class="stl_01" style="top: 50.5881em; left:7.0854em;"><span class="stl_13 stl_08" style="word-spacing:0.28em;">séptimo año de básica</span><span class="stl_13 stl_08" style="word-spacing:0.29em;">&nbsp;con bajo rendimiento académico, matriculados</span><span class="stl_13 stl_08" style="word-spacing:0.24em;">&nbsp;en</span><span class="stl_13 stl_08" style="word-spacing:0.22em;">&nbsp;la &nbsp;</span></div>
					<div class="stl_01" style="top: 52.3239em; left:7.0854em;"><span class="stl_15 stl_08" style="word-spacing:0.12em;">Unidad Educativa “4</span><span class="stl_15 stl_08" style="word-spacing:0.07em;">&nbsp;de</span><span class="stl_15 stl_08" style="word-spacing:0.11em;">&nbsp;Noviembre”, 31</span><span class="stl_15" style="word-spacing:0.03em;">&nbsp;estudiantes</span><span class="stl_15 stl_08" style="word-spacing:0.06em;">&nbsp;de</span><span class="stl_15 stl_08" style="word-spacing:0.08em;">&nbsp;sexo masculino y</span><span class="stl_15 stl_08" style="word-spacing:0.06em;">&nbsp;16</span><span class="stl_15 stl_08" style="word-spacing:0.05em;">&nbsp;de &nbsp;</span></div>
					<div class="stl_01" style="top: 54.0406em; left:7.0854em;"><span class="stl_13 stl_14" style="word-spacing:-0.06em;">sexo femenino, se concreta que el universo se encuentra distribuida en la jo<span class="stl_08">rnada &nbsp;</span></span></div>
					<div class="stl_01" style="top: 55.7739em; left:7.0854em;"><span class="stl_13 stl_08" style="word-spacing:0.09em;">matutina y vespertina. &nbsp;</span></div>
					<div class="stl_01" style="top: 58.4906em; left:7.0854em;"><span class="stl_13 stl_08" style="word-spacing:0.17em;">Se reaplicó el enfoque cuantitativo y</span><span class="stl_13" style="word-spacing:0.14em;">&nbsp;cualitativo.</span><span class="stl_13 stl_08" style="word-spacing:0.13em;">&nbsp;Se</span><span class="stl_13 stl_08" style="word-spacing:0.15em;">&nbsp;trata</span><span class="stl_13 stl_08" style="word-spacing:0.14em;">&nbsp;de una</span><span class="stl_13" style="word-spacing:0.12em;">&nbsp;investigación &nbsp;</span></div>
					<div class="stl_01" style="top: 60.2264em; left:7.0854em;"><span class="stl_13 stl_14" style="word-spacing:0.07em;">descriptiva y correlaciona<span class="stl_08">l.</span></span><span class="stl_13 stl_08" style="word-spacing:0.1em;">&nbsp;se</span><span class="stl_13 stl_08" style="word-spacing:0.12em;">&nbsp;han utilizado los</span><span class="stl_13 stl_08" style="word-spacing:0.16em;">&nbsp;métodos: inductivo, deductivo</span><span class="stl_13 stl_08" style="word-spacing:0.09em;">&nbsp;y &nbsp;</span></div>
					<div class="stl_01" style="top: 61.9426em; left:7.0854em;"><span class="stl_13 stl_08" style="word-spacing:0.38em;">el análisis </span><span class="stl_15 stl_08" style="word-spacing:0.35em;">– </span><span class="stl_13 stl_08" style="word-spacing:0.39em;">síntesis. La población está conformada por un total de 120 &nbsp;</span></div>
					<div class="stl_01" style="top: 66.319em; left:41.6958em;"><span class="stl_18">18 &nbsp;</span></div>
				</div>
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		</div>
		<div class="stl_02">
			<div class="stl_03">
				<img 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alt="" class="stl_20" />
			</div>
			<div class="stl_view">
				<div class="stl_05 stl_06">
					<div class="stl_01" style="top: 3.0179em; left:7.0854em;"><span class="stl_21 stl_08" style="font-style:italic; word-spacing:0em;">Padilla-Toala &amp; Perero-Ormaza (2019<span class="stl_14">) &nbsp;</span></span></div>
					<div class="stl_01" style="top: 5.8639em; left:7.0854em;"><span class="stl_13 stl_08" style="word-spacing:0.35em;">estudiantes de la Universidad Laica Eloy Alfaro de Manabí que presentan &nbsp;</span></div>
					<div class="stl_01" style="top: 7.5972em; left:7.0854em;"><span class="stl_13 stl_14" style="word-spacing:0em;">discapacidad físic<span class="stl_08">a. &nbsp;</span></span></div>
					<div class="stl_01" style="top: 10.3131em; left:8.585em;"><span class="stl_11 stl_08" style="font-weight:bold; word-spacing:1.12em;">2.1. El</span><span class="stl_11 stl_08" style="font-weight:bold; word-spacing:0.05em;">&nbsp;bajo</span><span class="stl_11" style="font-weight:bold; word-spacing:-0.01em;">&nbsp;rendimiento</span><span class="stl_11 stl_08" style="font-weight:bold; word-spacing:0.07em;">&nbsp;escolar:</span><span class="stl_11 stl_08" style="font-weight:bold; word-spacing:0.03em;">&nbsp;un</span><span class="stl_11 stl_08" style="font-weight:bold; word-spacing:0.09em;">&nbsp;análisis</span><span class="stl_11 stl_08" style="font-weight:bold; word-spacing:0.09em;">&nbsp;conceptual &nbsp;</span></div>
					<div class="stl_01" style="top: 13.0472em; left:7.0854em;"><span class="stl_13 stl_08" style="word-spacing:0.37em;">El rendimiento escolar hace referencia a que el estudiante logra un nivel &nbsp;</span></div>
					<div class="stl_01" style="top: 14.7656em; left:7.0854em;"><span class="stl_13 stl_08" style="word-spacing:0.32em;">educativo eficaz, demostrando así sus habilidades cognitivas</span><span class="stl_13 stl_08" style="word-spacing:0.26em;">&nbsp;en</span><span class="stl_13 stl_08" style="word-spacing:0.24em;">&nbsp;su</span><span class="stl_13 stl_08" style="word-spacing:0.28em;">&nbsp;periodo &nbsp;</span></div>
					<div class="stl_01" style="top: 16.4989em; left:7.0854em;"><span class="stl_13 stl_08" style="word-spacing:0.17em;">académico. Además de</span><span class="stl_13 stl_08" style="word-spacing:0.14em;">&nbsp;esto para Caballero,</span><span class="stl_13 stl_08" style="word-spacing:0.15em;">&nbsp;Abello</span><span class="stl_13 stl_08" style="word-spacing:0.13em;">&nbsp;y Palacio (2007,</span><span class="stl_13 stl_08" style="word-spacing:0.15em;">&nbsp;citado</span><span class="stl_13 stl_08" style="word-spacing:0.1em;">&nbsp;en &nbsp;</span></div>
					<div class="stl_01" style="top: 18.2156em; left:7.0854em;"><span class="stl_13 stl_08" style="word-spacing:0.13em;">Lamas, 2015), el</span><span class="stl_13 stl_08" style="word-spacing:0.12em;">&nbsp;rendimiento académico implica el cumplimiento de las</span><span class="stl_13 stl_08" style="word-spacing:0.11em;">&nbsp;metas, &nbsp;</span></div>
					<div class="stl_01" style="top: 19.9489em; left:7.0854em;"><span class="stl_13 stl_08" style="word-spacing:0.34em;">logros y objetivos establecidos en el programa o asignatura que cursa un &nbsp;</span></div>
					<div class="stl_01" style="top: 21.6656em; left:7.0854em;"><span class="stl_13 stl_08" style="word-spacing:0.3em;">estudiante, expresado a través de calificaciones, que son resultado de una &nbsp;</span></div>
					<div class="stl_01" style="top: 23.4014em; left:7.0854em;"><span class="stl_13 stl_08" style="word-spacing:0.07em;">evaluación que implica la superación o no de determinadas pruebas, materias o &nbsp;</span></div>
					<div class="stl_01" style="top: 25.1181em; left:7.0854em;"><span class="stl_13 stl_14">cursos<span class="stl_08">. &nbsp;</span></span></div>
					<div class="stl_01" style="top: 27.8514em; left:7.0854em;"><span class="stl_13 stl_08" style="word-spacing:0.26em;">Por su parte, Torres y Rodríguez (2006, citado en Lamas, 2015) definen el &nbsp;</span></div>
					<div class="stl_01" style="top: 29.5681em; left:7.0854em;"><span class="stl_13 stl_08" style="word-spacing:0.06em;">rendimiento académico como el nivel de conocimiento demostrado en un área o &nbsp;</span></div>
					<div class="stl_01" style="top: 31.3014em; left:7.0854em;"><span class="stl_13 stl_08" style="word-spacing:0.37em;">materia, comparado con la norma, y que generalmente es medido por el &nbsp;</span></div>
					<div class="stl_01" style="top: 33.0197em; left:7.0854em;"><span class="stl_13 stl_08" style="word-spacing:0.02em;">promedio escolar. El rendimiento académico o escolar puede variar dependiendo &nbsp;</span></div>
					<div class="stl_01" style="top: 34.7531em; left:7.0854em;"><span class="stl_13 stl_08" style="word-spacing:0.06em;">de las</span><span class="stl_13 stl_08" style="word-spacing:0.1em;">&nbsp;circunstancias de</span><span class="stl_13 stl_08" style="word-spacing:0.07em;">&nbsp;cada alumno,</span><span class="stl_13 stl_08" style="word-spacing:0.05em;">&nbsp;así al</span><span class="stl_13 stl_08" style="word-spacing:0.07em;">&nbsp;hablar</span><span class="stl_13 stl_08" style="word-spacing:0.07em;">&nbsp;del</span><span class="stl_13" style="word-spacing:0.02em;">&nbsp;rendimiento</span><span class="stl_13 stl_08" style="word-spacing:0.11em;">&nbsp;académico, &nbsp;</span></div>
					<div class="stl_01" style="top: 36.4697em; left:7.0854em;"><span class="stl_13 stl_08" style="word-spacing:0.17em;">este se establece cuando el estudiante logra cumplir</span><span class="stl_13 stl_08" style="word-spacing:0.15em;">&nbsp;con los objetivos que</span><span class="stl_13 stl_08" style="word-spacing:0.13em;">&nbsp;se &nbsp;</span></div>
					<div class="stl_01" style="top: 38.2031em; left:7.0854em;"><span class="stl_13 stl_08" style="word-spacing:0.09em;">plantean en un programa educativo por</span><span class="stl_13 stl_08" style="word-spacing:0.08em;">&nbsp;parte</span><span class="stl_13 stl_08" style="word-spacing:0.09em;">&nbsp;del profesor,</span><span class="stl_13 stl_08" style="word-spacing:0.14em;">&nbsp;considerando</span><span class="stl_13 stl_08" style="word-spacing:0.05em;">&nbsp;lo</span><span class="stl_13 stl_08" style="word-spacing:0.08em;">&nbsp;que &nbsp;</span></div>
					<div class="stl_01" style="top: 39.9197em; left:7.0854em;"><span class="stl_13 stl_08" style="word-spacing:0.02em;">establece el Sistema Educativo, pero al no cumplir con dichos objetivos de forma &nbsp;</span></div>
					<div class="stl_01" style="top: 41.6556em; left:7.0854em;"><span class="stl_13 stl_08" style="word-spacing:0.07em;">óptima es lo que definen como bajo rendimiento académico. &nbsp;</span></div>
					<div class="stl_01" style="top: 44.3722em; left:7.0854em;"><span class="stl_13 stl_08" style="word-spacing:0.06em;">Martínez (1981 citado en Monsalve, 2016) analizó el hecho del bajo rendimiento &nbsp;</span></div>
					<div class="stl_01" style="top: 46.1047em; left:7.0854em;"><span class="stl_13 stl_08" style="word-spacing:0.31em;">escolar como fruto de una inhibición intelectual que lleva al alumno a</span><span class="stl_13 stl_08" style="word-spacing:0.29em;">&nbsp;una &nbsp;</span></div>
					<div class="stl_01" style="top: 47.8222em; left:7.0854em;"><span class="stl_13 stl_08" style="word-spacing:0.7em;">desvinculación más o menos permanente de las tareas escolares y &nbsp;</span></div>
					<div class="stl_01" style="top: 49.5556em; left:7.0854em;"><span class="stl_13 stl_08" style="word-spacing:0.06em;">consecuentemente a la falta de éxito. &nbsp;</span></div>
					<div class="stl_01" style="top: 52.2739em; left:7.0854em;"><span class="stl_13 stl_08" style="word-spacing:0.09em;">Por su</span><span class="stl_13 stl_08" style="word-spacing:0.09em;">&nbsp;parte,</span><span class="stl_13 stl_08" style="word-spacing:0.1em;">&nbsp;Molina</span><span class="stl_13 stl_08" style="word-spacing:0.09em;">&nbsp;(2002,</span><span class="stl_13 stl_08" style="word-spacing:0.1em;">&nbsp;citado</span><span class="stl_13 stl_08" style="word-spacing:0.05em;">&nbsp;en</span><span class="stl_13 stl_08" style="word-spacing:0.13em;">&nbsp;Monsalve,</span><span class="stl_13 stl_08" style="word-spacing:0.1em;">&nbsp;2016), afirmó</span><span class="stl_13 stl_08" style="word-spacing:0.07em;">&nbsp;que para que</span><span class="stl_13 stl_08" style="word-spacing:0.05em;">&nbsp;un &nbsp;</span></div>
					<div class="stl_01" style="top: 54.0072em; left:7.0854em;"><span class="stl_13 stl_08" style="word-spacing:0.14em;">alumno fracase escolarmente es</span><span class="stl_13 stl_08" style="word-spacing:0.14em;">&nbsp;necesario</span><span class="stl_13 stl_08" style="word-spacing:0.08em;">&nbsp;que se den dos</span><span class="stl_13 stl_08" style="word-spacing:0.15em;">&nbsp;condiciones</span><span class="stl_13 stl_08" style="word-spacing:0.12em;">&nbsp;claras: &nbsp;</span></div>
					<div class="stl_01" style="top: 55.7239em; left:7.0854em;"><span class="stl_13 stl_08" style="word-spacing:0.05em;">a) no poseer la capacidad intelectual para alcanzar los objetivos mínimos fijados &nbsp;</span></div>
					<div class="stl_01" style="top: 57.4572em; left:7.0854em;"><span class="stl_13 stl_08" style="word-spacing:0.09em;">en el currículum</span><span class="stl_13 stl_08" style="word-spacing:0.08em;">&nbsp;oficial; b) no</span><span class="stl_13 stl_08" style="word-spacing:0.1em;">&nbsp;alcanzar</span><span class="stl_13 stl_08" style="word-spacing:0.1em;">&nbsp;dichos</span><span class="stl_13 stl_08" style="word-spacing:0.09em;">&nbsp;objetivos por:</span><span class="stl_13 stl_08" style="word-spacing:0.09em;">&nbsp;falta</span><span class="stl_13 stl_08" style="word-spacing:0.05em;">&nbsp;de</span><span class="stl_13 stl_08" style="word-spacing:0.12em;">&nbsp;motivación, &nbsp;</span></div>
					<div class="stl_01" style="top: 59.1739em; left:7.0854em;"><span class="stl_13 stl_08" style="word-spacing:0.08em;">divergencia entre la cultura escolar y familiar, estructuración del sistema escolar &nbsp;</span></div>
					<div class="stl_01" style="top: 60.8926em; left:7.0854em;"><span class="stl_13 stl_08" style="word-spacing:0.07em;">que no permite que cierto tipo</span><span class="stl_13 stl_08" style="word-spacing:0.08em;">&nbsp;de alumnos</span><span class="stl_13 stl_08" style="word-spacing:0.1em;">&nbsp;progrese</span><span class="stl_13 stl_08" style="word-spacing:0.11em;">&nbsp;adecuadamente según</span><span class="stl_13 stl_08" style="word-spacing:0.04em;">&nbsp;sus &nbsp;</span></div>
					<div class="stl_01" style="top: 66.319em; left:41.6958em;"><span class="stl_18">19 &nbsp;</span></div>
				</div>
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		</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:0.11em;">Revista Científica</span><span class="stl_07 stl_08" style="word-spacing:0.07em;">&nbsp;y Arbitrada</span><span class="stl_07 stl_08" style="word-spacing:0.06em;">&nbsp;de Psicología NUNA</span><span class="stl_07 stl_08" style="word-spacing:0.07em;">&nbsp;YACHAY.</span><span class="stl_07 stl_08" style="word-spacing:0.09em;">&nbsp;Vol.</span><span class="stl_07 stl_08" style="word-spacing:0.06em;">&nbsp;2,</span><span class="stl_07 stl_08" style="word-spacing:0.03em;">&nbsp;Núm.</span><span class="stl_07 stl_08" style="word-spacing:0.06em;">&nbsp;4 (jul</span><span class="stl_07 stl_08" style="word-spacing:0.06em;">&nbsp;-</span><span class="stl_07 stl_08" style="word-spacing:0.06em;">&nbsp;dic</span><span class="stl_07 stl_08" style="word-spacing:0.07em;">&nbsp;2019) &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:0.03em;">Microdestrezas asociadas a la lectoescritura en niños con bajo rendimiento académico en la &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:0.03em;">Unidad Educativa </span><span class="stl_10" style="font-style:italic; word-spacing:0em;">“</span><span class="stl_09 stl_08" style="font-style:italic; word-spacing:0.03em;">4 de Noviembre</span><span class="stl_10" style="font-style:italic; word-spacing:0em;">” &nbsp;</span></div>
					<div class="stl_01" style="top: 7.3472em; left:7.0854em;"><span class="stl_13 stl_08" style="word-spacing:0.43em;">capacidades y falta de motivación social o profesional de una parte del &nbsp;</span></div>
					<div class="stl_01" style="top: 9.0806em; left:7.0854em;"><span class="stl_13 stl_14">profesorad<span class="stl_08">o. &nbsp;</span></span></div>
					<div class="stl_01" style="top: 11.7964em; left:8.585em;"><span class="stl_11 stl_14" style="font-weight:bold; word-spacing:1.07em;">2.2. Definicione<span class="stl_08">s</span></span><span class="stl_11 stl_08" style="font-weight:bold; word-spacing:0.02em;">&nbsp;de</span><span class="stl_11 stl_08" style="font-weight:bold; word-spacing:0.06em;">&nbsp;lectura</span><span class="stl_11" style="font-weight:bold; word-spacing:0em;">&nbsp;y</span><span class="stl_11 stl_08" style="font-weight:bold; word-spacing:0.08em;">&nbsp;escritura &nbsp;</span></div>
					<div class="stl_01" style="top: 14.5322em; left:7.0854em;"><span class="stl_13 stl_08" style="word-spacing:0.03em;">La lectura es una actividad compleja que parte de la decodificación de los signos &nbsp;</span></div>
					<div class="stl_01" style="top: 16.2489em; left:7.0854em;"><span class="stl_13 stl_08" style="word-spacing:0.02em;">escritos y termina en la comprensión del significado de las oraciones y los textos. &nbsp;</span></div>
					<div class="stl_01" style="top: 17.9822em; left:7.0854em;"><span class="stl_13 stl_08" style="word-spacing:0.11em;">Durante esta actividad el lector</span><span class="stl_13 stl_08" style="word-spacing:0.11em;">&nbsp;mantiene</span><span class="stl_13 stl_08" style="word-spacing:0.09em;">&nbsp;una actitud personal activa y</span><span class="stl_13 stl_08" style="word-spacing:0.12em;">&nbsp;afectiva, &nbsp;</span></div>
					<div class="stl_01" style="top: 19.6989em; left:7.0854em;"><span class="stl_13 stl_08" style="word-spacing:0.14em;">puesto que aporta</span><span class="stl_13 stl_08" style="word-spacing:0.08em;">&nbsp;sus</span><span class="stl_13" style="word-spacing:0.06em;">&nbsp;conocimientos</span><span class="stl_13 stl_08" style="word-spacing:0.14em;">&nbsp;para interpretar</span><span class="stl_13 stl_08" style="word-spacing:0.08em;">&nbsp;la</span><span class="stl_13" style="word-spacing:0.05em;">&nbsp;información,</span><span class="stl_13 stl_08" style="word-spacing:0.12em;">&nbsp;regula</span><span class="stl_13 stl_08" style="word-spacing:0.07em;">&nbsp;su &nbsp;</span></div>
					<div class="stl_01" style="top: 21.4322em; left:7.0854em;"><span class="stl_13 stl_08" style="word-spacing:0.25em;">atención y motivación, y genera predicciones y preguntas sobre lo que</span><span class="stl_13 stl_08" style="word-spacing:0.24em;">&nbsp;está &nbsp;</span></div>
					<div class="stl_01" style="top: 23.1506em; left:7.0854em;"><span class="stl_13 stl_08" style="word-spacing:0.22em;">leyendo. Básicamente se admite (Cuetos, 1990) que existen cuatro procesos &nbsp;</span></div>
					<div class="stl_01" style="top: 24.8839em; left:7.0854em;"><span class="stl_13 stl_08" style="word-spacing:0.09em;">implicados en la lectura: procesos perceptivos, léxicos, sintácticos y semánticos &nbsp;</span></div>
					<div class="stl_01" style="top: 26.6014em; left:7.0854em;"><span class="stl_13 stl_08" style="word-spacing:0.1em;">(Ramos, s.f., p.4). &nbsp;</span></div>
					<div class="stl_01" style="top: 29.3339em; left:8.585em;"><span class="stl_11 stl_08" style="font-weight:bold; word-spacing:1.12em;">2.3. La</span><span class="stl_11" style="font-weight:bold; word-spacing:0em;">&nbsp;lectoescritura</span><span class="stl_11 stl_08" style="font-weight:bold; word-spacing:0.05em;">&nbsp;desde</span><span class="stl_11 stl_08" style="font-weight:bold; word-spacing:0.02em;">&nbsp;el</span><span class="stl_11 stl_08" style="font-weight:bold; word-spacing:0.08em;">&nbsp;enfoque</span><span class="stl_11" style="font-weight:bold; word-spacing:0em;">&nbsp;neuropsicológico &nbsp;</span></div>
					<div class="stl_01" style="top: 32.0531em; left:7.0854em;"><span class="stl_13 stl_08" style="word-spacing:0.09em;">En este acápite se</span><span class="stl_13 stl_08" style="word-spacing:0.13em;">&nbsp;necesita</span><span class="stl_13 stl_08" style="word-spacing:0.1em;">&nbsp;definir</span><span class="stl_13 stl_08" style="word-spacing:0.06em;">&nbsp;la</span><span class="stl_13" style="word-spacing:0.05em;">&nbsp;neuropsicología</span><span class="stl_13 stl_08" style="word-spacing:0.1em;">&nbsp;para entender</span><span class="stl_13 stl_08" style="word-spacing:0.08em;">&nbsp;el</span><span class="stl_13 stl_08" style="word-spacing:0.1em;">&nbsp;proceso &nbsp;</span></div>
					<div class="stl_01" style="top: 33.7864em; left:7.0854em;"><span class="stl_13 stl_08" style="word-spacing:0.59em;">de cómo se relaciona con la lectoescritura. Según Chong (2014): La &nbsp;</span></div>
					<div class="stl_01" style="top: 35.5031em; left:7.0854em;"><span class="stl_13" style="word-spacing:0.1em;">neuropsicología es</span><span class="stl_13 stl_08" style="word-spacing:0.18em;">&nbsp;la disciplina</span><span class="stl_13 stl_08" style="word-spacing:0.15em;">&nbsp;clínica en</span><span class="stl_13 stl_08" style="word-spacing:0.16em;">&nbsp;donde</span><span class="stl_13 stl_08" style="word-spacing:0.16em;">&nbsp;convergen la</span><span class="stl_13 stl_08" style="word-spacing:0.17em;">&nbsp;neurología y</span><span class="stl_13 stl_08" style="word-spacing:0.12em;">&nbsp;la &nbsp;</span></div>
					<div class="stl_01" style="top: 37.2197em; left:7.0854em;"><span class="stl_13" style="word-spacing:0.04em;">psicología. Estudia</span><span class="stl_13" style="word-spacing:0.05em;">&nbsp;los</span><span class="stl_13" style="word-spacing:0.04em;">&nbsp;efectos que</span><span class="stl_13" style="word-spacing:0.03em;">&nbsp;una lesión,</span><span class="stl_13" style="word-spacing:0.04em;">&nbsp;daño</span><span class="stl_13" style="word-spacing:0.03em;">&nbsp;o funcionamiento</span><span class="stl_13" style="word-spacing:0.05em;">&nbsp;anómalo &nbsp;</span></div>
					<div class="stl_01" style="top: 38.9531em; left:7.0854em;"><span class="stl_13 stl_08" style="word-spacing:0.39em;">en las estructuras del sistema nervioso central causa sobre los procesos &nbsp;</span></div>
					<div class="stl_01" style="top: 40.6697em; left:7.0854em;"><span class="stl_13 stl_08" style="word-spacing:0.1em;">cognitivos, psicológicos, emocionales y del comportamiento individual (p.9). &nbsp;</span></div>
					<div class="stl_01" style="top: 43.4056em; left:8.585em;"><span class="stl_11 stl_08" style="font-weight:bold; word-spacing:1.12em;">2.4. La</span><span class="stl_11" style="font-weight:bold; word-spacing:0em;">&nbsp;lectoescritura</span><span class="stl_11 stl_08" style="font-weight:bold; word-spacing:0.05em;">&nbsp;desde</span><span class="stl_11 stl_08" style="font-weight:bold; word-spacing:0.02em;">&nbsp;el</span><span class="stl_11 stl_08" style="font-weight:bold; word-spacing:0.08em;">&nbsp;enfoque</span><span class="stl_11" style="font-weight:bold; word-spacing:0em;">&nbsp;psicopedagógico &nbsp;</span></div>
					<div class="stl_01" style="top: 46.1222em; left:7.0854em;"><span class="stl_13 stl_08" style="word-spacing:0.06em;">El enfoque psicopedagógico en la lectoescritura tiene como introducción que los &nbsp;</span></div>
					<div class="stl_01" style="top: 47.8547em; left:7.0854em;"><span class="stl_13 stl_08" style="word-spacing:0.28em;">niños desde</span><span class="stl_13 stl_08" style="word-spacing:0.25em;">&nbsp;temprana edad comienzan a descifrar simbólicamente</span><span class="stl_13 stl_08" style="word-spacing:0.24em;">&nbsp;mediante &nbsp;</span></div>
					<div class="stl_01" style="top: 49.5722em; left:7.0854em;"><span class="stl_13 stl_08" style="word-spacing:0.05em;">dibujos, señales de tránsito, etc. Según Ehri (1997): Logográfica: reconocimiento &nbsp;</span></div>
					<div class="stl_01" style="top: 51.3072em; left:7.0854em;"><span class="stl_13 stl_08" style="word-spacing:0.63em;">de escrituras globales. Aquí no hay verdadera lectura sino un mero &nbsp;</span></div>
					<div class="stl_01" style="top: 53.0239em; left:7.0854em;"><span class="stl_15 stl_08" style="word-spacing:0.15em;">reconocimiento de la forma visual o logo,</span><span class="stl_15 stl_08" style="word-spacing:0.16em;">&nbsp;hay “actitud</span><span class="stl_15 stl_08" style="word-spacing:0.14em;">&nbsp;de lectura” pero no</span><span class="stl_15 stl_08" style="word-spacing:0.14em;">&nbsp;hay &nbsp;</span></div>
					<div class="stl_01" style="top: 54.7572em; left:7.0854em;"><span class="stl_13 stl_14" style="word-spacing:0.56em;">correspondencia grafema- fonema. Alfabética: comprensión del pri<span class="stl_08">ncipio &nbsp;</span></span></div>
					<div class="stl_01" style="top: 56.4739em; left:7.0854em;"><span class="stl_13 stl_08" style="word-spacing:0.36em;">alfabético: asociación grafema- fonema, etapa de decodificación fonológica. &nbsp;</span></div>
					<div class="stl_01" style="top: 58.2072em; left:7.0854em;"><span class="stl_13 stl_14" style="word-spacing:0.08em;">Ortográfica: reconocimiento de patron<span class="stl_08">es</span></span><span class="stl_13 stl_14" style="word-spacing:0.07em;">&nbsp;ortográficos, necesari<span class="stl_08">o</span></span><span class="stl_13 stl_08" style="word-spacing:0.1em;">&nbsp;para la</span><span class="stl_13 stl_08" style="word-spacing:0.13em;">&nbsp;lectura &nbsp;</span></div>
					<div class="stl_01" style="top: 59.9239em; left:7.0854em;"><span class="stl_13" style="word-spacing:0em;">fluida (Fe y Alegría, s.f., p.21). &nbsp;</span></div>
					<div class="stl_01" style="top: 66.319em; left:41.6958em;"><span class="stl_18">20 &nbsp;</span></div>
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			<div class="stl_03">
				<img 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alt="" class="stl_20" />
			</div>
			<div class="stl_view">
				<div class="stl_05 stl_06">
					<div class="stl_01" style="top: 3.0179em; left:7.0854em;"><span class="stl_21 stl_08" style="font-style:italic; word-spacing:0em;">Padilla-Toala &amp; Perero-Ormaza (2019<span class="stl_14">) &nbsp;</span></span></div>
					<div class="stl_01" style="top: 5.8639em; left:8.585em;"><span class="stl_11 stl_08" style="font-weight:bold; word-spacing:1.12em;">2.5. La</span><span class="stl_11 stl_14" style="font-weight:bold; word-spacing:0em;">&nbsp;psicopedagogí<span class="stl_08">a</span></span><span class="stl_11" style="font-weight:bold; word-spacing:0em;">&nbsp;y</span><span class="stl_11 stl_08" style="font-weight:bold; word-spacing:0.03em;">&nbsp;las</span><span class="stl_11 stl_14" style="font-weight:bold; word-spacing:0em;">&nbsp;microdestreza<span class="stl_08">s</span></span><span class="stl_11 stl_08" style="font-weight:bold; word-spacing:0.02em;">&nbsp;de</span><span class="stl_11 stl_08" style="font-weight:bold; word-spacing:0.02em;">&nbsp;la</span><span class="stl_11 stl_14" style="font-weight:bold; word-spacing:0em;">&nbsp;lectoescritur<span class="stl_08">a &nbsp;</span></span></div>
					<div class="stl_01" style="top: 8.5972em; left:7.0854em;"><span class="stl_13" style="word-spacing:-0.06em;">Como fue descrito la postura que se adopta va desde el campo psicopedagógico, &nbsp;</span></div>
					<div class="stl_01" style="top: 10.3131em; left:7.0854em;"><span class="stl_13 stl_08" style="word-spacing:0.03em;">que conlleva a describir la tarea docente y guía curricular que se encuentra en la &nbsp;</span></div>
					<div class="stl_01" style="top: 12.0472em; left:7.0854em;"><span class="stl_13 stl_08" style="word-spacing:0.04em;">educación básica media que es donde se desarrolla el aspecto de lectoescritura. &nbsp;</span></div>
					<div class="stl_01" style="top: 14.7656em; left:8.585em;"><span class="stl_11 stl_08" style="font-weight:bold; word-spacing:1.16em;">2.6. Tareas</span><span class="stl_11 stl_08" style="font-weight:bold; word-spacing:0.07em;">&nbsp;docentes &nbsp;</span></div>
					<div class="stl_01" style="top: 17.4989em; left:7.0854em;"><span class="stl_13 stl_08" style="word-spacing:0.12em;">Las tareas docentes se</span><span class="stl_13 stl_08" style="word-spacing:0.11em;">&nbsp;realizan para poder</span><span class="stl_13 stl_08" style="word-spacing:0.15em;">&nbsp;efectuar</span><span class="stl_13 stl_08" style="word-spacing:0.08em;">&nbsp;una</span><span class="stl_13" style="word-spacing:0.05em;">&nbsp;determinación</span><span class="stl_13 stl_08" style="word-spacing:0.11em;">&nbsp;acerca &nbsp;</span></div>
					<div class="stl_01" style="top: 19.2156em; left:7.0854em;"><span class="stl_13 stl_08" style="word-spacing:0.86em;">de las dificultades de lectoescritura que presentan los estudiantes &nbsp;</span></div>
					<div class="stl_01" style="top: 20.9489em; left:7.0854em;"><span class="stl_13 stl_08" style="word-spacing:0.09em;">seleccionados. Con el propósito de evaluar las habilidades en la lecto escritura, &nbsp;</span></div>
					<div class="stl_01" style="top: 22.6672em; left:7.0854em;"><span class="stl_13 stl_08" style="word-spacing:0.1em;">se han diseñado tareas</span><span class="stl_13 stl_08" style="word-spacing:0.14em;">&nbsp;docentes, considerado</span><span class="stl_13 stl_08" style="word-spacing:0.06em;">&nbsp;los</span><span class="stl_13 stl_08" style="word-spacing:0.12em;">&nbsp;indicadores explícitos en</span><span class="stl_13 stl_08" style="word-spacing:0.06em;">&nbsp;las &nbsp;</span></div>
					<div class="stl_01" style="top: 24.4014em; left:7.0854em;"><span class="stl_13 stl_08" style="word-spacing:0.06em;">guías del currículo del área de lengua y literatura del nivel básica media. &nbsp;</span></div>
					<div class="stl_01" style="top: 27.1181em; left:7.0854em;"><span class="stl_15 stl_14" style="word-spacing:0.02em;">Según Álvare<span class="stl_08">z</span></span><span class="stl_15 stl_08" style="word-spacing:0.04em;">&nbsp;de</span><span class="stl_15 stl_08" style="word-spacing:0.06em;">&nbsp;Zayas</span><span class="stl_15 stl_08" style="word-spacing:0.07em;">&nbsp;(1992,</span><span class="stl_15 stl_08" style="word-spacing:0.08em;">&nbsp;citado</span><span class="stl_15 stl_08" style="word-spacing:0.05em;">&nbsp;en</span><span class="stl_15 stl_08" style="word-spacing:0.09em;">&nbsp;Martínez</span><span class="stl_15 stl_08" style="word-spacing:0.07em;">&nbsp;&amp; Hernández,</span><span class="stl_15 stl_08" style="word-spacing:0.08em;">&nbsp;2016):</span><span class="stl_15 stl_08" style="word-spacing:0.09em;">&nbsp;“célula &nbsp;</span></div>
					<div class="stl_01" style="top: 28.8514em; left:7.0854em;"><span class="stl_15 stl_08" style="word-spacing:0.08em;">del proceso […] que se realiza en ciertas circunstancias pedagógicas, con el fin &nbsp;</span></div>
					<div class="stl_01" style="top: 30.5672em; left:7.0854em;"><span class="stl_13 stl_08" style="word-spacing:0.14em;">de alcanzar</span><span class="stl_13 stl_08" style="word-spacing:0.08em;">&nbsp;un</span><span class="stl_13 stl_08" style="word-spacing:0.11em;">&nbsp;objetivo de carácter</span><span class="stl_13 stl_08" style="word-spacing:0.12em;">&nbsp;elemental: la</span><span class="stl_13 stl_08" style="word-spacing:0.12em;">&nbsp;solución de problemas».</span><span class="stl_13 stl_08" style="word-spacing:0.11em;">&nbsp;Bajo &nbsp;</span></div>
					<div class="stl_01" style="top: 32.3031em; left:7.0854em;"><span class="stl_13 stl_14" style="word-spacing:0.04em;">esta concepció<span class="stl_08">n,</span></span><span class="stl_13 stl_08" style="word-spacing:0.06em;">&nbsp;al</span><span class="stl_13 stl_08" style="word-spacing:0.08em;">&nbsp;decir</span><span class="stl_13 stl_08" style="word-spacing:0.07em;">&nbsp;del</span><span class="stl_13 stl_08" style="word-spacing:0.09em;">&nbsp;propio autor,</span><span class="stl_13 stl_08" style="word-spacing:0.06em;">&nbsp;el</span><span class="stl_13 stl_08" style="word-spacing:0.1em;">&nbsp;desarrollo del proceso</span><span class="stl_13 stl_08" style="word-spacing:0.12em;">&nbsp;pedagógico &nbsp;</span></div>
					<div class="stl_01" style="top: 34.0197em; left:7.0854em;"><span class="stl_13 stl_08" style="word-spacing:0.06em;">se lleva a cabo» de tarea en tarea, hasta alcanzar el objetivo más trascendente, &nbsp;</span></div>
					<div class="stl_01" style="top: 35.7531em; left:7.0854em;"><span class="stl_13 stl_14" style="word-spacing:-0.04em;">es decir, hasta que el estudiante se co<span class="stl_08">mporte del </span></span><span class="stl_15 stl_14" style="word-spacing:-0.04em;">modo esperado […] que i<span class="stl_08">mplica &nbsp;</span></span></div>
					<div class="stl_01" style="top: 37.4697em; left:7.0854em;"><span class="stl_15 stl_08" style="word-spacing:0.09em;">la transformación sucesiva de su personalidad”. &nbsp;</span></div>
					<div class="stl_01" style="top: 40.2031em; left:8.585em;"><span class="stl_11 stl_08" style="font-weight:bold; word-spacing:1.14em;">2.7. Guía</span><span class="stl_11 stl_08" style="font-weight:bold; word-spacing:0.35em;">&nbsp;del currículo del área de lenguaje y literatura del</span><span class="stl_11 stl_08" style="font-weight:bold; word-spacing:0.34em;">&nbsp;nivel &nbsp;</span></div>
					<div class="stl_01" style="top: 41.9214em; left:11.5875em;"><span class="stl_11 stl_08" style="font-weight:bold; word-spacing:0.09em;">general básica media ecuatoriano &nbsp;</span></div>
					<div class="stl_01" style="top: 44.6556em; left:7.0854em;"><span class="stl_13 stl_08" style="word-spacing:0.04em;">Se comienza en definir el currículo educativo, Cásárini, Rátto (2010) quien indica &nbsp;</span></div>
					<div class="stl_01" style="top: 46.3722em; left:7.0854em;"><span class="stl_13 stl_08" style="word-spacing:0.3em;">lo siguiente: hay que pensar en el currículo en términos de proyecto; está &nbsp;</span></div>
					<div class="stl_01" style="top: 48.1047em; left:7.0854em;"><span class="stl_13 stl_08" style="word-spacing:0.43em;">denominación abarca que la del plan de estudios entendido, de manera &nbsp;</span></div>
					<div class="stl_01" style="top: 49.8214em; left:7.0854em;"><span class="stl_13 stl_08" style="word-spacing:0.32em;">tradicional, como selección y secuencia de contenido. La idea de proyecto &nbsp;</span></div>
					<div class="stl_01" style="top: 51.5572em; left:7.0854em;"><span class="stl_13 stl_14" style="word-spacing:0.03em;">permite visualiza<span class="stl_08">r</span></span><span class="stl_13 stl_08" style="word-spacing:0.06em;">&nbsp;al</span><span class="stl_13 stl_08" style="word-spacing:0.13em;">&nbsp;currículum</span><span class="stl_13 stl_08" style="word-spacing:0.08em;">&nbsp;como</span><span class="stl_13 stl_08" style="word-spacing:0.07em;">&nbsp;la</span><span class="stl_13 stl_08" style="word-spacing:0.09em;">&nbsp;propuesta que determina lo que</span><span class="stl_13 stl_08" style="word-spacing:0.09em;">&nbsp;ocurre &nbsp;</span></div>
					<div class="stl_01" style="top: 53.2739em; left:7.0854em;"><span class="stl_15 stl_14" style="word-spacing:-0.05em;">en el aula… que guía la práctica del docente y que al mismo tiempo r<span class="stl_08">etroalimenta &nbsp;</span></span></div>
					<div class="stl_01" style="top: 55.0072em; left:7.0854em;"><span class="stl_13 stl_08" style="word-spacing:0.13em;">el diseño de la propuesta original.</span><span class="stl_13 stl_08" style="word-spacing:0.13em;">&nbsp;Citado</span><span class="stl_13 stl_08" style="word-spacing:0.12em;">&nbsp;por (Pérez,</span><span class="stl_13 stl_08" style="word-spacing:0.12em;">&nbsp;s.f.,</span><span class="stl_13 stl_08" style="word-spacing:0.11em;">&nbsp;p.4).</span><span class="stl_13 stl_08" style="word-spacing:0.1em;">&nbsp;El</span><span class="stl_13 stl_08" style="word-spacing:0.16em;">&nbsp;Ministerio</span><span class="stl_13 stl_08" style="word-spacing:0.09em;">&nbsp;de &nbsp;</span></div>
					<div class="stl_01" style="top: 56.7239em; left:7.0854em;"><span class="stl_13 stl_08" style="word-spacing:0.17em;">Educación del Ecuador (2016) propone objetivos,</span><span class="stl_13 stl_08" style="word-spacing:0.15em;">&nbsp;criterios de</span><span class="stl_13 stl_08" style="word-spacing:0.22em;">&nbsp;evaluación</span><span class="stl_13 stl_08" style="word-spacing:0.12em;">&nbsp;en</span><span class="stl_13 stl_08" style="word-spacing:0.1em;">&nbsp;la &nbsp;</span></div>
					<div class="stl_01" style="top: 58.4572em; left:7.0854em;"><span class="stl_13 stl_08" style="word-spacing:0.22em;">educación básica media. Con el</span><span class="stl_13 stl_08" style="word-spacing:0.25em;">&nbsp;propósito</span><span class="stl_13 stl_08" style="word-spacing:0.18em;">&nbsp;de que los</span><span class="stl_13 stl_08" style="word-spacing:0.27em;">&nbsp;estudiantes</span><span class="stl_13 stl_08" style="word-spacing:0.21em;">&nbsp;tengan</span><span class="stl_13 stl_08" style="word-spacing:0.19em;">&nbsp;las &nbsp;</span></div>
					<div class="stl_01" style="top: 60.1764em; left:7.0854em;"><span class="stl_13 stl_08" style="word-spacing:0.06em;">destrezas necesarias en el área de lengua y literatura. &nbsp;</span></div>
					<div class="stl_01" style="top: 66.319em; left:41.6958em;"><span class="stl_18">21 &nbsp;</span></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:0.11em;">Revista Científica</span><span class="stl_07 stl_08" style="word-spacing:0.07em;">&nbsp;y Arbitrada</span><span class="stl_07 stl_08" style="word-spacing:0.06em;">&nbsp;de Psicología NUNA</span><span class="stl_07 stl_08" style="word-spacing:0.07em;">&nbsp;YACHAY.</span><span class="stl_07 stl_08" style="word-spacing:0.09em;">&nbsp;Vol.</span><span class="stl_07 stl_08" style="word-spacing:0.06em;">&nbsp;2,</span><span class="stl_07 stl_08" style="word-spacing:0.03em;">&nbsp;Núm.</span><span class="stl_07 stl_08" style="word-spacing:0.06em;">&nbsp;4 (jul</span><span class="stl_07 stl_08" style="word-spacing:0.06em;">&nbsp;-</span><span class="stl_07 stl_08" style="word-spacing:0.06em;">&nbsp;dic</span><span class="stl_07 stl_08" style="word-spacing:0.07em;">&nbsp;2019) &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:0.03em;">Microdestrezas asociadas a la lectoescritura en niños con bajo rendimiento académico en la &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:0.03em;">Unidad Educativa </span><span class="stl_10" style="font-style:italic; word-spacing:0em;">“</span><span class="stl_09 stl_08" style="font-style:italic; word-spacing:0.03em;">4 de Noviembre</span><span class="stl_10" style="font-style:italic; word-spacing:0em;">” &nbsp;</span></div>
					<div class="stl_01" style="top: 7.3472em; left:8.585em;"><span class="stl_11 stl_14" style="font-weight:bold; word-spacing:1.07em;">2.8. Microdestreza<span class="stl_08">s</span></span><span class="stl_11 stl_08" style="font-weight:bold; word-spacing:0.04em;">&nbsp;asociadas a la</span><span class="stl_11 stl_14" style="font-weight:bold; word-spacing:0em;">&nbsp;lectoescritur<span class="stl_08">a &nbsp;</span></span></div>
					<div class="stl_01" style="top: 10.0806em; left:7.0854em;"><span class="stl_13 stl_08" style="word-spacing:0.22em;">Los criterios para determinar las microdestrezas</span><span class="stl_13 stl_08" style="word-spacing:0.17em;">&nbsp;de</span><span class="stl_13 stl_08" style="word-spacing:0.2em;">&nbsp;la lectoescritura han</span><span class="stl_13 stl_08" style="word-spacing:0.19em;">&nbsp;sido &nbsp;</span></div>
					<div class="stl_01" style="top: 11.7964em; left:7.0854em;"><span class="stl_13 stl_08" style="word-spacing:0.24em;">tomados referentes a la guía curricular del área de lengua y literatura de la &nbsp;</span></div>
					<div class="stl_01" style="top: 13.5322em; left:7.0854em;"><span class="stl_13" style="word-spacing:0.04em;">educación básica media,</span><span class="stl_13" style="word-spacing:0.04em;">&nbsp;tomando</span><span class="stl_13" style="word-spacing:0.03em;">&nbsp;en cuenta que se considera cuatro</span><span class="stl_13" style="word-spacing:0.04em;">&nbsp;aspectos &nbsp;</span></div>
					<div class="stl_01" style="top: 15.2489em; left:7.0854em;"><span class="stl_13 stl_08" style="word-spacing:0.05em;">como son: la comprensión de texto y la producción de texto. &nbsp;</span></div>
					<div class="stl_01" style="top: 17.9822em; left:7.0854em;"><span class="stl_12 stl_08" style="font-weight:bold; word-spacing:0.26em;">Comprensión de texto: “</span><span class="stl_13 stl_08" style="word-spacing:0.26em;">La comprensión de</span><span class="stl_13 stl_08" style="word-spacing:0.25em;">&nbsp;la lectura está compuesta</span><span class="stl_13 stl_08" style="word-spacing:0.22em;">&nbsp;por &nbsp;</span></div>
					<div class="stl_01" style="top: 19.6989em; left:7.0854em;"><span class="stl_13 stl_14" style="word-spacing:0.03em;">distintos subniveles c<span class="stl_08">omo:</span></span><span class="stl_13 stl_08" style="word-spacing:0.05em;">&nbsp;la</span><span class="stl_13 stl_08" style="word-spacing:0.09em;">&nbsp;habilidad</span><span class="stl_13 stl_08" style="word-spacing:0.07em;">&nbsp;para</span><span class="stl_13 stl_08" style="word-spacing:0.1em;">&nbsp;comprender</span><span class="stl_13 stl_08" style="word-spacing:0.04em;">&nbsp;lo</span><span class="stl_13 stl_14" style="word-spacing:0.02em;">&nbsp;explícitamen<span class="stl_08">te</span></span><span class="stl_13 stl_08" style="word-spacing:0.06em;">&nbsp;dicho &nbsp;</span></div>
					<div class="stl_01" style="top: 21.4322em; left:7.0854em;"><span class="stl_13 stl_08" style="word-spacing:0.05em;">en el texto, la infere</span><span class="stl_15 stl_08" style="word-spacing:0.06em;">ncia y la lectura crítica.” (Monroy y Gómez</span><span class="stl_13 stl_08" style="word-spacing:0.06em;">, 2009, p.2). &nbsp;</span></div>
					<div class="stl_01" style="top: 24.1514em; left:7.0854em;"><span class="stl_11" style="font-weight:bold; word-spacing:0.06em;">Producción de</span><span class="stl_11 stl_08" style="font-weight:bold; word-spacing:0.11em;">&nbsp;texto:</span><span class="stl_11 stl_08" style="word-spacing:0.07em;">&nbsp;</span><span class="stl_13" style="word-spacing:0.07em;">La</span><span class="stl_13 stl_08" style="word-spacing:0.14em;">&nbsp;producción</span><span class="stl_13 stl_08" style="word-spacing:0.09em;">&nbsp;del</span><span class="stl_13 stl_08" style="word-spacing:0.1em;">&nbsp;texto</span><span class="stl_13 stl_08" style="word-spacing:0.09em;">&nbsp;es un</span><span class="stl_13 stl_08" style="word-spacing:0.12em;">&nbsp;proceso</span><span class="stl_13 stl_08" style="word-spacing:0.14em;">&nbsp;complejo</span><span class="stl_13 stl_08" style="word-spacing:0.11em;">&nbsp;porque &nbsp;</span></div>
					<div class="stl_01" style="top: 25.8847em; left:7.0854em;"><span class="stl_13 stl_08" style="word-spacing:0.27em;">exige a quien escribe no solo poner palabras y frases sobre el papel, sino &nbsp;</span></div>
					<div class="stl_01" style="top: 27.6014em; left:7.0854em;"><span class="stl_13 stl_08" style="word-spacing:0.13em;">ocuparse de que el resultado posee textura,</span><span class="stl_13 stl_08" style="word-spacing:0.11em;">&nbsp;esto</span><span class="stl_13 stl_08" style="word-spacing:0.12em;">&nbsp;es,</span><span class="stl_13 stl_08" style="word-spacing:0.14em;">&nbsp;observe</span><span class="stl_13 stl_08" style="word-spacing:0.1em;">&nbsp;las</span><span class="stl_13 stl_14" style="word-spacing:0.07em;">&nbsp;propiedades<span class="stl_08">, &nbsp;</span></span></div>
					<div class="stl_01" style="top: 29.3339em; left:7.0854em;"><span class="stl_13 stl_08" style="word-spacing:0.04em;">en especial la coherencia del discurso, y las exigencias gramaticales, sobre todo &nbsp;</span></div>
					<div class="stl_01" style="top: 31.0514em; left:7.0854em;"><span class="stl_13 stl_08" style="word-spacing:0.02em;">la sintaxis. (González, 2012). La producción de texto constituye secuencia lógica, &nbsp;</span></div>
					<div class="stl_01" style="top: 32.7864em; left:7.0854em;"><span class="stl_13 stl_08" style="word-spacing:0.06em;">uso de</span><span class="stl_13" style="word-spacing:0.03em;">&nbsp;conectores,</span><span class="stl_13 stl_08" style="word-spacing:0.07em;">&nbsp;ideas</span><span class="stl_13 stl_08" style="word-spacing:0.05em;">&nbsp;con</span><span class="stl_13 stl_08" style="word-spacing:0.11em;">&nbsp;precisión,</span><span class="stl_13 stl_08" style="word-spacing:0.11em;">&nbsp;caligrafía, cambio</span><span class="stl_13 stl_08" style="word-spacing:0.04em;">&nbsp;de</span><span class="stl_13 stl_08" style="word-spacing:0.13em;">&nbsp;letras,</span><span class="stl_13 stl_08" style="word-spacing:0.09em;">&nbsp;omisión</span><span class="stl_13 stl_08" style="word-spacing:0.04em;">&nbsp;de &nbsp;</span></div>
					<div class="stl_01" style="top: 34.5031em; left:7.0854em;"><span class="stl_13 stl_08" style="word-spacing:0.08em;">letras y ortografía. &nbsp;</span></div>
					<div class="stl_01" style="top: 37.2197em; left:7.0854em;"><span class="stl_13" style="word-spacing:0.12em;">La lectoescritura está compuesta por</span><span class="stl_13" style="word-spacing:0.14em;">&nbsp;la</span><span class="stl_13" style="word-spacing:0.12em;">&nbsp;interrelación de la</span><span class="stl_13" style="word-spacing:0.13em;">&nbsp;lectura</span><span class="stl_13" style="word-spacing:0.12em;">&nbsp;y</span><span class="stl_13" style="word-spacing:0.12em;">&nbsp;escritura, &nbsp;</span></div>
					<div class="stl_01" style="top: 38.9531em; left:7.0854em;"><span class="stl_13 stl_08" style="word-spacing:0.03em;">teniendo microdestrezas que son desarrolladas desde temprana edad, en el cual &nbsp;</span></div>
					<div class="stl_01" style="top: 40.6697em; left:7.0854em;"><span class="stl_13 stl_08" style="word-spacing:0.18em;">el ministerio considera que dentro de</span><span class="stl_13 stl_08" style="word-spacing:0.15em;">&nbsp;la</span><span class="stl_13 stl_08" style="word-spacing:0.18em;">&nbsp;lectura comprensiva se integra por</span><span class="stl_13 stl_08" style="word-spacing:0.14em;">&nbsp;la &nbsp;</span></div>
					<div class="stl_01" style="top: 42.4056em; left:7.0854em;"><span class="stl_13 stl_08" style="word-spacing:0.19em;">lectura inferencial, lectura concreta y la lectura crítica.</span><span class="stl_13 stl_08" style="word-spacing:0.16em;">&nbsp;La producción de</span><span class="stl_13 stl_08" style="word-spacing:0.16em;">&nbsp;texto &nbsp;</span></div>
					<div class="stl_01" style="top: 44.1222em; left:7.0854em;"><span class="stl_13 stl_08" style="word-spacing:0.06em;">que se encuentra dentro de la escritura está integrada por microdestrezas como &nbsp;</span></div>
					<div class="stl_01" style="top: 45.8547em; left:7.0854em;"><span class="stl_13 stl_08" style="word-spacing:0.07em;">la secuencia lógica, uso correcto de conectores y caligrafía legible. &nbsp;</span></div>
					<div class="stl_01" style="top: 49.4381em; left:8.585em;"><span class="stl_11" style="font-weight:bold; word-spacing:0.4em;">3. RESULTADOS &nbsp;</span></div>
					<div class="stl_01" style="top: 52.1739em; left:7.0854em;"><span class="stl_13 stl_08" style="word-spacing:0.05em;">El 40% se</span><span class="stl_13 stl_08" style="word-spacing:0.12em;">&nbsp;encuentra</span><span class="stl_13 stl_08" style="word-spacing:0.07em;">&nbsp;constituido en el</span><span class="stl_13 stl_08" style="word-spacing:0.08em;">&nbsp;grupo</span><span class="stl_13 stl_08" style="word-spacing:0.06em;">&nbsp;de edades</span><span class="stl_13 stl_08" style="word-spacing:0.06em;">&nbsp;de</span><span class="stl_13 stl_08" style="word-spacing:0.05em;">&nbsp;8-9,</span><span class="stl_13 stl_08" style="word-spacing:0.12em;">&nbsp;conformado</span><span class="stl_13 stl_08" style="word-spacing:0.06em;">&nbsp;por &nbsp;</span></div>
					<div class="stl_01" style="top: 53.8906em; left:7.9514em;"><span class="stl_13" style="word-spacing:0.05em;">estudiantes de</span><span class="stl_13 stl_08" style="word-spacing:0.1em;">&nbsp;sexo femenino (17%)</span><span class="stl_13 stl_08" style="word-spacing:0.05em;">&nbsp;y 7</span><span class="stl_13" style="word-spacing:0.03em;">&nbsp;estudiantes</span><span class="stl_13 stl_08" style="word-spacing:0.07em;">&nbsp;de</span><span class="stl_13 stl_08" style="word-spacing:0.1em;">&nbsp;sexo masculino</span><span class="stl_13 stl_08" style="word-spacing:0.08em;">&nbsp;(23). &nbsp;</span></div>
					<div class="stl_01" style="top: 53.8906em; left:7.0854em;"><span class="stl_13">5</span></div>
					<div class="stl_01" style="top: 55.6239em; left:7.0854em;"><span class="stl_13 stl_08" style="word-spacing:0.05em;">El 57% está en el grupo de edades de 10-11, conformados por 6 estudiantes de &nbsp;</span></div>
					<div class="stl_01" style="top: 57.3406em; left:7.0854em;"><span class="stl_13 stl_08" style="word-spacing:0.03em;">sexo femenino (20%), 11 estudiantes de sexo masculino (37%). El 3% está en el &nbsp;</span></div>
					<div class="stl_01" style="top: 59.0739em; left:7.0854em;"><span class="stl_13 stl_08" style="word-spacing:0.06em;">grupo de edades +11, constituidos por 1 estudiantes de sexo femenino (3%) y 0 &nbsp;</span></div>
					<div class="stl_01" style="top: 60.7931em; left:7.0854em;"><span class="stl_13 stl_08" style="word-spacing:0.09em;">estudiantes de sexo masculino. &nbsp;</span></div>
					<div class="stl_01" style="top: 66.319em; left:41.6958em;"><span class="stl_18">22 &nbsp;</span></div>
				</div>
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		</div>
		<div class="stl_02">
			<div class="stl_03">
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alt="" class="stl_20" />
			</div>
			<div class="stl_view">
				<div class="stl_05 stl_06">
					<div class="stl_01" style="top: 3.0179em; left:7.0854em;"><span class="stl_21 stl_08" style="font-style:italic; word-spacing:0em;">Padilla-Toala &amp; Perero-Ormaza (2019<span class="stl_14">) &nbsp;</span></span></div>
					<div class="stl_01" style="top: 5.8639em; left:7.0854em;"><span class="stl_13 stl_08" style="word-spacing:0.12em;">El 14% (4 estudiantes)</span><span class="stl_13 stl_08" style="word-spacing:0.08em;">&nbsp;se</span><span class="stl_13 stl_08" style="word-spacing:0.11em;">&nbsp;encuentra constituido en el grupo de edades</span><span class="stl_13 stl_08" style="word-spacing:0.07em;">&nbsp;de</span><span class="stl_13 stl_08" style="word-spacing:0.09em;">&nbsp;8-9, &nbsp;</span></div>
					<div class="stl_01" style="top: 7.5972em; left:7.0854em;"><span class="stl_13" style="word-spacing:-0.06em;">de los cuales 2 estudiantes (7%) presentan A.P.P y 2 estudiantes (7%) del mismo &nbsp;</span></div>
					<div class="stl_01" style="top: 9.3131em; left:7.0854em;"><span class="stl_13 stl_08" style="word-spacing:0.04em;">rango de edad presentan A.P.F. El 20% (6 estudiantes) se encuentra constituido &nbsp;</span></div>
					<div class="stl_01" style="top: 11.0464em; left:7.0854em;"><span class="stl_13 stl_08" style="word-spacing:0.3em;">en el grupo de edades 10-11, conformado por el 10% (3 estudiantes)</span><span class="stl_13 stl_08" style="word-spacing:0.3em;">&nbsp;que &nbsp;</span></div>
					<div class="stl_01" style="top: 12.7639em; left:7.0854em;"><span class="stl_13 stl_08" style="word-spacing:0.34em;">presentan A.P.P. y el 10% (3 estudiantes) que muestran A.P.F. El 6%</span><span class="stl_13 stl_08" style="word-spacing:0.3em;">&nbsp;(2 &nbsp;</span></div>
					<div class="stl_01" style="top: 14.4989em; left:7.0854em;"><span class="stl_13 stl_08" style="word-spacing:0.39em;">estudiantes) se conforma por el rango de edades de +11, mostrando 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;">estudiante (3%) presentan A.P.P y un estudiante (3%) muestra A.P.F. &nbsp;</span></div>
					<div class="stl_01" style="top: 18.9489em; left:7.0854em;"><span class="stl_13 stl_08" style="word-spacing:0.31em;">Se registra que de 30 estudiantes</span><span class="stl_13 stl_08" style="word-spacing:0.32em;">&nbsp;(100%), 1 estudiante (3%) muestra</span><span class="stl_13 stl_08" style="word-spacing:0.29em;">&nbsp;una &nbsp;</span></div>
					<div class="stl_01" style="top: 20.6656em; left:7.0854em;"><span class="stl_13 stl_14" style="word-spacing:0.1em;">adecuada lectura inferenc<span class="stl_08">ial,</span></span><span class="stl_13 stl_08" style="word-spacing:0.16em;">&nbsp;7 estudiantes (23%) muestra una</span><span class="stl_13 stl_08" style="word-spacing:0.2em;">&nbsp;medianamente &nbsp;</span></div>
					<div class="stl_01" style="top: 22.3989em; left:7.0854em;"><span class="stl_13" style="word-spacing:0.13em;">adecuada lectura</span><span class="stl_13" style="word-spacing:0.15em;">&nbsp;inferencial</span><span class="stl_13 stl_08" style="word-spacing:0.19em;">&nbsp;y el 22 (74%) presentan una inadecuada</span><span class="stl_13 stl_08" style="word-spacing:0.2em;">&nbsp;lectura &nbsp;</span></div>
					<div class="stl_01" style="top: 24.1181em; left:7.0854em;"><span class="stl_13 stl_08" style="word-spacing:0.03em;">inferencial. De 30 estudiantes (100%), 1 estudiante (3%) presenta una adecuada &nbsp;</span></div>
					<div class="stl_01" style="top: 25.8514em; left:7.0854em;"><span class="stl_13 stl_14" style="word-spacing:0.05em;">lectura concret<span class="stl_08">a,</span></span><span class="stl_13 stl_08" style="word-spacing:0.08em;">&nbsp;14</span><span class="stl_13 stl_08" style="word-spacing:0.14em;">&nbsp;estudiantes</span><span class="stl_13 stl_08" style="word-spacing:0.12em;">&nbsp;(47%) muestran</span><span class="stl_13 stl_08" style="word-spacing:0.12em;">&nbsp;una medianamente</span><span class="stl_13 stl_08" style="word-spacing:0.12em;">&nbsp;adecuada &nbsp;</span></div>
					<div class="stl_01" style="top: 27.5672em; left:7.0854em;"><span class="stl_13 stl_08" style="word-spacing:0.05em;">lectura concreta y 15 niños (50%) presenta una inadecuada lectura concreta. Se &nbsp;</span></div>
					<div class="stl_01" style="top: 29.3014em; left:7.0854em;"><span class="stl_13 stl_08" style="word-spacing:0.41em;">determina que de 30 estudiantes (100%),</span><span class="stl_13 stl_08" style="word-spacing:0.4em;">&nbsp;25 niños (83%) presentan</span><span class="stl_13 stl_08" style="word-spacing:0.41em;">&nbsp;una &nbsp;</span></div>
					<div class="stl_01" style="top: 31.0181em; left:7.0854em;"><span class="stl_13 stl_08" style="word-spacing:0.61em;">adecuada lectura crítica, ningún estudiante muestra una medianamente &nbsp;</span></div>
					<div class="stl_01" style="top: 32.7531em; left:7.0854em;"><span class="stl_13 stl_08" style="word-spacing:0.05em;">adecuada lectura crítica, y 5 estudiantes (17%) presenta una inadecuada lectura &nbsp;</span></div>
					<div class="stl_01" style="top: 34.4697em; left:7.0854em;"><span class="stl_13">crítica. &nbsp;</span></div>
					<div class="stl_01" style="top: 37.2031em; left:7.0854em;"><span class="stl_13 stl_08" style="word-spacing:0.19em;">Se registra</span><span class="stl_13 stl_08" style="word-spacing:0.14em;">&nbsp;que de</span><span class="stl_13 stl_08" style="word-spacing:0.12em;">&nbsp;30</span><span class="stl_13 stl_08" style="word-spacing:0.17em;">&nbsp;estudiantes (100%), 9</span><span class="stl_13 stl_08" style="word-spacing:0.18em;">&nbsp;estudiantes (30%) muestran</span><span class="stl_13 stl_08" style="word-spacing:0.13em;">&nbsp;una &nbsp;</span></div>
					<div class="stl_01" style="top: 38.9197em; left:7.0854em;"><span class="stl_13 stl_08" style="word-spacing:0.05em;">adecuada secuencia lógica, en medianamente adecuada secuencia lógica no se &nbsp;</span></div>
					<div class="stl_01" style="top: 40.6531em; left:7.0854em;"><span class="stl_13 stl_08" style="word-spacing:0.23em;">registró ningún estudiante, el 21 (70%) presentan una inadecuada</span><span class="stl_13 stl_08" style="word-spacing:0.24em;">&nbsp;secuencia &nbsp;</span></div>
					<div class="stl_01" style="top: 42.3722em; left:7.0854em;"><span class="stl_13 stl_08" style="word-spacing:0.14em;">lógica. De</span><span class="stl_13 stl_08" style="word-spacing:0.11em;">&nbsp;30 estudiantes</span><span class="stl_13 stl_08" style="word-spacing:0.1em;">&nbsp;(100%), 11</span><span class="stl_13 stl_08" style="word-spacing:0.14em;">&nbsp;estudiantes</span><span class="stl_13 stl_08" style="word-spacing:0.12em;">&nbsp;(40%) presenta</span><span class="stl_13 stl_08" style="word-spacing:0.07em;">&nbsp;un</span><span class="stl_13 stl_08" style="word-spacing:0.12em;">&nbsp;adecuado &nbsp;</span></div>
					<div class="stl_01" style="top: 44.1047em; left:7.0854em;"><span class="stl_13 stl_08" style="word-spacing:0.09em;">uso de conectores,</span><span class="stl_13 stl_08" style="word-spacing:0.08em;">&nbsp;ningún</span><span class="stl_13 stl_08" style="word-spacing:0.1em;">&nbsp;estudiante</span><span class="stl_13 stl_08" style="word-spacing:0.09em;">&nbsp;muestra</span><span class="stl_13 stl_08" style="word-spacing:0.04em;">&nbsp;un</span><span class="stl_13 stl_08" style="word-spacing:0.14em;">&nbsp;medianamente</span><span class="stl_13 stl_08" style="word-spacing:0.08em;">&nbsp;adecuado</span><span class="stl_13 stl_08" style="word-spacing:0.04em;">&nbsp;uso &nbsp;</span></div>
					<div class="stl_01" style="top: 45.8222em; left:7.0854em;"><span class="stl_13 stl_08" style="word-spacing:0.12em;">de conectores</span><span class="stl_13 stl_08" style="word-spacing:0.04em;">&nbsp;y 18</span><span class="stl_13 stl_08" style="word-spacing:0.06em;">&nbsp;niños</span><span class="stl_13 stl_08" style="word-spacing:0.08em;">&nbsp;(60%) presenta</span><span class="stl_13 stl_08" style="word-spacing:0.07em;">&nbsp;un inadecuado uso de conectores.</span><span class="stl_13 stl_08" style="word-spacing:0.06em;">&nbsp;Se &nbsp;</span></div>
					<div class="stl_01" style="top: 47.5547em; left:7.0854em;"><span class="stl_13 stl_08" style="word-spacing:0.4em;">determinó que de 30 estudiantes (100%), 20 niños (67%) presentan una &nbsp;</span></div>
					<div class="stl_01" style="top: 49.2722em; left:7.0854em;"><span class="stl_13 stl_08" style="word-spacing:0.43em;">adecuada caligrafía legible, ningún estudiante muestra una medianamente &nbsp;</span></div>
					<div class="stl_01" style="top: 51.0072em; left:7.0854em;"><span class="stl_13 stl_08" style="word-spacing:0.21em;">adecuada caligrafía legible, y 10 estudiantes (33%) presenta una inadecuada &nbsp;</span></div>
					<div class="stl_01" style="top: 52.7239em; left:7.0854em;"><span class="stl_13 stl_14" style="word-spacing:0em;">caligrafía legible<span class="stl_08">. &nbsp;</span></span></div>
					<div class="stl_01" style="top: 55.4572em; left:7.0854em;"><span class="stl_13">2</span></div>
					<div class="stl_01" style="top: 55.4572em; left:7.6354em;"><span class="stl_13 stl_08" style="word-spacing:0.05em;">1 estudiantes (70%) presenta una inadecuada secuencia lógica, 19 estudiantes &nbsp;</span></div>
					<div class="stl_01" style="top: 57.1739em; left:7.4184em;"><span class="stl_13 stl_08" style="word-spacing:0.4em;">63) muestran un inadecuado uso de conectores y 10 estudiantes (33%) &nbsp;</span></div>
					<div class="stl_01" style="top: 58.8906em; left:7.0854em;"><span class="stl_13 stl_14" style="word-spacing:0em;">presentan una inadecuada caligrafía legibl<span class="stl_08">e. &nbsp;</span></span></div>
					<div class="stl_01" style="top: 57.1739em; left:7.0854em;"><span class="stl_13">(</span></div>
					<div class="stl_01" style="top: 66.319em; left:41.6958em;"><span class="stl_18">23 &nbsp;</span></div>
				</div>
			</div>
		</div>
		<div class="stl_02">
			<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:0.11em;">Revista Científica</span><span class="stl_07 stl_08" style="word-spacing:0.07em;">&nbsp;y Arbitrada</span><span class="stl_07 stl_08" style="word-spacing:0.06em;">&nbsp;de Psicología NUNA</span><span class="stl_07 stl_08" style="word-spacing:0.07em;">&nbsp;YACHAY.</span><span class="stl_07 stl_08" style="word-spacing:0.09em;">&nbsp;Vol.</span><span class="stl_07 stl_08" style="word-spacing:0.06em;">&nbsp;2,</span><span class="stl_07 stl_08" style="word-spacing:0.03em;">&nbsp;Núm.</span><span class="stl_07 stl_08" style="word-spacing:0.06em;">&nbsp;4 (jul</span><span class="stl_07 stl_08" style="word-spacing:0.06em;">&nbsp;-</span><span class="stl_07 stl_08" style="word-spacing:0.06em;">&nbsp;dic</span><span class="stl_07 stl_08" style="word-spacing:0.07em;">&nbsp;2019) &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:0.03em;">Microdestrezas asociadas a la lectoescritura en niños con bajo rendimiento académico en la &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:0.03em;">Unidad Educativa </span><span class="stl_10" style="font-style:italic; word-spacing:0em;">“</span><span class="stl_09 stl_08" style="font-style:italic; word-spacing:0.03em;">4 de Noviembre</span><span class="stl_10" style="font-style:italic; word-spacing:0em;">” &nbsp;</span></div>
					<div class="stl_01" style="top: 7.3472em; left:7.0854em;"><span class="stl_13 stl_08" style="word-spacing:0.04em;">Se registra que 22 estudiantes que conforman el 73% muestran una inadecuada &nbsp;</span></div>
					<div class="stl_01" style="top: 9.0806em; left:7.0854em;"><span class="stl_13 stl_08" style="word-spacing:0.5em;">lectura inferencial, 15 estudiantes que constituye al 50% presentan una &nbsp;</span></div>
					<div class="stl_01" style="top: 10.7972em; left:7.0854em;"><span class="stl_13 stl_14" style="word-spacing:0.07em;">inadecuada lectur<span class="stl_08">a</span></span><span class="stl_13 stl_08" style="word-spacing:0.13em;">&nbsp;concreta,</span><span class="stl_13 stl_08" style="word-spacing:0.12em;">&nbsp;5 estudiantes</span><span class="stl_13 stl_08" style="word-spacing:0.1em;">&nbsp;(16%)</span><span class="stl_13 stl_08" style="word-spacing:0.13em;">&nbsp;demuestran una</span><span class="stl_13 stl_08" style="word-spacing:0.16em;">&nbsp;inadecuada &nbsp;</span></div>
					<div class="stl_01" style="top: 12.5297em; left:7.0854em;"><span class="stl_13" style="word-spacing:0em;">lectura crítica. &nbsp;</span></div>
					<div class="stl_01" style="top: 15.7822em; left:8.585em;"><span class="stl_11 stl_08" style="font-weight:bold; word-spacing:0.5em;">4. DISCUSIÓN &nbsp;</span></div>
					<div class="stl_01" style="top: 18.4989em; left:7.0854em;"><span class="stl_13 stl_08" style="word-spacing:0.6em;">El mayor porcentaje se encuentra en el grupo de edades de 10-11 &nbsp;</span></div>
					<div class="stl_01" style="top: 20.2322em; left:7.0854em;"><span class="stl_13 stl_08" style="word-spacing:0.06em;">conformándose en un 57%, considerándose que el sexo masculino constituye la &nbsp;</span></div>
					<div class="stl_01" style="top: 21.9489em; left:7.0854em;"><span class="stl_13 stl_08" style="word-spacing:0.08em;">mayoría de muestra participante con 11 estudiantes. &nbsp;</span></div>
					<div class="stl_01" style="top: 24.6847em; left:7.0854em;"><span class="stl_13 stl_08" style="word-spacing:0.1em;">El mayor</span><span class="stl_13 stl_08" style="word-spacing:0.13em;">&nbsp;porcentaje</span><span class="stl_13 stl_08" style="word-spacing:0.08em;">&nbsp;(14%)</span><span class="stl_13 stl_08" style="word-spacing:0.07em;">&nbsp;del</span><span class="stl_13 stl_08" style="word-spacing:0.08em;">&nbsp;rango de edades</span><span class="stl_13 stl_08" style="word-spacing:0.06em;">&nbsp;de</span><span class="stl_13 stl_08" style="word-spacing:0.09em;">&nbsp;8-9 muestran</span><span class="stl_13" style="word-spacing:0.03em;">&nbsp;antecedentes &nbsp;</span></div>
					<div class="stl_01" style="top: 26.4014em; left:7.0854em;"><span class="stl_13 stl_14" style="word-spacing:0.11em;">patológicos personales<span class="stl_08">&nbsp;y</span></span><span class="stl_13 stl_08" style="word-spacing:0.18em;">&nbsp;familiares. A</span><span class="stl_13 stl_08" style="word-spacing:0.13em;">&nbsp;esto se</span><span class="stl_13 stl_08" style="word-spacing:0.19em;">&nbsp;atribuye</span><span class="stl_13 stl_08" style="word-spacing:0.13em;">&nbsp;que</span><span class="stl_13 stl_08" style="word-spacing:0.15em;">&nbsp;las</span><span class="stl_13 stl_14" style="word-spacing:0.12em;">&nbsp;característica<span class="stl_08">s &nbsp;</span></span></div>
					<div class="stl_01" style="top: 28.1347em; left:7.0854em;"><span class="stl_13 stl_08" style="word-spacing:0.06em;">sociodemográficas y clínicas se consideraron variables resaltantes puesto a que &nbsp;</span></div>
					<div class="stl_01" style="top: 29.8514em; left:7.0854em;"><span class="stl_13" style="word-spacing:0.32em;">en la parte clínica los antecedentes patológicos son significativos para la &nbsp;</span></div>
					<div class="stl_01" style="top: 31.5839em; left:7.0854em;"><span class="stl_13 stl_08" style="word-spacing:0.08em;">información del estudiante y así realizar una valoración correcta. &nbsp;</span></div>
					<div class="stl_01" style="top: 34.3031em; left:7.0854em;"><span class="stl_13" style="word-spacing:0.42em;">Se determinó que dentro de la lectura comprensiva se encuentran tres &nbsp;</span></div>
					<div class="stl_01" style="top: 36.0364em; left:7.0854em;"><span class="stl_13 stl_14" style="word-spacing:0.1em;">microdestrezas: lectura inferencial, lectu<span class="stl_08">ra</span></span><span class="stl_13 stl_08" style="word-spacing:0.17em;">&nbsp;concreta,</span><span class="stl_13 stl_08" style="word-spacing:0.16em;">&nbsp;lectura</span><span class="stl_13 stl_08" style="word-spacing:0.16em;">&nbsp;crítica.</span><span class="stl_13 stl_08" style="word-spacing:0.11em;">&nbsp;Se</span><span class="stl_13 stl_08" style="word-spacing:0.16em;">&nbsp;registra &nbsp;</span></div>
					<div class="stl_01" style="top: 37.7531em; left:7.0854em;"><span class="stl_13 stl_08" style="word-spacing:0.42em;">en la tabla el porcentaje de la población que demuestra una adecuada, &nbsp;</span></div>
					<div class="stl_01" style="top: 39.4864em; left:7.0854em;"><span class="stl_13 stl_08" style="word-spacing:0.09em;">medianamente adecuada e inadecuada lectura inferencial, concreta y crítica. &nbsp;</span></div>
					<div class="stl_01" style="top: 42.2056em; left:7.0854em;"><span class="stl_13 stl_08" style="word-spacing:0.03em;">Estos resultados exponen que en la muestra de 30 estudiantes (100%) mantiene &nbsp;</span></div>
					<div class="stl_01" style="top: 43.9381em; left:7.0854em;"><span class="stl_13 stl_08" style="word-spacing:0.3em;">una adecuada, medianamente adecuada e inadecuada lectura comprensiva, &nbsp;</span></div>
					<div class="stl_01" style="top: 45.6556em; left:7.0854em;"><span class="stl_13 stl_08" style="word-spacing:0.17em;">comprendiéndose que los estudiantes de diferentes rangos de edades que se &nbsp;</span></div>
					<div class="stl_01" style="top: 47.3881em; left:7.0854em;"><span class="stl_13 stl_08" style="word-spacing:0.44em;">encuentran en la educación básica m</span><span class="stl_15 stl_08" style="word-spacing:0.43em;">edia de la unidad educativa “4 de &nbsp;</span></div>
					<div class="stl_01" style="top: 49.1056em; left:7.0854em;"><span class="stl_15" style="word-spacing:0.14em;">noviembre” presentan</span><span class="stl_15 stl_08" style="word-spacing:0.18em;">&nbsp;un bajo rendimiento</span><span class="stl_15 stl_08" style="word-spacing:0.18em;">&nbsp;académico en el</span><span class="stl_15 stl_08" style="word-spacing:0.16em;">&nbsp;área de lengua</span><span class="stl_15 stl_08" style="word-spacing:0.13em;">&nbsp;y &nbsp;</span></div>
					<div class="stl_01" style="top: 50.8406em; left:7.0854em;"><span class="stl_13" style="word-spacing:0.04em;">literatura, constituyéndose</span><span class="stl_13 stl_08" style="word-spacing:0.09em;">&nbsp;en una preocupación puesto que los</span><span class="stl_13" style="word-spacing:0.04em;">&nbsp;estudiantes</span><span class="stl_13 stl_08" style="word-spacing:0.08em;">&nbsp;del &nbsp;</span></div>
					<div class="stl_01" style="top: 52.5572em; left:7.0854em;"><span class="stl_13" style="word-spacing:0.39em;">grupo de edades de 10-11 y +11 deberían tener una adecuada lectura &nbsp;</span></div>
					<div class="stl_01" style="top: 54.2906em; left:7.0854em;"><span class="stl_13 stl_08" style="word-spacing:0.07em;">comprensiva, no obstante, no logran esta microdestreza en su totalidad. &nbsp;</span></div>
					<div class="stl_01" style="top: 57.0072em; left:7.0854em;"><span class="stl_13 stl_08" style="word-spacing:0.2em;">Con estos datos se establece que dentro de estas tres microdestrezas de la &nbsp;</span></div>
					<div class="stl_01" style="top: 58.7406em; left:7.0854em;"><span class="stl_13" style="word-spacing:0.05em;">lectura comprensiva;</span><span class="stl_13 stl_08" style="word-spacing:0.08em;">&nbsp;25</span><span class="stl_13" style="word-spacing:0.05em;">&nbsp;estudiantes</span><span class="stl_13 stl_08" style="word-spacing:0.08em;">&nbsp;que</span><span class="stl_13 stl_08" style="word-spacing:0.11em;">&nbsp;constituye al (83%)</span><span class="stl_13 stl_08" style="word-spacing:0.08em;">&nbsp;de</span><span class="stl_13 stl_08" style="word-spacing:0.07em;">&nbsp;30</span><span class="stl_13" style="word-spacing:0.05em;">&nbsp;estudiantes &nbsp;</span></div>
					<div class="stl_01" style="top: 60.4597em; left:7.0854em;"><span class="stl_13 stl_08" style="word-spacing:0.45em;">muestran una adecuada lectura crítica, mientras que 22 estudiantes que &nbsp;</span></div>
					<div class="stl_01" style="top: 62.1926em; left:7.0854em;"><span class="stl_13 stl_08" style="word-spacing:0.45em;">constituye al (74%) de 30 estudiantes presentan una inadecuada lectura &nbsp;</span></div>
					<div class="stl_01" style="top: 66.319em; left:41.6958em;"><span class="stl_18">24 &nbsp;</span></div>
				</div>
			</div>
		</div>
		<div class="stl_02">
			<div class="stl_03">
				<img 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alt="" class="stl_20" />
			</div>
			<div class="stl_view">
				<div class="stl_05 stl_06">
					<div class="stl_01" style="top: 3.0179em; left:7.0854em;"><span class="stl_21 stl_08" style="font-style:italic; word-spacing:0em;">Padilla-Toala &amp; Perero-Ormaza (2019<span class="stl_14">) &nbsp;</span></span></div>
					<div class="stl_01" style="top: 5.8639em; left:7.0854em;"><span class="stl_13 stl_08" style="word-spacing:0.06em;">inferencial. Se resalta que la microdestreza con mayor peso dentro de la lectura &nbsp;</span></div>
					<div class="stl_01" style="top: 7.5972em; left:7.0854em;"><span class="stl_13 stl_08" style="word-spacing:0.05em;">comprensiva es la lectura inferencial, el estudiante que se encuentre en el rango &nbsp;</span></div>
					<div class="stl_01" style="top: 9.3131em; left:7.0854em;"><span class="stl_13 stl_08" style="word-spacing:0.29em;">de edades 10-11 y +11 deben tener una adecuada lectura inferencial para &nbsp;</span></div>
					<div class="stl_01" style="top: 11.0464em; left:7.0854em;"><span class="stl_13 stl_08" style="word-spacing:0.52em;">realizar una lectura comprensiva correcta. La lectura inferencial es una &nbsp;</span></div>
					<div class="stl_01" style="top: 12.7639em; left:7.0854em;"><span class="stl_13" style="word-spacing:0.05em;">microdestreza fundamental</span><span class="stl_13 stl_08" style="word-spacing:0.09em;">&nbsp;que se</span><span class="stl_13 stl_08" style="word-spacing:0.09em;">&nbsp;conforma en la</span><span class="stl_13 stl_08" style="word-spacing:0.12em;">&nbsp;reflexión e</span><span class="stl_13" style="word-spacing:0.05em;">&nbsp;interpretación</span><span class="stl_13 stl_08" style="word-spacing:0.07em;">&nbsp;de &nbsp;</span></div>
					<div class="stl_01" style="top: 14.4989em; left:7.0854em;"><span class="stl_13 stl_08" style="word-spacing:0.06em;">la lectura que se desea realizar. &nbsp;</span></div>
					<div class="stl_01" style="top: 17.2156em; left:7.0854em;"><span class="stl_13 stl_08" style="word-spacing:0.02em;">Angélica Zhimnay en la provincia del Azuay en el año 2016, en el estudio titulado &nbsp;</span></div>
					<div class="stl_01" style="top: 18.9489em; left:7.0854em;"><span class="stl_15 stl_14" style="word-spacing:-0.06em;">“dificultades en la adquisición de destrezas para desarrollar la lectura y escr<span class="stl_08">itura”, &nbsp;</span></span></div>
					<div class="stl_01" style="top: 20.6656em; left:7.0854em;"><span class="stl_13" style="word-spacing:0.07em;">encontró que</span><span class="stl_13 stl_08" style="word-spacing:0.08em;">&nbsp;los</span><span class="stl_13 stl_08" style="word-spacing:0.15em;">&nbsp;escolares mantienen</span><span class="stl_13 stl_08" style="word-spacing:0.13em;">&nbsp;una inadecuada lectura inferencial.</span><span class="stl_13 stl_08" style="word-spacing:0.12em;">&nbsp;Este &nbsp;</span></div>
					<div class="stl_01" style="top: 22.3989em; left:7.0854em;"><span class="stl_13 stl_08" style="word-spacing:0.36em;">estudio se puede relacionar con la presente investigación, puesto que los &nbsp;</span></div>
					<div class="stl_01" style="top: 24.1181em; left:7.0854em;"><span class="stl_13" style="word-spacing:0.54em;">resultados muestran que un gran porcentaje de estudiantes presentan &nbsp;</span></div>
					<div class="stl_01" style="top: 25.8514em; left:7.0854em;"><span class="stl_13 stl_08" style="word-spacing:0.07em;">inadecuada lectura inferencial al leer un texto. &nbsp;</span></div>
					<div class="stl_01" style="top: 28.5681em; left:7.0854em;"><span class="stl_13 stl_08" style="word-spacing:0.11em;">Se determinó que la producción de texto se constituye</span><span class="stl_13 stl_08" style="word-spacing:0.11em;">&nbsp;por</span><span class="stl_13 stl_08" style="word-spacing:0.08em;">&nbsp;la</span><span class="stl_13 stl_08" style="word-spacing:0.14em;">&nbsp;secuencia</span><span class="stl_13 stl_08" style="word-spacing:0.13em;">&nbsp;lógica, &nbsp;</span></div>
					<div class="stl_01" style="top: 30.3014em; left:7.0854em;"><span class="stl_13 stl_08" style="word-spacing:0.1em;">uso de conectores</span><span class="stl_13 stl_08" style="word-spacing:0.09em;">&nbsp;y caligrafía</span><span class="stl_13 stl_08" style="word-spacing:0.1em;">&nbsp;legible.</span><span class="stl_13 stl_08" style="word-spacing:0.08em;">&nbsp;Se</span><span class="stl_13 stl_08" style="word-spacing:0.08em;">&nbsp;establece en la tabla el porcentaje</span><span class="stl_13 stl_08" style="word-spacing:0.05em;">&nbsp;de &nbsp;</span></div>
					<div class="stl_01" style="top: 32.0197em; left:7.0854em;"><span class="stl_13 stl_08" style="word-spacing:0.66em;">la población que presenta una adecuada, medianamente adecuada e &nbsp;</span></div>
					<div class="stl_01" style="top: 33.7531em; left:7.0854em;"><span class="stl_13 stl_08" style="word-spacing:0.08em;">inadecuada secuencia lógica, uso de conectores y caligrafía legible. &nbsp;</span></div>
					<div class="stl_01" style="top: 36.4697em; left:7.0854em;"><span class="stl_13 stl_08" style="word-spacing:0.12em;">Existe una investigación realizada por</span><span class="stl_13 stl_08" style="word-spacing:0.11em;">&nbsp;Campos</span><span class="stl_13 stl_08" style="word-spacing:0.09em;">&nbsp;y Trujillo</span><span class="stl_13 stl_08" style="word-spacing:0.09em;">&nbsp;(2012)</span><span class="stl_13 stl_08" style="word-spacing:0.06em;">&nbsp;en</span><span class="stl_13 stl_08" style="word-spacing:0.08em;">&nbsp;la ciudad</span><span class="stl_13 stl_08" style="word-spacing:0.05em;">&nbsp;de &nbsp;</span></div>
					<div class="stl_01" style="top: 38.2031em; left:7.0854em;"><span class="stl_13 stl_14" style="word-spacing:0.24em;">Melilla<span class="stl_08">-</span></span><span class="stl_15 stl_08" style="word-spacing:0.31em;">España, titulada “Análisis y detección de carencias en lectoescritura” &nbsp;</span></div>
					<div class="stl_01" style="top: 39.9197em; left:7.0854em;"><span class="stl_13 stl_08" style="word-spacing:0.11em;">donde se muestra que el 43.3% de la</span><span class="stl_13 stl_08" style="word-spacing:0.16em;">&nbsp;población</span><span class="stl_13 stl_08" style="word-spacing:0.09em;">&nbsp;de</span><span class="stl_13 stl_08" style="word-spacing:0.15em;">&nbsp;estudio</span><span class="stl_13 stl_08" style="word-spacing:0.09em;">&nbsp;(30</span><span class="stl_13 stl_08" style="word-spacing:0.19em;">&nbsp;estudiantes</span><span class="stl_13 stl_08" style="word-spacing:0.1em;">&nbsp;de &nbsp;</span></div>
					<div class="stl_01" style="top: 41.6556em; left:7.0854em;"><span class="stl_13 stl_08" style="word-spacing:0.04em;">educación básica) mantienen una falencia en la producción de texto y así mismo &nbsp;</span></div>
					<div class="stl_01" style="top: 43.3722em; left:7.0854em;"><span class="stl_13 stl_08" style="word-spacing:0.46em;">en la comprensión de texto, este estudio es oportuno para la presente &nbsp;</span></div>
					<div class="stl_01" style="top: 45.1047em; left:7.0854em;"><span class="stl_13 stl_08" style="word-spacing:0.19em;">investigación puesto que los escolares mantienen una inadecuada producción &nbsp;</span></div>
					<div class="stl_01" style="top: 46.8214em; left:7.0854em;"><span class="stl_13 stl_08" style="word-spacing:0.05em;">de texto que</span><span class="stl_13 stl_08" style="word-spacing:0.03em;">&nbsp;a</span><span class="stl_13 stl_08" style="word-spacing:0.03em;">&nbsp;su vez</span><span class="stl_13 stl_08" style="word-spacing:0.02em;">&nbsp;se</span><span class="stl_13 stl_08" style="word-spacing:0.05em;">&nbsp;ve afectada</span><span class="stl_13 stl_08" style="word-spacing:0.04em;">&nbsp;en</span><span class="stl_13 stl_08" style="word-spacing:0.06em;">&nbsp;la comprensión</span><span class="stl_13 stl_08" style="word-spacing:0.04em;">&nbsp;de</span><span class="stl_13 stl_08" style="word-spacing:0.05em;">&nbsp;texto,</span><span class="stl_13 stl_08" style="word-spacing:0.03em;">&nbsp;se</span><span class="stl_13 stl_08" style="word-spacing:0.1em;">&nbsp;resalta</span><span class="stl_13 stl_08" style="word-spacing:0.04em;">&nbsp;que &nbsp;</span></div>
					<div class="stl_01" style="top: 48.5556em; left:7.0854em;"><span class="stl_13 stl_08" style="word-spacing:0.06em;">tanto la escritura como la lectura se interrelacionan entre sí. &nbsp;</span></div>
					<div class="stl_01" style="top: 51.2739em; left:7.0854em;"><span class="stl_13 stl_14" style="word-spacing:-0.06em;">Los datos obtenidos presentan que en el grupo de escolares de educac<span class="stl_08">ión básica &nbsp;</span></span></div>
					<div class="stl_01" style="top: 53.0072em; left:7.0854em;"><span class="stl_13 stl_08" style="word-spacing:0.32em;">media de la institución donde se realizó el estudio, existe una inadecuada &nbsp;</span></div>
					<div class="stl_01" style="top: 54.7239em; left:7.0854em;"><span class="stl_13 stl_08" style="word-spacing:0.66em;">producción de texto, que es considerado como una habilidad de la &nbsp;</span></div>
					<div class="stl_01" style="top: 56.4572em; left:7.0854em;"><span class="stl_13 stl_08" style="word-spacing:0.02em;">macrodestreza de escribir. Para mejorar el rendimiento académico del estudiante &nbsp;</span></div>
					<div class="stl_01" style="top: 58.1739em; left:7.0854em;"><span class="stl_13 stl_08" style="word-spacing:0.35em;">y que pueda avanzar sin dificultades en los siguientes años escolares es &nbsp;</span></div>
					<div class="stl_01" style="top: 59.8906em; left:7.0854em;"><span class="stl_13 stl_14" style="word-spacing:0em;">necesario desarrollar una adecuada escritu<span class="stl_08">ra. &nbsp;</span></span></div>
					<div class="stl_01" style="top: 66.319em; left:41.6958em;"><span class="stl_18">25 &nbsp;</span></div>
				</div>
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			<div class="stl_03">
				<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:0.11em;">Revista Científica</span><span class="stl_07 stl_08" style="word-spacing:0.07em;">&nbsp;y Arbitrada</span><span class="stl_07 stl_08" style="word-spacing:0.06em;">&nbsp;de Psicología NUNA</span><span class="stl_07 stl_08" style="word-spacing:0.07em;">&nbsp;YACHAY.</span><span class="stl_07 stl_08" style="word-spacing:0.09em;">&nbsp;Vol.</span><span class="stl_07 stl_08" style="word-spacing:0.06em;">&nbsp;2,</span><span class="stl_07 stl_08" style="word-spacing:0.03em;">&nbsp;Núm.</span><span class="stl_07 stl_08" style="word-spacing:0.06em;">&nbsp;4 (jul</span><span class="stl_07 stl_08" style="word-spacing:0.06em;">&nbsp;-</span><span class="stl_07 stl_08" style="word-spacing:0.06em;">&nbsp;dic</span><span class="stl_07 stl_08" style="word-spacing:0.07em;">&nbsp;2019) &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:0.03em;">Microdestrezas asociadas a la lectoescritura en niños con bajo rendimiento académico en la &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:0.03em;">Unidad Educativa </span><span class="stl_10" style="font-style:italic; word-spacing:0em;">“</span><span class="stl_09 stl_08" style="font-style:italic; word-spacing:0.03em;">4 de Noviembre</span><span class="stl_10" style="font-style:italic; word-spacing:0em;">” &nbsp;</span></div>
					<div class="stl_01" style="top: 7.3472em; left:7.0854em;"><span class="stl_13 stl_08" style="word-spacing:0.32em;">Se reconoce que en el grupo de edades</span><span class="stl_13 stl_08" style="word-spacing:0.31em;">&nbsp;de 8-9, el 37% (11</span><span class="stl_13" style="word-spacing:0.27em;">&nbsp;estudiantes) &nbsp;</span></div>
					<div class="stl_01" style="top: 9.0806em; left:7.0854em;"><span class="stl_13 stl_08" style="word-spacing:0.02em;">demuestran una inadecuada lectura inferencial, el 20% (6 estudiantes) presentan &nbsp;</span></div>
					<div class="stl_01" style="top: 10.7972em; left:7.0854em;"><span class="stl_13 stl_08" style="word-spacing:0.52em;">una inadecuada lectura concreta y el 4% (1 estudiante) muestran una &nbsp;</span></div>
					<div class="stl_01" style="top: 12.5297em; left:7.0854em;"><span class="stl_13 stl_08" style="word-spacing:0.38em;">inadecuada lectura crítica. En el grupo de edades de 10-11, el 33% (10 &nbsp;</span></div>
					<div class="stl_01" style="top: 14.2489em; left:7.0854em;"><span class="stl_13 stl_14" style="word-spacing:0.07em;">estudiantes) prese<span class="stl_08">nta</span></span><span class="stl_13 stl_08" style="word-spacing:0.11em;">&nbsp;una</span><span class="stl_13 stl_08" style="word-spacing:0.14em;">&nbsp;inadecuada lectura</span><span class="stl_13 stl_08" style="word-spacing:0.17em;">&nbsp;inferencial, mientras</span><span class="stl_13 stl_08" style="word-spacing:0.11em;">&nbsp;que el</span><span class="stl_13 stl_08" style="word-spacing:0.11em;">&nbsp;27% &nbsp;</span></div>
					<div class="stl_01" style="top: 15.9822em; left:7.0854em;"><span class="stl_13 stl_08" style="word-spacing:0.39em;">(8 estudiantes) demuestran una inadecuada lectura concreta y el 14% (4 &nbsp;</span></div>
					<div class="stl_01" style="top: 17.6989em; left:7.0854em;"><span class="stl_13 stl_08" style="word-spacing:0.36em;">estudiantes) muestran una inadecuada lectura crítica. Dentro del rango de &nbsp;</span></div>
					<div class="stl_01" style="top: 19.4322em; left:7.0854em;"><span class="stl_13 stl_08" style="word-spacing:0.04em;">edades +11, un estudiante (3%) muestran una inadecuada lectura inferencial, un &nbsp;</span></div>
					<div class="stl_01" style="top: 21.1489em; left:7.0854em;"><span class="stl_13 stl_08" style="word-spacing:0.45em;">estudiante presenta una inadecuada lectura concreta y ningún estudiante &nbsp;</span></div>
					<div class="stl_01" style="top: 22.8839em; left:7.0854em;"><span class="stl_13 stl_08" style="word-spacing:0.09em;">demuestra una inadecuada lectura crítica. &nbsp;</span></div>
					<div class="stl_01" style="top: 25.6014em; left:7.0854em;"><span class="stl_13 stl_08" style="word-spacing:0.9em;">Los resultados obtenidos demuestran que las dos variables tanto &nbsp;</span></div>
					<div class="stl_01" style="top: 27.3339em; left:7.0854em;"><span class="stl_13 stl_14" style="word-spacing:0.07em;">sociodemográficas y microdestre<span class="stl_08">zas</span></span><span class="stl_13 stl_08" style="word-spacing:0.11em;">&nbsp;de</span><span class="stl_13 stl_08" style="word-spacing:0.15em;">&nbsp;lectoescritura se interrelacionan en</span><span class="stl_13 stl_08" style="word-spacing:0.09em;">&nbsp;los &nbsp;</span></div>
					<div class="stl_01" style="top: 29.0514em; left:7.0854em;"><span class="stl_13 stl_08" style="word-spacing:0.25em;">estudiantes en el rango de edad de</span><span class="stl_13 stl_08" style="word-spacing:0.25em;">&nbsp;10-11 y +11, quienes deben tener</span><span class="stl_13 stl_08" style="word-spacing:0.25em;">&nbsp;una &nbsp;</span></div>
					<div class="stl_01" style="top: 30.7847em; left:7.0854em;"><span class="stl_13 stl_08" style="word-spacing:0.44em;">adecuada lectura comprensiva, justamente la introducción de esta lectura &nbsp;</span></div>
					<div class="stl_01" style="top: 32.5031em; left:7.0854em;"><span class="stl_13" style="word-spacing:0.12em;">comienza en</span><span class="stl_13" style="word-spacing:0.13em;">&nbsp;la</span><span class="stl_13" style="word-spacing:0.12em;">&nbsp;edad de</span><span class="stl_13" style="word-spacing:0.13em;">&nbsp;8-9</span><span class="stl_13" style="word-spacing:0.12em;">&nbsp;para desarrollarse y perfeccionarse a la hora</span><span class="stl_13" style="word-spacing:0.12em;">&nbsp;de &nbsp;</span></div>
					<div class="stl_01" style="top: 34.2197em; left:7.0854em;"><span class="stl_13 stl_08" style="word-spacing:0.16em;">realizar esta lectura. El mayor peso que tiene en la lectura comprensiva</span><span class="stl_13 stl_08" style="word-spacing:0.13em;">&nbsp;es</span><span class="stl_13 stl_08" style="word-spacing:0.13em;">&nbsp;la &nbsp;</span></div>
					<div class="stl_01" style="top: 35.9531em; left:7.0854em;"><span class="stl_13 stl_08" style="word-spacing:0.41em;">microdestreza de la lectura inferencial puesto a que permite realizar una &nbsp;</span></div>
					<div class="stl_01" style="top: 37.6697em; left:7.0854em;"><span class="stl_13 stl_08" style="word-spacing:0.08em;">reflexión, interpretación del texto que lee. &nbsp;</span></div>
					<div class="stl_01" style="top: 40.9364em; left:8.585em;"><span class="stl_11 stl_14" 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: 43.6556em; left:7.0854em;"><span class="stl_13 stl_08" style="word-spacing:0.32em;">En cuanto a la caracterización sociodemográfica y clínica de los</span><span class="stl_13 stl_08" style="word-spacing:0.36em;">&nbsp;escolares &nbsp;</span></div>
					<div class="stl_01" style="top: 45.3889em; left:7.0854em;"><span class="stl_13 stl_08" style="word-spacing:0.18em;">muestra que</span><span class="stl_13 stl_08" style="word-spacing:0.16em;">&nbsp;existe</span><span class="stl_13 stl_08" style="word-spacing:0.13em;">&nbsp;una mayor</span><span class="stl_13 stl_08" style="word-spacing:0.17em;">&nbsp;incidencia en</span><span class="stl_13 stl_08" style="word-spacing:0.12em;">&nbsp;el rango</span><span class="stl_13 stl_08" style="word-spacing:0.15em;">&nbsp;de edades de 10-11,</span><span class="stl_13 stl_08" style="word-spacing:0.11em;">&nbsp;se &nbsp;</span></div>
					<div class="stl_01" style="top: 47.1047em; left:7.0854em;"><span class="stl_13 stl_08" style="word-spacing:0.05em;">registró que la mayor población de estudio fue de sexo masculino. Dentro de los &nbsp;</span></div>
					<div class="stl_01" style="top: 48.8381em; left:7.0854em;"><span class="stl_13" style="word-spacing:0.44em;">antecedentes patológicos personales y familiares existe una equidad de &nbsp;</span></div>
					<div class="stl_01" style="top: 50.5547em; left:7.0854em;"><span class="stl_13" style="word-spacing:-0.07em;">porcentaje siendo esta variable importante puesto que corresponde a la ausencia &nbsp;</span></div>
					<div class="stl_01" style="top: 52.2906em; left:7.0854em;"><span class="stl_13" style="word-spacing:0.13em;">o presencia en los</span><span class="stl_13" style="word-spacing:0.15em;">&nbsp;escolares, debido a</span><span class="stl_13" style="word-spacing:0.14em;">&nbsp;que las afectaciones</span><span class="stl_13" style="word-spacing:0.14em;">&nbsp;neurocognitivas, &nbsp;</span></div>
					<div class="stl_01" style="top: 54.0072em; left:7.0854em;"><span class="stl_13 stl_08" style="word-spacing:0.17em;">consumos de</span><span class="stl_13" style="word-spacing:0.05em;">&nbsp;sustancias,</span><span class="stl_13" style="word-spacing:0.06em;">&nbsp;alteraciones</span><span class="stl_13 stl_14" style="word-spacing:0.07em;">&nbsp;psicopatológica<span class="stl_08">s</span></span><span class="stl_13 stl_08" style="word-spacing:0.11em;">&nbsp;pueden</span><span class="stl_13 stl_08" style="word-spacing:0.08em;">&nbsp;ser</span><span class="stl_13 stl_08" style="word-spacing:0.13em;">&nbsp;causante</span><span class="stl_13 stl_08" style="word-spacing:0.07em;">&nbsp;a &nbsp;</span></div>
					<div class="stl_01" style="top: 55.7406em; left:7.0854em;"><span class="stl_13 stl_08" style="word-spacing:0.08em;">una afectación al desarrollo de las microdestrezas asociadas a la lectoescritura. &nbsp;</span></div>
					<div class="stl_01" style="top: 58.4572em; left:7.0854em;"><span class="stl_13 stl_08" style="word-spacing:0.25em;">Las microdestrezas a la lectoescritura, los estudiantes no tienen una lectura &nbsp;</span></div>
					<div class="stl_01" style="top: 60.1931em; left:7.0854em;"><span class="stl_13 stl_08" style="word-spacing:0.14em;">inferencial y producción de texto adecuada,</span><span class="stl_13 stl_08" style="word-spacing:0.09em;">&nbsp;a</span><span class="stl_13 stl_08" style="word-spacing:0.12em;">&nbsp;esto se concluye que existe</span><span class="stl_13 stl_08" style="word-spacing:0.11em;">&nbsp;una &nbsp;</span></div>
					<div class="stl_01" style="top: 61.9093em; left:7.0854em;"><span class="stl_13 stl_08" style="word-spacing:0.52em;">afectación notoria en los escolares que presentan un bajo rendimiento, &nbsp;</span></div>
					<div class="stl_01" style="top: 66.319em; left:41.6958em;"><span class="stl_18">26 &nbsp;</span></div>
				</div>
			</div>
		</div>
		<div class="stl_02">
			<div class="stl_03">
				<img 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alt="" class="stl_20" />
			</div>
			<div class="stl_view">
				<div class="stl_05 stl_06">
					<div class="stl_01" style="top: 3.0179em; left:7.0854em;"><span class="stl_21 stl_08" style="font-style:italic; word-spacing:0em;">Padilla-Toala &amp; Perero-Ormaza (2019<span class="stl_14">) &nbsp;</span></span></div>
					<div class="stl_01" style="top: 5.8639em; left:7.0854em;"><span class="stl_13 stl_08" style="word-spacing:0.2em;">considerando que estas microdestrezas son esenciales en el desarrollo de la &nbsp;</span></div>
					<div class="stl_01" style="top: 7.5972em; left:7.0854em;"><span class="stl_13 stl_14">lectoescritura<span class="stl_08">. &nbsp;</span></span></div>
					<div class="stl_01" style="top: 10.3131em; left:7.0854em;"><span class="stl_13 stl_08" style="word-spacing:0.03em;">La relación entre las microdestrezas y las variables sociodemográficas estudiada &nbsp;</span></div>
					<div class="stl_01" style="top: 12.0472em; left:7.0854em;"><span class="stl_13 stl_08" style="word-spacing:0.07em;">en los escolares del rango de edades de 10-11 no cumplen la microdestreza de &nbsp;</span></div>
					<div class="stl_01" style="top: 13.7656em; left:7.0854em;"><span class="stl_13 stl_08" style="word-spacing:0.05em;">la secuencia lógica resaltando que a este nivel de educación ya deben de haber &nbsp;</span></div>
					<div class="stl_01" style="top: 15.4989em; left:7.0854em;"><span class="stl_13 stl_08" style="word-spacing:0.14em;">desarrollado dicha microdestreza puesto que van a</span><span class="stl_13 stl_08" style="word-spacing:0.1em;">&nbsp;un</span><span class="stl_13 stl_08" style="word-spacing:0.13em;">&nbsp;nivel superior</span><span class="stl_13 stl_08" style="word-spacing:0.08em;">&nbsp;y</span><span class="stl_13 stl_08" style="word-spacing:0.13em;">&nbsp;pueden &nbsp;</span></div>
					<div class="stl_01" style="top: 17.2156em; left:7.0854em;"><span class="stl_13 stl_08" style="word-spacing:0.13em;">mostrar dificultades a</span><span class="stl_13 stl_08" style="word-spacing:0.09em;">&nbsp;futuro;</span><span class="stl_13 stl_08" style="word-spacing:0.1em;">&nbsp;mientras los escolares del</span><span class="stl_13 stl_08" style="word-spacing:0.07em;">&nbsp;rango de 8-9</span><span class="stl_13 stl_08" style="word-spacing:0.11em;">&nbsp;presentan &nbsp;</span></div>
					<div class="stl_01" style="top: 18.9489em; left:7.0854em;"><span class="stl_13" style="word-spacing:0em;">una dificultad</span><span class="stl_13 stl_08" style="word-spacing:0.02em;">&nbsp;en</span><span class="stl_13 stl_08" style="word-spacing:0.02em;">&nbsp;la</span><span class="stl_13 stl_08" style="word-spacing:0.06em;">&nbsp;lectura</span><span class="stl_13" style="word-spacing:0.28em;">&nbsp;inferencial</span><span class="stl_13 stl_08" style="word-spacing:0.06em;">&nbsp;dichos</span><span class="stl_13" style="word-spacing:0.02em;">&nbsp;estudiantes</span><span class="stl_13 stl_08" style="word-spacing:0.06em;">&nbsp;pueden</span><span class="stl_13 stl_08" style="word-spacing:0.07em;">&nbsp;alcanzar</span><span class="stl_13 stl_08" style="word-spacing:0.33em;">&nbsp;este &nbsp;</span></div>
					<div class="stl_01" style="top: 20.6656em; left:7.0854em;"><span class="stl_13 stl_08" style="word-spacing:0.08em;">nivel con apoyo académico. &nbsp;</span></div>
					<div class="stl_01" style="top: 24.2506em; left:7.0854em;"><span class="stl_11 stl_14" style="font-weight:bold;">REFERENCIA<span class="stl_08">S &nbsp;</span></span></div>
					<div class="stl_01" style="top: 26.9847em; left:7.0854em;"><span class="stl_13 stl_08" style="word-spacing:0.1em;">Chong, M. (2014). Aspectos Neuropsicológicos del aprendizaje. &nbsp;</span></div>
					<div class="stl_01" style="top: 29.3014em; left:7.0854em;"><span class="stl_13 stl_22">Fe &nbsp;</span></div>
					<div class="stl_01" style="top: 29.3014em; left:9.8004em;"><a href="http://www.feyalegria.org/images/acrobat/Aprendizaje_Lectoescritura_5317.pdf" target="_blank"><span class="stl_13">y</span></a></div>
					<div class="stl_01" style="top: 29.3014em; left:11.8494em;"><a href="http://www.feyalegria.org/images/acrobat/Aprendizaje_Lectoescritura_5317.pdf" target="_blank"><span class="stl_13 stl_14" style="word-spacing:21.1em;">alegría lectoescritur<span class="stl_08">a. &nbsp;</span></span></a></div>
					<div class="stl_01" style="top: 30.6347em; left:10.0375em;"><a href="http://www.feyalegria.org/images/acrobat/Aprendizaje_Lectoescritura_5317.pdf" target="_blank"><span class="stl_13 stl_14">http://www.feyalegria.org/images/acrobat/Aprendizaje_Lectoescritura<span class="stl_08">_53 &nbsp;</span></span></a></div>
					<div class="stl_01" style="top: 31.9531em; left:10.5875em;"><a href="http://www.feyalegria.org/images/acrobat/Aprendizaje_Lectoescritura_5317.pdf" target="_blank"><span class="stl_13 stl_14">7.pd<span class="stl_08">f &nbsp;</span></span></a></div>
					<div class="stl_01" style="top: 29.3014em; left:16.4314em;"><a href="http://www.feyalegria.org/images/acrobat/Aprendizaje_Lectoescritura_5317.pdf" target="_blank"><span class="stl_13">del &nbsp;</span></a></div>
					<div class="stl_01" style="top: 29.3014em; left:19.3134em;"><a href="http://www.feyalegria.org/images/acrobat/Aprendizaje_Lectoescritura_5317.pdf" target="_blank"><span class="stl_13 stl_14">Perú<span class="stl_08">. &nbsp;</span></span></a></div>
					<div class="stl_01" style="top: 29.3014em; left:23.2444em;"><a href="http://www.feyalegria.org/images/acrobat/Aprendizaje_Lectoescritura_5317.pdf" target="_blank"><span class="stl_13 stl_14">(s/f<span class="stl_22">). &nbsp;</span></span></a></div>
					<div class="stl_01" style="top: 29.3014em; left:26.8224em;"><a href="http://www.feyalegria.org/images/acrobat/Aprendizaje_Lectoescritura_5317.pdf" target="_blank"><span class="stl_13 stl_14">Aprendiza<span class="stl_08">je &nbsp;</span></span></a></div>
					<div class="stl_01" style="top: 29.3014em; left:33.6204em;"><a href="http://www.feyalegria.org/images/acrobat/Aprendizaje_Lectoescritura_5317.pdf" target="_blank"><span class="stl_13 stl_08">de &nbsp;</span></a></div>
					<div class="stl_01" style="top: 31.9531em; left:10.0375em;"><a href="http://www.feyalegria.org/images/acrobat/Aprendizaje_Lectoescritura_5317.pdf" target="_blank"><span class="stl_13">1</span></a></div>
					<div class="stl_01" style="top: 34.2697em; left:7.0854em;"><span class="stl_13 stl_08" style="word-spacing:0.02em;">Lamas, H. </span><a href="http://www.dx.doi.org/10.20511/pyr2015.v3n1.74" target="_blank"><span class="stl_13 stl_08" style="word-spacing:0.06em;">(2015). Sobre el rendimiento escolar. Propósit</span></a><span class="stl_13" style="word-spacing:-0.03em;">os y Representaciones, &nbsp;</span></div>
					<div class="stl_01" style="top: 35.6031em; left:10.5875em;"><span class="stl_13 stl_08" style="word-spacing:0.05em;">(1). </span><a href="http://www.dx.doi.org/10.20511/pyr2015.v3n1.74" target="_blank"><span class="stl_13 stl_14" style="word-spacing:0.01em;">www.dx.doi.org/10.20511/pyr2015.v3n1.<span class="stl_08">74 &nbsp;</span></span></a></div>
					<div class="stl_01" style="top: 35.6031em; left:10.0375em;"><span class="stl_13">3</span></div>
					<div class="stl_01" style="top: 37.9197em; left:7.0854em;"><span class="stl_13 stl_08" style="word-spacing:0.04em;">Martínez, L., Hernández, l. y López, E. (2016). La tarea docente en la formación. &nbsp;</span></div>
					<div class="stl_01" style="top: 39.2364em; left:10.0375em;"><span class="stl_13 stl_14" style="word-spacing:5.08em;">Revista Mendive, 14(3). https://Di<span class="stl_08">alnet- &nbsp;</span></span></div>
					<div class="stl_01" style="top: 40.5697em; left:10.0375em;"><span class="stl_13">LaTareaDocenteEnLaFormacionDelProfesorDeBiologiaQu- &nbsp;</span></div>
					<div class="stl_01" style="top: 41.8889em; left:10.5875em;"><span class="stl_13 stl_14">320675%20(2).pd<span class="stl_08">f &nbsp;</span></span></div>
					<div class="stl_01" style="top: 41.8889em; left:10.0375em;"><span class="stl_13">6</span></div>
					<div class="stl_01" style="top: 44.2056em; left:7.0854em;"><span class="stl_13" style="word-spacing:0.94em;">Minist</span><a href="https://educacion.gob.ec/wp-content/uploads/downloads/2018/03/3-LL.pdf" target="_blank"><span class="stl_13 stl_08" style="word-spacing:1em;">erio de Educación. (2016). Elementos del perfil de sa</span></a><span class="stl_13" style="word-spacing:0.94em;">lida. &nbsp;</span></div>
					<div class="stl_01" style="top: 45.5389em; left:10.0375em;"><a href="https://educacion.gob.ec/wp-content/uploads/downloads/2018/03/3-LL.pdf" target="_blank"><span class="stl_13">https://educacion.gob.ec/wp-content/uploads/downloads/2018/03/3- &nbsp;</span></a></div>
					<div class="stl_01" style="top: 46.8547em; left:10.0375em;"><a href="https://educacion.gob.ec/wp-content/uploads/downloads/2018/03/3-LL.pdf" target="_blank"><span class="stl_13 stl_14">LL.p<span class="stl_08">df &nbsp;</span></span></a></div>
					<div class="stl_01" style="top: 49.1714em; left:7.0854em;"><span class="stl_13 stl_08" style="word-spacing:0.16em;">Monroy, J., </span><a href="http://pepsic.bvsalud.org/scielo.php?script=sci_arttext&amp;amp;pid=S1665-75272009000100008" target="_blank"><span class="stl_13 stl_08" style="word-spacing:0.19em;">Gómez, B. (2009). Comprensión</span></a><a href="http://pepsic.bvsalud.org/scielo.php?script=sci_arttext&amp;amp;pid=S1665-75272009000100008" target="_blank"><span class="stl_13 stl_08" style="word-spacing:0.17em;">&nbsp;Lectora.</span></a><a href="http://pepsic.bvsalud.org/scielo.php?script=sci_arttext&amp;amp;pid=S1665-75272009000100008" target="_blank"><span class="stl_13 stl_08" style="word-spacing:0.17em;">&nbsp;Rev.</span></a><a href="http://pepsic.bvsalud.org/scielo.php?script=sci_arttext&amp;amp;pid=S1665-75272009000100008" target="_blank"><span class="stl_13 stl_08" style="word-spacing:0.16em;">&nbsp;Mex. Orient.</span></a><a href="http://pepsic.bvsalud.org/scielo.php?script=sci_arttext&amp;amp;pid=S1665-75272009000100008" target="_blank"><span class="stl_13 stl_08" style="word-spacing:0.17em;">&nbsp;Educ. &nbsp;</span></a></div>
					<div class="stl_01" style="top: 50.5047em; left:10.0375em;"><a href="http://pepsic.bvsalud.org/scielo.php?script=sci_arttext&amp;amp;pid=S1665-75272009000100008" target="_blank"><span class="stl_13">6</span></a></div>
					<div class="stl_01" style="top: 51.8239em; left:10.0375em;"><a href="http://pepsic.bvsalud.org/scielo.php?script=sci_arttext&amp;amp;pid=S1665-75272009000100008" target="_blank"><span class="stl_13">7</span></a></div>
					<div class="stl_01" style="top: 50.5047em; left:10.5875em;"><a href="http://pepsic.bvsalud.org/scielo.php?script=sci_arttext&amp;amp;pid=S1665-75272009000100008" target="_blank"><span class="stl_13" style="word-spacing:0.08em;">(16). http://pepsic.bvsalud.org/scielo.php?script=sci_arttext&amp;pid=S1665- &nbsp;</span></a></div>
					<div class="stl_01" style="top: 51.8239em; left:10.5875em;"><a href="http://pepsic.bvsalud.org/scielo.php?script=sci_arttext&amp;amp;pid=S1665-75272009000100008" target="_blank"><span class="stl_13 stl_14">527200900010000<span class="stl_08">8 &nbsp;</span></span></a></div>
					<div class="stl_01" style="top: 54.1406em; left:7.0854em;"><span class="stl_13 stl_08" style="word-spacing:0.12em;">Monsalve, H.</span><span class="stl_13 stl_08" style="word-spacing:0.09em;">&nbsp;(2016)</span><span class="stl_15" style="word-spacing:0.03em;">.</span><span class="stl_15 stl_14" style="word-spacing:0.03em;">&nbsp;Aproximacione<span class="stl_08">s</span></span><span class="stl_15 stl_08" style="word-spacing:0.08em;">&nbsp;hacia</span><span class="stl_15 stl_08" style="word-spacing:0.07em;">&nbsp;una definición de “Bajo</span><span class="stl_15 stl_08" style="word-spacing:0.11em;">&nbsp;rendimiento &nbsp;</span></div>
					<div class="stl_01" style="top: 55.4739em; left:10.0375em;"><span class="stl_15 stl_08" style="word-spacing:0.09em;">escolar”. </span><span class="stl_13 stl_08" style="word-spacing:0.1em;">Convenio CINDE- Universidad de Manizales. &nbsp;</span></div>
					<div class="stl_01" style="top: 57.7906em; left:7.0854em;"><span class="stl_13 stl_08" style="word-spacing:0.56em;">Pérez, M. (s.f.). Conceptos Básicos de la Teoría Curricular. Unidad I. &nbsp;</span></div>
					<div class="stl_01" style="top: 59.1072em; left:10.0375em;"><a href="https://www.uaeh.edu.mx/docencia/VI_Lectura/LITE/LECT62.pdf" target="_blank"><span class="stl_13 stl_14" style="word-spacing:0.09em;">Fundamentos teórico-metodoló<span class="stl_08">gicos</span></span></a><a href="https://www.uaeh.edu.mx/docencia/VI_Lectura/LITE/LECT62.pdf" target="_blank"><span class="stl_13 stl_08" style="word-spacing:0.12em;">&nbsp;en</span></a><a href="https://www.uaeh.edu.mx/docencia/VI_Lectura/LITE/LECT62.pdf" target="_blank"><span class="stl_13 stl_08" style="word-spacing:0.12em;">&nbsp;el campo de la teoría</span></a><a href="https://www.uaeh.edu.mx/docencia/VI_Lectura/LITE/LECT62.pdf" target="_blank"><span class="stl_13 stl_08" style="word-spacing:0.1em;">&nbsp;cu</span></a><span class="stl_13 stl_14" style="word-spacing:0.09em;">rricular<span class="stl_08">. &nbsp;</span></span></div>
					<div class="stl_01" style="top: 60.4422em; left:10.0375em;"><a href="https://www.uaeh.edu.mx/docencia/VI_Lectura/LITE/LECT62.pdf" target="_blank"><span class="stl_13 stl_14">https://www.uaeh.edu.mx/docencia/VI_Lectura/LITE/LECT62.pd<span class="stl_08">f &nbsp;</span></span></a></div>
					<div class="stl_01" style="top: 66.319em; left:41.6958em;"><span class="stl_18">27 &nbsp;</span></div>
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				<img src="data:image/png;base64,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alt="" class="stl_04" />
			</div>
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				<div class="stl_05 stl_06">
					<div class="stl_01" style="top: 2.9132em; left:7.0854em;"><span class="stl_07 stl_08" style="word-spacing:0.11em;">Revista Científica</span><span class="stl_07 stl_08" style="word-spacing:0.07em;">&nbsp;y Arbitrada</span><span class="stl_07 stl_08" style="word-spacing:0.06em;">&nbsp;de Psicología NUNA</span><span class="stl_07 stl_08" style="word-spacing:0.07em;">&nbsp;YACHAY.</span><span class="stl_07 stl_08" style="word-spacing:0.09em;">&nbsp;Vol.</span><span class="stl_07 stl_08" style="word-spacing:0.06em;">&nbsp;2,</span><span class="stl_07 stl_08" style="word-spacing:0.03em;">&nbsp;Núm.</span><span class="stl_07 stl_08" style="word-spacing:0.06em;">&nbsp;4 (jul</span><span class="stl_07 stl_08" style="word-spacing:0.06em;">&nbsp;-</span><span class="stl_07 stl_08" style="word-spacing:0.06em;">&nbsp;dic</span><span class="stl_07 stl_08" style="word-spacing:0.07em;">&nbsp;2019) &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:0.03em;">Microdestrezas asociadas a la lectoescritura en niños con bajo rendimiento académico en la &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:0.03em;">Unidad Educativa </span><span class="stl_10" style="font-style:italic; word-spacing:0em;">“</span><span class="stl_09 stl_08" style="font-style:italic; word-spacing:0.03em;">4 de Noviembre</span><span class="stl_10" style="font-style:italic; word-spacing:0em;">” &nbsp;</span></div>
					<div class="stl_01" style="top: 9.6639em; left:7.0854em;"><span class="stl_13 stl_08" style="word-spacing:0.32em;">Ramos, J. (s.f.). Procesos de lectura y escritura. Descripción, evaluación e &nbsp;</span></div>
					<div class="stl_01" style="top: 10.9972em; left:10.0375em;"><a href="http://cprmerida.juntaextremadura.net/cpr/primaria/Procesoslecturaescritura.pdf" target="_blank"><span class="stl_13" style="word-spacing:-0.03em;">intervención. E.O.E.P General de Mérida. Facultad de educación (UEES). &nbsp;</span></a></div>
					<div class="stl_01" style="top: 12.3131em; left:10.0375em;"><a href="http://cprmerida.juntaextremadura.net/cpr/primaria/Procesoslecturaescritura.pdf" target="_blank"><span class="stl_13 stl_14">http://cprmerida.juntaextremadura.net/cpr/primaria/Procesoslecturaes<span class="stl_08">crit &nbsp;</span></span></a></div>
					<div class="stl_01" style="top: 13.6322em; left:10.0375em;"><a href="http://cprmerida.juntaextremadura.net/cpr/primaria/Procesoslecturaescritura.pdf" target="_blank"><span class="stl_13 stl_14">ura.p<span class="stl_08">df &nbsp;</span></span></a></div>
					<div class="stl_01" style="top: 15.9656em; left:7.0854em;"><span class="stl_13 stl_08" style="word-spacing:0.25em;">UNESCO. (2017). More</span><span class="stl_13 stl_08" style="word-spacing:0.22em;">&nbsp;Than One-Half of Children and Adolescents Are</span><span class="stl_13 stl_08" style="word-spacing:0.18em;">&nbsp;Not &nbsp;</span></div>
					<div class="stl_01" style="top: 17.2822em; left:10.0375em;"><span class="stl_13 stl_14" style="word-spacing:0em;">Learning Worldwid<span class="stl_08">e. &nbsp;</span></span></div>
					<div class="stl_01" style="top: 19.6156em; left:7.0854em;"><span class="stl_13">Unive</span><a href="http://www.revistadecooperacion.com/numero4/numero4.pdf" target="_blank"><span class="stl_13">rsidad &nbsp;</span></a></div>
					<div class="stl_01" style="top: 19.6156em; left:14.5174em;"><a href="http://www.revistadecooperacion.com/numero4/numero4.pdf" target="_blank"><span class="stl_13">Autónoma &nbsp;</span></a></div>
					<div class="stl_01" style="top: 19.6156em; left:21.2314em;"><a href="http://www.revistadecooperacion.com/numero4/numero4.pdf" target="_blank"><span class="stl_13 stl_08">del &nbsp;</span></a></div>
					<div class="stl_01" style="top: 19.6156em; left:24.7294em;"><a href="http://www.revistadecooperacion.com/numero4/numero4.pdf" target="_blank"><span class="stl_13">Estado &nbsp;</span></a></div>
					<div class="stl_01" style="top: 19.6156em; left:29.9944em;"><a href="http://www.revistadecooperacion.com/numero4/numero4.pdf" target="_blank"><span class="stl_13 stl_08">de &nbsp;</span></a></div>
					<div class="stl_01" style="top: 19.6156em; left:33.2604em;"><a href="http://www.revistadecooperacion.com/numero4/numero4.pdf" target="_blank"><span class="stl_13 stl_14">Hidalg<span class="stl_08">o. &nbsp;</span></span></a></div>
					<div class="stl_01" style="top: 19.6156em; left:39.0584em;"><span class="stl_13 stl_14">México<span class="stl_08">. &nbsp;</span></span></div>
					<div class="stl_01" style="top: 20.9322em; left:10.0375em;"><a href="http://www.revistadecooperacion.com/numero4/numero4.pdf" target="_blank"><span class="stl_13 stl_14">http://www.revistadecooperacion.com/numero4/numero4.p<span class="stl_08">df &nbsp;</span></span></a></div>
					<div class="stl_01" style="top: 66.319em; left:41.6958em;"><span class="stl_18">28 &nbsp;</span></div>
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