<!DOCTYPE html><!--[if IE]>  <html class="ie"> <![endif]-->
<html>
	<head> 
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	top: -0.4em;
	vertical-align: baseline;
	position: relative;
}
sub {
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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; }
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@supports(-ms-ime-align:auto) { .stl_02 {width: auto; overflow: hidden;}}
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}
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.stl_06 {
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mB94OaJM4ZtVkWd2QexX0vwgpjAinYwdFKS9pIJsoJmF0gwDuTagTVdPMnHX4zTUqXVua939jTZYzHFOqnCt6n3Y2TIcr8l0nwdNLiKGJp1ZxuVYonoqypnJDkaeqRglS5otRaxL7Qkk0KPkj+5NQjFAI9UFKVkTUUdU6uOn9WY+o85Qilqt/icJbLE+q8rq8+Zn3fdfaJ0wCZtyYTo+VUkn0PQiEm90FOqCkC+TiaYT7KilZ7+wQCK8NQQo/uarDrWKcpbjy/5K7MGGxYUnoMb1I2YP74S2zI+tkQ+YD7K2JpdR4rA+aKStDmMjkgUC5M954rCPqBHIt/IpSUTJOzlzH1482mFeSUqv0nLj0CfJwAfMxa8gs5S66FH9mzBlBNpY5P0l6C4mkSmVH6t2Q94M8n8uB0h44Kj18nafovqFgoj6Qd8pKzAPQA+FV8n6pNhMbLDJerR+prfFVTJq865+qWtDy40E8yEaBKhGh2moAtCTgBTkeFO+vqgEgM7dpJtIG8xO9VtWo9oI2f1LGzx2x3uJvEQ2vV2GWF/2jU7a22sj3HqffJLyDgDsgoa2VtVVkN/ILXb/DiQ9IRfYykdXILgO5gxQFCxpx6thaAdhYgibl0KtVWQOUtNfIkDxXGkamyxRKp+VszXHzDG2FRXOGIdx32gyh1t/d8Eq7582JzyHY7G+ThPiHz7qArjYddmoBgalYyeRFgwVl1OExpUWpk12qvoU2iR+rGGwRN1DrjrQWbWCdz4Vfy2nmBXDGGoJdQWqlq6ti5XpFZOltSsKdvZceZpxoqwLxG8SrY7lFlrZRS8Ty8cYbcCC6FfCKbbv3Esd0GlZro1YDV3y8dGJBwuTm1UkIq77D3ZvhhhE1qHb165AeQPmEEMK6JhRyE5nOw8jeo6JiEzUG4af+1FNf31cHN4rs4b6jzbr0kpPAfyBq0TiW3m8mlU3WKFA7mWWMf7vnWosbb0tijJrCnN1zB/pYzLSPl8R6HYVDLToUCQb/BjWli6kycOo9xBaeWpiFoYLBB0ioKKCzu7tUrXXItwDINkmjsecNIlUM7jOfH9NUfsMyRet4G6YuS7PVOm8cECoHFc1JYJcmAiIIYk/ZD9KKQMEBb/5nhv2R95WEDkikiIcDphfB59ps8W2F7AJpMZmBx/UeESgNTHq5wDkrPPsD22tyvjIdjSx3/kRQJF2rNPrxVBqmqKGnotAz+MRFm48xBZFs+1zjD08LQwtmWgGp6TCyxBfSaHUyH+S0iu8Csvls012KfbwUVEsViE7ce3HlIESWdbtUsW8mqEOWhCacXVPI32wY5NNAKel0edzgrU0UrgkSvUS31Qh+092rRJ5RIV4QcbMBHwcpbWhAvF5FKTtVQWhMrz5Mc3IWhCghZSKCHWlhXjDmz8qL63tn732xmH2GeaToCgQc+0P9YLOgZFK5Y7KhyW7uBHOmcmmxD2tS8rMeSw3zLAjewmRoQIFnd+7BVA2V6tmZhN3De/kaLfGf+Rm22PoTjHOm4VA5lc1QzXFcIbo5Yn794tqIJhFK01HTMrHtRB2D0OGDsOhC2pRrfOv1n8g0PEson2wLyuZoNAMxCZEO79SxvSQaO98Aj25/q1oWT/iQ9vt8HnRt3yOES7u0T9yXG2FiZ7cx3/T6xasgT8mslMwkXx81qc05HQvHpwmo9uFMQeB4ihrylHUE07hCnR8T94NE88ui4TA2pre8JY7mFGOJWgM50svmxALQHaaD2p2Gz8Ahq/w6ZA6dADHI4fb75djXkDtnmLAmPNU2VZ/gTyb5nDpqXNmAQcU+emNANDCNiEgBkK5mndgi0MOdKjByID3N9/sBU2mbaVqUI1kS6Rb29aZeiza3CLhzSj9WUyHPEhcztZKQ0nQilYJzxe+DU8JRS1Xx6hoxENm5rg3Ca+jQNI0wVkgF0D4Q4cVKFCJvhAJgPDdv1GTXa8hQGPW1xMSQpPIxQRkMbCgJehMPJOYFfTtygPXAaSvpMYtvnEn2i28CW/mzYkLEQp8n9SVJ2S+LwJZKsZfjCmWq08SFASLQU8auOA0Ch1/i6FbWKAsi5naBoSd5gp4YaW8lTJBaoqatai0kgGRxCCOp1IZc8wDU34bZEqZqZ5QVaJq0tkZ1Luz11yUbgDSLlX/Oo8Hgkey2VQAgH1603oSFQs/iqkEX21MtNbt8vGshXpk0KYWRFuqLiTP549SFaJ6bC3XOlFCEjet8T6JuzkfL8XKAIkPppa59rPNpRAvt2EFXJI5RgoitZc1RPK2IDwko1OBHiQJxiFswI8l5X3qJGvsPdL1G8pDKeGpBZix5iOnQpDrGYHbtDuXQpJlNKCmp5EPjqa3yNkug+hvewIqVpL547Bi0MWO/Lr8bHZPH45GW6CLnesoBXSavj4+iJuwWNIGwYPurVnjxulBDVeY9ROCWGUKHvVFsEKSw3FC6iDZqlrhZwZrTYi08/K4yGYh/g1ySmxa+05X7IP+WCLTfsaRei5/xoAmdwZTyn2MaXM59mhjDA2V7m+IYRwAmXImBUyHziOc5veMIDrgkFQNuI4HOXUQOk4frsvftMjvAVdVZoPSF+FZ9lTsK9Tq6VU05cMbxlx193fP3ECs1/p23OvVyhRLri2MFxCaZODjPBlIDk4Olf06LScpAMtgRJ8gNiZ8VehAZ4OwBTZKP/d7Kdttjwox4cypRdd13RIKpcGdd8R+dAByyG9tym7y51XyJ9ZoPGA0p1yjLZEoSik0jwBloplBmvHstJ09FQmUaBM+s2BzyTTeJx6RUJUpJEdO4J4EKfuzdFw67aBXjsq4S1Ph2x48h2g8wXjY+CeasyUZncK0MxHk2KKoC3NBkDpCB1toMJ2Iutqn4BwcFKQP+orhCbgbbdg7U5WbzxwRSarX4alLmN8mzIHMhssqogFQ20yUY3xIQCho6QJvoAGTVaAE6mgRKGFlwhBuc0mMKYtYgmCzqSYhOZoC4FwwfBk73M061eMsue+KrhaemED99gyT2MzsOTEC2+Kz3RKmoo64PyiYQBhCeFjAP5GTnCkh7aSSoUGVFcGIFUgjKowoacGwIC5069JjrR86KIHRcxpV7K3eEiQ8CzDKTx8hN8/yY2LyITEYftaPOxrE2AOdx3VUtGo7tcB4iWiFOq2/8yE4tDxL5c2z+/Dzd330dMMIhEN5VY86UgGlcLB2XE1/KWVnf6Cwn2Nae+gY0d65zKDckRTB4to8eLhYmNFnoaNVklCAsedZpeB0+8DGcAi5fj0fi09Fb6Kb4P/2MtsPfUWzIXLIUy8e60W/CguvU7I5VWiqWiV0iGUjwUWgnp5LU5aCxssGacVwpVn16SomS9bqo44VQ0jXVJ35LguY9bF6rjleHL3htSem6SRlSim7lLX8C1DKVoxZ9Qit/FbyqWtUozCVASL+5VvRKtlt069J1frdjA6uyuxsNohWBzFOwQbRplsDK8GWMewyacNHFUtddHDBwq0BNmqZQgmhZ95+TdpFkR3vMRWY6/edf4D1BNvUh6mD26Laol+rGWSLNCsrRXgoSzw7+DsE3LiMv4DsIVyiLCUQrJQFu0S6GTi74vAvNAvRfol/qHfslHCY1Vbr/rTsu+rD/+yTtE7tHcrKPdqiCr4u5fBcqiOVQRWX8OVRe7MBWWOdUANVBNX4isv3aP3kn89opCyfzyR1JYV5T73clSa6jz4m+CkAg9IVz6yDyHc6K5dNykMd34jH+UMRRixIQU/4LGNWIAVKHqCSBWPjQIeFG+LoAdqD2CgJ4PhZIn51W0Oz/4KAnq61ScY6D2ZhQExGsgj0hpZBQiMKeQHEGLSIoeIJqI9qAdcAmeJUNiWLNU0AYVQ3j2g2FOeCW8ep4U9wTARHSwligBDPlo+BoZ7QoDQ/7R72gnWhQwOiKU3ThgR1d9TfPrr5L35VU2P4tFz4v1sFBYKgwKBg+ljSLFRz0Ng+mFgSoxAE+oOBKjWAADB0mwnNBQdhNvrASkzPaSDE8DC9YAIXhAoJyA24H45FgAcqdQaVCp1DXpFTSAMSJZISE9mHssPRNheh1I0AV8iYm+DpBoAX3FfSA5U0CkQBkcLBxdHA/OEjsi3uzFaWcJ8tpHshTjA7+hgO5Rku0sHGOQ87vEcxJlAAcMfgC3sfxxj8fUvy2N7zelhs6oem9Zzrww1bX3u5I9bQTiA5Ly2TzD2bmVXULcdFN6MHUwjWJgKZ5XmollYw28zvTvjwvFVLMYwSvx2MwOvjixh/mFOtBU/KnnHfDipgP3T1Sn58Wmc4IVWPz8AqSCfgipOM/DAwXUZnKTNMLUocCjaITsdoVCDY7ExCX03SBRsIROaA/Ua8ZQND4jjqPIAifEUr/yDI1NUGxAI9TJzwMg1IMnAySBA4Lx+qEEgQPxAP8l4fNhm4yF6x/kVCN/IKLrabIE/XAuQUpBX62FSAXqO1OGPNRZNeka9ow6ccARgBjC6ML3Fi7wfLVf+ozYT5aTMGGwPlaoMEQxiGBXbaptt32ODGKRj78WSoalszWFS0FDWFDWEncRRcaLMFaAGsSNYSdMkdH4pvCMQRV4AaEdp5ZDIgMCAMwo9iFHkCgpzqC8OJcYYL0MewMew2nbCBfMC4wpcYRcZelxlkFMEXGCCkCXGCGMCCnV0EyIxhXYEaCfsAKwBaC0OACC8APj4uMshf+gj+Lj6TXp6egvej2cP5oF8sIFgX9cvqvZUGiloGoKygXSFcpF1lANCVskBlkaW3u1utFcQGsexM9hS6JHI8246FroWqzXDV8aATROMDZj2FxBYn5LryPMokvmSBWLWTIXETuZXcRS4argHXEV0zgtfFocmaDr0dHrx0CgiLe4s1EdJKiP2HMsAhYHawiVhE6CPob1B4iD0TnmADBBRL0GzQ5LOMiYIpGRkOYGoh5AMXQ3MC1gr7CM0BzAAfABAihmyMQBR30V/Ffc209B1QuiDTks9JAhB0IIMD1pbFRwuQbj589gw/HAXPlwaqZOps4Gj0mjUfN1gKekqKp8PlfJ0B1ocebhO+tiKFGwBgAz9vVjHg0cC04FB+BxiJhJWdnP0MC1ecgfUyFOI94ethFp9x2LM6jAlySFLMsVz2qzm+uyq0CqcCbSSNWShacsTE552qstQx5ZE+LLVk7u/GZ6LQS4rnB3nzgr578qDmQsZi79PbGQo6xG04lyBxJ+1fOskKHQ4DUqlEL3PYfQxKjnOWtWTSMQlMoD2Ts+HVYQo+bK29A/Fg6SD9wRceP1lan4PNMMIc7h28G/41Rkt4XvC9uH962cQzidW9KH3DojWBfixILt9t4eCjNmvSFKLwFQRCcUIiCVGrs1ediCB3X5RIHsY1trmK5GDTjUakZyQ4BA7vzEyRjZZl6cc5Axc0hD9W/s+kYcroP1TYMpWIHlZqJ65aFJ/f+jFFomRh6Dw1pRqEN45muYWp51IKFiFdwIsz3064jz5L4XiNKyRMjMZFLYrh25W7AhYDs4+BJIX37Be2O+WuJPVurzGAlqidAkfFbx3GwCP90UGdY6s/Sgf5gEsUH/g2S3b5gTVD+4c9OjrzfAReDdQjgXBE0XF9Nnbl8wn3ACDOntJrR6h9OqbiOk8AYxBHyUdVKO5aZRNSmDYSEJYyzvj6L1FCESj0iCAhGzLMBknZ4fNUOnLFXHCigx4Zv+N28q1cpUkhKgNcSTnum1XPXL0BsUwuQW1nwdI0hRq54zkTDXPFHkIqRRYeKGm4TubnkEAAA5MD5BQBgAMkhYAAAhXq0HylOoRUis4N9wWHTdAJ+EtHWoFkGaz3jWP7W3MqUZDYQ1Lium5ikqSWfuE+AVTakKzcjVKKjlNTiFNPt1hs4nK2aGFB42yQz2qVXKVKBiogpKC9mZwfROfCWUUGd2XfE0NsH/ihsuiGhLm+Pg+HUiAzdNkfuzl42aswsctS1MNTI4jJAhsaxiiKha3Z8dGyQ95x74+QT6hfAaAVl4LrFMtM+l6zhXCoqbOtl89UADCqAadi0wpR9q4WxSrAK5Qyy/ut5M6n64owYO1nkowFmRhp4lsvHg7BAUzYk4yoGnefC5IzAXAt3hd9rFYD9sSFDYCUkgHjiWNs2uuSu4xRaf5Qkm4g38M9xwJ/KskrUktjdF5jIiTAhnqGZr8EYExEPo5oiY+8D+nuqyDiVd4ikCiwZMHoFRzDEO4lGdg9col4uc3DrhdgQb29wb5pK41UpIL+YoEoNn6Uopdv6+VCP7YAOGCHdKZYh2sGDGdWTWeNhT2ZBnokgUyT7on4PlRYalDp8OfllyMeOHg7hPEUmoYhmh7EYMiHepWmHMskBYfrF+v0QgOgsUE1DQibD8Vj7j1uLP2al5py3Nyagg1o0kBX548ocLIASaUViKc7xBCyDSj5qmjNM8c1tnAARnQlb6669smZB30HjMLIlOhuiGWKnCMM85YvBkRxES+dD5aSKKOQixnRKo1MGupDuAe9qrHsURCot84RHbnVzIvs4U8xELDMUJMaBdx+4BIrmARYG3NJ2XhAJY6R0z0CV4OnCUld5lqL8YWL6GYokmaoEdOAcDCHEZgyfOirotbxfiimJ8U64l4DHa7fLNq17ua6rMlAK3A/4JcG2Ery8DIqj6e6FrYzapKGymGD9WuQIZvA++qCzV2VG544AIURwEc8wICqhXrk8J7qbjZQJ98GykuNE+wQsR9EJMUFK4t8oIMT40nbwwIv0HDESQaIHIYpGfgxiH++Bbv8Xe12F1n2BOoywOGDJApsCzUa8Es6aCtgUJFaaRWvqtKYKOIc2xyqzugOfoXS45gIgVLPbv8EOOKTZO7CxCNm79+ciOEcTubuQ0+qTnARQR1d0B2Y8kMC8J35KjeUI3NlYdokGpDyXtRIn9nnVG4ALt5+ylANVmJQI9QXORhI+DQjMJvBdOuJ+zLtZ4dBtCwCN9K+EMF46ljzqsej2mxSxqS9jprlVJH6YxcRKQYRtgFkoa7SR4RmgG76mQjmlA4n0qoEW1nvShaNixQwacWiDU2Vs46IUvmlWMc13pDFwM9E2CMpfIqJElBiD60z+A/qAkCMWmPKOomkUupg7ZzC1VcbVqDgRxftSIAiOoGjKhKBHIdJZuHbAG7oC72LloWaWBhKh3TkOQwH2EKxtVlIoIiQyotAIeCq3AYJ9D1sNLb+a7cPIMa8K8evQs/yuDGFaHME/xROsuGz0Oz88KHyid1gFABFxqsBsa01kEEpAhYFptY8eIRIQUaFmCDUwN8hRkgqHe8g6gMGks2OBZKj1GvQwjBrAASpZULXjVbkDSCTsN09EIhZ4DWZXZL6iqMdBIs/amZVR7oppOCIQmecAKDLvC/VGtObB0fjdsU2aAFCD5iIGJMnl1VLSWDeHrysWVRmqRliRmHxADgQyO2m67Ssf0WjHn6r2oboKWGTW5jcl3GWSTCE1lNOYlYyleAO9m0HanUYt7xmgbKReNUnfHxKtpWpeRKGHbvA4gV0oxGjyFpAkI8o66GL8gqjmtSOcLMFCN4+tGCnBEDa78XQq5gIFNw8rEZaS2DLBAXGQC2JJVA5uTEmFk2INlwipwWNaOEz63fq1OZyXafkJdAHXOosepr7qMhhfdjtTyR88wJjtNSuX4geEk2mAFMYsu2Ypt7hgRF/CfT/YBF05KkCbSOfPFA7A6rwVxJ6dDkht0V564UMkd0M1Xf44U2RsCSEA5SSZRrVLyodc0/W/Al3N2x+VIggaXtmDFImxzKUjNBui71TKBUNtExpr06sZqyRmqeNA3SkYqtpckwAZYxGhu3z9LfpC7SYYqRKKtOT0fUFA9rDX/ZhKzB0sguGxiQiRooxNUj3gmmZ/GjzSLh1dDnO2e4GsX2zpLQkPgd3c0SlTlWpgJfjIB3g1clKQMa8uSZdt50xCJPaBZE/cAldgtPj5w4gOQQQk5c7MSwFgLn+qhkgkY4EEFeemMlthP9MZMVyW35k0zaLj1Z9LJyt2u+dMwYxV/bFWhcvB0yBc3OTbZhxNyxK2XbDWFCq0OVCWv5ResmJ3bkwARlyer99PiVAXmGFvydwWWdftIi+5PdLaoGaanMytwy5hYJupnHBi3M87Y4XqRqguDYKCzsBRU0pjxiITHxgJ+sGKiPIWg23g4Ez+Z+OZ+9BOcjCaTQiJZeGdu5ok8WDysKWglr7CXXyUXTYxjEaCCF7suGJPcpUTy8IlVXJXq65BVM1E3wJq/VCO+kHyr5fHC450zsYBpkRkMeKn+LQ34CAs7BnIQJNj7nUhcMIOqTeYU+XJZJHuSrv1ow1yqym3IOMm05Ucwn3hSVAQ/BrDsoQkIILtA=");
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?#iefix") 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") 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") format("truetype");
}
.stl_07 {
	font-size: 0.72em;
	font-family: "CHQNRN+Calibri-Italic";
	color: #000000;
	line-height: 1.232165em;
}
.stl_08 {
	letter-spacing: -0.01em;
}
.stl_09 {
	letter-spacing: 0em;
}
@font-face {
	font-family:"ABOHJL+Calibri-Italic";
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mOc053S3B5KB1kriV5PlpI3zUKNJkAqGKjhJSI1oduuTmxdTTpQHmjXJ4quezHE8pGSOC3E5lJVBKJLoO/EGM7XGJAtGZRKcjRkDoGC3rbBqENMYhuoYJV0NG8mlWXZMihKUEqfK/jB1s6kkyiSNap+jnmPQiSSLLDwNyoiF830FJa6sQFSYUj9w8FciSLcgwgNsJ/SJrdjG6pG7VhP6aAICA/UystZtGxLNGKTDRUtz1YFO+uDJcFxvxAylk5nTpwM9t5CYKJcXItg2mkZ3SywQMbZ/3eUsboOxMJjlYQlSiOYruefSzD1tYU3UMhZweStCWLJigYlEPXu707tVW0zZHwdVG84QmvFOgDojbeImPYKno6z0GlEbNlJwnHKCJVyD4TDutF9jYyso1MQnMliak+lFJ3S8XiixXU1vrnDyUEZ5o5pcc4c/UPvvBLsw4nHzU4LVYHAM1eggre0crYLlX7FnitMNrIZgEQhN9y4lRdofUzzP0yonL/VV6jbqTqRMiyWhKBSKOFZSVDWm8C9wuRD7UbeZB90v87uaffu5SKaHbTE8oJlrZCoNk3tvCTEKWwRD8wI4tnrCc0ZUMeAlGV1QmkjcFpIeqTRurQKypsBu57RJOnvx9VmcOEhpGZoMnUwUOJSUiqgQaYDijwgu0DEqt86HN6GKNgYVTgK3+O/UcEzvKIMz/JkBHeO3mAvoXZvQ2Ah/ePFyO7ZkSdeQK/5RkAHzwzV7cJBKdvbkaWG2j59qO94HNtjBK8JMJVDSoiPkQ8RwAQZnCxYImplcHKuNtCacRIxwEi/UINU4j/jm1k4kdYCrG8Syixv9QCtE3BwoT5xWNH69rgoilx3EcaGdEiojjrQnKgu7JUJPCBWz1hBNFzvkxmknBIFz1YSm5MqsymvVzx6vPLhgleEioplIKvvgs1vPuZHjQT2h5C1BMLGfhaj25qEhhxoh7msW94KSGjy3bS143X7HFbPT7CdXKvmnMeJKv/+rgj5iF16cgrBA35O/bMGzuzRR4K2PQhVEyoXJtVFSmlZqjYGIyCQ5yxAZoZxnzJZF8QJ+awSAKG9aWcDjcXtNJN1sMWZtVlGXU4wdvwhyk4zjv7e/XQiwghmkWHidthgOo1RU1cljhtpCLFvUfClgqg3HXG0lR10SLdo+fCJC4XM2CBF5A62m4XTBizw7XUA/WrBIAVDj1du5hCl9AYsZ/bowSPEFZZauwyIZB0cIaxxyjHnePsUrGkg75K+y9pIXYOk9Il6rcmRCGvNTH3PQsITmmAgHSYSDmfDKpWyMYEQ2lbmfIjI7ExWfLEDBeU6PA7+8GBIE0I2hBEtKZ5wI6/DLc9Dy6n3vW63A9trnlWoHf4VbBNMHTHnR009ETSKVfKNoVprDQJQAjnWV6YLuPPAGRfUG+rjpiCly4BEQOxlapMaRmg3leyEOCPDKhA4k8Eqk1oYTeCgpr38sefZ53le+PZA/PkP9TRbW919eZzYJAjf8F1F7KEWPzCSkQhMXk5OW0jOL0p9qnT/35DQUYB1rLq0uf0JBxJ7TMBIU2qm17k0DsMNHSM0LtxCwZsKENAvCymIaAomcOUf6k6Btf8LsKTJEBi1HGACxzdRUSsT/Ul5FksL3tm6IPg1fwtRhkVeeGIu9K8AIlM3xTeMKA8mBTDv3iQ/vrjQyGcFM9mBNTo5O6bNZ9WJs4fne40MMB7aBh/MOX/aY1+n9AA7HYA/ZX49P3cfsc5GRkWjSrQGSQXtgDmqsGg8YHiUegSVV2JIHMz/0UOYDDxf5KCDwCQMW+cywiMcYBR8DdURRZUAgOOiGAZgKTUdOBa+Pfq2MyAC+WDqWdvWXyOvfpqRAWiwCC1hQKlD8B/WQ2EfEV/Zh5ESf3vEOqLdVbgKMnF4u8pZloOpqccYciIP8LQ1Cf7At7QN8AkSUR7Q1lHgsEJMFUK0/iskIH0n2G4FFFh5TAXI/sICusWTXkIyoofvTAQIIzLdG01KE/4gUq3hkXGAsAk13Ckb0vuuLORQNUZhnEe1AYXz8lMBUsOrCJkFVM84ihv5DW0OjJpk7houi3bRHoxsZQnlpwSDoWowkGulLO/H1sghBBcnBEz4GAAFepyhJuYtNG+rfLuRgCCfLsrgrsYsS6S9akCNGMYfY1dlopLUSQ7YopRBD7Aj4NQ5LPPD207GSJRi5KaOqiZ6LpSAuCr0u6LoDTpUGgV/ZlcIIbJwUWHkuuCH3YAoto1RACnG1F0yV09F0dbadnhokYXuxtRRKLdqh31dQj4JPAioGf44YeuCY/1UNbx1pd9CvRsSn6TAhbAXQfFpYtweTqjaYDTjj02pPWisWRPxvwphTsNyD6nQbSuiIjbyGoZC949kXNSUyjv3q+ekSYPF6FGVQRwp8Lo7Kwz5w/CVT1tLIH3TN4ZppIrFXvWBpzaTx+OZa7DIKdRDGqpcQvotB/wHN/pMG0D+d+x2bZjdnGhywuzcOhQcqbGZLVIrjH7r0x1kcSu61WHqJZ2h9Jz1IAdP8hC7+Pzk6HYVU4N7rH/GjtgC58RqgDWw267mvw/Wnzrd7RBvRl4gPHEEDO8pCAWl1YdeEAWK0M6cHqBJLj1WtbLywrSUkIF78usBGABcHFVvsaYBKpVmhEaypHmKqZ0l82hRRxL6LizNzEd/xMoRQorfxW3I/k+3bsaqUYf+AJKCaC118j9lMax70UzU1cg1AwDgq0ItffTv8h+O8Eet1CNjSWEXhqeJmXpo55mfDtuTA8kWbSPZXmJYOSUgLYJgtCw5r8SzkjgEzis8fgwWHQBsVY6lwNs+jcMKJrNgELGQxwRMUmTKjeLVwkyLdce4FWclpYTwlcK1S0vouE8LRUi8/PuxQI2aD8v6iUxGiUxvojAdxhwAv+ru1ohSSBrtuG02lJFfYbcFJzZ/5pMMKhDjQ0UUMXWiFc1LHVy5E35Es5cPOKidwwFoWS6WWOol5/tYG4xuKYLwMJnD/opEgEy7B0gBkf/TH6GDpwjvqekMAyYNvMeJFZMDvLoJW3iqtAQQSraIgJLcEihhwnow4fidV0B3djue9uAOQQuRzx8/2J0BgmQzv6pqCeMGPMOd+sb88BswruvexP93kRxLE2JgesYt2D6xmzvqtVOkbGQi2ddGT4WoWE2AXxyJBzkqk1we/6Ad9cP6Iuz5X5ZRyQ0GfLnxH0uAmlEwumJhaBo4fG2JlhhHgoKaxOleiLMCpra51om0+ibUTp9R6mHYIKFZoAU165jRfaK3kSCimmJbAtF5RxLdUPOoT1GSq4jAOyhLl4TsPsZyn4LbdQEOSakdWIjJEsdPrpFhEUGzHk58/Qwww2Z9n3lVEN4sNANo1ggk/UYrahYxsAgToYYfFanCyl8tl8HoAtC2Jd2oaccMA2m/JtckCBPKLCG/tovDipk/HXvvBUW8FWxd+6GMmWMQBYSBFYFAMCpxRDIqoWlANHEbekKSy6yvHREjchg0Q301FXaQAqgzUOmTAMozRId+XE2z2G0c/uzaA3uQyis32p5vjFnZIE+hxyAfjNSlOTlTzdMMp0ljNIabOZsiADDGmSzeuDGwRQ6dBrS1oQnWCJFt/+TLdVJ/dyXBUzDSAi3M9UhQVdEUkg73TgEIjqcIRHW8pkRrAkh888UgddbAIWHA5v7ulzs7DJmPD/W9jI0x2plMvgBEtn/uMk88AyVHw2MA5nWIz7L0RDUCyeTejrV9ogRwTMwYhmTxhXDY37AumQe8jmR+M0KjpHXZo7rVsUpgIEOZw8jaSJlg1pI2esLZln7Yn3Aktdh9dOtjgO0LgFxwDYIouO7pLsslIRLgIRn/il+ZMcKVedIZVX0JDT4NznYAj+51/621R/PhmcLjMK1HTkJWSfW6aNnX/FAfi9RBDk0cUrwGFgve2ZUm3RWKmir08omRLgJRqNAw2WkYU2BLMU9CpQLt1EXyRx0kiVy9oeS4jBTxVVm9Tf26Vs47AiqWCklE0AcwAtxoRiPat/WTtWHqxe4gpBVPY+gmxE1jfEAsPxiS+KxVYlJQ+HEC8ZlwgoCbM2yHU4CX+41k2umWDwXixOpSmfqqWikTmVoslstlHpxDWYs7hTnjQuAHalIwmKKFFAcp+d8wIDAhXYBDOZR2wdY6gKz6RaQHbI0OHEEh6bzALBeSuwPuSWakTw/N8LO+6l6OFyCgjuejswldSPBaLvzO94qqVUmaE1QheRYvWC9rtiLAmTVZ8S/R47QsitYywigKMo3QIzxzKb7Insopa/m2BoOYYi1qvrz9PFj0n/1ShrZURpmEfSFrLW1nSaH9JcotAwxWlRBhktnItKfTSQ8hJr+fRJOpKIoGiFocFo3Zrod3MnBqllCSzqx/z4NViLwAfBdgkDdN6vUEc5w3nwqlxGAR++0N25FgJ4gzL33xgKeRLllUoQWP578L02VQEFf98cQxwpkaMANKz4l0g8A+XCM7R2hkJjKBMlaKIhny+l9EIDCBe98vFeNjsfrvS8LaycrtwopsilEWSiLEGDTgUT12jnfytxtkcAxi6bNc1QLszifrtVR/bQzJOG+iHhstbOwJp+9YOJRkjIuUrHBJBwxE7lHfW3zR6mtpItNSrw3Q7LDMOO1CgVx5T5iApAmVxoeh1wTU9ah1QdMTDzLHxgFKc37ZOAwERDkElffUL14CaNsU3e9fewx0tAaGR8AUyeqRcEzDCgKRJY9b3+SzjHIpJten4FkswZaqdY6HGdOQHS2WBElOIWzboZ7IQ2GTBxE+zlWk1x5UXAbEl84/sgSHUlpNUJC47zzLEQ4ojcnHvyFUZQCESThWDCKgJjzuO4r1bLeHII6foXc7PIQD+hiXxY49d7XevXgNdMvsJSCs2KbiOuaW2HMgALubqZ4fZ2xWlL7qUUcAh7lxmhHikoMIXFelhhvVKbJ3dWtkPqnGB7RTXkqSjrxSVxk6MddxizSyljrkUByYCPS3e7rsP73BX8oLI4fhRaz+pCxyIiOTkI+AtF1jad94xItx4B4cyxAWcuWQKrnKT1FAjjKWwnhfUwb4au2tAPyWI4ak6WiAAj4pR3GSQPAEELe7VOEpPELoQFiAxSUVtWJsjK0aZdlqVKrVfqilaRAkXMfnOOAOgUpMVy+rxEiy6v0gMGqRtNffMt0IyI0roxAXadDvAL+NbQIkUfDKesCkOi8Rve3QZCmM/cgVApz9GyfF6XBLimgohSUlp7m6hFP9n3ljIAlh4ldhM7v0ZEovF+q/8aIyPkzr8MHW7OyyzwoJDzdvHxxlOMT8URkKBQ5tuUvIRpzxKUMl0H6vsjqS/JXYPtEo4eQsBRs51DclCvIVAMUoDzaNmw3isj6Dyf1EsRxDCBSrEHzy9GsqYOEPSCAqgx2JTfgDQS4aR/J3bWh79KHk0FvyUSWqWrfVegu6ZEDjug0wsagCtlnui1pqOIaZsQpF8GCLD4pxi5wSQIjTRqAD5TmgKSbezg+dE/x4faYloJHMjRqNm0ZObAajVxFu9LaCenw/uYCWY+UAnpj+8l8FVI1G3UMRXc8njEoqhyBiaYXA3CaHWNJw2n+RsdKSB6kwcfPcILxC1zumnM9RGKaIAT1pUL2PnDpMDCZuzAejjTomANPsondGnhsQ9rfZmUdoEkHXfqYPX54svDNA5APl/jFdPiF5KFeEEZwOOcUZickAXOB7hyo6+A7AcEMISfgMCaodfbP1QyemxYo+buLRZxBv4Q0jpUyML5++OU4d4mL4+q/j/LWwXY73nPNUFJ5QG8oQyuSDXCxTwcsLFl5FdWROcbgGXpQ0opkgcLMVI+CruwSmzpmnAhzKHDSHxo9BngxHE42KwIaEXNKmff78eGAmiWeBPmSk7YcdVjF6hTihQgHDW1T6hQtqUPhXSxijyWS9ybZ8/SM5yyJ2hywJb+0xtrBEsjSX3o9z51k5ZUat53c/Un8bqfk8N5Ye/GQrzukxT7NGp9HxkRE5U+MyNasJoKUCSFOAHVr0dJCH6yBcna7C0rLDuo83ACWSpehQ81H2VJj0DUzPn5KOvQGTLe4E55lPmIVxoP9khAg5khxgAh2ZLOMVML/Up8ipPmvItaSXHe1w/4wT3CRjIVUAiZiitCyoZJlpQodGETOSv7QKm/MGMmfXBhh1D3cAlJityE6gs5Bnf9qxUYRs/KWAkU2YIlc82ysl1EVKCjme164Zp+5yCSfBVzBADney1UipD38Mno8EgzmR+R9wIjFvbpXe7diTwiQVRv8DzACK244hcwIbS5d7AA7UOnj9gpOiJQKHNRRYQYCLSi7F14EKSuSObrLGp9UNqqiIoK1nvVVArAKalQq7MDcHppJgUu1rHCRiYeKdZcqzmGdb7RfjmJQheUh+EdLNbKrwJ6gkJW9RN2x6C02VJEE8cIMbJLhoVMHkj3UoduDNQtKVMWpAZGWSezt2IncToe/eUCibPslxJDom21FRYY/z0JmpC19wM+QtK3tHpKLZz5/CI5FKybPe7GAtZRlRdaVx8YsRDhhQPhMwq0CD8A87LYHGQyB7hQnaT9IDieJUhw3NvazysCHO7CkZM1bDogWWTy531LIdr2C1oMQC939xYmDwVPZrHPFvzHeu8DjC/zI5iCgzt/q2YgLoq9hRJfWD4NBAdCZc3l4S5F6u5kA2tb97154hAjkX+bjLZFQDTGT8h3oRYQBxIDLCTdnXatl60GS0KLhu0lfMclfkrcv2i2f7o8GTMh4TywputULTt25VwhC2FD76RSqfbfOWfSLw+V3ZlykNaGl27kTlHdSyb9qNxG21+scfnDRKfY/c/zuA+uMHgeEk0KVl/FJBSML/xFgpU/yElYvpxJrpbhovzzykp7+MHQ57SBTBPDIxpDjYUzEgWo1N/CJB3whr0E4gxud+U0T8YK5oREWUVen6gBNOEhMKEIsTn2kS4AkE/ZI1/b1sKYUMsRcYuc0gkTSNABBBjxWSYsqbQVLnXKHnBzp74KQmlJ5gh2O8qAG+YazjE5DLgEtLHLozdWCsQaBb48wEGIr9UYQeiDrg0KM5GXCnKDoXLNvXDd4xRb6jaM+UcrFHt2C0zLXGpHBrVN3wBw47Bc8tCfmGWaqtYQ0WQuwvyOhO8qKq2LWWBy1G+NkBwjvm7JsR6OlNiFl8nqDKAeZ0Y55lYPpR43uJAAbbpMuKza8JA8watSsVCYOAtVKYaETpFOvM8gkH5nlOD1zy+uCHvhgI8/AGB6y5vbUu1/r+NPg+blQ0ndJOGEiGohS33CP1exdQFtrX8AJbz3k4M+YZlnZXeQecRBfxjOdGINHpRXNjZHK0IwWE/jNBFUpW5HGVPZmJ9T8NLDwgNq9xO4EOcP9zR+GODxmDT8uSprFgc7zSJ1GeN1JymOCkpiSZOMdDZliOP5zuoYvFwuXE9JAZoUqFhcePYMlqDAl4RCt9f1Absey8aCIRmSE+KjD9x+YOTp4eREheqYESCKqONHkQIha8GxUD0bxKDPZFIu60kM/0s7ntEKt2OhENrFekz8JwzhYuFHg8v89lCQeDWuWbHd17B8JE+zuRAC3B0EObuUI2NSfRcoWcZCyJOVtGSgf9FaIU+TNoO7Q65aVhc5LCXD4VJID6V4ATFvKWUg3HJ+HnQgItZ7ochTYsGHpQ0MPZEINE4H6WaAubdijkeECUAoeM7kgH3gubi55d+mSGw4gIpOnoWdkvwynvU5QrQgz2S8xXc1LBL1+wEDDgikB7Xt5/FOHNocmtksntnq+AdSQkMPxooaw9QXBjwirEU7M5WLjZjNsTPlfNGAiJiGYDn5/7b0N9EQ1ZdoXt/HldLcOG73vtS9MYEwSgQt6rPU9vEM5MzkQkL37nZ/I9v6QBfuxuMCx9dTd3YCJV2BEYLszBNu7opExjx7viw5gRDa7gYKc6T/OlgIRQUBiTpyoohiafz2XJ0rek+KoQLMtVke4OOUPqR87VkN330zQ5VBocrZlo81ZvlUfwWwbLwGHR+1CXlNFQRTYHUaYNy+DImN6fzE6Fhb4WktWCZnPWiB9MeWF2WL34Al53x3NFGOScVmjxphH2AtPdhyySEgv8IHAjQSxqcCpkp6qgEG+0qIiSvMNZldvZEx51+LQYsnnakEhKYxZVocnAXNuiXIERWJkDKmn0/ECLAiH1zuH2LkR4ximaVh2yiAXaoZe3YkH0CiqhEQ0sZwHTUGYYFCBDpIJkM0GE04/ACDp/ABD3TAXDp3HKzwxmCntFUUdcqmr7zotmqDUFHlxAB7vLGfGotgQ7d/2cyEU8nzCIc6Q4AgL7FkzjJKeWGixzLCcQAxKvUVhjDVQDij8mEq8twPXxoZq7WNXJnbbdWQYdOH1Jx6eFHW2LPQ93l58PWd7EMYSykIP++lWFC8mXCdokJa4eDw6C2zBroSeH4fwBCqGMd9VeS08YlAD7fkFUQ7BL5BAsh13tnznUgqO+/BB7F22Mh2JFWCYMCKBLd24taJweV1JxsAHNTxIQhFMcGgAbL/DRpogHgAQiv/E4zm/S+Z38KRLl5rjQeuReJun/p0y5Gz+AwSPndzudEYggfYA1HmUWI3P5j3HbLQ/JERmKDcn+6pa9mkZLI2yNqVAaSsKS+OBcMFqdWEGvMDCRgNVUq/v8F5643SpXVNt8gGjpd9SrpBvc7wYaRSHjrTml2g2ll437POpZxnYTjqSG9gLFABvDhum93R2dl9GPyH06I/faplA7B5QLkHCbnvIuJRrzMlcMn10Vk+y89dwXg/qXexIDu4ZxsUbQfW7jy4tOscUFZKcGsUoFiS6au0wAaI5+vrgJrYMQ2DpXgn82/n17F7y7iP/q7uggm0LzGFFQRBYLViKdT42c5OTlQgB/xL+HRyEH52FUkjBRmRD1nNsfHL0+hLrbFvRAEX+KGqnso0F3qILxNpLvW/uZZtWgxDdGzs8YKWmhpFNz2o3JteGwfibYjnpYzHSkLvpX3D8UzESkw4VoVJGvtgtnsAHGURqgNYDtxEhWFLDD+roFgVMk8uNNMZjAndptVsEwVlXNM22wXZIXOXHhGryjTD9VaXnhDjpNg0RTU4flgzCROxYz5gsuZGsFlKC0CCY1GBogHqXdogTgGS8AEc+iw+5MpYzbiZmacCAiQe8cCI5tbRh8EXlKpxEg3yhbhaapO6Rd5pKEsl+MVaKTdAI0fkoPCOHJTKTEj4LggTnXBB7cuS8hBcSmqIcVF5TlUmIiLs8Neh2Sbk6AESlQpC1o8GOQEqApJDppwA8eKTOkqHCajZDRohI8K6KYLtdlfqLluFSXXRXfSZQRAcrkiBREpMgTOPJkcleyICgQgK6hge4iyRxZXDMvEAkjEUZuAcm4o5SxBmEBiQhiIQgkoMV0oRcyyBtBDPP46ZBBAhIvrXDz5/tJg9h37cXlJAXELd1HCWewlkV3ScHYZc0A4uTWxNKIjciTloAp7GywMudpZ0Uytz/d5/sH4WK+ii9Ypq6yrbTDKcELmfWJWtvBsuyVWUqbKVFG8I6wwqAb9Fbp7V1AFnRXJLQYlu6fbn2WpD9scyWpFjqVo7uvm7RYqLGGpt1Pc2CpQ/b+/Uq63Fw/aC3sct68G9aCdrlBKepKAG87Z7ObwoAYDlGBrYaNuxvWxKN1ytWiMVKtMbznYMWVEYl6oGFnSXvRXoSrUElbt8MYyrU2vpSqVoU1a7alA3+JpVIFCOYTpA4NSjCbyQgCzqUXU6aCddpOjcleAjaFdLfEatdTwUaByFKx9cx9iZ9cH3BtlDWuDwDro4I6u3XL0Tq7DriTqOxlQ1Xw0auqonpQJdBEugAusAuqmXR2LuzLoS+KC7IgwJVw5vN6EMMzsNCCOMZFPhnmM3Hg/SqeSqcCa7k3xIsRIp5MZANBiWVfM2Vfja6vIYehIuswTzyo4eh88AoqbcE5bN5oHKsomIK6JoQ1CmWASKoy2hSyxMa2w1Ysa40WyIWyIWpQlCRXD5oDWozMAlMyuEOIkNBao0z4iEYozoBJRZsQu4hLIhbAzAhnxCPihUdaoDo2hFRJ7jMhRAlm2ss+LgiksENzgj8spYGMfirg5xkn43cSgBkRMFESZBmr5MJwXn3IBgirIyAJOoTi4cEaJpiODiCYwmzBgdgSphrsFgzha3CguAkgBLyEq0KA9CWeDgrAlEvxNVhZ8DQgMF+CZ2IkdBPaIkdBLOCS4BS4KAPCLhCSVgH/aJ5UFAS/oWlbT+xggcO7xCAKurFggjgCU80Kb2XAK0AWzxHXMEQQJ28v/gBO0FvYc/jz5ylUs5whovxkM5R7mbxE2UnzWi8W84o9y6bw2rBE2rAT0uRlWJ/TfGCSVdJ7wuXC8hTLUKYYLqxQWJJWTPTLZZnwA47NR8WN0S3RvPJqeiZE12RdHWQUKOx6sDGSmvCheTL5JtknrrQSdJ20YXLeBKxhk8AexkF2Alk+Mm7kj7gA0OAAJaJMYM+CT3UfMzvYeF+IVe6teqWnV3oWtoBf4XCrC+qCXRBJmu2Rb9C1yWzo2Y/XCyvqHBkcErlitADJXa0tH+ai+TR9aCWpQKlWn3KB0ts8U/KSV9LC/gFauU3hMwvKrXK/dKwvI/eZ1lgILEywtMjBI1Sxrs5rR4SfsDeIEWt0iPAT+efS88Z5BJ5Alx6DjCWk/zv2rqPWBKwK1fNSwMn9z2E9Z3rbm6i1NGTcKK3P8F+KMzxKWsvrRYdrBakZYuiw0dhwQfTRRmEHQ86AWQA5B9vnBgfrBGdh0qz3MmCyx/1jBLDCKnQVH8qXJQEvlWXUA6ImzKbN7SqUaBZjTIIMx1cHZVsFQRhQFZM6KYAKRcki8JG8iIxd6X50AHUB9XOCx2WOyDiDz/PI6eHRZQVvCsbVrKu4pX6lkUH1PdJg5lgBzyTBKCkFqKyixlW1hrZkOxto7VOXYS5L2FpeTVqzLrY82sN+CQk1yBeWhCG0OMrClxprZWzMmg8JLjEJkndECeM2zZRxbqPFncmO5gEaC0p8NSV3glvC5JEKYX9SB/OuANgTFq2EQAzsYC4svwZ7Ynq/WfZTOg1LYHzxXzALPetvZB2DhVKtmteMG9sfnCNQvPpu5r9aqqIrtjSrYCCqIq44Jb4gjni58WfTnEoG1zSRpM5X/aoAH9I4KxbaT1cyC9tUJTFLOjuGqKJRamrYx8BMNJNvkUwKHHw0evqIWDIKYVf6wguezjFYDBLJXXP38WjzKhkQF61j9Wl1TV0YUUnagECZJc0PDMFAMqg1RohPKz8TmNMAktZtpmM2h7vgGOwF0nRCVAjnG+Mx1hAEeqb9bBDutWdlPcXj6P3Cor4jr5NuSmpvINev1aqUL0CxfMS2bju5jBCl+gBop0FM2OqfrTxuCbOKG2s6xQNbaRioqMuIDpIwZFRRkWzJ/+JpBEkphTJMzRKxqbIqtTUnmEb6tu+zDu6nWIsIkG+nmyDSUYGvgvxVLHaFdqE4NNw+bEuDgW/bIe0BwKNGYgWmi7OjNgEiAJVEgITbdcKC2EhEHYP2J4kgQpnmH14lnJg4vWf/YQpTyHJIUgzstZBbAtqVTx6kT0PJ2AwolYlsvHAJsW3PHgsOIIwwKUp0oeA2HeJ8/hLm8UzRtGwzhmcmim6UmsRiY71KkDYQHNJk1xmvHdGcklwxZXOYl7VeYQkEUk1OcVpDn7SCA34kNXsMGdhgpK4kY52GNNkYPE4MYAAAIot94dQgQEQBbxB5ABefK0HylOoRUis4N9wWHTdAJ+Q9hxV1tdTyLXgr5+VSobeNLBJBmYoJwYMBmWE5XT0xXqL0Pul90LOaEvQlxp/gH/hUbgu7UsmHzNMShW4IpuC56lim/m53Ghm8+hYTwyyodONNDC3W9HqQrO+8KsX6Utsyvc/+JEqw47Zy/l1ggvClerothoD4Qjrr3HR3DwAU5TPszI8swMCjdnGZujyuKrMy9cip9IHStB371OwMuB1y8gHnAI4M+GvskfSYHllBV4GSxV7Ycdb8/4UykVj3YlF8ZUvo6NicKGU/FP9mx4GLLvI5WKmRKZiKtG6PGl0VDVl0VDOA/76VAHupdngf4wQ6rAZm8lvNGz5CR0IptOVYsSu5zPHAo0slX0UDokTxvh0f2QOhHFyLl5cznzBRUEv4JiU8t5KwBEpJ7HCT1g7AeO3sFEcJCFDGieV6+pNxEkyObayqSq+rUAggiZBIreLH6dbNKdHmtIQuwsG4ZeNzc5RxDZVVNEQnnBZ9CF1OMp2JbIJczDkYbIIhuiuoJqOrr0IbfKofqS042RoBAo06rr8xDLACF+ZnJ/xLbCZUfK0TpS2LCIn0bOpXx6AQfVBeqMUAOMLpG7VKO8jq2nUDRzSGds8rJG6lgY0Z/+fTjAW5IBmIMNtAMZoO+4n4rVBh7sla+hNLSG7x6yKcFGuEjyAgMAsjgHGrzmyPnpFMhqq6vTu9MH54tqSUZHM1uCAsUemQD1NjqJ0T/46CqFQJDZ5ia9VKoe/DAi503bKrQUXtCkfoupJZ8nq3gCWI3i56HEx/5U5B2OAxnkar7zmY2dYQrJghIQ93dtmYgpUQz8KjAqK6xm2u3tY6aqRjVpZ3a4EoHxCakshxEFPeL0I90f2ANNr/OppEOQdkJ6bzCySo40g38CENyfNjCGAG2MWa02a5gihc1OjvxcgsR2945UfmienZ2WY2xmpF1vCKBA3VsQ3qE6Y12HEDlaXcULdPCywMd3ohd2krCb+OEBw2hGF9aIT9kpOc2U5yBFhctEYIAGnqp3pJ1nzUhkR7EsBVOOyhSKUlDle41KEiRyYSxC7ZSot9SMgtNx3NwLJRESQ3ExSnvPxYEyfEWpbjuYI3BT8gmpBGAZQKnNplP2/OzqbeXrp1OiAsBvgRwaHaxKNeaQdoZhKr7EDxMHKYFs+RgRZIEpGd26dHUgQLhYO2BRExgJdVy9rAsGwhKSAe93YFUViIOxHeht2ZkmvS6VCrCN6CI51SWKVLHh/y80s23BYlI5Ur4ywu8474R7X4sNkZH3KDSQhHaaJt4CMxbxVbO6EyT1lmLq/O9NGzKYKISrSQLwAJMoI2i8NuXBM2jlF3XqdEOXJk4OlNOzCP+Kk/6xMvO+QPH5rx913bNCoB6ZAH2ivodnvRPAQRcno3fPXSA3A9BMer2FCB2sZqMihmpuQOLGb3U2D7BwDXIeNGH2gNBn888q0JAHreWJFgQT7cGZyU9JHa8dnX5oIW9WhczDrPgispic7wAG9mb19s2Vo46XdG1E6Uk+RDeywCVZagMRprPO/4xPlLpgFe5jAWQ5FznosFiMiUxWbpDelOmQTw7YCJMVwApTRFaFwv5JY3JWYlCMMaNicUoLkbXSDCEAYchSysJNlA+Tzv4kDOPQQwwqbvFffliIOuHlxE9jriYNbrTRGP2KrLuAnDZ5qsOvNXsk0QpPy+p7gynyLcBlLUYNcalHZM40rDcBPWCpNB1GYCKZShG2AMZ0BQ4BKct63VJnQYjwL8VSzNCFMBWOE+ZSxyTnkLCpRDkTMXRmZSJpPn8WQMXoxtOlMo8VChkeh/gfUyaA4L7NiKu0T8WoP9y3nRaFiOgXBKF/FdPGYc+b2bah7ZlOkluPhIPqtCJEIDEmohDKVJy0O87Gh+ckjseFFRRsTxAP3iMHlrQM8ZY8XCoAGC2GnRpmubst8x3LnFcJmGQiSum5YuKpFFc4ev8KXrFdDWltz0OPAm63PsVpDiGYsWJL25RCggxLI36eZpJtQLB6YSa0ZtcKwKUUYwpVNxBF43lI/PodyqUjCNRYMVtobc0D7uImpKVE77aZJdEtQCR3Bm+MD4U11CbqKczbGOsaDz1LwQMSFhbhpMVQqvo23H+ThB3+pqhKEfEDL6cSPpCEn282loyaRla/FsXukaE28ap/bRdeK8UGdQlbEl2GCAB/HuQP69Bfmb3Zw6PAp5U98QKOxYO6yy9VkkAZymMhMbfpBVDURY1sCHzJv4Cr8M67skTCifkMZr/uakG0eONBHVuGKvgpgo9wdgiBBWsEbyAUoDPj4FmBW1DWhpQnFt/0/bC3SaDcbfl7Jd8ED6TlSgSJu5fxSG2GSUvIJfYP3oeyF4Q2WCyeljV+2eRMv00W+7TUox1EZR5mo52vvCbH21KPJdaqpRK/mc71LMN9V0OBs3VYO2he8UVYHatNz5MjK8oe4wwe7OtfaCXqFau1kn6I90XHbByM1xTA4Gd7HLbX9kL41wOKMOne/8IgFAsPLsRGakdaTZrKz4Ypu1E+yCBFty5UQLP9WgqmAx3xiQ2Gj8hYpl0RXkCCgtTv0UXIXo9TPe64/BaVuYRLdkDJ0i/nHg3QFeM2c9cWqJeCmg8ldOVq2tXOPDKEZ7Y0uxRFDbO/+5hvHrHcB05EqJEN8NSrAJFDadSdNVUTFI6F0NSN8CtnDH1G5rTSbfKxNR59RiU+0zC+LPW0+1AUYOuBR2ZnkAbHlLpBBaETMuiWzJRDf2kYmUVrOVq2iqkz+ueymCQURJq/mEqllfPIgN/VdBg8shgPvg5/y9jpH3i8WXwTfrYrkePkxKENGbKvx+5Zue3bCccoqbuAgqmW4xc0cYfISxEPgStEOnBzXIeEKAcGmGMvwhGiCONv707CfsCxQwocq2JMYFiDHzTKxp9eUnsWULEluZVPYaDxxu5bHIGK8IRSBlVZaavTfM6Td2NbJsV5bL2QV/BRS6OGMIuDeTTL2GCttoaqJH2kaaWpNYGPdBjwUlgKk4HvZmQQ1xXlVDA6YA2ArKUKrdBBSLm0COXpiIInnvj7ZkGOJ7VQ9j8HaYGhXArlt6O4RUwq09OOpV2CyCK28F4icOPQdxWo+FSyeIhJivLhPMLuDZW1jNohLAtPjDQZwMocEI/Hfj+nd1gDUzE3AIIAibpKU4E9OLsXD56jNkIbL4nMOeEabFzFjewHgTeWzvVWs89jZGjedO4PSbChcN0mVYCyvRGzpWCu7h3tg21bChO+ATZgQkfBGaAGvUT/uH3CVbhrLHoPJJ9xpDvb+SivHwIAKjLhgix+tXjgCGP1AUb2pGSDS0oq+n3HHDeR8sIM5NUaUeF6ZRQFedYI0Uqp2OOLdUS/Lwo1yGlbAhx2Pw98FpT6oJxtTc4qecepjMDfkoYguWc3i87SiY3QCEIJEehHlDXzo9XXEI27qOwdCnxe8lGtk8TpXewjYPYkAUbjxFXaIbRWI+nNE1J6BMC81YLS0EaFBsPrMCH/OrNOrKYk6S5kdAgJbrPmfntZODoo/GqRwx6WX/xh3Tc1Clyg3K1/SrjwO3UcG8OGLrUntpsCYHlX1CMt3tUqDKcreI+V5zOGngUsANU5rx+QAh0KRUUkwXssSoZ8nDysIiKGd/Hn60djfkuZ7AVCrvqQ+yWA3qZE+Wrw61ey8ILFnmK4MgBrVE+RnEBA+ItlVNmKxm90sDuvKk0WphJJbBn0QmVGuVCCcU+YsIZ+9PMboUboMqvLKwP1kvBNvYqfCLAwDCbPr7L6kC4srQwC8pmOJRDY+kvPktH4z9p12R1SCgt2c6TY8ogiwSgY1g9VkxUuhqDAM+jW7ZuTiuOwFWLGyzuxrrSd6BhQrJ1kZ/TKGZiu7V1jH6krYMqPwQ4WFTh8nqhTCwKCYMU0GOn42KjDeKtgk0Jo+o3QUds/eRM+Sago6z0qePvcTQWwf0V5BAjeSIqwC4bppwx33wqRRMJvSJZFjCIZYVGJ2HemVWnii2k6/Khm0sNAqWeooi56Kl1bfp3Pk/+YpKVjzIhZaG4/pmqAsFYKMs4K48RrYT7qrEPaGeQplzJZOV/r/CCCXTOLzlROlNuQi1JmPLqGhpNDFxg0MJEIi9RQbwFVQ24joEkuKqlmvX9alpUg9uH8FJL+RgJUNeP4/F+x8AX44QPOKckdjGMgy5skCUALO9LWjmRLHKxStlMgDlKtrWUa18tRC76TvIuU/v8exFYOHrxgXWgUTYVso1ybQsJgi/skXiatS1MIkgFB8nDPUnG2uEla+pAQkp1c1RB8Qbw6xMtaLQQMIawsx+NMxnzca501TdMxrg1Ukr0eTjvROFBjrVowFvLaGK9lEYYPuxiuGMmzpMnEleFGTWo2ipnmyafUDdhZRfWm8GQ0KcXq7Ii4RT0kXQgvJobjH+GjMQoJ+H9fQNZhFgJqCkWoz5rN4z6s2iuCaAjqyGOad+Tj0QUofT1lZjZIqBUQb7SnvKjyLlaP1pqvp9+ZuamCJxuKjyc5EbWRL1FEC2j9lGvqc4VMH96tWCSGLrVjo+6DSPjEkv4NcBUkykLB04FsTbiA9j4wQJ7wcEuCHRCse0is/V7KkJbE0Uh1eFpB2vcjX4PHKfXCY5mYIlYkHLPPJblLGun52Wa+ok99kybWavSdep8y1dKE0if1ZfMDrQV3lX8SB+qSqPVGvXI5OxJue4s/6X2L34rcugbzc1+0Fou+jdi5I1m45EO5Z2oJqOsIA3LwAyzdAbFriY/dQ8zJfzsJiiqeUENtmqMiEP1RCRrfF8ZH3fDlSQUUiURBZc+G/QHrJZCL+K6n4mtV8BqyoCZg2iXujSVOwa+FLfpu24Ns15AAdbH2aiL9X+6Nf1rdyE2zRBCqgl2h9NbOT2gt0AM0wg2SGWqnFTaex6as2I8MkegejUK7D13psxu6gOKk8+Si9CEXpStHc/JD7WDNqKPvlEXzLM1kDN2I0iwCcLnSaF+JbCXmpoxLEGGtIbVN8vgpooWnzopubiq8g7L0K1hUVwW1s2fF2bYKFwUTsiZO6nhfD2ZNYSTBkvbHWKRstMDWkXkah7qwJr72Ukil70efB6Uax3w0+wk2xU4igIaE3+aYBpDQPddXsC5uEyNskpjBfUiLb6StDvBey0Zws7w7BX2qfelyh5LJCjMZ6xVM0cnGHP+0ywoZtdnvGV/0DB5G9oJB9lqHUwVArFUjnNBoKCrEXrkhiiDFCls514nHdM2wzJBKEyqOzA14QHl16xVqdIdZ+RZNoQEIyAcNSU6uRp8hfL7vGsTdHQ9aCfJgkk+WIjQSTjvo6juwAzaEUxWyPkI+Tjjf9xq2NMggefV2gDfALJ83naIFKcnEDi+uBNyW1aUcWgHycYQtO7T0J8QzO/NWfWcI4fcYgZVvXUjY3AbUjWElsGiZdAxt2LbanfbckUA4JSmDSBrJx5QwkyQzY3y0kBg5IItMiqsgeayQBLatnsAs9AKMZwSPfeFUs6IkrnjbDhoJhMFGATQh5MyIWNRBRz5wS7bMjWEJXrejmjUBu5e5QOBDJfz4FCcqR3thw3FgoAAE9jBzWebpiOA+663xXPD+K4jjwfXblaG+/nD+jZq/5h19Zg3vEpb3SDKGkY7RBaacmFjsGVqRFGqcoOJtZIBASYbgQByZVEc7tVyda3jKYcQmZZ7maDnnhNaGgtu+wosk/puEtgQG54Ugqbubxt8u+RmEuBGijjxV4KivwNZDGa+I04H6KV1DuaqBj7glgzt0gxCYPMAxtjSFSjlR+rJdBf+wvwFqyqMcejbck9G3Jsfu+SEtswbshbrU5ccMEG4cyCyg54vp3lKaf03CzqOvxu3huZZ2YjiS00R6Fxo8ijgnELVV0yzQPjAi0TAA8du0UedrOPXsamXcpFTohH2+Wkw/D+JbdxHK9NBxkoFF2/1aGEELsMobbLhhOLnatWVKlKINSL4muSj30MF1lPLzWArXopLnt0UOvfugHRv0qSmeOZoABVHHVEwhT6Z/yCZJsfUe8USfTkG/Kd0c1foFTkyZK1lGLv5Qjyyx7S9jqi2nijQufKs12gq+YQ05p8i1sYJ0jTOZ1lTvrTixY1Mw8imTGoctNS2TICTILijAyR4jfLrkWn13UdvLxTy7+A0JE5UdSANZEeYk12lh4ezAm7YSszVLCD2I5kqdqqYmFMALIQG8EAEp27I/3bC8c5WLRdrFfnJH4lPT9ys21KUlLyGB7lBaSAR+8qIJPLmKIAnBDjASgOxoQz0JklCQjUtdReLIN9f4SSk5k8E1Zo7SYVkz0VvktemjMy7RTrcRJF+8qqevqempA2dLM7a0cCS6Ct5g2LTCQQY8QGEwkHr9ASEEsFdENSwcaT7jjd/H2WIKjWzD0MJR8sZ8wla5izJqsBSPX4hbcMI5iIFkye4HRAVSCE1sMRuIxJaiVBmTsdddlvB7SpUfontuX/aFkRflM9gu52BcqNUv2WBuSsf1sY67EwML/0RVP1XIvOsX62fIapYaCOFRehJKh9dEd7UfIbVz4LVHWLq6FfFXa+gkYgUkNG4Z9GjelHvLNpad+TsFCkRakfK2OykIFu76Uwc9Ft+iF6otomAA==");
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?#iefix") 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") format("truetype");
}
.stl_10 {
	font-size: 0.72em;
	font-family: "ABOHJL+Calibri-Italic";
	color: #000000;
	line-height: 1.232165em;
}
@font-face {
	font-family:"FTRTDE+Calibri-Light";
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");
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?#iefix") 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") format("truetype");
}
.stl_11 {
	font-size: 1.17em;
	font-family: "FTRTDE+Calibri-Light";
	color: #000000;
	line-height: 0.687523em;
}
@font-face {
	font-family:"AQUMNE+Calibri-Light";
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");
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?#iefix") 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format("truetype");
}
.stl_12 {
	font-size: 1.17em;
	font-family: "AQUMNE+Calibri-Light";
	color: #000000;
	line-height: 0.687523em;
}
.stl_13 {
	font-size: 0.67em;
	font-family: "FTRTDE+Calibri-Light";
	color: #000000;
	line-height: 0.690499em;
}
.stl_14 {
	font-size: 1em;
	font-family: "FTRTDE+Calibri-Light";
	color: #000000;
	line-height: 0.683594em;
}
.stl_15 {
	font-size: 0.83em;
	font-family: "FTRTDE+Calibri-Light";
	color: #000000;
	line-height: 0.686339em;
}
.stl_16 {
	font-size: 0.83em;
	font-family: "AQUMNE+Calibri-Light";
	color: #000000;
	line-height: 0.686339em;
}
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");
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?#iefix") 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") format("truetype");
}
.stl_17 {
	font-size: 0.83em;
	font-family: "RRAFAO+Calibri-LightItalic";
	color: #000000;
	line-height: 0.686339em;
}
.stl_18 {
	width: 100%;
	clip: rect(1.141668em,46.06667em,3.891668em,6.927083em);
	position: absolute;
	pointer-events: none;
}
.stl_19 {
	letter-spacing: 0.01em;
}
@font-face {
	font-family:"NKFGGL+Calibri-Bold";
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");
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format("truetype");
}
.stl_20 {
	font-size: 0.92em;
	font-family: "NKFGGL+Calibri-Bold";
	color: #000000;
	line-height: 1.229646em;
}
.stl_21 {
	font-size: 1em;
	font-family: "NKFGGL+Calibri-Bold";
	color: #000000;
	line-height: 1.220703em;
}
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");
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?#iefix") 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") format("truetype");
}
.stl_22 {
	font-size: 1em;
	font-family: "AVUGUO+Calibri";
	color: #000000;
	line-height: 1.220703em;
}
.stl_23 {
	font-size: 1em;
	font-family: "AVUGUO+Calibri";
	color: #292829;
	line-height: 1.220703em;
}
.stl_24 {
	width: 100%;
	clip: rect(1.018331em,46em,3.891668em,6.927083em);
	position: absolute;
	pointer-events: none;
}
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ISCUgk5gh1BLCjpSIzJzgvAtidSLKUzG5ghKFmN3gGXqFAJQSUPfQkLKg03ymluWNwOfjL3YBkIwirgJFSgGwiUNTxK+cDocIhc7jVO5p640bQ6xTpCTFc9OWHoM3SPFxA3KX5Ry6p0j2ks3yXYZTLVw14xkpMhrtHIyWRq29g2spVc6Lmgs2XWd6Xj0IkP9Plp2nMBtKPSPcbqkS/doVwJFoqk3QhWcUhjeV8iaPOY3kgMbpNHw9LYqQhLPtyQuqXf8GKpf8FjL1A6pYrwHfjg8Uk+diBjXb3209eHl8v6JF6KTJ1xKY5rk5WzdvqsVA9VAMBEwQK8wCczFlTPzx2EoNqjOTtqb80sDOMp5jS1Wt2s7wl2S0NMgPaNVCo02fitcZC1mkLr4oi360iptZo/4a4cZ9rQwSeO4SD1Vro0R9aVaQRZWirLLnICyA77PvK02qKfDqjSpkxn9u6T6VJT21huJdqdaDAhK1wUK3zsHQtBkEbfrNx84wyG/wXQUlomlyjAbtWtcqsO2+52AaTngRn84SVyuSpoIJbG5Xn3DcOWQCC8bzELrSN1cCCoDehU3rUBJ4on6ELmFJbUF6X2vxlDXZ2h63tEJAJJrSf1feAJ79gMgHOvrwEgiFQJYpCfbFkTN75+IOtiTYJ4cZU6yTknukAAsTnzVPUYBuBWcJEOyEpuWVJjBmxInsADvAKzAEScKw83uFQtu8vfRKBX6kpOAvYSFCBzyyRO9TSFqWQpgTMzcCbJeBDA9BuxsRQfrSlb+g7WxCYNhvEOA7A+gQKGFwmmlrBu0QbyOAEZygACthCf8nPikWYYQxgylH/+TD6LyQIE9pV0zjFsLAgkPSM4pGVfCK8NiGhWl2FibWGGsMa4ArHVe6xRmFkGh6bxduWSaY1Ad0G6ZM3sIZpZJ2HItpWMbZFZg4TLXtoYKcBuTO0DgY50ws7UYKDNLQwegG5fWLPvWShDbhTqyx4ss44nQcF+hCXQrPgqba023VDxjCbRSQAvW57GgAFb1DpOROMpCCWnAPxUvWWzGNvB+ztx0+r3xikr+vUHYiJMCTZ8A8TYYEQObIa0Y9qR55YbdH5JKvaGUbDXjS1AL+wCNDCFtlVU8lG+viEUVURrzvG6iPDzKitahQ5x1pFcmxIZgWh1VnGy4Fs9xBSC1AfTIPzKKaoL0S90F4NxqBOIFBgjcUWJ4+Jesouze0ExIwNJMaJAT7gwpSxLsCRkDpKw3PIhE9kAkjaQjhFr9yZszCnl7CXcFS+wA9DiEMYEQrQ+lElSXRS3ySIDXQTFguA3I/Njxf82tEQ1Yp4Jz2riV8IxaZArP/jFLwTNuDsR08vpjfa1hdEq07zewyhv/jpEfMgZAMrgTz8+9cH7psMmT2pcNpfsjsb+JzlgT/VZylQ6RQHL0nSQHL358JuVRYX7sCwbTbM7a3RzNhgliOElJosnYiiBgMGI34RATuAJXs5Yp4Fgu4o/cbYNwBOcV3ci+SKb+30YYTmoFjSWiuKhbJ14oPKJpgY4vyu7LpIiEGnBLgBUwXHA2mpRFPuYD9fXYxymfT8ISmXAAGcrf4N1Q+paSTRSA3A+ruJUdL6Vw6Bq9B82IAbPQOWTDPuTx8OQYP3vhIC8JBFeH5qlWLL+GHogGW8N5MDzgaCKVTYJ+Kv0KHTri3QPI5us/Bdj84JKiaAXxox/xfwjin3iGNJH2RP6KcpEQNszTK4QbIdfE0Ismxuj7X4Vj2ifQBUKTx3JKRPUifqCl7nCE5YvCY104KfTnWCYWJlo0yvFk+PoqcoohcP547DT0w5vgvELnrG5sii8Fptic+wUptTxuoUzcyrIb47R7BbpXIsbjWqnJmIxXhBh9a3ZWfucJS1CCRyVTCDKFOtHTK0ARRICfL36mjaLiCrFxA8Knx5gY10RJES9DHtK68Nm0WiVIb0zpcJaFQdthbjDAixoqoW2ORZtAUZe8ZHxeDQ3b10RZgRoUWe1bmwolAaNkk8hMi4Ubd9p1JRGqQC6iOO5shpktKWWRhHy+BlRFFqRBISXGD7t3qUmH00qdEUTNP1HB7l2w+OUxpW3zQx5JEkmMQjiQwkEpEOFSSxSvgQXZEvRAIYTL4+o82EkAVV1P6tfsfyeF5+Geu20gKUVpI5pcK0u66qYauaREcVTSG0KtFYcchtSlIuOPtkQFK74NJwkcos4JEtuKvaUqL5I9E8I3TCS6dsKSFj45aRYZ2BTcGWQA1IiLCJAgpiXHrdXJUFuaQtZqlK8bybepM0lolJuNxF1aqYKgY5QAVBYDSYZxaaMnodazMlfjSkhWxRuKq7ojSfnA4ogRDbWKiWAqVz0ofCzWYU6wrIhcdHsDs89P/gouKgga3kpkFHeMTRgjtSYW+fjK81XR0HUwc8UxCEdqc3MAVBCxU7qeY4RUy8fCBoelvPcKhyVUBgD3IIuy5ChjhNzd24aiGnfFkyR6BygfPk3oXcQylkqN+nbSpk2yE9839g3XDV4jAc2KJLk2WY23nZHGxKhD2D6Kz4zDIBuEteX7vnhkxMSfJ1/ZJNNG6LiKNLBaOypFcMDaWPPsu0falW3STIv7CxTx7diD4L3hvz8VCbHLUTjz1PF1e9MlU8Tjko8U8Qchn4hqGBPSjNwySNQZscnVPRY+t4C1TEwTQvKIJn9HDAhslCO6Yc9BAs2rIgOcXGslGaoH+p1cFD/ORAlqCOi8FSeXGAlcT2mJeTKGmfRgxE9B66rykgOToymNc/L8F36v1rEqWXgmsPBPrqq5aJ3PHFkbRbHmu2JHtox+6zpXmo7RpxXcUfrmk3Jsiu3uWh68EQhb4IPlpmTb9aLHACCJYAokAA6kTP2qOKZTWeOhYeyWqtg59I1VkdRNMjQtSyKwwkb8PKDuhyOXUqDywf0DWlRhK2ZJVVS65NV+CCH1NYWS/idaBZZcMVq5bd72mpBtTo3XBe/eQRZmcsUEKG3R4QT2LnQavg/n3EeJiWTMsmUxcfP+zDJSjfXvYW5/FF0cEzspatZNwNv4J1QGAwDVJkgQWb/4RGcGdhXe7UEZoM0HpNJNAxYsT0PNsNavMPgF2HZMGETViSd9qgZE536UT7pC/cjqGLZQfq/IuIHbYf6viVuVDUWcFYgkLl49fQqP5t0CCLjopZ4B0fwlSgsv1FZ6KlW8qRjlIh6iXSit+f9R5HjkUkNaiiUpqLu2ioEPAxFM2BrmbYgti/uak2G3KgVDFgDHxXE/hiCLou5wRGu7N3eET1y56+bJMgGW0sxAZTiZtihSl107genbWEFqZK2qbgoeVr9/M+x5wxIWkLO7Hi4ccPMvx0Bjr6MTv1/8hdTJdxe3ooC8htnJzC3KB3YYAjfZzvL6Ti1dDRLj33bPmjjQjCamyNUwL0pJrLBNB461TjwwMrl/fEzjGX3p802drAQsQ+P7U4enDAdghJ4SA/8vwQJJMoWfYQETp4uznPikQEPcIeQwjXBca5IfyGAVOMGlBF6Z28L5i+f0EdR97TJ+/pOBuBvIzZqc/RsiG5CgHDtVQBzI/f5nVG2RZdAiIAuVxwn7g3X0TlCgfrDBuEPpxg3/Qen35Jm5noNJtxzKBU903iT2SAKSBQYkdgWdWw6BTIDB4FnbdnsDqWrjRsmv1R9woTzTpYAJsg9S9J9/YWMosGYHEpmYdG51BuRyEdtl7+ONiRFYhhV1PeqajVpj4ee9bPRR4rVUMf0wKS0rkIzPv4gnPI6sK1JLKNxPFUaa4rEJE3hyrbORWhxO34huSIuXkqucRgfXge8vx8n1cck5UXiXtFf4Y4AY8Om4w2cEqZVKDEyK7qHhYx2gLj27s6CLiqRiI9dFIJYN8OpQhTh3p58JfgTR/3y9HW608YR8L363vlMwNJN8/jjauKLPnl5Axh4IDuirG7QQpGNcJesRK17JwAVhykgG3BXSisX2EdV8OXc3IrCm/40UVDi8lQeIOmfuUo+1TXE8CcqdtWXfVDN2lXTYvA8di71otVEyKRSpq7WNhR8/DGgx2Ep6tQCYs6gdAVNxQJ+48CY0icElLPfuBjviOdcg9E8kFzQbmLCM4dd2UOCoa2805D1iBlrXEMcNBRQMuM8s75Y3LyMAy+wkhCKMYtXmJLEWiwlr2N3pkXVZQ8Nplm7YlFAnKfnk2kAX/hwlUJfFwMtJaUmYKfI4IbJKlb0OoZmFjF6E0JIni5CRCCIaCPqdQXx3+gbAQpbj9VlqHmLDXOlDOHVqKENeFg1Y0ISwciA9CEiD8g5HPWEMKww79ALFP9TTYdRsowwOpbBTHccpg8VJHied62g9+tdvMmWSX4o9Swmm6uLQCjnmm7eZlbffxQxroIGmvcElA901ugwIN6AvgSaOloB/9ye3Qr6oqUsdw7HO8KTvWcqD5/qXw/zP2mkUgpBgjhmSBLf6ReGEFyveZ2wOLiiAvfgihSAvvoDNcFOjhmedXY87/45t3y6lbokgshJW+7g5LR1MZz5kgGYI6wlW0XI7yxBQSJlJIgukCQMcTjBS9oUm7BSOvjbnIraGLgNBACxCKuYBnXz+fnXsHFJ87Z+Hy4kkbb4Yl6WzlQHK3uHWGTlQ68wfc6QNWhEU+IdCUm7FvALbt/2+66TdNtOnRkxayrW2exoNS2BoafY24mJrbgaZb7cC30yN9YLXUU01tV7WqpmE82aSXg/P6ekwGpszMthWWAUkwE5NyaswlScQqkGWqEW0DVnAl6ACtABejtcHtXPtdvKwNhDOw2eQqOQgdwvNwldwx1wnlg2VYjOobuoeCQQFIIsYnsYqcIhaAVOARuASJ0fjowzo8jg5XBdzYsFsXlsYZcUEuPosK+sKGsOEqLCoO8oI/RG7QHLQFGnj6niFjhmTh/ThyTB9licSxCxYvhQuRQkxQgpQqA4ohxxRh0jCQEGcDHeDHEDH9DGyEMuEJQEJ4IdQQpIIy4IxQAlvxA/hwfAu+DN8GbwMfQc+AfchdyKfIr3Gm4bbnPUm5jHMBYiOJBgMdzxCgYlBxCavNHeZi8SW0l9oTtoltpN7Qn0gJTlEnFCnGbOBc41M4lUpmco9SUJ/KE6xhUxmhRhS4yA4wrYTMoQrcJob4St8go+RA+KC+JW+SU+aQ+FWfCpfAS6NF0Kp04DoVds0lsKxsKxs0TZnzZ7WQFGSImTQLiBrj6XNHXIjXNHXCoVFiVFpVNHVAqTFjTKYmGETA3TIiTCeiQdE+iXNEJ6JoyIUB5czy5nnseMTyInl1PCgNFjNL0aaA0Wc0uZpoTRyGnqaSAsVQsVYsFcsVcskosOISaMSGDHDIHA0HBKOcAYEYxkjAVGH4MZ8MKwIKyIaQIaQIXQQVgQMMQVgh2ECDBCQCF4ENJEA+ELqEL8EXoIyggxCKyECuEK0IvYQMgEYAJQAwIA/AAyQC9ABlAFd4pvCV8Pni58U/i68QngIeDN4u/D54V/gx8Efg2cDDgsaMOjJoXmjj0Nujk0ZeiC0AGiNoEui80L2gQ0Qeg+0JGiz0D3Ry6AjgLwJOBewCjAvYDHAYYAuW7TH8RN5d2LOmstMAWpgEnFuLogUCICE9uLOcz6gUdgETNuedZgzmQ2YeYTv9nUnYFAvqNDMHzMqlu8P7M6azJ6nOfAKT3UcsyrzJ+n5WXkBefbRBhFzCBeVt453ibvCD2hHxECnOzXhDeLF5pvNd4nLzlp82eXPzXmpeQN5+vI94Day+rFqsDqyCrD2svaxIrL+sGtZoznPOf05aJ/SibwucW+0qN4GJxc7Tr3g52m3pB6cBZyMo3u2j54nHpR8Ts5QTldHyJyc/4/jnOLs5zzjnOfZPDEec1CeG7ZxPzgOIYYTzl9H8DE52zgnOHmcGs5STECQiwwmBkhBlWYVzHePCwAkDUxywgO+A2IAEQGeAwkQEHNIVQF/tLvSfoBdfD2MBbvhzeAE4D+fOHsA5vB3uAb4B0cOI8AewCy4cYQD+ARimVIWc/dpdYTTAO3A4lwOvAVvlryEAAw2uWsLIcaoDbQG6YHj4YD1eAH5wPlwuxCvhuEKfSReE/rALaHA8nBoMDw+uHaNwPNwtNceRC4dasHsS4DW4WK4AOTJGgSDj8kC2MkC+64Xe4AgSHVBODRJB0RcD4cGjcMQSJPDSDDS4CkUfQThGhylzbBqcOsgGA44Yi4DywD0eSblgwI8L92ADGCAGDdHkiEsEBNC4GwQCwXMwDywJUYSJWWFudgAVgRAseuzB2pQUD2CAGAwsFGYAyiS5FBTEwYYwD0wUYKK0KtizZNayAVgesFHYMOoDyoIioYhQ7GyImyJQNBVwqh2SikBUASoUhQSlQShQHlQSlQfMaC0DgwFuGqHflFB5UAPUCEod8oTkIoL1qAtUIUSPYQKBaiCgiJBTDVDEFDDKCJKAukEjaHCgigEYoUlQvKhiP9a764FG6NVcoygie6EiuUhQ1c0baoY5oRTymZpATTtKCRHKVgcoNqFBmjxNDSOUrKg3kAIECkoBKQFiHBpajlDSgQuCF80xA4LbgYpiIE0gfyASkDEGKQCAsQ43ByKUVkA4QoWoDAgbUDigLFA7Ax0rwDG51oGSDPtOgQaA4AJ7KB/fDQuPgnYfQMMIEMgKiBb+FsAyxTwSYfW96WMsDd6GpLNe5A1JNYQ6diBQ3J1wxYECtSQKCSttqcKCEVqVuCFtKR1+BNKFz8puQaY3p0JPyRvnENQhM9LESW90wCBuxZHALQiCBZE47ToC254Tpdaj9Mky1AWJeJZzmlTrZnYHkWcSTpqFIkQSgLjmmHoCvZ50HBfuLUCcHPcNYnJ84hnCaFJsjdTj7uG8OoYH3hk+0W3pz0D05jgFObzmScQcJUdmZlhTiYgHAiSYjOcrjlmcUTgsFT/QVOlBSxxyPOTJyZCyM4ORTBlcjkc5QOLQOQMBydQZZ5wiceOY/KOIXr1JLpyZMnWU3VIQVQ5jBzFwhVWXJVgdLhbLlmXCepzzrFiU4TKbHUsE6oxCoWiXJkUBBo83VFjE1APEiZUjdIlOqMUnEpiCkSUibqiSWczdDUHUWMWUFkdAsykYAomQo3UoEKK9jxAesj4IUghnTBm6MUS9OKJlPARCxksRSDdEEpH9PqawAy8UtiTQ3RgHoYEELNJMpk4xDFDwI8wDHcYRjKGq6CHcQTCQeqDzkY2SC5EGyxZ5GAMW9FYsRZiHcQwCSMcYgxcjWh5GJiNwM5uJkUy+FA2KShSTsx4EwAdYGNAc2DP4NUhYEG5g7IUOMUwQpshCGCAfA/gJkIhzCBylcGkNDm/5faAkNkJCZQjZSQGx0AE3QDI6BsiWHII7AgagkMAKAADnJ6H82CUCsC79Afv/4D5y+dPgv0be4zoRzzLs/458Hx+JzpjPC9OnxONFqcuoR6JsR1fgOxf2Wal3EUgv8XMSrGGOmHMW/AzgOyR6Cvn2dDVCZjfYJeb9eCNWUzfigWg5fHnnR0wXGgOHgYPBrPaqOwubiSEr2IymO7ryq1kY8GlDeFe46RGNXCPqi2m+PIZ/n6swCdXhKSiqzHRWzRZgyuPAHeFsuOvfEbiqoQg9aYdZ4DbONmmdMjPv1oG0ptQmuoBtP6WpnWf5NMYWMGgMSiWKiRnpzttObP8LS3lNO2OgzoUlp1m3SZ9mC07Eogctdcyw6QMeT97V6jM/mZCTlGgVAOGXmt1zBbBvPAR1RHQHyuNLD2Qcwojdu5CNGWIiwEVaw9RCewTzgzIfjrATW/iTOdMghfDA9uAe/4MmzIr40rQUQP0/4t3Q2V64CNDqGdJ0to0VRulsm+YkXf2z7BS/LHZ4xXU0i5T8DWEQA5CoFQC9+7NCg1IU10gnntxB2SMz4UlPiJfBLnJ2rl2uyDyVRz2YEpllYTQllNTGKHXKmJu/2Po1UF6D40fBL0edOmwt8zH48B0XBLVgI1jQBcXXqnllxcXTEoC3jQjM+TX8OniC0n+2PuqYzT2a+LN7e4wS3i1+K868zk30mjCM7XfJoYF1FkpjpA9jv1w3WMlFobS4kEwdpw3xvSBI280bErtLUJj5jAsJH1oPnYPQ0gCeRBduhthibIapBRhF1OCRiESbDUpsoRLkpm42IK+XFUVgIPgFEGw6Jth0dQGY9zVYCqwYFH9uOgm23OK00Fw9Oi+rk/ngefAOARQQjjCEEEaoJPAQ1gjb+Gnis8GrxQfDm8f3wiugQ6HfoduFDw1OGlw1OFZw/eBa2amyI2FvYJtjfs9sQdjlsBNgfoP+TfyQGQF5Mq5C3Am5msCaxlWCmwO2Iawn2Mmwj1KOoDKnHU7KG7Qv6DlQiaAeoGUw4mG8wpmXEzvkWpCJkMSRiyNaQnYg3iXEAlgAeBVwA5AREABPA68PzwGvD484ngMed7wecJ5wHXGu4uXCQ4OnE24ptA+0JmjNpBNAOs71gfWASjjUIijuoHlDgoqlFyockhYkAyQ8SOqSTSSiSWSLaRSSTiSonrTdUyxPv0uiSeokkX0clW+U+80RwiI4o81HlInWjhjx3PMs/Jnog8GD82eiJ61PQj1rPRc2LDQYG5SaP00cjZKNzQ1aDR/LksvNC5ULRUvJy1rLREtFy0ULkovNCR4JO48nHJkflj5OPJY5PjkcPIx5UHCMcGR1rH6Y6KjysWVhVrFlcUihUbFRQWVBcqKRYuWFlwUERVrFRYtuDU4eHDUwcuBiAHBw8wMdhzwbeDjgSKBRkG/B6YKLg4sHMAyv49/Wfox9GfkT8QvrT/M/y5/A/kf8Q/o//T+jvhv51/Kfy59Hvo/9cPrh+39DHo/9lvUXs3O27ua6rvces/RIiS/hFjsw789SOq/sx6eOrrqLu12edzba52AG0psK7PO6nZ63Vbzt5e+DdtsLbKGeHMXko5FmXrIOUrL3kOyOZPeeLMZkL51sxuQ/O64svr3Kbkd466vdSvV3DF/m+/fXu/Xj7iy57dFui3KlnNhttMNLm1EDXbZWTCPwugbIdYG82X8at7gAAAFcwPkFAGAAygWSAADXorQe8ZxWzFXjFQTOTaLHgsobUCwXMLogmmEMripaEBfjYHpKaKO3ghm5F5YsMLZ6bd0XPxs5kI7uS009ukjuHaBZJAUf4YFqgq4MImZr0EA94YagY2LnGfOosLrksC6Vte34uYws7FONmho022ZIbWvyRoQim83gXualwTAWOEidWn/iARZjPBtpfStgTtKK6ohONJU2zKdgoIBAaoI+xYQBse4TjtXoagNuc0veVZuziAYCp/WZx8gPUvZez5Gg1ZHAnjgu3LsQCP1GaketDa+t41CAgl7wim5YuE9T6E6znIfDB1t6tD8QhQggKJO6ZPzCwfDdddmCRrf4xtvaOwotoThRgBGiueCTTtgFkRjUN5z81C8bIB4SStSpfI9ESFNM7zzqRAmA949zMLL70NU8HbERMsIy7eN0PQ3BPKqg60ZmqT7Z3uIQka0m8zD5AGzShhE1Oc5a49qPejb+tCQGeeeIpoBaeB6yCInsig5SMXdtJhxCy9cuyoYe/FVAecLkB3o//W0MMPMIJiWVo3+aDo5WXLzKxMMlgNjjED0ZKH8UZfFz4KEoEDbXi3kgwAE3gCOUuIY0qZeM6Y0hljEw0Es8ngnmoSPWoQikzEKVMeRAy+IZNbrg0VAMUHPA5/PCEoziZQE4KkIqKjKWME8sPXVFG9t5UNE6ZafhHOFcjRUiFETqN1XoHVUXQjJ0IoCio7K/OZXwC7lY5hwloX7EeqlQ0lBSYC9ChsLqmTP8rUCcJYqJRdHUF9Wq+81NsAE6iTz2Y19fqiyewTKR0AL4xXY2Roq8eFxMAc2ZX1JIW+FgHk4/EkImAaFRcKNUeAHaIviUoJ/g3mf8Nf9fPaBVqIyQIwAXK+OYIwjacn8ZIYX9Ui641EUbPD5ZtG+k2AkRCItlfUPPaJlPdHuEhqQfZKfFRWIhYahB0qrqSeDY4n1FuViNZrSMZxq6VZgC1EBo17nea6GboHvaa8PPEMYT8txyP5+e3iQBWdBxisLl4Qfac+QAWd4HpSFcAcCSbbOy5l4vMZFY9DT/VzhHoNH3kupm5mMn0J9k85fqGvfHuKVLwiHazPwGoQATJRB6SckjxLmaIBPVGZbhS4P6Gs05AmKBAAAMdALOHMNGcJXSI76j008eZFVQzCB948OMlDuZkemPCEFzvDv4x8f41F6gb+XasmHM+B2W8vK4TQ5d8iEWqXRWk4oC7KwMOREoupUGls13fiIIC0MqMUM3JIKbk5UOWeBU8WEmqqEhtFBKewUB++rqpRCk2rUADAzLOVeMFKr0kmkRG7z86QI5ssWLF6L2ACp2l4HfYBJidPslLZ5BT0Eg6jXaZW+0NTfBKYbL/XUl1yXcOHoDO5hxb4cc/nIpcRzfGv+AClzKwqnSaC6f4WyLC5+xbEUNhIhmtAWo7W3fkRRS5jbEEBnxi0KQJv33pqsT34slmt1lmr8ITFIfurmssoxI4NjQjxVJR1omOxwJJYXhYgQuSBQUB3fPbBKi8dnQmj6lj61zuJLpHVFm/RZANcmBoJNng1JctnJeRiJCj4+N9dygLStTwUsabClFwF5ZcWEBko1ochSMgEBf2NZKkxZ0tJfQvFtkZNeLY+Ne0MWXRkL3AxClDxhGU2fQ7vjqtSdcBa1jHrQC/aMWJdkXxYhWWGaOLjJG5QtSpg5EEMDa6ELKaVcCOZkJiDEaxA82EYSseifmlwaz62Vjh9QBh2YWefs8OeufK6+GAvALotVnHG5i9nDN4fxPG6KV3l2087RcESh/i/BEHYE82K4KVe8QLpPwTeWQDoBQy2g5PRzIGTqmLIayyr47bMeRYUSMZm269F36wnyw2pDmJ4OBAo0K/KMNHC8HO1Yo5p0c2ZnyvPemvNUMOig5tb3g8qI7vzqLD2shiWZ1Q0hxcjkeXXGJQtiFQ4yqGq0ZSKwsS9/muZ9FmiVynAX2vRCs6KOvmPBRvAC2mLYI4j+74TCbd0AEqAJBjxMDOC/NGHVPIAG44m0QR4k35Z0EXPLm6GjK4MXgu6aAVk4iWbYkGNSYACDHGSUlmq1YepraxA+eoHxUD3Bb0emF3rPkNrL+u+cHShi4vVeC1LFUfOgM3D/yl/rOndt4r0q/ztFx8ZDjBegXOsAj4N6LCj+m2fyAzkBoMEGgCxQhQCRn4eMbHbvENAD67eYzHCPD7tIYElpGSE8qrKUM507oAiSzwRZ3BJxByksnkyolMq1/rxQiyWfMEs7C/IC6VVBc6i5eECEEgVFhBP4ATJUo90Ygtb7VYLBWAAAbOmOBrxEN136mhk6TQlskcXt+IrmGPkaT+Vyb2dPzU/kqIDuWlSW1grjEwaLQF9+3FgF2AYtl9leOhwjvzj0MhwFnuXF8QSB/dBVkVBEbP8aNrSHavrWQMttxnDoIGT2g9bk7TgpD45daNIE6KxiaXfYVnV9K7uxZUeYUlTEMXcFtaoqlyRziUMcq/k9M5vCS6A6LE3pVByvXZjTMLkmbpjRxWMWMQKtuCgVYxOYPRjNjhvgAr4LWAjUBsvBlH8y932awgDtcJgaEjA2URDftISbIH0W2RiaTtNfncVLkOM+0oLKtIE40Dr7LNsUPXjx8FESQPMPcFhFhpS7WiUbyaBI507/wvMX84SGhol6xAbbuwssQw8WjD9JTSCFAgpKFqHuSgOnxWSLwKNw7MGCCmCHUEN/Gh1uX+EMyc/MNirQ3wRUNANsTXQWU+s9BO+ijjE7VBYp4ZafTyZJOJcSXR5w68NcniKZ3Ai3UTBElGueSnaH505a4fX3iEQyJBV0WYx06oGm46B5IbkpcoKHhKk+zRi05yRfol50I/ZsQUGMVKNLkyrEdFghe9QfkBFiG8gNDAY0B4jJWNpzX6TDk6qZdqldU6JMP/nXkWKQzWtmHU5qwSqcnQt6SjqTxpJds/A/8nWxfZzTqk0DBCchjZD84f2BIiXfJQNHmzkFgZEyywxOTLgQyktdDBRrroYjvKqyH9LK7VCMZtFkz3UfTd1hHNMB84lqVdthiiOjDEYRUvUrWemt7jK4NCIDq7ABB3HjrPjbDqsYCtW8Nn1fnNC/pj61DnQlZRDeEHNBEM6Az6xAAyoTDiCqCr8k5wGq7vu2yCEFamD5bUZuiPtATwwESwq08vHLeFcPjFjT3mEuvBSRBIufTSEzhUhjMvcXymfoscbm+059UeSQalOv1OlAfmEe2Oj2NwERbEhx4QQoeuly3TxweqJAQH6mE6h2BVIoe5Q/VwjwR4ZcLCLkyMfAkYHrFuhbz1qALoeQEPZ3PjaXsGBJzG9DPAt3RUmmglUYgHcrmk7NAyWT0rFINuVq4cYm4EVdjGwF6IL7INhFmUHvQX6cDFU3wNnLINnEkDI/CUAQrIAgQ8Ei4AKGYCT8p4pTbJYiegyxhY13LZqu96ybkChugpaFBIp4wU4I8ogKgcC6YQVFCZGyERhh66Q8JoEHswUOZddvuDL3Tq98pVVjMLuNYqOZGDUe+eoeZaI2ggAYcvIRWVzVlCCM0hYDpiJsHvxOa6EZn+oZn5Ow+b9lyljNs2LJISVYIWqUeq3e325qYq5SLHJarg9TotZ+qudmzLlWk5VYW2j30mH5g0Eq7AJsWIIAyxizg5cjSyxpoYEPwt6/4tCf5+HvH1EVGj3zVFtq65aNSSgDVSF8FIAlymYXHWyOdDJ04iYtMCKsgNU4+ZyuR+moxv/T+K1VriWS7uEaVwn95ESlU2mAiieFrLSBQu6/5wrELJGDZccLpM/aZgmad8R6CCFGdZWzLsFlhhHR5zyhgyqBlqMSKhVMLRuOlPS1FQP4/WV+l+ryGsUX050Lq8y+RQFMTcQLz2U4RmFwb/bA8AHZqoQeGqy80EDQwIbxM+SGrftrLNycWqyLGOf8BCQ0tcCHXrPnRgbnHime9CwogCJwsJlBAdhBFCk6IHovTL14EGXth0A7FNVhQamrGEIooHqYU0sRgQKBaQKUEv0IR0YeK/k0Ck2sC9QdotOhcIR40wYIAZVgpCi0K+jlUO9IXC+d2ek2AEJKtbT/qdOHfeUzODrYqXRAtsS0MxaW2g3LKsMdg2L5w00CV3ZwChmV4gqBhQwFWWULx0zMUQkA00pV3VyKRJJ/sosw8Qd4HFBZLMTpBEysQKkS2YcZpA4aBLEMNrNA8hUFEXY38cgyEZwsQ2rM966ZzusQCjfVMO7t8gnNeM6jGZMOsOrLIiSH+JyA/ORx70HA/DBCTYvciItsHcx1DFzVP9PQUVWi11cV9kdTUnjuw9ABFCNesVDtmdk7ftjd9NpIj8UuAxQindIl/Abn6/MpjkEMt0I7tP3TFkmjhTOqJ6PCRNjPQBGgtm0tqzDzSz37nKEf3Ft8xmJzOhfMLiFc7Pn9mGmv0yZLoiawlPL/fsQdflQzOk7RBrADWiXfS3JCMqJGvmg4m6N9w65JJREUCacQQqo+U82C3eZFUEP6v84AhMJp3QmXTpWqDAwbBdIZqBOdgZkTkj3bkJnDzReLyKhp2TJlhLBLQRLxccYADh6qLGbWy+R+KEWdMIKqSLKCLp8CWnTVcIZYQ1fcJ7FlolTwyK/xrecqCWKAG0v4+wwSmii7XF4DigW+gTA+QMBSwJQ7MOvP7Rt2vA2zRVzPMwLJ1OExBgaAT4zT/7HMe5PZgYwug21T+vPFXDJ81wwDkR2imC8nyb03K7NrioFVfkA1X6R4MMdNHWcyoaJPh0egBPGjckCdhzgD7KeCdNBPTD2oSbnY+OXj44EvTlpNwQQiYAI/oIOhOrRw/rzD67qmFyHFwJhyEbi6UdJofQ7FaJk2rvRfbzAgT2hwmQPadGcCKG7QdjUaIEvAnaRKrlif+C5BuaAFTVthZo5480Z15mozCMo0q2oVzD2WBrcc64sgjDtGddfAuTburcw9S8TS7Ht7uwEMMVpyIFvIc2xeVYaEET0oQzLjZdOD6quBRW6u7EanA5rdqK3J0JYsagkgYoNBoLCmmTlm0f2W4rNxcJ0ULCbAUJeWdZog1cca23f8KH1GDVP1lKSoiKoWiB3Tvb6ggZ46g6O/58bQKQvoWFseiPBNMoDtLDN9CY1ArZDSA==");
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?#iefix") 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}
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	font-size: 1em;
	font-family: "DHTDCN+Calibri";
	color: #000000;
	line-height: 1.220703em;
}
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	font-size: 1em;
	font-family: "ABOHJL+Calibri-Italic";
	color: #000000;
	line-height: 1.220703em;
}
.stl_27 {
	width: 100%;
	clip: rect(1.141668em,46.06667em,21.23916em,6.927083em);
	position: absolute;
	pointer-events: none;
}
.stl_28 {
	font-size: 0.83em;
	font-family: "NKFGGL+Calibri-Bold";
	color: #000000;
	line-height: 1.225605em;
}
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	font-size: 0.83em;
	font-family: "AVUGUO+Calibri";
	color: #000000;
	line-height: 1.225605em;
}
.stl_30 {
	font-size: 1em;
	font-family: "CHQNRN+Calibri-Italic";
	color: #000000;
	line-height: 1.220703em;
}
.stl_31 {
	font-size: 0.67em;
	font-family: "AVUGUO+Calibri";
	color: #000000;
	line-height: 1.233033em;
}
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");
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rAAVFi5QAAAABu5AABAAFmwWystLLAEJrAEJggNsAQmsAQmCA2wWystLLACJWOwIGBmsAIluCAAYmAjYi0sACCyAEADJbAGJklhizgSNC0sIEVpRC0sI0qxAk4rLSwjSrEBTistLCOKSiNFZLACJWSwAiVhZLADQ1JYISBkWbECTisjsABQWGVZLSwjikojRWSwAiVksAIlYWSwA0NSWCEgZFmxAU4rI7AAUFhlWS0sILADJUqxAk4rihA7LSwgsAMlSrEBTiuKEDstLLADJbADJYqwZyuKEDstLLADJbADJYqwaCuKEDstLLADJUawAyVGYLAEJS6wBCWwBCWwBCYgsABQWCGwahuwbFkrsAMlRrADJUZgYbCAYiCKIBAjOiMgECM6LSywAyVHsAMlR2CwBSVHsIBjYbACJbAGJUljI7AFJUqwgGMgWGIbIVmwBCZGYIpGikZgsCBjYS0ssAQmsAQlsAQlsAQmsG4rIIogECM6IyAQIzotLCMgsAFUWCGwAiWxAk4rsIBQIGBZIGBgILABUVghIRsgsAVRWCEgZmGwQCNhsQADJVCwAyWwAyVQWlggsAMlYYpTWCGwAFkbIVkbsAdUWCBmYWUjIRshIbAAWVlZsQJOKy0ssAIlsAQlSrAAU1iwABuKiiOKsAFZsAQlRiBmYSCwBSawBiZJsAUmsAUmsHArI2FlsCBgIGZhsCBhZS0ssAIlRiCKILAAUFghsQJOKxtFIyFZYWWwAiUQOy0ssAQmILgCAGIguAIAY4ojYSCwXWArsAUlEYoSiiA5ili6AF0QAAAEJmNWYCsjISAQIEYgsQJOKyNhGyMhIIogEEmxAk4rWTstLLoAXRAAAAklY1ZgK7AFJbAFJbAFJrBtK7FdByVgK7AFJbAFJbAFJbAFJbBvK7oAXRAAAAgmY1ZgKyCwAFJYsFArsAUlsAUlsAclsAclsAUlsHErsAIXOLAAUrACJbABUlpYsAQlsAYlSbADJbAFJUlgILBAUlghG7AAUlggsAJUWLAEJbAEJbAHJbAHJUmwAhc4G7AEJbAEJbAEJbAGJUmwAhc4WVlZWVkhISEhIS0ssSUBiFBYuUAAAgBjuAQAiFRcsBZLUlsbsAFZLQAAAgAAAAACWAgAAAMABwAAAQEBAQEBAQEAAAAAAlgAAP2tAk4AAP2yAAAIAAAA+AAABQAAB/YAAAAC//MAAAShBWUAHQAkACJAEQiRHh4OJBYEEQ4OEBIBpgASAD/tPzMRMz8zEjkv7TEwITc2NjU0JychBwYGFRQXByE3PgI3ATMTHgIXBwEhAyYmNSMC9gs7OgMH/kg3JyRlC/5nCx83PjgCgZdIBRotKwv9SwGHEQMECzEFUmcnLoFiRWMmVBAxMQQpU2AEVPulT1krBjECHAFCQsYsAAIAaf/wBF0DzQAhADMAJkAUACiVHxAVL5cYFhQMCwsIng8WARAAPz/tMi8zMz/tMj/tOTEwATcXAwYVFBYzMjY3FwYGIyImNTQ3JwYGIyImNTQSNjMyFgM2NjU0JiMiBgIVFBYzMjY2NwNbXECTFhocHkQ+OVp/Sj5KFw1grGBueYfskUFxHAkGQk9npFw5Q0J/hxwDi0IQ/YZfNSgkMUU4YFFSRDc+BIyCppasAT23Hf6xKTwjTUim/umLaGdy04oAAwCVATcFjwNbAAMABwAIAC1AEAe+kAUBzwXfBe8FA7AFAQW4A/azCAK+ALoD9gAIA+sAP/btEPZdXXHtMTATNSEVATUhFROVBND7MATQKgLWhYX+YYWFARIAAQA3AAAFowVVADQAJEATKRcBM6Y0AySmDCUDGBWmFxIIEgA/P+0yP83tP+0yETkxMAEHDgMHAyMBJicjBgIHAwYVFBYXByE3PgM3EzY2NTQmJzchARYXMzYSNxM2NTQmJzcFowsmIRocFeuI/tw1KA0GNh5YFS01C/6iCyYmGhYWqgoMLzMLAT8BCDkfCwg5GEYWLzMLBVUxCBQoVWD71QNampkz/uGJ/nFfPS0lBDExBhswRWMDAitOKC8lAzH89ah0PQEcagE7Yz4vJQMxAAIAbv/vA9UDzAAQAB4AELcblQkQFJUAFgA/7T/tMTAFIiY1NDc+AjMyFhUUAgYGARQWMzI2EjU0JiMiBgIBtJurGB+S1oCgqFGNxP7qW1ximFhUWWibWRGuo1BpjtRxr6N0/vi0WwEmbmmwAT14bG2u/rwAAQC0AB4FAwRtAAsAIkAQBwgIAwYACQQCCwoFBAQBAgAvMzMRMy8zEhc5MxEzMTABAQcBAScBATcBARcDQgHBZP5A/jJdAcn+OWQBxQHFXgJI/jpkAcn+O14ByAHBZP48AcRdAAIAGP5SBA0DzQAlADsAKEAVIyUbHSyVGxYSNpcUEAkICBEFngwQAD/tMjIvMz/tMj/tMj8zMTABNjU0JiMiBgcnNjYzMhYVFAcXEjMyFhUUAgYjIicHBhUUFhcHIQEGBhUUFjMyPgQ1NCYjIg4CBwESFRocH0U8OVp9TD5JFwy5t215heyShVguDy1BCP7LAVYKBUNSM1ZNPjEZO0AzY3ZCEwJ3XDsoJDNDOF5TUkQ4PgQBD6aXpf7BuzrbRy4sJQYxAwo1OBtORyhMbI+XQmlnRZiUYAABAGn/7wOLA8wAHQAdQA4PDgAOAAsElRoQC5cSFgA/7T/tETk5Ly8zMTABLgIjIgYCFRQWMzI2NxcGBiMiJjU0EjY2MzIXBwLxAhUvK2WhZlBQW4VKPV6/bpGWUJrOdYVwMQLMTEQiof7ZiGZjRUo9aGCspGsBAMJgHuIAAQBP/lIEHAWXAAMAJ7CFK1hACgC9AwMBvQIDAwEALz8BL+EzL+ExMBuyAwMBABgvPzAxWQEBIwEEHPzOmwM0BZf4uwdFAAEAGP/wBp0DzQBRADVAHUlISFFFnkwQPxUxFRsaGheeHhYqlwwQCQA4lwMQAD/tMjI/7T/tMi8zPz8/7TIyLzMxMAE2NjMyFhUVFAc2NjMyFhUUBwMGFRQWMzI2NxcGBiMiJjU0Nzc2NjU0JiMiDgIHAyMTNjY1NCYjIg4CBwMjEzY1NCYjIgYHJzY2MzIWFRQHAbhctl1gZAFWq1xcZB1BGxocHkQ+OVaAUkFOISwYDy40KmBqQxRbrXMVDzM2JmFuPhVfrZIWGhwfRTw5WH9MP0kXAr6JhW1nDgcIendqYD90/vptLSgkMUU4W1ZdSEF+rV5aHEU9P4WBXf5LAfxdWSBIPT+LgFz+TwJ6YDQoJDNDOFxVU0M3PgACAGn/8AOZA80AGQAjAChAFQAQAEcZEZYaGRoZGhYhlQsQFpcDFgA/7T/tEjk5Ly8Q7RDtODEwJQYGIyImNTQ+AjMyFhUUBCEGFRQWMzI2NyU+AjU0JiMiBgNFYceEkZ9NnNp7eXn+wf7GDFJdXJVT/iqNymw5OGW7x2tssZ5r9cNrYmiqqjxGaV9QU/wBMWtbPUXMAAIAaf5SA/MDzQAYACwAHUAPFRcbDhANHpUKEAAllwMWAD/tMj/tOT8/MzEwJQYGIyImNTQSNjMyFhc3FwEGFRQWFwchExM2NTQmIyIGAhUUFjMyPgQ3Aq5Ws1VueYfskT5wPFxA/wARLUIJ/sisQw9CTWaiXTlDH0BFQzgwEeh5fqaWrAE9tx0lQhD7j0wmLCUGMQKQAX9IQE5Hpf7oi2hnGzxWV3dUAAEAPv5SA60FlwADAC6whStYQAwDAQIbAAEgAwICBQQREjkvMxo9zTIAGD8/MTAbswMBAhsAGD8/MDFZAQEjAQOt/S6dAtQFl/i7B0UAAQA5AAAD7AVVAB0AGUAMGhoLFJEdEg4LpgwDAD/tMj/tETkvMTA3PgM3EzY1NCYnNyEHDgMHAzMyPgI3MwMhRCYmGhYWqhYvMwsBkAsmIRocFdb2Q01FQiJhZfyyMQYbMEVjAwJkPS8lAzExCBQoVWD8MRpFdlj+dwABAIf/8ASoBWUAHgAdQA4QEBQCAgWRABwEDJEUEwA/7T8z7TIvETkvMTABAyMmJiMiAgIVFBYzMjY2NzMDBiMiJjU0EhIkMzIWBKg8YAhbZYrtimxwS3BiMGA9u828xGnAAQadW5sFMv7xe23+7P47wpiQLWtg/uQ02NCTAYABIpgWAAIAh//vBOIFZQAPABwAELcZkQgTEpEABAA/7T/tMTABMhYVFAICBCMiJjU0EhIkARAjIgYCAhUQMzI2EgNQwdFqyf7+jcnQZb8BCQFw32y7jU7hieWSBWXg1Jv+ff7lieDQlgF6ASGV/nYBMpr+4v6qg/7L/AHHAAEAnf/vA+oFDwA2ACpACg4qKysEHhwjxxm4A+61NjYzxwEEuAPsAD8z7TIvP+0yMhI5L805MTATNTY2MzIeAhUUDgIHFR4DFRQOAiMiJic1Mx4DMzI2NTQmIyM1PgM1NCYjIgYHrHbRYFCLZjkkS21HQ3RXMjx4sHZdwFaBECw7TTGBha+sWGmZZjJybFt7IQPlxTIzIkVnREBiUEEeDAw1UWpAUIlkOCUe2DJHLRR7fYWJYAUxTmg7YG9kYwABAIgAAAPqBQ8AMwAgtR8dHRrHIrgD7LIFBQC4A/exCh4AP+0yLz/tMi8yMTAlMj4CNzMGBgchNT4DNz4DNTQuAiMiBgcjNTY2MzIeAhUUDgIHDgUHAtYvOCUaEV0FCQX8sRhAUGY+XnZEGR02UzZdfiODgNdWaJNcKQsbLCEZUF9oYlIaowcYMStHkEc0Nmlscz5ehWhYMjNWPCJlYMM1MC9QcEEnQ0FCJSBUYGhmYCgAAQBY/+0FIQURACoAL7IpxSq7BAwADgAhBAmyGsUZuAQMshfFGLgEDLIBxQC4BAwAP+0/7T/tPzM/7TEwAQcOAxUUFhceAxUzAT4DNTQnNyEHDgMHASMCAgMuAyc3AhsPISwZCgICBg0MCQoBlB4mFglqDQG1DBYlLDst/XySFisVBA8fLSMOBRE/AxQlOSkMKyRk0MSxRAKkMUg2KxZLBz8/AwopUUj76gEKAg0BDS9EMBoEPwABALcAAAQHBQgAKQAatB4hIRsluAPttA0KVAweAD/tMj8zMxEzMTABFB4CFx4DFxUhNT4DNz4DNRE0JiMiBgcmJic2NjczDgIVAtsECQ8KDCg+Vz385ztSOiMNDhQMBx4cH3phDRYMfPN9PQICAQEIHy0fFggMDQkFAVdXAgUJCwgJFSAuIgLNJyBAPxcuGESHQzdXUigAAQAh/+4EmwP9AFoATbJSUlS6A/cATgQJQAw3NjYxvhcsAEYEHzy4BAm2IyOfJQElH7gEBrUNDAwH/RK4BAYAP+0yETM/zV0yfS8YPxIXOe0yETM/7TJ8LzEwAS4FJyIOAgcnPgMzMh4CFzM+BTMyFwcjJiMiDgQHHgMzMj4CNxcOAyMiJicuBScjDgUjIic3MxYzPgUCERIbFxYXGxIRHR8lGE0pQkBHLjdGLh4RDTxYRTc0NyIyKTJTAx0LGiQvQFI1GyckJBcRHR8mGkssREBELCY8Fg8aFhIMBwELPFlIOjg7JDQlLlUDHgsVHCtCYAHiVHxZOCEOAQscMigyPVQyFjBch1dPdFAyGwoSxSsIGCtFZESKplgbCBszKjFCVDARFRwROUJHPjEMUHdVNyAMEsMsAQYTKUluAAEAQAAABc0FEQBAADO1GgArOcU6uAQMQAwtxSwgKsUVKyAOxQ24BAyyC8UMuAQMAD/tP+0/M+0/7T/tEjk5MTABNjY3PgM1NCYnNyEHDgMHAyMmCgInIw4DBw4FFRQWFwchNz4DNxM2NjU0Jic3IR4DFwQNCyIXESMeEy09DgFzDSIoHBkR4pc1b2tiKA0FDhETCgkZGhsWDTA6C/6LDR4oHhsRpAkJLj0PAVkvY2BZJQExQK9eR5aKdSYsJQE/PAoPK1JN/A6IARQBFAEQhB9SX2QyJmVzdmtYGSojBD09BQ4rVk4C2ShFGywlAT99/fz1dQACAJD/6wQSBQ8ADwAjABWyH8cIuAPsshXHALgD7gA/7T/tMTAFIgIRND4CMzIeAhUQAgEUHgIzMj4CNTQuAiMiDgICRt7YQ3mmY3epazLs/jkdPVxAPFo7HiE8WztGXjcXFQFCAUer+qVRWaXulv6z/qsCoZXZjEI+g8mJmt6PREmNywABACn/7gdXA/0AaABAtU1MTEe+UrgECbJhvje4BAa1MCkBC74tuAQGtR4dHRi+I7gEBrMRHgEeAD8/P+0yETM/7RI5OT/tP+0yETMxMCEjPgU1NCYjIg4CBwMjEzY2NTQjIg4CByc+AzMyFhUUBgcXNjYzMhYVFBQHMzY2MzIWFRQOAgcOAxUUFjMyPgI3Fw4DIyIuAjU0Nz4DNTQmIyIOBAcDu8MOIyQhGhAxNjBuY04QZsSWDQw7EiUpMB5FMVNNSihKUQYIDF++ZGppAgRduGRqaRQdIg8JCwYCHB8SJCkxHkUwU01MKiY+KxgjEx8WDS8yH0ZHRDotDECTlpJ/ZR4/O0h1k0v+JAKMNlAaSQ8eLh9BMkkvF2FPFioUBYWEbWoJEQl/e3JnH2l+hzwnMSEYDiYiDh4vIUIySC8XHDFDKFKBQXdlTxo+OiA5TltkMwABAKT/7gKPBVUAKAAftRwbGxa+IbgECbIK5gu4BBCxDCYAP/XtP+0yETMxMBM2Ejc2NTQuAic3JTMCAgMGBhUUFjMyPgI3Fw4DIyIuAjU0NsMrVRsYCx0yKA4BE0g+Zz0ODB8gEiQoMR9BM1NLSSomPSwYDwF/wAF+Zm0oFRwSCAJEDP7p/jL+6TxFHCYiDh4vIUI0SS4VHDFEKSVtAAEAJf/uBQkD/QBFADO1Ojk5NL4/ugQJACwEB7cVFBQPvgADGrgEBrImvgO4BAkAP+0/EjntMhEzPz/tMhEzMTAlBgYjIiY1ND4ENTQjIg4CByc+AzMyFhUUBgcGBhUUFjMyPgI3EzMDBgYVFBYzMj4CNxcOAyMiJjU0NjcDLWO7ZWprExwgHBM8EyQpMB5ENlVMSitIVhATJiwvNC9rYk0SbsWaDAocHxMkKTAeRTJUTEsoSFEGCPSDg3BpG2B2gXdhG0kPHi4fQTZKLRRhUSxsQ4nOMDw7Rm+JQwH1/XMzUBwmIg4eLyFCM0kvFV1RFSsUAAIAgP/uA/gD/QAgAC0AJLcVxyEhAynHELgEBrUAICAb4gO4BAkAP+0yETM/7RI5L+0xMCUGBiMiLgI1ND4CNzY2MzIWFRAhBgYVFBYzMj4CNyU+AzU0JiMiDgIDpXTnhU55UysUKj4qVO2MgIX9UwUGWV4xWFVWL/4Ff7d1Nz47N2tfTtVzdC9agVE5e3t1M2h1cGf+lho9JG1kFSxFMPcBJkJaNj5GNmONAAEAMf/uA6MD/QA1ACxACycNDTEXAAADxzQxuAQGtRwcH8caF7gECQA/M+0yLz8z7TIvERI5ETMxMAEmJiMiDgIVFB4CFx4DFRQOAiMiJic3MxYWMzI2NTQuAicuAzU0PgIzMhYXBwMaC2FmKUYyHA4pSz1AVTIUOmiNVFyyYzRXBWtwZHMOKUc5O1U3GjViilZho00wAuxaVhYnNiAdMC4yICNAQksuR3FOKhgd5F1dVk0jMy4xICFAQkgpP2tOLBgX4gABAI7/7gNlBOYAJwAltw0a6RgXFw4YuAQHtQAnJyS+BbgECQA/7TIRMz8zMy8Q7TIxMCUOAyMiJjU0NjcTIzcyNjc+AzczByEHIQMOAxUUFjMyNjcDBDNcWFYtd3ULCnesFDxDFw8cHB0SnDkBVBf+rWYKDQgDMjkwbEXBOVAzF3BtJVkqAgZNFxQOKTpPNf5v/l0qQzYsEzxER0wAAQApAAAEGAP9ACoAKEAKBhUBFRkpHh4hGbgEBrULCgoFvhC4BAYAP+0yETM/3cY/EjldMTABNjY1NCMiDgIHJz4DMzIWFRQHFzY2MzIWFwcjJiYjJg4EBwMjAT4OCzsTJSgwHkUyU0xKKEpRDg5lv2UmQx8zdAUpJxc8Q0I7LAtmxAKMOkwaSQ8eLh9BM0kvFmFPLSMGh38IBvI8NAEeOExaZTP+JgACAID/7gTZA/0ALQBDACizIBu+KLgECbYAEgU0xxMPuAQGsj6+BbgECQA/7T8z7RI5OT/tMjEwJQ4DIyImNTQ+BDMyFhc3FwMGBhUUFjMyPgI3FhYXDgMjIiY1NDcTNjY1NCYjIg4EFRQWMzI2NzY2Av4zYF5gNHeCKUtofIxLT3kyYVGXDQofHRIjKTEfECIQMlJNSihIUA4zDhBLUTtmVEEtFz1EIj8jWHz4R2RBHqujYbOdgVwzJSBFFf1xOEkcJiIOHi8hESEQM0kvFV1RLSkBRD5kLVBFNFp2hItAbGkYGkXGAAEAOQAABZoFVQA/ACpAFTopJjemJxCRLy84JwMaCQYXpggZEgA/M+0yMjI/Mzkv7RDsMjIyMTABBgYVFBYXByE3PgM3EyEDBgYVFBYXByE3PgM3EzY2NTQmJzchBw4DBwMhEzY2NTQmJzchBw4DBwRSDQgtNQv+cAsmJhoWFlL951MLCig6C/5wCyYmGhYWqgkNLzMLAZALJiEaHBVEAhlECQ0vMwsBkAsmIRocFQEjO0UcLSUEMTEGGzBFYwFz/oYyQSkrJgUxMQYbMEVjAwIpXRsvJQMxMQgUKFVg/s4BMyldGy8lAzExCBQoVWAAAQBf//AE8gVVAB8AGkANAR6mHwMJGRMTEKYRAwA/7TI/Mz/tMjEwAQcOAhUUFxMVMwE2NjU0JzchBw4CBwEjAy4CJzcCCAssMRQDHAoBsSYmZAsBmQsbMT1A/YCFQwQVLTELBVUxBSpLPw9L/SRQAw1FYyZUEDExBCFNbvusBFtBXTQHMQABALIAAAPOBWUAGgBfsIUrWEAeEhYVFRcIBgkICZlECBcEFwAOFhYJBgAJAIoODhwbERI5L+HGEMYRMy8REjkAPy8rEQAzERI5GC8zOTEwG0ALEhYVFRcIBgkIFwQAGD8vETMREjkvMzkwMVkBFB4DFxUhNT4DNRE0JiMiBgcnATMGFQK3DSE+Xk39HW9fMhccGyB2VywB1DcGAQU6OyUVCwJJSQURIj5GAysoJUI6TQEXYKoAAQCVALUCVwQkAAQAD7MBAAMCuAQiAD8zzTIxMAEVAScTAlf+s3XABCRO/N8jA0wAAQCVAgcFZQKMAAMADLICvgC4A+gAP+0xMBM1IRWVBNACB4WFAAEAGv5SBSsFlwAaAJKwhStYQDACAQ8PEQMQABEAAxMAQBEBDgMLDQ0DAwMNGw8CAgsAFI4TEwAQEA4LjgoKAw4OHBsREjkvMzkv4RE5LzM5L+EREjkvMwA/zSsAGBDEETM/Gs3EKxEAMxESOT0vMzMxMBtAEwIBDw8RAxAAEwARAQ4DCwNADRsAGD8azcQRMz/NxBEzERI5PS8zMzAxWQEBFQEhMj4DNzMDITUBATUhESMuBCMBXwHn/d4Ckj4/LSUiD3Ud+wwCav28BNNsGS0vMUA1BS/9HUz9EhAhO2hU/hg4A1EDgzn+Q194RiUTAAIAjP/wAkMFRAADAB4AIEAQFhUVCRKeGRYDAgwQCacKDwA/7T/WzT/tETkvMzEwAQcjNwM2NTQmJzc3MwMGFRQWMzI2NxcGBiMiJjU0NwI1LrEukRcrPwv0O5AWGhweRD45YnpMQU4cBUTCwv1eZDItIAI1Cf1+YjIoJDFFOGdKX0pMdgABALT+PAMsBaUADQARtQAHCwoDBAAvMy8zAS/NMTABEBIXByQAERAAJRcGAgFh4ecY/tv+yAE5ASQb6uEB+v6i/jpNTU0B/QFqAWkB/01NTf5BAAEAJv48Ap4FpQANABG1BwALCgMEAC8zLzMBL80xMAEQAic3BAAREAAFJzYSAfHg6xsBJAE5/sj+2xjn4QH6AVIBv01NTf4B/pf+lv4DTU1NAcYAAgCm/+4ClAWGAAMAKgApsifmKLsEEAApAAAEEbICAim4BAazDwq+FbgECQA/7TI/My/tEPXtMTABByM3AwYGFRQWMzI+AjcXDgMjIi4CNTQ+BDc2NDUmJic3JTMCbjHGLykOCx8fEiQpMR5ENFVMSSkmPSwYEBkeHRcFAgIzQQwBIjEFhtfX+9M7RhwmIg4eLyFCNUkuFBwxRCkhYnN+fHMvCA8GJyQCRAsAAgCpASMFKQNvAAMABwAMswIABgQAL93WzTEwEzUhFQE1IRWpBID7gASAAtaZmf5NmZkAAAABAAAAAAAA7GCsYV8PPPUAGwgAAAAAANuifKsAAAAA26J8q/Q07EoW8RjvAAAABgACAAEAAAAAAAEAAAY7/jkAAAd7//MAAAdXAAAAAAAAAAAAAAAAAAAAAAAsAlgAAAUR//MEdQBpBfoAlQXcADcEQwBuBbcAtAR2ABgDrgBpBG4ATwa1ABgD+ABpBE8AaQPsAD4BwwAABEEAOQTGAIcFaQCHBKEAnQShAIgFNwBYBKEAtwS6ACEGDABABKEAkAd7ACkC0gCkBTIAJQRXAIAD3wAxA4YAjgQ8ACkE/wCABdMAOQUBAF8EbgCyAtoAlQX6AJUFqwAaAokAjANSALQDUgAmAs4ApgXSAKkAAAAAAAAAOAAAANYAAAGYAAAB8gAAAsIAAAM2AAADmgAABHAAAATsAAAFMgAABk0AAAbiAAAHigAAB9cAAAfXAAAIUQAACNQAAAlMAAAKCgAACrwAAAtyAAAMCQAADUUAAA45AAAOvQAAEBAAABCuAAARoQAAEkwAABMQAAATrQAAFFQAABU6AAAWKQAAFq8AABdkAAAXlAAAF7kAABipAAAZLgAAGYEAABnUAAAafwAAGrIAAQAAACwQAAQAAP8A/wACABAALwCGAAAJpBEoAP8AHgAAAA4ArgABAAAAAAABABIAAAABAAAAAAACAAcAEgABAAAAAAADABIAGQABAAAAAAAEABIAKwABAAAAAAAFAAwAPQABAAAAAAAGAAsASQABAAAAAAAKAB0AVAADAAEECQABACQAcQADAAEECQACAA4AlQADAAEECQADACQAowADAAEECQAEACQAxwADAAEECQAFABgA6wADAAEECQAGABYBAwADAAEECQAKADoBGUNPTkJQRytDYW1icmlhTWF0aFJlZ3VsYXJDT05CUEcrQ2FtYnJpYU1hdGhDT05CUEcrQ2FtYnJpYU1hdGhWZXJzaW9uIDYuOTlDYW1icmlhTWF0aEJDRE1FRStDYW1icmlhTWF0aDEwNjczNm9iajQ1AEMATwBOAEIAUABHACsAQwBhAG0AYgByAGkAYQBNAGEAdABoAFIAZQBnAHUAbABhAHIAQwBPAE4AQgBQAEcAKwBDAGEAbQBiAHIAaQBhAE0AYQB0AGgAQwBPAE4AQgBQAEcAKwBDAGEAbQBiAHIAaQBhAE0AYQB0AGgAVgBlAHIAcwBpAG8AbgAgADYALgA5ADkAQwBhAG0AYgByAGkAYQBNAGEAdABoAEIAQwBEAE0ARQBFACsAQwBhAG0AYgByAGkAYQBNAGEAdABoADEAMAA2ADcAMwA2AG8AYgBqADQANQAAAAADAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAuQAgAf60CRgBSiC4Afq0CRgBSiC4Afm0CRgBSiC4Afi0CRgBSiC4Afe0CRgBSiC4Afa0CRgBSiC4AfC0CRgBSiC4Ae+0CRgBSiC4Ae60CRgBSiC4Ae20CRgBSiC4Aey0CRgBSiC4Aeu0CRgBSiC4Aea0CRgBSiC4AeW0CRgBSiC4AeS0CRgBSiC4AeO0CRgBSiC4AeK0CRgBSiC4AeG0CRgBSiC4AeC0CRgBSiC4AdO0CRgBSiC4AdK0CRgBSiC4AdG0CRgBSiC4Ac+0CRgBSiC4Ac60CRgBSiC4Ac20CRgBSiC4Acy0CRgBSiC4AaC0CRgBSiC4AY+0CRgBSiC4AY60CRgBSiC4AYq0CRgBSiC4AYi0CRgBSiC4AYe0CRgBSiC4AYa0CRgBSiC4AVu0CRgBSiC4AVq0CRgBSiC4AVm0CRgBSiC4AVi0CRgBSiC4AVS0CRgBSiC4AVC0CRgBSiC4AUy0CRgBSiC4AUu0CRgBSiC4AUq0CRgBSiC4ATa0CRgBSiC4ATC0CRgBSiC4AS+0CRgBSiC4AS20CRgBSiC4ASy0CRgBSiC4AQm0CRgBSiC4AQe0CRgBSiC4AQVA/wkYAUog9AkYAUog8gkYAUog8QkYAUog8AkYAUog7wkYAUog7QkYAUog7AkYAUog6gkYAUog5QkYAUog5AkYAUog4wkYAUog4QkYAUog3gkYAUog2gkYAUog2AkYAUog0wkYAUogzQkYAUogzAkYAUogygkYAUogyQkYAUogyAkYAUogxgkYAUogxAkYAUogwgkYAUogwAkYAUogvwkYAUogvQkYAUogswkYAUogsQkYAUogrwkYAUogpQkYAUogpAkYAUogoAkYAUogjgkYAUogjQkYAUogjAkYAUogiwkYAUogigkYAUogiQkYAUoghQkYAUoghAkYAUoggwkYAUA+SiCACRgBSiB/CRgBSiB+CRgBSiB9CRgBSiBiCRgBSiBRCRgBSiBQCRgBSiBICRgBSiBCCRgBSiAOCRgBSg9BYwRBAB8EQQAvBEEAPwRBAE8EQQBfBEEAbwRBAH8EQQCPBEEAnwRBAK8EQQC/BEEAzwRBAA0AXwPqAAEAgAP0AJAD9ACgA/QAsAP0AMAD9ADQA/QA4AP0APAD9AAIAC8EMwA/BDMATwQzAF8EMwBvBDMAfwQzAI8EMwCfBDMArwQzAL8EMwAKAB8ENAAvBDQAPwQ0AE8ENABfBDQAbwQ0AH8ENAAHAM8EIwDfBCMA7wQjAAMADwQjAB8EIwA/BCMAXwQjAJ8EI0AjBfDiAbD9wP0CwP3Q/eD98P0E0P3g/fD9A8D/0P/g//D/BHBBCgQlAAEAwAQlANAEJQDgBCUA8AQlQAwE4L7wvgLgvvC+Ag9BEQQhAD8EIQACABACWAABAA8CWADgAlgAAgAPBAoAAQAPBAi0AQ8mAQ9BGwQHAAEADwQGAAEAfwIXAAEADwKcAB8CnAAvApwAPwKcAE8CnABfApwABgDfApwA7wKcAP8CnEBTA9/gFhcc1NUWFxx7fBYbe3wZ0dIWFxx2dxYXHG1wFhccbG8WFxxrbhYba25/chp0dRQVHGdqFBUcZmkUFRxlaBQbZWiFcRoZcxZ6QxkheUMZIRlBMQKSAJkCkgACABwCkgAsApIAAgKZApoCmwAMAo0CjgKPAAwCigKLAowADAAbApkAiwKZAAIADwKZAJ8CmQC7ApkA2wKZAAQCpQKLAqcADQKfApoCoQANApwCjgKeAA3/6AKOshQjObn/6AKashQjOUEaAoICfQAIACsCgQJ8AAUAKwJ+AnoABAArAn0CegAEACsCegJXAAUAKwJ3AmcABQArAmcCV7IFKyC4AnCyGyA5vQJyAlcABAArAm4CV7IEKyC4AlezMTM5CUFBAnEAGQJxAKoCVwC4AlcABABpAnEA2gJXAOgCVwADAoQCeQAGACsCgAJ5AAQAKwJ/AnkACAArAnsCeQAIACsCeQJWAAYAKwJ4AmYAAAArAnYCZgAIACsCdQJmAAgAKwJzAmYACAArAmYCVgAGACsCdAJWAAAAKwJzAlYAAAArAm8CVrIHKylBUAJWAAEAhgJWAAECXQJeAl8ADAJRAlICUwAMAk4CTwJQAAwACwJOAAsCUQAKAl0AOwJOAFkCUQB2AlEAdQJdAJsCTgC1Al0A2QJOAAoCaQJPAmsADQJjAl4CZQANAmACUgJiAA0CaQA8AmMAPAJgADwCXQA8AlEAPAJOADwCRAI8AAUAKwJDAhEAAgArAkACPAAFACsCPgIRAAQAKwI9AhGyBCtGQRUCPAABAEYCPADGAjwAAgI7AhEABwArAjkCEQAGACsCNwIRAAQAKwIhAhGyBysguAIzshMWOUEWAi8CEQAEACsCLgIRAAQAKwItAhEABQArAiwCEQAEACsCKwIRAAQAKwIqAhGyBStHQUICEQABAAUCEQClAhEAAgA7AjMASwIzAGQCEQB0AhEABAJCAhAABwArAkECEAAFACsCPwIQAAIAKwI6AhAABwArAjgCEAAHACsCNgIQAAcAKwI1AhAABwArAiACEAAHACsCNAIQAAUAKwIxAhAABQArAjACEAAHACsCKQIQAAcAKwIoAhCyByuKQW4CEAABABoCEAC5AjIAAgIXAhgCGQAMAgsCDAINAAwCCAIJAgoADAALAggACwILAAoCFwA7AggAWQILAHYCCwB1AhcAmwIIALUCFwDZAggACgIjAgkCJQANAh0CGAIfAA0CGgIMAhwADQIjADwCHQA8AhoAPAIXADwCCwA8AggAPAFTAU0AAgArAU4BTQACACsBVgFcAAQAKwFVAVwABAArAVcBXAACACsB2gHUAAoAKwHYAdQACgArAeUB4AAFACsB4QHgAAUAKwHgAesABQArAe8B6wACACsB7AHrsgUrQLgB67IJCjm5/8ABBLIxMTm5/8ABBLIbIDm4/8C0xx8gOUC4AQOyLCw5ugEDAQABALIfIiO5AQMBALPAHh4jugEDAQABALIdHSO5AQMBALPAHBwjugEDAQABALIbGyO5AQMBALPAFBojuQEDAQCzgAsTI7kBAwEAs0AJCiO5AQIBAbNAUIsjuQEBAQCzQFCLI0EKAQIBAABPAB8BAQEAAE8AH//AAQCyUFU5uf/AAQCzIyM5QLgBALcdHjlA6BsbObj/wLTnJCU5VrgBCEATAd3YBSs71kvWAkCwCw05wcAFK7j/wEA3nxMTOUCcLzA5nJoBK5uaBSuakQQrqZkEK5mSAytAxSwxOZKRAyuIkZiRAgljGGPHYwMgYw0PObj/8LRHHyU5y7gBCkAcAZiVASs3ngGWlQIrGJcmKjkXlwEQlT9AOdmVAbwBNgEsAAMAKwEwss0EK7gBL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	font-family: "CONBPG+CambriaMath";
	color: #000000;
	line-height: 1.000977em;
}
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	clip: rect(1.141668em,46.06667em,34.25em,6.927083em);
	position: absolute;
	pointer-events: none;
}
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	font-family: "CONBPG+CambriaMath";
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}
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	position: absolute;
	pointer-events: none;
}
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	line-height: 1.220703em;
}
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	font-family: "AVUGUO+Calibri";
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}
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}
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	clip: rect(1.141668em,46.06667em,27.5925em,6.927083em);
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	pointer-events: none;
}
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	clip: rect(1.018331em,46em,57.37083em,6.927083em);
	position: absolute;
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}
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	font-family: "FTRTDE+Calibri-Light";
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}
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");
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	color: #292829;
	line-height: 1.220703em;
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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: 2.8676em; left:7.0854em;"><span class="stl_07 stl_08" style="font-style:italic; word-spacing:-0.01em;">Revista de</span><span class="stl_07 stl_08" style="font-style:italic; word-spacing:0em;">&nbsp;Ciencias de<span class="stl_09">l</span></span><span class="stl_07 stl_08" style="font-style:italic; word-spacing:-0.03em;">&nbsp;Mar</span><span class="stl_07 stl_08" style="font-style:italic; word-spacing:0em;">&nbsp;y</span><span class="stl_07 stl_08" style="font-style:italic; word-spacing:0.02em;">&nbsp;Acuicultura</span><span class="stl_07 stl_08" style="font-style:italic; word-spacing:-0.01em;">&nbsp;“YAKU”:</span><span class="stl_07 stl_08" style="font-style:italic; word-spacing:0.03em;">&nbsp;Vol.</span><span class="stl_07 stl_08" style="word-spacing:0.02em;">&nbsp;</span><span class="stl_10 stl_08" style="font-style:italic; word-spacing:0.03em;">3 (Núm.5)</span><span class="stl_10 stl_08" style="font-style:italic; word-spacing:-0.01em;">&nbsp;(ene</span><span class="stl_10 stl_08" style="word-spacing:0em;">&nbsp;</span><span class="stl_07 stl_08" style="font-style:italic; word-spacing:0em;">–</span><span class="stl_07 stl_08" style="word-spacing:0em;">&nbsp;</span><span class="stl_10 stl_08" style="font-style:italic; word-spacing:0em;">jun 2020)<span class="stl_09">.</span></span><span class="stl_10 stl_08" style="font-style:italic; word-spacing:0.02em;">&nbsp;ISSN:</span><span class="stl_10 stl_08" style="font-style:italic; word-spacing:0.01em;">&nbsp;2600-5824. &nbsp;</span></div>
					<div class="stl_01" style="top: 3.8676em; left:7.0854em;"><span class="stl_10 stl_08" style="font-style:italic; word-spacing:0.02em;">Abundancia, composición</span><span class="stl_10 stl_08" style="font-style:italic; word-spacing:0.02em;">&nbsp;y</span><span class="stl_10 stl_08" style="font-style:italic; word-spacing:0.01em;">&nbsp;diversidad del</span><span class="stl_10 stl_08" style="font-style:italic; word-spacing:0.04em;">&nbsp;zooplancton</span><span class="stl_10 stl_08" style="font-style:italic; word-spacing:0.02em;">&nbsp;en la</span><span class="stl_10 stl_08" style="font-style:italic; word-spacing:0.04em;">&nbsp;zona</span><span class="stl_10 stl_08" style="font-style:italic; word-spacing:0.02em;">&nbsp;de</span><span class="stl_10 stl_08" style="font-style:italic; word-spacing:0.01em;">&nbsp;Cojimíes</span><span class="stl_07 stl_08" style="font-style:italic; word-spacing:0.01em;">–</span><span class="stl_10 stl_08" style="font-style:italic; word-spacing:0.01em;">Manabí,</span><span class="stl_10 stl_08" style="font-style:italic; word-spacing:0.05em;">&nbsp;durante</span><span class="stl_10 stl_08" style="font-style:italic; word-spacing:0.03em;">&nbsp;los</span><span class="stl_10 stl_08" style="font-style:italic; word-spacing:0.02em;">&nbsp;meses de</span><span class="stl_10 stl_08" style="font-style:italic; word-spacing:0.04em;">&nbsp;mayo-octubre &nbsp;</span></div>
					<div class="stl_01" style="top: 4.8035em; left:7.0854em;"><span class="stl_10 stl_08" style="font-style:italic; word-spacing:0.03em;">del 2018 &nbsp;</span></div>
					<div class="stl_01" style="top: 6.4083em; left:8.1354em;"><span class="stl_11" style="font-weight:bold; word-spacing:-0.06em;">ABUNDANCIA, COMPOSICIÓN</span><span class="stl_11" style="font-weight:bold; word-spacing:-0.02em;">&nbsp;Y DIVERSIDAD</span><span class="stl_11" style="font-weight:bold; word-spacing:-0.01em;">&nbsp;DEL</span><span class="stl_11 stl_09" style="font-weight:bold; word-spacing:0.02em;">&nbsp;ZOOPLANCT<span class="stl_08">ON</span></span><span class="stl_11" style="font-weight:bold; word-spacing:0.01em;">&nbsp;EN</span><span class="stl_11" style="font-weight:bold; word-spacing:0em;">&nbsp;LA &nbsp;</span></div>
					<div class="stl_01" style="top: 7.9583em; left:7.6521em;"><span class="stl_11 stl_09" style="font-weight:bold; word-spacing:0em;">ZONA DE COJIMÍE<span class="stl_08">S </span></span><span class="stl_12" style="font-weight:bold; word-spacing:0em;">– </span><span class="stl_11" style="font-weight:bold; word-spacing:-0.02em;">MANABÍ, DURANTE LOS MESES DE MAYO-OCTUBRE &nbsp;</span></div>
					<div class="stl_01" style="top: 9.4917em; left:22.6058em;"><span class="stl_11" style="font-weight:bold; word-spacing:-0.01em;">DEL 2018 &nbsp;</span></div>
					<div class="stl_01" style="top: 11.6908em; left:8.1021em;"><span class="stl_11" style="font-weight:bold; word-spacing:-0.02em;">ABUNDANCE, COMPOSITION AND DIVERSITY OF ZOOPLANKTON IN THE &nbsp;</span></div>
					<div class="stl_01" style="top: 13.2267em; left:8.0021em;"><span class="stl_11" style="font-weight:bold; word-spacing:-0.01em;">AREA OF COJIMÍES - MANABÍ, DURING THE MONTHS OF MAY-OCTOBER &nbsp;</span></div>
					<div class="stl_01" style="top: 14.76em; left:23.625em;"><span class="stl_11" style="font-weight:bold;">2</span></div>
					<div class="stl_01" style="top: 14.76em; left:24.2235em;"><span class="stl_11" style="font-weight:bold;">018 &nbsp;</span></div>
					<div class="stl_01" style="top: 16.9527em; left:25.025em;"><span class="stl_13 stl_08">1* &nbsp;</span></div>
					<div class="stl_01" style="top: 16.9527em; left:33.6933em;"><span class="stl_13 stl_08">2</span></div>
					<div class="stl_01" style="top: 16.9687em; left:15.5708em;"><span class="stl_14" style="word-spacing:0.01em;">Ramos-Centeno Jimmy</span><span class="stl_14 stl_08" style="word-spacing:0.68em;">&nbsp;;</span><span class="stl_14" style="word-spacing:0em;">&nbsp;Napa-España</span><span class="stl_14 stl_08" style="word-spacing:0.05em;">&nbsp;Juan &nbsp;</span></div>
					<div class="stl_01" style="top: 19.4527em; left:15.4708em;"><span class="stl_13 stl_08">1</span></div>
					<div class="stl_01" style="top: 19.4687em; left:15.9542em;"><span class="stl_14 stl_09" style="word-spacing:0.01em;">Investigador independiente. Manta, Ecuad<span class="stl_08">or. &nbsp;</span></span></div>
					<div class="stl_01" style="top: 20.6694em; left:7.1521em;"><span class="stl_13 stl_08">2</span></div>
					<div class="stl_01" style="top: 20.6854em; left:7.6354em;"><span class="stl_14 stl_08" style="word-spacing:0.1em;">Facultad de</span><span class="stl_14 stl_08" style="word-spacing:0.08em;">&nbsp;Ciencias</span><span class="stl_14 stl_08" style="word-spacing:0.03em;">&nbsp;del Mar,</span><span class="stl_14 stl_08" style="word-spacing:0.11em;">&nbsp;Universidad</span><span class="stl_14 stl_08" style="word-spacing:0.05em;">&nbsp;Laica</span><span class="stl_14 stl_08" style="word-spacing:0.04em;">&nbsp;Eloy</span><span class="stl_14 stl_08" style="word-spacing:0.05em;">&nbsp;Alfaro</span><span class="stl_14 stl_08" style="word-spacing:0.02em;">&nbsp;de</span><span class="stl_14 stl_08" style="word-spacing:0.07em;">&nbsp;Manabí,</span><span class="stl_14 stl_08" style="word-spacing:0.09em;">&nbsp;ULEAM.</span><span class="stl_14 stl_08" style="word-spacing:0.07em;">&nbsp;Manta, &nbsp;</span></div>
					<div class="stl_01" style="top: 21.902em; left:23.04em;"><span class="stl_14">Ecuador. &nbsp;</span></div>
					<div class="stl_01" style="top: 23.787em; left:17.84em;"><span class="stl_14" style="font-weight:bold;">*</span></div>
					<div class="stl_01" style="top: 23.787em; left:18.34em;"><span class="stl_14 stl_08" style="font-weight:bold; word-spacing:0.08em;">Correo: </span><span class="stl_14 stl_09" style="word-spacing:0.01em;">cjxavi1994@hotmail.co<span class="stl_08">m &nbsp;</span></span></div>
					<div class="stl_01" style="top: 26.2966em; left:23.2583em;"><span class="stl_15" style="font-weight:bold;">Resumen &nbsp;</span></div>
					<div class="stl_01" style="top: 28.1799em; left:7.0854em;"><span class="stl_15 stl_09" style="word-spacing:0.17em;">El zooplanct<span class="stl_08">on</span></span><span class="stl_15 stl_08" style="word-spacing:0.23em;">&nbsp;ocupa el segundo lugar en</span><span class="stl_15 stl_08" style="word-spacing:0.24em;">&nbsp;la red trófica acuática marina, transfiriendo</span><span class="stl_15 stl_08" style="word-spacing:0.25em;">&nbsp;energía</span><span class="stl_15 stl_08" style="word-spacing:0.24em;">&nbsp;entre &nbsp;</span></div>
					<div class="stl_01" style="top: 29.279em; left:7.0854em;"><span class="stl_15" style="word-spacing:-0.03em;">productores, como</span><span class="stl_15" style="word-spacing:-0.01em;">&nbsp;el</span><span class="stl_15" style="word-spacing:-0.01em;">&nbsp;nano</span><span class="stl_15" style="word-spacing:0.01em;">&nbsp;y</span><span class="stl_15" style="word-spacing:-0.02em;">&nbsp;fitoplancton,</span><span class="stl_15" style="word-spacing:0.01em;">&nbsp;hacia</span><span class="stl_15" style="word-spacing:0em;">&nbsp;los</span><span class="stl_15" style="word-spacing:-0.02em;">&nbsp;niveles</span><span class="stl_15" style="word-spacing:0.02em;">&nbsp;superiores</span><span class="stl_15" style="word-spacing:0em;">&nbsp;de</span><span class="stl_15 stl_09" style="word-spacing:0.02em;">&nbsp;consumidores<span class="stl_08">,</span></span><span class="stl_15" style="word-spacing:0.01em;">&nbsp;por</span><span class="stl_15" style="word-spacing:0.01em;">&nbsp;su</span><span class="stl_15" style="word-spacing:0.01em;">&nbsp;capacidad &nbsp;</span></div>
					<div class="stl_01" style="top: 30.3799em; left:7.0854em;"><span class="stl_15" style="word-spacing:0.04em;">de filtrar</span><span class="stl_15" style="word-spacing:0.03em;">&nbsp;partículas microscópicas, por</span><span class="stl_15" style="word-spacing:0.06em;">&nbsp;tanto,</span><span class="stl_15" style="word-spacing:0.03em;">&nbsp;una</span><span class="stl_15" style="word-spacing:0.06em;">&nbsp;mayor</span><span class="stl_15" style="word-spacing:0.02em;">&nbsp;abundancia</span><span class="stl_15" style="word-spacing:0.04em;">&nbsp;de zooplancton</span><span class="stl_15" style="word-spacing:0.03em;">&nbsp;en el medio</span><span class="stl_15" style="word-spacing:0.03em;">&nbsp;marino &nbsp;</span></div>
					<div class="stl_01" style="top: 31.4799em; left:7.0854em;"><span class="stl_15" style="word-spacing:0.14em;">es un indicador de alta</span><span class="stl_15" style="word-spacing:0.15em;">&nbsp;productividad. Se realizaron estudios en la zona costera</span><span class="stl_15" style="word-spacing:0.18em;">&nbsp;frente</span><span class="stl_15" style="word-spacing:0.15em;">&nbsp;al estuario</span><span class="stl_15" style="word-spacing:0.16em;">&nbsp;de &nbsp;</span></div>
					<div class="stl_01" style="top: 32.5815em; left:7.0854em;"><span class="stl_15 stl_09" style="word-spacing:0.05em;">Cojimíes duran<span class="stl_08">te</span></span><span class="stl_15 stl_08" style="word-spacing:0.07em;">&nbsp;mayo</span><span class="stl_15 stl_08" style="word-spacing:0.04em;">&nbsp;a</span><span class="stl_15 stl_08" style="word-spacing:0.12em;">&nbsp;octubre</span><span class="stl_15 stl_08" style="word-spacing:0.12em;">&nbsp;2018,</span><span class="stl_15 stl_08" style="word-spacing:0.12em;">&nbsp;realizando arrastres quincenales diurnos y</span><span class="stl_15 stl_08" style="word-spacing:0.13em;">&nbsp;nocturnos</span><span class="stl_15 stl_08" style="word-spacing:0.09em;">&nbsp;con</span><span class="stl_15 stl_08" style="word-spacing:0.08em;">&nbsp;red</span><span class="stl_15 stl_08" style="word-spacing:0.07em;">&nbsp;de &nbsp;</span></div>
					<div class="stl_01" style="top: 33.6816em; left:7.0854em;"><span class="stl_15" style="word-spacing:0.14em;">300 µm, con el</span><span class="stl_15" style="word-spacing:0.13em;">&nbsp;objetivo</span><span class="stl_15" style="word-spacing:0.15em;">&nbsp;de</span><span class="stl_15" style="word-spacing:0.12em;">&nbsp;determinar la</span><span class="stl_15" style="word-spacing:0.14em;">&nbsp;abundancia,</span><span class="stl_15" style="word-spacing:0.11em;">&nbsp;composición</span><span class="stl_15" style="word-spacing:0.14em;">&nbsp;y diversidad</span><span class="stl_15" style="word-spacing:0.13em;">&nbsp;del</span><span class="stl_15" style="word-spacing:0.13em;">&nbsp;zooplancton</span><span class="stl_15" style="word-spacing:0.17em;">&nbsp;y</span><span class="stl_15" style="word-spacing:0.13em;">&nbsp;su &nbsp;</span></div>
					<div class="stl_01" style="top: 34.7815em; left:7.0854em;"><span class="stl_15" style="word-spacing:-0.05em;">asociación con parámetros ambientales. Se recolectaron muestras diurnas (07:00) y nocturnas (20:00) para &nbsp;</span></div>
					<div class="stl_01" style="top: 35.8815em; left:7.0854em;"><span class="stl_15" style="word-spacing:-0.02em;">el análisis</span><span class="stl_15" style="word-spacing:-0.02em;">&nbsp;del</span><span class="stl_15" style="word-spacing:-0.03em;">&nbsp;zooplancton.</span><span class="stl_15" style="word-spacing:-0.01em;">&nbsp;Se</span><span class="stl_15" style="word-spacing:0em;">&nbsp;midió</span><span class="stl_15" style="word-spacing:-0.01em;">&nbsp;la</span><span class="stl_15" style="word-spacing:-0.02em;">&nbsp;temperatura</span><span class="stl_15" style="word-spacing:-0.02em;">&nbsp;superficial del</span><span class="stl_15" style="word-spacing:-0.01em;">&nbsp;mar</span><span class="stl_15" style="word-spacing:-0.02em;">&nbsp;(TSM)</span><span class="stl_15" style="word-spacing:-0.01em;">&nbsp;así</span><span class="stl_15" style="word-spacing:-0.01em;">&nbsp;como</span><span class="stl_15" style="word-spacing:-0.01em;">&nbsp;la</span><span class="stl_15" style="word-spacing:-0.02em;">&nbsp;transparencia</span><span class="stl_15" style="word-spacing:0.04em;">&nbsp;de &nbsp;</span></div>
					<div class="stl_01" style="top: 36.9649em; left:7.0854em;"><span class="stl_15" style="word-spacing:0.15em;">Secchi y el pH. La</span><span class="stl_15" style="word-spacing:0.15em;">&nbsp;TSM tuvo un periodo poco variable entre mayo</span><span class="stl_15" style="word-spacing:0.17em;">&nbsp;</span><span class="stl_16" style="word-spacing:0.17em;">–</span><span class="stl_16" style="word-spacing:0.15em;">&nbsp;</span><span class="stl_15" style="word-spacing:0.14em;">junio y septiembre-octubre,</span><span class="stl_15" style="word-spacing:0.15em;">&nbsp;con &nbsp;</span></div>
					<div class="stl_01" style="top: 38.0649em; left:7.0854em;"><span class="stl_15" style="word-spacing:0.01em;">promedio de</span><span class="stl_15" style="word-spacing:0.02em;">&nbsp;24,9±0,2</span><span class="stl_15" style="word-spacing:0.01em;">&nbsp;°C,</span><span class="stl_15" style="word-spacing:0.02em;">&nbsp;y</span><span class="stl_15" style="word-spacing:0.01em;">&nbsp;pulsos</span><span class="stl_15" style="word-spacing:0em;">&nbsp;de</span><span class="stl_15" style="word-spacing:0.04em;">&nbsp;corta</span><span class="stl_15" style="word-spacing:0.02em;">&nbsp;duración</span><span class="stl_15" style="word-spacing:0.01em;">&nbsp;que</span><span class="stl_15" style="word-spacing:0.01em;">&nbsp;alcanzaron</span><span class="stl_15" style="word-spacing:0.01em;">&nbsp;26,0±0,9</span><span class="stl_15" style="word-spacing:0.04em;">&nbsp;ºC</span><span class="stl_15" style="word-spacing:0.01em;">&nbsp;en</span><span class="stl_15" style="word-spacing:0.01em;">&nbsp;julio.</span><span class="stl_15" style="word-spacing:0.02em;">&nbsp;Se</span><span class="stl_15" style="word-spacing:0.03em;">&nbsp;observó</span><span class="stl_15" style="word-spacing:0.01em;">&nbsp;una &nbsp;</span></div>
					<div class="stl_01" style="top: 39.1649em; left:7.0854em;"><span class="stl_15" style="word-spacing:0.1em;">sincronía entre las variaciones</span><span class="stl_15" style="word-spacing:0.08em;">&nbsp;de</span><span class="stl_15" style="word-spacing:0.12em;">&nbsp;TSM con</span><span class="stl_15" style="word-spacing:0.09em;">&nbsp;la</span><span class="stl_15" style="word-spacing:0.11em;">&nbsp;abundancia</span><span class="stl_15" style="word-spacing:0.09em;">&nbsp;del zooplancton y</span><span class="stl_15" style="word-spacing:0.11em;">&nbsp;fitoplancton en</span><span class="stl_15" style="word-spacing:0.09em;">&nbsp;la zona</span><span class="stl_15" style="word-spacing:0.1em;">&nbsp;de &nbsp;</span></div>
					<div class="stl_01" style="top: 40.2649em; left:7.0854em;"><span class="stl_15" style="word-spacing:-0.05em;">estudio. La diversidad no varió entre el día y la noche, presentando los mayores valores en julio, septiembre &nbsp;</span></div>
					<div class="stl_01" style="top: 41.3649em; left:7.0854em;"><span class="stl_15" style="word-spacing:0.01em;">y octubre</span><span class="stl_15" style="word-spacing:0.02em;">&nbsp;y</span><span class="stl_15" style="word-spacing:0.01em;">&nbsp;los</span><span class="stl_15" style="word-spacing:0em;">&nbsp;más bajos</span><span class="stl_15" style="word-spacing:0em;">&nbsp;durante</span><span class="stl_15" style="word-spacing:0.04em;">&nbsp;agosto,</span><span class="stl_15" style="word-spacing:0.02em;">&nbsp;cuando</span><span class="stl_15" style="word-spacing:0.03em;">&nbsp;la</span><span class="stl_15" style="word-spacing:0.02em;">&nbsp;abundancia fue</span><span class="stl_15" style="word-spacing:0.02em;">&nbsp;menor.</span><span class="stl_15" style="word-spacing:0em;">&nbsp;Los</span><span class="stl_15" style="word-spacing:0em;">&nbsp;copépodos</span><span class="stl_15" style="word-spacing:0.02em;">&nbsp;dominaron</span><span class="stl_15" style="word-spacing:0.01em;">&nbsp;la &nbsp;</span></div>
					<div class="stl_01" style="top: 42.4665em; left:7.0854em;"><span class="stl_15" style="word-spacing:0.03em;">comunidad zooplanctónica</span><span class="stl_15" style="word-spacing:0.06em;">&nbsp;con</span><span class="stl_15" style="word-spacing:0.06em;">&nbsp;54,7% mientras</span><span class="stl_15" style="word-spacing:0.04em;">&nbsp;que</span><span class="stl_15" style="word-spacing:0.05em;">&nbsp;otros</span><span class="stl_15" style="word-spacing:0.05em;">&nbsp;crustáceos representaron</span><span class="stl_15" style="word-spacing:0.07em;">&nbsp;24%.</span><span class="stl_15" style="word-spacing:0.05em;">&nbsp;La</span><span class="stl_15" style="word-spacing:0.05em;">&nbsp;abundancia &nbsp;</span></div>
					<div class="stl_01" style="top: 43.5674em; left:7.0854em;"><span class="stl_15" style="word-spacing:0.14em;">zooplanctónica nocturna mantuvo similitud con</span><span class="stl_15" style="word-spacing:0.16em;">&nbsp;la diurna.</span><span class="stl_15" style="word-spacing:0.15em;">&nbsp;Se identificaron 14</span><span class="stl_15" style="word-spacing:0.16em;">&nbsp;familias</span><span class="stl_15" style="word-spacing:0.15em;">&nbsp;de</span><span class="stl_15" style="word-spacing:0.14em;">&nbsp;zooplancton &nbsp;</span></div>
					<div class="stl_01" style="top: 44.6507em; left:7.0854em;"><span class="stl_15 stl_08" style="word-spacing:0.05em;">siendo </span><span class="stl_17 stl_08" style="font-style:italic; word-spacing:0.08em;">Paracalanidae, Oithonidae y Acartidiidae </span><span class="stl_15 stl_08" style="word-spacing:0.06em;">las más representativas entre los copépodos. Entre los 17 &nbsp;</span></div>
					<div class="stl_01" style="top: 45.7507em; left:7.0854em;"><span class="stl_15 stl_09" style="word-spacing:0.02em;">géneros identificado<span class="stl_08">s,</span></span><span class="stl_15" style="word-spacing:0.04em;">&nbsp;</span><span class="stl_17" style="font-style:italic; word-spacing:0.04em;">Arcatia</span><span class="stl_17" style="word-spacing:0.05em;">&nbsp;</span><span class="stl_15" style="word-spacing:0.05em;">sp.,</span><span class="stl_15" style="word-spacing:0.05em;">&nbsp;</span><span class="stl_17 stl_09" style="font-style:italic; word-spacing:0.05em;">Paracalanu<span class="stl_08">s</span></span><span class="stl_17" style="word-spacing:0.05em;">&nbsp;</span><span class="stl_15" style="word-spacing:0.05em;">sp,</span><span class="stl_15" style="word-spacing:0.05em;">&nbsp;</span><span class="stl_17" style="font-style:italic; word-spacing:0.05em;">Oithona</span><span class="stl_17" style="word-spacing:0.05em;">&nbsp;</span><span class="stl_15" style="word-spacing:0.04em;">sp. y</span><span class="stl_15" style="word-spacing:0.03em;">&nbsp;el</span><span class="stl_15" style="word-spacing:0.05em;">&nbsp;</span><span class="stl_17" style="font-style:italic; word-spacing:0.03em;">cladócerpo Evadne</span><span class="stl_17" style="word-spacing:0.06em;">&nbsp;</span><span class="stl_15" style="word-spacing:0.06em;">sp.</span><span class="stl_15" style="word-spacing:0.04em;">&nbsp;fueron</span><span class="stl_15" style="word-spacing:0.03em;">&nbsp;los</span><span class="stl_15" style="word-spacing:0.04em;">&nbsp;más &nbsp;</span></div>
					<div class="stl_01" style="top: 46.8499em; left:7.0854em;"><span class="stl_15">abundantes. &nbsp;</span></div>
					<div class="stl_01" style="top: 48.6165em; left:7.0854em;"><span class="stl_15" style="font-weight:bold; word-spacing:-0.01em;">Palabras claves: </span><span class="stl_15" style="word-spacing:-0.02em;">parámetros ambientales, diversidad, abundancia. &nbsp;</span></div>
					<div class="stl_01" style="top: 50.3832em; left:23.3917em;"><span class="stl_15" style="font-weight:bold;">Abstract &nbsp;</span></div>
					<div class="stl_01" style="top: 52.269em; left:7.0854em;"><span class="stl_15" style="word-spacing:0.15em;">Zooplankton occupies the</span><span class="stl_15" style="word-spacing:0.17em;">&nbsp;second</span><span class="stl_15" style="word-spacing:0.15em;">&nbsp;level</span><span class="stl_15" style="word-spacing:0.17em;">&nbsp;in the</span><span class="stl_15" style="word-spacing:0.15em;">&nbsp;marine aquatic food</span><span class="stl_15" style="word-spacing:0.16em;">&nbsp;web, transferring energy</span><span class="stl_15" style="word-spacing:0.21em;">&nbsp;between &nbsp;</span></div>
					<div class="stl_01" style="top: 53.2857em; left:7.0854em;"><span class="stl_15 stl_08" style="word-spacing:0.07em;">producers, like the nano- and phytoplankton, towards higher consumer levels, for their ability to filter out &nbsp;</span></div>
					<div class="stl_01" style="top: 54.3024em; left:7.0854em;"><span class="stl_15 stl_09" style="word-spacing:0.07em;">microscopic partic<span class="stl_08">les.</span></span><span class="stl_15 stl_08" style="word-spacing:0.11em;">&nbsp;A</span><span class="stl_15 stl_08" style="word-spacing:0.14em;">&nbsp;greater abundance</span><span class="stl_15 stl_08" style="word-spacing:0.13em;">&nbsp;of zooplankton in the marine environment</span><span class="stl_15 stl_08" style="word-spacing:0.09em;">&nbsp;is an</span><span class="stl_15 stl_08" style="word-spacing:0.14em;">&nbsp;indicator</span><span class="stl_15 stl_08" style="word-spacing:0.09em;">&nbsp;of &nbsp;</span></div>
					<div class="stl_01" style="top: 55.319em; left:7.0854em;"><span class="stl_15" style="word-spacing:0.08em;">high productivity,</span><span class="stl_15" style="word-spacing:0.1em;">&nbsp;as</span><span class="stl_15" style="word-spacing:0.08em;">&nbsp;a</span><span class="stl_15" style="word-spacing:0.09em;">&nbsp;result,</span><span class="stl_15" style="word-spacing:0.09em;">&nbsp;it</span><span class="stl_15" style="word-spacing:0.1em;">&nbsp;is</span><span class="stl_15" style="word-spacing:0.08em;">&nbsp;important</span><span class="stl_15" style="word-spacing:0.09em;">&nbsp;know the abundance,</span><span class="stl_15" style="word-spacing:0.08em;">&nbsp;composition and diversity, and</span><span class="stl_15" style="word-spacing:0.11em;">&nbsp;their &nbsp;</span></div>
					<div class="stl_01" style="top: 56.3357em; left:7.0854em;"><span class="stl_15 stl_09" style="word-spacing:0.01em;">asociation wit<span class="stl_08">h</span></span><span class="stl_15" style="word-spacing:0.02em;">&nbsp;environmental</span><span class="stl_15 stl_09" style="word-spacing:0.01em;">&nbsp;parameters<span class="stl_08">.</span></span><span class="stl_15" style="word-spacing:0.01em;">&nbsp;Studies</span><span class="stl_15" style="word-spacing:0.01em;">&nbsp;were</span><span class="stl_15 stl_09" style="word-spacing:0.02em;">&nbsp;conducte<span class="stl_08">d</span></span><span class="stl_15" style="word-spacing:0.01em;">&nbsp;in</span><span class="stl_15" style="word-spacing:0.03em;">&nbsp;the</span><span class="stl_15" style="word-spacing:0.02em;">&nbsp;coastal</span><span class="stl_15" style="word-spacing:0.01em;">&nbsp;area</span><span class="stl_15" style="word-spacing:0.01em;">&nbsp;facing</span><span class="stl_15" style="word-spacing:0em;">&nbsp;the</span><span class="stl_15" style="word-spacing:0.03em;">&nbsp;estuary &nbsp;</span></div>
					<div class="stl_01" style="top: 57.3524em; left:7.0854em;"><span class="stl_15" style="word-spacing:-0.03em;">of Cojimíes during May to October 2018. Day and night biweekly trawls were made in the first meter of the &nbsp;</span></div>
					<div class="stl_01" style="top: 58.3857em; left:7.0854em;"><span class="stl_15 stl_09" style="word-spacing:0em;">water column with a net of 300 µm mesh, with the objective of determining the abundance, c<span class="stl_08">omposition, &nbsp;</span></span></div>
					<div class="stl_01" style="top: 59.4024em; left:7.0854em;"><span class="stl_15" style="word-spacing:0.23em;">and diversity of</span><span class="stl_15" style="word-spacing:0.25em;">&nbsp;the zooplankton</span><span class="stl_15" style="word-spacing:0.23em;">&nbsp;and its association with environmental parameters.</span><span class="stl_15" style="word-spacing:0.27em;">&nbsp;Samples</span><span class="stl_15" style="word-spacing:0.23em;">&nbsp;were &nbsp;</span></div>
					<div class="stl_01" style="top: 60.4215em; left:7.0854em;"><span class="stl_15" style="word-spacing:0.09em;">collected during</span><span class="stl_15" style="word-spacing:0.08em;">&nbsp;daytime</span><span class="stl_15" style="word-spacing:0.09em;">&nbsp;(07:00)</span><span class="stl_15" style="word-spacing:0.11em;">&nbsp;and</span><span class="stl_15" style="word-spacing:0.09em;">&nbsp;evening</span><span class="stl_15" style="word-spacing:0.08em;">&nbsp;(20:00)</span><span class="stl_15" style="word-spacing:0.1em;">&nbsp;and sea surface</span><span class="stl_15" style="word-spacing:0.09em;">&nbsp;temperature (SST) as</span><span class="stl_15" style="word-spacing:0.08em;">&nbsp;well</span><span class="stl_15" style="word-spacing:0.11em;">&nbsp;as</span><span class="stl_15" style="word-spacing:0.08em;">&nbsp;the &nbsp;</span></div>
					<div class="stl_01" style="top: 61.4378em; left:7.0854em;"><span class="stl_15" style="word-spacing:-0.05em;">Secchi depth and pH were measured. The SST showed small variation between June and Sep.-October, with &nbsp;</span></div>
					<div class="stl_01" style="top: 62.4545em; left:7.0854em;"><span class="stl_15" style="word-spacing:0.13em;">average of 24.9±0.2 °</span><span class="stl_15" style="word-spacing:0.15em;">&nbsp;C,</span><span class="stl_15" style="word-spacing:0.13em;">&nbsp;and</span><span class="stl_15" style="word-spacing:0.16em;">&nbsp;short</span><span class="stl_15" style="word-spacing:0.13em;">&nbsp;duration pulses of</span><span class="stl_15" style="word-spacing:0.15em;">&nbsp;26.0±0.9 ° C</span><span class="stl_15" style="word-spacing:0.13em;">&nbsp;in</span><span class="stl_15" style="word-spacing:0.16em;">&nbsp;May</span><span class="stl_15" style="word-spacing:0.13em;">&nbsp;and July.</span><span class="stl_15" style="word-spacing:0.15em;">&nbsp;A synchrony</span><span class="stl_15" style="word-spacing:0.15em;">&nbsp;was &nbsp;</span></div>
					<div class="stl_01" style="top: 64.1045em; left:41.6792em;"><span class="stl_17 stl_08" style="font-style:italic;">21 &nbsp;</span></div>
					<div class="stl_01" style="top: 65.1211em; left:7.0854em;"><span class="stl_17" style="font-weight:bold; font-style:italic; word-spacing:0.22em;">Fecha de recepción</span><span class="stl_17" style="font-style:italic; word-spacing:0.23em;">: 30 de octubre de 2019; </span><span class="stl_17" style="font-weight:bold; font-style:italic; word-spacing:0.22em;">Fecha de aceptación</span><span class="stl_17" style="font-style:italic; word-spacing:0.23em;">: 07 de enero de 2020; </span><span class="stl_17" style="font-weight:bold; font-style:italic; word-spacing:0.23em;">Fecha de &nbsp;</span></div>
					<div class="stl_01" style="top: 66.1378em; left:7.0854em;"><span class="stl_17" style="font-weight:bold; font-style:italic; word-spacing:-0.01em;">publicación</span><span class="stl_17" style="font-style:italic; word-spacing:-0.01em;">: 09 de enero de 2020. &nbsp;</span></div>
				</div>
			</div>
		</div>
		<div class="stl_02">
			<div class="stl_03">
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alt="" class="stl_18" />
			</div>
			<div class="stl_view">
				<div class="stl_05 stl_06">
					<div class="stl_01" style="top: 2.8676em; left:7.0854em;"><span class="stl_10 stl_08" style="font-style:italic; word-spacing:-0.01em;">Re</span><span class="stl_07 stl_08" style="font-style:italic; word-spacing:-0.01em;">vista de</span><span class="stl_07 stl_08" style="font-style:italic; word-spacing:0em;">&nbsp;Ciencias</span><span class="stl_07 stl_08" style="font-style:italic; word-spacing:0em;">&nbsp;del</span><span class="stl_07 stl_08" style="font-style:italic; word-spacing:-0.03em;">&nbsp;Mar</span><span class="stl_07 stl_08" style="font-style:italic; word-spacing:0em;">&nbsp;y</span><span class="stl_07 stl_08" style="font-style:italic; word-spacing:0.02em;">&nbsp;Acuicultura</span><span class="stl_07 stl_08" style="font-style:italic; word-spacing:-0.01em;">&nbsp;“YAKU”:</span><span class="stl_07 stl_08" style="font-style:italic; word-spacing:0.03em;">&nbsp;Vol.</span><span class="stl_07 stl_08" style="word-spacing:0.02em;">&nbsp;</span><span class="stl_10 stl_08" style="font-style:italic; word-spacing:0.02em;">3</span><span class="stl_10 stl_08" style="font-style:italic; word-spacing:0.03em;">&nbsp;(Núm.</span><span class="stl_10 stl_08" style="font-style:italic; word-spacing:-0.01em;">&nbsp;5)</span><span class="stl_10 stl_08" style="font-style:italic; word-spacing:0.02em;">&nbsp;(ene</span><span class="stl_10 stl_08" style="word-spacing:0.03em;">&nbsp;</span><span class="stl_07 stl_08" style="font-style:italic; word-spacing:0.03em;">–</span><span class="stl_07 stl_08" style="word-spacing:0.01em;">&nbsp;</span><span class="stl_10 stl_08" style="font-style:italic; word-spacing:0.01em;">jun</span><span class="stl_10 stl_08" style="font-style:italic; word-spacing:0.02em;">&nbsp;2020).</span><span class="stl_10 stl_08" style="font-style:italic; word-spacing:0em;">&nbsp;ISSN:</span><span class="stl_10 stl_08" style="font-style:italic; word-spacing:0em;">&nbsp;2600-5824. &nbsp;</span></div>
					<div class="stl_01" style="top: 3.8676em; left:7.0854em;"><span class="stl_10 stl_08" style="font-style:italic; word-spacing:0.01em;">Ramos-Centeno &amp; Napa-España (2020) &nbsp;</span></div>
					<div class="stl_01" style="top: 5.8415em; left:7.0854em;"><span class="stl_15" style="word-spacing:-0.05em;">observed between SST variations, zooplankton and phytoplankton abundance in the study area. A Diversity &nbsp;</span></div>
					<div class="stl_01" style="top: 6.859em; left:7.0854em;"><span class="stl_16">(</span></div>
					<div class="stl_01" style="top: 6.859em; left:7.3346em;"><span class="stl_16 stl_09" style="word-spacing:-0.01em;">H’) was similar in day and night samples, and <span class="stl_19">showe</span></span><span class="stl_15 stl_09" style="word-spacing:-0.01em;">d greater values in July, September and October<span class="stl_19">, and &nbsp;</span></span></div>
					<div class="stl_01" style="top: 7.8757em; left:7.0854em;"><span class="stl_15" style="word-spacing:0.29em;">a decrese during August when abundance was</span><span class="stl_15" style="word-spacing:0.26em;">&nbsp;the</span><span class="stl_15" style="word-spacing:0.29em;">&nbsp;lowest. Copepods dominated the</span><span class="stl_15" style="word-spacing:0.29em;">&nbsp;zooplankton &nbsp;</span></div>
					<div class="stl_01" style="top: 8.8924em; left:7.0854em;"><span class="stl_15" style="word-spacing:-0.01em;">community (54.7%)</span><span class="stl_15" style="word-spacing:0.01em;">&nbsp;while</span><span class="stl_15" style="word-spacing:0.02em;">&nbsp;other</span><span class="stl_15 stl_09" style="word-spacing:0.01em;">&nbsp;crustacean<span class="stl_08">s</span></span><span class="stl_15 stl_09" style="word-spacing:0.01em;">&nbsp;accounte<span class="stl_08">d</span></span><span class="stl_15" style="word-spacing:0.01em;">&nbsp;for</span><span class="stl_15" style="word-spacing:0.02em;">&nbsp;other</span><span class="stl_15" style="word-spacing:0.01em;">&nbsp;24%.</span><span class="stl_15" style="word-spacing:0.02em;">&nbsp;The</span><span class="stl_15" style="word-spacing:0.01em;">&nbsp;night</span><span class="stl_15" style="word-spacing:-0.01em;">&nbsp;zooplankton</span><span class="stl_15 stl_09" style="word-spacing:0.02em;">&nbsp;abundance<span class="stl_08">- &nbsp;</span></span></div>
					<div class="stl_01" style="top: 9.909em; left:7.0854em;"><span class="stl_15" style="word-spacing:-0.03em;">maintained similarity with the daytime. Fourteen families of zooplankton were found being </span><span class="stl_17" style="font-style:italic; word-spacing:-0.03em;">Paracalanidae</span><span class="stl_15" style="word-spacing:-0.03em;">, &nbsp;</span></div>
					<div class="stl_01" style="top: 10.9249em; left:7.0854em;"><span class="stl_17" style="font-style:italic; word-spacing:0.28em;">Oithonidae </span><span class="stl_15" style="word-spacing:0.29em;">and </span><span class="stl_17" style="font-style:italic; word-spacing:0.28em;">Acartidiidae </span><span class="stl_15" style="word-spacing:0.29em;">the most representative among the copepods. Among the 17 genera &nbsp;</span></div>
					<div class="stl_01" style="top: 11.9424em; left:7.0854em;"><span class="stl_15 stl_08" style="word-spacing:0.04em;">identified, </span><span class="stl_17 stl_09" style="font-style:italic; word-spacing:-0.05em;">Arcatia<span class="stl_08">&nbsp;</span></span><span class="stl_15 stl_08" style="word-spacing:-0.02em;">sp., </span><span class="stl_17 stl_08" style="font-style:italic; word-spacing:0.04em;">Paracalanus </span><span class="stl_15 stl_08" style="word-spacing:-0.02em;">sp., </span><span class="stl_17 stl_09" style="font-style:italic; word-spacing:-0.05em;">Oithona<span class="stl_08">&nbsp;</span></span><span class="stl_15 stl_08" style="word-spacing:-0.02em;">sp. and the </span><span class="stl_17 stl_08" style="font-style:italic; word-spacing:0.03em;">cladoceran </span><span class="stl_15 stl_09" style="word-spacing:-0.05em;">Evadne sp. were the most abun<span class="stl_08">dant. &nbsp;</span></span></div>
					<div class="stl_01" style="top: 13.994em; left:7.0854em;"><span class="stl_15" style="font-weight:bold; word-spacing:-0.02em;">Keywords: </span><span class="stl_15" style="word-spacing:-0.03em;">environmental parameters, diversity, abundance. &nbsp;</span></div>
					<div class="stl_01" style="top: 17.798em; left:7.0854em;"><span class="stl_20" style="font-weight:bold;">1</span></div>
					<div class="stl_01" style="top: 17.7187em; left:7.5521em;"><span class="stl_20 stl_08" style="font-weight:bold; word-spacing:0.65em;">. </span><span class="stl_21 stl_09" style="font-weight:bold; word-spacing:0.58em;">Introducció<span class="stl_08">n &nbsp;</span></span></div>
					<div class="stl_01" style="top: 17.7187em; left:26.2917em;"><span class="stl_22" style="word-spacing:0.23em;">(Spinelli, 2016). Una zona enriquecida &nbsp;</span></div>
					<div class="stl_01" style="top: 19.552em; left:26.2917em;"><span class="stl_22 stl_08" style="word-spacing:0.48em;">de nutrientes o con alta surgencias &nbsp;</span></div>
					<div class="stl_01" style="top: 21.3854em; left:26.2917em;"><span class="stl_22 stl_08" style="word-spacing:0.32em;">podría representar un aumento en</span><span class="stl_22 stl_08" style="word-spacing:0.26em;">&nbsp;la &nbsp;</span></div>
					<div class="stl_01" style="top: 23.2212em; left:26.2917em;"><span class="stl_22 stl_08" style="word-spacing:0.32em;">abundancia zooplanctónica, lo cual se &nbsp;</span></div>
					<div class="stl_01" style="top: 25.0545em; left:26.2917em;"><span class="stl_22 stl_08" style="word-spacing:0.05em;">da en periodos donde la temperatura es &nbsp;</span></div>
					<div class="stl_01" style="top: 26.8879em; left:26.2917em;"><span class="stl_22 stl_08" style="word-spacing:0.45em;">alta, volviendo el ambiente cálido y &nbsp;</span></div>
					<div class="stl_01" style="top: 28.7212em; left:26.2917em;"><span class="stl_22 stl_08" style="word-spacing:0.08em;">productivo (Palma &amp; Apablaza, 2004). &nbsp;</span></div>
					<div class="stl_01" style="top: 30.5379em; left:26.2917em;"><span class="stl_22 stl_08" style="word-spacing:0.28em;">Ocupando el segundo lugar en la</span><span class="stl_22 stl_08" style="word-spacing:0.25em;">&nbsp;red &nbsp;</span></div>
					<div class="stl_01" style="top: 32.3729em; left:26.2917em;"><span class="stl_22 stl_09" style="word-spacing:0.09em;">trófica, el zooplancto<span class="stl_08">n</span></span><span class="stl_22 stl_08" style="word-spacing:0.1em;">&nbsp;es</span><span class="stl_22 stl_08" style="word-spacing:0.14em;">&nbsp;aquel que</span><span class="stl_22 stl_08" style="word-spacing:0.14em;">&nbsp;da &nbsp;</span></div>
					<div class="stl_01" style="top: 34.2062em; left:26.2917em;"><span class="stl_22 stl_08" style="word-spacing:0.8em;">continuidad a la transferencia de &nbsp;</span></div>
					<div class="stl_01" style="top: 36.0395em; left:26.2917em;"><span class="stl_22 stl_08" style="word-spacing:0.27em;">energía y</span><span class="stl_22 stl_08" style="word-spacing:0.2em;">&nbsp;por</span><span class="stl_22 stl_08" style="word-spacing:0.22em;">&nbsp;ende es el</span><span class="stl_22" style="word-spacing:0.19em;">&nbsp;estabilizador &nbsp;</span></div>
					<div class="stl_01" style="top: 37.8729em; left:26.2917em;"><span class="stl_22 stl_08" style="word-spacing:0.05em;">secuencial de un medio marino acuático &nbsp;</span></div>
					<div class="stl_01" style="top: 19.702em; left:7.0854em;"><span class="stl_22 stl_09" style="word-spacing:1.55em;">Las poblacione<span class="stl_08">s &nbsp;</span></span></div>
					<div class="stl_01" style="top: 19.702em; left:16.7904em;"><span class="stl_22 stl_09">zooplanctónic<span class="stl_08">as &nbsp;</span></span></div>
					<div class="stl_01" style="top: 21.5354em; left:7.0854em;"><span class="stl_22 stl_08" style="word-spacing:0.35em;">desempeñan un papel</span><span class="stl_22" style="word-spacing:0.3em;">&nbsp;fundamental</span><span class="stl_22 stl_08" style="word-spacing:0.31em;">&nbsp;a &nbsp;</span></div>
					<div class="stl_01" style="top: 23.3704em; left:7.0854em;"><span class="stl_22 stl_08" style="word-spacing:0.09em;">nivel de los ecosistemas acuáticos, pues &nbsp;</span></div>
					<div class="stl_01" style="top: 25.2037em; left:7.0854em;"><span class="stl_22 stl_08" style="word-spacing:0.05em;">en ellas se inicia en mayor proporción la &nbsp;</span></div>
					<div class="stl_01" style="top: 27.037em; left:7.0854em;"><span class="stl_22 stl_08" style="word-spacing:0.65em;">transferencia de energía desde los &nbsp;</span></div>
					<div class="stl_01" style="top: 28.8712em; left:7.0854em;"><span class="stl_22 stl_08" style="word-spacing:0.06em;">productores (nano- y fitoplancton) hacia &nbsp;</span></div>
					<div class="stl_01" style="top: 30.7037em; left:7.0854em;"><span class="stl_22 stl_08" style="word-spacing:0.69em;">el resto de los consumidores. En &nbsp;</span></div>
					<div class="stl_01" style="top: 32.5395em; left:7.0854em;"><span class="stl_22 stl_09" style="word-spacing:0.85em;">particular, <span class="stl_08">l</span></span><span class="stl_23 stl_08" style="word-spacing:0.91em;">os copépodos son el &nbsp;</span></div>
					<div class="stl_01" style="top: 34.3562em; left:7.0854em;"><span class="stl_23 stl_08" style="word-spacing:0.72em;">componente más numeroso de la &nbsp;</span></div>
					<div class="stl_01" style="top: 36.1895em; left:7.0854em;"><span class="stl_23" style="word-spacing:0.19em;">producción secundaria en el océano y &nbsp;</span></div>
					<div class="stl_01" style="top: 38.0229em; left:7.0854em;"><span class="stl_23 stl_08" style="word-spacing:0.2em;">lagos (Giesecke &amp; González,</span><span class="stl_23 stl_08" style="word-spacing:0.17em;">&nbsp;2004).</span><span class="stl_23 stl_08" style="word-spacing:0.14em;">&nbsp;Los &nbsp;</span></div>
					<div class="stl_01" style="top: 39.8562em; left:7.0854em;"><span class="stl_23 stl_08" style="word-spacing:0.51em;">copépodos en el Pacífico Ecuatorial, &nbsp;</span></div>
					<div class="stl_01" style="top: 41.692em; left:7.0854em;"><span class="stl_23" style="word-spacing:0.1em;">aportan más</span><span class="stl_23" style="word-spacing:0.08em;">&nbsp;del</span><span class="stl_23" style="word-spacing:0.1em;">&nbsp;90%</span><span class="stl_23" style="word-spacing:0.11em;">&nbsp;de</span><span class="stl_23" style="word-spacing:0.09em;">&nbsp;la</span><span class="stl_23" style="word-spacing:0.09em;">&nbsp;abundancia &nbsp;</span></div>
					<div class="stl_01" style="top: 43.5254em; left:7.0854em;"><span class="stl_23 stl_08" style="word-spacing:0.51em;">de zooplancton (Roman &amp; Gauzens, &nbsp;</span></div>
					<div class="stl_01" style="top: 39.7062em; left:26.2917em;"><span class="stl_22 stl_08" style="word-spacing:0.16em;">(Giraldo &amp;</span><span class="stl_22 stl_08" style="word-spacing:0.13em;">&nbsp;Gutiérrez, 2007).</span><span class="stl_22 stl_08" style="word-spacing:0.09em;">&nbsp;La</span><span class="stl_22 stl_08" style="word-spacing:0.14em;">&nbsp;mayoría &nbsp;</span></div>
					<div class="stl_01" style="top: 41.542em; left:26.2917em;"><span class="stl_22 stl_08" style="word-spacing:0.37em;">de zonas estuarinas y costeras están &nbsp;</span></div>
					<div class="stl_01" style="top: 43.3745em; left:26.2917em;"><span class="stl_22" style="word-spacing:0.09em;">dominadas por copépodos, cuyo</span><span class="stl_22" style="word-spacing:0.11em;">&nbsp;grupo &nbsp;</span></div>
					<div class="stl_01" style="top: 45.1912em; left:26.2917em;"><span class="stl_22" style="word-spacing:0.05em;">tolera un amplio rango de</span><span class="stl_22" style="word-spacing:0.05em;">&nbsp;salinidades</span><span class="stl_22" style="word-spacing:0.04em;">&nbsp;y &nbsp;</span></div>
					<div class="stl_01" style="top: 47.0254em; left:26.2917em;"><span class="stl_22 stl_09" style="word-spacing:0.45em;">distintas variaciones ambientales. S<span class="stl_08">u &nbsp;</span></span></div>
					<div class="stl_01" style="top: 48.8587em; left:26.2917em;"><span class="stl_22 stl_08" style="word-spacing:0.17em;">diversidad es baja</span><span class="stl_22 stl_08" style="word-spacing:0.14em;">&nbsp;en estas zonas,</span><span class="stl_22 stl_08" style="word-spacing:0.11em;">&nbsp;pero &nbsp;</span></div>
					<div class="stl_01" style="top: 50.6937em; left:26.2917em;"><span class="stl_22 stl_09" style="word-spacing:-0.05em;">su dominancia lo convierte en uno de l<span class="stl_08">os &nbsp;</span></span></div>
					<div class="stl_01" style="top: 52.527em; left:26.2917em;"><span class="stl_22 stl_09" style="word-spacing:0.35em;">principales consumidores primarios <span class="stl_08">e &nbsp;</span></span></div>
					<div class="stl_01" style="top: 54.3604em; left:26.2917em;"><span class="stl_22" style="word-spacing:0.01em;">indicador de</span><span class="stl_22 stl_08" style="word-spacing:0.08em;">&nbsp;cambios</span><span class="stl_22 stl_08" style="word-spacing:0.02em;">&nbsp;a</span><span class="stl_22 stl_08" style="word-spacing:0.1em;">&nbsp;distintas</span><span class="stl_22 stl_08" style="word-spacing:0.1em;">&nbsp;escalas &nbsp;</span></div>
					<div class="stl_01" style="top: 45.3587em; left:7.0854em;"><span class="stl_23">1</span></div>
					<div class="stl_01" style="top: 45.3587em; left:7.5854em;"><span class="stl_23" style="word-spacing:0.35em;">997) y por ello, la importancia del &nbsp;</span></div>
					<div class="stl_01" style="top: 47.1745em; left:7.0854em;"><span class="stl_23" style="word-spacing:0.02em;">mesozooplancton en</span><span class="stl_23 stl_08" style="word-spacing:0.02em;">&nbsp;la</span><span class="stl_23 stl_08" style="word-spacing:0.09em;">&nbsp;dinámica</span><span class="stl_23 stl_08" style="word-spacing:0.09em;">&nbsp;trófica &nbsp;</span></div>
					<div class="stl_01" style="top: 49.0079em; left:7.3884em;"><span class="stl_23 stl_08" style="word-spacing:0.15em;">Bernard, 2002) ya que</span><span class="stl_23 stl_08" style="word-spacing:0.11em;">&nbsp;son la vía</span><span class="stl_23 stl_08" style="word-spacing:0.13em;">&nbsp;hacia &nbsp;</span></div>
					<div class="stl_01" style="top: 50.8437em; left:7.0854em;"><span class="stl_23" style="word-spacing:0.08em;">gran parte del flujo trófico del</span><span class="stl_23" style="word-spacing:0.08em;">&nbsp;carbono &nbsp;</span></div>
					<div class="stl_01" style="top: 52.677em; left:7.3854em;"><span class="stl_23 stl_08" style="word-spacing:0.1em;">González y</span><span class="stl_23 stl_08" style="word-spacing:0.07em;">&nbsp;Giesecke,</span><span class="stl_23 stl_08" style="word-spacing:0.06em;">&nbsp;2010). &nbsp;</span></div>
					<div class="stl_01" style="top: 49.0079em; left:7.0854em;"><span class="stl_23">(</span></div>
					<div class="stl_01" style="top: 52.677em; left:7.0854em;"><span class="stl_23">(</span></div>
					<div class="stl_01" style="top: 54.5104em; left:7.0854em;"><span class="stl_22 stl_08" style="word-spacing:0.34em;">La disponibilidad del plancton marino &nbsp;</span></div>
					<div class="stl_01" style="top: 56.3437em; left:7.0854em;"><span class="stl_22 stl_08" style="word-spacing:0.03em;">varía de acuerdo al tiempo y espacio, así &nbsp;</span></div>
					<div class="stl_01" style="top: 58.177em; left:7.0854em;"><span class="stl_22 stl_08" style="word-spacing:0.46em;">como, también se relaciona con las &nbsp;</span></div>
					<div class="stl_01" style="top: 56.1937em; left:26.2917em;"><span class="stl_22" style="word-spacing:0.26em;">(Ruíz-Pineda et al., 2016), aunque en &nbsp;</span></div>
					<div class="stl_01" style="top: 58.0104em; left:26.2917em;"><span class="stl_22 stl_09">época<span class="stl_19">s &nbsp;</span></span></div>
					<div class="stl_01" style="top: 58.0104em; left:31.471em;"><span class="stl_22 stl_09">reproductiv<span class="stl_08">as &nbsp;</span></span></div>
					<div class="stl_01" style="top: 59.8437em; left:33.0697em;"><span class="stl_22">del &nbsp;</span></div>
					<div class="stl_01" style="top: 58.0104em; left:39.382em;"><span class="stl_22 stl_09">alguno<span class="stl_08">s &nbsp;</span></span></div>
					<div class="stl_01" style="top: 59.8437em; left:26.2917em;"><span class="stl_22">elementos &nbsp;</span></div>
					<div class="stl_01" style="top: 59.8437em; left:36.8007em;"><span class="stl_22 stl_09">meroplanct<span class="stl_08">on &nbsp;</span></span></div>
					<div class="stl_01" style="top: 59.9937em; left:7.0854em;"><span class="stl_22" style="word-spacing:1em;">características físicas, químicas &nbsp;</span></div>
					<div class="stl_01" style="top: 59.9937em; left:22.8674em;"><span class="stl_22">y</span></div>
					<div class="stl_01" style="top: 61.6791em; left:26.2917em;"><span class="stl_22" style="word-spacing:0.87em;">(decápodos bentónicos, poliquetos, &nbsp;</span></div>
					<div class="stl_01" style="top: 61.8291em; left:7.0854em;"><span class="stl_22 stl_08" style="word-spacing:0.65em;">biológicas del medio donde habita &nbsp;</span></div>
					<div class="stl_01" style="top: 66.1378em; left:41.6792em;"><span class="stl_17 stl_08" style="font-style:italic;">22 &nbsp;</span></div>
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			<div class="stl_03">
				<img 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Z4+eixXSsO+f7KZHy7N8jsHduedC0bzI3/8H3OuU+s/GWn50Sv5+Gc35tuWrMu3L1qWJycmcqk0zqdK0PjkslW5f3hj7hnel7tGDuXRZetzsh8yaqm0Z9IsAWG2hIrpVjVT7V7IqORsmfNX9p/N7UO7c8fKF3LvyNk8sHBD/t96CQlf3pJ3DOzNp7ZP5EytmWoZ366WcFBCRrXezrVOO+db3Wwq235s2TO5d8mB/MDg9uwu29xU6iPLtmbe4NHcsmIiD40fzUdLeJkox3e92cpMCQbtaiuVbjvjF3tnMraVfTiaOaPHSuO/LX822c6/PfJS3rZkdQkphzNn4HRuGTuahweezdArV0tIqqbeuJJ6s/em8VYJGQ0hAwCAf7huGTubeStP566BPfnudYeypNnNusmpXChNe61V6z9R6XStm/2l8d1wvZYDFyu5Nt3KbGmQew360W6ypdnOymtTeanV7o+/WKtlX2nYf/7Uhdy/eHseGNyXDyzdmDNljmYJGTMlZDRKU9+71Gm62SwBYTr18vv5MufPbzma28YO5ptHTufNQ0dy/9pD+bZNJ3P/07ty69Nb8+svXMoLZZ7p+nT/iVIlofRvyj7f6fbPlPzhiSu5a/nW3Dk+kZ/df6YfMBbWZvuXWr1x9GzeNHY8d4/szfsGd2RtdzZHut2cLuHkaqdV5qhlzdVa3jG4qQSMA7mj1/iXYPKLZxp556K1uX3Vvrxp6ZHcOnwq3zx+LPcMbs0f7jmdC2X9me5MKiU4NHqXXQkZAAD8Q3bT2nO5afRoHiiN8MdW78rgTCPnSpN7uTTwlVYrLzYrOdWs59mLF3K8NMXn2sm5Rrs0wrW8NNvOrsr17JqZzIXMptouwaRdz/l2LXvLOr9w+Pk8WALGvcP78/7lm/rz1hu1THdm0uyfhSjNeaOZyXYl1Xoryw6czvsXrM6tq47nH4+czJtKIz9nfE/uWXmgNPYHcvP4/rx9yUienpgoQaWRVu8eiLK/U43ZrD53IT/4Z0vyyFPP5pbSrM9dezIPLFqT71w4lPctHC+h40i+ac253LxqIncO7cn8JVvz3eOb89EvLsy/WLAoB69eyYXZblaVkPHQYAkHIwdy98Cp3Dp0Kg+Mn8idA7tz0/Du3FPCy7xVp3NTCSvzh3bkp9bsynPlbzI9W/ajNdXfp97jcM8mJWSsLyHjdG4ePVyC1q78mx2H+o/XrZVgNdOcyUsl5HxifEtuX3GwzNULGUf6IeMlIQMAgBvZ3LGzuWX0dG4fOZZHl27NDzwxlE+Pr8uCs2fz2edfyO9t25If+9P/lE9+9gv52Gf+KP/2yMF8+eWX8u/37M9vjKwpvz+Zn/7zBfmdkQ350vGXs/DUhfyf2w/kp764KN9TQsFtJSjcNHY4Dw8/W8JH78RDpX8mozvd+9J75Ox0pkvDfa06m0XnannbwM7cvPJ4vmX4RFmvFwgO5s4SMOasPJlbRw/lg8vWZ92Va5mqt9Oo10s4mc5krZ3lz03mwUXr8i1rjmXeynPlmCZy++CR3L10f+4q6920+lDeMLq/NPLHcv/Q8f7ZkptHD+Thoe3550+P50I3udhqZ+WlqTy6ZFvuGJoodTTfvHIibyj1wOCxvHPh1jJ+XW5ZeawEp5OZN7Qr7x1YnWNl3SslPF1uTKdTqWYqtX6g+uBTZWwJSzcPP5f7ytjf2rm/BIv03wtSr1fywuxsfnpkU+4bOFj290zmrTjpTAYAADe+3rsxvrk08nNLw/09m49npNvNZ0+fyo/+6R/nk089mc8dOZWt7dlsqnWzo9HM/zK8Jj/xx1/KL315RTZen86uTrK31JIXa/m5L67Mpz4/lN9dtzOba4380sHLpdE/lLnDh/Loii252EymW5X+mYx2pfcI2nqut6u50q7lUmM2T506nw+WJv7usd25deBAblnxXP8G7PuWH8vdA0fy8PK9+dHF63K03i3BpJXJElaut6/narOZ5S9eK8vX5ebVB3Nr7wV8w/vz4NJded/Tu/PORdvzcAkVc4YO5A3LDmfOyKnMGduXW3uXMS1em09v3J7L3U6pblZem8kjS7eUhv9Ebi9h5OYSkO4YP5QPPLkpXyp/g18//XL/sqb5Qycyf/RwHlq0MkMvXMmFZj2Tzal0Sni4nlbOvhYyei8mnDN8uoSU7fntnXtzodPtvx+kVbteAke3HzLuGfyLkPGxkWf6gacmZAAAcKOaO3oot4wczD2j+/PeJc/kU4tGsu3KTCaanRxtJ5uma/nV8ZX5wS89kc+cfS5bSvO8I6/eTP35Cxfy43/6/+R//NJns/rqhexPJwdmZ7O+28z/vndbvn3xhjy44njuGD6cR5ZvyOUSMmZeCxm9p0vV6tUSOnrNeSNX682se/6F/PzIyvzAhl25c+HGEk6eyx2DJ/Pg8oP54PCBfHJkW35/7NlcLGOrpamfak+VuprJRjUjz72Sj67fnTmD23Lvsr351mXr8+NjW/Kp8vmzyzbkJ8d25j2DuzNv5Ei+caAEkeU7c9vgjnxs3Z586cjxTFanUpntZM21St7+9Ob+G8vnD5/IbeVv85aFa/OHu87mYAlTy65M5u5FWzO3BJBbylwPl+3934fO5qVWq3/jd7M2lavp9kPGhxasLcHhSBl7Mm8p435755680ulktoxp167mhbK9f1pCxt0lZNw81gsZE3lcyAAA4Eb3toHDuXvZgdw3ciAfXLUrv3bwaD6x4Ev5mcGlpQEeyg8ueiK/v39X/uTsqfybPTvyPU89kf9p68Z8YuGS/NKypXni5NF85six/FRp5H90yab8wurdefyzn88f7NqQn912KncvPZB7xyfySGn2/1LIqLbSqvXOaDTTrHZL4Ghkul3vX0K0voSYd3x5TWm6j+b2EoLeMrA9/2LPsewqv7/caabee2RsdSb1RpmnfjWtmZmcLQHgD16u5v7FG/Poop35DyfO5VBmc6rbzYudbo6Upv/n1+zM20qzP2/8UB4cOZYHl+7MF+rpv6+iO3UtrWYray5M91/Gd+vIqRJCTuWuwb354dU7cqKsf7U5m8Ml4Lx30cbcMnQgt4yfzAMDe/KptXtyuixvthqpVa/m/Mz1vFCCwncuXJ17xo/ljtHe2ZhN+fXd+3K+3TuDM5lOu5IzZd9+Ynxr7hg6nJtGT2d+Od7HR9bkxfJ3qs80hQwAAG5M9y05lHtXnMgdAwfy4dVHsqDVzdpaN4OXp7L8ejW76+3+5VBrrrSzo51srTQyePJydk9Xsq+VbC7N9aby+8bpTjZP1jP2ciXrKq3sLIHg53a9WOY9mDvGjuWRgWf/0uVS/ZBRn+79kPI19Xo9nca1/o3hh8u6H1i4NvNK8JkzfiAPDm7Ov959MM+V0NB/glNzsoSMWv9JVe1ewz5V7d+Q/it7z+U9I/vygae2Z3+9kwsltFQ7vRf9Xc1kaehXXK7kvYtLeBnelXuGJvLQsr355c2Hc7FbDnDySlqtVlZequaR5Tv6IWPe4JncM7gvfzLZzIWyrFVt9O+peHz55hII9ubmsYnctfxQ3vfU2v7TtyZnapmsXivbrOalRvLRRStz51AZV4LW/SO78su7j+S5sqlaq5nrtUpOlH36obFdmT98pISMU/0bwD82uqZ/LJWKkAEAwA1q3tCpvHFgInNWncndS3fmA0+M5tfW7s3Sy9fy1JXJ/M97zuYDC9bkW59el3d+dmn+j+eu5rPl989dvJbvG96U94/uzEcWrsivb9qaBS9fyJcuXM7vnryUjyzbnncu35/bx4/1n6700NCGv3Tjd7sEkWoJC51KO/VKcr003rXq+dSnr+ZYadg/VBr53pmMm8cncu/Q7vzWrsMlNMz2w0Wt0SnBoZtKo1H+PZNqpZlTZZ33fWFF7l22Nd+5aiLPl21drtTS6L2To967pKrZDwIfXLKhBIQDuXXsTB4YO5KPL1+XF7vtdKYvl31rZfHVet46sD23rih/k6Hnyrb35/PTjVxrVjNbqeRSCUD/26GXcufIztwydjJ3LD+ety1+toSymczUy/GVgNFsXs/5EqJ+++DZ/r7PGTic2wd35EdWb+0/8vdKs5tXGiW0lZD2Hcu3Ze6K3s3xJ3LX8P5879iqnClBZLomZAAAcIOaO3Kq/3Spm1eeLp+H+u+QuHfZ5tw/sC13r9iVucP7SoO8L/eUBnj+wK7cMbo7d43syn1l+b1De0pzfDi3jpQw0V++tzTKBzJ32e7cMX48d44d799nMHf8aN41/Gye786WYNF7n0SlhIV2CQjVEhTamWyW0FCa+G5tKjPVepZf6uSRRb0X4k1k/vDRPLh0W35l25GcLg36TK2d1kwzlVqjrDeZ67XLudiZzZ+/OJOHFm3NvYu35qd2nMnhEiheabRSq0+n3prMZKeVU2X971u0IfeXY7p77enMGTyURxc+mz0lOFwt4WeiWcvvnrqSewb2Ze7Qsf47Mt46tCN/dLWSM7OzJdjUcr1SzdISsh4Z31j+Xnv7lzg9OLAzv3noXJ7vnc0o4aI93cp0tZM15d/vWriuBJKJ3LnyRB5asDZ/dupiDjaSjWVffvPouTy4aH3/BvKbhg+Xv/WBfPeK9dlX5jnX7QoZAADcmOaMHM/Xq948diy3DZ7MXWMTef/gszldGvVmafp7IaNRmvBOpTTj/Zfx1VIvv3fqrRydST7y5bUlXPSeLnUy80aO5a6h3XlsaHN+YXhd9l66lnajk26rnampq7neuJ4/33s4735qY+YMnchty/bnsYFN+bHPfzH7L15OdXoyndlqpmYbOVWa+1999kgeWrYpt5d9u2nF6cz70vb85LJn8oWdO/PUuZfz7gVl2Ujvjd4nM3fsaO4Z2pnvGd+e31i9MS+3Zst2Z7O13s57nlqRuaN7cvPYqdw6cDBvHdicf7Z8ZdYfPpNus/eY2mpOduv5xWdLoFm6LzcPns4DYyfyjj8fy8eXbsq3luO5/elnctvwrswbOpj5JeS9ofcErUWb8omxzfmd9ZuEDAAAbkyvFw6+VvU3hYxupZFq/2V8jVSatVwt/17fnM1bh9bkG9fuyzePn8gbVp/Om1ZO5N6R/fnwglXZ2ejmSrOdbq2TZln/cruT396wM/cs31XWeSn/qHfZ0eDu/PCipTnZePVdGvUSRKablf59EiPV5B1LV+fNg4fz5vEXcu/o6XznU2uycqaZ/3DmlTz89K7cPDyRm8ZP5829F+mtOJq3Ld+ZH1m4uoSGpF5Cxsl28vjidbl7uPeujZfzj4efyy3Du/PeLw/kmalqLtSvZLp9IZdzNWurtXx46fbctex4CROnctfA0TzQC07jxzJ3xeHcPXoydw4cz81LDmX+6udz59D+vHvhuvzexItCBgAAN6bXCwdfq/rrQka9hIxGvVrCRT2VRiv1ejMz3dmMXZ3Ou5aNZv6qrbl3aEduH96beQN782Bp1D++dEMOJZls1UpAmUmnrPdKWedfrdqQt5Rlc1Yf6z8y9pGBPfnlDZv7j5GtVRtlO5Npd+q5XsLJ3rL+dywezAMDu/oh4e2De/ODA+vzTBn7704+n/cseTYPDuzI3YM7clvvsqoVB/L2xZvzicWrc2a2m0YJRC+X8PIHe0/m4YWbcs/SidwzfDYPrtid71o0nENlnqvdarqZTL3yYs6XcLPk/FQ+smRzHly2K7ePHM1NoyVwjB7JPUO9uXfnA0v25qEvbczdCzb2A82HFj6Tse6skAEAwI3p9cLB16r+2pBR67z6ONsSMqr1Tv/lfDNT9ey/cC0/++XBfHzBivzQk8vy0QXD+f4F4/mxRSvzR7uO5FylmtnmdFrVy5mqXckLjen8p3378tEvLy7hYTTft2BlfuxzI3nq7At5qVVCQS/AtGbS7NQyOTWdl0oI+Nfj4/n4lwbzvQtG8vGyrV8fHs+eej1PHjueH3piYR5/anm+76ll+ScLV+S7nhrLDy4YzJMnzuZ8o1aCzdVMlf0ePP98fnT5aBm7Po8v2pTv/eLy/O74mlwvoWemMZvZ/l3gk+VzJle6yfpaKz+3bnPe8cRw3rF0S96zbEMJJSvzW5uPZHRmNj+3eGV+8AtL85NL1+d3Vm7N0bqQAQDADer1wsHXqv6mkFFrVvqXS/VCRr3WTLNWTas06ZOlKe+9K6L3Ruxzs908V+qFbidX2q3+vQ6ztZnUKxdTbV7NldpULnc6OV2Wn0i3f7bh+c5sXi5hYqrSSrfZzmS7hJlSnWo9UzONvNIpY8p2TpT9OVk+X2y1crVezaVWPWd679Yov58u85wodby37dlOzrebJdRMplufzPTkpbI/lbK9lHHJmbK/vbEvlzGV69Ov3W/Szux0K7NTjbKvtVwq+97b3o5O8uS5S1l8/lL2fWV/a7W81OjkTLMcR9m3Vzrt1LstIQMAgBvT64WDr1X9jfdkVMtnCReV0mBP9d6Y3a6m3S0hojTarbK8Wu/ds1GCSHMyM/UrqdSvl+/V8tlMrRc0pqfTnemkNdULKLVUe28A787keqeW6Woj6TX75fdL5bfLnanM1ltJfTaterd/P0e1d4lWqWatnna1986N3hxlf/pv726kUUJQozWZRuNaGTuV6cpM2q1uZqu9fW30H8fbqkyX9WdysTWTK2W77UatrHvp1bM0jW5Zb7YcazvVEm4qZbvXSviYLLvxclnnfOtarjcvp9WaSruEnFqlnslqtYSj62m2rgsZAADcmOaMnCiB4OtT80aPZf7Yydw5cjSPLV6bo5ktDXgJB/XeZVKl0S/Nfe8lfLVeaGiUzxIg6qXZ7t2r0XhtWe97b3zv7d71Ejj648r4egkgvTGtarNfr44vjXqZo9rsrVOWld96N37PNGslyNT72+v/VoLNq5+vbuMrv39lf3rVW9bfj/pMv17dj1e33Xsp31e216pVS3B6dZu9bfTHNab7+1FplOPq72tv/16t3r979Z+PtxzXq9v5q8c8I2QAAHBjmrei9y6Lv031bqp+vXq9sa/W7SNHMn98InevOJIPL3w1ZNR690eU0DDZ6pYGvPFaU61ep4QMAABuTHcMHclX1+1Dh/+ihr+6Dv1X6qvGfNW6vbnuLL/dMTaRe74qZPTOZPRCxlSzWxppIeOvKSEDAAAAAAAAAAAAAAAAAAAAAAAAAAAAuJF9RCmllFLq72m9vxTw38Hr/R9SKaWUUurvQwkZAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA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alt="" class="stl_24" />
			</div>
			<div class="stl_view">
				<div class="stl_05 stl_06">
					<div class="stl_01" style="top: 2.8676em; left:7.0854em;"><span class="stl_07 stl_08" style="font-style:italic; word-spacing:-0.01em;">Revista de</span><span class="stl_07 stl_08" style="font-style:italic; word-spacing:0em;">&nbsp;Ciencias de<span class="stl_09">l</span></span><span class="stl_07 stl_08" style="font-style:italic; word-spacing:-0.03em;">&nbsp;Mar</span><span class="stl_07 stl_08" style="font-style:italic; word-spacing:0em;">&nbsp;y</span><span class="stl_07 stl_08" style="font-style:italic; word-spacing:0.02em;">&nbsp;Acuicultura</span><span class="stl_07 stl_08" style="font-style:italic; word-spacing:-0.01em;">&nbsp;“YAKU”:</span><span class="stl_07 stl_08" style="font-style:italic; word-spacing:0.03em;">&nbsp;Vol.</span><span class="stl_07 stl_08" style="word-spacing:0.02em;">&nbsp;</span><span class="stl_10 stl_08" style="font-style:italic; word-spacing:0.03em;">3 (Núm.5)</span><span class="stl_10 stl_08" style="font-style:italic; word-spacing:-0.01em;">&nbsp;(ene</span><span class="stl_10 stl_08" style="word-spacing:0em;">&nbsp;</span><span class="stl_07 stl_08" style="font-style:italic; word-spacing:0em;">–</span><span class="stl_07 stl_08" style="word-spacing:0em;">&nbsp;</span><span class="stl_10 stl_08" style="font-style:italic; word-spacing:0em;">jun 2020)<span class="stl_09">.</span></span><span class="stl_10 stl_08" style="font-style:italic; word-spacing:0.02em;">&nbsp;ISSN:</span><span class="stl_10 stl_08" style="font-style:italic; word-spacing:0.01em;">&nbsp;2600-5824. &nbsp;</span></div>
					<div class="stl_01" style="top: 3.8676em; left:7.0854em;"><span class="stl_10 stl_08" style="font-style:italic; word-spacing:0.02em;">Abundancia, composición</span><span class="stl_10 stl_08" style="font-style:italic; word-spacing:0.02em;">&nbsp;y</span><span class="stl_10 stl_08" style="font-style:italic; word-spacing:0.01em;">&nbsp;diversidad del</span><span class="stl_10 stl_08" style="font-style:italic; word-spacing:0.04em;">&nbsp;zooplancton</span><span class="stl_10 stl_08" style="font-style:italic; word-spacing:0.02em;">&nbsp;en la</span><span class="stl_10 stl_08" style="font-style:italic; word-spacing:0.04em;">&nbsp;zona</span><span class="stl_10 stl_08" style="font-style:italic; word-spacing:0.02em;">&nbsp;de</span><span class="stl_10 stl_08" style="font-style:italic; word-spacing:0.01em;">&nbsp;Cojimíes</span><span class="stl_07 stl_08" style="font-style:italic; word-spacing:0.01em;">–</span><span class="stl_10 stl_08" style="font-style:italic; word-spacing:0.01em;">Manabí,</span><span class="stl_10 stl_08" style="font-style:italic; word-spacing:0.05em;">&nbsp;durante</span><span class="stl_10 stl_08" style="font-style:italic; word-spacing:0.03em;">&nbsp;los</span><span class="stl_10 stl_08" style="font-style:italic; word-spacing:0.02em;">&nbsp;meses de</span><span class="stl_10 stl_08" style="font-style:italic; word-spacing:0.04em;">&nbsp;mayo-octubre &nbsp;</span></div>
					<div class="stl_01" style="top: 4.8035em; left:7.0854em;"><span class="stl_10 stl_08" style="font-style:italic; word-spacing:0.03em;">del 2018 &nbsp;</span></div>
					<div class="stl_01" style="top: 6.3995em; left:7.0854em;"><span class="stl_22" style="word-spacing:0.15em;">etc.) pueden dominar por un lapso</span><span class="stl_22" style="word-spacing:0.16em;">&nbsp;de &nbsp;</span></div>
					<div class="stl_01" style="top: 8.2337em; left:7.0854em;"><span class="stl_22" style="word-spacing:0em;">tiempo (De Silva-Dávila et al., 2006). &nbsp;</span></div>
					<div class="stl_01" style="top: 6.3995em; left:26.2917em;"><span class="stl_22 stl_08" style="word-spacing:0.44em;">La presente investigación estudia las &nbsp;</span></div>
					<div class="stl_01" style="top: 8.2337em; left:26.2917em;"><span class="stl_22">variaciones &nbsp;</span></div>
					<div class="stl_01" style="top: 10.0662em; left:26.2917em;"><span class="stl_22">abundancia &nbsp;</span></div>
					<div class="stl_01" style="top: 8.2337em; left:32.4007em;"><span class="stl_22 stl_08">en &nbsp;</span></div>
					<div class="stl_01" style="top: 10.0662em; left:32.8837em;"><span class="stl_22">y</span></div>
					<div class="stl_01" style="top: 8.2337em; left:34.9317em;"><span class="stl_22">la &nbsp;</span></div>
					<div class="stl_01" style="top: 8.2337em; left:37.1617em;"><span class="stl_22 stl_09">composición<span class="stl_08">, &nbsp;</span></span></div>
					<div class="stl_01" style="top: 10.0662em; left:41.2757em;"><span class="stl_22">del &nbsp;</span></div>
					<div class="stl_01" style="top: 10.0662em; left:35.1997em;"><span class="stl_22">diversidad &nbsp;</span></div>
					<div class="stl_01" style="top: 10.7329em; left:7.0854em;"><span class="stl_22" style="word-spacing:-0.03em;">Cojimíes es la parte fronteriza que limita &nbsp;</span></div>
					<div class="stl_01" style="top: 12.567em; left:7.0854em;"><span class="stl_22 stl_08" style="word-spacing:0.16em;">las provincias de</span><span class="stl_22 stl_08" style="word-spacing:0.13em;">&nbsp;Manabí y</span><span class="stl_22" style="word-spacing:0.09em;">&nbsp;Esmeraldas, &nbsp;</span></div>
					<div class="stl_01" style="top: 14.402em; left:7.0854em;"><span class="stl_22 stl_08" style="word-spacing:0.12em;">ubicada entre los</span><span class="stl_22 stl_08" style="word-spacing:0.09em;">&nbsp;grados 0°</span><span class="stl_22 stl_08" style="word-spacing:0.07em;">&nbsp;y 1° norte</span><span class="stl_22 stl_08" style="word-spacing:0.05em;">&nbsp;y &nbsp;</span></div>
					<div class="stl_01" style="top: 11.9004em; left:26.2917em;"><span class="stl_22 stl_08" style="word-spacing:0.18em;">zooplancton en la zona costera</span><span class="stl_22 stl_08" style="word-spacing:0.18em;">&nbsp;marina &nbsp;</span></div>
					<div class="stl_01" style="top: 13.7354em; left:26.2917em;"><span class="stl_22 stl_08" style="word-spacing:0.12em;">frente a Cojimíes,</span><span class="stl_22 stl_08" style="word-spacing:0.09em;">&nbsp;durante</span><span class="stl_22 stl_08" style="word-spacing:0.07em;">&nbsp;los</span><span class="stl_22 stl_08" style="word-spacing:0.09em;">&nbsp;meses</span><span class="stl_22 stl_08" style="word-spacing:0.07em;">&nbsp;de &nbsp;</span></div>
					<div class="stl_01" style="top: 15.5687em; left:26.2917em;"><span class="stl_22 stl_08" style="word-spacing:0.17em;">mayo a</span><span class="stl_22 stl_08" style="word-spacing:0.15em;">&nbsp;octubre de</span><span class="stl_22 stl_08" style="word-spacing:0.15em;">&nbsp;2018, y su</span><span class="stl_22 stl_08" style="word-spacing:0.19em;">&nbsp;relación &nbsp;</span></div>
					<div class="stl_01" style="top: 17.402em; left:26.2917em;"><span class="stl_22" style="word-spacing:0.01em;">con parámetros ambientales. &nbsp;</span></div>
					<div class="stl_01" style="top: 16.2354em; left:7.0854em;"><span class="stl_22" style="word-spacing:-0.01em;">80° - 81° oeste. Esta zona se destaca por &nbsp;</span></div>
					<div class="stl_01" style="top: 18.0687em; left:7.0854em;"><span class="stl_22 stl_08" style="word-spacing:0.08em;">su biodiversidad marina y productividad &nbsp;</span></div>
					<div class="stl_01" style="top: 19.8854em; left:7.0854em;"><span class="stl_22 stl_08" style="word-spacing:0.12em;">camaronera (Cajas et</span><span class="stl_22 stl_08" style="word-spacing:0.04em;">&nbsp;al.,</span><span class="stl_22 stl_08" style="word-spacing:0.08em;">&nbsp;2000).</span><span class="stl_22 stl_08" style="word-spacing:0.04em;">&nbsp;La</span><span class="stl_22 stl_08" style="word-spacing:0.06em;">&nbsp;zona &nbsp;</span></div>
					<div class="stl_01" style="top: 21.7187em; left:7.0854em;"><span class="stl_22 stl_08" style="word-spacing:0.47em;">posee un estuario que debido a la &nbsp;</span></div>
					<div class="stl_01" style="top: 23.5545em; left:7.0854em;"><span class="stl_22 stl_08" style="word-spacing:0.31em;">intervención humana ha perdido</span><span class="stl_22 stl_08" style="word-spacing:0.27em;">&nbsp;gran &nbsp;</span></div>
					<div class="stl_01" style="top: 25.3879em; left:7.0854em;"><span class="stl_22 stl_08" style="word-spacing:0.26em;">parte de su diversidad</span><span class="stl_22 stl_08" style="word-spacing:0.24em;">&nbsp;micro y</span><span class="stl_22 stl_08" style="word-spacing:0.25em;">&nbsp;macro &nbsp;</span></div>
					<div class="stl_01" style="top: 27.2212em; left:7.0854em;"><span class="stl_22 stl_08" style="word-spacing:0.05em;">fáunica, dejándolo en una posición poco &nbsp;</span></div>
					<div class="stl_01" style="top: 29.0545em; left:7.0854em;"><span class="stl_22 stl_08" style="word-spacing:0.06em;">favorable para la reproducción inicial de &nbsp;</span></div>
					<div class="stl_01" style="top: 30.8879em; left:7.0854em;"><span class="stl_22 stl_08" style="word-spacing:0.37em;">las especies marinas que allí habitan &nbsp;</span></div>
					<div class="stl_01" style="top: 21.052em; left:26.2917em;"><span class="stl_21" style="font-weight:bold;">2</span></div>
					<div class="stl_01" style="top: 21.052em; left:26.7917em;"><span class="stl_21" style="font-weight:bold; word-spacing:0.51em;">. Materiales</span><span class="stl_21 stl_08" style="font-weight:bold; word-spacing:0.02em;">&nbsp;y</span><span class="stl_21 stl_08" style="font-weight:bold; word-spacing:0.07em;">&nbsp;métodos &nbsp;</span></div>
					<div class="stl_01" style="top: 22.8704em; left:26.7917em;"><span class="stl_21 stl_08" style="font-weight:bold; word-spacing:0.03em;">.1. Área de Estudio &nbsp;</span></div>
					<div class="stl_01" style="top: 22.8704em; left:26.2917em;"><span class="stl_21" style="font-weight:bold;">2</span></div>
					<div class="stl_01" style="top: 25.3704em; left:26.2917em;"><span class="stl_22 stl_08" style="word-spacing:0.24em;">El estudio se desarrolló en la costa</span><span class="stl_22 stl_08" style="word-spacing:0.21em;">&nbsp;al &nbsp;</span></div>
					<div class="stl_01" style="top: 27.2037em; left:26.2917em;"><span class="stl_22" style="word-spacing:0.45em;">norte de la desembocadura del río &nbsp;</span></div>
					<div class="stl_01" style="top: 29.0379em; left:26.2917em;"><span class="stl_25 stl_08" style="word-spacing:0.04em;">Cojimíes (0° 25’ 15” N, 80° 4’ 48” O). &nbsp;</span></div>
					<div class="stl_01" style="top: 31.537em; left:26.2917em;"><span class="stl_22" style="word-spacing:0.23em;">La zona se destaca por ser</span><span class="stl_22" style="word-spacing:0.22em;">&nbsp;un</span><span class="stl_22" style="word-spacing:0.22em;">&nbsp;sector &nbsp;</span></div>
					<div class="stl_01" style="top: 32.7062em; left:7.0854em;"><span class="stl_22 stl_08" style="word-spacing:0.07em;">(Elao &amp; Guevara, 2006). &nbsp;</span></div>
					<div class="stl_01" style="top: 33.3729em; left:26.2917em;"><span class="stl_22 stl_09" style="word-spacing:0.89em;">pesquero altamente productiv<span class="stl_08">o &nbsp;</span></span></div>
					<div class="stl_01" style="top: 33.3729em; left:42.0747em;"><span class="stl_22">y</span></div>
					<div class="stl_01" style="top: 35.2062em; left:7.0854em;"><span class="stl_22 stl_09" style="word-spacing:0.44em;">Como actividad económica principa<span class="stl_08">l, &nbsp;</span></span></div>
					<div class="stl_01" style="top: 37.0395em; left:7.0854em;"><span class="stl_22 stl_08" style="word-spacing:0.15em;">Cojimíes se</span><span class="stl_22 stl_08" style="word-spacing:0.12em;">&nbsp;fundamenta en</span><span class="stl_22 stl_08" style="word-spacing:0.07em;">&nbsp;la</span><span class="stl_22 stl_08" style="word-spacing:0.12em;">&nbsp;pesca.</span><span class="stl_22 stl_08" style="word-spacing:0.09em;">&nbsp;La &nbsp;</span></div>
					<div class="stl_01" style="top: 35.2062em; left:26.2917em;"><span class="stl_22 stl_08" style="word-spacing:0.3em;">poseer un estuario considerado como &nbsp;</span></div>
					<div class="stl_01" style="top: 37.0229em; left:26.2917em;"><span class="stl_22 stl_08" style="word-spacing:0.08em;">zona de</span><span class="stl_22 stl_08" style="word-spacing:0.11em;">&nbsp;crianza</span><span class="stl_22 stl_08" style="word-spacing:0.05em;">&nbsp;de</span><span class="stl_22 stl_08" style="word-spacing:0.12em;">&nbsp;diversas</span><span class="stl_22 stl_08" style="word-spacing:0.13em;">&nbsp;especies</span><span class="stl_22 stl_08" style="word-spacing:0.07em;">&nbsp;de &nbsp;</span></div>
					<div class="stl_01" style="top: 38.8562em; left:26.2917em;"><span class="stl_22 stl_08" style="word-spacing:0.45em;">peces e invertebrados (Candelario &amp; &nbsp;</span></div>
					<div class="stl_01" style="top: 40.6895em; left:26.2917em;"><span class="stl_22 stl_09" style="word-spacing:0.01em;">Elizabeth, 2017)<span class="stl_08">. &nbsp;</span></span></div>
					<div class="stl_01" style="top: 38.8729em; left:7.0854em;"><span class="stl_22" style="word-spacing:0.85em;">presencia de manglares &nbsp;</span></div>
					<div class="stl_01" style="top: 38.8729em; left:19.4834em;"><span class="stl_22">y</span></div>
					<div class="stl_01" style="top: 38.8729em; left:20.9984em;"><span class="stl_22 stl_09">zona<span class="stl_08">s &nbsp;</span></span></div>
					<div class="stl_01" style="top: 40.7062em; left:7.0854em;"><span class="stl_22 stl_08" style="word-spacing:0.08em;">estratégicas para la pesca, lo convierten &nbsp;</span></div>
					<div class="stl_01" style="top: 42.5412em; left:7.0854em;"><span class="stl_22" style="word-spacing:0.13em;">en zona</span><span class="stl_22" style="word-spacing:0.11em;">&nbsp;de alta diversidad de</span><span class="stl_22" style="word-spacing:0.11em;">&nbsp;recursos &nbsp;</span></div>
					<div class="stl_01" style="top: 44.3754em; left:7.0854em;"><span class="stl_22 stl_08" style="word-spacing:0.24em;">como la concha</span><span class="stl_22 stl_08" style="word-spacing:0.19em;">&nbsp;(</span><span class="stl_26" style="font-style:italic; word-spacing:0.16em;">Anadara</span><span class="stl_26 stl_09" style="font-style:italic; word-spacing:0.16em;">&nbsp;tuberculosa<span class="stl_08">, &nbsp;</span></span></div>
					<div class="stl_01" style="top: 46.192em; left:7.0854em;"><span class="stl_26 stl_08" style="font-style:italic; word-spacing:0.26em;">A. similis</span><span class="stl_22" style="word-spacing:0.17em;">), cangrejos,</span><span class="stl_22 stl_08" style="word-spacing:0.22em;">&nbsp;peces,</span><span class="stl_22 stl_08" style="word-spacing:0.25em;">&nbsp;moluscos, &nbsp;</span></div>
					<div class="stl_01" style="top: 48.0254em; left:7.0854em;"><span class="stl_22 stl_08" style="word-spacing:0.36em;">entre otros (Vázquez, 2007). Los</span><span class="stl_22 stl_08" style="word-spacing:0.33em;">&nbsp;ríos &nbsp;</span></div>
					<div class="stl_01" style="top: 43.192em; left:26.2917em;"><span class="stl_21 stl_08" style="font-weight:bold; word-spacing:0.03em;">2.2. Fase de campo &nbsp;</span></div>
					<div class="stl_01" style="top: 45.692em; left:26.2917em;"><span class="stl_22 stl_08" style="word-spacing:0.04em;">Durante la investigación se realizaron 24 &nbsp;</span></div>
					<div class="stl_01" style="top: 47.5245em; left:26.2917em;"><span class="stl_22" style="word-spacing:0.43em;">arrastres superficiales entre mayo y &nbsp;</span></div>
					<div class="stl_01" style="top: 49.3579em; left:26.2917em;"><span class="stl_22 stl_08" style="word-spacing:0.24em;">octubre 2018, a razón</span><span class="stl_22 stl_08" style="word-spacing:0.19em;">&nbsp;de 12</span><span class="stl_22 stl_08" style="word-spacing:0.25em;">&nbsp;arrastres &nbsp;</span></div>
					<div class="stl_01" style="top: 51.1937em; left:26.2917em;"><span class="stl_22 stl_08" style="word-spacing:0.23em;">diurnos (07:00 a 08:00) y 12 arrastres &nbsp;</span></div>
					<div class="stl_01" style="top: 53.0104em; left:26.2917em;"><span class="stl_22 stl_08" style="word-spacing:0.08em;">nocturnos (20:00 a 21:00). &nbsp;</span></div>
					<div class="stl_01" style="top: 49.8587em; left:7.0854em;"><span class="stl_22 stl_09">Muisne-Cojimíe<span class="stl_19">s, &nbsp;</span></span></div>
					<div class="stl_01" style="top: 49.8587em; left:15.8685em;"><span class="stl_22">al &nbsp;</span></div>
					<div class="stl_01" style="top: 49.8587em; left:18.3145em;"><span class="stl_22">desembocar &nbsp;</span></div>
					<div class="stl_01" style="top: 51.6937em; left:7.0854em;"><span class="stl_22 stl_08" style="word-spacing:0.46em;">directamente al mar, influyen en el &nbsp;</span></div>
					<div class="stl_01" style="top: 53.527em; left:7.0854em;"><span class="stl_22" style="word-spacing:0.19em;">aporte de nutrientes provenientes</span><span class="stl_22" style="word-spacing:0.2em;">&nbsp;del &nbsp;</span></div>
					<div class="stl_01" style="top: 55.3604em; left:7.0854em;"><span class="stl_22" style="word-spacing:0.66em;">continente. Además, se &nbsp;</span></div>
					<div class="stl_01" style="top: 55.3604em; left:19.7034em;"><span class="stl_22 stl_09">registra<span class="stl_08">n &nbsp;</span></span></div>
					<div class="stl_01" style="top: 55.5104em; left:26.2917em;"><span class="stl_22 stl_08" style="word-spacing:0.08em;">Para esto, se establecieron 3 transeptos &nbsp;</span></div>
					<div class="stl_01" style="top: 57.3437em; left:26.2917em;"><span class="stl_22 stl_08" style="word-spacing:0.07em;">paralelos a la costa, con 800 metros (m) &nbsp;</span></div>
					<div class="stl_01" style="top: 59.177em; left:26.2917em;"><span class="stl_22" style="word-spacing:0em;">de longitud, aproximadamente. &nbsp;</span></div>
					<div class="stl_01" style="top: 57.1937em; left:7.0854em;"><span class="stl_22 stl_08" style="word-spacing:0.32em;">precipitaciones anuales en la</span><span class="stl_22 stl_08" style="word-spacing:0.25em;">&nbsp;zona</span><span class="stl_22 stl_08" style="word-spacing:0.24em;">&nbsp;de &nbsp;</span></div>
					<div class="stl_01" style="top: 59.027em; left:7.0854em;"><span class="stl_22" style="word-spacing:0.02em;">Esmeraldas cercanas</span><span class="stl_22 stl_08" style="word-spacing:0.04em;">&nbsp;a</span><span class="stl_22 stl_08" style="word-spacing:0.04em;">&nbsp;800</span><span class="stl_22 stl_08" style="word-spacing:0.04em;">&nbsp;mm</span><span class="stl_22 stl_08" style="word-spacing:0.09em;">&nbsp;durante &nbsp;</span></div>
					<div class="stl_01" style="top: 60.8458em; left:7.0854em;"><span class="stl_22 stl_08" style="word-spacing:0.27em;">los meses de enero</span><span class="stl_22 stl_08" style="word-spacing:0.23em;">&nbsp;a mayo</span><span class="stl_22 stl_08" style="word-spacing:0.31em;">&nbsp;(INAMHI, &nbsp;</span></div>
					<div class="stl_01" style="top: 62.6791em; left:7.0854em;"><span class="stl_22 stl_09">2018)<span class="stl_08">. &nbsp;</span></span></div>
					<div class="stl_01" style="top: 66.1378em; left:41.6792em;"><span class="stl_17 stl_08" style="font-style:italic;">23 &nbsp;</span></div>
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			<div class="stl_03">
				<img 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alt="" class="stl_27" />
			</div>
			<div class="stl_view">
				<div class="stl_05 stl_06">
					<div class="stl_01" style="top: 2.8676em; left:7.0854em;"><span class="stl_10 stl_08" style="font-style:italic; word-spacing:-0.01em;">Re</span><span class="stl_07 stl_08" style="font-style:italic; word-spacing:-0.01em;">vista de</span><span class="stl_07 stl_08" style="font-style:italic; word-spacing:0em;">&nbsp;Ciencias</span><span class="stl_07 stl_08" style="font-style:italic; word-spacing:0em;">&nbsp;del</span><span class="stl_07 stl_08" style="font-style:italic; word-spacing:-0.03em;">&nbsp;Mar</span><span class="stl_07 stl_08" style="font-style:italic; word-spacing:0em;">&nbsp;y</span><span class="stl_07 stl_08" style="font-style:italic; word-spacing:0.02em;">&nbsp;Acuicultura</span><span class="stl_07 stl_08" style="font-style:italic; word-spacing:-0.01em;">&nbsp;“YAKU”:</span><span class="stl_07 stl_08" style="font-style:italic; word-spacing:0.03em;">&nbsp;Vol.</span><span class="stl_07 stl_08" style="word-spacing:0.02em;">&nbsp;</span><span class="stl_10 stl_08" style="font-style:italic; word-spacing:0.02em;">3</span><span class="stl_10 stl_08" style="font-style:italic; word-spacing:0.03em;">&nbsp;(Núm.</span><span class="stl_10 stl_08" style="font-style:italic; word-spacing:-0.01em;">&nbsp;5)</span><span class="stl_10 stl_08" style="font-style:italic; word-spacing:0.02em;">&nbsp;(ene</span><span class="stl_10 stl_08" style="word-spacing:0.03em;">&nbsp;</span><span class="stl_07 stl_08" style="font-style:italic; word-spacing:0.03em;">–</span><span class="stl_07 stl_08" style="word-spacing:0.01em;">&nbsp;</span><span class="stl_10 stl_08" style="font-style:italic; word-spacing:0.01em;">jun</span><span class="stl_10 stl_08" style="font-style:italic; word-spacing:0.02em;">&nbsp;2020).</span><span class="stl_10 stl_08" style="font-style:italic; word-spacing:0em;">&nbsp;ISSN:</span><span class="stl_10 stl_08" style="font-style:italic; word-spacing:0em;">&nbsp;2600-5824. &nbsp;</span></div>
					<div class="stl_01" style="top: 3.8676em; left:7.0854em;"><span class="stl_10 stl_08" style="font-style:italic; word-spacing:0.01em;">Ramos-Centeno &amp; Napa-España (2020) &nbsp;</span></div>
					<div class="stl_01" style="top: 5.8329em; left:7.0854em;"><span class="stl_22 stl_08" style="word-spacing:0.29em;">Los mismos estuvieron</span><span class="stl_22 stl_08" style="word-spacing:0.24em;">&nbsp;ubicados a</span><span class="stl_22 stl_08" style="word-spacing:0.22em;">&nbsp;2,7 &nbsp;</span></div>
					<div class="stl_01" style="top: 7.667em; left:7.0854em;"><span class="stl_22 stl_08" style="word-spacing:0.13em;">km de</span><span class="stl_22 stl_08" style="word-spacing:0.12em;">&nbsp;la costa (A);</span><span class="stl_22 stl_08" style="word-spacing:0.1em;">&nbsp;2,3</span><span class="stl_22 stl_08" style="word-spacing:0.1em;">&nbsp;km</span><span class="stl_22 stl_08" style="word-spacing:0.1em;">&nbsp;(B) y 1,8</span><span class="stl_22 stl_08" style="word-spacing:0.1em;">&nbsp;km &nbsp;</span></div>
					<div class="stl_01" style="top: 5.8329em; left:26.2917em;"><span class="stl_22" style="word-spacing:0.05em;">conservaban en</span><span class="stl_22" style="word-spacing:0.03em;">&nbsp;refrigeración</span><span class="stl_22 stl_08" style="word-spacing:0.1em;">&nbsp;hasta</span><span class="stl_22 stl_08" style="word-spacing:0.06em;">&nbsp;que &nbsp;</span></div>
					<div class="stl_01" style="top: 7.667em; left:26.2917em;"><span class="stl_22 stl_08" style="word-spacing:1.59em;">se trasladaron en recipientes &nbsp;</span></div>
					<div class="stl_01" style="top: 9.4995em; left:7.0854em;"><span class="stl_22 stl_08" style="word-spacing:0.06em;">(C) (Fig. 1). &nbsp;</span></div>
					<div class="stl_01" style="top: 9.4995em; left:26.2917em;"><span class="stl_22 stl_08" style="word-spacing:0.27em;">isotérmicos hasta el Laboratorio de la &nbsp;</span></div>
					<div class="stl_01" style="top: 11.3337em; left:26.2917em;"><span class="stl_22" style="word-spacing:0.4em;">Facultad de Ciencias del Mar de la &nbsp;</span></div>
					<div class="stl_01" style="top: 13.1687em; left:26.2917em;"><span class="stl_22" style="word-spacing:0.29em;">ULEAM en Manta para su respectivo &nbsp;</span></div>
					<div class="stl_01" style="top: 15.002em; left:26.2917em;"><span class="stl_22 stl_08" style="word-spacing:0.39em;">análisis. Se recolectaron muestras de &nbsp;</span></div>
					<div class="stl_01" style="top: 16.8187em; left:26.2917em;"><span class="stl_22" style="word-spacing:0.27em;">agua de mar para el análisis del pH, &nbsp;</span></div>
					<div class="stl_01" style="top: 18.652em; left:26.2917em;"><span class="stl_22">carbonatos &nbsp;</span></div>
					<div class="stl_01" style="top: 18.652em; left:31.9347em;"><span class="stl_22">y</span></div>
					<div class="stl_01" style="top: 18.652em; left:33.4667em;"><span class="stl_22">bicarbonatos, &nbsp;</span></div>
					<div class="stl_01" style="top: 18.652em; left:40.1067em;"><span class="stl_22">y</span></div>
					<div class="stl_01" style="top: 18.652em; left:41.6387em;"><span class="stl_22 stl_08">se &nbsp;</span></div>
					<div class="stl_01" style="top: 20.4854em; left:26.2917em;"><span class="stl_22 stl_08" style="word-spacing:0.67em;">trasladaron al laboratorio para ser &nbsp;</span></div>
					<div class="stl_01" style="top: 22.3187em; left:26.2917em;"><span class="stl_22 stl_09">analizadas<span class="stl_19">. &nbsp;</span></span></div>
					<div class="stl_01" style="top: 21.2607em; left:7.7854em;"><span class="stl_28" style="font-weight:bold; word-spacing:-0.01em;">Figura 1. </span><span class="stl_29" style="word-spacing:-0.01em;">Localización de la zona de estudio. &nbsp;</span></div>
					<div class="stl_01" style="top: 24.1545em; left:7.0854em;"><span class="stl_22 stl_08" style="word-spacing:0.11em;">La red</span><span class="stl_22 stl_08" style="word-spacing:0.05em;">&nbsp;se</span><span class="stl_22 stl_08" style="word-spacing:0.1em;">&nbsp;arrastró desde un</span><span class="stl_22 stl_08" style="word-spacing:0.09em;">&nbsp;bote</span><span class="stl_22 stl_08" style="word-spacing:0.06em;">&nbsp;de</span><span class="stl_22 stl_08" style="word-spacing:0.09em;">&nbsp;6,6 &nbsp;</span></div>
					<div class="stl_01" style="top: 25.9879em; left:7.0854em;"><span class="stl_22 stl_08" style="word-spacing:0.41em;">m de eslora con motor 40 HP. Los &nbsp;</span></div>
					<div class="stl_01" style="top: 27.8212em; left:7.0854em;"><span class="stl_22 stl_08" style="word-spacing:1.01em;">arrastres fueron horizontales con &nbsp;</span></div>
					<div class="stl_01" style="top: 29.6537em; left:7.0854em;"><span class="stl_22 stl_08" style="word-spacing:0.36em;">duración de 10 minutos (min) a</span><span class="stl_22 stl_08" style="word-spacing:0.31em;">&nbsp;una &nbsp;</span></div>
					<div class="stl_01" style="top: 24.8212em; left:26.2917em;"><span class="stl_22 stl_08" style="word-spacing:0.44em;">Los parámetros ambientales medidos &nbsp;</span></div>
					<div class="stl_01" style="top: 26.6537em; left:26.2917em;"><span class="stl_22" style="word-spacing:-0.04em;">fueron: temperatura superficial del mar, &nbsp;</span></div>
					<div class="stl_01" style="top: 28.4879em; left:26.2917em;"><span class="stl_22 stl_08" style="word-spacing:0.03em;">utilizando un termómetro digital de ±0.1 &nbsp;</span></div>
					<div class="stl_01" style="top: 30.3045em; left:26.2917em;"><span class="stl_22 stl_08" style="word-spacing:0.28em;">°C de precisión, el pH con un equipo &nbsp;</span></div>
					<div class="stl_01" style="top: 31.4879em; left:7.0854em;"><span class="stl_22">velocidad &nbsp;</span></div>
					<div class="stl_01" style="top: 31.4879em; left:13.5284em;"><span class="stl_22 stl_19">de &nbsp;</span></div>
					<div class="stl_01" style="top: 31.4879em; left:17.1094em;"><span class="stl_22">3,6 &nbsp;</span></div>
					<div class="stl_01" style="top: 31.4879em; left:20.9084em;"><span class="stl_22">km/h, &nbsp;</span></div>
					<div class="stl_01" style="top: 32.1395em; left:26.2917em;"><span class="stl_22 stl_09" style="word-spacing:0.12em;">multiparámetro mar<span class="stl_08">ca</span></span><span class="stl_22 stl_08" style="word-spacing:0.17em;">&nbsp;Consort</span><span class="stl_22 stl_08" style="word-spacing:0.14em;">&nbsp;modelo &nbsp;</span></div>
					<div class="stl_01" style="top: 33.9729em; left:26.2917em;"><span class="stl_22 stl_08" style="word-spacing:0.22em;">C6020 y la transparencia con un</span><span class="stl_22 stl_08" style="word-spacing:0.19em;">&nbsp;disco &nbsp;</span></div>
					<div class="stl_01" style="top: 35.8062em; left:26.2917em;"><span class="stl_22 stl_08" style="word-spacing:0.03em;">Secchi. Para relacionar la influencia de la &nbsp;</span></div>
					<div class="stl_01" style="top: 37.6395em; left:26.2917em;"><span class="stl_22 stl_08" style="word-spacing:0.18em;">descarga de los</span><span class="stl_22 stl_08" style="word-spacing:0.17em;">&nbsp;ríos</span><span class="stl_22 stl_08" style="word-spacing:0.14em;">&nbsp;con la</span><span class="stl_22 stl_08" style="word-spacing:0.21em;">&nbsp;abundancia &nbsp;</span></div>
					<div class="stl_01" style="top: 39.4729em; left:26.2917em;"><span class="stl_22" style="word-spacing:0.06em;">zooplanctónica, se obtuvieron</span><span class="stl_22 stl_08" style="word-spacing:0.11em;">&nbsp;datos</span><span class="stl_22 stl_08" style="word-spacing:0.1em;">&nbsp;de &nbsp;</span></div>
					<div class="stl_01" style="top: 33.3062em; left:7.0854em;"><span class="stl_22 stl_08" style="word-spacing:0.24em;">aproximadamente, en el primer</span><span class="stl_22 stl_08" style="word-spacing:0.21em;">&nbsp;metro &nbsp;</span></div>
					<div class="stl_01" style="top: 35.1395em; left:7.0854em;"><span class="stl_22 stl_08" style="word-spacing:0.25em;">de la columna</span><span class="stl_22 stl_08" style="word-spacing:0.22em;">&nbsp;de agua. La red</span><span class="stl_22 stl_08" style="word-spacing:0.24em;">&nbsp;cónica &nbsp;</span></div>
					<div class="stl_01" style="top: 36.9729em; left:7.0854em;"><span class="stl_22 stl_09" style="word-spacing:0em;">tenía una luz de malla de <span class="stl_19">200</span></span><span class="stl_30" style="font-style:italic; word-spacing:0em;">μ</span><span class="stl_22" style="word-spacing:0em;">m con un &nbsp;</span></div>
					<div class="stl_01" style="top: 38.8062em; left:7.0854em;"><span class="stl_22 stl_08" style="word-spacing:0.1em;">diámetro de</span><span class="stl_22 stl_08" style="word-spacing:0.04em;">&nbsp;boca de red</span><span class="stl_22 stl_08" style="word-spacing:0.02em;">&nbsp;de</span><span class="stl_22 stl_08" style="word-spacing:0.05em;">&nbsp;51cm y</span><span class="stl_22 stl_08" style="word-spacing:0.03em;">&nbsp;200 &nbsp;</span></div>
					<div class="stl_01" style="top: 40.6395em; left:7.0854em;"><span class="stl_22 stl_08" style="word-spacing:0.07em;">cm de longitud. &nbsp;</span></div>
					<div class="stl_01" style="top: 41.3079em; left:26.2917em;"><span class="stl_22">precipitación &nbsp;</span></div>
					<div class="stl_01" style="top: 41.3079em; left:33.5167em;"><span class="stl_22 stl_19">de &nbsp;</span></div>
					<div class="stl_01" style="top: 41.3079em; left:36.4807em;"><span class="stl_22">la &nbsp;</span></div>
					<div class="stl_01" style="top: 41.3079em; left:39.1287em;"><span class="stl_22 stl_09">estació<span class="stl_08">n &nbsp;</span></span></div>
					<div class="stl_01" style="top: 43.1412em; left:38.9487em;"><span class="stl_22">próxima, &nbsp;</span></div>
					<div class="stl_01" style="top: 43.1412em; left:7.0854em;"><span class="stl_22 stl_08" style="word-spacing:0.69em;">La distancia y coordenadas de la &nbsp;</span></div>
					<div class="stl_01" style="top: 44.9745em; left:7.0854em;"><span class="stl_22 stl_08" style="word-spacing:0.32em;">recolecta se obtuvo utilizando</span><span class="stl_22 stl_08" style="word-spacing:0.31em;">&nbsp;Google &nbsp;</span></div>
					<div class="stl_01" style="top: 46.7912em; left:7.0854em;"><span class="stl_22 stl_08" style="word-spacing:0.08em;">Maps la</span><span class="stl_22 stl_08" style="word-spacing:0.1em;">&nbsp;cual corroboraba los</span><span class="stl_22 stl_08" style="word-spacing:0.08em;">&nbsp;puntos</span><span class="stl_22 stl_08" style="word-spacing:0.07em;">&nbsp;de &nbsp;</span></div>
					<div class="stl_01" style="top: 48.6245em; left:7.0854em;"><span class="stl_22 stl_08" style="word-spacing:0.44em;">inicio y fin del arrastre. Así mismo, &nbsp;</span></div>
					<div class="stl_01" style="top: 50.4579em; left:7.0854em;"><span class="stl_22" style="word-spacing:0.54em;">permitió el cálculo de la distancia &nbsp;</span></div>
					<div class="stl_01" style="top: 52.2937em; left:7.0854em;"><span class="stl_22" style="word-spacing:0em;">durante los arrastres. &nbsp;</span></div>
					<div class="stl_01" style="top: 43.1412em; left:26.2917em;"><span class="stl_22">meteorológica &nbsp;</span></div>
					<div class="stl_01" style="top: 43.1412em; left:34.7337em;"><span class="stl_22 stl_08">más &nbsp;</span></div>
					<div class="stl_01" style="top: 44.9579em; left:26.2917em;"><span class="stl_22 stl_08" style="word-spacing:0.4em;">Aeropuerto de Esmeraldas, situada a &nbsp;</span></div>
					<div class="stl_01" style="top: 46.7912em; left:26.2917em;"><span class="stl_22 stl_08" style="word-spacing:0.11em;">unos 104 km</span><span class="stl_22 stl_08" style="word-spacing:0.1em;">&nbsp;del sitio de</span><span class="stl_22 stl_08" style="word-spacing:0.15em;">&nbsp;muestreo.</span><span class="stl_22 stl_08" style="word-spacing:0.08em;">&nbsp;Los &nbsp;</span></div>
					<div class="stl_01" style="top: 48.6245em; left:26.2917em;"><span class="stl_22 stl_08" style="word-spacing:0.14em;">datos provinieron de la página web</span><span class="stl_22 stl_08" style="word-spacing:0.13em;">&nbsp;del &nbsp;</span></div>
					<div class="stl_01" style="top: 50.4579em; left:26.2917em;"><span class="stl_22" style="word-spacing:0.32em;">Instituto Nacional de Meteorología e &nbsp;</span></div>
					<div class="stl_01" style="top: 52.2937em; left:26.2917em;"><span class="stl_22 stl_08" style="word-spacing:0.16em;">Hidrología del Ecuador</span><span class="stl_22 stl_08" style="word-spacing:0.15em;">&nbsp;(INAMHI,</span><span class="stl_22 stl_08" style="word-spacing:0.13em;">&nbsp;2018). &nbsp;</span></div>
					<div class="stl_01" style="top: 54.127em; left:26.2917em;"><span class="stl_22 stl_08" style="word-spacing:0.55em;">La página no ofrece datos del río &nbsp;</span></div>
					<div class="stl_01" style="top: 55.9604em; left:26.2917em;"><span class="stl_22 stl_09">Cojimíes<span class="stl_19">. &nbsp;</span></span></div>
					<div class="stl_01" style="top: 54.7937em; left:7.0854em;"><span class="stl_22">Las &nbsp;</span></div>
					<div class="stl_01" style="top: 54.7937em; left:10.0324em;"><span class="stl_22 stl_09">muestra<span class="stl_08">s &nbsp;</span></span></div>
					<div class="stl_01" style="top: 54.7937em; left:15.4104em;"><span class="stl_22">del &nbsp;</span></div>
					<div class="stl_01" style="top: 54.7937em; left:18.3084em;"><span class="stl_22 stl_09">zooplancto<span class="stl_08">n &nbsp;</span></span></div>
					<div class="stl_01" style="top: 56.627em; left:7.0854em;"><span class="stl_22 stl_08" style="word-spacing:0.91em;">recolectadas fueron envasadas en &nbsp;</span></div>
					<div class="stl_01" style="top: 58.4604em; left:7.0854em;"><span class="stl_22 stl_08" style="word-spacing:0.26em;">frascos de policarbonato de</span><span class="stl_22 stl_08" style="word-spacing:0.2em;">&nbsp;500 ml,</span><span class="stl_22 stl_08" style="word-spacing:0.18em;">&nbsp;y &nbsp;</span></div>
					<div class="stl_01" style="top: 60.2962em; left:7.0854em;"><span class="stl_22 stl_08" style="word-spacing:0.82em;">preservadas con una solución de &nbsp;</span></div>
					<div class="stl_01" style="top: 62.1124em; left:7.0854em;"><span class="stl_22 stl_08" style="word-spacing:1.14em;">formaldehido al 4%. Luego se &nbsp;</span></div>
					<div class="stl_01" style="top: 58.4437em; left:26.2917em;"><span class="stl_22 stl_08" style="word-spacing:0.22em;">El efecto de</span><span class="stl_22 stl_08" style="word-spacing:0.19em;">&nbsp;las</span><span class="stl_22 stl_08" style="word-spacing:0.23em;">&nbsp;fases lunares sobre</span><span class="stl_22 stl_08" style="word-spacing:0.19em;">&nbsp;la &nbsp;</span></div>
					<div class="stl_01" style="top: 60.2787em; left:26.2917em;"><span class="stl_22" style="word-spacing:0.1em;">abundancia del zooplancton durante</span><span class="stl_22 stl_08" style="word-spacing:0.13em;">&nbsp;la &nbsp;</span></div>
					<div class="stl_01" style="top: 62.1124em; left:26.2917em;"><span class="stl_22 stl_08" style="word-spacing:1.01em;">noche se midió comparando la &nbsp;</span></div>
					<div class="stl_01" style="top: 66.1378em; left:41.6792em;"><span class="stl_17 stl_08" style="font-style:italic;">24 &nbsp;</span></div>
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			<div class="stl_03">
				<img 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alt="" class="stl_24" />
			</div>
			<div class="stl_view">
				<div class="stl_05 stl_06">
					<div class="stl_01" style="top: 2.8676em; left:7.0854em;"><span class="stl_07 stl_08" style="font-style:italic; word-spacing:-0.01em;">Revista de</span><span class="stl_07 stl_08" style="font-style:italic; word-spacing:0em;">&nbsp;Ciencias de<span class="stl_09">l</span></span><span class="stl_07 stl_08" style="font-style:italic; word-spacing:-0.03em;">&nbsp;Mar</span><span class="stl_07 stl_08" style="font-style:italic; word-spacing:0em;">&nbsp;y</span><span class="stl_07 stl_08" style="font-style:italic; word-spacing:0.02em;">&nbsp;Acuicultura</span><span class="stl_07 stl_08" style="font-style:italic; word-spacing:-0.01em;">&nbsp;“YAKU”:</span><span class="stl_07 stl_08" style="font-style:italic; word-spacing:0.03em;">&nbsp;Vol.</span><span class="stl_07 stl_08" style="word-spacing:0.02em;">&nbsp;</span><span class="stl_10 stl_08" style="font-style:italic; word-spacing:0.03em;">3 (Núm.5)</span><span class="stl_10 stl_08" style="font-style:italic; word-spacing:-0.01em;">&nbsp;(ene</span><span class="stl_10 stl_08" style="word-spacing:0em;">&nbsp;</span><span class="stl_07 stl_08" style="font-style:italic; word-spacing:0em;">–</span><span class="stl_07 stl_08" style="word-spacing:0em;">&nbsp;</span><span class="stl_10 stl_08" style="font-style:italic; word-spacing:0em;">jun 2020)<span class="stl_09">.</span></span><span class="stl_10 stl_08" style="font-style:italic; word-spacing:0.02em;">&nbsp;ISSN:</span><span class="stl_10 stl_08" style="font-style:italic; word-spacing:0.01em;">&nbsp;2600-5824. &nbsp;</span></div>
					<div class="stl_01" style="top: 3.8676em; left:7.0854em;"><span class="stl_10 stl_08" style="font-style:italic; word-spacing:0.02em;">Abundancia, composición</span><span class="stl_10 stl_08" style="font-style:italic; word-spacing:0.02em;">&nbsp;y</span><span class="stl_10 stl_08" style="font-style:italic; word-spacing:0.01em;">&nbsp;diversidad del</span><span class="stl_10 stl_08" style="font-style:italic; word-spacing:0.04em;">&nbsp;zooplancton</span><span class="stl_10 stl_08" style="font-style:italic; word-spacing:0.02em;">&nbsp;en la</span><span class="stl_10 stl_08" style="font-style:italic; word-spacing:0.04em;">&nbsp;zona</span><span class="stl_10 stl_08" style="font-style:italic; word-spacing:0.02em;">&nbsp;de</span><span class="stl_10 stl_08" style="font-style:italic; word-spacing:0.01em;">&nbsp;Cojimíes</span><span class="stl_07 stl_08" style="font-style:italic; word-spacing:0.01em;">–</span><span class="stl_10 stl_08" style="font-style:italic; word-spacing:0.01em;">Manabí,</span><span class="stl_10 stl_08" style="font-style:italic; word-spacing:0.05em;">&nbsp;durante</span><span class="stl_10 stl_08" style="font-style:italic; word-spacing:0.03em;">&nbsp;los</span><span class="stl_10 stl_08" style="font-style:italic; word-spacing:0.02em;">&nbsp;meses de</span><span class="stl_10 stl_08" style="font-style:italic; word-spacing:0.04em;">&nbsp;mayo-octubre &nbsp;</span></div>
					<div class="stl_01" style="top: 4.8035em; left:7.0854em;"><span class="stl_10 stl_08" style="font-style:italic; word-spacing:0.03em;">del 2018 &nbsp;</span></div>
					<div class="stl_01" style="top: 6.3995em; left:7.0854em;"><span class="stl_22 stl_09" style="word-spacing:0.08em;">abundancia promed<span class="stl_08">io</span></span><span class="stl_22 stl_08" style="word-spacing:0.14em;">&nbsp;en cada</span><span class="stl_22 stl_08" style="word-spacing:0.13em;">&nbsp;fase</span><span class="stl_22 stl_08" style="word-spacing:0.1em;">&nbsp;por &nbsp;</span></div>
					<div class="stl_01" style="top: 8.2337em; left:7.0854em;"><span class="stl_22" style="word-spacing:0.3em;">medio de un análisis de varianza no &nbsp;</span></div>
					<div class="stl_01" style="top: 10.0662em; left:7.0854em;"><span class="stl_22 stl_09" style="word-spacing:0.17em;">paramétrico Kruskal-Wal<span class="stl_08">lis</span></span><span class="stl_22 stl_08" style="word-spacing:0.2em;">&nbsp;(Zar,</span><span class="stl_22 stl_08" style="word-spacing:0.21em;">&nbsp;2010). &nbsp;</span></div>
					<div class="stl_01" style="top: 11.9004em; left:7.0854em;"><span class="stl_22 stl_08" style="word-spacing:0.67em;">Las fases lunares de los días de &nbsp;</span></div>
					<div class="stl_01" style="top: 13.7354em; left:7.0854em;"><span class="stl_22 stl_08" style="word-spacing:0.53em;">muestreo se obtuvieron de INOCAR &nbsp;</span></div>
					<div class="stl_01" style="top: 6.3995em; left:26.2917em;"><span class="stl_22 stl_08" style="word-spacing:0.17em;">La densidad</span><span class="stl_22 stl_08" style="word-spacing:0.1em;">&nbsp;global de</span><span class="stl_22 stl_08" style="word-spacing:0.13em;">&nbsp;organismos</span><span class="stl_22 stl_08" style="word-spacing:0.09em;">&nbsp;en</span><span class="stl_22 stl_08" style="word-spacing:0.09em;">&nbsp;el &nbsp;</span></div>
					<div class="stl_01" style="top: 8.2169em; left:30.8767em;"><span class="stl_31 stl_08">3</span></div>
					<div class="stl_01" style="top: 8.2337em; left:26.2917em;"><span class="stl_22 stl_08" style="word-spacing:0.78em;">mar (n/m</span><span class="stl_22 stl_08" style="word-spacing:0.12em;">&nbsp;)</span><span class="stl_22 stl_08" style="word-spacing:0.75em;">&nbsp;se estimó usando</span><span class="stl_22 stl_08" style="word-spacing:0.71em;">&nbsp;la &nbsp;</span></div>
					<div class="stl_01" style="top: 10.0662em; left:26.2917em;"><span class="stl_22 stl_09" style="word-spacing:0.01em;">siguiente ecuación<span class="stl_08">: &nbsp;</span></span></div>
					<div class="stl_01" style="top: 12.567em; left:26.2917em;"><span class="stl_22 stl_08" style="word-spacing:0.01em;">D =</span><span class="stl_22 stl_08" style="word-spacing:-0.02em;">&nbsp;</span><span class="stl_32" style="word-spacing:-0.02em;">퐴푎</span><span class="stl_32 stl_08" style="word-spacing:0.02em;">&nbsp;</span><span class="stl_22" style="word-spacing:0.02em;">x</span><span class="stl_22 stl_08" style="word-spacing:0.04em;">&nbsp;Vm/Vf &nbsp;</span></div>
					<div class="stl_01" style="top: 12.567em; left:41.4458em;"><span class="stl_22 stl_08">(2) &nbsp;</span></div>
					<div class="stl_01" style="top: 15.0687em; left:26.2917em;"><span class="stl_22">Donde: &nbsp;</span></div>
					<div class="stl_01" style="top: 15.5687em; left:7.0854em;"><span class="stl_22 stl_09">(2018)<span class="stl_08">. &nbsp;</span></span></div>
					<div class="stl_01" style="top: 16.902em; left:26.2917em;"><span class="stl_22 stl_08" style="word-spacing:0.07em;">D= densidad de organismos (n/m</span><sup><span class="stl_31 stl_08" style="word-spacing:0.01em;">3</span></sup><span class="stl_22" style="word-spacing:0em;">) &nbsp;</span></div>
					<div class="stl_01" style="top: 18.7354em; left:26.2917em;"><span class="stl_22 stl_08" style="word-spacing:0.05em;">Vm = Volumen de la muestra &nbsp;</span></div>
					<div class="stl_01" style="top: 20.552em; left:26.2917em;"><span class="stl_22 stl_08" style="word-spacing:0.05em;">Vf = Volumen filtrado con la red. &nbsp;</span></div>
					<div class="stl_01" style="top: 18.0687em; left:7.0854em;"><span class="stl_21" style="font-weight:bold;">2</span></div>
					<div class="stl_01" style="top: 18.0687em; left:7.5854em;"><span class="stl_21 stl_08" style="font-weight:bold; word-spacing:0.04em;">.3. Fase de laboratorio &nbsp;</span></div>
					<div class="stl_01" style="top: 20.552em; left:7.0854em;"><span class="stl_22 stl_08" style="word-spacing:1.06em;">Para estimar la abundancia de &nbsp;</span></div>
					<div class="stl_01" style="top: 22.3854em; left:7.0854em;"><span class="stl_22 stl_08" style="word-spacing:0.05em;">organismos, se agitó cada muestra, para &nbsp;</span></div>
					<div class="stl_01" style="top: 24.2212em; left:7.0854em;"><span class="stl_22 stl_08" style="word-spacing:0.21em;">luego extraer alícuotas con una pipeta &nbsp;</span></div>
					<div class="stl_01" style="top: 26.0545em; left:7.0854em;"><span class="stl_22 stl_08" style="word-spacing:0.11em;">de 1</span><span class="stl_22 stl_08" style="word-spacing:0.09em;">&nbsp;ml de</span><span class="stl_22 stl_08" style="word-spacing:0.16em;">&nbsp;capacidad.</span><span class="stl_22 stl_08" style="word-spacing:0.09em;">&nbsp;La</span><span class="stl_22" style="word-spacing:0.07em;">&nbsp;cuantificación &nbsp;</span></div>
					<div class="stl_01" style="top: 27.8879em; left:7.0854em;"><span class="stl_22 stl_08" style="word-spacing:0.03em;">del zooplancton se la realizó usando una &nbsp;</span></div>
					<div class="stl_01" style="top: 29.7212em; left:7.0854em;"><span class="stl_22 stl_09" style="word-spacing:0.73em;">placa petri cuadriculada, contand<span class="stl_08">o &nbsp;</span></span></div>
					<div class="stl_01" style="top: 31.5545em; left:7.0854em;"><span class="stl_22 stl_09" style="word-spacing:0.05em;">todos los organismos zooplanctónico<span class="stl_08">s</span></span><span class="stl_22 stl_08" style="word-spacing:0.06em;">&nbsp;y &nbsp;</span></div>
					<div class="stl_01" style="top: 33.3729em; left:7.0854em;"><span class="stl_22" style="word-spacing:0.08em;">los cuadros secuenciales</span><span class="stl_22 stl_08" style="word-spacing:0.09em;">&nbsp;de</span><span class="stl_22 stl_08" style="word-spacing:0.16em;">&nbsp;izquierda</span><span class="stl_22 stl_08" style="word-spacing:0.09em;">&nbsp;a &nbsp;</span></div>
					<div class="stl_01" style="top: 35.2062em; left:7.0854em;"><span class="stl_22 stl_08" style="word-spacing:0.09em;">derecha, hasta alcanzar 100 organismos &nbsp;</span></div>
					<div class="stl_01" style="top: 37.0395em; left:7.0854em;"><span class="stl_22 stl_09" style="word-spacing:0.08em;">zooplanctónicos (Iannaco<span class="stl_08">ne</span></span><span class="stl_22 stl_08" style="word-spacing:0.05em;">&nbsp;&amp;</span><span class="stl_22 stl_08" style="word-spacing:0.13em;">&nbsp;Alvariño, &nbsp;</span></div>
					<div class="stl_01" style="top: 24.2212em; left:26.2917em;"><span class="stl_22 stl_08" style="word-spacing:0.21em;">Para la identificación</span><span class="stl_22 stl_08" style="word-spacing:0.16em;">&nbsp;de organismos</span><span class="stl_22 stl_08" style="word-spacing:0.12em;">&nbsp;se &nbsp;</span></div>
					<div class="stl_01" style="top: 26.0545em; left:26.2917em;"><span class="stl_22 stl_08" style="word-spacing:0.51em;">colocó 1 ml de la muestra en un &nbsp;</span></div>
					<div class="stl_01" style="top: 27.8879em; left:26.2917em;"><span class="stl_22" style="word-spacing:0.34em;">portaobjeto y</span><span class="stl_22 stl_08" style="word-spacing:0.37em;">&nbsp;se observó usando</span><span class="stl_22 stl_08" style="word-spacing:0.34em;">&nbsp;un &nbsp;</span></div>
					<div class="stl_01" style="top: 29.7212em; left:26.2917em;"><span class="stl_22 stl_09" style="word-spacing:0.96em;">microscopio estereoscópico, marc<span class="stl_08">a &nbsp;</span></span></div>
					<div class="stl_01" style="top: 31.5545em; left:26.2917em;"><span class="stl_22 stl_08" style="word-spacing:0.72em;">Labomed, modelo Luxeo 4D. Para &nbsp;</span></div>
					<div class="stl_01" style="top: 33.3729em; left:26.2917em;"><span class="stl_22" style="word-spacing:0.11em;">identificar las especies</span><span class="stl_22" style="word-spacing:0.11em;">&nbsp;zooplanctónicas &nbsp;</span></div>
					<div class="stl_01" style="top: 35.2062em; left:26.2917em;"><span class="stl_22 stl_08" style="word-spacing:0.16em;">se empleó</span><span class="stl_22 stl_08" style="word-spacing:0.08em;">&nbsp;el</span><span class="stl_22 stl_08" style="word-spacing:0.13em;">&nbsp;libro</span><span class="stl_22 stl_08" style="word-spacing:0.13em;">&nbsp;digital</span><span class="stl_22 stl_08" style="word-spacing:0.38em;">&nbsp;de</span><span class="stl_22 stl_08" style="word-spacing:0.17em;">&nbsp;Johnson</span><span class="stl_22 stl_08" style="word-spacing:0.11em;">&nbsp;y &nbsp;</span></div>
					<div class="stl_01" style="top: 37.0395em; left:26.2917em;"><span class="stl_22 stl_08" style="word-spacing:0.14em;">Allen (2012) (Worms), junto</span><span class="stl_22 stl_08" style="word-spacing:0.09em;">&nbsp;con</span><span class="stl_22 stl_08" style="word-spacing:0.07em;">&nbsp;el</span><span class="stl_22 stl_08" style="word-spacing:0.08em;">&nbsp;acta &nbsp;</span></div>
					<div class="stl_01" style="top: 38.8729em; left:7.0854em;"><span class="stl_22 stl_08" style="word-spacing:0.46em;">2006). La abundancia en la alícuota &nbsp;</span></div>
					<div class="stl_01" style="top: 38.8729em; left:26.2917em;"><span class="stl_22" style="word-spacing:0.82em;">oceanográfica del pacífico vol. &nbsp;</span></div>
					<div class="stl_01" style="top: 38.8729em; left:42.0405em;"><span class="stl_22">2</span></div>
					<div class="stl_01" style="top: 40.7062em; left:7.0854em;"><span class="stl_22">(</span></div>
					<div class="stl_01" style="top: 40.7062em; left:7.3884em;"><span class="stl_22 stl_08" style="word-spacing:0.5em;">org/ml) se estimó con la siguiente &nbsp;</span></div>
					<div class="stl_01" style="top: 40.7062em; left:26.2917em;"><span class="stl_22 stl_08" style="word-spacing:0.65em;">publicada por el Instituto Nacional &nbsp;</span></div>
					<div class="stl_01" style="top: 42.5412em; left:26.2917em;"><span class="stl_22 stl_08" style="word-spacing:0.35em;">Oceanográfico de la Armada</span><span class="stl_22 stl_08" style="word-spacing:0.39em;">&nbsp;(Inocar), &nbsp;</span></div>
					<div class="stl_01" style="top: 44.3754em; left:26.2917em;"><span class="stl_22 stl_08" style="word-spacing:0.27em;">además de utilizar como referencia</span><span class="stl_22 stl_08" style="word-spacing:0.23em;">&nbsp;el &nbsp;</span></div>
					<div class="stl_01" style="top: 46.192em; left:26.2917em;"><span class="stl_22" style="word-spacing:0.01em;">navegador web. &nbsp;</span></div>
					<div class="stl_01" style="top: 42.5412em; left:7.0854em;"><span class="stl_22 stl_09">ecuación<span class="stl_19">. &nbsp;</span></span></div>
					<div class="stl_01" style="top: 45.1654em; left:7.0854em;"><span class="stl_32" style="word-spacing:0.09em;">퐴푎 =</span><span class="stl_32" style="word-spacing:0.05em;">&nbsp;푁표</span><span class="stl_32" style="word-spacing:-0.04em;">&nbsp;×</span><span class="stl_32" style="word-spacing:0em;">&nbsp;푁푝⁄푁푐 &nbsp;</span></div>
					<div class="stl_01" style="top: 45.0412em; left:22.2233em;"><span class="stl_22 stl_08">(1) &nbsp;</span></div>
					<div class="stl_01" style="top: 46.8587em; left:7.0854em;"><span class="stl_22">Donde: &nbsp;</span></div>
					<div class="stl_01" style="top: 48.692em; left:7.0854em;"><span class="stl_32" style="word-spacing:0.25em;">퐴푎</span><span class="stl_22" style="word-spacing:0.25em;">= abundancia de organismos en la &nbsp;</span></div>
					<div class="stl_01" style="top: 48.692em; left:26.2917em;"><span class="stl_22" style="word-spacing:0.14em;">La biomasa</span><span class="stl_22" style="word-spacing:0.13em;">&nbsp;fresca, expresada en</span><span class="stl_22" style="word-spacing:0.13em;">&nbsp;g/m</span><sup><span class="stl_31 stl_08" style="word-spacing:0.19em;">3</span></sup><span class="stl_22" style="word-spacing:0.13em;">, &nbsp;</span></div>
					<div class="stl_01" style="top: 50.5245em; left:26.2917em;"><span class="stl_22 stl_08" style="word-spacing:0.08em;">se estimó filtrando la muestra completa &nbsp;</span></div>
					<div class="stl_01" style="top: 52.3604em; left:26.2917em;"><span class="stl_22 stl_08" style="word-spacing:0.31em;">en una malla de 55 µm previamente &nbsp;</span></div>
					<div class="stl_01" style="top: 54.1937em; left:26.2917em;"><span class="stl_22 stl_08" style="word-spacing:0.41em;">pesada, y obteniendo el peso de la &nbsp;</span></div>
					<div class="stl_01" style="top: 56.027em; left:26.2917em;"><span class="stl_22" style="word-spacing:0.03em;">biomasa de</span><span class="stl_22" style="word-spacing:0.05em;">&nbsp;zooplancton</span><span class="stl_22" style="word-spacing:0.03em;">&nbsp;por</span><span class="stl_22" style="word-spacing:0.03em;">&nbsp;diferencia. &nbsp;</span></div>
					<div class="stl_01" style="top: 57.8604em; left:26.2917em;"><span class="stl_22" style="word-spacing:-0.03em;">Este valor se dividió entre el volumen de &nbsp;</span></div>
					<div class="stl_01" style="top: 59.6937em; left:26.2917em;"><span class="stl_22 stl_08" style="word-spacing:1.12em;">agua filtrada, estimado con el &nbsp;</span></div>
					<div class="stl_01" style="top: 61.5124em; left:26.2917em;"><span class="stl_22 stl_09">flujómetro<span class="stl_19">. &nbsp;</span></span></div>
					<div class="stl_01" style="top: 50.5245em; left:7.0854em;"><span class="stl_22 stl_09">alícuot<span class="stl_19">a &nbsp;</span></span></div>
					<div class="stl_01" style="top: 52.5337em; left:7.0854em;"><span class="stl_32">푁표 &nbsp;</span></div>
					<div class="stl_01" style="top: 52.3604em; left:9.735em;"><span class="stl_22">=</span></div>
					<div class="stl_01" style="top: 52.3604em; left:11.584em;"><span class="stl_22 stl_08" style="word-spacing:1.22em;">cantidad de ejemplares &nbsp;</span></div>
					<div class="stl_01" style="top: 54.1937em; left:7.0854em;"><span class="stl_22">encontradas &nbsp;</span></div>
					<div class="stl_01" style="top: 56.027em; left:7.0854em;"><span class="stl_32 stl_08" style="word-spacing:-0.01em;">푁푝 </span><span class="stl_22 stl_08" style="word-spacing:0.02em;">= número de casillas en la cápsula de &nbsp;</span></div>
					<div class="stl_01" style="top: 57.8604em; left:7.0854em;"><span class="stl_22">Petri &nbsp;</span></div>
					<div class="stl_01" style="top: 59.6937em; left:7.0854em;"><span class="stl_32">푁푐</span><span class="stl_32 stl_08" style="word-spacing:0.04em;">&nbsp;</span><span class="stl_22" style="word-spacing:0.04em;">=</span><span class="stl_22 stl_08" style="word-spacing:0.06em;">&nbsp;número</span><span class="stl_22 stl_08" style="word-spacing:0.02em;">&nbsp;de</span><span class="stl_22 stl_08" style="word-spacing:0.07em;">&nbsp;cuadros</span><span class="stl_22 stl_08" style="word-spacing:0.1em;">&nbsp;contados. &nbsp;</span></div>
					<div class="stl_01" style="top: 66.1378em; left:41.6792em;"><span class="stl_17 stl_08" style="font-style:italic;">25 &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_33" />
			</div>
			<div class="stl_view">
				<div class="stl_05 stl_06">
					<div class="stl_01" style="top: 2.8676em; left:7.0854em;"><span class="stl_10 stl_08" style="font-style:italic; word-spacing:-0.01em;">Re</span><span class="stl_07 stl_08" style="font-style:italic; word-spacing:-0.01em;">vista de</span><span class="stl_07 stl_08" style="font-style:italic; word-spacing:0em;">&nbsp;Ciencias</span><span class="stl_07 stl_08" style="font-style:italic; word-spacing:0em;">&nbsp;del</span><span class="stl_07 stl_08" style="font-style:italic; word-spacing:-0.03em;">&nbsp;Mar</span><span class="stl_07 stl_08" style="font-style:italic; word-spacing:0em;">&nbsp;y</span><span class="stl_07 stl_08" style="font-style:italic; word-spacing:0.02em;">&nbsp;Acuicultura</span><span class="stl_07 stl_08" style="font-style:italic; word-spacing:-0.01em;">&nbsp;“YAKU”:</span><span class="stl_07 stl_08" style="font-style:italic; word-spacing:0.03em;">&nbsp;Vol.</span><span class="stl_07 stl_08" style="word-spacing:0.02em;">&nbsp;</span><span class="stl_10 stl_08" style="font-style:italic; word-spacing:0.02em;">3</span><span class="stl_10 stl_08" style="font-style:italic; word-spacing:0.03em;">&nbsp;(Núm.</span><span class="stl_10 stl_08" style="font-style:italic; word-spacing:-0.01em;">&nbsp;5)</span><span class="stl_10 stl_08" style="font-style:italic; word-spacing:0.02em;">&nbsp;(ene</span><span class="stl_10 stl_08" style="word-spacing:0.03em;">&nbsp;</span><span class="stl_07 stl_08" style="font-style:italic; word-spacing:0.03em;">–</span><span class="stl_07 stl_08" style="word-spacing:0.01em;">&nbsp;</span><span class="stl_10 stl_08" style="font-style:italic; word-spacing:0.01em;">jun</span><span class="stl_10 stl_08" style="font-style:italic; word-spacing:0.02em;">&nbsp;2020).</span><span class="stl_10 stl_08" style="font-style:italic; word-spacing:0em;">&nbsp;ISSN:</span><span class="stl_10 stl_08" style="font-style:italic; word-spacing:0em;">&nbsp;2600-5824. &nbsp;</span></div>
					<div class="stl_01" style="top: 3.8676em; left:7.0854em;"><span class="stl_10 stl_08" style="font-style:italic; word-spacing:0.01em;">Ramos-Centeno &amp; Napa-España (2020) &nbsp;</span></div>
					<div class="stl_01" style="top: 5.8329em; left:7.0854em;"><span class="stl_22 stl_08" style="word-spacing:0.19em;">Para la</span><span class="stl_22 stl_08" style="word-spacing:0.19em;">&nbsp;determinación de</span><span class="stl_22 stl_08" style="word-spacing:0.22em;">&nbsp;carbonatos</span><span class="stl_22 stl_08" style="word-spacing:0.13em;">&nbsp;y &nbsp;</span></div>
					<div class="stl_01" style="top: 7.667em; left:7.0854em;"><span class="stl_22" style="word-spacing:0.29em;">bicarbonatos se utilizó el método</span><span class="stl_22" style="word-spacing:0.29em;">&nbsp;de &nbsp;</span></div>
					<div class="stl_01" style="top: 9.4995em; left:7.0854em;"><span class="stl_22 stl_08" style="word-spacing:0.1em;">Baird et</span><span class="stl_22 stl_08" style="word-spacing:0.08em;">&nbsp;al. (2017)</span><span class="stl_22 stl_08" style="word-spacing:0.1em;">&nbsp;que permitió</span><span class="stl_22 stl_08" style="word-spacing:0.12em;">&nbsp;estimar &nbsp;</span></div>
					<div class="stl_01" style="top: 11.3337em; left:7.0854em;"><span class="stl_22 stl_08" style="word-spacing:0.89em;">la alcalinidad. Los carbonatos se &nbsp;</span></div>
					<div class="stl_01" style="top: 13.1687em; left:7.0854em;"><span class="stl_22 stl_08" style="word-spacing:0.05em;">obtienen titulando una muestra de agua &nbsp;</span></div>
					<div class="stl_01" style="top: 15.002em; left:7.0854em;"><span class="stl_22 stl_08" style="word-spacing:0.15em;">de mar con</span><span class="stl_22 stl_08" style="word-spacing:0.15em;">&nbsp;una solución</span><span class="stl_22 stl_08" style="word-spacing:0.14em;">&nbsp;de HCl</span><span class="stl_22 stl_08" style="word-spacing:0.16em;">&nbsp;0,1</span><span class="stl_22 stl_08" style="word-spacing:0.12em;">&nbsp;N, &nbsp;</span></div>
					<div class="stl_01" style="top: 16.8187em; left:7.0854em;"><span class="stl_22 stl_09" style="word-spacing:0.37em;">usando como indicador fenolftaleí<span class="stl_08">na. &nbsp;</span></span></div>
					<div class="stl_01" style="top: 18.652em; left:7.0854em;"><span class="stl_22 stl_08" style="word-spacing:0.81em;">Seguidamente, los bicarbonatos se &nbsp;</span></div>
					<div class="stl_01" style="top: 20.4854em; left:7.0854em;"><span class="stl_22 stl_08" style="word-spacing:0.25em;">estiman continuando con la</span><span class="stl_22" style="word-spacing:0.17em;">&nbsp;titulación, &nbsp;</span></div>
					<div class="stl_01" style="top: 22.3187em; left:7.0854em;"><span class="stl_22 stl_08" style="word-spacing:0.59em;">pero usando como indicador verde &nbsp;</span></div>
					<div class="stl_01" style="top: 24.1545em; left:7.0854em;"><span class="stl_22 stl_09">bromocresol<span class="stl_19">. &nbsp;</span></span></div>
					<div class="stl_01" style="top: 5.8329em; left:26.2917em;"><span class="stl_25 stl_08" style="word-spacing:0.08em;">H’= índice de diversidad, &nbsp;</span></div>
					<div class="stl_01" style="top: 7.667em; left:26.2917em;"><span class="stl_22 stl_08" style="word-spacing:0.55em;">pi= proporción de individuos de la &nbsp;</span></div>
					<div class="stl_01" style="top: 9.4995em; left:26.2917em;"><span class="stl_22 stl_08" style="word-spacing:0.07em;">especie </span><span class="stl_26" style="font-style:italic; word-spacing:0.01em;">i</span><span class="stl_22 stl_08" style="word-spacing:0.06em;">, respecto al total de individuos &nbsp;</span></div>
					<div class="stl_01" style="top: 11.3337em; left:26.2917em;"><span class="stl_22" style="word-spacing:0em;">(abundancia relativa de la especie </span><span class="stl_26" style="font-style:italic; word-spacing:0em;">i</span><span class="stl_22" style="word-spacing:0em;">), &nbsp;</span></div>
					<div class="stl_01" style="top: 13.1687em; left:26.2917em;"><span class="stl_22" style="word-spacing:0em;">LN= logaritmo neperiano. &nbsp;</span></div>
					<div class="stl_01" style="top: 15.002em; left:26.2917em;"><span class="stl_22 stl_08" style="word-spacing:0.05em;">S= Número de especies en la muestra &nbsp;</span></div>
					<div class="stl_01" style="top: 18.652em; left:26.2917em;"><span class="stl_22 stl_08" style="word-spacing:0.48em;">La Equidad (Pielou, 1975) estima la &nbsp;</span></div>
					<div class="stl_01" style="top: 20.4854em; left:26.2917em;"><span class="stl_22 stl_08" style="word-spacing:0.24em;">proporción de la</span><span class="stl_22 stl_08" style="word-spacing:0.25em;">&nbsp;diversidad</span><span class="stl_22 stl_08" style="word-spacing:0.26em;">&nbsp;observada &nbsp;</span></div>
					<div class="stl_01" style="top: 22.3187em; left:26.2917em;"><span class="stl_22 stl_08" style="word-spacing:0.42em;">con relación a la máxima diversidad &nbsp;</span></div>
					<div class="stl_01" style="top: 24.1545em; left:26.2917em;"><span class="stl_22 stl_09" style="word-spacing:0em;">esperada. Su valor va de 0 a 1, de form<span class="stl_19">a &nbsp;</span></span></div>
					<div class="stl_01" style="top: 25.9879em; left:26.2917em;"><span class="stl_22 stl_08" style="word-spacing:0.1em;">que 1</span><span class="stl_22" style="word-spacing:0.05em;">&nbsp;corresponde</span><span class="stl_22 stl_08" style="word-spacing:0.05em;">&nbsp;a</span><span class="stl_22" style="word-spacing:0.06em;">&nbsp;situaciones</span><span class="stl_22 stl_08" style="word-spacing:0.11em;">&nbsp;donde &nbsp;</span></div>
					<div class="stl_01" style="top: 27.8212em; left:26.2917em;"><span class="stl_22 stl_08" style="word-spacing:0.51em;">todas las especies están igualmente &nbsp;</span></div>
					<div class="stl_01" style="top: 29.6379em; left:26.2917em;"><span class="stl_22 stl_08" style="word-spacing:1.23em;">representadas en la comunidad &nbsp;</span></div>
					<div class="stl_01" style="top: 26.6537em; left:7.0854em;"><span class="stl_22 stl_09" style="word-spacing:0em;">Cálculos de carbonatos y bicarbonato<span class="stl_19">s: &nbsp;</span></span></div>
					<div class="stl_01" style="top: 29.1985em; left:13.4542em;"><span class="stl_34 stl_08">2</span></div>
					<div class="stl_01" style="top: 29.1985em; left:14.0208em;"><span class="stl_34 stl_09" style="word-spacing:0em;">푉1 푥 ꢀ 푥 1<span class="stl_08">000 &nbsp;</span></span></div>
					<div class="stl_01" style="top: 29.5612em; left:7.0854em;"><span class="stl_32" style="word-spacing:0.03em;">푚푒푞/ 퐿</span><span class="stl_32" style="word-spacing:0.02em;">&nbsp;퐶푂</span><span class="stl_32 stl_19" style="word-spacing:0em;">&nbsp;= &nbsp;</span></div>
					<div class="stl_01" style="top: 29.3879em; left:22.24em;"><span class="stl_14">(3) &nbsp;</span></div>
					<div class="stl_01" style="top: 33.5229em; left:22.2558em;"><span class="stl_14">(4) &nbsp;</span></div>
					<div class="stl_01" style="top: 29.9819em; left:11.7042em;"><span class="stl_34 stl_08">3</span></div>
					<div class="stl_01" style="top: 30.2819em; left:13.9708em;"><span class="stl_34 stl_08" style="word-spacing:0.05em;">ꢁ푙 ꢁ푢ꢂ푠푡푟ꢃ &nbsp;</span></div>
					<div class="stl_01" style="top: 31.4712em; left:26.2917em;"><span class="stl_22 stl_08" style="word-spacing:0.39em;">(Magurran, 1988). Este parámetro se &nbsp;</span></div>
					<div class="stl_01" style="top: 33.3335em; left:14.1875em;"><span class="stl_34 stl_08">2</span></div>
					<div class="stl_01" style="top: 33.3335em; left:14.7542em;"><span class="stl_34" style="word-spacing:-0.02em;">푉2 푥</span><span class="stl_34" style="word-spacing:0em;">&nbsp;ꢀ</span><span class="stl_34" style="word-spacing:0.02em;">&nbsp;푥</span><span class="stl_34" style="word-spacing:-0.01em;">&nbsp;1000 &nbsp;</span></div>
					<div class="stl_01" style="top: 33.3062em; left:26.2917em;"><span class="stl_22 stl_09" style="word-spacing:-0.01em;">estimó mediante la ecuació<span class="stl_19">n: &nbsp;</span></span></div>
					<div class="stl_01" style="top: 35.1395em; left:26.2917em;"><span class="stl_25 stl_08" style="word-spacing:0.02em;">J’ = H’ / Hmax &nbsp;</span></div>
					<div class="stl_01" style="top: 33.6962em; left:7.0854em;"><span class="stl_32" style="word-spacing:0.03em;">푚푒푞/ 퐿</span><span class="stl_32" style="word-spacing:0.02em;">&nbsp;퐻퐶푂</span><span class="stl_32 stl_19" style="word-spacing:0em;">&nbsp;= &nbsp;</span></div>
					<div class="stl_01" style="top: 34.1169em; left:12.4375em;"><span class="stl_34 stl_08">3</span></div>
					<div class="stl_01" style="top: 34.4169em; left:14.7042em;"><span class="stl_34 stl_08" style="word-spacing:0.05em;">ꢁ푙 ꢁ푢ꢂ푠푡푟ꢃ &nbsp;</span></div>
					<div class="stl_01" style="top: 35.1395em; left:41.4458em;"><span class="stl_22 stl_08">(6) &nbsp;</span></div>
					<div class="stl_01" style="top: 36.2562em; left:7.0854em;"><span class="stl_14 stl_09">Dónde<span class="stl_08">: &nbsp;</span></span></div>
					<div class="stl_01" style="top: 36.9729em; left:26.2917em;"><span class="stl_22">Donde: &nbsp;</span></div>
					<div class="stl_01" style="top: 38.7395em; left:7.0854em;"><span class="stl_32" style="word-spacing:0.99em;">ꢄꢅ</span><span class="stl_22 stl_08" style="word-spacing:1.03em;">= ml de HCl gastados con &nbsp;</span></div>
					<div class="stl_01" style="top: 39.4729em; left:26.2917em;"><span class="stl_22" style="word-spacing:0.01em;">Hmax = LN(S) &nbsp;</span></div>
					<div class="stl_01" style="top: 40.5729em; left:7.0854em;"><span class="stl_22 stl_09">fenolftaleín<span class="stl_19">a. &nbsp;</span></span></div>
					<div class="stl_01" style="top: 41.9745em; left:26.2917em;"><span class="stl_22 stl_08" style="word-spacing:0.21em;">Para el procesamiento de los</span><span class="stl_22 stl_08" style="word-spacing:0.21em;">&nbsp;datos</span><span class="stl_22 stl_08" style="word-spacing:0.18em;">&nbsp;se &nbsp;</span></div>
					<div class="stl_01" style="top: 43.8079em; left:26.2917em;"><span class="stl_22 stl_08" style="word-spacing:0.07em;">utilizó el software Excel 2013. &nbsp;</span></div>
					<div class="stl_01" style="top: 43.0754em; left:7.0854em;"><span class="stl_26" style="font-style:italic; word-spacing:0.42em;">V2</span><span class="stl_22 stl_08" style="word-spacing:0.46em;">= ml de HCl gastados con verde &nbsp;</span></div>
					<div class="stl_01" style="top: 44.9087em; left:7.0854em;"><span class="stl_22 stl_09">bromocreso<span class="stl_19">l. &nbsp;</span></span></div>
					<div class="stl_01" style="top: 46.2912em; left:26.2917em;"><span class="stl_14" style="font-weight:bold;">3</span></div>
					<div class="stl_01" style="top: 46.2912em; left:26.7917em;"><span class="stl_14" style="font-weight:bold; word-spacing:0.72em;">. Resultados &nbsp;</span></div>
					<div class="stl_01" style="top: 47.4087em; left:7.0854em;"><span class="stl_32" style="word-spacing:0em;">푁</span><span class="stl_22 stl_09" style="word-spacing:0em;">= normalidad de HCl usad<span class="stl_19">o. &nbsp;</span></span></div>
					<div class="stl_01" style="top: 48.1254em; left:26.2917em;"><span class="stl_21 stl_09" style="font-weight:bold; word-spacing:-0.03em;">3.1. Parámetros físico<span class="stl_08">s &nbsp;</span></span></div>
					<div class="stl_01" style="top: 49.9087em; left:7.0854em;"><span class="stl_21" style="font-weight:bold;">2</span></div>
					<div class="stl_01" style="top: 49.9087em; left:7.5854em;"><span class="stl_21 stl_08" style="font-weight:bold; word-spacing:0.04em;">.4. Análisis de datos &nbsp;</span></div>
					<div class="stl_01" style="top: 50.9604em; left:26.2917em;"><span class="stl_22 stl_08" style="word-spacing:0.63em;">La temperatura superficial del mar &nbsp;</span></div>
					<div class="stl_01" style="top: 52.7937em; left:26.5947em;"><span class="stl_22 stl_08" style="word-spacing:0.42em;">TSM) tuvo un promedio general de &nbsp;</span></div>
					<div class="stl_01" style="top: 54.627em; left:26.7917em;"><span class="stl_22 stl_08" style="word-spacing:0.37em;">5,2±0,6 °C (24,6 </span><span class="stl_25 stl_08" style="word-spacing:0.33em;">– </span><span class="stl_22 stl_08" style="word-spacing:0.39em;">26,6) durante el &nbsp;</span></div>
					<div class="stl_01" style="top: 52.4104em; left:7.0854em;"><span class="stl_22 stl_08" style="word-spacing:0.23em;">La diversidad se calculó de acuerdo</span><span class="stl_22 stl_08" style="word-spacing:0.19em;">&nbsp;al &nbsp;</span></div>
					<div class="stl_01" style="top: 54.227em; left:7.0854em;"><span class="stl_25" style="word-spacing:0em;">índice H’ de Shannon</span><span class="stl_22" style="word-spacing:0em;">-Weaner (Shannon &nbsp;</span></div>
					<div class="stl_01" style="top: 56.0604em; left:7.0854em;"><span class="stl_22 stl_08" style="word-spacing:0.32em;">et al., 1951),</span><span class="stl_22 stl_08" style="word-spacing:0.76em;">&nbsp;en</span><span class="stl_22 stl_08" style="word-spacing:0.28em;">&nbsp;base a la</span><span class="stl_22 stl_08" style="word-spacing:0.34em;">&nbsp;siguiente &nbsp;</span></div>
					<div class="stl_01" style="top: 57.8937em; left:7.0854em;"><span class="stl_22 stl_09">ecuación<span class="stl_19">. &nbsp;</span></span></div>
					<div class="stl_01" style="top: 52.7937em; left:26.2917em;"><span class="stl_22">(</span></div>
					<div class="stl_01" style="top: 54.627em; left:26.2917em;"><span class="stl_22">2</span></div>
					<div class="stl_01" style="top: 56.4604em; left:26.2917em;"><span class="stl_22" style="word-spacing:0.1em;">periodo de</span><span class="stl_22" style="word-spacing:0.11em;">&nbsp;estudio. En</span><span class="stl_22" style="word-spacing:0.1em;">&nbsp;mayo S3 y</span><span class="stl_22" style="word-spacing:0.1em;">&nbsp;julio &nbsp;</span></div>
					<div class="stl_01" style="top: 58.2937em; left:26.2917em;"><span class="stl_22 stl_08" style="word-spacing:0.32em;">S3 se registraron dos pulsos de</span><span class="stl_22 stl_08" style="word-spacing:0.29em;">&nbsp;altas &nbsp;</span></div>
					<div class="stl_01" style="top: 60.112em; left:26.2917em;"><span class="stl_22" style="word-spacing:1.02em;">temperaturas de corta duración, &nbsp;</span></div>
					<div class="stl_01" style="top: 61.9458em; left:26.2917em;"><span class="stl_22" style="word-spacing:0.06em;">mientras que en</span><span class="stl_22" style="word-spacing:0.08em;">&nbsp;julio</span><span class="stl_22" style="word-spacing:0.06em;">&nbsp;S1</span><span class="stl_22" style="word-spacing:0.05em;">&nbsp;y agosto</span><span class="stl_22" style="word-spacing:0.04em;">&nbsp;S3</span><span class="stl_22" style="word-spacing:0.07em;">&nbsp;se &nbsp;</span></div>
					<div class="stl_01" style="top: 60.421em; left:7.8521em;"><span class="stl_34">′</span></div>
					<div class="stl_01" style="top: 60.167em; left:7.0854em;"><sub><span class="stl_32 stl_19" style="word-spacing:0.36em;">퐻 </span></sub><sub><span class="stl_32 stl_19" style="word-spacing:0.36em;">=</span></sub><sub><span class="stl_32 stl_19" style="word-spacing:0.25em;">&nbsp;−</span></sub><sub><span class="stl_32 stl_19" style="word-spacing:0.25em;">&nbsp;∑</span></sub><span class="stl_34 stl_19" style="word-spacing:-0.1em;">푠</span><span class="stl_34 stl_19" style="word-spacing:1.19em;">&nbsp;</span><span class="stl_32 stl_19" style="word-spacing:0.84em;">푝푖</span><span class="stl_32 stl_19" style="word-spacing:-0.04em;">&nbsp;퐿푁(</span><span class="stl_32 stl_19" style="word-spacing:-0.07em;">&nbsp;푝푖) &nbsp;</span></div>
					<div class="stl_01" style="top: 60.3954em; left:22.24em;"><span class="stl_22 stl_08">(5) &nbsp;</span></div>
					<div class="stl_01" style="top: 61.0227em; left:11.2875em;"><span class="stl_34">ꢆꢇ1 &nbsp;</span></div>
					<div class="stl_01" style="top: 62.8958em; left:7.0854em;"><span class="stl_22">Dónde: &nbsp;</span></div>
					<div class="stl_01" style="top: 66.1378em; left:41.6792em;"><span class="stl_17 stl_08" style="font-style:italic;">26 &nbsp;</span></div>
				</div>
			</div>
		</div>
		<div class="stl_02">
			<div class="stl_03">
				<img 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" alt="" class="stl_35" />
			</div>
			<div class="stl_view">
				<div class="stl_05 stl_06">
					<div class="stl_01" style="top: 2.8676em; left:7.0854em;"><span class="stl_07 stl_08" style="font-style:italic; word-spacing:-0.01em;">Revista de</span><span class="stl_07 stl_08" style="font-style:italic; word-spacing:0em;">&nbsp;Ciencias de<span class="stl_09">l</span></span><span class="stl_07 stl_08" style="font-style:italic; word-spacing:-0.03em;">&nbsp;Mar</span><span class="stl_07 stl_08" style="font-style:italic; word-spacing:0em;">&nbsp;y</span><span class="stl_07 stl_08" style="font-style:italic; word-spacing:0.02em;">&nbsp;Acuicultura</span><span class="stl_07 stl_08" style="font-style:italic; word-spacing:-0.01em;">&nbsp;“YAKU”:</span><span class="stl_07 stl_08" style="font-style:italic; word-spacing:0.03em;">&nbsp;Vol.</span><span class="stl_07 stl_08" style="word-spacing:0.02em;">&nbsp;</span><span class="stl_10 stl_08" style="font-style:italic; word-spacing:0.03em;">3 (Núm.5)</span><span class="stl_10 stl_08" style="font-style:italic; word-spacing:-0.01em;">&nbsp;(ene</span><span class="stl_10 stl_08" style="word-spacing:0em;">&nbsp;</span><span class="stl_07 stl_08" style="font-style:italic; word-spacing:0em;">–</span><span class="stl_07 stl_08" style="word-spacing:0em;">&nbsp;</span><span class="stl_10 stl_08" style="font-style:italic; word-spacing:0em;">jun 2020)<span class="stl_09">.</span></span><span class="stl_10 stl_08" style="font-style:italic; word-spacing:0.02em;">&nbsp;ISSN:</span><span class="stl_10 stl_08" style="font-style:italic; word-spacing:0.01em;">&nbsp;2600-5824. &nbsp;</span></div>
					<div class="stl_01" style="top: 3.8676em; left:7.0854em;"><span class="stl_10 stl_08" style="font-style:italic; word-spacing:0.02em;">Abundancia, composición</span><span class="stl_10 stl_08" style="font-style:italic; word-spacing:0.02em;">&nbsp;y</span><span class="stl_10 stl_08" style="font-style:italic; word-spacing:0.01em;">&nbsp;diversidad del</span><span class="stl_10 stl_08" style="font-style:italic; word-spacing:0.04em;">&nbsp;zooplancton</span><span class="stl_10 stl_08" style="font-style:italic; word-spacing:0.02em;">&nbsp;en la</span><span class="stl_10 stl_08" style="font-style:italic; word-spacing:0.04em;">&nbsp;zona</span><span class="stl_10 stl_08" style="font-style:italic; word-spacing:0.02em;">&nbsp;de</span><span class="stl_10 stl_08" style="font-style:italic; word-spacing:0.01em;">&nbsp;Cojimíes</span><span class="stl_07 stl_08" style="font-style:italic; word-spacing:0.01em;">–</span><span class="stl_10 stl_08" style="font-style:italic; word-spacing:0.01em;">Manabí,</span><span class="stl_10 stl_08" style="font-style:italic; word-spacing:0.05em;">&nbsp;durante</span><span class="stl_10 stl_08" style="font-style:italic; word-spacing:0.03em;">&nbsp;los</span><span class="stl_10 stl_08" style="font-style:italic; word-spacing:0.02em;">&nbsp;meses de</span><span class="stl_10 stl_08" style="font-style:italic; word-spacing:0.04em;">&nbsp;mayo-octubre &nbsp;</span></div>
					<div class="stl_01" style="top: 4.8035em; left:7.0854em;"><span class="stl_10 stl_08" style="font-style:italic; word-spacing:0.03em;">del 2018 &nbsp;</span></div>
					<div class="stl_01" style="top: 6.3995em; left:7.0854em;"><span class="stl_22 stl_09" style="word-spacing:0.2em;">registraron las menores temperatu<span class="stl_08">ras. &nbsp;</span></span></div>
					<div class="stl_01" style="top: 7.7526em; left:29.2233em;"><span class="stl_36">8</span></div>
					<div class="stl_01" style="top: 9.0109em; left:29.2233em;"><span class="stl_36">8</span></div>
					<div class="stl_01" style="top: 7.7526em; left:29.6058em;"><span class="stl_36">,39 &nbsp;</span></div>
					<div class="stl_01" style="top: 9.0109em; left:29.6058em;"><span class="stl_36">,29 &nbsp;</span></div>
					<div class="stl_01" style="top: 8.2337em; left:7.0854em;"><span class="stl_22" style="word-spacing:0.11em;">Desde finales</span><span class="stl_22" style="word-spacing:0.11em;">&nbsp;de agosto hasta</span><span class="stl_22" style="word-spacing:0.09em;">&nbsp;octubre, &nbsp;</span></div>
					<div class="stl_01" style="top: 10.0662em; left:7.0854em;"><span class="stl_22 stl_08" style="word-spacing:0.6em;">se mantuvo una temperatura poco &nbsp;</span></div>
					<div class="stl_01" style="top: 11.9004em; left:7.0854em;"><span class="stl_22" style="word-spacing:0.04em;">variable, con</span><span class="stl_22 stl_08" style="word-spacing:0.05em;">&nbsp;un</span><span class="stl_22 stl_08" style="word-spacing:0.12em;">&nbsp;promedio</span><span class="stl_22 stl_08" style="word-spacing:0.05em;">&nbsp;de</span><span class="stl_22 stl_08" style="word-spacing:0.1em;">&nbsp;25±0,2</span><span class="stl_22 stl_08" style="word-spacing:0.05em;">&nbsp;°C &nbsp;</span></div>
					<div class="stl_01" style="top: 10.2692em; left:29.2233em;"><span class="stl_36">8,19 &nbsp;</span></div>
					<div class="stl_01" style="top: 11.5301em; left:29.2233em;"><span class="stl_36">8</span></div>
					<div class="stl_01" style="top: 12.7884em; left:29.2233em;"><span class="stl_36">7</span></div>
					<div class="stl_01" style="top: 11.5301em; left:29.6058em;"><span class="stl_36">,09 &nbsp;</span></div>
					<div class="stl_01" style="top: 12.7884em; left:29.6058em;"><span class="stl_36">,99 &nbsp;</span></div>
					<div class="stl_01" style="top: 13.7354em; left:7.0854em;"><span class="stl_22 stl_08" style="word-spacing:0.08em;">(Fig. 2). &nbsp;</span></div>
					<div class="stl_01" style="top: 16.8817em; left:8.6417em;"><span class="stl_37">2</span></div>
					<div class="stl_01" style="top: 18.4234em; left:8.6417em;"><span class="stl_37">2</span></div>
					<div class="stl_01" style="top: 19.9631em; left:8.6417em;"><span class="stl_38">2</span></div>
					<div class="stl_01" style="top: 21.5092em; left:8.6417em;"><span class="stl_37">2</span></div>
					<div class="stl_01" style="top: 16.8817em; left:9.025em;"><span class="stl_37">7</span></div>
					<div class="stl_01" style="top: 18.4234em; left:9.025em;"><span class="stl_37">6</span></div>
					<div class="stl_01" style="top: 19.9631em; left:9.025em;"><span class="stl_38">5</span></div>
					<div class="stl_01" style="top: 21.5092em; left:9.025em;"><span class="stl_37">4</span></div>
					<div class="stl_01" style="top: 16.8817em; left:21.7817em;"><span class="stl_37">23 &nbsp;</span></div>
					<div class="stl_01" style="top: 17.4607em; left:27.725em;"><span class="stl_28 stl_08" style="font-weight:bold; word-spacing:0.04em;">Figura 3. </span><span class="stl_29 stl_08" style="word-spacing:0.04em;">Variación del pH en la zona de &nbsp;</span></div>
					<div class="stl_01" style="top: 18.4774em; left:27.9917em;"><span class="stl_29 stl_08" style="word-spacing:0.09em;">Cojimíes durante mayo-octubre 2018. &nbsp;</span></div>
					<div class="stl_01" style="top: 18.0384em; left:21.7817em;"><span class="stl_37">2</span></div>
					<div class="stl_01" style="top: 19.1942em; left:21.7817em;"><span class="stl_37">2</span></div>
					<div class="stl_01" style="top: 20.3526em; left:21.7817em;"><span class="stl_37">2</span></div>
					<div class="stl_01" style="top: 18.0384em; left:22.1642em;"><span class="stl_37">2,5 &nbsp;</span></div>
					<div class="stl_01" style="top: 19.1942em; left:22.165em;"><span class="stl_37">2</span></div>
					<div class="stl_01" style="top: 20.3526em; left:22.1642em;"><span class="stl_37">1,5 &nbsp;</span></div>
					<div class="stl_01" style="top: 21.5092em; left:21.7817em;"><span class="stl_37">21 &nbsp;</span></div>
					<div class="stl_01" style="top: 21.1687em; left:26.2917em;"><span class="stl_22 stl_08" style="word-spacing:0.65em;">Las precipitaciones en la zona de &nbsp;</span></div>
					<div class="stl_01" style="top: 23.0037em; left:26.2917em;"><span class="stl_22 stl_09" style="word-spacing:0.08em;">Esmeraldas alcanzar<span class="stl_08">on</span></span><span class="stl_22 stl_08" style="word-spacing:0.13em;">&nbsp;un valor de</span><span class="stl_22 stl_08" style="word-spacing:0.12em;">&nbsp;600 &nbsp;</span></div>
					<div class="stl_01" style="top: 24.837em; left:26.2917em;"><span class="stl_22 stl_08" style="word-spacing:0.06em;">mm entre diciembre 2017 y mayo 2018, &nbsp;</span></div>
					<div class="stl_01" style="top: 26.6712em; left:26.2917em;"><span class="stl_22" style="word-spacing:0.03em;">mientras que</span><span class="stl_22 stl_08" style="word-spacing:0.06em;">&nbsp;entre junio</span><span class="stl_22 stl_08" style="word-spacing:0.04em;">&nbsp;y</span><span class="stl_22 stl_08" style="word-spacing:0.1em;">&nbsp;agosto</span><span class="stl_22 stl_08" style="word-spacing:0.03em;">&nbsp;no</span><span class="stl_22 stl_08" style="word-spacing:0.05em;">&nbsp;se &nbsp;</span></div>
					<div class="stl_01" style="top: 24.9359em; left:12.8458em;"><span class="stl_36">T° &nbsp;</span></div>
					<div class="stl_01" style="top: 24.9359em; left:16.1417em;"><span class="stl_36">Transparencia &nbsp;</span></div>
					<div class="stl_01" style="top: 26.5799em; left:8.885em;"><span class="stl_28 stl_08" style="font-weight:bold; word-spacing:0.04em;">Figura 2. </span><span class="stl_29 stl_08" style="word-spacing:0.07em;">Variación de la temperatura &nbsp;</span></div>
					<div class="stl_01" style="top: 27.5957em; left:7.5521em;"><span class="stl_29" style="word-spacing:-0.01em;">superficial del mar y de la transparencia en la &nbsp;</span></div>
					<div class="stl_01" style="top: 28.6124em; left:7.5354em;"><span class="stl_29" style="word-spacing:-0.01em;">zona marina frente a Cojimíes durante mayo- &nbsp;</span></div>
					<div class="stl_01" style="top: 29.6299em; left:12.8375em;"><span class="stl_29 stl_08" style="word-spacing:0.08em;">octubre 2018. &nbsp;</span></div>
					<div class="stl_01" style="top: 28.5045em; left:26.2917em;"><span class="stl_22">registró &nbsp;</span></div>
					<div class="stl_01" style="top: 28.5045em; left:31.0877em;"><span class="stl_22 stl_09" style="word-spacing:3.5em;">precipitación des<span class="stl_08">de &nbsp;</span></span></div>
					<div class="stl_01" style="top: 28.5045em; left:38.0147em;"><span class="stl_22">y</span></div>
					<div class="stl_01" style="top: 30.3379em; left:26.2917em;"><span class="stl_22 stl_09">septiembr<span class="stl_19">e &nbsp;</span></span></div>
					<div class="stl_01" style="top: 30.3379em; left:32.2527em;"><span class="stl_22">a</span></div>
					<div class="stl_01" style="top: 30.3379em; left:34.0275em;"><span class="stl_22 stl_08" style="word-spacing:1.13em;">octubre 2018 la &nbsp;</span></div>
					<div class="stl_01" style="top: 31.6379em; left:7.0854em;"><span class="stl_22 stl_08" style="word-spacing:0.37em;">La transparencia del</span><span class="stl_22 stl_08" style="word-spacing:0.31em;">&nbsp;agua de mar</span><span class="stl_22 stl_08" style="word-spacing:0.29em;">&nbsp;se &nbsp;</span></div>
					<div class="stl_01" style="top: 33.4729em; left:7.0854em;"><span class="stl_22 stl_08" style="word-spacing:0.46em;">mantuvo cercana a 21,5 m durante &nbsp;</span></div>
					<div class="stl_01" style="top: 35.3062em; left:7.0854em;"><span class="stl_22 stl_08" style="word-spacing:0.03em;">mayo y agosto, mostrando desde agosto &nbsp;</span></div>
					<div class="stl_01" style="top: 37.1229em; left:7.0854em;"><span class="stl_22 stl_08" style="word-spacing:0.17em;">a octubre fluctuaciones</span><span class="stl_22 stl_08" style="word-spacing:0.09em;">&nbsp;en un</span><span class="stl_22 stl_08" style="word-spacing:0.16em;">&nbsp;intervalo &nbsp;</span></div>
					<div class="stl_01" style="top: 38.9562em; left:7.0854em;"><span class="stl_22 stl_08" style="word-spacing:0.44em;">de ±2 m. Los valores más altos se &nbsp;</span></div>
					<div class="stl_01" style="top: 40.7895em; left:7.0854em;"><span class="stl_22" style="word-spacing:0.39em;">observaron en la última semana de &nbsp;</span></div>
					<div class="stl_01" style="top: 32.1729em; left:26.2917em;"><span class="stl_22 stl_09" style="word-spacing:0.02em;">precipitación f<span class="stl_08">ue</span></span><span class="stl_22 stl_08" style="word-spacing:0.04em;">&nbsp;de</span><span class="stl_22 stl_08" style="word-spacing:0.03em;">&nbsp;20</span><span class="stl_22 stl_08" style="word-spacing:0.03em;">&nbsp;mm,</span><span class="stl_22 stl_08" style="word-spacing:0.1em;">&nbsp;alcanzando &nbsp;</span></div>
					<div class="stl_01" style="top: 34.0062em; left:26.2917em;"><span class="stl_22 stl_08" style="word-spacing:0.61em;">un acumulado para el período de &nbsp;</span></div>
					<div class="stl_01" style="top: 35.8229em; left:26.2917em;"><span class="stl_22 stl_08" style="word-spacing:0.05em;">estudio de 620 mm (INAMHI, 2018) (Fig. &nbsp;</span></div>
					<div class="stl_01" style="top: 37.6562em; left:26.2917em;"><span class="stl_22 stl_08" style="word-spacing:0.09em;">4). Este</span><span class="stl_22 stl_08" style="word-spacing:0.06em;">&nbsp;valor es</span><span class="stl_22 stl_08" style="word-spacing:0.05em;">&nbsp;180 mm</span><span class="stl_22 stl_08" style="word-spacing:0.07em;">&nbsp;menor</span><span class="stl_22 stl_08" style="word-spacing:0.06em;">&nbsp;al</span><span class="stl_22 stl_08" style="word-spacing:0.07em;">&nbsp;valor &nbsp;</span></div>
					<div class="stl_01" style="top: 39.4895em; left:26.2917em;"><span class="stl_22" style="word-spacing:0.04em;">normal (promedio)</span><span class="stl_22" style="word-spacing:0.04em;">&nbsp;para</span><span class="stl_22" style="word-spacing:0.04em;">&nbsp;la</span><span class="stl_22" style="word-spacing:0.03em;">&nbsp;zona,</span><span class="stl_22" style="word-spacing:0.04em;">&nbsp;lo</span><span class="stl_22" style="word-spacing:0.05em;">&nbsp;cual &nbsp;</span></div>
					<div class="stl_01" style="top: 41.3254em; left:26.2917em;"><span class="stl_22 stl_08" style="word-spacing:0.31em;">revela que el periodo de estudio fue &nbsp;</span></div>
					<div class="stl_01" style="top: 43.1587em; left:26.2917em;"><span class="stl_22" style="word-spacing:0.01em;">particularmente seco. &nbsp;</span></div>
					<div class="stl_01" style="top: 42.6245em; left:7.0854em;"><span class="stl_22 stl_09">agost<span class="stl_19">o &nbsp;</span></span></div>
					<div class="stl_01" style="top: 42.6245em; left:10.8804em;"><span class="stl_22">y</span></div>
					<div class="stl_01" style="top: 42.6245em; left:12.3624em;"><span class="stl_22 stl_08" style="word-spacing:0.88em;">la tercera semana de &nbsp;</span></div>
					<div class="stl_01" style="top: 44.4587em; left:19.4345em;"><span class="stl_22 stl_08" style="word-spacing:0.91em;">22,8 m, &nbsp;</span></div>
					<div class="stl_01" style="top: 44.4587em; left:7.0854em;"><span class="stl_22" style="word-spacing:0.87em;">septiembre (22,9 &nbsp;</span></div>
					<div class="stl_01" style="top: 44.4587em; left:15.9865em;"><span class="stl_22">m</span></div>
					<div class="stl_01" style="top: 44.4587em; left:17.8855em;"><span class="stl_22">y</span></div>
					<div class="stl_01" style="top: 46.2912em; left:7.0854em;"><span class="stl_22 stl_09" style="word-spacing:0em;">respectivamente), mientras que el val<span class="stl_19">or &nbsp;</span></span></div>
					<div class="stl_01" style="top: 48.1254em; left:7.0854em;"><span class="stl_22" style="word-spacing:0.45em;">más bajo se obtuvo en la primera &nbsp;</span></div>
					<div class="stl_01" style="top: 49.9412em; left:7.0854em;"><span class="stl_22 stl_09" style="word-spacing:-0.01em;">semana de septiembre con 21 <span class="stl_19">m. &nbsp;</span></span></div>
					<div class="stl_01" style="top: 52.4437em; left:7.0854em;"><span class="stl_22 stl_08" style="word-spacing:0.21em;">Los valores</span><span class="stl_22 stl_08" style="word-spacing:0.15em;">&nbsp;de pH fluctuaron</span><span class="stl_22 stl_08" style="word-spacing:0.18em;">&nbsp;alrededor &nbsp;</span></div>
					<div class="stl_01" style="top: 54.277em; left:7.0854em;"><span class="stl_22 stl_08" style="word-spacing:0.05em;">de un promedio de 8,22±0,4 DE durante &nbsp;</span></div>
					<div class="stl_01" style="top: 56.1104em; left:7.0854em;"><span class="stl_22 stl_08" style="word-spacing:0.25em;">los meses de monitoreo. El valor más &nbsp;</span></div>
					<div class="stl_01" style="top: 57.9437em; left:7.0854em;"><span class="stl_22 stl_08" style="word-spacing:0.07em;">alto se</span><span class="stl_22 stl_08" style="word-spacing:0.08em;">&nbsp;observó</span><span class="stl_22 stl_08" style="word-spacing:0.03em;">&nbsp;en</span><span class="stl_22 stl_08" style="word-spacing:0.04em;">&nbsp;la</span><span class="stl_22 stl_08" style="word-spacing:0.09em;">&nbsp;tercera</span><span class="stl_22 stl_08" style="word-spacing:0.07em;">&nbsp;semana</span><span class="stl_22 stl_08" style="word-spacing:0.03em;">&nbsp;de &nbsp;</span></div>
					<div class="stl_01" style="top: 59.777em; left:7.0854em;"><span class="stl_22 stl_08" style="word-spacing:0.27em;">agosto con 8,4 y el más</span><span class="stl_22 stl_08" style="word-spacing:0.26em;">&nbsp;bajo, 8,0</span><span class="stl_22 stl_08" style="word-spacing:0.24em;">&nbsp;en &nbsp;</span></div>
					<div class="stl_01" style="top: 61.6124em; left:7.0854em;"><span class="stl_22" style="word-spacing:0.01em;">mayo (Fig. 3). &nbsp;</span></div>
					<div class="stl_01" style="top: 57.419em; left:26.3917em;"><span class="stl_28" style="font-weight:bold; word-spacing:-0.01em;">Figura 4. </span><span class="stl_29" style="word-spacing:-0.01em;">Precipitación registrada en la Estación &nbsp;</span></div>
					<div class="stl_01" style="top: 58.4357em; left:27.6583em;"><span class="stl_29 stl_08" style="word-spacing:0.08em;">Aeropuerto de</span><span class="stl_29 stl_08" style="word-spacing:0.01em;">&nbsp;la</span><span class="stl_29 stl_08" style="word-spacing:0.04em;">&nbsp;ciudad</span><span class="stl_29 stl_08" style="word-spacing:0.03em;">&nbsp;de</span><span class="stl_29 stl_08" style="word-spacing:0.12em;">&nbsp;Esmeraldas. &nbsp;</span></div>
					<div class="stl_01" style="top: 59.4524em; left:30.3767em;"><span class="stl_29 stl_08" style="word-spacing:0.08em;">Fuente: INAMHI (2018). &nbsp;</span></div>
					<div class="stl_01" style="top: 61.1291em; left:26.2917em;"><span class="stl_22 stl_09" style="word-spacing:0.28em;">Considerando la abundanc<span class="stl_08">ia</span></span><span class="stl_22 stl_08" style="word-spacing:0.37em;">&nbsp;nocturna &nbsp;</span></div>
					<div class="stl_01" style="top: 62.9624em; left:26.2917em;"><span class="stl_22 stl_08" style="word-spacing:0.33em;">promedio de zooplancton durante las &nbsp;</span></div>
					<div class="stl_01" style="top: 66.1378em; left:41.6792em;"><span class="stl_17 stl_08" style="font-style:italic;">27 &nbsp;</span></div>
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			<div class="stl_03">
				<img 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alt="" class="stl_39" />
			</div>
			<div class="stl_view">
				<div class="stl_05 stl_06">
					<div class="stl_01" style="top: 2.8676em; left:7.0854em;"><span class="stl_10 stl_08" style="font-style:italic; word-spacing:-0.01em;">Re</span><span class="stl_07 stl_08" style="font-style:italic; word-spacing:-0.01em;">vista de</span><span class="stl_07 stl_08" style="font-style:italic; word-spacing:0em;">&nbsp;Ciencias</span><span class="stl_07 stl_08" style="font-style:italic; word-spacing:0em;">&nbsp;del</span><span class="stl_07 stl_08" style="font-style:italic; word-spacing:-0.03em;">&nbsp;Mar</span><span class="stl_07 stl_08" style="font-style:italic; word-spacing:0em;">&nbsp;y</span><span class="stl_07 stl_08" style="font-style:italic; word-spacing:0.02em;">&nbsp;Acuicultura</span><span class="stl_07 stl_08" style="font-style:italic; word-spacing:-0.01em;">&nbsp;“YAKU”:</span><span class="stl_07 stl_08" style="font-style:italic; word-spacing:0.03em;">&nbsp;Vol.</span><span class="stl_07 stl_08" style="word-spacing:0.02em;">&nbsp;</span><span class="stl_10 stl_08" style="font-style:italic; word-spacing:0.02em;">3</span><span class="stl_10 stl_08" style="font-style:italic; word-spacing:0.03em;">&nbsp;(Núm.</span><span class="stl_10 stl_08" style="font-style:italic; word-spacing:-0.01em;">&nbsp;5)</span><span class="stl_10 stl_08" style="font-style:italic; word-spacing:0.02em;">&nbsp;(ene</span><span class="stl_10 stl_08" style="word-spacing:0.03em;">&nbsp;</span><span class="stl_07 stl_08" style="font-style:italic; word-spacing:0.03em;">–</span><span class="stl_07 stl_08" style="word-spacing:0.01em;">&nbsp;</span><span class="stl_10 stl_08" style="font-style:italic; word-spacing:0.01em;">jun</span><span class="stl_10 stl_08" style="font-style:italic; word-spacing:0.02em;">&nbsp;2020).</span><span class="stl_10 stl_08" style="font-style:italic; word-spacing:0em;">&nbsp;ISSN:</span><span class="stl_10 stl_08" style="font-style:italic; word-spacing:0em;">&nbsp;2600-5824. &nbsp;</span></div>
					<div class="stl_01" style="top: 3.8676em; left:7.0854em;"><span class="stl_10 stl_08" style="font-style:italic; word-spacing:0.01em;">Ramos-Centeno &amp; Napa-España (2020) &nbsp;</span></div>
					<div class="stl_01" style="top: 5.8329em; left:7.0854em;"><span class="stl_22" style="word-spacing:0.02em;">fases lunares,</span><span class="stl_22" style="word-spacing:0.01em;">&nbsp;no</span><span class="stl_22" style="word-spacing:0.01em;">&nbsp;se</span><span class="stl_22" style="word-spacing:0.03em;">&nbsp;encontró</span><span class="stl_22" style="word-spacing:0.03em;">&nbsp;diferencia &nbsp;</span></div>
					<div class="stl_01" style="top: 7.667em; left:7.0854em;"><span class="stl_22 stl_09" style="word-spacing:0.08em;">significativa ent<span class="stl_08">re</span></span><span class="stl_22 stl_08" style="word-spacing:0.12em;">&nbsp;las</span><span class="stl_22 stl_08" style="word-spacing:0.13em;">&nbsp;fases</span><span class="stl_22 stl_08" style="word-spacing:0.18em;">&nbsp;(p&gt;0,05).</span><span class="stl_22 stl_08" style="word-spacing:0.1em;">&nbsp;La &nbsp;</span></div>
					<div class="stl_01" style="top: 9.4995em; left:7.0854em;"><span class="stl_22" style="word-spacing:0.48em;">abundancia más alta y una de las &nbsp;</span></div>
					<div class="stl_01" style="top: 11.3337em; left:7.0854em;"><span class="stl_22" style="word-spacing:0.6em;">menores se registraron durante el &nbsp;</span></div>
					<div class="stl_01" style="top: 13.1687em; left:7.0854em;"><span class="stl_22 stl_09" style="word-spacing:-0.01em;">Cuarto Creciente (Fig. 5)<span class="stl_19">. &nbsp;</span></span></div>
					<div class="stl_01" style="top: 5.8329em; left:26.2917em;"><span class="stl_22" style="word-spacing:0.92em;">concentraciones de carbonatos &nbsp;</span></div>
					<div class="stl_01" style="top: 5.8329em; left:41.993em;"><span class="stl_22">o</span></div>
					<div class="stl_01" style="top: 7.667em; left:26.2917em;"><span class="stl_22 stl_08" style="word-spacing:0.16em;">bicarbonatos entre los dos</span><span class="stl_22 stl_08" style="word-spacing:0.14em;">&nbsp;periodos</span><span class="stl_22 stl_08" style="word-spacing:0.1em;">&nbsp;no &nbsp;</span></div>
					<div class="stl_01" style="top: 9.4995em; left:26.2917em;"><span class="stl_22 stl_08" style="word-spacing:0.8em;">fueron significativas (Prueba t de &nbsp;</span></div>
					<div class="stl_01" style="top: 11.3337em; left:26.2917em;"><span class="stl_22" style="word-spacing:-0.01em;">Student, p&gt;0,05). &nbsp;</span></div>
					<div class="stl_01" style="top: 13.8109em; left:29.7775em;"><span class="stl_37">5</span></div>
					<div class="stl_01" style="top: 14.6984em; left:29.7775em;"><span class="stl_37">4</span></div>
					<div class="stl_01" style="top: 15.5859em; left:29.7775em;"><span class="stl_37">3</span></div>
					<div class="stl_01" style="top: 16.4734em; left:29.7775em;"><span class="stl_37">2</span></div>
					<div class="stl_01" style="top: 17.3609em; left:29.7775em;"><span class="stl_37">1</span></div>
					<div class="stl_01" style="top: 13.8109em; left:30.1775em;"><span class="stl_37">0</span></div>
					<div class="stl_01" style="top: 14.6984em; left:30.1775em;"><span class="stl_37">0</span></div>
					<div class="stl_01" style="top: 15.5859em; left:30.1775em;"><span class="stl_37">0</span></div>
					<div class="stl_01" style="top: 16.4734em; left:30.1775em;"><span class="stl_37">0</span></div>
					<div class="stl_01" style="top: 17.3609em; left:30.1775em;"><span class="stl_37">0</span></div>
					<div class="stl_01" style="top: 18.2484em; left:30.175em;"><span class="stl_37">0</span></div>
					<div class="stl_01" style="top: 16.0565em; left:9.05em;"><span class="stl_29">5000 &nbsp;</span></div>
					<div class="stl_01" style="top: 17.6315em; left:9.05em;"><span class="stl_29">4000 &nbsp;</span></div>
					<div class="stl_01" style="top: 19.2091em; left:9.05em;"><span class="stl_29">3000 &nbsp;</span></div>
					<div class="stl_01" style="top: 20.784em; left:9.05em;"><span class="stl_29">2000 &nbsp;</span></div>
					<div class="stl_01" style="top: 22.3591em; left:9.05em;"><span class="stl_29">1000 &nbsp;</span></div>
					<div class="stl_01" style="top: 23.9357em; left:10.3167em;"><span class="stl_29">0</span></div>
					<div class="stl_01" style="top: 22.3967em; left:31.2308em;"><span class="stl_37 stl_08" style="word-spacing:0.08em;">Bic (mg/L) &nbsp;</span></div>
					<div class="stl_01" style="top: 22.3967em; left:37.0225em;"><span class="stl_37 stl_08" style="word-spacing:0.09em;">Carb (mg/L) &nbsp;</span></div>
					<div class="stl_01" style="top: 24.0965em; left:26.6417em;"><span class="stl_15 stl_08" style="font-weight:bold; word-spacing:0.03em;">Figura 6. </span><span class="stl_15 stl_08" style="word-spacing:0.09em;">Carbonatos y bicarbonatos presentes &nbsp;</span></div>
					<div class="stl_01" style="top: 25.1124em; left:27.025em;"><span class="stl_15" style="word-spacing:-0.01em;">en la zona de Cojimíes durante los meses de &nbsp;</span></div>
					<div class="stl_01" style="top: 26.1466em; left:30.2267em;"><span class="stl_15 stl_08" style="word-spacing:0.04em;">mayo a octubre de 2018. &nbsp;</span></div>
					<div class="stl_01" style="top: 25.019em; left:12.54em;"><span class="stl_29">LN &nbsp;</span></div>
					<div class="stl_01" style="top: 25.019em; left:15.4792em;"><span class="stl_29 stl_19">CC &nbsp;</span></div>
					<div class="stl_01" style="top: 25.019em; left:18.2858em;"><span class="stl_29">CM &nbsp;</span></div>
					<div class="stl_01" style="top: 25.019em; left:21.4517em;"><span class="stl_29">LL &nbsp;</span></div>
					<div class="stl_01" style="top: 26.4007em; left:14.7525em;"><span class="stl_28" style="font-weight:bold; word-spacing:-0.01em;">Fase Lunar &nbsp;</span></div>
					<div class="stl_01" style="top: 27.5624em; left:7.6188em;"><span class="stl_28 stl_08" style="font-weight:bold; word-spacing:0.03em;">Figura 5. </span><span class="stl_29 stl_08" style="word-spacing:0.08em;">Abundancia nocturna promedio del &nbsp;</span></div>
					<div class="stl_01" style="top: 28.5799em; left:7.9021em;"><span class="stl_29 stl_08" style="word-spacing:0.06em;">zooplancton durante las fases lunares en la &nbsp;</span></div>
					<div class="stl_01" style="top: 29.5965em; left:7.7521em;"><span class="stl_29" style="word-spacing:-0.01em;">zona costera frente a Cojimíes entre mayo y &nbsp;</span></div>
					<div class="stl_01" style="top: 30.6132em; left:12.8375em;"><span class="stl_29 stl_08" style="word-spacing:0.08em;">octubre 2018. &nbsp;</span></div>
					<div class="stl_01" style="top: 29.3704em; left:26.2917em;"><span class="stl_14" style="font-weight:bold; word-spacing:-0.02em;">3.3. Composición zooplanctónica &nbsp;</span></div>
					<div class="stl_01" style="top: 32.2895em; left:7.0854em;"><span class="stl_21" style="font-weight:bold;">3</span></div>
					<div class="stl_01" style="top: 32.2895em; left:7.5854em;"><span class="stl_21 stl_09" style="font-weight:bold; word-spacing:-0.03em;">.2. Parámetros químico<span class="stl_08">s &nbsp;</span></span></div>
					<div class="stl_01" style="top: 32.2062em; left:26.2917em;"><span class="stl_22 stl_08" style="word-spacing:0.51em;">La comunidad zooplanctónica estuvo &nbsp;</span></div>
					<div class="stl_01" style="top: 34.0395em; left:26.2917em;"><span class="stl_22 stl_08" style="word-spacing:1.11em;">conformada por 10 grupos de &nbsp;</span></div>
					<div class="stl_01" style="top: 35.8562em; left:26.2917em;"><span class="stl_22 stl_08" style="word-spacing:0.3em;">organismos pertenecientes a 6</span><span class="stl_22 stl_08" style="word-spacing:0.22em;">&nbsp;</span><span class="stl_26" style="font-style:italic; word-spacing:0.22em;">phylla: &nbsp;</span></div>
					<div class="stl_01" style="top: 37.6895em; left:26.2917em;"><span class="stl_26 stl_09" style="font-style:italic; word-spacing:1.09em;">Arthropoda (Copepoda, Cladocera<span class="stl_08">, &nbsp;</span></span></div>
					<div class="stl_01" style="top: 39.5229em; left:26.2917em;"><span class="stl_26" style="font-style:italic; word-spacing:0.19em;">Ostracoda</span><span class="stl_22 stl_08" style="word-spacing:0.2em;">, </span><span class="stl_26" style="font-style:italic; word-spacing:0.19em;">Stomatopoda </span><span class="stl_22 stl_08" style="word-spacing:0.2em;">y </span><span class="stl_26" style="font-style:italic; word-spacing:0.19em;">Decapoda</span><span class="stl_22" style="word-spacing:0.19em;">), &nbsp;</span></div>
					<div class="stl_01" style="top: 41.3587em; left:26.2917em;"><span class="stl_26" style="font-style:italic; word-spacing:1.16em;">Cnidaria (Siphonophora), Annelida &nbsp;</span></div>
					<div class="stl_01" style="top: 34.7895em; left:7.0854em;"><span class="stl_22 stl_08" style="word-spacing:0.32em;">El análisis de</span><span class="stl_22 stl_08" style="word-spacing:0.33em;">&nbsp;compuestos</span><span class="stl_22 stl_08" style="word-spacing:0.39em;">&nbsp;inorgánicos &nbsp;</span></div>
					<div class="stl_01" style="top: 36.6229em; left:7.0854em;"><span class="stl_22 stl_08" style="word-spacing:0.7em;">carbonados reflejó valores con un &nbsp;</span></div>
					<div class="stl_01" style="top: 38.4562em; left:7.0854em;"><span class="stl_22 stl_08" style="word-spacing:1.11em;">patrón cíclico en carbonatos &nbsp;</span></div>
					<div class="stl_01" style="top: 38.4562em; left:22.885em;"><span class="stl_22">y</span></div>
					<div class="stl_01" style="top: 40.2895em; left:7.0854em;"><span class="stl_22" style="word-spacing:0.21em;">bicarbonatos, en periodos de 15</span><span class="stl_22" style="word-spacing:0.2em;">&nbsp;días, &nbsp;</span></div>
					<div class="stl_01" style="top: 42.1254em; left:7.0854em;"><span class="stl_22 stl_09">aproximadament<span class="stl_19">e &nbsp;</span></span></div>
					<div class="stl_01" style="top: 43.942em; left:7.0854em;"><span class="stl_22">concentraciones &nbsp;</span></div>
					<div class="stl_01" style="top: 42.1254em; left:16.1424em;"><span class="stl_22 stl_09">(Fig<span class="stl_08">. &nbsp;</span></span></div>
					<div class="stl_01" style="top: 42.1254em; left:19.4233em;"><span class="stl_22">6). &nbsp;</span></div>
					<div class="stl_01" style="top: 42.1254em; left:22.0393em;"><span class="stl_22">Las &nbsp;</span></div>
					<div class="stl_01" style="top: 43.192em; left:26.2917em;"><span class="stl_26" style="font-style:italic; word-spacing:0.38em;">(Polychaeta), Chaetognatha, Mollusca &nbsp;</span></div>
					<div class="stl_01" style="top: 43.942em; left:15.4784em;"><span class="stl_22">tuvieron &nbsp;</span></div>
					<div class="stl_01" style="top: 43.942em; left:20.6394em;"><span class="stl_22 stl_09">meno<span class="stl_08">r &nbsp;</span></span></div>
					<div class="stl_01" style="top: 45.0254em; left:26.2917em;"><span class="stl_26" style="font-style:italic; word-spacing:0.12em;">(Bivalvia</span><span class="stl_22" style="word-spacing:0.12em;">) y </span><span class="stl_26" style="font-style:italic; word-spacing:0.12em;">Chordata </span><span class="stl_22" style="word-spacing:0.12em;">(</span><span class="stl_26" style="font-style:italic; word-spacing:0.12em;">Pisces</span><span class="stl_22" style="word-spacing:0.12em;">). De ellos, &nbsp;</span></div>
					<div class="stl_01" style="top: 45.7754em; left:7.0854em;"><span class="stl_22 stl_08" style="word-spacing:0.67em;">variación entre mayo y julio, con &nbsp;</span></div>
					<div class="stl_01" style="top: 47.6087em; left:7.0854em;"><span class="stl_22 stl_08" style="word-spacing:0.19em;">promedios de 10,8±6,4 (5</span><span class="stl_22 stl_08" style="word-spacing:0.13em;">&nbsp;</span><span class="stl_25" style="word-spacing:0.13em;">–</span><span class="stl_25 stl_08" style="word-spacing:0.12em;">&nbsp;</span><span class="stl_22" style="word-spacing:0.12em;">20</span><span class="stl_22 stl_08" style="word-spacing:0.18em;">&nbsp;meq/L) &nbsp;</span></div>
					<div class="stl_01" style="top: 49.442em; left:7.0854em;"><span class="stl_22 stl_09" style="word-spacing:-0.05em;">en bicarbonatos y 16±5,7 meq/L (10<span class="stl_08">&nbsp;</span></span><span class="stl_25 stl_08" style="word-spacing:-0.04em;">– </span><span class="stl_22" style="word-spacing:-0.05em;">20 &nbsp;</span></div>
					<div class="stl_01" style="top: 51.277em; left:7.0854em;"><span class="stl_22 stl_08" style="word-spacing:0.28em;">meq/L) en carbonatos. Entre</span><span class="stl_22 stl_08" style="word-spacing:0.25em;">&nbsp;agosto</span><span class="stl_22 stl_08" style="word-spacing:0.2em;">&nbsp;y &nbsp;</span></div>
					<div class="stl_01" style="top: 46.8587em; left:26.2917em;"><span class="stl_22 stl_08" style="word-spacing:0.14em;">se pudieron</span><span class="stl_22 stl_08" style="word-spacing:0.13em;">&nbsp;identificar al</span><span class="stl_22 stl_08" style="word-spacing:0.08em;">&nbsp;menos a</span><span class="stl_22 stl_08" style="word-spacing:0.09em;">&nbsp;nivel &nbsp;</span></div>
					<div class="stl_01" style="top: 48.6745em; left:26.2917em;"><span class="stl_22 stl_08" style="word-spacing:0.15em;">de género, 11</span><span class="stl_22 stl_08" style="word-spacing:0.15em;">&nbsp;especies. Los</span><span class="stl_22 stl_08" style="word-spacing:0.18em;">&nbsp;copépodos &nbsp;</span></div>
					<div class="stl_01" style="top: 50.5079em; left:26.2917em;"><span class="stl_22 stl_08" style="word-spacing:0.52em;">fueron los más abundantes, con el &nbsp;</span></div>
					<div class="stl_01" style="top: 52.3437em; left:26.2917em;"><span class="stl_22 stl_08" style="word-spacing:0.24em;">54,68% (31 </span><span class="stl_25 stl_08" style="word-spacing:0.2em;">– </span><span class="stl_22 stl_08" style="word-spacing:0.26em;">85%) de los ejemplares, &nbsp;</span></div>
					<div class="stl_01" style="top: 53.1104em; left:7.0854em;"><span class="stl_22 stl_09">octubr<span class="stl_19">e &nbsp;</span></span></div>
					<div class="stl_01" style="top: 53.1104em; left:11.9134em;"><span class="stl_22 stl_08">la &nbsp;</span></div>
					<div class="stl_01" style="top: 53.1104em; left:14.2444em;"><span class="stl_22">variación &nbsp;</span></div>
					<div class="stl_01" style="top: 53.1104em; left:19.5704em;"><span class="stl_22 stl_08">en &nbsp;</span></div>
					<div class="stl_01" style="top: 53.1104em; left:22.2174em;"><span class="stl_22">las &nbsp;</span></div>
					<div class="stl_01" style="top: 54.177em; left:26.2917em;"><span class="stl_22 stl_08" style="word-spacing:0.35em;">seguidos por las zoeas de crustáceos &nbsp;</span></div>
					<div class="stl_01" style="top: 54.9437em; left:7.0854em;"><span class="stl_22 stl_08" style="word-spacing:1.17em;">concentraciones fue mayor, con &nbsp;</span></div>
					<div class="stl_01" style="top: 56.7604em; left:7.0854em;"><span class="stl_22 stl_08" style="word-spacing:0.24em;">promedios de 17,2±8,3 meq/L (5</span><span class="stl_22 stl_08" style="word-spacing:0.18em;">&nbsp;</span><span class="stl_25" style="word-spacing:0.18em;">–</span><span class="stl_25 stl_08" style="word-spacing:0.18em;">&nbsp;</span><span class="stl_22" style="word-spacing:0.18em;">30 &nbsp;</span></div>
					<div class="stl_01" style="top: 58.5937em; left:7.0854em;"><span class="stl_22 stl_08" style="word-spacing:0.6em;">meq/L) en bicarbonatos y 23,6±9,2 &nbsp;</span></div>
					<div class="stl_01" style="top: 60.4295em; left:7.0854em;"><span class="stl_22 stl_08" style="word-spacing:0.2em;">meq/L (10 -</span><span class="stl_22 stl_08" style="word-spacing:0.18em;">&nbsp;40 meq/L) en</span><span class="stl_22" style="word-spacing:0.14em;">&nbsp;carbonatos. &nbsp;</span></div>
					<div class="stl_01" style="top: 62.2624em; left:7.0854em;"><span class="stl_22 stl_08" style="word-spacing:0.3em;">Sin embargo, las diferencias entre las &nbsp;</span></div>
					<div class="stl_01" style="top: 56.0104em; left:26.2917em;"><span class="stl_22 stl_09" style="word-spacing:0.05em;">decápodos (8,9%<span class="stl_08">),</span></span><span class="stl_22 stl_08" style="word-spacing:0.07em;">&nbsp;las</span><span class="stl_22 stl_08" style="word-spacing:0.09em;">&nbsp;larvas de</span><span class="stl_22 stl_08" style="word-spacing:0.07em;">&nbsp;</span><span class="stl_26" style="font-style:italic; word-spacing:0.07em;">Bivalvia &nbsp;</span></div>
					<div class="stl_01" style="top: 57.8437em; left:26.2917em;"><span class="stl_22 stl_08" style="word-spacing:0.97em;">(7,02%), los </span><span class="stl_26 stl_08" style="font-style:italic; word-spacing:0.99em;">Ostracoda </span><span class="stl_22" style="word-spacing:0.92em;">(6,6%) &nbsp;</span></div>
					<div class="stl_01" style="top: 57.8437em; left:42.0782em;"><span class="stl_22">y</span></div>
					<div class="stl_01" style="top: 59.677em; left:26.2917em;"><span class="stl_22 stl_08" style="word-spacing:0.09em;">Cladocera (6,38%) (Tabla 1). &nbsp;</span></div>
					<div class="stl_01" style="top: 66.1378em; left:41.6792em;"><span class="stl_17 stl_08" style="font-style:italic;">28 &nbsp;</span></div>
				</div>
			</div>
		</div>
		<div class="stl_02">
			<div class="stl_03">
				<img 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			</div>
			<div class="stl_view">
				<div class="stl_05 stl_06">
					<div class="stl_01" style="top: 2.8676em; left:7.0854em;"><span class="stl_07 stl_08" style="font-style:italic; word-spacing:-0.01em;">Revista de</span><span class="stl_07 stl_08" style="font-style:italic; word-spacing:0em;">&nbsp;Ciencias de<span class="stl_09">l</span></span><span class="stl_07 stl_08" style="font-style:italic; word-spacing:-0.03em;">&nbsp;Mar</span><span class="stl_07 stl_08" style="font-style:italic; word-spacing:0em;">&nbsp;y</span><span class="stl_07 stl_08" style="font-style:italic; word-spacing:0.02em;">&nbsp;Acuicultura</span><span class="stl_07 stl_08" style="font-style:italic; word-spacing:-0.01em;">&nbsp;“YAKU”:</span><span class="stl_07 stl_08" style="font-style:italic; word-spacing:0.03em;">&nbsp;Vol.</span><span class="stl_07 stl_08" style="word-spacing:0.02em;">&nbsp;</span><span class="stl_10 stl_08" style="font-style:italic; word-spacing:0.03em;">3 (Núm.5)</span><span class="stl_10 stl_08" style="font-style:italic; word-spacing:-0.01em;">&nbsp;(ene</span><span class="stl_10 stl_08" style="word-spacing:0em;">&nbsp;</span><span class="stl_07 stl_08" style="font-style:italic; word-spacing:0em;">–</span><span class="stl_07 stl_08" style="word-spacing:0em;">&nbsp;</span><span class="stl_10 stl_08" style="font-style:italic; word-spacing:0em;">jun 2020)<span class="stl_09">.</span></span><span class="stl_10 stl_08" style="font-style:italic; word-spacing:0.02em;">&nbsp;ISSN:</span><span class="stl_10 stl_08" style="font-style:italic; word-spacing:0.01em;">&nbsp;2600-5824. &nbsp;</span></div>
					<div class="stl_01" style="top: 3.8676em; left:7.0854em;"><span class="stl_10 stl_08" style="font-style:italic; word-spacing:0.02em;">Abundancia, composición</span><span class="stl_10 stl_08" style="font-style:italic; word-spacing:0.02em;">&nbsp;y</span><span class="stl_10 stl_08" style="font-style:italic; word-spacing:0.01em;">&nbsp;diversidad del</span><span class="stl_10 stl_08" style="font-style:italic; word-spacing:0.04em;">&nbsp;zooplancton</span><span class="stl_10 stl_08" style="font-style:italic; word-spacing:0.02em;">&nbsp;en la</span><span class="stl_10 stl_08" style="font-style:italic; word-spacing:0.04em;">&nbsp;zona</span><span class="stl_10 stl_08" style="font-style:italic; word-spacing:0.02em;">&nbsp;de</span><span class="stl_10 stl_08" style="font-style:italic; word-spacing:0.01em;">&nbsp;Cojimíes</span><span class="stl_07 stl_08" style="font-style:italic; word-spacing:0.01em;">–</span><span class="stl_10 stl_08" style="font-style:italic; word-spacing:0.01em;">Manabí,</span><span class="stl_10 stl_08" style="font-style:italic; word-spacing:0.05em;">&nbsp;durante</span><span class="stl_10 stl_08" style="font-style:italic; word-spacing:0.03em;">&nbsp;los</span><span class="stl_10 stl_08" style="font-style:italic; word-spacing:0.02em;">&nbsp;meses de</span><span class="stl_10 stl_08" style="font-style:italic; word-spacing:0.04em;">&nbsp;mayo-octubre &nbsp;</span></div>
					<div class="stl_01" style="top: 4.8035em; left:7.0854em;"><span class="stl_10 stl_08" style="font-style:italic; word-spacing:0.03em;">del 2018 &nbsp;</span></div>
					<div class="stl_01" style="top: 8.0915em; left:8.2354em;"><span class="stl_28 stl_08" style="font-weight:bold; word-spacing:0.06em;">Tabla 1.</span><span class="stl_28 stl_08" style="word-spacing:-0.01em;">&nbsp;</span><span class="stl_29" style="word-spacing:-0.01em;">Total</span><span class="stl_29 stl_08" style="word-spacing:0.02em;">&nbsp;de</span><span class="stl_29 stl_08" style="word-spacing:0.04em;">&nbsp;grupos</span><span class="stl_29 stl_08" style="word-spacing:0.1em;">&nbsp;taxonómicos,</span><span class="stl_29 stl_08" style="word-spacing:0.07em;">&nbsp;familias</span><span class="stl_29 stl_08" style="word-spacing:0.01em;">&nbsp;y</span><span class="stl_29 stl_08" style="word-spacing:0.06em;">&nbsp;especies</span><span class="stl_29 stl_08" style="word-spacing:0.05em;">&nbsp;del</span><span class="stl_29 stl_08" style="word-spacing:0.08em;">&nbsp;zooplancton presentes</span><span class="stl_29 stl_08" style="word-spacing:0.02em;">&nbsp;en la</span><span class="stl_29 stl_08" style="word-spacing:0.04em;">&nbsp;zona</span><span class="stl_29 stl_08" style="word-spacing:0.01em;">&nbsp;de &nbsp;</span></div>
					<div class="stl_01" style="top: 9.109em; left:18.4392em;"><span class="stl_29 stl_08" style="word-spacing:0.05em;">Cojimíes de mayo a octubre del 2018. &nbsp;</span></div>
					<div class="stl_01" style="top: 10.8297em; left:7.5354em;"><span class="stl_41 stl_09" style="font-weight:bold;">GRUPO<span class="stl_08">S &nbsp;</span></span></div>
					<div class="stl_01" style="top: 10.8297em; left:15.9875em;"><span class="stl_41 stl_09" style="font-weight:bold;">FAMILI<span class="stl_08">AS &nbsp;</span></span></div>
					<div class="stl_01" style="top: 10.8297em; left:23.3583em;"><span class="stl_41 stl_09" style="font-weight:bold;">ESPECIE<span class="stl_08">S &nbsp;</span></span></div>
					<div class="stl_01" style="top: 10.8297em; left:34.6775em;"><span class="stl_41" style="font-weight:bold;">Total &nbsp;</span></div>
					<div class="stl_01" style="top: 10.8297em; left:42.0125em;"><span class="stl_41 stl_08" style="font-weight:bold;">%</span></div>
					<div class="stl_01" style="top: 12.4963em; left:36.2933em;"><span class="stl_42" style="font-weight:bold;">-</span></div>
					<div class="stl_01" style="top: 12.4963em; left:36.4775em;"><span class="stl_42" style="font-weight:bold;">1</span></div>
					<div class="stl_01" style="top: 12.5122em; left:34.1775em;"><span class="stl_41" style="font-weight:bold;">(</span></div>
					<div class="stl_01" style="top: 12.5122em; left:34.4443em;"><span class="stl_41" style="font-weight:bold; word-spacing:0.31em;">org.L ) &nbsp;</span></div>
					<div class="stl_01" style="top: 12.5122em; left:41.0792em;"><span class="stl_41" style="font-weight:bold;">grupos &nbsp;</span></div>
					<div class="stl_01" style="top: 14.2314em; left:41.0792em;"><span class="stl_41 stl_09">54,6<span class="stl_08">8 &nbsp;</span></span></div>
					<div class="stl_01" style="top: 14.2314em; left:7.5354em;"><span class="stl_41">Copepoda &nbsp;</span></div>
					<div class="stl_01" style="top: 14.2314em; left:15.9875em;"><span class="stl_41 stl_09">Paracalanid<span class="stl_08">ae &nbsp;</span></span></div>
					<div class="stl_01" style="top: 14.2314em; left:23.3583em;"><span class="stl_43" style="font-style:italic; word-spacing:-0.05em;">Paracalanus sp. &nbsp;</span></div>
					<div class="stl_01" style="top: 16.5314em; left:23.3583em;"><span class="stl_43" style="font-style:italic; word-spacing:-0.06em;">Paracalanus sp.2 &nbsp;</span></div>
					<div class="stl_01" style="top: 18.8314em; left:23.3583em;"><span class="stl_43" style="font-style:italic; word-spacing:-0.03em;">Oithona sp. &nbsp;</span></div>
					<div class="stl_01" style="top: 21.148em; left:23.3583em;"><span class="stl_43 stl_08" style="font-style:italic; word-spacing:0.07em;">Oithona sp.1 &nbsp;</span></div>
					<div class="stl_01" style="top: 23.4497em; left:23.3583em;"><span class="stl_43" style="font-style:italic; word-spacing:-0.06em;">Pseudocalanus sp. &nbsp;</span></div>
					<div class="stl_01" style="top: 25.7505em; left:23.3583em;"><span class="stl_43 stl_08" style="font-style:italic; word-spacing:0.07em;">Acartia sp. &nbsp;</span></div>
					<div class="stl_01" style="top: 14.2314em; left:34.7933em;"><span class="stl_41 stl_08">3,0<span class="stl_09">1 &nbsp;</span></span></div>
					<div class="stl_01" style="top: 16.5314em; left:34.7933em;"><span class="stl_41 stl_08">2,2<span class="stl_09">2 &nbsp;</span></span></div>
					<div class="stl_01" style="top: 18.8314em; left:34.7933em;"><span class="stl_41 stl_08">2,2<span class="stl_09">2 &nbsp;</span></span></div>
					<div class="stl_01" style="top: 21.148em; left:34.7933em;"><span class="stl_41 stl_08">2,5<span class="stl_09">7 &nbsp;</span></span></div>
					<div class="stl_01" style="top: 23.4497em; left:34.7933em;"><span class="stl_41 stl_08">2,6<span class="stl_09">6 &nbsp;</span></span></div>
					<div class="stl_01" style="top: 25.7505em; left:34.7933em;"><span class="stl_41 stl_08">6,2<span class="stl_09">9 &nbsp;</span></span></div>
					<div class="stl_01" style="top: 28.0505em; left:34.7933em;"><span class="stl_41 stl_08">1,8<span class="stl_09">6 &nbsp;</span></span></div>
					<div class="stl_01" style="top: 30.3164em; left:34.7933em;"><span class="stl_41 stl_08">1,9<span class="stl_09">5 &nbsp;</span></span></div>
					<div class="stl_01" style="top: 32.5855em; left:34.7933em;"><span class="stl_41 stl_08">3,7<span class="stl_09">2 &nbsp;</span></span></div>
					<div class="stl_01" style="top: 34.9689em; left:34.7933em;"><span class="stl_41 stl_08">2,6<span class="stl_09">6 &nbsp;</span></span></div>
					<div class="stl_01" style="top: 37.3355em; left:34.7933em;"><span class="stl_41 stl_08">2,7<span class="stl_09">5 &nbsp;</span></span></div>
					<div class="stl_01" style="top: 39.7189em; left:34.7933em;"><span class="stl_41 stl_08">0,7<span class="stl_09">1 &nbsp;</span></span></div>
					<div class="stl_01" style="top: 42.1047em; left:34.7933em;"><span class="stl_41 stl_08">2,9<span class="stl_09">3 &nbsp;</span></span></div>
					<div class="stl_01" style="top: 44.488em; left:34.7933em;"><span class="stl_41 stl_08">2,1<span class="stl_09">3 &nbsp;</span></span></div>
					<div class="stl_01" style="top: 46.8539em; left:34.7933em;"><span class="stl_41 stl_08">1,6<span class="stl_09">8 &nbsp;</span></span></div>
					<div class="stl_01" style="top: 49.238em; left:34.7933em;"><span class="stl_41 stl_08">1,3<span class="stl_09">3 &nbsp;</span></span></div>
					<div class="stl_01" style="top: 18.8314em; left:15.9875em;"><span class="stl_41 stl_09">Oithonida<span class="stl_08">e &nbsp;</span></span></div>
					<div class="stl_01" style="top: 23.4497em; left:15.9875em;"><span class="stl_41 stl_09">Clausocalan<span class="stl_08">idae &nbsp;</span></span></div>
					<div class="stl_01" style="top: 25.7505em; left:15.9875em;"><span class="stl_41 stl_09">Acartidii<span class="stl_08">dae &nbsp;</span></span></div>
					<div class="stl_01" style="top: 28.0505em; left:15.9875em;"><span class="stl_41 stl_09">Paracalanid<span class="stl_08">ae &nbsp;</span></span></div>
					<div class="stl_01" style="top: 30.3164em; left:15.9875em;"><span class="stl_41 stl_09">Scolecitric<span class="stl_08">hidae &nbsp;</span></span></div>
					<div class="stl_01" style="top: 32.5855em; left:15.9875em;"><span class="stl_41">Zoea &nbsp;</span></div>
					<div class="stl_01" style="top: 28.0505em; left:23.3583em;"><span class="stl_43" style="font-style:italic; word-spacing:-0.05em;">Calocalanus sp. &nbsp;</span></div>
					<div class="stl_01" style="top: 30.3164em; left:23.3583em;"><span class="stl_43" style="font-style:italic; word-spacing:-0.04em;">Scolecithrix sp. &nbsp;</span></div>
					<div class="stl_01" style="top: 32.5855em; left:23.3583em;"><span class="stl_41" style="word-spacing:-0.02em;">Zoea N/I &nbsp;</span></div>
					<div class="stl_01" style="top: 32.5855em; left:7.5354em;"><span class="stl_41 stl_09">Decapo<span class="stl_08">da &nbsp;</span></span></div>
					<div class="stl_01" style="top: 32.5855em; left:41.0792em;"><span class="stl_41 stl_09">8,9<span class="stl_08">4 &nbsp;</span></span></div>
					<div class="stl_01" style="top: 34.9689em; left:41.0792em;"><span class="stl_41 stl_09">6,3<span class="stl_08">8 &nbsp;</span></span></div>
					<div class="stl_01" style="top: 37.3355em; left:41.0792em;"><span class="stl_41 stl_09">6,6<span class="stl_08">0 &nbsp;</span></span></div>
					<div class="stl_01" style="top: 39.7189em; left:41.0792em;"><span class="stl_41 stl_09">1,7<span class="stl_08">0 &nbsp;</span></span></div>
					<div class="stl_01" style="top: 42.1047em; left:41.0792em;"><span class="stl_41 stl_09">7,0<span class="stl_08">2 &nbsp;</span></span></div>
					<div class="stl_01" style="top: 44.488em; left:41.0792em;"><span class="stl_41 stl_09">5,1<span class="stl_08">1 &nbsp;</span></span></div>
					<div class="stl_01" style="top: 46.8539em; left:41.0792em;"><span class="stl_41 stl_09">4,0<span class="stl_08">4 &nbsp;</span></span></div>
					<div class="stl_01" style="top: 49.238em; left:41.0792em;"><span class="stl_41 stl_09">3,1<span class="stl_08">9 &nbsp;</span></span></div>
					<div class="stl_01" style="top: 34.9689em; left:7.5354em;"><span class="stl_41 stl_09">Cladoc<span class="stl_08">era &nbsp;</span></span></div>
					<div class="stl_01" style="top: 34.9689em; left:15.9875em;"><span class="stl_41 stl_09">Podonida<span class="stl_08">e &nbsp;</span></span></div>
					<div class="stl_01" style="top: 34.9689em; left:23.3583em;"><span class="stl_43" style="font-style:italic; word-spacing:-0.03em;">Evadne sp. &nbsp;</span></div>
					<div class="stl_01" style="top: 37.3355em; left:7.5354em;"><span class="stl_41 stl_09">Ostraco<span class="stl_08">da &nbsp;</span></span></div>
					<div class="stl_01" style="top: 37.3355em; left:15.9875em;"><span class="stl_41 stl_09">Cyprinid<span class="stl_08">ae &nbsp;</span></span></div>
					<div class="stl_01" style="top: 37.3355em; left:23.3583em;"><span class="stl_43" style="font-style:italic; word-spacing:-0.03em;">Cypridina sp. &nbsp;</span></div>
					<div class="stl_01" style="top: 39.7189em; left:23.3583em;"><span class="stl_41" style="word-spacing:-0.03em;">Larva N/I &nbsp;</span></div>
					<div class="stl_01" style="top: 39.7189em; left:7.5354em;"><span class="stl_41 stl_09">Stomatopod<span class="stl_08">a &nbsp;</span></span></div>
					<div class="stl_01" style="top: 42.1047em; left:7.5354em;"><span class="stl_41 stl_09" style="word-spacing:0.01em;">Bivalvia (la<span class="stl_08">rvas) &nbsp;</span></span></div>
					<div class="stl_01" style="top: 44.488em; left:7.5354em;"><span class="stl_41" style="word-spacing:-0.03em;">Huevos de peces &nbsp;</span></div>
					<div class="stl_01" style="top: 46.8539em; left:7.5354em;"><span class="stl_41 stl_09">Polycha<span class="stl_08">eta &nbsp;</span></span></div>
					<div class="stl_01" style="top: 42.1047em; left:23.3583em;"><span class="stl_41" style="word-spacing:-0.03em;">Larva N/I &nbsp;</span></div>
					<div class="stl_01" style="top: 44.488em; left:23.3583em;"><span class="stl_41" style="word-spacing:-0.02em;">Huevo de pez N/I &nbsp;</span></div>
					<div class="stl_01" style="top: 46.8539em; left:23.3583em;"><span class="stl_41" style="word-spacing:-0.03em;">Larva N/I &nbsp;</span></div>
					<div class="stl_01" style="top: 49.238em; left:7.5354em;"><span class="stl_41 stl_09">Siphonopho<span class="stl_08">ra &nbsp;</span></span></div>
					<div class="stl_01" style="top: 49.238em; left:23.3583em;"><span class="stl_41" style="word-spacing:-0.03em;">Larva N/I &nbsp;</span></div>
					<div class="stl_01" style="top: 50.923em; left:7.5354em;"><span class="stl_41 stl_09">(larv<span class="stl_08">as) &nbsp;</span></span></div>
					<div class="stl_01" style="top: 52.6064em; left:7.5354em;"><span class="stl_41 stl_09">Chaetognath<span class="stl_08">a &nbsp;</span></span></div>
					<div class="stl_01" style="top: 52.6064em; left:15.9875em;"><span class="stl_41 stl_09">Krohnittid<span class="stl_08">ae &nbsp;</span></span></div>
					<div class="stl_01" style="top: 52.6064em; left:23.3583em;"><span class="stl_43" style="font-style:italic; word-spacing:-0.05em;">Krohnitta subtilis &nbsp;</span></div>
					<div class="stl_01" style="top: 52.6064em; left:34.7933em;"><span class="stl_41 stl_08">0,9<span class="stl_09">8 &nbsp;</span></span></div>
					<div class="stl_01" style="top: 52.6064em; left:41.0792em;"><span class="stl_41 stl_09">2,3<span class="stl_08">4 &nbsp;</span></span></div>
					<div class="stl_01" style="top: 55.023em; left:41.0792em;"><span class="stl_41">100 &nbsp;</span></div>
					<div class="stl_01" style="top: 55.023em; left:7.5354em;"><span class="stl_41" style="font-weight:bold;">TOTAL &nbsp;</span></div>
					<div class="stl_01" style="top: 55.023em; left:34.5608em;"><span class="stl_41 stl_09">41,6<span class="stl_08">7 &nbsp;</span></span></div>
					<div class="stl_01" style="top: 57.323em; left:7.0854em;"><span class="stl_41" style="word-spacing:-0.03em;">Abreviaturas: N/I, ejemplares no identificados a nivel de especie &nbsp;</span></div>
					<div class="stl_01" style="top: 66.1378em; left:41.6792em;"><span class="stl_17 stl_08" style="font-style:italic;">29 &nbsp;</span></div>
				</div>
			</div>
		</div>
		<div class="stl_02">
			<div class="stl_03">
				<img 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			<div class="stl_view">
				<div class="stl_05 stl_06">
					<div class="stl_01" style="top: 2.8676em; left:7.0854em;"><span class="stl_10 stl_08" style="font-style:italic; word-spacing:-0.01em;">Re</span><span class="stl_07 stl_08" style="font-style:italic; word-spacing:-0.01em;">vista de</span><span class="stl_07 stl_08" style="font-style:italic; word-spacing:0em;">&nbsp;Ciencias</span><span class="stl_07 stl_08" style="font-style:italic; word-spacing:0em;">&nbsp;del</span><span class="stl_07 stl_08" style="font-style:italic; word-spacing:-0.03em;">&nbsp;Mar</span><span class="stl_07 stl_08" style="font-style:italic; word-spacing:0em;">&nbsp;y</span><span class="stl_07 stl_08" style="font-style:italic; word-spacing:0.02em;">&nbsp;Acuicultura</span><span class="stl_07 stl_08" style="font-style:italic; word-spacing:-0.01em;">&nbsp;“YAKU”:</span><span class="stl_07 stl_08" style="font-style:italic; word-spacing:0.03em;">&nbsp;Vol.</span><span class="stl_07 stl_08" style="word-spacing:0.02em;">&nbsp;</span><span class="stl_10 stl_08" style="font-style:italic; word-spacing:0.02em;">3</span><span class="stl_10 stl_08" style="font-style:italic; word-spacing:0.03em;">&nbsp;(Núm.</span><span class="stl_10 stl_08" style="font-style:italic; word-spacing:-0.01em;">&nbsp;5)</span><span class="stl_10 stl_08" style="font-style:italic; word-spacing:0.02em;">&nbsp;(ene</span><span class="stl_10 stl_08" style="word-spacing:0.03em;">&nbsp;</span><span class="stl_07 stl_08" style="font-style:italic; word-spacing:0.03em;">–</span><span class="stl_07 stl_08" style="word-spacing:0.01em;">&nbsp;</span><span class="stl_10 stl_08" style="font-style:italic; word-spacing:0.01em;">jun</span><span class="stl_10 stl_08" style="font-style:italic; word-spacing:0.02em;">&nbsp;2020).</span><span class="stl_10 stl_08" style="font-style:italic; word-spacing:0em;">&nbsp;ISSN:</span><span class="stl_10 stl_08" style="font-style:italic; word-spacing:0em;">&nbsp;2600-5824. &nbsp;</span></div>
					<div class="stl_01" style="top: 3.8676em; left:7.0854em;"><span class="stl_10 stl_08" style="font-style:italic; word-spacing:0.01em;">Ramos-Centeno &amp; Napa-España (2020) &nbsp;</span></div>
					<div class="stl_01" style="top: 5.8329em; left:7.0854em;"><span class="stl_22 stl_08" style="word-spacing:0.43em;">Los grupos menos frecuentes fueron &nbsp;</span></div>
					<div class="stl_01" style="top: 6.7301em; left:27.7892em;"><span class="stl_45">8</span></div>
					<div class="stl_01" style="top: 6.6799em; left:40.9375em;"><span class="stl_29 stl_08">27 &nbsp;</span></div>
					<div class="stl_01" style="top: 7.667em; left:7.0854em;"><span class="stl_22 stl_09">Chaetognatha<span class="stl_19">, &nbsp;</span></span></div>
					<div class="stl_01" style="top: 7.667em; left:15.1542em;"><span class="stl_26" style="font-style:italic;">Siphonophora &nbsp;</span></div>
					<div class="stl_01" style="top: 7.667em; left:22.8892em;"><span class="stl_22">y</span></div>
					<div class="stl_01" style="top: 7.8417em; left:27.7892em;"><span class="stl_45">7</span></div>
					<div class="stl_01" style="top: 8.9567em; left:27.7892em;"><span class="stl_45">6</span></div>
					<div class="stl_01" style="top: 10.0692em; left:27.7892em;"><span class="stl_45">5</span></div>
					<div class="stl_01" style="top: 11.1817em; left:27.7892em;"><span class="stl_45">4</span></div>
					<div class="stl_01" style="top: 12.2942em; left:27.7892em;"><span class="stl_45">3</span></div>
					<div class="stl_01" style="top: 13.4067em; left:27.7892em;"><span class="stl_45">2</span></div>
					<div class="stl_01" style="top: 14.5192em; left:27.7892em;"><span class="stl_45">1</span></div>
					<div class="stl_01" style="top: 15.6334em; left:27.7892em;"><span class="stl_45">0</span></div>
					<div class="stl_01" style="top: 7.9499em; left:40.9375em;"><span class="stl_29">26,5 &nbsp;</span></div>
					<div class="stl_01" style="top: 9.2232em; left:40.9375em;"><span class="stl_29">2</span></div>
					<div class="stl_01" style="top: 10.494em; left:40.9375em;"><span class="stl_29">2</span></div>
					<div class="stl_01" style="top: 11.7665em; left:40.9375em;"><span class="stl_29">2</span></div>
					<div class="stl_01" style="top: 13.0374em; left:40.9375em;"><span class="stl_29">2</span></div>
					<div class="stl_01" style="top: 14.3107em; left:40.9375em;"><span class="stl_29">2</span></div>
					<div class="stl_01" style="top: 9.2232em; left:41.3542em;"><span class="stl_29">6</span></div>
					<div class="stl_01" style="top: 9.4995em; left:7.0854em;"><span class="stl_26" style="font-style:italic; word-spacing:0.23em;">Polychaeta</span><span class="stl_22 stl_08" style="word-spacing:0.29em;">. Los copépodos</span><span class="stl_22 stl_08" style="word-spacing:0.34em;">&nbsp;estuvieron &nbsp;</span></div>
					<div class="stl_01" style="top: 10.494em; left:41.3542em;"><span class="stl_29">5,5 &nbsp;</span></div>
					<div class="stl_01" style="top: 11.7665em; left:41.3542em;"><span class="stl_29">5</span></div>
					<div class="stl_01" style="top: 11.3337em; left:7.0854em;"><span class="stl_22" style="word-spacing:0.64em;">representados por 6 familias y 8 &nbsp;</span></div>
					<div class="stl_01" style="top: 13.0374em; left:41.3542em;"><span class="stl_29">4,5 &nbsp;</span></div>
					<div class="stl_01" style="top: 14.3107em; left:41.3542em;"><span class="stl_29">4</span></div>
					<div class="stl_01" style="top: 13.1687em; left:7.0854em;"><span class="stl_22">especies, &nbsp;</span></div>
					<div class="stl_01" style="top: 13.1687em; left:12.6634em;"><span class="stl_22">siendo &nbsp;</span></div>
					<div class="stl_01" style="top: 13.1687em; left:17.2254em;"><span class="stl_22">las &nbsp;</span></div>
					<div class="stl_01" style="top: 13.1687em; left:20.1894em;"><span class="stl_22 stl_09">famili<span class="stl_08">as &nbsp;</span></span></div>
					<div class="stl_01" style="top: 15.002em; left:22.8892em;"><span class="stl_22">y</span></div>
					<div class="stl_01" style="top: 15.002em; left:7.0854em;"><span class="stl_26 stl_09" style="font-style:italic;">Paracalanidae<span class="stl_19">, &nbsp;</span></span></div>
					<div class="stl_01" style="top: 15.002em; left:15.7774em;"><span class="stl_26 stl_09" style="font-style:italic;">Oithonid<span class="stl_08">ae &nbsp;</span></span></div>
					<div class="stl_01" style="top: 15.5815em; left:40.9375em;"><span class="stl_29">23,5 &nbsp;</span></div>
					<div class="stl_01" style="top: 16.8187em; left:7.0854em;"><span class="stl_26 stl_09" style="font-style:italic; word-spacing:0.44em;">Acartidiidae<span class="stl_08">&nbsp;</span></span><span class="stl_22 stl_08" style="word-spacing:0.51em;">las que tuvieron mayor &nbsp;</span></div>
					<div class="stl_01" style="top: 18.652em; left:7.0854em;"><span class="stl_22 stl_08" style="word-spacing:0.25em;">número de</span><span class="stl_22 stl_08" style="word-spacing:0.25em;">&nbsp;representantes. La</span><span class="stl_22 stl_08" style="word-spacing:0.24em;">&nbsp;especie &nbsp;</span></div>
					<div class="stl_01" style="top: 20.4854em; left:7.0854em;"><span class="stl_22 stl_08" style="word-spacing:0.15em;">más frecuente entre</span><span class="stl_22 stl_08" style="word-spacing:0.09em;">&nbsp;los</span><span class="stl_22 stl_08" style="word-spacing:0.18em;">&nbsp;copépodos</span><span class="stl_22 stl_08" style="word-spacing:0.11em;">&nbsp;fue &nbsp;</span></div>
					<div class="stl_01" style="top: 22.3187em; left:7.0854em;"><span class="stl_26" style="font-style:italic; word-spacing:0.36em;">Acartia </span><span class="stl_22" style="word-spacing:0.36em;">sp., entre los </span><span class="stl_26" style="font-style:italic; word-spacing:0.36em;">Cladocera</span><span class="stl_22" style="word-spacing:0.36em;">, fue &nbsp;</span></div>
					<div class="stl_01" style="top: 24.1545em; left:7.0854em;"><span class="stl_26" style="font-style:italic;">Evadne</span><span class="stl_26 stl_08" style="word-spacing:0.2em;">&nbsp;</span><span class="stl_22 stl_08" style="word-spacing:0.24em;">sp. y entre los</span><span class="stl_22 stl_08" style="word-spacing:0.22em;">&nbsp;</span><span class="stl_26" style="font-style:italic; word-spacing:0.22em;">Ostracoda</span><span class="stl_22" style="word-spacing:0.22em;">,</span><span class="stl_22 stl_08" style="word-spacing:0.25em;">&nbsp;fue &nbsp;</span></div>
					<div class="stl_01" style="top: 25.9879em; left:7.0854em;"><span class="stl_26" style="font-style:italic; word-spacing:0.01em;">Cypridina </span><span class="stl_22" style="word-spacing:0em;">sp. &nbsp;</span></div>
					<div class="stl_01" style="top: 19.281em; left:30.7308em;"><span class="stl_46 stl_09" style="word-spacing:-0.02em;">Abund. dí<span class="stl_19">a &nbsp;</span></span></div>
					<div class="stl_01" style="top: 19.281em; left:38.24em;"><span class="stl_46 stl_09" style="word-spacing:-0.02em;">Abund. no<span class="stl_19">che &nbsp;</span></span></div>
					<div class="stl_01" style="top: 20.7744em; left:30.7308em;"><span class="stl_46">Temperatura &nbsp;</span></div>
					<div class="stl_01" style="top: 21.994em; left:26.4583em;"><span class="stl_15 stl_08" style="font-weight:bold; word-spacing:0.04em;">Figura 7. </span><span class="stl_15 stl_08" style="word-spacing:0.07em;">Abundancia zooplanctónica de la zona &nbsp;</span></div>
					<div class="stl_01" style="top: 23.0132em; left:27.4583em;"><span class="stl_15" style="word-spacing:-0.01em;">marina frente a Cojimíes, durante mayo a &nbsp;</span></div>
					<div class="stl_01" style="top: 24.029em; left:27.025em;"><span class="stl_15 stl_08" style="word-spacing:0.05em;">octubre 2018, y relación con la temperatura &nbsp;</span></div>
					<div class="stl_01" style="top: 25.0466em; left:31.21em;"><span class="stl_15" style="word-spacing:-0.01em;">superficial del mar. &nbsp;</span></div>
					<div class="stl_01" style="top: 27.9379em; left:26.2917em;"><span class="stl_22 stl_08" style="word-spacing:0.17em;">Se registró</span><span class="stl_22 stl_08" style="word-spacing:0.14em;">&nbsp;una tendencia sincrónica</span><span class="stl_22 stl_08" style="word-spacing:0.08em;">&nbsp;de &nbsp;</span></div>
					<div class="stl_01" style="top: 29.7704em; left:26.2917em;"><span class="stl_22 stl_08" style="word-spacing:0.31em;">la abundancia del zooplancton con la &nbsp;</span></div>
					<div class="stl_01" style="top: 31.6045em; left:26.2917em;"><span class="stl_22 stl_09" style="word-spacing:0.04em;">temperatura. La correlaci<span class="stl_08">ón</span></span><span class="stl_22 stl_08" style="word-spacing:0.08em;">&nbsp;entre</span><span class="stl_22 stl_08" style="word-spacing:0.07em;">&nbsp;estos &nbsp;</span></div>
					<div class="stl_01" style="top: 28.4879em; left:7.0854em;"><span class="stl_21" style="font-weight:bold;">3</span></div>
					<div class="stl_01" style="top: 28.4879em; left:7.5854em;"><span class="stl_21 stl_09" style="font-weight:bold; word-spacing:-0.03em;">.4. Abundancia zooplanctón<span class="stl_08">ica &nbsp;</span></span></div>
					<div class="stl_01" style="top: 30.9712em; left:7.0854em;"><span class="stl_22 stl_08" style="word-spacing:0.02em;">Se encontró un patrón de variación de la &nbsp;</span></div>
					<div class="stl_01" style="top: 32.8062em; left:7.0854em;"><span class="stl_22 stl_09" style="word-spacing:0.03em;">abundancia duran<span class="stl_08">te</span></span><span class="stl_22 stl_08" style="word-spacing:0.09em;">&nbsp;el estudio,</span><span class="stl_22 stl_08" style="word-spacing:0.05em;">&nbsp;con</span><span class="stl_22 stl_08" style="word-spacing:0.06em;">&nbsp;una &nbsp;</span></div>
					<div class="stl_01" style="top: 34.6395em; left:7.0854em;"><span class="stl_22" style="word-spacing:0.26em;">mayor estabilidad entre mayo-junio y &nbsp;</span></div>
					<div class="stl_01" style="top: 36.4729em; left:7.0854em;"><span class="stl_22 stl_09" style="word-spacing:0.35em;">agosto-octubre cuando se alcanzar<span class="stl_08">on &nbsp;</span></span></div>
					<div class="stl_01" style="top: 33.4229em; left:26.2917em;"><span class="stl_22">parámetros &nbsp;</span></div>
					<div class="stl_01" style="top: 33.4229em; left:33.2687em;"><span class="stl_22 stl_09">result<span class="stl_08">ó &nbsp;</span></span></div>
					<div class="stl_01" style="top: 33.4229em; left:38.3627em;"><span class="stl_22 stl_09">altament<span class="stl_08">e &nbsp;</span></span></div>
					<div class="stl_01" style="top: 35.2562em; left:26.2917em;"><span class="stl_22 stl_08" style="word-spacing:0.67em;">significativa cuando se excluye del &nbsp;</span></div>
					<div class="stl_01" style="top: 37.0895em; left:26.2917em;"><span class="stl_22 stl_08" style="word-spacing:0.06em;">análisis el valor de mayo 2018 (p&lt;0,01). &nbsp;</span></div>
					<div class="stl_01" style="top: 38.2902em; left:20.6567em;"><span class="stl_31 stl_08">3</span></div>
					<div class="stl_01" style="top: 38.3062em; left:7.0854em;"><span class="stl_22 stl_08" style="word-spacing:0.14em;">valores entre 3500</span><span class="stl_22 stl_08" style="word-spacing:0.09em;">&nbsp;y 1500 org/m</span><span class="stl_22 stl_08" style="word-spacing:0.13em;">&nbsp;,</span><span class="stl_22 stl_08" style="word-spacing:0.07em;">&nbsp;y</span><span class="stl_22 stl_08" style="word-spacing:0.07em;">&nbsp;un &nbsp;</span></div>
					<div class="stl_01" style="top: 39.5895em; left:26.2917em;"><span class="stl_21 stl_09" style="font-weight:bold; word-spacing:-0.04em;">3.5. Diversidad zooplanctóni<span class="stl_08">ca &nbsp;</span></span></div>
					<div class="stl_01" style="top: 40.1395em; left:7.0854em;"><span class="stl_22 stl_08" style="word-spacing:0.86em;">pulso máximo de corta duración &nbsp;</span></div>
					<div class="stl_01" style="top: 41.9745em; left:7.0854em;"><span class="stl_22 stl_08" style="word-spacing:0.23em;">observado en julio,</span><span class="stl_22 stl_08" style="word-spacing:0.22em;">&nbsp;alcanzando</span><span class="stl_22 stl_08" style="word-spacing:0.19em;">&nbsp;valores &nbsp;</span></div>
					<div class="stl_01" style="top: 42.092em; left:26.2917em;"><span class="stl_22" style="word-spacing:-0.01em;">Durante el</span><span class="stl_22" style="word-spacing:-0.01em;">&nbsp;estudio,</span><span class="stl_22" style="word-spacing:-0.01em;">&nbsp;se</span><span class="stl_22" style="word-spacing:-0.01em;">&nbsp;observó</span><span class="stl_22" style="word-spacing:-0.01em;">&nbsp;que</span><span class="stl_22" style="word-spacing:-0.01em;">&nbsp;la</span><span class="stl_22" style="word-spacing:0.03em;">&nbsp;</span><span class="stl_26" style="font-style:italic; word-spacing:0.03em;">H´ &nbsp;</span></div>
					<div class="stl_01" style="top: 43.9254em; left:26.2917em;"><span class="stl_22" style="word-spacing:0.77em;">mantuvo valores poco cambiantes &nbsp;</span></div>
					<div class="stl_01" style="top: 45.7587em; left:26.2917em;"><span class="stl_22 stl_08" style="word-spacing:0.17em;">durante dos</span><span class="stl_22 stl_08" style="word-spacing:0.16em;">&nbsp;periodos, entre mayo</span><span class="stl_22 stl_08" style="word-spacing:0.09em;">&nbsp;S4</span><span class="stl_22 stl_08" style="word-spacing:0.08em;">&nbsp;y &nbsp;</span></div>
					<div class="stl_01" style="top: 47.592em; left:26.2917em;"><span class="stl_22 stl_08" style="word-spacing:0.08em;">julio S3, registrándose la diversidad más &nbsp;</span></div>
					<div class="stl_01" style="top: 49.4087em; left:26.2917em;"><span class="stl_22" style="word-spacing:0.18em;">alta de ese periodo durante el</span><span class="stl_22" style="word-spacing:0.2em;">&nbsp;día</span><span class="stl_22" style="word-spacing:0.19em;">&nbsp;en &nbsp;</span></div>
					<div class="stl_01" style="top: 51.2437em; left:26.2917em;"><span class="stl_22" style="word-spacing:-0.05em;">junio S3 (2,62) y durante agosto S3 hasta &nbsp;</span></div>
					<div class="stl_01" style="top: 53.077em; left:26.2917em;"><span class="stl_22" style="word-spacing:-0.05em;">octubre, reportándose la diversidad más &nbsp;</span></div>
					<div class="stl_01" style="top: 54.9104em; left:26.2917em;"><span class="stl_22 stl_08" style="word-spacing:0.12em;">alta en</span><span class="stl_22 stl_08" style="word-spacing:0.12em;">&nbsp;septiembre S3 (</span><span class="stl_26" style="font-style:italic; word-spacing:0.07em;">H´</span><span class="stl_26 stl_08" style="word-spacing:0.07em;">&nbsp;</span><span class="stl_22 stl_08" style="word-spacing:0.16em;">2,53) (Fig.</span><span class="stl_22 stl_08" style="word-spacing:0.1em;">&nbsp;8). &nbsp;</span></div>
					<div class="stl_01" style="top: 56.7437em; left:26.2917em;"><span class="stl_22 stl_08" style="word-spacing:0.26em;">No se encontró diferencia</span><span class="stl_22" style="word-spacing:0.18em;">&nbsp;significativa &nbsp;</span></div>
					<div class="stl_01" style="top: 58.577em; left:26.2917em;"><span class="stl_22 stl_08" style="word-spacing:0.12em;">en la</span><span class="stl_22 stl_08" style="word-spacing:0.14em;">&nbsp;diversidad</span><span class="stl_22 stl_08" style="word-spacing:0.1em;">&nbsp;</span><span class="stl_26" style="font-style:italic; word-spacing:0.07em;">H</span><span class="stl_25" style="word-spacing:0.1em;">’</span><span class="stl_25 stl_08" style="word-spacing:0.11em;">&nbsp;entre los</span><span class="stl_25 stl_08" style="word-spacing:0.16em;">&nbsp;muestreos &nbsp;</span></div>
					<div class="stl_01" style="top: 60.4129em; left:26.2917em;"><span class="stl_22" style="word-spacing:0.03em;">de día y</span><span class="stl_22" style="word-spacing:0.02em;">&nbsp;de</span><span class="stl_22" style="word-spacing:0.03em;">&nbsp;noche (Prueba t</span><span class="stl_22" style="word-spacing:0em;">&nbsp;de</span><span class="stl_22" style="word-spacing:0.03em;">&nbsp;Student, &nbsp;</span></div>
					<div class="stl_01" style="top: 62.2291em; left:26.2917em;"><span class="stl_22 stl_08" style="word-spacing:0.05em;">p&gt;0,05). La diversidad promedio alcanzó &nbsp;</span></div>
					<div class="stl_01" style="top: 43.7919em; left:18.5733em;"><span class="stl_31 stl_08">3</span></div>
					<div class="stl_01" style="top: 43.8079em; left:7.0854em;"><span class="stl_22" style="word-spacing:0.34em;">entre 6000 y 7200 org/m</span><span class="stl_22" style="word-spacing:0.67em;">&nbsp;de</span><span class="stl_22" style="word-spacing:0.35em;">&nbsp;día</span><span class="stl_22" style="word-spacing:0.35em;">&nbsp;y &nbsp;</span></div>
					<div class="stl_01" style="top: 45.6245em; left:7.0854em;"><span class="stl_22" style="word-spacing:0.45em;">noche, respectivamente (Fig. 7). No &nbsp;</span></div>
					<div class="stl_01" style="top: 47.4579em; left:7.0854em;"><span class="stl_22" style="word-spacing:0.56em;">hubo diferencia significativa en las &nbsp;</span></div>
					<div class="stl_01" style="top: 49.292em; left:7.0854em;"><span class="stl_22 stl_08" style="word-spacing:1.12em;">abundancias de día (3.256±1343 &nbsp;</span></div>
					<div class="stl_01" style="top: 51.1111em; left:9.6183em;"><span class="stl_31 stl_08">3</span></div>
					<div class="stl_01" style="top: 51.1111em; left:22.6733em;"><span class="stl_31 stl_08">3</span></div>
					<div class="stl_01" style="top: 51.127em; left:7.0854em;"><span class="stl_22 stl_08" style="word-spacing:0.16em;">org/m )</span><span class="stl_22 stl_08" style="word-spacing:-0.02em;">&nbsp;o</span><span class="stl_22" style="word-spacing:-0.02em;">&nbsp;de</span><span class="stl_22 stl_08" style="word-spacing:0.02em;">&nbsp;noche</span><span class="stl_22 stl_08" style="word-spacing:0.07em;">&nbsp;(3286±1388</span><span class="stl_22 stl_08" style="word-spacing:0.01em;">&nbsp;org/m</span><span class="stl_22 stl_08" style="word-spacing:-0.02em;">&nbsp;) &nbsp;</span></div>
					<div class="stl_01" style="top: 52.9604em; left:7.3884em;"><span class="stl_22 stl_09" style="word-spacing:-0.01em;">Prueba t de Student, p&gt;0,0<span class="stl_19">5). &nbsp;</span></span></div>
					<div class="stl_01" style="top: 52.9604em; left:7.0854em;"><span class="stl_22">(</span></div>
					<div class="stl_01" style="top: 66.1378em; left:41.6792em;"><span class="stl_17 stl_08" style="font-style:italic;">30 &nbsp;</span></div>
				</div>
			</div>
		</div>
		<div class="stl_02">
			<div class="stl_03">
				<img src="data:image/png;base64,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" alt="" class="stl_47" />
			</div>
			<div class="stl_view">
				<div class="stl_05 stl_06">
					<div class="stl_01" style="top: 2.8676em; left:7.0854em;"><span class="stl_07 stl_08" style="font-style:italic; word-spacing:-0.01em;">Revista de</span><span class="stl_07 stl_08" style="font-style:italic; word-spacing:0em;">&nbsp;Ciencias de<span class="stl_09">l</span></span><span class="stl_07 stl_08" style="font-style:italic; word-spacing:-0.03em;">&nbsp;Mar</span><span class="stl_07 stl_08" style="font-style:italic; word-spacing:0em;">&nbsp;y</span><span class="stl_07 stl_08" style="font-style:italic; word-spacing:0.02em;">&nbsp;Acuicultura</span><span class="stl_07 stl_08" style="font-style:italic; word-spacing:-0.01em;">&nbsp;“YAKU”:</span><span class="stl_07 stl_08" style="font-style:italic; word-spacing:0.03em;">&nbsp;Vol.</span><span class="stl_07 stl_08" style="word-spacing:0.02em;">&nbsp;</span><span class="stl_10 stl_08" style="font-style:italic; word-spacing:0.03em;">3 (Núm.5)</span><span class="stl_10 stl_08" style="font-style:italic; word-spacing:-0.01em;">&nbsp;(ene</span><span class="stl_10 stl_08" style="word-spacing:0em;">&nbsp;</span><span class="stl_07 stl_08" style="font-style:italic; word-spacing:0em;">–</span><span class="stl_07 stl_08" style="word-spacing:0em;">&nbsp;</span><span class="stl_10 stl_08" style="font-style:italic; word-spacing:0em;">jun 2020)<span class="stl_09">.</span></span><span class="stl_10 stl_08" style="font-style:italic; word-spacing:0.02em;">&nbsp;ISSN:</span><span class="stl_10 stl_08" style="font-style:italic; word-spacing:0.01em;">&nbsp;2600-5824. &nbsp;</span></div>
					<div class="stl_01" style="top: 3.8676em; left:7.0854em;"><span class="stl_10 stl_08" style="font-style:italic; word-spacing:0.02em;">Abundancia, composición</span><span class="stl_10 stl_08" style="font-style:italic; word-spacing:0.02em;">&nbsp;y</span><span class="stl_10 stl_08" style="font-style:italic; word-spacing:0.01em;">&nbsp;diversidad del</span><span class="stl_10 stl_08" style="font-style:italic; word-spacing:0.04em;">&nbsp;zooplancton</span><span class="stl_10 stl_08" style="font-style:italic; word-spacing:0.02em;">&nbsp;en la</span><span class="stl_10 stl_08" style="font-style:italic; word-spacing:0.04em;">&nbsp;zona</span><span class="stl_10 stl_08" style="font-style:italic; word-spacing:0.02em;">&nbsp;de</span><span class="stl_10 stl_08" style="font-style:italic; word-spacing:0.01em;">&nbsp;Cojimíes</span><span class="stl_07 stl_08" style="font-style:italic; word-spacing:0.01em;">–</span><span class="stl_10 stl_08" style="font-style:italic; word-spacing:0.01em;">Manabí,</span><span class="stl_10 stl_08" style="font-style:italic; word-spacing:0.05em;">&nbsp;durante</span><span class="stl_10 stl_08" style="font-style:italic; word-spacing:0.03em;">&nbsp;los</span><span class="stl_10 stl_08" style="font-style:italic; word-spacing:0.02em;">&nbsp;meses de</span><span class="stl_10 stl_08" style="font-style:italic; word-spacing:0.04em;">&nbsp;mayo-octubre &nbsp;</span></div>
					<div class="stl_01" style="top: 4.8035em; left:7.0854em;"><span class="stl_10 stl_08" style="font-style:italic; word-spacing:0.03em;">del 2018 &nbsp;</span></div>
					<div class="stl_01" style="top: 6.3995em; left:7.0854em;"><span class="stl_22 stl_08" style="word-spacing:0.14em;">un valor de 2,36±0,28.</span><span class="stl_22 stl_08" style="word-spacing:0.11em;">&nbsp;En el</span><span class="stl_22 stl_08" style="word-spacing:0.17em;">&nbsp;transcurso &nbsp;</span></div>
					<div class="stl_01" style="top: 8.2337em; left:7.0854em;"><span class="stl_22 stl_08" style="word-spacing:0.02em;">del periodo intermedio, julio S3 a agosto &nbsp;</span></div>
					<div class="stl_01" style="top: 10.0662em; left:7.0854em;"><span class="stl_22 stl_08" style="word-spacing:0.09em;">S3, se</span><span class="stl_22 stl_08" style="word-spacing:0.11em;">&nbsp;observaron</span><span class="stl_22 stl_08" style="word-spacing:0.08em;">&nbsp;cambios fuertes en</span><span class="stl_22 stl_08" style="word-spacing:0.05em;">&nbsp;la &nbsp;</span></div>
					<div class="stl_01" style="top: 11.9004em; left:7.0854em;"><span class="stl_22" style="word-spacing:0.07em;">diversidad, con</span><span class="stl_22 stl_08" style="word-spacing:0.11em;">&nbsp;un descenso en julio</span><span class="stl_22 stl_08" style="word-spacing:0.08em;">&nbsp;S1 &nbsp;</span></div>
					<div class="stl_01" style="top: 13.7354em; left:7.0854em;"><span class="stl_25 stl_08" style="word-spacing:0.25em;">hasta el valor mínimo (H’</span><span class="stl_25 stl_08" style="word-spacing:0.24em;">&nbsp;1,71) y</span><span class="stl_25 stl_08" style="word-spacing:0.22em;">&nbsp;una &nbsp;</span></div>
					<div class="stl_01" style="top: 15.5687em; left:7.0854em;"><span class="stl_22 stl_09" style="word-spacing:0em;">recuperación subsecuente<span class="stl_08">.</span></span><span class="stl_22 stl_08" style="word-spacing:0.06em;">&nbsp;Este</span><span class="stl_22 stl_08" style="word-spacing:0.06em;">&nbsp;mínimo &nbsp;</span></div>
					<div class="stl_01" style="top: 17.402em; left:7.0854em;"><span class="stl_22 stl_08" style="word-spacing:0.51em;">valor coincidió con el momento</span><span class="stl_22 stl_08" style="word-spacing:0.49em;">&nbsp;de &nbsp;</span></div>
					<div class="stl_01" style="top: 19.2187em; left:7.0854em;"><span class="stl_22" style="word-spacing:0em;">menor abundancia zooplanctónica. &nbsp;</span></div>
					<div class="stl_01" style="top: 6.7334em; left:28.4417em;"><span class="stl_37">1,00 &nbsp;</span></div>
					<div class="stl_01" style="top: 7.8259em; left:28.4417em;"><span class="stl_37">0</span></div>
					<div class="stl_01" style="top: 8.9192em; left:28.4417em;"><span class="stl_37">0</span></div>
					<div class="stl_01" style="top: 10.0109em; left:28.4417em;"><span class="stl_37">0</span></div>
					<div class="stl_01" style="top: 11.1051em; left:28.4417em;"><span class="stl_37">0</span></div>
					<div class="stl_01" style="top: 7.8259em; left:28.8242em;"><span class="stl_37">,98 &nbsp;</span></div>
					<div class="stl_01" style="top: 8.9192em; left:28.8242em;"><span class="stl_37">,96 &nbsp;</span></div>
					<div class="stl_01" style="top: 10.0109em; left:28.8242em;"><span class="stl_37">,94 &nbsp;</span></div>
					<div class="stl_01" style="top: 11.1051em; left:28.8242em;"><span class="stl_37">,92 &nbsp;</span></div>
					<div class="stl_01" style="top: 12.1967em; left:28.4417em;"><span class="stl_37">0,90 &nbsp;</span></div>
					<div class="stl_01" style="top: 16.05em; left:33.3667em;"><span class="stl_48">J´Noche &nbsp;</span></div>
					<div class="stl_01" style="top: 16.05em; left:38.4208em;"><span class="stl_48 stl_09" style="word-spacing:-0.01em;">J´ Dí<span class="stl_19">a &nbsp;</span></span></div>
					<div class="stl_01" style="top: 17.194em; left:27.8083em;"><span class="stl_28" style="font-weight:bold; word-spacing:0em;">Figura 9. </span><span class="stl_29" style="word-spacing:-0.01em;">Equidad total de la diversidad &nbsp;</span></div>
					<div class="stl_01" style="top: 18.2107em; left:26.4417em;"><span class="stl_29 stl_08" style="word-spacing:0.06em;">zooplanctónica en la zona de Cojimíes, durante &nbsp;</span></div>
					<div class="stl_01" style="top: 19.2274em; left:27.925em;"><span class="stl_29 stl_08" style="word-spacing:0.04em;">los meses de mayo a octubre de 2018. &nbsp;</span></div>
					<div class="stl_01" style="top: 21.7187em; left:7.0854em;"><span class="stl_22 stl_08" style="word-spacing:0.77em;">La equidad en la comunidad de &nbsp;</span></div>
					<div class="stl_01" style="top: 23.5545em; left:7.0854em;"><span class="stl_22 stl_08" style="word-spacing:0.43em;">zooplancton presente en la zona de &nbsp;</span></div>
					<div class="stl_01" style="top: 25.3879em; left:7.0854em;"><span class="stl_22 stl_08" style="word-spacing:0.72em;">Cojimíes fue elevada y con poca &nbsp;</span></div>
					<div class="stl_01" style="top: 27.2212em; left:7.0854em;"><span class="stl_22" style="word-spacing:0.86em;">variabilidad entre muestreos, con &nbsp;</span></div>
					<div class="stl_01" style="top: 29.0545em; left:7.0854em;"><span class="stl_22 stl_08" style="word-spacing:0.18em;">valores promedio de 0,95±0,01 (0,93 </span><span class="stl_25" style="word-spacing:0.11em;">– &nbsp;</span></div>
					<div class="stl_01" style="top: 22.1354em; left:26.2917em;"><span class="stl_21" style="font-weight:bold;">3</span></div>
					<div class="stl_01" style="top: 22.1354em; left:26.7917em;"><span class="stl_21 stl_08" style="font-weight:bold; word-spacing:0.06em;">.6. Biomasa del zooplancton &nbsp;</span></div>
					<div class="stl_01" style="top: 24.6379em; left:26.2917em;"><span class="stl_22 stl_08" style="word-spacing:0.75em;">La biomasa del zooplancton varió &nbsp;</span></div>
					<div class="stl_01" style="top: 26.4537em; left:26.2917em;"><span class="stl_22 stl_09" style="word-spacing:-0.05em;">durante el estudio, con un patrón simil<span class="stl_08">ar &nbsp;</span></span></div>
					<div class="stl_01" style="top: 28.2879em; left:26.2917em;"><span class="stl_22 stl_08" style="word-spacing:0.18em;">al de la abundancia,</span><span class="stl_22 stl_08" style="word-spacing:0.14em;">&nbsp;pero</span><span class="stl_22 stl_08" style="word-spacing:0.16em;">&nbsp;con</span><span class="stl_22 stl_08" style="word-spacing:0.19em;">&nbsp;cambios &nbsp;</span></div>
					<div class="stl_01" style="top: 30.1204em; left:26.2917em;"><span class="stl_22 stl_08" style="word-spacing:1.03em;">menos bruscos. No se observó &nbsp;</span></div>
					<div class="stl_01" style="top: 31.9562em; left:26.2917em;"><span class="stl_22" style="word-spacing:1.12em;">diferencia significativa entre los &nbsp;</span></div>
					<div class="stl_01" style="top: 33.7895em; left:26.2917em;"><span class="stl_22" style="word-spacing:0.08em;">muestreos de</span><span class="stl_22" style="word-spacing:0.08em;">&nbsp;día o</span><span class="stl_22" style="word-spacing:0.06em;">&nbsp;de noche</span><span class="stl_22" style="word-spacing:0.08em;">&nbsp;(Prueba</span><span class="stl_22" style="word-spacing:0.07em;">&nbsp;t &nbsp;</span></div>
					<div class="stl_01" style="top: 35.6229em; left:26.2917em;"><span class="stl_22 stl_08" style="word-spacing:0.02em;">de Student, p&gt;0,05) (Fig. 10). La biomasa &nbsp;</span></div>
					<div class="stl_01" style="top: 37.4562em; left:26.2917em;"><span class="stl_22 stl_08" style="word-spacing:0.45em;">ascendió de manera sostenida entre &nbsp;</span></div>
					<div class="stl_01" style="top: 39.2729em; left:26.2917em;"><span class="stl_22 stl_08" style="word-spacing:0.12em;">mayo y julio, desde un</span><span class="stl_22 stl_08" style="word-spacing:0.13em;">&nbsp;valor cercano</span><span class="stl_22 stl_08" style="word-spacing:0.1em;">&nbsp;al &nbsp;</span></div>
					<div class="stl_01" style="top: 30.8879em; left:7.0854em;"><span class="stl_22" style="word-spacing:0.05em;">0,97) durante</span><span class="stl_22 stl_08" style="word-spacing:0.06em;">&nbsp;el</span><span class="stl_22 stl_08" style="word-spacing:0.07em;">&nbsp;día</span><span class="stl_22 stl_08" style="word-spacing:0.07em;">&nbsp;y</span><span class="stl_22 stl_08" style="word-spacing:0.12em;">&nbsp;0,96±0,02</span><span class="stl_22 stl_08" style="word-spacing:0.1em;">&nbsp;(0,93</span><span class="stl_22 stl_08" style="word-spacing:0.05em;">&nbsp;</span><span class="stl_25" style="word-spacing:0.05em;">– &nbsp;</span></div>
					<div class="stl_01" style="top: 32.7062em; left:7.0854em;"><span class="stl_22 stl_09" style="word-spacing:0em;">0,98) en la noche (Fig. 9)<span class="stl_19">. &nbsp;</span></span></div>
					<div class="stl_01" style="top: 36.1084em; left:8.6058em;"><span class="stl_36">2</span></div>
					<div class="stl_01" style="top: 37.1634em; left:8.6058em;"><span class="stl_36">2</span></div>
					<div class="stl_01" style="top: 38.2176em; left:8.6058em;"><span class="stl_36">2</span></div>
					<div class="stl_01" style="top: 39.2697em; left:8.6058em;"><span class="stl_49">2</span></div>
					<div class="stl_01" style="top: 40.3276em; left:8.6058em;"><span class="stl_36">2</span></div>
					<div class="stl_01" style="top: 41.3817em; left:8.6058em;"><span class="stl_36">1</span></div>
					<div class="stl_01" style="top: 42.4359em; left:8.6058em;"><span class="stl_36">1</span></div>
					<div class="stl_01" style="top: 43.4926em; left:8.6058em;"><span class="stl_36">1</span></div>
					<div class="stl_01" style="top: 36.1084em; left:9.0048em;"><span class="stl_36 stl_50">,90 &nbsp;</span></div>
					<div class="stl_01" style="top: 37.1634em; left:9.0048em;"><span class="stl_36 stl_50">,70 &nbsp;</span></div>
					<div class="stl_01" style="top: 38.2176em; left:9.0048em;"><span class="stl_36 stl_50">,50 &nbsp;</span></div>
					<div class="stl_01" style="top: 39.2697em; left:9.0052em;"><span class="stl_49 stl_50">,30 &nbsp;</span></div>
					<div class="stl_01" style="top: 40.3276em; left:9.0048em;"><span class="stl_36 stl_50">,10 &nbsp;</span></div>
					<div class="stl_01" style="top: 41.3817em; left:9.0048em;"><span class="stl_36 stl_50">,90 &nbsp;</span></div>
					<div class="stl_01" style="top: 42.4359em; left:9.0048em;"><span class="stl_36 stl_50">,70 &nbsp;</span></div>
					<div class="stl_01" style="top: 43.4926em; left:9.0048em;"><span class="stl_36 stl_50">,50 &nbsp;</span></div>
					<div class="stl_01" style="top: 41.0902em; left:34.5108em;"><span class="stl_31 stl_08">3</span></div>
					<div class="stl_01" style="top: 41.1062em; left:26.2917em;"><span class="stl_22" style="word-spacing:0.47em;">mínimo (0,04 g/m</span><span class="stl_22" style="word-spacing:0.11em;">&nbsp;)</span><span class="stl_22" style="word-spacing:0.47em;">&nbsp;hasta un</span><span class="stl_22" style="word-spacing:0.47em;">&nbsp;valor &nbsp;</span></div>
					<div class="stl_01" style="top: 42.9261em; left:39.1958em;"><span class="stl_31 stl_08">3</span></div>
					<div class="stl_01" style="top: 42.9412em; left:26.2917em;"><span class="stl_22 stl_08" style="word-spacing:0.46em;">similar al máximo (0,16 g/m</span><span class="stl_22 stl_08" style="word-spacing:0.13em;">&nbsp;),</span><span class="stl_22 stl_08" style="word-spacing:0.44em;">&nbsp;para &nbsp;</span></div>
					<div class="stl_01" style="top: 44.7754em; left:26.2917em;"><span class="stl_22 stl_08" style="word-spacing:0.17em;">luego descender hasta niveles</span><span class="stl_22 stl_08" style="word-spacing:0.15em;">&nbsp;mínimos &nbsp;</span></div>
					<div class="stl_01" style="top: 46.6087em; left:26.2917em;"><span class="stl_22" style="word-spacing:0.5em;">registrados en Septiembre S1 (0,03 &nbsp;</span></div>
					<div class="stl_01" style="top: 47.1542em; left:13.9483em;"><span class="stl_36 stl_08" style="word-spacing:0.04em;">H´ Día &nbsp;</span></div>
					<div class="stl_01" style="top: 47.1542em; left:18.5583em;"><span class="stl_36 stl_09" style="word-spacing:-0.01em;">H´ Noch<span class="stl_19">e &nbsp;</span></span></div>
					<div class="stl_01" style="top: 48.4261em; left:27.9417em;"><span class="stl_31 stl_08">3</span></div>
					<div class="stl_01" style="top: 48.4412em; left:26.2917em;"><span class="stl_22 stl_08" style="word-spacing:0.15em;">g/m ).</span><span class="stl_22 stl_08" style="word-spacing:0.32em;">&nbsp;Se</span><span class="stl_22 stl_08" style="word-spacing:0.11em;">&nbsp;observó</span><span class="stl_22 stl_08" style="word-spacing:0.05em;">&nbsp;un</span><span class="stl_22 stl_08" style="word-spacing:0.11em;">&nbsp;ligero repunte</span><span class="stl_22 stl_08" style="word-spacing:0.06em;">&nbsp;en &nbsp;</span></div>
					<div class="stl_01" style="top: 49.2674em; left:8.6517em;"><span class="stl_28" style="font-weight:bold; word-spacing:-0.01em;">Figura 8. </span><span class="stl_29" style="word-spacing:-0.01em;">Variación de la diversidad del &nbsp;</span></div>
					<div class="stl_01" style="top: 50.2832em; left:8.585em;"><span class="stl_29 stl_08" style="word-spacing:0.05em;">zooplancton en la zona marina frente a &nbsp;</span></div>
					<div class="stl_01" style="top: 51.3024em; left:8.0188em;"><span class="stl_29 stl_08" style="word-spacing:0.08em;">Cojimíes durante el periodo mayo-octubre &nbsp;</span></div>
					<div class="stl_01" style="top: 50.2754em; left:26.2917em;"><span class="stl_22 stl_08" style="word-spacing:0.2em;">la biomasa en Octubre</span><span class="stl_22 stl_08" style="word-spacing:0.15em;">&nbsp;S1,</span><span class="stl_22 stl_08" style="word-spacing:0.24em;">&nbsp;coincidente &nbsp;</span></div>
					<div class="stl_01" style="top: 52.1104em; left:26.2917em;"><span class="stl_22 stl_08" style="word-spacing:0.61em;">con el aumento en la abundancia &nbsp;</span></div>
					<div class="stl_01" style="top: 53.927em; left:26.2917em;"><span class="stl_22 stl_08" style="word-spacing:0.29em;">registrada entre septiembre y</span><span class="stl_22 stl_08" style="word-spacing:0.24em;">&nbsp;octubre &nbsp;</span></div>
					<div class="stl_01" style="top: 52.319em; left:14.2542em;"><span class="stl_29 stl_08">2018. &nbsp;</span></div>
					<div class="stl_01" style="top: 55.7604em; left:26.2917em;"><span class="stl_22 stl_08" style="word-spacing:0.08em;">(Fig. 7). &nbsp;</span></div>
					<div class="stl_01" style="top: 66.1378em; left:41.6792em;"><span class="stl_17 stl_08" style="font-style:italic;">31 &nbsp;</span></div>
				</div>
			</div>
		</div>
		<div class="stl_02">
			<div class="stl_03">
				<img 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			<div class="stl_view">
				<div class="stl_05 stl_06">
					<div class="stl_01" style="top: 2.8676em; left:7.0854em;"><span class="stl_10 stl_08" style="font-style:italic; word-spacing:-0.01em;">Re</span><span class="stl_07 stl_08" style="font-style:italic; word-spacing:-0.01em;">vista de</span><span class="stl_07 stl_08" style="font-style:italic; word-spacing:0em;">&nbsp;Ciencias</span><span class="stl_07 stl_08" style="font-style:italic; word-spacing:0em;">&nbsp;del</span><span class="stl_07 stl_08" style="font-style:italic; word-spacing:-0.03em;">&nbsp;Mar</span><span class="stl_07 stl_08" style="font-style:italic; word-spacing:0em;">&nbsp;y</span><span class="stl_07 stl_08" style="font-style:italic; word-spacing:0.02em;">&nbsp;Acuicultura</span><span class="stl_07 stl_08" style="font-style:italic; word-spacing:-0.01em;">&nbsp;“YAKU”:</span><span class="stl_07 stl_08" style="font-style:italic; word-spacing:0.03em;">&nbsp;Vol.</span><span class="stl_07 stl_08" style="word-spacing:0.02em;">&nbsp;</span><span class="stl_10 stl_08" style="font-style:italic; word-spacing:0.02em;">3</span><span class="stl_10 stl_08" style="font-style:italic; word-spacing:0.03em;">&nbsp;(Núm.</span><span class="stl_10 stl_08" style="font-style:italic; word-spacing:-0.01em;">&nbsp;5)</span><span class="stl_10 stl_08" style="font-style:italic; word-spacing:0.02em;">&nbsp;(ene</span><span class="stl_10 stl_08" style="word-spacing:0.03em;">&nbsp;</span><span class="stl_07 stl_08" style="font-style:italic; word-spacing:0.03em;">–</span><span class="stl_07 stl_08" style="word-spacing:0.01em;">&nbsp;</span><span class="stl_10 stl_08" style="font-style:italic; word-spacing:0.01em;">jun</span><span class="stl_10 stl_08" style="font-style:italic; word-spacing:0.02em;">&nbsp;2020).</span><span class="stl_10 stl_08" style="font-style:italic; word-spacing:0em;">&nbsp;ISSN:</span><span class="stl_10 stl_08" style="font-style:italic; word-spacing:0em;">&nbsp;2600-5824. &nbsp;</span></div>
					<div class="stl_01" style="top: 3.8676em; left:7.0854em;"><span class="stl_10 stl_08" style="font-style:italic; word-spacing:0.01em;">Ramos-Centeno &amp; Napa-España (2020) &nbsp;</span></div>
					<div class="stl_01" style="top: 5.8329em; left:26.2917em;"><span class="stl_22 stl_08" style="word-spacing:0.15em;">Debido a</span><span class="stl_22 stl_08" style="word-spacing:0.12em;">&nbsp;ello, se diferencia</span><span class="stl_22 stl_08" style="word-spacing:0.11em;">&nbsp;con la</span><span class="stl_22 stl_08" style="word-spacing:0.11em;">&nbsp;zona &nbsp;</span></div>
					<div class="stl_01" style="top: 7.667em; left:26.2917em;"><span class="stl_22 stl_08" style="word-spacing:0.13em;">de Cojimíes, la cual</span><span class="stl_22 stl_08" style="word-spacing:0.13em;">&nbsp;es predominada</span><span class="stl_22 stl_08" style="word-spacing:0.1em;">&nbsp;en &nbsp;</span></div>
					<div class="stl_01" style="top: 9.4995em; left:26.2917em;"><span class="stl_22 stl_08" style="word-spacing:0.78em;">su mayoría por corrientes cálidas &nbsp;</span></div>
					<div class="stl_01" style="top: 11.3337em; left:26.2917em;"><span class="stl_22 stl_09" style="word-spacing:0em;">provenientes de Panamá<span class="stl_08">. &nbsp;</span></span></div>
					<div class="stl_01" style="top: 6.2467em; left:8.2167em;"><span class="stl_36">0</span></div>
					<div class="stl_01" style="top: 8.1817em; left:8.2167em;"><span class="stl_36">0</span></div>
					<div class="stl_01" style="top: 10.1192em; left:8.2167em;"><span class="stl_36">0</span></div>
					<div class="stl_01" style="top: 12.0551em; left:8.2167em;"><span class="stl_36">0</span></div>
					<div class="stl_01" style="top: 13.9917em; left:8.2167em;"><span class="stl_36">0</span></div>
					<div class="stl_01" style="top: 6.2467em; left:8.5992em;"><span class="stl_36">,20 &nbsp;</span></div>
					<div class="stl_01" style="top: 8.1817em; left:8.5992em;"><span class="stl_36">,15 &nbsp;</span></div>
					<div class="stl_01" style="top: 10.1192em; left:8.5992em;"><span class="stl_36">,10 &nbsp;</span></div>
					<div class="stl_01" style="top: 12.0551em; left:8.5992em;"><span class="stl_36">,05 &nbsp;</span></div>
					<div class="stl_01" style="top: 13.9917em; left:8.5992em;"><span class="stl_36">,00 &nbsp;</span></div>
					<div class="stl_01" style="top: 6.2467em; left:22.3858em;"><span class="stl_36">27 &nbsp;</span></div>
					<div class="stl_01" style="top: 7.3526em; left:22.3858em;"><span class="stl_36">2</span></div>
					<div class="stl_01" style="top: 8.4592em; left:22.3858em;"><span class="stl_36">2</span></div>
					<div class="stl_01" style="top: 9.5651em; left:22.3858em;"><span class="stl_36">2</span></div>
					<div class="stl_01" style="top: 10.6709em; left:22.3858em;"><span class="stl_36">2</span></div>
					<div class="stl_01" style="top: 11.7801em; left:22.3858em;"><span class="stl_36">2</span></div>
					<div class="stl_01" style="top: 12.8859em; left:22.3858em;"><span class="stl_36">2</span></div>
					<div class="stl_01" style="top: 7.3526em; left:22.7683em;"><span class="stl_36">6,5 &nbsp;</span></div>
					<div class="stl_01" style="top: 8.4592em; left:22.7692em;"><span class="stl_36">6</span></div>
					<div class="stl_01" style="top: 9.5651em; left:22.7683em;"><span class="stl_36">5,5 &nbsp;</span></div>
					<div class="stl_01" style="top: 10.6709em; left:22.7692em;"><span class="stl_36">5</span></div>
					<div class="stl_01" style="top: 11.7801em; left:22.7683em;"><span class="stl_36">4,5 &nbsp;</span></div>
					<div class="stl_01" style="top: 12.8859em; left:22.7692em;"><span class="stl_36">4</span></div>
					<div class="stl_01" style="top: 13.9917em; left:22.3858em;"><span class="stl_36">23,5 &nbsp;</span></div>
					<div class="stl_01" style="top: 13.8354em; left:26.2917em;"><span class="stl_22 stl_08" style="word-spacing:0.65em;">La transparencia en las costas de &nbsp;</span></div>
					<div class="stl_01" style="top: 15.6687em; left:26.2917em;"><span class="stl_22 stl_08" style="word-spacing:0.1em;">Cojimíes se</span><span class="stl_22 stl_08" style="word-spacing:0.08em;">&nbsp;mantuvo</span><span class="stl_22 stl_08" style="word-spacing:0.08em;">&nbsp;cercana</span><span class="stl_22" style="word-spacing:-0.01em;">&nbsp;a</span><span class="stl_22 stl_08" style="word-spacing:0.04em;">&nbsp;los</span><span class="stl_22 stl_08" style="word-spacing:0.08em;">&nbsp;22</span><span class="stl_22 stl_08" style="word-spacing:0.07em;">&nbsp;m &nbsp;</span></div>
					<div class="stl_01" style="top: 17.4854em; left:26.2917em;"><span class="stl_22 stl_08" style="word-spacing:0.23em;">durante mayo y agosto,</span><span class="stl_22 stl_08" style="word-spacing:0.23em;">&nbsp;fluctuando</span><span class="stl_22 stl_08" style="word-spacing:0.18em;">&nbsp;de &nbsp;</span></div>
					<div class="stl_01" style="top: 19.3187em; left:26.2917em;"><span class="stl_22" style="word-spacing:0.08em;">agosto a octubre en</span><span class="stl_22" style="word-spacing:0.07em;">&nbsp;un</span><span class="stl_22" style="word-spacing:0.08em;">&nbsp;intervalo de</span><span class="stl_22" style="word-spacing:0.08em;">&nbsp;±2 &nbsp;</span></div>
					<div class="stl_01" style="top: 21.152em; left:26.2917em;"><span class="stl_22 stl_08" style="word-spacing:0.38em;">m. Las mayores transparencias de la &nbsp;</span></div>
					<div class="stl_01" style="top: 22.9879em; left:26.2917em;"><span class="stl_22 stl_08" style="word-spacing:0.51em;">columna de agua se registraron en &nbsp;</span></div>
					<div class="stl_01" style="top: 24.8212em; left:26.2917em;"><span class="stl_22 stl_08" style="word-spacing:0.39em;">septiembre 2018 con un máximo de &nbsp;</span></div>
					<div class="stl_01" style="top: 17.2863em; left:10.8292em;"><span class="stl_52 stl_08" style="word-spacing:0.08em;">Biomasa noche</span><span class="stl_52 stl_08" style="word-spacing:0.26em;">&nbsp;(g/m3) &nbsp;</span></div>
					<div class="stl_01" style="top: 18.4529em; left:10.8292em;"><span class="stl_52 stl_08" style="word-spacing:0.05em;">TSM (°C) &nbsp;</span></div>
					<div class="stl_01" style="top: 17.2863em; left:19.3125em;"><span class="stl_52 stl_08" style="word-spacing:0.06em;">Biomasa dia (g/m3) &nbsp;</span></div>
					<div class="stl_01" style="top: 19.4774em; left:9.385em;"><span class="stl_28" style="font-weight:bold; word-spacing:-0.01em;">Figura 10. </span><span class="stl_29" style="word-spacing:-0.01em;">Variación en la biomasa &nbsp;</span></div>
					<div class="stl_01" style="top: 20.494em; left:8.1188em;"><span class="stl_29 stl_08" style="word-spacing:0.05em;">zooplanctónica en la zona marina frente a &nbsp;</span></div>
					<div class="stl_01" style="top: 21.5107em; left:8.4183em;"><span class="stl_29 stl_08" style="word-spacing:0.05em;">Cojimíes, durante mayo a octubre 2018. &nbsp;</span></div>
					<div class="stl_01" style="top: 24.4045em; left:7.0854em;"><span class="stl_21" style="font-weight:bold;">4</span></div>
					<div class="stl_01" style="top: 24.4045em; left:7.5854em;"><span class="stl_21" style="font-weight:bold; word-spacing:0.69em;">. Discusión &nbsp;</span></div>
					<div class="stl_01" style="top: 26.6537em; left:26.2917em;"><span class="stl_22">2</span></div>
					<div class="stl_01" style="top: 26.6537em; left:26.7917em;"><span class="stl_22 stl_08" style="word-spacing:0.2em;">2,9 m. Cabrera (2018), en un estudio &nbsp;</span></div>
					<div class="stl_01" style="top: 26.9045em; left:7.0854em;"><span class="stl_22 stl_08" style="word-spacing:0.09em;">La TSM</span><span class="stl_22 stl_08" style="word-spacing:0.06em;">&nbsp;en la</span><span class="stl_22 stl_08" style="word-spacing:0.06em;">&nbsp;zona de</span><span class="stl_22 stl_08" style="word-spacing:0.12em;">&nbsp;Cojimíes</span><span class="stl_22 stl_08" style="word-spacing:0.08em;">&nbsp;fue</span><span class="stl_22 stl_08" style="word-spacing:0.09em;">&nbsp;poco &nbsp;</span></div>
					<div class="stl_01" style="top: 28.737em; left:7.0854em;"><span class="stl_22 stl_08" style="word-spacing:0.28em;">variable durante los meses</span><span class="stl_22 stl_08" style="word-spacing:0.23em;">&nbsp;de junio</span><span class="stl_22 stl_08" style="word-spacing:0.2em;">&nbsp;y &nbsp;</span></div>
					<div class="stl_01" style="top: 30.5712em; left:7.0854em;"><span class="stl_22" style="word-spacing:0.39em;">agosto a octubre, con un promedio &nbsp;</span></div>
					<div class="stl_01" style="top: 32.4062em; left:7.0854em;"><span class="stl_22 stl_08" style="word-spacing:0.03em;">general de 25,2±0,6 °C, en contraste con &nbsp;</span></div>
					<div class="stl_01" style="top: 34.2229em; left:7.0854em;"><span class="stl_22 stl_08" style="word-spacing:0.07em;">mayo y</span><span class="stl_22 stl_08" style="word-spacing:0.05em;">&nbsp;julio</span><span class="stl_22 stl_08" style="word-spacing:0.08em;">&nbsp;cuando</span><span class="stl_22 stl_08" style="word-spacing:0.03em;">&nbsp;se</span><span class="stl_22" style="word-spacing:0.01em;">&nbsp;presentaron</span><span class="stl_22 stl_08" style="word-spacing:0.04em;">&nbsp;dos &nbsp;</span></div>
					<div class="stl_01" style="top: 36.0562em; left:7.0854em;"><span class="stl_22 stl_08" style="word-spacing:0.16em;">pulsos de alta temperatura 26,6 y</span><span class="stl_22 stl_08" style="word-spacing:0.15em;">&nbsp;26,4 &nbsp;</span></div>
					<div class="stl_01" style="top: 28.4879em; left:26.2917em;"><span class="stl_22 stl_08" style="word-spacing:0.11em;">sobre la</span><span class="stl_22 stl_08" style="word-spacing:0.1em;">&nbsp;dinámica</span><span class="stl_22 stl_08" style="word-spacing:0.12em;">&nbsp;del fitoplancton</span><span class="stl_22 stl_08" style="word-spacing:0.05em;">&nbsp;en</span><span class="stl_22 stl_08" style="word-spacing:0.07em;">&nbsp;la &nbsp;</span></div>
					<div class="stl_01" style="top: 30.3045em; left:26.2917em;"><span class="stl_22 stl_08" style="word-spacing:0.03em;">costa frente a Cojimíes, concluye que las &nbsp;</span></div>
					<div class="stl_01" style="top: 32.1395em; left:26.2917em;"><span class="stl_22 stl_08" style="word-spacing:0.16em;">variaciones en la</span><span class="stl_22" style="word-spacing:0.09em;">&nbsp;transparencia</span><span class="stl_22 stl_08" style="word-spacing:0.13em;">&nbsp;pueden &nbsp;</span></div>
					<div class="stl_01" style="top: 33.9729em; left:26.2917em;"><span class="stl_22 stl_08" style="word-spacing:0.02em;">estar asociadas al material inorgánico en &nbsp;</span></div>
					<div class="stl_01" style="top: 35.8062em; left:26.2917em;"><span class="stl_22 stl_08" style="word-spacing:0.41em;">suspensión que a los cambios en</span><span class="stl_22 stl_08" style="word-spacing:0.37em;">&nbsp;la &nbsp;</span></div>
					<div class="stl_01" style="top: 37.6395em; left:26.2917em;"><span class="stl_22" style="word-spacing:0.11em;">abundancia de fitoplancton.</span><span class="stl_22 stl_08" style="word-spacing:0.18em;">&nbsp;Este</span><span class="stl_22 stl_08" style="word-spacing:0.16em;">&nbsp;autor &nbsp;</span></div>
					<div class="stl_01" style="top: 39.4729em; left:26.2917em;"><span class="stl_22 stl_08" style="word-spacing:0.02em;">además indica que la mayor amplitud de &nbsp;</span></div>
					<div class="stl_01" style="top: 41.3079em; left:26.2917em;"><span class="stl_22 stl_08" style="word-spacing:0.28em;">la marea puede provocar</span><span class="stl_22" style="word-spacing:0.21em;">&nbsp;alteraciones &nbsp;</span></div>
					<div class="stl_01" style="top: 43.1412em; left:26.2917em;"><span class="stl_22 stl_08" style="word-spacing:0.07em;">en la transparencia por resuspensión de &nbsp;</span></div>
					<div class="stl_01" style="top: 44.9579em; left:26.2917em;"><span class="stl_22 stl_08" style="word-spacing:0.78em;">sedimentos en la costa, pues la &nbsp;</span></div>
					<div class="stl_01" style="top: 46.7912em; left:26.2917em;"><span class="stl_22" style="word-spacing:0.4em;">escorrentía durante su estudio sería &nbsp;</span></div>
					<div class="stl_01" style="top: 48.6245em; left:26.2917em;"><span class="stl_22 stl_08" style="word-spacing:0.37em;">muy baja por la escasa precipitación &nbsp;</span></div>
					<div class="stl_01" style="top: 50.4579em; left:26.2917em;"><span class="stl_22 stl_09" style="word-spacing:0.71em;">registrada. La mayor transparenci<span class="stl_08">a &nbsp;</span></span></div>
					<div class="stl_01" style="top: 52.2937em; left:26.2917em;"><span class="stl_22 stl_08" style="word-spacing:0.98em;">costera contrasta con la escasa &nbsp;</span></div>
					<div class="stl_01" style="top: 54.127em; left:26.2917em;"><span class="stl_22" style="word-spacing:0.03em;">transparencia en</span><span class="stl_22 stl_08" style="word-spacing:0.05em;">&nbsp;el</span><span class="stl_22 stl_08" style="word-spacing:0.11em;">&nbsp;interior</span><span class="stl_22 stl_08" style="word-spacing:0.05em;">&nbsp;del</span><span class="stl_22 stl_08" style="word-spacing:0.11em;">&nbsp;estuario &nbsp;</span></div>
					<div class="stl_01" style="top: 55.9604em; left:26.2917em;"><span class="stl_22 stl_08" style="word-spacing:0.44em;">de Cojimíes, donde Ecosostas (2007) &nbsp;</span></div>
					<div class="stl_01" style="top: 57.777em; left:26.2917em;"><span class="stl_22" style="word-spacing:0.06em;">reporta valores entre</span><span class="stl_22" style="word-spacing:0.08em;">&nbsp;más</span><span class="stl_22" style="word-spacing:0.06em;">&nbsp;de</span><span class="stl_22" style="word-spacing:0.08em;">&nbsp;1</span><span class="stl_22" style="word-spacing:0.05em;">&nbsp;m</span><span class="stl_22" style="word-spacing:0.07em;">&nbsp;y</span><span class="stl_22" style="word-spacing:0.07em;">&nbsp;0,5 &nbsp;</span></div>
					<div class="stl_01" style="top: 59.6104em; left:26.2917em;"><span class="stl_22 stl_08" style="word-spacing:0.23em;">m, lo cual pudiera estar asociado a</span><span class="stl_22 stl_08" style="word-spacing:0.2em;">&nbsp;la &nbsp;</span></div>
					<div class="stl_01" style="top: 61.4458em; left:26.2917em;"><span class="stl_22 stl_08" style="word-spacing:0.24em;">mayor cantidad de materia orgánica</span><span class="stl_22 stl_08" style="word-spacing:0.17em;">&nbsp;e &nbsp;</span></div>
					<div class="stl_01" style="top: 37.8895em; left:7.0854em;"><span class="stl_22" style="word-spacing:0.38em;">°C, respectivamente. Se destaca que &nbsp;</span></div>
					<div class="stl_01" style="top: 39.7229em; left:7.0854em;"><span class="stl_22 stl_08" style="word-spacing:0.13em;">después del</span><span class="stl_22 stl_08" style="word-spacing:0.09em;">&nbsp;mes</span><span class="stl_22 stl_08" style="word-spacing:0.07em;">&nbsp;de</span><span class="stl_22 stl_08" style="word-spacing:0.12em;">&nbsp;junio predominó</span><span class="stl_22 stl_08" style="word-spacing:0.08em;">&nbsp;la &nbsp;</span></div>
					<div class="stl_01" style="top: 41.5579em; left:7.0854em;"><span class="stl_22 stl_08" style="word-spacing:0.52em;">época seca (jul-oct), por lo que la &nbsp;</span></div>
					<div class="stl_01" style="top: 43.3912em; left:7.0854em;"><span class="stl_22">incidencia &nbsp;</span></div>
					<div class="stl_01" style="top: 43.3912em; left:13.6424em;"><span class="stl_22 stl_19">de &nbsp;</span></div>
					<div class="stl_01" style="top: 43.3912em; left:17.1394em;"><span class="stl_22 stl_09">precipitacione<span class="stl_08">s &nbsp;</span></span></div>
					<div class="stl_01" style="top: 45.2245em; left:7.0854em;"><span class="stl_22 stl_08" style="word-spacing:0.21em;">provenientes del estuario y la</span><span class="stl_22 stl_08" style="word-spacing:0.16em;">&nbsp;zona</span><span class="stl_22 stl_08" style="word-spacing:0.16em;">&nbsp;de &nbsp;</span></div>
					<div class="stl_01" style="top: 47.042em; left:7.0854em;"><span class="stl_22 stl_08" style="word-spacing:0.58em;">estudio fue escasa (INAMHI, 2018). &nbsp;</span></div>
					<div class="stl_01" style="top: 48.8754em; left:7.0854em;"><span class="stl_22 stl_09" style="word-spacing:0.46em;">Investigaciones realizadas por Done<span class="stl_08">t &nbsp;</span></span></div>
					<div class="stl_01" style="top: 50.7104em; left:7.0854em;"><span class="stl_22 stl_08" style="word-spacing:0.18em;">(2018), en las localidades</span><span class="stl_22 stl_08" style="word-spacing:0.15em;">&nbsp;de</span><span class="stl_22 stl_08" style="word-spacing:0.15em;">&nbsp;El Brujo</span><span class="stl_22 stl_08" style="word-spacing:0.12em;">&nbsp;y &nbsp;</span></div>
					<div class="stl_01" style="top: 52.5437em; left:7.0854em;"><span class="stl_22 stl_08" style="word-spacing:0.5em;">Cerro Negro, zona central de Perú, &nbsp;</span></div>
					<div class="stl_01" style="top: 54.377em; left:7.0854em;"><span class="stl_22 stl_08" style="word-spacing:0.14em;">detallan que</span><span class="stl_22 stl_08" style="word-spacing:0.06em;">&nbsp;la</span><span class="stl_22 stl_08" style="word-spacing:0.1em;">&nbsp;TSM</span><span class="stl_22 stl_08" style="word-spacing:0.1em;">&nbsp;varió</span><span class="stl_22 stl_08" style="word-spacing:0.11em;">&nbsp;entre</span><span class="stl_22 stl_08" style="word-spacing:0.09em;">&nbsp;16,58</span><span class="stl_22 stl_08" style="word-spacing:0.06em;">&nbsp;y &nbsp;</span></div>
					<div class="stl_01" style="top: 56.2104em; left:7.0854em;"><span class="stl_22 stl_08" style="word-spacing:0.47em;">17,74 en invierno, mientras que en &nbsp;</span></div>
					<div class="stl_01" style="top: 58.0437em; left:7.0854em;"><span class="stl_22 stl_08" style="word-spacing:0.69em;">primavera varía de 16,54 a 18,9; &nbsp;</span></div>
					<div class="stl_01" style="top: 59.877em; left:7.0854em;"><span class="stl_22" style="word-spacing:0.23em;">recalcando para la zona, la incidencia &nbsp;</span></div>
					<div class="stl_01" style="top: 61.6958em; left:7.0854em;"><span class="stl_22 stl_08" style="word-spacing:0.05em;">directa de la corriente fría de Humboldt. &nbsp;</span></div>
					<div class="stl_01" style="top: 66.1378em; left:41.6792em;"><span class="stl_17 stl_08" style="font-style:italic;">32 &nbsp;</span></div>
				</div>
			</div>
		</div>
		<div class="stl_02">
			<div class="stl_03">
				<img src="data:image/png;base64,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alt="" class="stl_24" />
			</div>
			<div class="stl_view">
				<div class="stl_05 stl_06">
					<div class="stl_01" style="top: 2.8676em; left:7.0854em;"><span class="stl_07 stl_08" style="font-style:italic; word-spacing:-0.01em;">Revista de</span><span class="stl_07 stl_08" style="font-style:italic; word-spacing:0em;">&nbsp;Ciencias de<span class="stl_09">l</span></span><span class="stl_07 stl_08" style="font-style:italic; word-spacing:-0.03em;">&nbsp;Mar</span><span class="stl_07 stl_08" style="font-style:italic; word-spacing:0em;">&nbsp;y</span><span class="stl_07 stl_08" style="font-style:italic; word-spacing:0.02em;">&nbsp;Acuicultura</span><span class="stl_07 stl_08" style="font-style:italic; word-spacing:-0.01em;">&nbsp;“YAKU”:</span><span class="stl_07 stl_08" style="font-style:italic; word-spacing:0.03em;">&nbsp;Vol.</span><span class="stl_07 stl_08" style="word-spacing:0.02em;">&nbsp;</span><span class="stl_10 stl_08" style="font-style:italic; word-spacing:0.03em;">3 (Núm.5)</span><span class="stl_10 stl_08" style="font-style:italic; word-spacing:-0.01em;">&nbsp;(ene</span><span class="stl_10 stl_08" style="word-spacing:0em;">&nbsp;</span><span class="stl_07 stl_08" style="font-style:italic; word-spacing:0em;">–</span><span class="stl_07 stl_08" style="word-spacing:0em;">&nbsp;</span><span class="stl_10 stl_08" style="font-style:italic; word-spacing:0em;">jun 2020)<span class="stl_09">.</span></span><span class="stl_10 stl_08" style="font-style:italic; word-spacing:0.02em;">&nbsp;ISSN:</span><span class="stl_10 stl_08" style="font-style:italic; word-spacing:0.01em;">&nbsp;2600-5824. &nbsp;</span></div>
					<div class="stl_01" style="top: 3.8676em; left:7.0854em;"><span class="stl_10 stl_08" style="font-style:italic; word-spacing:0.02em;">Abundancia, composición</span><span class="stl_10 stl_08" style="font-style:italic; word-spacing:0.02em;">&nbsp;y</span><span class="stl_10 stl_08" style="font-style:italic; word-spacing:0.01em;">&nbsp;diversidad del</span><span class="stl_10 stl_08" style="font-style:italic; word-spacing:0.04em;">&nbsp;zooplancton</span><span class="stl_10 stl_08" style="font-style:italic; word-spacing:0.02em;">&nbsp;en la</span><span class="stl_10 stl_08" style="font-style:italic; word-spacing:0.04em;">&nbsp;zona</span><span class="stl_10 stl_08" style="font-style:italic; word-spacing:0.02em;">&nbsp;de</span><span class="stl_10 stl_08" style="font-style:italic; word-spacing:0.01em;">&nbsp;Cojimíes</span><span class="stl_07 stl_08" style="font-style:italic; word-spacing:0.01em;">–</span><span class="stl_10 stl_08" style="font-style:italic; word-spacing:0.01em;">Manabí,</span><span class="stl_10 stl_08" style="font-style:italic; word-spacing:0.05em;">&nbsp;durante</span><span class="stl_10 stl_08" style="font-style:italic; word-spacing:0.03em;">&nbsp;los</span><span class="stl_10 stl_08" style="font-style:italic; word-spacing:0.02em;">&nbsp;meses de</span><span class="stl_10 stl_08" style="font-style:italic; word-spacing:0.04em;">&nbsp;mayo-octubre &nbsp;</span></div>
					<div class="stl_01" style="top: 4.8035em; left:7.0854em;"><span class="stl_10 stl_08" style="font-style:italic; word-spacing:0.03em;">del 2018 &nbsp;</span></div>
					<div class="stl_01" style="top: 6.3995em; left:7.0854em;"><span class="stl_22 stl_08" style="word-spacing:0.25em;">inorgánica en la columna de agua del &nbsp;</span></div>
					<div class="stl_01" style="top: 8.2337em; left:7.0854em;"><span class="stl_22" style="word-spacing:0.24em;">estuario, en parte proveniente de las &nbsp;</span></div>
					<div class="stl_01" style="top: 10.0662em; left:7.0854em;"><span class="stl_22 stl_08" style="word-spacing:0.28em;">descargas de ríos y</span><span class="stl_22 stl_08" style="word-spacing:0.24em;">&nbsp;de las</span><span class="stl_22 stl_08" style="word-spacing:0.3em;">&nbsp;numerosas &nbsp;</span></div>
					<div class="stl_01" style="top: 11.9004em; left:7.0854em;"><span class="stl_22 stl_08" style="word-spacing:0.21em;">empresas de cultivo de camarón en</span><span class="stl_22 stl_08" style="word-spacing:0.17em;">&nbsp;la &nbsp;</span></div>
					<div class="stl_01" style="top: 13.7354em; left:7.0854em;"><span class="stl_22" style="word-spacing:0.1em;">zona. Salcedo y</span><span class="stl_22" style="word-spacing:0.11em;">&nbsp;Coello (2018)</span><span class="stl_22" style="word-spacing:0.11em;">&nbsp;destacan &nbsp;</span></div>
					<div class="stl_01" style="top: 15.5687em; left:7.0854em;"><span class="stl_22" style="word-spacing:0.35em;">en la costa frente a El Oro,</span><span class="stl_22" style="word-spacing:0.33em;">&nbsp;sur</span><span class="stl_22" style="word-spacing:0.33em;">&nbsp;de &nbsp;</span></div>
					<div class="stl_01" style="top: 17.402em; left:7.0854em;"><span class="stl_22" style="word-spacing:0em;">Ecuador, la relación entre los nutrientes &nbsp;</span></div>
					<div class="stl_01" style="top: 6.3995em; left:26.2917em;"><span class="stl_22 stl_08" style="word-spacing:0.33em;">10 mn frente a Esmeraldas, con una &nbsp;</span></div>
					<div class="stl_01" style="top: 8.2337em; left:26.2917em;"><span class="stl_22 stl_08" style="word-spacing:0.25em;">dominancia de los Copepoda</span><span class="stl_22 stl_08" style="word-spacing:0.27em;">&nbsp;(géneros &nbsp;</span></div>
					<div class="stl_01" style="top: 10.0662em; left:26.2917em;"><span class="stl_26" style="font-style:italic; word-spacing:0.21em;">Paracalanus</span><span class="stl_22 stl_08" style="word-spacing:0.22em;">, </span><span class="stl_26" style="font-style:italic; word-spacing:0.21em;">Eucalanus</span><span class="stl_22 stl_08" style="word-spacing:0.22em;">, </span><span class="stl_26" style="font-style:italic; word-spacing:0.21em;">Acrocalanus </span><span class="stl_22" style="word-spacing:0.21em;">y &nbsp;</span></div>
					<div class="stl_01" style="top: 11.9004em; left:26.2917em;"><span class="stl_26" style="font-style:italic; word-spacing:0.49em;">Oncaea</span><span class="stl_22 stl_08" style="word-spacing:0.55em;">) y presencia importante de &nbsp;</span></div>
					<div class="stl_01" style="top: 13.7354em; left:26.2917em;"><span class="stl_22" style="word-spacing:-0.04em;">Chaetognatha, larvas de invertebrados y &nbsp;</span></div>
					<div class="stl_01" style="top: 15.5687em; left:26.2917em;"><span class="stl_22" style="word-spacing:0.02em;">apendiculados (Chordata-Larvacea). Por &nbsp;</span></div>
					<div class="stl_01" style="top: 17.402em; left:26.2917em;"><span class="stl_22 stl_08" style="word-spacing:0.16em;">otra parte, Donet (2018) en un</span><span class="stl_22 stl_08" style="word-spacing:0.16em;">&nbsp;trabajo &nbsp;</span></div>
					<div class="stl_01" style="top: 19.2187em; left:26.2917em;"><span class="stl_22 stl_08" style="word-spacing:0.38em;">realizado en la costa sur de Trujillo, &nbsp;</span></div>
					<div class="stl_01" style="top: 21.052em; left:26.2917em;"><span class="stl_22 stl_08" style="word-spacing:0.57em;">Pacífico peruano, registra 11 </span><span class="stl_26" style="font-style:italic; word-spacing:0.5em;">phylla &nbsp;</span></div>
					<div class="stl_01" style="top: 22.8879em; left:26.2917em;"><span class="stl_22" style="word-spacing:0.53em;">(Foraminífera, </span><span class="stl_26" style="font-style:italic; word-spacing:0.53em;">Arthropoda, Chordata, &nbsp;</span></div>
					<div class="stl_01" style="top: 19.2187em; left:7.0854em;"><span class="stl_22 stl_08" style="word-spacing:1.09em;">encontrados en el agua</span><span class="stl_22 stl_08" style="word-spacing:2.76em;">&nbsp;la &nbsp;</span></div>
					<div class="stl_01" style="top: 21.052em; left:7.0854em;"><span class="stl_22 stl_08" style="word-spacing:0.98em;">transparencia, siendo esta menor &nbsp;</span></div>
					<div class="stl_01" style="top: 22.8879em; left:7.3884em;"><span class="stl_22 stl_08" style="word-spacing:0.11em;">1.6±0.45 m) en</span><span class="stl_22 stl_08" style="word-spacing:0.09em;">&nbsp;las</span><span class="stl_22 stl_08" style="word-spacing:0.09em;">&nbsp;zonas</span><span class="stl_22 stl_08" style="word-spacing:0.13em;">&nbsp;próximas</span><span class="stl_22 stl_08" style="word-spacing:0.06em;">&nbsp;a</span><span class="stl_22 stl_08" style="word-spacing:0.08em;">&nbsp;la &nbsp;</span></div>
					<div class="stl_01" style="top: 19.2187em; left:20.9254em;"><span class="stl_22">y</span></div>
					<div class="stl_01" style="top: 22.8879em; left:7.0854em;"><span class="stl_22">(</span></div>
					<div class="stl_01" style="top: 24.7212em; left:7.0854em;"><span class="stl_22" style="word-spacing:1.21em;">costa, producto de la mayor &nbsp;</span></div>
					<div class="stl_01" style="top: 26.5545em; left:7.0854em;"><span class="stl_22" style="word-spacing:0.2em;">concentración de</span><span class="stl_22 stl_08" style="word-spacing:0.28em;">&nbsp;nutrientes</span><span class="stl_22 stl_08" style="word-spacing:0.27em;">&nbsp;derivados &nbsp;</span></div>
					<div class="stl_01" style="top: 28.3879em; left:7.0854em;"><span class="stl_22 stl_08" style="word-spacing:0.29em;">de actividades acuícolas y agrícolas, y &nbsp;</span></div>
					<div class="stl_01" style="top: 30.2212em; left:7.0854em;"><span class="stl_22 stl_08" style="word-spacing:1.08em;">máxima (17,4±10,05 m) en las &nbsp;</span></div>
					<div class="stl_01" style="top: 32.0395em; left:7.0854em;"><span class="stl_22" style="word-spacing:0.01em;">estaciones más oceánicas. &nbsp;</span></div>
					<div class="stl_01" style="top: 24.7212em; left:26.2917em;"><span class="stl_26" style="font-style:italic;">Annelida, &nbsp;</span></div>
					<div class="stl_01" style="top: 26.5545em; left:26.2917em;"><span class="stl_26" style="font-style:italic;">Briozoa, &nbsp;</span></div>
					<div class="stl_01" style="top: 24.7212em; left:31.6847em;"><span class="stl_26" style="font-style:italic;">Mollusca, &nbsp;</span></div>
					<div class="stl_01" style="top: 24.7212em; left:37.1467em;"><span class="stl_26" style="font-style:italic;">Brachiopoda, &nbsp;</span></div>
					<div class="stl_01" style="top: 26.5545em; left:38.9137em;"><span class="stl_26 stl_09" style="font-style:italic;">Cnidaria<span class="stl_08">, &nbsp;</span></span></div>
					<div class="stl_01" style="top: 26.5545em; left:31.2357em;"><span class="stl_26" style="font-style:italic;">Chaetognatha, &nbsp;</span></div>
					<div class="stl_01" style="top: 28.3879em; left:26.2917em;"><span class="stl_26" style="font-style:italic; word-spacing:0.81em;">Ctenpophora </span><span class="stl_22" style="word-spacing:0.8em;">y </span><span class="stl_26" style="font-style:italic; word-spacing:0.8em;">Phoronida</span><span class="stl_22" style="word-spacing:0.81em;">), siendo &nbsp;</span></div>
					<div class="stl_01" style="top: 30.2212em; left:26.2917em;"><span class="stl_22 stl_08" style="word-spacing:0.24em;">Foraminífera el más abundante con el &nbsp;</span></div>
					<div class="stl_01" style="top: 32.0395em; left:26.2917em;"><span class="stl_22 stl_08" style="word-spacing:0.2em;">52% de los ejemplares, y cuya especie &nbsp;</span></div>
					<div class="stl_01" style="top: 33.8729em; left:26.2917em;"><span class="stl_22" style="word-spacing:0.08em;">representativa fue</span><span class="stl_22 stl_08" style="word-spacing:0.07em;">&nbsp;</span><span class="stl_26" style="font-style:italic; word-spacing:0.07em;">Bolivina</span><span class="stl_26 stl_08" style="font-style:italic; word-spacing:0.1em;">&nbsp;sp.,</span><span class="stl_26 stl_08" style="word-spacing:0.08em;">&nbsp;</span><span class="stl_22" style="word-spacing:0.08em;">seguido &nbsp;</span></div>
					<div class="stl_01" style="top: 35.7062em; left:26.2917em;"><span class="stl_22 stl_08" style="word-spacing:0.55em;">por los </span><span class="stl_26 stl_08" style="font-style:italic; word-spacing:0.61em;">Arthropoda </span><span class="stl_22" style="word-spacing:0.52em;">(</span><span class="stl_26" style="font-style:italic; word-spacing:0.52em;">Copepoda</span><span class="stl_22 stl_08" style="word-spacing:0.56em;">). De &nbsp;</span></div>
					<div class="stl_01" style="top: 37.5395em; left:26.2917em;"><span class="stl_22 stl_08" style="word-spacing:0.38em;">estos 11 </span><span class="stl_26" style="font-style:italic; word-spacing:0.34em;">phylla</span><span class="stl_22 stl_08" style="word-spacing:0.38em;">, 6 coinciden con los &nbsp;</span></div>
					<div class="stl_01" style="top: 39.3729em; left:26.2917em;"><span class="stl_22 stl_08" style="word-spacing:0.2em;">encontrados en el presente estudio</span><span class="stl_22 stl_08" style="word-spacing:0.13em;">&nbsp;en &nbsp;</span></div>
					<div class="stl_01" style="top: 41.2062em; left:26.2917em;"><span class="stl_22 stl_09">Cojimíes<span class="stl_19">. &nbsp;</span></span></div>
					<div class="stl_01" style="top: 34.5395em; left:7.0854em;"><span class="stl_22 stl_08" style="word-spacing:0.12em;">En la zona</span><span class="stl_22 stl_08" style="word-spacing:0.08em;">&nbsp;de</span><span class="stl_22 stl_08" style="word-spacing:0.13em;">&nbsp;estudio se logró</span><span class="stl_22 stl_08" style="word-spacing:0.15em;">&nbsp;registrar &nbsp;</span></div>
					<div class="stl_01" style="top: 36.3729em; left:7.0854em;"><span class="stl_22 stl_08">10 &nbsp;</span></div>
					<div class="stl_01" style="top: 36.3729em; left:11.0174em;"><span class="stl_22 stl_09">grupo<span class="stl_19">s &nbsp;</span></span></div>
					<div class="stl_01" style="top: 36.3729em; left:16.7454em;"><span class="stl_22 stl_09">zooplanctónic<span class="stl_08">os &nbsp;</span></span></div>
					<div class="stl_01" style="top: 38.2062em; left:7.0854em;"><span class="stl_22" style="word-spacing:0.13em;">pertenecientes a 6</span><span class="stl_22" style="word-spacing:0.12em;">&nbsp;phylla</span><span class="stl_22" style="word-spacing:0.14em;">&nbsp;(Arthropoda, &nbsp;</span></div>
					<div class="stl_01" style="top: 40.0395em; left:7.0854em;"><span class="stl_22 stl_09" style="word-spacing:1.2em;">Chaetognatha, Annelida, Cnidari<span class="stl_08">a, &nbsp;</span></span></div>
					<div class="stl_01" style="top: 41.8745em; left:7.0854em;"><span class="stl_22 stl_08" style="word-spacing:0.07em;">Mollusca y Chordata) durante los meses &nbsp;</span></div>
					<div class="stl_01" style="top: 43.7087em; left:7.0854em;"><span class="stl_22 stl_09" style="word-spacing:-0.04em;">de mayo a octubre. Al menos 17 g<span class="stl_08">éneros &nbsp;</span></span></div>
					<div class="stl_01" style="top: 45.5254em; left:7.0854em;"><span class="stl_22" style="word-spacing:1.17em;">fueron identificados, siendo los &nbsp;</span></div>
					<div class="stl_01" style="top: 47.3587em; left:7.0854em;"><span class="stl_22 stl_08" style="word-spacing:0.08em;">copépodos el grupo dominante (54,7%), &nbsp;</span></div>
					<div class="stl_01" style="top: 43.7087em; left:26.2917em;"><span class="stl_22 stl_08" style="word-spacing:0.95em;">Es posible que la ausencia de &nbsp;</span></div>
					<div class="stl_01" style="top: 45.5254em; left:26.2917em;"><span class="stl_22 stl_08" style="word-spacing:0.24em;">Foraminífera en el trabajo de Prado y &nbsp;</span></div>
					<div class="stl_01" style="top: 47.3587em; left:26.2917em;"><span class="stl_22 stl_08" style="word-spacing:0.29em;">Cajas (2017) así como en el presente &nbsp;</span></div>
					<div class="stl_01" style="top: 49.1912em; left:26.2917em;"><span class="stl_22 stl_08" style="word-spacing:0.3em;">estudio, se deba a que en ambos</span><span class="stl_22 stl_08" style="word-spacing:0.28em;">&nbsp;se &nbsp;</span></div>
					<div class="stl_01" style="top: 51.027em; left:26.2917em;"><span class="stl_22 stl_08" style="word-spacing:1.09em;">hicieron muestreos en la capa &nbsp;</span></div>
					<div class="stl_01" style="top: 52.8604em; left:26.2917em;"><span class="stl_22 stl_08" style="word-spacing:0.23em;">superficial de la</span><span class="stl_22 stl_08" style="word-spacing:0.22em;">&nbsp;columna de agua</span><span class="stl_22 stl_08" style="word-spacing:0.2em;">&nbsp;con &nbsp;</span></div>
					<div class="stl_01" style="top: 54.6937em; left:26.2917em;"><span class="stl_22 stl_08" style="word-spacing:0.18em;">red de 200 y 300 µm de luz</span><span class="stl_22 stl_08" style="word-spacing:0.15em;">&nbsp;de</span><span class="stl_22 stl_08" style="word-spacing:0.21em;">&nbsp;malla, &nbsp;</span></div>
					<div class="stl_01" style="top: 49.1761em; left:20.89em;"><span class="stl_31 stl_08">-1 &nbsp;</span></div>
					<div class="stl_01" style="top: 49.1912em; left:7.0854em;"><span class="stl_22">con</span><span class="stl_22 stl_08" style="word-spacing:0.95em;">&nbsp;</span><span class="stl_26" style="font-style:italic; word-spacing:0.95em;">Acartia</span><span class="stl_26 stl_08" style="word-spacing:0.94em;">&nbsp;</span><span class="stl_22 stl_08" style="word-spacing:1em;">sp. (6,3 org.L</span><span class="stl_22 stl_08" style="word-spacing:0.95em;">&nbsp;) &nbsp;</span></div>
					<div class="stl_01" style="top: 49.1912em; left:22.8892em;"><span class="stl_22">y</span></div>
					<div class="stl_01" style="top: 51.0111em; left:19.6233em;"><span class="stl_31 stl_08">-1 &nbsp;</span></div>
					<div class="stl_01" style="top: 51.027em; left:7.0854em;"><span class="stl_26" style="font-style:italic;">Paracalanus</span><span class="stl_26 stl_08" style="word-spacing:0.37em;">&nbsp;</span><span class="stl_22 stl_08" style="word-spacing:0.44em;">spp. (5,23 org.L</span><span class="stl_22 stl_08" style="word-spacing:0.31em;">&nbsp;)</span><span class="stl_22 stl_08" style="word-spacing:0.41em;">&nbsp;como &nbsp;</span></div>
					<div class="stl_01" style="top: 52.8604em; left:7.0854em;"><span class="stl_22 stl_09" style="word-spacing:0.17em;">géneros más representativos<span class="stl_08">,</span></span><span class="stl_22 stl_08" style="word-spacing:0.22em;">&nbsp;seguidos &nbsp;</span></div>
					<div class="stl_01" style="top: 54.6777em; left:22.2233em;"><span class="stl_31 stl_08">-1 &nbsp;</span></div>
					<div class="stl_01" style="top: 54.6937em; left:7.0854em;"><span class="stl_22 stl_08" style="word-spacing:0.06em;">por las</span><span class="stl_22 stl_08" style="word-spacing:0.06em;">&nbsp;zoeas</span><span class="stl_22 stl_08" style="word-spacing:0.02em;">&nbsp;de</span><span class="stl_22 stl_08" style="word-spacing:0.1em;">&nbsp;crustáceos</span><span class="stl_22 stl_08" style="word-spacing:0.07em;">&nbsp;(3,7</span><span class="stl_22 stl_08" style="word-spacing:0.05em;">&nbsp;org.L</span><span class="stl_22 stl_08" style="word-spacing:0.32em;">&nbsp;). &nbsp;</span></div>
					<div class="stl_01" style="top: 56.527em; left:7.0854em;"><span class="stl_22 stl_08" style="word-spacing:0.29em;">Esta riqueza de especies, coincidió</span><span class="stl_22 stl_08" style="word-spacing:0.23em;">&nbsp;en &nbsp;</span></div>
					<div class="stl_01" style="top: 58.3604em; left:7.0854em;"><span class="stl_22 stl_08" style="word-spacing:0.02em;">parte con lo reportado por Prado y Cajas &nbsp;</span></div>
					<div class="stl_01" style="top: 56.527em; left:26.2917em;"><span class="stl_22 stl_09">respectivamente<span class="stl_19">, &nbsp;</span></span></div>
					<div class="stl_01" style="top: 56.527em; left:35.5925em;"><span class="stl_22">donde &nbsp;</span></div>
					<div class="stl_01" style="top: 56.527em; left:40.4065em;"><span class="stl_22 stl_09">esto<span class="stl_08">s &nbsp;</span></span></div>
					<div class="stl_01" style="top: 58.3604em; left:26.2917em;"><span class="stl_22 stl_08" style="word-spacing:0.2em;">organismos no suelen encontrarse.</span><span class="stl_22 stl_08" style="word-spacing:0.13em;">&nbsp;Por &nbsp;</span></div>
					<div class="stl_01" style="top: 60.1795em; left:26.2917em;"><span class="stl_22 stl_08" style="word-spacing:0.09em;">su parte,</span><span class="stl_22 stl_08" style="word-spacing:0.03em;">&nbsp;en</span><span class="stl_22 stl_08" style="word-spacing:0.04em;">&nbsp;el</span><span class="stl_22 stl_08" style="word-spacing:0.08em;">&nbsp;estudio</span><span class="stl_22 stl_08" style="word-spacing:0.03em;">&nbsp;de</span><span class="stl_22 stl_08" style="word-spacing:0.07em;">&nbsp;Donet</span><span class="stl_22 stl_08" style="word-spacing:0.09em;">&nbsp;(2018), &nbsp;</span></div>
					<div class="stl_01" style="top: 62.0124em; left:26.2917em;"><span class="stl_22 stl_08" style="word-spacing:0.23em;">los muestreos fueron verticales, desde &nbsp;</span></div>
					<div class="stl_01" style="top: 60.1795em; left:7.0854em;"><span class="stl_22 stl_08" style="word-spacing:0.22em;">(2017) quienes registran 13 taxa en la &nbsp;</span></div>
					<div class="stl_01" style="top: 62.0124em; left:7.0854em;"><span class="stl_22" style="word-spacing:0.08em;">zona superior</span><span class="stl_22" style="word-spacing:0.09em;">&nbsp;de la columna de agua</span><span class="stl_22" style="word-spacing:0.09em;">&nbsp;a &nbsp;</span></div>
					<div class="stl_01" style="top: 66.1378em; left:41.6792em;"><span class="stl_17 stl_08" style="font-style:italic;">33 &nbsp;</span></div>
				</div>
			</div>
		</div>
		<div class="stl_02">
			<div class="stl_03">
				<img 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alt="" class="stl_18" />
			</div>
			<div class="stl_view">
				<div class="stl_05 stl_06">
					<div class="stl_01" style="top: 2.8676em; left:7.0854em;"><span class="stl_10 stl_08" style="font-style:italic; word-spacing:-0.01em;">Re</span><span class="stl_07 stl_08" style="font-style:italic; word-spacing:-0.01em;">vista de</span><span class="stl_07 stl_08" style="font-style:italic; word-spacing:0em;">&nbsp;Ciencias</span><span class="stl_07 stl_08" style="font-style:italic; word-spacing:0em;">&nbsp;del</span><span class="stl_07 stl_08" style="font-style:italic; word-spacing:-0.03em;">&nbsp;Mar</span><span class="stl_07 stl_08" style="font-style:italic; word-spacing:0em;">&nbsp;y</span><span class="stl_07 stl_08" style="font-style:italic; word-spacing:0.02em;">&nbsp;Acuicultura</span><span class="stl_07 stl_08" style="font-style:italic; word-spacing:-0.01em;">&nbsp;“YAKU”:</span><span class="stl_07 stl_08" style="font-style:italic; word-spacing:0.03em;">&nbsp;Vol.</span><span class="stl_07 stl_08" style="word-spacing:0.02em;">&nbsp;</span><span class="stl_10 stl_08" style="font-style:italic; word-spacing:0.02em;">3</span><span class="stl_10 stl_08" style="font-style:italic; word-spacing:0.03em;">&nbsp;(Núm.</span><span class="stl_10 stl_08" style="font-style:italic; word-spacing:-0.01em;">&nbsp;5)</span><span class="stl_10 stl_08" style="font-style:italic; word-spacing:0.02em;">&nbsp;(ene</span><span class="stl_10 stl_08" style="word-spacing:0.03em;">&nbsp;</span><span class="stl_07 stl_08" style="font-style:italic; word-spacing:0.03em;">–</span><span class="stl_07 stl_08" style="word-spacing:0.01em;">&nbsp;</span><span class="stl_10 stl_08" style="font-style:italic; word-spacing:0.01em;">jun</span><span class="stl_10 stl_08" style="font-style:italic; word-spacing:0.02em;">&nbsp;2020).</span><span class="stl_10 stl_08" style="font-style:italic; word-spacing:0em;">&nbsp;ISSN:</span><span class="stl_10 stl_08" style="font-style:italic; word-spacing:0em;">&nbsp;2600-5824. &nbsp;</span></div>
					<div class="stl_01" style="top: 3.8676em; left:7.0854em;"><span class="stl_10 stl_08" style="font-style:italic; word-spacing:0.01em;">Ramos-Centeno &amp; Napa-España (2020) &nbsp;</span></div>
					<div class="stl_01" style="top: 5.8329em; left:7.0854em;"><span class="stl_22 stl_08" style="word-spacing:0.14em;">el fondo</span><span class="stl_22 stl_08" style="word-spacing:0.11em;">&nbsp;a la superficie, con</span><span class="stl_22 stl_08" style="word-spacing:0.09em;">&nbsp;red de</span><span class="stl_22 stl_08" style="word-spacing:0.09em;">&nbsp;300 &nbsp;</span></div>
					<div class="stl_01" style="top: 7.667em; left:7.0854em;"><span class="stl_22 stl_08" style="word-spacing:0.89em;">µm. Los Foraminífera suelen ser &nbsp;</span></div>
					<div class="stl_01" style="top: 9.4995em; left:7.0854em;"><span class="stl_22 stl_08" style="word-spacing:0.13em;">organismos bentónicos o</span><span class="stl_22 stl_08" style="word-spacing:0.09em;">&nbsp;vivir</span><span class="stl_22 stl_08" style="word-spacing:0.1em;">&nbsp;próximos &nbsp;</span></div>
					<div class="stl_01" style="top: 11.3337em; left:7.0854em;"><span class="stl_22 stl_08" style="word-spacing:0.12em;">al sustrato y</span><span class="stl_22 stl_08" style="word-spacing:0.09em;">&nbsp;la talla</span><span class="stl_22 stl_08" style="word-spacing:0.06em;">&nbsp;de</span><span class="stl_22 stl_08" style="word-spacing:0.11em;">&nbsp;los</span><span class="stl_22 stl_09" style="word-spacing:0.07em;">&nbsp;planctónico<span class="stl_08">s &nbsp;</span></span></div>
					<div class="stl_01" style="top: 13.1687em; left:7.0854em;"><span class="stl_22 stl_08" style="word-spacing:0.05em;">puede variar de 140 a 450 µm, mientras &nbsp;</span></div>
					<div class="stl_01" style="top: 15.002em; left:7.0854em;"><span class="stl_22 stl_08" style="word-spacing:0.02em;">que algunos sésiles pueden llegar a 2 cm &nbsp;</span></div>
					<div class="stl_01" style="top: 5.8329em; left:26.2917em;"><span class="stl_22 stl_08" style="word-spacing:0.03em;">del océano Pacífico oriental. Así, Salcedo &nbsp;</span></div>
					<div class="stl_01" style="top: 7.667em; left:26.2917em;"><span class="stl_22 stl_08" style="word-spacing:0.08em;">&amp; Coello</span><span class="stl_22 stl_08" style="word-spacing:0.06em;">&nbsp;(2018)</span><span class="stl_22 stl_08" style="word-spacing:0.05em;">&nbsp;en</span><span class="stl_22 stl_08" style="word-spacing:0.04em;">&nbsp;su</span><span class="stl_22 stl_08" style="word-spacing:0.07em;">&nbsp;estudio</span><span class="stl_22 stl_08" style="word-spacing:0.03em;">&nbsp;en</span><span class="stl_22 stl_08" style="word-spacing:0.04em;">&nbsp;El</span><span class="stl_22 stl_08" style="word-spacing:0.05em;">&nbsp;Oro, &nbsp;</span></div>
					<div class="stl_01" style="top: 9.4995em; left:26.2917em;"><span class="stl_22" style="word-spacing:0.29em;">describen que a 1 m de la costa, la &nbsp;</span></div>
					<div class="stl_01" style="top: 11.3337em; left:26.2917em;"><span class="stl_22" style="word-spacing:0.56em;">abundancia de zooplancton registra &nbsp;</span></div>
					<div class="stl_01" style="top: 13.1687em; left:26.2917em;"><span class="stl_22 stl_08" style="word-spacing:0.38em;">valores promedio entre 3200±2100 y &nbsp;</span></div>
					<div class="stl_01" style="top: 14.9861em; left:35.1775em;"><span class="stl_31 stl_08">3</span></div>
					<div class="stl_01" style="top: 15.002em; left:26.2917em;"><span class="stl_22" style="word-spacing:0.57em;">44400±70000 org/m</span><span class="stl_22" style="word-spacing:0.11em;">&nbsp;,</span><span class="stl_22" style="word-spacing:0.58em;">&nbsp;mientras</span><span class="stl_22" style="word-spacing:0.58em;">&nbsp;que &nbsp;</span></div>
					<div class="stl_01" style="top: 16.8187em; left:7.0854em;"><span class="stl_22 stl_09" style="word-spacing:0.01em;">(Barnes, 1987<span class="stl_08">). &nbsp;</span></span></div>
					<div class="stl_01" style="top: 16.8187em; left:26.2917em;"><span class="stl_22 stl_08" style="word-spacing:2.83em;">Prado Cajas</span><span class="stl_22 stl_08" style="word-spacing:1.09em;">&nbsp;(2017)</span><span class="stl_22 stl_08" style="word-spacing:1.12em;">&nbsp;registran &nbsp;</span></div>
					<div class="stl_01" style="top: 16.8187em; left:29.9608em;"><span class="stl_22">y</span></div>
					<div class="stl_01" style="top: 18.652em; left:26.2917em;"><span class="stl_22 stl_09" style="word-spacing:0.08em;">concentraciones mínimas (100<span class="stl_08">0</span></span><span class="stl_22 stl_08" style="word-spacing:0.09em;">&nbsp;</span><span class="stl_25" style="word-spacing:0.09em;">–</span><span class="stl_25 stl_08" style="word-spacing:0.09em;">&nbsp;</span><span class="stl_22" style="word-spacing:0.09em;">1835 &nbsp;</span></div>
					<div class="stl_01" style="top: 19.3187em; left:7.0854em;"><span class="stl_22 stl_08" style="word-spacing:0.54em;">La abundancia zooplanctónica en la &nbsp;</span></div>
					<div class="stl_01" style="top: 21.152em; left:7.0854em;"><span class="stl_22" style="word-spacing:0.33em;">zona de Cojimíes</span><span class="stl_22" style="word-spacing:0.35em;">&nbsp;durante el</span><span class="stl_22" style="word-spacing:0.35em;">&nbsp;estudio &nbsp;</span></div>
					<div class="stl_01" style="top: 22.9879em; left:7.0854em;"><span class="stl_22 stl_08" style="word-spacing:0.5em;">mostró valores poco variables entre &nbsp;</span></div>
					<div class="stl_01" style="top: 24.8212em; left:7.0854em;"><span class="stl_22 stl_08" style="word-spacing:0.26em;">mayo - junio,</span><span class="stl_22 stl_08" style="word-spacing:0.24em;">&nbsp;y agosto -</span><span class="stl_22 stl_08" style="word-spacing:0.26em;">&nbsp;octubre,</span><span class="stl_22 stl_08" style="word-spacing:0.24em;">&nbsp;con &nbsp;</span></div>
					<div class="stl_01" style="top: 20.4694em; left:28.825em;"><span class="stl_31 stl_08">3</span></div>
					<div class="stl_01" style="top: 20.4694em; left:42.1792em;"><span class="stl_31 stl_08">3</span></div>
					<div class="stl_01" style="top: 20.4854em; left:26.2917em;"><span class="stl_22 stl_08" style="word-spacing:0.18em;">org/m ),</span><span class="stl_22 stl_08" style="word-spacing:0.28em;">&nbsp;y máximas de 19000</span><span class="stl_22 stl_08" style="word-spacing:0.29em;">&nbsp;org/m &nbsp;</span></div>
					<div class="stl_01" style="top: 22.3187em; left:26.2917em;"><span class="stl_22 stl_08" style="word-spacing:0.12em;">para la</span><span class="stl_22 stl_08" style="word-spacing:0.08em;">&nbsp;zona</span><span class="stl_22 stl_08" style="word-spacing:0.13em;">&nbsp;costera</span><span class="stl_22 stl_08" style="word-spacing:0.14em;">&nbsp;central</span><span class="stl_22 stl_08" style="word-spacing:0.07em;">&nbsp;y</span><span class="stl_22 stl_08" style="word-spacing:0.1em;">&nbsp;norte</span><span class="stl_22 stl_08" style="word-spacing:0.09em;">&nbsp;del &nbsp;</span></div>
					<div class="stl_01" style="top: 24.1545em; left:26.2917em;"><span class="stl_22 stl_08" style="word-spacing:0.55em;">ecuador. En el pacífico colombiano, &nbsp;</span></div>
					<div class="stl_01" style="top: 25.9879em; left:26.2917em;"><span class="stl_22 stl_09" style="word-spacing:0.03em;">Martínez Barragá<span class="stl_08">n</span></span><span class="stl_22 stl_08" style="word-spacing:0.12em;">&nbsp;(2017) registra</span><span class="stl_22 stl_08" style="word-spacing:0.09em;">&nbsp;bajas &nbsp;</span></div>
					<div class="stl_01" style="top: 26.6537em; left:7.0854em;"><span class="stl_22 stl_08" style="word-spacing:0.73em;">promedios de 2700±630 org/m</span><sup><span class="stl_31 stl_08" style="word-spacing:0.99em;">3 &nbsp;</span></sup></div>
					<div class="stl_01" style="top: 26.6537em; left:22.8892em;"><span class="stl_22">y</span></div>
					<div class="stl_01" style="top: 27.8052em; left:40.8125em;"><span class="stl_31 stl_08">3</span></div>
					<div class="stl_01" style="top: 27.8212em; left:26.2917em;"><span class="stl_22 stl_09" style="word-spacing:0.18em;">abundancias ent<span class="stl_08">re</span></span><span class="stl_22 stl_08" style="word-spacing:0.19em;">&nbsp;0,01 y 4</span><span class="stl_22 stl_08" style="word-spacing:0.19em;">&nbsp;org/m</span><span class="stl_22 stl_08" style="word-spacing:0.14em;">&nbsp;,</span><span class="stl_22 stl_08" style="word-spacing:0.19em;">&nbsp;lo &nbsp;</span></div>
					<div class="stl_01" style="top: 28.4711em; left:15.2208em;"><span class="stl_31 stl_08">3</span></div>
					<div class="stl_01" style="top: 28.4879em; left:7.0854em;"><span class="stl_22">2</span></div>
					<div class="stl_01" style="top: 28.4879em; left:7.5854em;"><span class="stl_22 stl_08" style="word-spacing:0.09em;">900±650 DE</span><span class="stl_22 stl_08" style="word-spacing:0.05em;">&nbsp;org/m</span><span class="stl_22 stl_08" style="word-spacing:0.12em;">&nbsp;,</span><span class="stl_22 stl_08" style="word-spacing:0.06em;">&nbsp;durante el</span><span class="stl_22 stl_08" style="word-spacing:0.03em;">&nbsp;día y</span><span class="stl_22 stl_08" style="word-spacing:0.04em;">&nbsp;la &nbsp;</span></div>
					<div class="stl_01" style="top: 29.6379em; left:26.2917em;"><span class="stl_22 stl_08" style="word-spacing:0.4em;">cual podría estar asociado a la baja &nbsp;</span></div>
					<div class="stl_01" style="top: 31.4712em; left:26.2917em;"><span class="stl_22" style="word-spacing:0em;">productividad de las aguas en esa zona. &nbsp;</span></div>
					<div class="stl_01" style="top: 30.3045em; left:7.0854em;"><span class="stl_22 stl_09" style="word-spacing:0em;">noche, respectivamente. Esta tendenci<span class="stl_19">a &nbsp;</span></span></div>
					<div class="stl_01" style="top: 32.1395em; left:7.0854em;"><span class="stl_22 stl_08" style="word-spacing:0.6em;">se interrumpe en julio, cuando se &nbsp;</span></div>
					<div class="stl_01" style="top: 33.9729em; left:7.0854em;"><span class="stl_22 stl_08" style="word-spacing:0.35em;">observó una elevación marcada y de &nbsp;</span></div>
					<div class="stl_01" style="top: 35.8062em; left:7.0854em;"><span class="stl_22 stl_08" style="word-spacing:0.41em;">corta duración, en la abundancia de &nbsp;</span></div>
					<div class="stl_01" style="top: 37.6395em; left:7.0854em;"><span class="stl_22 stl_08" style="word-spacing:0.7em;">zooplancton, alcanzando valores de &nbsp;</span></div>
					<div class="stl_01" style="top: 33.9729em; left:26.2917em;"><span class="stl_22 stl_08" style="word-spacing:1.01em;">La variabilidad observada en la &nbsp;</span></div>
					<div class="stl_01" style="top: 35.8062em; left:26.2917em;"><span class="stl_22 stl_08" style="word-spacing:0.78em;">abundancia de zooplancton en el &nbsp;</span></div>
					<div class="stl_01" style="top: 37.6395em; left:26.2917em;"><span class="stl_22 stl_08" style="word-spacing:0.08em;">presente estudio refleja sincronía con la &nbsp;</span></div>
					<div class="stl_01" style="top: 39.4729em; left:26.2917em;"><span class="stl_22 stl_08" style="word-spacing:0.18em;">temperatura. Si bien, una elevación en &nbsp;</span></div>
					<div class="stl_01" style="top: 41.3079em; left:26.2917em;"><span class="stl_22" style="word-spacing:0.06em;">la temperatura</span><span class="stl_22 stl_08" style="word-spacing:0.09em;">&nbsp;del agua pudiera</span><span class="stl_22 stl_08" style="word-spacing:0.12em;">&nbsp;causar &nbsp;</span></div>
					<div class="stl_01" style="top: 43.1412em; left:26.2917em;"><span class="stl_22 stl_08" style="word-spacing:0.11em;">aumentos en la</span><span class="stl_22 stl_08" style="word-spacing:0.1em;">&nbsp;tasa</span><span class="stl_22 stl_08" style="word-spacing:0.11em;">&nbsp;de crecimiento</span><span class="stl_22 stl_08" style="word-spacing:0.07em;">&nbsp;del &nbsp;</span></div>
					<div class="stl_01" style="top: 44.9579em; left:26.2917em;"><span class="stl_22" style="word-spacing:0.29em;">zooplancton y</span><span class="stl_22 stl_08" style="word-spacing:0.31em;">&nbsp;de esta manera en</span><span class="stl_22 stl_08" style="word-spacing:0.29em;">&nbsp;su &nbsp;</span></div>
					<div class="stl_01" style="top: 46.7912em; left:26.2917em;"><span class="stl_22 stl_08" style="word-spacing:0.23em;">abundancia, también sería posible que &nbsp;</span></div>
					<div class="stl_01" style="top: 39.4729em; left:7.0854em;"><span class="stl_22">5</span></div>
					<div class="stl_01" style="top: 39.4729em; left:7.5854em;"><span class="stl_22 stl_08" style="word-spacing:0.66em;">850±125 y 5300±2750 org/m</span><sup><span class="stl_31 stl_08" style="word-spacing:0.89em;">3</span></sup><sup><span class="stl_31 stl_08" style="word-spacing:1em;">&nbsp;</span></sup><span class="stl_22" style="word-spacing:0.66em;">DE &nbsp;</span></div>
					<div class="stl_01" style="top: 41.3079em; left:7.0854em;"><span class="stl_22 stl_08" style="word-spacing:1.27em;">durante el día &nbsp;</span></div>
					<div class="stl_01" style="top: 43.1412em; left:7.0854em;"><span class="stl_22 stl_09">respectivamente<span class="stl_19">. &nbsp;</span></span></div>
					<div class="stl_01" style="top: 41.3079em; left:16.5744em;"><span class="stl_22">y</span></div>
					<div class="stl_01" style="top: 41.3079em; left:18.4394em;"><span class="stl_22 stl_08" style="word-spacing:1.27em;">la noche, &nbsp;</span></div>
					<div class="stl_01" style="top: 43.1412em; left:18.6188em;"><span class="stl_22">abundancia &nbsp;</span></div>
					<div class="stl_01" style="top: 43.1412em; left:15.9542em;"><span class="stl_22">La &nbsp;</span></div>
					<div class="stl_01" style="top: 44.9579em; left:7.0854em;"><span class="stl_22" style="word-spacing:0.06em;">mantuvo una</span><span class="stl_22" style="word-spacing:0.08em;">&nbsp;relación</span><span class="stl_22" style="word-spacing:0.07em;">&nbsp;sincrónica</span><span class="stl_22" style="word-spacing:0.1em;">&nbsp;con</span><span class="stl_22" style="word-spacing:0.08em;">&nbsp;la &nbsp;</span></div>
					<div class="stl_01" style="top: 46.7912em; left:7.0854em;"><span class="stl_22 stl_08" style="word-spacing:0.53em;">TSM durante los meses de julio a &nbsp;</span></div>
					<div class="stl_01" style="top: 48.6245em; left:7.0854em;"><span class="stl_22" style="word-spacing:0.07em;">septiembre, alcanzando</span><span class="stl_22" style="word-spacing:0.07em;">&nbsp;la</span><span class="stl_22" style="word-spacing:0.06em;">&nbsp;temperatura &nbsp;</span></div>
					<div class="stl_01" style="top: 50.4579em; left:7.0854em;"><span class="stl_22" style="word-spacing:0.12em;">dos máximos, en</span><span class="stl_22" style="word-spacing:0.13em;">&nbsp;julio y</span><span class="stl_22" style="word-spacing:0.11em;">&nbsp;septiembre.</span><span class="stl_22" style="word-spacing:0.1em;">&nbsp;El &nbsp;</span></div>
					<div class="stl_01" style="top: 52.2937em; left:7.0854em;"><span class="stl_22" style="word-spacing:0.51em;">mismo patrón se observó entre la &nbsp;</span></div>
					<div class="stl_01" style="top: 48.6245em; left:26.2917em;"><span class="stl_22" style="word-spacing:0.89em;">la relación entre temperatura &nbsp;</span></div>
					<div class="stl_01" style="top: 48.6245em; left:42.0787em;"><span class="stl_22">y</span></div>
					<div class="stl_01" style="top: 50.4579em; left:26.2917em;"><span class="stl_22" style="word-spacing:0.18em;">abundancia no fuera</span><span class="stl_22" style="word-spacing:0.17em;">&nbsp;directa, sino</span><span class="stl_22" style="word-spacing:0.17em;">&nbsp;que &nbsp;</span></div>
					<div class="stl_01" style="top: 52.2937em; left:26.2917em;"><span class="stl_22 stl_08" style="word-spacing:1.06em;">otro elemento condicionante del &nbsp;</span></div>
					<div class="stl_01" style="top: 54.127em; left:26.2917em;"><span class="stl_22 stl_09" style="word-spacing:0.66em;">zooplancton estuviera afectando l<span class="stl_08">a &nbsp;</span></span></div>
					<div class="stl_01" style="top: 55.9604em; left:26.2917em;"><span class="stl_22" style="word-spacing:-0.05em;">abundancia cuando la TSM varía. En este &nbsp;</span></div>
					<div class="stl_01" style="top: 57.777em; left:26.2917em;"><span class="stl_22 stl_09" style="word-spacing:0.06em;">sentido, Cabrer<span class="stl_08">a</span></span><span class="stl_22 stl_08" style="word-spacing:0.14em;">&nbsp;(2018) reportó</span><span class="stl_22 stl_08" style="word-spacing:0.1em;">&nbsp;para</span><span class="stl_22 stl_08" style="word-spacing:0.1em;">&nbsp;la &nbsp;</span></div>
					<div class="stl_01" style="top: 59.6104em; left:26.2917em;"><span class="stl_22" style="word-spacing:0.58em;">misma zona y fecha del presente &nbsp;</span></div>
					<div class="stl_01" style="top: 61.4458em; left:26.2917em;"><span class="stl_22" style="word-spacing:1.01em;">estudio, que la abundancia de &nbsp;</span></div>
					<div class="stl_01" style="top: 54.127em; left:7.0854em;"><span class="stl_22" style="word-spacing:1.18em;">biomasa de zooplancton &nbsp;</span></div>
					<div class="stl_01" style="top: 55.9604em; left:7.0854em;"><span class="stl_22">temperatura. &nbsp;</span></div>
					<div class="stl_01" style="top: 54.127em; left:20.79em;"><span class="stl_22">y</span></div>
					<div class="stl_01" style="top: 54.127em; left:22.639em;"><span class="stl_22 stl_08">la &nbsp;</span></div>
					<div class="stl_01" style="top: 58.4437em; left:7.0854em;"><span class="stl_22 stl_08" style="word-spacing:0.28em;">Los niveles observados de abundancia &nbsp;</span></div>
					<div class="stl_01" style="top: 60.2787em; left:7.0854em;"><span class="stl_22 stl_08" style="word-spacing:0.53em;">en Cojimíes son comparables a los &nbsp;</span></div>
					<div class="stl_01" style="top: 62.1124em; left:7.0854em;"><span class="stl_22 stl_08" style="word-spacing:0.04em;">reportados por otros autores en la costa &nbsp;</span></div>
					<div class="stl_01" style="top: 66.1378em; left:41.6792em;"><span class="stl_17 stl_08" style="font-style:italic;">34 &nbsp;</span></div>
				</div>
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		<div class="stl_02">
			<div class="stl_03">
				<img 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alt="" class="stl_24" />
			</div>
			<div class="stl_view">
				<div class="stl_05 stl_06">
					<div class="stl_01" style="top: 2.8676em; left:7.0854em;"><span class="stl_07 stl_08" style="font-style:italic; word-spacing:-0.01em;">Revista de</span><span class="stl_07 stl_08" style="font-style:italic; word-spacing:0em;">&nbsp;Ciencias de<span class="stl_09">l</span></span><span class="stl_07 stl_08" style="font-style:italic; word-spacing:-0.03em;">&nbsp;Mar</span><span class="stl_07 stl_08" style="font-style:italic; word-spacing:0em;">&nbsp;y</span><span class="stl_07 stl_08" style="font-style:italic; word-spacing:0.02em;">&nbsp;Acuicultura</span><span class="stl_07 stl_08" style="font-style:italic; word-spacing:-0.01em;">&nbsp;“YAKU”:</span><span class="stl_07 stl_08" style="font-style:italic; word-spacing:0.03em;">&nbsp;Vol.</span><span class="stl_07 stl_08" style="word-spacing:0.02em;">&nbsp;</span><span class="stl_10 stl_08" style="font-style:italic; word-spacing:0.03em;">3 (Núm.5)</span><span class="stl_10 stl_08" style="font-style:italic; word-spacing:-0.01em;">&nbsp;(ene</span><span class="stl_10 stl_08" style="word-spacing:0em;">&nbsp;</span><span class="stl_07 stl_08" style="font-style:italic; word-spacing:0em;">–</span><span class="stl_07 stl_08" style="word-spacing:0em;">&nbsp;</span><span class="stl_10 stl_08" style="font-style:italic; word-spacing:0em;">jun 2020)<span class="stl_09">.</span></span><span class="stl_10 stl_08" style="font-style:italic; word-spacing:0.02em;">&nbsp;ISSN:</span><span class="stl_10 stl_08" style="font-style:italic; word-spacing:0.01em;">&nbsp;2600-5824. &nbsp;</span></div>
					<div class="stl_01" style="top: 3.8676em; left:7.0854em;"><span class="stl_10 stl_08" style="font-style:italic; word-spacing:0.02em;">Abundancia, composición</span><span class="stl_10 stl_08" style="font-style:italic; word-spacing:0.02em;">&nbsp;y</span><span class="stl_10 stl_08" style="font-style:italic; word-spacing:0.01em;">&nbsp;diversidad del</span><span class="stl_10 stl_08" style="font-style:italic; word-spacing:0.04em;">&nbsp;zooplancton</span><span class="stl_10 stl_08" style="font-style:italic; word-spacing:0.02em;">&nbsp;en la</span><span class="stl_10 stl_08" style="font-style:italic; word-spacing:0.04em;">&nbsp;zona</span><span class="stl_10 stl_08" style="font-style:italic; word-spacing:0.02em;">&nbsp;de</span><span class="stl_10 stl_08" style="font-style:italic; word-spacing:0.01em;">&nbsp;Cojimíes</span><span class="stl_07 stl_08" style="font-style:italic; word-spacing:0.01em;">–</span><span class="stl_10 stl_08" style="font-style:italic; word-spacing:0.01em;">Manabí,</span><span class="stl_10 stl_08" style="font-style:italic; word-spacing:0.05em;">&nbsp;durante</span><span class="stl_10 stl_08" style="font-style:italic; word-spacing:0.03em;">&nbsp;los</span><span class="stl_10 stl_08" style="font-style:italic; word-spacing:0.02em;">&nbsp;meses de</span><span class="stl_10 stl_08" style="font-style:italic; word-spacing:0.04em;">&nbsp;mayo-octubre &nbsp;</span></div>
					<div class="stl_01" style="top: 4.8035em; left:7.0854em;"><span class="stl_10 stl_08" style="font-style:italic; word-spacing:0.03em;">del 2018 &nbsp;</span></div>
					<div class="stl_01" style="top: 6.3995em; left:7.0854em;"><span class="stl_22">fitoplancton &nbsp;</span></div>
					<div class="stl_01" style="top: 6.3995em; left:13.9434em;"><span class="stl_22 stl_09">mostr<span class="stl_08">ó &nbsp;</span></span></div>
					<div class="stl_01" style="top: 6.3995em; left:18.7384em;"><span class="stl_22 stl_09">igualment<span class="stl_08">e &nbsp;</span></span></div>
					<div class="stl_01" style="top: 6.3995em; left:26.2917em;"><span class="stl_23" style="word-spacing:0.2em;">fitoplancton en agosto y marzo-mayo. &nbsp;</span></div>
					<div class="stl_01" style="top: 8.2337em; left:26.2917em;"><span class="stl_23" style="word-spacing:0.13em;">Por otra</span><span class="stl_23" style="word-spacing:0.11em;">&nbsp;parte, Wolf</span><span class="stl_23" style="word-spacing:0.12em;">&nbsp;(1996),</span><span class="stl_23" style="word-spacing:0.12em;">&nbsp;encuentra &nbsp;</span></div>
					<div class="stl_01" style="top: 10.0662em; left:26.2917em;"><span class="stl_23 stl_08" style="word-spacing:0.28em;">en el Golfo Dulce (Costa Rica) que la &nbsp;</span></div>
					<div class="stl_01" style="top: 8.2337em; left:7.0854em;"><span class="stl_22 stl_08" style="word-spacing:0.22em;">sincronía con la temperatura,</span><span class="stl_22 stl_08" style="word-spacing:0.15em;">&nbsp;y</span><span class="stl_22 stl_08" style="word-spacing:0.19em;">&nbsp;sugirió &nbsp;</span></div>
					<div class="stl_01" style="top: 10.0662em; left:7.0854em;"><span class="stl_22 stl_08" style="word-spacing:0.58em;">que la llegada de aguas cálidas y &nbsp;</span></div>
					<div class="stl_01" style="top: 11.9004em; left:7.0854em;"><span class="stl_22">enriquecidas &nbsp;</span></div>
					<div class="stl_01" style="top: 11.9004em; left:15.1954em;"><span class="stl_22">en &nbsp;</span></div>
					<div class="stl_01" style="top: 11.9004em; left:19.1114em;"><span class="stl_22">nutrientes &nbsp;</span></div>
					<div class="stl_01" style="top: 11.9004em; left:26.2917em;"><span class="stl_23" style="word-spacing:1.13em;">mayor biomasa coincide &nbsp;</span></div>
					<div class="stl_01" style="top: 11.9004em; left:39.7678em;"><span class="stl_23">o</span></div>
					<div class="stl_01" style="top: 11.9004em; left:41.6508em;"><span class="stl_23 stl_08">es &nbsp;</span></div>
					<div class="stl_01" style="top: 13.7354em; left:7.0854em;"><span class="stl_22 stl_09" style="word-spacing:0.18em;">provenientes del estuari<span class="stl_08">o</span></span><span class="stl_22 stl_08" style="word-spacing:0.19em;">&nbsp;de</span><span class="stl_22 stl_08" style="word-spacing:0.25em;">&nbsp;Cojimíes, &nbsp;</span></div>
					<div class="stl_01" style="top: 15.5687em; left:7.0854em;"><span class="stl_22 stl_08" style="word-spacing:0.15em;">serían las causantes</span><span class="stl_22 stl_08" style="word-spacing:0.07em;">&nbsp;de</span><span class="stl_22 stl_08" style="word-spacing:0.07em;">&nbsp;tal</span><span class="stl_22 stl_08" style="word-spacing:0.14em;">&nbsp;elevación</span><span class="stl_22 stl_08" style="word-spacing:0.08em;">&nbsp;en &nbsp;</span></div>
					<div class="stl_01" style="top: 17.402em; left:7.0854em;"><span class="stl_22 stl_08" style="word-spacing:0.29em;">la abundancia de</span><span class="stl_22 stl_08" style="word-spacing:0.31em;">&nbsp;fitoplancton. De</span><span class="stl_22 stl_08" style="word-spacing:0.24em;">&nbsp;ser &nbsp;</span></div>
					<div class="stl_01" style="top: 19.2187em; left:7.0854em;"><span class="stl_22 stl_08" style="word-spacing:1.14em;">así, pudiera plantearse que el &nbsp;</span></div>
					<div class="stl_01" style="top: 21.052em; left:7.0854em;"><span class="stl_22 stl_08" style="word-spacing:0.45em;">zooplancton respondería al pulso de &nbsp;</span></div>
					<div class="stl_01" style="top: 22.8879em; left:7.0854em;"><span class="stl_22 stl_09" style="word-spacing:0.33em;">fitoplancton, elevando su abundanc<span class="stl_08">ia &nbsp;</span></span></div>
					<div class="stl_01" style="top: 13.7354em; left:26.2917em;"><span class="stl_23 stl_08" style="word-spacing:0.14em;">consecutiva un mes después del mayor &nbsp;</span></div>
					<div class="stl_01" style="top: 15.5687em; left:26.2917em;"><span class="stl_23" style="word-spacing:0.17em;">afloramiento del fitoplancton (</span><span class="stl_53" style="font-style:italic; word-spacing:0.16em;">i. e</span><span class="stl_23" style="word-spacing:0.16em;">., en &nbsp;</span></div>
					<div class="stl_01" style="top: 17.402em; left:26.2917em;"><span class="stl_23" style="word-spacing:-0.04em;">septiembre) y en la parte más alejada de &nbsp;</span></div>
					<div class="stl_01" style="top: 19.2187em; left:26.2917em;"><span class="stl_23 stl_08" style="word-spacing:0.37em;">la costa provoca una</span><span class="stl_23" style="word-spacing:0.29em;">&nbsp;disminución</span><span class="stl_23 stl_08" style="word-spacing:0.31em;">&nbsp;de &nbsp;</span></div>
					<div class="stl_01" style="top: 21.052em; left:26.2917em;"><span class="stl_23" style="word-spacing:0.5em;">nutrientes en la capa fótica de la &nbsp;</span></div>
					<div class="stl_01" style="top: 22.8879em; left:26.2917em;"><span class="stl_23 stl_08" style="word-spacing:0.08em;">columna de agua. &nbsp;</span></div>
					<div class="stl_01" style="top: 24.7212em; left:7.0854em;"><span class="stl_22">durante &nbsp;</span></div>
					<div class="stl_01" style="top: 24.7212em; left:12.0474em;"><span class="stl_22">los &nbsp;</span></div>
					<div class="stl_01" style="top: 24.7212em; left:14.9114em;"><span class="stl_22">afloramientos &nbsp;</span></div>
					<div class="stl_01" style="top: 24.7212em; left:22.3004em;"><span class="stl_22 stl_08">de &nbsp;</span></div>
					<div class="stl_01" style="top: 25.3879em; left:26.2917em;"><span class="stl_22 stl_08" style="word-spacing:0.49em;">La evaluación de las variaciones en &nbsp;</span></div>
					<div class="stl_01" style="top: 27.2212em; left:26.2917em;"><span class="stl_22" style="word-spacing:0.06em;">abundancia de</span><span class="stl_22" style="word-spacing:0.04em;">&nbsp;zooplancton</span><span class="stl_22 stl_08" style="word-spacing:0.13em;">&nbsp;durante</span><span class="stl_22 stl_08" style="word-spacing:0.09em;">&nbsp;las &nbsp;</span></div>
					<div class="stl_01" style="top: 29.0545em; left:26.2917em;"><span class="stl_22 stl_08" style="word-spacing:0.3em;">fases lunares no evidenció diferencias &nbsp;</span></div>
					<div class="stl_01" style="top: 30.8879em; left:26.2917em;"><span class="stl_22 stl_08" style="word-spacing:0.55em;">significativas entre fases, aunque la &nbsp;</span></div>
					<div class="stl_01" style="top: 32.7062em; left:26.2917em;"><span class="stl_22 stl_08" style="word-spacing:0.42em;">mayor abundancia (y variabilidad) se &nbsp;</span></div>
					<div class="stl_01" style="top: 34.5395em; left:26.2917em;"><span class="stl_22" style="word-spacing:-0.02em;">registró durante el Cuarto Creciente. Así &nbsp;</span></div>
					<div class="stl_01" style="top: 36.3729em; left:26.2917em;"><span class="stl_22" style="word-spacing:0.66em;">mismo, no se encontró diferencia &nbsp;</span></div>
					<div class="stl_01" style="top: 38.2062em; left:26.2917em;"><span class="stl_22 stl_09" style="word-spacing:0.29em;">significativa entre las abundancia<span class="stl_08">s</span></span><span class="stl_22 stl_08" style="word-spacing:0.31em;">&nbsp;de &nbsp;</span></div>
					<div class="stl_01" style="top: 40.0395em; left:26.2917em;"><span class="stl_22" style="word-spacing:0.32em;">día o de noche.</span><span class="stl_22" style="word-spacing:0.34em;">&nbsp;Sin embargo,</span><span class="stl_22" style="word-spacing:0.32em;">&nbsp;en</span><span class="stl_22" style="word-spacing:0.32em;">&nbsp;el &nbsp;</span></div>
					<div class="stl_01" style="top: 41.8745em; left:26.2917em;"><span class="stl_22 stl_08" style="word-spacing:0.82em;">Pacifico colombiano, López Peralta &nbsp;</span></div>
					<div class="stl_01" style="top: 43.7087em; left:26.2917em;"><span class="stl_22 stl_09" style="word-spacing:0.05em;">(2012) encuentr<span class="stl_08">a</span></span><span class="stl_22 stl_08" style="word-spacing:0.13em;">&nbsp;mayores</span><span class="stl_22" style="word-spacing:0.06em;">&nbsp;abundancias &nbsp;</span></div>
					<div class="stl_01" style="top: 45.5254em; left:26.2917em;"><span class="stl_22 stl_08" style="word-spacing:0.13em;">de copépodos durante la noche y</span><span class="stl_22 stl_08" style="word-spacing:0.09em;">&nbsp;en</span><span class="stl_22 stl_08" style="word-spacing:0.1em;">&nbsp;el &nbsp;</span></div>
					<div class="stl_01" style="top: 47.3587em; left:26.2917em;"><span class="stl_22" style="word-spacing:0.43em;">Cuarto Menguante. Así mismo, este &nbsp;</span></div>
					<div class="stl_01" style="top: 49.1912em; left:26.2917em;"><span class="stl_22" style="word-spacing:-0.03em;">autor cita que en las Islas Canarias, </span><span class="stl_23" style="word-spacing:-0.03em;">fito y &nbsp;</span></div>
					<div class="stl_01" style="top: 51.027em; left:26.2917em;"><span class="stl_23 stl_09" style="word-spacing:0.35em;">zooplancton epipelágico aumentan<span class="stl_08">&nbsp;al &nbsp;</span></span></div>
					<div class="stl_01" style="top: 52.8604em; left:26.2917em;"><span class="stl_23 stl_08" style="word-spacing:0.09em;">llegar el invierno</span><span class="stl_23 stl_08" style="word-spacing:0.02em;">&nbsp;y</span><span class="stl_23 stl_08" style="word-spacing:0.07em;">&nbsp;logran</span><span class="stl_23 stl_08" style="word-spacing:0.03em;">&nbsp;su</span><span class="stl_23 stl_08" style="word-spacing:0.08em;">&nbsp;máximo</span><span class="stl_23 stl_08" style="word-spacing:0.03em;">&nbsp;en &nbsp;</span></div>
					<div class="stl_01" style="top: 54.6937em; left:26.2917em;"><span class="stl_23 stl_08" style="word-spacing:0.21em;">cuarto menguante y luna llena.</span><span class="stl_22 stl_08" style="word-spacing:0.19em;">&nbsp;Por</span><span class="stl_22 stl_08" style="word-spacing:0.16em;">&nbsp;su &nbsp;</span></div>
					<div class="stl_01" style="top: 56.527em; left:26.2917em;"><span class="stl_22 stl_08" style="word-spacing:0.21em;">parte, Torres et al., (2003)</span><span class="stl_22 stl_08" style="word-spacing:0.25em;">&nbsp;encuentran &nbsp;</span></div>
					<div class="stl_01" style="top: 58.3604em; left:26.2917em;"><span class="stl_22 stl_08" style="word-spacing:0.34em;">en el Golfo de Guayaquil</span><span class="stl_22 stl_08" style="word-spacing:0.3em;">&nbsp;una</span><span class="stl_22 stl_08" style="word-spacing:0.32em;">&nbsp;mayor &nbsp;</span></div>
					<div class="stl_01" style="top: 60.1795em; left:26.2917em;"><span class="stl_22 stl_08" style="word-spacing:0.55em;">abundancia de copépodos hacia las &nbsp;</span></div>
					<div class="stl_01" style="top: 62.0124em; left:26.2917em;"><span class="stl_22 stl_08" style="word-spacing:0.21em;">17:00 h entre el Cuarto Creciente y la &nbsp;</span></div>
					<div class="stl_01" style="top: 26.5545em; left:7.0854em;"><span class="stl_22 stl_09">fitoplancton<span class="stl_19">. &nbsp;</span></span></div>
					<div class="stl_01" style="top: 29.0545em; left:7.0854em;"><span class="stl_22 stl_08" style="word-spacing:0.25em;">A este respecto, Prado y Cajas (2017) &nbsp;</span></div>
					<div class="stl_01" style="top: 30.8879em; left:7.0854em;"><span class="stl_22 stl_08" style="word-spacing:0.55em;">estudiaron la abundancia de fito y &nbsp;</span></div>
					<div class="stl_01" style="top: 32.7062em; left:7.0854em;"><span class="stl_22 stl_08" style="word-spacing:0.04em;">zooplancton en tres localidades costeras &nbsp;</span></div>
					<div class="stl_01" style="top: 34.5395em; left:7.0854em;"><span class="stl_22 stl_08" style="word-spacing:0.12em;">de Ecuador:</span><span class="stl_22" style="word-spacing:0.02em;">&nbsp;Esmeraldas,</span><span class="stl_22 stl_08" style="word-spacing:0.06em;">&nbsp;Puerto</span><span class="stl_22 stl_08" style="word-spacing:0.07em;">&nbsp;López</span><span class="stl_22 stl_08" style="word-spacing:0.04em;">&nbsp;y &nbsp;</span></div>
					<div class="stl_01" style="top: 36.3729em; left:7.0854em;"><span class="stl_22" style="word-spacing:0.02em;">Salinas, encontrando</span><span class="stl_22" style="word-spacing:0.01em;">&nbsp;que</span><span class="stl_22" style="word-spacing:0.03em;">&nbsp;la</span><span class="stl_22" style="word-spacing:0.01em;">&nbsp;abundancia &nbsp;</span></div>
					<div class="stl_01" style="top: 38.2062em; left:7.0854em;"><span class="stl_22 stl_08" style="word-spacing:0.08em;">de fito y zooplancton presentaba pulsos &nbsp;</span></div>
					<div class="stl_01" style="top: 40.0395em; left:7.0854em;"><span class="stl_22 stl_08" style="word-spacing:0.26em;">elevados por encima del</span><span class="stl_22 stl_08" style="word-spacing:0.25em;">&nbsp;promedio</span><span class="stl_22 stl_08" style="word-spacing:0.19em;">&nbsp;de &nbsp;</span></div>
					<div class="stl_01" style="top: 41.8745em; left:7.0854em;"><span class="stl_22 stl_08" style="word-spacing:0.14em;">las localidades que duraron entre 1</span><span class="stl_22 stl_08" style="word-spacing:0.08em;">&nbsp;y</span><span class="stl_22 stl_08" style="word-spacing:0.08em;">&nbsp;2 &nbsp;</span></div>
					<div class="stl_01" style="top: 43.7087em; left:7.0854em;"><span class="stl_22" style="word-spacing:0.53em;">meses, pero solo en la zona más &nbsp;</span></div>
					<div class="stl_01" style="top: 45.5254em; left:7.0854em;"><span class="stl_22 stl_09" style="word-spacing:0.63em;">productiva, Esmeraldas, encontrar<span class="stl_08">on &nbsp;</span></span></div>
					<div class="stl_01" style="top: 47.3587em; left:7.0854em;"><span class="stl_22 stl_09" style="word-spacing:1.11em;">correlación significativa entre l<span class="stl_08">a &nbsp;</span></span></div>
					<div class="stl_01" style="top: 49.1912em; left:7.0854em;"><span class="stl_22" style="word-spacing:0.25em;">abundancia de fito y de zooplancton. &nbsp;</span></div>
					<div class="stl_01" style="top: 51.027em; left:7.0854em;"><span class="stl_22 stl_08" style="word-spacing:0.22em;">Por su parte, Dessier y Donguy (1985) &nbsp;</span></div>
					<div class="stl_01" style="top: 52.8604em; left:7.0854em;"><span class="stl_22 stl_08" style="word-spacing:0.42em;">encontraron en el Pacifico Ecuatorial &nbsp;</span></div>
					<div class="stl_01" style="top: 54.6937em; left:7.0854em;"><span class="stl_22" style="word-spacing:-0.01em;">(4ºS-4ºN) frente a Panamá, que durante &nbsp;</span></div>
					<div class="stl_01" style="top: 56.527em; left:7.0854em;"><span class="stl_22" style="word-spacing:1.62em;">junio-septiembre, la producción &nbsp;</span></div>
					<div class="stl_01" style="top: 58.3604em; left:7.0854em;"><span class="stl_22" style="word-spacing:0.29em;">primaria y la biomasa zooplanctónica &nbsp;</span></div>
					<div class="stl_01" style="top: 60.1795em; left:7.0854em;"><span class="stl_22 stl_08" style="word-spacing:0.38em;">suelen intensificarse y los copépodos &nbsp;</span></div>
					<div class="stl_01" style="top: 62.0124em; left:7.0854em;"><span class="stl_22 stl_08" style="word-spacing:0.54em;">aumentan con los afloramientos </span><span class="stl_23" style="word-spacing:0.47em;">de &nbsp;</span></div>
					<div class="stl_01" style="top: 66.1378em; left:41.6792em;"><span class="stl_17 stl_08" style="font-style:italic;">35 &nbsp;</span></div>
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			<div class="stl_03">
				<img 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alt="" class="stl_18" />
			</div>
			<div class="stl_view">
				<div class="stl_05 stl_06">
					<div class="stl_01" style="top: 2.8676em; left:7.0854em;"><span class="stl_10 stl_08" style="font-style:italic; word-spacing:-0.01em;">Re</span><span class="stl_07 stl_08" style="font-style:italic; word-spacing:-0.01em;">vista de</span><span class="stl_07 stl_08" style="font-style:italic; word-spacing:0em;">&nbsp;Ciencias</span><span class="stl_07 stl_08" style="font-style:italic; word-spacing:0em;">&nbsp;del</span><span class="stl_07 stl_08" style="font-style:italic; word-spacing:-0.03em;">&nbsp;Mar</span><span class="stl_07 stl_08" style="font-style:italic; word-spacing:0em;">&nbsp;y</span><span class="stl_07 stl_08" style="font-style:italic; word-spacing:0.02em;">&nbsp;Acuicultura</span><span class="stl_07 stl_08" style="font-style:italic; word-spacing:-0.01em;">&nbsp;“YAKU”:</span><span class="stl_07 stl_08" style="font-style:italic; word-spacing:0.03em;">&nbsp;Vol.</span><span class="stl_07 stl_08" style="word-spacing:0.02em;">&nbsp;</span><span class="stl_10 stl_08" style="font-style:italic; word-spacing:0.02em;">3</span><span class="stl_10 stl_08" style="font-style:italic; word-spacing:0.03em;">&nbsp;(Núm.</span><span class="stl_10 stl_08" style="font-style:italic; word-spacing:-0.01em;">&nbsp;5)</span><span class="stl_10 stl_08" style="font-style:italic; word-spacing:0.02em;">&nbsp;(ene</span><span class="stl_10 stl_08" style="word-spacing:0.03em;">&nbsp;</span><span class="stl_07 stl_08" style="font-style:italic; word-spacing:0.03em;">–</span><span class="stl_07 stl_08" style="word-spacing:0.01em;">&nbsp;</span><span class="stl_10 stl_08" style="font-style:italic; word-spacing:0.01em;">jun</span><span class="stl_10 stl_08" style="font-style:italic; word-spacing:0.02em;">&nbsp;2020).</span><span class="stl_10 stl_08" style="font-style:italic; word-spacing:0em;">&nbsp;ISSN:</span><span class="stl_10 stl_08" style="font-style:italic; word-spacing:0em;">&nbsp;2600-5824. &nbsp;</span></div>
					<div class="stl_01" style="top: 3.8676em; left:7.0854em;"><span class="stl_10 stl_08" style="font-style:italic; word-spacing:0.01em;">Ramos-Centeno &amp; Napa-España (2020) &nbsp;</span></div>
					<div class="stl_01" style="top: 5.8329em; left:7.0854em;"><span class="stl_22 stl_08" style="word-spacing:0.29em;">Luna Llena. Se estima que existe una &nbsp;</span></div>
					<div class="stl_01" style="top: 5.8417em; left:26.2917em;"><span class="stl_11 stl_09" style="font-weight:bold;">Conclusione<span class="stl_08">s &nbsp;</span></span></div>
					<div class="stl_01" style="top: 7.667em; left:7.0854em;"><span class="stl_22 stl_08" style="word-spacing:0.51em;">relación entre la luminosidad en la &nbsp;</span></div>
					<div class="stl_01" style="top: 8.6337em; left:26.2917em;"><span class="stl_22 stl_08" style="word-spacing:0.07em;">La temperatura superficial del mar en la &nbsp;</span></div>
					<div class="stl_01" style="top: 9.4995em; left:7.0854em;"><span class="stl_22 stl_08" style="word-spacing:0.21em;">columna de agua y la depredación</span><span class="stl_22 stl_08" style="word-spacing:0.18em;">&nbsp;del &nbsp;</span></div>
					<div class="stl_01" style="top: 11.3337em; left:7.0854em;"><span class="stl_22 stl_08" style="word-spacing:0.14em;">zooplancton, por lo</span><span class="stl_22 stl_08" style="word-spacing:0.11em;">&nbsp;que</span><span class="stl_22 stl_08" style="word-spacing:0.09em;">&nbsp;los</span><span class="stl_22 stl_08" style="word-spacing:0.16em;">&nbsp;organismos &nbsp;</span></div>
					<div class="stl_01" style="top: 13.1687em; left:7.0854em;"><span class="stl_22 stl_08" style="word-spacing:0.33em;">tienden a minimizar su vulnerabilidad &nbsp;</span></div>
					<div class="stl_01" style="top: 15.002em; left:7.0854em;"><span class="stl_22 stl_09" style="word-spacing:-0.05em;">migrando entre capas de agua en la zo<span class="stl_08">na &nbsp;</span></span></div>
					<div class="stl_01" style="top: 16.8187em; left:7.0854em;"><span class="stl_22">fótica. &nbsp;</span></div>
					<div class="stl_01" style="top: 10.467em; left:26.2917em;"><span class="stl_22" style="word-spacing:0.29em;">zona de Cojimíes fluctuó durante</span><span class="stl_22" style="word-spacing:0.27em;">&nbsp;los &nbsp;</span></div>
					<div class="stl_01" style="top: 12.3004em; left:26.2917em;"><span class="stl_22 stl_08" style="word-spacing:0.66em;">primeros tres meses de muestreo, &nbsp;</span></div>
					<div class="stl_01" style="top: 14.1354em; left:26.2917em;"><span class="stl_22 stl_08" style="word-spacing:0.9em;">manteniéndose hasta el mes de &nbsp;</span></div>
					<div class="stl_01" style="top: 15.9687em; left:26.2917em;"><span class="stl_22" style="word-spacing:0.11em;">octubre, mientras que la transparencia &nbsp;</span></div>
					<div class="stl_01" style="top: 17.802em; left:26.2917em;"><span class="stl_22 stl_08" style="word-spacing:0.75em;">fluctuó en los últimos meses de &nbsp;</span></div>
					<div class="stl_01" style="top: 19.6354em; left:26.2917em;"><span class="stl_22" style="word-spacing:-0.05em;">muestreo. Por otra parte, el potencial de &nbsp;</span></div>
					<div class="stl_01" style="top: 21.452em; left:26.2917em;"><span class="stl_22" style="word-spacing:0.2em;">hidrógeno (pH) fue constante durante &nbsp;</span></div>
					<div class="stl_01" style="top: 18.652em; left:7.0854em;"><span class="stl_22 stl_08" style="word-spacing:0.21em;">La diversidad fluctuó con</span><span class="stl_22 stl_08" style="word-spacing:0.2em;">&nbsp;promedio</span><span class="stl_22 stl_08" style="word-spacing:0.15em;">&nbsp;de &nbsp;</span></div>
					<div class="stl_01" style="top: 20.4854em; left:7.0854em;"><span class="stl_22 stl_09" style="word-spacing:0.03em;">H´ 2,36±0,28<span class="stl_08">,</span></span><span class="stl_22 stl_08" style="word-spacing:0.03em;">&nbsp;y</span><span class="stl_22 stl_08" style="word-spacing:0.08em;">&nbsp;valores</span><span class="stl_22 stl_08" style="word-spacing:0.07em;">&nbsp;altos de</span><span class="stl_22 stl_08" style="word-spacing:0.05em;">&nbsp;2,97</span><span class="stl_22 stl_08" style="word-spacing:0.05em;">&nbsp;H´, &nbsp;</span></div>
					<div class="stl_01" style="top: 22.3187em; left:7.0854em;"><span class="stl_22 stl_08" style="word-spacing:0.4em;">en contraste con Valencia &amp; Giraldo &nbsp;</span></div>
					<div class="stl_01" style="top: 23.287em; left:26.2917em;"><span class="stl_22" style="word-spacing:9.97em;">toda muestreo, &nbsp;</span></div>
					<div class="stl_01" style="top: 23.287em; left:29.6727em;"><span class="stl_22">la &nbsp;</span></div>
					<div class="stl_01" style="top: 23.287em; left:31.8877em;"><span class="stl_22">época &nbsp;</span></div>
					<div class="stl_01" style="top: 23.287em; left:35.8347em;"><span class="stl_22 stl_19">de &nbsp;</span></div>
					<div class="stl_01" style="top: 24.1545em; left:7.0854em;"><span class="stl_22 stl_09" style="word-spacing:0.34em;">(2009) quienes registran diversidade<span class="stl_08">s &nbsp;</span></span></div>
					<div class="stl_01" style="top: 25.1204em; left:26.2917em;"><span class="stl_22" style="word-spacing:0em;">presentando muy pocas variaciones. &nbsp;</span></div>
					<div class="stl_01" style="top: 25.9879em; left:7.0854em;"><span class="stl_22 stl_08" style="word-spacing:0.02em;">de H´ 0,84 ±0,42 entre las más altas para &nbsp;</span></div>
					<div class="stl_01" style="top: 27.8212em; left:7.0854em;"><span class="stl_22 stl_08" style="word-spacing:0.11em;">el pacífico colombiano. &nbsp;</span></div>
					<div class="stl_01" style="top: 27.6204em; left:26.2917em;"><span class="stl_22 stl_19">Se &nbsp;</span></div>
					<div class="stl_01" style="top: 27.6204em; left:29.2397em;"><span class="stl_22 stl_09">identificaro<span class="stl_08">n &nbsp;</span></span></div>
					<div class="stl_01" style="top: 27.6204em; left:36.3977em;"><span class="stl_22 stl_08">10 &nbsp;</span></div>
					<div class="stl_01" style="top: 27.6204em; left:39.3797em;"><span class="stl_22">familias &nbsp;</span></div>
					<div class="stl_01" style="top: 29.4537em; left:26.2917em;"><span class="stl_22" style="word-spacing:0.24em;">zooplanctónicas siendo Acartidiidae la &nbsp;</span></div>
					<div class="stl_01" style="top: 31.2879em; left:26.2917em;"><span class="stl_22 stl_09" style="word-spacing:0.02em;">más representativa<span class="stl_08">. &nbsp;</span></span></div>
					<div class="stl_01" style="top: 30.3045em; left:7.0854em;"><span class="stl_22">Los &nbsp;</span></div>
					<div class="stl_01" style="top: 30.3045em; left:10.1542em;"><span class="stl_22 stl_09">valor<span class="stl_08">es &nbsp;</span></span></div>
					<div class="stl_01" style="top: 30.3045em; left:14.7652em;"><span class="stl_22 stl_19">de &nbsp;</span></div>
					<div class="stl_01" style="top: 30.3045em; left:17.4962em;"><span class="stl_22 stl_08">la &nbsp;</span></div>
					<div class="stl_01" style="top: 30.3045em; left:19.8942em;"><span class="stl_22">biomasa &nbsp;</span></div>
					<div class="stl_01" style="top: 32.1395em; left:7.0854em;"><span class="stl_22 stl_09" style="word-spacing:0.42em;">zooplanctónica fluctuaron entre <span class="stl_08">0,03 &nbsp;</span></span></div>
					<div class="stl_01" style="top: 33.9569em; left:8.7358em;"><span class="stl_31 stl_08">3</span></div>
					<div class="stl_01" style="top: 33.9569em; left:14.9875em;"><span class="stl_31 stl_08">3</span></div>
					<div class="stl_01" style="top: 33.7895em; left:26.2917em;"><span class="stl_22 stl_08" style="word-spacing:0.08em;">Se registraron 10 grupos pertenecientes &nbsp;</span></div>
					<div class="stl_01" style="top: 35.6229em; left:26.2917em;"><span class="stl_22" style="word-spacing:0.08em;">a 6</span><span class="stl_22" style="word-spacing:0.07em;">&nbsp;phylla,</span><span class="stl_22" style="word-spacing:0.06em;">&nbsp;el</span><span class="stl_22" style="word-spacing:0.08em;">&nbsp;grupo</span><span class="stl_22" style="word-spacing:0.06em;">&nbsp;dominante</span><span class="stl_22" style="word-spacing:0.06em;">&nbsp;durante &nbsp;</span></div>
					<div class="stl_01" style="top: 37.4395em; left:26.2917em;"><span class="stl_22 stl_08" style="word-spacing:0.05em;">la época de muestreo fue copepoda con &nbsp;</span></div>
					<div class="stl_01" style="top: 39.2729em; left:26.2917em;"><span class="stl_26 stl_08" style="font-style:italic; word-spacing:0.5em;">Acartia tonsa </span><span class="stl_22 stl_08" style="word-spacing:0.5em;">como la especie más &nbsp;</span></div>
					<div class="stl_01" style="top: 41.1062em; left:26.2917em;"><span class="stl_22">representativa. &nbsp;</span></div>
					<div class="stl_01" style="top: 33.9729em; left:7.0854em;"><span class="stl_22">g/m</span><span class="stl_22" style="word-spacing:0.77em;">&nbsp;</span><span class="stl_25" style="word-spacing:0.77em;">–</span><span class="stl_25" style="word-spacing:0.44em;">&nbsp;</span><span class="stl_22" style="word-spacing:0.44em;">0,16 g/m</span><span class="stl_22" style="word-spacing:0.11em;">&nbsp;,</span><span class="stl_22" style="word-spacing:0.45em;">&nbsp;respectivamente, &nbsp;</span></div>
					<div class="stl_01" style="top: 35.8062em; left:7.0854em;"><span class="stl_22 stl_08" style="word-spacing:0.21em;">mientras que, Cordova y</span><span class="stl_22 stl_08" style="word-spacing:0.18em;">&nbsp;Nicole</span><span class="stl_22 stl_08" style="word-spacing:0.18em;">&nbsp;(2018) &nbsp;</span></div>
					<div class="stl_01" style="top: 37.6395em; left:7.0854em;"><span class="stl_22" style="word-spacing:0.15em;">en la zona</span><span class="stl_22" style="word-spacing:0.13em;">&nbsp;de Cerro negro</span><span class="stl_22" style="word-spacing:0.14em;">&nbsp;y</span><span class="stl_22" style="word-spacing:0.52em;">&nbsp;el</span><span class="stl_22" style="word-spacing:0.14em;">&nbsp;Brujo, &nbsp;</span></div>
					<div class="stl_01" style="top: 39.4729em; left:7.0854em;"><span class="stl_22 stl_08" style="word-spacing:0.05em;">Perú, detallan índices de diversidad 2,82 &nbsp;</span></div>
					<div class="stl_01" style="top: 41.3079em; left:7.0854em;"><span class="stl_22 stl_08" style="word-spacing:0.17em;">y 2,20 bit´s</span><span class="stl_22 stl_08" style="word-spacing:0.16em;">&nbsp;en</span><span class="stl_22 stl_08" style="word-spacing:0.16em;">&nbsp;las costas</span><span class="stl_22" style="word-spacing:0.13em;">&nbsp;ecuatorianas, &nbsp;</span></div>
					<div class="stl_01" style="top: 43.1412em; left:7.0854em;"><span class="stl_22 stl_08" style="word-spacing:0.81em;">Luzurlaga de Cruz et al., (2016) &nbsp;</span></div>
					<div class="stl_01" style="top: 43.6087em; left:26.2917em;"><span class="stl_22 stl_08" style="word-spacing:0.44em;">El punto máximo de abundancia de &nbsp;</span></div>
					<div class="stl_01" style="top: 45.442em; left:26.2917em;"><span class="stl_22 stl_08" style="word-spacing:0.21em;">zooplancton se presentó en</span><span class="stl_22 stl_08" style="word-spacing:0.18em;">&nbsp;el mes</span><span class="stl_22 stl_08" style="word-spacing:0.18em;">&nbsp;de &nbsp;</span></div>
					<div class="stl_01" style="top: 47.2754em; left:26.2917em;"><span class="stl_22 stl_08" style="word-spacing:0.16em;">julio, mientras que la mayor diversidad &nbsp;</span></div>
					<div class="stl_01" style="top: 49.1087em; left:26.2917em;"><span class="stl_22 stl_08" style="word-spacing:0.39em;">se registra en los meses de junio y &nbsp;</span></div>
					<div class="stl_01" style="top: 50.927em; left:26.2917em;"><span class="stl_22" style="word-spacing:0.55em;">octubre; la biomasa, por su parte &nbsp;</span></div>
					<div class="stl_01" style="top: 52.7604em; left:26.2917em;"><span class="stl_22 stl_08" style="word-spacing:0.42em;">mantuvo fluctuaciones a lo largo</span><span class="stl_22 stl_08" style="word-spacing:0.39em;">&nbsp;de &nbsp;</span></div>
					<div class="stl_01" style="top: 54.5937em; left:26.2917em;"><span class="stl_22" style="word-spacing:0em;">todo el periodo de muestreo. &nbsp;</span></div>
					<div class="stl_01" style="top: 44.9579em; left:7.0854em;"><span class="stl_22 stl_08" style="word-spacing:0.06em;">manifiestan biomasas máximas de entre &nbsp;</span></div>
					<div class="stl_01" style="top: 46.7752em; left:13.0375em;"><span class="stl_31 stl_08">3</span></div>
					<div class="stl_01" style="top: 46.7912em; left:7.0854em;"><span class="stl_22">3</span></div>
					<div class="stl_01" style="top: 46.7912em; left:7.7688em;"><span class="stl_25">–</span><span class="stl_25 stl_08" style="word-spacing:-0.04em;">&nbsp;</span><span class="stl_22" style="word-spacing:-0.04em;">5,9</span><span class="stl_22" style="word-spacing:-0.05em;">&nbsp;g/100m</span><span class="stl_22 stl_08" style="word-spacing:0.12em;">&nbsp;,</span><span class="stl_22 stl_08" style="word-spacing:-0.01em;">&nbsp;por</span><span class="stl_22 stl_08" style="word-spacing:-0.02em;">&nbsp;otra</span><span class="stl_22" style="word-spacing:-0.05em;">&nbsp;parte,</span><span class="stl_22 stl_08" style="word-spacing:-0.04em;">&nbsp;en</span><span class="stl_22" style="word-spacing:-0.05em;">&nbsp;Santa &nbsp;</span></div>
					<div class="stl_01" style="top: 48.6245em; left:7.0854em;"><span class="stl_22">Elena &nbsp;</span></div>
					<div class="stl_01" style="top: 48.6245em; left:10.3542em;"><span class="stl_22">-</span></div>
					<div class="stl_01" style="top: 48.6245em; left:11.7042em;"><span class="stl_22 stl_09" style="word-spacing:0.81em;">Ecuador Erik<span class="stl_08">a &nbsp;</span></span></div>
					<div class="stl_01" style="top: 48.6245em; left:19.09em;"><span class="stl_22">A</span></div>
					<div class="stl_01" style="top: 48.6245em; left:20.706em;"><span class="stl_22 stl_08">(2015<span class="stl_09">) &nbsp;</span></span></div>
					<div class="stl_01" style="top: 50.4579em; left:7.0854em;"><span class="stl_22 stl_09" style="word-spacing:0.11em;">manifiesta valore<span class="stl_08">s</span></span><span class="stl_22 stl_08" style="word-spacing:0.14em;">&nbsp;de biomasa en</span><span class="stl_22 stl_08" style="word-spacing:0.15em;">&nbsp;peso &nbsp;</span></div>
					<div class="stl_01" style="top: 52.2777em; left:20.19em;"><span class="stl_31 stl_08">3</span></div>
					<div class="stl_01" style="top: 52.2937em; left:7.0854em;"><span class="stl_22 stl_08" style="word-spacing:0.35em;">húmedo (ph) de 6,6 g/1000m</span><span class="stl_22 stl_08" style="word-spacing:0.67em;">&nbsp;a</span><span class="stl_22 stl_08" style="word-spacing:0.34em;">&nbsp;3,6 &nbsp;</span></div>
					<div class="stl_01" style="top: 54.1111em; left:10.7542em;"><span class="stl_31 stl_08">3</span></div>
					<div class="stl_01" style="top: 54.127em; left:7.0854em;"><span class="stl_22 stl_09" style="word-spacing:0.35em;">g/1000m (alta-baja)<span class="stl_08">. &nbsp;</span></span></div>
					<div class="stl_01" style="top: 66.1378em; left:41.6792em;"><span class="stl_17 stl_08" style="font-style:italic;">36 &nbsp;</span></div>
				</div>
			</div>
		</div>
		<div class="stl_02">
			<div class="stl_03">
				<img 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alt="" class="stl_24" />
			</div>
			<div class="stl_view">
				<div class="stl_05 stl_06">
					<div class="stl_01" style="top: 2.8676em; left:7.0854em;"><span class="stl_07 stl_08" style="font-style:italic; word-spacing:-0.01em;">Revista de</span><span class="stl_07 stl_08" style="font-style:italic; word-spacing:0em;">&nbsp;Ciencias de<span class="stl_09">l</span></span><span class="stl_07 stl_08" style="font-style:italic; word-spacing:-0.03em;">&nbsp;Mar</span><span class="stl_07 stl_08" style="font-style:italic; word-spacing:0em;">&nbsp;y</span><span class="stl_07 stl_08" style="font-style:italic; word-spacing:0.02em;">&nbsp;Acuicultura</span><span class="stl_07 stl_08" style="font-style:italic; word-spacing:-0.01em;">&nbsp;“YAKU”:</span><span class="stl_07 stl_08" style="font-style:italic; word-spacing:0.03em;">&nbsp;Vol.</span><span class="stl_07 stl_08" style="word-spacing:0.02em;">&nbsp;</span><span class="stl_10 stl_08" style="font-style:italic; word-spacing:0.03em;">3 (Núm.5)</span><span class="stl_10 stl_08" style="font-style:italic; word-spacing:-0.01em;">&nbsp;(ene</span><span class="stl_10 stl_08" style="word-spacing:0em;">&nbsp;</span><span class="stl_07 stl_08" style="font-style:italic; word-spacing:0em;">–</span><span class="stl_07 stl_08" style="word-spacing:0em;">&nbsp;</span><span class="stl_10 stl_08" style="font-style:italic; word-spacing:0em;">jun 2020)<span class="stl_09">.</span></span><span class="stl_10 stl_08" style="font-style:italic; word-spacing:0.02em;">&nbsp;ISSN:</span><span class="stl_10 stl_08" style="font-style:italic; word-spacing:0.01em;">&nbsp;2600-5824. &nbsp;</span></div>
					<div class="stl_01" style="top: 3.8676em; left:7.0854em;"><span class="stl_10 stl_08" style="font-style:italic; word-spacing:0.02em;">Abundancia, composición</span><span class="stl_10 stl_08" style="font-style:italic; word-spacing:0.02em;">&nbsp;y</span><span class="stl_10 stl_08" style="font-style:italic; word-spacing:0.01em;">&nbsp;diversidad del</span><span class="stl_10 stl_08" style="font-style:italic; word-spacing:0.04em;">&nbsp;zooplancton</span><span class="stl_10 stl_08" style="font-style:italic; word-spacing:0.02em;">&nbsp;en la</span><span class="stl_10 stl_08" style="font-style:italic; word-spacing:0.04em;">&nbsp;zona</span><span class="stl_10 stl_08" style="font-style:italic; word-spacing:0.02em;">&nbsp;de</span><span class="stl_10 stl_08" style="font-style:italic; word-spacing:0.01em;">&nbsp;Cojimíes</span><span class="stl_07 stl_08" style="font-style:italic; word-spacing:0.01em;">–</span><span class="stl_10 stl_08" style="font-style:italic; word-spacing:0.01em;">Manabí,</span><span class="stl_10 stl_08" style="font-style:italic; word-spacing:0.05em;">&nbsp;durante</span><span class="stl_10 stl_08" style="font-style:italic; word-spacing:0.03em;">&nbsp;los</span><span class="stl_10 stl_08" style="font-style:italic; word-spacing:0.02em;">&nbsp;meses de</span><span class="stl_10 stl_08" style="font-style:italic; word-spacing:0.04em;">&nbsp;mayo-octubre &nbsp;</span></div>
					<div class="stl_01" style="top: 4.8035em; left:7.0854em;"><span class="stl_10 stl_08" style="font-style:italic; word-spacing:0.03em;">del 2018 &nbsp;</span></div>
					<div class="stl_01" style="top: 6.3995em; left:26.2917em;"><span class="stl_22" style="word-spacing:0.02em;">Cajas, L., Prado, M.,</span><span class="stl_22" style="word-spacing:0.03em;">&nbsp;Coello</span><span class="stl_22" style="word-spacing:0.01em;">&nbsp;Salazar,</span><span class="stl_22" style="word-spacing:0.02em;">&nbsp;D.</span><span class="stl_22" style="word-spacing:0.02em;">&nbsp;&amp; &nbsp;</span></div>
					<div class="stl_01" style="top: 6.4083em; left:7.0854em;"><span class="stl_11 stl_09" style="font-weight:bold;">Bibliograf<span class="stl_08">ía &nbsp;</span></span></div>
					<div class="stl_01" style="top: 7.817em; left:29.2417em;"><span class="stl_22 stl_08" style="word-spacing:0.32em;">Cajas, J. (2000). Fitoplancton y &nbsp;</span></div>
					<div class="stl_01" style="top: 8.717em; left:7.0854em;"><span class="stl_22" style="word-spacing:0.05em;">Baird, R.,</span><span class="stl_22" style="word-spacing:0.06em;">&nbsp;Eaton,</span><span class="stl_22" style="word-spacing:0.04em;">&nbsp;A.,</span><span class="stl_22" style="word-spacing:0.06em;">&nbsp;Rice, E., &amp;</span><span class="stl_22" style="word-spacing:0.06em;">&nbsp;Posavec, &nbsp;</span></div>
					<div class="stl_01" style="top: 9.217em; left:29.2417em;"><span class="stl_22" style="word-spacing:0.69em;">mesozooplancton en piscinas &nbsp;</span></div>
					<div class="stl_01" style="top: 10.117em; left:10.0375em;"><span class="stl_22 stl_08" style="word-spacing:0.13em;">S. (2017). </span><span class="stl_26 stl_08" style="font-style:italic; word-spacing:0.17em;">Standard Methods for &nbsp;</span></div>
					<div class="stl_01" style="top: 11.5162em; left:10.0375em;"><span class="stl_26 stl_08" style="font-style:italic; word-spacing:0.33em;">the Examination of Water and &nbsp;</span></div>
					<div class="stl_01" style="top: 12.9162em; left:10.0375em;"><span class="stl_26" style="font-style:italic;">Wastewater</span><span class="stl_22">, &nbsp;</span></div>
					<div class="stl_01" style="top: 14.3354em; left:10.0375em;"><span class="stl_22 stl_08" style="word-spacing:0.06em;">Recuperado 8 de enero de 2019, &nbsp;</span></div>
					<div class="stl_01" style="top: 15.7354em; left:10.0375em;"><span class="stl_22 stl_19">de &nbsp;</span></div>
					<div class="stl_01" style="top: 10.617em; left:29.2417em;"><span class="stl_22 stl_08" style="word-spacing:1.21em;">camaroneras en la costa &nbsp;</span></div>
					<div class="stl_01" style="top: 12.0162em; left:29.2417em;"><span class="stl_22 stl_08" style="word-spacing:0.41em;">ecuatoriana durante el evento &nbsp;</span></div>
					<div class="stl_01" style="top: 13.4187em; left:29.2417em;"><span class="stl_22" style="word-spacing:0.58em;">del síndrome de la mancha &nbsp;</span></div>
					<div class="stl_01" style="top: 14.8354em; left:29.2417em;"><span class="stl_22" style="word-spacing:0.79em;">blanca. </span><span class="stl_26" style="font-style:italic; word-spacing:0.79em;">Boletín Especial del &nbsp;</span></div>
					<div class="stl_01" style="top: 16.2354em; left:29.2417em;"><span class="stl_26 stl_08" style="font-style:italic; word-spacing:0.09em;">Instituto Nacional de Pesca</span><span class="stl_22" style="word-spacing:0.01em;">. &nbsp;</span></div>
					<div class="stl_01" style="top: 12.9162em; left:16.8195em;"><span class="stl_22 stl_09">23r<span class="stl_08">d &nbsp;</span></span></div>
					<div class="stl_01" style="top: 12.9162em; left:20.2185em;"><span class="stl_22">Edition. &nbsp;</span></div>
					<div class="stl_01" style="top: 17.1354em; left:10.0375em;"><span class="stl_22">https://store.awwa.org/store/pr &nbsp;</span></div>
					<div class="stl_01" style="top: 18.5354em; left:10.0375em;"><span class="stl_22">oductdetail.aspx?productId=652 &nbsp;</span></div>
					<div class="stl_01" style="top: 18.302em; left:26.2917em;"><span class="stl_22 stl_08" style="word-spacing:0.32em;">Candelario, O. &amp; Elizabeth,</span><span class="stl_22 stl_08" style="word-spacing:0.25em;">&nbsp;D.</span><span class="stl_22 stl_08" style="word-spacing:0.3em;">&nbsp;(2017). &nbsp;</span></div>
					<div class="stl_01" style="top: 19.702em; left:29.2417em;"><span class="stl_22" style="word-spacing:0.29em;">Dinámica de la flota de pesca &nbsp;</span></div>
					<div class="stl_01" style="top: 21.1187em; left:29.2417em;"><span class="stl_22 stl_08" style="word-spacing:0.14em;">deportiva de Corvina (Cynoscion &nbsp;</span></div>
					<div class="stl_01" style="top: 22.5212em; left:29.2417em;"><span class="stl_22" style="word-spacing:0.41em;">albus) en el estuario del Río &nbsp;</span></div>
					<div class="stl_01" style="top: 23.9204em; left:29.2417em;"><span class="stl_22 stl_08" style="word-spacing:0.37em;">Cojimíes, Provincia de Manabí, &nbsp;</span></div>
					<div class="stl_01" style="top: 25.3212em; left:29.2417em;"><span class="stl_22" style="word-spacing:0.21em;">Ecuador, de enero a</span><span class="stl_22" style="word-spacing:0.2em;">&nbsp;diciembre &nbsp;</span></div>
					<div class="stl_01" style="top: 26.7379em; left:29.2417em;"><span class="stl_22" style="word-spacing:0.97em;">del 2013. Recuperado de: &nbsp;</span></div>
					<div class="stl_01" style="top: 28.1379em; left:29.2417em;"><span class="stl_22">http://repositorio.ug.edu.ec/ha &nbsp;</span></div>
					<div class="stl_01" style="top: 29.537em; left:29.2417em;"><span class="stl_22" style="word-spacing:0.51em;">ndle/redug/28476. Consultado: &nbsp;</span></div>
					<div class="stl_01" style="top: 19.9354em; left:10.0375em;"><span class="stl_22">6</span></div>
					<div class="stl_01" style="top: 19.9354em; left:10.5375em;"><span class="stl_22">6295 &nbsp;</span></div>
					<div class="stl_01" style="top: 22.0187em; left:7.0854em;"><span class="stl_22" style="word-spacing:0.07em;">Barnes, R.</span><span class="stl_22" style="word-spacing:0.09em;">&nbsp;(1987) Invertebrate</span><span class="stl_22" style="word-spacing:0.07em;">&nbsp;Zoology. &nbsp;</span></div>
					<div class="stl_01" style="top: 23.4212em; left:10.5375em;"><span class="stl_22 stl_08" style="word-spacing:0.07em;">ta Ed. Saunderrs, NY. &nbsp;</span></div>
					<div class="stl_01" style="top: 23.4212em; left:10.0375em;"><span class="stl_22">4</span></div>
					<div class="stl_01" style="top: 25.4879em; left:7.0854em;"><span class="stl_22 stl_08" style="word-spacing:0.68em;">Barragán, M., &amp; Pilar, M. (2017). &nbsp;</span></div>
					<div class="stl_01" style="top: 26.8879em; left:10.0375em;"><span class="stl_22 stl_08" style="word-spacing:0.4em;">Composición y abundancia del &nbsp;</span></div>
					<div class="stl_01" style="top: 28.3045em; left:10.0375em;"><span class="stl_22 stl_09" style="word-spacing:0.1em;">zooplancton marino<span class="stl_08">,</span></span><span class="stl_22 stl_08" style="word-spacing:0.09em;">&nbsp;de</span><span class="stl_22 stl_08" style="word-spacing:0.12em;">&nbsp;las</span><span class="stl_22 stl_08" style="word-spacing:0.14em;">&nbsp;islas &nbsp;</span></div>
					<div class="stl_01" style="top: 29.7045em; left:10.0375em;"><span class="stl_22 stl_08" style="word-spacing:0.16em;">de Providencia y</span><span class="stl_22 stl_08" style="word-spacing:0.12em;">&nbsp;Santa</span><span class="stl_22 stl_08" style="word-spacing:0.18em;">&nbsp;Catalina, &nbsp;</span></div>
					<div class="stl_01" style="top: 30.9379em; left:29.2417em;"><span class="stl_22">1</span></div>
					<div class="stl_01" style="top: 30.9379em; left:29.7417em;"><span class="stl_22 stl_08" style="word-spacing:0.05em;">5 de enero del 2019. &nbsp;</span></div>
					<div class="stl_01" style="top: 33.0062em; left:26.2917em;"><span class="stl_22" style="word-spacing:0.03em;">De Silva-Dávila,</span><span class="stl_22" style="word-spacing:0.01em;">&nbsp;R.,</span><span class="stl_22" style="word-spacing:0.04em;">&nbsp;Palomares-García,</span><span class="stl_22" style="word-spacing:0.01em;">&nbsp;R. &nbsp;</span></div>
					<div class="stl_01" style="top: 34.4229em; left:29.2417em;"><span class="stl_22" style="word-spacing:1.68em;">Zavala-Norzagaray, R., &nbsp;</span></div>
					<div class="stl_01" style="top: 31.1045em; left:10.0375em;"><span class="stl_22">(</span></div>
					<div class="stl_01" style="top: 31.1045em; left:10.3405em;"><span class="stl_22" style="word-spacing:0.17em;">Caribe Colombiano) durante</span><span class="stl_22" style="word-spacing:0.19em;">&nbsp;la &nbsp;</span></div>
					<div class="stl_01" style="top: 32.5062em; left:10.0375em;"><span class="stl_22 stl_09" style="word-spacing:1.85em;">época climática lluvios<span class="stl_08">a &nbsp;</span></span></div>
					<div class="stl_01" style="top: 33.9229em; left:10.3405em;"><span class="stl_22" style="word-spacing:0.51em;">octubre-noviembre) de 2005. &nbsp;</span></div>
					<div class="stl_01" style="top: 35.3229em; left:10.0375em;"><span class="stl_26" style="font-style:italic; word-spacing:0.04em;">reponame: Expeditio</span><span class="stl_26" style="font-style:italic; word-spacing:0.05em;">&nbsp;Repositorio &nbsp;</span></div>
					<div class="stl_01" style="top: 36.7229em; left:10.0375em;"><span class="stl_26" style="font-style:italic; word-spacing:5.97em;">Institucional UJTL</span><span class="stl_22" style="word-spacing:5.96em;">. &nbsp;</span></div>
					<div class="stl_01" style="top: 38.1229em; left:10.0375em;"><span class="stl_22">http://hdl.handle.net/20.500.12 &nbsp;</span></div>
					<div class="stl_01" style="top: 39.5229em; left:10.5375em;"><span class="stl_22">10/1182 &nbsp;</span></div>
					<div class="stl_01" style="top: 33.9229em; left:10.0375em;"><span class="stl_22">(</span></div>
					<div class="stl_01" style="top: 34.4229em; left:41.8592em;"><span class="stl_22">&amp;</span></div>
					<div class="stl_01" style="top: 35.8229em; left:29.2417em;"><span class="stl_22" style="word-spacing:0.07em;">Escobedo, D. (2006). Ciclo</span><span class="stl_22" style="word-spacing:0.08em;">&nbsp;anual &nbsp;</span></div>
					<div class="stl_01" style="top: 37.2229em; left:29.2417em;"><span class="stl_22 stl_08" style="word-spacing:0.4em;">de los grupos dominantes del &nbsp;</span></div>
					<div class="stl_01" style="top: 38.6229em; left:29.2417em;"><span class="stl_22 stl_09" style="word-spacing:1.05em;">zooplancton en Navachiste<span class="stl_08">, &nbsp;</span></span></div>
					<div class="stl_01" style="top: 40.0395em; left:29.2417em;"><span class="stl_22 stl_09" style="word-spacing:-0.01em;">Sinaloa (pp. 25-39)<span class="stl_19">. &nbsp;</span></span></div>
					<div class="stl_01" style="top: 39.5229em; left:10.0375em;"><span class="stl_22">0</span></div>
					<div class="stl_01" style="top: 41.6087em; left:7.0854em;"><span class="stl_22 stl_09" style="word-spacing:0.36em;">Bernard, K. (2002). Mesozooplankto<span class="stl_08">n &nbsp;</span></span></div>
					<div class="stl_01" style="top: 43.0087em; left:10.0375em;"><span class="stl_22" style="word-spacing:1.48em;">community structure and &nbsp;</span></div>
					<div class="stl_01" style="top: 42.1087em; left:26.2917em;"><span class="stl_22" style="word-spacing:0.81em;">Donet, C. (2018). Composición &nbsp;</span></div>
					<div class="stl_01" style="top: 42.1087em; left:42.0838em;"><span class="stl_22">y</span></div>
					<div class="stl_01" style="top: 43.5087em; left:29.2417em;"><span class="stl_22" style="word-spacing:-0.03em;">abundancia de zooplancton en el &nbsp;</span></div>
					<div class="stl_01" style="top: 44.9087em; left:29.2417em;"><span class="stl_22 stl_08" style="word-spacing:0.7em;">ecosistema marino de Cerro &nbsp;</span></div>
					<div class="stl_01" style="top: 46.3254em; left:29.2417em;"><span class="stl_22 stl_08" style="word-spacing:0.3em;">Negro y El Brujo</span><span class="stl_22 stl_08" style="word-spacing:0.28em;">&nbsp;- La</span><span class="stl_22 stl_08" style="word-spacing:0.33em;">&nbsp;Libertad &nbsp;</span></div>
					<div class="stl_01" style="top: 44.4087em; left:10.0375em;"><span class="stl_22 stl_08" style="word-spacing:0.68em;">grazing impact in the polar &nbsp;</span></div>
					<div class="stl_01" style="top: 45.8079em; left:10.0375em;"><span class="stl_22" style="word-spacing:0.45em;">frontal zone of the southern &nbsp;</span></div>
					<div class="stl_01" style="top: 47.2245em; left:10.0375em;"><span class="stl_22 stl_08" style="word-spacing:0.67em;">ocean. Tesis M. Sc. Rodhes &nbsp;</span></div>
					<div class="stl_01" style="top: 48.6245em; left:10.0375em;"><span class="stl_22 stl_08" style="word-spacing:0.09em;">University, Grahamstown, 92 p. &nbsp;</span></div>
					<div class="stl_01" style="top: 47.7254em; left:29.2417em;"><span class="stl_22 stl_08" style="word-spacing:0.37em;">2017. </span><span class="stl_26 stl_09" style="font-style:italic; word-spacing:0.32em;">Universidad Nacional d<span class="stl_08">e &nbsp;</span></span></div>
					<div class="stl_01" style="top: 49.1245em; left:29.2417em;"><span class="stl_26" style="font-style:italic; word-spacing:1.8em;">Trujillo</span><span class="stl_22" style="word-spacing:1.81em;">. Recuperado de: &nbsp;</span></div>
					<div class="stl_01" style="top: 50.5245em; left:29.2417em;"><span class="stl_22">http://dspace.unitru.edu.pe/ha &nbsp;</span></div>
					<div class="stl_01" style="top: 51.927em; left:29.2417em;"><span class="stl_22">ndle/UNITRU/10849. &nbsp;</span></div>
					<div class="stl_01" style="top: 53.3437em; left:29.2417em;"><span class="stl_22 stl_08" style="word-spacing:0.52em;">Consultado: 15 de enero del &nbsp;</span></div>
					<div class="stl_01" style="top: 50.6937em; left:7.0854em;"><span class="stl_22 stl_08" style="word-spacing:0.03em;">Cajas, J. &amp; Prado, M. (2017). Variabilidad &nbsp;</span></div>
					<div class="stl_01" style="top: 52.0937em; left:10.0375em;"><span class="stl_22 stl_08" style="word-spacing:0.22em;">del plancton en estaciones</span><span class="stl_22 stl_08" style="word-spacing:0.21em;">&nbsp;fijas &nbsp;</span></div>
					<div class="stl_01" style="top: 53.4937em; left:10.0375em;"><span class="stl_22 stl_08" style="word-spacing:0.17em;">frente al</span><span class="stl_22 stl_08" style="word-spacing:0.15em;">&nbsp;Ecuador durante</span><span class="stl_22 stl_08" style="word-spacing:0.14em;">&nbsp;2012, &nbsp;</span></div>
					<div class="stl_01" style="top: 54.7437em; left:29.2417em;"><span class="stl_22">2</span></div>
					<div class="stl_01" style="top: 54.7437em; left:29.7417em;"><span class="stl_22">019. &nbsp;</span></div>
					<div class="stl_01" style="top: 56.8104em; left:26.2917em;"><span class="stl_22 stl_08" style="word-spacing:0.66em;">Dossier, A. &amp; Donguy, JR. (1985). &nbsp;</span></div>
					<div class="stl_01" style="top: 58.2104em; left:29.2417em;"><span class="stl_22 stl_08" style="word-spacing:1.67em;">Planktonic copepods and &nbsp;</span></div>
					<div class="stl_01" style="top: 59.627em; left:29.2417em;"><span class="stl_22" style="word-spacing:0.08em;">environmental properties</span><span class="stl_22" style="word-spacing:0.07em;">&nbsp;of</span><span class="stl_22" style="word-spacing:0.09em;">&nbsp;the &nbsp;</span></div>
					<div class="stl_01" style="top: 61.0291em; left:29.2417em;"><span class="stl_22 stl_09" style="word-spacing:1.36em;">eastern equatorial Pacific<span class="stl_08">: &nbsp;</span></span></div>
					<div class="stl_01" style="top: 62.4291em; left:29.2417em;"><span class="stl_22" style="word-spacing:0.21em;">seasonal and spatial variations. &nbsp;</span></div>
					<div class="stl_01" style="top: 54.9104em; left:10.0375em;"><span class="stl_22 stl_09" style="word-spacing:1.1em;">Boletín Científic<span class="stl_08">o &nbsp;</span></span></div>
					<div class="stl_01" style="top: 54.9104em; left:19.3945em;"><span class="stl_22">y</span></div>
					<div class="stl_01" style="top: 54.9104em; left:21.1435em;"><span class="stl_22">Técn, &nbsp;</span></div>
					<div class="stl_01" style="top: 56.3104em; left:10.0375em;"><span class="stl_22 stl_08" style="word-spacing:0.56em;">noviembre de 2009. </span><span class="stl_26" style="font-style:italic; word-spacing:0.5em;">Instituto &nbsp;</span></div>
					<div class="stl_01" style="top: 57.7104em; left:10.0375em;"><span class="stl_26" style="font-style:italic; word-spacing:0.24em;">Nacional de pesca 20</span><span class="stl_22" style="word-spacing:0.24em;">(5):24-43. &nbsp;</span></div>
					<div class="stl_01" style="top: 59.1104em; left:10.0375em;"><span class="stl_22 stl_09">https://doi.org/10.31876/rcm.<span class="stl_08">v &nbsp;</span></span></div>
					<div class="stl_01" style="top: 60.5295em; left:10.0375em;"><span class="stl_22 stl_09">11i2.4<span class="stl_08">8 &nbsp;</span></span></div>
					<div class="stl_01" style="top: 66.1378em; left:41.6792em;"><span class="stl_17 stl_08" style="font-style:italic;">37 &nbsp;</span></div>
				</div>
			</div>
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			<div class="stl_03">
				<img 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alt="" class="stl_18" />
			</div>
			<div class="stl_view">
				<div class="stl_05 stl_06">
					<div class="stl_01" style="top: 2.8676em; left:7.0854em;"><span class="stl_10 stl_08" style="font-style:italic; word-spacing:-0.01em;">Re</span><span class="stl_07 stl_08" style="font-style:italic; word-spacing:-0.01em;">vista de</span><span class="stl_07 stl_08" style="font-style:italic; word-spacing:0em;">&nbsp;Ciencias</span><span class="stl_07 stl_08" style="font-style:italic; word-spacing:0em;">&nbsp;del</span><span class="stl_07 stl_08" style="font-style:italic; word-spacing:-0.03em;">&nbsp;Mar</span><span class="stl_07 stl_08" style="font-style:italic; word-spacing:0em;">&nbsp;y</span><span class="stl_07 stl_08" style="font-style:italic; word-spacing:0.02em;">&nbsp;Acuicultura</span><span class="stl_07 stl_08" style="font-style:italic; word-spacing:-0.01em;">&nbsp;“YAKU”:</span><span class="stl_07 stl_08" style="font-style:italic; word-spacing:0.03em;">&nbsp;Vol.</span><span class="stl_07 stl_08" style="word-spacing:0.02em;">&nbsp;</span><span class="stl_10 stl_08" style="font-style:italic; word-spacing:0.02em;">3</span><span class="stl_10 stl_08" style="font-style:italic; word-spacing:0.03em;">&nbsp;(Núm.</span><span class="stl_10 stl_08" style="font-style:italic; word-spacing:-0.01em;">&nbsp;5)</span><span class="stl_10 stl_08" style="font-style:italic; word-spacing:0.02em;">&nbsp;(ene</span><span class="stl_10 stl_08" style="word-spacing:0.03em;">&nbsp;</span><span class="stl_07 stl_08" style="font-style:italic; word-spacing:0.03em;">–</span><span class="stl_07 stl_08" style="word-spacing:0.01em;">&nbsp;</span><span class="stl_10 stl_08" style="font-style:italic; word-spacing:0.01em;">jun</span><span class="stl_10 stl_08" style="font-style:italic; word-spacing:0.02em;">&nbsp;2020).</span><span class="stl_10 stl_08" style="font-style:italic; word-spacing:0em;">&nbsp;ISSN:</span><span class="stl_10 stl_08" style="font-style:italic; word-spacing:0em;">&nbsp;2600-5824. &nbsp;</span></div>
					<div class="stl_01" style="top: 3.8676em; left:7.0854em;"><span class="stl_10 stl_08" style="font-style:italic; word-spacing:0.01em;">Ramos-Centeno &amp; Napa-España (2020) &nbsp;</span></div>
					<div class="stl_01" style="top: 5.8329em; left:10.0375em;"><span class="stl_26 stl_08" style="font-style:italic; word-spacing:0.12em;">Deep Sea</span><span class="stl_26 stl_08" style="font-style:italic; word-spacing:0.12em;">&nbsp;Research,</span><span class="stl_26 stl_08" style="font-style:italic; word-spacing:0.08em;">&nbsp;32</span><span class="stl_22" style="word-spacing:0.06em;">(9):</span><span class="stl_22 stl_08" style="word-spacing:0.1em;">&nbsp;1117- &nbsp;</span></div>
					<div class="stl_01" style="top: 7.2337em; left:10.5375em;"><span class="stl_22">133. &nbsp;</span></div>
					<div class="stl_01" style="top: 5.8329em; left:26.2917em;"><span class="stl_22" style="word-spacing:0.08em;">Giraldo, A., Valencia, B.,</span><span class="stl_22" style="word-spacing:0.06em;">&nbsp;Acevedo, J.</span><span class="stl_22" style="word-spacing:0.07em;">&nbsp;D., &nbsp;</span></div>
					<div class="stl_01" style="top: 7.2337em; left:10.0375em;"><span class="stl_22">1</span></div>
					<div class="stl_01" style="top: 7.2337em; left:29.2417em;"><span class="stl_22 stl_08" style="word-spacing:0.03em;">&amp; Rivera, M. (2014). Fitoplancton &nbsp;</span></div>
					<div class="stl_01" style="top: 8.6495em; left:29.2417em;"><span class="stl_22 stl_09" style="word-spacing:0.06em;">y zooplancto<span class="stl_08">n</span></span><span class="stl_22 stl_08" style="word-spacing:0.09em;">&nbsp;en el</span><span class="stl_22 stl_08" style="word-spacing:0.08em;">&nbsp;área</span><span class="stl_22 stl_08" style="word-spacing:0.11em;">&nbsp;marina &nbsp;</span></div>
					<div class="stl_01" style="top: 10.0504em; left:29.2417em;"><span class="stl_22 stl_08" style="word-spacing:0.93em;">protegida de Isla Gorgona, &nbsp;</span></div>
					<div class="stl_01" style="top: 11.4504em; left:29.2417em;"><span class="stl_22 stl_08" style="word-spacing:0.61em;">Colombia, y su relación con &nbsp;</span></div>
					<div class="stl_01" style="top: 12.8495em; left:29.2417em;"><span class="stl_22 stl_09" style="word-spacing:1.04em;">variables oceanográficas e<span class="stl_08">n &nbsp;</span></span></div>
					<div class="stl_01" style="top: 9.317em; left:7.0854em;"><span class="stl_22" style="word-spacing:0.19em;">El-Sabaawi, R. (2010). Deciphering</span><span class="stl_22" style="word-spacing:0.19em;">&nbsp;the &nbsp;</span></div>
					<div class="stl_01" style="top: 10.717em; left:10.0375em;"><span class="stl_22 stl_08" style="word-spacing:0.97em;">seasonal cycle of copepod &nbsp;</span></div>
					<div class="stl_01" style="top: 12.117em; left:10.0375em;"><span class="stl_22" style="word-spacing:0.05em;">trophic dynamics</span><span class="stl_22 stl_08" style="word-spacing:0.09em;">&nbsp;in the</span><span class="stl_22 stl_08" style="word-spacing:0.12em;">&nbsp;Strait</span><span class="stl_22 stl_08" style="word-spacing:0.08em;">&nbsp;of &nbsp;</span></div>
					<div class="stl_01" style="top: 13.5187em; left:10.0375em;"><span class="stl_22" style="word-spacing:0.43em;">Georgia, Canada, using stable &nbsp;</span></div>
					<div class="stl_01" style="top: 14.9354em; left:10.0375em;"><span class="stl_22 stl_08" style="word-spacing:1.23em;">isotopes and fatty acids. &nbsp;</span></div>
					<div class="stl_01" style="top: 16.3354em; left:10.0375em;"><span class="stl_26 stl_08" style="font-style:italic; word-spacing:0.36em;">Estuaries and Coasts, 33</span><span class="stl_22 stl_08" style="word-spacing:0.33em;">: 738- &nbsp;</span></div>
					<div class="stl_01" style="top: 14.2687em; left:29.2417em;"><span class="stl_22" style="word-spacing:0.92em;">estaciones lluviosa &nbsp;</span></div>
					<div class="stl_01" style="top: 15.6687em; left:29.2417em;"><span class="stl_26" style="font-style:italic; word-spacing:0.64em;">Revista de Biología Tropical</span><span class="stl_22" style="word-spacing:0.62em;">, &nbsp;</span></div>
					<div class="stl_01" style="top: 17.0687em; left:29.7417em;"><span class="stl_26" style="font-style:italic; word-spacing:2.13em;">2</span><span class="stl_22" style="word-spacing:2.15em;">(1). Recuperado de: &nbsp;</span></div>
					<div class="stl_01" style="top: 14.2687em; left:38.8977em;"><span class="stl_22">y</span></div>
					<div class="stl_01" style="top: 14.2687em; left:40.4797em;"><span class="stl_22">seca. &nbsp;</span></div>
					<div class="stl_01" style="top: 17.0687em; left:29.2417em;"><span class="stl_26" style="font-style:italic;">6</span></div>
					<div class="stl_01" style="top: 17.7354em; left:10.0375em;"><span class="stl_22 stl_08">752. &nbsp;</span></div>
					<div class="stl_01" style="top: 18.4687em; left:29.2417em;"><span class="stl_22">http://www.redalyc.org/resume &nbsp;</span></div>
					<div class="stl_01" style="top: 19.8854em; left:29.2417em;"><span class="stl_22">n.oa?id=44932442008 &nbsp;</span></div>
					<div class="stl_01" style="top: 19.802em; left:7.0854em;"><span class="stl_22" style="word-spacing:0.86em;">Elao, R. &nbsp;</span></div>
					<div class="stl_01" style="top: 19.802em; left:12.0153em;"><span class="stl_22">&amp;</span></div>
					<div class="stl_01" style="top: 19.802em; left:13.7708em;"><span class="stl_22 stl_08" style="word-spacing:0.92em;">Guevara, G. (2006). &nbsp;</span></div>
					<div class="stl_01" style="top: 21.2187em; left:10.0375em;"><span class="stl_22 stl_09" style="word-spacing:0.23em;">Poblaciones de molusco<span class="stl_08">s</span></span><span class="stl_22 stl_08" style="word-spacing:0.26em;">&nbsp;en</span><span class="stl_22 stl_08" style="word-spacing:0.26em;">&nbsp;el &nbsp;</span></div>
					<div class="stl_01" style="top: 22.6204em; left:10.0375em;"><span class="stl_22" style="word-spacing:0.46em;">estuario Cojimíes. Recuperado &nbsp;</span></div>
					<div class="stl_01" style="top: 24.0212em; left:10.0375em;"><span class="stl_22 stl_19">de &nbsp;</span></div>
					<div class="stl_01" style="top: 25.4204em; left:10.0375em;"><span class="stl_22">http://success.ecocostas.org/su &nbsp;</span></div>
					<div class="stl_01" style="top: 26.8212em; left:10.0375em;"><span class="stl_22 stl_09">ccess/images/documentos/12<span class="stl_08">36 &nbsp;</span></span></div>
					<div class="stl_01" style="top: 21.952em; left:26.2917em;"><span class="stl_22" style="word-spacing:0.07em;">González, H.</span><span class="stl_22" style="word-spacing:0.09em;">&nbsp;&amp; Giesecke, R.</span><span class="stl_22" style="word-spacing:0.08em;">&nbsp;(2010).</span><span class="stl_22" style="word-spacing:0.09em;">&nbsp;Los &nbsp;</span></div>
					<div class="stl_01" style="top: 23.3545em; left:29.2417em;"><span class="stl_22" style="word-spacing:1.25em;">carnívoros dominantes del &nbsp;</span></div>
					<div class="stl_01" style="top: 24.7537em; left:29.2417em;"><span class="stl_22 stl_08" style="word-spacing:0.17em;">zooplancton del océano Austral. &nbsp;</span></div>
					<div class="stl_01" style="top: 26.1545em; left:29.2417em;"><span class="stl_26" style="font-style:italic; word-spacing:0.11em;">Boletín Antártico Chileno,</span><span class="stl_26" style="font-style:italic; word-spacing:0.12em;">&nbsp;29</span><span class="stl_22" style="word-spacing:0.12em;">(1): &nbsp;</span></div>
					<div class="stl_01" style="top: 27.5712em; left:29.2417em;"><span class="stl_22 stl_09">18-20<span class="stl_08">. &nbsp;</span></span></div>
					<div class="stl_01" style="top: 28.2379em; left:10.0375em;"><span class="stl_22">093259_Moluscos_Cojimies.pdf &nbsp;</span></div>
					<div class="stl_01" style="top: 29.6379em; left:26.2917em;"><span class="stl_22 stl_08" style="word-spacing:0.46em;">Iannacone, J., &amp; Alvariño, L. (2006). &nbsp;</span></div>
					<div class="stl_01" style="top: 31.037em; left:29.2417em;"><span class="stl_22" style="word-spacing:0.02em;">Diversidad del</span><span class="stl_22" style="word-spacing:0.01em;">&nbsp;zooplancton</span><span class="stl_22" style="word-spacing:0.01em;">&nbsp;en</span><span class="stl_22" style="word-spacing:0.03em;">&nbsp;la &nbsp;</span></div>
					<div class="stl_01" style="top: 32.4395em; left:29.2417em;"><span class="stl_22" style="word-spacing:0.02em;">Reserva Nacional de</span><span class="stl_22" style="word-spacing:0.03em;">&nbsp;Junín,</span><span class="stl_22" style="word-spacing:0.03em;">&nbsp;Perú. &nbsp;</span></div>
					<div class="stl_01" style="top: 33.8562em; left:29.2417em;"><span class="stl_26" style="font-style:italic; word-spacing:0.31em;">Ecología Aplicada</span><span class="stl_22 stl_08" style="word-spacing:0.32em;">, </span><span class="stl_26" style="font-style:italic; word-spacing:0.31em;">5</span><span class="stl_22 stl_08" style="word-spacing:0.4em;">(1-2), 175- &nbsp;</span></div>
					<div class="stl_01" style="top: 30.3045em; left:7.0854em;"><span class="stl_22 stl_08" style="word-spacing:0.66em;">Erika, A. (2015). Estimación de la &nbsp;</span></div>
					<div class="stl_01" style="top: 31.7037em; left:10.0375em;"><span class="stl_22 stl_09" style="word-spacing:0.01em;">biomasa zooplanctónic<span class="stl_08">a</span></span><span class="stl_22 stl_08" style="word-spacing:0.08em;">&nbsp;frente</span><span class="stl_22 stl_08" style="word-spacing:0.04em;">&nbsp;a &nbsp;</span></div>
					<div class="stl_01" style="top: 33.1062em; left:10.0375em;"><span class="stl_22" style="word-spacing:0.62em;">la provincia de santa elena &nbsp;</span></div>
					<div class="stl_01" style="top: 34.5229em; left:10.0375em;"><span class="stl_22 stl_08" style="word-spacing:1.16em;">durante marzo del 2015. &nbsp;</span></div>
					<div class="stl_01" style="top: 35.2562em; left:29.2417em;"><span class="stl_22 stl_08">181. &nbsp;</span></div>
					<div class="stl_01" style="top: 35.9229em; left:10.0375em;"><span class="stl_22">Universidad &nbsp;</span></div>
					<div class="stl_01" style="top: 35.9229em; left:16.4295em;"><span class="stl_22 stl_19">de &nbsp;</span></div>
					<div class="stl_01" style="top: 35.9229em; left:19.0105em;"><span class="stl_22 stl_09">Guayaquil<span class="stl_08">, &nbsp;</span></span></div>
					<div class="stl_01" style="top: 37.3229em; left:10.0375em;"><span class="stl_22 stl_08" style="word-spacing:0.31em;">Facultad de Ciencias Naturales, &nbsp;</span></div>
					<div class="stl_01" style="top: 38.7229em; left:10.0375em;"><span class="stl_22" style="word-spacing:-0.01em;">Escuela de Biología, 60-78. &nbsp;</span></div>
					<div class="stl_01" style="top: 37.3229em; left:26.2917em;"><span class="stl_22 stl_09" style="word-spacing:0.26em;">INAMHI. (2018). Análisis climatol<span class="stl_08">ógico &nbsp;</span></span></div>
					<div class="stl_01" style="top: 38.7229em; left:29.2417em;"><span class="stl_22" style="word-spacing:0.62em;">para octubre 2018. Instituto &nbsp;</span></div>
					<div class="stl_01" style="top: 40.1395em; left:29.2417em;"><span class="stl_22 stl_08" style="word-spacing:0.76em;">Nacional de Meteorología e &nbsp;</span></div>
					<div class="stl_01" style="top: 41.542em; left:29.2417em;"><span class="stl_22 stl_08" style="word-spacing:0.61em;">Hidrología </span><span class="stl_25 stl_08" style="word-spacing:0.52em;">– </span><span class="stl_22 stl_08" style="word-spacing:0.59em;">Ecuador. </span><span class="stl_26" style="font-style:italic; word-spacing:0.51em;">Boletín &nbsp;</span></div>
					<div class="stl_01" style="top: 40.8062em; left:7.0854em;"><span class="stl_22 stl_08" style="word-spacing:0.48em;">Giesecke, R. &amp; González, H. (2004). &nbsp;</span></div>
					<div class="stl_01" style="top: 42.2087em; left:10.0375em;"><span class="stl_22" style="word-spacing:0.26em;">Feeding of </span><span class="stl_26" style="font-style:italic; word-spacing:0.26em;">Sagitta enflata </span><span class="stl_22" style="word-spacing:0.26em;">and &nbsp;</span></div>
					<div class="stl_01" style="top: 42.9412em; left:29.2417em;"><span class="stl_26 stl_09" style="font-style:italic;">Meteorológico<span class="stl_19">, &nbsp;</span></span></div>
					<div class="stl_01" style="top: 44.342em; left:29.2417em;"><span class="stl_22" style="word-spacing:0.09em;">Recuperado 14 de</span><span class="stl_22" style="word-spacing:0.1em;">&nbsp;diciembre</span><span class="stl_22" style="word-spacing:0.08em;">&nbsp;de &nbsp;</span></div>
					<div class="stl_01" style="top: 45.742em; left:29.7417em;"><span class="stl_22" style="word-spacing:9.78em;">018, de &nbsp;</span></div>
					<div class="stl_01" style="top: 42.9412em; left:39.1527em;"><span class="stl_26" style="font-style:italic;">42</span><span class="stl_22 stl_09">(524)<span class="stl_08">. &nbsp;</span></span></div>
					<div class="stl_01" style="top: 43.6087em; left:10.0375em;"><span class="stl_22">vertical &nbsp;</span></div>
					<div class="stl_01" style="top: 43.6087em; left:15.4005em;"><span class="stl_22">distribution &nbsp;</span></div>
					<div class="stl_01" style="top: 43.6087em; left:22.4945em;"><span class="stl_22">of &nbsp;</span></div>
					<div class="stl_01" style="top: 45.0087em; left:10.0375em;"><span class="stl_22 stl_09" style="word-spacing:0.15em;">chaetognaths in relati<span class="stl_08">on</span></span><span class="stl_22 stl_08" style="word-spacing:0.18em;">&nbsp;to</span><span class="stl_22 stl_08" style="word-spacing:0.19em;">&nbsp;low &nbsp;</span></div>
					<div class="stl_01" style="top: 46.4087em; left:10.0375em;"><span class="stl_22" style="word-spacing:0.33em;">oxygen concentrations. </span><span class="stl_26" style="font-style:italic; word-spacing:0.33em;">Journal &nbsp;</span></div>
					<div class="stl_01" style="top: 47.8254em; left:10.0375em;"><span class="stl_26 stl_08" style="font-style:italic; word-spacing:0.03em;">of Plankton Research, 26</span><span class="stl_22 stl_08" style="word-spacing:0.03em;">(4): 475- &nbsp;</span></div>
					<div class="stl_01" style="top: 45.742em; left:29.2417em;"><span class="stl_22">2</span></div>
					<div class="stl_01" style="top: 47.1587em; left:29.2417em;"><span class="stl_22">http://www.serviciometeorologi &nbsp;</span></div>
					<div class="stl_01" style="top: 48.5579em; left:29.2417em;"><span class="stl_22">co.gob.ec &nbsp;</span></div>
					<div class="stl_01" style="top: 49.2254em; left:10.0375em;"><span class="stl_22 stl_08">486. &nbsp;</span></div>
					<div class="stl_01" style="top: 50.6245em; left:26.2917em;"><span class="stl_22 stl_08" style="word-spacing:0.3em;">Johnson, W.</span><span class="stl_22 stl_08" style="word-spacing:0.21em;">&nbsp;S. &amp;</span><span class="stl_22 stl_08" style="word-spacing:0.24em;">&nbsp;Allen, D. M.</span><span class="stl_22 stl_08" style="word-spacing:0.26em;">&nbsp;(2012). &nbsp;</span></div>
					<div class="stl_01" style="top: 52.027em; left:29.2417em;"><span class="stl_22 stl_09" style="word-spacing:0.11em;">Zooplankton o<span class="stl_08">f</span></span><span class="stl_22 stl_08" style="word-spacing:0.15em;">&nbsp;the Atlantic</span><span class="stl_22 stl_08" style="word-spacing:0.13em;">&nbsp;and &nbsp;</span></div>
					<div class="stl_01" style="top: 53.4437em; left:29.2417em;"><span class="stl_22 stl_08" style="word-spacing:0.38em;">Gulf Coasts. A Guide to Their &nbsp;</span></div>
					<div class="stl_01" style="top: 51.2937em; left:7.0854em;"><span class="stl_22 stl_08" style="word-spacing:0.56em;">Giraldo, A., &amp; Gutiérrez, E. (2007). &nbsp;</span></div>
					<div class="stl_01" style="top: 52.6937em; left:10.0375em;"><span class="stl_22" style="word-spacing:0.8em;">Composición taxonómica del &nbsp;</span></div>
					<div class="stl_01" style="top: 54.1104em; left:10.0375em;"><span class="stl_22" style="word-spacing:0.55em;">zooplancton superficial en el &nbsp;</span></div>
					<div class="stl_01" style="top: 55.5104em; left:10.0375em;"><span class="stl_22 stl_09" style="word-spacing:-0.01em;">Pacífico colombiano (septiemb<span class="stl_08">re &nbsp;</span></span></div>
					<div class="stl_01" style="top: 54.8277em; left:41.8458em;"><span class="stl_31">nd &nbsp;</span></div>
					<div class="stl_01" style="top: 54.8437em; left:29.2417em;"><span class="stl_22 stl_08" style="word-spacing:0.46em;">Identification and Ecology. 2 &nbsp;</span></div>
					<div class="stl_01" style="top: 56.2437em; left:29.2417em;"><span class="stl_22 stl_08" style="word-spacing:0.07em;">Ed. Jhons Hopking Univ Press. &nbsp;</span></div>
					<div class="stl_01" style="top: 56.9104em; left:10.0375em;"><span class="stl_22" style="word-spacing:0.25em;">2003). </span><span class="stl_26" style="font-style:italic; word-spacing:0.26em;">Investigaciones marinas</span><span class="stl_22" style="word-spacing:0.24em;">, &nbsp;</span></div>
					<div class="stl_01" style="top: 58.3104em; left:10.0375em;"><span class="stl_26" style="font-style:italic;">3</span></div>
					<div class="stl_01" style="top: 58.3104em; left:10.5375em;"><span class="stl_26" style="font-style:italic; word-spacing:7.09em;">5</span><span class="stl_22 stl_09" style="word-spacing:7.09em;">(1), 117-122<span class="stl_08">. &nbsp;</span></span></div>
					<div class="stl_01" style="top: 58.3104em; left:26.2917em;"><span class="stl_22 stl_08" style="word-spacing:0.18em;">López Peralta, R.H.</span><span class="stl_22 stl_08" style="word-spacing:0.17em;">&nbsp;(2012).</span><span class="stl_22 stl_09" style="word-spacing:0.11em;">&nbsp;Distribució<span class="stl_08">n &nbsp;</span></span></div>
					<div class="stl_01" style="top: 59.7104em; left:29.2417em;"><span class="stl_22 stl_08" style="word-spacing:0.73em;">y abundancia de copépodos &nbsp;</span></div>
					<div class="stl_01" style="top: 59.7104em; left:10.0375em;"><span class="stl_22">https://doi.org/10.4067/S0717- &nbsp;</span></div>
					<div class="stl_01" style="top: 61.1291em; left:10.5375em;"><span class="stl_22">1782007000100012 &nbsp;</span></div>
					<div class="stl_01" style="top: 61.1291em; left:10.0375em;"><span class="stl_22">7</span></div>
					<div class="stl_01" style="top: 61.1291em; left:29.2417em;"><span class="stl_22">pelágicos &nbsp;</span></div>
					<div class="stl_01" style="top: 61.1291em; left:34.5687em;"><span class="stl_22 stl_08">en &nbsp;</span></div>
					<div class="stl_01" style="top: 61.1291em; left:37.1327em;"><span class="stl_22">el &nbsp;</span></div>
					<div class="stl_01" style="top: 61.1291em; left:39.3987em;"><span class="stl_22">Pacífico &nbsp;</span></div>
					<div class="stl_01" style="top: 62.5291em; left:29.2417em;"><span class="stl_22">colombiano.</span><span class="stl_22 stl_08" style="word-spacing:0.05em;">&nbsp;</span><span class="stl_26" style="font-style:italic; word-spacing:0.05em;">Revista</span><span class="stl_26 stl_08" style="font-style:italic; word-spacing:0.12em;">&nbsp;Facultad</span><span class="stl_26 stl_08" style="font-style:italic; word-spacing:0.08em;">&nbsp;de &nbsp;</span></div>
					<div class="stl_01" style="top: 66.1378em; left:41.6792em;"><span class="stl_17 stl_08" style="font-style:italic;">38 &nbsp;</span></div>
				</div>
			</div>
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			<div class="stl_03">
				<img 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alt="" class="stl_24" />
			</div>
			<div class="stl_view">
				<div class="stl_05 stl_06">
					<div class="stl_01" style="top: 2.8676em; left:7.0854em;"><span class="stl_07 stl_08" style="font-style:italic; word-spacing:-0.01em;">Revista de</span><span class="stl_07 stl_08" style="font-style:italic; word-spacing:0em;">&nbsp;Ciencias de<span class="stl_09">l</span></span><span class="stl_07 stl_08" style="font-style:italic; word-spacing:-0.03em;">&nbsp;Mar</span><span class="stl_07 stl_08" style="font-style:italic; word-spacing:0em;">&nbsp;y</span><span class="stl_07 stl_08" style="font-style:italic; word-spacing:0.02em;">&nbsp;Acuicultura</span><span class="stl_07 stl_08" style="font-style:italic; word-spacing:-0.01em;">&nbsp;“YAKU”:</span><span class="stl_07 stl_08" style="font-style:italic; word-spacing:0.03em;">&nbsp;Vol.</span><span class="stl_07 stl_08" style="word-spacing:0.02em;">&nbsp;</span><span class="stl_10 stl_08" style="font-style:italic; word-spacing:0.03em;">3 (Núm.5)</span><span class="stl_10 stl_08" style="font-style:italic; word-spacing:-0.01em;">&nbsp;(ene</span><span class="stl_10 stl_08" style="word-spacing:0em;">&nbsp;</span><span class="stl_07 stl_08" style="font-style:italic; word-spacing:0em;">–</span><span class="stl_07 stl_08" style="word-spacing:0em;">&nbsp;</span><span class="stl_10 stl_08" style="font-style:italic; word-spacing:0em;">jun 2020)<span class="stl_09">.</span></span><span class="stl_10 stl_08" style="font-style:italic; word-spacing:0.02em;">&nbsp;ISSN:</span><span class="stl_10 stl_08" style="font-style:italic; word-spacing:0.01em;">&nbsp;2600-5824. &nbsp;</span></div>
					<div class="stl_01" style="top: 3.8676em; left:7.0854em;"><span class="stl_10 stl_08" style="font-style:italic; word-spacing:0.02em;">Abundancia, composición</span><span class="stl_10 stl_08" style="font-style:italic; word-spacing:0.02em;">&nbsp;y</span><span class="stl_10 stl_08" style="font-style:italic; word-spacing:0.01em;">&nbsp;diversidad del</span><span class="stl_10 stl_08" style="font-style:italic; word-spacing:0.04em;">&nbsp;zooplancton</span><span class="stl_10 stl_08" style="font-style:italic; word-spacing:0.02em;">&nbsp;en la</span><span class="stl_10 stl_08" style="font-style:italic; word-spacing:0.04em;">&nbsp;zona</span><span class="stl_10 stl_08" style="font-style:italic; word-spacing:0.02em;">&nbsp;de</span><span class="stl_10 stl_08" style="font-style:italic; word-spacing:0.01em;">&nbsp;Cojimíes</span><span class="stl_07 stl_08" style="font-style:italic; word-spacing:0.01em;">–</span><span class="stl_10 stl_08" style="font-style:italic; word-spacing:0.01em;">Manabí,</span><span class="stl_10 stl_08" style="font-style:italic; word-spacing:0.05em;">&nbsp;durante</span><span class="stl_10 stl_08" style="font-style:italic; word-spacing:0.03em;">&nbsp;los</span><span class="stl_10 stl_08" style="font-style:italic; word-spacing:0.02em;">&nbsp;meses de</span><span class="stl_10 stl_08" style="font-style:italic; word-spacing:0.04em;">&nbsp;mayo-octubre &nbsp;</span></div>
					<div class="stl_01" style="top: 4.8035em; left:7.0854em;"><span class="stl_10 stl_08" style="font-style:italic; word-spacing:0.03em;">del 2018 &nbsp;</span></div>
					<div class="stl_01" style="top: 6.3995em; left:10.0375em;"><span class="stl_26" style="font-style:italic; word-spacing:0.74em;">Ciencias Básicas, Universidad &nbsp;</span></div>
					<div class="stl_01" style="top: 7.817em; left:10.0375em;"><span class="stl_26" style="font-style:italic; word-spacing:1.85em;">Militar Nueva Granada, &nbsp;</span></div>
					<div class="stl_01" style="top: 6.3995em; left:26.2917em;"><span class="stl_23 stl_08" style="word-spacing:0.61em;">Roman, M. &amp; Gauzens, A. (1997). &nbsp;</span></div>
					<div class="stl_01" style="top: 7.817em; left:29.2417em;"><span class="stl_23 stl_08" style="word-spacing:1.37em;">Copepod grazing in the &nbsp;</span></div>
					<div class="stl_01" style="top: 9.217em; left:10.0375em;"><span class="stl_26 stl_08" style="font-style:italic; word-spacing:0.09em;">Colombia, 8</span><span class="stl_22" style="word-spacing:0em;">(1): 108-131. &nbsp;</span></div>
					<div class="stl_01" style="top: 9.217em; left:29.2417em;"><span class="stl_23 stl_08" style="word-spacing:0.05em;">equatorial Pacific. </span><span class="stl_53" style="font-style:italic; word-spacing:-0.04em;">Limnology and &nbsp;</span></div>
					<div class="stl_01" style="top: 10.617em; left:29.2417em;"><span class="stl_53 stl_09" style="font-style:italic; word-spacing:0.01em;">Oceanography, 4<span class="stl_08">2</span></span><span class="stl_23" style="word-spacing:0.01em;">(4): 623-634. &nbsp;</span></div>
					<div class="stl_01" style="top: 11.2837em; left:7.0854em;"><span class="stl_22 stl_08" style="word-spacing:1.16em;">Luzurlaga de Cruz, M. (2016). &nbsp;</span></div>
					<div class="stl_01" style="top: 12.6829em; left:10.0375em;"><span class="stl_22">Interrelación &nbsp;</span></div>
					<div class="stl_01" style="top: 12.6829em; left:17.8305em;"><span class="stl_22">entre &nbsp;</span></div>
					<div class="stl_01" style="top: 12.6829em; left:22.5955em;"><span class="stl_22">el &nbsp;</span></div>
					<div class="stl_01" style="top: 12.6829em; left:26.2917em;"><span class="stl_22 stl_08" style="word-spacing:0.35em;">Ruíz-Pineda, C., Suárez-Morales, E., &amp; &nbsp;</span></div>
					<div class="stl_01" style="top: 14.0854em; left:29.2417em;"><span class="stl_22" style="word-spacing:0.57em;">Gasca, R. (2016). Copépodos &nbsp;</span></div>
					<div class="stl_01" style="top: 15.502em; left:29.2417em;"><span class="stl_22 stl_08" style="word-spacing:0.62em;">planctónicos de la Bahía de &nbsp;</span></div>
					<div class="stl_01" style="top: 16.902em; left:29.2417em;"><span class="stl_22" style="word-spacing:0.91em;">Chetumal, Caribe Mexicano: &nbsp;</span></div>
					<div class="stl_01" style="top: 18.302em; left:29.2417em;"><span class="stl_22 stl_09" style="word-spacing:0.02em;">variaciones estacionales duran<span class="stl_08">te &nbsp;</span></span></div>
					<div class="stl_01" style="top: 19.702em; left:29.2417em;"><span class="stl_22" style="word-spacing:0.77em;">un ciclo anual. </span><span class="stl_26" style="font-style:italic; word-spacing:0.77em;">Revista de &nbsp;</span></div>
					<div class="stl_01" style="top: 21.1187em; left:29.2417em;"><span class="stl_26" style="font-style:italic; word-spacing:0.13em;">biología marina y oceanografía</span><span class="stl_22" style="word-spacing:0.13em;">, &nbsp;</span></div>
					<div class="stl_01" style="top: 14.0854em; left:10.0375em;"><span class="stl_22 stl_08" style="word-spacing:0.46em;">ictioplancton y el zooplancton &nbsp;</span></div>
					<div class="stl_01" style="top: 15.502em; left:10.0375em;"><span class="stl_22" style="word-spacing:0.51em;">marino durante septiembre - &nbsp;</span></div>
					<div class="stl_01" style="top: 16.902em; left:10.0375em;"><span class="stl_22 stl_08" style="word-spacing:0.37em;">octubre 2003. </span><span class="stl_26" style="font-style:italic; word-spacing:0.31em;">Revista Ciencias &nbsp;</span></div>
					<div class="stl_01" style="top: 18.302em; left:10.0375em;"><span class="stl_26 stl_08" style="font-style:italic; word-spacing:0.06em;">del mar y limnología</span><span class="stl_22 stl_08" style="word-spacing:0.07em;">, 45-57. &nbsp;</span></div>
					<div class="stl_01" style="top: 20.3687em; left:7.0854em;"><span class="stl_22" style="word-spacing:-0.04em;">Magurran, A. (1988). Ecological diversity &nbsp;</span></div>
					<div class="stl_01" style="top: 21.7854em; left:10.0375em;"><span class="stl_22" style="word-spacing:0.08em;">and its measurement.</span><span class="stl_22" style="word-spacing:0.09em;">&nbsp;Princeton &nbsp;</span></div>
					<div class="stl_01" style="top: 23.1879em; left:10.0375em;"><span class="stl_22 stl_08" style="word-spacing:0.59em;">University Press, New Jersey, &nbsp;</span></div>
					<div class="stl_01" style="top: 22.5212em; left:29.2417em;"><span class="stl_26" style="font-style:italic;">5</span></div>
					<div class="stl_01" style="top: 22.5212em; left:29.7417em;"><span class="stl_26" style="font-style:italic; word-spacing:7.09em;">1</span><span class="stl_22 stl_09" style="word-spacing:7.09em;">(2), 301-316<span class="stl_08">. &nbsp;</span></span></div>
					<div class="stl_01" style="top: 23.9204em; left:29.2417em;"><span class="stl_22">https://doi.org/10.4067/S0718- &nbsp;</span></div>
					<div class="stl_01" style="top: 25.3212em; left:29.7417em;"><span class="stl_22">9572016000200008 &nbsp;</span></div>
					<div class="stl_01" style="top: 24.587em; left:10.0375em;"><span class="stl_22">1</span></div>
					<div class="stl_01" style="top: 24.587em; left:10.5375em;"><span class="stl_22 stl_09" style="word-spacing:-0.01em;">79 pp<span class="stl_19">. &nbsp;</span></span></div>
					<div class="stl_01" style="top: 26.6537em; left:7.0854em;"><span class="stl_22" style="word-spacing:0.41em;">Nybakken, J. W. &amp; Bertness, M. D. &nbsp;</span></div>
					<div class="stl_01" style="top: 28.0704em; left:10.3405em;"><span class="stl_22 stl_08" style="word-spacing:0.93em;">2004). Marine biology, an &nbsp;</span></div>
					<div class="stl_01" style="top: 25.3212em; left:29.2417em;"><span class="stl_22">1</span></div>
					<div class="stl_01" style="top: 27.4037em; left:26.2917em;"><span class="stl_22 stl_08" style="word-spacing:0.01em;">Salcedo, J., &amp; Coello, D. (2018). Dinámica &nbsp;</span></div>
					<div class="stl_01" style="top: 28.8045em; left:29.2417em;"><span class="stl_22" style="word-spacing:0.08em;">del plancton en la primera milla &nbsp;</span></div>
					<div class="stl_01" style="top: 30.2037em; left:29.2417em;"><span class="stl_22" style="word-spacing:-0.04em;">náutica frente a la provincia de El &nbsp;</span></div>
					<div class="stl_01" style="top: 31.6045em; left:29.2417em;"><span class="stl_22 stl_08" style="word-spacing:0.02em;">Oro, Ecuador. </span><span class="stl_26 stl_08" style="font-style:italic; word-spacing:0.04em;">Revista de Biología &nbsp;</span></div>
					<div class="stl_01" style="top: 28.0704em; left:10.0375em;"><span class="stl_22">(</span></div>
					<div class="stl_01" style="top: 29.4712em; left:10.0375em;"><span class="stl_22" style="word-spacing:0.64em;">ecological approach. 6ta Ed. &nbsp;</span></div>
					<div class="stl_01" style="top: 30.8704em; left:10.0375em;"><span class="stl_22" style="word-spacing:-0.02em;">Pearson Educ., Inc. San Francisco &nbsp;</span></div>
					<div class="stl_01" style="top: 32.9395em; left:7.0854em;"><span class="stl_22" style="word-spacing:0.62em;">Palma, S., &amp; Apablaza, P. (2004). &nbsp;</span></div>
					<div class="stl_01" style="top: 33.0062em; left:29.2417em;"><span class="stl_26 stl_09" style="font-style:italic;">Tropica<span class="stl_19">l</span></span><span class="stl_22">, &nbsp;</span></div>
					<div class="stl_01" style="top: 33.0062em; left:34.6608em;"><span class="stl_26" style="font-style:italic;">66</span><span class="stl_22 stl_09">(2)<span class="stl_08">, &nbsp;</span></span></div>
					<div class="stl_01" style="top: 33.0062em; left:38.926em;"><span class="stl_22 stl_09">836-847<span class="stl_08">. &nbsp;</span></span></div>
					<div class="stl_01" style="top: 34.3395em; left:10.0375em;"><span class="stl_22">Abundancia &nbsp;</span></div>
					<div class="stl_01" style="top: 35.7562em; left:10.0375em;"><span class="stl_22">distribución &nbsp;</span></div>
					<div class="stl_01" style="top: 37.1562em; left:10.0375em;"><span class="stl_22">zooplancton &nbsp;</span></div>
					<div class="stl_01" style="top: 38.5562em; left:10.0375em;"><span class="stl_22" style="word-spacing:0.9em;">carnívoro en un área de &nbsp;</span></div>
					<div class="stl_01" style="top: 39.9562em; left:10.0375em;"><span class="stl_22 stl_08" style="word-spacing:0.03em;">surgencia en el norte del Sistema &nbsp;</span></div>
					<div class="stl_01" style="top: 41.3754em; left:10.0375em;"><span class="stl_22 stl_08" style="word-spacing:0.43em;">de la Corriente de Humboldt. &nbsp;</span></div>
					<div class="stl_01" style="top: 42.7754em; left:10.0375em;"><span class="stl_26" style="font-style:italic; word-spacing:0.35em;">Investigaciones marinas, 32</span><span class="stl_22" style="word-spacing:0.35em;">(1), &nbsp;</span></div>
					<div class="stl_01" style="top: 34.3395em; left:16.8135em;"><span class="stl_22">estacional &nbsp;</span></div>
					<div class="stl_01" style="top: 35.7562em; left:16.9785em;"><span class="stl_22 stl_09">vertica<span class="stl_08">l &nbsp;</span></span></div>
					<div class="stl_01" style="top: 34.3395em; left:22.8745em;"><span class="stl_22">y</span></div>
					<div class="stl_01" style="top: 35.7562em; left:22.0745em;"><span class="stl_22">del &nbsp;</span></div>
					<div class="stl_01" style="top: 34.4229em; left:29.2417em;"><span class="stl_22 stl_09">https://doi.org/10.15517/rbt.v<span class="stl_08">6 &nbsp;</span></span></div>
					<div class="stl_01" style="top: 35.8229em; left:29.2417em;"><span class="stl_22">6i2.33417 &nbsp;</span></div>
					<div class="stl_01" style="top: 37.1562em; left:19.1305em;"><span class="stl_22 stl_09">gelatino<span class="stl_08">so &nbsp;</span></span></div>
					<div class="stl_01" style="top: 37.8895em; left:26.2917em;"><span class="stl_22 stl_08" style="word-spacing:1.03em;">Spinelli, M. (2016). Diversity of &nbsp;</span></div>
					<div class="stl_01" style="top: 39.2895em; left:29.2417em;"><span class="stl_22" style="word-spacing:0.07em;">copepods in Atlantic Patagonian &nbsp;</span></div>
					<div class="stl_01" style="top: 40.7062em; left:29.2417em;"><span class="stl_22 stl_08" style="word-spacing:0.53em;">coastal waters throughout an &nbsp;</span></div>
					<div class="stl_01" style="top: 42.1087em; left:29.2417em;"><span class="stl_22" style="word-spacing:0.23em;">annual cycle. </span><span class="stl_26" style="font-style:italic; word-spacing:0.23em;">Ciencias Marinas</span><span class="stl_22" style="word-spacing:0.23em;">, &nbsp;</span></div>
					<div class="stl_01" style="top: 43.5087em; left:29.2417em;"><span class="stl_26" style="font-style:italic;">4</span></div>
					<div class="stl_01" style="top: 43.5087em; left:29.7417em;"><span class="stl_26" style="font-style:italic; word-spacing:8.11em;">2</span><span class="stl_22 stl_08" style="word-spacing:8.19em;">(1), 31-47. &nbsp;</span></div>
					<div class="stl_01" style="top: 44.9087em; left:29.2417em;"><span class="stl_22 stl_09">https://doi.org/10.7773/cm.v<span class="stl_08">42i &nbsp;</span></span></div>
					<div class="stl_01" style="top: 46.3254em; left:29.7417em;"><span class="stl_22">.2585 &nbsp;</span></div>
					<div class="stl_01" style="top: 44.1754em; left:10.0375em;"><span class="stl_22">4</span></div>
					<div class="stl_01" style="top: 44.1754em; left:10.5375em;"><span class="stl_22">9-70. &nbsp;</span></div>
					<div class="stl_01" style="top: 45.5754em; left:10.0375em;"><span class="stl_22">https://doi.org/10.4067/S0717- &nbsp;</span></div>
					<div class="stl_01" style="top: 46.992em; left:10.5375em;"><span class="stl_22">1782004000100005 &nbsp;</span></div>
					<div class="stl_01" style="top: 46.3254em; left:29.2417em;"><span class="stl_22">1</span></div>
					<div class="stl_01" style="top: 46.992em; left:10.0375em;"><span class="stl_22">7</span></div>
					<div class="stl_01" style="top: 48.3912em; left:26.2917em;"><span class="stl_22" style="word-spacing:0.29em;">Torres, G., Calderón, T., Mero, M. &amp; &nbsp;</span></div>
					<div class="stl_01" style="top: 49.7912em; left:29.2417em;"><span class="stl_22" style="word-spacing:-0.02em;">Franco, V. (2003-2004). Procesos &nbsp;</span></div>
					<div class="stl_01" style="top: 51.1937em; left:29.2417em;"><span class="stl_22 stl_08" style="word-spacing:0.63em;">planctónicos en el Golfo de &nbsp;</span></div>
					<div class="stl_01" style="top: 52.5937em; left:29.2417em;"><span class="stl_22" style="word-spacing:0.98em;">Guayaquil (Campo Amistad) &nbsp;</span></div>
					<div class="stl_01" style="top: 49.0587em; left:7.0854em;"><span class="stl_22 stl_08" style="word-spacing:0.4em;">Pielou, E. (1975). Ecological diversity. &nbsp;</span></div>
					<div class="stl_01" style="top: 50.4579em; left:10.0375em;"><span class="stl_22" style="word-spacing:0.31em;">John Wiley &amp; Sons, Inc., New &nbsp;</span></div>
					<div class="stl_01" style="top: 51.8604em; left:10.0375em;"><span class="stl_22 stl_08" style="word-spacing:0.06em;">York, 165 pp. &nbsp;</span></div>
					<div class="stl_01" style="top: 53.927em; left:7.0854em;"><span class="stl_22 stl_08" style="word-spacing:0.03em;">Prado, M. &amp; Cajas, J. (2017). Variabilidad &nbsp;</span></div>
					<div class="stl_01" style="top: 55.3437em; left:10.0375em;"><span class="stl_22 stl_08" style="word-spacing:0.22em;">del plancton en estaciones</span><span class="stl_22 stl_08" style="word-spacing:0.21em;">&nbsp;fijas &nbsp;</span></div>
					<div class="stl_01" style="top: 56.7437em; left:10.0375em;"><span class="stl_22 stl_08" style="word-spacing:0.39em;">frente a las costa ecuatoriana &nbsp;</span></div>
					<div class="stl_01" style="top: 58.1437em; left:10.0375em;"><span class="stl_22" style="word-spacing:0.29em;">durante 2009. R</span><span class="stl_26" style="font-style:italic; word-spacing:0.29em;">evista Ciencias &nbsp;</span></div>
					<div class="stl_01" style="top: 59.5437em; left:10.0375em;"><span class="stl_26 stl_08" style="font-style:italic; word-spacing:0.06em;">del Mar y Limnología, 43</span><span class="stl_22 stl_08" style="word-spacing:0.07em;">: 23-31. &nbsp;</span></div>
					<div class="stl_01" style="top: 54.0104em; left:29.2417em;"><span class="stl_22 stl_09">julio-agosto/200<span class="stl_08">1. &nbsp;</span></span></div>
					<div class="stl_01" style="top: 55.4104em; left:29.2417em;"><span class="stl_26" style="font-style:italic; word-spacing:0.26em;">Oceanográfica del Pacífico, 12</span><span class="stl_22" style="word-spacing:0.26em;">: &nbsp;</span></div>
					<div class="stl_01" style="top: 56.8104em; left:29.2417em;"><span class="stl_22 stl_09">81-90<span class="stl_08">. &nbsp;</span></span></div>
					<div class="stl_01" style="top: 54.0104em; left:40.6792em;"><span class="stl_26" style="font-style:italic;">Acta &nbsp;</span></div>
					<div class="stl_01" style="top: 58.877em; left:26.2917em;"><span class="stl_22 stl_08" style="word-spacing:0.67em;">Valencia, B. &amp; Giraldo, A. (2009). &nbsp;</span></div>
					<div class="stl_01" style="top: 60.2962em; left:29.2417em;"><span class="stl_22">Hipéridos &nbsp;</span></div>
					<div class="stl_01" style="top: 60.2962em; left:37.9537em;"><span class="stl_22">(Crustacea: &nbsp;</span></div>
					<div class="stl_01" style="top: 61.6958em; left:29.2417em;"><span class="stl_22" style="word-spacing:0.21em;">Amphipoda) en el sector norte &nbsp;</span></div>
					<div class="stl_01" style="top: 66.1378em; left:41.6792em;"><span class="stl_17 stl_08" style="font-style:italic;">39 &nbsp;</span></div>
				</div>
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			<div class="stl_03">
				<img 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eQnt53OvBUv5q6Nh/Pw48/n0y+dyrpL1bs9kqNT3fzmrmN5cMUL5e93OLeOHc3DS3bmR7YcydpaswSVpD3Xz7my328Z35D7V7+Um5cdze0lrHzb5J58+fx0Dgzd+A0AwHXqa9adzFtXHy8B42juKc313av2l2Z3f25ccyA3rD1UAsPh0eVT94ztyb1jO0qIOJg3rzmZr137clnmSOZN7s6C8R25a3x3acqvBYy3rN2ft6x+OTevei3zxs7kvpV784l1z5cmPaWhb6de3fjdrB43W0+z3crlEgx2dnr5zuqyoZUv5Y71JWQs250f3ngoL5R1Xs9sXup0852Pbs29C1/M9z67L3vLOlebSckJmWn3Mte4kl59Ko3+MEdLcPnxDVvy7vHNuW18W25efyhvnTxcxn64jHVffuX4xZxPWa91JZ1+M7XOINPtQa6UbS6+MJd3LKyO81RumNhbwtOmLL9SQkwZx+USTE5nmMlaN5/YeDAPLtuSBxauz889fzjby/YuDgaZm60esdvLukYr73hyXeav2VeCzb58YOFz+ZcHzuVoWa42euxVf3QvybdNbihBbHsJbiczf8WB/KNnDuVkGf/5npABAMB16k1rq5BR/av9sdGZiHtLk3/3ql0lNOzMnRO7RoGjuqH7rvE9uWvixRIqduWmtfvypvX787Ub9uXN63fl5jVl2cmduaesN39iR25ct6MEjcN568SruW3VmbLNffneNVsz3cu1N3qXkNFpVy/gK5/N2bQa7ZxuD/MLG/fm/qUv5PYNh7JgbFc+tuiZTLw+l9l+K5PnZvPeLz6buxduyWf2H825fi+D0vn3p8s2O8M0O5cyLKFhttXL1rKfb104ma+bfCbv3VyOZc2O3FKO4841R3P3+N785OZ9oydVtVuXS0qppdvupF6r3mnRzdKz03nvwu25Y/JkbiwB6h2r1+SpSyUUVa/NaA2zs4SEf7L1SB56dEPeseip/ODE89k83Rw9prbbK6mhPju6HOzZuUbe/cTq3L16T+6bPJCvf/Tp/PaLJ3KuBIhmCSup93K+BKRv3/h0bln+XO4uwW3+4l356fI3fbVfBZGekAEAwPXptlUncmN1T0Z1U/d4dTnU9nz8hRP5hwfO5pvGtpWmf2tpuA9kwar9eXcJET9x6Gz+j+1H88Bj47lnbEvu3nQ8Ny3flW9++lh+Zt/Z/MAzJZgsWZM71x7IW1adzB1rX82dy3bne9duy2xp/pvNayGj2ZvL9GAmzcaVDBqNzJXG+vf3Hs8Dizfmxg17SrjZmfd9eX2+ePS1XOgN8h8PvpoHH9uSBxc/l0fOvJpaY6p04t30SsioNaqQcTH95uVMtQd5/MxcvvGLq/OhlRvyk8deyQfWbc09E3tz16pDuW9sb75rbHOOdbrpdKcznLqcYb2dfqm5fidLLszkvU++mFuXHyyhZE8eWr44m67UU68P83prkH97+EzeXcLFu0sA+9DSZ/PYpZmc7gwy1+6Pzs4M69OZaszlmdlG3vfEuswb3515q17KBx97Nn+w83ReG6QEq+plf62c7g3zkY0bcuvqrSW8Hc2dZb+/uHH/6NKtbrMtZAAAcH16+/ip3D5xIm9deyxvKiHiHZPb80ezzWxL8qULnXxs2XOZv+SF3L1kd37oubNZUxrqnf1Bfm3L9nzwS5N5cOWBvPepV/OvL/azb5isuDqbj65alwdWPJ8bl+zNjSsP5/51h/I9a6+dyWg2u6OQUe/N5mpqabSuZFibSaM7yKrSzD/05JrcvGlPbtmwN/c9uiG/uv10Tpft/pMy7f4VO/LexZuyrV5Lv1VCxnQjnSpklABQa19Mq3ll9IK833zxbBnb03nf55bkDy5P58e2Hijh5MXMX3YoD47tz0eWPZ2nGs3Rm8MHly8ns50MWr1MlZDx2MXpvGvx1iwYO5q7Vu7Iu8ZWZfJKK6+XsW98vZFPrHwub1++Iw+Ol7DyzP7RmY3pTj+dsv6g2UyvHMvVdiubS4h43+Mbctvk/tw8eTDvefz5/Ptdr+bVciytThl3rZGXy7ofXLcmN67ZlltWl5CxfHt+ZsPOXK7u2WjMCBkAAFyf7l9yaPQEplvWHc9N4zvy/qWb8lNj6/P8hSujJviXntmThx+ZzNsWP59vXfZCfnvLjpzut7J15kp+8InJvH3hC3lHCRPftWhTnn39Ys4OB/mXu/bm3Z9blnesPphbVu7LgjV78/H1W3O1BIB6s5e5Ucio5XKnlnZ7rnTd9UzXyjZLc/1Nq5/L105szU2bDo7CzQ9uOJinS6j5W6W5f9uaHfn45HOjd1oMaldLOKml1U5Kj5/6oJ6p7lz2d5MfXPlS3vnItnzkyxNZV5r6/zzdzDsWbc19JVA9MFndqL02f3TmfC5kWHbdSn+un1ajmyuDXh4tIeOdJWTctao0/WO78rbl6/L43DBP1Xr56XW7857Fm3PvWDmm8QP520/vH92L0eh00m2VoNFup9GcK8fVzeYSXD7w6KbRTfRvXns4b1/0XH5/99m8UvZZ69XTrpeQUcb2gfXrcuPqF0ch444V2/OpjTtHN8g3ml7GBwDAder+8aMlZBzJ7SsP5qGxnfnEimfy93//P+TA6+czO+xn06Xp/N2Fa/MdEy/kI48uzW8/vaE0+Y28ln5+f9fB/MCanfnbY1vzHX/yaF547WzmyvRtUzP5xxPP5v0rto0ez3rX+r35Oxu2jv6FvtbqZbaEjEa3ntlOK536XIaNEjKarbxUGva/++LR3LB8S9685kDmTx7IB8f35/dq/by7NOJ3jz2V//vAy7nYG6RTgkm3hJ0rrVamSkC42m3l7KCd1bPtfNOKg3n74oP5saf2ZHPZ55JuL+9auCV3Tb6S+euO5r7Fz+Rntu7PzhIqznT7udgZZq43zPSgn8Xnp/OeJ7fm9urpWhP7ct+yLfmdmeRTu4/nvU8+lfvL8dy5/EjmTxzLO5ZtzqpeP7VGI60SMhrddmZKaLrY7eSFmU6+4cubRk/betP6A3lo8ab87p5Tb4SMZjolVJ0uY/vQmg25ZWJH5k0eL9vdmU+WkFFdUjXXvipkAABwfZq39lDumDicu5fuz49sfT0r66VBvvB6pvrTudK5lNeGg+xudLKx3cvK2bkcnKulW5rxbmnKz5Vmf2enn3W1ZrZPz2auXxrt2szoc2unl7+345XcsXJbbp3ckm/btOWNR9iWkFH9S367MXpLd3dqLr0SShr9QZ6bbeV715VQMrY3N04cybx1x3PP2P58+/bLmTf+Qvm+Jn98/nIuNoept6tHytZyvj2VehnP6yW8vDB9KT+/fXfuXbI/8xcfzq+dmi0ho5//cva1fN2yXbm5hIw3rT6Ye5ZvzQ+U7a0rAWFfCTa729VZjNL8lzFMnJ7J1y3cmpvXHM3fXHsg9606kB/aN5W3rXwud09uLeGibHvlydy5+mTuW/JMfu/U6RKWuml22pkbnU2ZLiGolRdnWvnoF9bnzom9edOGPbl/6br87kvHSsjop17CSH+2k3Pd5KPjm3Lnyl1ZMHYydy/ZlZ8qIeN8+TtNdYUMAACuU/9b9WjXtSdzz7K9+d4NR7PwwlSODod5uV/LpdIQH+h0sv78pXzh6Nk8V6/OFlSPjB3maiM5eLWV1a+cz6pXL+dYZ5jL/aRZ1n2t28/KS1fz8XU7M3/Z9tw+uScf27gjF6qQ0Wml1i3BotlMu95Od7aElmY7l0vD/R/3HM/7H92QuyYP5Ka1L5eQcTp3jlWXLZ0s29iX+1duzA+vmMxTr5zLlV6nBJPm6J0bl7qDPLr/UP7B+Jrc+6WxLHj6TG4eO54Pr92XH9i4Ld+4ZDL3L3kx8yZO5obJY6XxfykPP7Ex37dpW3509VP5V888P7pXYroEjbHTc/ng49tLyDic/2X9gdw2fjILxg/mjrEX8sDanbl/bF/uXnGyBKfjuW9saz759It5rTNIvVWdXWmn3Zwqf5/aKGR84yMbR+8duWHd/rx98Yb83t7DOZMSkEoAa9Z6OdtLPr5sU+5dvqMsdzR3LduRTz21Z3Qmo9ZuChkAAFyf/tf1r+ata1/J7U9uz7et2ZUfWfl0/tnqTfncoWP5o50v5Z+PrctPLlyRv/fFxfm5xWvyu8/szpOHX8u/WfdifuaRlfmxP1mYH//C4vz66ufzuV0n8/i+l/Pry8bzY0+uzMcmt+ahVQczb/nBfNtTe3O+BJCZ7kzq3ekMGp10e+3MTF9NozTp1aNd//X2g3n7YxtyQ2m6v2a8hJ81r2TB2KncsuJ05i8/lncv3ZaPPr4kS6culka8kX69nlxtj5ry3zq4Pw8v2pBbx/bnzSUs3Vj2e+/kocyf3JGbVz2Xeyd2596l+3NLCSxfO3Ygt6/bm3krXxxdAvWbz+8YvYX7QhnDonO1vG/Rjty++kD+93UH8uZ1JbCU0HPPkmfzXc8cyYdXvJQHVpaxVW/nrt5kXvZ5qDHIXDMZVI/ImplKuzWb58qE9zzxbFn3RKmX8/6Fz+QPdh/J+eqMSbeb6RJKTpXF/+6iTXlg+ba8Zc3+3Llyez65ce/ojE+34T0ZAABcp9761JnSkB/I/cu25cd3nMyTzW5+d9uOfGbZinxm8bJ8+cjxbGr38lRvODo78StPPZ3/89GF+RfPbsny8nv9YJC17W7+9NjJ/NNVk/nlscn88a59WVxr5sd2ncr8RS/mnlVH8rc37LkWMnpVyJgpIaObdllvbrZWQkYvl5P83gt78tEvrs7Dy3bkjhISbhk/OnpfxbxVx/Lw8pfygc9P5h9OrM+L/W4uDdrp1ueSuU75nvzO7l153+Prc/dE9dbxvbm/BJV3L9yc9y7ZmPufnMjDTz6dty3ckbsmTuXNVYCZ2FOCy/a894vj+ez+I5kZDnK1HMuTr9bygYXbc/vEofzNEjLeuvbw6F6Vjy1+Jl+qD/L3nzmUe5bvzk3rjuWuVXvyjV+YzKYLs5keBYNOCRolNHXnsrmEjPc+8VxuGz9R6uV88LHN+cNdR3OxVx13vYSSzl8IGS++ETJezCc37R6FjF5tIGQAAHB9esvYgdy9+kDetWJrPvTIyvzsU89mU6ORgyUQHC9N9+JTL+dnFy7K93/uv+T/Pbg3z3e7OV7mvdgd5D/s35cfXPil/PjE0nz5yoVsL9P3lVp9ZTb/ZMMzeeeXV+XhiQOZv2xvvmP9ztFToaqQMbpcqj5Mfa6bbreferuZqWE/q4+8nF9btyP/cPOpvKesc/Oyfblt3fHRywG/75kj+fTGl7LwwKmcySBT/WZ67UZSmvWLJRgtK+P8wfW789DEvsx/YnN+dPPR/GJZ/v/auic/v31Xfnr7sXzLir2Zv/JobllzIjcu3pZ3lWU/ufVY1p17La1hafwHvSx9dXZ0T8adE4fztWvL/lfvzNd/eU3+y8HXcqQEod8+cTELljyXr5l4KfMn9+U9X9iQz514fXQWpHoJX6dxJXP9ep6Za5ew8nzuHDuR+aW+4cvP5492Hs/VXiOD1lRqzeYoZPzwE8+MAtFbVx/MgvLf4FObdo5CU6/REDIAALg+3bH2eO6Z2J8HS7P7w5v35ldfOpJ//OTS/PKqsRIuFuZX1qwZnaX43MmT+VfPbckvLF2Zz6yczM8/sXR0L8Oil0/kjw8cyC+uHM9nxibz6eXj+anlE/nVw8fz/S8eyT2LX8xD4wfz8XUvlkZ8UELGdOZ69epyoPSaSbvVS60xk3p/Lld63ZwqDfbqevKtS3blpidezI1PHc7dyzfkN46fz8Ey71K3uiekm3qvNXrfRLM061OdXk6VAPDzO0+OzoK84/EN+cJrtewr2zlbpu/LMC+UdX9x27nctXBHbp04mjuW7sn7xvZnUS8ltJQx1F9PfdAchYwPlpBRPXHrLav3Z8HEs/n5p3fndKufK2XfK+uDPDz2TG6Y3JW7Vh/Ku8sYP731lbL/Epr67bRKgKjuydha7+YbHtucu1ccyV0rj+f9j72Qf7PnlVwq4ajfvlqWaZYQl/zAk8/lvurMyGR1hmRrfmrT9rxevY287T0ZAABcp25fczK3r9ifd47vzXc8tS9fbnayfDjMfz59Pp89+3rG+4M8Vmvmscu1PF2a+2WXavn8ifNZdrWdDe1eFl+qZ7LWylO9Qb50+lI+X2pJt5/PN9v5O1sO5u5l1c3SL+W71m3LxTdCRvV0qSpkdOb6aTd76Q3qabYup9mt50JrkF3t5OOLtuXOsu4NGw/kbWs25v858kppvpPGdL8kk0Fa7XpqnVqag14udvo5VMbyE0+9lHcu25aPrXwuT890c2GqmU63lfP1KyVIJP/p2FTevWR7Fqw+mgcnj+bhx1/MH57p5FSvnUbrYmZLyHjyXHUmY1vuWnUsN5bwde/4hix6bSrNRj+Nsr3t/WE+su7Z3Da5s4SMw3n78n353rWHcqCEjNqgW45nLjONevY1+/nWxzfmgTL/rrFDefsTL+Qz+8/m5WH1qNt6LvZ62VsO5buXbsm9y/fmpvHDJWS8mE8+vSNnR2d85oQMAACuT7etOZvbJo7n3omDeaA0wt+8als+9dLp/OqJC/m1YxfyD7YcyUcWbcoHHp3M967Znt946Vz+3cGL+bVtp/Oja3bnGx5fkw8v35RP7TqV39z7an5tx6n83O4T+ejqZ3P/8mdyz9je3LtiT7573dZcLiFjtjud6V4jrWYJGfWk0+ik055Or4SMdns2U51hnp9Ovu2RZ3J3Wfdr1u7NfeNrS8g4lXOlKe9c6WY400x9biqNfvVUqk6ZPsyWEo6+fcnmPLT4hfzAU3uyv5f0G+V/alOpzZzPpcEgT88285Eyv3qZ3t2rDufhJ/bkUxsPj85CXGxcyqVhL196vZZ3Pra1zD+RW1btywOrnsrC81dTm2umOzM7OmPyj3buL2N6MfMnDuWOxXvzdct3ZWNtmNcazXJcrfRKgDg1TD793KG8beGzozNFC5ZtySdeOJxtZfrJEsgOD4ZZcbWZb3js6SxYcSC3lbC3YNmL+cnNu3OkLHO653IpAACuUzevO58bSkM9vzS5947vz/2Lt+WBRc/m7U88V+r5PPD483nwye15x9iePLRiW+5dWqat2JoHlm/Ng8u35eGxHXn7iu2j7/cv25qHnnx2dLnSA0s3ZsH49swfP5gFy/fmE2u35sobIWP2jZDRagzTbTYzaFYhY2p0T8Pp0oD/6bHpfPBLm3Lf5OG8dd2B3LFyQ37t+Nkc6wzSrg8zrDVL038lzWE357u97Gp386/3Hs3XL3k+C0pQ+rkT09lX8kWvVbr1mSvpzp7PXK+bfe1+vn/5C3n7qj25fWx/GffBfPtjz2ZLCSNnS8DY1enmM/vP5e5HtuTu8VNl7Efy4MTWfPZyI6+Vee1uM+czyO+/8lreuXhz7ish45Zl+8ux78ofHLuYl6v7S3rV28MbuVyCxoorzXzdI+N52/jO3Du5J3cvfSG/8+rVPNdNJhrd/Pz2l/Pgl8vfaeLo6HG9857Ynr/37P5s6w1LSOoJGQAAXJ9uWnMmbxk/lpurt36P7cv8lS+NziDcN34g95bm985q+oqjeXOZ9+aJvbl1Yn/mjb2Ueav25+bJMm3NvrylegrT6n25fdW+3Fum379iT1lvZ24c35Nbyvr3rDqU734jZMx1p0aXSzVLAGiUcNBr1pL6TAkbc7nc72fi9dl8T2ng37bohcxbvq/s43Bun9ye71yzI7++6vmculRPr9NOpzuXq2Xd0VOpdh3J1z+yIg+v2pXbl+7Ih9ftyW9t3pdLs70Mqpf+ta6UkNHOidLc/9z6HXloyXO5fV05rsUvlRDwfH52/IVsmJrJfzh8LN/4xDNZsLT8HcZO5v7JU7m/BK/v37A9v/PM0znTms6lDDN5eTYfemxTHix/k1tXHc6CVS/l4yWM/LOxp7L79Uvp9Tu5Wp/N/n7Z37N78sAjq/PwmkOZX8LWOx57Lt9X/l4fW/ZCvu7JzXlg2Y6yjTKW9WdGf+8PL92Sn1m/Nf929wEhAwCA69ObVhzIzaW5vX1NqYmDuaOEiDsmD4we4XrLxLHcNPFybpwoQWTty7l5/YnMq15mt/xQ7lhxOLdOlvCx9mjetO5oblpTppewctfY0cxbWeatPZS3rC/rr355dE9CFTKmSsio/aWQ0Uy/OZvUqpBRvehvmC9duJr3VGdCyjhuLiHj9rLNt5Qw8/CTz+bHSrN+vH7tpu+5xqXy2c5rJWT87PrteWjppjLmvbljzeHc88TmfHJ8S07NDdPql+U7M2Wf7ZzuJH908EweXvRUbnumHMv40Xxw2f581yNrs747zC/vOJAHvvx07inHfOfKk7mv1D3jJ/LgonX55Ma1OZ5OXh/0s7vey/csqc7m7Mlta4+Uv9e+vH35c/mOx8byYr2Rer+ZVnc2Z9POotev5KOLN+W+hdvy4PipPLDiRO59cm/eWYLaQyu2Z0EJKtV9MV+74ljuW/tK3l3C1ce+OJ5/d+qCkAEAwPVp3vrjuW3ycG4au3aW4vbJg7lp1Uu5afxQbl59MjevPZ0bJl8pgeNk5pUAcceqY7m7BIcF1fsrqt+TJ3JnWa76XtWdq07mltKYf83EgXzt6iO5sSx7ZwkZ37PmxdE9GXPd6ulSjbRLyGi16hk2ZkrIqKXd7Ob0MPn861fzoSUlZCx5NveWRv5ty3dlwbJteX8JHr+4ZkuOdga52i3rpZWZRvVW8uTnNmzNu5c9lXtWbsv9K3fk4UfX5Le2H8vLrWSu3890Zzaz/U7OdYZZf7WZDy0cz82rtuSBEg4e/Oza/MjYlmwq2/mlvUfyvrLfBU9sz4MrSnBYsifvWX4w735sMr955FBODAa50O3nVDf56bFqTE/nwYkduW/Flrxj8Yb86JpncrCMbLrfSKczl6nyeaTs/4/P1/Phsux7Fu4sweJoFizfn3uX7sg7xnbmPWv3550lqLxj9bG8a+W+fOCRjfnEkxuydOhlfAAAXKdumTySa3V4VLe+8Xlt2tE36tjo89Yy7b9V1U3kt06cyFvWHijf94+m3TF+IN+3eufoZXxznXqa1RmM+qAkgEYJGPXRfRlznU4ulCb+mQsX86ur1+ZXNj+fX3jm2fzicy/kV57dUqaty5qTpzI1GKbebqfZaGSufJ7vD/PI3n355bXr88+f25F/9syO/Nq6zdl45vXUSnCoN6v7P2pp9Fq52u/lRNn3bz3/fH7ihe35qS078wtPP5s/OngoL5VlHzn9Sn627OcXtu7KTz63PT+z9aX8ysbd+Y3xzdlyYSpXyr5nS1C5XGrd8fNlTBvz6bLcP31+R37lqc154tDRvF62M91sj+7LGD1et9vJqUEvq16/mE9veDrftngyX//E2nx00Zp8Twkmv7rrZJY2uvnNrYfzmXVb8utPvZA/2LkvO4QMAACuV7dNVMHgq1nHR2+5fsu6fZlXQkZ1lmTe+P5RyDj3F0LGoISMYa1RPquzGs3USsi40uvnYlnmTKnq/RbH3qhXSr1cqrr/ot7rpV0a+G4JD81mKzMlmJwr00+Uql6Wd7RUtezrvaTZ7WVQlm/OTqVdlp9pt0pIGeR8mV+dNXmt1NVS053qxeHDTLeHJYikhJ2yflmm2mY1jpfL7yvVPeStXuqtbgkRrVxJGWeZd7jUnlLVU6eqS7dmqxDUaGXY6mRYlpur18s++2Vfw+zp9/NUp59Hz07niVeu5MVG9cLD5Ey1z2o85fN8+V19f3UgZAAAcJ26ffxIvpo1b/x4bi9B48a1+3LH+EujezvuGN+X75/8ryGjUd2M3Ryk02yOAkazNP+NUrVON7OdXmr9YS40O7lcXRpVwsKF3jCXutX9HIO0GiWglJAxLDVotzNbGvqpstyVqskvzXnVpE+Xz9l2L41GPcOyr369Vpr+VnolJDQa3bKvQer1fuqz3XRrJWGU4NCbmcugCj2NTtpz3TKusr8y62oZ85V+d3TjeK26Qb09W8Y7nbluvUxv51S3mVeHg1ws4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alt="" class="stl_18" />
			</div>
			<div class="stl_view">
				<div class="stl_05 stl_06">
					<div class="stl_01" style="top: 2.8676em; left:7.0854em;"><span class="stl_10 stl_08" style="font-style:italic; word-spacing:-0.01em;">Re</span><span class="stl_07 stl_08" style="font-style:italic; word-spacing:-0.01em;">vista de</span><span class="stl_07 stl_08" style="font-style:italic; word-spacing:0em;">&nbsp;Ciencias</span><span class="stl_07 stl_08" style="font-style:italic; word-spacing:0em;">&nbsp;del</span><span class="stl_07 stl_08" style="font-style:italic; word-spacing:-0.03em;">&nbsp;Mar</span><span class="stl_07 stl_08" style="font-style:italic; word-spacing:0em;">&nbsp;y</span><span class="stl_07 stl_08" style="font-style:italic; word-spacing:0.02em;">&nbsp;Acuicultura</span><span class="stl_07 stl_08" style="font-style:italic; word-spacing:-0.01em;">&nbsp;“YAKU”:</span><span class="stl_07 stl_08" style="font-style:italic; word-spacing:0.03em;">&nbsp;Vol.</span><span class="stl_07 stl_08" style="word-spacing:0.02em;">&nbsp;</span><span class="stl_10 stl_08" style="font-style:italic; word-spacing:0.02em;">3</span><span class="stl_10 stl_08" style="font-style:italic; word-spacing:0.03em;">&nbsp;(Núm.</span><span class="stl_10 stl_08" style="font-style:italic; word-spacing:-0.01em;">&nbsp;5)</span><span class="stl_10 stl_08" style="font-style:italic; word-spacing:0.02em;">&nbsp;(ene</span><span class="stl_10 stl_08" style="word-spacing:0.03em;">&nbsp;</span><span class="stl_07 stl_08" style="font-style:italic; word-spacing:0.03em;">–</span><span class="stl_07 stl_08" style="word-spacing:0.01em;">&nbsp;</span><span class="stl_10 stl_08" style="font-style:italic; word-spacing:0.01em;">jun</span><span class="stl_10 stl_08" style="font-style:italic; word-spacing:0.02em;">&nbsp;2020).</span><span class="stl_10 stl_08" style="font-style:italic; word-spacing:0em;">&nbsp;ISSN:</span><span class="stl_10 stl_08" style="font-style:italic; word-spacing:0em;">&nbsp;2600-5824. &nbsp;</span></div>
					<div class="stl_01" style="top: 3.8676em; left:7.0854em;"><span class="stl_10 stl_08" style="font-style:italic; word-spacing:0.01em;">Ramos-Centeno &amp; Napa-España (2020) &nbsp;</span></div>
					<div class="stl_01" style="top: 5.8329em; left:10.0375em;"><span class="stl_22 stl_08" style="word-spacing:0.75em;">del Pacífico oriental tropical &nbsp;</span></div>
					<div class="stl_01" style="top: 7.2337em; left:10.0375em;"><span class="stl_22" style="word-spacing:0.96em;">colombiano. </span><span class="stl_26" style="font-style:italic; word-spacing:0.96em;">Latin American &nbsp;</span></div>
					<div class="stl_01" style="top: 8.6495em; left:10.0375em;"><span class="stl_26" style="font-style:italic; word-spacing:0.61em;">Journal of Aquatic Research, &nbsp;</span></div>
					<div class="stl_01" style="top: 10.0504em; left:10.0375em;"><span class="stl_26" style="font-style:italic;">3</span></div>
					<div class="stl_01" style="top: 10.0504em; left:10.5375em;"><span class="stl_26" style="font-style:italic; word-spacing:7.09em;">7</span><span class="stl_22 stl_09" style="word-spacing:7.09em;">(2), 265-273<span class="stl_08">. &nbsp;</span></span></div>
					<div class="stl_01" style="top: 11.4504em; left:10.0375em;"><span class="stl_22">https://doi.org/10.4067/S0718- &nbsp;</span></div>
					<div class="stl_01" style="top: 12.8495em; left:10.5375em;"><span class="stl_22">60X2009000200014 &nbsp;</span></div>
					<div class="stl_01" style="top: 12.8495em; left:10.0375em;"><span class="stl_22">5</span></div>
					<div class="stl_01" style="top: 14.9354em; left:7.0854em;"><span class="stl_22 stl_08" style="word-spacing:0.62em;">Vázquez, B.</span><span class="stl_22 stl_08" style="word-spacing:1.34em;">&nbsp;(2005).</span><span class="stl_22 stl_08" style="word-spacing:0.62em;">&nbsp;Propuesta</span><span class="stl_22 stl_08" style="word-spacing:0.55em;">&nbsp;de &nbsp;</span></div>
					<div class="stl_01" style="top: 16.3354em; left:10.0375em;"><span class="stl_22" style="word-spacing:-0.04em;">zonificación para la conservación &nbsp;</span></div>
					<div class="stl_01" style="top: 17.7354em; left:10.0375em;"><span class="stl_22" style="word-spacing:0.51em;">del ecosistema manglar y el &nbsp;</span></div>
					<div class="stl_01" style="top: 19.1354em; left:10.0375em;"><span class="stl_22" style="word-spacing:0.86em;">desarrollo sostenible en el &nbsp;</span></div>
					<div class="stl_01" style="top: 20.552em; left:10.0375em;"><span class="stl_22 stl_08" style="word-spacing:0.61em;">refugio de vida silvestre del &nbsp;</span></div>
					<div class="stl_01" style="top: 21.952em; left:10.0375em;"><span class="stl_22 stl_08" style="word-spacing:1.3em;">Estuario del río Muisne, &nbsp;</span></div>
					<div class="stl_01" style="top: 23.3545em; left:10.0375em;"><span class="stl_22 stl_08" style="word-spacing:0.47em;">Esmeraldas, Ecuador. Tesis de &nbsp;</span></div>
					<div class="stl_01" style="top: 24.7537em; left:10.0375em;"><span class="stl_22 stl_09">Maestría<span class="stl_19">. &nbsp;</span></span></div>
					<div class="stl_01" style="top: 24.7537em; left:18.4855em;"><span class="stl_22">Universidad &nbsp;</span></div>
					<div class="stl_01" style="top: 26.1545em; left:10.0375em;"><span class="stl_22" style="word-spacing:1.09em;">Internacional de Andalucía, &nbsp;</span></div>
					<div class="stl_01" style="top: 27.5712em; left:10.0375em;"><span class="stl_22">España. &nbsp;</span></div>
					<div class="stl_01" style="top: 29.6379em; left:7.0854em;"><span class="stl_22 stl_08" style="word-spacing:0.96em;">Wolff, M. (1996). Demersal fish &nbsp;</span></div>
					<div class="stl_01" style="top: 31.037em; left:10.0375em;"><span class="stl_22 stl_08" style="word-spacing:0.51em;">assemblages along the Pacific &nbsp;</span></div>
					<div class="stl_01" style="top: 32.4395em; left:10.0375em;"><span class="stl_22" style="word-spacing:1.18em;">coast of Costa Rica: &nbsp;</span></div>
					<div class="stl_01" style="top: 32.4395em; left:22.8405em;"><span class="stl_22">a</span></div>
					<div class="stl_01" style="top: 33.8562em; left:10.0375em;"><span class="stl_22" style="word-spacing:0.71em;">quantitative and multivariate &nbsp;</span></div>
					<div class="stl_01" style="top: 35.2562em; left:10.0375em;"><span class="stl_22" style="word-spacing:0.09em;">assessment based</span><span class="stl_22 stl_08" style="word-spacing:0.14em;">&nbsp;on the</span><span class="stl_22 stl_08" style="word-spacing:0.17em;">&nbsp;Victor &nbsp;</span></div>
					<div class="stl_01" style="top: 36.6562em; left:10.0375em;"><span class="stl_22 stl_08" style="word-spacing:0.52em;">Hensen Costa Rica Expedition &nbsp;</span></div>
					<div class="stl_01" style="top: 38.0562em; left:10.0375em;"><span class="stl_22">(1993/1994).</span><span class="stl_22 stl_08" style="word-spacing:0.04em;">&nbsp;</span><span class="stl_26 stl_08" style="font-style:italic; word-spacing:0.12em;">Revista de</span><span class="stl_26 stl_08" style="font-style:italic; word-spacing:0.11em;">&nbsp;Biología &nbsp;</span></div>
					<div class="stl_01" style="top: 39.4729em; left:10.0375em;"><span class="stl_26 stl_08" style="font-style:italic; word-spacing:0.06em;">Tropical, 44 </span><span class="stl_22" style="word-spacing:0em;">(3): 187-214. &nbsp;</span></div>
					<div class="stl_01" style="top: 41.542em; left:7.0854em;"><span class="stl_22 stl_08" style="word-spacing:0.26em;">Zar, J. 2010. Biostatistical</span><span class="stl_22 stl_08" style="word-spacing:0.24em;">&nbsp;analysis.</span><span class="stl_22 stl_08" style="word-spacing:0.19em;">&nbsp;5ta &nbsp;</span></div>
					<div class="stl_01" style="top: 42.9412em; left:7.0854em;"><span class="stl_22 stl_09" style="word-spacing:-0.01em;">Ed. Prentice Hall, NY<span class="stl_19">. &nbsp;</span></span></div>
					<div class="stl_01" style="top: 66.1378em; left:41.6792em;"><span class="stl_17 stl_08" style="font-style:italic;">40 &nbsp;</span></div>
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