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<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;}
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@supports(-ms-ime-align:auto) { .stl_02 {width: auto; overflow: hidden;}}
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");
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?#iefix") 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") format("truetype");
}
.stl_07 {
	font-size: 0.72em;
	font-family: "FOGKAD+Calibri-Italic";
	color: #000000;
	line-height: 1.232165em;
}
.stl_08 {
	letter-spacing: -0.01em;
}
.stl_09 {
	letter-spacing: 0em;
}
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	font-family:"WRNLUR+Calibri-Italic";
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");
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format("truetype");
}
.stl_10 {
	font-size: 0.72em;
	font-family: "WRNLUR+Calibri-Italic";
	color: #000000;
	line-height: 1.232165em;
}
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");
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?#iefix") 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aD073cLxl/dh3o2CrgKamrAqZsCvnvJNaYEHP8l8kccrADxtIOvEEqYCyBxoSQlzDgq+Ol02tw47e4z52FL5SRJ5KLoZeQlBbwWQT6IV+DeG9FdNhfjSv3TKOyiLOPVgWAgkHej8sFWhOk8QxySKldsWH50MfBfVKZsnbvavb5l6xLumvKQ6ZCO/tvONUUrEi9Nd+1oc8sKXOFaAwfrasZaQnPnl8afJHR1Q9ub0rf11IqGsqa+aPYnXht+emCvVUNn/f706rzhLyPDHaAEBNKij5oRii4AwT9NUZx3Wso39BwFuzyr8q9cSlxnIIoOsSQx8Jcb78jc+eqiGZAOdm7e0h68f9n6LRXvvDl0x8oS/BvDp3Y0ZIWlC6bNqZF9fYP7koa5H4W7t6NUmUYluw6lSljJUtcMkGeYQD/fb89jVmppll7X8IU8WC0psHXLj7y5c/Mrh5ZTBlldV2Ttvb19994SKTAQ+Mn+d+5pbjr03X14WWFZ1/5l49c2VkU2PLEBdy7hCUpmtaF1+UA4bQJWxA+snNU8o7M6+y2kMUdFjAgXrBGLwvL4T9EBpYjapwgEC7k15Tu+imrYw2pX4kw8x6Cm30JBvcMsmnU0Dr8G4VGMMtgks52FlKz0JYgTlIYiPip0rquPEXtRZeNK50LLq87+PVyD6swOjOd48JaRNTsAfxlB6ez7uUTNgShqmWIB5eEakjMZThKswWRgeRoSJzVGh0l0GLWH7GWhkPwzRCNxjNLS0LhHtusRSbIjyq+U8mcofYpRhGpBbbooEJthnRdsrCSx4EIZawtOV1XRvmm+r3qaXqTzqHQ+QXQ4gkhxIaWImyg9qhV8MafE3KlbSa/P7NH2kW2t2UkVeuSJR0fKpdJUuHpdS+hjR+Om/g+vdAzXOQZLVt25+l+hrWl9RxhuS27qbQrLOUCqGDrUWTHYXmdiEoO7MVNsoN6VrQwuWzP3UXrTMk+WdjaOICcGUGl8A8W4VCkMFFvONVNqBzOcv99OGfupQogjc8lPZ1GAkRWLNYGAPx5XQ4yq3RyLxxPiQqCLc+hloLKP0hhrM8l2QUO870g4MFvc8QGu0ZsFSzGH0TCblQspB3+F/dJgZAgl1tmdycNN9Qfr4Sk14ogJoMVq5z+H76PFhoA9rQMzRXpvv/bPRYtaJwovgUt1BnWdzlgkye9bm8a77dVlbpYiESdhaI3NH3X7azzCQolUtx9cHWEMAsfoTXqDiSUFUTBWj3TiU9ezaEKh5hFUHbKXmzH72BlgLu33TXPXk7/IbK51Luq6nE4Qbq5n92IhJwrwP3e4ADGFO9gCdi4QYWxk7uzNXH/uH1EclqwY5fEpUgYVIJK2gZKZYqcFWpwsZHkBCqLxPW9/CX9ebVHR1Nz7MDJ6afTiaEzROPleVRA2AklRgYBynvDn2KgkKEf8FMUgMbmHYhmKRLoUOrP/wZs4Qq2oOM7oeVZZ9X/ROi0Z1YscSXKinkMCiAi8wuCMmdeJeoZ8HyNwqHa4bUgMIfgeQar0WUTrKsEysDPdebQW3la+rxyjyuFtZfvKHi7DmRB8zvuaF2MRi3/E87wH03qsnhIPftz2rA0rscGiqgtArwf1F/zL0+ddLjp+vnTAcp5evai8ESu8mMwp71H0GhvNvdSSvUGyJqilhJe4njjG8WflaP+hzLayVU0lRq1iOBNs6K/eenpjFZ58Ycvup9f6K277073dB4bTQeN9wa5dbV1blzsd6du7h17E3lr9+gvHb02yBoG3SQYjS/BGfuDkO+OuWOOWEz29p/e3l3TvfORM38nvH4wn1u6Kp7Z3h6MosDtQEb+KAMqJaJ2CKbBAHqECNwta9FWU7mTWQnJGm2i2MjgJr81tNYoko9Ni/6ozMiTxc06SJO7qi5xBg1MczxKHXWZlbkDplTjE0cd8qGJFBehLR4474FbHIQfW7oBJB6xw8zNBAwEJAi1CA8ovyJGgveI8EXbzPOPuZ3JIgsAwNhuNKv5GfDeJRBC6yvkcmqilDbeQbQW9o2SYDL3QjX8oGjNqASCBOHdZq2dJRH4p+FvSYHZJZp9FlxFM2b/AshH4U7jTXJT9xQK++BX015mMAoM30iyNEzRHX/u2DXdeu4q8+HT22/AT8jjwKmrf9gbg36DwKcnJPgxSEQSAH89+rIALhSJtNCOMU7MgWIGri8ytEf7dbRs2byCg1iRwiOvj8YFkkat+IAYpThIMIgvJLT/MDv70Z9nVH2l1WkIJx60//vmViYkrf/eTcZwkcVKjQ37+cP73cB9+TJUxljQDTOeYYq+1mzSAyKUU6m+xBYKyRMAIN1zDfbTJbbO5TDRtctlsbuX79dd4wO6XtVrZby/KfZ+THbkThyMgabVSADnlGHLKR8gpbsRNdGDKKJFvGJxvSDYm5xXkE/7jPOYuSJa4saYaCxbav2yEHxUl+1H5I+VmNGkxYuOmjbfikBUNvKQjsfHDmGXiys9/fCvS8BiB/HIJfudnP4Xf+SGtQxoQOeUH2R5Ec0vmv8R8Ks0lbqS5iNUt1TVnkft6wXnAAsNb4BylxbuB4jWVclMKy0ftF6VSb6Aq4lfew/UBfx165zAd70aFFET6V6TFGV0RKC6ip0XRSk0rYmiRJkYuCsmFMFw3lruBMmJ4tzKiy7LwF8oYTj33L5JGLKHeVcdAWTmXnzp67v3rGKM6CjqDUPB+/G0QBal0kBFsAlbCJ3mM5e08pmGDkyn0O85JsbwjyJLWDl9G30N2K+tVxg8qhRydRexMQbaFHlSTh7IbCGU8sXADv5/Uy7xR5siVz3SuPdzlJlHjNpp1lK26L95yoodU61C32IjuW7OyYcvxDZi3oMPm/mVwW1fJpvXYiQVlBsGtyBYnPgNqwG3pFeOl+0uPluLj/v3+o35ctedZ9lUWY1k7izlUNAlO6eN4psqacVZWpauwlHOVE6tyVjnLfBmxs+ystkdF8tzoUZ09qoA+NpqHltGbpxRUbkhBLZ1R4E5UkbbG7lsiY09tiqV2fX2wvL8lbtWSmMDoS9IjqQceC7SNpxvWrShnFaL4POperC1ULKbu+u6+h/78YFJw+Kw6XtQVmX1h3wfvrX9ifSRQEaANEirq25HJbmRyDCXpxrdO175Si1Up06caRtceEmtFjBFtIqYxWNC11lw9CYJBJ/JU3ZTQXPqyx1uUqag5I8sVnY0ZrofIBRYlIj/3m5yto2r3QgEOowiHkcFKaFGPrlnSrWI1+V6Vv0OoIaZz3UtW4o67dRJKTF3j11e1TawsbbrjpU1PWuKrmxo2tEcYJX6UNT2woXL0vlWeA2fbd7R7Nw+33dViYliSZJnblrX7WzY1du3u9K+sW9tQXOQrIliBk6xWT5GxfPCuledt0dbylaMd3ciuofnPsXeROzrAeLrpWPvpdswWgGwAShgkMNj8ps8XjXL2SaWeuc6KTII5K2xI7ElgvUJ+/pxRhs+dcobsyQ+fbwg/SndUqVGl7Aut/P9p+oy9W7n2SFdkcEVEZpTEZktTa5IV3bXOUPPAmoHmkK9rX69neSIk0bg6fda4qtsjkbYKc2jZ4JrBZSFINm9pDxjMNlOxVWmhDrfDFEqVltaF3d7ShsH6yEh7GWuUeJYTOJRHtGyT5VDcVdZQ5vGU1PUhuzvhB1gIKwMGoP8eoNkMAdQtAgVzKFVH5AEGC/G67KhOEHTwDMVqCPhlkSQ7HAhMxHzenUCODoNqsDndvL/qaBV2sAKeLnmlBDsVejmEab1WL6Z1Wp2YZpzeT2Oi6C6bAmEYriam3DVlZwjCEckEOi0ZvUebcSBvo5RbZE3RT1U/IyePFSgTWtySopKuLz1MCsYDio9p/ETAOHfa3X14berWDiW7KMWRTPXg7vTWb+1K1u/6xvrxJ0fDd+GPPLRiS1sAx2ifffD4xmrZLlM6k4HWsQxjtZpSd507uPfcvctX7H12kH3yW7HB3Q3Id6/MfwmLyTtyc/NJhm9VsfB/m5sXU7ocnSig2wKckSsWUAsHy7Nfx48gVzaBlWA9mE7fXVKTrMG4KkcVFq6sr8QiLo5v58KOMKZJhjpCWK233YvZvKVezFwULMLi1lYrJln96KD1azHjm+Vtk7HUFL1q0k4YKvEYXR6j7XY6Vq4wKHDLZKl/g6GSxms7M9xARpI21OKZho5S17JMbedIxrUqT15TymRG6cNGs7LdEkVQYEZ1EIkgQ5JKLShf+RoYVWfKeaoly7mUDwQplPyyOT+8KcQqoRD8eCJH85XZjjuqTHQWwEIRq4EgEvv5K/yIUf9Eqbtq+EhX4y6nydZR99umnf2VVVte2r3tmfVh3l3lilVWeopc0bVHOoMtRZAVDH8/cXtNb7VtYjzeV21bv304+3tfhZ155uHBidZi/F6HHL6ttufgQJnHaqr2BKoxBiuuX13XsGugyt98S8zbVFttt3WWNq0PBIZT3YcGy7W0LftvW+70NfVX3LrX19g3t3lZK651RCPl5s5ud7wVVcN2pYmSO0EAJMGBNJcImWTQvT96NIqVIzD+rgx6ypUtgAYJ9OwvO1qGSktCv7DFBrWSVcK0vFXptfbkpL661ILqcUqsc7eyyaCd0JdmLJ3Vi013Vp2YKsNmc1LFZaU8wqNh9O+m9pt38GLTDQSWjqITaMUo4RFZotufH9n0yJpQdNOT6/uPLytk64Guk90tm5oclroN7b4V7T1lJkUzKyr6gZVrux94Y9Pe8w+0drRh7gVduHJkw7Idx1u7Ht+93FTREUeOUTryByi3Fc65Lp3e6j/kx8bd+93YuH2/HdtqPmTGjhnhaQFSwlEB0+jgcQ3U0idoVMdQY5pKo4wtnmJC1oyh03s2h8m5WfvobM720UVJ9QcH7/gHtbtf3rXtxe01id0v79724rb4PcWt+2/p29/lK3yH/7jj3NGu5XdP7dlx7uHOZXdPHe55dHuqbsujfSsf29ZUN/5oDgDwhxEAREFjOhCIxCOtERxE+AimaQvDViNkJ6OlpsniUiufKe/0tSJ23a3ucKGKyk08lZIZW8KVBHWdFP0Vqj03BJHwhxGMLJKjR7pvRJXOp1UKtSjarYNbFWo0d+BmuJn7QX9Pw/jxDQVTUGiioDldgleKlZhGjigm4XFjqxErFSeLWZX9FSu2lFp9HQVrFHSAERQCXqF+ij3/F+ZIf9wcSRAURnjqj5mDL3A+hRYuWIN9U+VB/rQYMEyuR/dszNlwZ8AguTqkblUmquu+qBJWuKQvf9VqVeVFYd/ESJrSWlwBs706mQrcuNbgsoZksc4TdHIEDvHdBlRLWkZrjg02zv3Jzat9Itka1OMaVkuzIlpecP4/sRHi/4A6MJSuZXgd3x5m6pkuBtcxRQzmLZ80Ax2vw3Q6oaQEGASnkBJWCYRGKM94O4p0GXNHVYbOVcQlxa6x0YtRpINV7atERQEEIr9zmpfrsYVuKeV6qCqN5UJPxUZoQ1Gg1LR8rMF+TM8TGpY+VkiyL2lEAQTdl/UrLcFiSUMiDdUp2Qw6Lenr2NONxaxWnaijrhRMvUKhS6t17tMtOxiOQXwN2ftt7Dt4J/kgiIBE2hWhgwanmbJUAE1gyiVb9K7ikDMYMdMGnmJYLwsiEaXzRC5evsjPoQO6QEGTKZqigkFRVlhoQqSpQDBQnUgoh3jcbMYDigSj8URcRlKapvEUC00mM/OpjNmCQRsmf8JYTCb2iy9Yk8nCfFK4+yljNpkg+wV+lnK4PXr62exvdegF2WdpvcftoPbekb8PWeV+9rf5+3cggHsaMYJK0okYgVuZHspvOaRJxvmale9Qa+VKYS/oZnogLlWNN1EFo6e8zK28TTfnEayq9LhR03MjpyL9iq9D8q0MrEnHXTwntJe64AkeHuZhiIdHKbiPgkEK8m7nlFPaLWGSm3J7p8AqN3SHOtysrYPtXhi3j1o+Vefto+rAPQ+s4cXRj7Ipt4iwZmguDFHwdRBiMPsOzhmtgmAzcjg6xyGlk3nZZkBQbscwKCMVYjXxEkfiL+I0RePXntCg6lb6CT6hnNEMqV5d+xVS57LSazBKq5iI+NEYMtEH+tOVW62HrBiccmmhVqsHNvukz8bYLFMR/b16TG+wrbdhGpuzw8qIHUwXsQp05Z4vUM0bG7Wo7F3dUFAKRQFjN57rlgkxEAjCQHV+8qxsLijdUzahVnQP6fIaLTqMvE/DYdm3SdYq5c0ioEwKDpNo5cjs66xB0SWwGdfT+F69kNtcuPYrXNZrcYIRdMiUMEKpI+RB0KCI7ZhLw7XLPA9coBLRQPtkpaEUlqb80M9k4m22QKayw9XNd6h7ZlGlwtWxKXpfRHJsKX5dV80LT0vcUPMEdgQnaVIju8uLS+t8his0oyF4HSpUi6Ak3nG9gaBZ+rin5fYWT9rN0jjpREYQqHzt9aPLtucK+tpfL6RjMlfyW9YfHQzoDCyvqNFXULt/D7XHUtAIVqVjh+pP1GOHKk5UYGRICmG3ayGJSzimYdzxSSk8BSQmXuMmyEqkA+ytfHcyr7pSKs3J75klC32+YHFQurlV5tKw0PNpQc5xx/eim58aK21b0VZC6U0GhM4L5RVe2dkR3HRyTehuhd14W9p7wl0nuxS2Az+7E9EaIVBXsq9Ad5a2z/JGP9/9wJ/t6358l8pxsvtHNi7fcbygDVCaFrRBx/+nNsCXTjSeJtrhOyhhJGD4HiOR9/EgouzqX/qqLX1YQelFuyhaGJz+M5pVLBZpjCJXMyghKdag/VVhQ39+HnwTrfb76A+fAYmlcy/4IKgF2iVzL+P3IB9YBd+Z/833wm5W6g1XhwE2/5Ps1+FyhHo+lLmR8+jGP6Rlja7d/1aYA5NWK4hWvBZydpgypConrswKsRhyxEUFCMPkdYpZvn4b5TpQrLTXr2+xBWUt6q1IClN+u7/abcg5TkeJBYS0bdzfX0prWB2nUR46I+VYfy/+9leB5X0A4CfRspvAYLoqWAXJKqkK05ywPmfFDlrhQRHKF2J+9AWSf8UKtUmXK2mfjslUxQCfnM5vYOQmAqjPKnwu/1ydipUFUrd0wHzDYISKFXbnaHWCd1KJxVyLlucojGIQ8d28r0l0NqytS93aFeUUAzCCNicGxxMjx4bLpJYHd/471qvRM2QtJxk0CF0NOhPPa6Hl9sxDOyor1zQHvWEvErE6jtdxJo/XGl93aHnTXU+9ufe/ab0J2a+IdtTRkf13pLtON77S+HYjTjbC0w2vNLzdgJ90wZM2eNAGKQwmvr8ndF8IC0VDUX3RBaBPMdMoseLTZXXngafSs8Gzx0NoPB6yrM+y8JweAljl8bycgs8/nze6qBG/cv8sRxe91+1eIqGf5774sRVHXr+9YcdgjZ5Un+ihmHDnzq62w8OxsuET61JDPpvFacOCik9EY1bwdtXc8druBPzmlpd2JUWET1qEUJxJT9ucNm/3voHWra0endUHrzmcyCE6sys7TmKJTccR+oJ5kRomA2APeBA8BLalkxMPWvxvVHCW8tpJcNekZcgyBFonN9+ZcYacVfdkhOFMb28XzT1YMeEjETVzCmONmR0P9XVlxkBkNpW3HqFYVPEHn3vARSkB9aFFfu5jITdZym/fKrCW298uzM/MiZwLUOUqJULkU+m6weKSGYiaWqQq8Ii8ck5AatjgTQ7d0elrjnmpUFf7cmcoHfVZWJ0z3j/R7aqPRy1GXC7SiywBR4yJzrK2Gr+Zrdr7l0/ef/Frty3zC0TNA5++0jYxENNSGgJDRcjF193dOZ19oYWUy1cdfP2fTz/3T6c65/6j9JbaSGciYGHqW2yJptaSq/+Og/TJhw4MV4v+ZKAk6RMMRWX1HWUlO/dNrE3w7krXmI5VSjpbPjYS7ti4c298OHN3V/3m+x978t5xx56/eKyXN/IUZ+S0HMtqRVG/9sxnJ737nvrTF57a1dzz+A+nWjvK2oZHb3H3rTYGm8L4cA5/yUmkAHqRAu9t64GBnngPBnr4HoxskVqw4IrECoxaIa9AUi0F44HWAIb0WitSOcVRZtLZu6oXA72wtyk4GeUzXZ2+THNnU2t5bUd594KIUwWE+nRP8vLoqJrpyULtj47+YVH3R2SROb8bRU7m1JGeNFd1xVL39yiXSpuwqJc3i6VHW5JrV1QaIgNdrZ6hfW3ORdlUnr5BNt185zohZa9aUVLdFhaRoOr+HwEdFqwAAHjaY2BkAIPXaket4vltvjJIc4D5txcZGsDo3y//3uKqYJ8H5LIxMDEAdQAATFEMe3jaY2BkYGBj+MfAwMCu9P/S/wtsUQzowB4Ae/gFbgAAeNotjbFKA0EURc/Mm01II9qIaJdCd9FSrKy0EUkZIcR2wYWIFv5AECSd1bYiIrKF4AcIAxpS2Qg2FoK9fewEvSspDqd4997ne2BfRLumY58suCmxMSaGc9KwxyDZ5sRfQu1kheheIXwo359lduR5YrLIYzgldd9sqhftmVU/pBW0F+b+ORTHYsvnlH6ZF3mkf5k6d/agTMqtHZHbhMKWOPBn7NuUwk2o7Ild3Qdhg1yuavxY3LBmP9wrU9oFmY3ItLte3+ue71DKV+79902/h6JotqHRpfoDaCg8QnjaJc07KwYAFAbgx/1+v9/vt5hMZqOU/AA/QRaDxEIZzLavjAYZGJQMBkUGymAxKmVSFsqgvHHqWc45by9/MxdvFH1RvBEPlNxSml3ZEeW5lx/HExXn/ypnoxA3VF1RvRKf1BzED7XP1O1R3xL5adim8ZCmsnileTW+admJk0hX6y5tS7TP07FM53pc0nVKd3I9d/S+0HdG/xYDC5GuwXeGrhlObmQsPhh9ZOye8aHYjAsm1piMqX2mF5kp/AKO8SpLAAAAAQAAAD8QAAQAAP8A/wACABAALwBmAAACugbDAP8AHnjajY9Ba8JAEIXfarRUak892PZQjwVR2QQiXnpIzCFEKAh66iWBEFeCgVVP/Tm9F/pz/Dc+7VwEEXdg9pt5M29ZAI/4hcLxKDyd8vHUcMfqn+ukV2GHPBRu4AGhcBNtfAq38IYvbinnnp13fAvX+NaPcJ39P2GHvBduoKOUcBMv6lm4hQ/lzZM4TIJemJYms6Y/NcVyO8uLXZnaS9Kl3iK3G1Otu/7A9c6EIJzEUXQ+rLV2R36VrfQYcySI+d0EAXq8U5QwyGCZ+5gyF1hiixly0o5qSu3WrVvnFnS32LCusEYXPgZw4V3ZCKhN6B0xrjnrU7gY0bOivmI1PgBPgFmSAAAAeNpjYGbACwAAfQAEeNplkl1vFGUUx58zUwoaQiXhgpA0pwHxZrBboClFxE6L7pSOlm7bI+0OlipYCsmw7c7SldWxY5W1mmJN9AKipSQUbyaBmS0kZRSs41s1uvRCiy836ifwG6xndgsxOpn/+f3Py/Ny8fgPxVo3wJOihSXBXmgSzQKheZV7oKnQjMutT3EO0C6aQRMEceYzzKeZB5htzFamymxhxpj1zMeZOwQJB3QBHDt4j4OVnjjEO4H4m+dBCNgvGlhS2Y2wHNYfrKrSIuyf37AxLviSjTzUyK1Gscyq4uHdoo7lwO6CvD7Wuh528mY1HJGVYo2zpmFnYU2NWIB69SPY9NdcCf/0S/j7h6P46716/G3lJP7y0wzeW9mBP6/sweXiFrxbHMYfi9fwh6KDNUUwsQiMfd8vTeB3S1P47VITfhN24tdhH34VHsUvwyH8IjRxMXRQhI+EdaFs1oUNoRRZKapI++pC+Dx4DO8ET+DtoBs/C0z8NLDwVvAmLgRnsSuAhdLifJCbiJc5fLpCSlbYFo+oloLYrvhNX8cb/gs47x/Dgn8KPT+L1/0JvOYb+MncKF6dy+GVuSmcnanFSzN78eOZD/DiBcILUw34LrxD52QF35I1nDAcesN1aNyw6XXXppgNMbvFTtmz9l27ZFefNbL0ipslzE5nZ7NyFnL0mpGjV90cjeRg0sjT226eMD+dn83LeTlNXWODY9IYm9NDJnkmHDVT5rgpm1zJGGmy3DSp6cH0SNpJV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format("truetype");
}
.stl_11 {
	font-size: 1.08em;
	font-family: "UKICKB+Calibri-Light";
	color: #000000;
	line-height: 0.685704em;
}
.stl_12 {
	font-size: 0.92em;
	font-family: "UKICKB+Calibri-Light";
	color: #000000;
	line-height: 0.688602em;
}
.stl_13 {
	font-size: 0.58em;
	font-family: "UKICKB+Calibri-Light";
	color: #000000;
	line-height: 0.687523em;
}
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");
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?#iefix") 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") format("truetype");
}
.stl_14 {
	font-size: 0.92em;
	font-family: "JWLQIK+Calibri";
	color: #000000;
	line-height: 1.229646em;
}
.stl_15 {
	font-size: 0.83em;
	font-family: "UKICKB+Calibri-Light";
	color: #000000;
	line-height: 0.686339em;
}
.stl_16 {
	font-size: 0.83em;
	font-family: "JWLQIK+Calibri";
	color: #000000;
	line-height: 1.225605em;
}
.stl_17 {
	font-size: 0.83em;
	font-family: "WRNLUR+Calibri-Italic";
	color: #000000;
	line-height: 1.225605em;
}
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");
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?#iefix") 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") format("truetype");
}
.stl_18 {
	font-size: 0.83em;
	font-family: "CVQNEV+Calibri-Bold";
	color: #000000;
	line-height: 1.225605em;
}
@font-face {
	font-family:"VHOMTF+Calibri-LightItalic";
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") format("truetype");
}
.stl_19 {
	font-size: 0.83em;
	font-family: "VHOMTF+Calibri-LightItalic";
	color: #000000;
	line-height: 0.686339em;
}
.stl_20 {
	width: 100%;
	clip: rect(1.141668em,46.06667em,3.891668em,6.927083em);
	position: absolute;
	pointer-events: none;
}
.stl_21 {
	font-size: 0.92em;
	font-family: "CVQNEV+Calibri-Bold";
	color: #000000;
	line-height: 1.229646em;
}
.stl_22 {
	font-size: 1em;
	font-family: "CVQNEV+Calibri-Bold";
	color: #000000;
	line-height: 1.220703em;
}
.stl_23 {
	font-size: 1em;
	font-family: "JWLQIK+Calibri";
	color: #000000;
	line-height: 1.220703em;
}
.stl_24 {
	letter-spacing: 0.01em;
}
.stl_25 {
	width: 100%;
	clip: rect(1.018331em,46em,32.03083em,6.927083em);
	position: absolute;
	pointer-events: none;
}
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");
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?#iefix") 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SDqfpGWqQwAloHeDMYzY1/fcbDjwQ6mI+SDvhAmSogQJYSJEnqRzlMUzIKpAROfh9OUpsDRRYeEJhXFB5i0aNaWnneicRSPsy3Tvusgn13AkOdUJL1qIH159qoOOsaXmp1Fs7PBeZiohcwkl+M975SpOGBOZmN9H0MYkAWOFHPXwQtQ1uMb5xLxVJcMqMcImFwiJhcIBZinRk/MlfvKmwoOjqUZQeQtzWO3rxk+NJ1NT9+/pX9bqsEXCdH9gsPCupxLocR428EzB4vomc/94GCP7PfZrXLAKQdlwR8KREdumxjYXYpYA420IxY1OxuUZGbpWyzdtedrANK3l/+MDlCvUyLVhEGaozgMDDgSZ2YmqdIVoP8/trcFz5k1+OgrBa7AL2p0kTvHdPWgA7mBviz+u2ssl10NfxRNbQTkz4BGtFFD1JsEe6Upi5pZ1GRCTQxqTqGUBY1gl4xiCoyAcNiqmhG6rx0V28fbb29n1HYE4tGimSm7PUodgomJ1xOMX5/HGPdihYCh0L6tOfHwY72o0Dvau7+XSfai3gqtavZcI2rU/hiN8oV3mmcAKGGOJ7gvYF9Hudk3ZmcBrMvg7cWchD901KMOuGuOqPZHcGW+ufBOuXmGx3OcLfM62Cr2Zx1mE8Bsqoe5m+NqTtwRNvGGD7td+HSBOeNqmz7+o0Pq9GCLy8xwoiBm+jfm9zy6rYXuOnVz+Zvb0x13/PDI9Bd3amn5+fjQzaXBnb0N/lU7htY+Rr+46cfff/RzvaLkdEYCnoCddTgdax84szPS1rv/sZktf33PaNPUXV/7m9ETz5fbcutv6erdO9LYCnjvW/6AeR6cMkL9UZdvGeTYIsfQpCxJRCffMvTybWxY8tlK2vc0C7ja3TJKyUiqVEdJeJRkjJKMUeS0KFoBDgmlJMThfhgcqzp9DGE3xU4P7e/msbK7cQd8kxvPJRqtg7Svn4cxblauoNZzgWlxM1UqLXQQXVav6FCpGEG11qjBs2wAXz5fJtf7SiW1w3BFHtkZYG+q0I1imMQADXY/5nmGNXNLWdbhTQbiKZnm0LXFbyoKa7Gb6T/a3SJnuuwMBf32D39ldQBYNsVmmsgklQbFzDkbgJoqcy/9a/bzVJDqphLYtPNi2psfo0r5Kx3gQOfFtIY/+kr5wJXavfD6vXR2K1XasLXuLL3SS/+as3mlr5hsTp9TcovMwxZvwu9NeMSl79Sd8FiQiZzxxT0im47ks62+KyAeJkawmpH8YCAqc5wcDXzaCaDHGHjuPvDccZTR6TGIAy5o6KABLWklo7WSlsA1iB1V7dAUF5rs0GQ0lexIdliDPjw2KNlwXCcRHoYEfTimv0i3g2RfOhckHLh0zm+0Lr294JDRJGXNvoTSYFALSmmiHO1G3RpmlR7N8VG33C17+irIen4wyDbhQN5UU/ViLYpLIO8odxUzwwjj+gn9A6Az152toPTZsmypoNTFMpm1CU97sUzmxRG8qU7fjfitqiv6bvqYvlf1nnPr56uezzH7hu/9m9nBg1t7vaJJsAr2/IbDE6tmh5MdG28/8LmN+d7bn9ikbp3qUzgTDaLAi7mR2Z7Chs5Ax8wdB+6YyaM7b/pP+zo80bivMeIJOfl4JhHu3pDvXtfbnh/YdHj99INbWh3+iCLKPgXE3tyQCIXahhoL6/o68v0zhwHk5qXX0FHQ/CAVwiCfFb0NlHT1CpZ5UYNjn3TV0PkbcREd5exe+ausTfErshco94joSwb8Sa/4eKQz2+r/FW8RGIa3Ckg5EYxKHCdFIcnEIeFFIBZGcwz9UCdXAQI+xrmAIz9W766K0dNV7ems9nRWe/KYeUCwvJH6jVdFZRy1Va8hB5h69T2vY562VWi/5ndlSKzJSPga4xgnEpkK7dMCYUciHPbB1C7yFnaFLavINasqy69o7hCaWkUGGp144KoX6WGg89VqdMI3Vk9nQ+ouYRfCLZG8IRy1SFI61AaTDlVveqh600PGTQ9V6GFNtmhwaOnqZ1sX/dtXL7K7jSBWBCnUmXxVV7/rOA6NnqiupKuUarwgssF0/tbFsn87u3qxDFMaIa24QmwSvrqzTBV/knVC0qmnMDiWeQsFBT6l7Yzb5cGB7cW+w2fuvOV7B3oyaw+s7tupxdr3nd6/9/HZlpg22zd2cG36d6FVM13lg8Hi1r5by83x1beNlHb3Rx55+MRJNLnp5I5s88bPT/Xv37I2Hlk9vbMwcu+2fG76QCm/a9N4NDGxeTe9u3mkzb93c3q4rxjpfGDxB9m1g/2xyMDQeMueO+5cXq6x7SRlwSWNRhnvNLUGzvwcziiUikSSmvgzTtQEUc2GUlacnDbyqJlBTTRqxSrTiJnVilw47XThtNPlAQhdFtAxFwbe5cNHL9Gt8AVRPY+NGsSE9hrGG9p3sVRC+xbOrJJRFIWKRjNbopAhaRRjwTwww4icZb0FJzmvkE8WyUhnNQs+sFCW1pZgBVnOOmYaoTF0bkF2Ih1pqFZmIX9RV8DW4Z41XsE5Bx4+X3bMsHiCmp6pHwMbowy5imklVxkwMT/P3fXCl+57dr/aVn7hxHFoX7AH1b6pts139HvCg7euWbW5P+Mz01/71rtze7b+6M/PnPozaX+85zv3bO72b3js5fIT//1ET3J415FHQA4o5kv0enYaYEhTGaoXA/EyVJf7KBdo/Z4LYcf3/Ox3E1Ru4VUQ7jdefQO0SRP9ju+V/YkE+91ygvLlVOm/fsqN1yVZA3Qjvb5x+Kaurq1aMjW8o6tzm5Z8wBltCfjVqNMZaw341IhzKWe6q33LYDLWtymf3zqQjPdu6g7m4ooSzwZCbXHFlcheAu5QzEX0P9j7KDflofr0ksaiuR9k/xdLsyckzxqq9FrgyizKBbCUajYHe5ClJQZOaXAOcmc4a1R8Awykzh6uGv8L3TwKc5I37mtI2GnhvGCTgy5PQGT4r7ObRbtg4m2y+Q8WK89wFkm8CBL+HNzM91kvlUVWciPJZBglQyjZgBJBlAygpB+lfCjlRU2E3M6ohKUPqGTDfG5DFOYu1WRUXk0GY5uMIN9kMLbJKMCbKrSs2cM+PMgn4ndRNkQOWiJ6siFydf2XjMQRuA0jnpGRrDgrqHQusbFJqiB+jtsE/O0oLUKNYaRtVyALz/9fcvgzQ6nQbO0VPKdoCTzD+TJMweE5zpZhEqBwR0mtRaxErMqGmMxzXIrkeN2N2OQgXjKpr77PWWz84k7eKnKc2SYg+weK185CtDWjZpMVcilf1MldE+xmdkQJSDxUvoozIJuZ333LYrKFvbJPsnL/wJhMyMSL3IePm+UAYHIEMHkapGWA+qVOjqYCUsOoKYRSYVLval694PVgMfGQ4OHBxvSAGlzIN8I/qmggUnyRfpASdROKYFJNdGCjrypGo0Vw4uyFvIfLzkjFCspU7agnPDk9HkAMuIJVgeiAXsxgSwYv6lNk8RyauazPwuFpVkyppzc5PQhcZ9FuZYD51IUInqTRT7Nmh3mxy+528IzFYf1w6+1FZ0PXhs7+PePtVh5STpoVfL3b7+zd9fXZrGfsywev0HnBIbITOFXhpbDHFfZ6bciy88nP71XVqZ54PBMXnGG3wyPZ3cmEr2vnfasHjj/+/JFXzc4g+OS+5QXTW0TP09R3idkDdVrtwlrtxAqNc05Xhc5rZiy6J0CCwoapwwb5of3fmPzQ/hs2e9jIbMMv0XkQXz8kgI6ZRAWpVeEFYdKj7uxKHunwQ6JIFBZf+VkKe51Qmd6a+OZrp578zaMjE6deO/X41a+vPp++6a8OHfqr3U2pHd8+cvg7uzL0U9/9aG731jPvPnP6g+d3b/nbP/3owN8/um7TYy/dduTSo1ObHn8ZWHjf0rPoTfZRKkYN60mWU6+9nMbPxO15TD0nSbOxDAQsj1ClHLCmQ/8VZ3GHr1RdvKiJVMHZ1UmnU/rtez1O9GbDqukCY1UCzkDIhtidu3btMtFSg9fdIAv0bcdo/+F/+t2v97MCR7OibP0leva3r6Jnf2GWLBzDcaYrS+sBwFkIyKeZX1Iq1UldIwA25wqlwsECo0QBDQWvEipKrAVXDi0YxRZcTbSQBKylgt4/P6L+UKVV/KvgSrXThAUIrjAZMJqMHMpUMSoZU4W2aLFYy89PmL5hoi+Z0CvgxqaG3O9TE75rN9sP2Wm7+VrDFFVavDqrLxLMHj5SBbvjn1QdbVz1Y8cKanFTy8/L95A5Urnfl1MTdt+1MmWX7LSDsTeYr5VhLuDAZbwkRFYLZnU2cImYgbzhQvVrBbQ7XUhhdvDM6bR/8Wx49NC0dst4DlyIY2iGFwtbDmsHnz3S03f4mX13fOvm1jPMF+7t3zkQp2k6HVv7+S1Zd8DN2/1Om+Kwin6fMnBf5b67f/ql1SNH/3qb8tCp7OSt3RRafhctmGj6AcpBpUglQPHiT1EDZaLwwgiOYnMmsYIa5somHHCrt62v/WB3N9GK8lFJcToV5h/B71kabjqRakyYZeybpwHa37CHqWaqn7qA5z9fKiFLrGBEl4IRbQqGoxWq+W+hgt7Tgm4VO66KSaBi3FXs1ip2axUjaKbclkJXzMS2VRB7ITURHJUmQcfYOXYKe2cJkPOCEl59oy4f6ihixC7q41J4IGigPpTFY8FfCVYwGq/01jltulrFdclVgGQ9olTdmJc9Hgwm85v8vm/MquOjo2nBGXS7Gpwcr0R9/qhTyKxdsyaz99GtmefcnVu06IC2Oj1y//DAtm4/evPYSw+PyqmepgOClTeZoHpiV0FtaMIF4uI/N61KSOtOvnBs9UO39DubhzqWTs9s7dt3HEz8yPIHaJrNQUoSo57FJr5YSqxPHEwwHmxUG44turHJZ4W0r2PV8xhy4DGM73mJPkw1UG4dErcxqm4xRofGDdBcsETwmmykggbm/dI4O0mVSq8uqIaHXF3JPINzfnzR+bJ+la9UIhlb4ydMqdQvKA4IzqjfF1X4qtmUlt4eFf/5BRFbRBSYh3ndNjxq62luKsIf2GIH0O01UBIcCn5BlKSh1IQ+lt2nqtn9DeT/9RvKPyZbOGdBlrq4Er0+rrxIW/BaxkUHNXUIJBhiADrrmIAIQBtsxMuMRlmWq0WL2brEHA+BsDGBwwZdo+G/J2wwr/Uc/cmRg397oFA8+uOj0HY/Fxy4Y/347SOxYOmO9WvuGImifz7w0y+vHXpg/gi0E9DeP/7Q3mLn7oemJh7aU+zc9RDc8+nlD9hXwHgbUJiYLuiU4Jcp+OelJLzSkvbh90Mb0ahikEMxLKQYS0KKYUnFqHsU7MbhMK6XwuEOCy6ZLFi7LXhSCxFwCwj4xQ14uWjDQNqYNm1MmzamTRvTpg25SL+E3qM6KAlxZ9dOJCuI02yDEwOjravGWyf9k4SNJZzD1Ifo4lXd+niN3+gB+5M6ODi3FjJJbr68dmKQzGYvXz+drzqfjkcde0kBzMt/ocPgt1tf1vcaOSj7ClAcqK0IrpaRbPHoagGY7o0pvKdlOFu8e6TqAJyzwesJSfzk4+Orto+0Sa3Ta8eSW+8Zj9QcgU4Ud40kt21efPTTe5iHBdHMMGZRuHfz+kBuMNM+0qz07//qJKAeW/4/9F2mn1A91FfJkmUTJSdaDXu3GvZuNXBpNRym1cCnFcNr9dpaFxJrQrYF75r2CjLN8Trfr2Db53VTd1y5jFdANZh6oQzXejWvbaHsXcPjAWfLvMH1gHSlamCTbr6EsT6brwVFd97YKUnILk81dNJ3CVK0KesdvUULPeBwsoJN+GJVO94UrGaT0/Fm95g32eASWDNruikUl+xmrnHt0XW0PZpUAjL/Kg9XmcxWOJADSjK6ZJndbbaYWbtP9wz6WfCMPPVlYqNDXSjlMGziMGzhqOqjwzCaAxvHSWkK3ogCelNYMSDRqqBGzaxOpBzu6LgbU5UQFeUuV5dtSISaU8mFlvLKlT6Dg3WKoEedT5KNsIyjn6U5syB4Q0m3v62rJ/FxUjUO9hRDtlgyZDUxiNnrCctms1lwZSe7F1/4JHVOFkbSDkawWMx2HNlvXjrFPA02wZH9oq4XENojoor9W8Werods4uTqS+h9uDKv62p12S5vqETeoFXeMGUe663F3Tgu9qsRk5TFYTkwsQqock6aYtfjtX8S2ku19LsutGuW6rgAHjhfDkxIeOh8mYzF+wAkspfqhVXWVzirJPPW2MakUvVK2808bcZ+G3HxTRNrxtN7v7Y107Hvid2Z0dVjzYKzAWK9zJ8Z/uJICSI6RPjBWL82ml6ar8ZxdKWpmHBMnZzbe/dLD4/Jjb1Nd4FlGQZsvPT/IKDvvV/TA/xwO9DuFESzp5mXQekqxMCRUicS09i+aWzfNN4OTxP7piWiluj9CzrVIgYHIwZJoX2PkDNilPORKlsjxr4MROn3NbPSOp4WWf84qCB7zj5FlJSso9dMrV6tU8+gZjYG2JPE1mQIMTEeUy+VXcY+2ErupO+Addc6mKd5Z8jtDcnc1FNTO45PxnhX1Ad0Fby5NW0Dx1fzrgiw12muKd+9m9f13fbVvXS8ytDFd9bvHm7ctpk+Vu3BPMVGZO+iUlSRetkwYy8Sg0VsxyK2YxFvSxRxUC9ixhYxVykqp+cCOYObOYOzOWPTI2dwNUe4qsRGxWI6aLI3Y676JjoxV2v2uwFXa2StDvQ1EwP6JuydhKwrlqyS9ROmJIbzeOVP5yovN7jcDU5h7PRN+x4Dpu59Yvf6kxoYEguj+RM89VcTz3untlQ5unqYFnkbz7Lwtrhap+jIQ7dWKQrKiAYgv3dT03rq6V3vPehlKIN/lME/yrAWVaUdBeI4b5FGiYUM02CDnCNd8LtvmCR+MjGskWElVwbMdwLmJaLXGvUuwTzqGIoM5YYY0ezttMINdWL0OzHcncSBwOh/1uxUOu2gkJXCXKB6DKR7jDS6x/gNPdUqsqdCC5pL9v6M6pQ66d5LnYjqRJ2d2UGAMqg5XsGPGZhC17IT/b+3TkE9Zew3zy7IpKDcNVvNTS6ru8i+c5UXu4AYNtGLOr0/K+P54mRCD37YwGOCObOha+XshLX/92U8ry9nbEHj6hJPrc7qG/Q4oU5dx5b8x1ZuTMSqvM4avGzfzZSkhmAgYu99Ynrs6HTrwN3/+fb7Pe3rimTtBgdSPji0ZX/nnq9sSv3w6yO3DEW2bxg82O+zWjnOat1RGm0c3T84eWiicbRzQ1cwlAgJkt/hDwUSIaVl8wObLntbS02jM0MjeAeKOYaOks3SoLEDNUaVqhtQY9XnDNB/cP+JTUXyuVbfr3grjzegzEh5MBB1cpwziotRCFm/MULWXLUYjRUsBlktBlktVZJaDMQtOJJ73XodSipSsqepx7cbFqLj0vpPLUT/ch0KIz+rDv20eH/DOvTJXZmRQS1ZF/pd7qCTb5qcmm7F0es5d57UoaPpkfuGB7Z3B9Af7nn55JgU70wsDVRdyvSHapT6QvNAk3vy4eePrf7SLX1K03D70ndmtvXdcj8A+uPlD0wbWBeVo/6FJEmldpSwGuppNdTTapjaapjaaljYileXG7xJEddXInY/ETuoiOVZxGYWK7SkeSnNTZ7qwW8S3hzWsLZ48ToznMDtBTjnbd6YxE/oOC5Z0StWZLU6Qxudm1n8zAB50OfwQgkvj9btBXcYeyUdRIKaN1r18WXKijzMynifPgFZxblOn2KfhAT6qoemDYIr5gtEXcLiOTjy++IuQXDFff6YS6CnBFc04IOjAIgvqKxVoAcW/0v12PQ/q0eLH9Bc9VjXXeYZoHI1NXDotRp+gySh+Qb12Nt6Pfbxug0vs4RFSapanNi+zuzovYu6lcO4RNIsrRPN/uR4tchyksy1WlBJ19VVwblWMkQs143RTfiZVdT1RZObeUavlpyCLzveNnD/J8ujb5OMYaUockz9pRIISp+bwYir0TydpfspBxUljKV4cWFl3WveJC582qIXnXXKS7uc8EI/EGxmFr2fDkdSqTBHdgHAEziVtVN91KsEHOnmgUMDtK2tzZvLWbI+X8DwioCBTsBAJ2CgEzDQCWCvCCfbrVYL9guL5KiWz6SQJjU0fk6OWr6k+XF0TRamRZ/XlvO1Z7lIZjqyuUr7EkiInC/hByAMpst5qXYkF/tz+bycJxmJ64Zz+FYmuQ66BNK1OY0SdfAV8iSLRnm8y0UQ5FQB0jcocAV6Kc+I7pDLHXaJ9NIYAv4TKFuCn4u2JX1mdC+LviwGIin/XY6gYq25hem2D0/xFp4x8RbOVP7wdK3/THPSGsgEP9rKnAk3+0WzEnIDBg5wkN8CBnHqBElMfBrYzSeTjXecmHAGBpyBAWdgwBkYcAYGHDawvHzpPH4SinNWUOZcaNpae/6oulMlXSar5lwIXzFfJpfUP3KUqJOIlc0pvFvyW5PZJiydqgoDHNkEFhewwFgblKSXlQZZ+PB7tZ+7V5AbFCXkFARnqCoEkIB16Fsf84b311ZlSCCrc/u3a8sy3rDu58TtibOTTAi7vGYxfL7Zj134YutEcrS2rgI5TM3lpZWC9VyzX/d3c7l2OWENpCb/Pm+XP8vbq0nf2DfGP8Pb61dO146Du+8BU+HFwSjzC6qL+m/kOceGuqcyXjey1bfIUxlpgxx1607/9rF1KVK4piu0qNlydmT3vxnRLLY1EQgc9LwywfxrOyaa2bamvQVsMmcmewnqAnlD1fW/y3rICWrWiP/Nsj6Bgme4WFYm2pl/LeNJzuNJzHiWs2Wzvo2gquRNt2r9lgGH10XitYcyqqsjTJRmeX/f2m25PU/d2jV4+PR2dXqky2fmaKfNke7b3HPvg/ipjOKWkmrFLvYD2S/b/I0hp3b83LFH/uG+XikQ99kVnzMdiWViF5/benKbmlQTgoIJGAcCHocitQXZ9M2mxDJwCy8URgT83hhBYf0gjDxGsek2WtcKUd8yNqhIS3aMu+GgmzxqmJZQhkXxDHT0x1EyjmL4sBRDyRiKkt4oSkZR2oHuiaEYeXZCdq+JRRXyuOFbmhmgjOFNpJjxKGMMz2/FTyNmxmNiYFzUl2FK+gOFKqXOkqVZVf9P9p/14ncWPw4ePE/FkMSSLxLhi2pz+PTYtvJIN19Tx7q1BcWL91AJLscRzdBLV0y2QCYczvjtpqVfmVgkKBFvKKGYTUsm5kMaasugNyzzzPdNZouV/+hHol1gTILdwmy1Os0M6AKNH+FbDFit9L+YrQJDC+L/ByHFk7oAeNpjYGQAg2mTnDPj+W2+MkhygPm3FxkawOjfv/42cL7hMANy2RiYGIA6AD6PDAAAeNpjYGRgYGP4xwAkr///9v8XmzYDOtACAJCnBiwAAAB42mOKYGBg4WNIB+JUJlaG6UA6CIiTmSMZtBnPMzAwr2VwZ/zPoAUVB2EPpm0MDExhYH3rgLiI1YchmSmXoYr5N0Ms85//31hMGGYyXmNoZbFgiGJLYZjJtI5BkekUw0ygeAIQTwHRQPmZzFcZYsBmA9Wz/GFYA6KZihlc2a4zrGF+xsAP4jMnMUQxz2VQAgB/wyQ9eNolyr9KQgEcBeCPSDSJLppcI+wPEsrVqMHFpUlcI5wamvIBfAKdewzfQ2iK3J0UbqOzbQ0u/agD33LO4S99Dl45LIYXCj8Unyil/472lCccf4XYTmYkvfBOZUR1yema2htpIYypf3K24jyhEd1FxuUDV3OutzQHYcPNNHzTeqS9IG6yZzo53Q9ud9wNuc9/AT6qGQsAAAAAAQAAACoQAAQAAP8A/wACABAALwCHAAASNiTrAP8AHnjafY9BasJAGIW/aLRUpLtCC10IXQqSGIhuujEJgq5U0JWLBIJEgoGIi56gB+m+V+gxeoLeo6/070IXzsDwvTfv/cwAd3zg8LscMcYNbqT+uCm6N3bFz8YtuvjGbeVfjDs8EqvluLdyntgaN9R9NW7KfzN2xe/GLR74NG4r/2XcYch3vJptFtN+lJZFVhfLfHcq0/rcPFfrvD4W1aEXDoaBWZMonifJf8AfeWE4r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format("truetype");
}
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	font-size: 1em;
	font-family: "DSJWQG+Calibri";
	color: #000000;
	line-height: 1.220703em;
}
.stl_27 {
	width: 100%;
	clip: rect(1.141668em,46.06667em,61.42334em,6.927083em);
	position: absolute;
	pointer-events: none;
}
.stl_28 {
	font-size: 0.67em;
	font-family: "JWLQIK+Calibri";
	color: #000000;
	line-height: 1.233033em;
}
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");
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?#iefix") 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GAgsAFRWCEhGyCwBVFYISBmYbBAI2GxAAMlULADJbADJVBaWCCwAyVhilNYIbAAWRshWRuwB1RYIGZhZSMhGyEhsABZWVmxAk4rLSywAiWwBCVKsABTWLAAG4qKI4qwAVmwBCVGIGZhILAFJrAGJkmwBSawBSawcCsjYWWwIGAgZmGwIGFlLSywAiVGIIogsABQWCGxAk4rG0UjIVlhZbACJRA7LSywBCYguAIAYiC4AgBjiiNhILBdYCuwBSURihKKIDmKWLoAXRAAAAQmY1ZgKyMhIBAgRiCxAk4rI2EbIyEgiiAQSbECTitZOy0sugBdEAAACSVjVmArsAUlsAUlsAUmsG0rsV0HJWArsAUlsAUlsAUlsAUlsG8rugBdEAAACCZjVmArILAAUliwUCuwBSWwBSWwByWwByWwBSWwcSuwAhc4sABSsAIlsAFSWliwBCWwBiVJsAMlsAUlSWAgsEBSWCEbsABSWCCwAlRYsAQlsAQlsAclsAclSbACFzgbsAQlsAQlsAQlsAYlSbACFzhZWVlZWSEhISEhLSyxJQGIUFi5QAACAGO4BACIVFywFktSWxuwAVktAAACAAAAAAJYCAAAAwAHAAABAQEBAQEBAQAAAAACWAAA/a0CTgAA/bIAAAgAAAD4AAAFAAAH9gAAAAEAeQAAAh8FVQAaADywhStYQBIFCAcIpkQHFRITEqZEEwMAfwwv4QA/KxEAMxgvKxEAMzEwG7YFCAcVEhMDABg/ETMvETMwMVklFB4CFxUhNT4CNRE0LgInNSEVDgMVAaoJFSku/lo+Kg0KFyYuAaYsJxcL+kM+JBgMMTEQJ0hKA2FFPyMVDTExCxYhQkUAAQB3//AEmAVlAC0AxrCFK1hAGiglJiWmRAAmAQkDJiYMAh0FHQMdkUABBRMPuP/wQCkOFUgPABBQEGAQ0BAECQMQDAwVAxWRDAQVDAwIEKQREQItfyAgLxl9CC/hEjkv4Tk5L+EROREzAD/tKwAYEMRfXl05Kz8zGu0rEQAzEjkYL19eXSsRADMxMBtAESglACYBJiYMAgUdkWwBBRMPuP/wQBcOFUgPABBQEGAQ0BAECQMQDAwVkWwMBAAYPysQxF9eXTkrPzMrMhE5L10RMzAxWSUHJwYGIyIAETQSJDMyFhcRIy4CIyIGAhUUEhYzMjY1NTQmJic1IRUOAxUENk5JQY5c/f8AjAEGsV2saWMbSmdPbaRbTZhvdnITMDcBlCQkEwcFFU4oJgFbAVbVAUKtFRr+7VplK4z+78HE/uqNZ2s8WlAsDjExDB8uQz4AAQBw//ADlQVlADAA4bCFK1hADy8QDhVILy0vAAEAAAsEFrj/8EA8DhVIFhMAGBAYIBiAGAQOAxgYHAskJAQcLQQDBJFALRMTHAMckRMEGKRPFwEXFygg7Q8PMCjtBwcyAKQwL+ESOS/hEjkv4RE5L13hAD/tKwAYPxrtKxESADkRMxI5GC9fXl0SOSsREjkvXRI5KzEwG0APLxAOFUgvLS8AAQAACwQWuP/wQCMOFUgWEwAYEBggGIAYBA4DGBgcCyQkHC0EkWwtExMckWwTBAAYPys/KxE5ETMSOS9fXl0SOSsREjkvXRI5KzAxWRMeAjMyNjU0JiYnLgI1NDY2MzIWFxEjLgIjIgYGFRQWFhceAhUUDgIjIicR1BREbFV1fTR2eXWIQ2nLg0yRbWMXRl5LQWc8M2xqgI1PQnWjYZ3NATdYZjF6dUtmWjw6b4JNcKVaEBz+8lhiJzBhQ0diVDRAbo1eaZFbKTUBEgADAJUBNwWPA1sAAwAHAAgALUAQB76QBQHPBd8F7wUDsAUBBbgD9rMIAr4AugP2AAgD6wA/9u0Q9l1dce0xMBM1IRUBNSEVE5UE0PswBNAqAtaFhf5hhYUBEgACAIoAAASqBVUAIQAuAChAFBgoLg4h6SMjByvpE8UUJgUIxQcgAD/tMj/t7RI5L+0BL80vzTEwAR4DFxUhNT4DNRE0LgInNSEgFhUUDgInIyImJzUzMj4CNTQmIyIGBwHgAQgeOzP+FTA0GAMFGDMvAiMBAfxVkcFrGy1QIHxdiFgrppswUSIBATNAKhkLQEAPEyM/OwNXPT8hEQ9Ctrttoms0AgEDbCBGb0+UhgICAAIAgv/uA/4D/QAfACgANrEAFbgEF7IgFii4BBdACQgVxygoBSPHDbgEBrMfGr4FuAPuAD/tMj/tEjkv7QEv7TIv7TIxMCUOAyMiAjU0PgIzMhYXHgMXIRUUFjMyPgI3AyYmIyIOAgcD7zhlZGg65OZEfrBsapowGCYbDwL9U42ZKUtKSymCCmNmNldBKQa4N00wFgEF/nXBikxBORxIX3pOCb28ESQ5JwFQo5wrUndLAAEAeP/uA2kD/QA6AEmzHBsbCbgEFLQwAAEBE7gEFEAMJCkODjUYAQEGxzo1uAQGtRwcH8caGLgECQA/M+0yLz8z7TIvERI5ETMBL+0zEM0v7TMvzTEwASMuAyMiBhUUHgIXHgMVFA4CIyInNTMWFjMyPgI1NC4CJy4FNTQ+AjMyHgIXA19zDyk2Ry5WZA4wXlBQckoiN2iWXrOrcR5yZStJNh8KFSEXNm1kV0ElPm6WWCNDSVU1AvkqPScTSEMcLC0yISA8RFQ3TnFLJDHkX1USJjooGCUgHQ4fMS8wPU40SWxGIwMJDgsAAgCC/+4ERgP9ABMAJQAmvAAPBBIAHgAUBBKzBSPHCrgEBrIZxwC4BAkAP+0/7QEv7S/tMTAFIi4CNTQ+AjMyHgIVFA4CARQeAjMyPgI1NC4CIyIGAlpvr3pASoOyaX20dDdFgbb+kSRFZEBIZT4cKUdhOICLEj5/wIKBxYZESoa8cYLGhkQCEGegbjpCb5NRcqVrNNYAAQCO/+kFFwVpADQANUAYNCcTFBQeCC/FLS0FDRQUGekNJiPpAgEFuAPuAD8zM+0/7TIvERI5L+0BL80yEM0vzTEwJQcnBgYjIAARNBI2NjMyHgIXESMuAyMiDgIVFB4CMzI2NTU0LgInNSEVDgMVBKxZT0maYv7p/uZYpOyUNWNiZjh0FDJIYkJYkGc4LlyHWnx9CBs1LQHDJSsVBgIZTSkkAV8BWqABBrtmBgwUDv7eP1k5Gk+X3Y2R35hPXmk7PkksGA5AQA4bKkQ3AAIAaf/wA9YDzQANABwAZbCFK1hAHwARAxGVQAAWBxoDGpUHEBYQCwFNFoMKIAwBTQoKHg64//C1CwFNDoMDuP/gswwBTQMvK+ErEjkvK+ErAD/tKwAYPxrtKzEwG0AMABGVbAAWBxqVbAcQABg/Kz8rMDFZBSImNTQ2NjMyFhUUBgYBFBYzMj4CNTQmJiMiBgIU0NtzyIDW3G7K/oiDekNeOxpBcEh5gRD18KXkb/nppuRxAfrO3UFukU+TwlvSAAEAiwQuAgkFogAEAH6whStYQCgAAQE9AQRAA9ACAY8CrwLPAt8C7wIFDwIfAj8CXwKfAgUCAiADAOwEL/HVGhnNABgvXXFdGc0aGN3NXl0xMBtAJAABAT0BBANA0AIBjwKvAs8C3wLvAgUPAh8CPwJfAp8CBQkDAgAYL19eXXFdGhnNGN3NXl0wMVkBFQEnEwIJ/sNBzwWiMv6+NAFA//8Aaf/wA9YFogCjAAsAAAAAQAAAAAAAQAABgwAMARMAAEAAAAAAAEAAABNACwI+IB4DCiUCHxEmACs1ASs1AAEAawAABKgD/QBCAEu8ADwEFAAIABMEFLYhLxIBDf03uAQGsinmKroEEAArBAZAEBvFGiAYxRkgAsUBIELFACAAP+0/7T/tP+0/9e0/7RI5OQEv/dbtMTAhITU+AzURNC4CIyIOAhURFB4CFxUhNT4DNRE0JicuAyc1JTMGBgcWMhc+AzMyHgIVERQeAhcEqP5IKS8YBxIrRzQsWUctBhkxK/5JKC8YBwMCAgobMSgBBkcDCAMDBgMxVlBPKkpvSiUCFjIwQA4RIT48ARZrik8fLEFNIf5nPUAjEQ5AQA4QIUA9AdcjMREYIRkSCEQLK1MqAgIyRSwTJ1aGXv5jO0AjFA0AAgBn/+4EHAP9AC8AOwBBuQAoBBS1EzscHR0zuAQUQAkQMOsTEwsZ3SO4BAa3LsUAADbiAwu4BAkAPzPtMy/tP+0SOS/tAS/tMxDNLzPtMTAhNjY3JiYnDgMjIi4CNTQkJTU0LgIjIgYHIzU+AzceAxcRFAYWFhcVAQYGFRQWMzI+AjUC6AICAgMGBS9VVVcvQWlJJwE7AToXMVA5T2walEh4bWc2TXNNJwECFDQ1/sDe0F1ROV5DJiVKIwIBAi5AKRImRV45mqQQSEpnQB1UW5giMB8OAQIfTIFj/oJBUDIdDkAB4AVoalJJKD9NJQACAIL/7gSkBa8AMABBAEyxEQy4BBS0GQgAMTm4BBdACSYZQTADITbHK7gEBrYR8xUVPL4huAQJsgjFCboEEAALBAgAP/XtP+0zEO0/7RIXOQEv7S8zMzPtMjEwATQmJy4DJzUlMxEUHgIXFQYGByM2NjcmIicOAwciLgI1ND4CMzIeAhcRNC4CIyIGFRQWMzI+AjUDWAICBAkbMy0BDUMBFzg4QoFASQQEAwMHAzZVTVAxWo1hM0qCsWclPzk4HRw5WDuJkHh9PGNGJwRQP0wXFiMbEwZCDvtkPkcpFAxFAwQDKlIqAgI3QyYPA0OCv3uBxYZEBQwSDP6oWHFCGdPDycUsRVYrAAEAtP48AywFpQANABG1AAcLCgMEAC8zLzMBL80xMAEQEhcHJAAREAAlFwYCAWHh5xj+2/7IATkBJBvq4QH6/qL+Ok1NTQH9AWoBaQH/TU1N/kEAAgBH/+4EcQWrACMAMwA/vAALBBcALAAABBS0GTMBICG6BBAAIgQItgATBinHFRC4BAmyLv0GuAQGAD/tPzPtEjk5P/XNAS8zL+0v7TEwATM+AzcyHgIVFA4CIyImJwYHJiYnETQ2LgMnNSUzERQeAjMyN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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;">2 (Núm.3)</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 2019).</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:0.02em;">&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:0.08em;">Estimación de</span><span class="stl_10 stl_08" style="font-style:italic; word-spacing:0.1em;">&nbsp;la Dinámica</span><span class="stl_10 stl_08" style="font-style:italic; word-spacing:0.09em;">&nbsp;Reproductiva del</span><span class="stl_10 stl_08" style="font-style:italic; word-spacing:0.07em;">&nbsp;Camotillo</span><span class="stl_10 stl_08" style="font-style:italic; word-spacing:0.09em;">&nbsp;Espinoso,</span><span class="stl_10 stl_08" style="font-style:italic; word-spacing:0.12em;">&nbsp;Diplectrum</span><span class="stl_10 stl_08" style="font-style:italic; word-spacing:0.09em;">&nbsp;Labarum Rosenblatt</span><span class="stl_10 stl_08" style="font-style:italic; word-spacing:0.1em;">&nbsp;y</span><span class="stl_10 stl_08" style="font-style:italic; word-spacing:0.09em;">&nbsp;Jhonson, 1974</span><span class="stl_10 stl_08" style="font-style:italic; word-spacing:0.12em;">&nbsp;(Pisces: &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:-0.01em;">Serranidae) desembarcado</span><span class="stl_10 stl_08" style="font-style:italic; word-spacing:-0.01em;">&nbsp;en</span><span class="stl_10 stl_08" style="font-style:italic; word-spacing:-0.01em;">&nbsp;el</span><span class="stl_10 stl_08" style="font-style:italic; word-spacing:0.02em;">&nbsp;puerto</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:0.03em;">&nbsp;Jaramijó,</span><span class="stl_10 stl_08" style="font-style:italic; word-spacing:0em;">&nbsp;Manabí,</span><span class="stl_10 stl_08" style="font-style:italic; word-spacing:0.03em;">&nbsp;Ecuador. &nbsp;</span></div>
					<div class="stl_01" style="top: 6.4202em; left:8.5017em;"><span class="stl_11 stl_08" style="font-weight:bold; word-spacing:0.08em;">ESTIMACIÓN DE LA DINÁMICA REPRODUCTIVA DEL CAMOTILLO ESPINOSO, &nbsp;</span></div>
					<div class="stl_01" style="top: 7.8535em; left:7.6688em;"><span class="stl_11 stl_08" style="font-weight:bold; word-spacing:0.08em;">DIPLECTRUM LABARUM ROSENBLATT Y JHONSON, 1974 (PISCES: SERRANIDAE) &nbsp;</span></div>
					<div class="stl_01" style="top: 9.2877em; left:10.1375em;"><span class="stl_11 stl_08" style="font-weight:bold; word-spacing:0.07em;">DESEMBARCADO EN EL PUERTO DE JARAMIJÓ, MANABÍ, ECUADOR. &nbsp;</span></div>
					<div class="stl_01" style="top: 11.371em; left:8.3517em;"><span class="stl_11 stl_08" style="font-weight:bold; word-spacing:0.1em;">ESTIMATION OF</span><span class="stl_11 stl_08" style="font-weight:bold; word-spacing:0.07em;">&nbsp;THE REPRODUCTIVE</span><span class="stl_11 stl_08" style="font-weight:bold; word-spacing:0.07em;">&nbsp;DYNAMICS</span><span class="stl_11 stl_08" style="font-weight:bold; word-spacing:0.01em;">&nbsp;OF</span><span class="stl_11 stl_08" style="font-weight:bold; word-spacing:0.03em;">&nbsp;THE</span><span class="stl_11 stl_08" style="font-weight:bold; word-spacing:0.08em;">&nbsp;SPINY</span><span class="stl_11 stl_08" style="font-weight:bold; word-spacing:0.1em;">&nbsp;CAMOTILLO, &nbsp;</span></div>
					<div class="stl_01" style="top: 12.8043em; left:10.0042em;"><span class="stl_11" style="font-weight:bold; word-spacing:-0.01em;">DIPLECTRUM LABARUM ROSENBLATT AND JHONSON, 1974 (PISCES: &nbsp;</span></div>
					<div class="stl_01" style="top: 14.2227em; left:9.3517em;"><span class="stl_11 stl_09" style="font-weight:bold; word-spacing:0em;">SERRANIDAE) LANDED IN THE PORT OF JARAMIJÓ, MANABÍ, ECUA<span class="stl_08">DOR. &nbsp;</span></span></div>
					<div class="stl_01" style="top: 16.298em; left:17.8558em;"><span class="stl_12" style="word-spacing:-0.06em;">Lucas-Delgado Johanna Monserrate </span><sup><span class="stl_13" style="word-spacing:-0.04em;">1</span></sup><sup><span class="stl_13" style="word-spacing:-0.04em;">* &nbsp;</span></sup></div>
					<div class="stl_01" style="top: 18.1654em; left:9.0183em;"><span class="stl_13">1</span></div>
					<div class="stl_01" style="top: 18.1814em; left:9.4517em;"><span class="stl_12" style="word-spacing:-0.02em;">Universidad Laica Eloy Alfaro de Manabí</span><span class="stl_14" style="word-spacing:-0.01em;">, Facultad </span><span class="stl_12" style="word-spacing:-0.02em;">Ciencias del Mar, Manta, Ecuador. &nbsp;</span></div>
					<div class="stl_01" style="top: 20.048em; left:18.3567em;"><sup><span class="stl_13" style="font-weight:bold; word-spacing:-0.03em;">*</span></sup><sup><span class="stl_13" style="font-weight:bold; word-spacing:-0.03em;">1</span></sup><span class="stl_12 stl_09" style="font-weight:bold; word-spacing:-0.02em;">Corre<span class="stl_08">o</span></span><span class="stl_12" style="word-spacing:-0.08em;">: johanilu25@hotmail.com &nbsp;</span></div>
					<div class="stl_01" style="top: 21.9274em; left:23.2583em;"><span class="stl_15" style="font-weight:bold;">Resumen &nbsp;</span></div>
					<div class="stl_01" style="top: 23.829em; left:7.0854em;"><span class="stl_16 stl_08" style="word-spacing:0.18em;">Los camotillos, género</span><span class="stl_16 stl_08" style="word-spacing:0.1em;">&nbsp;</span><span class="stl_17 stl_09" style="font-style:italic; word-spacing:0.1em;">Diplectr<span class="stl_08">um</span></span><span class="stl_16 stl_08" style="word-spacing:0.19em;">, constituyen</span><span class="stl_16 stl_08" style="word-spacing:0.14em;">&nbsp;pesca dirigida en varios</span><span class="stl_16 stl_08" style="word-spacing:0.15em;">&nbsp;puertos pesqueros de</span><span class="stl_16 stl_08" style="word-spacing:0.15em;">&nbsp;Manabí, &nbsp;</span></div>
					<div class="stl_01" style="top: 24.9299em; left:7.0854em;"><span class="stl_16" style="word-spacing:0.03em;">particularmente en</span><span class="stl_16" style="word-spacing:0.03em;">&nbsp;Jaramijó</span><span class="stl_16" style="word-spacing:0.02em;">&nbsp;y</span><span class="stl_16" style="word-spacing:0.04em;">&nbsp;San</span><span class="stl_16" style="word-spacing:0.02em;">&nbsp;Mateo.</span><span class="stl_16" style="word-spacing:0.04em;">&nbsp;Sin</span><span class="stl_16" style="word-spacing:0.04em;">&nbsp;embargo,</span><span class="stl_16" style="word-spacing:0.04em;">&nbsp;no existe</span><span class="stl_16" style="word-spacing:0.03em;">&nbsp;aún</span><span class="stl_16" style="word-spacing:0.02em;">&nbsp;una</span><span class="stl_16" style="word-spacing:0.05em;">&nbsp;normativa</span><span class="stl_16" style="word-spacing:0.03em;">&nbsp;específica para</span><span class="stl_16" style="word-spacing:0.03em;">&nbsp;su &nbsp;</span></div>
					<div class="stl_01" style="top: 26.029em; left:7.0854em;"><span class="stl_16" style="word-spacing:0.02em;">manejo, por lo</span><span class="stl_16" style="word-spacing:0em;">&nbsp;que</span><span class="stl_16" style="word-spacing:0.03em;">&nbsp;en</span><span class="stl_16" style="word-spacing:0.01em;">&nbsp;el</span><span class="stl_16" style="word-spacing:0.02em;">&nbsp;presente</span><span class="stl_16" style="word-spacing:0.01em;">&nbsp;estudio</span><span class="stl_16" style="word-spacing:0em;">&nbsp;se</span><span class="stl_16" style="word-spacing:0.01em;">&nbsp;analizaron</span><span class="stl_16" style="word-spacing:0.01em;">&nbsp;los</span><span class="stl_16" style="word-spacing:0.01em;">&nbsp;principales aspectos</span><span class="stl_16 stl_09" style="word-spacing:0.02em;">&nbsp;biológico-reproductivo<span class="stl_08">s &nbsp;</span></span></div>
					<div class="stl_01" style="top: 27.1124em; left:7.0854em;"><span class="stl_16 stl_08" style="word-spacing:0.1em;">y pesqueros del</span><span class="stl_16 stl_08" style="word-spacing:0.12em;">&nbsp;camotillo</span><span class="stl_16 stl_08" style="word-spacing:0.09em;">&nbsp;espinoso</span><span class="stl_16 stl_08" style="word-spacing:0.05em;">&nbsp;</span><span class="stl_17 stl_09" style="font-style:italic; word-spacing:0.05em;">Diplectru<span class="stl_08">m</span></span><span class="stl_17 stl_08" style="font-style:italic; word-spacing:0.1em;">&nbsp;labarum</span><span class="stl_17 stl_08" style="word-spacing:0.06em;">&nbsp;</span><span class="stl_16" style="word-spacing:0.06em;">en</span><span class="stl_16 stl_08" style="word-spacing:0.05em;">&nbsp;el</span><span class="stl_16 stl_08" style="word-spacing:0.09em;">&nbsp;puerto</span><span class="stl_16 stl_08" style="word-spacing:0.04em;">&nbsp;de</span><span class="stl_16 stl_08" style="word-spacing:0.11em;">&nbsp;Jaramijó,</span><span class="stl_16 stl_08" style="word-spacing:0.11em;">&nbsp;Manabí, Ecuador,</span><span class="stl_16 stl_08" style="word-spacing:0.07em;">&nbsp;con &nbsp;</span></div>
					<div class="stl_01" style="top: 28.2132em; left:7.0854em;"><span class="stl_16" style="word-spacing:-0.04em;">la finalidad de recomendar medidas técnicas para su conservación. Durante enero a junio 2018 se registró &nbsp;</span></div>
					<div class="stl_01" style="top: 29.3132em; left:7.0854em;"><span class="stl_16" style="word-spacing:0.15em;">información biométrica y biológica de</span><span class="stl_16" style="word-spacing:0.17em;">&nbsp;este</span><span class="stl_16" style="word-spacing:0.15em;">&nbsp;recurso obtenida de</span><span class="stl_16" style="word-spacing:0.17em;">&nbsp;la</span><span class="stl_16" style="word-spacing:0.15em;">&nbsp;flota artesanal. Se evaluaron</span><span class="stl_16" style="word-spacing:0.15em;">&nbsp;179 &nbsp;</span></div>
					<div class="stl_01" style="top: 30.4132em; left:7.0854em;"><span class="stl_16 stl_09" style="word-spacing:0.02em;">ejemplares, lo<span class="stl_08">s</span></span><span class="stl_16" style="word-spacing:0.03em;">&nbsp;cuales mostraron</span><span class="stl_16" style="word-spacing:0.02em;">&nbsp;una</span><span class="stl_16" style="word-spacing:0.02em;">&nbsp;talla promedio</span><span class="stl_16" style="word-spacing:0.02em;">&nbsp;de</span><span class="stl_16" style="word-spacing:0.03em;">&nbsp;19,3</span><span class="stl_16" style="word-spacing:0.02em;">&nbsp;±1,7 cm</span><span class="stl_16" style="word-spacing:0.03em;">&nbsp;Lt (15</span><span class="stl_16" style="word-spacing:0.02em;">&nbsp;a</span><span class="stl_16" style="word-spacing:0.05em;">&nbsp;25</span><span class="stl_16" style="word-spacing:0.02em;">&nbsp;cm</span><span class="stl_16" style="word-spacing:0.05em;">&nbsp;Lt)</span><span class="stl_16" style="word-spacing:0.02em;">&nbsp;mientras</span><span class="stl_16" style="word-spacing:0.04em;">&nbsp;que</span><span class="stl_16" style="word-spacing:0.03em;">&nbsp;el &nbsp;</span></div>
					<div class="stl_01" style="top: 31.5124em; left:7.0854em;"><span class="stl_16 stl_08" style="word-spacing:0.07em;">peso total</span><span class="stl_16 stl_08" style="word-spacing:0.08em;">&nbsp;promedio</span><span class="stl_16 stl_08" style="word-spacing:0.03em;">&nbsp;fue</span><span class="stl_16 stl_08" style="word-spacing:0.06em;">&nbsp;95,7±26</span><span class="stl_16 stl_08" style="word-spacing:0.02em;">&nbsp;g</span><span class="stl_16 stl_08" style="word-spacing:0.06em;">&nbsp;(44,2</span><span class="stl_16 stl_08" style="word-spacing:0.02em;">&nbsp;a</span><span class="stl_16 stl_08" style="word-spacing:0.05em;">&nbsp;218,4</span><span class="stl_16 stl_08" style="word-spacing:0.03em;">&nbsp;g).</span><span class="stl_16 stl_08" style="word-spacing:0.04em;">&nbsp;Las</span><span class="stl_16 stl_08" style="word-spacing:0.07em;">&nbsp;tallas más frecuentes fueron</span><span class="stl_16 stl_08" style="word-spacing:0.07em;">&nbsp;17</span><span class="stl_16 stl_08" style="word-spacing:0.02em;">&nbsp;a</span><span class="stl_16 stl_08" style="word-spacing:0.03em;">&nbsp;21</span><span class="stl_16 stl_08" style="word-spacing:0.02em;">&nbsp;y</span><span class="stl_16 stl_08" style="word-spacing:0.04em;">&nbsp;una</span><span class="stl_16 stl_08" style="word-spacing:0.06em;">&nbsp;moda &nbsp;</span></div>
					<div class="stl_01" style="top: 32.6149em; left:7.0854em;"><span class="stl_16" style="word-spacing:0.01em;">a los</span><span class="stl_16" style="word-spacing:0.02em;">&nbsp;18,5</span><span class="stl_16" style="word-spacing:0em;">&nbsp;cm</span><span class="stl_16" style="word-spacing:0.01em;">&nbsp;Lt.</span><span class="stl_16" style="word-spacing:0.02em;">&nbsp;El</span><span class="stl_16" style="word-spacing:0.02em;">&nbsp;peso eviscerado</span><span class="stl_16 stl_09" style="word-spacing:0em;">&nbsp;disminuyó entr<span class="stl_08">e</span></span><span class="stl_16" style="word-spacing:0.01em;">&nbsp;8,7</span><span class="stl_16" style="word-spacing:0em;">&nbsp;y</span><span class="stl_16" style="word-spacing:0.02em;">&nbsp;8,3</span><span class="stl_16" style="word-spacing:0.02em;">&nbsp;%</span><span class="stl_16" style="word-spacing:0.01em;">&nbsp;en</span><span class="stl_16" style="word-spacing:0.01em;">&nbsp;promedio</span><span class="stl_16" style="word-spacing:0.02em;">&nbsp;con respecto</span><span class="stl_16" style="word-spacing:0em;">&nbsp;al</span><span class="stl_16" style="word-spacing:0.02em;">&nbsp;peso</span><span class="stl_16" style="word-spacing:0em;">&nbsp;total. &nbsp;</span></div>
					<div class="stl_01" style="top: 33.7149em; left:7.0854em;"><span class="stl_16 stl_08" style="word-spacing:0.29em;">Todos los ejemplares muestreados eran hermafroditas pues presentaron ovotestis. Se</span><span class="stl_16 stl_08" style="word-spacing:0.32em;">&nbsp;identificaron &nbsp;</span></div>
					<div class="stl_01" style="top: 34.8149em; left:7.0854em;"><span class="stl_16" style="word-spacing:0.11em;">cuatro estadios de madurez gonadal</span><span class="stl_16" style="word-spacing:0.14em;">&nbsp;los</span><span class="stl_16" style="word-spacing:0.11em;">&nbsp;cuales se observaron</span><span class="stl_16" style="word-spacing:0.1em;">&nbsp;durante</span><span class="stl_16" style="word-spacing:0.13em;">&nbsp;la</span><span class="stl_16" style="word-spacing:0.11em;">&nbsp;mayor parte</span><span class="stl_16" style="word-spacing:0.12em;">&nbsp;del periodo</span><span class="stl_16" style="word-spacing:0.1em;">&nbsp;de &nbsp;</span></div>
					<div class="stl_01" style="top: 35.8982em; left:7.0854em;"><span class="stl_16" style="word-spacing:0.16em;">estudio. Aunque la</span><span class="stl_16" style="word-spacing:0.18em;">&nbsp;reproducción de</span><span class="stl_16" style="word-spacing:0.17em;">&nbsp;D. labarum transcurrió durante todo</span><span class="stl_16" style="word-spacing:0.16em;">&nbsp;el</span><span class="stl_16" style="word-spacing:0.18em;">&nbsp;periodo de estudio,</span><span class="stl_16" style="word-spacing:0.18em;">&nbsp;de &nbsp;</span></div>
					<div class="stl_01" style="top: 36.9982em; left:7.0854em;"><span class="stl_16" style="word-spacing:-0.06em;">acuerdo con el Índice Gonadosomático, la mayor actividad reproductiva fue en los meses de marzo y mayo &nbsp;</span></div>
					<div class="stl_01" style="top: 38.0982em; left:7.0854em;"><span class="stl_16" style="word-spacing:0.13em;">mientras que durante</span><span class="stl_16" style="word-spacing:0.15em;">&nbsp;enero</span><span class="stl_16" style="word-spacing:0.12em;">&nbsp;se</span><span class="stl_16" style="word-spacing:0.14em;">&nbsp;observó el valor mínimo. La relación</span><span class="stl_16" style="word-spacing:0.12em;">&nbsp;longitud total</span><span class="stl_16" style="word-spacing:0.14em;">&nbsp;vs peso total</span><span class="stl_16" style="word-spacing:0.14em;">&nbsp;fue &nbsp;</span></div>
					<div class="stl_01" style="top: 39.1982em; left:7.0854em;"><span class="stl_16 stl_09" style="word-spacing:0.05em;">Pt=0,0351 Lt2,<span class="stl_08">67,</span></span><span class="stl_16 stl_08" style="word-spacing:0.14em;">&nbsp;resultando</span><span class="stl_16 stl_08" style="word-spacing:0.06em;">&nbsp;el</span><span class="stl_16 stl_08" style="word-spacing:0.14em;">&nbsp;exponente</span><span class="stl_16 stl_08" style="word-spacing:0.15em;">&nbsp;significativamente menor</span><span class="stl_16 stl_08" style="word-spacing:0.05em;">&nbsp;a</span><span class="stl_16 stl_08" style="word-spacing:0.07em;">&nbsp;3,</span><span class="stl_16 stl_08" style="word-spacing:0.14em;">&nbsp;sugiriendo</span><span class="stl_16 stl_08" style="word-spacing:0.1em;">&nbsp;un crecimiento</span><span class="stl_16 stl_08" style="word-spacing:0.07em;">&nbsp;del &nbsp;</span></div>
					<div class="stl_01" style="top: 40.2982em; left:7.0854em;"><span class="stl_16" style="word-spacing:-0.02em;">tipo alométrico negativo. La talla de madurez (L50) se estimó en 20.8 ± 0,6 cm LT y el animal maduro más &nbsp;</span></div>
					<div class="stl_01" style="top: 41.3982em; left:7.0854em;"><span class="stl_16 stl_08" style="word-spacing:0.07em;">pequeño midió 17,0 cm LT. La veda que aplica actualmente la Secretaría de Recursos Pesqueros durante &nbsp;</span></div>
					<div class="stl_01" style="top: 42.5007em; left:7.0854em;"><span class="stl_16 stl_08" style="word-spacing:0.09em;">febrero y</span><span class="stl_16 stl_08" style="word-spacing:0.08em;">&nbsp;marzo</span><span class="stl_16 stl_08" style="word-spacing:0.06em;">&nbsp;de</span><span class="stl_16 stl_08" style="word-spacing:0.07em;">&nbsp;cada año</span><span class="stl_16 stl_08" style="word-spacing:0.1em;">&nbsp;resulta</span><span class="stl_16 stl_08" style="word-spacing:0.09em;">&nbsp;adecuada para la conservación</span><span class="stl_16 stl_08" style="word-spacing:0.04em;">&nbsp;de</span><span class="stl_16 stl_08" style="word-spacing:0.07em;">&nbsp;D.</span><span class="stl_16 stl_08" style="word-spacing:0.09em;">&nbsp;labarum, ya</span><span class="stl_16 stl_08" style="word-spacing:0.08em;">&nbsp;que coincide</span><span class="stl_16 stl_08" style="word-spacing:0.13em;">&nbsp;con &nbsp;</span></div>
					<div class="stl_01" style="top: 43.5841em; left:7.0854em;"><span class="stl_16" style="word-spacing:-0.01em;">uno de los periodos de mayor intensidad reproductiva de la especie. &nbsp;</span></div>
					<div class="stl_01" style="top: 45.3499em; left:7.0854em;"><span class="stl_18 stl_09" style="font-weight:bold; word-spacing:0.26em;">Palabras clav<span class="stl_08">e:</span></span><span class="stl_18 stl_08" style="word-spacing:0.26em;">&nbsp;</span><span class="stl_16 stl_08" style="word-spacing:0.32em;">Talla de madurez, índice de condición,</span><span class="stl_16 stl_08" style="word-spacing:0.34em;">&nbsp;índice gonadosomático, veda</span><span class="stl_16 stl_09" style="word-spacing:0.27em;">&nbsp;reproductiv<span class="stl_08">a, &nbsp;</span></span></div>
					<div class="stl_01" style="top: 46.4499em; left:7.0854em;"><span class="stl_16" style="word-spacing:0em;">crecimiento, alometría</span><span class="stl_18" style="font-weight:bold; word-spacing:0em;">. &nbsp;</span></div>
					<div class="stl_01" style="top: 48.2165em; left:23.3917em;"><span class="stl_15" style="font-weight:bold;">Abstract &nbsp;</span></div>
					<div class="stl_01" style="top: 50.0999em; left:7.0854em;"><span class="stl_16" style="word-spacing:0.13em;">The sand perches, genus Diplectrum, are target fishes in</span><span class="stl_16" style="word-spacing:0.12em;">&nbsp;several</span><span class="stl_16" style="word-spacing:0.14em;">&nbsp;fishing harbors</span><span class="stl_16" style="word-spacing:0.16em;">&nbsp;in</span><span class="stl_16" style="word-spacing:0.12em;">&nbsp;Manabí</span><span class="stl_16" style="word-spacing:0.14em;">&nbsp;Province, &nbsp;</span></div>
					<div class="stl_01" style="top: 51.2024em; left:7.0854em;"><span class="stl_16" style="word-spacing:0.27em;">particularly in Jaramijó and San Mateo. However, there is not yet a specific regulation for their &nbsp;</span></div>
					<div class="stl_01" style="top: 52.3024em; left:7.0854em;"><span class="stl_16" style="word-spacing:-0.05em;">management. In this study, the main biological, reproductive and fishing aspects of the highfin sand perch &nbsp;</span></div>
					<div class="stl_01" style="top: 53.4024em; left:7.0854em;"><span class="stl_16" style="word-spacing:0.11em;">Diplectrum labarum were analyzed in the</span><span class="stl_16" style="word-spacing:0.13em;">&nbsp;port of</span><span class="stl_16" style="word-spacing:0.1em;">&nbsp;Jaramijó,</span><span class="stl_16" style="word-spacing:0.12em;">&nbsp;Manabí, Ecuador, in order</span><span class="stl_16" style="word-spacing:0.1em;">&nbsp;to</span><span class="stl_16" style="word-spacing:0.11em;">&nbsp;recommend &nbsp;</span></div>
					<div class="stl_01" style="top: 54.5024em; left:7.0854em;"><span class="stl_16" style="word-spacing:0.22em;">technical measures for its conservation. Between January and June 2018, biometric and biological &nbsp;</span></div>
					<div class="stl_01" style="top: 55.6024em; left:7.0854em;"><span class="stl_16 stl_08" style="word-spacing:0.27em;">information of this species were obtained from</span><span class="stl_16 stl_08" style="word-spacing:0.28em;">&nbsp;the</span><span class="stl_16 stl_08" style="word-spacing:0.26em;">&nbsp;artisanal fleet. A total of 179 specimens</span><span class="stl_16 stl_08" style="word-spacing:0.23em;">&nbsp;were &nbsp;</span></div>
					<div class="stl_01" style="top: 56.7024em; left:7.0854em;"><span class="stl_16" style="word-spacing:0.09em;">evaluated, which</span><span class="stl_16" style="word-spacing:0.08em;">&nbsp;showed an average</span><span class="stl_16" style="word-spacing:0.07em;">&nbsp;size</span><span class="stl_16" style="word-spacing:0.09em;">&nbsp;of 19.3 ± 1.7 cm Lt</span><span class="stl_16" style="word-spacing:0.09em;">&nbsp;(15</span><span class="stl_16" style="word-spacing:0.08em;">&nbsp;to 25 cm</span><span class="stl_16" style="word-spacing:0.09em;">&nbsp;Lt) while the average</span><span class="stl_16" style="word-spacing:0.07em;">&nbsp;total &nbsp;</span></div>
					<div class="stl_01" style="top: 57.7857em; left:7.0854em;"><span class="stl_16 stl_09" style="word-spacing:0.02em;">weight wa<span class="stl_08">s</span></span><span class="stl_16" style="word-spacing:0.02em;">&nbsp;95.7</span><span class="stl_16" style="word-spacing:0.01em;">&nbsp;±</span><span class="stl_16" style="word-spacing:0.03em;">&nbsp;26</span><span class="stl_16" style="word-spacing:0.02em;">&nbsp;g</span><span class="stl_16" style="word-spacing:0.01em;">&nbsp;(44.2</span><span class="stl_16" style="word-spacing:0.02em;">&nbsp;to 218.4</span><span class="stl_16" style="word-spacing:0.01em;">&nbsp;g).</span><span class="stl_16" style="word-spacing:0.01em;">&nbsp;The</span><span class="stl_16" style="word-spacing:0.03em;">&nbsp;most</span><span class="stl_16" style="word-spacing:0.02em;">&nbsp;frequent</span><span class="stl_16" style="word-spacing:0.03em;">&nbsp;sizes</span><span class="stl_16" style="word-spacing:0.02em;">&nbsp;were</span><span class="stl_16" style="word-spacing:0.01em;">&nbsp;17</span><span class="stl_16" style="word-spacing:0.01em;">&nbsp;to</span><span class="stl_16" style="word-spacing:0.02em;">&nbsp;21 with</span><span class="stl_16" style="word-spacing:0.01em;">&nbsp;a</span><span class="stl_16" style="word-spacing:0.01em;">&nbsp;mode</span><span class="stl_16" style="word-spacing:0.01em;">&nbsp;at</span><span class="stl_16" style="word-spacing:0.01em;">&nbsp;18.5</span><span class="stl_16" style="word-spacing:0.01em;">&nbsp;cm &nbsp;</span></div>
					<div class="stl_01" style="top: 58.8857em; left:7.0854em;"><span class="stl_16 stl_09" style="word-spacing:0em;">Lt. The eviscerated weight decreased between 8.7 and 8.3% on average with respect to the total weig<span class="stl_08">ht. &nbsp;</span></span></div>
					<div class="stl_01" style="top: 59.9857em; left:7.0854em;"><span class="stl_16" style="word-spacing:-0.06em;">All individuals evaluated were hermaphrodites, presenting ovotestis. Four stages of gonadal development &nbsp;</span></div>
					<div class="stl_01" style="top: 61.0878em; left:7.0854em;"><span class="stl_16 stl_09" style="word-spacing:0.04em;">were identifi<span class="stl_08">ed</span></span><span class="stl_16 stl_08" style="word-spacing:0.08em;">&nbsp;and observed along</span><span class="stl_16 stl_08" style="word-spacing:0.07em;">&nbsp;the</span><span class="stl_16 stl_08" style="word-spacing:0.08em;">&nbsp;entire</span><span class="stl_16 stl_08" style="word-spacing:0.06em;">&nbsp;study</span><span class="stl_16 stl_08" style="word-spacing:0.09em;">&nbsp;period, which</span><span class="stl_16 stl_08" style="word-spacing:0.08em;">&nbsp;reveals</span><span class="stl_16 stl_08" style="word-spacing:0.07em;">&nbsp;that</span><span class="stl_16 stl_08" style="word-spacing:0.04em;">&nbsp;the</span><span class="stl_16 stl_08" style="word-spacing:0.13em;">&nbsp;reproductive</span><span class="stl_16 stl_08" style="word-spacing:0.1em;">&nbsp;activity &nbsp;</span></div>
					<div class="stl_01" style="top: 62.2378em; left:42.1125em;"><span class="stl_19" style="font-style:italic;">2</span></div>
					<div class="stl_01" style="top: 63.2545em; left:7.0854em;"><span class="stl_19" style="font-weight:bold; font-style:italic; word-spacing:0.16em;">Fecha de recepción</span><span class="stl_19" style="font-style:italic; word-spacing:0.16em;">:</span><span class="stl_19" style="font-style:italic; word-spacing:0.16em;">&nbsp;13 de noviembre de 2018;</span><span class="stl_19" style="word-spacing:0.19em;">&nbsp;</span><span class="stl_19" style="font-weight:bold; font-style:italic; word-spacing:0.19em;">Fecha</span><span class="stl_19" style="font-weight:bold; font-style:italic; word-spacing:0.17em;">&nbsp;de aceptación</span><span class="stl_19" style="font-style:italic; word-spacing:0.17em;">:</span><span class="stl_19" style="font-style:italic; word-spacing:0.16em;">&nbsp;07 de enero</span><span class="stl_19" style="font-style:italic; word-spacing:0.15em;">&nbsp;de</span><span class="stl_19" style="font-style:italic; word-spacing:0.18em;">&nbsp;2019;</span><span class="stl_19" style="word-spacing:0.16em;">&nbsp;</span><span class="stl_19" style="font-weight:bold; font-style:italic; word-spacing:0.16em;">Fecha</span><span class="stl_19" style="font-weight:bold; font-style:italic; word-spacing:0.16em;">&nbsp;de &nbsp;</span></div>
					<div class="stl_01" style="top: 64.2711em; left:7.0854em;"><span class="stl_19" style="font-weight:bold; font-style:italic; word-spacing:-0.01em;">publicación</span><span class="stl_19" style="font-style:italic; word-spacing:-0.01em;">: 09 de enero de 2019. &nbsp;</span></div>
				</div>
			</div>
		</div>
		<div class="stl_02">
			<div class="stl_03">
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alt="" class="stl_20" />
			</div>
			<div class="stl_view">
				<div class="stl_05 stl_06">
					<div class="stl_01" style="top: 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 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="font-style:italic; word-spacing:0em;">&nbsp;2</span><span class="stl_07 stl_08" style="font-style:italic; word-spacing:0.03em;">&nbsp;(Núm.3)</span><span class="stl_07 stl_08" style="font-style:italic; word-spacing:-0.01em;">&nbsp;(ene</span><span class="stl_07 stl_08" style="font-style:italic; word-spacing:0.04em;">&nbsp;–</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 2019).</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:0.04em;">Lucas-Delgado (2019) &nbsp;</span></div>
					<div class="stl_01" style="top: 5.8415em; left:7.0854em;"><span class="stl_16 stl_09" style="word-spacing:0.02em;">took plac<span class="stl_08">e</span></span><span class="stl_16" style="word-spacing:0.01em;">&nbsp;along</span><span class="stl_16" style="word-spacing:0.02em;">&nbsp;the</span><span class="stl_16" style="word-spacing:0.03em;">&nbsp;study</span><span class="stl_16 stl_09" style="word-spacing:0.02em;">&nbsp;period. The<span class="stl_08">re</span></span><span class="stl_16" style="word-spacing:0.02em;">&nbsp;were</span><span class="stl_16" style="word-spacing:0.03em;">&nbsp;two</span><span class="stl_16 stl_09" style="word-spacing:0.01em;">&nbsp;period<span class="stl_08">s</span></span><span class="stl_16" style="word-spacing:0.02em;">&nbsp;of</span><span class="stl_16" style="word-spacing:0.01em;">&nbsp;greater reproductive</span><span class="stl_16 stl_09" style="word-spacing:0.02em;">&nbsp;intensity<span class="stl_08">,</span></span><span class="stl_16" style="word-spacing:0.01em;">&nbsp;March</span><span class="stl_16" style="word-spacing:0.01em;">&nbsp;and &nbsp;</span></div>
					<div class="stl_01" style="top: 6.9424em; left:7.0854em;"><span class="stl_16" style="word-spacing:-0.04em;">May, and a minimum in January. The total length vs. total weight relationship was Pt = 0.0351 Lt2.67, with &nbsp;</span></div>
					<div class="stl_01" style="top: 8.0424em; left:7.0854em;"><span class="stl_16 stl_09" style="word-spacing:-0.01em;">the exponent significantly lower than 3, suggesting a negative allometric growth for the species. The siz<span class="stl_08">e &nbsp;</span></span></div>
					<div class="stl_01" style="top: 9.1424em; left:7.0854em;"><span class="stl_16 stl_08" style="word-spacing:0.02em;">of first maturity was estimated at 20.8 ± 0,6 cm LT and the smallest mature individual was 17,0 cm LT. The &nbsp;</span></div>
					<div class="stl_01" style="top: 10.2424em; left:7.0854em;"><span class="stl_16 stl_08" style="word-spacing:0.17em;">ban currently</span><span class="stl_16 stl_08" style="word-spacing:0.15em;">&nbsp;being implemented</span><span class="stl_16 stl_08" style="word-spacing:0.11em;">&nbsp;by</span><span class="stl_16 stl_08" style="word-spacing:0.12em;">&nbsp;the Secretary of</span><span class="stl_16 stl_08" style="word-spacing:0.13em;">&nbsp;Fishery</span><span class="stl_16 stl_08" style="word-spacing:0.14em;">&nbsp;Resources during February and</span><span class="stl_16 stl_08" style="word-spacing:0.13em;">&nbsp;March</span><span class="stl_16 stl_08" style="word-spacing:0.09em;">&nbsp;of &nbsp;</span></div>
					<div class="stl_01" style="top: 11.3415em; left:7.0854em;"><span class="stl_16" style="word-spacing:-0.06em;">each year is suitable for the conservation of D. labarum since it coincides with one of the periods of greater &nbsp;</span></div>
					<div class="stl_01" style="top: 12.4249em; left:7.0854em;"><span class="stl_16" style="word-spacing:-0.01em;">reproductive activity of the species. &nbsp;</span></div>
					<div class="stl_01" style="top: 14.194em; left:7.0854em;"><span class="stl_18 stl_08" style="font-weight:bold; word-spacing:0.07em;">Keywords: </span><span class="stl_16 stl_08" style="word-spacing:0.07em;">Size at maturity, condition index, gonasomatic index, reproductive season, growth, allometry. &nbsp;</span></div>
					<div class="stl_01" style="top: 18.0147em; left:7.0854em;"><span class="stl_21" style="font-weight:bold;">1</span></div>
					<div class="stl_01" style="top: 17.9354em; left:7.5521em;"><span class="stl_21 stl_08" style="font-weight:bold; word-spacing:0.65em;">. </span><span class="stl_22 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: 17.9354em; left:26.2917em;"><span class="stl_23" style="word-spacing:0.35em;">Pese a que tradicionalmente se han &nbsp;</span></div>
					<div class="stl_01" style="top: 19.7687em; left:26.2917em;"><span class="stl_23 stl_08" style="word-spacing:0.54em;">capturado en forma indirecta como &nbsp;</span></div>
					<div class="stl_01" style="top: 21.602em; left:26.2917em;"><span class="stl_23 stl_08" style="word-spacing:0.07em;">parte de otras</span><span class="stl_23" style="word-spacing:0.02em;">&nbsp;pesquerías,</span><span class="stl_23 stl_08" style="word-spacing:0.07em;">&nbsp;la captura</span><span class="stl_23 stl_08" style="word-spacing:0.03em;">&nbsp;de &nbsp;</span></div>
					<div class="stl_01" style="top: 23.4379em; left:26.2917em;"><span class="stl_23 stl_08" style="word-spacing:0.62em;">estas especies se ha incrementado &nbsp;</span></div>
					<div class="stl_01" style="top: 25.2704em; left:26.2917em;"><span class="stl_23 stl_09" style="word-spacing:0.04em;">dramáticamente <span class="stl_08">en</span></span><span class="stl_23 stl_08" style="word-spacing:0.11em;">&nbsp;ciertas</span><span class="stl_23 stl_08" style="word-spacing:0.09em;">&nbsp;áreas,</span><span class="stl_23 stl_08" style="word-spacing:0.08em;">&nbsp;como &nbsp;</span></div>
					<div class="stl_01" style="top: 27.1045em; left:26.2917em;"><span class="stl_23 stl_08" style="word-spacing:0.4em;">consecuencia del agotamiento de las &nbsp;</span></div>
					<div class="stl_01" style="top: 28.9212em; left:26.2917em;"><span class="stl_23 stl_08" style="word-spacing:0.51em;">poblaciones de especies de primera &nbsp;</span></div>
					<div class="stl_01" style="top: 30.7545em; left:26.2917em;"><span class="stl_23 stl_09" style="word-spacing:0.01em;">categoría (Aburto-Oropeza e<span class="stl_08">t</span></span><span class="stl_23 stl_08" style="word-spacing:0.05em;">&nbsp;al.,</span><span class="stl_23 stl_08" style="word-spacing:0.08em;">&nbsp;2008). &nbsp;</span></div>
					<div class="stl_01" style="top: 32.5895em; left:26.2917em;"><span class="stl_23" style="word-spacing:0.56em;">No existe aún una normativa que &nbsp;</span></div>
					<div class="stl_01" style="top: 34.4229em; left:26.2917em;"><span class="stl_23 stl_08" style="word-spacing:0.98em;">restrinja la captura de especies &nbsp;</span></div>
					<div class="stl_01" style="top: 36.2562em; left:26.2917em;"><span class="stl_23 stl_08" style="word-spacing:0.63em;">demersales explotados por la flota &nbsp;</span></div>
					<div class="stl_01" style="top: 38.0895em; left:26.2917em;"><span class="stl_23 stl_09" style="word-spacing:-0.01em;">artesanal de Ecuador<span class="stl_24">. &nbsp;</span></span></div>
					<div class="stl_01" style="top: 19.9187em; left:7.0854em;"><span class="stl_23 stl_08" style="word-spacing:0.06em;">El género Diplectrum se encuentra en la &nbsp;</span></div>
					<div class="stl_01" style="top: 21.752em; left:7.0854em;"><span class="stl_23" style="word-spacing:0.01em;">familia Serranidae</span><span class="stl_23" style="word-spacing:0.04em;">&nbsp;y</span><span class="stl_23" style="word-spacing:0.02em;">&nbsp;ha</span><span class="stl_23" style="word-spacing:0.03em;">&nbsp;sido</span><span class="stl_23" style="word-spacing:0.01em;">&nbsp;estudiado</span><span class="stl_23" style="word-spacing:0.01em;">&nbsp;y &nbsp;</span></div>
					<div class="stl_01" style="top: 23.5879em; left:7.0854em;"><span class="stl_23" style="word-spacing:0.06em;">caracterizado por Rosenblatt</span><span class="stl_23" style="word-spacing:0.05em;">&nbsp;y</span><span class="stl_23" style="word-spacing:0.07em;">&nbsp;Johnson &nbsp;</span></div>
					<div class="stl_01" style="top: 25.4204em; left:7.0854em;"><span class="stl_23">(</span></div>
					<div class="stl_01" style="top: 25.4204em; left:7.3884em;"><span class="stl_23 stl_08" style="word-spacing:0.06em;">1974) y Bortone (1977). Los Serránidos, &nbsp;</span></div>
					<div class="stl_01" style="top: 27.2545em; left:7.0854em;"><span class="stl_23 stl_08" style="word-spacing:0.5em;">en general, tienen gran importancia &nbsp;</span></div>
					<div class="stl_01" style="top: 29.0879em; left:7.0854em;"><span class="stl_23 stl_08" style="word-spacing:1.51em;">comercial para las pesquerías &nbsp;</span></div>
					<div class="stl_01" style="top: 30.9045em; left:7.0854em;"><span class="stl_23 stl_09" style="word-spacing:0.33em;">artesanales, recreativas e industrial<span class="stl_08">es &nbsp;</span></span></div>
					<div class="stl_01" style="top: 32.7395em; left:7.0854em;"><span class="stl_23 stl_08" style="word-spacing:0.15em;">del mundo, y varias</span><span class="stl_23 stl_08" style="word-spacing:0.17em;">&nbsp;especies</span><span class="stl_23 stl_08" style="word-spacing:0.17em;">&nbsp;pequeñas &nbsp;</span></div>
					<div class="stl_01" style="top: 34.5729em; left:7.0854em;"><span class="stl_23" style="word-spacing:0.39em;">son muy cotizadas para el mercado &nbsp;</span></div>
					<div class="stl_01" style="top: 36.4062em; left:7.0854em;"><span class="stl_23" style="word-spacing:0.74em;">eucarístico (Aburto-Oropeza et al., &nbsp;</span></div>
					<div class="stl_01" style="top: 38.2395em; left:7.0854em;"><span class="stl_23">2</span></div>
					<div class="stl_01" style="top: 38.2395em; left:7.5854em;"><span class="stl_23">008). &nbsp;</span></div>
					<div class="stl_01" style="top: 40.5895em; left:26.2917em;"><span class="stl_23 stl_08" style="word-spacing:0.32em;">El género Diplectrum está compuesto &nbsp;</span></div>
					<div class="stl_01" style="top: 42.4087em; left:26.2917em;"><span class="stl_23 stl_08" style="word-spacing:0.12em;">por ocho especies</span><span class="stl_23 stl_08" style="word-spacing:0.07em;">&nbsp;de</span><span class="stl_23 stl_08" style="word-spacing:0.09em;">&nbsp;peces</span><span class="stl_23 stl_08" style="word-spacing:0.06em;">&nbsp;del</span><span class="stl_23 stl_08" style="word-spacing:0.14em;">&nbsp;Pacífico &nbsp;</span></div>
					<div class="stl_01" style="top: 44.242em; left:26.2917em;"><span class="stl_23 stl_08" style="word-spacing:0.47em;">y tres del Atlántico (Bortone, 1977; &nbsp;</span></div>
					<div class="stl_01" style="top: 46.0754em; left:26.2917em;"><span class="stl_23 stl_08" style="word-spacing:0.79em;">López et al., 2002). El camotillo &nbsp;</span></div>
					<div class="stl_01" style="top: 40.7395em; left:7.0854em;"><span class="stl_23 stl_08" style="word-spacing:0.12em;">En los</span><span class="stl_23 stl_08" style="word-spacing:0.13em;">&nbsp;mercados locales las especies</span><span class="stl_23 stl_08" style="word-spacing:0.09em;">&nbsp;de &nbsp;</span></div>
					<div class="stl_01" style="top: 42.5754em; left:7.0854em;"><span class="stl_23" style="word-spacing:0.06em;">Serránidos se</span><span class="stl_23 stl_08" style="word-spacing:0.17em;">&nbsp;clasifican</span><span class="stl_23 stl_08" style="word-spacing:0.11em;">&nbsp;de acuerdo</span><span class="stl_23 stl_08" style="word-spacing:0.11em;">&nbsp;con &nbsp;</span></div>
					<div class="stl_01" style="top: 44.3912em; left:7.0854em;"><span class="stl_23 stl_08" style="word-spacing:0.13em;">su valor</span><span class="stl_23 stl_08" style="word-spacing:0.09em;">&nbsp;de mercado,</span><span class="stl_23 stl_08" style="word-spacing:0.09em;">&nbsp;como</span><span class="stl_23 stl_08" style="word-spacing:0.12em;">&nbsp;especies</span><span class="stl_23 stl_08" style="word-spacing:0.08em;">&nbsp;de &nbsp;</span></div>
					<div class="stl_01" style="top: 46.2245em; left:7.0854em;"><span class="stl_23" style="word-spacing:0.25em;">primera, segunda y tercera categoría. &nbsp;</span></div>
					<div class="stl_01" style="top: 48.0579em; left:7.0854em;"><span class="stl_23 stl_08" style="word-spacing:0.37em;">Las especies del género Paralabrax y &nbsp;</span></div>
					<div class="stl_01" style="top: 49.8912em; left:7.0854em;"><span class="stl_23" style="word-spacing:0.06em;">Diplectrum se consideran</span><span class="stl_23" style="word-spacing:0.08em;">&nbsp;de</span><span class="stl_23" style="word-spacing:0.06em;">&nbsp;segunda</span><span class="stl_23" style="word-spacing:0.06em;">&nbsp;y &nbsp;</span></div>
					<div class="stl_01" style="top: 51.727em; left:7.0854em;"><span class="stl_23 stl_08" style="word-spacing:0.56em;">tercera categoría y alcanzan menor &nbsp;</span></div>
					<div class="stl_01" style="top: 53.5604em; left:7.0854em;"><span class="stl_23 stl_08" style="word-spacing:0.26em;">tamaño que las de primera</span><span class="stl_23 stl_08" style="word-spacing:0.3em;">&nbsp;categoría, &nbsp;</span></div>
					<div class="stl_01" style="top: 55.3937em; left:7.0854em;"><span class="stl_23 stl_08" style="word-spacing:0.89em;">como los ejemplares del género &nbsp;</span></div>
					<div class="stl_01" style="top: 57.227em; left:7.0854em;"><span class="stl_23" style="word-spacing:0.56em;">Epinephelus (Aburto-Oropeza et al., &nbsp;</span></div>
					<div class="stl_01" style="top: 47.9087em; left:26.2917em;"><span class="stl_23 stl_09">espinoso<span class="stl_24">, &nbsp;</span></span></div>
					<div class="stl_01" style="top: 47.9087em; left:32.6517em;"><span class="stl_23">Diplectrm &nbsp;</span></div>
					<div class="stl_01" style="top: 47.9087em; left:39.1588em;"><span class="stl_23">labarum &nbsp;</span></div>
					<div class="stl_01" style="top: 49.742em; left:26.2917em;"><span class="stl_23 stl_08" style="word-spacing:0.43em;">Rosemblatt y Johnson, 1974 (Fig. 1) &nbsp;</span></div>
					<div class="stl_01" style="top: 51.577em; left:26.2917em;"><span class="stl_23 stl_08" style="word-spacing:0.23em;">habita en áreas</span><span class="stl_23 stl_08" style="word-spacing:0.24em;">&nbsp;demersales</span><span class="stl_23 stl_08" style="word-spacing:0.24em;">&nbsp;costeras</span><span class="stl_23 stl_08" style="word-spacing:0.18em;">&nbsp;a &nbsp;</span></div>
					<div class="stl_01" style="top: 53.4104em; left:26.2917em;"><span class="stl_23 stl_09" style="word-spacing:0.26em;">profundidad moderada (Chirichigno <span class="stl_08">&amp; &nbsp;</span></span></div>
					<div class="stl_01" style="top: 55.227em; left:26.2917em;"><span class="stl_23 stl_08" style="word-spacing:0.41em;">Cornejo, 2001). Alcanza una longitud &nbsp;</span></div>
					<div class="stl_01" style="top: 57.0604em; left:26.2917em;"><span class="stl_23 stl_09" style="word-spacing:-0.04em;">total de 26 cm y tiene el cuerpo al<span class="stl_08">argado &nbsp;</span></span></div>
					<div class="stl_01" style="top: 58.8937em; left:26.2917em;"><span class="stl_23 stl_08" style="word-spacing:0.08em;">(Robertson &amp; Allen, 2015). &nbsp;</span></div>
					<div class="stl_01" style="top: 59.0437em; left:7.0854em;"><span class="stl_23 stl_09">2008)<span class="stl_08">. &nbsp;</span></span></div>
					<div class="stl_01" style="top: 66.1378em; left:42.1125em;"><span class="stl_19" style="font-style:italic;">3</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_25" />
			</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;">Revista de</span><span class="stl_10 stl_08" style="font-style:italic; word-spacing:0em;">&nbsp;Ciencias de<span class="stl_09">l</span></span><span class="stl_10 stl_08" style="font-style:italic; word-spacing:-0.03em;">&nbsp;Mar</span><span class="stl_10 stl_08" style="font-style:italic; word-spacing:0em;">&nbsp;y</span><span class="stl_10 stl_08" style="font-style:italic; word-spacing:0.02em;">&nbsp;Acuicultura</span><span class="stl_10 stl_08" style="word-spacing:0.01em;">&nbsp;</span><span class="stl_07 stl_08" style="font-style:italic; word-spacing:0.01em;">“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="font-style:italic; word-spacing:0em;">&nbsp;2</span><span class="stl_07 stl_08" style="font-style:italic; word-spacing:0.03em;">&nbsp;(Núm.3)</span><span class="stl_07 stl_08" style="font-style:italic; word-spacing:-0.01em;">&nbsp;(ene</span><span class="stl_07 stl_08" style="font-style:italic; word-spacing:0.01em;">&nbsp;–</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 2019).</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:0.08em;">Estimación de</span><span class="stl_10 stl_08" style="font-style:italic; word-spacing:0.1em;">&nbsp;la Dinámica</span><span class="stl_10 stl_08" style="font-style:italic; word-spacing:0.09em;">&nbsp;Reproductiva del</span><span class="stl_10 stl_08" style="font-style:italic; word-spacing:0.07em;">&nbsp;Camotillo</span><span class="stl_10 stl_08" style="font-style:italic; word-spacing:0.09em;">&nbsp;Espinoso,</span><span class="stl_10 stl_08" style="font-style:italic; word-spacing:0.12em;">&nbsp;Diplectrum</span><span class="stl_10 stl_08" style="font-style:italic; word-spacing:0.09em;">&nbsp;Labarum Rosenblatt</span><span class="stl_10 stl_08" style="font-style:italic; word-spacing:0.1em;">&nbsp;y</span><span class="stl_10 stl_08" style="font-style:italic; word-spacing:0.09em;">&nbsp;Jhonson, 1974</span><span class="stl_10 stl_08" style="font-style:italic; word-spacing:0.12em;">&nbsp;(Pisces: &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:-0.01em;">Serranidae) desembarcado</span><span class="stl_10 stl_08" style="font-style:italic; word-spacing:-0.01em;">&nbsp;en</span><span class="stl_10 stl_08" style="font-style:italic; word-spacing:-0.01em;">&nbsp;el</span><span class="stl_10 stl_08" style="font-style:italic; word-spacing:0.02em;">&nbsp;puerto</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:0.03em;">&nbsp;Jaramijó,</span><span class="stl_10 stl_08" style="font-style:italic; word-spacing:0em;">&nbsp;Manabí,</span><span class="stl_10 stl_08" style="font-style:italic; word-spacing:0.03em;">&nbsp;Ecuador. &nbsp;</span></div>
					<div class="stl_01" style="top: 6.3995em; left:7.0854em;"><span class="stl_23 stl_08" style="word-spacing:0.86em;">Se cree que todas las especies &nbsp;</span></div>
					<div class="stl_01" style="top: 8.2337em; left:7.0854em;"><span class="stl_23 stl_09" style="word-spacing:0.48em;">congéneras reconocidas hasta aho<span class="stl_08">ra &nbsp;</span></span></div>
					<div class="stl_01" style="top: 10.0662em; left:7.0854em;"><span class="stl_23 stl_08" style="word-spacing:0.05em;">son hermafroditas simultaneas, es decir, &nbsp;</span></div>
					<div class="stl_01" style="top: 11.9004em; left:7.0854em;"><span class="stl_23 stl_08" style="word-spacing:0.4em;">que tanto el tejido ovárico como el &nbsp;</span></div>
					<div class="stl_01" style="top: 6.3995em; left:26.2917em;"><span class="stl_23 stl_08" style="word-spacing:0.06em;">del camotillo espinoso, D. labarum en la &nbsp;</span></div>
					<div class="stl_01" style="top: 8.2337em; left:26.2917em;"><span class="stl_23 stl_08" style="word-spacing:0.82em;">localidad del puerto de Jaramijó, &nbsp;</span></div>
					<div class="stl_01" style="top: 10.0662em; left:26.2917em;"><span class="stl_23 stl_08" style="word-spacing:0.06em;">Manabí, Ecuador, con fines de apoyar la &nbsp;</span></div>
					<div class="stl_01" style="top: 11.9004em; left:26.2917em;"><span class="stl_23 stl_08" style="word-spacing:0.34em;">gestión del ente administrador de su &nbsp;</span></div>
					<div class="stl_01" style="top: 13.7354em; left:26.2917em;"><span class="stl_23 stl_09">explotación<span class="stl_24">. &nbsp;</span></span></div>
					<div class="stl_01" style="top: 13.7354em; left:7.0854em;"><span class="stl_23 stl_09">testicula<span class="stl_24">r &nbsp;</span></span></div>
					<div class="stl_01" style="top: 13.7354em; left:12.8114em;"><span class="stl_23 stl_08">está<span class="stl_09">n &nbsp;</span></span></div>
					<div class="stl_01" style="top: 13.7354em; left:16.9414em;"><span class="stl_23">presentes &nbsp;</span></div>
					<div class="stl_01" style="top: 13.7354em; left:22.8694em;"><span class="stl_23">y</span></div>
					<div class="stl_01" style="top: 15.5687em; left:7.0854em;"><span class="stl_23 stl_08" style="word-spacing:0.43em;">presumiblemente, son funcionales en &nbsp;</span></div>
					<div class="stl_01" style="top: 17.402em; left:7.0854em;"><span class="stl_23 stl_08" style="word-spacing:0.93em;">individuos adultos Bortone (1973, &nbsp;</span></div>
					<div class="stl_01" style="top: 18.7354em; left:26.2917em;"><span class="stl_22 stl_09" style="font-weight:bold; word-spacing:0.51em;">2. Materiale<span class="stl_08">s</span></span><span class="stl_22 stl_08" style="font-weight:bold; word-spacing:0.02em;">&nbsp;y</span><span class="stl_22 stl_08" style="font-weight:bold; word-spacing:0.06em;">&nbsp;métodos &nbsp;</span></div>
					<div class="stl_01" style="top: 19.2187em; left:7.0854em;"><span class="stl_23 stl_09">1974)<span class="stl_08">. &nbsp;</span></span></div>
					<div class="stl_01" style="top: 20.6187em; left:26.2917em;"><span class="stl_23 stl_08" style="word-spacing:0.71em;">Los muestreos de D. labarum se &nbsp;</span></div>
					<div class="stl_01" style="top: 22.452em; left:26.2917em;"><span class="stl_23 stl_08" style="word-spacing:0.05em;">realizaron desde enero a junio del 2018, &nbsp;</span></div>
					<div class="stl_01" style="top: 24.287em; left:26.2917em;"><span class="stl_23 stl_08" style="word-spacing:0.15em;">en el</span><span class="stl_23 stl_08" style="word-spacing:0.14em;">&nbsp;puerto de</span><span class="stl_23 stl_08" style="word-spacing:0.17em;">&nbsp;Jaramijó (Fig.2) (0°</span><span class="stl_23 stl_08" style="word-spacing:0.13em;">&nbsp;56´ &nbsp;</span></div>
					<div class="stl_01" style="top: 21.7274em; left:8.2521em;"><span class="stl_18 stl_08" style="font-weight:bold; word-spacing:0.1em;">Ilustración N°</span><span class="stl_18" style="font-weight:bold; word-spacing:-0.01em;">&nbsp;1.</span><span class="stl_18 stl_08" style="word-spacing:0.03em;">&nbsp;</span><span class="stl_16 stl_09" style="word-spacing:0.03em;">Ejempla<span class="stl_08">r</span></span><span class="stl_16 stl_08" style="word-spacing:0.02em;">&nbsp;de</span><span class="stl_16 stl_08" style="word-spacing:0.01em;">&nbsp;D.</span><span class="stl_16 stl_08" style="word-spacing:0.06em;">&nbsp;labarum. &nbsp;</span></div>
					<div class="stl_01" style="top: 26.1037em; left:26.2917em;"><span class="stl_26 stl_08" style="word-spacing:0.7em;">35.97” S, 80° 38´ 18.27” O). Se &nbsp;</span></div>
					<div class="stl_01" style="top: 27.9379em; left:26.2917em;"><span class="stl_23 stl_09" style="word-spacing:-0.02em;">desarrollaron muestreos quincenale<span class="stl_08">s de &nbsp;</span></span></div>
					<div class="stl_01" style="top: 29.7704em; left:26.2917em;"><span class="stl_23 stl_08" style="word-spacing:0.25em;">la especie capturada en las faenas de &nbsp;</span></div>
					<div class="stl_01" style="top: 31.6045em; left:26.2917em;"><span class="stl_23" style="word-spacing:-0.05em;">pesca por embarcaciones artesanales de &nbsp;</span></div>
					<div class="stl_01" style="top: 33.4395em; left:26.2917em;"><span class="stl_23 stl_08" style="word-spacing:0.92em;">la zona. Se informó que estas &nbsp;</span></div>
					<div class="stl_01" style="top: 35.2729em; left:26.2917em;"><span class="stl_23 stl_08" style="word-spacing:0.6em;">embarcaciones operan con palangre &nbsp;</span></div>
					<div class="stl_01" style="top: 32.7649em; left:13.8875em;"><span class="stl_18 stl_09" style="font-weight:bold;">Fuente<span class="stl_08">: &nbsp;</span></span></div>
					<div class="stl_01" style="top: 33.8649em; left:7.1021em;"><span class="stl_16 stl_09">https://biogeodb.stri.si.edu/sftep/es/p<span class="stl_08">ages/ran &nbsp;</span></span></div>
					<div class="stl_01" style="top: 34.9482em; left:13.4208em;"><span class="stl_16 stl_09">dom/1<span class="stl_08">022 &nbsp;</span></span></div>
					<div class="stl_01" style="top: 37.1062em; left:26.2917em;"><span class="stl_23">(</span></div>
					<div class="stl_01" style="top: 37.1062em; left:26.5947em;"><span class="stl_23 stl_08" style="word-spacing:0.11em;">espinel) de</span><span class="stl_23 stl_08" style="word-spacing:0.07em;">&nbsp;fondo</span><span class="stl_23 stl_08" style="word-spacing:0.07em;">&nbsp;para la captura de</span><span class="stl_23 stl_08" style="word-spacing:0.05em;">&nbsp;D. &nbsp;</span></div>
					<div class="stl_01" style="top: 37.8062em; left:7.0854em;"><span class="stl_23 stl_08" style="word-spacing:0.1em;">Diplectrum labarum se distribuye desde &nbsp;</span></div>
					<div class="stl_01" style="top: 39.6395em; left:7.0854em;"><span class="stl_23" style="word-spacing:-0.03em;">baja california sur hasta el norte de Perú &nbsp;</span></div>
					<div class="stl_01" style="top: 38.9229em; left:26.2917em;"><span class="stl_23 stl_08" style="word-spacing:0.16em;">labarum, aunque también</span><span class="stl_23 stl_08" style="word-spacing:0.07em;">&nbsp;se</span><span class="stl_23 stl_08" style="word-spacing:0.08em;">&nbsp;le</span><span class="stl_23 stl_08" style="word-spacing:0.12em;">&nbsp;captura &nbsp;</span></div>
					<div class="stl_01" style="top: 40.7562em; left:26.2917em;"><span class="stl_23 stl_08" style="word-spacing:0.43em;">como pesca acompañante de barcos &nbsp;</span></div>
					<div class="stl_01" style="top: 42.592em; left:26.2917em;"><span class="stl_23" style="word-spacing:0.64em;">arrastreros camaroneros (Muñoz &amp; &nbsp;</span></div>
					<div class="stl_01" style="top: 44.4254em; left:26.2917em;"><span class="stl_23" style="word-spacing:0.31em;">Revelo, 2014). Se evaluaron unos 35 &nbsp;</span></div>
					<div class="stl_01" style="top: 46.2587em; left:26.2917em;"><span class="stl_23 stl_09" style="word-spacing:0.01em;">organismos mensualmente<span class="stl_08">. &nbsp;</span></span></div>
					<div class="stl_01" style="top: 41.4745em; left:7.0854em;"><span class="stl_23 stl_08" style="word-spacing:0.89em;">(Heemstra, 1995). En general se &nbsp;</span></div>
					<div class="stl_01" style="top: 43.3079em; left:7.0854em;"><span class="stl_23 stl_08" style="word-spacing:0.14em;">encuentra en áreas costeras</span><span class="stl_23 stl_08" style="word-spacing:0.08em;">&nbsp;sobre</span><span class="stl_23 stl_08" style="word-spacing:0.09em;">&nbsp;lodo &nbsp;</span></div>
					<div class="stl_01" style="top: 45.1412em; left:7.0854em;"><span class="stl_23 stl_08" style="word-spacing:0.04em;">o fondos de arena a una profundidad de &nbsp;</span></div>
					<div class="stl_01" style="top: 46.9579em; left:7.0854em;"><span class="stl_23 stl_08" style="word-spacing:0.03em;">14 a 160 m. &nbsp;</span></div>
					<div class="stl_01" style="top: 48.7587em; left:26.2917em;"><span class="stl_23 stl_08" style="word-spacing:0.67em;">Una vez obtenidos los ejemplares, &nbsp;</span></div>
					<div class="stl_01" style="top: 50.592em; left:26.2917em;"><span class="stl_23 stl_08" style="word-spacing:0.17em;">fueron trasladados de</span><span class="stl_23 stl_08" style="word-spacing:0.14em;">&nbsp;forma</span><span class="stl_23 stl_08" style="word-spacing:0.16em;">&nbsp;inmediata &nbsp;</span></div>
					<div class="stl_01" style="top: 52.4104em; left:26.2917em;"><span class="stl_23 stl_08" style="word-spacing:1.26em;">en contenedores isotérmicos al &nbsp;</span></div>
					<div class="stl_01" style="top: 54.2437em; left:26.2917em;"><span class="stl_23 stl_08" style="word-spacing:0.29em;">laboratorio de biología de la</span><span class="stl_23 stl_08" style="word-spacing:0.3em;">&nbsp;Facultad &nbsp;</span></div>
					<div class="stl_01" style="top: 56.077em; left:26.2917em;"><span class="stl_23" style="word-spacing:0.6em;">Ciencias del Mar-Uleam, donde se &nbsp;</span></div>
					<div class="stl_01" style="top: 57.9104em; left:26.2917em;"><span class="stl_23" style="word-spacing:0.25em;">realizó la toma de datos</span><span class="stl_23" style="word-spacing:0.26em;">&nbsp;biológicos</span><span class="stl_23" style="word-spacing:0.26em;">&nbsp;y &nbsp;</span></div>
					<div class="stl_01" style="top: 59.7437em; left:26.2917em;"><span class="stl_23 stl_09" style="word-spacing:0em;">extracción de órganos internos<span class="stl_24">. &nbsp;</span></span></div>
					<div class="stl_01" style="top: 49.4587em; left:7.0854em;"><span class="stl_23 stl_08" style="word-spacing:0.15em;">A pesar de la importancia económica y &nbsp;</span></div>
					<div class="stl_01" style="top: 51.2937em; left:7.0854em;"><span class="stl_23" style="word-spacing:0.53em;">social de esta especie, en algunas &nbsp;</span></div>
					<div class="stl_01" style="top: 53.127em; left:7.0854em;"><span class="stl_23 stl_08" style="word-spacing:0.21em;">regiones del país como en la costa de &nbsp;</span></div>
					<div class="stl_01" style="top: 54.9604em; left:7.0854em;"><span class="stl_23 stl_08" style="word-spacing:0.07em;">Ecuador, no existen estudios recientes y &nbsp;</span></div>
					<div class="stl_01" style="top: 56.7937em; left:7.0854em;"><span class="stl_23 stl_08" style="word-spacing:0.69em;">accesibles que aporten información &nbsp;</span></div>
					<div class="stl_01" style="top: 58.627em; left:7.0854em;"><span class="stl_23 stl_08" style="word-spacing:1.01em;">sobre sus aspectos biológicos &nbsp;</span></div>
					<div class="stl_01" style="top: 58.627em; left:22.889em;"><span class="stl_23">y</span></div>
					<div class="stl_01" style="top: 60.4454em; left:7.0854em;"><span class="stl_23" style="word-spacing:0.04em;">ecológicos. En</span><span class="stl_23" style="word-spacing:0.06em;">&nbsp;este</span><span class="stl_23" style="word-spacing:0.04em;">&nbsp;sentido, el</span><span class="stl_23" style="word-spacing:0.05em;">&nbsp;presente &nbsp;</span></div>
					<div class="stl_01" style="top: 62.2791em; left:7.0854em;"><span class="stl_23 stl_08" style="word-spacing:0.05em;">estudio analizó la dinámica reproductiva &nbsp;</span></div>
					<div class="stl_01" style="top: 66.1378em; left:42.1125em;"><span class="stl_19" style="font-style:italic;">4</span></div>
				</div>
			</div>
		</div>
		<div class="stl_02">
			<div class="stl_03">
				<img src="data:image/png;base64,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" alt="" class="stl_27" />
			</div>
			<div class="stl_view">
				<div class="stl_05 stl_06">
					<div class="stl_01" style="top: 2.8676em; 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 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="font-style:italic; word-spacing:0em;">&nbsp;2</span><span class="stl_07 stl_08" style="font-style:italic; word-spacing:0.03em;">&nbsp;(Núm.3)</span><span class="stl_07 stl_08" style="font-style:italic; word-spacing:-0.01em;">&nbsp;(ene</span><span class="stl_07 stl_08" style="font-style:italic; word-spacing:0.04em;">&nbsp;–</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 2019).</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:0.04em;">Lucas-Delgado (2019) &nbsp;</span></div>
					<div class="stl_01" style="top: 5.8415em; left:8.2021em;"><span class="stl_18 stl_09" style="font-weight:bold; word-spacing:0em;">Ilustración <span class="stl_08">N°</span></span><span class="stl_18" style="font-weight:bold; word-spacing:-0.01em;">&nbsp;2.</span><span class="stl_18 stl_08" style="word-spacing:0.03em;">&nbsp;</span><span class="stl_16 stl_09" style="word-spacing:0.03em;">Ubicació<span class="stl_08">n</span></span><span class="stl_16 stl_08" style="word-spacing:0.07em;">&nbsp;geográfica</span><span class="stl_16 stl_08" style="word-spacing:0.02em;">&nbsp;del &nbsp;</span></div>
					<div class="stl_01" style="top: 6.859em; left:7.3354em;"><span class="stl_16" style="word-spacing:-0.01em;">muelle pesquero de Jaramijó, donde se realizó &nbsp;</span></div>
					<div class="stl_01" style="top: 7.8757em; left:13.4375em;"><span class="stl_16" style="word-spacing:0em;">el estudio. &nbsp;</span></div>
					<div class="stl_01" style="top: 5.8415em; left:26.325em;"><span class="stl_18 stl_08" style="font-weight:bold; word-spacing:0.03em;">Tabla N° 1. </span><span class="stl_16 stl_08" style="word-spacing:0.08em;">Estadios morfométricos de madurez &nbsp;</span></div>
					<div class="stl_01" style="top: 6.859em; left:26.4583em;"><span class="stl_16 stl_08" style="word-spacing:0.07em;">gonadal en ejemplares de Diplectrum labarum, &nbsp;</span></div>
					<div class="stl_01" style="top: 7.8757em; left:26.525em;"><span class="stl_16 stl_08" style="word-spacing:0.08em;">desembarcados en Jaramijó, Manabí, Ecuador, &nbsp;</span></div>
					<div class="stl_01" style="top: 8.8924em; left:29.6083em;"><span class="stl_16" style="word-spacing:-0.01em;">según Holden y Raitt (1975). &nbsp;</span></div>
					<div class="stl_01" style="top: 21.7107em; left:10.1042em;"><span class="stl_18 stl_08" style="font-weight:bold; word-spacing:0.05em;">Elaborado por: </span><span class="stl_16 stl_08" style="word-spacing:0.09em;">Johanna Lucas &nbsp;</span></div>
					<div class="stl_01" style="top: 23.4712em; left:7.0854em;"><span class="stl_23 stl_08" style="word-spacing:0.21em;">Cada ejemplar fue medido</span><span class="stl_23 stl_08" style="word-spacing:0.15em;">&nbsp;en</span><span class="stl_23 stl_08" style="word-spacing:0.2em;">&nbsp;longitud &nbsp;</span></div>
					<div class="stl_01" style="top: 25.3045em; left:7.0854em;"><span class="stl_23 stl_08" style="word-spacing:0.16em;">total con</span><span class="stl_23 stl_08" style="word-spacing:0.09em;">&nbsp;una</span><span class="stl_23 stl_08" style="word-spacing:0.15em;">&nbsp;cinta métrica flexible</span><span class="stl_23 stl_08" style="word-spacing:0.11em;">&nbsp;con &nbsp;</span></div>
					<div class="stl_01" style="top: 27.1379em; left:7.0854em;"><span class="stl_23 stl_08" style="word-spacing:0.18em;">precisión de 1</span><span class="stl_23 stl_08" style="word-spacing:0.13em;">&nbsp;mm.</span><span class="stl_23 stl_08" style="word-spacing:0.14em;">&nbsp;El</span><span class="stl_23 stl_08" style="word-spacing:0.15em;">&nbsp;peso</span><span class="stl_23 stl_08" style="word-spacing:0.18em;">&nbsp;total,</span><span class="stl_23 stl_08" style="word-spacing:0.16em;">&nbsp;peso &nbsp;</span></div>
					<div class="stl_01" style="top: 28.9712em; left:7.0854em;"><span class="stl_23 stl_08" style="word-spacing:0.46em;">eviscerado (con agallas), peso de la &nbsp;</span></div>
					<div class="stl_01" style="top: 30.8045em; left:7.0854em;"><span class="stl_23" style="word-spacing:0.41em;">gónada y del hígado del organismo &nbsp;</span></div>
					<div class="stl_01" style="top: 32.6395em; left:7.0854em;"><span class="stl_23 stl_08" style="word-spacing:0.04em;">fueron estimados utilizando una balanza &nbsp;</span></div>
					<div class="stl_01" style="top: 34.4729em; left:7.0854em;"><span class="stl_23" style="word-spacing:0.61em;">electrónica marca AEadam, modelo &nbsp;</span></div>
					<div class="stl_01" style="top: 36.2895em; left:7.0854em;"><span class="stl_23 stl_08" style="word-spacing:0.09em;">PGW 1502,</span><span class="stl_23 stl_08" style="word-spacing:0.05em;">&nbsp;con</span><span class="stl_23 stl_08" style="word-spacing:0.06em;">&nbsp;una</span><span class="stl_23 stl_08" style="word-spacing:0.09em;">&nbsp;precisión</span><span class="stl_23 stl_08" style="word-spacing:0.03em;">&nbsp;de</span><span class="stl_23 stl_08" style="word-spacing:0.05em;">&nbsp;0,01</span><span class="stl_23 stl_08" style="word-spacing:0.04em;">&nbsp;g. &nbsp;</span></div>
					<div class="stl_01" style="top: 38.1229em; left:7.0854em;"><span class="stl_23 stl_08" style="word-spacing:0.25em;">Para la obtención de</span><span class="stl_23 stl_08" style="word-spacing:0.2em;">&nbsp;las</span><span class="stl_23 stl_08" style="word-spacing:0.24em;">&nbsp;gónadas y</span><span class="stl_23 stl_08" style="word-spacing:0.21em;">&nbsp;el &nbsp;</span></div>
					<div class="stl_01" style="top: 39.9562em; left:7.0854em;"><span class="stl_23 stl_08" style="word-spacing:0.1em;">hígado, a cada ejemplar se</span><span class="stl_23 stl_08" style="word-spacing:0.05em;">&nbsp;le</span><span class="stl_23 stl_08" style="word-spacing:0.11em;">&nbsp;realizó</span><span class="stl_23 stl_08" style="word-spacing:0.05em;">&nbsp;un &nbsp;</span></div>
					<div class="stl_01" style="top: 41.7912em; left:7.0854em;"><span class="stl_23 stl_08" style="word-spacing:0.02em;">corte ventral y se extrajeron. El grado de &nbsp;</span></div>
					<div class="stl_01" style="top: 43.6254em; left:7.0854em;"><span class="stl_23" style="word-spacing:0.03em;">madurez gonádica</span><span class="stl_23 stl_08" style="word-spacing:0.03em;">&nbsp;se</span><span class="stl_23 stl_08" style="word-spacing:0.08em;">&nbsp;evaluó</span><span class="stl_23 stl_08" style="word-spacing:0.05em;">&nbsp;de</span><span class="stl_23 stl_08" style="word-spacing:0.08em;">&nbsp;manera &nbsp;</span></div>
					<div class="stl_01" style="top: 25.0132em; left:29.325em;"><span class="stl_15 stl_08" style="font-weight:bold; word-spacing:0.05em;">Fuente: </span><span class="stl_16 stl_08" style="word-spacing:0.05em;">Holden y Raitt (1975). &nbsp;</span></div>
					<div class="stl_01" style="top: 29.1037em; left:26.2917em;"><span class="stl_23 stl_08" style="word-spacing:0.24em;">Para el análisis de la relación entre</span><span class="stl_23 stl_08" style="word-spacing:0.2em;">&nbsp;la &nbsp;</span></div>
					<div class="stl_01" style="top: 30.9379em; left:26.2917em;"><span class="stl_23 stl_08" style="word-spacing:0.34em;">talla y el peso se utilizó la</span><span class="stl_23 stl_08" style="word-spacing:0.37em;">&nbsp;ecuación &nbsp;</span></div>
					<div class="stl_01" style="top: 32.7729em; left:26.2917em;"><span class="stl_23 stl_08" style="word-spacing:0.08em;">propuesta por Ricker (1975) &nbsp;</span></div>
					<div class="stl_01" style="top: 35.0895em; left:31.5775em;"><span class="stl_23">P=aLt</span><sup><span class="stl_28">b &nbsp;</span></sup></div>
					<div class="stl_01" style="top: 35.0895em; left:36.1267em;"><span class="stl_23 stl_08">(1) &nbsp;</span></div>
					<div class="stl_01" style="top: 37.4229em; left:26.2917em;"><span class="stl_23 stl_08" style="word-spacing:0.24em;">Donde: P= peso total (g); Lt=</span><span class="stl_23 stl_08" style="word-spacing:0.26em;">&nbsp;longitud &nbsp;</span></div>
					<div class="stl_01" style="top: 39.2562em; left:26.2917em;"><span class="stl_23 stl_08" style="word-spacing:0.42em;">total (cm), mientras que a y b son &nbsp;</span></div>
					<div class="stl_01" style="top: 41.0895em; left:26.2917em;"><span class="stl_23 stl_08" style="word-spacing:0.38em;">constantes. Los valores de a y b se &nbsp;</span></div>
					<div class="stl_01" style="top: 42.9254em; left:26.2917em;"><span class="stl_23" style="word-spacing:0.2em;">obtuvieron por medio de ajuste de</span><span class="stl_23" style="word-spacing:0.2em;">&nbsp;la &nbsp;</span></div>
					<div class="stl_01" style="top: 44.7587em; left:26.2917em;"><span class="stl_23 stl_09" style="word-spacing:0.32em;">ecuación linealizada como log10(P<span class="stl_08">)</span></span><span class="stl_23 stl_08" style="word-spacing:0.33em;">&nbsp;= &nbsp;</span></div>
					<div class="stl_01" style="top: 46.592em; left:26.2917em;"><span class="stl_23 stl_08" style="word-spacing:0.61em;">log10(a) + b log10(Lt), utilizado el &nbsp;</span></div>
					<div class="stl_01" style="top: 48.4087em; left:26.2917em;"><span class="stl_23 stl_08" style="word-spacing:0.14em;">método de</span><span class="stl_23 stl_08" style="word-spacing:0.16em;">&nbsp;mínimos cuadrados</span><span class="stl_23 stl_08" style="word-spacing:0.14em;">&nbsp;(Munro &nbsp;</span></div>
					<div class="stl_01" style="top: 45.4579em; left:7.0854em;"><span class="stl_23">visual &nbsp;</span></div>
					<div class="stl_01" style="top: 45.4579em; left:11.9644em;"><span class="stl_23">usando &nbsp;</span></div>
					<div class="stl_01" style="top: 45.4579em; left:17.5254em;"><span class="stl_23 stl_09">característic<span class="stl_08">as &nbsp;</span></span></div>
					<div class="stl_01" style="top: 47.2912em; left:7.0854em;"><span class="stl_23" style="word-spacing:0.29em;">morfométricas de las gónadas,</span><span class="stl_23" style="word-spacing:0.28em;">&nbsp;según &nbsp;</span></div>
					<div class="stl_01" style="top: 49.1087em; left:7.0854em;"><span class="stl_23 stl_08" style="word-spacing:0.41em;">criterios de Holden y Raitt (1975) y &nbsp;</span></div>
					<div class="stl_01" style="top: 50.9437em; left:7.0854em;"><span class="stl_23 stl_08" style="word-spacing:0.34em;">Maier (1908) (Tabla 1). Cada mes se &nbsp;</span></div>
					<div class="stl_01" style="top: 52.777em; left:7.0854em;"><span class="stl_23 stl_08" style="word-spacing:0.05em;">evaluó la fase de desarrollo gonádico en &nbsp;</span></div>
					<div class="stl_01" style="top: 54.6104em; left:7.0854em;"><span class="stl_23 stl_08" style="word-spacing:0.12em;">que se</span><span class="stl_23 stl_08" style="word-spacing:0.17em;">&nbsp;encontraba cada ejemplar</span><span class="stl_23 stl_08" style="word-spacing:0.09em;">&nbsp;de</span><span class="stl_23 stl_08" style="word-spacing:0.11em;">&nbsp;la &nbsp;</span></div>
					<div class="stl_01" style="top: 56.4437em; left:7.0854em;"><span class="stl_23 stl_08" style="word-spacing:0.04em;">muestra. Los individuos en fase II a IV se &nbsp;</span></div>
					<div class="stl_01" style="top: 58.277em; left:7.0854em;"><span class="stl_23" style="word-spacing:0em;">consideraron maduros. &nbsp;</span></div>
					<div class="stl_01" style="top: 50.242em; left:26.2917em;"><span class="stl_23">&amp;</span></div>
					<div class="stl_01" style="top: 50.242em; left:27.2077em;"><span class="stl_23 stl_09" style="word-spacing:-0.01em;">Pauly, 1983)<span class="stl_08">. &nbsp;</span></span></div>
					<div class="stl_01" style="top: 52.577em; left:26.2917em;"><span class="stl_22 stl_08" style="font-weight:bold; word-spacing:0.55em;">El índice gonadosomático (IGS) </span><span class="stl_23" style="word-spacing:0.48em;">fue &nbsp;</span></div>
					<div class="stl_01" style="top: 54.4104em; left:26.2917em;"><span class="stl_23 stl_08" style="word-spacing:0.29em;">estimado como el peso de la gónada &nbsp;</span></div>
					<div class="stl_01" style="top: 56.2437em; left:26.2917em;"><span class="stl_23 stl_08" style="word-spacing:0.31em;">como un porcentaje del peso total ó &nbsp;</span></div>
					<div class="stl_01" style="top: 58.077em; left:26.2917em;"><span class="stl_23">eviscerado: &nbsp;</span></div>
					<div class="stl_01" style="top: 60.506em; left:30.5108em;"><span class="stl_29 stl_08" style="word-spacing:0.23em;">Peso ꢀónada &nbsp;</span></div>
					<div class="stl_01" style="top: 60.8695em; left:27.1083em;"><span class="stl_30 stl_08" style="word-spacing:0.11em;">IGS =</span><span class="stl_30 stl_08" style="word-spacing:0.05em;">&nbsp;</span><sub><span class="stl_29" style="word-spacing:0.1em;">( &nbsp;</span></sub></div>
					<div class="stl_01" style="top: 60.8695em; left:36.1775em;"><span class="stl_30 stl_08" style="word-spacing:0.05em;">x 100 &nbsp;</span></div>
					<div class="stl_01" style="top: 60.6962em; left:40.5958em;"><span class="stl_23 stl_08">(2) &nbsp;</span></div>
					<div class="stl_01" style="top: 61.5898em; left:30.1433em;"><span class="stl_29 stl_08" style="word-spacing:-0.02em;">Peso observa<span class="stl_09">do) &nbsp;</span></span></div>
					<div class="stl_01" style="top: 66.1378em; left:42.1125em;"><span class="stl_19" style="font-style:italic;">5</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;">Revista de</span><span class="stl_10 stl_08" style="font-style:italic; word-spacing:0em;">&nbsp;Ciencias de<span class="stl_09">l</span></span><span class="stl_10 stl_08" style="font-style:italic; word-spacing:-0.03em;">&nbsp;Mar</span><span class="stl_10 stl_08" style="font-style:italic; word-spacing:0em;">&nbsp;y</span><span class="stl_10 stl_08" style="font-style:italic; word-spacing:0.02em;">&nbsp;Acuicultura</span><span class="stl_10 stl_08" style="word-spacing:0.01em;">&nbsp;</span><span class="stl_07 stl_08" style="font-style:italic; word-spacing:0.01em;">“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="font-style:italic; word-spacing:0em;">&nbsp;2</span><span class="stl_07 stl_08" style="font-style:italic; word-spacing:0.03em;">&nbsp;(Núm.3)</span><span class="stl_07 stl_08" style="font-style:italic; word-spacing:-0.01em;">&nbsp;(ene</span><span class="stl_07 stl_08" style="font-style:italic; word-spacing:0.01em;">&nbsp;–</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 2019).</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:0.08em;">Estimación de</span><span class="stl_10 stl_08" style="font-style:italic; word-spacing:0.1em;">&nbsp;la Dinámica</span><span class="stl_10 stl_08" style="font-style:italic; word-spacing:0.09em;">&nbsp;Reproductiva del</span><span class="stl_10 stl_08" style="font-style:italic; word-spacing:0.07em;">&nbsp;Camotillo</span><span class="stl_10 stl_08" style="font-style:italic; word-spacing:0.09em;">&nbsp;Espinoso,</span><span class="stl_10 stl_08" style="font-style:italic; word-spacing:0.12em;">&nbsp;Diplectrum</span><span class="stl_10 stl_08" style="font-style:italic; word-spacing:0.09em;">&nbsp;Labarum Rosenblatt</span><span class="stl_10 stl_08" style="font-style:italic; word-spacing:0.1em;">&nbsp;y</span><span class="stl_10 stl_08" style="font-style:italic; word-spacing:0.09em;">&nbsp;Jhonson, 1974</span><span class="stl_10 stl_08" style="font-style:italic; word-spacing:0.12em;">&nbsp;(Pisces: &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:-0.01em;">Serranidae) desembarcado</span><span class="stl_10 stl_08" style="font-style:italic; word-spacing:-0.01em;">&nbsp;en</span><span class="stl_10 stl_08" style="font-style:italic; word-spacing:-0.01em;">&nbsp;el</span><span class="stl_10 stl_08" style="font-style:italic; word-spacing:0.02em;">&nbsp;puerto</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:0.03em;">&nbsp;Jaramijó,</span><span class="stl_10 stl_08" style="font-style:italic; word-spacing:0em;">&nbsp;Manabí,</span><span class="stl_10 stl_08" style="font-style:italic; word-spacing:0.03em;">&nbsp;Ecuador. &nbsp;</span></div>
					<div class="stl_01" style="top: 6.3995em; left:7.0854em;"><span class="stl_23 stl_08" style="word-spacing:0.02em;">Este índice permite conocer los períodos &nbsp;</span></div>
					<div class="stl_01" style="top: 8.2337em; left:7.0854em;"><span class="stl_23 stl_08" style="word-spacing:0.24em;">de mayor</span><span class="stl_23 stl_08" style="word-spacing:0.25em;">&nbsp;actividad</span><span class="stl_23" style="word-spacing:0.18em;">&nbsp;reproductiva</span><span class="stl_23 stl_08" style="word-spacing:0.19em;">&nbsp;de</span><span class="stl_23 stl_08" style="word-spacing:0.19em;">&nbsp;la &nbsp;</span></div>
					<div class="stl_01" style="top: 10.0662em; left:7.0854em;"><span class="stl_23 stl_08" style="word-spacing:0.65em;">especie en un ciclo anual (Brown &nbsp;</span></div>
					<div class="stl_01" style="top: 11.9004em; left:7.0854em;"><span class="stl_23 stl_08" style="word-spacing:0.07em;">Peterson </span><span class="stl_32 stl_08" style="font-style:italic; word-spacing:0.04em;">et al</span><span class="stl_23 stl_08" style="word-spacing:0.06em;">, 2011). &nbsp;</span></div>
					<div class="stl_01" style="top: 6.3995em; left:26.2917em;"><span class="stl_23 stl_09" style="word-spacing:0em;">e: base del logaritmo neperia<span class="stl_24">no &nbsp;</span></span></div>
					<div class="stl_01" style="top: 8.2337em; left:26.2917em;"><span class="stl_23 stl_08" style="word-spacing:0.22em;">El ajuste</span><span class="stl_23 stl_08" style="word-spacing:0.14em;">&nbsp;de</span><span class="stl_23 stl_08" style="word-spacing:0.18em;">&nbsp;los datos a la</span><span class="stl_23 stl_08" style="word-spacing:0.2em;">&nbsp;ecuación</span><span class="stl_23 stl_08" style="word-spacing:0.17em;">&nbsp;se &nbsp;</span></div>
					<div class="stl_01" style="top: 10.0662em; left:26.2917em;"><span class="stl_23 stl_08" style="word-spacing:1.12em;">realizó en el programa &nbsp;</span></div>
					<div class="stl_01" style="top: 11.9004em; left:26.2917em;"><span class="stl_23 stl_08" style="word-spacing:0.09em;">Development Core Team, 2013). &nbsp;</span></div>
					<div class="stl_01" style="top: 10.0662em; left:39.8547em;"><span class="stl_23">R</span></div>
					<div class="stl_01" style="top: 10.0662em; left:41.6857em;"><span class="stl_23 stl_33">(R &nbsp;</span></div>
					<div class="stl_01" style="top: 13.7354em; left:7.0854em;"><span class="stl_22 stl_08" style="font-weight:bold; word-spacing:0.68em;">El índice Hepatosomático (IHS) </span><span class="stl_23" style="word-spacing:0.6em;">se &nbsp;</span></div>
					<div class="stl_01" style="top: 15.5687em; left:7.0854em;"><span class="stl_23 stl_08" style="word-spacing:0.23em;">expresó como el peso del</span><span class="stl_23 stl_08" style="word-spacing:0.22em;">&nbsp;hígado</span><span class="stl_23 stl_08" style="word-spacing:0.23em;">&nbsp;(Ph) &nbsp;</span></div>
					<div class="stl_01" style="top: 17.402em; left:7.0854em;"><span class="stl_23 stl_08" style="word-spacing:0.35em;">como porcentaje del peso</span><span class="stl_23 stl_08" style="word-spacing:0.4em;">&nbsp;eviscerado &nbsp;</span></div>
					<div class="stl_01" style="top: 14.402em; left:26.575em;"><span class="stl_22" style="font-weight:bold;">3</span></div>
					<div class="stl_01" style="top: 14.402em; left:27.075em;"><span class="stl_22" style="font-weight:bold; word-spacing:0.51em;">. Resultados</span><span class="stl_22 stl_08" style="font-weight:bold; word-spacing:0.02em;">&nbsp;y</span><span class="stl_22 stl_08" style="font-weight:bold; word-spacing:0.09em;">&nbsp;discusión &nbsp;</span></div>
					<div class="stl_01" style="top: 16.2854em; left:26.2917em;"><span class="stl_22 stl_08" style="font-weight:bold; word-spacing:0.1em;">Estructura de tallas &nbsp;</span></div>
					<div class="stl_01" style="top: 18.7854em; left:26.2917em;"><span class="stl_23 stl_08" style="word-spacing:0.02em;">Se evaluó un total de 179 organismos de &nbsp;</span></div>
					<div class="stl_01" style="top: 20.6187em; left:26.2917em;"><span class="stl_23" style="word-spacing:0.11em;">D. labarum. La talla</span><span class="stl_23" style="word-spacing:0.09em;">&nbsp;promedio</span><span class="stl_23" style="word-spacing:0.11em;">&nbsp;fue</span><span class="stl_23" style="word-spacing:0.11em;">&nbsp;19,3 &nbsp;</span></div>
					<div class="stl_01" style="top: 19.2187em; left:7.0854em;"><span class="stl_23">(</span></div>
					<div class="stl_01" style="top: 19.2187em; left:7.3884em;"><span class="stl_23" style="word-spacing:0em;">Pe) y del peso total (Pt). &nbsp;</span></div>
					<div class="stl_01" style="top: 21.552em; left:7.0854em;"><span class="stl_23 stl_08" style="word-spacing:0.09em;">IHS1= Ph/Pe</span><span class="stl_23 stl_08" style="word-spacing:0.02em;">&nbsp;*</span><span class="stl_23 stl_08" style="word-spacing:0.02em;">&nbsp;100</span><span class="stl_23 stl_08" style="word-spacing:1.17em;">&nbsp;(3) &nbsp;</span></div>
					<div class="stl_01" style="top: 22.452em; left:26.2917em;"><span class="stl_23">±</span></div>
					<div class="stl_01" style="top: 22.452em; left:26.7897em;"><span class="stl_23 stl_08" style="word-spacing:0.08em;">1,7 cm</span><span class="stl_23 stl_08" style="word-spacing:0.07em;">&nbsp;Lt (15</span><span class="stl_23 stl_08" style="word-spacing:0.03em;">&nbsp;a</span><span class="stl_23 stl_08" style="word-spacing:0.05em;">&nbsp;25</span><span class="stl_23 stl_08" style="word-spacing:0.05em;">&nbsp;cm</span><span class="stl_23 stl_08" style="word-spacing:0.07em;">&nbsp;Lt)</span><span class="stl_23 stl_08" style="word-spacing:0.09em;">&nbsp;mientras</span><span class="stl_23 stl_08" style="word-spacing:0.04em;">&nbsp;que &nbsp;</span></div>
					<div class="stl_01" style="top: 24.287em; left:26.2917em;"><span class="stl_23 stl_08" style="word-spacing:0.26em;">el peso total</span><span class="stl_23 stl_08" style="word-spacing:0.26em;">&nbsp;promedio</span><span class="stl_23 stl_08" style="word-spacing:0.27em;">&nbsp;fue 95,7±26</span><span class="stl_23 stl_08" style="word-spacing:0.23em;">&nbsp;g &nbsp;</span></div>
					<div class="stl_01" style="top: 26.1037em; left:26.5947em;"><span class="stl_23 stl_08" style="word-spacing:0.7em;">44,2 a 218,4 g). Las tallas más &nbsp;</span></div>
					<div class="stl_01" style="top: 23.4537em; left:7.0854em;"><span class="stl_23 stl_08" style="word-spacing:0.05em;">IHS2= Ph/Pt * 100 &nbsp;</span></div>
					<div class="stl_01" style="top: 23.4537em; left:15.9904em;"><span class="stl_23 stl_08">(4) &nbsp;</span></div>
					<div class="stl_01" style="top: 25.3704em; left:7.0854em;"><span class="stl_22 stl_08" style="font-weight:bold; word-spacing:0.07em;">Factor de condición K &nbsp;</span></div>
					<div class="stl_01" style="top: 26.1037em; left:26.2917em;"><span class="stl_23">(</span></div>
					<div class="stl_01" style="top: 27.2712em; left:7.0854em;"><span class="stl_23 stl_08" style="word-spacing:0.39em;">Se estimó el factor de condición de &nbsp;</span></div>
					<div class="stl_01" style="top: 28.6712em; left:7.0854em;"><span class="stl_23 stl_09" style="word-spacing:-0.03em;">acuerdo con Le Cren (1951) y D<span class="stl_08">a Costa &amp; &nbsp;</span></span></div>
					<div class="stl_01" style="top: 30.0712em; left:7.0854em;"><span class="stl_23 stl_08" style="word-spacing:0.11em;">Gerson (2003). &nbsp;</span></div>
					<div class="stl_01" style="top: 27.9379em; left:26.2917em;"><span class="stl_23 stl_08" style="word-spacing:0.05em;">frecuentes fueron 17 a 21 y una moda a &nbsp;</span></div>
					<div class="stl_01" style="top: 29.7704em; left:26.2917em;"><span class="stl_23 stl_08" style="word-spacing:0.45em;">los 18,5 cm Lt (Gráfico 1). El peso &nbsp;</span></div>
					<div class="stl_01" style="top: 31.6045em; left:26.2917em;"><span class="stl_23 stl_09" style="word-spacing:0.06em;">eviscerado disminuy<span class="stl_08">ó</span></span><span class="stl_23 stl_08" style="word-spacing:0.12em;">&nbsp;entre 8,7</span><span class="stl_23 stl_08" style="word-spacing:0.09em;">&nbsp;y 8,3</span><span class="stl_23 stl_08" style="word-spacing:0.08em;">&nbsp;% &nbsp;</span></div>
					<div class="stl_01" style="top: 33.4395em; left:26.2917em;"><span class="stl_23 stl_09" style="word-spacing:0em;">en promedio con respecto al peso tot<span class="stl_24">al. &nbsp;</span></span></div>
					<div class="stl_01" style="top: 31.9719em; left:10.8542em;"><span class="stl_28 stl_08">3</span></div>
					<div class="stl_01" style="top: 31.9895em; left:7.0854em;"><span class="stl_23 stl_08" style="word-spacing:0.08em;">K= (Pt/Lt</span><span class="stl_23 stl_08" style="word-spacing:0.39em;">&nbsp;)*100 &nbsp;</span></div>
					<div class="stl_01" style="top: 33.8895em; left:7.0854em;"><span class="stl_23">Donde &nbsp;</span></div>
					<div class="stl_01" style="top: 31.9895em; left:15.3295em;"><span class="stl_23 stl_08">(5) &nbsp;</span></div>
					<div class="stl_01" style="top: 35.7895em; left:7.0854em;"><span class="stl_23 stl_08" style="word-spacing:0.07em;">Pt= peso total &nbsp;</span></div>
					<div class="stl_01" style="top: 37.6895em; left:7.0854em;"><span class="stl_23" style="word-spacing:0em;">Lt= longitud total &nbsp;</span></div>
					<div class="stl_01" style="top: 35.9482em; left:27.2417em;"><span class="stl_18 stl_09" style="font-weight:bold; word-spacing:0em;">Gráfico N° 1.<span class="stl_08">&nbsp;</span></span><span class="stl_16 stl_09" style="word-spacing:0em;">Estructura de las tallas del<span class="stl_08">&nbsp;D. &nbsp;</span></span></div>
					<div class="stl_01" style="top: 36.9649em; left:26.4583em;"><span class="stl_16 stl_08" style="word-spacing:0.06em;">labarum, desembarcada en el puerto pesquero &nbsp;</span></div>
					<div class="stl_01" style="top: 37.9729em; left:30.7608em;"><span class="stl_16 stl_08" style="word-spacing:0.07em;">de Jaramijó. Ecuador</span><span class="stl_23" style="word-spacing:0em;">. &nbsp;</span></div>
					<div class="stl_01" style="top: 39.6062em; left:7.0854em;"><span class="stl_22 stl_08" style="font-weight:bold; word-spacing:0.05em;">Talla de madurez del 50% (L</span><span class="stl_34 stl_08" style="font-weight:bold; word-spacing:0.02em;">50 &nbsp;</span></div>
					<div class="stl_01" style="top: 39.6062em; left:19.3067em;"><span class="stl_22" style="font-weight:bold;">)</span></div>
					<div class="stl_01" style="top: 40.2801em; left:28.5975em;"><span class="stl_35">6</span></div>
					<div class="stl_01" style="top: 40.2801em; left:28.9808em;"><span class="stl_35">0</span></div>
					<div class="stl_01" style="top: 41.4254em; left:7.0854em;"><span class="stl_23 stl_09" style="word-spacing:0.01em;">La determinació<span class="stl_08">n</span></span><span class="stl_23 stl_08" style="word-spacing:0.03em;">&nbsp;del</span><span class="stl_23" style="word-spacing:0em;">&nbsp;L</span><span class="stl_28 stl_08" style="word-spacing:0em;">50</span><span class="stl_28 stl_08" style="word-spacing:0.12em;">&nbsp;</span><span class="stl_23" style="word-spacing:0.08em;">de</span><span class="stl_23 stl_08" style="word-spacing:0.01em;">&nbsp;la</span><span class="stl_23 stl_08" style="word-spacing:0.08em;">&nbsp;población &nbsp;</span></div>
					<div class="stl_01" style="top: 43.2587em; left:7.0854em;"><span class="stl_23 stl_08" style="word-spacing:0.25em;">se efectuó ajustando la proporción</span><span class="stl_23 stl_08" style="word-spacing:0.2em;">&nbsp;de &nbsp;</span></div>
					<div class="stl_01" style="top: 45.092em; left:7.0854em;"><span class="stl_23 stl_08" style="word-spacing:0.03em;">individuos maduros en cada intervalo de &nbsp;</span></div>
					<div class="stl_01" style="top: 46.9254em; left:7.0854em;"><span class="stl_23 stl_08" style="word-spacing:0.03em;">tallas a una función logística, de acuerdo &nbsp;</span></div>
					<div class="stl_01" style="top: 48.7587em; left:7.0854em;"><span class="stl_23 stl_08" style="word-spacing:0.19em;">con Somerton (1980), Gaertner</span><span class="stl_23 stl_08" style="word-spacing:0.1em;">&nbsp;y</span><span class="stl_23 stl_08" style="word-spacing:0.14em;">&nbsp;Laloe &nbsp;</span></div>
					<div class="stl_01" style="top: 41.6567em; left:28.5975em;"><span class="stl_35">50 &nbsp;</span></div>
					<div class="stl_01" style="top: 43.0342em; left:28.5975em;"><span class="stl_35">4</span></div>
					<div class="stl_01" style="top: 44.4092em; left:28.5975em;"><span class="stl_35">3</span></div>
					<div class="stl_01" style="top: 45.7859em; left:28.5975em;"><span class="stl_35">2</span></div>
					<div class="stl_01" style="top: 43.0342em; left:28.9808em;"><span class="stl_35">0</span></div>
					<div class="stl_01" style="top: 44.4092em; left:28.9808em;"><span class="stl_35">0</span></div>
					<div class="stl_01" style="top: 45.7859em; left:28.9808em;"><span class="stl_35">0</span></div>
					<div class="stl_01" style="top: 47.1634em; left:28.5975em;"><span class="stl_35">10 &nbsp;</span></div>
					<div class="stl_01" style="top: 48.5401em; left:28.9775em;"><span class="stl_35">0</span></div>
					<div class="stl_01" style="top: 50.592em; left:7.0854em;"><span class="stl_23 stl_08" style="word-spacing:0.05em;">(1986) y Sokal y Rohlf (1996): &nbsp;</span></div>
					<div class="stl_01" style="top: 51.0965em; left:32.6042em;"><span class="stl_36 stl_08" style="word-spacing:0.07em;">Longitud total (cm) &nbsp;</span></div>
					<div class="stl_01" style="top: 52.4504em; left:9.0183em;"><span class="stl_30">1</span></div>
					<div class="stl_01" style="top: 52.7837em; left:7.0854em;"><span class="stl_30" style="word-spacing:0.08em;">푌 =</span><span class="stl_30" style="word-spacing:0.08em;">&nbsp;⁄ &nbsp;</span></div>
					<div class="stl_01" style="top: 52.6104em; left:17.6067em;"><span class="stl_23 stl_08">(6) &nbsp;</span></div>
					<div class="stl_01" style="top: 53.3504em; left:9.9525em;"><span class="stl_30">[</span></div>
					<div class="stl_01" style="top: 53.3504em; left:10.3042em;"><span class="stl_30 stl_24" style="word-spacing:-0.02em;">1 + 푒</span><sup><span class="stl_29 stl_37" style="word-spacing:-0.03em;">(</span></sup><sup><span class="stl_29 stl_24" style="word-spacing:-0.03em;">퐴</span></sup><sup><span class="stl_29 stl_24" style="word-spacing:-0.03em;">−</span></sup><sup><span class="stl_29 stl_24" style="word-spacing:-0.03em;">퐵</span></sup><sup><span class="stl_29 stl_24" style="word-spacing:-0.03em;">푋</span></sup><sup><span class="stl_29 stl_37" style="word-spacing:-0.03em;">)</span></sup><span class="stl_30 stl_24" style="word-spacing:-0.02em;">] &nbsp;</span></div>
					<div class="stl_01" style="top: 54.0024em; left:29.2083em;"><span class="stl_18 stl_08" style="font-weight:bold; word-spacing:0.06em;">Elaborado por: </span><span class="stl_16 stl_09" style="word-spacing:0em;">Johanna Luca<span class="stl_08">s. &nbsp;</span></span></div>
					<div class="stl_01" style="top: 54.977em; left:7.0854em;"><span class="stl_23">donde: &nbsp;</span></div>
					<div class="stl_01" style="top: 56.7937em; left:7.0854em;"><span class="stl_23 stl_08" style="word-spacing:0.08em;">Y: proporción de individuos maduros &nbsp;</span></div>
					<div class="stl_01" style="top: 58.627em; left:7.0854em;"><span class="stl_23 stl_08" style="word-spacing:0.35em;">X: Marca de clase de la longitud de &nbsp;</span></div>
					<div class="stl_01" style="top: 60.462em; left:7.0854em;"><span class="stl_23">referencia &nbsp;</span></div>
					<div class="stl_01" style="top: 56.8604em; left:26.2917em;"><span class="stl_22 stl_08" style="font-weight:bold; word-spacing:0.08em;">Relación longitud </span><span class="stl_38" style="font-weight:bold; word-spacing:0em;">– </span><span class="stl_22" style="font-weight:bold; word-spacing:0em;">peso &nbsp;</span></div>
					<div class="stl_01" style="top: 59.3437em; left:26.2917em;"><span class="stl_23 stl_08" style="word-spacing:0.15em;">La relación longitud total vs peso</span><span class="stl_23 stl_08" style="word-spacing:0.17em;">&nbsp;total, &nbsp;</span></div>
					<div class="stl_01" style="top: 61.1791em; left:26.2917em;"><span class="stl_23 stl_08" style="word-spacing:0.49em;">fue Pt=0,0351 Lt2,67 (Gráfico 2). El &nbsp;</span></div>
					<div class="stl_01" style="top: 62.2958em; left:7.0854em;"><span class="stl_23 stl_09" style="word-spacing:0em;">A y B: constantes del model<span class="stl_24">o &nbsp;</span></span></div>
					<div class="stl_01" style="top: 66.1378em; left:42.1125em;"><span class="stl_19" style="font-style:italic;">6</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 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="font-style:italic; word-spacing:0em;">&nbsp;2</span><span class="stl_07 stl_08" style="font-style:italic; word-spacing:0.03em;">&nbsp;(Núm.3)</span><span class="stl_07 stl_08" style="font-style:italic; word-spacing:-0.01em;">&nbsp;(ene</span><span class="stl_07 stl_08" style="font-style:italic; word-spacing:0.04em;">&nbsp;–</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 2019).</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:0.04em;">Lucas-Delgado (2019) &nbsp;</span></div>
					<div class="stl_01" style="top: 5.8329em; left:7.0854em;"><span class="stl_23 stl_09">exponent<span class="stl_24">e &nbsp;</span></span></div>
					<div class="stl_01" style="top: 5.8329em; left:15.3542em;"><span class="stl_23">resultó &nbsp;</span></div>
					<div class="stl_01" style="top: 5.8329em; left:22.1012em;"><span class="stl_23">ser &nbsp;</span></div>
					<div class="stl_01" style="top: 5.8329em; left:26.2917em;"><span class="stl_23 stl_08" style="word-spacing:0.4em;">La variación del IGS usando el peso &nbsp;</span></div>
					<div class="stl_01" style="top: 7.667em; left:26.2917em;"><span class="stl_23" style="word-spacing:0.13em;">eviscerado mostró</span><span class="stl_23 stl_08" style="word-spacing:0.17em;">&nbsp;un patrón similar</span><span class="stl_23 stl_08" style="word-spacing:0.14em;">&nbsp;al &nbsp;</span></div>
					<div class="stl_01" style="top: 9.4995em; left:26.2917em;"><span class="stl_23 stl_08" style="word-spacing:0.11em;">del peso</span><span class="stl_23 stl_08" style="word-spacing:0.11em;">&nbsp;total (Gráfico 3).</span><span class="stl_23 stl_08" style="word-spacing:0.08em;">&nbsp;Así</span><span class="stl_23 stl_08" style="word-spacing:0.11em;">&nbsp;mismo,</span><span class="stl_23 stl_08" style="word-spacing:0.08em;">&nbsp;la &nbsp;</span></div>
					<div class="stl_01" style="top: 11.3337em; left:26.2917em;"><span class="stl_23 stl_08" style="word-spacing:0.13em;">magnitud de</span><span class="stl_23 stl_08" style="word-spacing:0.05em;">&nbsp;las</span><span class="stl_23 stl_08" style="word-spacing:0.14em;">&nbsp;variaciones</span><span class="stl_23 stl_08" style="word-spacing:0.06em;">&nbsp;del</span><span class="stl_23 stl_08" style="word-spacing:0.07em;">&nbsp;IGS</span><span class="stl_23 stl_08" style="word-spacing:0.07em;">&nbsp;con &nbsp;</span></div>
					<div class="stl_01" style="top: 13.1687em; left:26.2917em;"><span class="stl_23 stl_08" style="word-spacing:0.42em;">los pesos eviscerados y total fueron &nbsp;</span></div>
					<div class="stl_01" style="top: 15.002em; left:26.2917em;"><span class="stl_23 stl_08" style="word-spacing:0.71em;">similares, pues los coeficientes de &nbsp;</span></div>
					<div class="stl_01" style="top: 16.8187em; left:26.2917em;"><span class="stl_23" style="word-spacing:0.69em;">variación no mostraron diferencias &nbsp;</span></div>
					<div class="stl_01" style="top: 18.652em; left:26.2917em;"><span class="stl_23" style="word-spacing:0.16em;">significativas entre</span><span class="stl_23 stl_08" style="word-spacing:0.19em;">&nbsp;ellos</span><span class="stl_23 stl_08" style="word-spacing:0.18em;">&nbsp;(t</span><span class="stl_23 stl_08" style="word-spacing:0.16em;">&nbsp;de</span><span class="stl_23 stl_08" style="word-spacing:0.22em;">&nbsp;Student, &nbsp;</span></div>
					<div class="stl_01" style="top: 20.4854em; left:26.2917em;"><span class="stl_23 stl_09">p&gt;0,05)<span class="stl_08">. &nbsp;</span></span></div>
					<div class="stl_01" style="top: 7.667em; left:7.0854em;"><span class="stl_23 stl_08" style="word-spacing:0.53em;">significativamente menor a 3 (t de &nbsp;</span></div>
					<div class="stl_01" style="top: 9.4995em; left:7.0854em;"><span class="stl_23 stl_08" style="word-spacing:0.83em;">Student, p&lt;0,01), por lo que el &nbsp;</span></div>
					<div class="stl_01" style="top: 11.3337em; left:7.0854em;"><span class="stl_23" style="word-spacing:0.03em;">crecimiento de D.</span><span class="stl_23" style="word-spacing:0.04em;">&nbsp;labarum</span><span class="stl_23" style="word-spacing:0.03em;">&nbsp;sería de</span><span class="stl_23" style="word-spacing:0.03em;">&nbsp;tipo &nbsp;</span></div>
					<div class="stl_01" style="top: 13.1687em; left:7.0854em;"><span class="stl_23" style="word-spacing:-0.01em;">alométrico negativo. &nbsp;</span></div>
					<div class="stl_01" style="top: 15.6774em; left:7.4854em;"><span class="stl_18" style="font-weight:bold; word-spacing:-0.01em;">Gráfico N° 2. </span><span class="stl_16" style="word-spacing:-0.01em;">Relación de longitud vs peso del &nbsp;</span></div>
					<div class="stl_01" style="top: 16.7607em; left:7.9854em;"><span class="stl_16 stl_08" style="word-spacing:0.05em;">D. labarum de muestras recolectadas en el &nbsp;</span></div>
					<div class="stl_01" style="top: 17.8607em; left:8.635em;"><span class="stl_16 stl_08" style="word-spacing:0.07em;">puerto pesquero de Jaramijó, Ecuador. &nbsp;</span></div>
					<div class="stl_01" style="top: 22.6446em; left:7.9542em;"><span class="stl_40">2</span></div>
					<div class="stl_01" style="top: 25.2671em; left:7.9542em;"><span class="stl_40">2</span></div>
					<div class="stl_01" style="top: 27.8904em; left:7.9542em;"><span class="stl_40" style="visibility:hidden;">1</span></div>
					<div class="stl_01" style="top: 30.5138em; left:7.9542em;"><span class="stl_40" style="visibility:hidden;">1</span></div>
					<div class="stl_01" style="top: 22.6446em; left:8.2542em;"><span class="stl_40">50 &nbsp;</span></div>
					<div class="stl_01" style="top: 25.2671em; left:8.2542em;"><span class="stl_40">00 &nbsp;</span></div>
					<div class="stl_01" style="top: 27.8904em; left:8.2542em;"><span class="stl_40">50 &nbsp;</span></div>
					<div class="stl_01" style="top: 30.5138em; left:8.2542em;"><span class="stl_40">00 &nbsp;</span></div>
					<div class="stl_01" style="top: 22.9957em; left:28.1917em;"><span class="stl_18" style="font-weight:bold; word-spacing:-0.01em;">Gráfico N° 3. </span><span class="stl_16" style="word-spacing:-0.03em;">Índice gonadosomático &nbsp;</span></div>
					<div class="stl_01" style="top: 24.0124em; left:26.3917em;"><span class="stl_16 stl_09" style="word-spacing:0em;">considerando el peso total (línea azul) y el<span class="stl_08">&nbsp;peso &nbsp;</span></span></div>
					<div class="stl_01" style="top: 25.029em; left:28.6417em;"><span class="stl_16" style="word-spacing:-0.01em;">eviscerado (línea naranja) e índice &nbsp;</span></div>
					<div class="stl_01" style="top: 26.0466em; left:27.025em;"><span class="stl_16 stl_08" style="word-spacing:0.08em;">Hepatosomático considerando el peso total &nbsp;</span></div>
					<div class="stl_01" style="top: 27.0632em; left:26.5417em;"><span class="stl_16">(</span></div>
					<div class="stl_01" style="top: 27.0632em; left:26.7942em;"><span class="stl_16" style="word-spacing:-0.01em;">línea negra) y peso eviscerado (línea amarilla) &nbsp;</span></div>
					<div class="stl_01" style="top: 28.0799em; left:27.2583em;"><span class="stl_16" style="word-spacing:-0.01em;">de D. labarum desembarcado en el puerto &nbsp;</span></div>
					<div class="stl_01" style="top: 29.0957em; left:29.075em;"><span class="stl_16 stl_08" style="word-spacing:0.07em;">pesquero de Jaramijó, Ecuador. &nbsp;</span></div>
					<div class="stl_01" style="top: 30.779em; left:29.2083em;"><span class="stl_18 stl_08" style="font-weight:bold; word-spacing:0.06em;">Elaborado por: </span><span class="stl_16 stl_09" style="word-spacing:0em;">Johanna Luca<span class="stl_08">s. &nbsp;</span></span></div>
					<div class="stl_01" style="top: 31.5554em; left:15.5067em;"><span class="stl_40 stl_09" style="word-spacing:-0.03em;">Pt = 0,0351 <span class="stl_24">Lt2,67 &nbsp;</span></span></div>
					<div class="stl_01" style="top: 32.2721em; left:16.4567em;"><span class="stl_40 stl_09" style="word-spacing:-0.01em;">R² = 0,<span class="stl_24">776 &nbsp;</span></span></div>
					<div class="stl_01" style="top: 32.6901em; left:27.9417em;"><span class="stl_35">4</span></div>
					<div class="stl_01" style="top: 34.6317em; left:27.9417em;"><span class="stl_35">3</span></div>
					<div class="stl_01" style="top: 36.5734em; left:27.9417em;"><span class="stl_35">2</span></div>
					<div class="stl_01" style="top: 38.5151em; left:27.9417em;"><span class="stl_35">1</span></div>
					<div class="stl_01" style="top: 40.4567em; left:27.9417em;"><span class="stl_35">0</span></div>
					<div class="stl_01" style="top: 32.6901em; left:28.3242em;"><span class="stl_35 stl_08">,5 &nbsp;</span></div>
					<div class="stl_01" style="top: 33.6609em; left:28.5108em;"><span class="stl_35">4</span></div>
					<div class="stl_01" style="top: 34.6317em; left:28.3242em;"><span class="stl_35 stl_08">,5 &nbsp;</span></div>
					<div class="stl_01" style="top: 35.6026em; left:28.5108em;"><span class="stl_35">3</span></div>
					<div class="stl_01" style="top: 36.5734em; left:28.3242em;"><span class="stl_35 stl_08">,5 &nbsp;</span></div>
					<div class="stl_01" style="top: 37.5442em; left:28.5108em;"><span class="stl_35">2</span></div>
					<div class="stl_01" style="top: 38.5151em; left:28.3242em;"><span class="stl_35 stl_08">,5 &nbsp;</span></div>
					<div class="stl_01" style="top: 39.4859em; left:28.5108em;"><span class="stl_35">1</span></div>
					<div class="stl_01" style="top: 33.1346em; left:8.25em;"><span class="stl_40">5</span></div>
					<div class="stl_01" style="top: 33.1346em; left:8.55em;"><span class="stl_40">0</span></div>
					<div class="stl_01" style="top: 35.7571em; left:8.5458em;"><span class="stl_40">0</span></div>
					<div class="stl_01" style="top: 36.5171em; left:9.0875em;"><span class="stl_40">1</span></div>
					<div class="stl_01" style="top: 36.5171em; left:9.3875em;"><span class="stl_40">4</span></div>
					<div class="stl_01" style="top: 36.5171em; left:13.4083em;"><span class="stl_40">19 &nbsp;</span></div>
					<div class="stl_01" style="top: 36.5171em; left:17.7292em;"><span class="stl_40">24 &nbsp;</span></div>
					<div class="stl_01" style="top: 36.5171em; left:22.05em;"><span class="stl_40">29 &nbsp;</span></div>
					<div class="stl_01" style="top: 37.4779em; left:13.6em;"><span class="stl_40 stl_08" style="word-spacing:0.14em;">Longitud total</span><span class="stl_40 stl_09" style="word-spacing:-0.02em;">&nbsp;(cm<span class="stl_08">) &nbsp;</span></span></div>
					<div class="stl_01" style="top: 39.6649em; left:10.0042em;"><span class="stl_18 stl_08" style="font-weight:bold; word-spacing:0.06em;">Elaborado por: </span><span class="stl_16 stl_09" style="word-spacing:0em;">Johanna Luca<span class="stl_08">s. &nbsp;</span></span></div>
					<div class="stl_01" style="top: 40.4567em; left:28.3242em;"><span class="stl_35 stl_08">,5 &nbsp;</span></div>
					<div class="stl_01" style="top: 41.4256em; left:28.5108em;"><span class="stl_41">0</span></div>
					<div class="stl_01" style="top: 42.5087em; left:7.0854em;"><span class="stl_22 stl_09" style="font-weight:bold; word-spacing:0em;">Índice gonadosomático (IGS<span class="stl_08">) &nbsp;</span></span></div>
					<div class="stl_01" style="top: 45.0087em; left:7.0854em;"><span class="stl_23 stl_09" style="word-spacing:0.04em;">Se observaro<span class="stl_08">n</span></span><span class="stl_23 stl_08" style="word-spacing:0.12em;">&nbsp;organismos maduros</span><span class="stl_23 stl_08" style="word-spacing:0.08em;">&nbsp;(en &nbsp;</span></div>
					<div class="stl_01" style="top: 46.842em; left:7.0854em;"><span class="stl_23 stl_08" style="word-spacing:0.34em;">estadios 2 o mayor) durante todo</span><span class="stl_23 stl_08" style="word-spacing:0.3em;">&nbsp;el &nbsp;</span></div>
					<div class="stl_01" style="top: 48.6745em; left:7.0854em;"><span class="stl_23 stl_08" style="word-spacing:0.19em;">periodo de estudio. De acuerdo con</span><span class="stl_23 stl_08" style="word-spacing:0.15em;">&nbsp;la &nbsp;</span></div>
					<div class="stl_01" style="top: 50.5079em; left:7.0854em;"><span class="stl_23" style="word-spacing:0.47em;">variación del índice gonadosomático &nbsp;</span></div>
					<div class="stl_01" style="top: 47.8745em; left:26.2917em;"><span class="stl_22" style="font-weight:bold; word-spacing:0em;">Índice hepatosomático (IHS) &nbsp;</span></div>
					<div class="stl_01" style="top: 50.3754em; left:26.2917em;"><span class="stl_23 stl_08" style="word-spacing:0.03em;">Se observó un crecimiento sostenido del &nbsp;</span></div>
					<div class="stl_01" style="top: 52.2104em; left:26.2917em;"><span class="stl_23 stl_08" style="word-spacing:0.35em;">IHS entre enero y marzo, cuando se &nbsp;</span></div>
					<div class="stl_01" style="top: 52.3437em; left:7.0854em;"><span class="stl_23 stl_08" style="word-spacing:0.72em;">(IGS) mensual de D. labarum, se &nbsp;</span></div>
					<div class="stl_01" style="top: 54.0437em; left:26.2917em;"><span class="stl_23">observó &nbsp;</span></div>
					<div class="stl_01" style="top: 54.0437em; left:32.4187em;"><span class="stl_23">una &nbsp;</span></div>
					<div class="stl_01" style="top: 54.0437em; left:36.7817em;"><span class="stl_23">estabilización. &nbsp;</span></div>
					<div class="stl_01" style="top: 54.177em; left:7.0854em;"><span class="stl_23 stl_08" style="word-spacing:0.48em;">observaron valores máximos durante &nbsp;</span></div>
					<div class="stl_01" style="top: 55.9937em; left:7.0854em;"><span class="stl_23 stl_08" style="word-spacing:0.3em;">los meses de marzo (0.0315) y mayo &nbsp;</span></div>
					<div class="stl_01" style="top: 55.877em; left:26.2917em;"><span class="stl_23 stl_09" style="word-spacing:0.34em;">Seguidamente, continuó ascendiendo<span class="stl_08">, &nbsp;</span></span></div>
					<div class="stl_01" style="top: 57.7104em; left:26.2917em;"><span class="stl_23 stl_08" style="word-spacing:0.71em;">alcanzándose en mayo el máximo &nbsp;</span></div>
					<div class="stl_01" style="top: 59.5437em; left:26.2917em;"><span class="stl_23 stl_09" style="word-spacing:0.06em;">registrado e<span class="stl_08">n</span></span><span class="stl_23 stl_08" style="word-spacing:0.09em;">&nbsp;el periodo de</span><span class="stl_23 stl_08" style="word-spacing:0.12em;">&nbsp;estudio</span><span class="stl_23 stl_08" style="word-spacing:0.06em;">&nbsp;y</span><span class="stl_23 stl_08" style="word-spacing:0.07em;">&nbsp;el &nbsp;</span></div>
					<div class="stl_01" style="top: 61.3791em; left:26.2917em;"><span class="stl_23 stl_08" style="word-spacing:0.11em;">inicio de</span><span class="stl_23 stl_08" style="word-spacing:0.1em;">&nbsp;un descenso,</span><span class="stl_23 stl_08" style="word-spacing:0.09em;">&nbsp;que parece</span><span class="stl_23 stl_08" style="word-spacing:0.09em;">&nbsp;estar &nbsp;</span></div>
					<div class="stl_01" style="top: 57.827em; left:7.0854em;"><span class="stl_23">(</span></div>
					<div class="stl_01" style="top: 57.827em; left:7.3884em;"><span class="stl_23 stl_08" style="word-spacing:0.08em;">0.0328) de 2018, mientras que durante &nbsp;</span></div>
					<div class="stl_01" style="top: 59.6604em; left:7.0854em;"><span class="stl_23 stl_08" style="word-spacing:0.02em;">enero se observó un valor mínimo (0.01) &nbsp;</span></div>
					<div class="stl_01" style="top: 61.4958em; left:7.3854em;"><span class="stl_23 stl_08" style="word-spacing:0.11em;">Gráfico 3). &nbsp;</span></div>
					<div class="stl_01" style="top: 61.4958em; left:7.0854em;"><span class="stl_23">(</span></div>
					<div class="stl_01" style="top: 66.1378em; left:42.1125em;"><span class="stl_19" style="font-style:italic;">7</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;">Revista de</span><span class="stl_10 stl_08" style="font-style:italic; word-spacing:0em;">&nbsp;Ciencias de<span class="stl_09">l</span></span><span class="stl_10 stl_08" style="font-style:italic; word-spacing:-0.03em;">&nbsp;Mar</span><span class="stl_10 stl_08" style="font-style:italic; word-spacing:0em;">&nbsp;y</span><span class="stl_10 stl_08" style="font-style:italic; word-spacing:0.02em;">&nbsp;Acuicultura</span><span class="stl_10 stl_08" style="word-spacing:0.01em;">&nbsp;</span><span class="stl_07 stl_08" style="font-style:italic; word-spacing:0.01em;">“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="font-style:italic; word-spacing:0em;">&nbsp;2</span><span class="stl_07 stl_08" style="font-style:italic; word-spacing:0.03em;">&nbsp;(Núm.3)</span><span class="stl_07 stl_08" style="font-style:italic; word-spacing:-0.01em;">&nbsp;(ene</span><span class="stl_07 stl_08" style="font-style:italic; word-spacing:0.01em;">&nbsp;–</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 2019).</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:0.08em;">Estimación de</span><span class="stl_10 stl_08" style="font-style:italic; word-spacing:0.1em;">&nbsp;la Dinámica</span><span class="stl_10 stl_08" style="font-style:italic; word-spacing:0.09em;">&nbsp;Reproductiva del</span><span class="stl_10 stl_08" style="font-style:italic; word-spacing:0.07em;">&nbsp;Camotillo</span><span class="stl_10 stl_08" style="font-style:italic; word-spacing:0.09em;">&nbsp;Espinoso,</span><span class="stl_10 stl_08" style="font-style:italic; word-spacing:0.12em;">&nbsp;Diplectrum</span><span class="stl_10 stl_08" style="font-style:italic; word-spacing:0.09em;">&nbsp;Labarum Rosenblatt</span><span class="stl_10 stl_08" style="font-style:italic; word-spacing:0.1em;">&nbsp;y</span><span class="stl_10 stl_08" style="font-style:italic; word-spacing:0.09em;">&nbsp;Jhonson, 1974</span><span class="stl_10 stl_08" style="font-style:italic; word-spacing:0.12em;">&nbsp;(Pisces: &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:-0.01em;">Serranidae) desembarcado</span><span class="stl_10 stl_08" style="font-style:italic; word-spacing:-0.01em;">&nbsp;en</span><span class="stl_10 stl_08" style="font-style:italic; word-spacing:-0.01em;">&nbsp;el</span><span class="stl_10 stl_08" style="font-style:italic; word-spacing:0.02em;">&nbsp;puerto</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:0.03em;">&nbsp;Jaramijó,</span><span class="stl_10 stl_08" style="font-style:italic; word-spacing:0em;">&nbsp;Manabí,</span><span class="stl_10 stl_08" style="font-style:italic; word-spacing:0.03em;">&nbsp;Ecuador. &nbsp;</span></div>
					<div class="stl_01" style="top: 6.3995em; left:7.0854em;"><span class="stl_23" style="word-spacing:0.31em;">asociado a un desove (Gráfico</span><span class="stl_23" style="word-spacing:0.31em;">&nbsp;3).</span><span class="stl_23" style="word-spacing:0.31em;">&nbsp;El &nbsp;</span></div>
					<div class="stl_01" style="top: 8.2337em; left:7.0854em;"><span class="stl_23 stl_08" style="word-spacing:1.05em;">crecimiento del IHS mostro un &nbsp;</span></div>
					<div class="stl_01" style="top: 10.0662em; left:7.0854em;"><span class="stl_23 stl_08" style="word-spacing:0.71em;">paralelismo con los momentos de &nbsp;</span></div>
					<div class="stl_01" style="top: 11.9004em; left:7.0854em;"><span class="stl_23 stl_08" style="word-spacing:0.1em;">crecimientos del IGS. &nbsp;</span></div>
					<div class="stl_01" style="top: 6.3995em; left:26.2917em;"><span class="stl_23 stl_08" style="word-spacing:0.56em;">de la porción externa de la masa &nbsp;</span></div>
					<div class="stl_01" style="top: 8.2337em; left:26.2917em;"><span class="stl_23 stl_09" style="word-spacing:0.01em;">gonadal (Ilustración 3<span class="stl_08">) &nbsp;</span></span></div>
					<div class="stl_01" style="top: 10.7424em; left:27.0083em;"><span class="stl_18 stl_08" style="font-weight:bold; word-spacing:0.05em;">Ilustración N° 3. </span><span class="stl_16 stl_08" style="word-spacing:0.1em;">Ovotestis del hermafrodita &nbsp;</span></div>
					<div class="stl_01" style="top: 11.9082em; left:27.3917em;"><span class="stl_16 stl_08" style="word-spacing:0.08em;">simultáneo </span><span class="stl_17 stl_08" style="font-style:italic; word-spacing:0.08em;">Diplectrum labarum </span><span class="stl_16 stl_08" style="word-spacing:0.06em;">donde se &nbsp;</span></div>
					<div class="stl_01" style="top: 13.0749em; left:26.7583em;"><span class="stl_16" style="word-spacing:-0.02em;">evidencia el seno ovárico (So); (Ov), ovocitos; &nbsp;</span></div>
					<div class="stl_01" style="top: 14.2607em; left:26.5917em;"><span class="stl_16">(</span></div>
					<div class="stl_01" style="top: 14.2607em; left:26.8442em;"><span class="stl_16" style="word-spacing:-0.02em;">To), tejido ovárico; (Tt), tejido testicular; (Vs), &nbsp;</span></div>
					<div class="stl_01" style="top: 14.402em; left:7.0854em;"><span class="stl_22 stl_08" style="font-weight:bold; word-spacing:0.07em;">Factor de condición K &nbsp;</span></div>
					<div class="stl_01" style="top: 15.4274em; left:31.3775em;"><span class="stl_16" style="word-spacing:-0.02em;">vasos sanguíneos. &nbsp;</span></div>
					<div class="stl_01" style="top: 16.902em; left:7.0854em;"><span class="stl_23 stl_08" style="word-spacing:0.46em;">Los valores promedio mensuales del &nbsp;</span></div>
					<div class="stl_01" style="top: 18.7354em; left:7.0854em;"><span class="stl_23 stl_08" style="word-spacing:0.3em;">factor de condición (K)</span><span class="stl_23 stl_08" style="word-spacing:0.26em;">&nbsp;a lo largo</span><span class="stl_23 stl_08" style="word-spacing:0.26em;">&nbsp;del &nbsp;</span></div>
					<div class="stl_01" style="top: 20.552em; left:7.0854em;"><span class="stl_23 stl_08" style="word-spacing:0.2em;">período de</span><span class="stl_23 stl_08" style="word-spacing:0.21em;">&nbsp;estudio, mostraron</span><span class="stl_23 stl_08" style="word-spacing:0.13em;">&nbsp;un</span><span class="stl_23 stl_08" style="word-spacing:0.17em;">&nbsp;leve &nbsp;</span></div>
					<div class="stl_01" style="top: 22.3854em; left:7.0854em;"><span class="stl_23 stl_08" style="word-spacing:0.36em;">ascenso entre enero y abril para los &nbsp;</span></div>
					<div class="stl_01" style="top: 24.2212em; left:7.0854em;"><span class="stl_23" style="word-spacing:0.66em;">individuos de la población de D. &nbsp;</span></div>
					<div class="stl_01" style="top: 26.0545em; left:7.0854em;"><span class="stl_23" style="word-spacing:0.1em;">labarum. Seguidamente, se observó un &nbsp;</span></div>
					<div class="stl_01" style="top: 27.8879em; left:7.0854em;"><span class="stl_23 stl_08" style="word-spacing:0.16em;">valor mínimo en mayo (1,26),</span><span class="stl_23 stl_08" style="word-spacing:0.16em;">&nbsp;mientras &nbsp;</span></div>
					<div class="stl_01" style="top: 29.7212em; left:7.0854em;"><span class="stl_23 stl_08" style="word-spacing:0.05em;">que en</span><span class="stl_23 stl_08" style="word-spacing:0.07em;">&nbsp;junio</span><span class="stl_23 stl_08" style="word-spacing:0.03em;">&nbsp;se</span><span class="stl_23 stl_08" style="word-spacing:0.07em;">&nbsp;alcanzó</span><span class="stl_23 stl_08" style="word-spacing:0.05em;">&nbsp;el valor</span><span class="stl_23 stl_08" style="word-spacing:0.06em;">&nbsp;máximo &nbsp;</span></div>
					<div class="stl_01" style="top: 29.3624em; left:29.2083em;"><span class="stl_18 stl_08" style="font-weight:bold; word-spacing:0.06em;">Elaborado por: </span><span class="stl_16 stl_09" style="word-spacing:0em;">Johanna Luca<span class="stl_08">s. &nbsp;</span></span></div>
					<div class="stl_01" style="top: 31.1045em; left:26.2917em;"><span class="stl_23 stl_08" style="word-spacing:0.12em;">El estado</span><span class="stl_23 stl_08" style="word-spacing:0.03em;">&nbsp;de</span><span class="stl_23 stl_08" style="word-spacing:0.07em;">&nbsp;madurez de las</span><span class="stl_23 stl_08" style="word-spacing:0.1em;">&nbsp;gónadas</span><span class="stl_23 stl_08" style="word-spacing:0.05em;">&nbsp;se &nbsp;</span></div>
					<div class="stl_01" style="top: 32.9395em; left:26.2917em;"><span class="stl_23 stl_08" style="word-spacing:0.14em;">encontró entre II</span><span class="stl_23 stl_08" style="word-spacing:0.08em;">&nbsp;y</span><span class="stl_23 stl_08" style="word-spacing:0.1em;">&nbsp;IV durante la</span><span class="stl_23 stl_08" style="word-spacing:0.11em;">&nbsp;mayor &nbsp;</span></div>
					<div class="stl_01" style="top: 34.7729em; left:26.2917em;"><span class="stl_23 stl_08" style="word-spacing:0.06em;">parte del periodo de estudio (Tabla 2). &nbsp;</span></div>
					<div class="stl_01" style="top: 31.5545em; left:7.0854em;"><span class="stl_23">(</span></div>
					<div class="stl_01" style="top: 31.5545em; left:7.3884em;"><span class="stl_23 stl_08" style="word-spacing:0.08em;">1.62) (Gráfico 4). &nbsp;</span></div>
					<div class="stl_01" style="top: 34.0482em; left:8.3187em;"><span class="stl_18 stl_08" style="font-weight:bold; word-spacing:0.03em;">Gráfico N° 4. </span><span class="stl_16 stl_08" style="word-spacing:0.04em;">Factor de condición K de D. &nbsp;</span></div>
					<div class="stl_01" style="top: 35.1482em; left:7.3354em;"><span class="stl_16 stl_08" style="word-spacing:0.06em;">labarum desembarcado en el puerto pesquero &nbsp;</span></div>
					<div class="stl_01" style="top: 36.2482em; left:11.5708em;"><span class="stl_16 stl_08" style="word-spacing:0.07em;">de Jaramijó, Ecuador. &nbsp;</span></div>
					<div class="stl_01" style="top: 37.2815em; left:27.6083em;"><span class="stl_18 stl_09" style="font-weight:bold; word-spacing:0em;">Tabla N° 2.<span class="stl_08">&nbsp;</span></span><span class="stl_16" style="word-spacing:-0.01em;">Número de individuos en los &nbsp;</span></div>
					<div class="stl_01" style="top: 38.3815em; left:27.1417em;"><span class="stl_16 stl_08" style="word-spacing:0.1em;">diferentes estadios gonadales encontrados &nbsp;</span></div>
					<div class="stl_01" style="top: 39.4815em; left:26.875em;"><span class="stl_16" style="word-spacing:-0.01em;">mensualmente en ejemplares de </span><span class="stl_17" style="font-style:italic; word-spacing:-0.01em;">D. labarum &nbsp;</span></div>
					<div class="stl_01" style="top: 40.5815em; left:27.6083em;"><span class="stl_16" style="word-spacing:-0.01em;">desembarcada en el Puerto de Jaramijó, &nbsp;</span></div>
					<div class="stl_01" style="top: 41.684em; left:33.0108em;"><span class="stl_16">Manabí</span><span class="stl_17" style="font-style:italic;">. &nbsp;</span></div>
					<div class="stl_01" style="top: 38.4301em; left:9.4em;"><span class="stl_35">1</span></div>
					<div class="stl_01" style="top: 39.2526em; left:9.4em;"><span class="stl_35">1</span></div>
					<div class="stl_01" style="top: 40.0776em; left:9.4em;"><span class="stl_35">1</span></div>
					<div class="stl_01" style="top: 40.9009em; left:9.4em;"><span class="stl_35">1</span></div>
					<div class="stl_01" style="top: 41.7234em; left:9.4em;"><span class="stl_35">1</span></div>
					<div class="stl_01" style="top: 42.5484em; left:9.4em;"><span class="stl_35">1</span></div>
					<div class="stl_01" style="top: 43.3717em; left:9.4em;"><span class="stl_35">1</span></div>
					<div class="stl_01" style="top: 44.1942em; left:9.4em;"><span class="stl_35">1</span></div>
					<div class="stl_01" style="top: 38.4301em; left:9.7825em;"><span class="stl_35 stl_08">,8 &nbsp;</span></div>
					<div class="stl_01" style="top: 39.2526em; left:9.7825em;"><span class="stl_35 stl_08">,7 &nbsp;</span></div>
					<div class="stl_01" style="top: 40.0776em; left:9.7825em;"><span class="stl_35 stl_08">,6 &nbsp;</span></div>
					<div class="stl_01" style="top: 40.9009em; left:9.7825em;"><span class="stl_35 stl_08">,5 &nbsp;</span></div>
					<div class="stl_01" style="top: 41.7234em; left:9.7825em;"><span class="stl_35 stl_08">,4 &nbsp;</span></div>
					<div class="stl_01" style="top: 42.5484em; left:9.7825em;"><span class="stl_35 stl_08">,3 &nbsp;</span></div>
					<div class="stl_01" style="top: 43.3717em; left:9.7825em;"><span class="stl_35 stl_08">,2 &nbsp;</span></div>
					<div class="stl_01" style="top: 44.1942em; left:9.7825em;"><span class="stl_35 stl_08">,1 &nbsp;</span></div>
					<div class="stl_01" style="top: 45.0192em; left:9.9667em;"><span class="stl_35">1</span></div>
					<div class="stl_01" style="top: 45.3499em; left:33.46em;"><span class="stl_17" style="font-style:italic; word-spacing:-0.03em;">Estadios gonadales &nbsp;</span></div>
					<div class="stl_01" style="top: 46.0007em; left:28.1583em;"><span class="stl_17" style="font-style:italic;">Meses &nbsp;</span></div>
					<div class="stl_01" style="top: 46.6007em; left:31.4933em;"><span class="stl_17" style="font-style:italic;">I</span></div>
					<div class="stl_01" style="top: 46.6007em; left:33.3942em;"><span class="stl_17 stl_24" style="font-style:italic;">II &nbsp;</span></div>
					<div class="stl_01" style="top: 47.9174em; left:33.7608em;"><span class="stl_16 stl_08">24 &nbsp;</span></div>
					<div class="stl_01" style="top: 46.6007em; left:35.8775em;"><span class="stl_17 stl_24" style="font-style:italic;">III &nbsp;</span></div>
					<div class="stl_01" style="top: 46.6007em; left:38.3458em;"><span class="stl_17 stl_24" style="font-style:italic;">IV &nbsp;</span></div>
					<div class="stl_01" style="top: 46.6007em; left:40.9292em;"><span class="stl_17" style="font-style:italic;">N</span></div>
					<div class="stl_01" style="top: 47.8341em; left:27.875em;"><span class="stl_18 stl_09" style="font-weight:bold;">Ener<span class="stl_08">o &nbsp;</span></span></div>
					<div class="stl_01" style="top: 49.0507em; left:27.875em;"><span class="stl_18" style="font-weight:bold;">Febrero &nbsp;</span></div>
					<div class="stl_01" style="top: 50.2007em; left:27.875em;"><span class="stl_18" style="font-weight:bold;">Marzo &nbsp;</span></div>
					<div class="stl_01" style="top: 51.3524em; left:27.875em;"><span class="stl_18 stl_09" style="font-weight:bold;">Abri<span class="stl_08">l &nbsp;</span></span></div>
					<div class="stl_01" style="top: 47.9174em; left:31.6267em;"><span class="stl_16">3</span></div>
					<div class="stl_01" style="top: 47.9174em; left:36.7792em;"><span class="stl_16">8</span></div>
					<div class="stl_01" style="top: 47.9174em; left:39.1958em;"><span class="stl_16">0</span></div>
					<div class="stl_01" style="top: 49.1165em; left:39.1958em;"><span class="stl_16">1</span></div>
					<div class="stl_01" style="top: 50.234em; left:39.1958em;"><span class="stl_16">3</span></div>
					<div class="stl_01" style="top: 47.9174em; left:40.7792em;"><span class="stl_16 stl_08">35 &nbsp;</span></div>
					<div class="stl_01" style="top: 49.0507em; left:40.7792em;"><span class="stl_16 stl_08">35 &nbsp;</span></div>
					<div class="stl_01" style="top: 50.2007em; left:40.7792em;"><span class="stl_16 stl_08">29 &nbsp;</span></div>
					<div class="stl_01" style="top: 51.3524em; left:40.7792em;"><span class="stl_16 stl_08">50 &nbsp;</span></div>
					<div class="stl_01" style="top: 52.469em; left:40.7792em;"><span class="stl_16 stl_08">20 &nbsp;</span></div>
					<div class="stl_01" style="top: 53.6857em; left:40.7792em;"><span class="stl_16 stl_08">10 &nbsp;</span></div>
					<div class="stl_01" style="top: 49.1165em; left:31.6267em;"><span class="stl_16">1</span></div>
					<div class="stl_01" style="top: 50.234em; left:31.6267em;"><span class="stl_16">2</span></div>
					<div class="stl_01" style="top: 49.1165em; left:33.7608em;"><span class="stl_16 stl_08">19 &nbsp;</span></div>
					<div class="stl_01" style="top: 50.234em; left:33.7608em;"><span class="stl_16 stl_08">13 &nbsp;</span></div>
					<div class="stl_01" style="top: 49.1165em; left:36.3442em;"><span class="stl_16 stl_08">14 &nbsp;</span></div>
					<div class="stl_01" style="top: 50.234em; left:36.3442em;"><span class="stl_16 stl_08">11 &nbsp;</span></div>
					<div class="stl_01" style="top: 50.0174em; left:10.0042em;"><span class="stl_18 stl_08" style="font-weight:bold; word-spacing:0.06em;">Elaborado por: </span><span class="stl_16 stl_09" style="word-spacing:0em;">Johanna Luca<span class="stl_08">s. &nbsp;</span></span></div>
					<div class="stl_01" style="top: 51.419em; left:31.6267em;"><span class="stl_16">2</span></div>
					<div class="stl_01" style="top: 52.469em; left:31.6267em;"><span class="stl_16">0</span></div>
					<div class="stl_01" style="top: 51.419em; left:33.7608em;"><span class="stl_16 stl_08">37 &nbsp;</span></div>
					<div class="stl_01" style="top: 52.469em; left:33.7608em;"><span class="stl_16 stl_08">12 &nbsp;</span></div>
					<div class="stl_01" style="top: 51.419em; left:36.3442em;"><span class="stl_16 stl_08">10 &nbsp;</span></div>
					<div class="stl_01" style="top: 52.469em; left:36.7792em;"><span class="stl_16">5</span></div>
					<div class="stl_01" style="top: 51.419em; left:39.1958em;"><span class="stl_16">1</span></div>
					<div class="stl_01" style="top: 52.469em; left:39.1958em;"><span class="stl_16">3</span></div>
					<div class="stl_01" style="top: 52.469em; left:27.875em;"><span class="stl_18 stl_09" style="font-weight:bold;">May<span class="stl_24">o &nbsp;</span></span></div>
					<div class="stl_01" style="top: 52.877em; left:7.0854em;"><span class="stl_22 stl_08" style="font-weight:bold; word-spacing:0.07em;">Talla de madurez sexual &nbsp;</span></div>
					<div class="stl_01" style="top: 53.6857em; left:27.875em;"><span class="stl_18" style="font-weight:bold;">Junio &nbsp;</span></div>
					<div class="stl_01" style="top: 53.8524em; left:31.6267em;"><span class="stl_16">1</span></div>
					<div class="stl_01" style="top: 53.8524em; left:34.1942em;"><span class="stl_16">6</span></div>
					<div class="stl_01" style="top: 53.8524em; left:36.7792em;"><span class="stl_16">3</span></div>
					<div class="stl_01" style="top: 53.8524em; left:39.1958em;"><span class="stl_16">0</span></div>
					<div class="stl_01" style="top: 54.9024em; left:29.2083em;"><span class="stl_18 stl_08" style="font-weight:bold; word-spacing:0.06em;">Elaborado por: </span><span class="stl_16 stl_09" style="word-spacing:0em;">Johanna Luca<span class="stl_08">s. &nbsp;</span></span></div>
					<div class="stl_01" style="top: 55.377em; left:7.0854em;"><span class="stl_23 stl_08" style="word-spacing:0.1em;">Todos los ejemplares muestreados eran &nbsp;</span></div>
					<div class="stl_01" style="top: 57.2104em; left:7.0854em;"><span class="stl_23">hermafroditas, &nbsp;</span></div>
					<div class="stl_01" style="top: 57.2104em; left:14.7604em;"><span class="stl_23">pues &nbsp;</span></div>
					<div class="stl_01" style="top: 57.2104em; left:18.3244em;"><span class="stl_23 stl_09">presentaro<span class="stl_08">n &nbsp;</span></span></div>
					<div class="stl_01" style="top: 57.7604em; left:26.2917em;"><span class="stl_23 stl_08" style="word-spacing:0.19em;">Se determinó que la talla del ejemplar &nbsp;</span></div>
					<div class="stl_01" style="top: 59.5937em; left:26.2917em;"><span class="stl_23 stl_08" style="word-spacing:0.35em;">maduro más pequeño</span><span class="stl_23 stl_08" style="word-spacing:0.31em;">&nbsp;fue 17 cm</span><span class="stl_23 stl_08" style="word-spacing:0.31em;">&nbsp;LT, &nbsp;</span></div>
					<div class="stl_01" style="top: 61.4291em; left:26.2917em;"><span class="stl_23 stl_08" style="word-spacing:0.24em;">mientras que la L</span><span class="stl_28 stl_08" style="word-spacing:0.3em;">50</span><span class="stl_28 stl_08" style="word-spacing:0.22em;">&nbsp;</span><span class="stl_23" style="word-spacing:0.15em;">se</span><span class="stl_23 stl_08" style="word-spacing:0.24em;">&nbsp;estimó en</span><span class="stl_23 stl_08" style="word-spacing:0.24em;">&nbsp;20.8 &nbsp;</span></div>
					<div class="stl_01" style="top: 59.0437em; left:7.0854em;"><span class="stl_23 stl_08" style="word-spacing:0.91em;">ovotestis. El tejido masculino se &nbsp;</span></div>
					<div class="stl_01" style="top: 60.8791em; left:7.0854em;"><span class="stl_23 stl_08" style="word-spacing:0.19em;">distribuía en la</span><span class="stl_23 stl_08" style="word-spacing:0.16em;">&nbsp;porción</span><span class="stl_23 stl_08" style="word-spacing:0.16em;">&nbsp;más</span><span class="stl_23 stl_08" style="word-spacing:0.18em;">&nbsp;cercana</span><span class="stl_23 stl_08" style="word-spacing:0.13em;">&nbsp;al &nbsp;</span></div>
					<div class="stl_01" style="top: 62.6958em; left:7.0854em;"><span class="stl_23 stl_09" style="word-spacing:-0.05em;">año, ocupando entre un tercio y la mita<span class="stl_08">d &nbsp;</span></span></div>
					<div class="stl_01" style="top: 66.1378em; left:42.1125em;"><span class="stl_19" style="font-style:italic;">8</span></div>
				</div>
			</div>
		</div>
		<div class="stl_02">
			<div class="stl_03">
				<img 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alt="" class="stl_43" />
			</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 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="font-style:italic; word-spacing:0em;">&nbsp;2</span><span class="stl_07 stl_08" style="font-style:italic; word-spacing:0.03em;">&nbsp;(Núm.3)</span><span class="stl_07 stl_08" style="font-style:italic; word-spacing:-0.01em;">&nbsp;(ene</span><span class="stl_07 stl_08" style="font-style:italic; word-spacing:0.04em;">&nbsp;–</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 2019).</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:0.04em;">Lucas-Delgado (2019) &nbsp;</span></div>
					<div class="stl_01" style="top: 5.8329em; left:7.0854em;"><span class="stl_23">±</span></div>
					<div class="stl_01" style="top: 5.8329em; left:7.5834em;"><span class="stl_23 stl_08" style="word-spacing:0.13em;">0,6 cm LT (IC 95%, 19,2</span><span class="stl_23 stl_08" style="word-spacing:0.1em;">&nbsp;</span><span class="stl_26" style="word-spacing:0.1em;">–</span><span class="stl_26 stl_08" style="word-spacing:0.1em;">&nbsp;</span><span class="stl_23" style="word-spacing:0.1em;">22,3</span><span class="stl_23 stl_08" style="word-spacing:0.11em;">&nbsp;cm</span><span class="stl_23 stl_08" style="word-spacing:0.11em;">&nbsp;LT) &nbsp;</span></div>
					<div class="stl_01" style="top: 5.8329em; left:26.2917em;"><span class="stl_23 stl_08" style="word-spacing:0.53em;">manera similar, Nieto et al. (2010) &nbsp;</span></div>
					<div class="stl_01" style="top: 7.667em; left:26.2917em;"><span class="stl_23 stl_09" style="word-spacing:0.1em;">recolectaron ejemplare<span class="stl_08">s</span></span><span class="stl_23 stl_08" style="word-spacing:0.1em;">&nbsp;de</span><span class="stl_23 stl_08" style="word-spacing:0.11em;">&nbsp;</span><span class="stl_32" style="font-style:italic; word-spacing:0.11em;">D.</span><span class="stl_32 stl_08" style="font-style:italic; word-spacing:0.15em;">&nbsp;labarum &nbsp;</span></div>
					<div class="stl_01" style="top: 9.4995em; left:26.2917em;"><span class="stl_23 stl_08" style="word-spacing:0.27em;">en cruceros comerciales en barcos de &nbsp;</span></div>
					<div class="stl_01" style="top: 11.3337em; left:26.2917em;"><span class="stl_23" style="word-spacing:0.13em;">arrastre camaroneros</span><span class="stl_23 stl_08" style="word-spacing:0.21em;">&nbsp;frente</span><span class="stl_23 stl_08" style="word-spacing:0.13em;">&nbsp;a</span><span class="stl_23 stl_08" style="word-spacing:0.16em;">&nbsp;la</span><span class="stl_23 stl_08" style="word-spacing:0.19em;">&nbsp;costa &nbsp;</span></div>
					<div class="stl_01" style="top: 7.667em; left:7.0854em;"><span class="stl_23 stl_08" style="word-spacing:0.11em;">(Gráfico 5). &nbsp;</span></div>
					<div class="stl_01" style="top: 10.1749em; left:8.4525em;"><span class="stl_18 stl_08" style="font-weight:bold; word-spacing:0.04em;">Gráfico 5. </span><span class="stl_16 stl_08" style="word-spacing:0.05em;">Variación de la proporción de &nbsp;</span></div>
					<div class="stl_01" style="top: 11.1924em; left:7.4521em;"><span class="stl_16" style="word-spacing:-0.01em;">organismos sexualmente maduros con la talla &nbsp;</span></div>
					<div class="stl_01" style="top: 12.2091em; left:8.0521em;"><span class="stl_16" style="word-spacing:-0.01em;">de D. labarum desembarcado en el puerto &nbsp;</span></div>
					<div class="stl_01" style="top: 13.2249em; left:9.8692em;"><span class="stl_16 stl_08" style="word-spacing:0.07em;">pesquero de Jaramijó. Ecuador. &nbsp;</span></div>
					<div class="stl_01" style="top: 13.1687em; left:26.2917em;"><span class="stl_23">central &nbsp;</span></div>
					<div class="stl_01" style="top: 13.1687em; left:30.7557em;"><span class="stl_23">del &nbsp;</span></div>
					<div class="stl_01" style="top: 13.1687em; left:33.6367em;"><span class="stl_23 stl_09">Pacífi<span class="stl_08">co &nbsp;</span></span></div>
					<div class="stl_01" style="top: 13.1687em; left:38.3807em;"><span class="stl_23 stl_09">mexicano<span class="stl_08">, &nbsp;</span></span></div>
					<div class="stl_01" style="top: 15.002em; left:26.2917em;"><span class="stl_23 stl_08" style="word-spacing:0.05em;">registrando tallas desde 1 a 27,5 cm LT. &nbsp;</span></div>
					<div class="stl_01" style="top: 17.4854em; left:26.2917em;"><span class="stl_23" style="word-spacing:0.14em;">La relación entre la</span><span class="stl_23" style="word-spacing:0.13em;">&nbsp;talla y peso del</span><span class="stl_23" style="word-spacing:0.16em;">&nbsp;</span><span class="stl_32" style="font-style:italic; word-spacing:0.16em;">D. &nbsp;</span></div>
					<div class="stl_01" style="top: 19.3187em; left:26.2917em;"><span class="stl_32" style="font-style:italic;">labarum</span><span class="stl_32 stl_08" style="word-spacing:0.13em;">&nbsp;</span><span class="stl_23 stl_08" style="word-spacing:0.18em;">reveló un tipo de</span><span class="stl_23 stl_08" style="word-spacing:0.22em;">&nbsp;crecimiento &nbsp;</span></div>
					<div class="stl_01" style="top: 21.152em; left:26.2917em;"><span class="stl_23" style="word-spacing:0.03em;">alométrico negativo,</span><span class="stl_23 stl_08" style="word-spacing:0.07em;">&nbsp;con</span><span class="stl_23 stl_08" style="word-spacing:0.07em;">&nbsp;un</span><span class="stl_23" style="word-spacing:0.05em;">&nbsp;coeficiente &nbsp;</span></div>
					<div class="stl_01" style="top: 22.9879em; left:26.2917em;"><span class="stl_23 stl_09" style="word-spacing:0.03em;">significativamente menor <span class="stl_08">a</span></span><span class="stl_23 stl_08" style="word-spacing:0.05em;">&nbsp;3</span><span class="stl_23 stl_08" style="word-spacing:0.1em;">&nbsp;(2,67).</span><span class="stl_23 stl_08" style="word-spacing:0.08em;">&nbsp;Sin &nbsp;</span></div>
					<div class="stl_01" style="top: 24.8212em; left:26.2917em;"><span class="stl_23 stl_08" style="word-spacing:0.65em;">embargo, en la costa del Pacífico &nbsp;</span></div>
					<div class="stl_01" style="top: 26.6537em; left:26.2917em;"><span class="stl_23" style="word-spacing:0.2em;">mexicano, Nieto</span><span class="stl_23" style="word-spacing:0.21em;">&nbsp;et</span><span class="stl_23" style="word-spacing:0.2em;">&nbsp;al. (2010)</span><span class="stl_23" style="word-spacing:0.2em;">&nbsp;estiman &nbsp;</span></div>
					<div class="stl_01" style="top: 28.4879em; left:26.2917em;"><span class="stl_23 stl_08" style="word-spacing:0.48em;">que la relación de alometria de </span><span class="stl_32" style="font-style:italic; word-spacing:0.43em;">D. &nbsp;</span></div>
					<div class="stl_01" style="top: 30.3045em; left:26.2917em;"><span class="stl_32" style="font-style:italic;">labarum</span><span class="stl_32 stl_08" style="word-spacing:0.2em;">&nbsp;</span><span class="stl_23 stl_08" style="word-spacing:0.27em;">es isométrica. Es posible</span><span class="stl_23 stl_08" style="word-spacing:0.2em;">&nbsp;que &nbsp;</span></div>
					<div class="stl_01" style="top: 32.1395em; left:26.2917em;"><span class="stl_23 stl_08" style="word-spacing:0.55em;">las diferencias ambientales entre la &nbsp;</span></div>
					<div class="stl_01" style="top: 33.9729em; left:26.2917em;"><span class="stl_23 stl_08" style="word-spacing:0.65em;">costa de México y Ecuador estén &nbsp;</span></div>
					<div class="stl_01" style="top: 35.8062em; left:26.2917em;"><span class="stl_23 stl_08" style="word-spacing:0.29em;">relacionadas con las variaciones en el &nbsp;</span></div>
					<div class="stl_01" style="top: 37.6395em; left:26.2917em;"><span class="stl_23 stl_08" style="word-spacing:0.15em;">índice de alometria. Aun</span><span class="stl_23 stl_08" style="word-spacing:0.1em;">&nbsp;no se</span><span class="stl_23 stl_08" style="word-spacing:0.15em;">&nbsp;dispone &nbsp;</span></div>
					<div class="stl_01" style="top: 39.4729em; left:26.2917em;"><span class="stl_23 stl_08" style="word-spacing:0.4em;">de información sobre este índice en &nbsp;</span></div>
					<div class="stl_01" style="top: 41.3079em; left:26.2917em;"><span class="stl_23" style="word-spacing:0.27em;">otras zonas donde está distribuida la &nbsp;</span></div>
					<div class="stl_01" style="top: 43.1412em; left:26.2917em;"><span class="stl_23" style="word-spacing:0.52em;">especie para estimar si existe una &nbsp;</span></div>
					<div class="stl_01" style="top: 44.9579em; left:26.2917em;"><span class="stl_23 stl_08" style="word-spacing:0.31em;">tendencia definida de este parámetro &nbsp;</span></div>
					<div class="stl_01" style="top: 46.7912em; left:26.2917em;"><span class="stl_23" style="word-spacing:0em;">con la latitud. &nbsp;</span></div>
					<div class="stl_01" style="top: 26.7965em; left:10.0042em;"><span class="stl_18 stl_08" style="font-weight:bold; word-spacing:0.06em;">Elaborado por: </span><span class="stl_16 stl_09" style="word-spacing:0em;">Johanna Luca<span class="stl_08">s. &nbsp;</span></span></div>
					<div class="stl_01" style="top: 29.6537em; left:7.0854em;"><span class="stl_23 stl_08" style="word-spacing:0.38em;">Los ejemplares desembarcados de </span><span class="stl_32" style="font-style:italic; word-spacing:0.31em;">D. &nbsp;</span></div>
					<div class="stl_01" style="top: 31.4879em; left:7.0854em;"><span class="stl_32 stl_08" style="font-style:italic; word-spacing:0.62em;">labarum </span><span class="stl_23 stl_08" style="word-spacing:0.61em;">en el Puerto de Jaramijó &nbsp;</span></div>
					<div class="stl_01" style="top: 33.3062em; left:7.0854em;"><span class="stl_23 stl_08" style="word-spacing:0.57em;">presentaron una variación de tallas &nbsp;</span></div>
					<div class="stl_01" style="top: 35.1395em; left:7.0854em;"><span class="stl_23 stl_08" style="word-spacing:0.14em;">considerable, entre 15 a 25 cm LT,</span><span class="stl_23 stl_08" style="word-spacing:0.13em;">&nbsp;con &nbsp;</span></div>
					<div class="stl_01" style="top: 36.9729em; left:7.0854em;"><span class="stl_23 stl_08" style="word-spacing:0.19em;">ausencia de tallas</span><span class="stl_23 stl_08" style="word-spacing:0.18em;">&nbsp;menores. La</span><span class="stl_23 stl_08" style="word-spacing:0.19em;">&nbsp;escasez &nbsp;</span></div>
					<div class="stl_01" style="top: 38.8062em; left:7.0854em;"><span class="stl_23 stl_08" style="word-spacing:0.02em;">de juveniles en los ejemplares evaluados &nbsp;</span></div>
					<div class="stl_01" style="top: 40.6395em; left:7.0854em;"><span class="stl_23 stl_08" style="word-spacing:0.88em;">puede deberse al escaso interés &nbsp;</span></div>
					<div class="stl_01" style="top: 42.4745em; left:7.0854em;"><span class="stl_23 stl_08" style="word-spacing:0.5em;">comercial, o a que su captura sea &nbsp;</span></div>
					<div class="stl_01" style="top: 44.3079em; left:7.0854em;"><span class="stl_23 stl_08" style="word-spacing:0.25em;">reducida en el palangre. La estructura &nbsp;</span></div>
					<div class="stl_01" style="top: 46.1245em; left:7.0854em;"><span class="stl_23 stl_08" style="word-spacing:0.12em;">observada en</span><span class="stl_23 stl_08" style="word-spacing:0.1em;">&nbsp;Jaramijó fue</span><span class="stl_23 stl_08" style="word-spacing:0.07em;">&nbsp;parecida a</span><span class="stl_23 stl_08" style="word-spacing:0.06em;">&nbsp;la &nbsp;</span></div>
					<div class="stl_01" style="top: 47.9587em; left:7.0854em;"><span class="stl_23" style="word-spacing:-0.04em;">reportada por Bernabé et al</span><span class="stl_32" style="font-style:italic; word-spacing:-0.04em;">. </span><span class="stl_23" style="word-spacing:-0.04em;">(2010) para &nbsp;</span></div>
					<div class="stl_01" style="top: 49.7912em; left:7.0854em;"><span class="stl_23 stl_08" style="word-spacing:0.27em;">la misma especie,</span><span class="stl_23 stl_08" style="word-spacing:0.25em;">&nbsp;quienes</span><span class="stl_23 stl_08" style="word-spacing:0.27em;">&nbsp;encuentran &nbsp;</span></div>
					<div class="stl_01" style="top: 51.627em; left:7.0854em;"><span class="stl_23 stl_08" style="word-spacing:0.38em;">tallas entre 8.1 y 22.6 cm LT en la &nbsp;</span></div>
					<div class="stl_01" style="top: 49.292em; left:26.2917em;"><span class="stl_23 stl_08" style="word-spacing:0.15em;">La relación talla-peso, permite medir la &nbsp;</span></div>
					<div class="stl_01" style="top: 51.127em; left:26.2917em;"><span class="stl_23 stl_08" style="word-spacing:0.04em;">variación del peso esperado para un pez &nbsp;</span></div>
					<div class="stl_01" style="top: 52.9604em; left:26.2917em;"><span class="stl_23 stl_08" style="word-spacing:0.16em;">o grupos</span><span class="stl_23 stl_08" style="word-spacing:0.12em;">&nbsp;de peces,</span><span class="stl_23 stl_08" style="word-spacing:0.13em;">&nbsp;en base</span><span class="stl_23 stl_08" style="word-spacing:0.1em;">&nbsp;a su</span><span class="stl_23 stl_08" style="word-spacing:0.14em;">&nbsp;talla</span><span class="stl_23 stl_08" style="word-spacing:0.11em;">&nbsp;y &nbsp;</span></div>
					<div class="stl_01" style="top: 54.7937em; left:26.2917em;"><span class="stl_23" style="word-spacing:0.44em;">constituye un parámetro importante &nbsp;</span></div>
					<div class="stl_01" style="top: 56.627em; left:26.2917em;"><span class="stl_23 stl_08" style="word-spacing:0.43em;">para la construcción de modelos de &nbsp;</span></div>
					<div class="stl_01" style="top: 58.4437em; left:26.2917em;"><span class="stl_23 stl_08" style="word-spacing:0.26em;">pesquerías (Rodríguez, 1992; Sparre &amp; &nbsp;</span></div>
					<div class="stl_01" style="top: 60.2787em; left:26.2917em;"><span class="stl_23 stl_08" style="word-spacing:0.39em;">Venema, 1995). Cabe señalar que, a &nbsp;</span></div>
					<div class="stl_01" style="top: 62.1124em; left:26.2917em;"><span class="stl_23" style="word-spacing:0.51em;">través de esta relación, es posible &nbsp;</span></div>
					<div class="stl_01" style="top: 53.4604em; left:7.0854em;"><span class="stl_23">plataforma &nbsp;</span></div>
					<div class="stl_01" style="top: 53.4604em; left:13.2614em;"><span class="stl_23 stl_09">continenta<span class="stl_08">l &nbsp;</span></span></div>
					<div class="stl_01" style="top: 53.4604em; left:19.5364em;"><span class="stl_23">en &nbsp;</span></div>
					<div class="stl_01" style="top: 53.4604em; left:22.2174em;"><span class="stl_23">las &nbsp;</span></div>
					<div class="stl_01" style="top: 55.2937em; left:7.0854em;"><span class="stl_23" style="word-spacing:0.07em;">proximidades de</span><span class="stl_23" style="word-spacing:0.08em;">&nbsp;la</span><span class="stl_23" style="word-spacing:0.06em;">&nbsp;desembocadura</span><span class="stl_23" style="word-spacing:0.08em;">&nbsp;del &nbsp;</span></div>
					<div class="stl_01" style="top: 57.127em; left:7.0854em;"><span class="stl_23 stl_08" style="word-spacing:0.65em;">río Cuitzmala (Jalisco, México). Las &nbsp;</span></div>
					<div class="stl_01" style="top: 58.9437em; left:7.0854em;"><span class="stl_23" style="word-spacing:0.95em;">menores tallas de este estudio &nbsp;</span></div>
					<div class="stl_01" style="top: 60.7795em; left:7.0854em;"><span class="stl_23 stl_08" style="word-spacing:0.64em;">posiblemente se deben a que los &nbsp;</span></div>
					<div class="stl_01" style="top: 62.6124em; left:7.0854em;"><span class="stl_23 stl_08" style="word-spacing:0.14em;">autores utilizaron redes de</span><span class="stl_23 stl_08" style="word-spacing:0.14em;">&nbsp;arrastre.</span><span class="stl_23 stl_08" style="word-spacing:0.09em;">&nbsp;De &nbsp;</span></div>
					<div class="stl_01" style="top: 66.1378em; left:42.1125em;"><span class="stl_19" style="font-style:italic;">9</span></div>
				</div>
			</div>
		</div>
		<div class="stl_02">
			<div class="stl_03">
				<img 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					<div class="stl_01" style="top: 2.8676em; left:7.0854em;"><span class="stl_10 stl_08" style="font-style:italic; word-spacing:-0.01em;">Revista de</span><span class="stl_10 stl_08" style="font-style:italic; word-spacing:0em;">&nbsp;Ciencias de<span class="stl_09">l</span></span><span class="stl_10 stl_08" style="font-style:italic; word-spacing:-0.03em;">&nbsp;Mar</span><span class="stl_10 stl_08" style="font-style:italic; word-spacing:0em;">&nbsp;y</span><span class="stl_10 stl_08" style="font-style:italic; word-spacing:0.02em;">&nbsp;Acuicultura</span><span class="stl_10 stl_08" style="word-spacing:0.01em;">&nbsp;</span><span class="stl_07 stl_08" style="font-style:italic; word-spacing:0.01em;">“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="font-style:italic; word-spacing:0em;">&nbsp;2</span><span class="stl_07 stl_08" style="font-style:italic; word-spacing:0.03em;">&nbsp;(Núm.3)</span><span class="stl_07 stl_08" style="font-style:italic; word-spacing:-0.01em;">&nbsp;(ene</span><span class="stl_07 stl_08" style="font-style:italic; word-spacing:0.01em;">&nbsp;–</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 2019).</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:0.08em;">Estimación de</span><span class="stl_10 stl_08" style="font-style:italic; word-spacing:0.1em;">&nbsp;la Dinámica</span><span class="stl_10 stl_08" style="font-style:italic; word-spacing:0.09em;">&nbsp;Reproductiva del</span><span class="stl_10 stl_08" style="font-style:italic; word-spacing:0.07em;">&nbsp;Camotillo</span><span class="stl_10 stl_08" style="font-style:italic; word-spacing:0.09em;">&nbsp;Espinoso,</span><span class="stl_10 stl_08" style="font-style:italic; word-spacing:0.12em;">&nbsp;Diplectrum</span><span class="stl_10 stl_08" style="font-style:italic; word-spacing:0.09em;">&nbsp;Labarum Rosenblatt</span><span class="stl_10 stl_08" style="font-style:italic; word-spacing:0.1em;">&nbsp;y</span><span class="stl_10 stl_08" style="font-style:italic; word-spacing:0.09em;">&nbsp;Jhonson, 1974</span><span class="stl_10 stl_08" style="font-style:italic; word-spacing:0.12em;">&nbsp;(Pisces: &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:-0.01em;">Serranidae) desembarcado</span><span class="stl_10 stl_08" style="font-style:italic; word-spacing:-0.01em;">&nbsp;en</span><span class="stl_10 stl_08" style="font-style:italic; word-spacing:-0.01em;">&nbsp;el</span><span class="stl_10 stl_08" style="font-style:italic; word-spacing:0.02em;">&nbsp;puerto</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:0.03em;">&nbsp;Jaramijó,</span><span class="stl_10 stl_08" style="font-style:italic; word-spacing:0em;">&nbsp;Manabí,</span><span class="stl_10 stl_08" style="font-style:italic; word-spacing:0.03em;">&nbsp;Ecuador. &nbsp;</span></div>
					<div class="stl_01" style="top: 6.3995em; left:7.0854em;"><span class="stl_23 stl_08" style="word-spacing:0.07em;">comparar grupos de peces y es también &nbsp;</span></div>
					<div class="stl_01" style="top: 8.2337em; left:7.0854em;"><span class="stl_23 stl_08" style="word-spacing:0.08em;">una herramienta en las estimaciones de &nbsp;</span></div>
					<div class="stl_01" style="top: 10.0662em; left:7.0854em;"><span class="stl_23 stl_08" style="word-spacing:0.62em;">biomasas de peces (Gulland, 1983; &nbsp;</span></div>
					<div class="stl_01" style="top: 11.9004em; left:7.0854em;"><span class="stl_23 stl_09" style="word-spacing:0.62em;">Safran, 1992; Entsua-Mensa<span class="stl_08">h</span></span><span class="stl_23 stl_08" style="word-spacing:0.04em;">&nbsp;et</span><span class="stl_23 stl_08" style="word-spacing:0.65em;">&nbsp;al., &nbsp;</span></div>
					<div class="stl_01" style="top: 6.3995em; left:26.2917em;"><span class="stl_23" style="word-spacing:0.1em;">peso de estómagos que</span><span class="stl_23" style="word-spacing:0.08em;">&nbsp;pudieran</span><span class="stl_23" style="word-spacing:0.1em;">&nbsp;estar &nbsp;</span></div>
					<div class="stl_01" style="top: 8.2337em; left:26.2917em;"><span class="stl_23 stl_08" style="word-spacing:0.35em;">con diferentes niveles de llenura.</span><span class="stl_23 stl_08" style="word-spacing:0.28em;">&nbsp;Sin &nbsp;</span></div>
					<div class="stl_01" style="top: 10.0662em; left:26.2917em;"><span class="stl_23" style="word-spacing:0.12em;">embargo, la</span><span class="stl_23" style="word-spacing:0.11em;">&nbsp;proporción</span><span class="stl_23" style="word-spacing:0.13em;">&nbsp;de</span><span class="stl_23" style="word-spacing:0.13em;">&nbsp;organismos &nbsp;</span></div>
					<div class="stl_01" style="top: 11.9004em; left:26.2917em;"><span class="stl_23 stl_08" style="word-spacing:0.47em;">con contenidos estómagos vacíos se &nbsp;</span></div>
					<div class="stl_01" style="top: 13.7354em; left:26.2917em;"><span class="stl_23 stl_08" style="word-spacing:0.07em;">acercó al 80% en la población estudiada &nbsp;</span></div>
					<div class="stl_01" style="top: 15.5687em; left:26.2917em;"><span class="stl_23" style="word-spacing:-0.02em;">de </span><span class="stl_32 stl_08" style="font-style:italic; word-spacing:0.03em;">D. labarum </span><span class="stl_23 stl_08" style="word-spacing:0.06em;">(J. Delgado, ULEAM, com. &nbsp;</span></div>
					<div class="stl_01" style="top: 17.402em; left:26.2917em;"><span class="stl_23 stl_09">pers.)<span class="stl_24">. &nbsp;</span></span></div>
					<div class="stl_01" style="top: 13.7354em; left:7.0854em;"><span class="stl_23 stl_09">1995)<span class="stl_08">. &nbsp;</span></span></div>
					<div class="stl_01" style="top: 16.2354em; left:7.0854em;"><span class="stl_23 stl_08" style="word-spacing:0.46em;">El esfuerzo reproductivo primario se &nbsp;</span></div>
					<div class="stl_01" style="top: 18.0687em; left:7.0854em;"><span class="stl_23 stl_08" style="word-spacing:2.13em;">considera como el índice &nbsp;</span></div>
					<div class="stl_01" style="top: 19.8854em; left:7.0854em;"><span class="stl_23 stl_08" style="word-spacing:1.15em;">gonadosomático, el cual es el &nbsp;</span></div>
					<div class="stl_01" style="top: 21.7187em; left:7.0854em;"><span class="stl_23" style="word-spacing:0.18em;">porcentaje del peso de la gónada con &nbsp;</span></div>
					<div class="stl_01" style="top: 23.5545em; left:7.0854em;"><span class="stl_23 stl_08" style="word-spacing:0.36em;">respecto al peso total del organismo &nbsp;</span></div>
					<div class="stl_01" style="top: 19.8854em; left:26.2917em;"><span class="stl_23">Obando</span><span class="stl_23 stl_08" style="word-spacing:0.04em;">&nbsp;</span><span class="stl_32" style="font-style:italic; word-spacing:0.04em;">y</span><span class="stl_32 stl_08" style="word-spacing:0.03em;">&nbsp;</span><span class="stl_23" style="word-spacing:0.03em;">León (1989),</span><span class="stl_23 stl_08" style="word-spacing:0.12em;">&nbsp;muestran</span><span class="stl_23 stl_08" style="word-spacing:0.06em;">&nbsp;que</span><span class="stl_23 stl_08" style="word-spacing:0.05em;">&nbsp;la &nbsp;</span></div>
					<div class="stl_01" style="top: 21.7187em; left:26.2917em;"><span class="stl_23">especie</span><span class="stl_23 stl_08" style="word-spacing:0.13em;">&nbsp;</span><span class="stl_32 stl_08" style="font-style:italic; word-spacing:0.22em;">D. formosum</span><span class="stl_32 stl_08" style="word-spacing:0.14em;">&nbsp;</span><span class="stl_23 stl_08" style="word-spacing:0.17em;">en el Mar</span><span class="stl_23 stl_08" style="word-spacing:0.18em;">&nbsp;Caribe &nbsp;</span></div>
					<div class="stl_01" style="top: 23.5545em; left:26.2917em;"><span class="stl_23 stl_08" style="word-spacing:0.99em;">posee una dinámica reproductiva &nbsp;</span></div>
					<div class="stl_01" style="top: 25.3879em; left:26.2917em;"><span class="stl_23 stl_08" style="word-spacing:0.26em;">enmarcada en dos tendencias,</span><span class="stl_23 stl_08" style="word-spacing:0.19em;">&nbsp;una</span><span class="stl_23 stl_08" style="word-spacing:0.2em;">&nbsp;de &nbsp;</span></div>
					<div class="stl_01" style="top: 27.2212em; left:26.2917em;"><span class="stl_23" style="word-spacing:0.92em;">no reproducción, que va desde &nbsp;</span></div>
					<div class="stl_01" style="top: 25.3879em; left:7.0854em;"><span class="stl_23 stl_09" style="word-spacing:0.01em;">(Miller, 1984<span class="stl_08">). &nbsp;</span></span></div>
					<div class="stl_01" style="top: 27.8879em; left:7.0854em;"><span class="stl_23 stl_08" style="word-spacing:1.29em;">El haber encontrado individuos &nbsp;</span></div>
					<div class="stl_01" style="top: 29.7212em; left:7.0854em;"><span class="stl_23 stl_08" style="word-spacing:0.35em;">maduros durante todo el periodo de &nbsp;</span></div>
					<div class="stl_01" style="top: 31.5545em; left:7.0854em;"><span class="stl_23" style="word-spacing:0.16em;">estudio evidenció</span><span class="stl_23" style="word-spacing:0.14em;">&nbsp;que la</span><span class="stl_23" style="word-spacing:0.16em;">&nbsp;especie</span><span class="stl_23" style="word-spacing:0.14em;">&nbsp;tiene &nbsp;</span></div>
					<div class="stl_01" style="top: 33.3729em; left:7.0854em;"><span class="stl_23" style="word-spacing:0.03em;">un periodo amplio de</span><span class="stl_23" style="word-spacing:0.03em;">&nbsp;reproducción.</span><span class="stl_23" style="word-spacing:0.02em;">&nbsp;Sin &nbsp;</span></div>
					<div class="stl_01" style="top: 35.2062em; left:7.0854em;"><span class="stl_23 stl_08" style="word-spacing:0.69em;">embargo, el índice gonadosomático &nbsp;</span></div>
					<div class="stl_01" style="top: 37.0395em; left:7.0854em;"><span class="stl_23" style="word-spacing:0.06em;">mensual de</span><span class="stl_23" style="word-spacing:0em;">&nbsp;</span><span class="stl_32" style="font-style:italic; word-spacing:0em;">D.</span><span class="stl_32" style="font-style:italic; word-spacing:0.06em;">&nbsp;labarum</span><span class="stl_32" style="word-spacing:0.07em;">&nbsp;</span><span class="stl_23" style="word-spacing:0.07em;">reveló</span><span class="stl_23" style="word-spacing:0.06em;">&nbsp;que</span><span class="stl_23" style="word-spacing:0.06em;">&nbsp;esta &nbsp;</span></div>
					<div class="stl_01" style="top: 38.8729em; left:7.0854em;"><span class="stl_23" style="word-spacing:-0.02em;">especie posee al menos dos periodos de &nbsp;</span></div>
					<div class="stl_01" style="top: 40.7062em; left:7.0854em;"><span class="stl_23 stl_08" style="word-spacing:0.27em;">reproducción más intensa enmarcados &nbsp;</span></div>
					<div class="stl_01" style="top: 42.5412em; left:7.0854em;"><span class="stl_23 stl_08" style="word-spacing:0.05em;">en los meses de marzo y mayo. &nbsp;</span></div>
					<div class="stl_01" style="top: 29.0545em; left:26.2917em;"><span class="stl_23" style="word-spacing:1.13em;">noviembre hasta abril, &nbsp;</span></div>
					<div class="stl_01" style="top: 29.0545em; left:39.0417em;"><span class="stl_23">y</span></div>
					<div class="stl_01" style="top: 29.0545em; left:40.8407em;"><span class="stl_23 stl_09">otr<span class="stl_08">a &nbsp;</span></span></div>
					<div class="stl_01" style="top: 30.8879em; left:26.2917em;"><span class="stl_23 stl_09" style="word-spacing:0.11em;">reproductiva, qu<span class="stl_08">e</span></span><span class="stl_23 stl_08" style="word-spacing:0.18em;">&nbsp;abarca los meses</span><span class="stl_23 stl_08" style="word-spacing:0.15em;">&nbsp;de &nbsp;</span></div>
					<div class="stl_01" style="top: 32.7062em; left:26.2917em;"><span class="stl_23 stl_09" style="word-spacing:-0.01em;">junio hasta septiembre<span class="stl_24">. &nbsp;</span></span></div>
					<div class="stl_01" style="top: 35.2062em; left:26.525em;"><span class="stl_23" style="word-spacing:0.11em;">D. Pilligua (Uleam, com.</span><span class="stl_23" style="word-spacing:0.09em;">&nbsp;pers.)</span><span class="stl_23" style="word-spacing:0.1em;">&nbsp;reporta &nbsp;</span></div>
					<div class="stl_01" style="top: 37.0395em; left:26.2917em;"><span class="stl_23 stl_08" style="word-spacing:0.34em;">que </span><span class="stl_32 stl_08" style="font-style:italic; word-spacing:0.38em;">D. conceptione </span><span class="stl_23 stl_08" style="word-spacing:0.36em;">en las costas de &nbsp;</span></div>
					<div class="stl_01" style="top: 38.8729em; left:26.2917em;"><span class="stl_23 stl_08" style="word-spacing:0.04em;">Manabí, Ecuador, presenta dos periodos &nbsp;</span></div>
					<div class="stl_01" style="top: 40.7062em; left:26.2917em;"><span class="stl_23 stl_08" style="word-spacing:0.87em;">de reproducción más intensa en &nbsp;</span></div>
					<div class="stl_01" style="top: 42.5412em; left:26.2917em;"><span class="stl_23" style="word-spacing:0.06em;">septiembre y marzo. Por</span><span class="stl_23" style="word-spacing:0.04em;">&nbsp;su</span><span class="stl_23" style="word-spacing:0.05em;">&nbsp;parte,</span><span class="stl_23" style="word-spacing:0.06em;">&nbsp;Vera &nbsp;</span></div>
					<div class="stl_01" style="top: 44.3754em; left:26.2917em;"><span class="stl_23">(</span></div>
					<div class="stl_01" style="top: 44.3754em; left:26.5947em;"><span class="stl_23 stl_08" style="word-spacing:0.08em;">2008), propone que la reproducción de &nbsp;</span></div>
					<div class="stl_01" style="top: 45.0412em; left:7.0854em;"><span class="stl_23 stl_08" style="word-spacing:0.4em;">La variación del IGS usando el peso &nbsp;</span></div>
					<div class="stl_01" style="top: 46.8587em; left:7.0854em;"><span class="stl_23" style="word-spacing:0.13em;">eviscerado mostró</span><span class="stl_23 stl_08" style="word-spacing:0.17em;">&nbsp;un patrón similar</span><span class="stl_23 stl_08" style="word-spacing:0.14em;">&nbsp;al &nbsp;</span></div>
					<div class="stl_01" style="top: 48.692em; left:7.0854em;"><span class="stl_23 stl_08" style="word-spacing:0.19em;">del peso total. Así mismo,</span><span class="stl_23 stl_08" style="word-spacing:0.13em;">&nbsp;la</span><span class="stl_23 stl_08" style="word-spacing:0.21em;">&nbsp;magnitud &nbsp;</span></div>
					<div class="stl_01" style="top: 50.5245em; left:7.0854em;"><span class="stl_23 stl_08" style="word-spacing:0.22em;">de las variaciones del IGS con el peso &nbsp;</span></div>
					<div class="stl_01" style="top: 52.3604em; left:7.0854em;"><span class="stl_23 stl_08" style="word-spacing:0.05em;">eviscerado y total fueron similares, pues &nbsp;</span></div>
					<div class="stl_01" style="top: 54.1937em; left:7.0854em;"><span class="stl_23 stl_08" style="word-spacing:0.96em;">los coeficientes de variación no &nbsp;</span></div>
					<div class="stl_01" style="top: 56.027em; left:7.0854em;"><span class="stl_23 stl_09" style="word-spacing:0.95em;">mostraron diferencias significati<span class="stl_08">vas &nbsp;</span></span></div>
					<div class="stl_01" style="top: 57.8604em; left:7.0854em;"><span class="stl_23" style="word-spacing:0.27em;">entre ellos. Se esperaba que el peso &nbsp;</span></div>
					<div class="stl_01" style="top: 59.6937em; left:7.0854em;"><span class="stl_23 stl_09" style="word-spacing:0.31em;">eviscerado produjera una variabilid<span class="stl_08">ad &nbsp;</span></span></div>
					<div class="stl_01" style="top: 61.5124em; left:7.0854em;"><span class="stl_23 stl_08" style="word-spacing:0.08em;">menor del IGS e</span><span class="stl_23 stl_08" style="word-spacing:0.08em;">&nbsp;IHS,</span><span class="stl_23 stl_08" style="word-spacing:0.05em;">&nbsp;al no</span><span class="stl_23 stl_08" style="word-spacing:0.14em;">&nbsp;considerar</span><span class="stl_23 stl_08" style="word-spacing:0.06em;">&nbsp;el &nbsp;</span></div>
					<div class="stl_01" style="top: 46.192em; left:26.2917em;"><span class="stl_32 stl_09" style="font-style:italic; word-spacing:0.06em;">D. conception<span class="stl_08">e</span></span><span class="stl_32 stl_08" style="word-spacing:0.06em;">&nbsp;</span><span class="stl_23" style="word-spacing:0.06em;">en</span><span class="stl_23 stl_08" style="word-spacing:0.08em;">&nbsp;la región de</span><span class="stl_23 stl_08" style="word-spacing:0.11em;">&nbsp;Tumbes, &nbsp;</span></div>
					<div class="stl_01" style="top: 48.0254em; left:26.2917em;"><span class="stl_23 stl_08" style="word-spacing:0.36em;">Perú, es más intensa entre agosto y &nbsp;</span></div>
					<div class="stl_01" style="top: 49.8587em; left:26.2917em;"><span class="stl_23" style="word-spacing:0.16em;">octubre y sugiere establecer una veda &nbsp;</span></div>
					<div class="stl_01" style="top: 51.6937em; left:26.2917em;"><span class="stl_23 stl_09" style="word-spacing:-0.01em;">reproductiva en ese period<span class="stl_24">o. &nbsp;</span></span></div>
					<div class="stl_01" style="top: 54.1937em; left:26.2917em;"><span class="stl_23 stl_08" style="word-spacing:0.07em;">La Secretaría de Recursos Pesqueros del &nbsp;</span></div>
					<div class="stl_01" style="top: 56.027em; left:26.2917em;"><span class="stl_23" style="word-spacing:-0.04em;">Ecuador, establece una veda durante los &nbsp;</span></div>
					<div class="stl_01" style="top: 57.8604em; left:26.2917em;"><span class="stl_23 stl_08" style="word-spacing:0.06em;">meses febrero y marzo de cada año con &nbsp;</span></div>
					<div class="stl_01" style="top: 59.6937em; left:26.2917em;"><span class="stl_23 stl_08" style="word-spacing:0.24em;">el objetivo</span><span class="stl_23 stl_08" style="word-spacing:0.17em;">&nbsp;de mitigar el</span><span class="stl_23 stl_08" style="word-spacing:0.21em;">&nbsp;impacto</span><span class="stl_23 stl_08" style="word-spacing:0.15em;">&nbsp;de</span><span class="stl_23 stl_08" style="word-spacing:0.15em;">&nbsp;la &nbsp;</span></div>
					<div class="stl_01" style="top: 61.5124em; left:26.2917em;"><span class="stl_23 stl_08" style="word-spacing:0.25em;">pesca sobre el período reproductivo y &nbsp;</span></div>
					<div class="stl_01" style="top: 66.1378em; left:41.6792em;"><span class="stl_19 stl_08" style="font-style:italic;">10 &nbsp;</span></div>
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			<div class="stl_03">
				<img 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alt="" class="stl_45" />
			</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 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="font-style:italic; word-spacing:0em;">&nbsp;2</span><span class="stl_07 stl_08" style="font-style:italic; word-spacing:0.03em;">&nbsp;(Núm.3)</span><span class="stl_07 stl_08" style="font-style:italic; word-spacing:-0.01em;">&nbsp;(ene</span><span class="stl_07 stl_08" style="font-style:italic; word-spacing:0.04em;">&nbsp;–</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 2019).</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:0.04em;">Lucas-Delgado (2019) &nbsp;</span></div>
					<div class="stl_01" style="top: 5.8329em; left:7.0854em;"><span class="stl_23 stl_08" style="word-spacing:0.06em;">desove de los peces pelágicos pequeños &nbsp;</span></div>
					<div class="stl_01" style="top: 7.667em; left:7.3884em;"><span class="stl_23 stl_08" style="word-spacing:0.05em;">SRP, 2018). Esta veda también se aplica &nbsp;</span></div>
					<div class="stl_01" style="top: 9.4995em; left:9.7494em;"><span class="stl_23 stl_08" style="word-spacing:2.04em;">los recursos demersales &nbsp;</span></div>
					<div class="stl_01" style="top: 5.8329em; left:26.2917em;"><span class="stl_23" style="word-spacing:0.06em;">durante el periodo reproductivo,</span><span class="stl_23 stl_08" style="word-spacing:0.07em;">&nbsp;por</span><span class="stl_23 stl_08" style="word-spacing:0.08em;">&nbsp;lo &nbsp;</span></div>
					<div class="stl_01" style="top: 7.667em; left:7.0854em;"><span class="stl_23">(</span></div>
					<div class="stl_01" style="top: 7.667em; left:26.2917em;"><span class="stl_23 stl_08" style="word-spacing:0.77em;">que no requeriría derivar energía &nbsp;</span></div>
					<div class="stl_01" style="top: 9.4995em; left:26.2917em;"><span class="stl_23 stl_08" style="word-spacing:0.77em;">acumulada en el hígado para la &nbsp;</span></div>
					<div class="stl_01" style="top: 11.3337em; left:26.2917em;"><span class="stl_23 stl_09" style="word-spacing:-0.01em;">formación de tejido gonadal<span class="stl_24">. &nbsp;</span></span></div>
					<div class="stl_01" style="top: 9.4995em; left:7.0854em;"><span class="stl_23">a</span></div>
					<div class="stl_01" style="top: 11.3337em; left:7.0854em;"><span class="stl_23" style="word-spacing:0.23em;">desembarcados por la flota artesanal. &nbsp;</span></div>
					<div class="stl_01" style="top: 13.1687em; left:7.0854em;"><span class="stl_23 stl_08" style="word-spacing:0.54em;">Los resultados del presente estudio &nbsp;</span></div>
					<div class="stl_01" style="top: 15.002em; left:7.0854em;"><span class="stl_23 stl_08" style="word-spacing:0.05em;">apoyan las medidas de protección sobre &nbsp;</span></div>
					<div class="stl_01" style="top: 16.8187em; left:7.0854em;"><span class="stl_23 stl_08" style="word-spacing:0.14em;">el recurso</span><span class="stl_23 stl_08" style="word-spacing:0.05em;">&nbsp;de</span><span class="stl_23 stl_08" style="word-spacing:0.07em;">&nbsp;</span><span class="stl_32" style="font-style:italic; word-spacing:0.07em;">D.</span><span class="stl_32 stl_08" style="font-style:italic; word-spacing:0.1em;">&nbsp;labarum</span><span class="stl_32 stl_08" style="word-spacing:0.06em;">&nbsp;</span><span class="stl_23" style="word-spacing:0.06em;">en</span><span class="stl_23 stl_08" style="word-spacing:0.11em;">&nbsp;vigor,</span><span class="stl_23 stl_08" style="word-spacing:0.08em;">&nbsp;pues &nbsp;</span></div>
					<div class="stl_01" style="top: 18.652em; left:7.0854em;"><span class="stl_23 stl_08" style="word-spacing:0.11em;">al menos</span><span class="stl_23 stl_08" style="word-spacing:0.06em;">&nbsp;uno</span><span class="stl_23 stl_08" style="word-spacing:0.07em;">&nbsp;de los</span><span class="stl_23 stl_08" style="word-spacing:0.08em;">&nbsp;períodos de</span><span class="stl_23 stl_08" style="word-spacing:0.09em;">&nbsp;mayor &nbsp;</span></div>
					<div class="stl_01" style="top: 20.4854em; left:7.0854em;"><span class="stl_23 stl_08" style="word-spacing:0.31em;">actividad reproductiva coincide con la &nbsp;</span></div>
					<div class="stl_01" style="top: 22.3187em; left:7.0854em;"><span class="stl_23 stl_09">veda<span class="stl_24">. &nbsp;</span></span></div>
					<div class="stl_01" style="top: 13.8354em; left:26.2917em;"><span class="stl_23 stl_08" style="word-spacing:0.2em;">Obando y León,</span><span class="stl_23 stl_08" style="word-spacing:0.19em;">&nbsp;(1989) señalan que</span><span class="stl_23 stl_08" style="word-spacing:0.15em;">&nbsp;</span><span class="stl_32" style="font-style:italic; word-spacing:0.15em;">D. &nbsp;</span></div>
					<div class="stl_01" style="top: 15.6687em; left:26.2917em;"><span class="stl_32" style="font-style:italic;">formosum</span><span class="stl_32 stl_08" style="word-spacing:0.11em;">&nbsp;</span><span class="stl_23 stl_08" style="word-spacing:0.17em;">eleva el gasto</span><span class="stl_23 stl_08" style="word-spacing:0.18em;">&nbsp;energético</span><span class="stl_23 stl_08" style="word-spacing:0.11em;">&nbsp;en &nbsp;</span></div>
					<div class="stl_01" style="top: 17.4854em; left:26.2917em;"><span class="stl_23 stl_08" style="word-spacing:0.16em;">plena época reproductiva y</span><span class="stl_23 stl_08" style="word-spacing:0.11em;">&nbsp;esta</span><span class="stl_23 stl_08" style="word-spacing:0.13em;">&nbsp;ocurre &nbsp;</span></div>
					<div class="stl_01" style="top: 19.3187em; left:26.2917em;"><span class="stl_23 stl_08" style="word-spacing:0.76em;">luego de periodos de abundancia &nbsp;</span></div>
					<div class="stl_01" style="top: 21.152em; left:26.2917em;"><span class="stl_23 stl_09" style="word-spacing:0.02em;">alimenticia. Es<span class="stl_08">tos</span></span><span class="stl_23 stl_08" style="word-spacing:0.07em;">&nbsp;últimos</span><span class="stl_23 stl_08" style="word-spacing:0.08em;">&nbsp;muchas</span><span class="stl_23 stl_08" style="word-spacing:0.07em;">&nbsp;veces &nbsp;</span></div>
					<div class="stl_01" style="top: 22.9879em; left:26.2917em;"><span class="stl_23 stl_08" style="word-spacing:0.76em;">se dan días después de sucesos &nbsp;</span></div>
					<div class="stl_01" style="top: 24.8212em; left:26.2917em;"><span class="stl_23 stl_08" style="word-spacing:0.91em;">naturales, como la presencia de &nbsp;</span></div>
					<div class="stl_01" style="top: 26.6537em; left:26.2917em;"><span class="stl_23 stl_08" style="word-spacing:0.07em;">corrientes marinas y lluvias que aportan &nbsp;</span></div>
					<div class="stl_01" style="top: 28.4879em; left:26.2917em;"><span class="stl_23" style="word-spacing:1.05em;">nutrientes para la productividad &nbsp;</span></div>
					<div class="stl_01" style="top: 30.3045em; left:26.2917em;"><span class="stl_23 stl_08" style="word-spacing:1.05em;">primaria en ecosistemas marinos &nbsp;</span></div>
					<div class="stl_01" style="top: 32.1395em; left:26.2917em;"><span class="stl_23 stl_08" style="word-spacing:0.08em;">(Nybakken y Bertness, 2004). &nbsp;</span></div>
					<div class="stl_01" style="top: 24.8212em; left:7.0854em;"><span class="stl_23 stl_08" style="word-spacing:0.17em;">El índice Hepatosomático y</span><span class="stl_23 stl_08" style="word-spacing:0.09em;">&nbsp;la</span><span class="stl_23 stl_08" style="word-spacing:0.17em;">&nbsp;actividad &nbsp;</span></div>
					<div class="stl_01" style="top: 26.6537em; left:7.0854em;"><span class="stl_23">gonadal &nbsp;</span></div>
					<div class="stl_01" style="top: 26.6537em; left:12.3614em;"><span class="stl_23">están &nbsp;</span></div>
					<div class="stl_01" style="top: 26.6537em; left:16.6084em;"><span class="stl_23">asociados &nbsp;</span></div>
					<div class="stl_01" style="top: 26.6537em; left:22.6174em;"><span class="stl_23 stl_08">al &nbsp;</span></div>
					<div class="stl_01" style="top: 28.4879em; left:7.0854em;"><span class="stl_23 stl_09" style="word-spacing:-0.02em;">requerimiento energético que demand<span class="stl_08">a &nbsp;</span></span></div>
					<div class="stl_01" style="top: 30.3045em; left:7.0854em;"><span class="stl_23 stl_08" style="word-spacing:0.17em;">el ovario</span><span class="stl_23 stl_08" style="word-spacing:0.12em;">&nbsp;para</span><span class="stl_23 stl_08" style="word-spacing:0.11em;">&nbsp;el</span><span class="stl_23 stl_08" style="word-spacing:0.14em;">&nbsp;desarrollo de</span><span class="stl_23 stl_08" style="word-spacing:0.15em;">&nbsp;ovocitos &nbsp;</span></div>
					<div class="stl_01" style="top: 32.1395em; left:7.0854em;"><span class="stl_23 stl_08" style="word-spacing:0.46em;">(Htun-Han, 1978). En el caso</span><span class="stl_23 stl_08" style="word-spacing:0.4em;">&nbsp;de</span><span class="stl_23 stl_08" style="word-spacing:0.41em;">&nbsp;</span><span class="stl_32" style="font-style:italic; word-spacing:0.41em;">D. &nbsp;</span></div>
					<div class="stl_01" style="top: 33.9729em; left:7.0854em;"><span class="stl_32 stl_08" style="font-style:italic; word-spacing:0.49em;">labarum, </span><span class="stl_23 stl_08" style="word-spacing:0.49em;">se observo un crecimiento &nbsp;</span></div>
					<div class="stl_01" style="top: 35.8062em; left:7.0854em;"><span class="stl_23" style="word-spacing:0.13em;">sostenido del IHS entre enero y</span><span class="stl_23" style="word-spacing:0.14em;">&nbsp;mayo, &nbsp;</span></div>
					<div class="stl_01" style="top: 37.6395em; left:7.0854em;"><span class="stl_23 stl_08" style="word-spacing:0.07em;">cuando se alcanzó el máximo registrado &nbsp;</span></div>
					<div class="stl_01" style="top: 39.4729em; left:7.0854em;"><span class="stl_23 stl_08" style="word-spacing:0.2em;">en el</span><span class="stl_23 stl_08" style="word-spacing:0.2em;">&nbsp;periodo de estudio</span><span class="stl_23 stl_08" style="word-spacing:0.2em;">&nbsp;y comenzó</span><span class="stl_23 stl_08" style="word-spacing:0.17em;">&nbsp;a &nbsp;</span></div>
					<div class="stl_01" style="top: 41.3079em; left:7.0854em;"><span class="stl_23 stl_09" style="word-spacing:0.21em;">descender. La sincroní<span class="stl_08">a</span></span><span class="stl_23 stl_08" style="word-spacing:0.24em;">&nbsp;en el</span><span class="stl_23 stl_08" style="word-spacing:0.28em;">&nbsp;ascenso &nbsp;</span></div>
					<div class="stl_01" style="top: 43.1412em; left:7.0854em;"><span class="stl_23 stl_08" style="word-spacing:0.4em;">del IHS con el IGS, revelaría que la &nbsp;</span></div>
					<div class="stl_01" style="top: 44.9579em; left:7.0854em;"><span class="stl_23 stl_08" style="word-spacing:0.15em;">energía requerida para la</span><span class="stl_23 stl_08" style="word-spacing:0.14em;">&nbsp;formación</span><span class="stl_23 stl_08" style="word-spacing:0.1em;">&nbsp;de &nbsp;</span></div>
					<div class="stl_01" style="top: 46.7912em; left:7.0854em;"><span class="stl_23 stl_08" style="word-spacing:0.85em;">gónadas en esta especie no es &nbsp;</span></div>
					<div class="stl_01" style="top: 48.6245em; left:7.0854em;"><span class="stl_23" style="word-spacing:0.22em;">mayormente obtenida de las</span><span class="stl_23" style="word-spacing:0.22em;">&nbsp;reservas &nbsp;</span></div>
					<div class="stl_01" style="top: 50.4579em; left:7.0854em;"><span class="stl_23 stl_08" style="word-spacing:0.54em;">del hígado sino de la alimentación &nbsp;</span></div>
					<div class="stl_01" style="top: 52.2937em; left:7.0854em;"><span class="stl_23" style="word-spacing:0.23em;">regular de la especie. Acevedo et al., &nbsp;</span></div>
					<div class="stl_01" style="top: 34.6395em; left:26.2917em;"><span class="stl_23 stl_08" style="word-spacing:0.15em;">El factor</span><span class="stl_23 stl_08" style="word-spacing:0.11em;">&nbsp;de condición</span><span class="stl_23 stl_08" style="word-spacing:0.11em;">&nbsp;(k), fue</span><span class="stl_23 stl_08" style="word-spacing:0.13em;">&nbsp;estimado &nbsp;</span></div>
					<div class="stl_01" style="top: 36.4729em; left:26.2917em;"><span class="stl_23 stl_08" style="word-spacing:0.28em;">para conocer el periodo en el que la &nbsp;</span></div>
					<div class="stl_01" style="top: 38.3062em; left:26.2917em;"><span class="stl_23 stl_08" style="word-spacing:0.36em;">especie alcanza su grado</span><span class="stl_23 stl_08" style="word-spacing:0.36em;">&nbsp;máximo</span><span class="stl_23 stl_08" style="word-spacing:0.32em;">&nbsp;de &nbsp;</span></div>
					<div class="stl_01" style="top: 40.1395em; left:26.2917em;"><span class="stl_23" style="word-spacing:0.15em;">bienestar o robustez.</span><span class="stl_23" style="word-spacing:0.17em;">&nbsp;En</span><span class="stl_23" style="word-spacing:0.15em;">&nbsp;el caso de</span><span class="stl_23" style="word-spacing:0.15em;">&nbsp;</span><span class="stl_32" style="font-style:italic; word-spacing:0.15em;">D. &nbsp;</span></div>
					<div class="stl_01" style="top: 41.9745em; left:26.2917em;"><span class="stl_32" style="font-style:italic; word-spacing:0.06em;">labarum</span><span class="stl_23" style="word-spacing:0.06em;">, se</span><span class="stl_23" style="word-spacing:0.04em;">&nbsp;determinó</span><span class="stl_23" style="word-spacing:0.06em;">&nbsp;un leve</span><span class="stl_23" style="word-spacing:0.06em;">&nbsp;ascenso &nbsp;</span></div>
					<div class="stl_01" style="top: 43.8079em; left:26.2917em;"><span class="stl_23 stl_08" style="word-spacing:0.02em;">entre enero y abril, con máximo valor en &nbsp;</span></div>
					<div class="stl_01" style="top: 45.6245em; left:26.2917em;"><span class="stl_23 stl_08" style="word-spacing:0.48em;">mayo y un mínimo en junio. Estas &nbsp;</span></div>
					<div class="stl_01" style="top: 47.4579em; left:26.2917em;"><span class="stl_23 stl_08" style="word-spacing:0.46em;">variaciones parecen asociarse con el &nbsp;</span></div>
					<div class="stl_01" style="top: 49.292em; left:26.2917em;"><span class="stl_23 stl_08" style="word-spacing:0.54em;">periodo reproductivo de la especie, &nbsp;</span></div>
					<div class="stl_01" style="top: 51.127em; left:26.2917em;"><span class="stl_23 stl_08" style="word-spacing:0.23em;">pues los</span><span class="stl_23 stl_08" style="word-spacing:0.23em;">&nbsp;animales muestran tener</span><span class="stl_23 stl_08" style="word-spacing:0.17em;">&nbsp;una &nbsp;</span></div>
					<div class="stl_01" style="top: 52.9604em; left:26.2917em;"><span class="stl_23 stl_08" style="word-spacing:0.06em;">condición fisiológica mejor en la medida &nbsp;</span></div>
					<div class="stl_01" style="top: 54.7937em; left:26.2917em;"><span class="stl_23" style="word-spacing:0.63em;">que maduran las gónadas, y una &nbsp;</span></div>
					<div class="stl_01" style="top: 56.627em; left:26.2917em;"><span class="stl_23 stl_08" style="word-spacing:0.44em;">condición deprimida una vez que el &nbsp;</span></div>
					<div class="stl_01" style="top: 58.4437em; left:26.2917em;"><span class="stl_23 stl_08" style="word-spacing:0.09em;">proceso reproductivo termina en junio. &nbsp;</span></div>
					<div class="stl_01" style="top: 54.127em; left:7.0854em;"><span class="stl_23 stl_08" style="word-spacing:0.16em;">(2007) reportan que</span><span class="stl_23 stl_08" style="word-spacing:0.1em;">&nbsp;en</span><span class="stl_23 stl_08" style="word-spacing:0.1em;">&nbsp;</span><span class="stl_32 stl_09" style="font-style:italic; word-spacing:0.1em;">Brotul<span class="stl_08">a</span></span><span class="stl_32 stl_08" style="font-style:italic; word-spacing:0.15em;">&nbsp;clarkae &nbsp;</span></div>
					<div class="stl_01" style="top: 55.9604em; left:7.0854em;"><span class="stl_23 stl_08" style="word-spacing:0.47em;">se observa un fenómeno similar de &nbsp;</span></div>
					<div class="stl_01" style="top: 57.777em; left:7.0854em;"><span class="stl_23 stl_08" style="word-spacing:0.05em;">sincronía en el crecimiento del IGS e IHS &nbsp;</span></div>
					<div class="stl_01" style="top: 59.6104em; left:7.0854em;"><span class="stl_23" style="word-spacing:0.36em;">y se asocia a que la especie ocupa &nbsp;</span></div>
					<div class="stl_01" style="top: 61.4458em; left:7.0854em;"><span class="stl_23 stl_09" style="word-spacing:0.37em;">ambientes de abundancia alimenti<span class="stl_08">cia &nbsp;</span></span></div>
					<div class="stl_01" style="top: 60.9458em; left:26.2917em;"><span class="stl_23 stl_08" style="word-spacing:0.38em;">La talla de madurez sexual estimada &nbsp;</span></div>
					<div class="stl_01" style="top: 62.7791em; left:26.2917em;"><span class="stl_23 stl_08" style="word-spacing:0.02em;">para </span><span class="stl_32 stl_08" style="font-style:italic; word-spacing:0.03em;">D. labarum </span><span class="stl_23 stl_08" style="word-spacing:0.02em;">fue de 20.7 ± 0,6 cm LT, &nbsp;</span></div>
					<div class="stl_01" style="top: 66.1378em; left:41.6792em;"><span class="stl_19 stl_08" style="font-style:italic;">11 &nbsp;</span></div>
				</div>
			</div>
		</div>
		<div class="stl_02">
			<div class="stl_03">
				<img 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alt="" class="stl_46" />
			</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;">Revista de</span><span class="stl_10 stl_08" style="font-style:italic; word-spacing:0em;">&nbsp;Ciencias de<span class="stl_09">l</span></span><span class="stl_10 stl_08" style="font-style:italic; word-spacing:-0.03em;">&nbsp;Mar</span><span class="stl_10 stl_08" style="font-style:italic; word-spacing:0em;">&nbsp;y</span><span class="stl_10 stl_08" style="font-style:italic; word-spacing:0.02em;">&nbsp;Acuicultura</span><span class="stl_10 stl_08" style="word-spacing:0.01em;">&nbsp;</span><span class="stl_07 stl_08" style="font-style:italic; word-spacing:0.01em;">“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="font-style:italic; word-spacing:0em;">&nbsp;2</span><span class="stl_07 stl_08" style="font-style:italic; word-spacing:0.03em;">&nbsp;(Núm.3)</span><span class="stl_07 stl_08" style="font-style:italic; word-spacing:-0.01em;">&nbsp;(ene</span><span class="stl_07 stl_08" style="font-style:italic; word-spacing:0.01em;">&nbsp;–</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 2019).</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:0.08em;">Estimación de</span><span class="stl_10 stl_08" style="font-style:italic; word-spacing:0.1em;">&nbsp;la Dinámica</span><span class="stl_10 stl_08" style="font-style:italic; word-spacing:0.09em;">&nbsp;Reproductiva del</span><span class="stl_10 stl_08" style="font-style:italic; word-spacing:0.07em;">&nbsp;Camotillo</span><span class="stl_10 stl_08" style="font-style:italic; word-spacing:0.09em;">&nbsp;Espinoso,</span><span class="stl_10 stl_08" style="font-style:italic; word-spacing:0.12em;">&nbsp;Diplectrum</span><span class="stl_10 stl_08" style="font-style:italic; word-spacing:0.09em;">&nbsp;Labarum Rosenblatt</span><span class="stl_10 stl_08" style="font-style:italic; word-spacing:0.1em;">&nbsp;y</span><span class="stl_10 stl_08" style="font-style:italic; word-spacing:0.09em;">&nbsp;Jhonson, 1974</span><span class="stl_10 stl_08" style="font-style:italic; word-spacing:0.12em;">&nbsp;(Pisces: &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:-0.01em;">Serranidae) desembarcado</span><span class="stl_10 stl_08" style="font-style:italic; word-spacing:-0.01em;">&nbsp;en</span><span class="stl_10 stl_08" style="font-style:italic; word-spacing:-0.01em;">&nbsp;el</span><span class="stl_10 stl_08" style="font-style:italic; word-spacing:0.02em;">&nbsp;puerto</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:0.03em;">&nbsp;Jaramijó,</span><span class="stl_10 stl_08" style="font-style:italic; word-spacing:0em;">&nbsp;Manabí,</span><span class="stl_10 stl_08" style="font-style:italic; word-spacing:0.03em;">&nbsp;Ecuador. &nbsp;</span></div>
					<div class="stl_01" style="top: 6.3995em; left:7.0854em;"><span class="stl_23 stl_09" style="word-spacing:1.01em;">observándose ejemplares mad<span class="stl_08">uros &nbsp;</span></span></div>
					<div class="stl_01" style="top: 8.2337em; left:7.0854em;"><span class="stl_23 stl_08" style="word-spacing:0.06em;">desde 17.1 cm LT. Este valor se asemeja &nbsp;</span></div>
					<div class="stl_01" style="top: 10.0662em; left:7.0854em;"><span class="stl_23 stl_09" style="word-spacing:-0.04em;">al de otros<span class="stl_08">&nbsp;</span></span><span class="stl_32 stl_08" style="font-style:italic; word-spacing:0.05em;">Diplectrum </span><span class="stl_23 stl_09" style="word-spacing:-0.04em;">reportados (Tabl<span class="stl_08">a &nbsp;</span></span></div>
					<div class="stl_01" style="top: 6.3995em; left:26.2917em;"><span class="stl_23 stl_09" style="word-spacing:0.07em;">hermafroditas simultáneos a<span class="stl_08">l</span></span><span class="stl_23 stl_08" style="word-spacing:0.14em;">&nbsp;presentar &nbsp;</span></div>
					<div class="stl_01" style="top: 8.2337em; left:26.2917em;"><span class="stl_23">ovotestis. &nbsp;</span></div>
					<div class="stl_01" style="top: 11.9004em; left:7.0854em;"><span class="stl_23 stl_08" style="word-spacing:0.17em;">3). Así,</span><span class="stl_23 stl_08" style="word-spacing:0.16em;">&nbsp;Acevedo</span><span class="stl_23 stl_08" style="word-spacing:0.11em;">&nbsp;</span><span class="stl_32" style="font-style:italic; word-spacing:0.11em;">et</span><span class="stl_32 stl_08" style="font-style:italic; word-spacing:0.13em;">&nbsp;al.,</span><span class="stl_32 stl_08" style="word-spacing:0.11em;">&nbsp;</span><span class="stl_23" style="word-spacing:0.11em;">(2007)</span><span class="stl_23 stl_08" style="word-spacing:0.19em;">&nbsp;reportan &nbsp;</span></div>
					<div class="stl_01" style="top: 13.2433em; left:26.2917em;"><span class="stl_47 stl_09" style="font-weight:bold;">Bibliograf<span class="stl_08">ía &nbsp;</span></span></div>
					<div class="stl_01" style="top: 13.7354em; left:7.0854em;"><span class="stl_23 stl_08" style="word-spacing:0.24em;">para </span><span class="stl_32 stl_08" style="font-style:italic; word-spacing:0.26em;">D. pacificum </span><span class="stl_23 stl_08" style="word-spacing:0.26em;">la talla de madurez &nbsp;</span></div>
					<div class="stl_01" style="top: 15.5687em; left:7.0854em;"><span class="stl_23 stl_08" style="word-spacing:0.5em;">sexual en 17.2 cm LT, presentando &nbsp;</span></div>
					<div class="stl_01" style="top: 17.402em; left:7.0854em;"><span class="stl_23 stl_08" style="word-spacing:0.42em;">organismos maduros desde 12.3 cm. &nbsp;</span></div>
					<div class="stl_01" style="top: 19.2187em; left:7.0854em;"><span class="stl_23 stl_08" style="word-spacing:0.28em;">Obando y León</span><span class="stl_32 stl_08" style="font-style:italic; word-spacing:0.23em;">, </span><span class="stl_23 stl_08" style="word-spacing:0.31em;">(1985) determinan la &nbsp;</span></div>
					<div class="stl_01" style="top: 21.052em; left:7.0854em;"><span class="stl_23 stl_08" style="word-spacing:0.48em;">talla de madurez sexual para el </span><span class="stl_32" style="font-style:italic; word-spacing:0.43em;">D. &nbsp;</span></div>
					<div class="stl_01" style="top: 22.8879em; left:7.0854em;"><span class="stl_32 stl_08" style="font-style:italic; word-spacing:0.07em;">formosum </span><span class="stl_23 stl_08" style="word-spacing:0.04em;">en 19.5 cm LT. &nbsp;</span></div>
					<div class="stl_01" style="top: 15.5354em; left:26.2917em;"><span class="stl_23" style="word-spacing:0.01em;">Aburto-Oropeza, O., Erisman B., Valdez- &nbsp;</span></div>
					<div class="stl_01" style="top: 16.9354em; left:29.2417em;"><span class="stl_23 stl_08" style="word-spacing:0.21em;">Ornelas V., Danemann G. 2008. &nbsp;</span></div>
					<div class="stl_01" style="top: 18.352em; left:29.2417em;"><span class="stl_23">Serránidos &nbsp;</span></div>
					<div class="stl_01" style="top: 19.752em; left:29.2417em;"><span class="stl_23">Comercial &nbsp;</span></div>
					<div class="stl_01" style="top: 21.152em; left:29.2417em;"><span class="stl_23" style="word-spacing:-0.01em;">California: Ecología, Pesquerías y &nbsp;</span></div>
					<div class="stl_01" style="top: 22.5545em; left:29.2417em;"><span class="stl_23" style="word-spacing:1.88em;">Conservación. Ciencia &nbsp;</span></div>
					<div class="stl_01" style="top: 23.9712em; left:29.2417em;"><span class="stl_23" style="word-spacing:-0.01em;">Conservación. 2008(1): 1-23. &nbsp;</span></div>
					<div class="stl_01" style="top: 18.352em; left:35.0857em;"><span class="stl_23 stl_24">de &nbsp;</span></div>
					<div class="stl_01" style="top: 19.752em; left:34.8867em;"><span class="stl_23">del &nbsp;</span></div>
					<div class="stl_01" style="top: 18.352em; left:37.6167em;"><span class="stl_23 stl_09">Importanci<span class="stl_08">a &nbsp;</span></span></div>
					<div class="stl_01" style="top: 19.752em; left:37.7177em;"><span class="stl_23 stl_08" style="word-spacing:1.41em;">Golfo de &nbsp;</span></div>
					<div class="stl_01" style="top: 22.5545em; left:42.0807em;"><span class="stl_23">y</span></div>
					<div class="stl_01" style="top: 25.3966em; left:7.4521em;"><span class="stl_18 stl_09" style="font-weight:bold; word-spacing:0em;">Tabla N° 3<span class="stl_08">&nbsp;</span></span><span class="stl_16" style="word-spacing:-0.01em;">Talla de madurez L</span><span class="stl_48" style="word-spacing:-0.01em;">50 </span><span class="stl_16" style="word-spacing:-0.02em;">registrada por &nbsp;</span></div>
					<div class="stl_01" style="top: 26.4957em; left:7.4688em;"><span class="stl_16 stl_09" style="word-spacing:0em;">diferentes autores para el gén<span class="stl_08">ero </span></span><span class="stl_17 stl_09" style="font-style:italic; word-spacing:0em;">Diplectru<span class="stl_08">m</span></span><span class="stl_16" style="word-spacing:0em;">. &nbsp;</span></div>
					<div class="stl_01" style="top: 26.037em; left:26.2917em;"><span class="stl_23 stl_08" style="word-spacing:0.23em;">Acevedo, J., W. Angulo, M.</span><span class="stl_23 stl_08" style="word-spacing:0.22em;">&nbsp;Ramírez</span><span class="stl_23 stl_08" style="word-spacing:0.17em;">&nbsp;&amp; &nbsp;</span></div>
					<div class="stl_01" style="top: 27.437em; left:29.2417em;"><span class="stl_23 stl_08" style="word-spacing:0.15em;">L.A. Zapata. 2007.</span><span class="stl_23 stl_09" style="word-spacing:0.08em;">&nbsp;Reproducció<span class="stl_08">n &nbsp;</span></span></div>
					<div class="stl_01" style="top: 28.8379em; left:29.2417em;"><span class="stl_23 stl_08" style="word-spacing:0.28em;">del pez Brotula clarkae (Pisces: &nbsp;</span></div>
					<div class="stl_01" style="top: 30.237em; left:29.2417em;"><span class="stl_23" style="word-spacing:1em;">Ophidiidae) en el Pacífico &nbsp;</span></div>
					<div class="stl_01" style="top: 31.6545em; left:29.2417em;"><span class="stl_23" style="word-spacing:0.55em;">colombiano. Rev. Biol. Trop., &nbsp;</span></div>
					<div class="stl_01" style="top: 28.3457em; left:7.5521em;"><span class="stl_18 stl_09" style="font-weight:bold;">ESPECI<span class="stl_08">E &nbsp;</span></span></div>
					<div class="stl_01" style="top: 28.3457em; left:14.2708em;"><span class="stl_18" style="font-weight:bold;">L</span></div>
					<div class="stl_01" style="top: 29.3624em; left:14.2033em;"><span class="stl_18" style="font-weight:bold;">cm) &nbsp;</span></div>
					<div class="stl_01" style="top: 28.6663em; left:14.6208em;"><span class="stl_49 stl_24" style="font-weight:bold;">50 &nbsp;</span></div>
					<div class="stl_01" style="top: 28.3457em; left:16.4042em;"><span class="stl_18" style="font-weight:bold; word-spacing:-0.02em;">AUTOR Y AÑO &nbsp;</span></div>
					<div class="stl_01" style="top: 29.3624em; left:13.9375em;"><span class="stl_18" style="font-weight:bold;">(</span></div>
					<div class="stl_01" style="top: 30.4299em; left:7.5521em;"><span class="stl_17" style="font-style:italic; word-spacing:0em;">D. conceptione &nbsp;</span></div>
					<div class="stl_01" style="top: 31.4799em; left:7.5521em;"><span class="stl_17" style="font-style:italic; word-spacing:0em;">D. formosum &nbsp;</span></div>
					<div class="stl_01" style="top: 32.5482em; left:7.5521em;"><span class="stl_17" style="font-style:italic; word-spacing:-0.02em;">D. pacificum &nbsp;</span></div>
					<div class="stl_01" style="top: 33.5649em; left:7.5521em;"><span class="stl_17" style="font-style:italic; word-spacing:0em;">D. labarum &nbsp;</span></div>
					<div class="stl_01" style="top: 30.4299em; left:13.9708em;"><span class="stl_16 stl_09" style="word-spacing:0.93em;">17.9 Pilligua-Da<span class="stl_08">vid</span></span><span class="stl_16 stl_08" style="word-spacing:0.04em;">&nbsp;(2018) &nbsp;</span></div>
					<div class="stl_01" style="top: 31.4799em; left:13.9708em;"><span class="stl_16 stl_08" style="word-spacing:1em;">19.5 Obando</span><span class="stl_16 stl_08" style="word-spacing:0.02em;">&nbsp;y</span><span class="stl_16 stl_08" style="word-spacing:0.03em;">&nbsp;León</span><span class="stl_16 stl_08" style="word-spacing:0.04em;">&nbsp;(1989) &nbsp;</span></div>
					<div class="stl_01" style="top: 32.5482em; left:13.9708em;"><span class="stl_16 stl_08" style="word-spacing:1.02em;">17.2 Acevedo</span><span class="stl_16 stl_08" style="word-spacing:-0.01em;">&nbsp;</span><span class="stl_17" style="font-style:italic; word-spacing:-0.01em;">et</span><span class="stl_17 stl_08" style="font-style:italic; word-spacing:0.03em;">&nbsp;al.,</span><span class="stl_17 stl_08" style="word-spacing:0.01em;">&nbsp;</span><span class="stl_16 stl_09" style="word-spacing:0.01em;">(2007<span class="stl_08">) &nbsp;</span></span></div>
					<div class="stl_01" style="top: 33.5649em; left:13.9708em;"><span class="stl_16" style="word-spacing:0.92em;">20,7 Presente</span><span class="stl_16" style="word-spacing:-0.01em;">&nbsp;estudio &nbsp;</span></div>
					<div class="stl_01" style="top: 33.0562em; left:29.2417em;"><span class="stl_23 stl_09" style="word-spacing:0em;">55(3-4): 957-967<span class="stl_08">. &nbsp;</span></span></div>
					<div class="stl_01" style="top: 35.1229em; left:26.2917em;"><span class="stl_23" style="word-spacing:1.05em;">Acevedo-Cervantes, A., J. López- &nbsp;</span></div>
					<div class="stl_01" style="top: 36.5229em; left:29.2417em;"><span class="stl_23 stl_08" style="word-spacing:0.33em;">Martinez &amp; E. Ruiz-Villa. 2007. &nbsp;</span></div>
					<div class="stl_01" style="top: 37.9395em; left:29.2417em;"><span class="stl_23 stl_08" style="word-spacing:0.19em;">Biomasa y biología reproductiva &nbsp;</span></div>
					<div class="stl_01" style="top: 39.3395em; left:29.2417em;"><span class="stl_23 stl_08" style="word-spacing:0.14em;">de especies clave</span><span class="stl_23 stl_08" style="word-spacing:0.06em;">&nbsp;en</span><span class="stl_23 stl_08" style="word-spacing:0.07em;">&nbsp;la</span><span class="stl_23 stl_08" style="word-spacing:0.09em;">&nbsp;fauna</span><span class="stl_23 stl_08" style="word-spacing:0.06em;">&nbsp;de &nbsp;</span></div>
					<div class="stl_01" style="top: 40.7395em; left:29.2417em;"><span class="stl_23" style="word-spacing:0.3em;">acompañamiento del camarón, &nbsp;</span></div>
					<div class="stl_01" style="top: 42.1412em; left:29.2417em;"><span class="stl_23 stl_08" style="word-spacing:0.09em;">en las costas</span><span class="stl_23 stl_08" style="word-spacing:0.03em;">&nbsp;de</span><span class="stl_23 stl_08" style="word-spacing:0.09em;">&nbsp;Sonora,</span><span class="stl_23 stl_08" style="word-spacing:0.09em;">&nbsp;durante &nbsp;</span></div>
					<div class="stl_01" style="top: 43.5579em; left:29.2417em;"><span class="stl_23 stl_08" style="word-spacing:0.23em;">un periodo de veda. Cap. 1.4.1 &nbsp;</span></div>
					<div class="stl_01" style="top: 44.9579em; left:29.2417em;"><span class="stl_23" style="word-spacing:-0.03em;">En: López-Martínez, J. y Morales- &nbsp;</span></div>
					<div class="stl_01" style="top: 46.3587em; left:29.2417em;"><span class="stl_23" style="word-spacing:0.09em;">Bojórquez, E.</span><span class="stl_23 stl_08" style="word-spacing:0.15em;">&nbsp;(Ed.)</span><span class="stl_23 stl_08" style="word-spacing:0.15em;">&nbsp;Efectos</span><span class="stl_23 stl_08" style="word-spacing:0.11em;">&nbsp;de</span><span class="stl_23 stl_08" style="word-spacing:0.11em;">&nbsp;la &nbsp;</span></div>
					<div class="stl_01" style="top: 47.7587em; left:29.2417em;"><span class="stl_23" style="word-spacing:0.07em;">pesca de arrastre</span><span class="stl_23" style="word-spacing:0.06em;">&nbsp;en el Golfo</span><span class="stl_23" style="word-spacing:0.05em;">&nbsp;de &nbsp;</span></div>
					<div class="stl_01" style="top: 37.1142em; left:7.0854em;"><span class="stl_47 stl_09" style="font-weight:bold;">Conclusione<span class="stl_08">s &nbsp;</span></span></div>
					<div class="stl_01" style="top: 39.9062em; left:7.0854em;"><span class="stl_23 stl_08" style="word-spacing:0.59em;">En conclusión, se encontró que el &nbsp;</span></div>
					<div class="stl_01" style="top: 41.742em; left:7.0854em;"><span class="stl_23 stl_08" style="word-spacing:1.31em;">camotillo espinoso, </span><span class="stl_32 stl_08" style="font-style:italic; word-spacing:1.3em;">D. labarum &nbsp;</span></div>
					<div class="stl_01" style="top: 43.5754em; left:7.0854em;"><span class="stl_23 stl_08" style="word-spacing:0.37em;">desembarcado en el puerto Jaramijó, &nbsp;</span></div>
					<div class="stl_01" style="top: 45.4087em; left:7.0854em;"><span class="stl_23 stl_08" style="word-spacing:0.32em;">Manta, Ecuador, presentó un tipo de &nbsp;</span></div>
					<div class="stl_01" style="top: 47.242em; left:7.0854em;"><span class="stl_23" style="word-spacing:0.36em;">crecimiento alométrico negativo, con &nbsp;</span></div>
					<div class="stl_01" style="top: 49.0754em; left:7.0854em;"><span class="stl_23" style="word-spacing:0.06em;">una talla de madurez sexual L</span><span class="stl_28" style="word-spacing:0.09em;">50</span><span class="stl_28" style="word-spacing:0.04em;">&nbsp;</span><span class="stl_23" style="word-spacing:0.03em;">de</span><span class="stl_23" style="word-spacing:0.08em;">&nbsp;20.7 &nbsp;</span></div>
					<div class="stl_01" style="top: 49.1587em; left:29.2417em;"><span class="stl_23" style="word-spacing:7.9em;">California. de &nbsp;</span></div>
					<div class="stl_01" style="top: 50.5754em; left:29.2417em;"><span class="stl_23 stl_09" style="word-spacing:0.66em;">Investigaciones Biológicas de<span class="stl_08">l &nbsp;</span></span></div>
					<div class="stl_01" style="top: 51.977em; left:29.2417em;"><span class="stl_23" style="word-spacing:0.81em;">Noroeste, S.C.</span><span class="stl_23 stl_08" style="word-spacing:2.37em;">&nbsp;Fundación &nbsp;</span></div>
					<div class="stl_01" style="top: 49.1587em; left:36.0667em;"><span class="stl_23">Centro &nbsp;</span></div>
					<div class="stl_01" style="top: 50.9104em; left:7.0854em;"><span class="stl_23">±</span></div>
					<div class="stl_01" style="top: 50.9104em; left:7.7684em;"><span class="stl_23 stl_09" style="word-spacing:-0.04em;">0,6 cm LT. La época de mayor act<span class="stl_08">ividad &nbsp;</span></span></div>
					<div class="stl_01" style="top: 51.977em; left:36.8337em;"><span class="stl_23">y</span></div>
					<div class="stl_01" style="top: 52.7437em; left:7.0854em;"><span class="stl_23 stl_08" style="word-spacing:0.51em;">reproductiva se registró durante los &nbsp;</span></div>
					<div class="stl_01" style="top: 54.5604em; left:7.0854em;"><span class="stl_23 stl_08" style="word-spacing:0.47em;">meses de marzo y mayo del 2018, &nbsp;</span></div>
					<div class="stl_01" style="top: 56.3937em; left:7.0854em;"><span class="stl_23" style="word-spacing:0.04em;">mientras que</span><span class="stl_23" style="word-spacing:0.03em;">&nbsp;durante enero</span><span class="stl_23" style="word-spacing:0.03em;">&nbsp;se</span><span class="stl_23" style="word-spacing:0.03em;">&nbsp;observó &nbsp;</span></div>
					<div class="stl_01" style="top: 58.227em; left:7.0854em;"><span class="stl_23 stl_08" style="word-spacing:0.37em;">un valor mínimo y se evidenció que &nbsp;</span></div>
					<div class="stl_01" style="top: 60.062em; left:7.0854em;"><span class="stl_23 stl_08" style="word-spacing:0.3em;">todos los organismos maduros fueron &nbsp;</span></div>
					<div class="stl_01" style="top: 53.377em; left:29.2417em;"><span class="stl_23 stl_09" style="word-spacing:0em;">Produce Sonora, México, p. 46<span class="stl_24">6. &nbsp;</span></span></div>
					<div class="stl_01" style="top: 55.4437em; left:26.2917em;"><span class="stl_23" style="word-spacing:0.53em;">Bernabé, A.P.</span><span class="stl_23 stl_08" style="word-spacing:0.02em;">&nbsp;&amp;</span><span class="stl_23 stl_08" style="word-spacing:0.09em;">&nbsp;González</span><span class="stl_23 stl_08" style="word-spacing:0.57em;">&nbsp;S.G.</span><span class="stl_23 stl_08" style="word-spacing:0.58em;">&nbsp;2010. &nbsp;</span></div>
					<div class="stl_01" style="top: 56.8604em; left:29.2417em;"><span class="stl_23" style="word-spacing:0.08em;">Composición y superposición</span><span class="stl_23" style="word-spacing:0.06em;">&nbsp;de &nbsp;</span></div>
					<div class="stl_01" style="top: 58.2604em; left:29.2417em;"><span class="stl_23 stl_08" style="word-spacing:0.51em;">dietas en cuatro especies de &nbsp;</span></div>
					<div class="stl_01" style="top: 59.6604em; left:29.2417em;"><span class="stl_23 stl_09">Diplectru<span class="stl_24">m &nbsp;</span></span></div>
					<div class="stl_01" style="top: 59.6604em; left:37.0958em;"><span class="stl_23">(Perciformes: &nbsp;</span></div>
					<div class="stl_01" style="top: 61.0624em; left:29.2417em;"><span class="stl_23 stl_08" style="word-spacing:0.07em;">Serranidae) en el Pacífico central &nbsp;</span></div>
					<div class="stl_01" style="top: 62.4791em; left:29.2417em;"><span class="stl_23 stl_09" style="word-spacing:0em;">mexicano. 58(4): 1189-1198<span class="stl_08">. &nbsp;</span></span></div>
					<div class="stl_01" style="top: 66.1378em; left:41.6792em;"><span class="stl_19 stl_08" style="font-style:italic;">12 &nbsp;</span></div>
				</div>
			</div>
		</div>
		<div class="stl_02">
			<div class="stl_03">
				<img 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alt="" class="stl_50" />
			</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 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="font-style:italic; word-spacing:0em;">&nbsp;2</span><span class="stl_07 stl_08" style="font-style:italic; word-spacing:0.03em;">&nbsp;(Núm.3)</span><span class="stl_07 stl_08" style="font-style:italic; word-spacing:-0.01em;">&nbsp;(ene</span><span class="stl_07 stl_08" style="font-style:italic; word-spacing:0.04em;">&nbsp;–</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 2019).</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:0.04em;">Lucas-Delgado (2019) &nbsp;</span></div>
					<div class="stl_01" style="top: 5.8329em; left:7.0854em;"><span class="stl_23 stl_08" style="word-spacing:0.54em;">Bortone, S.A. 1971. Studies on the &nbsp;</span></div>
					<div class="stl_01" style="top: 7.2337em; left:10.0375em;"><span class="stl_23 stl_08" style="word-spacing:0.75em;">biology of the sand perch, &nbsp;</span></div>
					<div class="stl_01" style="top: 5.8329em; left:26.2917em;"><span class="stl_23 stl_08" style="word-spacing:0.18em;">Da Costa, M.R. and</span><span class="stl_23 stl_08" style="word-spacing:0.16em;">&nbsp;F. Gerson</span><span class="stl_23 stl_08" style="word-spacing:0.15em;">&nbsp;A.</span><span class="stl_23 stl_08" style="word-spacing:0.17em;">&nbsp;2003. &nbsp;</span></div>
					<div class="stl_01" style="top: 7.2337em; left:29.2417em;"><span class="stl_23 stl_09" style="word-spacing:0.46em;">Lengthweight relationship an<span class="stl_08">d &nbsp;</span></span></div>
					<div class="stl_01" style="top: 8.6495em; left:10.0375em;"><span class="stl_23 stl_09">Diplectru<span class="stl_24">m &nbsp;</span></span></div>
					<div class="stl_01" style="top: 10.0504em; left:10.3405em;"><span class="stl_23">Perciformes: &nbsp;</span></div>
					<div class="stl_01" style="top: 11.4504em; left:10.0375em;"><span class="stl_23" style="word-spacing:0.32em;">Florida Department of Natural &nbsp;</span></div>
					<div class="stl_01" style="top: 12.8495em; left:10.0375em;"><span class="stl_23" style="word-spacing:0.9em;">Resources, Marine Research &nbsp;</span></div>
					<div class="stl_01" style="top: 14.2687em; left:10.0375em;"><span class="stl_23">Laboratory. &nbsp;</span></div>
					<div class="stl_01" style="top: 8.6495em; left:19.1175em;"><span class="stl_23 stl_09">formosu<span class="stl_08">m &nbsp;</span></span></div>
					<div class="stl_01" style="top: 10.0504em; left:18.3815em;"><span class="stl_23">Serranidae). &nbsp;</span></div>
					<div class="stl_01" style="top: 8.6495em; left:29.2417em;"><span class="stl_23">condition &nbsp;</span></div>
					<div class="stl_01" style="top: 10.0504em; left:29.2417em;"><span class="stl_23">Micropogonias &nbsp;</span></div>
					<div class="stl_01" style="top: 11.4504em; left:29.2417em;"><span class="stl_23">(Desmarest) &nbsp;</span></div>
					<div class="stl_01" style="top: 12.8495em; left:29.2417em;"><span class="stl_23" style="word-spacing:0.07em;">Sciaenidae) in</span><span class="stl_23" style="word-spacing:0.1em;">&nbsp;the Sepetiba</span><span class="stl_23" style="word-spacing:0.08em;">&nbsp;Bay, &nbsp;</span></div>
					<div class="stl_01" style="top: 14.2687em; left:29.2417em;"><span class="stl_23 stl_08" style="word-spacing:0.65em;">Rio de Janeiro State, Brazil. &nbsp;</span></div>
					<div class="stl_01" style="top: 15.6687em; left:29.2417em;"><span class="stl_23 stl_08" style="word-spacing:0.57em;">Revista Brazileira de Zoología &nbsp;</span></div>
					<div class="stl_01" style="top: 8.6495em; left:36.1997em;"><span class="stl_23">factor &nbsp;</span></div>
					<div class="stl_01" style="top: 8.6495em; left:41.6967em;"><span class="stl_23">of &nbsp;</span></div>
					<div class="stl_01" style="top: 10.0504em; left:39.5337em;"><span class="stl_23 stl_09">furnier<span class="stl_08">i &nbsp;</span></span></div>
					<div class="stl_01" style="top: 10.0504em; left:10.0375em;"><span class="stl_23">(</span></div>
					<div class="stl_01" style="top: 11.4504em; left:37.1037em;"><span class="stl_23">(Perciformes, &nbsp;</span></div>
					<div class="stl_01" style="top: 16.3354em; left:7.0854em;"><span class="stl_23 stl_08" style="word-spacing:0.06em;">Bortone, S.A.1973. A systematic revision &nbsp;</span></div>
					<div class="stl_01" style="top: 17.7354em; left:10.0375em;"><span class="stl_23 stl_08" style="word-spacing:1.23em;">of the genus Diplectrum &nbsp;</span></div>
					<div class="stl_01" style="top: 17.0687em; left:29.2417em;"><span class="stl_23 stl_09" style="word-spacing:0em;">20(4): 685-69<span class="stl_08">0 &nbsp;</span></span></div>
					<div class="stl_01" style="top: 19.1354em; left:10.0375em;"><span class="stl_23 stl_09">Holbrook<span class="stl_24">, &nbsp;</span></span></div>
					<div class="stl_01" style="top: 19.1354em; left:16.1805em;"><span class="stl_23 stl_08">1855 &nbsp;</span></div>
					<div class="stl_01" style="top: 19.1354em; left:20.2965em;"><span class="stl_23 stl_09">(Pisces<span class="stl_24">: &nbsp;</span></span></div>
					<div class="stl_01" style="top: 19.1354em; left:26.2917em;"><span class="stl_23 stl_09" style="word-spacing:-0.01em;">Entsua-Mensah, M.A. Osci-Abunyewa <span class="stl_08">R, &nbsp;</span></span></div>
					<div class="stl_01" style="top: 20.552em; left:29.2417em;"><span class="stl_23 stl_08" style="word-spacing:0.8em;">Palomares M 1995. Length- &nbsp;</span></div>
					<div class="stl_01" style="top: 21.952em; left:29.2417em;"><span class="stl_23 stl_08" style="word-spacing:0.7em;">weight relationship of fishes &nbsp;</span></div>
					<div class="stl_01" style="top: 23.3545em; left:29.2417em;"><span class="stl_23 stl_08" style="word-spacing:0.53em;">from tributaries of the Volta &nbsp;</span></div>
					<div class="stl_01" style="top: 24.7537em; left:29.2417em;"><span class="stl_23" style="word-spacing:0.18em;">river, Ghana.</span><span class="stl_23" style="word-spacing:0.16em;">&nbsp;Part</span><span class="stl_23" style="word-spacing:0.17em;">&nbsp;I. Analysis</span><span class="stl_23" style="word-spacing:0.17em;">&nbsp;of &nbsp;</span></div>
					<div class="stl_01" style="top: 26.1545em; left:29.2417em;"><span class="stl_23" style="word-spacing:0.09em;">pooled data sets.</span><span class="stl_23" style="word-spacing:0.09em;">&nbsp;Naga.</span><span class="stl_23" style="word-spacing:0.09em;">&nbsp;ICLARM &nbsp;</span></div>
					<div class="stl_01" style="top: 27.5712em; left:29.2417em;"><span class="stl_23" style="word-spacing:-0.01em;">January, 36-38. &nbsp;</span></div>
					<div class="stl_01" style="top: 20.552em; left:10.0375em;"><span class="stl_23" style="word-spacing:0.54em;">Serranidae: Serraninae). Ph.D. &nbsp;</span></div>
					<div class="stl_01" style="top: 21.952em; left:10.0375em;"><span class="stl_23" style="word-spacing:0.04em;">Dissertation. University of</span><span class="stl_23" style="word-spacing:0.04em;">&nbsp;North &nbsp;</span></div>
					<div class="stl_01" style="top: 23.3545em; left:10.0375em;"><span class="stl_23" style="word-spacing:0em;">Carolina, Chael Hill, EE.UU.. &nbsp;</span></div>
					<div class="stl_01" style="top: 25.4204em; left:7.0854em;"><span class="stl_23 stl_08" style="word-spacing:0.07em;">Bortone, S.A. 1974. Diplectrum rostrum, &nbsp;</span></div>
					<div class="stl_01" style="top: 26.8212em; left:10.0375em;"><span class="stl_23" style="word-spacing:0.37em;">a hermaphroditic new species &nbsp;</span></div>
					<div class="stl_01" style="top: 28.2379em; left:10.0375em;"><span class="stl_23">(</span></div>
					<div class="stl_01" style="top: 28.2379em; left:10.3375em;"><span class="stl_23" style="word-spacing:0.52em;">Pisces: Serranidae) from the &nbsp;</span></div>
					<div class="stl_01" style="top: 29.6379em; left:10.0375em;"><span class="stl_23 stl_08" style="word-spacing:0.67em;">eastern Pacific coast. Copeia &nbsp;</span></div>
					<div class="stl_01" style="top: 31.037em; left:10.5375em;"><span class="stl_23 stl_09" style="word-spacing:0em;">974(1): 61-65<span class="stl_08">. &nbsp;</span></span></div>
					<div class="stl_01" style="top: 29.6379em; left:26.2917em;"><span class="stl_23" style="word-spacing:0.12em;">Gaertner, D.</span><span class="stl_23 stl_08" style="word-spacing:0.19em;">&nbsp;and Laloe,</span><span class="stl_23 stl_08" style="word-spacing:0.17em;">&nbsp;F. 1986.</span><span class="stl_23 stl_08" style="word-spacing:0.2em;">&nbsp;Etude &nbsp;</span></div>
					<div class="stl_01" style="top: 31.037em; left:29.2417em;"><span class="stl_26 stl_08" style="word-spacing:0.05em;">biometrique de la talle a’premier &nbsp;</span></div>
					<div class="stl_01" style="top: 32.4395em; left:29.2417em;"><span class="stl_23" style="word-spacing:0.59em;">maturité sexualle de Geryon &nbsp;</span></div>
					<div class="stl_01" style="top: 33.8562em; left:29.2417em;"><span class="stl_23" style="word-spacing:0.55em;">maritae, Maning et Holthuis, &nbsp;</span></div>
					<div class="stl_01" style="top: 31.037em; left:10.0375em;"><span class="stl_23">1</span></div>
					<div class="stl_01" style="top: 33.1062em; left:7.0854em;"><span class="stl_23 stl_08" style="word-spacing:0.08em;">Bortone, S.A..1977a. Revision of the sea &nbsp;</span></div>
					<div class="stl_01" style="top: 34.5229em; left:10.0375em;"><span class="stl_23" style="word-spacing:0.72em;">basses of genus Diplectrum &nbsp;</span></div>
					<div class="stl_01" style="top: 35.2562em; left:29.2417em;"><span class="stl_23">1</span></div>
					<div class="stl_01" style="top: 36.6562em; left:29.2417em;"><span class="stl_23">9</span></div>
					<div class="stl_01" style="top: 35.2562em; left:29.7417em;"><span class="stl_23" style="word-spacing:0.07em;">981 de</span><span class="stl_23" style="word-spacing:0.08em;">&nbsp;Senegal.</span><span class="stl_23" style="word-spacing:0.07em;">&nbsp;Oceanol.</span><span class="stl_23" style="word-spacing:0.06em;">&nbsp;Acta, &nbsp;</span></div>
					<div class="stl_01" style="top: 36.6562em; left:29.7417em;"><span class="stl_23 stl_08" style="word-spacing:0.09em;">(4) :479487. &nbsp;</span></div>
					<div class="stl_01" style="top: 35.9229em; left:10.0375em;"><span class="stl_23">(</span></div>
					<div class="stl_01" style="top: 35.9229em; left:10.3405em;"><span class="stl_23" style="word-spacing:1.24em;">pisces: serranidae). NOAA &nbsp;</span></div>
					<div class="stl_01" style="top: 37.3229em; left:10.0375em;"><span class="stl_23 stl_08" style="word-spacing:0.25em;">Technical Report NMFS Circular &nbsp;</span></div>
					<div class="stl_01" style="top: 38.7229em; left:10.5375em;"><span class="stl_23 stl_08">04. &nbsp;</span></div>
					<div class="stl_01" style="top: 38.7229em; left:10.0375em;"><span class="stl_23">4</span></div>
					<div class="stl_01" style="top: 38.7229em; left:26.2917em;"><span class="stl_23" style="word-spacing:0.09em;">Guerrero</span><span class="stl_26" style="word-spacing:0.09em;">–</span><span class="stl_23" style="word-spacing:0.1em;">Estévez S,</span><span class="stl_23" style="word-spacing:0.11em;">&nbsp;Moreno</span><span class="stl_26" style="word-spacing:0.11em;">–</span><span class="stl_23" style="word-spacing:0.11em;">Mendoza &nbsp;</span></div>
					<div class="stl_01" style="top: 40.1395em; left:29.2417em;"><span class="stl_23 stl_08" style="word-spacing:0.34em;">M. 2010. Sexual determination &nbsp;</span></div>
					<div class="stl_01" style="top: 41.542em; left:29.2417em;"><span class="stl_23" style="word-spacing:0.54em;">and differentiation in teleost &nbsp;</span></div>
					<div class="stl_01" style="top: 42.9412em; left:29.2417em;"><span class="stl_23" style="word-spacing:-0.05em;">fish. Rev. Fish. Biol. Fish. 20: 101</span><span class="stl_26" style="word-spacing:-0.05em;">– &nbsp;</span></div>
					<div class="stl_01" style="top: 40.8062em; left:7.0854em;"><span class="stl_23" style="word-spacing:0.18em;">Brown-Peterson, D., Saborido-Rey, W., &nbsp;</span></div>
					<div class="stl_01" style="top: 42.2087em; left:10.0375em;"><span class="stl_23 stl_09" style="word-spacing:-0.01em;">Macewicz, B. y Lowerre-Barbieri<span class="stl_24">, &nbsp;</span></span></div>
					<div class="stl_01" style="top: 43.6087em; left:10.0375em;"><span class="stl_23 stl_24">S. &nbsp;</span></div>
					<div class="stl_01" style="top: 43.6087em; left:13.2525em;"><span class="stl_23 stl_08">2011<span class="stl_09">. &nbsp;</span></span></div>
					<div class="stl_01" style="top: 43.6087em; left:18.0015em;"><span class="stl_23">Standardized &nbsp;</span></div>
					<div class="stl_01" style="top: 44.342em; left:29.2417em;"><span class="stl_23 stl_08">121. &nbsp;</span></div>
					<div class="stl_01" style="top: 45.0087em; left:10.0375em;"><span class="stl_23" style="word-spacing:1.16em;">Terminology for Describing &nbsp;</span></div>
					<div class="stl_01" style="top: 46.4087em; left:10.0375em;"><span class="stl_23" style="word-spacing:0.57em;">Reproductive Development in &nbsp;</span></div>
					<div class="stl_01" style="top: 47.8254em; left:10.0375em;"><span class="stl_23 stl_08" style="word-spacing:0.89em;">Fishes, Marine and Coastal &nbsp;</span></div>
					<div class="stl_01" style="top: 46.4087em; left:26.2917em;"><span class="stl_23" style="word-spacing:1.19em;">Gulland, J.A. 1983 Fish stock &nbsp;</span></div>
					<div class="stl_01" style="top: 47.8254em; left:29.2417em;"><span class="stl_23" style="word-spacing:0.25em;">assessment: a manual of basic &nbsp;</span></div>
					<div class="stl_01" style="top: 49.2254em; left:10.0375em;"><span class="stl_23">Fisheries: &nbsp;</span></div>
					<div class="stl_01" style="top: 49.2254em; left:19.1645em;"><span class="stl_23">Dynamics, &nbsp;</span></div>
					<div class="stl_01" style="top: 49.2254em; left:29.2417em;"><span class="stl_23">methods &nbsp;</span></div>
					<div class="stl_01" style="top: 49.2254em; left:34.5377em;"><span class="stl_23">Vol. &nbsp;</span></div>
					<div class="stl_01" style="top: 49.2254em; left:37.8007em;"><span class="stl_23 stl_08">1. &nbsp;</span></div>
					<div class="stl_01" style="top: 49.2254em; left:40.2327em;"><span class="stl_23">Wiley &nbsp;</span></div>
					<div class="stl_01" style="top: 50.6245em; left:10.0375em;"><span class="stl_23" style="word-spacing:0.64em;">Management, and Ecosystem &nbsp;</span></div>
					<div class="stl_01" style="top: 52.027em; left:10.0375em;"><span class="stl_23 stl_08" style="word-spacing:1.21em;">Science, 3:1, 52-70, DOI: &nbsp;</span></div>
					<div class="stl_01" style="top: 50.6245em; left:29.2417em;"><span class="stl_23" style="word-spacing:0.45em;">Interscience, FAO/Wiley series &nbsp;</span></div>
					<div class="stl_01" style="top: 52.027em; left:29.2417em;"><span class="stl_23 stl_08" style="word-spacing:1.24em;">on food and agriculture. &nbsp;</span></div>
					<div class="stl_01" style="top: 53.4437em; left:29.2417em;"><span class="stl_23" style="word-spacing:0.01em;">Chischester. 223 pp. &nbsp;</span></div>
					<div class="stl_01" style="top: 53.4437em; left:10.0375em;"><span class="stl_23">1</span></div>
					<div class="stl_01" style="top: 54.8437em; left:10.0375em;"><span class="stl_23">4</span></div>
					<div class="stl_01" style="top: 53.4437em; left:10.5375em;"><span class="stl_23 stl_09">0.1080/19425120.2011.5557<span class="stl_08">2 &nbsp;</span></span></div>
					<div class="stl_01" style="top: 54.8437em; left:10.5375em;"><span class="stl_23">.</span></div>
					<div class="stl_01" style="top: 55.5104em; left:26.2917em;"><span class="stl_23" style="word-spacing:0.87em;">Heemstra, P.C</span><span class="stl_22" style="font-weight:bold; word-spacing:0.87em;">.</span><span class="stl_23 stl_08" style="word-spacing:0.96em;">, 1995. Serranidae. &nbsp;</span></div>
					<div class="stl_01" style="top: 56.9104em; left:29.2417em;"><span class="stl_23" style="word-spacing:1.19em;">Meros, serranos, guasetas, &nbsp;</span></div>
					<div class="stl_01" style="top: 58.3104em; left:29.2417em;"><span class="stl_23" style="word-spacing:0.8em;">enjambres, baquetas, indios, &nbsp;</span></div>
					<div class="stl_01" style="top: 56.9104em; left:7.0854em;"><span class="stl_23" style="word-spacing:0.03em;">Chirichigno N,Cornejo</span><span class="stl_23 stl_08" style="word-spacing:0.11em;">&nbsp;m.2001.</span><span class="stl_23 stl_08" style="word-spacing:0.12em;">&nbsp;catálogo &nbsp;</span></div>
					<div class="stl_01" style="top: 58.3104em; left:10.0375em;"><span class="stl_23 stl_08" style="word-spacing:0.06em;">comentado de los peces marinos &nbsp;</span></div>
					<div class="stl_01" style="top: 59.7104em; left:10.0375em;"><span class="stl_23 stl_08" style="word-spacing:0.52em;">del perú. publicación especial &nbsp;</span></div>
					<div class="stl_01" style="top: 61.1291em; left:10.0375em;"><span class="stl_23" style="word-spacing:0.17em;">inst. mar perú. callao</span><span class="stl_23" style="word-spacing:0.18em;">&nbsp;</span><span class="stl_26" style="word-spacing:0.16em;">–</span><span class="stl_23" style="word-spacing:0.18em;">perú.</span><span class="stl_23" style="word-spacing:0.15em;">&nbsp;p: &nbsp;</span></div>
					<div class="stl_01" style="top: 59.7104em; left:29.2417em;"><span class="stl_23">loros, &nbsp;</span></div>
					<div class="stl_01" style="top: 59.7104em; left:33.6037em;"><span class="stl_23">gallinas, &nbsp;</span></div>
					<div class="stl_01" style="top: 59.7104em; left:38.9467em;"><span class="stl_23">cabrillas, &nbsp;</span></div>
					<div class="stl_01" style="top: 61.1291em; left:29.2417em;"><span class="stl_23 stl_08" style="word-spacing:0.25em;">garropas. p. 1565-1613. En: W. &nbsp;</span></div>
					<div class="stl_01" style="top: 62.5291em; left:29.2417em;"><span class="stl_23" style="word-spacing:0.11em;">Fischer, F. Krupp, W. Schneider, &nbsp;</span></div>
					<div class="stl_01" style="top: 62.5291em; left:10.0375em;"><span class="stl_23 stl_08">73. &nbsp;</span></div>
					<div class="stl_01" style="top: 66.1378em; left:41.6792em;"><span class="stl_19 stl_08" style="font-style:italic;">13 &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_10 stl_08" style="font-style:italic; word-spacing:-0.01em;">Revista de</span><span class="stl_10 stl_08" style="font-style:italic; word-spacing:0em;">&nbsp;Ciencias de<span class="stl_09">l</span></span><span class="stl_10 stl_08" style="font-style:italic; word-spacing:-0.03em;">&nbsp;Mar</span><span class="stl_10 stl_08" style="font-style:italic; word-spacing:0em;">&nbsp;y</span><span class="stl_10 stl_08" style="font-style:italic; word-spacing:0.02em;">&nbsp;Acuicultura</span><span class="stl_10 stl_08" style="word-spacing:0.01em;">&nbsp;</span><span class="stl_07 stl_08" style="font-style:italic; word-spacing:0.01em;">“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="font-style:italic; word-spacing:0em;">&nbsp;2</span><span class="stl_07 stl_08" style="font-style:italic; word-spacing:0.03em;">&nbsp;(Núm.3)</span><span class="stl_07 stl_08" style="font-style:italic; word-spacing:-0.01em;">&nbsp;(ene</span><span class="stl_07 stl_08" style="font-style:italic; word-spacing:0.01em;">&nbsp;–</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 2019).</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:0.08em;">Estimación de</span><span class="stl_10 stl_08" style="font-style:italic; word-spacing:0.1em;">&nbsp;la Dinámica</span><span class="stl_10 stl_08" style="font-style:italic; word-spacing:0.09em;">&nbsp;Reproductiva del</span><span class="stl_10 stl_08" style="font-style:italic; word-spacing:0.07em;">&nbsp;Camotillo</span><span class="stl_10 stl_08" style="font-style:italic; word-spacing:0.09em;">&nbsp;Espinoso,</span><span class="stl_10 stl_08" style="font-style:italic; word-spacing:0.12em;">&nbsp;Diplectrum</span><span class="stl_10 stl_08" style="font-style:italic; word-spacing:0.09em;">&nbsp;Labarum Rosenblatt</span><span class="stl_10 stl_08" style="font-style:italic; word-spacing:0.1em;">&nbsp;y</span><span class="stl_10 stl_08" style="font-style:italic; word-spacing:0.09em;">&nbsp;Jhonson, 1974</span><span class="stl_10 stl_08" style="font-style:italic; word-spacing:0.12em;">&nbsp;(Pisces: &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:-0.01em;">Serranidae) desembarcado</span><span class="stl_10 stl_08" style="font-style:italic; word-spacing:-0.01em;">&nbsp;en</span><span class="stl_10 stl_08" style="font-style:italic; word-spacing:-0.01em;">&nbsp;el</span><span class="stl_10 stl_08" style="font-style:italic; word-spacing:0.02em;">&nbsp;puerto</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:0.03em;">&nbsp;Jaramijó,</span><span class="stl_10 stl_08" style="font-style:italic; word-spacing:0em;">&nbsp;Manabí,</span><span class="stl_10 stl_08" style="font-style:italic; word-spacing:0.03em;">&nbsp;Ecuador. &nbsp;</span></div>
					<div class="stl_01" style="top: 6.3995em; left:10.0375em;"><span class="stl_23 stl_08" style="word-spacing:0.01em;">C. Sommer, K.E. Carpenter and V. &nbsp;</span></div>
					<div class="stl_01" style="top: 7.817em; left:10.0375em;"><span class="stl_23" style="word-spacing:0.63em;">Niem (eds.) Guia FAO para &nbsp;</span></div>
					<div class="stl_01" style="top: 9.217em; left:10.0375em;"><span class="stl_23 stl_08" style="word-spacing:0.06em;">Identification de Especies para lo &nbsp;</span></div>
					<div class="stl_01" style="top: 10.617em; left:10.0375em;"><span class="stl_23" style="word-spacing:0.72em;">Fines de la Pesca. Pacifico &nbsp;</span></div>
					<div class="stl_01" style="top: 12.0162em; left:10.0375em;"><span class="stl_23" style="word-spacing:0.52em;">Centro-Oriental. 3 Vols. FAO, &nbsp;</span></div>
					<div class="stl_01" style="top: 13.4187em; left:10.0375em;"><span class="stl_23 stl_09">Rome<span class="stl_24">. &nbsp;</span></span></div>
					<div class="stl_01" style="top: 6.3995em; left:29.2417em;"><span class="stl_23 stl_08" style="word-spacing:0.48em;">Marina y Oceanografía. 37(2): &nbsp;</span></div>
					<div class="stl_01" style="top: 7.817em; left:29.2417em;"><span class="stl_23 stl_08" style="word-spacing:0.03em;">127 </span><span class="stl_26" style="word-spacing:0.01em;">–</span><span class="stl_23" style="word-spacing:0.01em;">137. &nbsp;</span></div>
					<div class="stl_01" style="top: 9.8837em; left:26.2917em;"><span class="stl_23 stl_08" style="word-spacing:0.48em;">Miller, P. J., 1984. The tocology of &nbsp;</span></div>
					<div class="stl_01" style="top: 11.2837em; left:29.2417em;"><span class="stl_23" style="word-spacing:-0.05em;">gobioid fishes. In. G. W. Potts y R. &nbsp;</span></div>
					<div class="stl_01" style="top: 12.6829em; left:29.2417em;"><span class="stl_23">J. &nbsp;</span></div>
					<div class="stl_01" style="top: 12.6829em; left:31.4577em;"><span class="stl_23">Wootton &nbsp;</span></div>
					<div class="stl_01" style="top: 12.6829em; left:36.7697em;"><span class="stl_23">(Eds.). &nbsp;</span></div>
					<div class="stl_01" style="top: 12.6829em; left:40.9157em;"><span class="stl_23">Fish &nbsp;</span></div>
					<div class="stl_01" style="top: 14.0854em; left:29.2417em;"><span class="stl_23" style="word-spacing:0.84em;">reproduction. Strategies and &nbsp;</span></div>
					<div class="stl_01" style="top: 15.502em; left:29.2417em;"><span class="stl_23" style="word-spacing:0.64em;">tactics. Academic Press. San &nbsp;</span></div>
					<div class="stl_01" style="top: 16.902em; left:29.2417em;"><span class="stl_23 stl_08" style="word-spacing:0.05em;">Diego, CA. pp. 119-l 54. &nbsp;</span></div>
					<div class="stl_01" style="top: 15.502em; left:7.0854em;"><span class="stl_26 stl_08" style="word-spacing:0.34em;">Htun‐Han, M. 1978. The reproductive &nbsp;</span></div>
					<div class="stl_01" style="top: 16.902em; left:10.0375em;"><span class="stl_23" style="word-spacing:0.56em;">biology of the dab Limanda &nbsp;</span></div>
					<div class="stl_01" style="top: 18.302em; left:10.0375em;"><span class="stl_23 stl_08" style="word-spacing:0.34em;">limanda (L.) in the North Sea: &nbsp;</span></div>
					<div class="stl_01" style="top: 19.702em; left:10.0375em;"><span class="stl_23 stl_08" style="word-spacing:0.31em;">seasonal changes in the</span><span class="stl_23 stl_08" style="word-spacing:0.28em;">&nbsp;ovary. &nbsp;</span></div>
					<div class="stl_01" style="top: 21.1187em; left:10.0375em;"><span class="stl_23 stl_08" style="word-spacing:0.42em;">Journal of Fish Biology, 13(3), &nbsp;</span></div>
					<div class="stl_01" style="top: 18.9687em; left:26.2917em;"><span class="stl_23" style="word-spacing:0.83em;">Muñoz, A. &nbsp;</span></div>
					<div class="stl_01" style="top: 18.9687em; left:32.2997em;"><span class="stl_23">&amp;</span></div>
					<div class="stl_01" style="top: 18.9687em; left:34.0157em;"><span class="stl_23 stl_08" style="word-spacing:0.88em;">Revelo, W. 2014. &nbsp;</span></div>
					<div class="stl_01" style="top: 20.3687em; left:29.2417em;"><span class="stl_23 stl_08" style="word-spacing:0.05em;">Caracterización del arte de pesca &nbsp;</span></div>
					<div class="stl_01" style="top: 21.7854em; left:29.2417em;"><span class="stl_23 stl_08" style="word-spacing:0.48em;">con líneas y anzuelo para la &nbsp;</span></div>
					<div class="stl_01" style="top: 23.1879em; left:29.2417em;"><span class="stl_23" style="word-spacing:0.3em;">pesca de altura en la Reserva &nbsp;</span></div>
					<div class="stl_01" style="top: 22.5212em; left:10.0375em;"><span class="stl_23 stl_09">351-359<span class="stl_08">. &nbsp;</span></span></div>
					<div class="stl_01" style="top: 24.587em; left:7.0854em;"><span class="stl_23 stl_08" style="word-spacing:0.26em;">Le Cren, E.D.</span><span class="stl_23 stl_08" style="word-spacing:0.24em;">&nbsp;1951: The</span><span class="stl_23 stl_09" style="word-spacing:0.2em;">&nbsp;length-weig<span class="stl_08">ht &nbsp;</span></span></div>
					<div class="stl_01" style="top: 25.9879em; left:10.0375em;"><span class="stl_23 stl_08" style="word-spacing:0.33em;">relationship and seasonal cycle &nbsp;</span></div>
					<div class="stl_01" style="top: 27.4037em; left:10.0375em;"><span class="stl_23 stl_08" style="word-spacing:0.05em;">in gonad weight and condition in &nbsp;</span></div>
					<div class="stl_01" style="top: 28.8045em; left:10.0375em;"><span class="stl_23 stl_08" style="word-spacing:0.82em;">the perch (Perca fluviatilis). &nbsp;</span></div>
					<div class="stl_01" style="top: 30.2037em; left:10.0375em;"><span class="stl_23 stl_08" style="word-spacing:0.95em;">Journal of Animal Ecology, &nbsp;</span></div>
					<div class="stl_01" style="top: 31.6045em; left:10.0375em;"><span class="stl_23 stl_08" style="word-spacing:0.11em;">London, 20(2): 201-219. &nbsp;</span></div>
					<div class="stl_01" style="top: 24.587em; left:29.2417em;"><span class="stl_23">Marina &nbsp;</span></div>
					<div class="stl_01" style="top: 24.587em; left:34.6017em;"><span class="stl_23 stl_24">de &nbsp;</span></div>
					<div class="stl_01" style="top: 24.587em; left:38.0657em;"><span class="stl_23">Galápagos. &nbsp;</span></div>
					<div class="stl_01" style="top: 25.9879em; left:29.2417em;"><span class="stl_23" style="word-spacing:0.08em;">Recuperado de</span><span class="stl_23 stl_08" style="word-spacing:0.11em;">&nbsp;(8</span><span class="stl_23 stl_08" style="word-spacing:0.14em;">&nbsp;agosto</span><span class="stl_23 stl_08" style="word-spacing:0.14em;">&nbsp;2018): &nbsp;</span></div>
					<div class="stl_01" style="top: 27.4037em; left:29.2417em;"><span class="stl_23">http://institutopesca.gob.ec/wp &nbsp;</span></div>
					<div class="stl_01" style="top: 28.8045em; left:29.2417em;"><span class="stl_23">-</span></div>
					<div class="stl_01" style="top: 30.2037em; left:29.2417em;"><span class="stl_23">content/uploads/2017/07/Infor &nbsp;</span></div>
					<div class="stl_01" style="top: 31.6045em; left:29.2417em;"><span class="stl_23 stl_09">me-Caracterizaci%C3%B3<span class="stl_24">n- &nbsp;</span></span></div>
					<div class="stl_01" style="top: 33.0062em; left:29.2417em;"><span class="stl_23">EOM_Galapagos-2014.pdf &nbsp;</span></div>
					<div class="stl_01" style="top: 33.6729em; left:7.0854em;"><span class="stl_23" style="word-spacing:0.01em;">López-Martínez, J.,</span><span class="stl_23" style="word-spacing:0.02em;">&nbsp;Hernández-Vázquez, &nbsp;</span></div>
					<div class="stl_01" style="top: 35.0895em; left:10.0375em;"><span class="stl_23" style="word-spacing:0.81em;">S., Rábago- Quiroz, C. H., &nbsp;</span></div>
					<div class="stl_01" style="top: 36.4895em; left:10.0375em;"><span class="stl_23" style="word-spacing:0.67em;">Herrera-Valdivia, E., Morales- &nbsp;</span></div>
					<div class="stl_01" style="top: 37.8895em; left:10.0375em;"><span class="stl_23 stl_08" style="word-spacing:1.09em;">Azpeitia, R. 2007. Efectos &nbsp;</span></div>
					<div class="stl_01" style="top: 39.2895em; left:10.0375em;"><span class="stl_23" style="word-spacing:0.76em;">ecológicos de la pesca de &nbsp;</span></div>
					<div class="stl_01" style="top: 40.7062em; left:10.0375em;"><span class="stl_23" style="word-spacing:0.06em;">arrastre de</span><span class="stl_23" style="word-spacing:0.08em;">&nbsp;camarón</span><span class="stl_23" style="word-spacing:0.06em;">&nbsp;en el</span><span class="stl_23" style="word-spacing:0.08em;">&nbsp;Golfo &nbsp;</span></div>
					<div class="stl_01" style="top: 42.1087em; left:10.0375em;"><span class="stl_23 stl_09" style="word-spacing:0.03em;">de California<span class="stl_08">.</span></span><span class="stl_23 stl_08" style="word-spacing:0.08em;">&nbsp;Estado</span><span class="stl_23 stl_08" style="word-spacing:0.04em;">&nbsp;del</span><span class="stl_23 stl_08" style="word-spacing:0.06em;">&nbsp;arte</span><span class="stl_23 stl_08" style="word-spacing:0.04em;">&nbsp;del &nbsp;</span></div>
					<div class="stl_01" style="top: 43.5087em; left:10.0375em;"><span class="stl_23 stl_08" style="word-spacing:0.59em;">desarrollo Tecnológico de las &nbsp;</span></div>
					<div class="stl_01" style="top: 44.9087em; left:10.0375em;"><span class="stl_23" style="word-spacing:0.48em;">Artes de Pesca, In: CEDRSSA &nbsp;</span></div>
					<div class="stl_01" style="top: 35.0895em; left:26.2917em;"><span class="stl_23" style="word-spacing:-0.03em;">Nieto-Navarro, J.T., M. Zetina-Rejón and &nbsp;</span></div>
					<div class="stl_01" style="top: 36.4895em; left:29.2417em;"><span class="stl_23 stl_09" style="word-spacing:1.23em;">F. Arreguín-Sánchez, 201<span class="stl_08">0. &nbsp;</span></span></div>
					<div class="stl_01" style="top: 37.8895em; left:29.2417em;"><span class="stl_23" style="word-spacing:0.66em;">Length-weight relationship of &nbsp;</span></div>
					<div class="stl_01" style="top: 39.2895em; left:29.2417em;"><span class="stl_23 stl_08" style="word-spacing:0.28em;">demersal fish from</span><span class="stl_23 stl_08" style="word-spacing:0.21em;">&nbsp;the</span><span class="stl_23 stl_08" style="word-spacing:0.25em;">&nbsp;eastern &nbsp;</span></div>
					<div class="stl_01" style="top: 40.7062em; left:29.2417em;"><span class="stl_23" style="word-spacing:0.01em;">coast of</span><span class="stl_23" style="word-spacing:0.02em;">&nbsp;the</span><span class="stl_23" style="word-spacing:0.03em;">&nbsp;mouth</span><span class="stl_23" style="word-spacing:0.01em;">&nbsp;of</span><span class="stl_23" style="word-spacing:0em;">&nbsp;the</span><span class="stl_23" style="word-spacing:0.01em;">&nbsp;gulf</span><span class="stl_23" style="word-spacing:0em;">&nbsp;of &nbsp;</span></div>
					<div class="stl_01" style="top: 42.1087em; left:29.2417em;"><span class="stl_23" style="word-spacing:0.44em;">California. J. Fish. Aquat. Sci. &nbsp;</span></div>
					<div class="stl_01" style="top: 43.5087em; left:29.2417em;"><span class="stl_23 stl_09">5(6):494-502<span class="stl_08">. &nbsp;</span></span></div>
					<div class="stl_01" style="top: 45.5754em; left:26.2917em;"><span class="stl_23 stl_09" style="word-spacing:-0.04em;">Nybakken, J. W., &amp; Bertness, M. D. 2<span class="stl_08">004. &nbsp;</span></span></div>
					<div class="stl_01" style="top: 46.992em; left:29.2417em;"><span class="stl_23 stl_08" style="word-spacing:0.53em;">Marine biology: An ecological &nbsp;</span></div>
					<div class="stl_01" style="top: 48.3912em; left:29.2417em;"><span class="stl_23 stl_08" style="word-spacing:0.08em;">approach, 592 pp. &nbsp;</span></div>
					<div class="stl_01" style="top: 46.3254em; left:10.0375em;"><span class="stl_23" style="word-spacing:0.48em;">(ed.), La situación del sector &nbsp;</span></div>
					<div class="stl_01" style="top: 47.7254em; left:10.0375em;"><span class="stl_23" style="word-spacing:0.05em;">pesquero en México.</span><span class="stl_23" style="word-spacing:0.04em;">&nbsp;CEDRSSA</span><span class="stl_23" style="word-spacing:0.04em;">&nbsp;y &nbsp;</span></div>
					<div class="stl_01" style="top: 49.1245em; left:10.0375em;"><span class="stl_23" style="word-spacing:1.16em;">Cámara de diputados LX &nbsp;</span></div>
					<div class="stl_01" style="top: 50.5245em; left:10.0375em;"><span class="stl_23" style="word-spacing:0.09em;">Legislatura, México, D.F.</span><span class="stl_23 stl_08" style="word-spacing:0.1em;">&nbsp;pp.</span><span class="stl_23 stl_08" style="word-spacing:0.1em;">&nbsp;14- &nbsp;</span></div>
					<div class="stl_01" style="top: 50.4579em; left:26.2917em;"><span class="stl_23" style="word-spacing:1.03em;">Obando, E. &nbsp;</span></div>
					<div class="stl_01" style="top: 50.4579em; left:33.0337em;"><span class="stl_23">&amp;</span></div>
					<div class="stl_01" style="top: 50.4579em; left:34.9657em;"><span class="stl_23 stl_08" style="word-spacing:1.08em;">J. León. 1989. &nbsp;</span></div>
					<div class="stl_01" style="top: 51.8604em; left:41.2867em;"><span class="stl_23">del &nbsp;</span></div>
					<div class="stl_01" style="top: 51.927em; left:10.0375em;"><span class="stl_23">4</span></div>
					<div class="stl_01" style="top: 51.927em; left:10.5375em;"><span class="stl_23 stl_08">7. &nbsp;</span></div>
					<div class="stl_01" style="top: 54.0104em; left:7.0854em;"><span class="stl_23 stl_08" style="word-spacing:0.02em;">López P, Rosas J, Velásquez A, Cabrera T. &nbsp;</span></div>
					<div class="stl_01" style="top: 55.4104em; left:11.2035em;"><span class="stl_23 stl_08" style="word-spacing:0.32em;">Maneiro C. 2002. Desarrollo &nbsp;</span></div>
					<div class="stl_01" style="top: 56.8104em; left:10.0375em;"><span class="stl_23" style="word-spacing:0.34em;">embrionario y larval del bolo, &nbsp;</span></div>
					<div class="stl_01" style="top: 58.2104em; left:10.0375em;"><span class="stl_23" style="word-spacing:0.89em;">Diplectrum radiale Quoy &nbsp;</span></div>
					<div class="stl_01" style="top: 59.627em; left:10.0375em;"><span class="stl_23" style="word-spacing:2.02em;">Gaimard, 1824 (Pisces: &nbsp;</span></div>
					<div class="stl_01" style="top: 61.0291em; left:10.0375em;"><span class="stl_23" style="word-spacing:0.16em;">Serranidae). Revista de Biología &nbsp;</span></div>
					<div class="stl_01" style="top: 51.8604em; left:29.2417em;"><span class="stl_23">Reproducción &nbsp;</span></div>
					<div class="stl_01" style="top: 53.2604em; left:29.2417em;"><span class="stl_23" style="word-spacing:0.02em;">bolo, Diplectrum &nbsp;</span></div>
					<div class="stl_01" style="top: 54.677em; left:29.2417em;"><span class="stl_23" style="word-spacing:0.02em;">formosum (Linnaeus, &nbsp;</span></div>
					<div class="stl_01" style="top: 54.677em; left:40.2038em;"><span class="stl_23 stl_08">1766<span class="stl_09">) &nbsp;</span></span></div>
					<div class="stl_01" style="top: 55.4104em; left:10.0375em;"><span class="stl_23">&amp;</span></div>
					<div class="stl_01" style="top: 56.077em; left:29.2417em;"><span class="stl_23" style="word-spacing:0.5em;">(Pisces: Serranidae) en Punta &nbsp;</span></div>
					<div class="stl_01" style="top: 57.477em; left:29.2417em;"><span class="stl_23 stl_08" style="word-spacing:0.69em;">Mosquito, Isla de Margarita, &nbsp;</span></div>
					<div class="stl_01" style="top: 58.877em; left:29.2417em;"><span class="stl_23 stl_08" style="word-spacing:0.38em;">Venezuela. Sci. Mar., 53: 771- &nbsp;</span></div>
					<div class="stl_01" style="top: 58.2104em; left:22.8825em;"><span class="stl_23">y</span></div>
					<div class="stl_01" style="top: 60.2962em; left:29.2417em;"><span class="stl_23 stl_08">777. &nbsp;</span></div>
					<div class="stl_01" style="top: 66.1378em; left:41.6792em;"><span class="stl_19 stl_08" style="font-style:italic;">14 &nbsp;</span></div>
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			<div class="stl_03">
				<img 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alt="" class="stl_52" />
			</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 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="font-style:italic; word-spacing:0em;">&nbsp;2</span><span class="stl_07 stl_08" style="font-style:italic; word-spacing:0.03em;">&nbsp;(Núm.3)</span><span class="stl_07 stl_08" style="font-style:italic; word-spacing:-0.01em;">&nbsp;(ene</span><span class="stl_07 stl_08" style="font-style:italic; word-spacing:0.04em;">&nbsp;–</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 2019).</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:0.04em;">Lucas-Delgado (2019) &nbsp;</span></div>
					<div class="stl_01" style="top: 5.8329em; left:7.0854em;"><span class="stl_23" style="word-spacing:0.07em;">Pilligua Zambrano,</span><span class="stl_23" style="word-spacing:0.07em;">&nbsp;D.A.</span><span class="stl_23" style="word-spacing:0.05em;">&nbsp;2018.</span><span class="stl_23" style="word-spacing:0.07em;">&nbsp;Dinámica &nbsp;</span></div>
					<div class="stl_01" style="top: 7.2337em; left:10.0375em;"><span class="stl_23" style="word-spacing:1.03em;">reproductiva de Diplectrum &nbsp;</span></div>
					<div class="stl_01" style="top: 5.8329em; left:29.2417em;"><span class="stl_23" style="word-spacing:0.59em;">Pesqueros de las Costas de &nbsp;</span></div>
					<div class="stl_01" style="top: 7.2337em; left:29.2417em;"><span class="stl_23 stl_09" style="word-spacing:0.86em;">México, su Conservació<span class="stl_08">n &nbsp;</span></span></div>
					<div class="stl_01" style="top: 8.6495em; left:29.2417em;"><span class="stl_23" style="word-spacing:3.04em;">Manejo Socioeconómico. &nbsp;</span></div>
					<div class="stl_01" style="top: 7.2337em; left:42.0787em;"><span class="stl_23">y</span></div>
					<div class="stl_01" style="top: 8.6495em; left:10.0375em;"><span class="stl_23">conceptione &nbsp;</span></div>
					<div class="stl_01" style="top: 8.6495em; left:17.3985em;"><span class="stl_23 stl_09">(Valenciennes<span class="stl_08">, &nbsp;</span></span></div>
					<div class="stl_01" style="top: 10.0504em; left:10.0375em;"><span class="stl_23 stl_08" style="word-spacing:0.26em;">1828) desembarcado en Playita &nbsp;</span></div>
					<div class="stl_01" style="top: 10.0504em; left:29.2417em;"><span class="stl_23 stl_09" style="word-spacing:0em;">Limusa. Distrito Federal. 208 pp<span class="stl_24">. &nbsp;</span></span></div>
					<div class="stl_01" style="top: 11.4504em; left:10.0375em;"><span class="stl_23 stl_08" style="word-spacing:0.26em;">Mía, Manta</span><span class="stl_23 stl_08" style="word-spacing:0.17em;">&nbsp;</span><span class="stl_26" style="word-spacing:0.17em;">–</span><span class="stl_26 stl_08" style="word-spacing:0.16em;">&nbsp;</span><span class="stl_23" style="word-spacing:0.16em;">Ecuador,</span><span class="stl_23 stl_08" style="word-spacing:0.23em;">&nbsp;período &nbsp;</span></div>
					<div class="stl_01" style="top: 12.8495em; left:10.0375em;"><span class="stl_23" style="word-spacing:0.17em;">mayo 2018-abril 2018. Tesis de &nbsp;</span></div>
					<div class="stl_01" style="top: 14.2687em; left:10.0375em;"><span class="stl_23" style="word-spacing:0.08em;">pregrado, Fac. Ciencias</span><span class="stl_23" style="word-spacing:0.08em;">&nbsp;del</span><span class="stl_23" style="word-spacing:0.08em;">&nbsp;Mar, &nbsp;</span></div>
					<div class="stl_01" style="top: 15.6687em; left:10.0375em;"><span class="stl_23" style="word-spacing:0.01em;">ULEAM, Manta. &nbsp;</span></div>
					<div class="stl_01" style="top: 12.117em; left:26.2917em;"><span class="stl_23" style="word-spacing:0.78em;">Vera, M. 2008. Estudio biológico &nbsp;</span></div>
					<div class="stl_01" style="top: 13.5187em; left:29.2417em;"><span class="stl_23 stl_08" style="word-spacing:0.82em;">pesquero de los principales &nbsp;</span></div>
					<div class="stl_01" style="top: 14.9354em; left:29.2417em;"><span class="stl_23 stl_08" style="word-spacing:0.06em;">recursos costeros frente al litoral &nbsp;</span></div>
					<div class="stl_01" style="top: 16.3354em; left:29.2417em;"><span class="stl_23" style="word-spacing:0.09em;">de la</span><span class="stl_23" style="word-spacing:0.08em;">&nbsp;Región</span><span class="stl_23" style="word-spacing:0.1em;">&nbsp;Tumbes</span><span class="stl_23" style="word-spacing:0.08em;">&nbsp;durante</span><span class="stl_23" style="word-spacing:0.07em;">&nbsp;el &nbsp;</span></div>
					<div class="stl_01" style="top: 17.7354em; left:29.2417em;"><span class="stl_23" style="word-spacing:-0.01em;">2007. Inf. Interno Inst. Mar Perú. &nbsp;</span></div>
					<div class="stl_01" style="top: 19.1354em; left:29.2417em;"><span class="stl_23 stl_09" style="word-spacing:-0.01em;">27 pp<span class="stl_24">. &nbsp;</span></span></div>
					<div class="stl_01" style="top: 17.7354em; left:7.0854em;"><span class="stl_23 stl_09" style="word-spacing:0.15em;">R Developmen<span class="stl_08">t</span></span><span class="stl_23 stl_08" style="word-spacing:0.17em;">&nbsp;Core Team. 2013.</span><span class="stl_23 stl_08" style="word-spacing:0.17em;">&nbsp;R:</span><span class="stl_23 stl_08" style="word-spacing:0.16em;">&nbsp;A &nbsp;</span></div>
					<div class="stl_01" style="top: 19.1354em; left:10.0375em;"><span class="stl_23" style="word-spacing:0.32em;">language and environment for &nbsp;</span></div>
					<div class="stl_01" style="top: 20.552em; left:10.0375em;"><span class="stl_23">statistical &nbsp;</span></div>
					<div class="stl_01" style="top: 21.952em; left:10.0375em;"><span class="stl_23">Foundation &nbsp;</span></div>
					<div class="stl_01" style="top: 20.552em; left:16.0485em;"><span class="stl_23 stl_08" style="word-spacing:2em;">computing. R &nbsp;</span></div>
					<div class="stl_01" style="top: 21.952em; left:16.4625em;"><span class="stl_23" style="word-spacing:1.52em;">for Statistical &nbsp;</span></div>
					<div class="stl_01" style="top: 23.3545em; left:10.0375em;"><span class="stl_23 stl_09" style="word-spacing:0.96em;">Computing, Vienna, Austria<span class="stl_08">. &nbsp;</span></span></div>
					<div class="stl_01" style="top: 24.7537em; left:10.0375em;"><span class="stl_23" style="word-spacing:0.25em;">Recuperado de (2 junio 2018): &nbsp;</span></div>
					<div class="stl_01" style="top: 26.1545em; left:10.0375em;"><span class="stl_23">http://www.R-project.org &nbsp;</span></div>
					<div class="stl_01" style="top: 28.2379em; left:7.0854em;"><span class="stl_23" style="word-spacing:0.12em;">Safran, P. 1992.</span><span class="stl_23" style="word-spacing:0.13em;">&nbsp;Theoretical analysis</span><span class="stl_23" style="word-spacing:0.13em;">&nbsp;of &nbsp;</span></div>
					<div class="stl_01" style="top: 29.6379em; left:10.0375em;"><span class="stl_23 stl_09" style="word-spacing:0em;">the weight-lenght relationship i<span class="stl_08">n &nbsp;</span></span></div>
					<div class="stl_01" style="top: 31.037em; left:10.0375em;"><span class="stl_23 stl_08" style="word-spacing:0.47em;">fish juveniles. Mar. Biol. 112, &nbsp;</span></div>
					<div class="stl_01" style="top: 32.4395em; left:10.0375em;"><span class="stl_23 stl_09">545-551<span class="stl_08">. &nbsp;</span></span></div>
					<div class="stl_01" style="top: 34.5229em; left:7.0854em;"><span class="stl_23 stl_08" style="word-spacing:0.98em;">Somerton D. 1980. &nbsp;</span></div>
					<div class="stl_01" style="top: 34.5229em; left:17.6274em;"><span class="stl_23">A</span></div>
					<div class="stl_01" style="top: 34.5229em; left:19.3414em;"><span class="stl_23">computer &nbsp;</span></div>
					<div class="stl_01" style="top: 35.9229em; left:10.0375em;"><span class="stl_23" style="word-spacing:-0.01em;">technique for estimating the size &nbsp;</span></div>
					<div class="stl_01" style="top: 37.3229em; left:10.0375em;"><span class="stl_23 stl_08" style="word-spacing:0.15em;">of sexual maturity</span><span class="stl_23 stl_08" style="word-spacing:0.07em;">&nbsp;in</span><span class="stl_23 stl_08" style="word-spacing:0.13em;">&nbsp;crabs.</span><span class="stl_23 stl_08" style="word-spacing:0.09em;">&nbsp;Can. &nbsp;</span></div>
					<div class="stl_01" style="top: 38.7229em; left:10.0375em;"><span class="stl_23" style="word-spacing:0.34em;">J. Fish. Aquatic. Sci., 37:1488- &nbsp;</span></div>
					<div class="stl_01" style="top: 40.1395em; left:10.0375em;"><span class="stl_23 stl_09">1494<span class="stl_08">. &nbsp;</span></span></div>
					<div class="stl_01" style="top: 42.2087em; left:7.0854em;"><span class="stl_23" style="word-spacing:0.17em;">Sokal R. and F. Rohlf. 1996. Biometry. &nbsp;</span></div>
					<div class="stl_01" style="top: 43.6087em; left:10.0375em;"><span class="stl_23 stl_08" style="word-spacing:0.02em;">Third Edition. W. H. Freeman and &nbsp;</span></div>
					<div class="stl_01" style="top: 45.0087em; left:10.0375em;"><span class="stl_23 stl_09" style="word-spacing:0em;">Co. New York. 887 pp<span class="stl_24">. &nbsp;</span></span></div>
					<div class="stl_01" style="top: 47.0754em; left:7.0854em;"><span class="stl_23" style="word-spacing:1.25em;">Sparre P, Venema, SC. 1995 &nbsp;</span></div>
					<div class="stl_01" style="top: 48.492em; left:10.0375em;"><span class="stl_23 stl_08" style="word-spacing:0.25em;">Introducción a la evaluación</span><span class="stl_23 stl_08" style="word-spacing:0.17em;">&nbsp;de &nbsp;</span></div>
					<div class="stl_01" style="top: 49.8912em; left:10.0375em;"><span class="stl_23 stl_09" style="word-spacing:0.47em;">recursos pesqueros tropicales<span class="stl_08">, &nbsp;</span></span></div>
					<div class="stl_01" style="top: 51.2937em; left:10.0375em;"><span class="stl_23 stl_08" style="word-spacing:0.05em;">Parte 1 manual. FAO Documento &nbsp;</span></div>
					<div class="stl_01" style="top: 52.6937em; left:10.0375em;"><span class="stl_23" style="word-spacing:0.72em;">técnico de pesca No. 306. &nbsp;</span></div>
					<div class="stl_01" style="top: 54.1104em; left:10.0375em;"><span class="stl_23 stl_09" style="word-spacing:0em;">Santiago de Chile. 420 <span class="stl_24">pp. &nbsp;</span></span></div>
					<div class="stl_01" style="top: 56.177em; left:7.0854em;"><span class="stl_23 stl_08" style="word-spacing:0.71em;">Rodríguez, G.M. 1992 Técnicas de &nbsp;</span></div>
					<div class="stl_01" style="top: 57.577em; left:10.0375em;"><span class="stl_23 stl_08" style="word-spacing:0.62em;">Evaluación Cuantitativa de la &nbsp;</span></div>
					<div class="stl_01" style="top: 58.977em; left:10.0375em;"><span class="stl_23 stl_08" style="word-spacing:0.6em;">Madurez Gonádica en Peces. &nbsp;</span></div>
					<div class="stl_01" style="top: 60.3795em; left:10.0375em;"><span class="stl_23 stl_08" style="word-spacing:0.14em;">AGT S.A. Distrito</span><span class="stl_23 stl_08" style="word-spacing:0.13em;">&nbsp;Federal.</span><span class="stl_23 stl_08" style="word-spacing:0.07em;">&nbsp;79</span><span class="stl_23 stl_08" style="word-spacing:0.09em;">&nbsp;pp. &nbsp;</span></div>
					<div class="stl_01" style="top: 61.7958em; left:10.0375em;"><span class="stl_23 stl_08" style="word-spacing:0.98em;">Ruiz DMF (1993) Recursos &nbsp;</span></div>
					<div class="stl_01" style="top: 66.1378em; left:41.6792em;"><span class="stl_19 stl_08" style="font-style:italic;">15 &nbsp;</span></div>
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