<!DOCTYPE html><!--[if IE]>  <html class="ie"> <![endif]-->
<html>
	<head> 
 <STYLE> 
 sup {
	top: -0.4em;
	vertical-align: baseline;
	position: relative;
}
sub {
	top: 0.4em;
	vertical-align: baseline;
	position: relative;
}
a:link {text-decoration:none;}
a:visited {text-decoration:none;}
@media screen and (min-device-pixel-ratio:0), (-webkit-min-device-pixel-ratio:0), (min--moz-device-pixel-ratio: 0) {.stl_view{ font-size:10em; transform:scale(0.1); -moz-transform:scale(0.1); -webkit-transform:scale(0.1); -moz-transform-origin:top left; -webkit-transform-origin:top left; } }
.layer { }.ie { font-size: 1pt; }
.ie body { font-size: 12em; }
.stl_01 {
	position: absolute;
	white-space: nowrap;
}
.stl_02 {
	height: 66em;
	font-size: 1em;
	margin: 0em;
	line-height: 0.0em;
	display: block;
	border-style: none;
	width: 51em;
}

@supports(-ms-ime-align:auto) { .stl_02 {width: auto; overflow: hidden;}}
.stl_03 {
	position: relative;
}
.stl_04 {
	width: 100%;
	clip: rect(-0.041667em,51.04167em,66.04166em,-0.041667em);
	position: absolute;
	pointer-events: none;
}
.stl_05 {
	position: relative;
	width: 51em;
}
.stl_06 {
	height: 6.6em;
}
.ie .stl_06 {
	height: 66em;
}
@font-face {
	font-family:"FAOFGC+Arial";
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lAqOK4+uEFUhnkTAF4ZdnpGlN4bsjwnny69/U+UzlHSpiZrEciaOlkYmsZXyO7MmkCZkbqIvhFxuXWIkCn8xMRlOMk+zyjFU0DZaPn1+bkd91rEnFJdqtf0G7Wha+9Wm03SUlZR75frLOOMAFXKeE4BEEl5IWzi9bsFtB2dO46njYESK3/kdGj4pdoSSUW7/Koij9R5lFLn+WP06ITNKB7qVNIExLTb6Q9pR1908/Cd8WL4Kpci3PWucz1YDTFeWlEqcUXDxAbUBTe5JoCucosN4P+1QKD1W9pV6Ah9fLoEcwmRfA1H9uzHzyGRVwOBHmObqVMteUt5usE7dW0mQIlEEGJlHpsk4K55A5AgvQRnB7OAwHQMQFPhJvIZCQmIyhABxxBWp36tRyGGSLAX/ZHidqCYUpKbnrviqg2YcEmcEXYElUgbXZBntjwsbNlMJ2CaoQ1lRnxBWGoAMSby9fFZjs4K7FBabcrkWWMB0EG5F84Abz0jDPU6lCkAU4dESQMC9EjqsjS+nNMAcGbmWZgB6f2yhe9mOdOUAvPr05mObghHhVCBSZByHRMYm8qrDTer45kEbVWoTl4tptUAUKR7zyjKBjENqVNJP/RLLnDvRyL5aVY1R1Sib6yQeaKfpoIXIhpGBh9wpxpl+Yx1St2sdxlbZIxp6UGYxSWecKvivq/5YTjIeEEAjUW11F7QWzhjaMDURPdu6A96HRqsS1Vrid6U7f2IWWi5USBE7LVXP6oFvGPOylE0M5BAzm4waA79ORBqD+j/PSOxL+didiubqIKWI7Su0+SJ4zEYkys+9kR7Rp5a5JHJkImEpy35ysSnlAg/55K5GoW9waCryWEYEiLlCdGkTXEajcnuCIMBAZKrqlIe/VBSrVVq6UW8WlVlA4o6gSonzRoZou/GrhA1vIdfM9B7sGqaJeN9VBEpIs6sMVrWY1ZCjRabYndvrHfWWAdyjwTfe+x+aTCnD8qOoH/8Jqhxb+7zvDqp0NebdXJ7o7485njx3PWyfeW1PEQq7DXJLmpiqMB9bZWC5gQECZAasDHAVcAICAfoonk6KtPweIC2wZRJkQLRFBK1AznMmSoGh5l5rVEQ49VHikVz4KElzQrpKYTaTutpUhKqmnHaZZSXf8wVYlbz6CFLYGSzMvIjRCnTQ11C1Z4ZsW3eAnwvQISpBv1gKSW5VnILpQ/CCkfwNkWLhmSSNQNYCBjogX1WCcQMOPQEikwh1NvODfDsssIS6ER/xvrtIfTOO6lcFyLpLohrHzFj/BBcPgyCjFQvBy4lEJUAy5wHOY8nhkY7fBUaH1+a5boobChv504Jl3JU+CtnVq7KkSVC0CJsUt3LT88cr8Bxrqe4t2w7PFNnlCKcggSGKgP/qyEEdqycADQmSAVMgjISpGzWyoiCxkpL3qKBky506JOoLv4Xg8dK5nvogLWaIGUGgxh/2PfZgt/A2FmJSTV9p0WfWhYOevxMMwXZssAuHJlHRsGZdKwn6ta0nfA003OAte7UWJrBMndo/T6sw6gkFPyB1HnmyU/epo4odKygDR7hmLjO221XZgWeFknolH3no/qPIuLUKt5OQsuxVp1F2ps+m8HOmKGmSQgoQtficvK9gilT8NLTtdAZhzTSHyhgDv+CHgjCty2Aj0M8n3COhV2DtEBMO0hkZ9hawrc/ujPqguQBgklQTfKMFTOMl7L91toZQ2YsCfXdtacFxI5IgwtNesGhRTWXIRpjmJIpRJSBlO0SkhATBANQSHYaMgANiBpI+Kxo4aPIr0J0gK0zABbQKbwEmIQ1AgdnmVLDpRSH/YGiVEcwkM8gtCt8jN/TY8Cx8FHcTeyzSfUD+rGNQSvn5Q5bS+aDcFi+pHrVNmrBX6V0bxmoMOlSSzuBtvGZ6pfrb9afaNG0QZmDUUpGbcHXw0hFGTBN4BIW0WZRwVRMjbuYy2hujIoCPOKgENItBqKAZgvkbaorcNOLCWk1SfQBdG63/aDyRCioboNx/kAk5C5fh6uMhPu8DzmAjnXa/r+8apFLWZ49uShoVDAMcaMmDd2LEpXSXdXsRjXv5eIQhTQrl4l3X4hSNsVgRokHw5KqNVTT8m2qSUaStUUOImDQDQ4cjTUNJ5oVwcLbwgGDmhdeuVr3WdH4jApGBSMMZhXkEqQCgSLerch8CBPUppX0EKl1blUvSzPqzDzJHapyGH7AJTJqNigsIaaDpvMQVjpunYjxiUSTA8nQeqIgd6SDfRlxVGfhsV6wqaWKNg6wCNh3+jaHipH1NmpzQOaAc5YCWolyr6VaOLoDug/0AHI5iBanCcxI9OKFSYnEtvT4SQPpq6aAqIfgqO/CI6MNGV5QZtGmr2BnavJFtYYGsNsyGoYrlIYjK/XfGipDQYhrpj0MFrw9knjZeaYarwjMUIEAPh616QIvpjGjQs1r+Dixyl911+yIukWcq4Bx8kkAoZNJXfUANYl8lQXghFra6Kyt2Fv7NTZMrOJW6nZhjUkZOhbEv5WFRF2LRGHtaGBdo6uMSEImwESkPB4RsnRtxfpLbAWg5VYOqsQj6Q+yo5hrBAt+7JFn0eG4IRLBlr12hHKGFlyM4h7QrQeArDYUK/x/s+hsYtYDfkN8EkJzUrqLnx2miFqgr5adeH5HFS3AogZJEVc10x1fqcqSDICfI4fMrjSJ0kPc5aszMaRFJ8SRPfrqQAadNkqlm2YHxFFhbl2JQdNLnIHnsDAplSJX7zI0eSkmLfKXgDb4p5wE4R43FU76hpwA5ovRlCl7VopdqMgi6JSUmmuBCHwDJWYgCD8i6lUOfCUZfbiWSw20dcgkyWkexshOxWAoMyMqOU2YbRo6fyEweR6fS4Y7VhKWk5GeNCv78w0Id0rY32d0WUa6TKxPt3IdyC8zmrpi3dJD9zAdwH9OP89FFHQ/0MJjdRp1LrdBg9zd8OuZMw1QUGYFIl60iiZMRIU7UXbMi3MggdhjUWzPFGw29iiRHUKnCHSxBTpZXMfL3UM6B2nCs2YVV9nCFNadvxbS7Msc9L9nF6tAkXRGT+TUCiyFgqVq9nFagIhFrgUfyahwoLyf6IhXtSg5zilBmhE69CPJiGsia8cK9m02HzdMVc6ig2S1JXQQrSuJbNMQPqOrmKkVc7YmsSMm5CgTs3pSnBCUR2iji2zJNtdwReUQ/u3xMwkZ7AVctVaO03q1nep7QQr1Txh3bWxWZqI1k5Uw53EMNGQDY1NTHdLQ1xV0jS/3mdvIMx/u00gWK82mBDEqsEABeq2C93qvwQWbt6iXmPu+CHu9sAu67YZOWgIoCSG0ZKPCFnXPBxWQukG7S4zYBYLfyJ2SxOJjyYHeKlYdJNuacFldQRlgkgiSdu+qycUA8uYvxQBfpg2yUtIhSmDDBEkpIwfSxkpWgOAlZUFNfZ3rKcSWcvL1BDwpSR/kVTnzcnFOmk6igWGRtuJIlFEe6qZ33gc6jyUlp79UIffMoIyuN2hAE9HE/8QIeCEg7uREiQ3XSgOLE54dAmxLkAXhI1fpJWTa6DgjZXtbP3CutQc+06ArIkTvFfFEn6xHdzj4fcSV8kbJkHIIDCopBYiF6MC5EeH8O+jsaNJ6369IF8BqI/5x1JXYnXcrXxywE9ZDnMEoAAXdoaEJGY3K5QKJDMTmIukUiiMzMQdNyGfiJpeSPEU3rQmZuUiMSwjl4jYGBTSWjJ4TmJy3JCkHbpwCKLnT5G+wSN4JnBqrGAjhcqIkoPDZkoFSZp5K1eWdPpSi2C0hhF912KIrysocaKKiKA2ORtXZgjkv7jFaTCIkRqoVm+i1I1dlwnzL8w4nWPNeOnQKaGSeQ0HApuekGLUCCGaBzGR4YXRRH5zstNSgUKbLxeODAQ+0oGG4qxQiaJImpYhjgI9rSM47vmiEr/sI1i+XPBtxJZIzJMZH7v8QQA7AXguQT32P6+BkCWUUCSooklyuSWZloP027kpboFEYeQvz6FH2ufHJ7ZNijNcho+RRnBg21aET16YeIV4RkZoiLKA4IOvOJAc8g1zwuvNMlMK4pkRKpoWvQUHPtc06cXYzhItpH5AaakIIIWDfqZoEsi5X3pTMQmoeWlleApN6cspPaSiIXwrG4NObda0fUwe9OB70Y7evBDaeislOGKpRJjGiHSdGCEciEDxjGGBabAe91whDs3TYuj0xRsKCkmMpR0iIw95L3QptpoeDZpBaSak4Iis8+cv/SbpEDARDFd412E3DSFMotF1ONIWgiNQdtwQhST03ZEolKe5/UpvLyVB7SirTNdMDoTghaaBPaEH/kBFZBskJRQL4dMD9gf79KI8+Bwf1AOXCJcI34Y15CkYN5ApGCMTQmUkmCPUhnMLKbbA1G/Ee5ERmFJaKVC8NqbFBXB7rv1b6qgXz2QGrGs0cjifUVqhNNZ/h5nkaJk/Q94lwDQmkq0TvBPdBchnygZUnCMrDL5KtvVqkfMYAX5ymYxMyhK/RoYbmJj99IzghdaOXQd1MGZmSY+WTpQHaTSbSQL3VoLDfE2yimd7E7tyrjYPBYBgnwGjVOGiCCBwbQYWv/C2QgnxJZa/MqjpliWkVMh7s2kfo6U+fw6FhgXYhAdcvYrvVNJ++R/H1D4BRdPE4SPwGEQlT1mgi3Bl0RBD5N+Ydw+grBtSCvKJm9DWS4EA09tG73twJK9t+KjxO0MMpqzCkuS4aANvoN2r4fdMwAlYB5UIgDjNKjdgLHAkOkFHNJxF/ikmW+v/39WPni/pHVWuIgAtFKuDtAPxWw2ax6H+w7H2WQEbgQCEMIg+8UQLfHoiR1xxvqSanRNb+5CBSXSV9fDMWr4ZJ9NrNlp9Zc8hZet5Qkhg4Ju0AJc2aLxIHHAgO5uG1AJwpoX8WhfAYF6cu0FAm80J+Hp00phMYEisBB+hNxrQwqAWf7MH3gfRAQJTfbUiCIJvLHfJ65AJgOoBCgTKGmMImm8GJPQLWkqydkeUqjSBictQmAYCGr5ZEprFXLTrUuOXBN1aNuayiQln5rQne4JOAbl+n85A1lINPpEEcmAeLAWwBN250U8/WFBJV0Y81g4KaehhoyZasc/dRSrs/ERLpPhecA1q+MlCuPiWjDpEWJXs5JIaBZBeMAU3N05BT1eJjjKQ6st4DKIJFgByCJ2gM7AHGZ7EZ96yZxUSdbj5njdkaz9gj4BE0UeKRWZ5xDBzi8rQVpU5dfvQs5EccLbu4ZFr5EDFBKY8DNzaeZIBo1XEs2wi16bUA4UFtTnT7kIaB51ioJzOM6GgPLszimJ2JHCJLZqmSM0ErjNg4mucTq4aoQewMWt1JElImJHWdVLpQ5sNO4ztLfdaQzTtIHbLSp/nPcG89PhtGd4mZ0Pq/7lHZhzkhs4qZrDdGWEKt4xlo/DsQ0z1T6VKd7pEy+nC8fPYU1RdDTxcJSJLo+6mk6eoe1m3UTmSytvuzRa7PADs0ebPcSzLOIT4j84o5aiU/At3HcgZu2yAF5bLYXRnDsnzIHqNGLsB3897OQj/nqCd2uWzL02L8gDYNG3idVMpzoXAwK/UtPcY0dB+FgwHK7ehwl36sooaazivi2K+LIm1r9Nna1kIkf9WqwPfGUyoO8EDX9Kt79wGcCAKQBwi5Fh8hs6NdFUOWibWLkHcvYszN8y1A3rdI6LVTjsTlPjoj8ii8X/4liBSeV3G5pc2NOqgEoBL0TyhERXgT82LHcghE0oHqTgq5WcdwLF4rl9IXUJJHQozgdGQpPJ9iCimVJ3GTiAhspk9e+CIAmyZ7RgTJFVUNBrgnRDlHLv6HdSyP+sLySqmljnDjNf1OVqsGJb4Yd0fGh45ch8gYsdFAnGafpZDv3JIAXMvJPjy+e9iwAAk3KxrEJENTK7EM4oLGkDguHYYTQVtSo9SLUZDG3UjWwlQ9EQllBKyLhAWqEJ1R5TKpOLaSatGkh9UaRbU05sIaQWF56QMiRBTYAqCgtsyEbxmeNP0Zushw3B1OA+8QEjA6D5Ahm85dwD8DyCibaE4H3o49Fr+2+iUHBTQFY2zmRUBT4EY1m6qlWvEkjWqWpKyOzHAqVOuMoyVrc6uQR6FxcsShq1TGnzz/v/lZBSU2c0uKVjnctAg6DTMU77X21vZ1xQPkeawQKmFd1aVYR38PWjbkWTiIEw/gSnWG8qPNXyX1UijicbYID6MYExCW8fCiDDMHBMCUy9xB+TEZlcue/yjTdxQDrNj10DWtPzXBq8Ihtie0+D+7aZgbrAHRalW4IAGdPJXvIyWujCogcM+1gzgGiBcgq/lFbet1SMCq72RcaZhEg9xQa/NEBsSHPpl+wEC1qTJTzmBIuHGqwQMEoI2uo9Vafif02oLdihieNmxwVPQW/qwyd/KDSA1QAGAu0uWYC41ErwxV17kafqras1ZEjFZvFiBxoK6FGkQHklsxSeWMVQ5U3EQDKC2dPDUg2/Nc7tqb/ne3+ydkyVI0YLqGQ65N8tRQUhI5mBluZlaWTdUOVzM4XAh1MAIx0x/OBH1AAn/gAp7qY5iA0RV73SP0AY/V7fGCmhoLAngAD94MQwxdfqeuNkwvNJMqIpCTlgo2kREdoJxo7RIjHl8xDm4Q0SrSx+ZYN1dOBVJkTSdzH1USHdofcmF5pwapMUZAGW/iuAcoAMdJhVvIp1vTo1FthM6bzFpIaHyzKnLIXeIY7MACvGQIcCM2ic4sWwHsp83xsvfug+NTKTwkTgPUEsizIgDbDKiUt37S3AVAq4UdtvkoYDciqRGklW6Kl8PmuU8JtV1ti+zB91djGRzUphMAaoZj5pLvJ5SahafKshd8UBNu6CGc2wdLyCKWXlpa84jgTspY5afDDbwopjBFjse7z5jZTpHyockFsQyOIEF3lNbtfSJbFZqR4tSB9XiPgTrqzPdhMAg/2vnvKaqUBpqN0sGZPcm7PAqYCvA4zWEnggiS8cbIJ/YXZHOF5ISsU9k9TaAAISRxgpnTcBgrUbxBuVNFCrkKMEr8sitnHgRLPQBjYfbQ+w5j8TXkGt+sSVjzME3lP76Cx+81h93bujbzpgEknodJYH3HI7M/JcXbLtqYUHa1yMCCdX50L00SJKGsLI0H3eYRxEWg9KaCGxTIwlDhEwBAnHCrkeDnkEm+uZf+jmpol6jMpr1sijR0iQcaiHeh2pGiwbHwFS1J9iqsfCr840f89JnwdEycpXjQ0AWms0Q9a0N1eqS15vEIOsATpm77RQysmjAMZBanURjHDF+6Vr3HLGtg1mI0ZGPyDKXPkkOaL2fdmh8uoFqNdA3oPMqjpyt7nPQJPiaaCYAzDiQoKI2f+z3SxSCIGapaJ66hlUa+Ub7hb0csDgeZEgJ2SHu2ID9ErbCi6a2wmQFzB6+ddfaGlChVIyZBwiuDpTyVHgCdubKqGWYhA8hMW3MBtM9D9eWVn6olo2P0tsjh81EdlbZsgXlrBHN3RQXlgF1xFsaxY+f5azHNXKqAB3ZrMp3CFjq3SoqTx+9G4EWrIItncSazArOMcKvLBsWRDkxODK3RWUHmpybnlVAvzY6aBOhEewRmpUC3EBbkaLBLW5N2DimqCqdM7U2oYHL0uSKmelduQwozEVtZVII4W5MGaQTBMT2UWJj5sSZKURxcaXAdGzhIo1RdRzLAkXE8CThzPzGfnCWbaNCnV7GP/6IboKer5T5IhICdgGyqW/70kYGe4IBUAMk9/0ZgPPqksDUSvQI/oIG0AyhPSENAJnO+XgNUCO4nrA5xX5m4pAoN/gSi2ZwslFlSChHMD3lKaSCU55iWZ+AhycmIIiiwKivQXDyfmXSP8N0v1Z0YQ2cXS+YgTKPIwtBwxwehFgp+OIgVdsiAkZs/FcwH1lwdkljUZeGe6Ak8Y4iHEBgy5PZE+HoLrpICM2Kspqk/WPoFgDYhEZECtyF45DpIsHvfAs/xWHOB607RidGYhmZ39H4sxQac7IVgK4q1RXrnlVbdtQtMWEn927vRDWY8TwDgTezEbA1gWEfVso79BHmRXPQ51+vJBqWyad8SJMzSCOwzSASQlUYVivAJ0YZVGLToRHFX5ChtywMsNjtJ1bHkY+iERFi5C6xyxoQoTlnJaXb510kubFSWxKdyp4FPQ0MLIJ8urMHA4nI6aOUdHEiZSTQDxDJygKkWpDOfkhaUzFz4iyAbXSFfBHS1VlzRs4bvXGiTlWYE4ce/iCs1jjnvw9C94zzhLoRhgO2MRajPkAbxeTLE44r7UmdKf7CxosGvMcNMwkBq6HQRVA5VAdcDR9UiomiNijQ0PmRsCpO+XQEK1YDWroI4hGBDYdOQCCNwLAaiApQE2Hi+GKrBIgvNUxpl2nnDo3qgIhL6aoOQFRYSS9tVkCI5QOTSGPRwN7kSphWcLXAnuOJXaBhk1prUhhIVRMy5ELo/F4wkbEbsyVcox2o/fEsXlFt3mhMogICXILd0B0NliA0WIynhTDmHJs3yQtBJJ4JF0XNsMS5shxMZQ4aX9nd2ATg9wgICeSYFoowYsSIRjIA4GQMYo0FXPSsBm86WBQDBwjMIALCgDPwYc0uSCmZQQiQxMr7MvBAEYk9itk9hgmRs872RnlQcQGPk7xV9PGgvKZ8QqtgQS7BZXqRQwKIyCFf5z4TNGcsMM6WgpBZzNU84qNalRwHEj7+lJcc+/KCGIAXfeY7MNooj2EXlcMwwBHkTNVw8OcrFxjZRTDYz6oVgWAAV6pfH25WXp4Nfjyp05NdiK1GcBVxHOIPKiUnFpjcNRGNYh7KM2EeVv20SZCjaNBM1NiZi6NuzwIDOxrLGdJOVvhOqcna+RIK+Wm4KXLy/kR2U6gY58wo8m/m5F1UmwXMYHqJyvysXtGJdw+jXzCrIuHJUX8jECf15fHVndTgmpf1zqU1lzbAZ8k+ShsklpQjK+vKZWWCd1rFfrZ7zfy+GEav2eXQdd9WRyvls9LUmH1jGwYZoK8A98BGCn1U7aTR/HxVgiSBLET7UfNXCMI5mJkblcknvuK4Ay4iQ1xuljODIyw2YDZ6XX12U7QO2QxGthgc65ITZLNOWYuqhanC+ln+hz6qNtMSZDHnEhCnCtvwWftM+lkUWgGREZdCreTFdhK3sHx4ohcYhbb4VoGLABaNOE+DhdmUw4e4tNQ9v0A2d+RyZNQGTIpeJ4Fm5bqU211FOKbz4EJw5ik9goAJXRrj7QuQK/nx1XD5NuOepNXD0x6DFgPUrjLNbSTpnE50xCRU08+MFU7oC07LA741BgkEmiHbRxLA0WQ0Qod8gyR+YyyGDg2DqoAf7ZZQRVl0cyfCkwaIkWF+S6rZHbm3i23Z0wM/hlX+jokiUh5gcITu9fP/BC5Wdu0aaXVTd72PrRB9gDwdBr6HdAMLcgGAEQHl06tF4Juq8uaBYmZBvWzGPTymxq5PB67NE2Opg0R7d4e6cS6mBvF9/fMOlVbZi1NKvDNjCNSgB69H7yntYWJ6BcT4UHN26W5Cs5WVxzUINXMjbJTcnE2/YJ6hVFH0n6JsZwlmxiB7aSzf/EFqoVnEhnxwYJtfQzZ+4CaAATe5dze5Wt7tCCYLXzF7UciCeDmQpcEwFc2FMcJw3PESwRm4CMXs23rK1IP4AD/EI2kZlkYyIW5F2Uz25BtjjFKvQk6AiVT8Twd1dvyBu");
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?#iefix") 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") format("truetype");
}
.stl_07 {
	font-size: 1.16em;
	font-family: "FAOFGC+Arial";
	color: #FFFFFF;
	line-height: 1.117188em;
}
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	font-family:"WQEQVK+Bodoni MT Black";
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");
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?#iefix") 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") format("truetype");
}
.stl_08 {
	font-size: 3.16em;
	font-family: "WQEQVK+Bodoni MT Black";
	color: #FFFFFF;
	line-height: 1.167969em;
}
.stl_09 {
	font-size: 1.2em;
	font-family: "WQEQVK+Bodoni MT Black";
	color: #FFFFFF;
	line-height: 1.177783em;
}
.stl_10 {
	font-size: 2.5em;
	font-family: "WQEQVK+Bodoni MT Black";
	color: #FFFFFF;
	line-height: 1.167969em;
}
@font-face {
	font-family:"ICBBBJ+Calibri";
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") 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format("truetype");
}
.stl_11 {
	font-size: 2.5em;
	font-family: "ICBBBJ+Calibri";
	color: #FFFFFF;
	line-height: 1.220703em;
}
.stl_12 {
	letter-spacing: -0.01em;
}
.stl_13 {
	font-size: 1.5em;
	font-family: "WQEQVK+Bodoni MT Black";
	color: #FFFFFF;
	line-height: 1.167969em;
}
.stl_14 {
	letter-spacing: 0em;
}
.stl_15 {
	letter-spacing: 0.01em;
}
.stl_16 {
	width: 100%;
	clip: rect(5.938334em,46.32em,59.67967em,4.678333em);
	position: absolute;
	pointer-events: none;
}
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	font-family:"LGGMSW+Californian FB,Bold";
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");
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") format("truetype");
}
.stl_17 {
	font-size: 0.92em;
	font-family: "LGGMSW+Californian FB,Bold";
	color: #000000;
	line-height: 1.146973em;
}
@font-face {
	font-family:"HADMGM+Californian FB";
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");
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TQrASI9ATQ7ATI3NjMyFRQGFRQ3Njc2MzIXFgLXCxQFCQsHGhQnPXE5CgIhxA0J/gAODHkTIXsKColIFDcFDgQMLjtJRlEsCQM5QTwQCiUOHzEJEgb+Pg2yDh0KCh0OEwKRiQsgCwYQGwdpBh0MKDA2RA4AAQAK/fcDtAORAEkAk0BOtgy5PQIbDhsgOA4KODQ8DgcKBy44DBs4PDQMICAbOAobGycNQBQUSCdaSktbB0ggKDw+PgcFBTQhIDEOKDgKGxsTRSkBEwJKQBQgDRASAC8azBoZzBoYEO70MhE5ETMzGu0yMjIyETMyETMBLzMvM+YQ5hE5LxrJETMRMzMHEO0IEO0aBxAF7QgQ7QjtMTADXQEUBisBIgcGAwYDAgcGBwYHBjMiNTQ3Njc2NzYnJgMmJyYrASI9ATQ2MyEyHQEUKwEiFRQWFxYXFjc2NzY1NCsBIj0BNDMhMhYVA7QGBDcSCRxpIsFxUAcTBm9cAhMTYmKUJwUMVXssTRkhJA0ECQF/Cgp7FRVmQUoJCkI3RSVeDgoBUgkDA2gIBBIt/tVl/in++ooNBQIPDA4LCCmDwmYNF6oBPG6uSgwfBQUKIwgWB0HypbURE4mx4z1OCCMKBgQAAgBC//ADTgOcADIARQCaQF5lJwFHJ1cnAtYmAcUmAbQmAWImoiYCRiZWJgKHEZcRAngLAYgKmAoCeQoBeAmICZgJAy8AR1kaDTMMPj4lDUAMWEYjEEAwHDMoMxpAGkAaCDgQEgVGQC8gACkPCARGABD09RnUGskaGBD87RI5ORkvGC8RMxoQyRoQ7QEQ9hrtMi8Q3P3ufdYZxTEwAF1dXV1dXV1dXV1dXSUUBwYHBgcGIyInJjU0NzY3NjMyFxYXFhcWFRQHBgcGIyIGIyIVFBcWMzI3Njc2NzIXFgM0Jy4BIyIHBgcGFRQzIjc2NzYDTgIfFSU/ZXawaH8OI1hmlkguJE9eIQgSJrnTRgZTBwyXUblfPSsQAwYFAwK5CiuCVT86FRgaDAq2rVcQhwIEHw8aHC1of7aCPZVWZRcROUNIEg0LBw8iJwIvz4NGFQ4QAgMHAwISCBJMZE0dPEEjEA4OIQcAAgBa/+UDagOPAD4ATgCGQEEeDDYUOQYGAABQVzkMCz8VKysmDC0tRQ1AFVhPLS0rKxsiDjIgQRAwGxsRJYAyBU9ATDALYEkPSBEETzsAAAYETwAQ5DIZLzIYEPQa7RrcGs0aEPwayBI5fC8a6RoYEO0ROX0vMxkvARgQ9hrtMy/tMxkvGBDcMv3sMy8zGS8YEPTlMTAlFAcGBwYjIicmJyYHDgEHBiMiJyY1NDc2NzY3Njc2Jy4BIyIHBhcVFAcGIyI1NDY3NjMyFxYVFAIVFBcWFxYBNCMiBwYVFBcWMzI3Njc2A2oEORkJCTs6NhoGCgtaEmJQTCU5PixdZakJAQcHBlBJZykYBBckMCNaNmGpcDIlEzMlTg7+yxBOYKIlH0NaWBgDDEIFCDkQBzczRxIOEVIKORoqU2JXPiouIAIUmTY1NBkREhwsIjguJ3QhOy8ibU/+whVjPSsWBgFwEytJfEwcGU4VHncAAQAOAAACFwXoACIAQUAkJFciGB8SGhQdDEASFQ4SBhUMViMYEg4OKBUDI0AgCQ4CKAIjABA8GhDtMhoQ/Brt5gEQ9uTm5Br95Obk5DEwJRQjISI9ATQ7ATI1ETQrASI9ATQ7ATI2IzIVFAIVFDsBMhUCFwv+Dw0LoxUnewwITkabChIMJZELCAgKIwwXBFbeDCEOKR0D+2QV3goAAQAL/5oCUgXNABEAJ0APE0APASARQAsHIAkRCRJgABoQzMQBGdQaycoaGN0ayskaGcwxMAEWBwYDAgcGBwYnJjcSATY3MgJOBAoe2t8dCA0eDQkQ7QEGCA0bBboEIFz9c/1mUhcMBBYKGwLlAvAWDQABAEz/9AUmBWYAOgBXQCxZJwFaJgFZEAFZDgEeGDxjNSABKBwMYjseJB9AGCASBztANC4wBwUIAQYEOwAQ9MQayckazcQaEPwaGc0aGP3EARD27X3UGhnMGObWGc0xMABdXV1dJRYHBgcGIyInJicmETQ3Njc2ITIXFhcWFQYHBgcGIyIuAScmIyAHBhEQFxYXFjMyNjc2NzQzMhcWFxYFIQUHS62Izq9maWOkXkybygE9d2JzHgYBCQYEAgYJAxNKas/+9p6yvF9hV5NtzDIcBgYEAwcPCsUJCFE+MSMkYZ8BRrW2kmWDCgwRAggQRDcpDBImMjWjuf7q/s+sVx8cX00tJxEJIR4XAAEAQv/yA1oDogAwAJ1AYcYmAcUlAaYltiUCZSUBRiVWJQKYDgF5DokOAngNAXgIAfkHAQkGAfoGAesGAYkGmQYCegYBCgUB6QX5BQLKBQEWMBQUCjJZLSAAIw0KWDEUFhYEHRAQBTFALiAAKQ8EBDEAEPT9GdQazRoYEPztEjl9LxnFARgQ9u193BoZzRjmEjl8LxoZzTEwXV1xXV1dXXFdXV1dXV1dXV1dJRQHBiMiJyYnJjU0NzY3NjMyFxYVFCMiJyYnLgEjIgcGBwYVFBcWFxYzMjc2NzYzFgNaMaG5bkBgRjkYIFtjr5xrOSUyNC8RB00nMiBTMFCBOlQrXHxXDBEECAykDyZ9IjR9ZZtoWnZPVmc3LS8zLzoYDAYQNVm+wog8Ego+CAwCCwACACEAAAISBTsACwAzAElAJzVXMxgwEysUAC4MQCEVEhUGGlY0Hg4oJQE0QDAVDg8oDzQEDAoINAAQ/HztEDwaGBDtMhoQ/BrtARD2xOTkGv3E5Obk5DEwARQHBiMiNTQ3NjMyExQjISI9ATQ7ATI1NBI1NCcmKwEiPQE0OwEyNzYjMhUUAhUUOwEyFQFtMCkkQiEoOjylDP4lCgiREwIDCytjEAo7XVZABRcPMXkKBPw1KSNBJygw+s8KDB8OFQYB2RmcH10KIw0IBh8D/bMO8AoAAQAlAAADuAOaAEAAZkAxVg0BNTEtNwoQDQoSEC1CWwBAHQpaQTEtMCsrIxsTEBQMIygoIwFBPxM1OQwNCggIQQAQPBkQzTIY9TLkEOQyLxD9MuQRMy8aGc0yARgQ9sQafd0Y5tQayRE5ORDJETk5MTAAXSUUBhUGBwYjISI1NDc2JTY3NjU0IyEiBwYHBiMiNRQ3Njc2MzIWMgQzMjYzMhUUBwYHBgcGBwYVFDMhMjc+ATMyA7gYBAYJDvy+GBIwARTmYDsh/r17Ly9IFgkKDggJAhQDOw4CZQ4OTQEQDjZNkdJ1QR0hASW6ax86AwqLBE4EFBEQFA0WO/3SbUMVEQkCEhEND1syGQ0EDwYOChU9WKm+aUkgCRIMBBMAAQAtA9IB3QTFAA4ALUAUCigOfUAFIAcPACgOCwuAByAFCg8AEP4ayhr91hrJARDWGhnOGhj9GsoxMAEGBwYHBicmPwE2FxYzMgHPCh2LsysIChndDxAxWBIErgoRT1gaExcQrA0CB///AEL/9AOsBNUAowAIAAAAAEAAAAAAAEAAAYMAFAD+ABBAAAAAAABAAAAQQAsCETJPAgAzOw8TUCs0KwABABIAAAKWBfMASgBYQCsTEyMYDRsMM0BMAiAAQjwYKhUzVksCBg5HIEtALiAOJigmSxY2DjA+DwFLABD0MhrtMhA8GhDtMhoQ/P19xAEYEPTk5DPcGhnNGMQaEP0yfOQyGC8xMAEUIyInJiMiBwYVNAYVFDMyNzIdARQjIiYjIhUUEhUUOwEyHQEUIyEiPQE+ATsBMjU0JjURNCMiByImPQE0MzI2MjURNDc2MzIXFgKWQEZFEAkmIjUCDBXFCgoHyAQRBCe0Cwj+BgsBAwmJDgYMDEYGBAwEQhZxVos7LyoFnTVFCiY/hgrQZBUCCi0MBA4G/dUPzwghCgYlBQURBvgMAeUZAgQKIxACDwEblV1IIB0AAQBU//IC4wOWAEUAhUBFIwxAIAxCIEJAQkJAAD4PQCMgHCpQJwoyEDAcD0dAA1AADBAKRi4uMmlAHAAgI0JAJz4IBDoRMCsFRgcHDGlAGBEwBARGABD0Gu0a7Dk9LxgQ/BrtEhc5Guw5PS8BfRDWGhnNGNQayRrO7dQaGc0YENQayRI5ORrtETk5BxAI6RDpMTABFAcGIyInJjUmNTQzMhcUFxYXFhcWFxYzMjc2NTQnJicuAScmJyY1NDc2MzIXFh0BFCMiJyYnJicmIyIHBhUUFxYXFhcWAuM9TLK+hA4EEBEECAgCGUUTDjBsaz8xJTNSCWIKdDNIP1CYuloICgwGJi4JDixdWDdApDJhXDZDAQJtSVpoCyAphxMPBBgcC1dVFgMINytMLSEtEgMjAzMyRm5ZQ1RbCBCQFgxTYRECDCElSXYwDyAfMT4AAgAM/fgEEgOoAEAAVQBuQDwPEwoKTTU1EhhNDCFXWQANQRomFSMTGRUhVlZMN0cPMD0FVkAkDigqAVZADxwOKBYCVk8wCQlSECgGBFYAEPQa+cAvGskQ9BrtMhoQ/BrtGhD8Mv3UyQEQ9uTm5H38GP3mEP3kMy8RMy/mMTABFAcGBwYjIicmFREUFxY7ATIdARQjISI9ATQ7ATI1NBI1NCsBIj0BNDsBMjc2NzYzMhUUBhUUMzI3Njc2MzIXFgM0JyYnJiMiBwYHBhURFBcWMzI3NgQSgz08VotkgRUKDRvGCAb95g0NhxAEIH0NCGFYMQgYFAULBwQEBUNjUGCJaoGBIiAqXpRwMCAxBwlupKpdNAHH0YE9GSVDCxP+7ENHaQkgDQkiCxAIBDoTzwsgCwYBBQQZBm8KHQU/Oi9tg/7sR1RRKl4YESQIEf3bFgc3jE0AAgBC/98ETgXyAEAAWQB1QDxbVzUUMwAYOQxEBgsLLBVEIyNEGk4NQBlYWjMSKQ4oLwNaQEciShAwHQVaWQ5WD0ATBFo7Bj8OKAEGAFoAEPR93hoY7RE5EPQa/dTJEPwa6dXJGhD8Gu3kARD2Gu197DIYLxDsMy8ZxBgQ/ewZxRjk5DEwJRQHBgcGMyI1NDY1NCcmBwYHBiMiJyYnJjU0NzYzMhcWFxY1NAI1NCsBIj0BNDsBMjc2MzIVFAYVERQ3Njc2MzIlFCY1NCcmJyYjIgcGFRQXFhcWFxYzMjc2BE4IT41VBg8GBAUROlFahFM6Wi05fGypXEUoVg4EJ4sLCy+DVDUCDAYnRx4iCQr+vgIQBhlri41GWB0YGzAsMlyNfQ51EgMaQCcXCEoIIRwQByw7OyAzZYGR9ntrGQ8wCRsKAWUQsQwaDyMWGgP5F/xUxwwXDA5rCeFXgVAbDjlSZ8JMVEgiPBUXXAoAAQAK//gDqgORAD0AiUAkLCgsMA4HCwcsDDAsECgMExMQKBMTGDAHBz9bPWosEAsNakAYuP/AQCINEkgYWj4wMywzIxMUFCMHBA0EKCwjDig6GwEsLBALDQQ+ABDkMjIyEfQyGu0ROTIREjkRMxEzETMREjkBEPYrGhn8MjIy/BjmMxEzETMRMwcQ7RAI7QcQBf0IwDEwARQrASIHBgcCAwYHBiMiJicmAgMmKwEiPQE0MyEyHQEUKwEiFRQXFhcWFxYzMjc2NzY1NCsBIj0BNDMhMhUDqgYxDgkXKHGBEBkSCwgOBgPCbyMiOQ0NAYsKCHkOCAMsWV8PBAUJG2JMG2IKCgElDANkCBQ3X/74/tcpOyUgDwoBvwEPXQohCgohChQNGgtu298XEDP4wF8rCh8MCgABAEwAAAKBBUQAJgA5QB4oJmYjEx4UIRtAFWcFZw4nHR0SDhkJJyMJDgMwAycAEDwaEO0yEPTtMy8BENbk5Br95ubkzjEwJRQjISI9ATQ7ATI1NBI1NCcmKwEiPQE0OwEyNiMyFTQCFRA7ATIVAoEI/d0KCrYVBAYKY0wMDGt9ZgIPESucCgoKDCEMNgsDdQ2PKUQMHwwVFQL8Myf+/AoAAwB7/+4DfQVGACMANABJANhAhoRDAYZCAXdCAX03jTcCdTMBeSaJJgJ5HwGIHAGKDwF7DwGJAgGUQgFmQnZCApNBAWg3AWo2AUg2WDYCdjEBdDABmiYBNxYBlAEBdQEBJA8aQDEfIB8ALg8QQDkNIA01EBoQGhAIS2MADzU+D0AIYkoxHzkNHw0fDQQoHygUBkpARh8oBARKABD0Gu0aEPwa7RI5ORkvLxEzETMBGBD2Gu193Bj95hI5OS8vERI5GhDJGhDtETkaEMkaEO0xMABdXV1dXV1dXV1dXV0BXV1dXV1dXV1dXV0BFAcGIyInJjU0NzY3NicmNTQ3NjMyFxYXFhUUBwYHBhcWFxYDNCcmIyIHBgcGFRQFFjY3NhM0JicmBwYHBhUUFxYXFhcWMzI3NgN9gWTBsF5OTB1kCxG1fVyqololGBVQJm8VGVlCZZhHSqA5FBwgLwEYHkosPSWc1BILLzE0GxobMSw3ZmQyQQGJtoFkbFqcdWopRggIVbmxfF1aJT43KXdeLTcOCR9AYgHiYEpMCAoqPWfRNwYgLEz9nXqSRgYGF0NFYT9PSx81Exg5TAABADP/8gN7BUkARwBGQCIMED88JUhJYzEcABsMDD8FG0U/NxUVIT8GSCseQCVgIQRIABD0GhnNGhjtEOwROS/NENbtETkvAS/E7eYQ1tTFyTIxMAEUBgcGIwYjIicmJyYHBgcGFxY3NjMyFxYXFhUUBwYHBiMiJyY1NDMwFxYzMjc2NzY1NCcmJyYjIgYjIjU0EzYXBDMyNzYjMgN7LRkRECQdjZFiIg4GEC4DAgIMakB1XVM1gYU3W2ejpWEXERxBnL91JyIhizRBWGIKWAccXgYhATu2LRUiBwwFKxRaFxADIhcRBQsd7xAEBgIOLic1gde+jjkxN0MQCx8PK3UoT0xgrHUrGCEEGh8BqBoDHQYKAAEAWAGTAmICnAAQACZADxIAQAkRDwIgAEALBiAJEQAZEN4azMkaGN0ayckBENYa3c4xMAEUBwYEBwYxIjU0NyQ3NjMyAmIQBf5CDh0MEAFjdBYDCgKBGAcDvAULHxoHlCwJAAEAXAAAA6YFPwA1AFpAKhsXIBkJKgwwDAkRG0AlJQk3YzQgAEAJYjYZgBUPIQY2MzMgMEAJByAHNgAQPBoZEM0a2RrKGC8Q9OUazAEQ9hrdGhnNGOYSOS8a7RE5GhDJGRDUGsnJMTAlFAcGBwYjISI1NDckNzY3NjU0JyYjIgcGJyY1NDc2NzYzMhcWFRQHBgcGBwYVFDsBMjc2MzIDpgwRFggJ/Q0RIwEDmWooJkROp8ZXCAoRNjAwdZmeYFwtVoWUlwoY9t1vGwYOhQUcJzEMHxQXrMaLamN/iUxZcQoECAgfNzEbQ2BcpG5v05GicQcGCxgGAAIATP/0A8sFSgAZADAALkAXMmMAGxomG0ARYjEgESgWBjEtEDAKBDEAEPQa7RD0Gu0BEPYa7X3UGP3mMTABFAcGBwYHBgcGIyInJicmAjUQNz4BMzIXFgM0JyYnJiMiBwYHBhUUFxYXHgEzMjc2A8sMDi5GbD8YIkRiNw5ZRYN1Nr9erIx/ezc8QU6NWjQ6FhQPERNOrUtjOmsCpoZHUW2pQycIDBYGPjABJN0BPs5gX66f/j75m6g/TD9HenNsVYWNP/9RQHMAAgA1/90D5QVzADAAPwBlQDAyNh0fHyM+PjIyGBtAKgsjKCcnHUFjAR8dYkAfHRs7CQkaNis7OxMjJQZADg4TBEAAEOQyGS8YEPTBEjkvxTPNMi8Q1RnFMgEYEPYy1eYSOS8aydQyGu0yLzIvBxAF/QTAMTABFAcGBwYjJiMiFRQSFRQHBgcGIyI1NBI1NCMhIjU0NzYBNjc2MzIVFAIVFDcyNjMyATQHBgcBBhcWMyEyNjQSA+UKDSAGDD5HEQgOBjc9BxcTE/3wIwoqAR6iyxUSECEPCq8FDv6xGxSS/vgLAQENAaIPBw0COQwSKScNBxEG/p0QHwgEGBsbCAGmCBUaEQ4qAW3R/BMZBvz9CxYDEQIpHSIUuP6yDQUFChYCEgACAEL+BwREA7QAMgBMAFxAME5XJSAAGCoMDggTMxpBDEAaWE03ISE7EDAdBU0zUA9HD0AUBE0sBjAOKAIGAiUFTQAQ7PTWGu0RORD0Gu3dGswQ9Br5wC/JARD2Gu19/BjkM/XkGhnNGOYxMAEUBwYHBjMiNTQ3Njc2ETQHBgcGIyInJicmNTQSMzIXFjMyNzYzMhUUAhUUNzY3NjMyFQEQJyYnJicmIyIHBgcGFRQXFhcWMzI3Njc2BEQNW5BVCRAIEgICGDFEhllxRB4xXPCvdnhpAyYUBRMTDyMHYhULB/7OEAMNGVNjTlYvGSlQKyIgV25kUUUaDv6EDgMaLyMUCCVRfGIBECEZMCZJLRU/dubKAQ9GPXUcHAX7sBWuBAEbBgoCWgGBfQ4VEhgdHxE2bJ5lYk0cSR4bIw4AAQAdAAAGJwOqAHkAlkBQWTYWMAxGZhsWFgwqQHtXeRhvKHEMBhcNGSIXKhlASxU+FUZWehOAZmARD0BtbWEvIFosD2FUVGEFekBJDihPAXpAdjQlGAlBDjkoHwM5OXoAEDwRMzMaEO0yMjIyMhoQ/BrtGhDsMi8Q/dQayREzLxrtGt0ayQEQ9uTkGn38GOR9/Bjk/RrJ5OQaEP3kMxD95DMxMCUUIyEiPQE0OwEyNzYRNCcmIyIHBhURFDsBMh0BFCMhIj0BNDsBMjU0AjU0IyIHBhURFDsBMh0BFCMhIiY9ATQ7ATI1NAI1NCsBIj0BNDsBMjc+ATMyFRQGFRQ3Njc2NzYzMhcWFxY3Njc2NzYzMhcWFRQCFRQ7ATIVBicM/mgKCl4QAwopMWWDTwkddwgI/nkLCWIOAqKXUAwieQsJ/lQIBAx3EwkpaAwKiyA0CCgFDwQOEV4WL0hDTjYqDwUPMhwPOTJjZkZODBaMCAgICh8METYBgr40PVILD/5H0wohCggjChMGAjYNpFAMDv450QghCgYEHQ4ZBAJjDqMLHgsGAQkQBWIIGQkNOhAXGS0kPRQMMRENJBtGTewK/rEIhQr//wBC//ADTgTVAKMADAAAAABAAAAAAABAAAGDABQA8gAQQAAAAAAAQAAAEEALAhJLTwIATVQSElArNCsAAQBiApMDewVfAGwAZUAvMEMdVgpoBhBcSjhibSUQbmNAAWFcUDIgPlBAKyUYHQpDVgRQGGogBRAYQEogUG0AENwaGcwaGN0ZxRjcGskREhc5ENYZzBoYENwayRDWGc0BGC8a7twZzBgQ9twZzBIXOTEwARQHBgcGIyInJiMWFxYXFhcWBw4BBwYHIicmJyYnBgcOARUUBwYnJicmJyY3Njc2NwYHBgcGJyI1NDY3NDc2MzIXFhcmJyYnJicmNzY3NjM2Fx4BFxYXNjc2NzY3FhcWFxQHBgcGBwYHNjc+AQN7EwgKBBUEQbYZHTMfKQ0PAQsEPAw9Dw0HDQoRHDk9CzkKCQYPHA4WBg4BOEZaQWFFLhQMCw8CFgMSGDFSfRU5GzATBgQKHTFIBgoEARMDFCMqSS8OBxAQHQsgDRYhDy44EjZRWzQEUAVNIS8KCh03Yz4kCBEECAELAgYDEyAhU3Y/RghTCRkKCQsWKSYiCBEBKCk9BggDHA8DDAQ5DQFKCwYPEj5oMigHDwsEAgYOAxUDOAdTgi1UOzocBxooFzANDBAdCRwiFQIECSMAAQBUAAAEVgVOAFgAiEBGGioOMCUlIh8fIiIBOmc3ExMQNRtHQFoBCAQQBk5lShNAZUdgWUAoRVAxHSgcQBUVPVEMDg4wVksOUQZZRDcOPSg9WQaAVwAvGs0QPBoQ7TIQ9O08Gv3GERI5LxrMGv0adswBGhgQ/uTm5BnUGsnJ1RjGGhD9xDPk7BI5LzMvETMvGu0yMTABNAcGBwYjIicmJyYnJiQjIhUGERQzITI3Njc2OwEyFRQGFRQWFRQrASInNCY1NCcmISIHMBEQOwEyHQEUIyEiPQE0OwEyNhkBNCsBIj0BNDMhMgQzMjYzMgRWEAoNAgoHBQwTI04R/kQMDAwUAfIRAQUHAg0SCggCDBUHAwgOPv5IDgI1xgkL/eILC3sQBCN/DAoBRg8CIw8UTgEOBUIGQiU5DgoUEyEIARcKN/5SGwo5Rg0PA6oNDrkGGw0FoQQKAgoO/pf++AghDAodDiUCgQFc4ggjCgQEAAEACwQXAhoEvgAXAEa1GRcwBGgBuAEAQBQQaAswDRgBIBcUQA0gCwgQFAQKGAAQ9t3c3d4aGc0aGBDeGhnOARgQ1hoZzRrJGhjdGskaGc4YxjEwARYHBiMiJyYjIgcGJyY3NjMyFxYzMjc2AhAKEDFsOThgKSIeFA8FEDFsMD9sHx0hFASJFxZFHDEgFycOF0UcMSAV//8AJQAABDMEvgCjAAkAAAAAQAAAAAAAQAABgwAnAQQAAEAAAAAAAEAAABBACwFFVk8BAF5TQ0NQKzQrAAEAUP/bBdkFUABPAIRARj8bDjgbEw4TDgwMP1FhCgUFAGgKDklnRhM/REQ/KjgTDjJlLW4qHWYaExgOJGUqYFBARgMvDkw4EzcGUCgaDiAoIA4MBFAAEOQyPBoQ7TIQ9DIyMu0yMgEaEP7k/ebkEPTk7TJ9EMQyfC8YEObk/eQzLxDmETMZLzMYBxDtBBDtMTABFCsBIhUUAhQCFRQjIicmASYDJgcGAwIVEDsBMh0BFCMhIj0BNDsBMj0BNBI1NCsBIj0BNDMhMhYAFxITFjMyNzYDAicCKwEiPQE0MyEyFQXZCosVBAgMDglb/kCf1w4FAwwLNYUKCP53DQ17EB1/RggKATwNEgE5FOD7BAQHAgEBAQEPOYkNCwG0DAUnDBsI/e8r/WASLwx6AjvVAQYMFA3+nv6aW/72CCUIBiUKD5M7A0gIuQohCiD+XRj+1v7DAxwTAU8BUBsBJwohCggAAQBv//YDkwVWAEgAeEA9ukPKQ91D6kMEMh0vKEMAPQ8iHiIaLyIvIgsaD0pjAEAPHSgLYklDHgQ5HzAxYCsgJgdJFh4oDWAHKAQESQAQ9BoZzRoYzBrtEPQaGc0aGMwa7RI5OQEQ9hoZ7RoY3ObtEjk5L30vERI5GBDtETkaGRDtAF0xMAEUBwYjIicmNTQmNTQ7ATIWFxYXHgEzMjc2NTQnJicmJyY1NDc2MzIXFhcWFxYVFCsBIicmJyYnJiMiBwYVFBcWFxYXFhcWFxYDk2px1/xoDAIOKQwEBAZKI4I0yEMeOUCftExlimmrcWE+HQ4CCwYwBwMGCA83ZYR3OTw4G05BQYEXSzRNAXema3BcCx4H3AgNGjJsRCAshT5cUjtCOUBBVbWqdVomGBoKEUyAFQwdL0UfOjM1hlI9HiIaGzgNKTpXAAEATgAAAlgFTgAoAD5AIiphKGglExpoIRsTZRATB2UOYCkdEA4oFgYpQCULDgMoAykAEDwaEO0yGhD8Gu0yARD25Obk9eTm5OYxMCUUIyEiJj0BNDY7ATI1AzQrASI9ATQzITIdARQrASIVAhUUFxY7ATIVAlgG/hsJBAYEiA4CI38OCgHlCQuNEgIBByGNCAgIBgQfCQMdBAq9CiMICCUIFfx0HpQVfAgAAwAZ/fYDuAOmAEoAWgBuAINAQyggKjYMSxw7FhZBDAwSHGUMCBxwWwwAUwwcWG9AOxgoVxAwOTkfDkcMQGFvMjIuDygjKAVvQE8QMB8Fb0BpEDAEAm8AEPwa6RoQ/BrpGhD81BrtMj0vGBDUGu05ETkvGukSOTkBGhD+7dztxhDU7RDUMu0zEMx9ENwY/dwaGc0xMAUUBwYhIicmNTQ3Njc2JyYnJjU0NzY3NicmJyY1NDYzMhcWMzI3PgEzMhUUBwYjIicmFRQXFhUUBiMiJyYHBgcGFRQXFhcWMyAXFgE0JyYjIgcGFRQXFjMyNzYTNCcmJyYjIgcGFRQXFjMyNzY3NgO4coz+3sZlVFQbdBweQRMxLS0tDRkoME69rWZOOXhKIAgZAgojDCcoTSIISdKgNSkMCxkYHxcNLkU8AUdzTv7LSFNrZSIrK0aJXi0zxRgfOIOsnEdMTl6mtmA6ExizcGh/UkRZYlkeLhEEEQobNzgmICALDhUuS5GUyA8KDwIOFy4sDAoFCwcJV26NzwwECA4NFRskDAgFCGlHAl2aS1gzQWWAUYM5Q/1pIiYyFzVGSmFSMj5MLRwjAAEACv/sBSkFUABDAGpAOC0dCSctNh0GBgktGw0GCScbEhINRVsGQ3otDQkLehIaWkQ2OTkSFBQGBAQnJA4oQBwGLQ0JCwREABDkMjIy9DIa7TIyETMyETMyETMBEPYyGfQyMjL0MhjmBxDtCBDtBQcQ7QgQ7TEwARQrASIHAgMCAwYjIicCJyYnJicmKwEiJj0BNDMhMh0BFCsBIhUUFxYXEhcWMzI3Njc2NzYSNzY1NCsBIj0BNDMhMhUFKQZAEgpnf2+rFAsNDsxONzdgNBwcIgkECgG1DAh7GQtcaLgRCAcGCBNhMTIHcggYH3AOCAFWCgUlCg/+/v7H/u3+XS8iAf+vhYTkTyMGBCEKCCEMGRId3/z+LCIVDSD6gYIPATUYTjMnCiEKCP//AFr/5QNqBNUAowANAAAAAEAAAAAAAEAAAYMAFADdABBAAAAAAABAAAAQQAsCMlRPAgBVVScfUCs0KwAB/z/99QJqBVAAMQBDQCIXIBUzYQBoCBsrZigTIjJAKAMOKC4GMhUVFxtAHB4wEQIyABD8Gu0a7Tk9LxgQ/BrtMgEaEN7m5P3k5twaGc0xMAEUKwEiFRQCFRQSFRQHBgcGIyInJjU0MzIXFhcWNzY3NjURECcmJyYrASI9ATQzITIVAmoKiwoCAggem3WjRDY5TDcyCTIMFW89KwYDAggamAoKAf4KBSUKEQf9jygk/jQd6S2iZUsiJC42Kwc5DQUac1GtAlsBhZBFRWoMHwoKAAEAUAAABGgFVABVAJZASzNEDjw/PDk5PDxUUBNOLS1OGxApHx8gIyMAF2UUEwdlEGBWV1FAACBUQUdIHTZALy8EKg4wHRQOKBoGVkBVgFAOMAwOBCgEViOAHgAvGswQPBoQ7RrtGs0aEPwa7cYa7RI5LxrM/XbMARkvGt0ayRjOEPbk5uQSORkvGsh9L8EYEOUyLxDmEjl9LzMYLxEzEP3FMTAlBgcGIyEiPQE0OwEyNTQCNAI1NCsBIj0BNDMhMjYjMgcGBwYjMCcmJyYlIgYRFDMhMj4BNzQ7ATIVFAYVFBYVFCsBIicmJyYjIiQjIhURFDMgNzY3MgRkHCcIDfxOCgiUFAQCJ3kKDAN/Ej0BDQMOFQgIDiVQcP6VDAkRAekOBQsBDA8MCAQLEAoCBAYDEAn+JQUNNAHUmiUICo85SgwMHwoVCQJVEwGJDMsKIQoECjdIFw8kDxQEGP4cFB5iBRMRBJ8PD7QGFg5AWBQIEv6H8EgVBAACAFAAAAQ1BUgALABAAFJALEJjABwtGzgOZgsTCRtAIWUdExVlG2BBPR4EBBExDh0OKCQGQUALGA4RKBFBABA8GhDtMhoQ/Brt7RI5L+0BEPbk5uQa/ebsM30Q3Bj95jEwARQHBiMiJyYVERQ7ATIdARQjISI9ATQ7ATI1ETQrASI9ATQ7ATI2MzIXFhcWBzQnJiMiBgcGFRQCFRQXFjMyNzYENWht1WOECCm0DAb95QgKihAZiQ4M+hHnBm5Gc1ZknWN00ToQAgYCDkCAlkhQA7iYbnMjAgj+u+QMGwwIHwwZBAa6CCMLBg8XWWi3hWJ1BBI1/wn+9wYNBhhITwABAD3/4wWyBVAAPgBYQC9AYQQAaAsdOWc0EzAUJCQgZicbQBllFhMUEhIUYD8zJAQVDig7HAY/QCweKA0EPwAQ9BrtGhD8MhrtMjIyARDmMi8Q5uQa/ewzL30Q3Bjm7P3sxuYxMAEUKwEiBwYVBgcGExIhIiQnJicmETQrASI9ATQzITIdARQrASIHBhEUFx4BMzI3NjUQJwIrASImPQE0MyEyFQWyBjlNCQUEAgEGCv4c0f78OS8GBCeHCwsB6wwIiwwCBgwX3L28cVYGDDSBCAQMAZgKBScMAhMZQIjB/r/9wFpxXr17Ae3qCh8MCB8OESn9ltdMj5RxVv4BUKEBNAYEIQoKAAEATgAABGYFUAAwAFFAKikTH2YnGxEvIAYoAEAYZRUTCWURYDEiFQ4oGwYxQC4uSCkdKA0OByAHMQAQPBoQ7Rr5GsovGhD8Gu0yARD25ObkGtwazRoZzRgQ9eTmMTAlFAcGBwYjISI9ATQ7ATI1NCYSNTQrASI9ATQzITIdARQrASIGAwIVFDMgNzY3NjMWBGYgCBsICfxIDAqWEgYIJ3EODAIdCgjJDwYHBjUBQzCcXxgFCo0JNhUtDAohChUJ4AMAE9UMHQwIIwoc/ib+Qj7nBA06DwcAAQBq/tMBaACYABYAN0AVGEAKKAASBCAGFxISFA5ADhcGIAQXABDUGhnNEDwaGBDNOT0vARgQ1hoZzX3EGNQazRrOMTAFFAcGIyI1NDc2NTQnJiMiJyY1NDMyFgFohx4HDBdHEgscKR8jW0JhK4hkFhIPFkhcJCAOGBkpPm7//wAG/+UD7gTVAKMABAAAAABAAAAAAABAAAGDABQBDgAQQAAAAAAAQAAAEEALASZPTwEAUFApKVArNCsAAgA///YFJwVQACsAQABzQDs7EzgbF0A/AigCFEJjJAAcLBdAFBQhZR0TFxsbD2UXYEE/AigCBjIeMB4OKCQGQUA9HjAGBhEOCSgJQQAQPBoQ7TMvGu0aEPwa7RrtEjkaEMkBEPbkMy8Q5uQzLxp9ENwY/XzEGOYSORoQyRoQ/OYxMAEQBQYHBiMiJisBIjU0JjU0OwEyNTQCNTA3NicmKwEiPQE0MyEyFxYXFhcWAxAnJicmIyIGFRQCFREQFxYzMjc2BSf+62SBTJlH40tvCgIMjBAGAQIBBh+NCw0CappaPBw/PKqLnG6EiYU4LAIgT77ScZICsv5huUMVDAoKAxcHCh8PAfEW9toWywohCicaESU7qv43AS3DiTU3CiMP/jAf/mv+/AYPbYsAAQAMAAAEMQORAG4AgEBHSQ5kZElkDy4ODy4PZA8uZAwPD2QuD0kMLi5JLg9kSR5aAFtwLg8BOSFabx4BXk9DNA4PLmRJBBxWOwFqJgoWDh0oAx0dbxwALxA8ETMaEO0yMjL0MhEXOe0yMjIBLy8Q5sYROTkQ5sYROTkHCBDtBwgQ7RoHCBDtBwgQ7TEwJRQjISI9ATQ7ATI1NCcDJgcOAQcGFRQ7ATIdARQjISImPQE0OwEyNzY3Njc2NzYnJicmJyYrASI9ATQzITIdARQrASIVFBcWFxY3Njc2NTQrASI9ATQzITIdARQrASIHBgcGBwYXFhcWFxY7ATIVBDEG/jkKCHsTD88KCiR7F0YjbAkN/owJBAtaEQ8MEzB6RkENC1A3ZyAmLj0JCQHACApoFxlHYQsJUkwrJWIJDQFwCQtOFxpUXDE7Cw9kdRUmMhhYBgoKCiEKDxIUAScPBhl6ImIfMQodDAYEHwwbGx5Oc0IwCg9uRoQkKwofDAojCBITIGaEDgpBcUEdIwgjCggjCiV7Vi40CxKMoSIrOgYAAQCR/g0C1wXZACAAOkAYHTAAIkARMA4IHEAXIQAwHQYhQA4wEQIhABD8GhnNGhgQ/BoZzQEYENYa7dwaGc0aGM7UGhnNMTABFAcGBwYHAhEQExYXFhUUBiMiJyYnAhEQEzY3NjMyFxYC1xlDTFQlaqovnBAaBwYZz42k6IWYFw0KCwgFtgcVOGJsWP7+/ov+U/73SXsNCgkeEZXjAQkBOQGBAUO5chIQDAABAD/+DwKeBdsAIQA0QBcbGAUwCiIjEBwAQBkYMBsGIkAKMAYCIgAQ/BrJGhD8GskBLxrc7c4Q1hoZzRjUGc0xMAEQAwYHBiMiJyY1NDc2NxIRNCcmJyYnJjU0NjMyFxYSFxYCnryJ2R8ECA0JGnBKyxoTNU/JGiAEDxi12TNIAhf+tP7h0bMZEgsKChVdawEnAbrYhmWDwpUTCgYdEYb+3H6zAAIACP++A/4F6gA0AEgAXUAxKBQrKwgIPgwXSlkADTUaHBUOF1ZJPEAsOQ8wMQVJJBIZDiggA0lAQQhFEDAEBA8ESQAQ5PQa6dTJGhD8Gu3kEPQa/dQayQEQ9BnFGOx9/Bj95hDtMi8yL+QxMAEUBwYjIicmIyIHBgcGKwEiNTQSNTQSFTQrASI9ATQ7ATI3NjMyFxYVFAIVFDc2NzYzMhcWAzQnJiMiBwYVERQXFhceATMyNzYD/ol1rpBsOBgXFAgIBwoIDgQEK20MCiOOURwNCQMBFQ2VB1VSq2pkd1xNt5JYCBMBCxmcQYleVgG83IJuMxozGxwVIwcC1Ry6AUcJswwYESUMCgYPAf2GRBYIYwQug3z+8612YkMID/6knFgHBxAfXFUAAv+P/fgBcQU1AAoAMwBRQCkZMBYjNVcLFAAODCgVBiNWNEAmDigsATRAHREoGQ9AFiAUAjQEDAkINAAQ/HztGBD8GhnNGhjtGu0aEPwa7QEaEP7E5P3E5O4Q3BoZzTEwARQHBiMiNTQ2MzIDFAIVFAcGBwYjIjU0NjMyFxYzMjc2NzYRNCsBIj0BNDsBMjc2NzYzMgFxMiwuO14vOgkSKSdISWGFMSciKiUMNBYKDwY+bg8JbkwfFyIfAhoE7jUnI0ctUv44CPyRDMlgXDU4WxopLSdWJsxUAry+CiUKBwEDBAABABQAAATFBWEAPwBeQDBBWwQgP20UZhETDwsLDxsnEyIlJRtmIm1ALSAvW0AELYA0CyYdPzkGQBAfDhgoGEAAEDwaEO0yEPTE7TLWGt3EARD2GhnNGhj85DMvEObtMi8Q5uT8GhnNGOYxMAEGBwYjIicmJyYhIgYDAhUQOwEyHQEUIyEiPQE0OwEyNSY1NBI1ECMgBwYHBiMiNTQ3Njc2FxYXFjMgNz4BIzIExQkWBAgKCRc5Y/7/EAIFBjGsBwf92gsLoRMECiP+/mpNFgsJDQccEQQSFbnYhQGsOhsvAQ0FQj9TDhAtDRYa/jv+TR7+4wgjCgohChrSFBECgQ4BLR0UIxIICw9lMQ0DAwkKAgEHAAEAIQAAAhIDpgAnAD9AIilXJxgkEx8iDBYVEhMGFUAOVigdEg4oGQEoQAkkDgIgAigAEDwaEP08GhD8Gu3GARD2Guzm7P3E5uzkMTAlFCMhIj0BNDsBMjU0EjU0JyYrASI9ATQ7ATI3NiMyFRQCFRQ7ATIVAhIM/iUKCJETAgMLK2MQCjtdVkAFFw8xeQoKCgwfDhUGAdkZnB9dCiMNCAYfA/2zDvAK//8AIQAAAhIE1QCjAD0AAAAAQAAAAAAAQAABgwAUAAwAEEAAAAAAAEAAABBACwEaLU8BAC4uFhZQKzQrAAEARgAABdcFTgBkAHxAREE5ZhpmFxMVGydmYWRoYRNVaF8bTmdLEwxJSQZnDDFlLhMnLCwgZSdgZRAdQENDHVhLPC4OUTQGZWEkCRcOHSgDHR1lABA8ETMaEO0yMjIQ9DLtMjIyEjkvGu0BEPzkMy8Q5uR93BjkMy8Q5OT95Obk7hD95uTkMzEwJRQjISI9ATQ7ATI2NzYRNCMhIhUQFxY7ATIdARQjISI9ATQ7ATI2NTQCNAI1NCsBIj0BNDMhMhUUMRQrASIGFRAnFjMhMjU0AjU0KwEiPQE0MyEyHQEUKwEiBhUwERAXFjsBMhUF1wj9/A0PkRIIAQIR/UISAgYnqAgI/fkMDH0YCQQEIY0MDAH+DAyWFwcCAQ8CvhECJ5oKDgIADQ2DHQoCByCSDAwMCiEKFDZtAboSFv68St8MHwoKHwwUNhEB/zcBew3LCiEKDxwKBxT96zIXEwcBMQ+7DB8KDxoMChv94f5rQMsMAAEAUP/wA0QFRAA/AJhAVzQTATQ+AUQTAUQ+AVQ+AWoCAWoBAWU+AXY+AYY+AakkAaYSAVUTAVcSATscHAwiHEA2NgAqICwsCUFjABwWQAwgCWJAOxwcBCxgJg4yBkAPHkAIQAQEQAAQ9BrNGhjtEPTtGhnNEjkvGMUBEPYaGc0aGNz95hI5LxoZzRE5GC8a7RI5L8kxMABdXV1dXV1dXV1dXV1dXQEUBwYjIicmNTQ2MyIXFjMyNjc2NzY1NCcmJyY1NDc2NzY1NCcmIyIHBiMiNTQ3Njc2MzIXFhUUBwYHBhcWFxYDRLd05I9IDg4EAxwxez2HME0aInU1tB0jY1dEMy9rfFcZBBAKOVlQj1VJT3JUKR0jjldjAYmtkFw5CwkGERAdLiY9LzpibVwqJgYUDQwiTj2MVT03QBIXCAxDLilCSHB9c1QaEwYXS1UAAgBU//ADlgVKAC0AQQB3QESlPAF0PAF2OwF5MQF6MAGGLQGHKQF2CgFpCQEfOhsMQ2MAFBQMABtALgxiQjdQDh80D0AmJhIIFigUIBIGQj4QMAgEQgAQ9BrtEPQa3RrJERI5Lxr91TIayQEQ9n3UGhjtETkvEOYQ7TIxMABdXV1dXV1dXV0BFAcGBwYHBiMiJyY1NDc2NzYzMhUUIyIHBgcGBwYHBjMyNzY3NjMyFxYXFhcWAzQnJicmIyIHBgcGFRQXFjMyNzYDljI7YDcdIF3db1htaqSWzFwrGkpTIIJZfDQKDQYJLTxPcUlBKBEdIllvO0tPQmZ3TAkDBlp3tEciZAG+p1ttNB4HBrqT3ObNxmBYIRUKDAwzWXycIAcWHSknGA4YLHH+vctiexYTPggZOkDxfqYfXAACAJEAhAMfA8MAKgA4ADdAGjoAKysAJgUdGw8UMjIUOSYgGx0FDwo0HTA5ABDW/d7dMv3NMwEQzjIvEN0y/TLNMi8QxjEwARQjMiYjFAY1FCMiNRQ2NSImMyI1NDc2MyIWMzQ2FTQzMhYVFAYVMhYjMgMUIyIkIyI1NDMyBDMyAx8PDKpTAj45Ak29CBUKCQgDs0wEJxk3BFGfBRULDzX+DSwVGzkB7SIVAnM+Ak+mBxQOBqpQBCcdGxgCT7gJFRMIBqZMBP38JAMXLwQAAgBz//ADtgVEACMAOADOQIiZNAFVLwE2L0YvAkcupy4CqCsBmSsBSCZYJpgmA2cidyKHIgOKHAF5HAFqHAGLGwF6GwFrGwGYGgGKGgF7GgFqGgGaDwF6DYoNAmgNAVYDAUcDAUUCVQICZwEBOAQBOAMBOmMAG0ASGCQsG0AJHWI5NmAUKDMPSBkZBygQMCEGOUALKAkgBwQ5ABD0GhndGskaGBD8Gu0SOS8a/RrZGskBEPbEGu193BrIGhj95jEwAF1dAV1dXV1dXV1dXV1dXV1dXV1dXV1dXV1dXV0BFAIHBgcGIyI1NDMyNzY3Njc2JyYHBgcGIyInJjU0NzYzMhIDNCcmIyIHBhUUFx4BFxYzMjc2NzYDttmmXyZNeXVFfHB3cmAXBgQDDTRJaT2GZHqNaZ279YNuZ65NH19GLEI8NWdfTQ0DBgM/8/5UWDMMGSAXLzKEb1oXBgYGGRYhZn3j+oFh/vD+xOWUiR9bpcxrRDMODUAQEyEAAgAKAAAFMwWfAD8ATgCcQFEPTgxFSxJFFUAVHSlFHTMsKSw3OkUbNwwbOjc6IlpPLDc4OjdFUFs/aylFayROSx0SKA8PRTESEiAsNxUpOgwGGTIwMQdPOygKGQ4gKAMgIE8AEDwRMxoQ7TIyMhD0GskSFzkSOS8SOTMvGhgQ7TIBGC8Z9Dn0GOYSOTkaEMkQ5gcQ/QQQ/QgHEBr5EAX5GgMREjk5ERI5OTEwJRQjISI9ATQ7ATInJgInJiMhBgcOAQcGFRQ7ATIdARQjISI9ATQ7ATI2ExITNjc2NzYWBwYVBhcWABcWOwEyFQEmAicmJwYHCgEVFDMhMgUzBv4zCgqJEAMJeAYIDf4dCQYORAgQEJgMCv5sCghWFku6d6oLCxwsBxIRHgEPNgEaNzUXXgj+ESleMgMFBAZ9bQkBpwoKCgwbDhIgAWENFAIKG8ckUBBCDh0KCiEKvAHBARsBkx8ECBEDGxEfHR4tlvzJeXEOAh13ARyaDQMEDP7O/wAEBgABAEz/8gWTBVAATgBcQCwfKCgWUFdOaAgbSEE2HEAWYk8oYDAfKB8gHAdPQANFDihLEMA/CzweKBAETwAQ9BrtGdzJGnwQ3BoY7TIaEPwaGc0aGP0azAEQ9hrt1Mz9fewY5hI5GS/FMTABFCsBIhU0BhUUFxQHIgcGIyInJicmERA3Njc2MzIXFhUUBwYHBgcGIyI1NCcmJyYjIgcGBwYREBcWFxYzMjc2PQE0JyYrASI9ATQzITIVBZMMjwwFBwsicavA2FmjXWioePSF09tpDAUGAQoEAwgOBgsqdO2CVnFjn6phe1KKe3QJAgcO1wwOAikOAkwNDAiPRHxpDgI0TSJAhZYBBgEEz5NMKSUECgUoLQdmEgsJGBcnHEweKGqs/vb+26piIhZOCwexXyZ4ExQPDQABACn/pAOJBT8APAA/QBwqPQ8gChsWFis+IQArIUAAIDsnGzEJQA89FSAQAC8aGc0YEMQa/O3UGskazQEv3c3EEjkv9RoZzRgQxjEwARQHBgcGBwYHBhUUFjEUIyImIyYnJjU0NzY3Njc2NzY1NAciBwYjIicmNTQ2NzY3NjMyFxYzMjc2NzYzMgOJDCeRb2BjIiEGDAQNAk0ZDBodTmOrQVMQEwQEm+q0aRYSDwkNBw4GLYfVQ39nFxEaGgUZExI616THyomBbSFVHQIkGQ0aOoGIp9PzVXAYBwoDASEfCQkCKCATHhAMJQ8NBQQAAQAXAAAESAXmAGAAmkBVNw4PUw84CwxTD1YDDFtWWzxTC1ZTAw9PTyJiWzZgIg83MxQSEzYMKFYkExwVIlZhPFNWCzcPWwcfQA4oTyBHAWFAMRIkDigrA2FAXhMfDhgoAxgYYQAQPBEzGhDtMjIaEPwa7eQaEPwaPc0aGO0RFzkBEPbk5uT15OQzM30Q1BE5GMYSOS8SFzkRMwcQ7RAI7RoHBBDpMTAlFCMhIicuAScmJyYHBgcGFRQ7ATIdARQjISI9ATQ7ATI1ETQrASI9ATQ7ATI3Njc2MzIVFAIVFDc2NzY3NjU0KwEiPQE0OwEyNzI3NjMyFRQHBgcGBwYXHgIXFjsBMhUESAb+/QoMBpgID4IRCDFGDCOXDQn+FwwKiw8neQwMUEtEDR4UDRAIDj18jFcvKWgICKYvJw0VEgcQFCltDdQKDgmaEY41HUsLDAwMBL4LFpwUByEtCBf4CB8MCh8MDwRI+AggCxQEDQohA/vkCB0II2Z1YjYnIAseCwIDAxcSGTttDa8LDAexFqQ+CgAFAD//LwYZBV4AFQArAD4AVABqAGlAN1MgPw1VS0AzNjwtMDYtNi1LbGMUIAANFiANDF8NQEtia2UQIEVAWRFQBmsmEAYEOwYzaxoRIBEALxrtEMbk9O0Q9O0a3BrtARD2Gu3c7dz9GsnmEjk5Ly8aGRDNEM0aGBDc/RrJMTABFAcGBwYjIicmJyY1NDY3NjMyFx4BBzQnJiMiBwYHBhUUFxYXFjMyNzY3NgEWBwYBBgciJicmNxIBNjcyFxYBFAcGBwYjIicmJyY1NDY3NjMyFx4BBzQnJiMiBwYHBhUUFxYXFjMyNzY3NgYZISVkRFprJFwwLWFRQ3ZXQE1Ba0pIfjsUFxUrLyE3LjpEJS4cFP6BCQ9P/lsHDRMSBgoQ5wENBw0ODQb+qiElZERaaiVcLy5iUUJ2V0FMQWtJSX42EB4XKy8hNy47QyUvGxQBZmdTXT0pFSdmYXSBryojJTWykqJjYAgJIEOKkXFQJR8XHE47BIAJHPr7JRYNCQoJGwKxAyQWDQQE/j1nU109KRUnZmF0ga8qIyU1spGhY2AFCSNCi5FxUCUfFx1NOwADADH/9AQdBUoAMwBLAFwAb0A6Ry8APT1XE1QbEzQcKF5jABxMQBplFhMLZRNgXS9QDiBCQgQ3DjAgIBYOKB0GXUBZDjAEBA4OBygHXQAQPBoQ7TMvGu0aEPwa7TMvGuwSOXwvGhjtOQEQ9uTm5Bp93Bj95tTtEP3mMy8SOTkxMAEUBwYjIiQrASI9ATQ7ATI1NAI1ESYrASI9ATQzITI2MzIxFhcWFxYVFAcGBwYHBhcWFxYDNCYjIgcGBwYRFDMiNjMyFxYzFjc2NzYTNCcmIyIHBhURFhcWMzI3NgQdcX7cGP76PpoICIsZCAkemAgKASsOuxBhL1JNNT4cDCo3YhQSb1lh1baYRBQPAgILA1crEzpFAwgROiIlK1yB2BoMBwUcNmqDSFYBYp1jbgwIIwojDAJCHQGTugsgCQYCFR4/SmtQORg2SDULBiJQVgHdgrsGBBAT/g0TAgUHAQkeQkj9x4tcgQYCEv5JmgwWQU8AAgB7AAABMwOTAAcAEQAoQBMTAAgbQAQMEg4bCgoSAhuABgUSABD8Gu0QPBDtARDWxBr9xM4xMAEUIyI1NDMyExQjIjU0MzIXFgEnXFBmRgxaUmkeFBEDP1xSXvzDVkxeGxkAAgBM//QFewVaABwANgBCQCeIIwGoIQGoGgGHGQGYCgE4YwAcQB0rHBBiNyUfKBcHN0AxHigIBDcAEPQa7RoQ/BrtARD25dQa/eYxMF1dXV1dARAHBgcGBwYjIicmJyYnJjU0Nz4BNzYzMhcWFxYDNCcmJyYnJiMiBwYHBhUQFxYXFjMyNzY3NgV7mDUjSXVelu95WDxKICclLK6jc43WcX9If54hJVFKZnZ2mUR8Lj5vQ4ZpfIx2XEI7AsX+xLI/HDorIz0sRVRlecaHeY/EQC0zOWOt/rGQbH1cVCsxMVhqjMr+1qtoPjFOPJKFAAIALQAXBYsFcwBRAGQAakAyZlkBRUVLMTABOktTHwklJSlhCVtAEYBLWGVTHThhKAleIA4uHU4FBUg2ME5lQD4oSGUAENYazRoQ3BrNEjkvEjnN1hrd1BrJGhDJARD2Gtwa3djB2covETk5EN3cGn3NEjkYLxDmMTABFAcCBQYnJicmBwYHBiMiJyY1NDc2NzY3Njc2NzY3NDMyFzIXMgcDBhUUFx4BMyATNjU0JyYhIgcGERQXFiEyNzYXFhcWBwYjIAAREAAhIBcWBTYjIgcGBwYHBhcWMzI3Njc2EgWLBCD+/5VMaBECCiZCTkI5FzsCDCswFCpyNpwKAxAMGw0YDwNgBSANPQcBGigEp6z++8O8uIegAR6HvwkJEQQEEp3M/tH+gQGRARkBRbyz/dcDCzpoLDA2HgsXEzNCUBYGBVMDCCEi/vI4IRMZdBENMSctFDYrCAhBkKEXMSMRIAIRCAQCDP5gGRYsMhdCATIfHvOorcnF/tbvn7xqAwUJCwwNbAGCATABGQGRsak8Dy4TZXGgPBgSPRIXEgGJAAEAFAAABTMFUAB2AIRASE4ObE5sMQ4xExNsEyoTG2wTbDEbTjFOTmxAbE5hJxMxADwnWncNcXFheFsAZlZGNw4oEzFsTgQjXj4Gd0ByKwwcDiMoBCMjdwAQPBEzGhDtMjIyGhD8MhEXORrtMjIyAS/mxDMRMxD2xBE5ORESOTkaBxAI7RAI7RoHEAjtEAjtMTAlFAYjISImPQE0OwEyJyYnJicmIwYHBgcGBwYVFDsBMh0BFCMhIj0BNDsBMjc2NzY3NicmJyYnJisBIj0BNDMhMh0BFCsBIhUUFxYXFhcWNzY3Njc2NTQrASI9AT4BMyEyHQEUKwEiBwYHBgcGFxYXFhcWOwEyFQUzBgT+PQgECowSClZjdx4IBAMFKmaCOC8leAsL/mkPD1gKF0vNcFcLDWFsRH8aJUgMCgHdDQiEHBgnTkZiDwhMVU4hEh59DQEDCQGNDAheEgs8dH9UDAiwHZM4KCg7DAwIBAYEIQoZhpvHHgoBAyJxklxOKysKIwgKHQ4ngt55UAsSkKFuuSEIIwoIHw4VEyg/enOREAhPgHVULy0hDB8FBQgjCheBorBUDAz9MPRALwwAAgBM/lIGDAVaADQAUgBEQCQLHCkpElRjNCAcNUUcQBJiUz8fKBoHU0BNHikLBFMzDigBBFMAENzVGu0Q9DLtGhD8Gu0BEPYa7dT9xOYSOS/tMTABFAcGIyInJicmJyYjIicmJyYRNDc2NzY3NjMyFxYXFhEQBwYHBgcGBwYXFhcWFxYzMjcyFQE0JyYnJicmJyYjIgcGBwYVFBcWFxYXFjMyNzY3NgYMCoe9LiFlg3hZDyqScFs9lykxWFSNg5bgemhSc5NaazkTIz8aC0mvgEtRRRolCv7VKSUDHDBHUW2Li0iPNT4dLVpKPWuNfEeTTD3+eQYCHxI4cmprEzUrRKkBQpx9lV5bOTU7M3Wk/v7+ta9qNhwIDQ4DDk9xUh8gBgsEAHhyaAc/N1EqOStWeo+3lWupYVAfNSNIpYYAAQAK/+kIogVQAHQA2kB0PQ4jHxtDDhUPQxsVXw4LX1lnDgcLBzJfGwsHD1kbQw9DPRs9Qx84GyMjH044IyMqZwcHdlt0b1lDQxVfDwsNb0tLKlFvPR8bHW9AKlp1Z2pqNVlWVjVDFUcNRyMmJgcEBDg1DihxTi4GXw8LDQ09HxsdBHUAEOQyMjIyETMzM/QyMhrtMjIRMzIRMzIREjkyETMRMxEzETMBEPYaGfwyMjLsETkYLxn8MjIyOTkRM/wY5jMRMxEzETMaBxDtEAjtBxAF7RAI7RoQBQfpCBD5BwgQ+RAI+TEwARQrASIHBgMCBwIDBiMiJyYDJicmIyIHBgMCBwYjIicCAwIDJicmKwEiPQE0MyEyHQEUKwEiFRQXEhcSFxY3NjcSNzYnJicmKwEiPQE0MyEyHQEUKwEiFRQXFhMWExYzMjc2NzY3Njc2NTQrASI9ATQzITIVCKIKRhINB21qCYSxDwwMDWKDT0cKBAUFBaPBLw4KEQx3f2t2DzAVGSsKCAGmDwt6FQi1FJ8sCw1PV5UVBQkfJSEaaAsLAfMLDaENEyubVGkKBgUHH1EqKU9EFydiDQ8BdQwFJQoVC/70/v0Z/tj+YyUh7QFN4ZkXDhX+f/44WxwlASUBOwEEAR0pSREMHwoMHwoRExT+UjX+UVUWFLTJAU1ZFSBAUTgKIQoKHwwPCClh/nLb/vkVDTa/YmGt7U5MLQwdDAwAAQAK/+EGMQORAG4A2EBIOw40OxhBDhNBDhgTXA5cVwphDgUKBSpcDFxhDlcMQQ5BOww7QRw0DCAgHHBbBW5qQRNcDgoMag9KX0oCCEpAT2o7HBgaaiAmuP/AQCwNEkgmWm9hZWUiV1NTIkETRgxGNDAwBQMDICIOKGtMKQEOCgwMXDscGBoEbwAQ5DIyMjIyETMz9DIyGu0yMhEzMhEzMhESOTkRMxEzETMRMwEQ9isyGfQyMjL0GhjdXl0Z9DIyMjk59DIY5gcQ7RAI7QcQBe0QCO0aBwUQ6RAI6QcIEOkQCOkxMAEUKwEiBwYDBgIHBiMiJyYnJicmBwYDBgcGIyInJicmJyYrASI9ATQ2MyEyHQEUKwEiFRQXFhcWFxYXFjc2NzY3NicmJyYrASI9ATQzITIdARQrASIVFBcWFxYXFjc2NzY3NjU0KwEiPQE0MyEyFQYxCjsWEQaaBLQJDw8OET9ENjsKDiRwOD0MDg0SYGVDSBQdRAoECQF0DQliDgwvNwY/QAcJDxFcWgYDCR4HGxxSCgoBhwoGZg0NNUo2Qg8KDVxVDR8faQwKAUQKA2YKMRD+pgv+ZhArK5iohZEbGTv+8IaRIS3i8Z+pMwohBQUIJQgQExZvfxCgpA4TFyHTzxQQE0AWNQghDAohChINHoWsjaMZFxnbzSFSOzEMHwoIAAEAPwAABVIFUABoAIVARnkDeAoCRSpXV1xjAFxcDD9XUmpbABlmFhMQPxswZS0TH2UoYGlAXAxVECA/Pxw0V1VVRUhIOi0OTjQGaWUlFg4cKAQcHGkAEDwRMxoQ7TIyEPQy7TIyETMyETMREjl8LxoYzRE5OQEaEP7s5uz9MuTk3ObEMhE5ORESOQcQGskBcTEwJRQjISInJicmJyYnJgcwBwYVFBYVFDsBMh0BFCMhIj0BNDY7ATI1NAI0AjU0KwEiPQE0MyEyHQEUKwEiFQYRFDc2NzY3NjU0KwEiPQE0MyEyHQEUKwEiBwYHBgcGFxYXFhcWFxY7ATIVBVIK/ukTBQStcG1pIhALRwYCGqYICv4dDwQJfRACAiGRCwsB5wgIiwoGCrnEXlxCF30ICgGiDAhkGxa+YUTEEAc/VXCrcBE9JU4KDAwKBNuQbGobCwg+DgYD+hjRDB8KCCMFBRUEAlMiAYsGxwojCAghDA8e/ZkbBayyU21PKhMKIwgIIQwZzFM6xBQGMVJs1o0IPgoAAQAKAAAErgVQAFEAp0Bgq0WrRgKbRZtGApM6ojoCQA5APQlEDgcJBypAG0BEJT0bJSUjRD0lJS5EBwdTW1FwQCEUZhATCQwbIxtnIXAuWlJHKAQ4DihEBwcJPSUlI0AjCQMYTjAGUkAPHw4YKBhSABA8GhDtMhoQ/DIRFzkRMxEzETMRMxrtMjIyARD29OQz9TLm5BI59OYzETMRMxEzGgcQ7RAI7RoHEAXtEAjtAV0xMF1dARQrASIHBgcGBwYVFAIVFDsBMhYdARQjISI9ATQ7ATI1AzQnJgMmJyYrASImPQE0MyEyHQEUKwEiFRQXFhcWFxY3NhI3NjU0KwEiPQE0MyEyFQSuBkYaHUdlYWgKAiesBQUI/eUODKQRAwoRp0h9Iy8kCQQNAcAOCHMaDD5WeCUMCSOpGy0aWAkJAWIIBSMIL3WomakWCgT+lg+7BAghCAwbDhkCFh4NFwEWerorBgQdDgwfChUPGmiS1jQRCy0BHjxiRhkIIwoIAAIAZP7XAWIDkwAHAB4AQ0AdBBsAIBJACBoMIA4fGhocQBYAHw4MHyACG4AGBR8AEPwa7RoQ3BnNGBD2Gs05PS8BGBDWGhnNfcQY1BrNztTtMTABFCMiNTQzMhMUBwYjIjU0NzY1NCcmIyInJjU0MzIWAUZdT2ZGHIccCQwXRxILHCofIlpGXgM/Vkxe/EaKYxUSDxZIWigcEBcZKD5xAAEAkQErAx8DwwAqACRAEAUAJgwUDxsrDwoFDCYgGysAENzJM/3JMwEQ3DLN/c0zMTABFCMyJiMUBjUUIyI1FDY1IiYzIjU0NzYzIhYzNDYVNDMyFhUUBhUyFiMyAx8PDKpTAj45Ak29CBUKCQgDs0wEJxk3BFGfBRUCcz4CT7AHFA4GtFAEJx0bGAJPuAkVEwgGpkwEAAMAXv/yBsUFOQByAIQAnAC4QFtTIFcBez4oXz5jPoJmA2s3HyovLypjGo6GAwoGHwZrawYfAxOeQG8gAUBzDiBjkw0TYp19PmsvNSWGgpteW3dFW0kajmYDD1IKRUUPKiUGnZsODwSdAG9rBgSdABD0zdwZzRgQ9O0Q9BnNEjkYLznOEhc53M0QzRE5ETk5EN3MEjk5ARD27dwa7RrcGhnNGhjOEhc5GS8vGC8SORc5Ejk5GS8YLxDNERc5ERI5GhDIENQaGc0xMCUUBwYHBiMiJicmBwYHBiMgJyY1NDc2NzY3NicmJyY1NDc2NzYzMhcWFxYHBgcGIyInJicmIyIVFBcWFxYXFjc2NSY3NjMyFxYzMjc2NTQnJjc2NzYXFhUUBwYjIicmBwYXFhUUBwYXFhcWMzI3NjcWFxYBNCcmIyIHBhUUFxYXFhcWNzYHNicmJyYnJicmBwYHBhUUFxYXFhcWMzIGxREqYSQ4LJ1xEhBpInG//rqTfzweNikrCg0WEBsdT3UMJytHTR8TAQMWDgQEEBMrY25YJSJvh0QMBgUGZEqDV4Zud0YpNAECBgwDAgYQI0NAN5wLAgMIQHEIDhhzQDdfPQwGBAYJ/m5SYIVtMzcpLnN7RBkOXvYJDXFgcXSzYwoLMSQqDBhjb49Qg8juDydkSBotRQwKPQ0oj3zihXU7LCEUBRMkKkMwGiVoPAYSExYODS48KRYbEis/Jz87kK42CQICCrpOOSMcHCU7CgkQBAkCAggbMVsoTicDBAQMYHPLkQkLGSUUZhUEAQMIAUWBUlwxNWJuKjBXXSQNEXLvCAhMSFV6vJgOBhpBS1hGQXxjbyUUAAEABv4BA/gDogBZAHBAOVtXVgxEQAggAEoXDUQZJxY6FBQ6DCdAHCAeEy0VJ1ZaKUcOKDBNAVpAQTgNPg8SBB0CQAgEWgAgCQAvGhnMGBDkGuz0/dQayRoQ/DIa7TIBEPbk9BoZzRoYEO0yLxDEEPwy5NwaGcwaGBD97jEwJRQHBgcGBwYjMicmJyYHBgcGIyInFgcGBwYHBgcGJyY3Njc2NTQ1ETQrASI9ATQ7ATI2MzYjMhUUAhUUFxYzMjcyNTARNCsBIj0BNDsBMjc2MzIVFAIVFBcWA/gJGSYKFQYMAh01IQUPCrk+kSUcDwkBDSwxFj4WBAMJLRYXKXcOCHsFWQlJCBEFKiRWYLkKKYEMCIs9KzoCDgRcDSkJBQoRBg4HDyF0EQ0IbCUY/mENEToeDx0KEQsRXbvGlBkeAYv8CiEKBwgbAv2hGl4kIFIRAgKLCiEKBwgdBP2TEI06B///AAoAAAUzBqYAowBEAAAAAEAAAAAAAEAAAYMAFAHuAeFAAAAAAABAAAAQQAsCMVRPAgBVXTExUCs0KwACACEEFAH+BMEACwAXAChAEgAMQAaADAxAEhgKFgyABBAKGAAQ/jwa7TIBENYa7Rp93BoY7TEwARQHBiMiNTQ3NjMyBRQHBiMiNTQ3NjMyAf4rJCI7HiQ1Nf7PKyUhOx4kNTUEhy8kIDwhJCw6LyQgPCEkLP//AAb/5QPuBMEAowAEAAAAAEAAAAAAAEAAAYMAWADuAABAAAAAAABAAAAXQBACP1tPAT9PTwIBAFZQLi5QKzQ0KysAAQAIAYcCSgJEABsATbUdGjADQAG4AQBAFxFADDAPHAEgGgSADyAMgAgwEoAWIAQcABDeGska3RrJGtwaGc0aGBDcGhnNARgQ1hoZzRoYzhrcGs4aGc0YxjEwARYHBiMiJyYjIgcGBwYnJjc2MzIXFjMyNzY3NgJGBBE5dTw/aywdGgoRDQwGETZ4MUd6IB8YChMHAgANGFQjOxoNEgUkDBlUIzwbDBMEAAEAUP/lBPIFUgBSAItAQxwORT09Qw4WHBYwTk9SPRw7KSArSjs7KxRUYwVQUkBDFhRiUz07IDozHB8qJiIbMDMGU0NGUEtJGwxAFhQgEwYMDFMAEDwQxNQaGc0yGhgQ/cXExTIQ/Mb9xMzFMhDUGhnNMgEYEPYyMhrcGhnNGOYSOTkvdi8aGcwRMzMYEM0yGhAH6RAH6TEwARQHBgcGBwYjIiUmIyIHBgcGIyI1Njc2ATYTNjc2JyYHBiEiJiMiBwYzIjU0NzY3NhcWITIkMzI2IzIVFAcCAQYHBgcGFxY3NjMyBCMyNzY7ARYE8jQOFgkWITUK/rjNrlpWGhYSBBICFC8BHdH2ZBMGBQUdi/7dO7QLchcjBhIrGRAJD9UBPg8BHAgbegIVD/L++zCLsEoKAwMPT89vAVgCijQWBxUGARIKmStAFgUEEQoGAgMDDhQXSwFr+QEmeiYMAwMCCAQMEw8FUS8lDAIbBA0RCxH+2/7GM63acxAFBAUSFHIwAv//AAQAAAISBMEAowA9AAAAAEAAAAAAAEAAAYMAWP/jAABAAAAAAABAAAAXQBACGjhPARotTwIBADQuGxlQKzQ0KysAAf/0/pMDEv7iAA4AFLcOEAYPCR0DDwAQ3O0BEMYQxjEwAQYjISInJjc2FwQlNhcWAwYKE/00EwoMDAsSAcQBCBILDP6kERETFhUBBwcBFRYAAQAAAAAAAHJVOflfDzz1ABoIAAAAAADgfCaUAAAAAOB8JpT+mv31COcHCwAAAAYAAgABAAAAAAABAAAHC/31AAAIpv8//7oIogAAAAAAA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format("truetype");
}
.stl_18 {
	font-size: 0.92em;
	font-family: "HADMGM+Californian FB";
	color: #000000;
	line-height: 1.135742em;
}
@font-face {
	font-family:"LMKVNB+Californian FB";
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");
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") format("truetype");
}
.stl_19 {
	font-size: 0.92em;
	font-family: "LMKVNB+Californian FB";
	color: #000000;
	line-height: 1.135742em;
}
.stl_20 {
	font-size: 0.92em;
	font-family: "LGGMSW+Californian FB,Bold";
	color: #0563C1;
	line-height: 1.146973em;
}
.stl_21 {
	font-size: 1.42em;
	font-family: "HADMGM+Californian FB";
	color: #000000;
	line-height: 1.135742em;
}
.stl_22 {
	font-size: 1.08em;
	font-family: "HADMGM+Californian FB";
	color: #000000;
	line-height: 1.135742em;
}
.stl_23 {
	font-size: 0.88em;
	font-family: "HADMGM+Californian FB";
	color: #000000;
	line-height: 1.135742em;
}
.stl_24 {
	font-size: 0.75em;
	font-family: "HADMGM+Californian FB";
	color: #000000;
	line-height: 1.135742em;
}
.stl_25 {
	font-size: 0.75em;
	font-family: "HADMGM+Californian FB";
	color: #0563C1;
	line-height: 1.135742em;
}
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owseYd2NfciMTEq2ITUzPOmIiPwo7LdFBz5OUAkcOq/tzYkIcG6hpt8GRH7a67UySx6hKJm77ZdJDq3+1TeAZkxji0vvbc19te2McR4utPuYK9OipXQdzbwahjnHicl8uvGeIwYTGZFuQQHhEGHlKpcCHKh3MmWZ1S+U0huriSaYM70kpgNuQ5XsmyGuRFE1zvHLGp6PTf9/HFUUwwS2UZHah0wTx3nL89tXwkwuLpS736WYJllQ81aVh5flzJbrKpRiJEDr0yRoR/gAGXCz/YfyvOXFQJOME7EUd2UiA8dYIIKNTJ0GzDNN6AphlIqEn/vLLOvU2Unvl9s9yD0SGxOx0016DTiKvI9OAZEQFbzfhWjmXBHMSEDL+1zG0F9R1jhi9tQ/g1V0KzOQ9P06INGoVVNTeb8qMSsEIL+IgoKkAY/TciOHph7/uT1kTf59EbeRhBhSBFBk2i4ObA/Dt2k91Mb8HMK9FhCDEdwhqWCoYyBHgCu6F6/3eV6BjHeI3I8zN9BnpPRzWNLSQ2SyyqyC5JR22WjrAyRJD5vWPD06IDzAIFG6gxn5vLq61SVxsDuVnFs3oSF9N6L4hUdxrKtW3/b9IRkzYbQWi8ZKJsLkN5ULGtREmKnjk0Xe+BMSTrzqPLDuZdt0vKBKIv/gQf9SQPsC7nbqrPTk78wInKrHzvi18ItCTV7THEFzQ7FJrG+i8mZnGwyQWTzuYt6Z8OFaEoge0eQAEJCCXx0XwWpNlCdr07Xc6Vkgm5dYQzBvX0VA7FrM0RdyEjGVr3h7ixG64WwSFb/Yp1hBbiyZog/9fqXUWs8BFEl2wKdzozetCTk7Ogcz3hdf9G39Zo6anm/5r4O+pvub6wO5+Lk8czOYTDDWxAOh9Vd2zx8K9bqIZphoJAPmRr1rfLc0DlmNGozlhsxwa2acVjog0MuhkZktkX+WpmwztcgQWa6flSQ/JpSLLb6OWDmc6WrENJ44qvh27bkOMWHrwwWwPmLQqCN2bdtJjgdaTDyFoTCV0HN/qO0Snb8uRpqgCMJ23jlMATrGdCxsTCOKE5bazNaCiKlpSOpNszrpU2Pa8IK6dhhBs7QffoHSmrfMJLost2RQFmNNOfWgNuAm5CWT+llD/YsZCXbAJmzb1ZPpCdlduKHQZlF9OI5/SpyjbQ4i00Qaz4/O25c7xOauhBnPhPPPFj/FLQhXUCQUOQYoERkFAduAdpkhotqf+7j4MEAwDxtpsuOz6MoYMePVh3IWMMnEZDguQcEHSibbDa9urAeZi03uyFYdtjOIYYhRBEP6JnazIEyBmYQFDTOzQIO0GyCaARAGACK9F+/pZDeDew/pL4c2wgZBvXRxRBSMo//kxY6i8t4Ts7hV23awQYeSW3ZrF7vY6HY2bk8hFWJmOMGcMSO9jWXqFxSE2FktmYukIFGC4eE6gKlokURN4OHiMI86GGTLDjoFE4Gtth9iwQ9VCNlAAemADIAAZAIVl+YAqMwdvPdJ6gQ1hjkCGsmmPPNIQjn8nN8EtKoWIIY2YuZSpiVLkuywOjtGCmmRKwstGz2CMFzWL5ouodik9vSe3iV37FN2UhshG7K4mU0TPUGmRA5S/8gM+nAeyCncm3icPxMc3k73kb3yiWzg2Sn1zOUSnqFZaFFZ1TkSg+JQ55VR5ShhWZdWiyqFlVai9Ka06amFNW5EepEVh4jzxwjBPpY45Y6SxcCRbyBqSBBiBMowx0YT4KMhFFwEEUMXQMTgIYyCLkAJGAJCAJ6ALt8SN4a3hI3ROPRVOj49EedFy4IA4OLwZ/kR1kZ/kaFcd64jy4nG9CNrvVu5Wmqt8a3FWrOtl9IEKSxlB+UApR2lAEIPoRrCYPhufAq6Ux0VzpBdJ26K5sEtk8uWK4r1wfrlQuQip4qgKqbiZapkOmQKYepndM1oitEenhmeajyKeKTyg8lNJDBiwxogRoEZZrywIpZSiwHpZiywKxZShJtiRfEm+JAjJKiJGkSQyRAhzbDk3DlEByVQ4wMUCQUEYGUqGCEDKIBlPgyhAMA+GIGGUEhglQymQwQIYKEME6CU5BKaCPgERAAE8AQgAp4AFB4RLxTnxRHijXiofFReJ9+BH8Du8UvxTjgO7hUXAR+FQ3AcGgd2gUNFP6KnoqjQKOim9AE4Klg9gQ/AouAcGAcOAUMCH4FvAEwKLgFCxTNimVgB7Ci2KosAXYe9gB7AgoCGggtC5+gnlBOaF0UAJoIvQJlQUWRdEi4yLlIA2Rc5CeSEVINuQoshR5EGpFyJCcwLgwANgNEBFATuAAsC5uLmcDm4TxwQJworgAsAhgBbC6WEaYKOwX2AAYRhgnGGCMLqwBBga2GAYBxhHGCSwFjBJYZ7B1YULBOqHtQWqE4oDqgVUOqgxUP6iYoeKE6oASi3UGxRAIACgeoDSDYQG1BooPCCEQRaASQG9BHUEeQRiApBGoDtBIEEYgLkBegVwRL0FNxHj+FUij7UzG1FwpSQbxeGpItSgzeLmUxoKUhT6zm8xIpjMmcSYzwkkw6Pp7oRQOrQpktTNAxvkljNNEwHMZmjOkcdWBMESYxL+M1MaTyX6DNJ0qnDx2PCU8Tp4D50KEaLrZmo8SDx3PJh48PFEeci33Wq5iYePh5ynj48THmceE08zzzmWPZY/FmeWCBYdChrFCkKGuUQBRwWCjAo08oT401Ua4CiDjR3RoxGi2Qo0UJxRDqz4mUsayg3KWDqUQ5R+KVppKIRSx+FHGURsoNhRI0kHlhRtpIOhShbFAkNQfiKOROwrCgHlG8oawxPRgjDGaXiVSGCIvB5wYIDB0KxLMGOE7B2GAiMOEYWgxQGJ0+gFqbW+MKkSFA21IxnpxloMIRONXDE+MA46wVDHKdGzhifGI06w0DAMMeTLEEYnDCuul2GHT1ElmbK4xDMjYGRrhi+uF06MHfVvs6JkbQDG6jE9Ln9UKjaAYzMYbkY0CnUuRsa0SOps0BMKEYw2Aw2SJ+qRGU8Y0Aw35E+fYYPsHGPsMEOMaAEPqPSaCPGPsNCn2Chd1DG6DCngT+6xjMvxndCMzANAANB+SFT+Gl4A4DLR4BsUuJDKbB0AD9+GfUA3QAU8AUt4kbkAPj4K7oA4AAfoAIjpJuoBbehSTgGZAD6gBDgGdukmZ9C5MAESAO/0fsAA4HAo6AD6gGgAK4ADcJD90FUsA3UAzoA4JFxDaXEkSRBciQAsAH6AEmAQ6AH/AOAAKS6hxKjhmAVc+ARfRTggA6ACKAIaAcDAFJAEl4OeXBbnygLVJ4AU0USXhDvCw8LLoTADoLW+Ck8GDoZpKUHRB+UlyDSFykPlEeVWc7HIAS2SrPlFeQK5rvLLiJTUCwIl1IssCT5hR1A8WBM87rqaJYDrSGxYWJpDmSCQcsjAMrsA2zndaRwIBj4BoflIeYVzYOTvzCiRaCe4NjcsTKI5AE0kVFiuDx+W/mc5RPL3cGh8pAWNgEbgzrlOoNF5eOZ/MvlI87osJBvQ42B45cQoSCEQpaSwpRrubcANJPAFHgbmYHy58vvNmDzwFjATsohkZRZRFhBRsI2AwKNhEuMCjqEjxzoMIUxgialWLloVIxK6GGMB0ukmEA7XSTiAlqIKCBEgGZfgwKHIH8t/KqaHIYQVdRfhi+WGB7/LJoi6xl8IpIxQwkySMAwMCR7gQSetpJvhdIx0CCLrAFSkdYCBbQM7jhn4XpGjtsgEvxPTUWd+T59DB/d+q/NzzNnpUfQY9ENj0s3dBVuqo743pG0PsX9v8m+uLg5qgQTkD9wQuEDRIIc+0dsyb4NzNJkI6TI5piGd/m6zczS2z0tkNMRvcvdzbNS2Myt+pY09gd97+/2QWbjopqYaqKqH6rWpdydsQdGB0YSHjkhd8CuQHg/u8kvG/EogqwkTa/t/0wfby/1k9Es/xLvcR2IjY0Zin+Wn1I5UR1BH4h0xWbjRg4TDH1tY0Zeroz0aN0ZbRtodbaNT0Cj4TUKRg2MO0nJIw0VZBaLZ8G0EPEzxOWqvaJ0ZmtQoVpMzTBKC4dic+ic+MUxYtSoMqfCkMpbCECQLYg1bv5z7XX1IBYCtQlupnUqywzEIFccXjrgO8htOMaha9Kq5UEEA0Elr0QteBl2YYayWRjRxoI2L0UbhQmKsIo2CDGEXgm0CG0I+I16j20bvh3kJNBOAJVDy3hr0GlEw9EwZQBZwvZhaJv2gFonD16d9ed9ec+0frz6Jvr19E30TBQ0TezFeUKoAagBa0Yeixoauh9rbabORZqHeRuwJcHiFSAaawpNGlwSCBmrI0FI+kDWjwaW+ZDGQ5ge2hLAptkKATqgQXANs8FiUkBSzW54W0S0IgV46+0ayMJTdtxxlJoKMJU5mN/g7H0g+ZjokRg+KLFS4knQIpHapPOD8UHw5IOnH3oQ4CEHEiZ8EqLnOdbte+T4R56rxezxtCLdwNQ0IOTnA+enhEOskh/ArsiWKTXt8kFhT5TWo5UJjNbBZEWp6+eWY0jRCisTdGOlMM66fzM4P48vKsyY5F226z0QYyqxo6g/2anX3xSWjuW/hWa6VTIW1uqONEd4hf63NRzI0kxWxNELB5qPdOKowU0DDoK4RdgmScXSCxZD4j5uFFyZos+GQflMwrFtCYX+L0ryo+F6Fd9jRm08tAvE/919q5bVGwOWP1ECDZnr9SLiJddTjy22yPCQFpuZtgWTVrrV8UiITYqWO/I/MoV89f0K92acKIA3tCBdnYUTWGqoiNeeHBJM8KmNkb4erTOibU1U7jp7CkmTYNldTP85NpJ9JW7At6DG8tazus6CkLqC0k8b2O4TL0+KT9AnBN65qZgZ/db2ylBrUlMkak8rxuBkXkz2H0NbybPIP6XrM41NioEIU8/tK+4nK8/hMXmLmdgAv8w4PjOECUVI/I1IY16vXPTK2eTAiyGoRlTsL8K5/2fUc1zCRIOnAuOCWSSEJCVwTkxqDEgAFoDIl9UX3h+cVIgyq3Lc4kGl7cVBbBn3gGQXLQqaJyiL0vEMQRy0EZoOFQThhJFaYii2wKe7faVzbWFDbZK+aIYGpvZBUdULOCMK4wtGURs2Hqvot+kvxL4GfYL6ofOF+HOph0GurZ1TOxLpVdineR2gbqm0y3KtqLZXb5W1JvTaw3FM8Gc7J6Zv18hdMLvq94rRVdK8SpoVQVQpV8VoFbxU7VBippTUqa6TdEwanVovqK7RSkUxFPRcEZREsIvkQ6inz608qnqQ/IPQhqybHTVSbETaeaUzWAaiDQ8aVzQyaiSw6WGFxcthFp4v9LcC1IviJbksYkGJOE+JJoJdpKoJ7ExolUir4t+LYCmgUfh8wcwGLAx0OYD8A5gGPBcAToFOBqghwLwCfg9hm4gJwD8DcDoY7m/6K/F//V/Hv6r+H+/3sc9Y/v27AegB0XusdtpbBtoVv77YjP4ZANkA+RnzHuWPzG+fwz42UCZjnNdz+OY9yx145u0t49uAm9dvHboHcZ7ordvLxzVCq/xX/1ARVjqtLX+ai9WO64Gv81jmreVGeqGKx3WKa32aDz0U0GmPc2inoZ4KaCmi80NnFM2jnQJ4M7WauaKzGabRz1OL9FDYt/EAIyKIAROUUTFD4odii8ftFv4gBFFY0DFEYt/HSRz8QEjoIorGUxRKKLxReNARleI9xb2IAxAMdcWXiAj9C9F36I1io4Z/1xF94OPFjzh7ffn3ox9KfMPBz1y9dPHh8pejXg5q7b4NXjZlo1bMN4G0LcRqObRNWmjxu21yb9rm2Zb6bwae25rc5qPbJNzW22xm7zT41IaKNkmz7UNoOafWr1sU0HLwlyS28tJW0rZ1vRzP0ZZTD0rK28gyw+asfHQCMKU4JFtuhqw+AAABswPkFAGACAABiwnPbGjmxREhpQIyTyKVickhNPgmHZNJagJSIsEtQE1EmGU7GuCL2xFxmJKRZDTINNOBGlCJ7NVR05PBesLA5IITWlIUGURMIZgEVe4bYLAl6mkvdszQxaFLmzeNJjSQG5byZ7uhImpQGuNGIzUnNPEuMhItpYY7QcQ5jeSnMDwxx0t1AW7E6vakaEBrhEHhFFpmHgry5zlCvQYhTFXRT3uCuSVTaf1Ft7Z7tGdY4I8oTY0jOTf4ARNrbWBpML5r8gYa9gpgJg3A47cekXubaJu+C4gxZQTbXyFwVQDWNjoUA361qcLoK1VjNx3Uz5vSx2Ivc1IZZyCnF/XQQsI3MiRIKew+vK5ub8wulA8XWMD/GAKkggwJE7IASQ2x/i8xv2XeJ2R8F8WRf+IzUDfeDIODw1QzmI/ZDw2sBmX4LWtJQNCrk55g2M9Av2qS2INE9wG8iBSuIkYcUD3SNPzoxYTFAL0getl9w7Jtr50s3y3UPJEOIPvYViAaPVZ1HBQFues9jRh8SeSOQ2DbXwcTbUHInzhsd5SsPSRyktMEcgMt5kqRQXVUbYcXUG2DQgMYwjSt4WWeg1HnEHzTWu27zHBfXzUAQxiZUSrLFvspZEy26sgEsRp5qRJgyH3LkIou2qF1ZM9rTpWqwJ4jtIKlYkQJPWE2IqDKntk0Q3oBmc1H0IQlkBHQjJh6RCHCtBx1WwCXeK1E2w1SokTuBPaT4sLhyJQ0Ke3B8iNO7q+Lkr3YjZunwcjBv/21s2rd5/UdagGfFqiyC6tESAfnx2lqFiCMbWCV4gEfPEHMNExp8kVWU0x9zTwbGVkx2F13c5s3tdDWTyAODlG1gFHhXAtRtyNTwA9c11mJ2LIjSFYh1PztnjBS4m0NjHpCREJo+kElv0ci0iumhNzMuzD07HZqdeMhx7QSUnblCxDDborFabEE2HpILyYRenAEiIYSQa/VvjZi32uTVeARN9eJMvcDBu8Dp844Apxg4lKLhT3Byh+JiFBCzqTQAojbQ8KQR4EoKR7N0bKSzPz3MciUUPj+79CPgVHaLADsdZBDnNEAqJUJHdpds16Lk20cXqBmX/r5EWdJmcjcsmX7ToJhrX4xfYRWI9/3jqfGbUXlSAkk5abKmrIScU/waTYgcyN0ZFH6bENiAclh1jgTASpOyfGUAdGtRndYwtu5NVPahBO9qOoqSbkmApII6tc0CCOWg+LThE2L3r33OmkZZcZqgqkE/VIN2RHzowK5wqxwu5jsXHAcXcbPatIIGyhEDtR5JIs73qDxa+z2OeApR01bMjHaSX710MjmtthP5G4lVSZgpbC98LmdhWu6HYUPCvDZfgzDvQ9W+3Bk4DJq4m3tsO/FT0YUsYh2Ik1tmMT/I2T9ltRaoui4QJtVANkYQcBxEoQAOIyZIQFRhIQ77cFZFs0mL0dOUOClSnrjNLFZMgaTOy0fO1kMcMjahgcLFNN5thoCMvpmLiIRz6aIsOpw3GI7oG4/FwCyHZiNDQjiIHiCEW+Ihxc5tSSWFUnO7VspCDCwaOSSkeLMjejuJUiMhyldYHAJAUH0hDMWJx4mkKqBCQR9z4SeMio45U5T6NwsUzZim75BgMo5wsDQwwCNAj4yRnGg1+SXJ7lXauxLy5FGFccKYpsg9hgOKSA8cOsd5m253IWoa/uwPklftqKWEsE9GjvQyT5wLgZp3Lk3yIHBsVEWWM4ALKmjzgAuIOfPpPIRPMsHOJl9cN0fniRDeuygNm7lm0QyifYikWav8QD2tHgzgVFHeubLd1XMkHBjR3ebI1fV6aLclFtqAOHItJCSwFPWQIAW51kW7BOW6tQx6TdOssvsuo8lNTuZtvl8N268IH/5fcdsUqB3gt6pIGc+CZiOBgeeG31NHAFChAvemOhGFh0fhOOFjuEI14zGo6/BpW50iCTLkmRRK24GRxlfQ2pE7YO8ZtVwliQPiR6kqxEziVEXgdkLN8u4tOMXMRoxQDNagpXxqxAY9eWqL1TIlhIgRlTsrS7tcTCViy4xgjxoLg0V8/aP38UbCrhDXUlFegR8TJjyMgz+y8CZ5YZsPfSsrb/y9rUNm+1vyiZJv0I0iK4T1o5uJnZz6yS5otn5gWjfxwIIP0zQtJwtU0gBDmEQmILta+JjjSpON43eLto7yOfqNOp2g1tiCd7qZ2gHeSe7lX3qOngrjAb0rBO+2OQWKiuNTTM2p0UfQ8kD2iku5e6raCwKcOK9F8Qk8zVnNOZwntYdcsXgpGsQ6ZCg0i8mYwzOGmYAoXaUl1KQikqXLEEPmNdYOEIdjeV3gkhqfg0Uvy4bFQnD/o0mje63ORKABHG5RkEPJov24nvFcLBx8Lk+PVEfyp6ClpudEsBwgg9Ls5v9PmYjkBv/w0ZhcB/bFWbYa6onL5ReVwlXTKHAP16UBOBluFsjfjNrW7L7+BBlbaYZ6MS8NslpbeMG7kWI6PQSa6drihpA12iFEa5OtQnCkHrOEiXIMN4/Aih7tuWl10=");
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?#iefix") 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") 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format("truetype");
}
.stl_26 {
	font-size: 0.75em;
	font-family: "KMKWWT+Calibri";
	color: #000000;
	line-height: 1.220703em;
}
.stl_27 {
	font-size: 1em;
	font-family: "HADMGM+Californian FB";
	color: #000000;
	line-height: 1.135742em;
}
.stl_28 {
	font-size: 0.92em;
	font-family: "KMKWWT+Calibri";
	color: #000000;
	line-height: 1.220703em;
}
.stl_29 {
	width: 100%;
	clip: rect(5.938334em,46.31917em,6.071665em,31.85417em);
	position: absolute;
	pointer-events: none;
}
.stl_30 {
	font-size: 1.17em;
	font-family: "HADMGM+Californian FB";
	color: #000000;
	line-height: 1.145533em;
}
.stl_31 {
	font-size: 0.71em;
	font-family: "HADMGM+Californian FB";
	color: #000000;
	line-height: 1.135742em;
}
.stl_32 {
	font-size: 1.08em;
	font-family: "LMKVNB+Californian FB";
	color: #000000;
	line-height: 1.135742em;
}
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gUCAiADAOwEL/HVGhnNABgvXXFdGc0aGN3NXl0xMBtAJAABAT0BBANA0AIBjwKvAs8C3wLvAgUPAh8CPwJfAp8CBQkDAgAYL19eXXFdGhnNGN3NXl0wMVkBFQEnEwIJ/sNBzwWiMv6+NAFA//8AUwAABC8FogCjAAEAAAAAQAAAAAAAQAABgwACAS8AAEAAAAAAAEAAABNACwE4QD4oPCUBPxEmACs1ASs1AAEAXv/wAwoDzQAxAQuwhStYQBYvGj8aTxoDvxoBABoQGiAaAxoaJh0BuP/AQEgSFkgvAQEBAQUmDHYMhgwCJQw1DAIDAAwQDEAMUAxgDAUJBQwdLhUdAx2VQBUWLgUDBZUuEBqlGRkqMgGlAAAIEIUiIjMIhSov4RI5L+EROS/hERI5L+EAP+0rABg/Gu0rERIAOV9eXV9dXREzEjkYL10rERI5L11dcjEwG0AWLxo/Gk8aA78aAQAaEBogGgMaGiYdAbj/wEAxEhZILwEBAQEFJgx2DIYMAiUMNQwCAwAMEAxADFAMYAwFCQUMLhUdlWwVFi4FlWwuEAAYPys/KxE5X15dX11dETMSOS9dKxESOS9dXXIwMVkBIy4CIyIGFRQWFhceAhUUDgIjIiYnNTMWFjMyPgI1NCYmJy4CNTQ2NjMyFhcC/2AWPEw3UF8mUGVmbz82YodQVJ5LYhtqXSRFNiAoVGpbbj9ZqHFCe10C4TxFHEtBLjw0KyxKYkRPbEQeGRTRXFMPIzwtM0A1LSZIYkNSeUANEwAB/fj+Uv9A/50ADABDsIUrWEAUBQYDBsMFDAwNBQAAAgwMBQYC2gov4cYyOS8SOX0vABgvEjkvEO0rMTAbtwUGw2wMDA0FABgvEjkvKzAxWQcWFRQGByc+AjU0J80NopkNQEgkCWMpNmd7CkoJJD82Myz//wBe/lIDCgPNAKMABAAAAABAAAAAAABAAAGDAAUC3QAAQAAAAAAAQAAADrkAAf/FtDg0GRAlASs1AAIAUP/wA7ADzQAmADIBa7CFK1i5AAH/6LQPEAFMALj/6EAKDxABTAIuAR0EKLj/4EBECQ9IKAsLJwMnlkBwC4ALsAvACwQACxALUAuQC6ALBQwDCwsZMAEuBC4DLp5ABBYlJKdEJRUgEzAToBOwEwQwE7ATAhO4/8BAJycsSAQTFBMCExkNFR0VLRUDCQMVEBkQAxCYGRATFBQIHoUBCyYDMrj/4EAJDwFNMjI0KoUIuP/gsw8BTQgvK+ESOS8rFzPhEjkvzQA/7SsRADNfXl0YEMRxK11xPysAGD8a7SsRADMzEjkYL19eXXEa7SsRADMrX15dMTArKxuzRS4BKLj/4EA4CQ9IKAsnlmygC7AL4AvwCwQwC0ALgAvAC9ALBQsLGTABBC6ebAQWJRUgEzAToBOwEwQwE7ATAhO4/8BAGicsSAQTFBMCExkNFR0VLRUDCQMVGRCYbBkQABg/KzJfXl0QxHErXXE/PysyMhE5L11xKzMrcTAxWSUnBgYjIiYmNTQkJTU0JiYjIgYHIzU+AjMyFhYVERQeAxcVIQMGBhUUFhYzMjY2NQKjD1eZVkx0PgEhASEoVkhOXxiDYICAQmN4PAIKFCcs/u4My8ouRjBEbz6PBFlKO2tGkp8NQWh4OFJSgjIvGz+Cg/6kSj00HxYMMQHIAmhpOUIZQmYyAAH/9gRaAlIFgwAPAGOwhStYQB0PDwcBGAMHA4ADCwML4nADsAMCDwMfAwIDAA8HBi/N1M0AL11d7SsAGhgQzF9eXTIxMBtAGA//BwEHA4ADC+JscAOwAwIPAx8DAgkDAwAYL19eXV0rGhDMXTIwMVkBBgYjIiYnNx4CMzI2NjcCUhqXhXyQGk0ZP0w5OFJDGAVrh4qJiBhCShwdSkH//wBQ//ADsAWDAKMABwAAAABAAAAAAABAAAGDAAgAxgAAQAAAAAAAQAAAE0ALAgo5MxUdJQI2ESYAKzUBKzUAAAABAAAAAAAAGaYMKF8PPPUAGwgAAAAAAOB8JpUAAAAA4HwmlfQ07EoW8RjvAAAABgACAAEAAAAAAAEAAAea/jkAAAR3/fj/9QQvAAAAAAAAAAAAAAAAAAAAAAAKAlgAAAR3AFMCRwCLBHcAUwNwAF4AAP34A3AAXgPoAFACR//2A+gAUAAAAAAAAAA4AAABgAAAAh8AAAJeAAAD9wAABGoAAASkAAAGpQAAB0MAAAeCAAEAAAAKEAAEAAD/AP8AAgAQAC8AhgAACaQRKAD/AB4AAAAOAK4AAQAAAAAAAQAOAAAAAQAAAAAAAgAHAA4AAQAAAAAAAwAOABUAAQAAAAAABAAOACMAAQAAAAAABQAMADEAAQAAAAAABgAHAD0AAQAAAAAACgAaAEQAAwABBAkAAQAcAF4AAwABBAkAAgAOAHoAAwABBAkAAwAcAIgAAwABBAkABAAcAKQAAwABBAkABQAYAMAAAwABBAkABgAOANgAAwABBAkACgA0AOZEVk1BQkErQ2FtYnJpYVJlZ3VsYXJEVk1BQkErQ2FtYnJpYURWTUFCQStDYW1icmlhVmVyc2lvbiA2Ljk2Q2FtYnJpYUFCQ0RFRStDYW1icmlhMjQxODQ0b2JqMjIxAEQAVgBNAEEAQgBBACsAQwBhAG0AYgByAGkAYQBSAGUAZwB1AGwAYQByAEQAVgBNAEEAQgBBACsAQwBhAG0AYgByAGkAYQBEAFYATQBBAEIAQQArAEMAYQBtAGIAcgBpAGEAVgBlAHIAcwBpAG8AbgAgADYALgA5ADYAQwBhAG0AYgByAGkAYQBBAEIAQwBEAEUARQArAEMAYQBtAGIAcgBpAGEAMgA0ADEAOAA0ADQAbwBiAGoAMgAyADEAAwAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAALkAIAH+tAkYAUoguAH6tAkYAUoguAH5tAkYAUoguAH4tAkYAUoguAH3tAkYAUoguAH2tAkYAUoguAHwtAkYAUoguAHvtAkYAUoguAHutAkYAUoguAHttAkYAUoguAHstAkYAUoguAHrtAkYAUoguAHmtAkYAUoguAHltAkYAUoguAHktAkYAUoguAHjtAkYAUoguAHitAkYAUoguAHhtAkYAUoguAHgtAkYAUoguAHTtAkYAUoguAHStAkYAUoguAHRtAkYAUoguAHPtAkYAUoguAHOtAkYAUoguAHNtAkYAUoguAHMtAkYAUoguAGgtAkYAUoguAGPtAkYAUoguAGOtAkYAUoguAGKtAkYAUoguAGItAkYAUoguAGHtAkYAUoguAGGtAkYAUoguAFbtAkYAUoguAFatAkYAUoguAFZtAkYAUoguAFYtAkYAUoguAFUtAkYAUoguAFQtAkYAUoguAFMtAkYAUoguAFLtAkYAUoguAFKtAkYAUoguAE2tAkYAUoguAEwtAkYAUoguAEvtAkYAUoguAEttAkYAUoguAEstAkYAUoguAEJtAkYAUoguAEHtAkYAUoguAEFQP8JGAFKIPQJGAFKIPIJGAFKIPEJGAFKIPAJGAFKIO8JGAFKIO0JGAFKIOwJGAFKIOoJGAFKIOUJGAFKIOQJGAFKIOMJGAFKIOEJGAFKIN4JGAFKINoJGAFKINgJGAFKINMJGAFKIM0JGAFKIMwJGAFKIMoJGAFKIMkJGAFKIMgJGAFKIMYJGAFKIMQJGAFKIMIJGAFKIMAJGAFKIL8JGAFKIL0JGAFKILMJGAFKILEJGAFKIK8JGAFKIKUJGAFKIKQJGAFKIKAJGAFKII4JGAFKII0JGAFKIIwJGAFKIIsJGAFKIIoJGAFKIIkJGAFKIIUJGAFKIIQJGAFKIIMJGAFAPkoggAkYAUogfwkYAUogfgkYAUogfQkYAUogYgkYAUogUQkYAUogUAkYAUogSAkYAUogQgkYAUogDgkYAUoPQWMEQQAfBEEALwRBAD8EQQBPBEEAXwRBAG8EQQB/BEEAjwRBAJ8EQQCvBEEAvwRBAM8EQQANAF8D6gABAIAD9ACQA/QAoAP0ALAD9ADAA/QA0AP0AOAD9ADwA/QACAAvBDMAPwQzAE8EMwBfBDMAbwQzAH8EMwCPBDMAnwQzAK8EMwC/BDMACgAfBDQALwQ0AD8ENABPBDQAXwQ0AG8ENAB/BDQABwDPBCMA3wQjAO8EIwADAA8EIwAfBCMAPwQjAF8EIwCfBCNAIwXw4gGw/cD9AsD90P3g/fD9BND94P3w/QPA/9D/4P/w/wRwQQoEJQABAMAEJQDQBCUA4AQlAPAEJUAMBOC+8L4C4L7wvgIPQREEIQA/BCEAAgAQAlgAAQAPAlgA4AJYAAIADwQKAAEADwQItAEPJgEPQRsEBwABAA8EBgABAH8CFwABAA8CnAAfApwALwKcAD8CnABPApwAXwKcAAYA3wKcAO8CnAD/ApxAUwPf4BYXHNTVFhcce3wWG3t8GdHSFhccdncWFxxtcBYXHGxvFhcca24WG2tuf3IadHUUFRxnahQVHGZpFBUcZWgUG2VohXEaGXMWekMZIXlDGSEZQTECkgCZApIAAgAcApIALAKSAAICmQKaApsADAKNAo4CjwAMAooCiwKMAAwAGwKZAIsCmQACAA8CmQCfApkAuwKZANsCmQAEAqUCiwKnAA0CnwKaAqEADQKcAo4CngAN/+gCjrIUIzm5/+gCmrIUIzlBGgKCAn0ACAArAoECfAAFACsCfgJ6AAQAKwJ9AnoABAArAnoCVwAFACsCdwJnAAUAKwJnAleyBSsguAJwshsgOb0CcgJXAAQAKwJuAleyBCsguAJXszEzOQlBQQJxABkCcQCqAlcAuAJXAAQAaQJxANoCVwDoAlcAAwKEAnkABgArAoACeQAEACsCfwJ5AAgAKwJ7AnkACAArAnkCVgAGACsCeAJmAAAAKwJ2AmYACAArAnUCZgAIACsCcwJmAAgAKwJmAlYABgArAnQCVgAAACsCcwJWAAAAKwJvAlayByspQVACVgABAIYCVgABAl0CXgJfAAwCUQJSAlMADAJOAk8CUAAMAAsCTgALAlEACgJdADsCTgBZAlEAdgJRAHUCXQCbAk4AtQJdANkCTgAKAmkCTwJrAA0CYwJeAmUADQJgAlICYgANAmkAPAJjADwCYAA8Al0APAJRADwCTgA8AkQCPAAFACsCQwIRAAIAKwJAAjwABQArAj4CEQAEACsCPQIRsgQrRkEVAjwAAQBGAjwAxgI8AAICOwIRAAcAKwI5AhEABgArAjcCEQAEACsCIQIRsgcrILgCM7ITFjlBFgIvAhEABAArAi4CEQAEACsCLQIRAAUAKwIsAhEABAArAisCEQAEACsCKgIRsgUrR0FCAhEAAQAFAhEApQIRAAIAOwIzAEsCMwBkAhEAdAIRAAQCQgIQAAcAKwJBAhAABQArAj8CEAACACsCOgIQAAcAKwI4AhAABwArAjYCEAAHACsCNQIQAAcAKwIgAhAABwArAjQCEAAFACsCMQIQAAUAKwIwAhAABwArAikCEAAHACsCKAIQsgcrikFuAhAAAQAaAhAAuQIyAAICFwIYAhkADAILAgwCDQAMAggCCQIKAAwACwIIAAsCCwAKAhcAOwIIAFkCCwB2AgsAdQIXAJsCCAC1AhcA2QIIAAoCIwIJAiUADQIdAhgCHwANAhoCDAIcAA0CIwA8Ah0APAIaADwCFwA8AgsAPAIIADwBUwFNAAIAKwFOAU0AAgArAVYBXAAEACsBVQFcAAQAKwFXAVwAAgArAdoB1AAKACsB2AHUAAoAKwHlAeAABQArAeEB4AAFACsB4AHrAAUAKwHvAesAAgArAewB67IFK0C4AeuyCQo5uf/AAQSyMTE5uf/AAQSyGyA5uP/AtMcfIDlAuAEDsiwsOboBAwEAAQCyHyIjuQEDAQCzwB4eI7oBAwEAAQCyHR0juQEDAQCzwBwcI7oBAwEAAQCyGxsjuQEDAQCzwBQaI7kBAwEAs4ALEyO5AQMBALNACQojuQECAQGzQFCLI7kBAQEAs0BQiyNBCgECAQAATwAfAQEBAABPAB//wAEAslBVObn/wAEAsyMjOUC4AQC3HR45QOgbGzm4/8C05yQlOVa4AQhAEwHd2AUrO9ZL1gJAsAsNOcHABSu4/8BAN58TEzlAnC8wOZyaASubmgUrmpEEK6mZBCuZkgMrQMUsMTmSkQMriJGYkQIJYxhjx2MDIGMNDzm4//C0Rx8lOcu4AQpAHAGYlQErN54BlpUCKxiXJio5F5cBEJU/QDnZlQG8ATYBLAADACsBMLLNBCu4AS+yzAQruAEtss0DK7gBLLLNBCu8AUwBSgADACsBSrJ/BSu5AVsBVLIEKw9BGQFUAB8BVAACAYYBiAACACsBhwGIAAQAKwGJAYgABAArAYgBjwADACsBjgGPAAQAKwGPs4UFKz9BDAGgAAEBzgHMAAMAKwHSAcwABgArAdEBzLIGK0C4AQeyMjI5uAEHsq8DK7j/wLPeHiA5uP/AQBHcGBo5ycoDK8rIBCtAyCEiObj/wLPIFRc5uP/As8YkJTm4/8CzxhYaObj/wEAjvy0xOVBRAytAURsbOeXMBCvk4wMrQOMqKjnNzAUrQMxCRDm4/8CzzCcnObj/wLfMFxo5wuoBK7gBCbLaAyu4/8BAM+olJTnf6gFAxBsdObOxBSuxwAUrQMA9PTnArwQr068FK699BSsg2hIWOcW9ASCOARCOAbj/wLOLNjg5uP/As4snKzm4/8BAMosXGjmMjQUrjYoEK4mKBSuKfwUr9O8DK/LvBSvxgAIr8KAEK++FBStA7DI0OUDsGx05uP/As6BRUjm4/8CzoEVHObj/wLOgODw5uP/AQAugLDE536ABoIACK7j/wLOUMTE5uP/AQNSAGBo5gX8BK359BSt9fwUr7X8FK9h/AX+FJR+IhQErh4UBK4SFBSuDhQUrKYU5hUmFA2aFAUaFATaFASaFARs3FRg2FRU1FRI0FQ8zFQwyFQkxFQYwFQMvFQAuFfn6DyD5MPkCJicOKCcPKisOLCsPIiMOJCMPHh8OIB8PAAUQBQI8PQ4LPHQ8mTwDDxARDAkKCwwGBwgMAwQFDAABAgwGA2QfcCoBDyoBCw9LDwILADsARAN0A6sA2w8GCwALAwsPOwA7CVkDWwl2A5sAmwmZD9kADLkBCwEMQCoPGwEdDRgHGg0VEBcNEgQUDS/5b/mf+aD5z/nQ+QY/+UD5r/mw+eD5BQC4AQuyL/kvugELAD8BC0AwBPs8+Tz3PPU8LDwqPCg8JjwkPCI8IDwePBs8GDwVPBI8DzwJPAY8AzwAPANQUDNUAbASSwBLVEKwEwFLAEtTQrAzK0u4AyBSsDIrS7AJUFtYsQEBjlmwMyuwAoi4AQBUsASIuAIAVLASQ1pbWLgBGbEBAY6FG7kAAQEAsEtghY1ZKysdQrBkS1NYsgOAgB1CWbAyS1NYsgOQkB1CWQBLsDJRsBsjQisrKysrKysrKysrKysrKysrKysrK3N0dSsrKysrc3R1c3QrKysrKytzK3MrKysrKyuxKCZFsCpFYbAsRWBEKytzKysrKysrKysrKysBc3Nzc3QrKysrK3QrKysrKysrdCsrKysrKysrKysrKysrKysrK3R1cysrKysrKysrcysrKysrKysrKysrKysrKysrKysrKysrKysrcysrKysrK3MrKysBKysrKysAdCt0Kyt0K3MrK3R0KysrKysrKysrKytzK3QrKysrKysrKysrKysrKysrKysrKysAKysrKysrKysrKysrKwArKysrKysrKytzKysrAXN0KysrKysrKysrKysrKwBzdHUrKysrKysrKysrK3N0KysrKysAKysrKysrKysrcysrKwFzdCsrKysrKysrKysrKysAc3QrKysrKysrKysrKysrKysrc3QrKysBc3QrK7AYsD9LU0IrKysrKysrKysrKysrKysrsQEyK0uwUFJCsAJDXEuwZFJLsB5QW2CwGiNCS7DIUkuwNlBbsA4jQgBzdHNzc3Nzc3N0c3N0c3Vzc3R1c3N0c3Nzc3OxAAJDVLECAkNUsQYCQ1RbW1hBYwH+AGQB+gBkAfkAZAH4AGQB9wBkAfYAZAHwAGQB7wBkAe4AZAHtAGQB7ABkAesAZAHmAGQB5QBkAeQAZAHjAGQB4gBkAeEAZAHgAGQB0wBkAdIAZAHRAGQBzwBkAc4AZAHNAGQBzABkAaAAZAGPAGQBjgBkAYoAZAGIAGQBhwBkAYYAZAFbAGQBWgBkAVkAZAFYAGQBVABkAVAAZAFMAGQBSwBkAUoAZAE2AGQBMABkAS8AZAEtAGQBLABkAQkAZAEHAGQBBUBpZPRk8mTxZPBk72TtZOxk6mTlZORk42ThZN5k2mTYZNNkzWTMZMpkyWTIZMZkxGTCZMBkv2S9ZLNksWSvZKVkpGSgZI5kjWSMZItkimSJZIVkhGSDZIBkf2R+ZH1kYmRRZFBkSGRCZA5kKysrKysrKysrKysrKysrKysrKysrKysrKysrKysrKysrKysrKysrKysrKysrKysrKysrKysrKysrKysrKysrKysrKysrKysrKysrKysrKysrKysrKysrKysrKysrKysrKysrKysrWSsrKysrKysrKysrKysrKysrKysrKysrKysrKysrKysrKysrKysrKysrKysrKysrKysrKysrKysrKysrKysrKysrKysrKysrKysrKysrKysrKysrKysrKysrKysrKysrKysrKysrKw==") format("truetype");
}
.stl_33 {
	font-size: 1.08em;
	font-family: "DVMABA+Cambria", "Times New Roman";
	color: #000000;
	line-height: 1.172363em;
}
.stl_34 {
	width: 100%;
	clip: rect(5.938334em,46.31917em,57.91967em,10.58em);
	position: absolute;
	pointer-events: none;
}
.stl_35 {
	width: 100%;
	clip: rect(5.938334em,46.31917em,53.39em,4.678333em);
	position: absolute;
	pointer-events: none;
}
@font-face {
	font-family:"STAILO+Californian FB,Italic";
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");
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?#iefix") 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") 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RuzKytJShESOS9ZMTAAXSUWBwYHBiMiNTQ3Njc2JyYHBgcOASMiNTQTNjU0IyIHBicmJyY3Njc2MzIVFAcCFRQzMjc2NzY3NjsBMgcGAwYVFDMyNzYXHgEDXAUJKFNbPBcKDhMCAQEDBAU9209yLxYMOUYGBAMHBAYvVlM8FSUtNVR5YhsSGQIQZA8CGzEbDSxTCAQCBmoGCCMhJBQhXHmFDgYFBAQNlv3GZQEtkGMTMwYGBAwHAywgHx9A1v75j3HDno9iwxAOjP7QxqsONQUFAwgAAv+N/fcC/ARUADsATQB0QCAvQzFAMTgFJSAiDSg/DzgBTkAfDQ4VAk5GSREoBwUATgAQ9DIa7TIQ9O0yGhD87dwRORrJERI5GhDJAUtTWEAWGh8MDAdGMQMrDE9ZPA0AEQwiIwwrTn0Q3Bjt9H3MGNzl5hESFzkQ/c0bsTwAL8lZMTABFAcGBwYnJgcGBwYVFDsBMgcUBxQjISI1NDY1NjsBMjcSEzY1NDc2MzIXFgcGBwYXFjc2NzY3NjMyFxYHNCYjIgcGBwYDBhcWNzY3PgEC/FJmsVN9FAMSCwgatQgCBAn+SAoEAgxEEAJJRRkaRxcQAQIKBRYDAQEDBAZEcUpFTjMphTwtSTxZNB8lAhNWP1hEQD0Chc+mzTEXGQQSeW9QOmgIDRQMCAEdBQoQAcECluyeHgcSEkh7UqQPBQUEBQyJWjxYRpxMbzdSpmL+xBAEEwoPWFLrAAEAJf/0A1IDpABIAMRAQlQQAS8UExIvFRUiLwwdQCIoJhUdVkkSFREgNAsHDg8+CgdAQjsBSUAmKCITHBgeDy8uAUAYFUkBKEYTQg4HBAUESQAQ5Pb99hoZzRA8PBoY/DL9ETn2GhnNGhgQ/BE5ETk57RE53BrJETkBEPb0GhnNGhgQ/eUHDsA8PAFLU1hAGRE0IDQvFUYoARhKVwcMUEIhPQxADBkYDBUQ/fwa/fQa7eT1GhnNERI5GhDJG7Y9DBgYDElKERI5OS8vzVkxMAFdJRYHBgcGIyI1NDcSNTQjIgcGBwYHBisBIjc2EzY1NAcGBwYnJicmNzY3Njc2MzIHBgcGFRY3Njc2NzYzMhUUAwYVFDc2NzYXFgNOBAYwVlI9FCUpPEpySi0sGgQSQhMDFy8gDDM3CAcECAQGJFBNJhUQDQISEQMBBAQISVVrS3MvFxNJLwcGAmoJAysgHxg35gEAbZm8ebSthRQSfQEh7HYUBRctBgYDCQYHJjg2EAgl2GgSCAkEBBGdXXfHZP7TkGIZBRAjBggCAAH/Xv36AkoFTAAtAF1AGKscAS8bDCwPIgZ9KCwGLkAZHiAVgA8CLgAQ/BrNGukaEPwa7TIREjk5AUtTWEATGwwMBhMVIBNMLwBlBhsoZSIuQBoQ3u397c523BgaGc0REjkQBckbWTEwAV0BBhUGKwEiBwIDAgMCBwYjIicmNTQzMhcWMzI3EjcSEzY1NCsBIjc0NjU0MyEyAkoCAwpkEwEqGB8jHBFKvEQxOT4gHykZWRknFx09BhmLDgICCgG5CAVECRwID/6d/vH+2f6s/sgrvhUZLDkpNaoBAOwBFwJ+RypMCgQcAwgAAQBW//QBrgX0ACsAV0ATL0AZIBIVHAMsQAEgKRMlDgcELAAQ9v32GhnNGhgQ/N3GGhnNARgaS1NYQBgtVwcMSAEYJSNAHQxEGRUfEAEvEAEQViwQ9l1d7Br9Gv7sGu3sG1kxMCUWBwYHBiMiNTQ3NhM2NzY1NCMiBwYnJicmNzYzMgcGAwIHBhUUMzI3NhcWAaoEBjJkXCUWFhoqFA0QECNkCAcCBAQM3FgYBCAqMxQXEjRLCQQDaAkDJSMgHETV3wF3sYaoKREdAgoEEQoEThfI/rD+ZNvsAhQvBQUFAAH/Jv34AsUGGwBJAFZAGS8CBhAoRwNKQBozECgNQAVKQCcrECgjAkoAEPwa/cQaEPwyGu0yGhD8Gv3EAUtTWEAPSxoSDQw5QDNAQABEJUdKEHbUdsQ5LxgzGs39zTPMG1kxMAEUIyInJiMiBwYHBgcGMzI3FhcUBxQjIiYjIgcUAwYHBgcGIyI1NDMyFxYzMjc2NzY3EzYjIgciJjU2NzQzMjYyNTY3Njc2MzIWAsVILzEHDB4ZRxcEGQIMFaIFAwYLBqUFEAJZHRoyWExdZTcZMQgNKxgmHhYdVwMLDD4GBAIEDgQ6FgwPHIFUazVABcU2OggZR8E12RUCAQkUGQwEDgH9Ke1Wo0tBQSsxCCU6imjqAs8ZAgQKCRoQAg9jftt1TDQAAQAO/+MF8gVMAHEAxkAdLlcEfWxsNDQkJGAGck0dCjt9RCgURERmLiosBHIAEOQyMjI8ETMaEO0yMjIQ5DIRMhEyEO0yS1NYQE1mGyxmbDQsNBtgNDshYGZmHSxmYCQsJB0hZmwkHWxsJBsEBApAR2VATR0oQGY7JEBgNB1TKmYsLARTFmYdG3NhEWUKIW5lBEBaZVNgcgEQ9uQa3O327eT97RESORkvMxoQ/TIa/hjtGhn9Gu0aGAcQBf0yEAgHGvkHCBD5BxoIEP0HCBD9G1kxMAEGKwEiBwYDBgMGOwEyBxQGFQYjISI1NDY1NjsBMjc2EzY3NiMiBwIDBgcGIyInAgMmAyYjIgcGAwYHBjsBMgcUBhUGIyEiNTY3NjsBMjc2EzYTNjU0JyYnIjU2NTYzITIXFhcSFxY3NhMSEzY7ATIHMAXwBAVcHwYTDw8QCyN3CQMCAgj+aQ8CAwpaFQMRFBUMAgkHCcjDLz0KBw8DVloVdwUHCAQtJwIZFTKPCwMCAgb+lg0BAwMKUBkFDzsVKAJRD3IJBAMIATERBUY9kD0KEWl6h5oKFcgLAgUhCjS8/rre/vvJCgMZBQoKBRkDChnpARf2xB0T/kn+emN+EQ8BFAEpZAF/Ehbh/poTz7AIBBkGCggKFQ4thgG2egEuEhFyKwgJCAwZCA/Iz/4e3SQi4QEDASYBShMIAAIALf/uA1wF9ABAAFMAj0AnLzE0Oig3AD8DVEBCRBAqKFAbGyItKgFUTA9AIgRUDyALEwcOEwRUABD0/fYaGc0YEPQa7RDsMhE5EMEaEO0yGhD8Mt0aGcwYxjIBS1NYQB1QGyhBGxQ5GAAMQDIUCw8YIFVXBwwUSUgNQCZYVBD2Gu123Bj97Br8yRDUGu3sEjk5GhDJG7FIJi/JWTEwAQYDAgcGFRQzMjc2FxYXFgcGBwYnJjc2NzYnJgcGBwYHBiMiJyY1EDc2MzIXFjc2NzY1NCMiBwYmJyY3Njc2MzIDNCYjIgcGFRQXFjMyNzY3Njc2A1ggLicaHQ4nUggEBwQDB0G3IgEBBQQRAgEBAwMFIGFoWlM3P7Sgpi8SFgMRFA4QNGAJBgUCDCl0eicY5yAsqW1dJSI0Nj5CKykpCwXbyf6z/uLk+mUQNQUFBggFCUssCA4MZVVvDQYFBAQMVXF7TVebAQ2slwYHD2fKkz4RHwMSDgcFEh8h/UENDLacsms8Njk8YFn2PwACADf/9AHPBQYACAAwAJFAIi9AHSgZExUPESgmEwQOIgExQAooLxMrDkAOBDECDIAHCDEAEPwa7RD0Gv32GhnNGhgQ/BEXOf32GhnMARoYS1NYQCAvKAoYMlcPDCshJAQMAEkkDBRAGSgdFR8UAS8UARRWMRD2XV38GswaEP121BjtEPTt7PQaGc0btwIHCQQJBDAxERI5OS8vAC8vWTEwARQjIjU0NjMyExYHDgEjIjU0NxI1NAcGBwYnJicmNzY3NjMyFRQHBgcGFRQzMjc2FgGYVkAxI0I1AgQ1ujoVITUMSjUIBgUKBAZPVV4bDhwPGBUTRVAICgS2YlQoNvtgCAImQhZa8AGGPRUHKSsHBwQKBgdOMzcOQvJjtaJIFDEFDgAD/5f9+QMfA6AAQwBTAGMAnUAhLwhAPDYUKS4uUBAQEChIECg2AUBYGx8oBGRgECgfAmQpAC8Q/BrtEOYROTIa/BrtEjl9LxjtMxESORDUGs0BS1NYQCNAKABlOy4yCAsMRDJYKCtUDBtAGBsRFDArKxtcDyNMDDJYZBD27dTtxDkvGtnCEjkaEO0ROTkQ3P0yETkyztwayRu3K0xHMkQKGyMvLy/NL3bNGC9ZMTABFAcOAQcGBwYXFhUUBgcGBwYHBgcGFxYXHgEHBgcGIyInJjc2NzY3NicmNzY3NicuATc2NzYzMhcWFxYzMjc2NzYXFgE2JyYjIgcGBwYXFjMyNzYTJicmIyIHBgcGFxYzMjc2Ax8PAQQRJSU4AwY7J15rIhMlAQI7GV26bgEBi4fYlmBZAQJ7UnEODEUCAVsLEjhlAQJzZn9LLB8YCBdcFhMOAwkJ/usDFyJbQi86AwMZIUhRMjpPA3diVnFSWwICQkqPiFJiA4FKKwYLAwICBRQlNT2YJVgIAg8dMC8sEyNGa0xqbmpFP2RgUzglBQoyX1E+BwYQe3OfcWUZFh8IEhAbBgIC/ttiPlwvOp+DN0g5RP1GXDMqRU1NTzU8Q1AAAQAv//QCRAOcACwAiUAnRBJLKQI0EjspAiQSKykCFBIbKQIvBxAgA02AKwEtQB8QIBqAFAQtABD0Gswa7RoQ/Bp2zRga7QFLU1hAGCpgKAoMKCgYEAUWAE0uWSIMEB0WQBhaLRD2Gunc7eZ21BjpERI5GC/tEBrIG0ALGCgAEBAAKBgELi0YERIXOS8vLy9ZMTBdXV1dARQGIyInJiMiBhUUFxYXFhUUBwYjIicmNTQzMhceATMyNjU0JyYnJjU0NjMyAkQlFTQsCRQ7WExEOXpWUHRuRkBAMDQGHyFIZFQpTHOYbrUDQhUlUhBMN19CPC9mkmxEPysoNj2BDghcPWhGI0BdfmqKAAEAHf/yAMMAqAAIAB1ADgpjABtABWIJBxuAAwQJABD0Gu0BEPYa/e4xMDcUBiMiNTQzMsMzH1RkQkgkMlZgAAEAJwAABCcFTgBTAJ9AIy8tHSojToAYTD8RARERUzpABEANHihJfTBTBlRDM306KDpUABA8GhDtMhD0Gu0a/RrMGhESOS9dds4YGnbMGhjpAUtTWEArAwUSBBQkKCFKQBgoG0pAVQQgP1MBU0ZJP2VDGy4RDTZmMyQNG01lRElgVBD2Gu39/O0SOTn97RB23V0aGc08GnbcGBoZzRp21BgaGc0yEBrIyBtZMTABBgcGIyInJicmJyYlIgcGAwYzITI3Njc2OwEyBwYHBgcGKwEiNTQnJiMiJCMiBxQDBhUUOwEyDwEGIyEiNzQ3NDsBMjcSEzY3NisBIjc0NzQzJTIEIw8OAwkIBgEeKFVn/vQOBCAkAxIBoxMMDRQHBxMMAgkQBQsECBUKCAMcCf5vBg4CKQ0bjgkBAgEK/koKAgQIRDMEICIXGhgnfgsCBA0DaCEFN0U6DgYBFhwREwMM7P76FBYjMxMRMWhFZxcPRDYVCBIa/qdvOE8MHwoMCxQKKQEgATTC2MsKDBUKAgABADn/8ASOBVwAMwBMQCQ1MTMaIB0YQAIgM0YMHEAmYjQCYDEIHyguBzQdGEAQHzgiBDQAEPQa/Rp93MkYEPwa/dQazQEQ9hrtdtwaGd0aGN7RGskQ1sQxMAEGIyInJicmIyIHBhEQFxYzMjc2NzY3NjMyBwYHBgcGBwYjIicmETQ3Njc2NzYzMhcWFRYEiwIKBgwkLFis2ZrTg4yfaWFWLBYvBhESEAgGAhFJd4Bm+I2mVVKPTnd+cfNnDAUEfRcTMyVImM/+h/8AfYUhHSkUewpkLh4JCzMnKYefAQvAs656Qy4vRQgNbQABAF7/8AJcBEEAQgBdQBkvBiYQID04MAVDQBkgEBQBIBQBFA4OHQRDABD0/d5dXRoZzRoYEPx8zTMaGO0yAUtTWEARFCAZRCEMC0I9BgwwKSZWQ0AaEP7NM/0yzd7tzNwaGc0bsCEvWTEwAQYHBisBIgcGAwYVFBcWMzI3Njc2FxYXFhcUBwYjIicmNTQ3NhM2KwEiNzY3NjsBMjc2NzY3Njc2FgcGBwYzMjYzMgJWBAwJFscMAiMzBAwUHz5iDA8EBgoEAgFjeW4gEhwMHDwCCl4VAgMFBQxeDgIDFAYdGDgKCwMVCAIJC8oKEAN5BhUQCsr+pyY2PhQhUgwKBAYKCAIDFUZWFCFQXlbFAVQMDAwZDAYLbB8IBwkCCwk+SxkCAAL/2QAABIoFnABKAF4AqUAjLxVAEh1eIVtbXl4jNEBFREc8KDhRNAdAI18sGw5HfQQoBF8AEDwaEO0yMjIQPBr8MtQaGc0ROTk5ERI5GC8zLxoQ7RoyAUtTWEAtIQcOG14SUQ5RG0BRFQ4bR0BAR1tRFVFRDhUdKiwsNGAOGywAR0AdUTQmLGJfEPXNfdwyGP193hjNEjk5xAcQGvkJPBESBTkHBRoQ7QgQ7QEREjk5ERI5ORtZMTAlFAcUIyEiNzQ2NTY7ATInJgImIyEGBwYHBgcGOwEyBwYHFCMhIjU2NTY7ATI3EhMSEzY3Njc2NzYzFhcGBw4BBwYXFhMWExY7ATIBJicmJyYjIgcGBwYCBwYVFDMhMgSHBAr+lQYCAgILUSIHAjkJDv43BgY1QB0FBhJkCwMBAwj+sAoEAwU8GiWQl5CbFRwSDxktBwUJBQEHBCoBAgYjXik8HyYlCf6hESIQJQMEBQdCSQaIAwYIAY8GJwwRCgwFFAIOPhABQCYBC16oTSwpDgsSCgoREAo+ARgBJwEbATEqOB8ECA8CBRQFBwUwEx8kxv5LxP77cwIPWa9O4xAQf5QN/vEGCQQGAAH/9QAABAEFUgBMAHFAGi8XFR5DMAt9AkYCJzp9KEMGTkAxH30nKCdOABA8GhDtMhoQ/BrtEjl2LxjtGhDpMgFLU1hAHQYGF0sXIk5jERxLOUgpZTEbImYfJBcbPWU5YE1EGhD87f3+7f3tdhDcGO3mBxESOQEvG7BLL1kxMAEGIyInJjU0NjMWMzI3Njc2NTQnJiMiBgcGBwYHBgMGOwEyBwYVBiMhIjc0NjU2OwEyNxI3Njc2NTQrASI1NDY1NjsBMjYzMhceARUUA3VquUkoCAcOFDGCSVoOAz5ZszoQBBUYGRYDJBsntA0CAgMG/fAJAwICCokPBkMLGxYND4kNBAIN7xHnBlwyY4UC01wMAwkHDgJDU3wZGXxIZgQSWNvfjA7+yeQMEwgMCAMYBAwZAhhl/5RcLDMIBBoFCgYOHaOBtgABABv/+AM5BVoAMwCxQCBXDgEvJioNLhEuES4UCgZ9KAJKgDEHNEAjfSgagBQENAAQ9BrMGu0aEPwadswaGO0yEjk5GS8vEjk5MwEYS1NYQC1GDAE6KQEKJhQxKhsNDSoNKiANEQYFCg8hKiYuShcjHUAmDyE1YxEFAB1AFzQQ1hrd3M3U5hrpGhE5EHbUGBE5GukRORE5GBoGCBDtABESOTldXRtACwAuFxERFy4ABDQ1ERIXOS8vLy9ZMTBdARQjIicmIyIHBhUUFhcWFxYVFAYjIiY1NDYzMhYVFAcGFxYzMjY1NCcmJyYnJjU0NjMyFgM5NzZNDRqnVk9eebdJRP62j8kmHRoqDwMUVHV4qjE0m5I7N+yybqIEtjeNGUhAblNtQGBbVHS3/ZlnJD5CKg1SFgw2t3pSOz9kXllTco64YQACACMAAASRBVQATgBkALNAHy9KSUZORgweX0lfBlUeL30oOAZlQCcWTn0GKB4GBmUAEDwRMxoQ7TIyGhD8Gu3pEjl2LxjtORESOTkBS1NYQD6GBpYGpQa0BsQG1AYGDEZKSgwbRkpJRkk2IWUnG0hKSUYGDABGDEEQHGVcEBYkVhtEL2YAQRtRRTNlQC9gZRD2Gu123Bj9fdQYxhAa/fw5Oe0REjk5ERI5Ejk5Gv3tBRoYBxA8EP0QBxBdG7BBL1kxMCUGBxQrASInJicmJyYjIicmFQYHBhUUOwEyBxQHFCMhIic2NzQ7ATI3NhM2EzY1NCsBIjU2NTYzITI2MzIXFhcWFRQHBgcGFxYXFhcWMzIBNjU0JyYjIgcUAwYVFBcWMzI3Njc2BJEBAwjtDgtDjF4vCAczchEGHQgdrAoCBAj+NwoCAQMMVA8EHCELJA4QfwoEAggBFw3KDEo1YVFFcm1gCgImcnlLOzgQ/s0DPF/vIQYrHw8hXF80WT44KwoVDAxM5ZthEQwCDD7+QzFnChARCgoJFgwf+gEcXAFChERHCBAVCAgKE1ZJfL1taR8FB2mlsT0vA5QTE2VKdA41/tPXMwwDBhkqW1MAAf/z/9UDAwOYACkAikALQAEBLxUBHRkGBCoAEOQyMvxLU1hAOh8dHRAYGQMeEAICAxkMCRgMCgoJJAMCBiMrWykKCR0ZCAQGFWARARFaKgIDBigeHSQFKgoJBg0MGBkROe0ROTkQ7BE5MhE5OQEQ9l0yGdwyMjIyOTncfeYYzRI5ORoHEO0Q7QcQ7RAI7QEQwBtZMTAAXQEGAwYHBiMiJyYnAicmBwYnJjc+ATMyFxITFjMyNz4BNzYnJjYXFjc2FgMCEKJZiBIKCwQkMEREJTkPBAQFC0EgeD1eJwIFBAtiawwKEAQNDi0lDAcDStL+2qDEGR3vywEcVS4SBAUFDRsxqv70/sAREZn0hWYyDhICBAQCDwACAAj/9gUbBUwAKQBBAFhAFS9AMh4wHX0oJgZCPh4wCBR9CygLQgAQPBoQ7dQa7RD0Gu0a7RoBS1NYQBUQZRQbOyQyGx1DYwAcKkVAImUdYEIQ9uUadtwY/eYQ/fb95RuwABgvWTEwARQHBgcGBwYjIiYrASI1NDc2OwEyNzYSNzYTNjU0KwEiNzQ3NDMhIBcWBzQnJicmIyIOAQcGAwYDBhUUFxYzMjc2BRtkYaZshkueR+BMUAoCAg1LMggBMwMdIAkbhwoCBAwCPQE0n4qcgVRpcLhGGgUCHyQNJQ8YMOalm+MC8NCzrmdDFAsKCgoXCkIPAc4W3wEDSS5UChARCrCY/u5/UiIlBwcO7P7ddf7kdjpDDRuFxAABADP//AQLBUwAOgBYQBQvFih9KCAGO0A3gDAeMBB9BygHOwAQPBoQ7RrtGswaEPwa7TIBS1NYQBY8OCADOgplSBAbMCQiZigbQBplFmA7EPblGv3l9P125RjczRoZzhjGG1kxMCUGBwYjIiQjISI3NDc0OwEyNxsBNicmKwEiNzQ2NTQzITIVBhUGKwEiBwIDBgcGFRQzIDc2NzYXMhcWBAYPJAgXIf6sav5oCgIECUMzBC1ABwECFmMOAgIKAbkIAgMKjRMBKhgMGwhCAXKyFRoTBgIBBpFFQg4EDAsUCikBmAJkPzJMCgQcAwgICRwID/6d/vGF5kMuf04JEgwCAQUAAQA5//QB0QOkACcAZEAZLxQgEBMKHh8DIgwPGQEoQAEgJhMiDgUEKAAQ9P32GhnNGhgQ/P0RFzn2GhnMAUtTWEAXJiABFSlXBgxAIiEaDEAMEAgUFUAMVigYEPYa/RoZzBgQGv30Gu3k/BoZzRtZMTAlFgcOASMiNTQ3EjU0BwYHBicmJyY3Njc2MzIVFAcGBwYVFDMyNzYWAc8CBDW6OhUhNQxKNQgGBQoEBk9VXhsOHA4ZFRNFUAgKZggCJkIWWvABhj0VBykrBwcECgYHTjM3DkLyY7WiSBQxBQ4AAQB8A9wCEwTGABEAJEAPC0ARBSAHEg0LQAcgBQoSABD+Gska7QEQ1hoZzRjVGswxMAEGBwYHBicmNzY3NhcWMzIXFgIQByJazyMQDyJAmQ8LKFEDAwMEtAsTOHASCwscM3kMAQcEBP//ADn/9AIKBOUAowAjAAAAAEAAAAAAAEAAAYMAJP/3AB9AAAAAAABAAAAQQAsBGC1PAQAtLRgYUCs0KwABAG//2wWjBUwAYgCIQCEvVElPWDMHRX0oLgsoYDwGY1IiTw9AKARjFyATDw8dBGMAEPTt3RoZzRgQ9Br92MkQ9DIROTka7TIyMhI5OQFLU1hAI1QhWB8bDBMgF2RhDCRiZQcbXGVYM0ItG0o9ZkUbQDdlM2BjEPblGv3t3u12ENQY7f3t9uTcGhnNGBDlETk5MTAbWQEUBhUGKwEiBwYDAhUUFxQ3Njc2FxYXFgcGBwYHBicmNzYnJgcGBwYjIicmJyY3NhM2NTQrASI1Njc2MyEyBxQGFQYrASIHAgMGFxYXHgEzMjc2NzYTNjU0KwEiNTY3NjMhMgWgAgMIhQsFDT8bAw5IVgoGCgIDCSlga0UUAxMNAggHB1aIf3p6WWIhJBEJPw0XdwoBAwIKAbQOBAICCG4MBSkvGgQCCxJog5OJhSEQKgoZeAsBAwMKAc0NBT0BEAcOESv9nP73wiwYDwMOLAUKDwsLBhwrMBAEFXySEwECDIlRSzE2XGHCZwH9bjJKCgkVDQ0BEgcOEf7N/qS8Z1MmO0x1cNljAbhuKlIKCRUNAAH/5f/pBJgFygBvANNAOQoXAQi1PMY8Ai9AAgBsZkE9FR5ACEdHGk0bQGZiWCBagFIbYgZxQB4hGy5GJIArBHEaGzk2IDMEcAAQ9RoZzTMY5RD0Gs12xRj1xBoQ/O0a3BoZzX0Q1BoY7RE5LzMa7TJ2ENQZzTMaGAFLU1hAKU0eAgIaFT0IPRoeNzlHPU05OU1NagAgWEBUXl4ANyMoJXECAEA5GjdwGBDVMjIa3TLE1BoZzRESOXwvGc0aGMwaGRDNMgcREjk5EAUaGOkQyRDJBxDpG7EAXi8vWV0xMF5dARQHBgEGBwYXFjMwMxYXFAcGIyAxIgcCBwYXFjc2MzIEMzI3NhUUBwYHBiMiJyYjIgcOASMiNzQ3NgE2NzYrASI1Jjc2OwEyNzY3Njc2JyYnJiMiFRQXFhUUIyInJjU0NzYzMhcWMzI3NicmNzYXFgSYRFv+gAgXBQICCegHAQ4IEf78DQbrgQwDAw417m8BAhJUGRwOBhMgKRXwx7NaVxkrAxMCGScBPxtECxKHDgMNBxKoDQWVrSw4DCtGr5CF1RsSFh0QJ0ZTezjhfIJhICsNAwcLFDoFcTFhgv5dCRkGAwQCBBcUCgb++LkQBQQFDAoYHSVINxYEBQ0KBgIGDgckOgF6IEcMCg8UDgamwzNIFgIFFBB0PAwJBRMMHjRUVWYlFRUcZxsEBQkcAAMAJ//0A+wFWAAzAEYAWACZQCUvQE4eRAVASUAPLjseLjAGWUAkfSgsBllAGH0SKBJZVB4uDwBZABD2Gu0QPBoQ7RoQ/BrtGhD8GukaEjl2Lzk5GO0aS1NYQCQFRDhECj9OP0ADO1QTZRkbVCQ7GyFHHApIWmMAGzRHJ2UhYFkBEPbkdtwY/e521BjtEP309eUREhc5ERI5GhDJG7M0AEcKGAEvzS/NWTEwARQHBgcGFxYXFhUUBwYjIiQjIjc0NzQ7ATI3EhM2NzY3NicmIwcmJzQ3NDMyNjI2MzIXFgc0JyYjIgcGBwYDBhY3NhcWNzYDNCcmIyIHIgcGAwYVFDMyNzYD7FBJcgwOUzdWgY/WEf65VAoCBAhEMwQgIhcaAwIEBAQQfgYDBA0tdkjtJHxVgZBcS2FVIg8DICQCCQp6dwYJxDdUXJYpKQ4CAisOK9lodwRGbGhhPAYGJD9jho92hAwMCxQKKQEgATTE2hwlOSMuBAEJDBUKBAguRcp8RTgEAQv0/vIMCwEEEwEDU/5NfVpkAhIP/pR8MUlIUgABACYAAAJSBUwAMwBTQA4vKAZ9MgY0Ig59FygXNBgAEDwaEO0yEPTtMgFLU1hAHRplQCIbSBNlLzUBNWEOJABlQAYbTDBlLycBJ2A0EPZd5Br9GuX85l3lGv0a5RtZMTABBhUGKwEiBwIDAhUWFxY7ATIVFAYVBiMhIjc0NjU0NjsBMjcSEzYnJisBIjc0NjU0MyEyAlICAwllEwEqGCkCBAYZfwgCAgb+MQ0DAgYEeRADNjgHAQIWjA4CAgoBuQgFRAkcCA/+nf7x/iYQRRAiCAMfAwgKBhUECQMdAfgCEEonTAoEHAMIAAH/g/47AwkDogA7AGxAGy8hIBwTGA8qKxUCLRIDBwUmATwMCQwFAjgFPAAQ5PTtzRD0ERc5/f4aGc0BS1NYQBcVFBgSGCY9WwAMNCsqLS0DEiYHQCFaPBgQ9hrMGc0Y3DIyEjk5GNz95hEzERI5ORuxAAcYLy9ZMTABBgMCACMiNTQzMhcWNzY3Njc2JyYnJicmBwYHBi8BJicmNzY3NjMyFxYXFhMWNzY3Njc0JyY2FxY3NhYDCAeUmP6sqlRIEl4NDEZkWTAGBBlHS1MKDhFFBgUCAQkFA0RDJx0QF18sG0EFDmYjGgMLAwwOLyUKCQNUsP7E/sD+Ez47FgMJK4FzYg0YlO36ZAoICkAFBQMBCwgEUTYfH4CtZf7eGhrHel9/PS0NDQEFBQEQ//8ALf/0AyEE4wCjAAQAAAAAQAAAAAAAQAABgwAkAQQAHUAAAAAAAEAAABBACwIOKE8CACgoDg5QKzQrAAEAOwQbAjsFBgAXAD9AHRYSFBQICyAOCEAFIAIZCBhACDgUC4ABDyAFCwoYABD+xhrJMhr9GskBGhkQ3s7dGs0aEN0azRA8EMnJMTABFhUUBwYnJicGBwYnJjU0NzY3NjMyFxYCNwQHFQ05ZGOfJw8CHbYZET0oIggESQYNDwMJDipnOVQRCwIDDRWfDwoMA///ADv/9ANUBQYAowAIAAAAAEAAAAAAAEAAAYMALADhAABAAAAAAABAAAAQQAsCIk1PAgBQUBsbUCs0KwABAFr/5gNNBfQAWgCPQCMvQEwLKAs7QgkJHBAPQgFbQC0oJikyA0AZHBxbWihWUgMEWwAQ9jLUGhnMEDwRMxoY/N3GGhnNGhgQ/O0SORkvEjkzGhDJARgaS1NYQCG5MwETOyg7GTMMJVIDA1pMDAkZDBxcWkUMDhwjLRUlVlsQ9uX23P3exhD93u0SORkvMxgQ7RE5GhDJXRtZMTAlBgcGJyYnJicmNzY3NjU0IyIHBgcGBwYHBisBIjc2GwE2NzY1NCMiBwYnJicmNzY3NjMyBwYDAgcGFxY3Njc2NzYzMhYVFAcGBwYHBhcWFxYXFjc2NzYXFhcWA0pDdBoRPDBEGAgQPnJQN1ZjhCgQCQ0BAg5iEQILKzcUDRAQJFsIBwMDBAwpdXIbGQQaMCEeAgEBAwMEWmKDXy48Ig9GHoMLBBtGHS4KCywwAwUHDgO0ckoSFlBiiU4YCyxbSGpEe6WzSl6UBBIQSwFZAcuxhqgpERsCCgYNCgYSHR0XoP6I/vmlCgUEAgIIrl17RjlAMxdHIFsHDlN1NEMKBhg+BwUEDQMAAQAg//YFdwVMAGsAykAtLyMiJh8PDhIKJgoFKR1aWks0YlRUBUV9KGhLBmxAPC19NCg0bBogFxIbHwRsABD07dwaGcwQPBoYEO0yGhD8MhrtMjIRMxESOS/tETk5ERI5ORESOTlLU1hANTdlPBstXl0AWA8OEggHAAoKWCMiKR9YKVQtEh8fGjFmLSRPZlQbRUAXIBpJbQBEQEllRWBsARD25Rp23BjGdtQYGhnMGhgQ/eX87RI5GS8zERI5ORESOTkRMxgvEjk5Ejk5ERI5ORD97RtZMTABBwYrASIHBgEGFRQXFhcWFxYzMjc2NzYfARYHBgcGIyInJicmJyYPAQYHAgcGOwEyDwEUIyEiPwE2OwEyNjc2EzY3NjU0KwEiPwE2MyEyDwEGKwEiBwIHBhcWNzY3Njc2NTQrASI/ATYzITIFdQIBDUAdP9X+fRoKTFlTpU4lJx8VIgQMDwkDKzFKMS8nrp5nUREcLhMDIgkWJnkJAQIK/mALAQIBDU4YDAcdIxUaCRF9DQMEAgoBwAwBAgEOciADLxEDBgQMOWTkqIEnSAoCBAMLAZQMBT0aDDCg/ugTFAsJR25l4GshGC4JBwgGC1o5Vjn7yoREDgwSCBv+5lvfDB8KCh8MFDb8AS/C4EU9SQohCg8cChv+iHwVBwUFE0WagmQ+FQwfCv//AC//9ALHBNgAowADAAAAAEAAAAAAAEAAAYMAJAC0ABJAAAAAAABAAAAQQAsCID1PAgA9PSAgUCs0KwABAC/+NwUEBVoAVQCmQB8vMjI8Ih4oQgdWQBhLS1AMFVYAKFNQDAQCVkAoHig8AC8a7RoQ/P3WGhnNGBDUzRI5EMkaEPwa7RI5GS8BS1NYQCgyQCwgODhGJT9ADBVLGCgYUBVQBD8VBAQVPwNGEUdWV2MeHEAARkcSGC921BjEGu3mEHbUGBEXORkvLxgvETMREjkaEMkRMxoQzRI5LxrJGnzMG7QlPx5CRhgvdskvzVkxMAEUBwYjIicmJyYnJiMiBiMuATU0NjMyFxY3JDc+ATU0JyYjIgYVFBYzMjc2NTQnJiMiNTQzMhcWFRQHBiMiJjU0ADMyFxYVEAUGBwYXFhcWMzI3NiMyBQQbT56el7G0dTMqKAUiCAUFOSl1kgoOAQmEb15occms5YJwakA9HRkqDCspIDFLWKyKqAFW6uaNgf7RmvwaEmp30sZSLTkGCv64FhtQTlvOhiAbBwEDCREkfQkDOYdx+bXXmqb3woqdODVUNhoWCRYZJU12S1bDoN0BOaia2f5N5HMvBRN3TokOEwACADT/9ATfBVoAEQAlAERADy5AGB4gDgcmQCIeIAQEJgAQ9BrtGhD8Gu0aAUtTWEAMJ2MQHBNFQB4cCGImEPblGnbcGP3mG7MUEB4IL8kvyVkxMAECBQYjICcmETQ3EiU2MyARFAc2NTQnJiMiBwYDBhUUFxYzMjc2BNko/uCQtf74g40FKgEeo9IB6ZkEZXLVi2u7IgRqcbiHd84Cvv5EtFp7gwEQNToBz7Rm/do4WC8t5pGmYaj+dSoo4pKcZK4AAQAr/9sFCwVMAFkAukAeWQoBSQoBLzQVFU8GOH1WQkAGWi4cfSUoJUkODARaABDkMjI8GhDtMhD0MjLtMjIyETMBS1NYQERJQkkOBgwVNA40LjRJG09JDjQOFTQONC40G0IVHEJJJg5JHSEMJFtjAGVABh00VWZPNCJmHB0nZS4kQj5AFR00NGBaQBoQ/hoZ7RoYzDP05Xz9GO19ENwY7Rp8/Rga7eYZ/RrlyRoYBwgQ/QgHPAcQCP0HCBDJBxAIwRtZXV0xMAEUBxQrASIHAgMCAwYjIicmAQInJgcGBwIDBhUUOwEyBxQGFRQjISI1NDc2OwEyNTA3EhM2JyYnJisBIjU2NTYzITIXFhMSExYzMjc2EjcSKwEiNTY1NjMhMgUIBAoxFgMhJy4yBQ0NCCv+pKBSBQcHASo4Cx+BCwMECv60CgQCDEIQEzpFAggpQA0WVAgEAwoBCgkLMPOhuQQDBgYEVAITNn8MBAIKAVANBUQREAwb/v7+1/6v/oovDEYCVAETdggBAg3+3f5gXEFtCAMfAwgGExIKD5MBfwH4GxRcMwsKDBUKEUf+XP7q/tYDHBICnRwBIwoQEQoAAv9G/hQBngUAAAsANwBjQBkvMSgtEykPNgE4QB4QKBsVAjhABAyACgg4ABD8Gu0aEPzNGu0aEPz99hoZzAFLU1hAGi0oMRUpBgwAYDmgObA5wDkEOVcZDAxAKVY4GBD2Gv3E7l191BjtEP0aGcwbWTEwARQHBiMiNTQ3NjMyAxQHAwYDBgcGIyInJjU0MzIXFjMyNzY3NhsBEjU0BwYHBicmJyY3Njc2MzIBniYhHjkbIS40PhwtFCwlYkxeLBsZOSYiBgomHjQVCiUhKQxCPwgGBgkEBk9VXhsOBMkqIh06HyAn/pZV3/6kv/7ohFVCFhMZKS0IKUh0MwEvAQ8BXSQMBiMzBwcECgYHTjM3AAIAK//0BhQEvQBdAGwAkUAtLzcIA0U6DkxQT0xaUg4DTAFtXygoKioraSswYhIWQCUgIRkWAW1AMBAqDwBtABD0Gu0aEPwy1BoZzRoYEO0ROTkRMxEzETMQ/NX9zBI5ORD9zBI5OUtTWEAXJR0ZX0I9MEg1CV8JLG5WKABpLAwTYm0BEPb1Mn3UGskYxhI5ORDd1BrJGcUQyRjUyRtZMTABFAYjIicmJyYVFAcCBwYhIicmNTQSMzIXFjc2NzYnJjc2FxYXFgcGBwYFBhUUFxYzMjc2NzY1NCcmIyIGFRQXFhcWBwYjIiY1NDc2MzIXFhcWMzI3NjU0MzY3FhcWBTYnJiMiBwYHBhUWNz4BBhRjSzg0JycSBxuMqf7R2Y2D7I1oNggMqyQRCwMLDBUIGRIYWddx/uIQh4G4vY2dJgYNYWMhTAQQHSMlDAwhKUxWZjdBMTB+GDwiGQQEDAoCBPv2DxE9PE4/NRcFAQgy7AM9YXocGRkMHjg7/vWIpIN6ybkBM0gMCpRoMx8KBAULBB8WKZWrWpsJPbV1cHeF9ihJMgtWWSoFCQwjOhIGRjtEU18lICBQSzc3FgQEBgwTegsRPlZIZBgJCgQXkgABACAAAAULBUwAZQCXQCIuJSIdQFVSS1IsTj9ORzBcBk59Y0cGZjgdDil9MEAVMDBmABA8ETMaEO0yMjIQ9DLtMjIREhDAERI5di8YMxrtMktTWEAsVSIdXBhlHRtnYRJlDiQAZQYbYGVcRj8zZTgbUiUpTi1lKSRJZU4bQ2U/YGYBEPbl/eX05Qc8PAH95RB23Bjl/eX05eYB/eUHPDwbAVkxMAEHBisBIgYHBgMCBwYVFDsBMg8BBiMhIj8BNjsBMjY3EhM2IyEiBwYDBjsBMg8BBiMhIj8BNjsBMjY3NhM2NzYrASI/ATYzITIPAQYrASIHAhUGMyEyNzY3FDY1NCsBIj8BNjMhMgUKAgENQBwKBR8kIxUKGX0LAQIBCf5uDQMEAws+EgsIISQDEf3bEwMQHRYmeQkBAgEJ/mALAQIBDU4YDAcdIhcbGSR9DAIEAwoBrAsBAgEOXh8EOwIOAiURAhoNBxhqCgEFAgwBgwsFPRoMCRz7/t7+/dJoF0wMHQwKIQoVNQEGASESFl3+z98MHwoKHwwUNvwBL8LgywohCg8cChv+JQYXE+9WBFIeTwwfCv//ABf/9ANhBOUAowANAAAAAEAAAAAAAEAAAYMAJAD6AB9AAAAAAABAAAAQQAsBOU5PAQBOTio3UCs0KwABAAAAAAAAK3/W918PPPUAGggAAAAAAOB8JpUAAAAA4Hwmlf6a/eAHtgcTAAIABgACAAEAAAAAAAEAAAcT/eAAAAYX/yb/NQYUAAAAAAAAAAAAAAAAAAAAAAA4AlgAAAREADcDVgBDArwALwNmAC0DagAeAtEAJQUnABoDewA7AU4AAALNADkCff87BGgAJwOJABcDOf+NA2oAJQJg/14B6QBWAfr/JgYXAA4DcQAtAgQANwMO/5cCkwAvATsAHQQnACcErAA5Al4AXgTl/9kEOf/1A54AGwSkACMDL//zBWIACAQjADMCBAA5Ai0AfAIEADkFugBvBGj/5QQdACcCjwAmA0j/gwNmAC0CLQA7A3sAOwN1AFoFSAAgArwALwTuAC8FFAA0BS8AKwG4/0YGFAArBTMAIAOJABcAAAAAAAAAOAAAAVsAAALKAAAD9gAABLMAAAYIAAAHHQAACP4AAApcAAAKXAAACycAAAvYAAANkwAADvsAABBVAAAR8AAAEtkAABO4AAAU3QAAFusAABh1AAAZmAAAG2cAABxwAAAcrwAAHjwAAB8mAAAgSAAAIgoAACNPAAAkkwAAJl8AACd1AAAojwAAKZIAACpwAAAq2AAAKxQAACy6AAAuxwAAMGYAADFPAAAyewAAMrcAADNIAAAzhAAANSYAADcmAAA3YgAAOPcAADm4AAA7dwAAPIYAAD5SAABACAAAQEQAAQAAADgQAAQAAP8A/wACABAAQABRAAAA+wWHAP8AHgAAAA4ArgABAAAAAAABABwAAAABAAAAAAACAAYAHAABAAAAAAADABwAIgABAAAAAAAEABwAPgABAAAAAAAFAAwAWgABAAAAAAAGABQAZgABAAAAAAAKACcAegADAAEECQABADgAoQADAAEECQACAAwA2QADAAEECQADADgA5QADAAEECQAEADgBHQADAAEECQAFABgBVQADAAEECQAGACgBbQADAAEECQAKAE4BlVNUQUlMTytDYWxpZm9ybmlhbiBGQixJdGFsaWNJdGFsaWNTVEFJTE8rQ2FsaWZvcm5pYW4gRkIsSXRhbGljU1RBSUxPK0NhbGlmb3JuaWFuIEZCLEl0YWxpY1ZlcnNpb24gMS4wMENhbGlmb3JuaWFuRkItSXRhbGljQUJDREVFK0NhbGlmb3JuaWFuIEZCLEl0YWxpYzQzMjg0b2JqMjYwAFMAVABBAEkATABPACsAQwBhAGwAaQBmAG8AcgBuAGkAYQBuACAARgBCACwASQB0AGEAbABpAGMASQB0AGEAbABpAGMAUwBUAEEASQBMAE8AKwBDAGEAbABpAGYAbwByAG4AaQBhAG4AIABGAEIALABJAHQAYQBsAGkAYwBTAFQAQQBJAEwATwArAEMAYQBsAGkAZgBvAHIAbgBpAGEAbgAgAEYAQgAsAEkAdABhAGwAaQBjAFYAZQByAHMAaQBvAG4AIAAxAC4AMAAwAEMAYQBsAGkAZgBvAHIAbgBpAGEAbgBGAEIALQBJAHQAYQBsAGkAYwBBAEIAQwBEAEUARQArAEMAYQBsAGkAZgBvAHIAbgBpAGEAbgAgAEYAQgAsAEkAdABhAGwAaQBjADQAMwAyADgANABvAGIAagAyADYAMAAAAAADAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAQMYvCgEvCwE/CwGQEwF9BQFdBQHPBQGPCQFvCQFfCQE/CQEPCQHfCQGvCQF/CQFPCQEfCQE/IQEAWAHwWAGSVpJYAoJWglgCb1dvWQJfV19ZAk9ZASBWARBWAQAaAFYAVwPwGgHgGgHQGgF/GXAaAj8ZASBdIGAgYTBgP2NAYE9jUGBfY2Rib2N/Y49jkGCfY6BgoGKwYLBiwGDAYhWgWAGwWAHAWAHQWAHgWAEQWAEgWAF/V39ZAh8PAQ8PAf8PAVAcAWQbLx+4/8CzHSkyRrj/wEAlDigyRoAcAUAbIiFGDQw8H0AMIidGzwzPDQLfDAHvDAGwG7AcArgBALEWAUuwTVJLsAhQW1ixAQGOWbASSwBLVEK5AAEB/4WNQgEdS7AdU1iwYB1ZS7CAU1iwAB2xFgBCWXNzc3MrKyt0KysrdXN0dHN0dHNzc3Nzc3Nzc3Nzc3Nzc3Nzc3NzdHNzc3Nzc3R0dHR0c3R0c3NzcwA=") format("truetype");
}
.stl_36 {
	font-size: 1.08em;
	font-family: "STAILO+Californian FB,Italic";
	color: #000000;
	line-height: 1.149902em;
}
.stl_37 {
	width: 100%;
	clip: rect(5.938334em,46.31917em,58.91967em,4.678333em);
	position: absolute;
	pointer-events: none;
}
.stl_38 {
	width: 100%;
	clip: rect(5.938334em,46.32em,31.84583em,4.678333em);
	position: absolute;
	pointer-events: none;
}
.stl_39 {
	width: 100%;
	clip: rect(5.938334em,46.32em,41.8975em,4.678333em);
	position: absolute;
	pointer-events: none;
}
@font-face {
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" alt="" class="stl_04" />
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					<div class="stl_01" style="top: 4.3715em; left:30.1717em;"><span class="stl_07" style="word-spacing:0.03em;">DEPÓSITO LEGAL ZU2020000153 &nbsp;</span></div>
					<div class="stl_01" style="top: 5.8316em; left:40.0342em;"><span class="stl_07" style="word-spacing:0.03em;">ISSN 0041-8811 &nbsp;</span></div>
					<div class="stl_01" style="top: 7.2715em; left:38.8542em;"><span class="stl_07" style="word-spacing:0.04em;">E-ISSN 2665-0428 &nbsp;</span></div>
					<div class="stl_01" style="top: 12.6265em; left:12.1442em;"><span class="stl_08">Revista &nbsp;</span></div>
					<div class="stl_01" style="top: 16.3281em; left:16.2658em;"><span class="stl_08" style="word-spacing:0em;">de la &nbsp;</span></div>
					<div class="stl_01" style="top: 20.0281em; left:4.802em;"><span class="stl_08">Universidad &nbsp;</span></div>
					<div class="stl_01" style="top: 23.7306em; left:9.7242em;"><span class="stl_08" style="word-spacing:0em;">del Zulia &nbsp;</span></div>
					<div class="stl_01" style="top: 27.4479em; left:13.2042em;"><span class="stl_09" style="word-spacing:-0.01em;">Fundada en 1947 &nbsp;</span></div>
					<div class="stl_01" style="top: 28.8479em; left:3.482em;"><span class="stl_09" style="word-spacing:-0.01em;">por el Dr. Jesús Enrique Lossada &nbsp;</span></div>
					<div class="stl_01" style="top: 36.0192em; left:25.81em;"><span class="stl_10">Ciencias &nbsp;</span></div>
					<div class="stl_01" style="top: 38.9113em; left:25.81em;"><span class="stl_10">Exactas</span><span class="stl_11">, &nbsp;</span></div>
					<div class="stl_01" style="top: 41.9792em; left:25.81em;"><span class="stl_10">Naturales &nbsp;</span></div>
					<div class="stl_01" style="top: 44.9017em; left:25.81em;"><span class="stl_10 stl_12" style="word-spacing:0.04em;">y de la Salud &nbsp;</span></div>
					<div class="stl_01" style="top: 56.1235em; left:27.59em;"><span class="stl_10" style="word-spacing:0em;">Año 14</span><span class="stl_10" style="word-spacing:0.33em;">&nbsp;N°</span><span class="stl_10" style="word-spacing:0em;">&nbsp;40 &nbsp;</span></div>
					<div class="stl_01" style="top: 59.0425em; left:27.59em;"><span class="stl_13 stl_14" style="word-spacing:0em;">Mayo - Agosto 202<span class="stl_15">3 &nbsp;</span></span></div>
					<div class="stl_01" style="top: 60.7825em; left:27.59em;"><span class="stl_13" style="word-spacing:0.01em;">Tercera Época &nbsp;</span></div>
					<div class="stl_01" style="top: 62.5425em; left:27.59em;"><span class="stl_13">Maracaibo-Venezuela &nbsp;</span></div>
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					<div class="stl_01" style="top: 2.9402em; left:16.3142em;"><span class="stl_17 stl_12" style="font-weight:bold; word-spacing:0.07em;">REVISTA DE</span><span class="stl_17 stl_12" style="font-weight:bold; word-spacing:0.01em;">&nbsp;LA</span><span class="stl_17 stl_12" style="font-weight:bold; word-spacing:0.09em;">&nbsp;UNIVERSIDAD</span><span class="stl_17 stl_12" style="font-weight:bold; word-spacing:0.04em;">&nbsp;DEL ZULIA</span><span class="stl_18" style="word-spacing:0em;">.</span><span class="stl_18 stl_12" style="word-spacing:0.22em;">&nbsp;</span><span class="stl_17" style="font-weight:bold; word-spacing:0.22em;">3ª</span><span class="stl_17 stl_12" style="font-weight:bold; word-spacing:0.04em;">&nbsp;época.</span><span class="stl_17 stl_12" style="font-weight:bold; word-spacing:0.03em;">&nbsp;Año</span><span class="stl_17 stl_12" style="font-weight:bold; word-spacing:0.02em;">&nbsp;14,</span><span class="stl_17 stl_12" style="font-weight:bold; word-spacing:0.01em;">&nbsp;N°</span><span class="stl_17 stl_12" style="font-weight:bold; word-spacing:0.03em;">&nbsp;40,</span><span class="stl_17 stl_12" style="font-weight:bold; word-spacing:0.04em;">&nbsp;2023 &nbsp;</span></div>
					<div class="stl_01" style="top: 4.0001em; left:6.182em;"><span class="stl_18 stl_12" style="word-spacing:0.08em;">Ruth Monroy</span><span class="stl_18 stl_12" style="word-spacing:0.02em;">&nbsp;et</span><span class="stl_18 stl_12" style="word-spacing:0.03em;">&nbsp;al.</span><span class="stl_18 stl_12" style="word-spacing:0.03em;">&nbsp;//</span><span class="stl_18 stl_14" style="word-spacing:0.02em;">&nbsp;Caracterizaci<span class="stl_12">ón</span></span><span class="stl_18 stl_12" style="word-spacing:0.07em;">&nbsp;y cuantificación</span><span class="stl_18 stl_14" style="word-spacing:-0.01em;">&nbsp;espectroscó<span class="stl_12">pi</span></span><a href="https://doi.org/10.46925/rdluz.40.10" target="_blank"><span class="stl_18" style="word-spacing:-0.01em;">ca</span></a><a href="https://doi.org/10.46925/rdluz.40.10" target="_blank"><span class="stl_18 stl_12" style="word-spacing:0.02em;">&nbsp;de</span></a><a href="https://doi.org/10.46925/rdluz.40.10" target="_blank"><span class="stl_18 stl_12" style="word-spacing:0.09em;">&nbsp;flavonoides</span></a><a href="https://doi.org/10.46925/rdluz.40.10" target="_blank"><span class="stl_18" style="word-spacing:0em;">&nbsp;y</span></a><a href="https://doi.org/10.46925/rdluz.40.10" target="_blank"><span class="stl_18 stl_12" style="word-spacing:0.03em;">&nbsp;</span></a><a href="https://doi.org/10.46925/rdluz.40.10" target="_blank"><span class="stl_19 stl_14" style="word-spacing:0.03em;">catequinas<span class="stl_12">…</span></span></a><a href="https://doi.org/10.46925/rdluz.40.10" target="_blank"><span class="stl_19 stl_12" style="word-spacing:0em;">&nbsp;</span></a><a href="https://doi.org/10.46925/rdluz.40.10" target="_blank"><span class="stl_18 stl_14" style="word-spacing:0em;">185-20<span class="stl_12">4 &nbsp;</span></span></a></div>
					<div class="stl_01" style="top: 5.0402em; left:29.8058em;"><span class="stl_17 stl_12" style="font-weight:bold; word-spacing:0.03em;">DOI: </span><a href="https://doi.org/10.46925/rdluz.40.10" target="_blank"><span class="stl_20 stl_14" style="font-weight:bold; word-spacing:0em;">https://doi.org/10.46925//rdluz<span class="stl_12">.40.10 &nbsp;</span></span></a></div>
					<div class="stl_01" style="top: 7.2215em; left:4.72em;"><span class="stl_21 stl_12" style="word-spacing:0.52em;">Caracterización y cuantificación espectroscópica de flavonoides y &nbsp;</span></div>
					<div class="stl_01" style="top: 9.0715em; left:4.72em;"><span class="stl_21 stl_12" style="word-spacing:0.07em;">catequinas del cacao venezolano para ser considerados en formulaciones &nbsp;</span></div>
					<div class="stl_01" style="top: 10.9215em; left:4.72em;"><span class="stl_21">cosméticas &nbsp;</span></div>
					<div class="stl_01" style="top: 12.7709em; left:39.0883em;"><span class="stl_22 stl_14" style="word-spacing:0em;">Ruth Monroy <span class="stl_15">* &nbsp;</span></span></div>
					<div class="stl_01" style="top: 14.1809em; left:36.8958em;"><span class="stl_22" style="word-spacing:0.01em;">Fredina Montaño ** &nbsp;</span></div>
					<div class="stl_01" style="top: 15.6009em; left:37.8783em;"><span class="stl_22" style="word-spacing:0.01em;">Nancy Salinas *** &nbsp;</span></div>
					<div class="stl_01" style="top: 17.0109em; left:36.0658em;"><span class="stl_22" style="word-spacing:0.02em;">Ingrid Velásquez **** &nbsp;</span></div>
					<div class="stl_01" style="top: 18.4309em; left:36.2658em;"><span class="stl_22" style="word-spacing:0.01em;">Juan Velásquez ***** &nbsp;</span></div>
					<div class="stl_01" style="top: 19.8434em; left:35.2658em;"><span class="stl_22" style="word-spacing:0.03em;">Euclides Velazco****** &nbsp;</span></div>
					<div class="stl_01" style="top: 21.2634em; left:36.6158em;"><span class="stl_22" style="word-spacing:0.01em;">Juan Pereira ******* &nbsp;</span></div>
					<div class="stl_01" style="top: 23.8942em; left:41.9283em;"><span class="stl_18">RESUMEN &nbsp;</span></div>
					<div class="stl_01" style="top: 25.2794em; left:4.72em;"><span class="stl_23 stl_12" style="word-spacing:0.14em;">Los polifenoles</span><span class="stl_23 stl_12" style="word-spacing:0.08em;">&nbsp;son compuestos</span><span class="stl_23 stl_12" style="word-spacing:0.06em;">&nbsp;que</span><span class="stl_23 stl_12" style="word-spacing:0.08em;">&nbsp;se encuentran</span><span class="stl_23 stl_12" style="word-spacing:0.07em;">&nbsp;en</span><span class="stl_23 stl_12" style="word-spacing:0.11em;">&nbsp;diversas fuentes vegetales,</span><span class="stl_23 stl_12" style="word-spacing:0.07em;">&nbsp;siendo</span><span class="stl_23 stl_12" style="word-spacing:0.07em;">&nbsp;el grupo de</span><span class="stl_23 stl_12" style="word-spacing:0.05em;">&nbsp;los</span><span class="stl_23 stl_12" style="word-spacing:0.12em;">&nbsp;flavonoides</span><span class="stl_23 stl_12" style="word-spacing:0.08em;">&nbsp;el &nbsp;</span></div>
					<div class="stl_01" style="top: 26.4194em; left:4.72em;"><span class="stl_23 stl_12" style="word-spacing:0.04em;">más común de ellos. Dentro de este grupo, las catequinas son de interés en el área cosmética y salud de la piel. Por ello, &nbsp;</span></div>
					<div class="stl_01" style="top: 27.5594em; left:4.72em;"><span class="stl_23 stl_14" style="word-spacing:-0.05em;">la investigac<span class="stl_12">ión</span></span><span class="stl_23 stl_12" style="word-spacing:-0.04em;">&nbsp;se</span><span class="stl_23 stl_14" style="word-spacing:-0.05em;">&nbsp;enfoc<span class="stl_12">ó</span></span><span class="stl_23 stl_12" style="word-spacing:-0.04em;">&nbsp;en</span><span class="stl_23 stl_12" style="word-spacing:-0.03em;">&nbsp;la</span><span class="stl_23 stl_12" style="word-spacing:0.04em;">&nbsp;extracción</span><span class="stl_23 stl_12" style="word-spacing:-0.04em;">&nbsp;y</span><span class="stl_23 stl_12" style="word-spacing:0.05em;">&nbsp;determinación</span><span class="stl_23 stl_12" style="word-spacing:-0.03em;">&nbsp;del</span><span class="stl_23 stl_12" style="word-spacing:0.02em;">&nbsp;contenido</span><span class="stl_23 stl_12" style="word-spacing:-0.04em;">&nbsp;de</span><span class="stl_23 stl_12" style="word-spacing:0.04em;">&nbsp;polifenoles,</span><span class="stl_23 stl_12" style="word-spacing:0.04em;">&nbsp;flavonoides</span><span class="stl_23 stl_12" style="word-spacing:-0.04em;">&nbsp;y</span><span class="stl_23 stl_14" style="word-spacing:0.12em;">&nbsp;(-)-epicatequ<span class="stl_12">inas &nbsp;</span></span></div>
					<div class="stl_01" style="top: 28.7094em; left:4.72em;"><span class="stl_23 stl_12" style="word-spacing:0.06em;">presentes en cacao proveniente de Canoabo, como potencial agente antienvejecimiento de la piel para ser empleado en &nbsp;</span></div>
					<div class="stl_01" style="top: 29.8494em; left:4.72em;"><span class="stl_23 stl_12" style="word-spacing:0.15em;">la industria</span><span class="stl_23 stl_12" style="word-spacing:0.13em;">&nbsp;cosmética.</span><span class="stl_23 stl_12" style="word-spacing:0.11em;">&nbsp;Se realizó</span><span class="stl_23 stl_12" style="word-spacing:0.12em;">&nbsp;la extracción de los compuestos polifenólicos</span><span class="stl_23 stl_12" style="word-spacing:0.1em;">&nbsp;de</span><span class="stl_23 stl_12" style="word-spacing:0.11em;">&nbsp;la muestra de cacao fermentado</span><span class="stl_23 stl_12" style="word-spacing:0.07em;">&nbsp;y &nbsp;</span></div>
					<div class="stl_01" style="top: 30.9894em; left:4.72em;"><span class="stl_23 stl_12" style="word-spacing:0.4em;">seco empleando un equipo Soxhlet, usando como solvente metanol. La</span><span class="stl_23 stl_12" style="word-spacing:0.4em;">&nbsp;caracterizacion se llevó a cabo</span><span class="stl_23 stl_12" style="word-spacing:0.37em;">&nbsp;por &nbsp;</span></div>
					<div class="stl_01" style="top: 32.1294em; left:4.72em;"><span class="stl_23 stl_12" style="word-spacing:0.43em;">espectroscopia infrarroja (FTIR), espectroscopia UV-visible, cromatografía líquida de alta eficiencia (HPLC), &nbsp;</span></div>
					<div class="stl_01" style="top: 33.2794em; left:4.72em;"><span class="stl_23 stl_14" style="word-spacing:0.01em;">microscopia electr<span class="stl_12">ónica</span></span><span class="stl_23 stl_12" style="word-spacing:0.03em;">&nbsp;de</span><span class="stl_23 stl_12" style="word-spacing:0.06em;">&nbsp;barrido</span><span class="stl_23 stl_12" style="word-spacing:0.04em;">&nbsp;(SEM)</span><span class="stl_23 stl_12" style="word-spacing:0.04em;">&nbsp;y</span><span class="stl_23 stl_12" style="word-spacing:0.07em;">&nbsp;tensiómetro de</span><span class="stl_23 stl_12" style="word-spacing:0.07em;">&nbsp;Du Nouy. Empleando</span><span class="stl_23 stl_12" style="word-spacing:0.04em;">&nbsp;FTIR y</span><span class="stl_23 stl_12" style="word-spacing:0.1em;">&nbsp;UV-Visible,</span><span class="stl_23 stl_12" style="word-spacing:0.06em;">&nbsp;se determinó</span><span class="stl_23 stl_12" style="word-spacing:0.03em;">&nbsp;la &nbsp;</span></div>
					<div class="stl_01" style="top: 34.4211em; left:4.72em;"><span class="stl_23 stl_12" style="word-spacing:0.19em;">presencia de flavonoides.</span><span class="stl_23 stl_12" style="word-spacing:0.13em;">&nbsp;El</span><span class="stl_23 stl_12" style="word-spacing:0.16em;">&nbsp;extracto alcohólico del cacao presentó una concentración</span><span class="stl_23 stl_12" style="word-spacing:0.15em;">&nbsp;de polifenoles totales igual</span><span class="stl_23 stl_12" style="word-spacing:0.11em;">&nbsp;a &nbsp;</span></div>
					<div class="stl_01" style="top: 35.5611em; left:4.72em;"><span class="stl_23">1</span></div>
					<div class="stl_01" style="top: 35.5611em; left:5.0192em;"><span class="stl_23 stl_12" style="word-spacing:0.18em;">3.500,56 ± 0,89 mg AG/L y la concentración de flavonoides igual a 7.792,2 ± 0,3</span><span class="stl_23 stl_12" style="word-spacing:0.16em;">&nbsp;mg EC/L. A</span><span class="stl_23 stl_12" style="word-spacing:0.19em;">&nbsp;través del</span><span class="stl_23 stl_12" style="word-spacing:0.17em;">&nbsp;HPLC</span><span class="stl_23 stl_12" style="word-spacing:0.15em;">&nbsp;se &nbsp;</span></div>
					<div class="stl_01" style="top: 36.7111em; left:4.72em;"><span class="stl_23 stl_14" style="word-spacing:-0.04em;">determinó que la cantidad de (-)-epicatequina resultó 1.434,4 ± 0,6 mg EC/kg. A través de la <span class="stl_12">determinación de la tensión &nbsp;</span></span></div>
					<div class="stl_01" style="top: 37.8511em; left:4.72em;"><span class="stl_23 stl_14" style="word-spacing:-0.05em;">superficial a una solución acuosa al 1 % v/v de extracto polifenólico, se evidenció que los pol<span class="stl_12">ifenoles pueden comportarse &nbsp;</span></span></div>
					<div class="stl_01" style="top: 38.9911em; left:4.72em;"><span class="stl_23 stl_12" style="word-spacing:0.14em;">como anfífilos. Con los</span><span class="stl_23 stl_12" style="word-spacing:0.15em;">&nbsp;resultados</span><span class="stl_23 stl_12" style="word-spacing:0.13em;">&nbsp;obtenidos se</span><span class="stl_23 stl_12" style="word-spacing:0.11em;">&nbsp;puede</span><span class="stl_23 stl_12" style="word-spacing:0.14em;">&nbsp;garantizar que</span><span class="stl_23 stl_12" style="word-spacing:0.12em;">&nbsp;el extracto</span><span class="stl_23 stl_12" style="word-spacing:0.17em;">&nbsp;contiene</span><span class="stl_23 stl_12" style="word-spacing:0.14em;">&nbsp;los polifenoles</span><span class="stl_23 stl_12" style="word-spacing:0.16em;">&nbsp;necesarios &nbsp;</span></div>
					<div class="stl_01" style="top: 40.1311em; left:4.72em;"><span class="stl_23 stl_12" style="word-spacing:0.06em;">para ser incorporados en una formulación con potencial aplicación cosmética. &nbsp;</span></div>
					<div class="stl_01" style="top: 41.7759em; left:4.72em;"><span class="stl_18 stl_14" style="word-spacing:0em;">PALABRAS CLAVE: Polifenoles, antioxidantes, flaván-3-ol, (-)-epicatequin<span class="stl_12">a, HPLC, SEM. &nbsp;</span></span></div>
					<div class="stl_01" style="top: 45.2356em; left:4.72em;"><a href="https://orcid.org/0000-0003-2523-5511" target="_blank"><span class="stl_24">*</span></a></div>
					<div class="stl_01" style="top: 46.0856em; left:4.72em;"><a href="https://orcid.org/0000-0003-2523-5511" target="_blank"><span class="stl_25">5</span></a></div>
					<div class="stl_01" style="top: 45.2356em; left:5.282em;"><a href="https://orcid.org/0000-0003-2523-5511" target="_blank"><span class="stl_24" style="word-spacing:0.05em;">Labo</span></a><span class="stl_24 stl_12" style="word-spacing:0.14em;">ratorio de Petróleo, Hidrocarburo y Derivados</span><span class="stl_24 stl_12" style="word-spacing:0.1em;">&nbsp;(PHD)</span><span class="stl_24 stl_12" style="word-spacing:0.11em;">&nbsp;de la Universidad de Carabobo.</span><span class="stl_24 stl_12" style="word-spacing:0.11em;">&nbsp;ORCI</span><a href="https://orcid.org/0000-0003-2523-5511" target="_blank"><span class="stl_24" style="word-spacing:0.08em;">D:</span></a><a href="https://orcid.org/0000-0003-2523-5511" target="_blank"><span class="stl_25 stl_14" style="word-spacing:0.05em;">&nbsp;https://orcid.org/0000-0003-252<span class="stl_12">3- &nbsp;</span></span></a></div>
					<div class="stl_01" style="top: 46.0856em; left:5.08em;"><a href="https://orcid.org/0000-0003-2523-5511" target="_blank"><span class="stl_25" style="word-spacing:0em;">511</span></a><a href="https://orcid.org/0000-0003-2523-5511" target="_blank"><span class="stl_24" style="word-spacing:0em;">. E</span></a><span class="stl_24" style="word-spacing:0em;">-mail: desireemonroy@gmail.com &nbsp;</span></div>
					<div class="stl_01" style="top: 47.4956em; left:4.72em;"><a href="https://orcid.org/0000-0001-6452-0521" target="_blank"><span class="stl_24">*</span></a></div>
					<div class="stl_01" style="top: 48.3581em; left:4.72em;"><a href="https://orcid.org/0000-0001-6452-0521" target="_blank"><span class="stl_25">0</span></a></div>
					<div class="stl_01" style="top: 47.4417em; left:5.08em;"><a href="https://orcid.org/0000-0001-6452-0521" target="_blank"><span class="stl_24 stl_12" style="word-spacing:0.04em;">* La</span></a><span class="stl_24" style="word-spacing:0.01em;">boratorio</span><span class="stl_24 stl_12" style="word-spacing:0.03em;">&nbsp;de</span><span class="stl_24 stl_12" style="word-spacing:0.1em;">&nbsp;Petróleo,</span><span class="stl_24" style="word-spacing:0.01em;">&nbsp;Hidrocarburo</span><span class="stl_24 stl_12" style="word-spacing:0.02em;">&nbsp;y</span><span class="stl_24 stl_12" style="word-spacing:0.1em;">&nbsp;Derivados</span><span class="stl_24 stl_12" style="word-spacing:0.07em;">&nbsp;(PHD)</span><span class="stl_24 stl_12" style="word-spacing:0.04em;">&nbsp;de la</span><span class="stl_24" style="word-spacing:0.02em;">&nbsp;Universidad</span><span class="stl_24 stl_12" style="word-spacing:0.07em;">&nbsp;de Carabobo.</span><span class="stl_24 stl_12" style="word-spacing:0.09em;">&nbsp;ORCID</span><a href="https://orcid.org/0000-0001-6452-0521" target="_blank"><span class="stl_26" style="word-spacing:0.04em;">:</span></a><a href="https://orcid.org/0000-0001-6452-0521" target="_blank"><span class="stl_26 stl_12" style="word-spacing:0.01em;">&nbsp;</span></a><a href="https://orcid.org/0000-0001-6452-0521" target="_blank"><span class="stl_25" style="word-spacing:0.01em;">https://orcid.org/0000-0001-6452- &nbsp;</span></a></div>
					<div class="stl_01" style="top: 48.3581em; left:5.1em;"><a href="https://orcid.org/0000-0001-6452-0521" target="_blank"><span class="stl_25">521 &nbsp;</span></a></div>
					<div class="stl_01" style="top: 49.7581em; left:4.72em;"><a href="https://orcid.org/0000-0003-1988-9674" target="_blank"><span class="stl_24">*</span></a></div>
					<div class="stl_01" style="top: 50.6181em; left:4.72em;"><a href="https://orcid.org/0000-0003-1988-9674" target="_blank"><span class="stl_25">9</span></a></div>
					<div class="stl_01" style="top: 49.7042em; left:5.08em;"><a href="https://orcid.org/0000-0003-1988-9674" target="_blank"><span class="stl_24 stl_12" style="word-spacing:0.03em;">** La</span></a><span class="stl_24 stl_12" style="word-spacing:0.06em;">boratorio de Petróleo, Hidrocarburo y Derivados (PHD) de la Universidad de Carabobo. ORCID</span><a href="https://orcid.org/0000-0003-1988-9674" target="_blank"><span class="stl_26" style="word-spacing:-0.01em;">: </span></a><a href="https://orcid.org/0000-0003-1988-9674" target="_blank"><span class="stl_25 stl_14" style="word-spacing:-0.01em;">https://orcid.org/0000-0003-1988<span class="stl_12">- &nbsp;</span></span></a></div>
					<div class="stl_01" style="top: 50.6181em; left:5.0995em;"><a href="https://orcid.org/0000-0003-1988-9674" target="_blank"><span class="stl_25">674 &nbsp;</span></a></div>
					<div class="stl_01" style="top: 52.0281em; left:4.72em;"><a href="https://orcid.org/0000-0002-5522-0161" target="_blank"><span class="stl_24">*</span></a></div>
					<div class="stl_01" style="top: 51.9742em; left:5.08em;"><a href="https://orcid.org/0000-0002-5522-0161" target="_blank"><span class="stl_24 stl_12" style="word-spacing:0.16em;">*** Labor</span></a><span class="stl_24 stl_12" style="word-spacing:0.15em;">atorio de Petróleo, Hidrocarburo y Derivados (PHD) de la Universidad de Carabobo.</span><span class="stl_24 stl_12" style="word-spacing:0.15em;">&nbsp;ORCID</span><span class="stl_26" style="word-spacing:0.1em;">:</span><span class="stl_26 stl_12" style="word-spacing:0.38em;">&nbsp;</span><a href="https://orcid.org/0000-0002-5522-0161" target="_blank"><span class="stl_25" style="word-spacing:0.38em;">https://orcid.org/0000-0002- &nbsp;</span></a></div>
					<div class="stl_01" style="top: 52.8881em; left:4.72em;"><a href="https://orcid.org/0000-0002-5522-0161" target="_blank"><span class="stl_25">5522-0161 &nbsp;</span></a></div>
					<div class="stl_01" style="top: 54.2981em; left:4.72em;"><a href="https://orcid.org/0000-0002-7648-8597" target="_blank"><span class="stl_24">*</span></a></div>
					<div class="stl_01" style="top: 54.2442em; left:5.08em;"><a href="https://orcid.org/0000-0002-7648-8597" target="_blank"><span class="stl_24" style="word-spacing:0.03em;">**** Labo</span></a><span class="stl_24" style="word-spacing:0.03em;">ratorio</span><span class="stl_24" style="word-spacing:0.03em;">&nbsp;de</span><span class="stl_24" style="word-spacing:0.02em;">&nbsp;Servicios</span><span class="stl_24" style="word-spacing:0.03em;">&nbsp;Analíticos de</span><span class="stl_24" style="word-spacing:0.02em;">&nbsp;Empresas</span><span class="stl_24" style="word-spacing:0.03em;">&nbsp;Alimentos Polar,</span><span class="stl_24" style="word-spacing:0.03em;">&nbsp;Planta Salsas y Untables.</span><span class="stl_24" style="word-spacing:0.02em;">&nbsp;ORCID</span><span class="stl_26" style="word-spacing:0.02em;">:</span><span class="stl_26" style="word-spacing:0.27em;">&nbsp;</span><a href="https://orcid.org/0000-0002-7648-8597" target="_blank"><span class="stl_25" style="word-spacing:0.27em;">https://orcid.org/0000-0002- &nbsp;</span></a></div>
					<div class="stl_01" style="top: 55.1581em; left:4.72em;"><a href="https://orcid.org/0000-0002-7648-8597" target="_blank"><span class="stl_25">7</span></a></div>
					<div class="stl_01" style="top: 55.1581em; left:5.05em;"><a href="https://orcid.org/0000-0002-7648-8597" target="_blank"><span class="stl_25">648-8597 &nbsp;</span></a></div>
					<div class="stl_01" style="top: 56.5142em; left:4.72em;"><span class="stl_24" style="word-spacing:0em;">****** SERVOLAB, Puerto Ordaz, Venezuela. ORCID</span><a href="https://orcid.org/0000-0001-8240-1411" target="_blank"><span class="stl_26" style="word-spacing:0em;">: </span></a><a href="https://orcid.org/0000-0001-8240-1411" target="_blank"><span class="stl_25" style="word-spacing:0em;">https://orcid.org/0000-0001-8240-1411 &nbsp;</span></a></div>
					<div class="stl_01" style="top: 57.9777em; left:4.72em;"><a href="https://orcid.org/0000-0003-4600-726X" target="_blank"><span class="stl_24">*</span></a></div>
					<div class="stl_01" style="top: 58.8377em; left:4.72em;"><a href="https://orcid.org/0000-0003-4600-726X" target="_blank"><span class="stl_25">4</span></a></div>
					<div class="stl_01" style="top: 57.9239em; left:5.08em;"><a href="https://orcid.org/0000-0003-4600-726X" target="_blank"><span class="stl_24 stl_12" style="word-spacing:0.08em;">****** Labo</span></a><span class="stl_24" style="word-spacing:-0.01em;">ratorio</span><span class="stl_24" style="word-spacing:-0.01em;">&nbsp;de</span><span class="stl_24 stl_12" style="word-spacing:0.07em;">&nbsp;Petróleo,</span><span class="stl_24 stl_12" style="word-spacing:0.06em;">&nbsp;Hidrocarburo y</span><span class="stl_24 stl_12" style="word-spacing:0.07em;">&nbsp;Derivados</span><span class="stl_24 stl_12" style="word-spacing:0.04em;">&nbsp;(PHD)</span><span class="stl_24" style="word-spacing:-0.01em;">&nbsp;de</span><span class="stl_24" style="word-spacing:-0.01em;">&nbsp;la</span><span class="stl_24" style="word-spacing:-0.02em;">&nbsp;Universidad</span><span class="stl_24" style="word-spacing:-0.01em;">&nbsp;de</span><span class="stl_24 stl_12" style="word-spacing:0.07em;">&nbsp;Carabobo.</span><span class="stl_24 stl_12" style="word-spacing:0.05em;">&nbsp;ORCID</span><a href="https://orcid.org/0000-0003-4600-726X" target="_blank"><span class="stl_26" style="word-spacing:0em;">:</span></a><a href="https://orcid.org/0000-0003-4600-726X" target="_blank"><span class="stl_26 stl_12" style="word-spacing:0.19em;">&nbsp;</span></a><a href="https://orcid.org/0000-0003-4600-726X" target="_blank"><span class="stl_25 stl_14" style="word-spacing:0.19em;">https://orcid.org/0000-0003<span class="stl_12">- &nbsp;</span></span></a></div>
					<div class="stl_01" style="top: 58.8377em; left:5.1183em;"><a href="https://orcid.org/0000-0003-4600-726X" target="_blank"><span class="stl_25">600-726X &nbsp;</span></a></div>
					<div class="stl_01" style="top: 60.0976em; left:4.72em;"><span class="stl_27" style="word-spacing:-0.01em;">Recibido: 14/12/2022 &nbsp;</span></div>
					<div class="stl_01" style="top: 60.0976em; left:37.5583em;"><span class="stl_27" style="word-spacing:-0.01em;">Aceptado: 10/02/2023 &nbsp;</span></div>
					<div class="stl_01" style="top: 62.344em; left:45.3575em;"><span class="stl_28 stl_12">85 &nbsp;</span></div>
					<div class="stl_01" style="top: 62.344em; left:44.8883em;"><span class="stl_28">1</span></div>
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				<img src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAzAAAAQgCAYAAAA5ebkOAAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAADsMAAA7DAcdvqGQAAA05SURBVHhe7dNBCQAgFAXBd7GD7QSLfmzmxQgeRGZgI2wAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAOAro3qbqyS91TkUAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAgNuSDW6SttAnIGY/AAAAAElFTkSuQmCC" alt="" class="stl_29" />
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					<div class="stl_01" style="top: 2.9402em; left:16.3142em;"><span class="stl_17 stl_12" style="font-weight:bold; word-spacing:0.07em;">REVISTA DE</span><span class="stl_17 stl_12" style="font-weight:bold; word-spacing:0.01em;">&nbsp;LA</span><span class="stl_17 stl_12" style="font-weight:bold; word-spacing:0.09em;">&nbsp;UNIVERSIDAD</span><span class="stl_17 stl_12" style="font-weight:bold; word-spacing:0.04em;">&nbsp;DEL ZULIA</span><span class="stl_18" style="word-spacing:0em;">.</span><span class="stl_18 stl_12" style="word-spacing:0.22em;">&nbsp;</span><span class="stl_17" style="font-weight:bold; word-spacing:0.22em;">3ª</span><span class="stl_17 stl_12" style="font-weight:bold; word-spacing:0.04em;">&nbsp;época.</span><span class="stl_17 stl_12" style="font-weight:bold; word-spacing:0.03em;">&nbsp;Año</span><span class="stl_17 stl_12" style="font-weight:bold; word-spacing:0.02em;">&nbsp;14,</span><span class="stl_17 stl_12" style="font-weight:bold; word-spacing:0.01em;">&nbsp;N°</span><span class="stl_17 stl_12" style="font-weight:bold; word-spacing:0.03em;">&nbsp;40,</span><span class="stl_17 stl_12" style="font-weight:bold; word-spacing:0.04em;">&nbsp;2023 &nbsp;</span></div>
					<div class="stl_01" style="top: 4.0001em; left:6.182em;"><span class="stl_18 stl_12" style="word-spacing:0.08em;">Ruth Monroy</span><span class="stl_18 stl_12" style="word-spacing:0.02em;">&nbsp;et</span><span class="stl_18 stl_12" style="word-spacing:0.03em;">&nbsp;al.</span><span class="stl_18 stl_12" style="word-spacing:0.03em;">&nbsp;//</span><span class="stl_18 stl_14" style="word-spacing:0.02em;">&nbsp;Caracterizaci<span class="stl_12">ón</span></span><span class="stl_18 stl_12" style="word-spacing:0.07em;">&nbsp;y cuantificación</span><span class="stl_18 stl_14" style="word-spacing:-0.01em;">&nbsp;espectroscó<span class="stl_12">pi</span></span><a href="https://doi.org/10.46925/rdluz.40.10" target="_blank"><span class="stl_18" style="word-spacing:-0.01em;">ca</span></a><a href="https://doi.org/10.46925/rdluz.40.10" target="_blank"><span class="stl_18 stl_12" style="word-spacing:0.02em;">&nbsp;de</span></a><a href="https://doi.org/10.46925/rdluz.40.10" target="_blank"><span class="stl_18 stl_12" style="word-spacing:0.09em;">&nbsp;flavonoides</span></a><a href="https://doi.org/10.46925/rdluz.40.10" target="_blank"><span class="stl_18" style="word-spacing:0em;">&nbsp;y</span></a><a href="https://doi.org/10.46925/rdluz.40.10" target="_blank"><span class="stl_18 stl_12" style="word-spacing:0.03em;">&nbsp;</span></a><a href="https://doi.org/10.46925/rdluz.40.10" target="_blank"><span class="stl_19 stl_14" style="word-spacing:0.03em;">catequinas<span class="stl_12">…</span></span></a><a href="https://doi.org/10.46925/rdluz.40.10" target="_blank"><span class="stl_19 stl_12" style="word-spacing:0em;">&nbsp;</span></a><a href="https://doi.org/10.46925/rdluz.40.10" target="_blank"><span class="stl_18 stl_14" style="word-spacing:0em;">185-20<span class="stl_12">4 &nbsp;</span></span></a></div>
					<div class="stl_01" style="top: 5.0402em; left:29.8058em;"><span class="stl_17 stl_12" style="font-weight:bold; word-spacing:0.03em;">DOI: </span><a href="https://doi.org/10.46925/rdluz.40.10" target="_blank"><span class="stl_20 stl_14" style="font-weight:bold; word-spacing:0em;">https://doi.org/10.46925//rdluz<span class="stl_12">.40.10 &nbsp;</span></span></a></div>
					<div class="stl_01" style="top: 7.2215em; left:4.72em;"><span class="stl_21 stl_14" style="word-spacing:0.16em;">Characterization and Spectroscopic Quantification of Flavo<span class="stl_12">noids</span></span><span class="stl_21 stl_12" style="word-spacing:0.18em;">&nbsp;and &nbsp;</span></div>
					<div class="stl_01" style="top: 9.0715em; left:4.72em;"><span class="stl_21 stl_12" style="word-spacing:0.43em;">Catechins from Venezuelan Cocoa to be Considered in Cosmetic &nbsp;</span></div>
					<div class="stl_01" style="top: 10.9215em; left:4.72em;"><span class="stl_21">Formulations &nbsp;</span></div>
					<div class="stl_01" style="top: 15.7109em; left:40.8983em;"><span class="stl_22">ABSTRACT &nbsp;</span></div>
					<div class="stl_01" style="top: 17.2709em; left:4.72em;"><span class="stl_22" style="word-spacing:0.25em;">Polyphenols are compounds found in various plant sources, the most common being the &nbsp;</span></div>
					<div class="stl_01" style="top: 18.6909em; left:4.72em;"><span class="stl_22" style="word-spacing:0.06em;">flavonoid group. Within this group, catechins are</span><span class="stl_22" style="word-spacing:0.05em;">&nbsp;of interest</span><span class="stl_22" style="word-spacing:0.05em;">&nbsp;in the area of</span><span class="stl_22" style="word-spacing:0.09em;">&nbsp;cosmetics</span><span class="stl_22" style="word-spacing:0.06em;">&nbsp;and</span><span class="stl_22" style="word-spacing:0.06em;">&nbsp;skin &nbsp;</span></div>
					<div class="stl_01" style="top: 20.1034em; left:4.72em;"><span class="stl_22" style="word-spacing:0.09em;">health. Therefore, the</span><span class="stl_22" style="word-spacing:0.09em;">&nbsp;research focused on the</span><span class="stl_22" style="word-spacing:0.08em;">&nbsp;extraction and determination of the content</span><span class="stl_22" style="word-spacing:0.08em;">&nbsp;of &nbsp;</span></div>
					<div class="stl_01" style="top: 21.5234em; left:4.72em;"><span class="stl_22" style="word-spacing:0.17em;">polyphenols, flavonoids and (-)-epicatechin molecules present in cocoa from Canoabo, as a &nbsp;</span></div>
					<div class="stl_01" style="top: 22.9334em; left:4.72em;"><span class="stl_22" style="word-spacing:-0.01em;">potential antiaging agent for the skin to be used in the cosmetics industry. The extraction of the &nbsp;</span></div>
					<div class="stl_01" style="top: 24.3534em; left:4.72em;"><span class="stl_22" style="word-spacing:0.14em;">polyphenolic compounds was carried out from the fermented and</span><span class="stl_22" style="word-spacing:0.14em;">&nbsp;dry cocoa sample using</span><span class="stl_22" style="word-spacing:0.13em;">&nbsp;a &nbsp;</span></div>
					<div class="stl_01" style="top: 25.7634em; left:4.72em;"><span class="stl_22" style="word-spacing:0.48em;">Soxhlet equipment, using methanol as solvent. They were characterized by infrared &nbsp;</span></div>
					<div class="stl_01" style="top: 27.1834em; left:4.72em;"><span class="stl_22 stl_14" style="word-spacing:-0.01em;">spectroscopy (FTIR), UV-visible spectroscopy, high efficiency liquid chromatography (<span class="stl_15">HPLC), &nbsp;</span></span></div>
					<div class="stl_01" style="top: 28.5934em; left:4.72em;"><span class="stl_22" style="word-spacing:0.08em;">scanning electron microscopy (SEM)</span><span class="stl_22" style="word-spacing:0.08em;">&nbsp;and</span><span class="stl_22" style="word-spacing:0.07em;">&nbsp;Du Nouy</span><span class="stl_22" style="word-spacing:0.09em;">&nbsp;tensiometer.</span><span class="stl_22" style="word-spacing:0.11em;">&nbsp;Using</span><span class="stl_22" style="word-spacing:0.06em;">&nbsp;FTIR and</span><span class="stl_22" style="word-spacing:0.09em;">&nbsp;UV-Visible, &nbsp;</span></div>
					<div class="stl_01" style="top: 30.0034em; left:4.72em;"><span class="stl_22" style="word-spacing:0.33em;">the presence of flavonoids was determined. The alcoholic extract of cocoa presented a &nbsp;</span></div>
					<div class="stl_01" style="top: 31.4234em; left:4.72em;"><span class="stl_22" style="word-spacing:0.15em;">concentration of total polyphenols equal to 13,500.56 ± 0.89 mg AG/L, the concentration of &nbsp;</span></div>
					<div class="stl_01" style="top: 32.8334em; left:4.72em;"><span class="stl_22 stl_14" style="word-spacing:-0.01em;">flavonoids equal to 7,792.2 ± 0.3 mg EC/L. Through HPLC it was determined that th<span class="stl_15">e amount of &nbsp;</span></span></div>
					<div class="stl_01" style="top: 34.255em; left:4.72em;"><span class="stl_22">(</span></div>
					<div class="stl_01" style="top: 34.255em; left:5.142em;"><span class="stl_22" style="word-spacing:-0.02em;">-)-epicatechin was 1,434.4 ± 0.6 mg EC/kg. Through the determination of the surface tension of &nbsp;</span></div>
					<div class="stl_01" style="top: 35.665em; left:4.72em;"><span class="stl_22" style="word-spacing:-0.03em;">a 1% v/v aqueous solution of polyphenolic extract, it was evidenced that polyphenols can behave &nbsp;</span></div>
					<div class="stl_01" style="top: 37.085em; left:4.72em;"><span class="stl_22" style="word-spacing:0.08em;">as amphiphiles. With</span><span class="stl_22" style="word-spacing:0.09em;">&nbsp;the</span><span class="stl_22" style="word-spacing:0.08em;">&nbsp;results obtained, it can be</span><span class="stl_22" style="word-spacing:0.08em;">&nbsp;guaranteed</span><span class="stl_22" style="word-spacing:0.08em;">&nbsp;that</span><span class="stl_22" style="word-spacing:0.07em;">&nbsp;the extract contains</span><span class="stl_22" style="word-spacing:0.09em;">&nbsp;the &nbsp;</span></div>
					<div class="stl_01" style="top: 38.495em; left:4.72em;"><span class="stl_22" style="word-spacing:0.43em;">necessary polyphenols to be incorporated into a formulation with potential</span><span class="stl_22" style="word-spacing:0.47em;">&nbsp;cosmetic &nbsp;</span></div>
					<div class="stl_01" style="top: 39.915em; left:4.72em;"><span class="stl_22">application. &nbsp;</span></div>
					<div class="stl_01" style="top: 41.825em; left:4.72em;"><span class="stl_22" style="word-spacing:0.01em;">KEY WORDS: Polyphenols, antioxidants, flavan-3-ol, (-)-epicatechin, HPLC, SEM. &nbsp;</span></div>
					<div class="stl_01" style="top: 45.9658em; left:4.72em;"><span class="stl_30 stl_14">Introduc<span class="stl_12">ción &nbsp;</span></span></div>
					<div class="stl_01" style="top: 48.0475em; left:7.082em;"><span class="stl_22" style="word-spacing:-0.04em;">Los polifenoles son compuestos de baja masa molecular (200-400 g/mol) que se encuentran &nbsp;</span></div>
					<div class="stl_01" style="top: 49.8875em; left:4.72em;"><span class="stl_22 stl_14" style="word-spacing:-0.01em;">en plantas, frutas, vegetales, granos y cereales. Se producen como metabolitos secundarios<span class="stl_15">, cuya &nbsp;</span></span></div>
					<div class="stl_01" style="top: 51.7375em; left:4.72em;"><span class="stl_22" style="word-spacing:0.02em;">función es</span><span class="stl_22" style="word-spacing:0.03em;">&nbsp;proteger</span><span class="stl_22" style="word-spacing:0.01em;">&nbsp;la</span><span class="stl_22" style="word-spacing:0.03em;">&nbsp;planta</span><span class="stl_22" style="word-spacing:0.02em;">&nbsp;de</span><span class="stl_22" style="word-spacing:0.02em;">&nbsp;factores</span><span class="stl_22" style="word-spacing:0.02em;">&nbsp;bióticos</span><span class="stl_22" style="word-spacing:0.02em;">&nbsp;y abióticos,</span><span class="stl_22" style="word-spacing:0.02em;">&nbsp;como</span><span class="stl_22" style="word-spacing:0.02em;">&nbsp;la radiación UV</span><span class="stl_22" style="word-spacing:0.02em;">&nbsp;y</span><span class="stl_22" style="word-spacing:0.02em;">&nbsp;de</span><span class="stl_22" style="word-spacing:0.02em;">&nbsp;ciertos &nbsp;</span></div>
					<div class="stl_01" style="top: 53.5875em; left:4.72em;"><span class="stl_22" style="word-spacing:0.29em;">agentes patógenos (Gordo, 2018). Los compuestos fenólicos pueden clasificarse según su &nbsp;</span></div>
					<div class="stl_01" style="top: 55.4275em; left:4.72em;"><span class="stl_22" style="word-spacing:0.12em;">estructura química, en fenoles simples y polifenoles.</span><span class="stl_22" style="word-spacing:0.36em;">&nbsp;Los</span><span class="stl_22" style="word-spacing:0.12em;">&nbsp;fenoles simples incluyen los</span><span class="stl_22" style="word-spacing:0.12em;">&nbsp;ácidos &nbsp;</span></div>
					<div class="stl_01" style="top: 57.2772em; left:4.72em;"><span class="stl_22" style="word-spacing:0.03em;">fenólicos y</span><span class="stl_22" style="word-spacing:0.04em;">&nbsp;cumarinas, mientras que</span><span class="stl_22" style="word-spacing:0.02em;">&nbsp;los</span><span class="stl_22" style="word-spacing:0.04em;">&nbsp;polifenoles</span><span class="stl_22" style="word-spacing:0.03em;">&nbsp;incluyen:</span><span class="stl_22" style="word-spacing:0.04em;">&nbsp;flavonoides,</span><span class="stl_22" style="word-spacing:0.03em;">&nbsp;estilbenos,</span><span class="stl_22" style="word-spacing:0.03em;">&nbsp;lignanos</span><span class="stl_22" style="word-spacing:0.02em;">&nbsp;y &nbsp;</span></div>
					<div class="stl_01" style="top: 59.1129em; left:8.142em;"><span class="stl_31">(</span></div>
					<div class="stl_01" style="top: 59.1172em; left:4.72em;"><span class="stl_22" style="word-spacing:0.21em;">taninos Valencia-Avilés</span><span class="stl_22 stl_14" style="word-spacing:-0.01em;">&nbsp;et al.<span class="stl_15">,</span></span><span class="stl_22" style="word-spacing:-0.01em;">&nbsp;2017). &nbsp;</span></div>
					<div class="stl_01" style="top: 62.344em; left:44.8883em;"><span class="stl_28">1</span></div>
					<div class="stl_01" style="top: 62.344em; left:45.3575em;"><span class="stl_28 stl_12">86 &nbsp;</span></div>
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				<img src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAzAAAAQgCAYAAAA5ebkOAAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAADsMAAA7DAcdvqGQAAA05SURBVHhe7dNBCQAgFAXBd7GD7QSLfmzmxQgeRGZgI2wAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAOAro3qbqyS91TkUAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAgNuSDW6SttAnIGY/AAAAAElFTkSuQmCC" alt="" class="stl_29" />
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					<div class="stl_01" style="top: 2.9402em; left:16.3142em;"><span class="stl_17 stl_12" style="font-weight:bold; word-spacing:0.07em;">REVISTA DE</span><span class="stl_17 stl_12" style="font-weight:bold; word-spacing:0.01em;">&nbsp;LA</span><span class="stl_17 stl_12" style="font-weight:bold; word-spacing:0.09em;">&nbsp;UNIVERSIDAD</span><span class="stl_17 stl_12" style="font-weight:bold; word-spacing:0.04em;">&nbsp;DEL ZULIA</span><span class="stl_18" style="word-spacing:0em;">.</span><span class="stl_18 stl_12" style="word-spacing:0.22em;">&nbsp;</span><span class="stl_17" style="font-weight:bold; word-spacing:0.22em;">3ª</span><span class="stl_17 stl_12" style="font-weight:bold; word-spacing:0.04em;">&nbsp;época.</span><span class="stl_17 stl_12" style="font-weight:bold; word-spacing:0.03em;">&nbsp;Año</span><span class="stl_17 stl_12" style="font-weight:bold; word-spacing:0.02em;">&nbsp;14,</span><span class="stl_17 stl_12" style="font-weight:bold; word-spacing:0.01em;">&nbsp;N°</span><span class="stl_17 stl_12" style="font-weight:bold; word-spacing:0.03em;">&nbsp;40,</span><span class="stl_17 stl_12" style="font-weight:bold; word-spacing:0.04em;">&nbsp;2023 &nbsp;</span></div>
					<div class="stl_01" style="top: 4.0001em; left:6.182em;"><span class="stl_18 stl_12" style="word-spacing:0.08em;">Ruth Monroy</span><span class="stl_18 stl_12" style="word-spacing:0.02em;">&nbsp;et</span><span class="stl_18 stl_12" style="word-spacing:0.03em;">&nbsp;al.</span><span class="stl_18 stl_12" style="word-spacing:0.03em;">&nbsp;//</span><span class="stl_18 stl_14" style="word-spacing:0.02em;">&nbsp;Caracterizaci<span class="stl_12">ón</span></span><span class="stl_18 stl_12" style="word-spacing:0.07em;">&nbsp;y cuantificación</span><span class="stl_18 stl_14" style="word-spacing:-0.01em;">&nbsp;espectroscó<span class="stl_12">pi</span></span><a href="https://doi.org/10.46925/rdluz.40.10" target="_blank"><span class="stl_18" style="word-spacing:-0.01em;">ca</span></a><a href="https://doi.org/10.46925/rdluz.40.10" target="_blank"><span class="stl_18 stl_12" style="word-spacing:0.02em;">&nbsp;de</span></a><a href="https://doi.org/10.46925/rdluz.40.10" target="_blank"><span class="stl_18 stl_12" style="word-spacing:0.09em;">&nbsp;flavonoides</span></a><a href="https://doi.org/10.46925/rdluz.40.10" target="_blank"><span class="stl_18" style="word-spacing:0em;">&nbsp;y</span></a><a href="https://doi.org/10.46925/rdluz.40.10" target="_blank"><span class="stl_18 stl_12" style="word-spacing:0.03em;">&nbsp;</span></a><a href="https://doi.org/10.46925/rdluz.40.10" target="_blank"><span class="stl_19 stl_14" style="word-spacing:0.03em;">catequinas<span class="stl_12">…</span></span></a><a href="https://doi.org/10.46925/rdluz.40.10" target="_blank"><span class="stl_19 stl_12" style="word-spacing:0em;">&nbsp;</span></a><a href="https://doi.org/10.46925/rdluz.40.10" target="_blank"><span class="stl_18 stl_14" style="word-spacing:0em;">185-20<span class="stl_12">4 &nbsp;</span></span></a></div>
					<div class="stl_01" style="top: 5.0402em; left:29.8058em;"><span class="stl_17 stl_12" style="font-weight:bold; word-spacing:0.03em;">DOI: </span><a href="https://doi.org/10.46925/rdluz.40.10" target="_blank"><span class="stl_20 stl_14" style="font-weight:bold; word-spacing:0em;">https://doi.org/10.46925//rdluz<span class="stl_12">.40.10 &nbsp;</span></span></a></div>
					<div class="stl_01" style="top: 7.2209em; left:7.312em;"><span class="stl_22" style="word-spacing:-0.03em;">Las semillas de cacao son una rica fuente de polifenoles (aproximadamente el 15 % del peso &nbsp;</span></div>
					<div class="stl_01" style="top: 9.0609em; left:4.72em;"><span class="stl_22" style="word-spacing:0.08em;">del grano seco) similares al vino,</span><span class="stl_22" style="word-spacing:0.08em;">&nbsp;el</span><span class="stl_22" style="word-spacing:0.08em;">&nbsp;té o las verduras,</span><span class="stl_22" style="word-spacing:0.11em;">&nbsp;contribuyendo</span><span class="stl_22" style="word-spacing:0.07em;">&nbsp;a los</span><span class="stl_22" style="word-spacing:0.09em;">&nbsp;sabores</span><span class="stl_22" style="word-spacing:0.08em;">&nbsp;del licor</span><span class="stl_22" style="word-spacing:0.09em;">&nbsp;de &nbsp;</span></div>
					<div class="stl_01" style="top: 10.9109em; left:4.72em;"><span class="stl_22" style="word-spacing:0.09em;">cacao de manera significativa, debido a</span><span class="stl_22" style="word-spacing:0.09em;">&nbsp;que</span><span class="stl_22" style="word-spacing:0.09em;">&nbsp;aportan la astringencia</span><span class="stl_22" style="word-spacing:0.09em;">&nbsp;y amargor</span><span class="stl_22" style="word-spacing:0.1em;">&nbsp;(Nazario et</span><span class="stl_22" style="word-spacing:0.09em;">&nbsp;al., &nbsp;</span></div>
					<div class="stl_01" style="top: 12.7509em; left:4.72em;"><span class="stl_22">2018). &nbsp;</span></div>
					<div class="stl_01" style="top: 14.6009em; left:7.082em;"><span class="stl_22" style="word-spacing:0.19em;">Los flavonoides presentan un esqueleto característico difenilpirano (C6 -C3</span><span class="stl_22" style="word-spacing:0.18em;">&nbsp;-</span><span class="stl_32" style="word-spacing:0.17em;">C6’)</span><span class="stl_32" style="word-spacing:0.18em;">&nbsp;</span><span class="stl_22" style="word-spacing:0.18em;">con &nbsp;</span></div>
					<div class="stl_01" style="top: 16.4409em; left:4.72em;"><span class="stl_22 stl_14" style="word-spacing:-0.01em;">diferentes patrones de substitución. Está conformado por dos anillos fenilo (A y B) y entre<span class="stl_15">&nbsp;ellos, &nbsp;</span></span></div>
					<div class="stl_01" style="top: 18.2909em; left:4.72em;"><span class="stl_22 stl_14" style="word-spacing:-0.01em;">un anillo de pirano o pirona heterocíclico (C). Los átomos de carbono se enumeran med<span class="stl_15">iante un &nbsp;</span></span></div>
					<div class="stl_01" style="top: 20.1434em; left:4.72em;"><span class="stl_22" style="word-spacing:0.01em;">sistema que</span><span class="stl_22" style="word-spacing:0em;">&nbsp;utiliza</span><span class="stl_22" style="word-spacing:0.01em;">&nbsp;números ordinarios</span><span class="stl_22" style="word-spacing:0.02em;">&nbsp;para</span><span class="stl_22" style="word-spacing:0.01em;">&nbsp;los</span><span class="stl_22" style="word-spacing:0.01em;">&nbsp;anillos A</span><span class="stl_22" style="word-spacing:0.01em;">&nbsp;y C,</span><span class="stl_22" style="word-spacing:0em;">&nbsp;y</span><span class="stl_22" style="word-spacing:0.04em;">&nbsp;números</span><span class="stl_22" style="word-spacing:0.01em;">&nbsp;primos</span><span class="stl_22" style="word-spacing:0.02em;">&nbsp;para</span><span class="stl_22" style="word-spacing:0.01em;">&nbsp;el</span><span class="stl_22" style="word-spacing:0em;">&nbsp;anillo</span><span class="stl_22" style="word-spacing:0em;">&nbsp;B &nbsp;</span></div>
					<div class="stl_01" style="top: 21.9834em; left:4.72em;"><span class="stl_22">(</span></div>
					<div class="stl_01" style="top: 21.9834em; left:5.142em;"><span class="stl_22 stl_14" style="word-spacing:0em;">Wang et al., 2018; Dias et al., 2021) (F<span class="stl_15">igura 1). &nbsp;</span></span></div>
					<div class="stl_01" style="top: 23.8334em; left:7.672em;"><span class="stl_22" style="word-spacing:0.05em;">Los flavonoides</span><span class="stl_22" style="word-spacing:0.05em;">&nbsp;se pueden</span><span class="stl_22" style="word-spacing:0.04em;">&nbsp;clasificar</span><span class="stl_22" style="word-spacing:0.03em;">&nbsp;en</span><span class="stl_22" style="word-spacing:0.04em;">&nbsp;varias</span><span class="stl_22" style="word-spacing:0.05em;">&nbsp;subclases:</span><span class="stl_22" style="word-spacing:0.04em;">&nbsp;flavanoles, flavanonas,</span><span class="stl_22" style="word-spacing:0.04em;">&nbsp;flavonas, &nbsp;</span></div>
					<div class="stl_01" style="top: 25.6734em; left:4.72em;"><span class="stl_22 stl_14" style="word-spacing:-0.04em;">isoflavonas, flavonol<span class="stl_15">es,</span></span><span class="stl_22 stl_14" style="word-spacing:-0.03em;">&nbsp;antocianidin<span class="stl_15">as</span></span><span class="stl_22" style="word-spacing:-0.04em;">&nbsp;y</span><span class="stl_22" style="word-spacing:-0.02em;">&nbsp;chalconas</span><span class="stl_22" style="word-spacing:0.18em;">&nbsp;(Valencia-Avilés</span><span class="stl_22" style="word-spacing:-0.03em;">&nbsp;et</span><span class="stl_22" style="word-spacing:-0.03em;">&nbsp;al.,</span><span class="stl_22" style="word-spacing:-0.03em;">&nbsp;2017;</span><span class="stl_22" style="word-spacing:-0.04em;">&nbsp;Díaz</span><span class="stl_22" style="word-spacing:-0.03em;">&nbsp;et</span><span class="stl_22" style="word-spacing:-0.04em;">&nbsp;al.,</span><span class="stl_22" style="word-spacing:-0.03em;">&nbsp;2021) &nbsp;</span></div>
					<div class="stl_01" style="top: 27.5234em; left:5.14em;"><span class="stl_22" style="word-spacing:0em;">Figura 2). &nbsp;</span></div>
					<div class="stl_01" style="top: 29.3634em; left:7.672em;"><span class="stl_22" style="word-spacing:0.04em;">La estructura polifenólica de</span><span class="stl_22" style="word-spacing:0.04em;">&nbsp;los</span><span class="stl_22" style="word-spacing:0.04em;">&nbsp;flavonoides, resulta ideal para la actividad</span><span class="stl_22" style="word-spacing:0.04em;">&nbsp;secuestrante &nbsp;</span></div>
					<div class="stl_01" style="top: 27.5234em; left:4.72em;"><span class="stl_22">(</span></div>
					<div class="stl_01" style="top: 31.2134em; left:4.72em;"><span class="stl_22" style="word-spacing:-0.03em;">de radicales libres, además han demostrado ser varias veces más eficaces como antioxidantes que &nbsp;</span></div>
					<div class="stl_01" style="top: 33.0634em; left:4.72em;"><span class="stl_22" style="word-spacing:0.11em;">por ejemplo las vitaminas E y C</span><span class="stl_22" style="word-spacing:0.14em;">&nbsp;(Valencia-Avilés</span><span class="stl_22" style="word-spacing:0.11em;">&nbsp;et al., 2017), empleados</span><span class="stl_22" style="word-spacing:0.13em;">&nbsp;convencionalmente &nbsp;</span></div>
					<div class="stl_01" style="top: 34.905em; left:4.72em;"><span class="stl_22" style="word-spacing:-0.03em;">como los más potentes antioxidantes naturales. Y, en el cacao se ha demostrado que el contenido &nbsp;</span></div>
					<div class="stl_01" style="top: 36.755em; left:4.72em;"><span class="stl_22" style="word-spacing:0.23em;">de polifenoles y potencial antioxidante es superior a muchas fuentes naturales</span><span class="stl_22" style="word-spacing:0.26em;">&nbsp;(Vázquez- &nbsp;</span></div>
					<div class="stl_01" style="top: 38.595em; left:4.72em;"><span class="stl_22 stl_14" style="word-spacing:0em;">Ovando et al., 201<span class="stl_15">6). &nbsp;</span></span></div>
					<div class="stl_01" style="top: 40.445em; left:7.672em;"><span class="stl_22" style="word-spacing:0.1em;">En cacao hay 3</span><span class="stl_22" style="word-spacing:0.09em;">&nbsp;grupos</span><span class="stl_22" style="word-spacing:0.12em;">&nbsp;principales</span><span class="stl_22" style="word-spacing:0.09em;">&nbsp;de polifenoles, dos</span><span class="stl_22" style="word-spacing:0.1em;">&nbsp;pertenecen al</span><span class="stl_22" style="word-spacing:0.09em;">&nbsp;grupo</span><span class="stl_22" style="word-spacing:0.11em;">&nbsp;flavonoides: &nbsp;</span></div>
					<div class="stl_01" style="top: 42.285em; left:4.72em;"><span class="stl_22" style="word-spacing:0.23em;">catequinas (flavan-3-ols) y antocianinas (antocianidinas) y uno, pertenece al grupo de los &nbsp;</span></div>
					<div class="stl_01" style="top: 44.135em; left:4.72em;"><span class="stl_22 stl_14" style="word-spacing:-0.01em;">taninos: las proantocianidinas (taninos condensados). Los monómeros representan de<span class="stl_15">l 5 % al 10 &nbsp;</span></span></div>
					<div class="stl_01" style="top: 45.975em; left:4.72em;"><span class="stl_22">%</span></div>
					<div class="stl_01" style="top: 45.975em; left:5.852em;"><span class="stl_22" style="word-spacing:0.03em;">y los</span><span class="stl_22" style="word-spacing:0.03em;">&nbsp;polímeros</span><span class="stl_22" style="word-spacing:0.03em;">&nbsp;el</span><span class="stl_22" style="word-spacing:0.02em;">&nbsp;90</span><span class="stl_22" style="word-spacing:0.03em;">&nbsp;% del</span><span class="stl_22" style="word-spacing:0.03em;">&nbsp;total de los</span><span class="stl_22" style="word-spacing:0.03em;">&nbsp;polifenoles del</span><span class="stl_22" style="word-spacing:0.03em;">&nbsp;cacao</span><span class="stl_22" style="word-spacing:0.05em;">&nbsp;(Nazario</span><span class="stl_22" style="word-spacing:0.03em;">&nbsp;et</span><span class="stl_22" style="word-spacing:0.03em;">&nbsp;al. 2018; Ordoñez</span><span class="stl_22" style="word-spacing:0.03em;">&nbsp;et &nbsp;</span></div>
					<div class="stl_01" style="top: 47.8275em; left:4.72em;"><span class="stl_22" style="word-spacing:0em;">al. 2019). &nbsp;</span></div>
					<div class="stl_01" style="top: 49.6775em; left:7.672em;"><span class="stl_22" style="word-spacing:0.07em;">El grupo de</span><span class="stl_22" style="word-spacing:0.08em;">&nbsp;moléculas</span><span class="stl_22" style="word-spacing:0.09em;">&nbsp;llamadas</span><span class="stl_22" style="word-spacing:0.08em;">&nbsp;catequinas están conformadas por</span><span class="stl_22" style="word-spacing:0.07em;">&nbsp;los monómeros</span><span class="stl_22" style="word-spacing:0.36em;">&nbsp;(-)- &nbsp;</span></div>
					<div class="stl_01" style="top: 51.5175em; left:4.72em;"><span class="stl_22" style="word-spacing:0.21em;">epicatequina, (+)-catequina, (+)</span><span class="stl_32" style="word-spacing:0.18em;">–</span><span class="stl_22" style="word-spacing:0.2em;">galocatequina y (-)-epigalocatequina. Este grupo conforma &nbsp;</span></div>
					<div class="stl_01" style="top: 53.3675em; left:4.72em;"><span class="stl_22 stl_14" style="word-spacing:0em;">aproximadamente entre el 29 % al 38 % del total de polifenoles en el cacao. La -(-) epica<span class="stl_15">tequina &nbsp;</span></span></div>
					<div class="stl_01" style="top: 55.2021em; left:4.72em;"><span class="stl_22" style="word-spacing:-0.03em;">se encuentra en mayor proporción de las catequinas, cerca del 98 %. (Ortiz et al., 2019; Urba</span><span class="stl_33" style="word-spacing:-0.04em;">ń</span><span class="stl_22" style="word-spacing:-0.04em;">ska &nbsp;</span></div>
					<div class="stl_01" style="top: 57.1472em; left:4.72em;"><span class="stl_22" style="word-spacing:0.35em;">et al., 2019; Ramos-Escudero et al., 2021).</span><span class="stl_22" style="word-spacing:0.92em;">&nbsp;Las</span><span class="stl_22" style="word-spacing:0.36em;">&nbsp;catequinas, contienen un esqueleto</span><span class="stl_22" style="word-spacing:0.35em;">&nbsp;de &nbsp;</span></div>
					<div class="stl_01" style="top: 58.9972em; left:4.72em;"><span class="stl_22" style="word-spacing:-0.05em;">benzopirano con un grupo fenilo unido a la posición 2 y un grupo hidroxilo a la posición 3 (Brglez &nbsp;</span></div>
					<div class="stl_01" style="top: 62.344em; left:44.8883em;"><span class="stl_28">1</span></div>
					<div class="stl_01" style="top: 62.344em; left:45.3575em;"><span class="stl_28 stl_12">87 &nbsp;</span></div>
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				<div class="stl_05 stl_06">
					<div class="stl_01" style="top: 2.9402em; left:16.3142em;"><span class="stl_17 stl_12" style="font-weight:bold; word-spacing:0.07em;">REVISTA DE</span><span class="stl_17 stl_12" style="font-weight:bold; word-spacing:0.01em;">&nbsp;LA</span><span class="stl_17 stl_12" style="font-weight:bold; word-spacing:0.09em;">&nbsp;UNIVERSIDAD</span><span class="stl_17 stl_12" style="font-weight:bold; word-spacing:0.04em;">&nbsp;DEL ZULIA</span><span class="stl_18" style="word-spacing:0em;">.</span><span class="stl_18 stl_12" style="word-spacing:0.22em;">&nbsp;</span><span class="stl_17" style="font-weight:bold; word-spacing:0.22em;">3ª</span><span class="stl_17 stl_12" style="font-weight:bold; word-spacing:0.04em;">&nbsp;época.</span><span class="stl_17 stl_12" style="font-weight:bold; word-spacing:0.03em;">&nbsp;Año</span><span class="stl_17 stl_12" style="font-weight:bold; word-spacing:0.02em;">&nbsp;14,</span><span class="stl_17 stl_12" style="font-weight:bold; word-spacing:0.01em;">&nbsp;N°</span><span class="stl_17 stl_12" style="font-weight:bold; word-spacing:0.03em;">&nbsp;40,</span><span class="stl_17 stl_12" style="font-weight:bold; word-spacing:0.04em;">&nbsp;2023 &nbsp;</span></div>
					<div class="stl_01" style="top: 4.0001em; left:6.182em;"><span class="stl_18 stl_12" style="word-spacing:0.08em;">Ruth Monroy</span><span class="stl_18 stl_12" style="word-spacing:0.02em;">&nbsp;et</span><span class="stl_18 stl_12" style="word-spacing:0.03em;">&nbsp;al.</span><span class="stl_18 stl_12" style="word-spacing:0.03em;">&nbsp;//</span><span class="stl_18 stl_14" style="word-spacing:0.02em;">&nbsp;Caracterizaci<span class="stl_12">ón</span></span><span class="stl_18 stl_12" style="word-spacing:0.07em;">&nbsp;y cuantificación</span><span class="stl_18 stl_14" style="word-spacing:-0.01em;">&nbsp;espectroscó<span class="stl_12">pi</span></span><a href="https://doi.org/10.46925/rdluz.40.10" target="_blank"><span class="stl_18" style="word-spacing:-0.01em;">ca</span></a><a href="https://doi.org/10.46925/rdluz.40.10" target="_blank"><span class="stl_18 stl_12" style="word-spacing:0.02em;">&nbsp;de</span></a><a href="https://doi.org/10.46925/rdluz.40.10" target="_blank"><span class="stl_18 stl_12" style="word-spacing:0.09em;">&nbsp;flavonoides</span></a><a href="https://doi.org/10.46925/rdluz.40.10" target="_blank"><span class="stl_18" style="word-spacing:0em;">&nbsp;y</span></a><a href="https://doi.org/10.46925/rdluz.40.10" target="_blank"><span class="stl_18 stl_12" style="word-spacing:0.03em;">&nbsp;</span></a><a href="https://doi.org/10.46925/rdluz.40.10" target="_blank"><span class="stl_19 stl_14" style="word-spacing:0.03em;">catequinas<span class="stl_12">…</span></span></a><a href="https://doi.org/10.46925/rdluz.40.10" target="_blank"><span class="stl_19 stl_12" style="word-spacing:0em;">&nbsp;</span></a><a href="https://doi.org/10.46925/rdluz.40.10" target="_blank"><span class="stl_18 stl_14" style="word-spacing:0em;">185-20<span class="stl_12">4 &nbsp;</span></span></a></div>
					<div class="stl_01" style="top: 5.0402em; left:29.8058em;"><span class="stl_17 stl_12" style="font-weight:bold; word-spacing:0.03em;">DOI: </span><a href="https://doi.org/10.46925/rdluz.40.10" target="_blank"><span class="stl_20 stl_14" style="font-weight:bold; word-spacing:0em;">https://doi.org/10.46925//rdluz<span class="stl_12">.40.10 &nbsp;</span></span></a></div>
					<div class="stl_01" style="top: 7.2209em; left:4.72em;"><span class="stl_22" style="word-spacing:0.4em;">et al., 2016). Las moléculas del grupo catequina que se encuentran en el cacao, son &nbsp;</span></div>
					<div class="stl_01" style="top: 9.0555em; left:4.72em;"><span class="stl_22" style="word-spacing:0.15em;">principalmente (+)-catequina (C) y (-)-epicatequina</span><span class="stl_22" style="word-spacing:0.15em;">&nbsp;(EC) (Co</span><span class="stl_33" style="word-spacing:0.14em;">ș</span><span class="stl_22" style="word-spacing:0.14em;">arc</span><span class="stl_33" style="word-spacing:0.14em;">ă</span><span class="stl_33" style="word-spacing:0.1em;">&nbsp;</span><span class="stl_22" style="word-spacing:0.1em;">et</span><span class="stl_22" style="word-spacing:0.14em;">&nbsp;al., 2019; Ortiz et</span><span class="stl_22" style="word-spacing:0.14em;">&nbsp;al., &nbsp;</span></div>
					<div class="stl_01" style="top: 11.0009em; left:4.72em;"><span class="stl_22" style="word-spacing:0em;">2019), sus</span><span class="stl_22" style="word-spacing:0em;">&nbsp;moléculas</span><span class="stl_22" style="word-spacing:0em;">&nbsp;se</span><span class="stl_22" style="word-spacing:0.01em;">&nbsp;encuentran</span><span class="stl_22" style="word-spacing:0.01em;">&nbsp;representadas</span><span class="stl_22" style="word-spacing:0em;">&nbsp;en</span><span class="stl_22" style="word-spacing:0.02em;">&nbsp;la</span><span class="stl_22" style="word-spacing:0em;">&nbsp;Figura</span><span class="stl_22" style="word-spacing:0.01em;">&nbsp;3. &nbsp;</span></div>
					<div class="stl_01" style="top: 12.8509em; left:7.672em;"><span class="stl_22" style="word-spacing:0.1em;">Las excelentes propiedades antioxidantes</span><span class="stl_22" style="word-spacing:0.1em;">&nbsp;de las</span><span class="stl_22" style="word-spacing:0.09em;">&nbsp;catequinas, se deben a la presencia</span><span class="stl_22" style="word-spacing:0.09em;">&nbsp;de &nbsp;</span></div>
					<div class="stl_01" style="top: 14.6909em; left:4.72em;"><span class="stl_22" style="word-spacing:0.3em;">grupos hidroxilo de catecol en el anillo B. La epicatequina y el galato de epicatequina, &nbsp;</span></div>
					<div class="stl_01" style="top: 16.5409em; left:4.72em;"><span class="stl_22" style="word-spacing:0.15em;">respectivamente con una estructura de difenol vecina en el anillo B y un anillo C</span><span class="stl_22" style="word-spacing:0.16em;">&nbsp;saturado, &nbsp;</span></div>
					<div class="stl_01" style="top: 18.3909em; left:4.72em;"><span class="stl_22" style="word-spacing:0.01em;">exhiben los efectos antioxidantes potentes (Ellinger et al., 2020; Ramos-Escudero et al., 2021). &nbsp;</span></div>
					<div class="stl_01" style="top: 20.2334em; left:7.672em;"><span class="stl_22" style="word-spacing:0.09em;">Otro flavonoide presente en el cacao son</span><span class="stl_22" style="word-spacing:0.1em;">&nbsp;las</span><span class="stl_22" style="word-spacing:0.12em;">&nbsp;antocianinas,</span><span class="stl_22" style="word-spacing:0.1em;">&nbsp;las cuales son glucósidos</span><span class="stl_22" style="word-spacing:0.09em;">&nbsp;de &nbsp;</span></div>
					<div class="stl_01" style="top: 22.0834em; left:4.72em;"><span class="stl_22" style="word-spacing:0.02em;">antocianidinas. Estos</span><span class="stl_22" style="word-spacing:0.01em;">&nbsp;glucósidos</span><span class="stl_22" style="word-spacing:0.01em;">&nbsp;están</span><span class="stl_22" style="word-spacing:0.04em;">&nbsp;compuestos</span><span class="stl_22" style="word-spacing:0.02em;">&nbsp;por</span><span class="stl_22" style="word-spacing:0.01em;">&nbsp;dos</span><span class="stl_22" style="word-spacing:0.01em;">&nbsp;anillos aromáticos A</span><span class="stl_22" style="word-spacing:0.01em;">&nbsp;y B</span><span class="stl_22" style="word-spacing:0.02em;">&nbsp;unidos</span><span class="stl_22" style="word-spacing:0.02em;">&nbsp;por &nbsp;</span></div>
					<div class="stl_01" style="top: 23.9234em; left:4.72em;"><span class="stl_22" style="word-spacing:0.21em;">una cadena de 3 C. Está basada</span><span class="stl_22" style="word-spacing:0.23em;">&nbsp;en</span><span class="stl_22" style="word-spacing:0.21em;">&nbsp;la estructura básica del cromóforo</span><span class="stl_22" style="word-spacing:0.23em;">&nbsp;2-fenil-benzopirilio &nbsp;</span></div>
					<div class="stl_01" style="top: 25.7734em; left:4.72em;"><span class="stl_22">(</span></div>
					<div class="stl_01" style="top: 25.7734em; left:5.142em;"><span class="stl_22 stl_14" style="word-spacing:-0.01em;">Sinopoli et al., 201<span class="stl_15">9) &nbsp;</span></span></div>
					<div class="stl_01" style="top: 27.6134em; left:7.672em;"><span class="stl_22" style="word-spacing:0.25em;">En el cacao la fracción de antocianina, representa aproximadamente el 4 % de los &nbsp;</span></div>
					<div class="stl_01" style="top: 29.4634em; left:4.72em;"><span class="stl_22" style="word-spacing:0.07em;">polifenoles totales</span><span class="stl_22" style="word-spacing:0.06em;">&nbsp;(Ortiz et</span><span class="stl_22" style="word-spacing:0.05em;">&nbsp;al., 2019). Son</span><span class="stl_22" style="word-spacing:0.06em;">&nbsp;las responsables,</span><span class="stl_22" style="word-spacing:0.06em;">&nbsp;de los colores</span><span class="stl_22" style="word-spacing:0.07em;">&nbsp;rojo,</span><span class="stl_22" style="word-spacing:0.06em;">&nbsp;naranja, azul</span><span class="stl_22" style="word-spacing:0.05em;">&nbsp;y &nbsp;</span></div>
					<div class="stl_01" style="top: 31.3134em; left:4.72em;"><span class="stl_22" style="word-spacing:0.06em;">púrpura de frutas y</span><span class="stl_22" style="word-spacing:0.07em;">&nbsp;verduras</span><span class="stl_22" style="word-spacing:0.06em;">&nbsp;dependiendo del pH</span><span class="stl_22" style="word-spacing:0.06em;">&nbsp;en que</span><span class="stl_22" style="word-spacing:0.07em;">&nbsp;se encuentre. Además, participan</span><span class="stl_22" style="word-spacing:0.06em;">&nbsp;en &nbsp;</span></div>
					<div class="stl_01" style="top: 33.1534em; left:4.72em;"><span class="stl_22" style="word-spacing:0.42em;">los mecanismos de defensa de las plantas contra diferentes</span><span class="stl_22" style="word-spacing:0.43em;">&nbsp;factores ambientales.</span><span class="stl_22" style="word-spacing:0.43em;">&nbsp;Las &nbsp;</span></div>
					<div class="stl_01" style="top: 35.005em; left:4.72em;"><span class="stl_22" style="word-spacing:0.29em;">antocianinas también son consideradas como flavonoides con alto potencial antioxidante &nbsp;</span></div>
					<div class="stl_01" style="top: 36.845em; left:4.72em;"><span class="stl_22">(</span></div>
					<div class="stl_01" style="top: 36.845em; left:5.139em;"><span class="stl_22 stl_14" style="word-spacing:0em;">Condori et al., 202<span class="stl_15">0) &nbsp;</span></span></div>
					<div class="stl_01" style="top: 38.695em; left:7.082em;"><span class="stl_22" style="word-spacing:0.06em;">El otro</span><span class="stl_22" style="word-spacing:0.07em;">&nbsp;grupo de polifenoles</span><span class="stl_22" style="word-spacing:0.05em;">&nbsp;en</span><span class="stl_22" style="word-spacing:0.06em;">&nbsp;el</span><span class="stl_22" style="word-spacing:0.06em;">&nbsp;cacao son</span><span class="stl_22" style="word-spacing:0.06em;">&nbsp;los taninos,</span><span class="stl_22" style="word-spacing:0.06em;">&nbsp;el</span><span class="stl_22" style="word-spacing:0.05em;">&nbsp;cual</span><span class="stl_22" style="word-spacing:0.07em;">&nbsp;está representado por</span><span class="stl_22" style="word-spacing:0.06em;">&nbsp;las &nbsp;</span></div>
					<div class="stl_01" style="top: 40.535em; left:4.72em;"><span class="stl_22" style="word-spacing:0.1em;">proantocianidinas. Se encuentran</span><span class="stl_22" style="word-spacing:0.1em;">&nbsp;contenidas en</span><span class="stl_22" style="word-spacing:0.1em;">&nbsp;las semillas de</span><span class="stl_22" style="word-spacing:0.09em;">&nbsp;cacao y están presentes</span><span class="stl_22" style="word-spacing:0.09em;">&nbsp;como &nbsp;</span></div>
					<div class="stl_01" style="top: 42.385em; left:4.72em;"><span class="stl_22" style="word-spacing:0.03em;">dímeros, trímeros u</span><span class="stl_22" style="word-spacing:0.02em;">&nbsp;oligómeros</span><span class="stl_22" style="word-spacing:0.02em;">&nbsp;de</span><span class="stl_22" style="word-spacing:0.03em;">&nbsp;flavan-3,4-dioles</span><span class="stl_22" style="word-spacing:0.03em;">&nbsp;(representan</span><span class="stl_22" style="word-spacing:0.03em;">&nbsp;aproximadamente</span><span class="stl_22" style="word-spacing:0.01em;">&nbsp;del</span><span class="stl_22" style="word-spacing:0.02em;">&nbsp;58</span><span class="stl_22" style="word-spacing:0.04em;">&nbsp;%</span><span class="stl_22" style="word-spacing:0.02em;">&nbsp;al &nbsp;</span></div>
					<div class="stl_01" style="top: 44.225em; left:4.72em;"><span class="stl_22" style="word-spacing:0.22em;">65 % del total de polifenoles). Las proantocianidinas poliméricas y oligoméricas, llamadas &nbsp;</span></div>
					<div class="stl_01" style="top: 46.075em; left:4.72em;"><span class="stl_22 stl_14" style="word-spacing:0em;">también taninos condensados (Ortiz et al., 2019; Rauf et al., <span class="stl_15">2019). &nbsp;</span></span></div>
					<div class="stl_01" style="top: 47.9275em; left:7.672em;"><span class="stl_22" style="word-spacing:0.09em;">El contenido y la composición</span><span class="stl_22" style="word-spacing:0.1em;">&nbsp;de</span><span class="stl_22" style="word-spacing:0.08em;">&nbsp;los polifenoles varían</span><span class="stl_22" style="word-spacing:0.1em;">&nbsp;dependiendo</span><span class="stl_22" style="word-spacing:0.08em;">&nbsp;de varios</span><span class="stl_22" style="word-spacing:0.08em;">&nbsp;factores &nbsp;</span></div>
					<div class="stl_01" style="top: 49.7675em; left:4.72em;"><span class="stl_22" style="word-spacing:0.04em;">como: genotipo, origen, grado de</span><span class="stl_22" style="word-spacing:0.04em;">&nbsp;madurez</span><span class="stl_22" style="word-spacing:0.03em;">&nbsp;y</span><span class="stl_22" style="word-spacing:0.06em;">&nbsp;procesamiento</span><span class="stl_22" style="word-spacing:0.03em;">&nbsp;del</span><span class="stl_22" style="word-spacing:0.04em;">&nbsp;grano.</span><span class="stl_22" style="word-spacing:0.04em;">&nbsp;Además,</span><span class="stl_22" style="word-spacing:0.04em;">&nbsp;el</span><span class="stl_22" style="word-spacing:0.05em;">&nbsp;contenido</span><span class="stl_22" style="word-spacing:0.04em;">&nbsp;de &nbsp;</span></div>
					<div class="stl_01" style="top: 51.6175em; left:4.72em;"><span class="stl_22" style="word-spacing:0.16em;">polifenoles se ve ampliamente</span><span class="stl_22" style="word-spacing:0.17em;">&nbsp;influenciado por las condiciones edafo-climáticas, es</span><span class="stl_22" style="word-spacing:0.15em;">&nbsp;decir,</span><span class="stl_22" style="word-spacing:0.15em;">&nbsp;el &nbsp;</span></div>
					<div class="stl_01" style="top: 53.4575em; left:4.72em;"><span class="stl_22" style="word-spacing:0.07em;">ambiente donde se desarrollan</span><span class="stl_22" style="word-spacing:0.08em;">&nbsp;los árboles</span><span class="stl_22" style="word-spacing:0.09em;">&nbsp;y</span><span class="stl_22" style="word-spacing:0.07em;">&nbsp;la altitud a la</span><span class="stl_22" style="word-spacing:0.08em;">&nbsp;que</span><span class="stl_22" style="word-spacing:0.06em;">&nbsp;se</span><span class="stl_22" style="word-spacing:0.08em;">&nbsp;encuentran las</span><span class="stl_22" style="word-spacing:0.09em;">&nbsp;plantaciones, &nbsp;</span></div>
					<div class="stl_01" style="top: 55.3075em; left:4.72em;"><span class="stl_22" style="word-spacing:0.05em;">debido posiblemente por el</span><span class="stl_22" style="word-spacing:0.05em;">&nbsp;diferencial</span><span class="stl_22" style="word-spacing:0.05em;">&nbsp;de radiación</span><span class="stl_22" style="word-spacing:0.04em;">&nbsp;UV-B,</span><span class="stl_22" style="word-spacing:0.04em;">&nbsp;la cual</span><span class="stl_22" style="word-spacing:0.05em;">&nbsp;influye</span><span class="stl_22" style="word-spacing:0.03em;">&nbsp;de</span><span class="stl_22" style="word-spacing:0.05em;">&nbsp;manera</span><span class="stl_22" style="word-spacing:0.05em;">&nbsp;directa</span><span class="stl_22" style="word-spacing:0.05em;">&nbsp;en &nbsp;</span></div>
					<div class="stl_01" style="top: 57.1418em; left:4.72em;"><span class="stl_22" style="word-spacing:0.01em;">la biosíntesis de polifenoles (Vázquez-Ovando et al., 2016; Urba</span><span class="stl_33" style="word-spacing:0em;">ń</span><span class="stl_22 stl_14" style="word-spacing:0em;">ska et al., 2019<span class="stl_15">). &nbsp;</span></span></div>
					<div class="stl_01" style="top: 62.344em; left:44.8883em;"><span class="stl_28">1</span></div>
					<div class="stl_01" style="top: 62.344em; left:45.3575em;"><span class="stl_28 stl_12">88 &nbsp;</span></div>
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				<img src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAzAAAAQgCAYAAAA5ebkOAAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAADsMAAA7DAcdvqGQAAA3oSURBVHhe7ddBTUNRFEXRTvCAHCTgAIIKhjhBSoOx357BHyCh3VkruQpeXnL2BQAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAUj6ury9ff1fn3GPd+UMBAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA+O92u73tflz63s/nBgCA53YOXMKO4/g9nxsAAJ7b9q2AiRMwAABkbN8KmDgBAwBAxvatgIkTMAAAZGzfCpg4AQMAQMb2rYCJEzAAAGRs3wqYOAEDAEDG9q2AiRMwAABkbN8KmDgBAwBAxvatgIkTMAAAZGzfCpg4AQMAQMb2rYCJEzAAAGRs3wqYOAEDAEDG9q2AiRMwAABkbN8KmDgBAwBAxvatgIkTMAAAZGzfCpg4AQMAQMb2rYCJEzAAAGRs3wqYOAEDAEDG9q2AiRMwAABkbN9+buBeXff2xt/ncwMAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAPKrL5Q44nhAqMqXzdQAAAABJRU5ErkJggg==" alt="" class="stl_34" />
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				<div class="stl_05 stl_06">
					<div class="stl_01" style="top: 2.9402em; left:16.3142em;"><span class="stl_17 stl_12" style="font-weight:bold; word-spacing:0.07em;">REVISTA DE</span><span class="stl_17 stl_12" style="font-weight:bold; word-spacing:0.01em;">&nbsp;LA</span><span class="stl_17 stl_12" style="font-weight:bold; word-spacing:0.09em;">&nbsp;UNIVERSIDAD</span><span class="stl_17 stl_12" style="font-weight:bold; word-spacing:0.04em;">&nbsp;DEL ZULIA</span><span class="stl_18" style="word-spacing:0em;">.</span><span class="stl_18 stl_12" style="word-spacing:0.22em;">&nbsp;</span><span class="stl_17" style="font-weight:bold; word-spacing:0.22em;">3ª</span><span class="stl_17 stl_12" style="font-weight:bold; word-spacing:0.04em;">&nbsp;época.</span><span class="stl_17 stl_12" style="font-weight:bold; word-spacing:0.03em;">&nbsp;Año</span><span class="stl_17 stl_12" style="font-weight:bold; word-spacing:0.02em;">&nbsp;14,</span><span class="stl_17 stl_12" style="font-weight:bold; word-spacing:0.01em;">&nbsp;N°</span><span class="stl_17 stl_12" style="font-weight:bold; word-spacing:0.03em;">&nbsp;40,</span><span class="stl_17 stl_12" style="font-weight:bold; word-spacing:0.04em;">&nbsp;2023 &nbsp;</span></div>
					<div class="stl_01" style="top: 4.0001em; left:6.182em;"><span class="stl_18 stl_12" style="word-spacing:0.08em;">Ruth Monroy</span><span class="stl_18 stl_12" style="word-spacing:0.02em;">&nbsp;et</span><span class="stl_18 stl_12" style="word-spacing:0.03em;">&nbsp;al.</span><span class="stl_18 stl_12" style="word-spacing:0.03em;">&nbsp;//</span><span class="stl_18 stl_14" style="word-spacing:0.02em;">&nbsp;Caracterizaci<span class="stl_12">ón</span></span><span class="stl_18 stl_12" style="word-spacing:0.07em;">&nbsp;y cuantificación</span><span class="stl_18 stl_14" style="word-spacing:-0.01em;">&nbsp;espectroscó<span class="stl_12">pi</span></span><a href="https://doi.org/10.46925/rdluz.40.10" target="_blank"><span class="stl_18" style="word-spacing:-0.01em;">ca</span></a><a href="https://doi.org/10.46925/rdluz.40.10" target="_blank"><span class="stl_18 stl_12" style="word-spacing:0.02em;">&nbsp;de</span></a><a href="https://doi.org/10.46925/rdluz.40.10" target="_blank"><span class="stl_18 stl_12" style="word-spacing:0.09em;">&nbsp;flavonoides</span></a><a href="https://doi.org/10.46925/rdluz.40.10" target="_blank"><span class="stl_18" style="word-spacing:0em;">&nbsp;y</span></a><a href="https://doi.org/10.46925/rdluz.40.10" target="_blank"><span class="stl_18 stl_12" style="word-spacing:0.03em;">&nbsp;</span></a><a href="https://doi.org/10.46925/rdluz.40.10" target="_blank"><span class="stl_19 stl_14" style="word-spacing:0.03em;">catequinas<span class="stl_12">…</span></span></a><a href="https://doi.org/10.46925/rdluz.40.10" target="_blank"><span class="stl_19 stl_12" style="word-spacing:0em;">&nbsp;</span></a><a href="https://doi.org/10.46925/rdluz.40.10" target="_blank"><span class="stl_18 stl_14" style="word-spacing:0em;">185-20<span class="stl_12">4 &nbsp;</span></span></a></div>
					<div class="stl_01" style="top: 5.0402em; left:29.8058em;"><span class="stl_17 stl_12" style="font-weight:bold; word-spacing:0.03em;">DOI: </span><a href="https://doi.org/10.46925/rdluz.40.10" target="_blank"><span class="stl_20 stl_14" style="font-weight:bold; word-spacing:0em;">https://doi.org/10.46925//rdluz<span class="stl_12">.40.10 &nbsp;</span></span></a></div>
					<div class="stl_01" style="top: 7.2209em; left:7.672em;"><span class="stl_22" style="word-spacing:0.09em;">Otros factores, son el manejo pre</span><span class="stl_22" style="word-spacing:0.08em;">&nbsp;y</span><span class="stl_22" style="word-spacing:0.1em;">&nbsp;post</span><span class="stl_22" style="word-spacing:0.09em;">&nbsp;cosecha, los cuales son prácticas</span><span class="stl_22" style="word-spacing:0.13em;">&nbsp;culturales</span><span class="stl_22" style="word-spacing:0.08em;">&nbsp;de &nbsp;</span></div>
					<div class="stl_01" style="top: 9.0609em; left:4.72em;"><span class="stl_22" style="word-spacing:0.01em;">manejo de la plantación. Comenzando por el tratamiento para controlar enfermedades y plagas, &nbsp;</span></div>
					<div class="stl_01" style="top: 10.9109em; left:4.72em;"><span class="stl_22" style="word-spacing:0.17em;">el proceso de fertilización, cosecha, almacenamiento,</span><span class="stl_22" style="word-spacing:0.16em;">&nbsp;procesamiento de la mazorca, hasta</span><span class="stl_22" style="word-spacing:0.16em;">&nbsp;el &nbsp;</span></div>
					<div class="stl_01" style="top: 12.7509em; left:4.72em;"><span class="stl_22" style="word-spacing:-0.03em;">proceso final que incluye la fermentación, el secado y tostado de las almendras(Vázquez-Ovando &nbsp;</span></div>
					<div class="stl_01" style="top: 14.5955em; left:4.72em;"><span class="stl_22 stl_14" style="word-spacing:0em;">et al., 2016; U<span class="stl_15">rba</span></span><span class="stl_33" style="word-spacing:0em;">ń</span><span class="stl_22 stl_14" style="word-spacing:0em;">ska et al., 2019; Alvarado et al.,<span class="stl_15">&nbsp;2020). &nbsp;</span></span></div>
					<div class="stl_01" style="top: 16.5409em; left:7.672em;"><span class="stl_22" style="word-spacing:0.02em;">El contenido de</span><span class="stl_22" style="word-spacing:0.05em;">&nbsp;polifenoles</span><span class="stl_22" style="word-spacing:0.03em;">&nbsp;totales,</span><span class="stl_22" style="word-spacing:0.02em;">&nbsp;durante</span><span class="stl_22" style="word-spacing:0.02em;">&nbsp;el</span><span class="stl_22" style="word-spacing:0.04em;">&nbsp;proceso</span><span class="stl_22" style="word-spacing:0.02em;">&nbsp;de</span><span class="stl_22" style="word-spacing:0.04em;">&nbsp;fermentación</span><span class="stl_22" style="word-spacing:0.02em;">&nbsp;se</span><span class="stl_22" style="word-spacing:0.03em;">&nbsp;puede</span><span class="stl_22" style="word-spacing:0.03em;">&nbsp;reducir &nbsp;</span></div>
					<div class="stl_01" style="top: 18.3909em; left:4.72em;"><span class="stl_22" style="word-spacing:0.1em;">hasta un 20 % (Vázquez-Ovando et al., 2016). Sin embargo, el comportamiento puede no ser &nbsp;</span></div>
					<div class="stl_01" style="top: 20.2334em; left:4.72em;"><span class="stl_22 stl_14" style="word-spacing:0em;">uniforme durante la fermentac<span class="stl_15">ión. &nbsp;</span></span></div>
					<div class="stl_01" style="top: 22.0834em; left:7.672em;"><span class="stl_22" style="word-spacing:0.19em;">El proceso de tostado provoca una reducción del</span><span class="stl_22" style="word-spacing:0.19em;">&nbsp;contenido y la composición de</span><span class="stl_22" style="word-spacing:0.18em;">&nbsp;los &nbsp;</span></div>
					<div class="stl_01" style="top: 23.9234em; left:4.72em;"><span class="stl_22" style="word-spacing:0.26em;">polifenoles totales, debido a las altas temperaturas durante el proceso, debido a que son &nbsp;</span></div>
					<div class="stl_01" style="top: 25.7734em; left:4.72em;"><span class="stl_22" style="word-spacing:0.1em;">estructuras moleculares termolábiles.</span><span class="stl_22" style="word-spacing:0.1em;">&nbsp;Como</span><span class="stl_22" style="word-spacing:0.09em;">&nbsp;consecuencia, podría inducir</span><span class="stl_22" style="word-spacing:0.1em;">&nbsp;la</span><span class="stl_22" style="word-spacing:0.1em;">&nbsp;epimerización</span><span class="stl_22" style="word-spacing:0.09em;">&nbsp;de &nbsp;</span></div>
					<div class="stl_01" style="top: 27.6134em; left:4.72em;"><span class="stl_22">(</span></div>
					<div class="stl_01" style="top: 27.6134em; left:5.142em;"><span class="stl_22" style="word-spacing:-0.02em;">-)-epicatequina (el principal flavanol presente en los granos de cacao sin tostar) a (-)-catequina &nbsp;</span></div>
					<div class="stl_01" style="top: 29.458em; left:4.72em;"><span class="stl_22" style="word-spacing:0.01em;">y (+)-catequina a (+)-epicatequina (Urba</span><span class="stl_33" style="word-spacing:0em;">ń</span><span class="stl_22 stl_14" style="word-spacing:0em;">ska et al., 2019)<span class="stl_15">. &nbsp;</span></span></div>
					<div class="stl_01" style="top: 31.4034em; left:7.672em;"><span class="stl_22" style="word-spacing:0.14em;">Los polifenoles presentes en el</span><span class="stl_22" style="word-spacing:0.13em;">&nbsp;cacao, actúan</span><span class="stl_22" style="word-spacing:0.14em;">&nbsp;como antioxidantes, con el potencial</span><span class="stl_22" style="word-spacing:0.14em;">&nbsp;de &nbsp;</span></div>
					<div class="stl_01" style="top: 33.2534em; left:4.72em;"><span class="stl_22" style="word-spacing:0.29em;">inhibir la peroxidación lipídica y para interceptar y neutralizar eficazmente</span><span class="stl_22" style="word-spacing:0.32em;">&nbsp;las</span><span class="stl_22" style="word-spacing:0.29em;">&nbsp;especies &nbsp;</span></div>
					<div class="stl_01" style="top: 35.095em; left:4.72em;"><span class="stl_22 stl_14" style="word-spacing:-0.01em;">reactivas d<span class="stl_15">e</span></span><span class="stl_22" style="word-spacing:-0.01em;">&nbsp;oxígeno</span><span class="stl_22" style="word-spacing:-0.01em;">&nbsp;(ERO</span><span class="stl_22" style="word-spacing:-0.01em;">&nbsp;o</span><span class="stl_22" style="word-spacing:0em;">&nbsp;por</span><span class="stl_22" style="word-spacing:-0.01em;">&nbsp;sus</span><span class="stl_22" style="word-spacing:0em;">&nbsp;siglas</span><span class="stl_22" style="word-spacing:0em;">&nbsp;en</span><span class="stl_22" style="word-spacing:-0.01em;">&nbsp;ingles</span><span class="stl_22" style="word-spacing:0em;">&nbsp;ROS)</span><span class="stl_22" style="word-spacing:0.02em;">&nbsp;(Cherubim</span><span class="stl_22" style="word-spacing:0em;">&nbsp;et</span><span class="stl_22" style="word-spacing:-0.01em;">&nbsp;al.,</span><span class="stl_22" style="word-spacing:-0.01em;">&nbsp;2019).</span><span class="stl_22" style="word-spacing:0.2em;">&nbsp;La</span><span class="stl_22" style="word-spacing:-0.01em;">&nbsp;acción</span><span class="stl_22" style="word-spacing:0em;">&nbsp;de &nbsp;</span></div>
					<div class="stl_01" style="top: 36.945em; left:4.72em;"><span class="stl_22" style="word-spacing:0.34em;">los polifenoles en la piel, mejora la elasticidad y el tono, tiene efecto antiinflamatorio, &nbsp;</span></div>
					<div class="stl_01" style="top: 38.785em; left:4.72em;"><span class="stl_22" style="word-spacing:0.32em;">antimicrobiano, antialérgico y, fortalece las paredes capilares. Dentro de este grupo, las &nbsp;</span></div>
					<div class="stl_01" style="top: 40.635em; left:4.72em;"><span class="stl_22 stl_14" style="word-spacing:-0.01em;">catequinas han despertado interés en el área cosmética y la salud de la piel, además de<span class="stl_15">&nbsp;presentar &nbsp;</span></span></div>
					<div class="stl_01" style="top: 42.475em; left:4.72em;"><span class="stl_22 stl_14" style="word-spacing:-0.01em;">un efecto significativo de fotoprotección contra el estrés oxidativo mediado por los r<span class="stl_15">ayos UV, el &nbsp;</span></span></div>
					<div class="stl_01" style="top: 44.325em; left:4.72em;"><span class="stl_22" style="word-spacing:0.11em;">melanoma, el carcinoma basocelular y las quemaduras solares</span><span class="stl_22" style="word-spacing:0.13em;">&nbsp;(Lin</span><span class="stl_22" style="word-spacing:0.1em;">&nbsp;et al., 2018;</span><span class="stl_22" style="word-spacing:0.11em;">&nbsp;Nakano et</span><span class="stl_22" style="word-spacing:0.1em;">&nbsp;al., &nbsp;</span></div>
					<div class="stl_01" style="top: 46.175em; left:4.72em;"><span class="stl_22" style="word-spacing:-0.04em;">2018; Adamska-Szewczyk et al., 2019; Cherubim et al., 2019; Bae et al., 2020; Aljuffali et al., 2022). &nbsp;</span></div>
					<div class="stl_01" style="top: 48.0175em; left:4.72em;"><span class="stl_22" style="word-spacing:0.04em;">Es por</span><span class="stl_22" style="word-spacing:0.04em;">&nbsp;esto que el</span><span class="stl_22" style="word-spacing:0.06em;">&nbsp;objetivo</span><span class="stl_22" style="word-spacing:0.03em;">&nbsp;de</span><span class="stl_22" style="word-spacing:0.04em;">&nbsp;la</span><span class="stl_22" style="word-spacing:0.06em;">&nbsp;investigación fue</span><span class="stl_22" style="word-spacing:0.03em;">&nbsp;la</span><span class="stl_22" style="word-spacing:0.06em;">&nbsp;obtención</span><span class="stl_22" style="word-spacing:0.03em;">&nbsp;y</span><span class="stl_22" style="word-spacing:0.07em;">&nbsp;caracterización</span><span class="stl_22" style="word-spacing:0.04em;">&nbsp;de</span><span class="stl_22" style="word-spacing:0.05em;">&nbsp;catequinas &nbsp;</span></div>
					<div class="stl_01" style="top: 49.8675em; left:4.72em;"><span class="stl_22" style="word-spacing:0.31em;">presentes en cacao proveniente de Canoabo como potencial agente antienvejecimiento y &nbsp;</span></div>
					<div class="stl_01" style="top: 51.7075em; left:4.72em;"><span class="stl_22 stl_14" style="word-spacing:0em;">restaurador de la piel para la industria cosm<span class="stl_15">ética. &nbsp;</span></span></div>
					<div class="stl_01" style="top: 54.5583em; left:6.222em;"><span class="stl_30">1</span></div>
					<div class="stl_01" style="top: 54.5583em; left:6.622em;"><span class="stl_30 stl_12" style="word-spacing:0.58em;">. Materiales</span><span class="stl_30" style="word-spacing:0em;">&nbsp;y</span><span class="stl_30 stl_12" style="word-spacing:0.04em;">&nbsp;métodos &nbsp;</span></div>
					<div class="stl_01" style="top: 56.5483em; left:8.0798em;"><span class="stl_30 stl_12" style="word-spacing:1.47em;">.1. Materia</span><span class="stl_30 stl_12" style="word-spacing:0.04em;">&nbsp;vegetal &nbsp;</span></div>
					<div class="stl_01" style="top: 56.5483em; left:7.682em;"><span class="stl_30">1</span></div>
					<div class="stl_01" style="top: 62.344em; left:44.8883em;"><span class="stl_28">1</span></div>
					<div class="stl_01" style="top: 62.344em; left:45.3575em;"><span class="stl_28 stl_12">89 &nbsp;</span></div>
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				<img src="data:image/png;base64,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					<div class="stl_01" style="top: 2.9402em; left:16.3142em;"><span class="stl_17 stl_12" style="font-weight:bold; word-spacing:0.07em;">REVISTA DE</span><span class="stl_17 stl_12" style="font-weight:bold; word-spacing:0.01em;">&nbsp;LA</span><span class="stl_17 stl_12" style="font-weight:bold; word-spacing:0.09em;">&nbsp;UNIVERSIDAD</span><span class="stl_17 stl_12" style="font-weight:bold; word-spacing:0.04em;">&nbsp;DEL ZULIA</span><span class="stl_18" style="word-spacing:0em;">.</span><span class="stl_18 stl_12" style="word-spacing:0.22em;">&nbsp;</span><span class="stl_17" style="font-weight:bold; word-spacing:0.22em;">3ª</span><span class="stl_17 stl_12" style="font-weight:bold; word-spacing:0.04em;">&nbsp;época.</span><span class="stl_17 stl_12" style="font-weight:bold; word-spacing:0.03em;">&nbsp;Año</span><span class="stl_17 stl_12" style="font-weight:bold; word-spacing:0.02em;">&nbsp;14,</span><span class="stl_17 stl_12" style="font-weight:bold; word-spacing:0.01em;">&nbsp;N°</span><span class="stl_17 stl_12" style="font-weight:bold; word-spacing:0.03em;">&nbsp;40,</span><span class="stl_17 stl_12" style="font-weight:bold; word-spacing:0.04em;">&nbsp;2023 &nbsp;</span></div>
					<div class="stl_01" style="top: 4.0001em; left:6.182em;"><span class="stl_18 stl_12" style="word-spacing:0.08em;">Ruth Monroy</span><span class="stl_18 stl_12" style="word-spacing:0.02em;">&nbsp;et</span><span class="stl_18 stl_12" style="word-spacing:0.03em;">&nbsp;al.</span><span class="stl_18 stl_12" style="word-spacing:0.03em;">&nbsp;//</span><span class="stl_18 stl_14" style="word-spacing:0.02em;">&nbsp;Caracterizaci<span class="stl_12">ón</span></span><span class="stl_18 stl_12" style="word-spacing:0.07em;">&nbsp;y cuantificación</span><span class="stl_18 stl_14" style="word-spacing:-0.01em;">&nbsp;espectroscó<span class="stl_12">pi</span></span><a href="https://doi.org/10.46925/rdluz.40.10" target="_blank"><span class="stl_18" style="word-spacing:-0.01em;">ca</span></a><a href="https://doi.org/10.46925/rdluz.40.10" target="_blank"><span class="stl_18 stl_12" style="word-spacing:0.02em;">&nbsp;de</span></a><a href="https://doi.org/10.46925/rdluz.40.10" target="_blank"><span class="stl_18 stl_12" style="word-spacing:0.09em;">&nbsp;flavonoides</span></a><a href="https://doi.org/10.46925/rdluz.40.10" target="_blank"><span class="stl_18" style="word-spacing:0em;">&nbsp;y</span></a><a href="https://doi.org/10.46925/rdluz.40.10" target="_blank"><span class="stl_18 stl_12" style="word-spacing:0.03em;">&nbsp;</span></a><a href="https://doi.org/10.46925/rdluz.40.10" target="_blank"><span class="stl_19 stl_14" style="word-spacing:0.03em;">catequinas<span class="stl_12">…</span></span></a><a href="https://doi.org/10.46925/rdluz.40.10" target="_blank"><span class="stl_19 stl_12" style="word-spacing:0em;">&nbsp;</span></a><a href="https://doi.org/10.46925/rdluz.40.10" target="_blank"><span class="stl_18 stl_14" style="word-spacing:0em;">185-20<span class="stl_12">4 &nbsp;</span></span></a></div>
					<div class="stl_01" style="top: 5.0402em; left:29.8058em;"><span class="stl_17 stl_12" style="font-weight:bold; word-spacing:0.03em;">DOI: </span><a href="https://doi.org/10.46925/rdluz.40.10" target="_blank"><span class="stl_20 stl_14" style="font-weight:bold; word-spacing:0em;">https://doi.org/10.46925//rdluz<span class="stl_12">.40.10 &nbsp;</span></span></a></div>
					<div class="stl_01" style="top: 7.3166em; left:7.952em;"><span class="stl_22" style="word-spacing:0.14em;">Los granos de cacao (</span><span class="stl_36 stl_14" style="font-style:italic; word-spacing:0.13em;">Theobrom<span class="stl_15">a</span></span><span class="stl_36" style="font-style:italic; word-spacing:0.12em;">&nbsp;cacao)</span><span class="stl_36" style="word-spacing:0.19em;">&nbsp;</span><span class="stl_22" style="word-spacing:0.19em;">de</span><span class="stl_22" style="word-spacing:0.14em;">&nbsp;variedad criollo</span><span class="stl_22" style="word-spacing:0.16em;">&nbsp;utilizados</span><span class="stl_22" style="word-spacing:0.14em;">&nbsp;en este</span><span class="stl_22" style="word-spacing:0.14em;">&nbsp;estudio, &nbsp;</span></div>
					<div class="stl_01" style="top: 9.2209em; left:4.72em;"><span class="stl_22" style="word-spacing:0.01em;">fueron obtenidos</span><span class="stl_22" style="word-spacing:0.02em;">&nbsp;de</span><span class="stl_22" style="word-spacing:0em;">&nbsp;la</span><span class="stl_22" style="word-spacing:0.02em;">&nbsp;hacienda</span><span class="stl_22" style="word-spacing:0em;">&nbsp;cacaotera San</span><span class="stl_22" style="word-spacing:0.02em;">&nbsp;Cayetano,</span><span class="stl_22" style="word-spacing:0em;">&nbsp;ubicada</span><span class="stl_22" style="word-spacing:0em;">&nbsp;en</span><span class="stl_22" style="word-spacing:0.01em;">&nbsp;Canoabo,</span><span class="stl_22" style="word-spacing:0.03em;">&nbsp;al</span><span class="stl_22" style="word-spacing:0.01em;">&nbsp;occidente</span><span class="stl_22" style="word-spacing:0.01em;">&nbsp;del &nbsp;</span></div>
					<div class="stl_01" style="top: 11.0709em; left:4.72em;"><span class="stl_22" style="word-spacing:0.35em;">estado Carabobo-Venezuela. Los granos provenientes de las mazorcas maduras, fueron &nbsp;</span></div>
					<div class="stl_01" style="top: 12.9109em; left:4.72em;"><span class="stl_22" style="word-spacing:0.12em;">sometidos al</span><span class="stl_22" style="word-spacing:0.1em;">&nbsp;proceso</span><span class="stl_22" style="word-spacing:0.11em;">&nbsp;de</span><span class="stl_22" style="word-spacing:0.1em;">&nbsp;fermentación</span><span class="stl_22" style="word-spacing:0.1em;">&nbsp;durante 5</span><span class="stl_22" style="word-spacing:0.09em;">&nbsp;días,</span><span class="stl_22" style="word-spacing:0.1em;">&nbsp;en unos cajones (tipo escalonados)</span><span class="stl_22" style="word-spacing:0.09em;">&nbsp;de &nbsp;</span></div>
					<div class="stl_01" style="top: 14.7609em; left:4.72em;"><span class="stl_22" style="word-spacing:-0.02em;">madera dulce. Este proceso ocurre en el cuarto de fermentación. El proceso de secado, se realizó &nbsp;</span></div>
					<div class="stl_01" style="top: 16.6109em; left:4.72em;"><span class="stl_22" style="word-spacing:0.01em;">en el</span><span class="stl_22" style="word-spacing:0em;">&nbsp;patio</span><span class="stl_22" style="word-spacing:0.01em;">&nbsp;de</span><span class="stl_22" style="word-spacing:0.01em;">&nbsp;secado</span><span class="stl_22" style="word-spacing:0em;">&nbsp;en</span><span class="stl_22" style="word-spacing:0.02em;">&nbsp;piso</span><span class="stl_22" style="word-spacing:0.01em;">&nbsp;de</span><span class="stl_22" style="word-spacing:0.01em;">&nbsp;ladrillo</span><span class="stl_22" style="word-spacing:0.02em;">&nbsp;(método</span><span class="stl_22" style="word-spacing:0.01em;">&nbsp;tradicional de</span><span class="stl_22" style="word-spacing:0em;">&nbsp;las</span><span class="stl_22" style="word-spacing:0.02em;">&nbsp;haciendas</span><span class="stl_22" style="word-spacing:0.02em;">&nbsp;cacaoteras),</span><span class="stl_22" style="word-spacing:0.04em;">&nbsp;en</span><span class="stl_22" style="word-spacing:0.01em;">&nbsp;el &nbsp;</span></div>
					<div class="stl_01" style="top: 18.4509em; left:4.72em;"><span class="stl_22 stl_14" style="word-spacing:0em;">cual los granos fueron sometidos al sol (en verano) durante 10 días, de los cuales los prime<span class="stl_15">ros 5 &nbsp;</span></span></div>
					<div class="stl_01" style="top: 20.3034em; left:4.72em;"><span class="stl_22" style="word-spacing:0.17em;">días se realizó movimientos al cacao cada 20 minutos y a partir del quinto día se dejaron &nbsp;</span></div>
					<div class="stl_01" style="top: 22.1434em; left:4.72em;"><span class="stl_22" style="word-spacing:0.01em;">directamente al sol sin aplicar movimientos. &nbsp;</span></div>
					<div class="stl_01" style="top: 23.9934em; left:7.722em;"><span class="stl_22" style="word-spacing:0.01em;">En el</span><span class="stl_22" style="word-spacing:0.03em;">&nbsp;laboratorio,</span><span class="stl_22" style="word-spacing:0.01em;">&nbsp;los</span><span class="stl_22" style="word-spacing:0.02em;">&nbsp;granos</span><span class="stl_22" style="word-spacing:0.01em;">&nbsp;secos</span><span class="stl_22" style="word-spacing:0.03em;">&nbsp;y fermentados</span><span class="stl_22" style="word-spacing:0.01em;">&nbsp;fueron</span><span class="stl_22" style="word-spacing:0.03em;">&nbsp;molidos</span><span class="stl_22" style="word-spacing:0.01em;">&nbsp;en</span><span class="stl_22" style="word-spacing:0.03em;">&nbsp;un</span><span class="stl_22" style="word-spacing:0.01em;">&nbsp;mini</span><span class="stl_22" style="word-spacing:0.03em;">&nbsp;procesador &nbsp;</span></div>
					<div class="stl_01" style="top: 25.8334em; left:4.72em;"><span class="stl_22" style="word-spacing:0.29em;">de alimentos (Black&amp;Decker eléctrico con función de pulso, modelo HC306b, USA) Se &nbsp;</span></div>
					<div class="stl_01" style="top: 27.6834em; left:4.72em;"><span class="stl_22" style="word-spacing:0.34em;">analizaron muestras de cacao fraccionado y cacao molido.</span><span class="stl_22" style="word-spacing:0.38em;">&nbsp;Una</span><span class="stl_22" style="word-spacing:0.34em;">&nbsp;porción de granos</span><span class="stl_22" style="word-spacing:0.34em;">&nbsp;fue &nbsp;</span></div>
					<div class="stl_01" style="top: 29.5334em; left:4.72em;"><span class="stl_22" style="word-spacing:0.01em;">fraccionada en el mismo procesador de alimentos, pero empleando la función de pulso sólo por &nbsp;</span></div>
					<div class="stl_01" style="top: 31.3734em; left:4.72em;"><span class="stl_22">5</span></div>
					<div class="stl_01" style="top: 31.3734em; left:5.4695em;"><span class="stl_22 stl_14" style="word-spacing:0em;">segundos, para evitar la molienda completa de los gr<span class="stl_15">anos. &nbsp;</span></span></div>
					<div class="stl_01" style="top: 34.305em; left:7.682em;"><span class="stl_22">1</span></div>
					<div class="stl_01" style="top: 34.2258em; left:8.0492em;"><span class="stl_22" style="word-spacing:-0.02em;">.2. </span><span class="stl_30 stl_12" style="word-spacing:0.04em;">Microscopía electrónica de barrido (SEM) &nbsp;</span></div>
					<div class="stl_01" style="top: 36.205em; left:7.672em;"><span class="stl_22" style="word-spacing:0.1em;">La morfología de la superficie de</span><span class="stl_22" style="word-spacing:0.11em;">&nbsp;5</span><span class="stl_22" style="word-spacing:0.1em;">&nbsp;gramos de granos de cacao</span><span class="stl_22" style="word-spacing:0.11em;">&nbsp;partidos y 5</span><span class="stl_22" style="word-spacing:0.1em;">&nbsp;granos</span><span class="stl_22" style="word-spacing:0.1em;">&nbsp;de &nbsp;</span></div>
					<div class="stl_01" style="top: 38.055em; left:4.72em;"><span class="stl_22" style="word-spacing:0.07em;">cacao molido se</span><span class="stl_22" style="word-spacing:0.07em;">&nbsp;analizó con un microscopio electrónico</span><span class="stl_22" style="word-spacing:0.06em;">&nbsp;de barrido</span><span class="stl_22" style="word-spacing:0.08em;">&nbsp;Hitachi,</span><span class="stl_22" style="word-spacing:0.07em;">&nbsp;modelo</span><span class="stl_22" style="word-spacing:0.07em;">&nbsp;TM4000 &nbsp;</span></div>
					<div class="stl_01" style="top: 39.895em; left:4.72em;"><span class="stl_22" style="word-spacing:0.03em;">Plus II</span><span class="stl_22" style="word-spacing:0.04em;">&nbsp;(USA). Las</span><span class="stl_22" style="word-spacing:0.03em;">&nbsp;muestras</span><span class="stl_22" style="word-spacing:0.04em;">&nbsp;de</span><span class="stl_22" style="word-spacing:0.03em;">&nbsp;cacao</span><span class="stl_22" style="word-spacing:0.04em;">&nbsp;se fijaron</span><span class="stl_22" style="word-spacing:0.03em;">&nbsp;en el</span><span class="stl_22" style="word-spacing:0.03em;">&nbsp;porta</span><span class="stl_22" style="word-spacing:0.05em;">&nbsp;muestras</span><span class="stl_22" style="word-spacing:0.04em;">&nbsp;con</span><span class="stl_22" style="word-spacing:0.03em;">&nbsp;pintura</span><span class="stl_22" style="word-spacing:0.03em;">&nbsp;de</span><span class="stl_22" style="word-spacing:0.04em;">&nbsp;grafito.</span><span class="stl_22" style="word-spacing:0.06em;">&nbsp;Se &nbsp;</span></div>
					<div class="stl_01" style="top: 41.745em; left:4.72em;"><span class="stl_22 stl_14" style="word-spacing:-0.01em;">introdujeron en el analizador y se capturaron micrografías electrónicas de cada muestra <span class="stl_15">con un &nbsp;</span></span></div>
					<div class="stl_01" style="top: 43.595em; left:4.72em;"><span class="stl_22 stl_14" style="word-spacing:0em;">aumento de 500 y 100<span class="stl_15">0x. &nbsp;</span></span></div>
					<div class="stl_01" style="top: 46.4358em; left:7.682em;"><span class="stl_30">1</span></div>
					<div class="stl_01" style="top: 46.4358em; left:8.0798em;"><span class="stl_30" style="word-spacing:-0.03em;">.3.Extracción de compuestos fenólicos del grano de cacao &nbsp;</span></div>
					<div class="stl_01" style="top: 48.4275em; left:7.672em;"><span class="stl_22" style="word-spacing:0.02em;">La extracción sólido-líquido</span><span class="stl_22" style="word-spacing:0em;">&nbsp;se</span><span class="stl_22" style="word-spacing:0.02em;">&nbsp;realizó</span><span class="stl_22" style="word-spacing:0.01em;">&nbsp;empleando un</span><span class="stl_22" style="word-spacing:0.01em;">&nbsp;equipo</span><span class="stl_22" style="word-spacing:0.03em;">&nbsp;Soxhlet</span><span class="stl_22" style="word-spacing:0.02em;">&nbsp;durante</span><span class="stl_22" style="word-spacing:0.01em;">&nbsp;5</span><span class="stl_22" style="word-spacing:0em;">&nbsp;h,</span><span class="stl_22" style="word-spacing:0.01em;">&nbsp;siendo &nbsp;</span></div>
					<div class="stl_01" style="top: 50.2675em; left:4.72em;"><span class="stl_22 stl_14" style="word-spacing:-0.01em;">el solvente Metanol (Metanol grado HPLC, Merck), siguiendo el procedimiento de Arlo<span class="stl_15">rio et al. &nbsp;</span></span></div>
					<div class="stl_01" style="top: 52.1175em; left:4.72em;"><span class="stl_22">(</span></div>
					<div class="stl_01" style="top: 52.1175em; left:5.142em;"><span class="stl_22" style="word-spacing:0.11em;">2009). Posteriormente se</span><span class="stl_22" style="word-spacing:0.11em;">&nbsp;filtró y</span><span class="stl_22" style="word-spacing:0.12em;">&nbsp;eliminó</span><span class="stl_22" style="word-spacing:0.13em;">&nbsp;el</span><span class="stl_22" style="word-spacing:0.11em;">&nbsp;solvente empleando un</span><span class="stl_22" style="word-spacing:0.13em;">&nbsp;rotaevaporador</span><span class="stl_22" style="word-spacing:0.12em;">&nbsp;(Yamato &nbsp;</span></div>
					<div class="stl_01" style="top: 53.9675em; left:4.72em;"><span class="stl_22" style="word-spacing:0.09em;">Re200 Rotary Evaporator, USA)</span><span class="stl_22" style="word-spacing:0.09em;">&nbsp;para</span><span class="stl_22" style="word-spacing:0.08em;">&nbsp;obtener así el</span><span class="stl_22" style="word-spacing:0.09em;">&nbsp;extracto concentrado,</span><span class="stl_22" style="word-spacing:0.07em;">&nbsp;de color vino</span><span class="stl_22" style="word-spacing:0.08em;">&nbsp;tinto &nbsp;</span></div>
					<div class="stl_01" style="top: 55.8075em; left:4.72em;"><span class="stl_22" style="word-spacing:0.16em;">oscuro. El extracto</span><span class="stl_22" style="word-spacing:0.14em;">&nbsp;se centrifugó</span><span class="stl_22" style="word-spacing:0.16em;">&nbsp;durante</span><span class="stl_22" style="word-spacing:0.13em;">&nbsp;15</span><span class="stl_22" style="word-spacing:0.16em;">&nbsp;minutos</span><span class="stl_22" style="word-spacing:0.14em;">&nbsp;a 3000 rpm</span><span class="stl_22" style="word-spacing:0.18em;">&nbsp;(Centrífuga</span><span class="stl_22" style="word-spacing:0.15em;">&nbsp;digital</span><span class="stl_22" style="word-spacing:0.15em;">&nbsp;TD4C, &nbsp;</span></div>
					<div class="stl_01" style="top: 57.6572em; left:4.72em;"><span class="stl_22" style="word-spacing:0.03em;">USA), con</span><span class="stl_22" style="word-spacing:0.03em;">&nbsp;la</span><span class="stl_22" style="word-spacing:0.04em;">&nbsp;finalidad de</span><span class="stl_22" style="word-spacing:0.03em;">&nbsp;eliminar los</span><span class="stl_22" style="word-spacing:0.03em;">&nbsp;sólidos</span><span class="stl_22" style="word-spacing:0.05em;">&nbsp;remanentes,</span><span class="stl_22" style="word-spacing:0.06em;">&nbsp;y</span><span class="stl_22" style="word-spacing:0.03em;">&nbsp;el</span><span class="stl_22" style="word-spacing:0.03em;">&nbsp;sobrenadante fue</span><span class="stl_22" style="word-spacing:0.04em;">&nbsp;rotaevaporado &nbsp;</span></div>
					<div class="stl_01" style="top: 59.4972em; left:4.72em;"><span class="stl_22" style="word-spacing:0.11em;">hasta sequedad, pesado (balanza Adventurer de</span><span class="stl_22" style="word-spacing:0.1em;">&nbsp;Ohaus AR1140, USA) y nuevamente</span><span class="stl_22" style="word-spacing:0.1em;">&nbsp;disuelto &nbsp;</span></div>
					<div class="stl_01" style="top: 62.344em; left:44.8883em;"><span class="stl_28">1</span></div>
					<div class="stl_01" style="top: 62.344em; left:45.3575em;"><span class="stl_28 stl_12">90 &nbsp;</span></div>
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			<div class="stl_view">
				<div class="stl_05 stl_06">
					<div class="stl_01" style="top: 2.9402em; left:16.3142em;"><span class="stl_17 stl_12" style="font-weight:bold; word-spacing:0.07em;">REVISTA DE</span><span class="stl_17 stl_12" style="font-weight:bold; word-spacing:0.01em;">&nbsp;LA</span><span class="stl_17 stl_12" style="font-weight:bold; word-spacing:0.09em;">&nbsp;UNIVERSIDAD</span><span class="stl_17 stl_12" style="font-weight:bold; word-spacing:0.04em;">&nbsp;DEL ZULIA</span><span class="stl_18" style="word-spacing:0em;">.</span><span class="stl_18 stl_12" style="word-spacing:0.22em;">&nbsp;</span><span class="stl_17" style="font-weight:bold; word-spacing:0.22em;">3ª</span><span class="stl_17 stl_12" style="font-weight:bold; word-spacing:0.04em;">&nbsp;época.</span><span class="stl_17 stl_12" style="font-weight:bold; word-spacing:0.03em;">&nbsp;Año</span><span class="stl_17 stl_12" style="font-weight:bold; word-spacing:0.02em;">&nbsp;14,</span><span class="stl_17 stl_12" style="font-weight:bold; word-spacing:0.01em;">&nbsp;N°</span><span class="stl_17 stl_12" style="font-weight:bold; word-spacing:0.03em;">&nbsp;40,</span><span class="stl_17 stl_12" style="font-weight:bold; word-spacing:0.04em;">&nbsp;2023 &nbsp;</span></div>
					<div class="stl_01" style="top: 4.0001em; left:6.182em;"><span class="stl_18 stl_12" style="word-spacing:0.08em;">Ruth Monroy</span><span class="stl_18 stl_12" style="word-spacing:0.02em;">&nbsp;et</span><span class="stl_18 stl_12" style="word-spacing:0.03em;">&nbsp;al.</span><span class="stl_18 stl_12" style="word-spacing:0.03em;">&nbsp;//</span><span class="stl_18 stl_14" style="word-spacing:0.02em;">&nbsp;Caracterizaci<span class="stl_12">ón</span></span><span class="stl_18 stl_12" style="word-spacing:0.07em;">&nbsp;y cuantificación</span><span class="stl_18 stl_14" style="word-spacing:-0.01em;">&nbsp;espectroscó<span class="stl_12">pi</span></span><a href="https://doi.org/10.46925/rdluz.40.10" target="_blank"><span class="stl_18" style="word-spacing:-0.01em;">ca</span></a><a href="https://doi.org/10.46925/rdluz.40.10" target="_blank"><span class="stl_18 stl_12" style="word-spacing:0.02em;">&nbsp;de</span></a><a href="https://doi.org/10.46925/rdluz.40.10" target="_blank"><span class="stl_18 stl_12" style="word-spacing:0.09em;">&nbsp;flavonoides</span></a><a href="https://doi.org/10.46925/rdluz.40.10" target="_blank"><span class="stl_18" style="word-spacing:0em;">&nbsp;y</span></a><a href="https://doi.org/10.46925/rdluz.40.10" target="_blank"><span class="stl_18 stl_12" style="word-spacing:0.03em;">&nbsp;</span></a><a href="https://doi.org/10.46925/rdluz.40.10" target="_blank"><span class="stl_19 stl_14" style="word-spacing:0.03em;">catequinas<span class="stl_12">…</span></span></a><a href="https://doi.org/10.46925/rdluz.40.10" target="_blank"><span class="stl_19 stl_12" style="word-spacing:0em;">&nbsp;</span></a><a href="https://doi.org/10.46925/rdluz.40.10" target="_blank"><span class="stl_18 stl_14" style="word-spacing:0em;">185-20<span class="stl_12">4 &nbsp;</span></span></a></div>
					<div class="stl_01" style="top: 5.0402em; left:29.8058em;"><span class="stl_17 stl_12" style="font-weight:bold; word-spacing:0.03em;">DOI: </span><a href="https://doi.org/10.46925/rdluz.40.10" target="_blank"><span class="stl_20 stl_14" style="font-weight:bold; word-spacing:0em;">https://doi.org/10.46925//rdluz<span class="stl_12">.40.10 &nbsp;</span></span></a></div>
					<div class="stl_01" style="top: 7.2209em; left:4.72em;"><span class="stl_22" style="word-spacing:0.27em;">con metanol hasta obtener 10 mL de un extracto concentrado. Luego fue conservado en &nbsp;</span></div>
					<div class="stl_01" style="top: 9.0609em; left:4.72em;"><span class="stl_22 stl_14" style="word-spacing:0em;">refrigeración a hasta su caracterizació<span class="stl_15">n. &nbsp;</span></span></div>
					<div class="stl_01" style="top: 11.9116em; left:7.682em;"><span class="stl_30">1</span></div>
					<div class="stl_01" style="top: 11.9116em; left:8.0798em;"><span class="stl_30 stl_12" style="word-spacing:1.11em;">.4. Caracterización</span><span class="stl_30 stl_12" style="word-spacing:0.02em;">&nbsp;del</span><span class="stl_30 stl_12" style="word-spacing:0.04em;">&nbsp;extracto</span><span class="stl_30 stl_12" style="word-spacing:0.05em;">&nbsp;alcohólico</span><span class="stl_30 stl_12" style="word-spacing:0.02em;">&nbsp;del</span><span class="stl_30 stl_12" style="word-spacing:0.02em;">&nbsp;cacao</span><span class="stl_30 stl_12" style="word-spacing:0.01em;">&nbsp;por</span><span class="stl_30 stl_12" style="word-spacing:0.06em;">&nbsp;Infrarrojo &nbsp;</span></div>
					<div class="stl_01" style="top: 13.9009em; left:7.672em;"><span class="stl_22" style="word-spacing:0.29em;">El espectro se realizó en el extracto metanólico, empleando un espectrofotómetro &nbsp;</span></div>
					<div class="stl_01" style="top: 15.7409em; left:4.72em;"><span class="stl_22 stl_14" style="word-spacing:0em;">Infrarrojo de Transformada de Fourier FTIR, modelo: Frontier Perkin Elm<span class="stl_15">er (USA). &nbsp;</span></span></div>
					<div class="stl_01" style="top: 18.5916em; left:7.682em;"><span class="stl_30">1</span></div>
					<div class="stl_01" style="top: 18.5916em; left:8.0798em;"><span class="stl_30 stl_12" style="word-spacing:0.05em;">.5.Determinación del contenido de polifenoles totales en el extracto alcohólico &nbsp;</span></div>
					<div class="stl_01" style="top: 20.5734em; left:7.672em;"><span class="stl_22" style="word-spacing:0.03em;">Para el</span><span class="stl_22" style="word-spacing:0.03em;">&nbsp;análisis</span><span class="stl_22" style="word-spacing:0.02em;">&nbsp;se</span><span class="stl_22" style="word-spacing:0.02em;">&nbsp;empleó el</span><span class="stl_22" style="word-spacing:0.02em;">&nbsp;método</span><span class="stl_22" style="word-spacing:0.03em;">&nbsp;descrito</span><span class="stl_22" style="word-spacing:0.05em;">&nbsp;por</span><span class="stl_22" style="word-spacing:0.02em;">&nbsp;Scotti</span><span class="stl_22" style="word-spacing:0.02em;">&nbsp;et</span><span class="stl_22" style="word-spacing:0.02em;">&nbsp;al.</span><span class="stl_22" style="word-spacing:0.03em;">&nbsp;(2020),</span><span class="stl_22" style="word-spacing:0.03em;">&nbsp;en</span><span class="stl_22" style="word-spacing:0.02em;">&nbsp;el</span><span class="stl_22" style="word-spacing:0.02em;">&nbsp;cual,</span><span class="stl_22" style="word-spacing:0.01em;">&nbsp;a</span><span class="stl_22" style="word-spacing:0.03em;">&nbsp;</span><span class="stl_32" style="word-spacing:0.03em;">500</span><span class="stl_32" style="word-spacing:0.02em;">&nbsp;μL &nbsp;</span></div>
					<div class="stl_01" style="top: 22.4234em; left:4.72em;"><span class="stl_22">de</span><span class="stl_22" style="word-spacing:0.05em;">&nbsp;</span><span class="stl_32" style="word-spacing:0.06em;">extracto se le adicionó 125 μL del</span><span class="stl_32" style="word-spacing:0.07em;">&nbsp;reactivo de</span><span class="stl_32" style="word-spacing:0.06em;">&nbsp;Folin</span><span class="stl_22 stl_14" style="word-spacing:0.05em;">-Ciocalte<span class="stl_15">u</span></span><span class="stl_22" style="word-spacing:0.07em;">&nbsp;(Sigma</span><span class="stl_22" style="word-spacing:0.07em;">&nbsp;Aldrich)</span><span class="stl_22" style="word-spacing:0.07em;">&nbsp;se</span><span class="stl_22" style="word-spacing:0.06em;">&nbsp;agitó</span><span class="stl_22" style="word-spacing:0.06em;">&nbsp;y</span><span class="stl_22" style="word-spacing:0.06em;">&nbsp;se &nbsp;</span></div>
					<div class="stl_01" style="top: 24.2734em; left:4.72em;"><span class="stl_32" style="word-spacing:-0.01em;">dejó en</span><span class="stl_32" style="word-spacing:-0.01em;">&nbsp;reposo</span><span class="stl_32" style="word-spacing:-0.01em;">&nbsp;por</span><span class="stl_32" style="word-spacing:-0.02em;">&nbsp;8</span><span class="stl_32 stl_14" style="word-spacing:-0.02em;">&nbsp;minutos<span class="stl_15">.</span></span><span class="stl_32" style="word-spacing:-0.01em;">&nbsp;Se</span><span class="stl_32" style="word-spacing:-0.01em;">&nbsp;adicionaron</span><span class="stl_32" style="word-spacing:-0.02em;">&nbsp;400</span><span class="stl_32" style="word-spacing:-0.02em;">&nbsp;μL</span><span class="stl_32" style="word-spacing:0em;">&nbsp;</span><span class="stl_22" style="word-spacing:0em;">de</span><span class="stl_22 stl_14" style="word-spacing:-0.02em;">&nbsp;carbonat<span class="stl_15">o</span></span><span class="stl_22" style="word-spacing:-0.02em;">&nbsp;de</span><span class="stl_22" style="word-spacing:-0.01em;">&nbsp;sodio</span><span class="stl_22" style="word-spacing:-0.01em;">&nbsp;al</span><span class="stl_22" style="word-spacing:-0.02em;">&nbsp;7%</span><span class="stl_22" style="word-spacing:-0.02em;">&nbsp;(p/v)</span><span class="stl_22" style="word-spacing:-0.01em;">&nbsp;(Na</span><span class="stl_22" style="word-spacing:0.11em;">&nbsp;CO</span><sub><span class="stl_31" style="word-spacing:0.17em;">3 &nbsp;</span></sub></div>
					<div class="stl_01" style="top: 24.7291em; left:44.0683em;"><span class="stl_31">2</span></div>
					<div class="stl_01" style="top: 26.1134em; left:4.72em;"><span class="stl_22">Sigma</span><span class="stl_22" style="word-spacing:0.07em;">&nbsp;</span><span class="stl_32 stl_14" style="word-spacing:0.07em;">Aldric<span class="stl_15">h</span></span><span class="stl_32" style="word-spacing:0.07em;">&nbsp;≥</span><span class="stl_22 stl_14" style="word-spacing:0.06em;">99.5%,<span class="stl_15">)</span></span><span class="stl_22" style="word-spacing:0.06em;">&nbsp;</span><span class="stl_32" style="word-spacing:0.07em;">y se completó con agua destilada hasta 2.000</span><span class="stl_32" style="word-spacing:0.07em;">&nbsp;μL. Luego de</span><span class="stl_32" style="word-spacing:0.07em;">&nbsp;60</span><span class="stl_32" style="word-spacing:0.06em;">&nbsp;min</span><span class="stl_32" style="word-spacing:0.06em;">&nbsp;de &nbsp;</span></div>
					<div class="stl_01" style="top: 27.9634em; left:4.72em;"><span class="stl_22" style="word-spacing:0.24em;">reposo se leyó la absorbancia a 760 nm.</span><span class="stl_22" style="word-spacing:0.27em;">&nbsp;Las</span><span class="stl_22" style="word-spacing:0.25em;">&nbsp;lecturas de absorbancias se midieron en</span><span class="stl_22" style="word-spacing:0.24em;">&nbsp;un &nbsp;</span></div>
					<div class="stl_01" style="top: 29.8034em; left:4.72em;"><span class="stl_22" style="word-spacing:0.08em;">espectrofotómetro UV/VIS Génesis 20</span><span class="stl_22" style="word-spacing:0.09em;">&nbsp;(Thermo</span><span class="stl_22" style="word-spacing:0.08em;">&nbsp;Scintific, Waltham, Massachusetts, USA).</span><span class="stl_22" style="word-spacing:0.07em;">&nbsp;Se &nbsp;</span></div>
					<div class="stl_01" style="top: 31.6534em; left:4.72em;"><span class="stl_22" style="word-spacing:0.01em;">preparó una curva de calibración con un estándar de ácido gálico (AG) a concentraciones de 50 &nbsp;</span></div>
					<div class="stl_01" style="top: 33.495em; left:4.72em;"><span class="stl_22">1</span></div>
					<div class="stl_01" style="top: 33.495em; left:5.0872em;"><span class="stl_22" style="word-spacing:0em;">00, 200, 300, 400, 500 y 1000 ppm. &nbsp;</span></div>
					<div class="stl_01" style="top: 36.3458em; left:7.682em;"><span class="stl_30">1</span></div>
					<div class="stl_01" style="top: 36.3458em; left:8.0798em;"><span class="stl_30 stl_12" style="word-spacing:0.05em;">.6.Determinación de flavonoides en el extracto alcohólico &nbsp;</span></div>
					<div class="stl_01" style="top: 38.335em; left:7.672em;"><span class="stl_22" style="word-spacing:0.1em;">Una muestra de 500 µL del</span><span class="stl_22" style="word-spacing:0.1em;">&nbsp;extracto alcohólico,</span><span class="stl_22" style="word-spacing:0.1em;">&nbsp;fue</span><span class="stl_22" style="word-spacing:0.1em;">&nbsp;mezclada</span><span class="stl_22" style="word-spacing:0.1em;">&nbsp;con 150</span><span class="stl_22" style="word-spacing:0.09em;">&nbsp;µL de nitrito</span><span class="stl_22" style="word-spacing:0.09em;">&nbsp;de &nbsp;</span></div>
					<div class="stl_01" style="top: 40.175em; left:4.72em;"><span class="stl_22" style="word-spacing:0.02em;">sodio al</span><span class="stl_22" style="word-spacing:0.01em;">&nbsp;5</span><span class="stl_22" style="word-spacing:0em;">&nbsp;%</span><span class="stl_22" style="word-spacing:0.02em;">&nbsp;(p/v)</span><span class="stl_22" style="word-spacing:0.03em;">&nbsp;(NaNO</span><span class="stl_22" style="word-spacing:0.11em;">&nbsp;),</span><span class="stl_22" style="word-spacing:0em;">&nbsp;150</span><span class="stl_22" style="word-spacing:0.02em;">&nbsp;µL</span><span class="stl_22" style="word-spacing:0.01em;">&nbsp;de</span><span class="stl_22" style="word-spacing:0.02em;">&nbsp;cloruro</span><span class="stl_22" style="word-spacing:0em;">&nbsp;de</span><span class="stl_22" style="word-spacing:0.02em;">&nbsp;aluminio</span><span class="stl_22" style="word-spacing:0.03em;">&nbsp;al</span><span class="stl_22" style="word-spacing:0em;">&nbsp;10</span><span class="stl_22" style="word-spacing:0.01em;">&nbsp;%</span><span class="stl_22" style="word-spacing:0.02em;">&nbsp;(p/v)</span><span class="stl_22" style="word-spacing:0.03em;">&nbsp;(Merk,</span><span class="stl_22" style="word-spacing:0.01em;">&nbsp;AlCl</span><span class="stl_22" style="word-spacing:0.09em;">&nbsp;),</span><span class="stl_22" style="word-spacing:0.01em;">&nbsp;1000</span><span class="stl_22" style="word-spacing:0em;">&nbsp;µL &nbsp;</span></div>
					<div class="stl_01" style="top: 40.6308em; left:15.9942em;"><span class="stl_31">2</span></div>
					<div class="stl_01" style="top: 40.6308em; left:41.6183em;"><span class="stl_31">3</span></div>
					<div class="stl_01" style="top: 42.025em; left:4.72em;"><span class="stl_22" style="word-spacing:0.06em;">de hidróxido</span><span class="stl_22" style="word-spacing:0.06em;">&nbsp;de</span><span class="stl_22" style="word-spacing:0.05em;">&nbsp;sodio</span><span class="stl_22" style="word-spacing:0.08em;">&nbsp;1M</span><span class="stl_22" style="word-spacing:0.06em;">&nbsp;(NaOH Merck) y se</span><span class="stl_22" style="word-spacing:0.06em;">&nbsp;completó con</span><span class="stl_22" style="word-spacing:0.06em;">&nbsp;agua</span><span class="stl_22" style="word-spacing:0.08em;">&nbsp;destilada</span><span class="stl_22" style="word-spacing:0.06em;">&nbsp;hasta</span><span class="stl_22" style="word-spacing:0.06em;">&nbsp;un</span><span class="stl_22" style="word-spacing:0.06em;">&nbsp;volumen &nbsp;</span></div>
					<div class="stl_01" style="top: 43.865em; left:4.72em;"><span class="stl_22" style="word-spacing:0.05em;">final de 10</span><span class="stl_22" style="word-spacing:0.06em;">&nbsp;mL. Se prepararon</span><span class="stl_22" style="word-spacing:0.06em;">&nbsp;cinco patrones</span><span class="stl_22" style="word-spacing:0.06em;">&nbsp;de</span><span class="stl_22" style="word-spacing:0.09em;">&nbsp;concentración</span><span class="stl_22" style="word-spacing:0.06em;">&nbsp;2,5</span><span class="stl_22" style="word-spacing:0.05em;">&nbsp;a</span><span class="stl_22" style="word-spacing:0.07em;">&nbsp;20</span><span class="stl_22" style="word-spacing:0.05em;">&nbsp;µg/mL, a</span><span class="stl_22" style="word-spacing:0.07em;">&nbsp;partir</span><span class="stl_22" style="word-spacing:0.05em;">&nbsp;de</span><span class="stl_22" style="word-spacing:0.07em;">&nbsp;una &nbsp;</span></div>
					<div class="stl_01" style="top: 45.715em; left:4.72em;"><span class="stl_22" style="word-spacing:0.02em;">solución patrón madre de (-)-epicatequina (EC) (</span><span class="stl_32" style="word-spacing:0.02em;">Sigma Aldrich, ≥98%</span><span class="stl_22" style="word-spacing:0.02em;">). La absorbancia se leyó &nbsp;</span></div>
					<div class="stl_01" style="top: 47.5575em; left:4.72em;"><span class="stl_22 stl_14" style="word-spacing:0em;">a 510 nm, de acuerdo al método descrito por Scotti et al<span class="stl_15">. (2020). &nbsp;</span></span></div>
					<div class="stl_01" style="top: 50.3983em; left:7.672em;"><span class="stl_30">1</span></div>
					<div class="stl_01" style="top: 50.3983em; left:8.0698em;"><span class="stl_30 stl_12" style="word-spacing:0.05em;">.7.Caracterización cualitativa del extracto alcohólico por Espectrofotometría UV- &nbsp;</span></div>
					<div class="stl_01" style="top: 51.9183em; left:9.1617em;"><span class="stl_30 stl_14">visibl<span class="stl_12">e &nbsp;</span></span></div>
					<div class="stl_01" style="top: 53.9575em; left:7.672em;"><span class="stl_22" style="word-spacing:0.07em;">Para obtener el perfil</span><span class="stl_22" style="word-spacing:0.08em;">&nbsp;UV</span><span class="stl_22" style="word-spacing:0.08em;">&nbsp;Vis de los flavonoides presentes en la muestra, se</span><span class="stl_22" style="word-spacing:0.11em;">&nbsp;realizó</span><span class="stl_22" style="word-spacing:0.07em;">&nbsp;una &nbsp;</span></div>
					<div class="stl_01" style="top: 55.7975em; left:4.72em;"><span class="stl_22" style="word-spacing:0.47em;">dilución 1/50 del extracto, para su lectura en el Spectronic Helios Gamma UV-Vis &nbsp;</span></div>
					<div class="stl_01" style="top: 57.6472em; left:4.72em;"><span class="stl_22" style="word-spacing:0.16em;">Spectrophotometer (USA), desde 190 a 1.100 nm de longitud de onda, usando como blanco &nbsp;</span></div>
					<div class="stl_01" style="top: 59.4872em; left:4.72em;"><span class="stl_22">metanol. &nbsp;</span></div>
					<div class="stl_01" style="top: 62.344em; left:44.8883em;"><span class="stl_28">1</span></div>
					<div class="stl_01" style="top: 62.344em; left:45.3575em;"><span class="stl_28 stl_12">91 &nbsp;</span></div>
				</div>
			</div>
		</div>
		<div class="stl_02">
			<div class="stl_03">
				<img src="data:image/png;base64,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					<div class="stl_01" style="top: 2.9402em; left:16.3142em;"><span class="stl_17 stl_12" style="font-weight:bold; word-spacing:0.07em;">REVISTA DE</span><span class="stl_17 stl_12" style="font-weight:bold; word-spacing:0.01em;">&nbsp;LA</span><span class="stl_17 stl_12" style="font-weight:bold; word-spacing:0.09em;">&nbsp;UNIVERSIDAD</span><span class="stl_17 stl_12" style="font-weight:bold; word-spacing:0.04em;">&nbsp;DEL ZULIA</span><span class="stl_18" style="word-spacing:0em;">.</span><span class="stl_18 stl_12" style="word-spacing:0.22em;">&nbsp;</span><span class="stl_17" style="font-weight:bold; word-spacing:0.22em;">3ª</span><span class="stl_17 stl_12" style="font-weight:bold; word-spacing:0.04em;">&nbsp;época.</span><span class="stl_17 stl_12" style="font-weight:bold; word-spacing:0.03em;">&nbsp;Año</span><span class="stl_17 stl_12" style="font-weight:bold; word-spacing:0.02em;">&nbsp;14,</span><span class="stl_17 stl_12" style="font-weight:bold; word-spacing:0.01em;">&nbsp;N°</span><span class="stl_17 stl_12" style="font-weight:bold; word-spacing:0.03em;">&nbsp;40,</span><span class="stl_17 stl_12" style="font-weight:bold; word-spacing:0.04em;">&nbsp;2023 &nbsp;</span></div>
					<div class="stl_01" style="top: 4.0001em; left:6.182em;"><span class="stl_18 stl_12" style="word-spacing:0.08em;">Ruth Monroy</span><span class="stl_18 stl_12" style="word-spacing:0.02em;">&nbsp;et</span><span class="stl_18 stl_12" style="word-spacing:0.03em;">&nbsp;al.</span><span class="stl_18 stl_12" style="word-spacing:0.03em;">&nbsp;//</span><span class="stl_18 stl_14" style="word-spacing:0.02em;">&nbsp;Caracterizaci<span class="stl_12">ón</span></span><span class="stl_18 stl_12" style="word-spacing:0.07em;">&nbsp;y cuantificación</span><span class="stl_18 stl_14" style="word-spacing:-0.01em;">&nbsp;espectroscó<span class="stl_12">pi</span></span><a href="https://doi.org/10.46925/rdluz.40.10" target="_blank"><span class="stl_18" style="word-spacing:-0.01em;">ca</span></a><a href="https://doi.org/10.46925/rdluz.40.10" target="_blank"><span class="stl_18 stl_12" style="word-spacing:0.02em;">&nbsp;de</span></a><a href="https://doi.org/10.46925/rdluz.40.10" target="_blank"><span class="stl_18 stl_12" style="word-spacing:0.09em;">&nbsp;flavonoides</span></a><a href="https://doi.org/10.46925/rdluz.40.10" target="_blank"><span class="stl_18" style="word-spacing:0em;">&nbsp;y</span></a><a href="https://doi.org/10.46925/rdluz.40.10" target="_blank"><span class="stl_18 stl_12" style="word-spacing:0.03em;">&nbsp;</span></a><a href="https://doi.org/10.46925/rdluz.40.10" target="_blank"><span class="stl_19 stl_14" style="word-spacing:0.03em;">catequinas<span class="stl_12">…</span></span></a><a href="https://doi.org/10.46925/rdluz.40.10" target="_blank"><span class="stl_19 stl_12" style="word-spacing:0em;">&nbsp;</span></a><a href="https://doi.org/10.46925/rdluz.40.10" target="_blank"><span class="stl_18 stl_14" style="word-spacing:0em;">185-20<span class="stl_12">4 &nbsp;</span></span></a></div>
					<div class="stl_01" style="top: 5.0402em; left:29.8058em;"><span class="stl_17 stl_12" style="font-weight:bold; word-spacing:0.03em;">DOI: </span><a href="https://doi.org/10.46925/rdluz.40.10" target="_blank"><span class="stl_20 stl_14" style="font-weight:bold; word-spacing:0em;">https://doi.org/10.46925//rdluz<span class="stl_12">.40.10 &nbsp;</span></span></a></div>
					<div class="stl_01" style="top: 7.2116em; left:7.682em;"><span class="stl_30">1</span></div>
					<div class="stl_01" style="top: 7.2116em; left:8.0798em;"><span class="stl_30 stl_12" style="word-spacing:0.19em;">.8.Determinación del contenido de catequina por cromatografía líquida de alta &nbsp;</span></div>
					<div class="stl_01" style="top: 8.7316em; left:9.1817em;"><span class="stl_30 stl_12" style="word-spacing:0.08em;">resolución (HPLC) &nbsp;</span></div>
					<div class="stl_01" style="top: 10.2609em; left:7.672em;"><span class="stl_22" style="word-spacing:-0.02em;">Para la determinación del contenido de catequina, específicamente la (-)- epicatequina en &nbsp;</span></div>
					<div class="stl_01" style="top: 12.1109em; left:4.72em;"><span class="stl_22" style="word-spacing:0.03em;">el extracto metanólico,</span><span class="stl_22" style="word-spacing:0.03em;">&nbsp;se</span><span class="stl_22" style="word-spacing:0.03em;">&nbsp;empleó</span><span class="stl_22" style="word-spacing:0.03em;">&nbsp;la técnica de</span><span class="stl_22" style="word-spacing:0.04em;">&nbsp;cromatografía</span><span class="stl_22" style="word-spacing:0.03em;">&nbsp;líquida</span><span class="stl_22" style="word-spacing:0.04em;">&nbsp;de</span><span class="stl_22" style="word-spacing:0.07em;">&nbsp;alta</span><span class="stl_22" style="word-spacing:0.04em;">&nbsp;eficiencia</span><span class="stl_22" style="word-spacing:0.04em;">&nbsp;(HPLC) &nbsp;</span></div>
					<div class="stl_01" style="top: 13.9609em; left:4.72em;"><span class="stl_22" style="word-spacing:0.25em;">de acuerdo con el método descrito por</span><span class="stl_22" style="word-spacing:0.27em;">&nbsp;Arlorio</span><span class="stl_22" style="word-spacing:0.14em;">&nbsp;et</span><span class="stl_22" style="word-spacing:0.25em;">&nbsp;al. (2008), con algunas</span><span class="stl_22" style="word-spacing:0.26em;">&nbsp;modificaciones. &nbsp;</span></div>
					<div class="stl_01" style="top: 15.8009em; left:4.72em;"><span class="stl_22" style="word-spacing:0.17em;">Empleando un Cromatógrafo líquido de alta resolución (HPLC) con detector de arreglo de &nbsp;</span></div>
					<div class="stl_01" style="top: 17.6509em; left:4.72em;"><span class="stl_22" style="word-spacing:0.19em;">Diodos, modelo 235C, Perkin Elmer</span><span class="stl_22" style="word-spacing:0.2em;">&nbsp;(USA).</span><span class="stl_22" style="word-spacing:0.19em;">&nbsp;Columna analítica Prevail Carbohydrate ES</span><span class="stl_22" style="word-spacing:0.18em;">&nbsp;de &nbsp;</span></div>
					<div class="stl_01" style="top: 19.4909em; left:4.72em;"><span class="stl_22" style="word-spacing:0.03em;">dimensiones (250</span><span class="stl_22" style="word-spacing:0.02em;">&nbsp;mm</span><span class="stl_22" style="word-spacing:0.03em;">&nbsp;x</span><span class="stl_22" style="word-spacing:0.02em;">&nbsp;4,6</span><span class="stl_22" style="word-spacing:0.02em;">&nbsp;mm) con relleno</span><span class="stl_22" style="word-spacing:0.03em;">&nbsp;de</span><span class="stl_22" style="word-spacing:0.01em;">&nbsp;un</span><span class="stl_22" style="word-spacing:0.02em;">&nbsp;tamaño</span><span class="stl_22" style="word-spacing:0.05em;">&nbsp;</span><span class="stl_32" style="word-spacing:0.05em;">de</span><span class="stl_32" style="word-spacing:0.02em;">&nbsp;partícula</span><span class="stl_32" style="word-spacing:0.02em;">&nbsp;de</span><span class="stl_32" style="word-spacing:0.01em;">&nbsp;5 μm.</span><span class="stl_32" style="word-spacing:0.02em;">&nbsp;Bomba</span><span class="stl_32" style="word-spacing:0.02em;">&nbsp;HPLC &nbsp;</span></div>
					<div class="stl_01" style="top: 21.3434em; left:4.72em;"><span class="stl_22" style="word-spacing:-0.02em;">Alltech, modelo 626, (USA), con un intervalo de presión de trabajo de 0 a 6000 psi y un intervalo &nbsp;</span></div>
					<div class="stl_01" style="top: 23.1834em; left:4.72em;"><span class="stl_22 stl_14" style="word-spacing:0em;">de flujo de 0 a 12 mL/<span class="stl_15">min). &nbsp;</span></span></div>
					<div class="stl_01" style="top: 25.0334em; left:7.082em;"><span class="stl_22" style="word-spacing:0.15em;">Las condiciones cromatográficas empleadas en esta investigación fueron las siguientes: &nbsp;</span></div>
					<div class="stl_01" style="top: 26.8734em; left:4.72em;"><span class="stl_22" style="word-spacing:0.02em;">Fase móvil:</span><span class="stl_22" style="word-spacing:0.03em;">&nbsp;Acetonitrilo</span><span class="stl_22" style="word-spacing:0.03em;">&nbsp;(Acetonitrilo</span><span class="stl_22" style="word-spacing:0.02em;">&nbsp;UV grado</span><span class="stl_22" style="word-spacing:0.01em;">&nbsp;HPLC)</span><span class="stl_22" style="word-spacing:0.01em;">&nbsp;-</span><span class="stl_22" style="word-spacing:0.03em;">&nbsp;solución</span><span class="stl_22" style="word-spacing:0.02em;">&nbsp;acuosa</span><span class="stl_22" style="word-spacing:0.01em;">&nbsp;de</span><span class="stl_22" style="word-spacing:0em;">&nbsp;ácido</span><span class="stl_22" style="word-spacing:0.02em;">&nbsp;fórmico</span><span class="stl_22" style="word-spacing:0.27em;">&nbsp;0,2 &nbsp;</span></div>
					<div class="stl_01" style="top: 28.7234em; left:4.72em;"><span class="stl_22">%</span></div>
					<div class="stl_01" style="top: 28.7234em; left:6.0084em;"><span class="stl_22" style="word-spacing:0.19em;">(80-20) (Ácido fórmico </span><span class="stl_32" style="word-spacing:0.18em;">≥ </span><span class="stl_22" style="word-spacing:0.18em;">98 % Merck)</span><span class="stl_32" style="word-spacing:0.19em;">. Flujo: 1 mL/min. Volumen de inyección: 20 μL. &nbsp;</span></div>
					<div class="stl_01" style="top: 30.5734em; left:4.72em;"><span class="stl_22 stl_14" style="word-spacing:0em;">Longitud de onda: 280 n<span class="stl_15">m. &nbsp;</span></span></div>
					<div class="stl_01" style="top: 32.4134em; left:7.082em;"><span class="stl_22 stl_14" style="word-spacing:0em;">El contenido de (-)-epicatequina en la muestra de cacao, se determinó mediante una<span class="stl_15">&nbsp;curva &nbsp;</span></span></div>
					<div class="stl_01" style="top: 34.265em; left:4.72em;"><span class="stl_22 stl_14" style="word-spacing:-0.01em;">de calibración de área versus concentración, elaborada con el patrón de (-)-epicatequina <span class="stl_15">(Sigma &nbsp;</span></span></div>
					<div class="stl_01" style="top: 36.105em; left:4.72em;"><span class="stl_32" style="word-spacing:0.2em;">Aldrich, ≥98%)</span><span class="stl_22" style="word-spacing:0.2em;">. A través de los valores de área obtenidos para cada elución y la curva de &nbsp;</span></div>
					<div class="stl_01" style="top: 37.955em; left:4.72em;"><span class="stl_22" style="word-spacing:0.01em;">calibración, se determinó la concentración de (-)-epicatequina. &nbsp;</span></div>
					<div class="stl_01" style="top: 40.7858em; left:7.672em;"><span class="stl_30">1</span></div>
					<div class="stl_01" style="top: 40.7858em; left:8.0698em;"><span class="stl_30 stl_12" style="word-spacing:0.22em;">.9.Determinación de la tensión superficial de una solución acuosa de extracto &nbsp;</span></div>
					<div class="stl_01" style="top: 42.3158em; left:9.1617em;"><span class="stl_30 stl_12" style="word-spacing:0.06em;">polifenólico de cacao &nbsp;</span></div>
					<div class="stl_01" style="top: 44.345em; left:7.672em;"><span class="stl_22" style="word-spacing:0.02em;">Se determinó</span><span class="stl_22" style="word-spacing:0.02em;">&nbsp;la</span><span class="stl_22" style="word-spacing:0.03em;">&nbsp;tensión</span><span class="stl_22" style="word-spacing:0.03em;">&nbsp;superficial</span><span class="stl_22" style="word-spacing:0.03em;">&nbsp;de</span><span class="stl_22" style="word-spacing:0.01em;">&nbsp;una</span><span class="stl_22" style="word-spacing:0.03em;">&nbsp;solución</span><span class="stl_22" style="word-spacing:0.02em;">&nbsp;al</span><span class="stl_22" style="word-spacing:0.02em;">&nbsp;1</span><span class="stl_22" style="word-spacing:0.02em;">&nbsp;% v/v de</span><span class="stl_22" style="word-spacing:0.03em;">&nbsp;extracto</span><span class="stl_22" style="word-spacing:0.02em;">&nbsp;polifenólico</span><span class="stl_22" style="word-spacing:0.02em;">&nbsp;de &nbsp;</span></div>
					<div class="stl_01" style="top: 46.195em; left:4.72em;"><span class="stl_22 stl_14" style="word-spacing:0em;">cacao en agua, empleando el método de Du Noüy (Velásquez et al., 2016) con un ten<span class="stl_15">siómetro de &nbsp;</span></span></div>
					<div class="stl_01" style="top: 48.0375em; left:4.72em;"><span class="stl_22" style="word-spacing:0.04em;">anillo Fisher</span><span class="stl_22" style="word-spacing:0.04em;">&nbsp;Scientific</span><span class="stl_22" style="word-spacing:0.04em;">&nbsp;Surface</span><span class="stl_22" style="word-spacing:0.03em;">&nbsp;Tensiomat</span><span class="stl_22" style="word-spacing:0.04em;">&nbsp;Model</span><span class="stl_22" style="word-spacing:0.02em;">&nbsp;21</span><span class="stl_22" style="word-spacing:0.07em;">&nbsp;(Cole-Parmer,</span><span class="stl_22" style="word-spacing:0.04em;">&nbsp;USA).</span><span class="stl_22" style="word-spacing:0.28em;">&nbsp;La</span><span class="stl_22" style="word-spacing:0.03em;">&nbsp;medida</span><span class="stl_22" style="word-spacing:0.03em;">&nbsp;se</span><span class="stl_22" style="word-spacing:0.03em;">&nbsp;realizó &nbsp;</span></div>
					<div class="stl_01" style="top: 49.8875em; left:4.72em;"><span class="stl_22" style="word-spacing:0.21em;">sumergiendo el anillo de platino-ridio en la solución a analizar, luego se lo hace</span><span class="stl_22" style="word-spacing:0.21em;">&nbsp;ascender &nbsp;</span></div>
					<div class="stl_01" style="top: 51.7275em; left:4.72em;"><span class="stl_22 stl_14" style="word-spacing:0em;">lentamente, desprendiéndose el líquido del anillo y volviendo a su posición <span class="stl_15">original. &nbsp;</span></span></div>
					<div class="stl_01" style="top: 54.5783em; left:6.222em;"><span class="stl_30 stl_12" style="word-spacing:0.04em;">2. Resultados y discusión &nbsp;</span></div>
					<div class="stl_01" style="top: 56.5683em; left:7.682em;"><span class="stl_30 stl_12" style="word-spacing:0.06em;">2.1.Microscopia electrónica de barrido (SEM) &nbsp;</span></div>
					<div class="stl_01" style="top: 62.344em; left:44.8883em;"><span class="stl_28">1</span></div>
					<div class="stl_01" style="top: 62.344em; left:45.3575em;"><span class="stl_28 stl_12">92 &nbsp;</span></div>
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				<img src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAzAAAAQgCAYAAAA5ebkOAAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAADsMAAA7DAcdvqGQAAA9eSURBVHhe7dexbRhHFEVRJu5BJTB0qJAluAMJrkSdKHQZhCtRJ7va4DUg4g3AmX8O8CrYWeDfFwAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAOMq39y9//fv/u5l9ruUPBQAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAPhc7vt+ffZmW+1LPh8AAMxyXdfP5yBmL9/z+QAAYBYBsyUBAwDATAJmSwIGAICZBMyWBAwAADMJmC0JGAAAZhIwWxIwAADMJGC2JGAAAJhJwGxJwAAAMJOA2ZKAAQBgJgGzJQEDAMBMAmZLAgYAgJkEzJYEDAAAMwmYLQkYAABmEjBbEjAAAMwkYLYkYAAAmEnAbEnAAAAwk4DZkoABAGAmAbMlAQMAwEwCZksCBgCAmQTMlgQMAAAzCZgtCRgAAGZ6juF/nv2wrfZ3Ph8AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAB/4L7vH2arlmcGAAAdz5EJy+SZAQBAR+5MWCLPDAAAOnJnwhJ5ZgAA0JE7E5bIMwMAgI7cmbBEnhkAAHTkzoQl8swAAKAjdyYskWcGAAAduTNhiTwzAADoyJ0JS+SZAQBAR+5MWCLPDAAAOnJnwhJ5ZgAA0JE7E5bIMwMAgI7cmbBEnhkAAHTkzoQl8swAAKAjdyYskWcGAAAduTNhiTwzAADoyJ0JS+SZAQBAR+5MWCLPDAAAOnJnwhJ5ZgAA0PHcmG9mq5ZnBgAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAADwQdd1/ffs3czMzMystZya0Pc8sF83AAAU5dSEPgEDAEBbTk3oEzAAALTl1IQ+AQMAQFtOTegTMAAAtOXUhD4BAwBAW05N6BMwAAC05dSEPgEDAEBbTk3oEzAAALTl1IQ+AQMAQFtOTegTMAAAtOXUhD4BAwBAW05N6BMwAAC05dSEPgEDAEBbTk3oEzAAALTl1IQ+AQMAQFtOTegTMAAAtOXUhD4BAwBAW05N6BMwAAC05dQEAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAPig67q+3vf9ZmZmZrb5XnPeACd7AubX88MDAGztuWl+5rwBTiZgAIATCBgYQsAAACcQMDCEgAEATiBgYAgBAwCcQMDAEAIGADiBgIEhBAwAcAIBA0MIGADgBAIGhhAwAMAJBAwMIWAAgBMIGBhCwAAAJxAwMISAAQBOIGBgCAEDAJxAwMAQAgYAOIGAgSEEDABwAgEDQwgYAOAEAgaGEDAAwAkEDAwhYACAEwgYGELAAAAnEDAwxPOzf33++TczMzOzzfea8wYAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA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					<div class="stl_01" style="top: 2.9402em; left:16.3142em;"><span class="stl_17 stl_12" style="font-weight:bold; word-spacing:0.07em;">REVISTA DE</span><span class="stl_17 stl_12" style="font-weight:bold; word-spacing:0.01em;">&nbsp;LA</span><span class="stl_17 stl_12" style="font-weight:bold; word-spacing:0.09em;">&nbsp;UNIVERSIDAD</span><span class="stl_17 stl_12" style="font-weight:bold; word-spacing:0.04em;">&nbsp;DEL ZULIA</span><span class="stl_18" style="word-spacing:0em;">.</span><span class="stl_18 stl_12" style="word-spacing:0.22em;">&nbsp;</span><span class="stl_17" style="font-weight:bold; word-spacing:0.22em;">3ª</span><span class="stl_17 stl_12" style="font-weight:bold; word-spacing:0.04em;">&nbsp;época.</span><span class="stl_17 stl_12" style="font-weight:bold; word-spacing:0.03em;">&nbsp;Año</span><span class="stl_17 stl_12" style="font-weight:bold; word-spacing:0.02em;">&nbsp;14,</span><span class="stl_17 stl_12" style="font-weight:bold; word-spacing:0.01em;">&nbsp;N°</span><span class="stl_17 stl_12" style="font-weight:bold; word-spacing:0.03em;">&nbsp;40,</span><span class="stl_17 stl_12" style="font-weight:bold; word-spacing:0.04em;">&nbsp;2023 &nbsp;</span></div>
					<div class="stl_01" style="top: 4.0001em; left:6.182em;"><span class="stl_18 stl_12" style="word-spacing:0.08em;">Ruth Monroy</span><span class="stl_18 stl_12" style="word-spacing:0.02em;">&nbsp;et</span><span class="stl_18 stl_12" style="word-spacing:0.03em;">&nbsp;al.</span><span class="stl_18 stl_12" style="word-spacing:0.03em;">&nbsp;//</span><span class="stl_18 stl_14" style="word-spacing:0.02em;">&nbsp;Caracterizaci<span class="stl_12">ón</span></span><span class="stl_18 stl_12" style="word-spacing:0.07em;">&nbsp;y cuantificación</span><span class="stl_18 stl_14" style="word-spacing:-0.01em;">&nbsp;espectroscó<span class="stl_12">pi</span></span><a href="https://doi.org/10.46925/rdluz.40.10" target="_blank"><span class="stl_18" style="word-spacing:-0.01em;">ca</span></a><a href="https://doi.org/10.46925/rdluz.40.10" target="_blank"><span class="stl_18 stl_12" style="word-spacing:0.02em;">&nbsp;de</span></a><a href="https://doi.org/10.46925/rdluz.40.10" target="_blank"><span class="stl_18 stl_12" style="word-spacing:0.09em;">&nbsp;flavonoides</span></a><a href="https://doi.org/10.46925/rdluz.40.10" target="_blank"><span class="stl_18" style="word-spacing:0em;">&nbsp;y</span></a><a href="https://doi.org/10.46925/rdluz.40.10" target="_blank"><span class="stl_18 stl_12" style="word-spacing:0.03em;">&nbsp;</span></a><a href="https://doi.org/10.46925/rdluz.40.10" target="_blank"><span class="stl_19 stl_14" style="word-spacing:0.03em;">catequinas<span class="stl_12">…</span></span></a><a href="https://doi.org/10.46925/rdluz.40.10" target="_blank"><span class="stl_19 stl_12" style="word-spacing:0em;">&nbsp;</span></a><a href="https://doi.org/10.46925/rdluz.40.10" target="_blank"><span class="stl_18 stl_14" style="word-spacing:0em;">185-20<span class="stl_12">4 &nbsp;</span></span></a></div>
					<div class="stl_01" style="top: 5.0402em; left:29.8058em;"><span class="stl_17 stl_12" style="font-weight:bold; word-spacing:0.03em;">DOI: </span><a href="https://doi.org/10.46925/rdluz.40.10" target="_blank"><span class="stl_20 stl_14" style="font-weight:bold; word-spacing:0em;">https://doi.org/10.46925//rdluz<span class="stl_12">.40.10 &nbsp;</span></span></a></div>
					<div class="stl_01" style="top: 7.2209em; left:7.672em;"><span class="stl_22" style="word-spacing:0.15em;">La evaluación morfológica de</span><span class="stl_22" style="word-spacing:0.14em;">&nbsp;cacao fermentado y seco tanto partido como molido,</span><span class="stl_22" style="word-spacing:0.16em;">&nbsp;se &nbsp;</span></div>
					<div class="stl_01" style="top: 9.0609em; left:4.72em;"><span class="stl_22" style="word-spacing:0.06em;">realizó mediante la técnica</span><span class="stl_22" style="word-spacing:0.08em;">&nbsp;de</span><span class="stl_22" style="word-spacing:0.06em;">&nbsp;microscopía</span><span class="stl_22" style="word-spacing:0.07em;">&nbsp;electrónica</span><span class="stl_22" style="word-spacing:0.06em;">&nbsp;de barrido SEM</span><span class="stl_22" style="word-spacing:0.07em;">&nbsp;con</span><span class="stl_22" style="word-spacing:0.06em;">&nbsp;una ampliación</span><span class="stl_22" style="word-spacing:0.06em;">&nbsp;de &nbsp;</span></div>
					<div class="stl_01" style="top: 10.9109em; left:4.72em;"><span class="stl_22">5</span></div>
					<div class="stl_01" style="top: 10.9109em; left:5.2427em;"><span class="stl_22" style="word-spacing:0.07em;">00 y</span><span class="stl_22" style="word-spacing:0.08em;">&nbsp;1000X.</span><span class="stl_22" style="word-spacing:0.08em;">&nbsp;De acuerdo con la Figura 4A, en la micrografía</span><span class="stl_22" style="word-spacing:0.09em;">&nbsp;(ampliación</span><span class="stl_22" style="word-spacing:0.07em;">&nbsp;500X)</span><span class="stl_22" style="word-spacing:0.09em;">&nbsp;de</span><span class="stl_22" style="word-spacing:0.07em;">&nbsp;los</span><span class="stl_22" style="word-spacing:0.07em;">&nbsp;granos &nbsp;</span></div>
					<div class="stl_01" style="top: 12.7509em; left:4.72em;"><span class="stl_22" style="word-spacing:0.13em;">partidos, se observaron superficies irregulares y tamaños desiguales, con una</span><span class="stl_22" style="word-spacing:0.14em;">&nbsp;estructura</span><span class="stl_22" style="word-spacing:0.13em;">&nbsp;tipo &nbsp;</span></div>
					<div class="stl_01" style="top: 14.6009em; left:4.72em;"><span class="stl_22 stl_14" style="word-spacing:0em;">membrana, formada por diversos compuest<span class="stl_15">os. &nbsp;</span></span></div>
					<div class="stl_01" style="top: 16.4409em; left:7.672em;"><span class="stl_22" style="word-spacing:-0.02em;">El detalle de la estructura tipo membrana se observó en la micrografía de la muestra a una &nbsp;</span></div>
					<div class="stl_01" style="top: 18.2909em; left:4.72em;"><span class="stl_22 stl_14" style="word-spacing:0em;">ampliación de 1000x (Figura 4B). En algunas zonas se logró apreciar ciertas partículas de<span class="stl_15">&nbsp;forma &nbsp;</span></span></div>
					<div class="stl_01" style="top: 20.1434em; left:4.72em;"><span class="stl_22" style="word-spacing:0.14em;">esférica soportadas en la estructura</span><span class="stl_22" style="word-spacing:0.14em;">&nbsp;y en la superficie de la misma</span><span class="stl_22" style="word-spacing:0.15em;">&nbsp;que podrían ser gotas</span><span class="stl_22" style="word-spacing:0.15em;">&nbsp;de &nbsp;</span></div>
					<div class="stl_01" style="top: 21.9834em; left:4.72em;"><span class="stl_22" style="word-spacing:0.31em;">polifenoles (Martini et al., 2008), formadas debido al reordenamiento de los polifenoles &nbsp;</span></div>
					<div class="stl_01" style="top: 23.8334em; left:4.72em;"><span class="stl_22" style="word-spacing:-0.02em;">provenientes de las células polifenólicas que fueron rotas en el proceso de partido y molienda del &nbsp;</span></div>
					<div class="stl_01" style="top: 25.6734em; left:4.72em;"><span class="stl_22 stl_14" style="word-spacing:-0.01em;">grano. Las células polifenólicas se encuentran en la epidermis y subepidermis de las raíces, ho<span class="stl_15">jas &nbsp;</span></span></div>
					<div class="stl_01" style="top: 27.5234em; left:4.72em;"><span class="stl_22" style="word-spacing:-0.01em;">y en el mesófilo del cotiledón de las semillas del cacao. (Biehl et al., 1977; Jalal et al., 1977; Martini &nbsp;</span></div>
					<div class="stl_01" style="top: 29.3634em; left:4.72em;"><span class="stl_22 stl_14" style="word-spacing:-0.01em;">et al., 200<span class="stl_15">8) &nbsp;</span></span></div>
					<div class="stl_01" style="top: 31.2134em; left:7.672em;"><span class="stl_22" style="word-spacing:0.24em;">A través de las imágenes obtenidas por el SEM, algunas</span><span class="stl_22" style="word-spacing:0.26em;">&nbsp;gotas polifenólicas</span><span class="stl_22" style="word-spacing:0.26em;">&nbsp;fueron &nbsp;</span></div>
					<div class="stl_01" style="top: 33.0684em; left:4.72em;"><span class="stl_22" style="word-spacing:0.01em;">medidas, las</span><span class="stl_22" style="word-spacing:0em;">&nbsp;cuales</span><span class="stl_22" style="word-spacing:0.02em;">&nbsp;presentaron</span><span class="stl_22" style="word-spacing:0em;">&nbsp;un</span><span class="stl_22" style="word-spacing:0.02em;">&nbsp;tamaño</span><span class="stl_22" style="word-spacing:0.01em;">&nbsp;aproximado</span><span class="stl_22" style="word-spacing:0.04em;">&nbsp;entre</span><span class="stl_22" style="word-spacing:0em;">&nbsp;4 y</span><span class="stl_22" style="word-spacing:0.01em;">&nbsp;5</span><span class="stl_22" style="word-spacing:0.01em;">&nbsp;m</span><span class="stl_40" style="word-spacing:0em;"></span><span class="stl_40" style="word-spacing:-0.04em;">&nbsp;</span><span class="stl_22" style="word-spacing:-0.04em;">(Figura</span><span class="stl_22" style="word-spacing:0em;">&nbsp;4B).</span><span class="stl_22" style="word-spacing:0.22em;">&nbsp;En</span><span class="stl_22" style="word-spacing:0.01em;">&nbsp;algunas &nbsp;</span></div>
					<div class="stl_01" style="top: 35.085em; left:4.72em;"><span class="stl_22" style="word-spacing:0.03em;">zonas de</span><span class="stl_22" style="word-spacing:0.02em;">&nbsp;la</span><span class="stl_22" style="word-spacing:0.03em;">&nbsp;membrana,</span><span class="stl_22" style="word-spacing:0.03em;">&nbsp;se encontraron</span><span class="stl_22" style="word-spacing:0.05em;">&nbsp;gotas</span><span class="stl_22" style="word-spacing:0.04em;">&nbsp;aglutinadas</span><span class="stl_22" style="word-spacing:0.03em;">&nbsp;y en otras dispersas.</span><span class="stl_22" style="word-spacing:0.04em;">&nbsp;Según</span><span class="stl_22" style="word-spacing:0.04em;">&nbsp;Martini</span><span class="stl_22" style="word-spacing:0.03em;">&nbsp;et &nbsp;</span></div>
					<div class="stl_01" style="top: 36.935em; left:4.72em;"><span class="stl_22" style="word-spacing:0.14em;">al., 2008, esto puede ser indicativo del grado de maduración del cacao.</span><span class="stl_22" style="word-spacing:0.18em;">&nbsp;Superficies</span><span class="stl_22" style="word-spacing:0.14em;">&nbsp;similares &nbsp;</span></div>
					<div class="stl_01" style="top: 38.785em; left:4.72em;"><span class="stl_22" style="word-spacing:0.24em;">obtenidas con imágenes SEM han sido reportadas en investigaciones realizadas por otros &nbsp;</span></div>
					<div class="stl_01" style="top: 40.625em; left:4.72em;"><span class="stl_22 stl_14" style="word-spacing:0em;">autores (Martini et al., 2008; Hernández-Mendoza et al., 2021; Oloye et al<span class="stl_15">., 2021). &nbsp;</span></span></div>
					<div class="stl_01" style="top: 42.475em; left:7.672em;"><span class="stl_22" style="word-spacing:-0.03em;">Los tratamientos mecánicos que consisten en la disminución del tamaño de las partículas, &nbsp;</span></div>
					<div class="stl_01" style="top: 44.315em; left:4.72em;"><span class="stl_22" style="word-spacing:0.22em;">producen una mayor disponibilidad de material extraíble.</span><span class="stl_22" style="word-spacing:0.25em;">&nbsp;En</span><span class="stl_22" style="word-spacing:0.22em;">&nbsp;la micrografía de los</span><span class="stl_22" style="word-spacing:0.22em;">&nbsp;granos &nbsp;</span></div>
					<div class="stl_01" style="top: 46.165em; left:4.72em;"><span class="stl_22" style="word-spacing:0.26em;">molidos a una ampliación de 500X</span><span class="stl_22" style="word-spacing:0.28em;">&nbsp;(Figura</span><span class="stl_22" style="word-spacing:0.26em;">&nbsp;4C), se pudo observar como desaparecen</span><span class="stl_22" style="word-spacing:0.27em;">&nbsp;las &nbsp;</span></div>
					<div class="stl_01" style="top: 48.0075em; left:4.72em;"><span class="stl_22" style="word-spacing:0.31em;">estructuras macroscópicas tipo membrana y quedan las gotas polifenólicas expuestas. A &nbsp;</span></div>
					<div class="stl_01" style="top: 49.8575em; left:4.72em;"><span class="stl_22" style="word-spacing:0.04em;">diferencia de</span><span class="stl_22" style="word-spacing:0.03em;">&nbsp;la</span><span class="stl_22" style="word-spacing:0.04em;">&nbsp;estructura macroscópica tipo</span><span class="stl_22" style="word-spacing:0.04em;">&nbsp;membrana que</span><span class="stl_22" style="word-spacing:0.03em;">&nbsp;si</span><span class="stl_22" style="word-spacing:0.03em;">&nbsp;se</span><span class="stl_22" style="word-spacing:0.03em;">&nbsp;ve</span><span class="stl_22" style="word-spacing:0.04em;">&nbsp;alterada</span><span class="stl_22" style="word-spacing:0.03em;">&nbsp;por</span><span class="stl_22" style="word-spacing:0.04em;">&nbsp;el proceso</span><span class="stl_22" style="word-spacing:0.03em;">&nbsp;de &nbsp;</span></div>
					<div class="stl_01" style="top: 51.6975em; left:4.72em;"><span class="stl_22" style="word-spacing:0.39em;">molienda. Esto</span><span class="stl_22" style="word-spacing:0.08em;">&nbsp;permite una</span><span class="stl_22" style="word-spacing:0.09em;">&nbsp;mayor accesibilidad al sustrato y más</span><span class="stl_22" style="word-spacing:0.08em;">&nbsp;área</span><span class="stl_22" style="word-spacing:0.13em;">&nbsp;superficial</span><span class="stl_22" style="word-spacing:0.09em;">&nbsp;disponible &nbsp;</span></div>
					<div class="stl_01" style="top: 53.5475em; left:4.72em;"><span class="stl_22" style="word-spacing:0.15em;">para realizar la extracción de los polifenoles.</span><span class="stl_22" style="word-spacing:0.16em;">&nbsp;En</span><span class="stl_22" style="word-spacing:0.15em;">&nbsp;la micrografía de los granos molidos a</span><span class="stl_22" style="word-spacing:0.14em;">&nbsp;una &nbsp;</span></div>
					<div class="stl_01" style="top: 55.3975em; left:4.72em;"><span class="stl_22" style="word-spacing:0.39em;">ampliación de 1000X (Figura 4D), se siguen observando en mayor cantidad las gotas &nbsp;</span></div>
					<div class="stl_01" style="top: 57.2372em; left:4.72em;"><span class="stl_22" style="word-spacing:0.15em;">polifenólicas, aunque más aglutinadas, posiblemente por el</span><span class="stl_22" style="word-spacing:0.16em;">&nbsp;aumento</span><span class="stl_22" style="word-spacing:0.14em;">&nbsp;del rompimiento de</span><span class="stl_22" style="word-spacing:0.14em;">&nbsp;las &nbsp;</span></div>
					<div class="stl_01" style="top: 59.0872em; left:4.72em;"><span class="stl_22" style="word-spacing:0.01em;">estructuras de las células polifenólicas. &nbsp;</span></div>
					<div class="stl_01" style="top: 62.344em; left:44.8883em;"><span class="stl_28">1</span></div>
					<div class="stl_01" style="top: 62.344em; left:45.3575em;"><span class="stl_28 stl_12">93 &nbsp;</span></div>
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					<div class="stl_01" style="top: 2.9402em; left:16.3142em;"><span class="stl_17 stl_12" style="font-weight:bold; word-spacing:0.07em;">REVISTA DE</span><span class="stl_17 stl_12" style="font-weight:bold; word-spacing:0.01em;">&nbsp;LA</span><span class="stl_17 stl_12" style="font-weight:bold; word-spacing:0.09em;">&nbsp;UNIVERSIDAD</span><span class="stl_17 stl_12" style="font-weight:bold; word-spacing:0.04em;">&nbsp;DEL ZULIA</span><span class="stl_18" style="word-spacing:0em;">.</span><span class="stl_18 stl_12" style="word-spacing:0.22em;">&nbsp;</span><span class="stl_17" style="font-weight:bold; word-spacing:0.22em;">3ª</span><span class="stl_17 stl_12" style="font-weight:bold; word-spacing:0.04em;">&nbsp;época.</span><span class="stl_17 stl_12" style="font-weight:bold; word-spacing:0.03em;">&nbsp;Año</span><span class="stl_17 stl_12" style="font-weight:bold; word-spacing:0.02em;">&nbsp;14,</span><span class="stl_17 stl_12" style="font-weight:bold; word-spacing:0.01em;">&nbsp;N°</span><span class="stl_17 stl_12" style="font-weight:bold; word-spacing:0.03em;">&nbsp;40,</span><span class="stl_17 stl_12" style="font-weight:bold; word-spacing:0.04em;">&nbsp;2023 &nbsp;</span></div>
					<div class="stl_01" style="top: 4.0001em; left:6.182em;"><span class="stl_18 stl_12" style="word-spacing:0.08em;">Ruth Monroy</span><span class="stl_18 stl_12" style="word-spacing:0.02em;">&nbsp;et</span><span class="stl_18 stl_12" style="word-spacing:0.03em;">&nbsp;al.</span><span class="stl_18 stl_12" style="word-spacing:0.03em;">&nbsp;//</span><span class="stl_18 stl_14" style="word-spacing:0.02em;">&nbsp;Caracterizaci<span class="stl_12">ón</span></span><span class="stl_18 stl_12" style="word-spacing:0.07em;">&nbsp;y cuantificación</span><span class="stl_18 stl_14" style="word-spacing:-0.01em;">&nbsp;espectroscó<span class="stl_12">pi</span></span><a href="https://doi.org/10.46925/rdluz.40.10" target="_blank"><span class="stl_18" style="word-spacing:-0.01em;">ca</span></a><a href="https://doi.org/10.46925/rdluz.40.10" target="_blank"><span class="stl_18 stl_12" style="word-spacing:0.02em;">&nbsp;de</span></a><a href="https://doi.org/10.46925/rdluz.40.10" target="_blank"><span class="stl_18 stl_12" style="word-spacing:0.09em;">&nbsp;flavonoides</span></a><a href="https://doi.org/10.46925/rdluz.40.10" target="_blank"><span class="stl_18" style="word-spacing:0em;">&nbsp;y</span></a><a href="https://doi.org/10.46925/rdluz.40.10" target="_blank"><span class="stl_18 stl_12" style="word-spacing:0.03em;">&nbsp;</span></a><a href="https://doi.org/10.46925/rdluz.40.10" target="_blank"><span class="stl_19 stl_14" style="word-spacing:0.03em;">catequinas<span class="stl_12">…</span></span></a><a href="https://doi.org/10.46925/rdluz.40.10" target="_blank"><span class="stl_19 stl_12" style="word-spacing:0em;">&nbsp;</span></a><a href="https://doi.org/10.46925/rdluz.40.10" target="_blank"><span class="stl_18 stl_14" style="word-spacing:0em;">185-20<span class="stl_12">4 &nbsp;</span></span></a></div>
					<div class="stl_01" style="top: 5.0402em; left:29.8058em;"><span class="stl_17 stl_12" style="font-weight:bold; word-spacing:0.03em;">DOI: </span><a href="https://doi.org/10.46925/rdluz.40.10" target="_blank"><span class="stl_20 stl_14" style="font-weight:bold; word-spacing:0em;">https://doi.org/10.46925//rdluz<span class="stl_12">.40.10 &nbsp;</span></span></a></div>
					<div class="stl_01" style="top: 7.2216em; left:7.682em;"><span class="stl_30 stl_12" style="word-spacing:0.99em;">2.2. Caracterización</span><span class="stl_30 stl_12" style="word-spacing:0.02em;">&nbsp;del</span><span class="stl_30 stl_12" style="word-spacing:0.04em;">&nbsp;extracto</span><span class="stl_30 stl_12" style="word-spacing:0.05em;">&nbsp;alcohólico</span><span class="stl_30 stl_12" style="word-spacing:0.01em;">&nbsp;por</span><span class="stl_30 stl_12" style="word-spacing:0.06em;">&nbsp;Infrarrojo &nbsp;</span></div>
					<div class="stl_01" style="top: 9.2009em; left:7.672em;"><span class="stl_22" style="word-spacing:0.15em;">El espectro en la Figura 5, corresponde al extracto alcohólico de los granos de</span><span class="stl_22" style="word-spacing:0.15em;">&nbsp;cacao &nbsp;</span></div>
					<div class="stl_01" style="top: 11.0509em; left:4.72em;"><span class="stl_22 stl_14" style="word-spacing:0em;">Canoabo a temperatura ambien<span class="stl_15">te. &nbsp;</span></span></div>
					<div class="stl_01" style="top: 12.9009em; left:7.672em;"><span class="stl_22" style="word-spacing:0.22em;">En las moléculas pertenecientes al grupo flavonoides, están presentes los siguientes &nbsp;</span></div>
					<div class="stl_01" style="top: 14.7409em; left:4.72em;"><span class="stl_22" style="word-spacing:0.06em;">grupos funcionales más resaltantes:</span><span class="stl_22" style="word-spacing:0.06em;">&nbsp;doble</span><span class="stl_22" style="word-spacing:0.05em;">&nbsp;enlace carbono</span><span class="stl_22" style="word-spacing:0.07em;">&nbsp;-</span><span class="stl_22" style="word-spacing:0.05em;">&nbsp;carbono</span><span class="stl_22" style="word-spacing:0.06em;">&nbsp;aromático,</span><span class="stl_22" style="word-spacing:0.05em;">&nbsp;cetonas,</span><span class="stl_22" style="word-spacing:0.05em;">&nbsp;enlace &nbsp;</span></div>
					<div class="stl_01" style="top: 16.5909em; left:4.72em;"><span class="stl_22" style="word-spacing:-0.02em;">carbono </span><span class="stl_32" style="word-spacing:-0.03em;">– </span><span class="stl_22" style="word-spacing:-0.02em;">carbono. Además de sustituciones de grupos hidroxilos </span><span class="stl_32" style="word-spacing:-0.03em;">–</span><span class="stl_22" style="word-spacing:-0.03em;">OH. Por lo tanto, para inferir &nbsp;</span></div>
					<div class="stl_01" style="top: 18.4309em; left:4.72em;"><span class="stl_22" style="word-spacing:-0.02em;">la presencia de los grupos funcionales característicos de los flavonoides se empleó el espectro IR. &nbsp;</span></div>
					<div class="stl_01" style="top: 20.2834em; left:4.72em;"><span class="stl_22" style="word-spacing:-0.01em;">En la elucidación de este espectro, se enfocó la atención especialmente en los flavan-3-ol o grupo &nbsp;</span></div>
					<div class="stl_01" style="top: 22.1234em; left:4.72em;"><span class="stl_22 stl_14" style="word-spacing:0em;">de las catequinas, ya que 2 de los 3 grupos de polifenoles más importantes presentes en<span class="stl_15">&nbsp;el grano &nbsp;</span></span></div>
					<div class="stl_01" style="top: 23.9734em; left:4.72em;"><span class="stl_22 stl_14" style="word-spacing:0em;">de cacao, están conformados por los flaván -3-ol, en monómeros o en oligómeros y<span class="stl_15">&nbsp;polímeros. &nbsp;</span></span></div>
					<div class="stl_01" style="top: 25.8091em; left:43.0083em;"><span class="stl_31">-1 &nbsp;</span></div>
					<div class="stl_01" style="top: 25.8134em; left:7.672em;"><span class="stl_22" style="word-spacing:0.05em;">En el presente</span><span class="stl_22" style="word-spacing:0.04em;">&nbsp;estudio,</span><span class="stl_22" style="word-spacing:0.04em;">&nbsp;en</span><span class="stl_22" style="word-spacing:0.05em;">&nbsp;la región</span><span class="stl_22" style="word-spacing:0.04em;">&nbsp;de</span><span class="stl_22" style="word-spacing:0.04em;">&nbsp;vibración</span><span class="stl_22" style="word-spacing:0.04em;">&nbsp;de</span><span class="stl_22" style="word-spacing:0.32em;">&nbsp;extensión</span><span class="stl_22" style="word-spacing:0.04em;">&nbsp;X-H</span><span class="stl_22" style="word-spacing:1.06em;">&nbsp;(4.000</span><span class="stl_22" style="word-spacing:0.03em;">&nbsp;cm</span><span class="stl_22" style="word-spacing:0.24em;">&nbsp;-2.500 &nbsp;</span></div>
					<div class="stl_01" style="top: 27.6591em; left:6.042em;"><span class="stl_31">-1 &nbsp;</span></div>
					<div class="stl_01" style="top: 27.6591em; left:45.0383em;"><span class="stl_31">-1 &nbsp;</span></div>
					<div class="stl_01" style="top: 27.6634em; left:4.72em;"><span class="stl_22" style="word-spacing:0.24em;">cm ),</span><span class="stl_22" style="word-spacing:0.02em;">&nbsp;las</span><span class="stl_22" style="word-spacing:0.04em;">&nbsp;vibraciones</span><span class="stl_22" style="word-spacing:0.02em;">&nbsp;de</span><span class="stl_22" style="word-spacing:0.02em;">&nbsp;extensión</span><span class="stl_22" style="word-spacing:0.02em;">&nbsp;de</span><span class="stl_22" style="word-spacing:0.02em;">&nbsp;enlaces</span><span class="stl_22" style="word-spacing:0.03em;">&nbsp;C-H</span><span class="stl_22" style="word-spacing:0.03em;">&nbsp;características, se</span><span class="stl_22" style="word-spacing:0.04em;">&nbsp;identificaron</span><span class="stl_22" style="word-spacing:0.02em;">&nbsp;a</span><span class="stl_22" style="word-spacing:0.03em;">&nbsp;3.311</span><span class="stl_22" style="word-spacing:0.02em;">&nbsp;cm</span><span class="stl_22" style="word-spacing:0.02em;">&nbsp;y &nbsp;</span></div>
					<div class="stl_01" style="top: 29.5091em; left:8.6517em;"><span class="stl_31">-1 &nbsp;</span></div>
					<div class="stl_01" style="top: 29.5134em; left:4.72em;"><span class="stl_22">2</span></div>
					<div class="stl_01" style="top: 29.5134em; left:5.2578em;"><span class="stl_22" style="word-spacing:0.02em;">.834 cm</span><span class="stl_22" style="word-spacing:0.24em;">&nbsp;,</span><span class="stl_22" style="word-spacing:0.02em;">&nbsp;las</span><span class="stl_22" style="word-spacing:0.02em;">&nbsp;cuales</span><span class="stl_22" style="word-spacing:0.02em;">&nbsp;podrían identificar</span><span class="stl_22" style="word-spacing:0.03em;">&nbsp;una</span><span class="stl_22" style="word-spacing:0.02em;">&nbsp;gran</span><span class="stl_22" style="word-spacing:0.03em;">&nbsp;variedad</span><span class="stl_22" style="word-spacing:0.02em;">&nbsp;de</span><span class="stl_22" style="word-spacing:0.02em;">&nbsp;grupos</span><span class="stl_22" style="word-spacing:0.02em;">&nbsp;funcionales</span><span class="stl_22" style="word-spacing:0.04em;">&nbsp;(Domínguez- &nbsp;</span></div>
					<div class="stl_01" style="top: 31.3534em; left:4.72em;"><span class="stl_22 stl_14" style="word-spacing:-0.01em;">Pérez et al., 20<span class="stl_15">19). &nbsp;</span></span></div>
					<div class="stl_01" style="top: 33.2034em; left:7.672em;"><span class="stl_22" style="word-spacing:-0.03em;">La banda</span><span class="stl_22" style="word-spacing:-0.04em;">&nbsp;de</span><span class="stl_22" style="word-spacing:-0.04em;">&nbsp;3.500</span><span class="stl_22" style="word-spacing:-0.03em;">&nbsp;a</span><span class="stl_22" style="word-spacing:-0.03em;">&nbsp;3.200</span><span class="stl_22" style="word-spacing:-0.04em;">&nbsp;cm</span><span class="stl_22" style="word-spacing:0.43em;">&nbsp;está</span><span class="stl_22" style="word-spacing:-0.03em;">&nbsp;relacionada</span><span class="stl_22" style="word-spacing:-0.04em;">&nbsp;con</span><span class="stl_22" style="word-spacing:-0.04em;">&nbsp;la</span><span class="stl_22" style="word-spacing:-0.03em;">&nbsp;vibración</span><span class="stl_22" style="word-spacing:-0.04em;">&nbsp;de</span><span class="stl_22" style="word-spacing:-0.02em;">&nbsp;estiramiento</span><span class="stl_22" style="word-spacing:-0.04em;">&nbsp;de</span><span class="stl_22" style="word-spacing:-0.03em;">&nbsp;grupos &nbsp;</span></div>
					<div class="stl_01" style="top: 33.1991em; left:20.1442em;"><span class="stl_31">-1 &nbsp;</span></div>
					<div class="stl_01" style="top: 35.0408em; left:26.6242em;"><span class="stl_31">-1 &nbsp;</span></div>
					<div class="stl_01" style="top: 35.045em; left:4.72em;"><span class="stl_22" style="word-spacing:-0.02em;">O-H. En</span><span class="stl_22" style="word-spacing:-0.01em;">&nbsp;esta</span><span class="stl_22" style="word-spacing:-0.02em;">&nbsp;zona</span><span class="stl_22" style="word-spacing:-0.01em;">&nbsp;aparece</span><span class="stl_22" style="word-spacing:-0.02em;">&nbsp;una</span><span class="stl_22" style="word-spacing:-0.01em;">&nbsp;banda</span><span class="stl_22" style="word-spacing:-0.02em;">&nbsp;a</span><span class="stl_22 stl_14" style="word-spacing:-0.02em;">&nbsp;3.311,3<span class="stl_15">4</span></span><span class="stl_22" style="word-spacing:-0.02em;">&nbsp;cm</span><span class="stl_22" style="word-spacing:0.26em;">&nbsp;,</span><span class="stl_22" style="word-spacing:-0.02em;">&nbsp;la</span><span class="stl_22" style="word-spacing:-0.01em;">&nbsp;cual</span><span class="stl_22" style="word-spacing:-0.01em;">&nbsp;podría</span><span class="stl_22" style="word-spacing:-0.01em;">&nbsp;estar</span><span class="stl_22 stl_14" style="word-spacing:-0.02em;">&nbsp;relacionad<span class="stl_15">a</span></span><span class="stl_22" style="word-spacing:-0.02em;">&nbsp;con</span><span class="stl_22" style="word-spacing:-0.02em;">&nbsp;la</span><span class="stl_22" style="word-spacing:-0.01em;">&nbsp;señal &nbsp;</span></div>
					<div class="stl_01" style="top: 36.895em; left:4.72em;"><span class="stl_22" style="word-spacing:0.02em;">de los puentes de</span><span class="stl_22" style="word-spacing:0.03em;">&nbsp;hidrógeno</span><span class="stl_22" style="word-spacing:0.03em;">&nbsp;poliméricos</span><span class="stl_22" style="word-spacing:0.04em;">&nbsp;posiblemente</span><span class="stl_22" style="word-spacing:0.02em;">&nbsp;causados</span><span class="stl_22" style="word-spacing:0.02em;">&nbsp;en gran medida</span><span class="stl_22" style="word-spacing:0.02em;">&nbsp;por</span><span class="stl_22" style="word-spacing:0.02em;">&nbsp;los</span><span class="stl_22" style="word-spacing:0.02em;">&nbsp;grupos &nbsp;</span></div>
					<div class="stl_01" style="top: 38.735em; left:4.72em;"><span class="stl_22" style="word-spacing:0.13em;">OH del metanol, también</span><span class="stl_22" style="word-spacing:0.14em;">&nbsp;puede</span><span class="stl_22" style="word-spacing:0.13em;">&nbsp;estar la señal de estiramiento H-O-H (3.600~3.100).</span><span class="stl_22" style="word-spacing:0.13em;">&nbsp;En</span><span class="stl_22" style="word-spacing:0.13em;">&nbsp;esta &nbsp;</span></div>
					<div class="stl_01" style="top: 40.585em; left:4.72em;"><span class="stl_22" style="word-spacing:0.12em;">amplia banda igualmente se puede encontrar la señal solapada de los</span><span class="stl_22" style="word-spacing:0.13em;">&nbsp;OH</span><span class="stl_22" style="word-spacing:0.11em;">&nbsp;de los</span><span class="stl_22" style="word-spacing:0.12em;">&nbsp;compuestos &nbsp;</span></div>
					<div class="stl_01" style="top: 42.435em; left:4.72em;"><span class="stl_22" style="word-spacing:0.01em;">fenólicos (Nunes et al., 2016; Domínguez-Pérez et al., 2019; Rojo-Callejas 2020). &nbsp;</span></div>
					<div class="stl_01" style="top: 44.2708em; left:21.8842em;"><span class="stl_31">-1 &nbsp;</span></div>
					<div class="stl_01" style="top: 44.2708em; left:41.9583em;"><span class="stl_31">-1 &nbsp;</span></div>
					<div class="stl_01" style="top: 44.275em; left:7.672em;"><span class="stl_22" style="word-spacing:0.12em;">En la región de 2800 ~ 3000</span><span class="stl_22" style="word-spacing:0.11em;">&nbsp;cm</span><span class="stl_22" style="word-spacing:0.58em;">&nbsp;hay</span><span class="stl_22" style="word-spacing:0.12em;">&nbsp;2 bandas presentes, una a 2.946,03</span><span class="stl_22" style="word-spacing:0.11em;">&nbsp;cm</span><span class="stl_22" style="word-spacing:0.58em;">&nbsp;y</span><span class="stl_22" style="word-spacing:0.11em;">&nbsp;otra</span><span class="stl_22" style="word-spacing:0.11em;">&nbsp;a &nbsp;</span></div>
					<div class="stl_01" style="top: 46.1208em; left:9.9317em;"><span class="stl_31">-1 &nbsp;</span></div>
					<div class="stl_01" style="top: 46.125em; left:5.2578em;"><span class="stl_22" style="word-spacing:0.02em;">.834,52 cm</span><span class="stl_22" style="word-spacing:0.24em;">&nbsp;.</span><span class="stl_22" style="word-spacing:0em;">&nbsp;Esta</span><span class="stl_22" style="word-spacing:0em;">&nbsp;es</span><span class="stl_22" style="word-spacing:0.01em;">&nbsp;la</span><span class="stl_22" style="word-spacing:0.02em;">&nbsp;región</span><span class="stl_22" style="word-spacing:0.01em;">&nbsp;que</span><span class="stl_22" style="word-spacing:0em;">&nbsp;indica</span><span class="stl_22" style="word-spacing:0.01em;">&nbsp;la</span><span class="stl_22" style="word-spacing:0em;">&nbsp;posible</span><span class="stl_22" style="word-spacing:0.01em;">&nbsp;presencia</span><span class="stl_22" style="word-spacing:0.01em;">&nbsp;de</span><span class="stl_22" style="word-spacing:0em;">&nbsp;los</span><span class="stl_22" style="word-spacing:0em;">&nbsp;grupos</span><span class="stl_22" style="word-spacing:0em;">&nbsp;CH</span><span class="stl_22" style="word-spacing:0.33em;">&nbsp;y/o</span><span class="stl_22" style="word-spacing:0em;">&nbsp;CH</span><span class="stl_22" style="word-spacing:0.12em;">&nbsp;.</span><span class="stl_22" style="word-spacing:0em;">&nbsp;Estos &nbsp;</span></div>
					<div class="stl_01" style="top: 46.5808em; left:39.3483em;"><span class="stl_31" style="word-spacing:4.57em;">3 2 &nbsp;</span></div>
					<div class="stl_01" style="top: 46.125em; left:4.72em;"><span class="stl_22">2</span></div>
					<div class="stl_01" style="top: 47.9633em; left:34.3358em;"><span class="stl_31">-1 &nbsp;</span></div>
					<div class="stl_01" style="top: 47.9675em; left:4.72em;"><span class="stl_22" style="word-spacing:0.08em;">grupos presentan una</span><span class="stl_22" style="word-spacing:0.09em;">&nbsp;señal</span><span class="stl_22" style="word-spacing:0.08em;">&nbsp;refleja</span><span class="stl_22" style="word-spacing:0.08em;">&nbsp;en</span><span class="stl_22" style="word-spacing:0.07em;">&nbsp;la zona entre 1.475 ~1.445 cm</span><span class="stl_22" style="word-spacing:0.24em;">&nbsp;,</span><span class="stl_22" style="word-spacing:0.07em;">&nbsp;Como se</span><span class="stl_22" style="word-spacing:0.08em;">&nbsp;puede</span><span class="stl_22" style="word-spacing:0.08em;">&nbsp;ver en</span><span class="stl_22" style="word-spacing:0.07em;">&nbsp;el &nbsp;</span></div>
					<div class="stl_01" style="top: 49.8133em; left:18.7942em;"><span class="stl_31">-1 &nbsp;</span></div>
					<div class="stl_01" style="top: 49.8175em; left:4.72em;"><span class="stl_22" style="word-spacing:0.01em;">espectro es</span><span class="stl_22" style="word-spacing:0.01em;">&nbsp;la</span><span class="stl_22" style="word-spacing:0em;">&nbsp;banda</span><span class="stl_22" style="word-spacing:0em;">&nbsp;a</span><span class="stl_22" style="word-spacing:0em;">&nbsp;1449,3</span><span class="stl_22" style="word-spacing:0em;">&nbsp;cm</span><span class="stl_22" style="word-spacing:0.25em;">&nbsp;,</span><span class="stl_22" style="word-spacing:0em;">&nbsp;la</span><span class="stl_22" style="word-spacing:0em;">&nbsp;que</span><span class="stl_22" style="word-spacing:0em;">&nbsp;está</span><span class="stl_22" style="word-spacing:0.02em;">&nbsp;relacionada</span><span class="stl_22" style="word-spacing:0em;">&nbsp;con</span><span class="stl_22" style="word-spacing:0em;">&nbsp;la</span><span class="stl_22" style="word-spacing:0.02em;">&nbsp;presencia</span><span class="stl_22" style="word-spacing:0em;">&nbsp;del</span><span class="stl_22" style="word-spacing:-0.01em;">&nbsp;grupo</span><span class="stl_22" style="word-spacing:0em;">&nbsp;CH</span><span class="stl_22" style="word-spacing:0.32em;">&nbsp;y</span><span class="stl_22" style="word-spacing:0.01em;">&nbsp;CH &nbsp;</span></div>
					<div class="stl_01" style="top: 50.2733em; left:43.0483em;"><span class="stl_31">3</span></div>
					<div class="stl_01" style="top: 50.2733em; left:45.9283em;"><span class="stl_31">2</span></div>
					<div class="stl_01" style="top: 51.6575em; left:4.72em;"><span class="stl_22">(</span></div>
					<div class="stl_01" style="top: 51.6575em; left:5.139em;"><span class="stl_22" style="word-spacing:0.02em;">Rojo-Callejas, 2020). &nbsp;</span></div>
					<div class="stl_01" style="top: 53.5075em; left:7.672em;"><span class="stl_22" style="word-spacing:-0.03em;">Estas bandas</span><span class="stl_22" style="word-spacing:-0.03em;">&nbsp;pueden</span><span class="stl_22" style="word-spacing:-0.03em;">&nbsp;estar</span><span class="stl_22" style="word-spacing:-0.04em;">&nbsp;indicando</span><span class="stl_22" style="word-spacing:-0.04em;">&nbsp;la</span><span class="stl_22" style="word-spacing:-0.03em;">&nbsp;presencia</span><span class="stl_22" style="word-spacing:-0.04em;">&nbsp;del</span><span class="stl_22" style="word-spacing:-0.04em;">&nbsp;grupo</span><span class="stl_22" style="word-spacing:-0.04em;">&nbsp;CH</span><span class="stl_22" style="word-spacing:0.11em;">&nbsp;,</span><span class="stl_22" style="word-spacing:-0.03em;">&nbsp;proveniente</span><span class="stl_22" style="word-spacing:-0.04em;">&nbsp;del</span><span class="stl_22" style="word-spacing:-0.04em;">&nbsp;metanol &nbsp;</span></div>
					<div class="stl_01" style="top: 53.9633em; left:35.0158em;"><span class="stl_31">3</span></div>
					<div class="stl_01" style="top: 55.3433em; left:41.3683em;"><span class="stl_31">-1 &nbsp;</span></div>
					<div class="stl_01" style="top: 55.3475em; left:4.72em;"><span class="stl_22" style="word-spacing:0.04em;">usado como solvente.</span><span class="stl_22" style="word-spacing:0.05em;">&nbsp;Además,</span><span class="stl_22" style="word-spacing:0.03em;">&nbsp;si</span><span class="stl_22" style="word-spacing:0.04em;">&nbsp;la</span><span class="stl_22" style="word-spacing:0.04em;">&nbsp;banda obtenida en</span><span class="stl_22" style="word-spacing:0.04em;">&nbsp;la zona entre</span><span class="stl_22" style="word-spacing:0.04em;">&nbsp;1.475 ~1.445</span><span class="stl_22" style="word-spacing:0.02em;">&nbsp;cm</span><span class="stl_22" style="word-spacing:0.24em;">&nbsp;,</span><span class="stl_22" style="word-spacing:0.03em;">&nbsp;se</span><span class="stl_22" style="word-spacing:0.04em;">&nbsp;acerca &nbsp;</span></div>
					<div class="stl_01" style="top: 57.1929em; left:12.0017em;"><span class="stl_31">-1 &nbsp;</span></div>
					<div class="stl_01" style="top: 57.1972em; left:4.72em;"><span class="stl_22" style="word-spacing:-0.03em;">al valor</span><span class="stl_22" style="word-spacing:-0.04em;">&nbsp;1.450</span><span class="stl_22" style="word-spacing:0.14em;">&nbsp;cm</span><span class="stl_22" style="word-spacing:0.41em;">&nbsp;(como</span><span class="stl_22" style="word-spacing:-0.04em;">&nbsp;lo</span><span class="stl_22" style="word-spacing:-0.04em;">&nbsp;es</span><span class="stl_22" style="word-spacing:-0.04em;">&nbsp;en</span><span class="stl_22" style="word-spacing:-0.03em;">&nbsp;este</span><span class="stl_22" style="word-spacing:-0.04em;">&nbsp;caso),</span><span class="stl_22" style="word-spacing:-0.03em;">&nbsp;puede</span><span class="stl_22" style="word-spacing:-0.03em;">&nbsp;indicar</span><span class="stl_22" style="word-spacing:-0.03em;">&nbsp;también,</span><span class="stl_22" style="word-spacing:-0.04em;">&nbsp;la</span><span class="stl_22" style="word-spacing:-0.02em;">&nbsp;presencia</span><span class="stl_22" style="word-spacing:-0.04em;">&nbsp;de</span><span class="stl_22" style="word-spacing:-0.03em;">&nbsp;grupos</span><span class="stl_22" style="word-spacing:-0.01em;">&nbsp;-CH</span><span class="stl_22" style="word-spacing:-0.01em;">&nbsp;- &nbsp;</span></div>
					<div class="stl_01" style="top: 57.6529em; left:45.5583em;"><span class="stl_31">2</span></div>
					<div class="stl_01" style="top: 62.344em; left:44.8883em;"><span class="stl_28">1</span></div>
					<div class="stl_01" style="top: 62.344em; left:45.3575em;"><span class="stl_28 stl_12">94 &nbsp;</span></div>
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				<img src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAzAAAAQgCAYAAAA5ebkOAAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAADsMAAA7DAcdvqGQAAA6NSURBVHhe7dexbVRhEIXRTZwTOnQJhITuBMsVOCSkE0pZUQmdvPULJphNQdq5g86RpoP/6d3vAgAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA/5Xv1+en999X51zW1RcKAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAwC7Hcfy6AQAQp+Ya0AkYAIBMNdeATsAAAGSquQZ0AgYAIFPNNaATMAAAmWquAZ2AAQDIVHMN6AQMAECmmmtAJ2AAADLVXAM6AQMAkKnmGtAJGACATDXXgE7AAABkqrkGdAIGACBTzTWgEzAAAJlqrgGdgAEAyFRzDegEDABAppprQCdgAAAy1VwDOgEDAJCp5hrQCRgAgEw114BOwAAAZKq5BnTnt/HjjJirc84555zLupprAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAB/6TiOb7fb7dW5wftSz/FhvHvn7u65Pg0AyHcOuT/nzwsmvdZzfBjvHu681acBAPkMOQIIGJglYADYw5AjgICBWQIGgD0MOQIIGJglYADYw5AjgICBWQIGgD0MOQIIGJglYADYw5AjgICBWQIGgD0MOQIIGJglYADYw5AjgICBWQIGgD0MOQIIGJglYADYw5AjgICBWQIGgD0MOQIIGJglYADYw5AjgICBWQIGgD0MOQIIGJglYADYw5AjgICBWQIGgD0MOQIIGJglYADYw5AjgICBWQIGgD0MOQIIGJglYADYw5AjgICBWQIGgD3OIfdx/rx+Ojd4L/UcH8a7d+7uvtanAQAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA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					<div class="stl_01" style="top: 2.9402em; left:16.3142em;"><span class="stl_17 stl_12" style="font-weight:bold; word-spacing:0.07em;">REVISTA DE</span><span class="stl_17 stl_12" style="font-weight:bold; word-spacing:0.01em;">&nbsp;LA</span><span class="stl_17 stl_12" style="font-weight:bold; word-spacing:0.09em;">&nbsp;UNIVERSIDAD</span><span class="stl_17 stl_12" style="font-weight:bold; word-spacing:0.04em;">&nbsp;DEL ZULIA</span><span class="stl_18" style="word-spacing:0em;">.</span><span class="stl_18 stl_12" style="word-spacing:0.22em;">&nbsp;</span><span class="stl_17" style="font-weight:bold; word-spacing:0.22em;">3ª</span><span class="stl_17 stl_12" style="font-weight:bold; word-spacing:0.04em;">&nbsp;época.</span><span class="stl_17 stl_12" style="font-weight:bold; word-spacing:0.03em;">&nbsp;Año</span><span class="stl_17 stl_12" style="font-weight:bold; word-spacing:0.02em;">&nbsp;14,</span><span class="stl_17 stl_12" style="font-weight:bold; word-spacing:0.01em;">&nbsp;N°</span><span class="stl_17 stl_12" style="font-weight:bold; word-spacing:0.03em;">&nbsp;40,</span><span class="stl_17 stl_12" style="font-weight:bold; word-spacing:0.04em;">&nbsp;2023 &nbsp;</span></div>
					<div class="stl_01" style="top: 4.0001em; left:6.182em;"><span class="stl_18 stl_12" style="word-spacing:0.08em;">Ruth Monroy</span><span class="stl_18 stl_12" style="word-spacing:0.02em;">&nbsp;et</span><span class="stl_18 stl_12" style="word-spacing:0.03em;">&nbsp;al.</span><span class="stl_18 stl_12" style="word-spacing:0.03em;">&nbsp;//</span><span class="stl_18 stl_14" style="word-spacing:0.02em;">&nbsp;Caracterizaci<span class="stl_12">ón</span></span><span class="stl_18 stl_12" style="word-spacing:0.07em;">&nbsp;y cuantificación</span><span class="stl_18 stl_14" style="word-spacing:-0.01em;">&nbsp;espectroscó<span class="stl_12">pi</span></span><a href="https://doi.org/10.46925/rdluz.40.10" target="_blank"><span class="stl_18" style="word-spacing:-0.01em;">ca</span></a><a href="https://doi.org/10.46925/rdluz.40.10" target="_blank"><span class="stl_18 stl_12" style="word-spacing:0.02em;">&nbsp;de</span></a><a href="https://doi.org/10.46925/rdluz.40.10" target="_blank"><span class="stl_18 stl_12" style="word-spacing:0.09em;">&nbsp;flavonoides</span></a><a href="https://doi.org/10.46925/rdluz.40.10" target="_blank"><span class="stl_18" style="word-spacing:0em;">&nbsp;y</span></a><a href="https://doi.org/10.46925/rdluz.40.10" target="_blank"><span class="stl_18 stl_12" style="word-spacing:0.03em;">&nbsp;</span></a><a href="https://doi.org/10.46925/rdluz.40.10" target="_blank"><span class="stl_19 stl_14" style="word-spacing:0.03em;">catequinas<span class="stl_12">…</span></span></a><a href="https://doi.org/10.46925/rdluz.40.10" target="_blank"><span class="stl_19 stl_12" style="word-spacing:0em;">&nbsp;</span></a><a href="https://doi.org/10.46925/rdluz.40.10" target="_blank"><span class="stl_18 stl_14" style="word-spacing:0em;">185-20<span class="stl_12">4 &nbsp;</span></span></a></div>
					<div class="stl_01" style="top: 5.0402em; left:29.8058em;"><span class="stl_17 stl_12" style="font-weight:bold; word-spacing:0.03em;">DOI: </span><a href="https://doi.org/10.46925/rdluz.40.10" target="_blank"><span class="stl_20 stl_14" style="font-weight:bold; word-spacing:0em;">https://doi.org/10.46925//rdluz<span class="stl_12">.40.10 &nbsp;</span></span></a></div>
					<div class="stl_01" style="top: 7.2209em; left:4.72em;"><span class="stl_22" style="word-spacing:0.03em;">presentes en</span><span class="stl_22" style="word-spacing:0.02em;">&nbsp;ciclo alcanos</span><span class="stl_22" style="word-spacing:0.05em;">&nbsp;(Rojo-Callejas,</span><span class="stl_22" style="word-spacing:0.02em;">&nbsp;2020),</span><span class="stl_22" style="word-spacing:0.02em;">&nbsp;estructuras</span><span class="stl_22" style="word-spacing:0.02em;">&nbsp;comunes en las</span><span class="stl_22" style="word-spacing:0.02em;">&nbsp;moléculas del</span><span class="stl_22" style="word-spacing:0.02em;">&nbsp;tipo &nbsp;</span></div>
					<div class="stl_01" style="top: 9.0609em; left:4.72em;"><span class="stl_22 stl_14">flaván-3-ol<span class="stl_15">. &nbsp;</span></span></div>
					<div class="stl_01" style="top: 10.9066em; left:21.5542em;"><span class="stl_31">-1 &nbsp;</span></div>
					<div class="stl_01" style="top: 10.9066em; left:38.0283em;"><span class="stl_31">-1 &nbsp;</span></div>
					<div class="stl_01" style="top: 10.9109em; left:7.672em;"><span class="stl_22" style="word-spacing:0.07em;">En la región de</span><span class="stl_22" style="word-spacing:0.06em;">&nbsp;1.765 ~</span><span class="stl_22" style="word-spacing:0.07em;">&nbsp;1.540</span><span class="stl_22" style="word-spacing:0.06em;">&nbsp;cm</span><span class="stl_22" style="word-spacing:0.51em;">&nbsp;está</span><span class="stl_22" style="word-spacing:0.08em;">&nbsp;presente</span><span class="stl_22" style="word-spacing:0.06em;">&nbsp;1 banda a</span><span class="stl_22" style="word-spacing:0.06em;">&nbsp;1.649,03 cm</span><span class="stl_22" style="word-spacing:0.24em;">&nbsp;.</span><span class="stl_22" style="word-spacing:0.06em;">&nbsp;Esta es la</span><span class="stl_22" style="word-spacing:0.07em;">&nbsp;región &nbsp;</span></div>
					<div class="stl_01" style="top: 12.7509em; left:4.72em;"><span class="stl_22" style="word-spacing:0.05em;">que indica la posible</span><span class="stl_22" style="word-spacing:0.04em;">&nbsp;presencia de los</span><span class="stl_22" style="word-spacing:0.05em;">&nbsp;grupos</span><span class="stl_22" style="word-spacing:0.06em;">&nbsp;carbonilos</span><span class="stl_22" style="word-spacing:0.05em;">&nbsp;correspondiente a las</span><span class="stl_22" style="word-spacing:0.05em;">&nbsp;cetonas. En</span><span class="stl_22" style="word-spacing:0.05em;">&nbsp;este &nbsp;</span></div>
					<div class="stl_01" style="top: 14.6009em; left:4.72em;"><span class="stl_22" style="word-spacing:0.25em;">intervalo la señal obtenida podría ser originada al estiramiento</span><span class="stl_22" style="word-spacing:0.25em;">&nbsp;del carbonilo.</span><span class="stl_22" style="word-spacing:0.26em;">&nbsp;Este</span><span class="stl_22" style="word-spacing:0.26em;">&nbsp;grupo &nbsp;</span></div>
					<div class="stl_01" style="top: 16.4366em; left:24.4642em;"><span class="stl_31">-</span></div>
					<div class="stl_01" style="top: 16.4366em; left:24.7142em;"><span class="stl_31">1</span></div>
					<div class="stl_01" style="top: 16.4409em; left:4.72em;"><span class="stl_22" style="word-spacing:0.04em;">presenta una</span><span class="stl_22" style="word-spacing:0.03em;">&nbsp;señal</span><span class="stl_22" style="word-spacing:0.03em;">&nbsp;refleja</span><span class="stl_22" style="word-spacing:0.03em;">&nbsp;en la</span><span class="stl_22" style="word-spacing:0.04em;">&nbsp;zona</span><span class="stl_22" style="word-spacing:0.05em;">&nbsp;1.100</span><span class="stl_22" style="word-spacing:0.02em;">&nbsp;cm</span><span class="stl_22" style="word-spacing:0.24em;">&nbsp;.</span><span class="stl_22" style="word-spacing:0.28em;">&nbsp;Como</span><span class="stl_22" style="word-spacing:0.04em;">&nbsp;se puede</span><span class="stl_22" style="word-spacing:0.03em;">&nbsp;ver</span><span class="stl_22" style="word-spacing:0.03em;">&nbsp;en</span><span class="stl_22" style="word-spacing:0.03em;">&nbsp;el</span><span class="stl_22" style="word-spacing:0.04em;">&nbsp;espectro es la</span><span class="stl_22" style="word-spacing:0.03em;">&nbsp;banda</span><span class="stl_22" style="word-spacing:0.03em;">&nbsp;a &nbsp;</span></div>
					<div class="stl_01" style="top: 18.2866em; left:9.2417em;"><span class="stl_31">-1 &nbsp;</span></div>
					<div class="stl_01" style="top: 18.2909em; left:5.092em;"><span class="stl_22 stl_14" style="word-spacing:-0.01em;">.111,93 c<span class="stl_15">m</span></span><span class="stl_22" style="word-spacing:0.23em;">&nbsp;,</span><span class="stl_22" style="word-spacing:0em;">&nbsp;la</span><span class="stl_22" style="word-spacing:0em;">&nbsp;cual</span><span class="stl_22" style="word-spacing:0.01em;">&nbsp;está</span><span class="stl_22" style="word-spacing:0.01em;">&nbsp;relacionada</span><span class="stl_22" style="word-spacing:0em;">&nbsp;con</span><span class="stl_22" style="word-spacing:0em;">&nbsp;la</span><span class="stl_22" style="word-spacing:0em;">&nbsp;torsión</span><span class="stl_22" style="word-spacing:0em;">&nbsp;del</span><span class="stl_22" style="word-spacing:0em;">&nbsp;grupo</span><span class="stl_22 stl_14" style="word-spacing:0em;">&nbsp;carbonil<span class="stl_15">o</span></span><span class="stl_22" style="word-spacing:0.04em;">&nbsp;(Rojo-Callejas,</span><span class="stl_22" style="word-spacing:0em;">&nbsp;2020). &nbsp;</span></div>
					<div class="stl_01" style="top: 18.2909em; left:4.72em;"><span class="stl_22">1</span></div>
					<div class="stl_01" style="top: 20.1391em; left:25.0342em;"><span class="stl_31">-1 &nbsp;</span></div>
					<div class="stl_01" style="top: 20.1434em; left:7.672em;"><span class="stl_22" style="word-spacing:0.05em;">La Banda</span><span class="stl_22" style="word-spacing:0.05em;">&nbsp;que</span><span class="stl_22" style="word-spacing:0.04em;">&nbsp;se presenta</span><span class="stl_22" style="word-spacing:0.05em;">&nbsp;a</span><span class="stl_22" style="word-spacing:0.06em;">&nbsp;1.449,30</span><span class="stl_22" style="word-spacing:0.04em;">&nbsp;cm</span><span class="stl_22" style="word-spacing:0.49em;">&nbsp;está</span><span class="stl_22" style="word-spacing:0.05em;">&nbsp;relacionada a la</span><span class="stl_22" style="word-spacing:0.04em;">&nbsp;señal de</span><span class="stl_22" style="word-spacing:0.04em;">&nbsp;los</span><span class="stl_22" style="word-spacing:0.05em;">&nbsp;estiramientos &nbsp;</span></div>
					<div class="stl_01" style="top: 21.9834em; left:4.72em;"><span class="stl_22 stl_14" style="word-spacing:0em;">C-C y C-O (Nunes et al., 2016; Domínguez-Pérez et al., 2019; Rojo-Calle<span class="stl_15">jas, 2020). &nbsp;</span></span></div>
					<div class="stl_01" style="top: 23.8291em; left:18.7942em;"><span class="stl_31">-1 &nbsp;</span></div>
					<div class="stl_01" style="top: 23.8334em; left:7.672em;"><span class="stl_22" style="word-spacing:0.01em;">En la</span><span class="stl_22" style="word-spacing:0.02em;">&nbsp;banda</span><span class="stl_22" style="word-spacing:0.01em;">&nbsp;a</span><span class="stl_22" style="word-spacing:0.02em;">&nbsp;1.407,87</span><span class="stl_22" style="word-spacing:0.02em;">&nbsp;cm</span><span class="stl_22" style="word-spacing:0.24em;">&nbsp;,</span><span class="stl_22" style="word-spacing:0em;">&nbsp;se</span><span class="stl_22" style="word-spacing:0.02em;">&nbsp;identificó</span><span class="stl_22" style="word-spacing:0.02em;">&nbsp;una</span><span class="stl_22" style="word-spacing:0.03em;">&nbsp;señal</span><span class="stl_22" style="word-spacing:0.02em;">&nbsp;atribuible</span><span class="stl_22" style="word-spacing:0em;">&nbsp;a</span><span class="stl_22" style="word-spacing:0.03em;">&nbsp;polifenoles.</span><span class="stl_22" style="word-spacing:0em;">&nbsp;En</span><span class="stl_22" style="word-spacing:0.03em;">&nbsp;particular, &nbsp;</span></div>
					<div class="stl_01" style="top: 25.6691em; left:17.0942em;"><span class="stl_31">-1 &nbsp;</span></div>
					<div class="stl_01" style="top: 25.6734em; left:4.72em;"><span class="stl_22" style="word-spacing:-0.03em;">el pico</span><span class="stl_22" style="word-spacing:-0.02em;">&nbsp;alrededor</span><span class="stl_22" style="word-spacing:-0.02em;">&nbsp;de</span><span class="stl_22" style="word-spacing:-0.03em;">&nbsp;1.285</span><span class="stl_22" style="word-spacing:-0.03em;">&nbsp;cm</span><span class="stl_22" style="word-spacing:0.44em;">&nbsp;indicó</span><span class="stl_22" style="word-spacing:-0.03em;">&nbsp;un</span><span class="stl_22" style="word-spacing:-0.01em;">&nbsp;rasgo</span><span class="stl_22 stl_14" style="word-spacing:-0.01em;">&nbsp;característic<span class="stl_15">o</span></span><span class="stl_22" style="word-spacing:-0.03em;">&nbsp;de</span><span class="stl_22" style="word-spacing:-0.02em;">&nbsp;los</span><span class="stl_22" style="word-spacing:-0.02em;">&nbsp;taninos</span><span class="stl_22" style="word-spacing:-0.03em;">&nbsp;a</span><span class="stl_22" style="word-spacing:-0.02em;">&nbsp;base</span><span class="stl_22" style="word-spacing:-0.03em;">&nbsp;de</span><span class="stl_22" style="word-spacing:-0.01em;">&nbsp;flavonoides. &nbsp;</span></div>
					<div class="stl_01" style="top: 27.5234em; left:4.72em;"><span class="stl_22" style="word-spacing:-0.02em;">Este pico se asignó a la vibración etérea de estiramiento C-C, que surge de la estructura de anillo &nbsp;</span></div>
					<div class="stl_01" style="top: 29.3634em; left:4.72em;"><span class="stl_22" style="word-spacing:-0.02em;">derivada de pirano de esta clase de taninos. Este pico se encuentra generalmente en los espectros &nbsp;</span></div>
					<div class="stl_01" style="top: 31.2134em; left:4.72em;"><span class="stl_22 stl_14" style="word-spacing:-0.02em;">de las catequinas y procianidinas (Nunes et al., 2016; Domínguez-Pérez et al., 2019; Irigo<span class="stl_15">iti et al., &nbsp;</span></span></div>
					<div class="stl_01" style="top: 33.0634em; left:4.72em;"><span class="stl_22" style="word-spacing:0.02em;">2019; Rojo-Callejas 2020). &nbsp;</span></div>
					<div class="stl_01" style="top: 34.905em; left:7.672em;"><span class="stl_22" style="word-spacing:0.02em;">La presencia de</span><span class="stl_22" style="word-spacing:0.02em;">&nbsp;los</span><span class="stl_22" style="word-spacing:0.02em;">&nbsp;flavonoides</span><span class="stl_22" style="word-spacing:0.03em;">&nbsp;podría estar</span><span class="stl_22" style="word-spacing:0.03em;">&nbsp;también</span><span class="stl_22" style="word-spacing:0.02em;">&nbsp;sugerida</span><span class="stl_22" style="word-spacing:0.03em;">&nbsp;por</span><span class="stl_22" style="word-spacing:0.02em;">&nbsp;la</span><span class="stl_22" style="word-spacing:0.02em;">&nbsp;señal</span><span class="stl_22" style="word-spacing:0.02em;">&nbsp;obtenida</span><span class="stl_22" style="word-spacing:0.02em;">&nbsp;en</span><span class="stl_22" style="word-spacing:0.03em;">&nbsp;el &nbsp;</span></div>
					<div class="stl_01" style="top: 36.7508em; left:16.1142em;"><span class="stl_31">-1 &nbsp;</span></div>
					<div class="stl_01" style="top: 36.755em; left:4.72em;"><span class="stl_22 stl_14" style="word-spacing:-0.01em;">pico intens<span class="stl_15">o</span></span><span class="stl_22" style="word-spacing:-0.02em;">&nbsp;a</span><span class="stl_22" style="word-spacing:-0.01em;">&nbsp;1.018,</span><span class="stl_22" style="word-spacing:-0.01em;">&nbsp;54</span><span class="stl_22" style="word-spacing:-0.01em;">&nbsp;cm</span><span class="stl_22" style="word-spacing:0.23em;">&nbsp;,</span><span class="stl_22" style="word-spacing:-0.02em;">&nbsp;de</span><span class="stl_22 stl_14" style="word-spacing:-0.02em;">&nbsp;interaccione<span class="stl_15">s</span></span><span class="stl_22" style="word-spacing:0em;">&nbsp;C-C/C-O.</span><span class="stl_22" style="word-spacing:-0.01em;">&nbsp;Estas</span><span class="stl_22" style="word-spacing:-0.01em;">&nbsp;señales</span><span class="stl_22" style="word-spacing:-0.01em;">&nbsp;son</span><span class="stl_22" style="word-spacing:-0.01em;">&nbsp;solo</span><span class="stl_22 stl_14" style="word-spacing:-0.02em;">&nbsp;complementarias<span class="stl_15">, &nbsp;</span></span></div>
					<div class="stl_01" style="top: 38.595em; left:4.72em;"><span class="stl_22" style="word-spacing:0.04em;">pues los</span><span class="stl_22" style="word-spacing:0.04em;">&nbsp;estiramientos</span><span class="stl_22" style="word-spacing:0.04em;">&nbsp;C-C,</span><span class="stl_22" style="word-spacing:0.03em;">&nbsp;C-N</span><span class="stl_22" style="word-spacing:0.02em;">&nbsp;y</span><span class="stl_22" style="word-spacing:0.03em;">&nbsp;C-O</span><span class="stl_22" style="word-spacing:0.03em;">&nbsp;caen en la misma región</span><span class="stl_22" style="word-spacing:0.06em;">&nbsp;(Rojo-Callejas</span><span class="stl_22" style="word-spacing:0.03em;">&nbsp;2020).</span><span class="stl_22" style="word-spacing:0.03em;">&nbsp;A</span><span class="stl_22" style="word-spacing:0.04em;">&nbsp;través &nbsp;</span></div>
					<div class="stl_01" style="top: 40.445em; left:4.72em;"><span class="stl_22" style="word-spacing:0.25em;">del análisis al espectro Infrarrojo se puede inferir, la presencia de los grupos funcionales &nbsp;</span></div>
					<div class="stl_01" style="top: 42.285em; left:4.72em;"><span class="stl_22 stl_14" style="word-spacing:0em;">característicos de los compuestos tipo flavonoides en el extracto alco<span class="stl_15">hólico. &nbsp;</span></span></div>
					<div class="stl_01" style="top: 45.1358em; left:7.672em;"><span class="stl_30 stl_12" style="word-spacing:1.02em;">2.3. Determinación</span><span class="stl_30 stl_12" style="word-spacing:0.02em;">&nbsp;del</span><span class="stl_30 stl_12" style="word-spacing:0.04em;">&nbsp;contenido</span><span class="stl_30 stl_12" style="word-spacing:0.01em;">&nbsp;de</span><span class="stl_30 stl_12" style="word-spacing:0.06em;">&nbsp;polifenoles</span><span class="stl_30 stl_12" style="word-spacing:0.04em;">&nbsp;totales</span><span class="stl_30 stl_12" style="word-spacing:0.01em;">&nbsp;en</span><span class="stl_30 stl_12" style="word-spacing:0.01em;">&nbsp;el</span><span class="stl_30 stl_12" style="word-spacing:0.04em;">&nbsp;extracto</span><span class="stl_30 stl_12" style="word-spacing:0.05em;">&nbsp;alcohólico &nbsp;</span></div>
					<div class="stl_01" style="top: 47.6275em; left:7.672em;"><span class="stl_22" style="word-spacing:0.15em;">El contenido de polifenoles totales determinado fue de 13.500,56 ±</span><span class="stl_22" style="word-spacing:0.15em;">&nbsp;0,89 mg AG/L</span><span class="stl_22" style="word-spacing:0.15em;">&nbsp;del &nbsp;</span></div>
					<div class="stl_01" style="top: 49.4675em; left:4.72em;"><span class="stl_22" style="word-spacing:0.19em;">extracto concentrado</span><span class="stl_22" style="word-spacing:0.18em;">&nbsp;proveniente del cacao</span><span class="stl_22" style="word-spacing:0.18em;">&nbsp;fermentado y seco. El contenido de</span><span class="stl_22" style="word-spacing:0.18em;">&nbsp;polifenoles &nbsp;</span></div>
					<div class="stl_01" style="top: 51.3175em; left:4.72em;"><span class="stl_22 stl_14" style="word-spacing:0em;">expresado por gramo de cacao, presenta una cantidad de 14,21 ± 0,06<span class="stl_15">&nbsp;mg AG/g. &nbsp;</span></span></div>
					<div class="stl_01" style="top: 53.1575em; left:7.672em;"><span class="stl_22" style="word-spacing:-0.01em;">El contenido de compuestos fenólicos de granos de cacao fresco, puede encontrarse en un &nbsp;</span></div>
					<div class="stl_01" style="top: 55.0075em; left:4.72em;"><span class="stl_22" style="word-spacing:0.03em;">intervalo de 34</span><span class="stl_22" style="word-spacing:0.02em;">&nbsp;-</span><span class="stl_22" style="word-spacing:0.03em;">&nbsp;60</span><span class="stl_22" style="word-spacing:0.02em;">&nbsp;mg/g,</span><span class="stl_22" style="word-spacing:0.03em;">&nbsp;(Nazaruddin</span><span class="stl_22" style="word-spacing:0.03em;">&nbsp;et</span><span class="stl_22" style="word-spacing:0.01em;">&nbsp;al.,</span><span class="stl_22" style="word-spacing:0.03em;">&nbsp;2006).</span><span class="stl_22" style="word-spacing:0.26em;">&nbsp;Como</span><span class="stl_22" style="word-spacing:0.02em;">&nbsp;se</span><span class="stl_22" style="word-spacing:0.03em;">&nbsp;mencionó anteriormente</span><span class="stl_22" style="word-spacing:0.03em;">&nbsp;existen &nbsp;</span></div>
					<div class="stl_01" style="top: 56.8472em; left:4.72em;"><span class="stl_22" style="word-spacing:0.12em;">diversos factores que</span><span class="stl_22" style="word-spacing:0.1em;">&nbsp;afectan la</span><span class="stl_22" style="word-spacing:0.11em;">&nbsp;cantidad</span><span class="stl_22" style="word-spacing:0.09em;">&nbsp;de</span><span class="stl_22" style="word-spacing:0.11em;">&nbsp;los</span><span class="stl_22" style="word-spacing:0.1em;">&nbsp;compuestos</span><span class="stl_22" style="word-spacing:0.12em;">&nbsp;fenólicos</span><span class="stl_22" style="word-spacing:0.1em;">&nbsp;en los granos de</span><span class="stl_22" style="word-spacing:0.1em;">&nbsp;cacao, &nbsp;</span></div>
					<div class="stl_01" style="top: 58.6972em; left:4.72em;"><span class="stl_22" style="word-spacing:0.22em;">como los edafo-climáticos, pre y pos cosecha, además de los procesos biosintéticos de los &nbsp;</span></div>
					<div class="stl_01" style="top: 62.344em; left:44.8883em;"><span class="stl_28">1</span></div>
					<div class="stl_01" style="top: 62.344em; left:45.3575em;"><span class="stl_28 stl_12">95 &nbsp;</span></div>
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				<img src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAzAAAAQgCAYAAAA5ebkOAAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAADsMAAA7DAcdvqGQAAA05SURBVHhe7dNBCQAgFAXBd7GD7QSLfmzmxQgeRGZgI2wAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAOAro3qbqyS91TkUAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAgNuSDW6SttAnIGY/AAAAAElFTkSuQmCC" alt="" class="stl_29" />
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				<div class="stl_05 stl_06">
					<div class="stl_01" style="top: 2.9402em; left:16.3142em;"><span class="stl_17 stl_12" style="font-weight:bold; word-spacing:0.07em;">REVISTA DE</span><span class="stl_17 stl_12" style="font-weight:bold; word-spacing:0.01em;">&nbsp;LA</span><span class="stl_17 stl_12" style="font-weight:bold; word-spacing:0.09em;">&nbsp;UNIVERSIDAD</span><span class="stl_17 stl_12" style="font-weight:bold; word-spacing:0.04em;">&nbsp;DEL ZULIA</span><span class="stl_18" style="word-spacing:0em;">.</span><span class="stl_18 stl_12" style="word-spacing:0.22em;">&nbsp;</span><span class="stl_17" style="font-weight:bold; word-spacing:0.22em;">3ª</span><span class="stl_17 stl_12" style="font-weight:bold; word-spacing:0.04em;">&nbsp;época.</span><span class="stl_17 stl_12" style="font-weight:bold; word-spacing:0.03em;">&nbsp;Año</span><span class="stl_17 stl_12" style="font-weight:bold; word-spacing:0.02em;">&nbsp;14,</span><span class="stl_17 stl_12" style="font-weight:bold; word-spacing:0.01em;">&nbsp;N°</span><span class="stl_17 stl_12" style="font-weight:bold; word-spacing:0.03em;">&nbsp;40,</span><span class="stl_17 stl_12" style="font-weight:bold; word-spacing:0.04em;">&nbsp;2023 &nbsp;</span></div>
					<div class="stl_01" style="top: 4.0001em; left:6.182em;"><span class="stl_18 stl_12" style="word-spacing:0.08em;">Ruth Monroy</span><span class="stl_18 stl_12" style="word-spacing:0.02em;">&nbsp;et</span><span class="stl_18 stl_12" style="word-spacing:0.03em;">&nbsp;al.</span><span class="stl_18 stl_12" style="word-spacing:0.03em;">&nbsp;//</span><span class="stl_18 stl_14" style="word-spacing:0.02em;">&nbsp;Caracterizaci<span class="stl_12">ón</span></span><span class="stl_18 stl_12" style="word-spacing:0.07em;">&nbsp;y cuantificación</span><span class="stl_18 stl_14" style="word-spacing:-0.01em;">&nbsp;espectroscó<span class="stl_12">pi</span></span><a href="https://doi.org/10.46925/rdluz.40.10" target="_blank"><span class="stl_18" style="word-spacing:-0.01em;">ca</span></a><a href="https://doi.org/10.46925/rdluz.40.10" target="_blank"><span class="stl_18 stl_12" style="word-spacing:0.02em;">&nbsp;de</span></a><a href="https://doi.org/10.46925/rdluz.40.10" target="_blank"><span class="stl_18 stl_12" style="word-spacing:0.09em;">&nbsp;flavonoides</span></a><a href="https://doi.org/10.46925/rdluz.40.10" target="_blank"><span class="stl_18" style="word-spacing:0em;">&nbsp;y</span></a><a href="https://doi.org/10.46925/rdluz.40.10" target="_blank"><span class="stl_18 stl_12" style="word-spacing:0.03em;">&nbsp;</span></a><a href="https://doi.org/10.46925/rdluz.40.10" target="_blank"><span class="stl_19 stl_14" style="word-spacing:0.03em;">catequinas<span class="stl_12">…</span></span></a><a href="https://doi.org/10.46925/rdluz.40.10" target="_blank"><span class="stl_19 stl_12" style="word-spacing:0em;">&nbsp;</span></a><a href="https://doi.org/10.46925/rdluz.40.10" target="_blank"><span class="stl_18 stl_14" style="word-spacing:0em;">185-20<span class="stl_12">4 &nbsp;</span></span></a></div>
					<div class="stl_01" style="top: 5.0402em; left:29.8058em;"><span class="stl_17 stl_12" style="font-weight:bold; word-spacing:0.03em;">DOI: </span><a href="https://doi.org/10.46925/rdluz.40.10" target="_blank"><span class="stl_20 stl_14" style="font-weight:bold; word-spacing:0em;">https://doi.org/10.46925//rdluz<span class="stl_12">.40.10 &nbsp;</span></span></a></div>
					<div class="stl_01" style="top: 7.2209em; left:4.72em;"><span class="stl_22" style="word-spacing:0.04em;">compuestos. Por otra</span><span class="stl_22" style="word-spacing:0.05em;">&nbsp;parte,</span><span class="stl_22" style="word-spacing:0.04em;">&nbsp;destaca</span><span class="stl_22" style="word-spacing:0.03em;">&nbsp;la disminución del</span><span class="stl_22" style="word-spacing:0.04em;">&nbsp;contenido</span><span class="stl_22" style="word-spacing:0.04em;">&nbsp;de</span><span class="stl_22" style="word-spacing:0.04em;">&nbsp;polifenoles</span><span class="stl_22" style="word-spacing:0.04em;">&nbsp;por</span><span class="stl_22" style="word-spacing:0.03em;">&nbsp;el</span><span class="stl_22" style="word-spacing:0.04em;">&nbsp;proceso &nbsp;</span></div>
					<div class="stl_01" style="top: 9.0609em; left:4.72em;"><span class="stl_22 stl_14" style="word-spacing:0em;">de fermentado y secado del gr<span class="stl_15">ano. &nbsp;</span></span></div>
					<div class="stl_01" style="top: 11.9016em; left:7.672em;"><span class="stl_30 stl_12" style="word-spacing:0.95em;">2.4. Determinación</span><span class="stl_30 stl_12" style="word-spacing:0.16em;">&nbsp;del contenido de flavonoides en el extracto alcohólico</span><span class="stl_30 stl_12" style="word-spacing:0.14em;">&nbsp;por &nbsp;</span></div>
					<div class="stl_01" style="top: 13.4216em; left:9.1617em;"><span class="stl_30 stl_14" style="word-spacing:0em;">espectrofotometrí<span class="stl_12">a UV-visible &nbsp;</span></span></div>
					<div class="stl_01" style="top: 15.4609em; left:7.672em;"><span class="stl_22" style="word-spacing:0.12em;">El contenido de flavonoides fue de</span><span class="stl_22" style="word-spacing:0.13em;">&nbsp;7.792,2 ± 0,3</span><span class="stl_22" style="word-spacing:0.11em;">&nbsp;mg EC/L (8,20 ±</span><span class="stl_22" style="word-spacing:0.12em;">&nbsp;0,03</span><span class="stl_22" style="word-spacing:0.11em;">&nbsp;mg EC/g)</span><span class="stl_22" style="word-spacing:0.11em;">&nbsp;en</span><span class="stl_22" style="word-spacing:0.11em;">&nbsp;el &nbsp;</span></div>
					<div class="stl_01" style="top: 17.3009em; left:4.72em;"><span class="stl_22" style="word-spacing:0.13em;">extracto concentrado,</span><span class="stl_22" style="word-spacing:0.13em;">&nbsp;valor</span><span class="stl_22" style="word-spacing:0.11em;">&nbsp;que se</span><span class="stl_22" style="word-spacing:0.12em;">&nbsp;encuentra en el rango reportado</span><span class="stl_22" style="word-spacing:0.12em;">&nbsp;en estudio realizado</span><span class="stl_22" style="word-spacing:0.11em;">&nbsp;por &nbsp;</span></div>
					<div class="stl_01" style="top: 19.1509em; left:4.72em;"><span class="stl_22" style="word-spacing:0.04em;">Avendaño et</span><span class="stl_22" style="word-spacing:0.02em;">&nbsp;al.</span><span class="stl_22" style="word-spacing:0.03em;">&nbsp;(2021),</span><span class="stl_22" style="word-spacing:0.04em;">&nbsp;para</span><span class="stl_22" style="word-spacing:0.04em;">&nbsp;determinar</span><span class="stl_22" style="word-spacing:0.02em;">&nbsp;el</span><span class="stl_22" style="word-spacing:0.04em;">&nbsp;contenido</span><span class="stl_22" style="word-spacing:0.03em;">&nbsp;de</span><span class="stl_22" style="word-spacing:0.04em;">&nbsp;flavonoides en</span><span class="stl_22" style="word-spacing:0.03em;">&nbsp;granos de</span><span class="stl_22" style="word-spacing:0.03em;">&nbsp;cacao secos</span><span class="stl_22" style="word-spacing:0.02em;">&nbsp;y &nbsp;</span></div>
					<div class="stl_01" style="top: 21.0892em; left:4.72em;"><span class="stl_22" style="word-spacing:0.08em;">no fermentados de cuatro</span><span class="stl_22" style="word-spacing:0.09em;">&nbsp;especies de</span><span class="stl_22" style="word-spacing:0.09em;">&nbsp;</span><span class="stl_36" style="font-style:italic; word-spacing:0.09em;">Theobroma</span><span class="stl_36" style="word-spacing:0.13em;">&nbsp;</span><span class="stl_22" style="word-spacing:0.13em;">y</span><span class="stl_22" style="word-spacing:0.08em;">&nbsp;de distinto</span><span class="stl_22" style="word-spacing:0.08em;">&nbsp;origen</span><span class="stl_22" style="word-spacing:0.1em;">&nbsp;mexicano,</span><span class="stl_22" style="word-spacing:0.08em;">&nbsp;</span><sup><span class="stl_31" style="word-spacing:0.14em;">c</span></sup><sup><span class="stl_31" style="word-spacing:0.14em;">u</span></sup><sup><span class="stl_31" style="word-spacing:0.14em;">y</span></sup><sup><span class="stl_31" style="word-spacing:0.11em;">o</span></sup><sup><span class="stl_31" style="word-spacing:0.22em;">&nbsp;</span></sup><span class="stl_22" style="word-spacing:0.15em;">contenido &nbsp;</span></div>
					<div class="stl_01" style="top: 23.0034em; left:4.72em;"><span class="stl_22" style="word-spacing:0.01em;">varió de</span><span class="stl_22 stl_14" style="word-spacing:0em;">&nbsp;1,61 <span class="stl_15">a</span></span><span class="stl_22" style="word-spacing:0.02em;">&nbsp;30,35</span><span class="stl_22" style="word-spacing:-0.01em;">&nbsp;mg/g.</span><span class="stl_22 stl_14" style="word-spacing:0em;">&nbsp;Así com<span class="stl_15">o</span></span><span class="stl_22" style="word-spacing:0.01em;">&nbsp;superior</span><span class="stl_22" style="word-spacing:-0.01em;">&nbsp;al</span><span class="stl_22" style="word-spacing:0.01em;">&nbsp;comparar</span><span class="stl_22" style="word-spacing:-0.01em;">&nbsp;los</span><span class="stl_22" style="word-spacing:0.02em;">&nbsp;resultados</span><span class="stl_22" style="word-spacing:0em;">&nbsp;con</span><span class="stl_22" style="word-spacing:0em;">&nbsp;el</span><span class="stl_22" style="word-spacing:0.04em;">&nbsp;estudio</span><span class="stl_22" style="word-spacing:0.02em;">&nbsp;realizado &nbsp;</span></div>
					<div class="stl_01" style="top: 24.8434em; left:4.72em;"><span class="stl_22">por</span><span class="stl_22" style="word-spacing:0.03em;">&nbsp;</span><sup><span class="stl_31">S</span></sup><sup><span class="stl_31">o</span></sup><sup><span class="stl_31">t</span></sup><sup><span class="stl_31">e</span></sup><sup><span class="stl_31">r</span></sup><sup><span class="stl_31" style="word-spacing:0.05em;">o</span></sup><sup><span class="stl_31" style="word-spacing:0.15em;">&nbsp;</span></sup><span class="stl_22" style="word-spacing:0.1em;">et</span><span class="stl_22" style="word-spacing:0.03em;">&nbsp;al.</span><span class="stl_22" style="word-spacing:0.03em;">&nbsp;(2011), quienes</span><span class="stl_22" style="word-spacing:0.04em;">&nbsp;reportaron un</span><span class="stl_22" style="word-spacing:0.03em;">&nbsp;contenido de</span><span class="stl_22" style="word-spacing:0.04em;">&nbsp;flavonoides</span><span class="stl_22" style="word-spacing:0.03em;">&nbsp;de</span><span class="stl_22" style="word-spacing:0.03em;">&nbsp;538,60</span><span class="stl_22" style="word-spacing:0.03em;">&nbsp;mg/100 g</span><span class="stl_22" style="word-spacing:0.03em;">&nbsp;(5,39 &nbsp;</span></div>
					<div class="stl_01" style="top: 26.6934em; left:4.72em;"><span class="stl_22 stl_14" style="word-spacing:0em;">mg/g) en semillas de cacao perua<span class="stl_15">no. &nbsp;</span></span></div>
					<div class="stl_01" style="top: 28.5434em; left:7.082em;"><span class="stl_22" style="word-spacing:0.01em;">El contenido de Flavonoides representó cerca del 58 % de los polifenoles totales presentes &nbsp;</span></div>
					<div class="stl_01" style="top: 30.3834em; left:4.72em;"><span class="stl_22 stl_14" style="word-spacing:0em;">en la muestra de cacao Canoa<span class="stl_15">bo. &nbsp;</span></span></div>
					<div class="stl_01" style="top: 33.2241em; left:7.672em;"><span class="stl_30 stl_14" style="word-spacing:0.91em;">2.5. Caracte<span class="stl_12">rización</span></span><span class="stl_30 stl_12" style="word-spacing:0.15em;">&nbsp;cualitativa del extracto alcohólico por</span><span class="stl_30 stl_12" style="word-spacing:0.21em;">&nbsp;espectrofotometría &nbsp;</span></div>
					<div class="stl_01" style="top: 34.7458em; left:9.1617em;"><span class="stl_30 stl_14">UV-visi<span class="stl_12">ble &nbsp;</span></span></div>
					<div class="stl_01" style="top: 36.775em; left:7.082em;"><span class="stl_22" style="word-spacing:0.05em;">Todos los fenoles absorben la radiación en la región UV,</span><span class="stl_22" style="word-spacing:0.05em;">&nbsp;para</span><span class="stl_22" style="word-spacing:0.05em;">&nbsp;los flavonoides</span><span class="stl_22" style="word-spacing:0.07em;">&nbsp;en</span><span class="stl_22" style="word-spacing:0.05em;">&nbsp;metanol, &nbsp;</span></div>
					<div class="stl_01" style="top: 38.625em; left:4.72em;"><span class="stl_22" style="word-spacing:-0.02em;">el espectro típicamente consta de dos bandas principales de absorción. La banda I está entre 300 &nbsp;</span></div>
					<div class="stl_01" style="top: 40.475em; left:4.72em;"><span class="stl_22" style="word-spacing:0.03em;">y 560 nm,</span><span class="stl_22" style="word-spacing:0.03em;">&nbsp;que es causada</span><span class="stl_22" style="word-spacing:0.03em;">&nbsp;por</span><span class="stl_22" style="word-spacing:0.02em;">&nbsp;la</span><span class="stl_22" style="word-spacing:0.03em;">&nbsp;transición de</span><span class="stl_22" style="word-spacing:0.04em;">&nbsp;electrones</span><span class="stl_22" style="word-spacing:0.03em;">&nbsp;del</span><span class="stl_22" style="word-spacing:0.03em;">&nbsp;grupo cinamoílo,</span><span class="stl_22" style="word-spacing:0.07em;">&nbsp;y</span><span class="stl_22" style="word-spacing:0.03em;">&nbsp;la</span><span class="stl_22" style="word-spacing:0.03em;">&nbsp;banda II</span><span class="stl_22" style="word-spacing:0.02em;">&nbsp;está &nbsp;</span></div>
					<div class="stl_01" style="top: 42.315em; left:4.72em;"><span class="stl_22" style="word-spacing:0.14em;">entre 240 y 280 nm, que es causada por la</span><span class="stl_22" style="word-spacing:0.15em;">&nbsp;transición de electrones del grupo benzoílo.</span><span class="stl_22" style="word-spacing:0.16em;">&nbsp;Las &nbsp;</span></div>
					<div class="stl_01" style="top: 44.165em; left:4.72em;"><span class="stl_22" style="word-spacing:0.24em;">posiciones precisas y las intensidades relativas de estas bandas proporcionan información &nbsp;</span></div>
					<div class="stl_01" style="top: 46.005em; left:4.72em;"><span class="stl_22 stl_14" style="word-spacing:0em;">valiosa sobre la naturaleza del flavonoide y su patrón de oxigenación (Feng et al., <span class="stl_15">2017) &nbsp;</span></span></div>
					<div class="stl_01" style="top: 47.8575em; left:6.222em;"><span class="stl_22" style="word-spacing:0.01em;">La intensidad del espectro UV-Visible se atribuye a la transición electrónica de los orbitales &nbsp;</span></div>
					<div class="stl_01" style="top: 49.6975em; left:4.72em;"><span class="stl_32" style="word-spacing:0.1em;">tipos π, que depende del número y la ubicación de los grupos OH,</span><span class="stl_32" style="word-spacing:0.11em;">&nbsp;OCH</span><span class="stl_32" style="word-spacing:0.44em;">&nbsp;</span><span class="stl_22" style="word-spacing:0.44em;">y</span><span class="stl_22" style="word-spacing:0.11em;">&nbsp;glucósidos de</span><span class="stl_22" style="word-spacing:0.1em;">&nbsp;las &nbsp;</span></div>
					<div class="stl_01" style="top: 50.1533em; left:37.1858em;"><span class="stl_31">3</span></div>
					<div class="stl_01" style="top: 51.5475em; left:4.72em;"><span class="stl_22" style="word-spacing:0.01em;">diferentes clases de polifenoles. (Aleixandre-Tudo et al., 2018) &nbsp;</span></div>
					<div class="stl_01" style="top: 53.3875em; left:7.082em;"><span class="stl_22" style="word-spacing:0.2em;">Las chalconas muestran una absorción en el rango de 340 a 390 nm, por lo tanto,</span><span class="stl_22" style="word-spacing:0.19em;">&nbsp;si &nbsp;</span></div>
					<div class="stl_01" style="top: 55.2375em; left:4.72em;"><span class="stl_22 stl_14" style="word-spacing:0em;">comparamos el valor del pico presentado en este rango en el espectro (Figura 6), con<span class="stl_15">&nbsp;los valores &nbsp;</span></span></div>
					<div class="stl_01" style="top: 57.0872em; left:4.72em;"><span class="stl_22 stl_14" style="word-spacing:-0.02em;">reportados por Feng et al. (2017), da un indicativo de la presencia de este tipo de mol<span class="stl_15">éculas en el &nbsp;</span></span></div>
					<div class="stl_01" style="top: 58.9272em; left:4.72em;"><span class="stl_22">extracto. &nbsp;</span></div>
					<div class="stl_01" style="top: 62.344em; left:44.8883em;"><span class="stl_28">1</span></div>
					<div class="stl_01" style="top: 62.344em; left:45.3575em;"><span class="stl_28 stl_12">96 &nbsp;</span></div>
				</div>
			</div>
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		<div class="stl_02">
			<div class="stl_03">
				<img src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAzAAAAQgCAYAAAA5ebkOAAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAADsMAAA7DAcdvqGQAAA05SURBVHhe7dNBCQAgFAXBd7GD7QSLfmzmxQgeRGZgI2wAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAOAro3qbqyS91TkUAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAgNuSDW6SttAnIGY/AAAAAElFTkSuQmCC" alt="" class="stl_29" />
			</div>
			<div class="stl_view">
				<div class="stl_05 stl_06">
					<div class="stl_01" style="top: 2.9402em; left:16.3142em;"><span class="stl_17 stl_12" style="font-weight:bold; word-spacing:0.07em;">REVISTA DE</span><span class="stl_17 stl_12" style="font-weight:bold; word-spacing:0.01em;">&nbsp;LA</span><span class="stl_17 stl_12" style="font-weight:bold; word-spacing:0.09em;">&nbsp;UNIVERSIDAD</span><span class="stl_17 stl_12" style="font-weight:bold; word-spacing:0.04em;">&nbsp;DEL ZULIA</span><span class="stl_18" style="word-spacing:0em;">.</span><span class="stl_18 stl_12" style="word-spacing:0.22em;">&nbsp;</span><span class="stl_17" style="font-weight:bold; word-spacing:0.22em;">3ª</span><span class="stl_17 stl_12" style="font-weight:bold; word-spacing:0.04em;">&nbsp;época.</span><span class="stl_17 stl_12" style="font-weight:bold; word-spacing:0.03em;">&nbsp;Año</span><span class="stl_17 stl_12" style="font-weight:bold; word-spacing:0.02em;">&nbsp;14,</span><span class="stl_17 stl_12" style="font-weight:bold; word-spacing:0.01em;">&nbsp;N°</span><span class="stl_17 stl_12" style="font-weight:bold; word-spacing:0.03em;">&nbsp;40,</span><span class="stl_17 stl_12" style="font-weight:bold; word-spacing:0.04em;">&nbsp;2023 &nbsp;</span></div>
					<div class="stl_01" style="top: 4.0001em; left:6.182em;"><span class="stl_18 stl_12" style="word-spacing:0.08em;">Ruth Monroy</span><span class="stl_18 stl_12" style="word-spacing:0.02em;">&nbsp;et</span><span class="stl_18 stl_12" style="word-spacing:0.03em;">&nbsp;al.</span><span class="stl_18 stl_12" style="word-spacing:0.03em;">&nbsp;//</span><span class="stl_18 stl_14" style="word-spacing:0.02em;">&nbsp;Caracterizaci<span class="stl_12">ón</span></span><span class="stl_18 stl_12" style="word-spacing:0.07em;">&nbsp;y cuantificación</span><span class="stl_18 stl_14" style="word-spacing:-0.01em;">&nbsp;espectroscó<span class="stl_12">pi</span></span><a href="https://doi.org/10.46925/rdluz.40.10" target="_blank"><span class="stl_18" style="word-spacing:-0.01em;">ca</span></a><a href="https://doi.org/10.46925/rdluz.40.10" target="_blank"><span class="stl_18 stl_12" style="word-spacing:0.02em;">&nbsp;de</span></a><a href="https://doi.org/10.46925/rdluz.40.10" target="_blank"><span class="stl_18 stl_12" style="word-spacing:0.09em;">&nbsp;flavonoides</span></a><a href="https://doi.org/10.46925/rdluz.40.10" target="_blank"><span class="stl_18" style="word-spacing:0em;">&nbsp;y</span></a><a href="https://doi.org/10.46925/rdluz.40.10" target="_blank"><span class="stl_18 stl_12" style="word-spacing:0.03em;">&nbsp;</span></a><a href="https://doi.org/10.46925/rdluz.40.10" target="_blank"><span class="stl_19 stl_14" style="word-spacing:0.03em;">catequinas<span class="stl_12">…</span></span></a><a href="https://doi.org/10.46925/rdluz.40.10" target="_blank"><span class="stl_19 stl_12" style="word-spacing:0em;">&nbsp;</span></a><a href="https://doi.org/10.46925/rdluz.40.10" target="_blank"><span class="stl_18 stl_14" style="word-spacing:0em;">185-20<span class="stl_12">4 &nbsp;</span></span></a></div>
					<div class="stl_01" style="top: 5.0402em; left:29.8058em;"><span class="stl_17 stl_12" style="font-weight:bold; word-spacing:0.03em;">DOI: </span><a href="https://doi.org/10.46925/rdluz.40.10" target="_blank"><span class="stl_20 stl_14" style="font-weight:bold; word-spacing:0em;">https://doi.org/10.46925//rdluz<span class="stl_12">.40.10 &nbsp;</span></span></a></div>
					<div class="stl_01" style="top: 7.2209em; left:7.082em;"><span class="stl_22 stl_14" style="word-spacing:-0.01em;">El pico obtenido a 276 nm coincidió con el intervalo reportado por Nagarajan et al<span class="stl_15">. (2008), &nbsp;</span></span></div>
					<div class="stl_01" style="top: 9.0609em; left:4.72em;"><span class="stl_22" style="word-spacing:0.26em;">para los monómeros del grupo de catequinas ((-)-epicatequina), los cuales muestran una &nbsp;</span></div>
					<div class="stl_01" style="top: 10.9109em; left:4.72em;"><span class="stl_22 stl_14" style="word-spacing:-0.01em;">absorción en el intervalo de 250-300 nm (banda II), mientras que los oligómeros prese<span class="stl_15">ntaron un &nbsp;</span></span></div>
					<div class="stl_01" style="top: 12.7509em; left:4.72em;"><span class="stl_22" style="word-spacing:0.03em;">pico de absorción</span><span class="stl_22" style="word-spacing:0.03em;">&nbsp;amplio</span><span class="stl_22" style="word-spacing:0.02em;">&nbsp;en</span><span class="stl_22" style="word-spacing:0.03em;">&nbsp;el</span><span class="stl_22" style="word-spacing:0.03em;">&nbsp;rango de</span><span class="stl_22" style="word-spacing:0.04em;">&nbsp;325-550</span><span class="stl_22" style="word-spacing:0.02em;">&nbsp;nm</span><span class="stl_22" style="word-spacing:0.03em;">&nbsp;de</span><span class="stl_22" style="word-spacing:0.03em;">&nbsp;baja</span><span class="stl_22" style="word-spacing:0.04em;">&nbsp;intensidad,</span><span class="stl_22" style="word-spacing:0.03em;">&nbsp;con</span><span class="stl_22" style="word-spacing:0.03em;">&nbsp;un máximo</span><span class="stl_22" style="word-spacing:0.03em;">&nbsp;en</span><span class="stl_22" style="word-spacing:0.03em;">&nbsp;362 &nbsp;</span></div>
					<div class="stl_01" style="top: 14.6009em; left:4.72em;"><span class="stl_22" style="word-spacing:0.02em;">nm. En</span><span class="stl_22" style="word-spacing:0.02em;">&nbsp;los</span><span class="stl_22" style="word-spacing:0.03em;">&nbsp;resultados</span><span class="stl_22" style="word-spacing:0.02em;">&nbsp;obtenidos se observó</span><span class="stl_22" style="word-spacing:0.03em;">&nbsp;una</span><span class="stl_22" style="word-spacing:0.02em;">&nbsp;curva</span><span class="stl_22" style="word-spacing:0.02em;">&nbsp;con una</span><span class="stl_22" style="word-spacing:0.02em;">&nbsp;zona</span><span class="stl_22" style="word-spacing:0.02em;">&nbsp;de</span><span class="stl_22" style="word-spacing:0.02em;">&nbsp;máxima</span><span class="stl_22" style="word-spacing:0.02em;">&nbsp;absorción</span><span class="stl_22" style="word-spacing:0.02em;">&nbsp;entre &nbsp;</span></div>
					<div class="stl_01" style="top: 16.4409em; left:4.72em;"><span class="stl_22">3</span></div>
					<div class="stl_01" style="top: 16.4409em; left:5.2103em;"><span class="stl_22" style="word-spacing:0.12em;">50nm y 400nm, lo cual también podría indicar presencia de oligómeros de catequinas</span><span class="stl_22" style="word-spacing:0.13em;">&nbsp;en</span><span class="stl_22" style="word-spacing:0.11em;">&nbsp;el &nbsp;</span></div>
					<div class="stl_01" style="top: 18.2909em; left:4.72em;"><span class="stl_22">extracto. &nbsp;</span></div>
					<div class="stl_01" style="top: 20.1434em; left:7.082em;"><span class="stl_22" style="word-spacing:0.07em;">Masyita et</span><span class="stl_22" style="word-spacing:0.05em;">&nbsp;al. (2022),</span><span class="stl_22" style="word-spacing:0.06em;">&nbsp;reportaron una absorción máxima</span><span class="stl_22" style="word-spacing:0.07em;">&nbsp;de</span><span class="stl_22" style="word-spacing:0.06em;">&nbsp;catequinas a una longitud</span><span class="stl_22" style="word-spacing:0.05em;">&nbsp;de &nbsp;</span></div>
					<div class="stl_01" style="top: 21.9834em; left:4.72em;"><span class="stl_22" style="word-spacing:0.18em;">onda de 273 nm.</span><span class="stl_22" style="word-spacing:0.2em;">&nbsp;También lo</span><span class="stl_22" style="word-spacing:0.18em;">&nbsp;señaló</span><span class="stl_22" style="word-spacing:0.18em;">&nbsp;la investigación de Rasidah et al. (2019), en la cual</span><span class="stl_22" style="word-spacing:0.18em;">&nbsp;el &nbsp;</span></div>
					<div class="stl_01" style="top: 23.8334em; left:4.72em;"><span class="stl_22" style="word-spacing:0.05em;">resultado de</span><span class="stl_22" style="word-spacing:0.04em;">&nbsp;UV-Vis espectrofotometría dio</span><span class="stl_22" style="word-spacing:0.04em;">&nbsp;dos</span><span class="stl_22" style="word-spacing:0.04em;">&nbsp;bandas de</span><span class="stl_22" style="word-spacing:0.04em;">&nbsp;absorción, una</span><span class="stl_22" style="word-spacing:0.04em;">&nbsp;longitud de</span><span class="stl_22" style="word-spacing:0.03em;">&nbsp;onda</span><span class="stl_22" style="word-spacing:0.03em;">&nbsp;de &nbsp;</span></div>
					<div class="stl_01" style="top: 25.6734em; left:4.72em;"><span class="stl_22" style="word-spacing:0.04em;">272,6 nm (una</span><span class="stl_22" style="word-spacing:0.04em;">&nbsp;banda I)</span><span class="stl_22" style="word-spacing:0.06em;">&nbsp;y</span><span class="stl_22" style="word-spacing:0.04em;">&nbsp;202,2 nm (una</span><span class="stl_22" style="word-spacing:0.04em;">&nbsp;banda II).</span><span class="stl_22" style="word-spacing:0.03em;">&nbsp;En</span><span class="stl_22" style="word-spacing:0.06em;">&nbsp;el</span><span class="stl_22" style="word-spacing:0.05em;">&nbsp;caso del presente estudio,</span><span class="stl_22" style="word-spacing:0.03em;">&nbsp;debido</span><span class="stl_22" style="word-spacing:0.05em;">&nbsp;a</span><span class="stl_22" style="word-spacing:0.04em;">&nbsp;la &nbsp;</span></div>
					<div class="stl_01" style="top: 27.5234em; left:4.72em;"><span class="stl_22 stl_14" style="word-spacing:0em;">amplitud de la curva, ambas señales podrían estar sola<span class="stl_15">padas. &nbsp;</span></span></div>
					<div class="stl_01" style="top: 29.3634em; left:7.082em;"><span class="stl_22 stl_14" style="word-spacing:-0.01em;">Las antocianinas absorben en la región visible, generalmente a longitudes de onda <span class="stl_15">270-280 &nbsp;</span></span></div>
					<div class="stl_01" style="top: 31.2134em; left:4.72em;"><span class="stl_22" style="word-spacing:0.04em;">nm (banda II) y superiores</span><span class="stl_22" style="word-spacing:0.04em;">&nbsp;a 465-560</span><span class="stl_22" style="word-spacing:0.03em;">&nbsp;nm</span><span class="stl_22" style="word-spacing:0.04em;">&nbsp;(banda I) (Feng et</span><span class="stl_22" style="word-spacing:0.04em;">&nbsp;al., 2017).</span><span class="stl_22" style="word-spacing:0.04em;">&nbsp;Aunque</span><span class="stl_22" style="word-spacing:0.03em;">&nbsp;no se</span><span class="stl_22" style="word-spacing:0.04em;">&nbsp;evidenció &nbsp;</span></div>
					<div class="stl_01" style="top: 33.0634em; left:4.72em;"><span class="stl_22" style="word-spacing:-0.01em;">la presencia de un pico claro en la zona de la banda I para antocianinas, en el espectro se observó &nbsp;</span></div>
					<div class="stl_01" style="top: 34.905em; left:4.72em;"><span class="stl_22" style="word-spacing:0.22em;">que para la zona de la banda</span><span class="stl_22" style="word-spacing:0.24em;">&nbsp;II</span><span class="stl_22" style="word-spacing:0.22em;">&nbsp;si encuentra un pico con alta intensidad, que podría</span><span class="stl_22" style="word-spacing:0.22em;">&nbsp;ser &nbsp;</span></div>
					<div class="stl_01" style="top: 36.755em; left:4.72em;"><span class="stl_22" style="word-spacing:0.01em;">representativo para antocianinas, aunque el mismo podría estar solapado con el pico que indicó &nbsp;</span></div>
					<div class="stl_01" style="top: 38.595em; left:4.72em;"><span class="stl_22 stl_14" style="word-spacing:0em;">la presencia de catequin<span class="stl_15">as. &nbsp;</span></span></div>
					<div class="stl_01" style="top: 40.445em; left:7.082em;"><span class="stl_22" style="word-spacing:0.31em;">En el extracto no se evidenció la presencia de otro tipo de flavonoides en estado &nbsp;</span></div>
					<div class="stl_01" style="top: 42.285em; left:4.72em;"><span class="stl_22 stl_14">monomérico<span class="stl_15">. &nbsp;</span></span></div>
					<div class="stl_01" style="top: 45.1258em; left:7.672em;"><span class="stl_30 stl_12" style="word-spacing:0.98em;">2.6. Determinación</span><span class="stl_30 stl_12" style="word-spacing:0.02em;">&nbsp;del</span><span class="stl_30 stl_12" style="word-spacing:0.05em;">&nbsp;contenido</span><span class="stl_30 stl_12" style="word-spacing:0.02em;">&nbsp;de</span><span class="stl_30 stl_12" style="word-spacing:0.05em;">&nbsp;catequina</span><span class="stl_30 stl_12" style="word-spacing:0.02em;">&nbsp;por</span><span class="stl_30 stl_12" style="word-spacing:0.05em;">&nbsp;cromatografía líquida de</span><span class="stl_30 stl_12" style="word-spacing:0.02em;">&nbsp;alta &nbsp;</span></div>
					<div class="stl_01" style="top: 46.6458em; left:9.1617em;"><span class="stl_30 stl_12" style="word-spacing:0.08em;">resolución (HPLC) &nbsp;</span></div>
					<div class="stl_01" style="top: 48.6875em; left:7.672em;"><span class="stl_22 stl_14" style="word-spacing:-0.01em;">La identificación de los picos de HPLC de las (-)-epicatequinas, fue realizada co<span class="stl_15">n base en &nbsp;</span></span></div>
					<div class="stl_01" style="top: 50.5275em; left:4.72em;"><span class="stl_22" style="word-spacing:0.02em;">la comparación con el</span><span class="stl_22" style="word-spacing:0.02em;">&nbsp;cromatograma</span><span class="stl_22" style="word-spacing:0.02em;">&nbsp;a</span><span class="stl_22" style="word-spacing:0.02em;">&nbsp;280</span><span class="stl_22" style="word-spacing:0.01em;">&nbsp;nm</span><span class="stl_22" style="word-spacing:0.02em;">&nbsp;del</span><span class="stl_22" style="word-spacing:0.02em;">&nbsp;patrón</span><span class="stl_22" style="word-spacing:0.02em;">&nbsp;de</span><span class="stl_22" style="word-spacing:0.06em;">&nbsp;(-)-epicatequina,</span><span class="stl_22" style="word-spacing:0.02em;">&nbsp;corridos</span><span class="stl_22" style="word-spacing:0.02em;">&nbsp;bajo</span><span class="stl_22" style="word-spacing:0.02em;">&nbsp;las &nbsp;</span></div>
					<div class="stl_01" style="top: 52.3775em; left:4.72em;"><span class="stl_22" style="word-spacing:0.04em;">condiciones especificadas anteriormente.</span><span class="stl_22" style="word-spacing:0.23em;">&nbsp;El</span><span class="stl_22" style="word-spacing:0.04em;">&nbsp;patrón</span><span class="stl_22" style="word-spacing:0.03em;">&nbsp;mostró</span><span class="stl_22" style="word-spacing:0.02em;">&nbsp;un</span><span class="stl_22" style="word-spacing:0.03em;">&nbsp;tiempo</span><span class="stl_22" style="word-spacing:0.03em;">&nbsp;de retención</span><span class="stl_22" style="word-spacing:0.03em;">&nbsp;entre</span><span class="stl_22" style="word-spacing:0.02em;">&nbsp;8,083 &nbsp;</span></div>
					<div class="stl_01" style="top: 54.2175em; left:4.72em;"><span class="stl_22" style="word-spacing:0.05em;">min y 8,113</span><span class="stl_22" style="word-spacing:0.04em;">&nbsp;min.</span><span class="stl_22" style="word-spacing:0.06em;">&nbsp;Identificando los</span><span class="stl_22" style="word-spacing:0.06em;">&nbsp;picos</span><span class="stl_22" style="word-spacing:0.05em;">&nbsp;de</span><span class="stl_22" style="word-spacing:0.07em;">&nbsp;(-)-epicatequina</span><span class="stl_22" style="word-spacing:0.05em;">&nbsp;a un</span><span class="stl_22" style="word-spacing:0.06em;">&nbsp;tiempo</span><span class="stl_22" style="word-spacing:0.04em;">&nbsp;de</span><span class="stl_22" style="word-spacing:0.06em;">&nbsp;elución</span><span class="stl_22" style="word-spacing:0.06em;">&nbsp;entre</span><span class="stl_22" style="word-spacing:0.06em;">&nbsp;8,136 &nbsp;</span></div>
					<div class="stl_01" style="top: 56.0675em; left:4.72em;"><span class="stl_22" style="word-spacing:0em;">min y</span><span class="stl_22" style="word-spacing:0em;">&nbsp;8,143 min</span><span class="stl_22" style="word-spacing:0.01em;">&nbsp;en</span><span class="stl_22" style="word-spacing:0em;">&nbsp;los</span><span class="stl_22" style="word-spacing:0.02em;">&nbsp;extractos</span><span class="stl_22" style="word-spacing:0em;">&nbsp;analizados.</span><span class="stl_22" style="word-spacing:0.01em;">&nbsp;Los</span><span class="stl_22 stl_14" style="word-spacing:0em;">&nbsp;cromatograma<span class="stl_15">s</span></span><span class="stl_22" style="word-spacing:0em;">&nbsp;se</span><span class="stl_22" style="word-spacing:0em;">&nbsp;observan</span><span class="stl_22" style="word-spacing:0em;">&nbsp;en</span><span class="stl_22" style="word-spacing:0.03em;">&nbsp;la</span><span class="stl_22" style="word-spacing:0em;">&nbsp;Figura</span><span class="stl_22" style="word-spacing:0em;">&nbsp;7. &nbsp;</span></div>
					<div class="stl_01" style="top: 57.9072em; left:7.902em;"><span class="stl_22" style="word-spacing:0.02em;">Esta muestra presentó una concentración de (-)-epicatequina de 1.434,4 ± 0,6 mg EC/kg &nbsp;</span></div>
					<div class="stl_01" style="top: 59.7572em; left:4.72em;"><span class="stl_22">(</span></div>
					<div class="stl_01" style="top: 59.7572em; left:5.139em;"><span class="stl_22 stl_14" style="word-spacing:0em;">1,43 mg EC/g ± 0.02), presente en extracto polifenóli<span class="stl_15">co. &nbsp;</span></span></div>
					<div class="stl_01" style="top: 62.344em; left:44.8883em;"><span class="stl_28">1</span></div>
					<div class="stl_01" style="top: 62.344em; left:45.3575em;"><span class="stl_28 stl_12">97 &nbsp;</span></div>
				</div>
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		<div class="stl_02">
			<div class="stl_03">
				<img src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAzAAAAQgCAYAAAA5ebkOAAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAADsMAAA7DAcdvqGQAAA05SURBVHhe7dNBCQAgFAXBd7GD7QSLfmzmxQgeRGZgI2wAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAOAro3qbqyS91TkUAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAgNuSDW6SttAnIGY/AAAAAElFTkSuQmCC" alt="" class="stl_29" />
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			<div class="stl_view">
				<div class="stl_05 stl_06">
					<div class="stl_01" style="top: 2.9402em; left:16.3142em;"><span class="stl_17 stl_12" style="font-weight:bold; word-spacing:0.07em;">REVISTA DE</span><span class="stl_17 stl_12" style="font-weight:bold; word-spacing:0.01em;">&nbsp;LA</span><span class="stl_17 stl_12" style="font-weight:bold; word-spacing:0.09em;">&nbsp;UNIVERSIDAD</span><span class="stl_17 stl_12" style="font-weight:bold; word-spacing:0.04em;">&nbsp;DEL ZULIA</span><span class="stl_18" style="word-spacing:0em;">.</span><span class="stl_18 stl_12" style="word-spacing:0.22em;">&nbsp;</span><span class="stl_17" style="font-weight:bold; word-spacing:0.22em;">3ª</span><span class="stl_17 stl_12" style="font-weight:bold; word-spacing:0.04em;">&nbsp;época.</span><span class="stl_17 stl_12" style="font-weight:bold; word-spacing:0.03em;">&nbsp;Año</span><span class="stl_17 stl_12" style="font-weight:bold; word-spacing:0.02em;">&nbsp;14,</span><span class="stl_17 stl_12" style="font-weight:bold; word-spacing:0.01em;">&nbsp;N°</span><span class="stl_17 stl_12" style="font-weight:bold; word-spacing:0.03em;">&nbsp;40,</span><span class="stl_17 stl_12" style="font-weight:bold; word-spacing:0.04em;">&nbsp;2023 &nbsp;</span></div>
					<div class="stl_01" style="top: 4.0001em; left:6.182em;"><span class="stl_18 stl_12" style="word-spacing:0.08em;">Ruth Monroy</span><span class="stl_18 stl_12" style="word-spacing:0.02em;">&nbsp;et</span><span class="stl_18 stl_12" style="word-spacing:0.03em;">&nbsp;al.</span><span class="stl_18 stl_12" style="word-spacing:0.03em;">&nbsp;//</span><span class="stl_18 stl_14" style="word-spacing:0.02em;">&nbsp;Caracterizaci<span class="stl_12">ón</span></span><span class="stl_18 stl_12" style="word-spacing:0.07em;">&nbsp;y cuantificación</span><span class="stl_18 stl_14" style="word-spacing:-0.01em;">&nbsp;espectroscó<span class="stl_12">pi</span></span><a href="https://doi.org/10.46925/rdluz.40.10" target="_blank"><span class="stl_18" style="word-spacing:-0.01em;">ca</span></a><a href="https://doi.org/10.46925/rdluz.40.10" target="_blank"><span class="stl_18 stl_12" style="word-spacing:0.02em;">&nbsp;de</span></a><a href="https://doi.org/10.46925/rdluz.40.10" target="_blank"><span class="stl_18 stl_12" style="word-spacing:0.09em;">&nbsp;flavonoides</span></a><a href="https://doi.org/10.46925/rdluz.40.10" target="_blank"><span class="stl_18" style="word-spacing:0em;">&nbsp;y</span></a><a href="https://doi.org/10.46925/rdluz.40.10" target="_blank"><span class="stl_18 stl_12" style="word-spacing:0.03em;">&nbsp;</span></a><a href="https://doi.org/10.46925/rdluz.40.10" target="_blank"><span class="stl_19 stl_14" style="word-spacing:0.03em;">catequinas<span class="stl_12">…</span></span></a><a href="https://doi.org/10.46925/rdluz.40.10" target="_blank"><span class="stl_19 stl_12" style="word-spacing:0em;">&nbsp;</span></a><a href="https://doi.org/10.46925/rdluz.40.10" target="_blank"><span class="stl_18 stl_14" style="word-spacing:0em;">185-20<span class="stl_12">4 &nbsp;</span></span></a></div>
					<div class="stl_01" style="top: 5.0402em; left:29.8058em;"><span class="stl_17 stl_12" style="font-weight:bold; word-spacing:0.03em;">DOI: </span><a href="https://doi.org/10.46925/rdluz.40.10" target="_blank"><span class="stl_20 stl_14" style="font-weight:bold; word-spacing:0em;">https://doi.org/10.46925//rdluz<span class="stl_12">.40.10 &nbsp;</span></span></a></div>
					<div class="stl_01" style="top: 7.2209em; left:7.672em;"><span class="stl_22" style="word-spacing:0.08em;">Los granos de cacao no fermentados son</span><span class="stl_22" style="word-spacing:0.09em;">&nbsp;ricos</span><span class="stl_22" style="word-spacing:0.08em;">&nbsp;en polifenoles,</span><span class="stl_22" style="word-spacing:0.1em;">&nbsp;aproximadamente</span><span class="stl_22" style="word-spacing:0.07em;">&nbsp;el</span><span class="stl_22" style="word-spacing:0.07em;">&nbsp;35% &nbsp;</span></div>
					<div class="stl_01" style="top: 9.0609em; left:4.72em;"><span class="stl_22" style="word-spacing:0.3em;">del contenido total de polifenoles corresponde a</span><span class="stl_22" style="word-spacing:0.34em;">&nbsp;(-)-epicatequina,</span><span class="stl_22" style="word-spacing:0.3em;">&nbsp;una de las dos</span><span class="stl_22" style="word-spacing:0.3em;">&nbsp;clases &nbsp;</span></div>
					<div class="stl_01" style="top: 10.9109em; left:4.72em;"><span class="stl_22" style="word-spacing:0.05em;">principales de</span><span class="stl_22" style="word-spacing:0.06em;">&nbsp;polifenoles,</span><span class="stl_22" style="word-spacing:0.06em;">&nbsp;siendo</span><span class="stl_22" style="word-spacing:0.05em;">&nbsp;la otra las antocianinas</span><span class="stl_22" style="word-spacing:0.07em;">&nbsp;(Aprotosoaie</span><span class="stl_22" style="word-spacing:0.04em;">&nbsp;et al., 2015;</span><span class="stl_22" style="word-spacing:0.06em;">&nbsp;Ortiz</span><span class="stl_22" style="word-spacing:0.05em;">&nbsp;et</span><span class="stl_22" style="word-spacing:0.05em;">&nbsp;al., &nbsp;</span></div>
					<div class="stl_01" style="top: 12.8209em; left:4.72em;"><span class="stl_22">2</span></div>
					<div class="stl_01" style="top: 12.7455em; left:5.2578em;"><span class="stl_22" style="word-spacing:0.16em;">019; Urba</span><span class="stl_33" style="word-spacing:0.15em;">ń</span><span class="stl_22" style="word-spacing:0.15em;">ska et al., 2019). De las etapas</span><span class="stl_22" style="word-spacing:0.15em;">&nbsp;de beneficio del cacao (fermentado y secado),</span><span class="stl_22" style="word-spacing:0.15em;">&nbsp;la &nbsp;</span></div>
					<div class="stl_01" style="top: 14.6909em; left:4.72em;"><span class="stl_22" style="word-spacing:-0.01em;">fermentación es la que mayor impacto genera en la variación del contenido de polifenoles totales &nbsp;</span></div>
					<div class="stl_01" style="top: 16.5409em; left:5.139em;"><span class="stl_22" style="word-spacing:0.04em;">Pallares et</span><span class="stl_22" style="word-spacing:0.02em;">&nbsp;al.,</span><span class="stl_22" style="word-spacing:0.04em;">&nbsp;2016).</span><span class="stl_22" style="word-spacing:0.04em;">&nbsp;Durante</span><span class="stl_22" style="word-spacing:0.02em;">&nbsp;la</span><span class="stl_22" style="word-spacing:0.05em;">&nbsp;fermentación,</span><span class="stl_22" style="word-spacing:0.03em;">&nbsp;se</span><span class="stl_22" style="word-spacing:0.03em;">&nbsp;producen</span><span class="stl_22" style="word-spacing:0.04em;">&nbsp;importantes cambios</span><span class="stl_22" style="word-spacing:0.05em;">&nbsp;bioquímicos, &nbsp;</span></div>
					<div class="stl_01" style="top: 16.5409em; left:4.72em;"><span class="stl_22">(</span></div>
					<div class="stl_01" style="top: 18.3909em; left:4.72em;"><span class="stl_22" style="word-spacing:0.08em;">como la descomposición de</span><span class="stl_22" style="word-spacing:0.08em;">&nbsp;los compuestos fenólicos, generando una</span><span class="stl_22" style="word-spacing:0.08em;">&nbsp;importante</span><span class="stl_22" style="word-spacing:0.07em;">&nbsp;disminución &nbsp;</span></div>
					<div class="stl_01" style="top: 20.2334em; left:4.72em;"><span class="stl_22" style="word-spacing:0.01em;">en el</span><span class="stl_22" style="word-spacing:0em;">&nbsp;contenido</span><span class="stl_22" style="word-spacing:0.01em;">&nbsp;de</span><span class="stl_22" style="word-spacing:0em;">&nbsp;los</span><span class="stl_22" style="word-spacing:0.01em;">&nbsp;polifenoles</span><span class="stl_22" style="word-spacing:0.01em;">&nbsp;totales</span><span class="stl_22" style="word-spacing:0.04em;">&nbsp;en</span><span class="stl_22" style="word-spacing:0.01em;">&nbsp;los granos de</span><span class="stl_22" style="word-spacing:0em;">&nbsp;cacao.</span><span class="stl_22" style="word-spacing:0.01em;">&nbsp;Un</span><span class="stl_22" style="word-spacing:0em;">&nbsp;estudio</span><span class="stl_22" style="word-spacing:0.01em;">&nbsp;realizado por</span><span class="stl_22" style="word-spacing:0em;">&nbsp;Ortiz &nbsp;</span></div>
					<div class="stl_01" style="top: 22.0834em; left:4.72em;"><span class="stl_22" style="word-spacing:0em;">et al.</span><span class="stl_22" style="word-spacing:0.01em;">&nbsp;(2019)</span><span class="stl_22" style="word-spacing:0.01em;">&nbsp;en</span><span class="stl_22" style="word-spacing:0.01em;">&nbsp;cacao</span><span class="stl_22" style="word-spacing:0em;">&nbsp;de</span><span class="stl_22" style="word-spacing:0.01em;">&nbsp;diversas</span><span class="stl_22" style="word-spacing:0.03em;">&nbsp;regiones</span><span class="stl_22" style="word-spacing:0.01em;">&nbsp;de</span><span class="stl_22" style="word-spacing:0.03em;">&nbsp;Bolivia,</span><span class="stl_22" style="word-spacing:0.03em;">&nbsp;evidenció</span><span class="stl_22" style="word-spacing:0.03em;">&nbsp;la</span><span class="stl_22" style="word-spacing:0.02em;">&nbsp;disminución del</span><span class="stl_22" style="word-spacing:0.02em;">&nbsp;contenido</span><span class="stl_22" style="word-spacing:0em;">&nbsp;de &nbsp;</span></div>
					<div class="stl_01" style="top: 23.9234em; left:4.72em;"><span class="stl_22" style="word-spacing:0.03em;">polifenoles en cacao</span><span class="stl_22" style="word-spacing:0.03em;">&nbsp;fermentado, haciendo el</span><span class="stl_22" style="word-spacing:0.03em;">&nbsp;estudio</span><span class="stl_22" style="word-spacing:0.03em;">&nbsp;entre</span><span class="stl_22" style="word-spacing:0.02em;">&nbsp;cacaos</span><span class="stl_22" style="word-spacing:0.03em;">&nbsp;fermentados y sin</span><span class="stl_22" style="word-spacing:0.04em;">&nbsp;fermentar. &nbsp;</span></div>
					<div class="stl_01" style="top: 25.7734em; left:4.72em;"><span class="stl_22" style="word-spacing:0.1em;">Por ello se</span><span class="stl_22" style="word-spacing:0.11em;">&nbsp;espera que el</span><span class="stl_22" style="word-spacing:0.1em;">&nbsp;contenido</span><span class="stl_22" style="word-spacing:0.11em;">&nbsp;de polifenoles</span><span class="stl_22" style="word-spacing:0.11em;">&nbsp;determinado en este</span><span class="stl_22" style="word-spacing:0.14em;">&nbsp;estudio</span><span class="stl_22" style="word-spacing:0.1em;">&nbsp;sea inferior</span><span class="stl_22" style="word-spacing:0.1em;">&nbsp;al &nbsp;</span></div>
					<div class="stl_01" style="top: 27.608em; left:4.72em;"><span class="stl_22" style="word-spacing:0.14em;">promedio reportado (Aprotosoaie et al., 2015; Ortiz et al., 2019;</span><span class="stl_22" style="word-spacing:0.16em;">&nbsp;Urba</span><span class="stl_33" style="word-spacing:0.16em;">ń</span><span class="stl_22" style="word-spacing:0.16em;">ska</span><span class="stl_22" style="word-spacing:0.14em;">&nbsp;et al., 2019),</span><span class="stl_22" style="word-spacing:0.13em;">&nbsp;para &nbsp;</span></div>
					<div class="stl_01" style="top: 29.5534em; left:4.72em;"><span class="stl_22 stl_14" style="word-spacing:0em;">cacaos sin fermentar, independientemente del ori<span class="stl_15">gen. &nbsp;</span></span></div>
					<div class="stl_01" style="top: 31.4034em; left:7.672em;"><span class="stl_22" style="word-spacing:0.1em;">Otros estudios, como</span><span class="stl_22" style="word-spacing:0.1em;">&nbsp;los</span><span class="stl_22" style="word-spacing:0.09em;">&nbsp;de Payne et al. (2010),</span><span class="stl_22" style="word-spacing:0.09em;">&nbsp;determinaron</span><span class="stl_22" style="word-spacing:0.1em;">&nbsp;que el</span><span class="stl_22" style="word-spacing:0.09em;">&nbsp;contenido</span><span class="stl_22" style="word-spacing:0.09em;">&nbsp;de</span><span class="stl_22" style="word-spacing:0.11em;">&nbsp;(-)- &nbsp;</span></div>
					<div class="stl_01" style="top: 33.2534em; left:4.72em;"><span class="stl_22" style="word-spacing:0.03em;">epicatequina en</span><span class="stl_22" style="word-spacing:0.02em;">&nbsp;distintas muestras de</span><span class="stl_22" style="word-spacing:0em;">&nbsp;cacao</span><span class="stl_22" style="word-spacing:0.02em;">&nbsp;fermentado</span><span class="stl_22" style="word-spacing:0.03em;">&nbsp;presentaron</span><span class="stl_22" style="word-spacing:0.02em;">&nbsp;un</span><span class="stl_22" style="word-spacing:0.02em;">&nbsp;intervalo</span><span class="stl_22" style="word-spacing:0em;">&nbsp;de</span><span class="stl_22" style="word-spacing:0em;">&nbsp;0,78</span><span class="stl_22" style="word-spacing:0.04em;">&nbsp;</span><span class="stl_32" style="word-spacing:0.04em;">–</span><span class="stl_32" style="word-spacing:0.01em;">&nbsp;</span><span class="stl_22" style="word-spacing:0.01em;">1,69 &nbsp;</span></div>
					<div class="stl_01" style="top: 35.095em; left:4.72em;"><span class="stl_22" style="word-spacing:0.02em;">mg/g de cacao</span><span class="stl_22" style="word-spacing:0.02em;">&nbsp;fermentado.</span><span class="stl_22" style="word-spacing:0.04em;">&nbsp;Por</span><span class="stl_22" style="word-spacing:0.01em;">&nbsp;tal</span><span class="stl_22" style="word-spacing:0.02em;">&nbsp;motivo</span><span class="stl_22" style="word-spacing:0.02em;">&nbsp;es</span><span class="stl_22" style="word-spacing:0.02em;">&nbsp;lógico encontrar</span><span class="stl_22" style="word-spacing:0.02em;">&nbsp;valores</span><span class="stl_22" style="word-spacing:0.02em;">&nbsp;de</span><span class="stl_22" style="word-spacing:0.05em;">&nbsp;(-)-epicatequina</span><span class="stl_22" style="word-spacing:0.03em;">&nbsp;en</span><span class="stl_22" style="word-spacing:0.03em;">&nbsp;las &nbsp;</span></div>
					<div class="stl_01" style="top: 36.945em; left:4.72em;"><span class="stl_22" style="word-spacing:-0.04em;">muestras de cacao fermentadas y secas, más bajos que los reportados por la literatura para granos &nbsp;</span></div>
					<div class="stl_01" style="top: 38.785em; left:4.72em;"><span class="stl_22" style="word-spacing:0.02em;">no fermentados. &nbsp;</span></div>
					<div class="stl_01" style="top: 40.635em; left:7.672em;"><span class="stl_22" style="word-spacing:0.25em;">Según Zapata et al. (2013) en el análisis a unas muestras de cacao colombiano, el &nbsp;</span></div>
					<div class="stl_01" style="top: 42.475em; left:4.72em;"><span class="stl_22 stl_14" style="word-spacing:0em;">contenido de (-)-epicatequina de los granos varíó en un rango de 3,14 a 10,20 mg/g en g<span class="stl_15">ranos sin &nbsp;</span></span></div>
					<div class="stl_01" style="top: 44.325em; left:4.72em;"><span class="stl_22" style="word-spacing:0.2em;">fermentar, y de 0,26 a</span><span class="stl_22" style="word-spacing:0.21em;">&nbsp;3,90</span><span class="stl_22" style="word-spacing:0.19em;">&nbsp;mg/g</span><span class="stl_22" style="word-spacing:0.09em;">&nbsp;en</span><span class="stl_22" style="word-spacing:0.2em;">&nbsp;granos fermentados. En el caso del cacao Canoabo,</span><span class="stl_22" style="word-spacing:0.19em;">&nbsp;el &nbsp;</span></div>
					<div class="stl_01" style="top: 46.175em; left:4.72em;"><span class="stl_22" style="word-spacing:0.07em;">contenido de (-)-epicatequina</span><span class="stl_22" style="word-spacing:0.06em;">&nbsp;en</span><span class="stl_22" style="word-spacing:0.06em;">&nbsp;granos fermentados y secos fue</span><span class="stl_22" style="word-spacing:0.06em;">&nbsp;de</span><span class="stl_22" style="word-spacing:0.07em;">&nbsp;1,43</span><span class="stl_22" style="word-spacing:0.06em;">&nbsp;mg EC/g.</span><span class="stl_22" style="word-spacing:0.06em;">&nbsp;Esto</span><span class="stl_22" style="word-spacing:0.06em;">&nbsp;indicó &nbsp;</span></div>
					<div class="stl_01" style="top: 48.0175em; left:4.72em;"><span class="stl_22" style="word-spacing:0.12em;">que los valores obtenidos, se</span><span class="stl_22" style="word-spacing:0.14em;">&nbsp;asemejan</span><span class="stl_22" style="word-spacing:0.12em;">&nbsp;a los</span><span class="stl_22" style="word-spacing:0.13em;">&nbsp;reportados en</span><span class="stl_22" style="word-spacing:0.12em;">&nbsp;cuanto</span><span class="stl_22" style="word-spacing:0.12em;">&nbsp;a</span><span class="stl_22" style="word-spacing:0.12em;">&nbsp;la disponibilidad de</span><span class="stl_22" style="word-spacing:0.12em;">&nbsp;(-)- &nbsp;</span></div>
					<div class="stl_01" style="top: 49.8675em; left:4.72em;"><span class="stl_22" style="word-spacing:0.01em;">epicatequina en granos de cacao fermentados y secos. &nbsp;</span></div>
					<div class="stl_01" style="top: 51.7075em; left:7.082em;"><span class="stl_22" style="word-spacing:0.11em;">A través de la cuantificación de (-)-epicatequina por HPLC, se</span><span class="stl_22" style="word-spacing:0.12em;">&nbsp;evidenció y garantizó</span><span class="stl_22" style="word-spacing:0.12em;">&nbsp;la &nbsp;</span></div>
					<div class="stl_01" style="top: 53.5575em; left:4.72em;"><span class="stl_22 stl_14" style="word-spacing:0em;">presencia de esta molécula en el extracto alcohólico a incorporar en una formulación cos<span class="stl_15">mética. &nbsp;</span></span></div>
					<div class="stl_01" style="top: 55.3975em; left:4.72em;"><span class="stl_22" style="word-spacing:0.13em;">La concentración hallada permite utilizar el cacao Canoabo como</span><span class="stl_22" style="word-spacing:0.14em;">&nbsp;una fuente de</span><span class="stl_22" style="word-spacing:0.14em;">&nbsp;polifenoles, &nbsp;</span></div>
					<div class="stl_01" style="top: 57.2472em; left:4.72em;"><span class="stl_22" style="word-spacing:0.27em;">específicamente de (-)-epicatequina. Los polifenoles del cacao son</span><span class="stl_22" style="word-spacing:0.27em;">&nbsp;una de las</span><span class="stl_22" style="word-spacing:0.28em;">&nbsp;principales &nbsp;</span></div>
					<div class="stl_01" style="top: 59.0872em; left:4.72em;"><span class="stl_22" style="word-spacing:0.23em;">moléculas responsables del efecto positivo en</span><span class="stl_22" style="word-spacing:0.23em;">&nbsp;la piel. El contenido de (-)-epicatequina,</span><span class="stl_22" style="word-spacing:0.22em;">&nbsp;se &nbsp;</span></div>
					<div class="stl_01" style="top: 62.344em; left:44.8883em;"><span class="stl_28">1</span></div>
					<div class="stl_01" style="top: 62.344em; left:45.3575em;"><span class="stl_28 stl_12">98 &nbsp;</span></div>
				</div>
			</div>
		</div>
		<div class="stl_02">
			<div class="stl_03">
				<img src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAzAAAAQgCAYAAAA5ebkOAAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAADsMAAA7DAcdvqGQAAA05SURBVHhe7dNBCQAgFAXBd7GD7QSLfmzmxQgeRGZgI2wAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAOAro3qbqyS91TkUAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAgNuSDW6SttAnIGY/AAAAAElFTkSuQmCC" alt="" class="stl_29" />
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					<div class="stl_01" style="top: 2.9402em; left:16.3142em;"><span class="stl_17 stl_12" style="font-weight:bold; word-spacing:0.07em;">REVISTA DE</span><span class="stl_17 stl_12" style="font-weight:bold; word-spacing:0.01em;">&nbsp;LA</span><span class="stl_17 stl_12" style="font-weight:bold; word-spacing:0.09em;">&nbsp;UNIVERSIDAD</span><span class="stl_17 stl_12" style="font-weight:bold; word-spacing:0.04em;">&nbsp;DEL ZULIA</span><span class="stl_18" style="word-spacing:0em;">.</span><span class="stl_18 stl_12" style="word-spacing:0.22em;">&nbsp;</span><span class="stl_17" style="font-weight:bold; word-spacing:0.22em;">3ª</span><span class="stl_17 stl_12" style="font-weight:bold; word-spacing:0.04em;">&nbsp;época.</span><span class="stl_17 stl_12" style="font-weight:bold; word-spacing:0.03em;">&nbsp;Año</span><span class="stl_17 stl_12" style="font-weight:bold; word-spacing:0.02em;">&nbsp;14,</span><span class="stl_17 stl_12" style="font-weight:bold; word-spacing:0.01em;">&nbsp;N°</span><span class="stl_17 stl_12" style="font-weight:bold; word-spacing:0.03em;">&nbsp;40,</span><span class="stl_17 stl_12" style="font-weight:bold; word-spacing:0.04em;">&nbsp;2023 &nbsp;</span></div>
					<div class="stl_01" style="top: 4.0001em; left:6.182em;"><span class="stl_18 stl_12" style="word-spacing:0.08em;">Ruth Monroy</span><span class="stl_18 stl_12" style="word-spacing:0.02em;">&nbsp;et</span><span class="stl_18 stl_12" style="word-spacing:0.03em;">&nbsp;al.</span><span class="stl_18 stl_12" style="word-spacing:0.03em;">&nbsp;//</span><span class="stl_18 stl_14" style="word-spacing:0.02em;">&nbsp;Caracterizaci<span class="stl_12">ón</span></span><span class="stl_18 stl_12" style="word-spacing:0.07em;">&nbsp;y cuantificación</span><span class="stl_18 stl_14" style="word-spacing:-0.01em;">&nbsp;espectroscó<span class="stl_12">pi</span></span><a href="https://doi.org/10.46925/rdluz.40.10" target="_blank"><span class="stl_18" style="word-spacing:-0.01em;">ca</span></a><a href="https://doi.org/10.46925/rdluz.40.10" target="_blank"><span class="stl_18 stl_12" style="word-spacing:0.02em;">&nbsp;de</span></a><a href="https://doi.org/10.46925/rdluz.40.10" target="_blank"><span class="stl_18 stl_12" style="word-spacing:0.09em;">&nbsp;flavonoides</span></a><a href="https://doi.org/10.46925/rdluz.40.10" target="_blank"><span class="stl_18" style="word-spacing:0em;">&nbsp;y</span></a><a href="https://doi.org/10.46925/rdluz.40.10" target="_blank"><span class="stl_18 stl_12" style="word-spacing:0.03em;">&nbsp;</span></a><a href="https://doi.org/10.46925/rdluz.40.10" target="_blank"><span class="stl_19 stl_14" style="word-spacing:0.03em;">catequinas<span class="stl_12">…</span></span></a><a href="https://doi.org/10.46925/rdluz.40.10" target="_blank"><span class="stl_19 stl_12" style="word-spacing:0em;">&nbsp;</span></a><a href="https://doi.org/10.46925/rdluz.40.10" target="_blank"><span class="stl_18 stl_14" style="word-spacing:0em;">185-20<span class="stl_12">4 &nbsp;</span></span></a></div>
					<div class="stl_01" style="top: 5.0402em; left:29.8058em;"><span class="stl_17 stl_12" style="font-weight:bold; word-spacing:0.03em;">DOI: </span><a href="https://doi.org/10.46925/rdluz.40.10" target="_blank"><span class="stl_20 stl_14" style="font-weight:bold; word-spacing:0em;">https://doi.org/10.46925//rdluz<span class="stl_12">.40.10 &nbsp;</span></span></a></div>
					<div class="stl_01" style="top: 7.2209em; left:4.72em;"><span class="stl_22" style="word-spacing:0.07em;">encuentra presente</span><span class="stl_22" style="word-spacing:0.05em;">&nbsp;en un</span><span class="stl_22" style="word-spacing:0.05em;">&nbsp;18</span><span class="stl_22" style="word-spacing:0.07em;">&nbsp;%</span><span class="stl_22" style="word-spacing:0.05em;">&nbsp;m/m</span><span class="stl_22" style="word-spacing:0.06em;">&nbsp;en el</span><span class="stl_22" style="word-spacing:0.06em;">&nbsp;contenido total de flavonoides,</span><span class="stl_22" style="word-spacing:0.05em;">&nbsp;lo</span><span class="stl_22" style="word-spacing:0.06em;">&nbsp;que corresponde</span><span class="stl_22" style="word-spacing:0.05em;">&nbsp;a &nbsp;</span></div>
					<div class="stl_01" style="top: 9.0609em; left:4.72em;"><span class="stl_22" style="word-spacing:-0.02em;">un alto contenido, ya que en granos sin fermentar ni secar, el contenido de catequinas representa &nbsp;</span></div>
					<div class="stl_01" style="top: 10.9109em; left:4.72em;"><span class="stl_22 stl_14" style="word-spacing:0em;">aproximadamente el 35 % del contenido de flavonoides (Ortiz et al<span class="stl_15">., 2019). &nbsp;</span></span></div>
					<div class="stl_01" style="top: 13.7509em; left:7.672em;"><span class="stl_22" style="word-spacing:0.43em;">2.7.Determinación de la tensión superficial de una solución acuosa de extracto &nbsp;</span></div>
					<div class="stl_01" style="top: 15.6009em; left:9.1617em;"><span class="stl_22 stl_14" style="word-spacing:0em;">polifenólico de cac<span class="stl_15">ao &nbsp;</span></span></div>
					<div class="stl_01" style="top: 17.9409em; left:7.672em;"><span class="stl_22" style="word-spacing:0.07em;">Las medidas de</span><span class="stl_22" style="word-spacing:0.07em;">&nbsp;tensión superficial de la solución acuosa del</span><span class="stl_22" style="word-spacing:0.06em;">&nbsp;extracto metanólico al 1</span><span class="stl_22" style="word-spacing:0.06em;">&nbsp;% &nbsp;</span></div>
					<div class="stl_01" style="top: 19.7934em; left:4.72em;"><span class="stl_22" style="word-spacing:0.05em;">v/v dio</span><span class="stl_22" style="word-spacing:0.04em;">&nbsp;un</span><span class="stl_22" style="word-spacing:0.05em;">&nbsp;valor</span><span class="stl_22" style="word-spacing:0.05em;">&nbsp;de 55,5 dinas/cm.</span><span class="stl_22" style="word-spacing:0.05em;">&nbsp;Este</span><span class="stl_22" style="word-spacing:0.04em;">&nbsp;valor</span><span class="stl_22" style="word-spacing:0.05em;">&nbsp;fue</span><span class="stl_22" style="word-spacing:0.05em;">&nbsp;comparado con</span><span class="stl_22" style="word-spacing:0.05em;">&nbsp;la tensión superficial del</span><span class="stl_22" style="word-spacing:0.05em;">&nbsp;agua &nbsp;</span></div>
					<div class="stl_01" style="top: 21.6434em; left:4.72em;"><span class="stl_22">(</span></div>
					<div class="stl_01" style="top: 21.6434em; left:5.139em;"><span class="stl_22" style="word-spacing:0.19em;">72,8 dinas/cm) y una solución acuosa de metanol al 1 % v/v (71</span><span class="stl_42" style="word-spacing:0.18em;">,</span><span class="stl_22" style="word-spacing:0.2em;">8 dinas/cm). El</span><span class="stl_22" style="word-spacing:0.2em;">&nbsp;resultado &nbsp;</span></div>
					<div class="stl_01" style="top: 23.4834em; left:4.72em;"><span class="stl_22" style="word-spacing:0.3em;">evidenció que las especies presentes en el extracto polifenólicos, disminuyen de manera &nbsp;</span></div>
					<div class="stl_01" style="top: 25.3334em; left:4.72em;"><span class="stl_22" style="word-spacing:0.16em;">significativa la tensión superficial, tal como lo sugiere</span><span class="stl_22" style="word-spacing:0.19em;">&nbsp;Reitzer</span><span class="stl_22" style="word-spacing:0.16em;">&nbsp;et</span><span class="stl_22" style="word-spacing:0.14em;">&nbsp;al</span><span class="stl_22" style="word-spacing:0.16em;">&nbsp;2018, señalando que</span><span class="stl_22" style="word-spacing:0.15em;">&nbsp;los &nbsp;</span></div>
					<div class="stl_01" style="top: 27.1734em; left:4.72em;"><span class="stl_22" style="word-spacing:0.01em;">compuestos polifenólicos presentan actividad interfacial. &nbsp;</span></div>
					<div class="stl_01" style="top: 29.0234em; left:7.672em;"><span class="stl_22 stl_14" style="word-spacing:0em;">En una formulación cosmética tipo emulsión, este tipo de moléculas puede ubicarse e<span class="stl_15">n la &nbsp;</span></span></div>
					<div class="stl_01" style="top: 30.8634em; left:4.72em;"><span class="stl_22" style="word-spacing:0.14em;">interfase favoreciendo la estabilidad del producto. También pueden usarse para</span><span class="stl_22" style="word-spacing:0.14em;">&nbsp;modificar</span><span class="stl_22" style="word-spacing:0.13em;">&nbsp;el &nbsp;</span></div>
					<div class="stl_01" style="top: 32.7134em; left:4.72em;"><span class="stl_22" style="word-spacing:0.07em;">balance lipofílico-hidrofílico</span><span class="stl_22" style="word-spacing:0.05em;">&nbsp;de</span><span class="stl_22" style="word-spacing:0.04em;">&nbsp;las</span><span class="stl_22" style="word-spacing:0.06em;">&nbsp;moléculas</span><span class="stl_22" style="word-spacing:0.07em;">&nbsp;anfifílicas</span><span class="stl_22" style="word-spacing:0.07em;">&nbsp;con</span><span class="stl_22" style="word-spacing:0.05em;">&nbsp;las que puede estar</span><span class="stl_22" style="word-spacing:0.05em;">&nbsp;interactuando &nbsp;</span></div>
					<div class="stl_01" style="top: 34.565em; left:4.72em;"><span class="stl_22" style="word-spacing:0.19em;">en la formulación, permitiendo modular la morfología de la emulsión.</span><span class="stl_22" style="word-spacing:0.21em;">&nbsp;(Reitzer et</span><span class="stl_22" style="word-spacing:0.19em;">&nbsp;al</span><span class="stl_22" style="word-spacing:0.19em;">&nbsp;2018). &nbsp;</span></div>
					<div class="stl_01" style="top: 36.405em; left:4.72em;"><span class="stl_22" style="word-spacing:0.05em;">También podría</span><span class="stl_22" style="word-spacing:0.03em;">&nbsp;emplearse</span><span class="stl_22" style="word-spacing:0.02em;">&nbsp;para</span><span class="stl_22" style="word-spacing:0.04em;">&nbsp;estabilizar</span><span class="stl_22" style="word-spacing:0.03em;">&nbsp;espumas.</span><span class="stl_22" style="word-spacing:0.06em;">&nbsp;Nanopartículas</span><span class="stl_22" style="word-spacing:0.04em;">&nbsp;hechas</span><span class="stl_22" style="word-spacing:0.03em;">&nbsp;de</span><span class="stl_22" style="word-spacing:0.05em;">&nbsp;-lactoglobulina &nbsp;</span></div>
					<div class="stl_01" style="top: 38.255em; left:4.72em;"><span class="stl_22" style="word-spacing:0.08em;">o caseínas y polifenoles en el</span><span class="stl_22" style="word-spacing:0.07em;">&nbsp;rango de</span><span class="stl_22" style="word-spacing:0.08em;">&nbsp;tamaño y disminuyen la tasa de</span><span class="stl_22" style="word-spacing:0.07em;">&nbsp;drenaje de las</span><span class="stl_22" style="word-spacing:0.08em;">&nbsp;mismas, &nbsp;</span></div>
					<div class="stl_01" style="top: 40.095em; left:4.72em;"><span class="stl_22 stl_14" style="word-spacing:0em;">debido a que aumentas el espesor de las películas por su adsorción en las interfases liquido/<span class="stl_15">aire. &nbsp;</span></span></div>
					<div class="stl_01" style="top: 41.935em; left:4.72em;"><span class="stl_22">(</span></div>
					<div class="stl_01" style="top: 41.935em; left:5.142em;"><span class="stl_22 stl_14" style="word-spacing:0em;">Rodríguez et al., 2015; Reitzer et al 201<span class="stl_15">8). &nbsp;</span></span></div>
					<div class="stl_01" style="top: 44.9558em; left:4.72em;"><span class="stl_30 stl_12">Conclusi<span class="stl_14">ones &nbsp;</span></span></div>
					<div class="stl_01" style="top: 46.945em; left:7.672em;"><span class="stl_22" style="word-spacing:0.04em;">A través de</span><span class="stl_22" style="word-spacing:0.03em;">&nbsp;la</span><span class="stl_22" style="word-spacing:0.04em;">&nbsp;cuantificación de</span><span class="stl_22" style="word-spacing:0.06em;">&nbsp;(-)-epicatequina</span><span class="stl_22" style="word-spacing:0.04em;">&nbsp;por</span><span class="stl_22" style="word-spacing:0.03em;">&nbsp;HPLC, se</span><span class="stl_22" style="word-spacing:0.04em;">&nbsp;garantiza la presencia</span><span class="stl_22" style="word-spacing:0.04em;">&nbsp;de &nbsp;</span></div>
					<div class="stl_01" style="top: 48.7875em; left:4.72em;"><span class="stl_22 stl_14" style="word-spacing:0em;">esta molécula en el extracto alcohólico a incorporar en la formul<span class="stl_15">ación. &nbsp;</span></span></div>
					<div class="stl_01" style="top: 50.6375em; left:8.132em;"><span class="stl_22" style="word-spacing:0.02em;">El contenido de</span><span class="stl_22" style="word-spacing:0.03em;">&nbsp;Flavonoides</span><span class="stl_22" style="word-spacing:0.02em;">&nbsp;representó</span><span class="stl_22" style="word-spacing:0.03em;">&nbsp;casi</span><span class="stl_22" style="word-spacing:0.02em;">&nbsp;el</span><span class="stl_22" style="word-spacing:0.01em;">&nbsp;58</span><span class="stl_22" style="word-spacing:0.01em;">&nbsp;%</span><span class="stl_22" style="word-spacing:0.02em;">&nbsp;de</span><span class="stl_22" style="word-spacing:0.01em;">&nbsp;los</span><span class="stl_22" style="word-spacing:0.05em;">&nbsp;polifenoles</span><span class="stl_22" style="word-spacing:0.02em;">&nbsp;totales</span><span class="stl_22" style="word-spacing:0.04em;">&nbsp;presentes &nbsp;</span></div>
					<div class="stl_01" style="top: 52.4775em; left:4.72em;"><span class="stl_22" style="word-spacing:0.14em;">en la muestra de cacao. Mientras que la</span><span class="stl_22" style="word-spacing:0.18em;">&nbsp;epicatequina,</span><span class="stl_22" style="word-spacing:0.14em;">&nbsp;el 18 % m/m en el contenido total</span><span class="stl_22" style="word-spacing:0.13em;">&nbsp;de &nbsp;</span></div>
					<div class="stl_01" style="top: 54.3275em; left:4.72em;"><span class="stl_22" style="word-spacing:0.34em;">flavonoides. Adicionalmente, empleando la espectroscopia de infrarrojo y UV-Visible, se &nbsp;</span></div>
					<div class="stl_01" style="top: 56.1775em; left:4.72em;"><span class="stl_22" style="word-spacing:0.14em;">determinó la presencia de flavonoides, sugiriendo la presencia</span><span class="stl_22" style="word-spacing:0.16em;">&nbsp;de</span><span class="stl_22" style="word-spacing:0.14em;">&nbsp;otras especies, además</span><span class="stl_22" style="word-spacing:0.16em;">&nbsp;del &nbsp;</span></div>
					<div class="stl_01" style="top: 58.0172em; left:4.72em;"><span class="stl_22" style="word-spacing:0.01em;">grupo flaván-3-ol o catequinas. &nbsp;</span></div>
					<div class="stl_01" style="top: 62.344em; left:44.8883em;"><span class="stl_28">1</span></div>
					<div class="stl_01" style="top: 62.344em; left:45.3575em;"><span class="stl_28 stl_12">99 &nbsp;</span></div>
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				<img src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAzAAAAQgCAYAAAA5ebkOAAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAADsMAAA7DAcdvqGQAAA05SURBVHhe7dNBCQAgFAXBd7GD7QSLfmzmxQgeRGZgI2wAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAOAro3qbqyS91TkUAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAgNuSDW6SttAnIGY/AAAAAElFTkSuQmCC" alt="" class="stl_29" />
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				<div class="stl_05 stl_06">
					<div class="stl_01" style="top: 2.9402em; left:16.3142em;"><span class="stl_17 stl_12" style="font-weight:bold; word-spacing:0.07em;">REVISTA DE</span><span class="stl_17 stl_12" style="font-weight:bold; word-spacing:0.01em;">&nbsp;LA</span><span class="stl_17 stl_12" style="font-weight:bold; word-spacing:0.09em;">&nbsp;UNIVERSIDAD</span><span class="stl_17 stl_12" style="font-weight:bold; word-spacing:0.04em;">&nbsp;DEL ZULIA</span><span class="stl_18" style="word-spacing:0em;">.</span><span class="stl_18 stl_12" style="word-spacing:0.22em;">&nbsp;</span><span class="stl_17" style="font-weight:bold; word-spacing:0.22em;">3ª</span><span class="stl_17 stl_12" style="font-weight:bold; word-spacing:0.04em;">&nbsp;época.</span><span class="stl_17 stl_12" style="font-weight:bold; word-spacing:0.03em;">&nbsp;Año</span><span class="stl_17 stl_12" style="font-weight:bold; word-spacing:0.02em;">&nbsp;14,</span><span class="stl_17 stl_12" style="font-weight:bold; word-spacing:0.01em;">&nbsp;N°</span><span class="stl_17 stl_12" style="font-weight:bold; word-spacing:0.03em;">&nbsp;40,</span><span class="stl_17 stl_12" style="font-weight:bold; word-spacing:0.04em;">&nbsp;2023 &nbsp;</span></div>
					<div class="stl_01" style="top: 4.0001em; left:6.182em;"><span class="stl_18 stl_12" style="word-spacing:0.08em;">Ruth Monroy</span><span class="stl_18 stl_12" style="word-spacing:0.02em;">&nbsp;et</span><span class="stl_18 stl_12" style="word-spacing:0.03em;">&nbsp;al.</span><span class="stl_18 stl_12" style="word-spacing:0.03em;">&nbsp;//</span><span class="stl_18 stl_14" style="word-spacing:0.02em;">&nbsp;Caracterizaci<span class="stl_12">ón</span></span><span class="stl_18 stl_12" style="word-spacing:0.07em;">&nbsp;y cuantificación</span><span class="stl_18 stl_14" style="word-spacing:-0.01em;">&nbsp;espectroscó<span class="stl_12">pi</span></span><a href="https://doi.org/10.46925/rdluz.40.10" target="_blank"><span class="stl_18" style="word-spacing:-0.01em;">ca</span></a><a href="https://doi.org/10.46925/rdluz.40.10" target="_blank"><span class="stl_18 stl_12" style="word-spacing:0.02em;">&nbsp;de</span></a><a href="https://doi.org/10.46925/rdluz.40.10" target="_blank"><span class="stl_18 stl_12" style="word-spacing:0.09em;">&nbsp;flavonoides</span></a><a href="https://doi.org/10.46925/rdluz.40.10" target="_blank"><span class="stl_18" style="word-spacing:0em;">&nbsp;y</span></a><a href="https://doi.org/10.46925/rdluz.40.10" target="_blank"><span class="stl_18 stl_12" style="word-spacing:0.03em;">&nbsp;</span></a><a href="https://doi.org/10.46925/rdluz.40.10" target="_blank"><span class="stl_19 stl_14" style="word-spacing:0.03em;">catequinas<span class="stl_12">…</span></span></a><a href="https://doi.org/10.46925/rdluz.40.10" target="_blank"><span class="stl_19 stl_12" style="word-spacing:0em;">&nbsp;</span></a><a href="https://doi.org/10.46925/rdluz.40.10" target="_blank"><span class="stl_18 stl_14" style="word-spacing:0em;">185-20<span class="stl_12">4 &nbsp;</span></span></a></div>
					<div class="stl_01" style="top: 5.0402em; left:29.8058em;"><span class="stl_17 stl_12" style="font-weight:bold; word-spacing:0.03em;">DOI: </span><a href="https://doi.org/10.46925/rdluz.40.10" target="_blank"><span class="stl_20 stl_14" style="font-weight:bold; word-spacing:0em;">https://doi.org/10.46925//rdluz<span class="stl_12">.40.10 &nbsp;</span></span></a></div>
					<div class="stl_01" style="top: 7.2209em; left:7.672em;"><span class="stl_22" style="word-spacing:0.26em;">Los polifenoles pueden comportarse como anfífilos, lográndose una disminución de &nbsp;</span></div>
					<div class="stl_01" style="top: 9.0609em; left:4.72em;"><span class="stl_22 stl_14" style="word-spacing:0em;">tensión superficial del agua en 17,3 unidades de tensión, en relación a una solución acuosa al <span class="stl_15">1 % &nbsp;</span></span></div>
					<div class="stl_01" style="top: 10.9109em; left:4.72em;"><span class="stl_22 stl_14" style="word-spacing:0em;">v/v de extracto polifenólico<span class="stl_15">. &nbsp;</span></span></div>
					<div class="stl_01" style="top: 12.7509em; left:7.672em;"><span class="stl_22" style="word-spacing:0.21em;">Con los resultados obtenidos se puede garantizar que el extracto contenido en una &nbsp;</span></div>
					<div class="stl_01" style="top: 14.6009em; left:4.72em;"><span class="stl_22" style="word-spacing:0.39em;">posible formulación con aplicación cosmética, contiene polifenoles y moléculas de (-)- &nbsp;</span></div>
					<div class="stl_01" style="top: 16.4409em; left:4.72em;"><span class="stl_22">epicatequina. &nbsp;</span></div>
					<div class="stl_01" style="top: 19.5441em; left:4.72em;"><span class="stl_30 stl_14">Abrevia<span class="stl_12">turas &nbsp;</span></span></div>
					<div class="stl_01" style="top: 21.5334em; left:7.672em;"><span class="stl_22" style="word-spacing:0.17em;">FTIR, espectroscopía infrarroja por transformada de fourier; UV, ultravioleta; HPLC, &nbsp;</span></div>
					<div class="stl_01" style="top: 23.3734em; left:4.72em;"><span class="stl_22" style="word-spacing:0.11em;">cromatografía líquida de alta resolución;</span><span class="stl_22" style="word-spacing:0.11em;">&nbsp;SEM, microscopia electrónica de barrido; AG,</span><span class="stl_22" style="word-spacing:0.11em;">&nbsp;ácido &nbsp;</span></div>
					<div class="stl_01" style="top: 25.2234em; left:4.72em;"><span class="stl_22" style="word-spacing:0.01em;">gálico; C, (+)-catequina; EC, (-)-epicatequina. &nbsp;</span></div>
					<div class="stl_01" style="top: 28.9141em; left:4.72em;"><span class="stl_30 stl_14">Referen<span class="stl_12">cias &nbsp;</span></span></div>
					<div class="stl_01" style="top: 31.0792em; left:4.72em;"><span class="stl_22" style="word-spacing:-0.02em;">Adamska-Szewczyk, A. y Zgórka, G. (2019). Plant polyphenols in cosmetics </span><span class="stl_32" style="word-spacing:-0.02em;">– </span><span class="stl_22" style="word-spacing:-0.02em;">a review. </span><span class="stl_36" style="font-style:italic; word-spacing:-0.02em;">European &nbsp;</span></div>
					<div class="stl_01" style="top: 32.4192em; left:4.72em;"><span class="stl_36" style="font-style:italic; word-spacing:0.01em;">Journal of</span><span class="stl_36" style="font-style:italic; word-spacing:0em;">&nbsp;Medical</span><span class="stl_36" style="font-style:italic; word-spacing:0.01em;">&nbsp;Technologies.</span><span class="stl_36" style="word-spacing:0.05em;">&nbsp;</span><span class="stl_22" style="word-spacing:0.05em;">3(24):</span><span class="stl_22" style="word-spacing:0em;">&nbsp;1-10. &nbsp;</span></div>
					<div class="stl_01" style="top: 34.665em; left:4.72em;"><span class="stl_22" style="word-spacing:0.45em;">Aleixandre-Tudo, J. L., Nieuwoudt, H., Olivieri, A., Aleixandre, J. L. y</span><span class="stl_22" style="word-spacing:0.45em;">&nbsp;du Toit,</span><span class="stl_22" style="word-spacing:0.45em;">&nbsp;W. &nbsp;</span></div>
					<div class="stl_01" style="top: 35.895em; left:4.72em;"><span class="stl_22">(</span></div>
					<div class="stl_01" style="top: 35.895em; left:5.139em;"><span class="stl_22" style="word-spacing:0.02em;">2018). Phenolic</span><span class="stl_22" style="word-spacing:0.49em;">&nbsp;profiling of grapes, fermenting samples and wines using</span><span class="stl_22" style="word-spacing:0.5em;">&nbsp;UV-Visible &nbsp;</span></div>
					<div class="stl_01" style="top: 37.2208em; left:4.72em;"><span class="stl_22" style="word-spacing:0.01em;">spectroscopy with chemometrics. </span><span class="stl_36" style="font-style:italic; word-spacing:0.01em;">Food Control</span><span class="stl_22" style="word-spacing:0em;">. 85: 11</span><span class="stl_32" style="word-spacing:0em;">–</span><span class="stl_22" style="word-spacing:0em;">22. &nbsp;</span></div>
					<div class="stl_01" style="top: 39.465em; left:4.72em;"><span class="stl_22" style="word-spacing:0.26em;">Aljuffali, I.A.; Lin, CH.; Yang, SC. et al. (2022). Nanoencapsulation of Tea Catechins for &nbsp;</span></div>
					<div class="stl_01" style="top: 40.7908em; left:4.72em;"><span class="stl_22" style="word-spacing:0.01em;">Enhancing Skin Absorption and Therapeutic Efficacy</span><span class="stl_36" style="font-style:italic; word-spacing:0.01em;">. AAPS PharmSciTech</span><span class="stl_22" style="word-spacing:0em;">. 23: 187 &nbsp;</span></div>
					<div class="stl_01" style="top: 43.035em; left:4.72em;"><span class="stl_22" style="word-spacing:0.09em;">Alvarado, M.; Portillo,</span><span class="stl_22" style="word-spacing:0.1em;">&nbsp;E.; Boulanger, R.; Bastide,</span><span class="stl_22" style="word-spacing:0.08em;">&nbsp;P. y</span><span class="stl_22" style="word-spacing:0.09em;">&nbsp;Macia, I.</span><span class="stl_22" style="word-spacing:0.09em;">&nbsp;(2020). Efecto del</span><span class="stl_22" style="word-spacing:0.1em;">&nbsp;tratamiento &nbsp;</span></div>
					<div class="stl_01" style="top: 44.265em; left:4.72em;"><span class="stl_22 stl_14" style="word-spacing:-0.02em;">poscosecha en los polifenoles del cacao de Biscucuy y Chabasquén, estado Portugue<span class="stl_15">sa / Effect of &nbsp;</span></span></div>
					<div class="stl_01" style="top: 45.5908em; left:4.72em;"><span class="stl_22" style="word-spacing:0.08em;">postharvest treatment in</span><span class="stl_22" style="word-spacing:0.07em;">&nbsp;cocoa polyphenols</span><span class="stl_22" style="word-spacing:0.07em;">&nbsp;Biscucuy and Chabasquén,</span><span class="stl_22" style="word-spacing:0.07em;">&nbsp;Portuguesa.</span><span class="stl_22" style="word-spacing:0.1em;">&nbsp;</span><span class="stl_36" style="font-style:italic; word-spacing:0.1em;">Revista</span><span class="stl_36" style="font-style:italic; word-spacing:0.05em;">&nbsp;De &nbsp;</span></div>
					<div class="stl_01" style="top: 46.9308em; left:4.72em;"><span class="stl_36 stl_14" style="font-style:italic; word-spacing:0em;">La Facultad De Agronomía De La Universidad Del <span class="stl_15">Zulia</span></span><span class="stl_22 stl_14" style="word-spacing:0em;">. 37: 224-228<span class="stl_15">. &nbsp;</span></span></div>
					<div class="stl_01" style="top: 49.2159em; left:4.72em;z-index:1915; "><span class="stl_22" style="word-spacing:0.02em;">Arlorio, M.; Bottini, C.;</span><span class="stl_22" style="word-spacing:0.03em;">&nbsp;Travaglia,</span><span class="stl_22" style="word-spacing:0.02em;">&nbsp;F.; Locatelli,</span><span class="stl_22" style="word-spacing:0.03em;">&nbsp;M.;</span><span class="stl_22" style="word-spacing:0.02em;">&nbsp;Bordiga M,</span><span class="stl_22" style="word-spacing:0.02em;">&nbsp;Co</span><span class="stl_32" style="word-spacing:0.01em;">i</span><span class="stl_22" style="word-spacing:-0.25em;">&nbsp;</span><span class="stl_43">̈</span><span class="stl_22">s</span><span class="stl_22" style="word-spacing:-0.21em;">&nbsp;</span><span class="stl_22" style="word-spacing:0.02em;">son J.</span><span class="stl_22" style="word-spacing:0.01em;">&nbsp;y</span><span class="stl_22" style="word-spacing:0.26em;">&nbsp;Tessitore</span><span class="stl_22" style="word-spacing:0.01em;">&nbsp;L.</span><span class="stl_22" style="word-spacing:0.02em;">&nbsp;(2009). &nbsp;</span></div>
					<div class="stl_01" style="top: 50.4575em; left:4.72em;"><span class="stl_22" style="word-spacing:0.07em;">Protective Activity of</span><span class="stl_22" style="word-spacing:0.07em;">&nbsp;Theobroma cacaoL.</span><span class="stl_22" style="word-spacing:0.08em;">&nbsp;Phenolic</span><span class="stl_22" style="word-spacing:0.07em;">&nbsp;Extract on AML12 and MLP29 Liver</span><span class="stl_22" style="word-spacing:0.07em;">&nbsp;Cells &nbsp;</span></div>
					<div class="stl_01" style="top: 51.7833em; left:4.72em;"><span class="stl_22" style="word-spacing:0.23em;">by Preventing Apoptosis and Inducing Autophagy</span><span class="stl_36" style="font-style:italic; word-spacing:0.22em;">.</span><span class="stl_36" style="font-style:italic; word-spacing:0.21em;">&nbsp;J. Agric. Food</span><span class="stl_36" style="font-style:italic; word-spacing:0.2em;">&nbsp;Chem</span><span class="stl_22" style="word-spacing:0.19em;">.</span><span class="stl_22" style="word-spacing:0.23em;">&nbsp;57(22):</span><span class="stl_22" style="word-spacing:0.23em;">&nbsp;10612</span><span class="stl_32" style="word-spacing:0.22em;">–</span><span class="stl_22" style="word-spacing:0.22em;">10618. &nbsp;</span></div>
					<div class="stl_01" style="top: 53.0275em; left:4.72em;"><span class="stl_22 stl_14">doi:10.1021/jf902419<span class="stl_15">t &nbsp;</span></span></div>
					<div class="stl_01" style="top: 55.2575em; left:4.72em;"><span class="stl_22" style="word-spacing:0.03em;">Arlorio, M.; Locatelli,</span><span class="stl_22" style="word-spacing:0.03em;">&nbsp;M.;</span><span class="stl_22" style="word-spacing:0.02em;">&nbsp;Travaglia,</span><span class="stl_22" style="word-spacing:0em;">&nbsp;F.;</span><span class="stl_22" style="word-spacing:0.02em;">&nbsp;Coïsson,</span><span class="stl_22" style="word-spacing:0em;">&nbsp;J.;</span><span class="stl_22" style="word-spacing:0.02em;">&nbsp;Grosso,</span><span class="stl_22" style="word-spacing:0em;">&nbsp;E.;</span><span class="stl_22" style="word-spacing:0.02em;">&nbsp;Minassi,</span><span class="stl_22" style="word-spacing:0em;">&nbsp;A.</span><span class="stl_22" style="word-spacing:0em;">&nbsp;y</span><span class="stl_22" style="word-spacing:0.04em;">&nbsp;Martelli,</span><span class="stl_22" style="word-spacing:0em;">&nbsp;A.</span><span class="stl_22" style="word-spacing:0.03em;">&nbsp;(2008). &nbsp;</span></div>
					<div class="stl_01" style="top: 56.4875em; left:4.72em;"><span class="stl_22" style="word-spacing:0.27em;">Roasting impact on the contents of clovamide (N-caffeoyl-L-DOPA) and the antioxidant &nbsp;</span></div>
					<div class="stl_01" style="top: 57.7172em; left:4.72em;"><span class="stl_22" style="word-spacing:0.81em;">activity of cocoa beans (Theobroma cacao L.). Food Chem. 106(3): 967</span><span class="stl_32" style="word-spacing:0.81em;">–</span><span class="stl_22" style="word-spacing:0.81em;">975. &nbsp;</span></div>
					<div class="stl_01" style="top: 58.9472em; left:4.72em;"><span class="stl_22 stl_14">doi:10.1016/j.foodchem.2007.07.<span class="stl_15">009 &nbsp;</span></span></div>
					<div class="stl_01" style="top: 62.344em; left:44.8883em;"><span class="stl_28">2</span></div>
					<div class="stl_01" style="top: 62.344em; left:45.3575em;"><span class="stl_28 stl_12">00 &nbsp;</span></div>
				</div>
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				<img src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAzAAAAQgCAYAAAA5ebkOAAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAADsMAAA7DAcdvqGQAAA1bSURBVHhe7dRRCYAwGIXRgazDYhjBJoIziM1+1kyFPVhAmHIOfBHuTQAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA8CtrlLy1kDRWfaEAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAfFXeY861HZI0VNc39ZsCAHhYo0w1Fkkaqfub+ksBAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAwBtSOgHiND48FPz1ggAAAABJRU5ErkJggg==" alt="" class="stl_44" />
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			<div class="stl_view">
				<div class="stl_05 stl_06">
					<div class="stl_01" style="top: 2.9402em; left:16.3142em;"><span class="stl_17 stl_12" style="font-weight:bold; word-spacing:0.07em;">REVISTA DE</span><span class="stl_17 stl_12" style="font-weight:bold; word-spacing:0.01em;">&nbsp;LA</span><span class="stl_17 stl_12" style="font-weight:bold; word-spacing:0.09em;">&nbsp;UNIVERSIDAD</span><span class="stl_17 stl_12" style="font-weight:bold; word-spacing:0.04em;">&nbsp;DEL ZULIA</span><span class="stl_18" style="word-spacing:0em;">.</span><span class="stl_18 stl_12" style="word-spacing:0.22em;">&nbsp;</span><span class="stl_17" style="font-weight:bold; word-spacing:0.22em;">3ª</span><span class="stl_17 stl_12" style="font-weight:bold; word-spacing:0.04em;">&nbsp;época.</span><span class="stl_17 stl_12" style="font-weight:bold; word-spacing:0.03em;">&nbsp;Año</span><span class="stl_17 stl_12" style="font-weight:bold; word-spacing:0.02em;">&nbsp;14,</span><span class="stl_17 stl_12" style="font-weight:bold; word-spacing:0.01em;">&nbsp;N°</span><span class="stl_17 stl_12" style="font-weight:bold; word-spacing:0.03em;">&nbsp;40,</span><span class="stl_17 stl_12" style="font-weight:bold; word-spacing:0.04em;">&nbsp;2023 &nbsp;</span></div>
					<div class="stl_01" style="top: 4.0001em; left:6.182em;"><span class="stl_18 stl_12" style="word-spacing:0.08em;">Ruth Monroy</span><span class="stl_18 stl_12" style="word-spacing:0.02em;">&nbsp;et</span><span class="stl_18 stl_12" style="word-spacing:0.03em;">&nbsp;al.</span><span class="stl_18 stl_12" style="word-spacing:0.03em;">&nbsp;//</span><span class="stl_18 stl_14" style="word-spacing:0.02em;">&nbsp;Caracterizaci<span class="stl_12">ón</span></span><span class="stl_18 stl_12" style="word-spacing:0.07em;">&nbsp;y cuantificación</span><span class="stl_18 stl_14" style="word-spacing:-0.01em;">&nbsp;espectroscó<span class="stl_12">pi</span></span><a href="https://doi.org/10.46925/rdluz.40.10" target="_blank"><span class="stl_18" style="word-spacing:-0.01em;">ca</span></a><a href="https://doi.org/10.46925/rdluz.40.10" target="_blank"><span class="stl_18 stl_12" style="word-spacing:0.02em;">&nbsp;de</span></a><a href="https://doi.org/10.46925/rdluz.40.10" target="_blank"><span class="stl_18 stl_12" style="word-spacing:0.09em;">&nbsp;flavonoides</span></a><a href="https://doi.org/10.46925/rdluz.40.10" target="_blank"><span class="stl_18" style="word-spacing:0em;">&nbsp;y</span></a><a href="https://doi.org/10.46925/rdluz.40.10" target="_blank"><span class="stl_18 stl_12" style="word-spacing:0.03em;">&nbsp;</span></a><a href="https://doi.org/10.46925/rdluz.40.10" target="_blank"><span class="stl_19 stl_14" style="word-spacing:0.03em;">catequinas<span class="stl_12">…</span></span></a><a href="https://doi.org/10.46925/rdluz.40.10" target="_blank"><span class="stl_19 stl_12" style="word-spacing:0em;">&nbsp;</span></a><a href="https://doi.org/10.46925/rdluz.40.10" target="_blank"><span class="stl_18 stl_14" style="word-spacing:0em;">185-20<span class="stl_12">4 &nbsp;</span></span></a></div>
					<div class="stl_01" style="top: 5.0402em; left:29.8058em;"><span class="stl_17 stl_12" style="font-weight:bold; word-spacing:0.03em;">DOI: </span><a href="https://doi.org/10.46925/rdluz.40.10" target="_blank"><span class="stl_20 stl_14" style="font-weight:bold; word-spacing:0em;">https://doi.org/10.46925//rdluz<span class="stl_12">.40.10 &nbsp;</span></span></a></div>
					<div class="stl_01" style="top: 7.2209em; left:4.72em;"><span class="stl_22 stl_14" style="word-spacing:-0.01em;">Aprotosoaie, A.; Luca, S. y Miron, A. (2015). Flavor Chemistry of Cocoa and Coc<span class="stl_15">oa Products-An &nbsp;</span></span></div>
					<div class="stl_01" style="top: 8.5466em; left:4.72em;"><span class="stl_22" style="word-spacing:0.01em;">Overview. Compr. </span><span class="stl_36 stl_14" style="font-style:italic; word-spacing:0em;">Rev. Food Sci. Food <span class="stl_15">Saf</span></span><span class="stl_22" style="word-spacing:0.01em;">. 15: 73-91. doi: 10.1111/1541-4337.12180 &nbsp;</span></div>
					<div class="stl_01" style="top: 10.7909em; left:4.72em;"><span class="stl_22" style="word-spacing:0.02em;">Avendaño, C.; Campos,</span><span class="stl_22" style="word-spacing:0.02em;">&nbsp;E.;</span><span class="stl_22" style="word-spacing:0.02em;">&nbsp;López,</span><span class="stl_22" style="word-spacing:0.02em;">&nbsp;C.; Martínez,</span><span class="stl_22" style="word-spacing:0em;">&nbsp;M.;</span><span class="stl_22" style="word-spacing:0.02em;">&nbsp;Caballero,</span><span class="stl_22" style="word-spacing:0em;">&nbsp;J.;</span><span class="stl_22" style="word-spacing:0.24em;">&nbsp;Flores,</span><span class="stl_22" style="word-spacing:0.02em;">&nbsp;R.</span><span class="stl_22" style="word-spacing:0em;">&nbsp;y</span><span class="stl_22" style="word-spacing:0.25em;">&nbsp;Cadena</span><span class="stl_22" style="word-spacing:0.01em;">&nbsp;J.</span><span class="stl_22" style="word-spacing:0.02em;">&nbsp;(2021). &nbsp;</span></div>
					<div class="stl_01" style="top: 12.1067em; left:4.72em;"><span class="stl_22" style="word-spacing:0.03em;">Antioxidant activity</span><span class="stl_22" style="word-spacing:0.03em;">&nbsp;in</span><span class="stl_22" style="word-spacing:0.04em;">&nbsp;genotypes</span><span class="stl_22" style="word-spacing:0.03em;">&nbsp;of Theobroma</span><span class="stl_22" style="word-spacing:0.03em;">&nbsp;spp.</span><span class="stl_22" style="word-spacing:0.03em;">&nbsp;(Malvaceae)</span><span class="stl_22" style="word-spacing:0.03em;">&nbsp;in Mexico.</span><span class="stl_22" style="word-spacing:0.07em;">&nbsp;</span><span class="stl_36" style="font-style:italic; word-spacing:0.07em;">Rev.</span><span class="stl_36" style="font-style:italic; word-spacing:0.03em;">&nbsp;Biol. Trop</span><span class="stl_22" style="word-spacing:0.02em;">.</span><span class="stl_22" style="word-spacing:0.02em;">&nbsp;69: &nbsp;</span></div>
					<div class="stl_01" style="top: 13.3509em; left:4.72em;"><span class="stl_22">5</span></div>
					<div class="stl_01" style="top: 13.3509em; left:5.2427em;"><span class="stl_22" style="word-spacing:0.02em;">07-523. doi: 10.15517/rbt.v69i2.41626 &nbsp;</span></div>
					<div class="stl_01" style="top: 15.6767em; left:4.72em;"><span class="stl_22" style="word-spacing:-0.04em;">Bae, J.; Kim, N.; Shin, Y. et al. (2020). Activity of catechins and their applications. </span><span class="stl_36" style="font-style:italic; word-spacing:-0.03em;">Biomed Dermatol. &nbsp;</span></div>
					<div class="stl_01" style="top: 16.9209em; left:5.29em;"><span class="stl_22 stl_15" style="word-spacing:-0.01em;">: 8<span class="stl_14">. &nbsp;</span></span></div>
					<div class="stl_01" style="top: 16.9209em; left:4.72em;"><span class="stl_22">4</span></div>
					<div class="stl_01" style="top: 19.1509em; left:4.72em;"><span class="stl_22" style="word-spacing:0.12em;">Biehl, B.; Passern, U. y</span><span class="stl_22" style="word-spacing:0.45em;">&nbsp;Passern,</span><span class="stl_22" style="word-spacing:0.12em;">&nbsp;D. (1977).</span><span class="stl_22" style="word-spacing:0.13em;">&nbsp;Subcellular</span><span class="stl_22" style="word-spacing:0.12em;">&nbsp;structures in fermenting cocoa</span><span class="stl_22" style="word-spacing:0.12em;">&nbsp;beans. &nbsp;</span></div>
					<div class="stl_01" style="top: 20.4792em; left:4.72em;"><span class="stl_22" style="word-spacing:0.07em;">Effect of aeration</span><span class="stl_22" style="word-spacing:0.07em;">&nbsp;and</span><span class="stl_22" style="word-spacing:0.06em;">&nbsp;temperature during seed and fragment</span><span class="stl_22" style="word-spacing:0.07em;">&nbsp;incubation.</span><span class="stl_22" style="word-spacing:0.1em;">&nbsp;</span><span class="stl_36" style="font-style:italic; word-spacing:0.1em;">Journal</span><span class="stl_36" style="font-style:italic; word-spacing:0.05em;">&nbsp;of the Science</span><span class="stl_36" style="font-style:italic; word-spacing:0.05em;">&nbsp;of &nbsp;</span></div>
					<div class="stl_01" style="top: 21.8192em; left:4.72em;"><span class="stl_36" style="font-style:italic; word-spacing:0.01em;">Food and Agriculture</span><span class="stl_22 stl_14" style="word-spacing:0em;">. 28: 41-52<span class="stl_15">. &nbsp;</span></span></div>
					<div class="stl_01" style="top: 24.0634em; left:4.72em;"><span class="stl_22" style="word-spacing:0.06em;">Brglez, E.; Knez,</span><span class="stl_22" style="word-spacing:0.07em;">&nbsp;M.; Skerget,</span><span class="stl_22" style="word-spacing:0.06em;">&nbsp;M.;</span><span class="stl_22" style="word-spacing:0.07em;">&nbsp;Knez,</span><span class="stl_22" style="word-spacing:0.07em;">&nbsp;Z.;</span><span class="stl_22" style="word-spacing:0.07em;">&nbsp;Bren, U. (2016). Polyphenols:</span><span class="stl_22" style="word-spacing:0.06em;">&nbsp;Extraction</span><span class="stl_22" style="word-spacing:0.07em;">&nbsp;Methods, &nbsp;</span></div>
					<div class="stl_01" style="top: 25.3892em; left:4.72em;"><span class="stl_22" style="word-spacing:0.58em;">Antioxidative Action, Bioavailability and Anticarcinogenic Effects.</span><span class="stl_22" style="word-spacing:0.59em;">&nbsp;</span><span class="stl_36" style="font-style:italic; word-spacing:0.59em;">Molecules</span><span class="stl_22" style="word-spacing:0.59em;">. 21:</span><span class="stl_22" style="word-spacing:0.59em;">&nbsp;901. &nbsp;</span></div>
					<div class="stl_01" style="top: 26.6334em; left:4.72em;"><span class="stl_22 stl_14">doi:10.3390/molecules210709<span class="stl_15">01 &nbsp;</span></span></div>
					<div class="stl_01" style="top: 28.8634em; left:4.72em;"><span class="stl_22" style="word-spacing:0.24em;">Condori, M.; Aro, J.; Muñoz, A. y Rodríguez, J. (2020). Determinación de antocianinas</span><span class="stl_22" style="word-spacing:0.23em;">&nbsp;y &nbsp;</span></div>
					<div class="stl_01" style="top: 30.1792em; left:4.72em;"><span class="stl_22 stl_14" style="word-spacing:-0.01em;">capacidad antioxidante en extractos de (Muehlembeckia volcani<span class="stl_15">ca). </span></span><span class="stl_36 stl_14" style="font-style:italic; word-spacing:-0.01em;">Revista de Investigaciones Al<span class="stl_15">to &nbsp;</span></span></div>
					<div class="stl_01" style="top: 31.5192em; left:4.72em;"><span class="stl_36" style="font-style:italic;">Andinas.</span><span class="stl_36" style="word-spacing:0.05em;">&nbsp;</span><span class="stl_22" style="word-spacing:0.05em;">22(2):</span><span class="stl_22" style="word-spacing:0em;">&nbsp;161-169.</span><span class="stl_22" style="word-spacing:0em;">&nbsp;doi:</span><span class="stl_22" style="word-spacing:0.02em;">&nbsp;10.18271/ria.2020.604 &nbsp;</span></div>
					<div class="stl_01" style="top: 33.7696em; left:4.72em;"><span class="stl_22" style="word-spacing:0.33em;">Co</span><span class="stl_33" style="word-spacing:0.33em;">ș</span><span class="stl_22" style="word-spacing:0.33em;">arc</span><span class="stl_33" style="word-spacing:0.33em;">ă</span><span class="stl_22" style="word-spacing:0.34em;">, S.; Tanase, C. y Muntean, D. (2019).Therapeutic Aspects of Catechin and Its &nbsp;</span></div>
					<div class="stl_01" style="top: 35.1708em; left:4.72em;"><span class="stl_22 stl_14">Derivative<span class="stl_15">s</span></span><span class="stl_22" style="word-spacing:0.01em;">&nbsp;</span><span class="stl_32" style="word-spacing:0.01em;">–</span><span class="stl_32" style="word-spacing:0em;">&nbsp;</span><span class="stl_22" style="word-spacing:0em;">An</span><span class="stl_22" style="word-spacing:0.01em;">&nbsp;Update.</span><span class="stl_22" style="word-spacing:0em;">&nbsp;</span><span class="stl_36" style="font-style:italic; word-spacing:0em;">Acta</span><span class="stl_36" style="font-style:italic; word-spacing:0.01em;">&nbsp;Biologica</span><span class="stl_36" style="font-style:italic; word-spacing:0.02em;">&nbsp;Marisiensis.</span><span class="stl_36" style="word-spacing:0.06em;">&nbsp;</span><span class="stl_22" style="word-spacing:0.06em;">2(1):</span><span class="stl_22" style="word-spacing:0em;">&nbsp;21-29.</span><span class="stl_22" style="word-spacing:0.03em;">&nbsp;doi:10.2478/abmj-2019-0003 &nbsp;</span></div>
					<div class="stl_01" style="top: 37.415em; left:4.72em;"><span class="stl_22" style="word-spacing:0.25em;">Cherubim, D. J.; Martins, C. V.; Fariña, L. y Lucca, R. A. (2019). Polyphenols as natural &nbsp;</span></div>
					<div class="stl_01" style="top: 38.7408em; left:4.72em;"><span class="stl_22" style="word-spacing:0.01em;">antioxidants in cosmetics applications. </span><span class="stl_36" style="font-style:italic; word-spacing:0.01em;">Journal of Cosmetic Dermatology</span><span class="stl_22" style="word-spacing:0em;">. 1-5. &nbsp;</span></div>
					<div class="stl_01" style="top: 40.975em; left:4.95em;"><span class="stl_22" style="word-spacing:0.21em;">Daud, Z.; Mohd, A.; Mohd, A.; Awang, H. y Mohd Z. (2013). Chemical Composition and &nbsp;</span></div>
					<div class="stl_01" style="top: 42.3008em; left:4.72em;"><span class="stl_22" style="word-spacing:-0.03em;">Morphological of Cocoa Pod Husks and Cassava Peels for Pulp and Paper Production. </span><span class="stl_36" style="font-style:italic; word-spacing:-0.03em;">Aust J Basic &nbsp;</span></div>
					<div class="stl_01" style="top: 43.6408em; left:4.72em;"><span class="stl_36" style="font-style:italic; word-spacing:0em;">Appl Sci</span><span class="stl_22" style="word-spacing:0em;">. 7: 406-411. &nbsp;</span></div>
					<div class="stl_01" style="top: 45.885em; left:4.72em;"><span class="stl_22" style="word-spacing:0.08em;">Dias, M.C.; Pinto, D.C.G.A. y</span><span class="stl_22" style="word-spacing:0.1em;">&nbsp;Silva,</span><span class="stl_22" style="word-spacing:0.07em;">&nbsp;A.</span><a href="https://doi.org/10.3390/molecules26175377" target="_blank"><span class="stl_22" style="word-spacing:0.09em;">M.S. (2021).</span></a><a href="https://doi.org/10.3390/molecules26175377" target="_blank"><span class="stl_22" style="word-spacing:0em;">&nbsp;Plant</span></a><a href="https://doi.org/10.3390/molecules26175377" target="_blank"><span class="stl_22" style="word-spacing:0.08em;">&nbsp;Flavonoids: Chemical</span></a><a href="https://doi.org/10.3390/molecules26175377" target="_blank"><span class="stl_22" style="word-spacing:0.08em;">&nbsp;Charac</span></a><span class="stl_22 stl_14" style="word-spacing:0.07em;">teristic<span class="stl_15">s &nbsp;</span></span></div>
					<div class="stl_01" style="top: 47.2108em; left:4.72em;"><span class="stl_22 stl_14" style="word-spacing:0em;">and Biological Activity<span class="stl_15">.</span></span><span class="stl_22" style="word-spacing:0.02em;">&nbsp;</span><span class="stl_36" style="font-style:italic; word-spacing:0.02em;">Molecules.</span><span class="stl_36" style="word-spacing:0.05em;">&nbsp;</span><span class="stl_22" style="word-spacing:0.05em;">26:</span><span class="stl_22" style="word-spacing:0em;">&nbsp;5377</span><a href="https://doi.org/10.3390/molecules26175377" target="_blank"><span class="stl_22" style="word-spacing:0em;">.</span></a><a href="https://doi.org/10.3390/molecules26175377" target="_blank"><span class="stl_45" style="word-spacing:0.03em;">&nbsp;https://doi.org/10.3390/molecules26175377 &nbsp;</span></a></div>
					<div class="stl_01" style="top: 49.4575em; left:4.72em;"><span class="stl_22" style="word-spacing:0.3em;">Domínguez-Pérez, L.; Lagunes-Gálvez, L.; Barajas-Fernández, J.; Olán-Acosta, M.; García- &nbsp;</span></div>
					<div class="stl_01" style="top: 50.6875em; left:4.72em;"><span class="stl_22" style="word-spacing:0.1em;">Alamilla, R. y García-Alamilla, P. (2019). Vibrational characterization of functional groups</span><span class="stl_22" style="word-spacing:0.09em;">&nbsp;in &nbsp;</span></div>
					<div class="stl_01" style="top: 52.0133em; left:4.72em;"><span class="stl_22" style="word-spacing:0.24em;">cocoa beans during roasting with Fourier transform infrared spectroscopy.</span><span class="stl_22" style="word-spacing:0.25em;">&nbsp;</span><span class="stl_36" style="font-style:italic; word-spacing:0.25em;">Acta</span><span class="stl_36" style="font-style:italic; word-spacing:0.23em;">&nbsp;Univ</span><span class="stl_22" style="word-spacing:0.23em;">.:</span><span class="stl_22" style="word-spacing:0.23em;">&nbsp;29. &nbsp;</span></div>
					<div class="stl_01" style="top: 53.2575em; left:4.72em;"><span class="stl_22 stl_14">doi:10.15174/au.2019.21<span class="stl_15">72 &nbsp;</span></span></div>
					<div class="stl_01" style="top: 55.4875em; left:4.72em;"><span class="stl_22" style="word-spacing:0.05em;">Ellinger, S.;</span><span class="stl_22" style="word-spacing:0.04em;">&nbsp;Reusch,</span><span class="stl_22" style="word-spacing:0.02em;">&nbsp;A.;</span><span class="stl_22" style="word-spacing:0.04em;">&nbsp;Henckes, L.; Ritter, C.;</span><span class="stl_22" style="word-spacing:0.03em;">&nbsp;Zimmermann, B.</span><span class="stl_22" style="word-spacing:0.03em;">&nbsp;F.;</span><span class="stl_22" style="word-spacing:0.04em;">&nbsp;Ellinger,</span><span class="stl_22" style="word-spacing:0.02em;">&nbsp;J.</span><span class="stl_22" style="word-spacing:0.02em;">&nbsp;y</span><span class="stl_22" style="word-spacing:0.04em;">&nbsp;Helfrich,</span><span class="stl_22" style="word-spacing:0.04em;">&nbsp;H.-P. &nbsp;</span></div>
					<div class="stl_01" style="top: 56.7172em; left:4.72em;"><span class="stl_22">(</span></div>
					<div class="stl_01" style="top: 56.7172em; left:5.139em;"><span class="stl_22 stl_14" style="word-spacing:-0.02em;">2020). Low Plasma Appearance o<span class="stl_15">f (+)-</span></span><span class="stl_32 stl_14" style="word-spacing:-0.02em;">Catechin and (<span class="stl_15">−)</span></span><span class="stl_22 stl_14" style="word-spacing:-0.02em;">-Catechin Compared with Epica<span class="stl_15">techin &nbsp;</span></span></div>
					<div class="stl_01" style="top: 57.9472em; left:4.72em;"><span class="stl_22" style="word-spacing:0.48em;">after Consumption of Beverages Prepared from Nonalkalized or Alkalized Cocoa</span><span class="stl_32" style="word-spacing:0.47em;">—</span><span class="stl_22" style="word-spacing:0.47em;">A &nbsp;</span></div>
					<div class="stl_01" style="top: 59.1772em; left:4.72em;"><span class="stl_22" style="word-spacing:0.02em;">Randomized, Double-Blind Trial. Nutrients. 12(1): 231. doi:10.3390/nu12010231 &nbsp;</span></div>
					<div class="stl_01" style="top: 62.344em; left:44.8883em;"><span class="stl_28">2</span></div>
					<div class="stl_01" style="top: 62.344em; left:45.3575em;"><span class="stl_28 stl_12">01 &nbsp;</span></div>
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					<div class="stl_01" style="top: 2.9402em; left:16.3142em;"><span class="stl_17 stl_12" style="font-weight:bold; word-spacing:0.07em;">REVISTA DE</span><span class="stl_17 stl_12" style="font-weight:bold; word-spacing:0.01em;">&nbsp;LA</span><span class="stl_17 stl_12" style="font-weight:bold; word-spacing:0.09em;">&nbsp;UNIVERSIDAD</span><span class="stl_17 stl_12" style="font-weight:bold; word-spacing:0.04em;">&nbsp;DEL ZULIA</span><span class="stl_18" style="word-spacing:0em;">.</span><span class="stl_18 stl_12" style="word-spacing:0.22em;">&nbsp;</span><span class="stl_17" style="font-weight:bold; word-spacing:0.22em;">3ª</span><span class="stl_17 stl_12" style="font-weight:bold; word-spacing:0.04em;">&nbsp;época.</span><span class="stl_17 stl_12" style="font-weight:bold; word-spacing:0.03em;">&nbsp;Año</span><span class="stl_17 stl_12" style="font-weight:bold; word-spacing:0.02em;">&nbsp;14,</span><span class="stl_17 stl_12" style="font-weight:bold; word-spacing:0.01em;">&nbsp;N°</span><span class="stl_17 stl_12" style="font-weight:bold; word-spacing:0.03em;">&nbsp;40,</span><span class="stl_17 stl_12" style="font-weight:bold; word-spacing:0.04em;">&nbsp;2023 &nbsp;</span></div>
					<div class="stl_01" style="top: 4.0001em; left:6.182em;"><span class="stl_18 stl_12" style="word-spacing:0.08em;">Ruth Monroy</span><span class="stl_18 stl_12" style="word-spacing:0.02em;">&nbsp;et</span><span class="stl_18 stl_12" style="word-spacing:0.03em;">&nbsp;al.</span><span class="stl_18 stl_12" style="word-spacing:0.03em;">&nbsp;//</span><span class="stl_18 stl_14" style="word-spacing:0.02em;">&nbsp;Caracterizaci<span class="stl_12">ón</span></span><span class="stl_18 stl_12" style="word-spacing:0.07em;">&nbsp;y cuantificación</span><span class="stl_18 stl_14" style="word-spacing:-0.01em;">&nbsp;espectroscó<span class="stl_12">pi</span></span><a href="https://doi.org/10.46925/rdluz.40.10" target="_blank"><span class="stl_18" style="word-spacing:-0.01em;">ca</span></a><a href="https://doi.org/10.46925/rdluz.40.10" target="_blank"><span class="stl_18 stl_12" style="word-spacing:0.02em;">&nbsp;de</span></a><a href="https://doi.org/10.46925/rdluz.40.10" target="_blank"><span class="stl_18 stl_12" style="word-spacing:0.09em;">&nbsp;flavonoides</span></a><a href="https://doi.org/10.46925/rdluz.40.10" target="_blank"><span class="stl_18" style="word-spacing:0em;">&nbsp;y</span></a><a href="https://doi.org/10.46925/rdluz.40.10" target="_blank"><span class="stl_18 stl_12" style="word-spacing:0.03em;">&nbsp;</span></a><a href="https://doi.org/10.46925/rdluz.40.10" target="_blank"><span class="stl_19 stl_14" style="word-spacing:0.03em;">catequinas<span class="stl_12">…</span></span></a><a href="https://doi.org/10.46925/rdluz.40.10" target="_blank"><span class="stl_19 stl_12" style="word-spacing:0em;">&nbsp;</span></a><a href="https://doi.org/10.46925/rdluz.40.10" target="_blank"><span class="stl_18 stl_14" style="word-spacing:0em;">185-20<span class="stl_12">4 &nbsp;</span></span></a></div>
					<div class="stl_01" style="top: 5.0402em; left:29.8058em;"><span class="stl_17 stl_12" style="font-weight:bold; word-spacing:0.03em;">DOI: </span><a href="https://doi.org/10.46925/rdluz.40.10" target="_blank"><span class="stl_20 stl_14" style="font-weight:bold; word-spacing:0em;">https://doi.org/10.46925//rdluz<span class="stl_12">.40.10 &nbsp;</span></span></a></div>
					<div class="stl_01" style="top: 7.2209em; left:4.72em;"><span class="stl_22" style="word-spacing:0.31em;">Feng, W.; Hao, Z. y Li, M. (2017).</span><span class="stl_22" style="word-spacing:0.01em;">&nbsp;Chapter</span><span class="stl_22" style="word-spacing:0.32em;">&nbsp;II: Isolation and Structure Identification</span><span class="stl_22" style="word-spacing:0.31em;">&nbsp;of &nbsp;</span></div>
					<div class="stl_01" style="top: 8.4509em; left:4.72em;"><span class="stl_22" style="word-spacing:0.01em;">Flavonoids. Flavonoids - From Biosynthesis to Human Health. doi:10.5772/67810 &nbsp;</span></div>
					<div class="stl_01" style="top: 10.6809em; left:4.72em;"><span class="stl_22" style="word-spacing:0.06em;">Gordo, D.</span><span class="stl_22" style="word-spacing:0.07em;">&nbsp;A. M. (2018). Los compuestos fenólicos,</span><span class="stl_22" style="word-spacing:0.06em;">&nbsp;un</span><span class="stl_22" style="word-spacing:0.07em;">&nbsp;acercamiento a</span><span class="stl_22" style="word-spacing:0.06em;">&nbsp;su</span><span class="stl_22" style="word-spacing:0.07em;">&nbsp;biosíntesis, síntesis</span><span class="stl_22" style="word-spacing:0.06em;">&nbsp;y &nbsp;</span></div>
					<div class="stl_01" style="top: 12.0067em; left:4.72em;"><span class="stl_22" style="word-spacing:0.01em;">actividad biológica. </span><span class="stl_36 stl_14" style="font-style:italic; word-spacing:0em;">Revista de Investigación Agraria y Ambien<span class="stl_15">tal</span></span><span class="stl_22 stl_14" style="word-spacing:0em;">. 9(1): 81-104<span class="stl_15">. &nbsp;</span></span></div>
					<div class="stl_01" style="top: 14.2509em; left:4.72em;"><span class="stl_22" style="word-spacing:0.13em;">Hernández-Mendoza, A.;</span><span class="stl_22" style="word-spacing:0.44em;">&nbsp;Saldaña-Trinidad,</span><span class="stl_22" style="word-spacing:0.11em;">&nbsp;S.; Martínez-Hernández, S.; Pérez-Sariñana, B.</span><span class="stl_22" style="word-spacing:0.1em;">&nbsp;y &nbsp;</span></div>
					<div class="stl_01" style="top: 15.4809em; left:4.72em;"><span class="stl_22" style="word-spacing:-0.03em;">Láinez, M. (2021). Optimization of alkaline pretreatment and enzymatic hydrolysis of cocoa pod &nbsp;</span></div>
					<div class="stl_01" style="top: 16.7967em; left:4.72em;"><span class="stl_22" style="word-spacing:0.33em;">husk (Theobroma cacao L.) for ethanol production.</span><span class="stl_22" style="word-spacing:0.35em;">&nbsp;</span><span class="stl_36" style="font-style:italic; word-spacing:0.35em;">Biomass</span><span class="stl_36" style="font-style:italic; word-spacing:0.32em;">&nbsp;and Bioenergy</span><span class="stl_22" style="word-spacing:0.32em;">. (154):</span><span class="stl_22" style="word-spacing:0.32em;">&nbsp;106268. &nbsp;</span></div>
					<div class="stl_01" style="top: 18.0409em; left:4.72em;"><span class="stl_22 stl_14">https://doi.org/10.1016/j.biombioe.2021.10<span class="stl_15">6268 &nbsp;</span></span></div>
					<div class="stl_01" style="top: 20.2734em; left:4.72em;"><span class="stl_22" style="word-spacing:0.54em;">Irigoiti, Y.; Navarro, A. y Yamul, D. 2019. Actividad antioxidante y características &nbsp;</span></div>
					<div class="stl_01" style="top: 21.5134em; left:4.72em;"><span class="stl_22" style="word-spacing:0.43em;">espectroscópicas de extractos etanólicos de propóleos líquido y liofilizado.</span><span class="stl_22" style="word-spacing:0.48em;">&nbsp;CYTAL</span><span class="stl_22" style="word-spacing:0.42em;">&nbsp;</span><span class="stl_32" style="word-spacing:0.47em;">– &nbsp;</span></div>
					<div class="stl_01" style="top: 22.7434em; left:4.72em;"><span class="stl_22" style="word-spacing:0.01em;">ALACCTA. 1-10. &nbsp;</span></div>
					<div class="stl_01" style="top: 24.9734em; left:4.72em;"><span class="stl_22" style="word-spacing:0.23em;">Jalal, M. y Collin, H. (1977). Polyphenols of mature plant, seedling and tissue cultures of &nbsp;</span></div>
					<div class="stl_01" style="top: 26.2992em; left:4.72em;"><span class="stl_22" style="word-spacing:0.02em;">Theobroma cacao.</span><span class="stl_22" style="word-spacing:0em;">&nbsp;</span><span class="stl_36 stl_14" style="font-style:italic; word-spacing:0em;">Phytochemistry<span class="stl_15">.</span></span><span class="stl_36" style="word-spacing:0.05em;">&nbsp;</span><span class="stl_22 stl_14" style="word-spacing:0.05em;">116:1377-1380<span class="stl_15">. &nbsp;</span></span></div>
					<div class="stl_01" style="top: 28.5334em; left:4.72em;"><span class="stl_22" style="word-spacing:0.02em;">Lin, Y.; Tsai, M.; Fang,</span><span class="stl_22" style="word-spacing:0.03em;">&nbsp;Y.;</span><span class="stl_22" style="word-spacing:0.02em;">&nbsp;Fu,</span><span class="stl_22" style="word-spacing:0.02em;">&nbsp;Y.; Huang, Y.</span><span class="stl_22" style="word-spacing:0.01em;">&nbsp;y</span><span class="stl_22" style="word-spacing:0.03em;">&nbsp;Wu,</span><span class="stl_22" style="word-spacing:0.02em;">&nbsp;P.</span><span class="stl_22" style="word-spacing:0.03em;">&nbsp;(2018). Microemulsion formulation</span><span class="stl_22" style="word-spacing:0.02em;">&nbsp;design &nbsp;</span></div>
					<div class="stl_01" style="top: 29.7634em; left:4.72em;"><span class="stl_22" style="word-spacing:0.06em;">and evaluation for hydrophobic compound:</span><span class="stl_22" style="word-spacing:0.06em;">&nbsp;Catechin topical application. Colloids</span><span class="stl_22" style="word-spacing:0.05em;">&nbsp;and Surf.</span><span class="stl_22" style="word-spacing:0.04em;">&nbsp;B: &nbsp;</span></div>
					<div class="stl_01" style="top: 30.9934em; left:4.72em;"><span class="stl_22" style="word-spacing:0.01em;">Biointerfaces. 161: 121</span><span class="stl_32" style="word-spacing:0em;">–</span><span class="stl_22" style="word-spacing:0.02em;">128. doi: 10.1016/j.colsurfb.2017.10.015 &nbsp;</span></div>
					<div class="stl_01" style="top: 33.2334em; left:4.72em;"><span class="stl_22 stl_14" style="word-spacing:0em;">Martini, M. H.; Figueira, A.; Lenci, C. G. y Tavares, D. de Q. (2008). Polyphenolic ce<span class="stl_15">lls and their &nbsp;</span></span></div>
					<div class="stl_01" style="top: 34.5508em; left:4.72em;"><span class="stl_22" style="word-spacing:0.31em;">interrelation with cotyledon cells in seven species of Theobroma (Sterculiaceae).</span><span class="stl_22" style="word-spacing:0.34em;">&nbsp;</span><span class="stl_36" style="font-style:italic; word-spacing:0.34em;">Revista &nbsp;</span></div>
					<div class="stl_01" style="top: 35.8908em; left:4.72em;"><span class="stl_36" style="font-style:italic; word-spacing:0.01em;">Brasileira de Botânica</span><span class="stl_22" style="word-spacing:0.02em;">. 31(3). doi:10.1590/s0100-84042008000300006 &nbsp;</span></div>
					<div class="stl_01" style="top: 38.135em; left:4.72em;"><span class="stl_22" style="word-spacing:0.08em;">Masyita, Sayekti, E.</span><span class="stl_22" style="word-spacing:0.37em;">&nbsp;&amp;</span><span class="stl_22" style="word-spacing:0.08em;">&nbsp;Nurlina.</span><span class="stl_22" style="word-spacing:0.1em;">&nbsp;(2022).</span><span class="stl_22" style="word-spacing:0.08em;">&nbsp;Flavonoid Compounds of</span><span class="stl_22" style="word-spacing:0.08em;">&nbsp;the Catechin from</span><span class="stl_22" style="word-spacing:0.09em;">&nbsp;Wungu &nbsp;</span></div>
					<div class="stl_01" style="top: 39.465em; left:4.72em;"><span class="stl_22">(</span></div>
					<div class="stl_01" style="top: 39.4608em; left:5.139em;"><span class="stl_22" style="word-spacing:-0.02em;">Graptophyllum pictum (L.) Griff) Leaves and the Sun Protecting Factor Value. </span><span class="stl_36" style="font-style:italic; word-spacing:-0.01em;">Jurnal Akademika &nbsp;</span></div>
					<div class="stl_01" style="top: 40.8008em; left:4.72em;"><span class="stl_36" style="font-style:italic;">Kimia.</span><span class="stl_36" style="word-spacing:0.05em;">&nbsp;</span><span class="stl_22" style="word-spacing:0.05em;">11(1):</span><span class="stl_22" style="word-spacing:0em;">&nbsp;31-38. &nbsp;</span></div>
					<div class="stl_01" style="top: 43.045em; left:4.72em;"><span class="stl_22" style="word-spacing:0.1em;">Nagarajan, S.;</span><span class="stl_22" style="word-spacing:0.11em;">&nbsp;Nagarajan,</span><span class="stl_22" style="word-spacing:0.09em;">&nbsp;R.;</span><span class="stl_22" style="word-spacing:0.11em;">&nbsp;Braunhut, S.; Bruno,</span><span class="stl_22" style="word-spacing:0.1em;">&nbsp;F.; McIntosh, D.; Samuelson, L.</span><span class="stl_22" style="word-spacing:0.09em;">&nbsp;y</span><span class="stl_22" style="word-spacing:0.11em;">&nbsp;Kumar,</span><span class="stl_22" style="word-spacing:0.09em;">&nbsp;J. &nbsp;</span></div>
					<div class="stl_01" style="top: 44.275em; left:4.72em;"><span class="stl_22">(</span></div>
					<div class="stl_01" style="top: 44.275em; left:5.139em;"><span class="stl_22" style="word-spacing:0.03em;">2008). Biocatalytically</span><span class="stl_22" style="word-spacing:0.1em;">&nbsp;Oligomerized Epicatechin</span><span class="stl_22" style="word-spacing:0.1em;">&nbsp;with</span><span class="stl_22" style="word-spacing:0.09em;">&nbsp;Potent and Specific</span><span class="stl_22" style="word-spacing:0.11em;">&nbsp;Anti-proliferative &nbsp;</span></div>
					<div class="stl_01" style="top: 45.505em; left:4.72em;"><span class="stl_22" style="word-spacing:1.54em;">Activity for Human Breast Cancer Cells. Molecules. 13(11): 2704</span><span class="stl_32" style="word-spacing:1.53em;">– &nbsp;</span></div>
					<div class="stl_01" style="top: 46.735em; left:5.26em;"><span class="stl_22" style="word-spacing:0.03em;">716. doi:10.3390/molecules13112704 &nbsp;</span></div>
					<div class="stl_01" style="top: 46.735em; left:4.72em;"><span class="stl_22">2</span></div>
					<div class="stl_01" style="top: 48.9675em; left:4.72em;"><span class="stl_22" style="word-spacing:0.06em;">Nakano, E.;</span><span class="stl_22" style="word-spacing:0.07em;">&nbsp;Kamei,</span><span class="stl_22" style="word-spacing:0.05em;">&nbsp;D.;</span><span class="stl_22" style="word-spacing:0.07em;">&nbsp;Murase, R.; Taki,</span><span class="stl_22" style="word-spacing:0.05em;">&nbsp;I.;</span><span class="stl_22" style="word-spacing:0.07em;">&nbsp;Karasawa,</span><span class="stl_22" style="word-spacing:0.06em;">&nbsp;K.; Fukuhara,</span><span class="stl_22" style="word-spacing:0.06em;">&nbsp;K.</span><span class="stl_22" style="word-spacing:0.06em;">&nbsp;y Iwai,</span><span class="stl_22" style="word-spacing:0.06em;">&nbsp;S.</span><span class="stl_22" style="word-spacing:0.06em;">&nbsp;(2018).</span><span class="stl_22" style="word-spacing:0.06em;">&nbsp;Anti- &nbsp;</span></div>
					<div class="stl_01" style="top: 50.1975em; left:4.72em;"><span class="stl_22 stl_14" style="word-spacing:0em;">inflammatory effects of new catechin derivatives in a hapten-induced mouse contact <span class="stl_15">dermatitis &nbsp;</span></span></div>
					<div class="stl_01" style="top: 51.5233em; left:4.72em;"><span class="stl_22" style="word-spacing:0em;">model. </span><span class="stl_36" style="font-style:italic; word-spacing:0.01em;">European Journal of Pharmacology</span><span class="stl_22" style="word-spacing:0em;">. 845: 40-47. &nbsp;</span></div>
					<div class="stl_01" style="top: 53.7675em; left:4.72em;"><span class="stl_22" style="word-spacing:0.14em;">Nazaruddin, R.; Seng, L.; Hassan, O. y Said, M. 2006. Effect of pulp preconditioning on</span><span class="stl_22" style="word-spacing:0.14em;">&nbsp;the &nbsp;</span></div>
					<div class="stl_01" style="top: 55.0933em; left:4.72em;"><span class="stl_22" style="word-spacing:0.03em;">content of</span><span class="stl_22" style="word-spacing:0.04em;">&nbsp;polyphenols in</span><span class="stl_22" style="word-spacing:0.03em;">&nbsp;cocoa beans (Theobroma</span><span class="stl_22" style="word-spacing:0.03em;">&nbsp;cacao) during</span><span class="stl_22" style="word-spacing:0.03em;">&nbsp;fermentation.</span><span class="stl_22" style="word-spacing:0.06em;">&nbsp;</span><span class="stl_36" style="font-style:italic; word-spacing:0.06em;">Industrial</span><span class="stl_36" style="font-style:italic; word-spacing:0.03em;">&nbsp;Crops &nbsp;</span></div>
					<div class="stl_01" style="top: 56.4333em; left:4.72em;"><span class="stl_36" style="font-style:italic; word-spacing:0em;">and Products.</span><span class="stl_36" style="word-spacing:0.06em;">&nbsp;</span><span class="stl_22" style="word-spacing:0.06em;">24:</span><span class="stl_22" style="word-spacing:0.01em;">&nbsp;87-94. &nbsp;</span></div>
					<div class="stl_01" style="top: 62.344em; left:44.8883em;"><span class="stl_28">2</span></div>
					<div class="stl_01" style="top: 62.344em; left:45.3575em;"><span class="stl_28 stl_12">02 &nbsp;</span></div>
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					<div class="stl_01" style="top: 2.9402em; left:16.3142em;"><span class="stl_17 stl_12" style="font-weight:bold; word-spacing:0.07em;">REVISTA DE</span><span class="stl_17 stl_12" style="font-weight:bold; word-spacing:0.01em;">&nbsp;LA</span><span class="stl_17 stl_12" style="font-weight:bold; word-spacing:0.09em;">&nbsp;UNIVERSIDAD</span><span class="stl_17 stl_12" style="font-weight:bold; word-spacing:0.04em;">&nbsp;DEL ZULIA</span><span class="stl_18" style="word-spacing:0em;">.</span><span class="stl_18 stl_12" style="word-spacing:0.22em;">&nbsp;</span><span class="stl_17" style="font-weight:bold; word-spacing:0.22em;">3ª</span><span class="stl_17 stl_12" style="font-weight:bold; word-spacing:0.04em;">&nbsp;época.</span><span class="stl_17 stl_12" style="font-weight:bold; word-spacing:0.03em;">&nbsp;Año</span><span class="stl_17 stl_12" style="font-weight:bold; word-spacing:0.02em;">&nbsp;14,</span><span class="stl_17 stl_12" style="font-weight:bold; word-spacing:0.01em;">&nbsp;N°</span><span class="stl_17 stl_12" style="font-weight:bold; word-spacing:0.03em;">&nbsp;40,</span><span class="stl_17 stl_12" style="font-weight:bold; word-spacing:0.04em;">&nbsp;2023 &nbsp;</span></div>
					<div class="stl_01" style="top: 4.0001em; left:6.182em;"><span class="stl_18 stl_12" style="word-spacing:0.08em;">Ruth Monroy</span><span class="stl_18 stl_12" style="word-spacing:0.02em;">&nbsp;et</span><span class="stl_18 stl_12" style="word-spacing:0.03em;">&nbsp;al.</span><span class="stl_18 stl_12" style="word-spacing:0.03em;">&nbsp;//</span><span class="stl_18 stl_14" style="word-spacing:0.02em;">&nbsp;Caracterizaci<span class="stl_12">ón</span></span><span class="stl_18 stl_12" style="word-spacing:0.07em;">&nbsp;y cuantificación</span><span class="stl_18 stl_14" style="word-spacing:-0.01em;">&nbsp;espectroscó<span class="stl_12">pi</span></span><a href="https://doi.org/10.46925/rdluz.40.10" target="_blank"><span class="stl_18" style="word-spacing:-0.01em;">ca</span></a><a href="https://doi.org/10.46925/rdluz.40.10" target="_blank"><span class="stl_18 stl_12" style="word-spacing:0.02em;">&nbsp;de</span></a><a href="https://doi.org/10.46925/rdluz.40.10" target="_blank"><span class="stl_18 stl_12" style="word-spacing:0.09em;">&nbsp;flavonoides</span></a><a href="https://doi.org/10.46925/rdluz.40.10" target="_blank"><span class="stl_18" style="word-spacing:0em;">&nbsp;y</span></a><a href="https://doi.org/10.46925/rdluz.40.10" target="_blank"><span class="stl_18 stl_12" style="word-spacing:0.03em;">&nbsp;</span></a><a href="https://doi.org/10.46925/rdluz.40.10" target="_blank"><span class="stl_19 stl_14" style="word-spacing:0.03em;">catequinas<span class="stl_12">…</span></span></a><a href="https://doi.org/10.46925/rdluz.40.10" target="_blank"><span class="stl_19 stl_12" style="word-spacing:0em;">&nbsp;</span></a><a href="https://doi.org/10.46925/rdluz.40.10" target="_blank"><span class="stl_18 stl_14" style="word-spacing:0em;">185-20<span class="stl_12">4 &nbsp;</span></span></a></div>
					<div class="stl_01" style="top: 5.0402em; left:29.8058em;"><span class="stl_17 stl_12" style="font-weight:bold; word-spacing:0.03em;">DOI: </span><a href="https://doi.org/10.46925/rdluz.40.10" target="_blank"><span class="stl_20 stl_14" style="font-weight:bold; word-spacing:0em;">https://doi.org/10.46925//rdluz<span class="stl_12">.40.10 &nbsp;</span></span></a></div>
					<div class="stl_01" style="top: 7.2209em; left:4.72em;"><span class="stl_22" style="word-spacing:0.08em;">Nazario, O.; Ordoñez,</span><span class="stl_22" style="word-spacing:0.08em;">&nbsp;E.; Mandujano,</span><span class="stl_22" style="word-spacing:0.07em;">&nbsp;Y. y</span><span class="stl_22" style="word-spacing:0.08em;">&nbsp;Arévalo,</span><span class="stl_22" style="word-spacing:0.08em;">&nbsp;J. (2018). Polifenoles totales,</span><span class="stl_22" style="word-spacing:0.08em;">&nbsp;antocianinas, &nbsp;</span></div>
					<div class="stl_01" style="top: 8.4509em; left:4.72em;"><span class="stl_22 stl_14" style="word-spacing:-0.01em;">capacidad antioxidante de granos secos y análisis sensorial del licor de cacao (Theobro<span class="stl_15">ma cacao &nbsp;</span></span></div>
					<div class="stl_01" style="top: 9.6809em; left:4.72em;"><span class="stl_22 stl_14" style="word-spacing:0em;">L.) criollo y siete clones. RevIA, <span class="stl_15">3(1). &nbsp;</span></span></div>
					<div class="stl_01" style="top: 11.9109em; left:4.72em;"><span class="stl_22" style="word-spacing:0.1em;">Nunes, R.;</span><span class="stl_22" style="word-spacing:0.09em;">&nbsp;Cordeiro,</span><span class="stl_22" style="word-spacing:0.09em;">&nbsp;M.; Cabral, F.; Marquez, T.; Da Silva, R. y</span><span class="stl_22" style="word-spacing:0.09em;">&nbsp;McGuinness, G. (2016).</span><span class="stl_22" style="word-spacing:0.09em;">&nbsp;FTIR &nbsp;</span></div>
					<div class="stl_01" style="top: 13.1409em; left:4.72em;"><span class="stl_22" style="word-spacing:0.2em;">analysis and quantification of phenols and flavonoids of five commercially available plants &nbsp;</span></div>
					<div class="stl_01" style="top: 14.4667em; left:4.72em;"><span class="stl_22" style="word-spacing:0.02em;">extracts used</span><span class="stl_22" style="word-spacing:0em;">&nbsp;in</span><span class="stl_22" style="word-spacing:0.01em;">&nbsp;wound</span><span class="stl_22" style="word-spacing:0em;">&nbsp;healing.</span><span class="stl_22" style="word-spacing:0.02em;">&nbsp;</span><span class="stl_36" style="font-style:italic; word-spacing:0.02em;">Matéria.</span><span class="stl_36" style="word-spacing:0.05em;">&nbsp;</span><span class="stl_22" style="word-spacing:0.05em;">21:</span><span class="stl_22" style="word-spacing:0em;">&nbsp;767</span><span class="stl_32" style="word-spacing:0em;">–</span><span class="stl_22" style="word-spacing:0em;">779.</span><span class="stl_22" style="word-spacing:0.04em;">&nbsp;doi.org/10.1590/S1517-707620160003.0072 &nbsp;</span></div>
					<div class="stl_01" style="top: 16.7109em; left:4.72em;"><span class="stl_22" style="word-spacing:0.05em;">Oloye, M. T.; Jabar,</span><span class="stl_22" style="word-spacing:0.04em;">&nbsp;J. M.;</span><span class="stl_22" style="word-spacing:0.04em;">&nbsp;Adetuyi, A.</span><span class="stl_22" style="word-spacing:0.04em;">&nbsp;O. y</span><span class="stl_22" style="word-spacing:0.05em;">&nbsp;Lajide,</span><span class="stl_22" style="word-spacing:0.04em;">&nbsp;L. (2021).</span><span class="stl_22" style="word-spacing:0.07em;">&nbsp;Extraction</span><span class="stl_22" style="word-spacing:0.05em;">&nbsp;and characterization</span><span class="stl_22" style="word-spacing:0.04em;">&nbsp;of &nbsp;</span></div>
					<div class="stl_01" style="top: 17.9409em; left:4.72em;"><span class="stl_22" style="word-spacing:0.02em;">pectin from fruit</span><span class="stl_22" style="word-spacing:0.02em;">&nbsp;peels</span><span class="stl_22" style="word-spacing:0.03em;">&nbsp;of</span><span class="stl_22" style="word-spacing:0.02em;">&nbsp;Irvingia</span><span class="stl_22" style="word-spacing:0.02em;">&nbsp;gabonensis</span><span class="stl_22" style="word-spacing:0.02em;">&nbsp;and</span><span class="stl_22" style="word-spacing:0.02em;">&nbsp;pulp</span><span class="stl_22" style="word-spacing:0.01em;">&nbsp;of</span><span class="stl_22" style="word-spacing:0.03em;">&nbsp;Cola</span><span class="stl_22" style="word-spacing:0.02em;">&nbsp;milleni</span><span class="stl_22" style="word-spacing:0.01em;">&nbsp;and</span><span class="stl_22" style="word-spacing:0.02em;">&nbsp;Theobroma cacao</span><span class="stl_22" style="word-spacing:0.02em;">&nbsp;as &nbsp;</span></div>
					<div class="stl_01" style="top: 19.2667em; left:4.72em;"><span class="stl_22" style="word-spacing:0.14em;">precursor for industrial applications.</span><span class="stl_22" style="word-spacing:0.14em;">&nbsp;</span><span class="stl_36" style="font-style:italic; word-spacing:0.14em;">Biomass</span><span class="stl_36" style="font-style:italic; word-spacing:0.11em;">&nbsp;Conversion and Biorefinery</span><span class="stl_22" style="word-spacing:0.1em;">.</span><span class="stl_22" style="word-spacing:0.15em;">&nbsp;doi:10.1007/s13399-021- &nbsp;</span></div>
					<div class="stl_01" style="top: 20.5134em; left:4.72em;"><span class="stl_22">01366-4 &nbsp;</span></div>
					<div class="stl_01" style="top: 22.7434em; left:4.72em;"><span class="stl_22" style="word-spacing:0.27em;">Ordoñez, E. S.; Leon-Arevalo, A.; Rivera-Rojas, H. y Vargas, E. (2019). Cuantificación de &nbsp;</span></div>
					<div class="stl_01" style="top: 23.9734em; left:4.72em;"><span class="stl_22" style="word-spacing:-0.02em;">polifenoles totales y capacidad antioxidante en cáscara y semilla de cacao (Theobroma cacao L.), &nbsp;</span></div>
					<div class="stl_01" style="top: 25.2892em; left:4.72em;"><span class="stl_22" style="word-spacing:0.04em;">tuna (Opuntia ficus indica Mill),</span><span class="stl_22" style="word-spacing:0.03em;">&nbsp;uva</span><span class="stl_22" style="word-spacing:0.04em;">&nbsp;(Vitis</span><span class="stl_22" style="word-spacing:0.04em;">&nbsp;Vinífera) y uvilla (Pourouma cecropiifolia).</span><span class="stl_22" style="word-spacing:0.02em;">&nbsp;</span><span class="stl_36 stl_14" style="font-style:italic; word-spacing:0.02em;">Scienti<span class="stl_15">a &nbsp;</span></span></div>
					<div class="stl_01" style="top: 26.6292em; left:4.72em;"><span class="stl_36 stl_14" style="font-style:italic;">Agropecuaria<span class="stl_15">.</span></span><span class="stl_36" style="word-spacing:0.05em;">&nbsp;</span><span class="stl_22" style="word-spacing:0.05em;">10(2):</span><span class="stl_22" style="word-spacing:0em;">&nbsp;175-183. &nbsp;</span></div>
					<div class="stl_01" style="top: 28.8734em; left:4.72em;"><span class="stl_22" style="word-spacing:0.14em;">Ortiz, J.; Chungara, M.; Ibieta, G.; Alejo, I.; Tejeda, L.; Peralta, C. y Peñarrieta, J. M. (2019). &nbsp;</span></div>
					<div class="stl_01" style="top: 30.1034em; left:4.72em;"><span class="stl_22" style="word-spacing:0.17em;">Determinación de teobromina, catequina, capacidad antioxidante total y contenido fenólico &nbsp;</span></div>
					<div class="stl_01" style="top: 31.3334em; left:4.72em;"><span class="stl_22" style="word-spacing:0.19em;">total en muestras representativas de cacao Amazónico Boliviano y su comparación antes y &nbsp;</span></div>
					<div class="stl_01" style="top: 32.6592em; left:4.72em;"><span class="stl_22" style="word-spacing:-0.03em;">después del proceso de fermentación. </span><span class="stl_36" style="font-style:italic; word-spacing:-0.03em;">Revista Boliviana de Química</span><span class="stl_22" style="word-spacing:-0.03em;">. 36(1): 40-50. doi:10.34098/2078- &nbsp;</span></div>
					<div class="stl_01" style="top: 33.905em; left:4.72em;"><span class="stl_22">3949.36.1.4 &nbsp;</span></div>
					<div class="stl_01" style="top: 36.135em; left:4.72em;"><span class="stl_22" style="word-spacing:0.12em;">Pallares, A.; Estupiñán, A.; Mauren, R.; Perea, J.; López, G. y López, L. (2016).</span><span class="stl_22" style="word-spacing:0.13em;">&nbsp;Impacto</span><span class="stl_22" style="word-spacing:0.11em;">&nbsp;de</span><span class="stl_22" style="word-spacing:0.11em;">&nbsp;la &nbsp;</span></div>
					<div class="stl_01" style="top: 37.365em; left:4.72em;"><span class="stl_22" style="word-spacing:0.09em;">fermentación y</span><span class="stl_22" style="word-spacing:0.09em;">&nbsp;secado sobre el</span><span class="stl_22" style="word-spacing:0.08em;">&nbsp;contenido</span><span class="stl_22" style="word-spacing:0.09em;">&nbsp;de polifenoles</span><span class="stl_22" style="word-spacing:0.08em;">&nbsp;y capacidad antioxidante</span><span class="stl_22" style="word-spacing:0.07em;">&nbsp;del clon</span><span class="stl_22" style="word-spacing:0.07em;">&nbsp;de &nbsp;</span></div>
					<div class="stl_01" style="top: 38.6908em; left:4.72em;"><span class="stl_22" style="word-spacing:0.02em;">cacao CCN-51.</span><span class="stl_22" style="word-spacing:-0.01em;">&nbsp;</span><span class="stl_36 stl_14" style="font-style:italic; word-spacing:-0.01em;">Revist<span class="stl_15">a</span></span><span class="stl_36" style="font-style:italic; word-spacing:0em;">&nbsp;ION.</span><span class="stl_36" style="word-spacing:0.05em;">&nbsp;</span><span class="stl_22" style="word-spacing:0.05em;">29:</span><span class="stl_22" style="word-spacing:0em;">&nbsp;7-21. &nbsp;</span></div>
					<div class="stl_01" style="top: 40.935em; left:4.72em;"><span class="stl_22" style="word-spacing:0.04em;">Payne, M.; Hurst, W.;</span><span class="stl_22" style="word-spacing:0.05em;">&nbsp;Miller,</span><span class="stl_22" style="word-spacing:0.04em;">&nbsp;K.;</span><span class="stl_22" style="word-spacing:0.05em;">&nbsp;Rank, C.</span><span class="stl_22" style="word-spacing:0.03em;">&nbsp;y</span><span class="stl_22" style="word-spacing:0.05em;">&nbsp;Stuart,</span><span class="stl_22" style="word-spacing:0.04em;">&nbsp;D.</span><span class="stl_22" style="word-spacing:0.05em;">&nbsp;(2010).</span><span class="stl_22" style="word-spacing:0.04em;">&nbsp;Impact</span><span class="stl_22" style="word-spacing:0.04em;">&nbsp;of Fermentation,</span><span class="stl_22" style="word-spacing:0.04em;">&nbsp;Drying, &nbsp;</span></div>
					<div class="stl_01" style="top: 42.165em; left:4.72em;"><span class="stl_22" style="word-spacing:0.17em;">Roasting, and Dutch Processing on Epicatechin and Catechin Content of Cacao Beans and &nbsp;</span></div>
					<div class="stl_01" style="top: 43.4908em; left:4.72em;"><span class="stl_22" style="word-spacing:0.01em;">Cocoa Ingredients. </span><span class="stl_36" style="font-style:italic; word-spacing:0.01em;">Journal of Agricultural and Food Chemistry</span><span class="stl_22 stl_14" style="word-spacing:0em;">. 58: 1051<span class="stl_15">8</span></span><span class="stl_32" style="word-spacing:0em;">–</span><span class="stl_22" style="word-spacing:0em;">10527. &nbsp;</span></div>
					<div class="stl_01" style="top: 45.735em; left:4.72em;"><span class="stl_22" style="word-spacing:0.07em;">Ramos-Escudero, F.; Casimiro-Gonzales,</span><span class="stl_22" style="word-spacing:0.05em;">&nbsp;S.;</span><span class="stl_22" style="word-spacing:0.06em;">&nbsp;Fernández-Prior, Á.; Cancino Chávez,</span><span class="stl_22" style="word-spacing:0.05em;">&nbsp;K.;</span><span class="stl_22" style="word-spacing:0.05em;">&nbsp;Gómez- &nbsp;</span></div>
					<div class="stl_01" style="top: 46.965em; left:4.72em;"><span class="stl_22" style="word-spacing:0.24em;">Mendoza, J.; Fuente-Carmelino, L.</span><span class="stl_22" style="word-spacing:0.67em;">&nbsp;y</span><span class="stl_22" style="word-spacing:0.24em;">&nbsp;Muñoz, A. M. (2021). Colour, fatty acids,</span><span class="stl_22" style="word-spacing:0.24em;">&nbsp;bioactive &nbsp;</span></div>
					<div class="stl_01" style="top: 48.1975em; left:4.72em;"><span class="stl_22" style="word-spacing:0.07em;">compounds, and total</span><span class="stl_22" style="word-spacing:0.08em;">&nbsp;antioxidant</span><span class="stl_22" style="word-spacing:0.07em;">&nbsp;capacity in commercial</span><span class="stl_22" style="word-spacing:0.1em;">&nbsp;cocoa</span><span class="stl_22" style="word-spacing:0.07em;">&nbsp;beans</span><span class="stl_22" style="word-spacing:0.07em;">&nbsp;(Theobroma cacao</span><span class="stl_22" style="word-spacing:0.07em;">&nbsp;L.). &nbsp;</span></div>
					<div class="stl_01" style="top: 49.4275em; left:4.72em;"><span class="stl_22" style="word-spacing:0.01em;">LWT, 147: 111629. doi:10.1016/j.lwt.2021.111629 &nbsp;</span></div>
					<div class="stl_01" style="top: 51.6575em; left:4.72em;"><span class="stl_22" style="word-spacing:-0.02em;">Rasidah, Syahmani, y Iriani, R. (2019). Identifikasi senyawa flavonoid dari kulit batang tanaman &nbsp;</span></div>
					<div class="stl_01" style="top: 52.8875em; left:4.72em;"><span class="stl_22" style="word-spacing:0.09em;">rambai padi</span><span class="stl_22" style="word-spacing:0.08em;">&nbsp;(sonneratia alba) dan uji aktivitasnya sebagai antibakteri</span><span class="stl_22" style="word-spacing:0.09em;">&nbsp;staphylococcus</span><span class="stl_22" style="word-spacing:0.08em;">&nbsp;aureus. &nbsp;</span></div>
					<div class="stl_01" style="top: 54.2133em; left:4.72em;"><span class="stl_36 stl_14" style="font-style:italic; word-spacing:0em;">Jurnal Jejaring Matematika dan Sa<span class="stl_15">ins</span></span><span class="stl_22 stl_14" style="word-spacing:0em;">, 1(2): 97-106<span class="stl_15">. &nbsp;</span></span></div>
					<div class="stl_01" style="top: 56.4575em; left:4.72em;"><span class="stl_22" style="word-spacing:0.07em;">Rauf, A.; Imran, M.; Abu-Izneid, T.; Iahtisham-Ul-Haq,</span><span class="stl_22" style="word-spacing:0.06em;">&nbsp;Patel,</span><span class="stl_22" style="word-spacing:0.06em;">&nbsp;S.;</span><span class="stl_22" style="word-spacing:0.05em;">&nbsp;Pan, X. y</span><span class="stl_22" style="word-spacing:0.08em;">&nbsp;Rasul</span><span class="stl_22" style="word-spacing:0.07em;">&nbsp;Suleria,</span><span class="stl_22" style="word-spacing:0.07em;">&nbsp;H.</span><span class="stl_22" style="word-spacing:0.05em;">&nbsp;A. &nbsp;</span></div>
					<div class="stl_01" style="top: 57.7872em; left:4.72em;"><span class="stl_22">(</span></div>
					<div class="stl_01" style="top: 57.783em; left:5.139em;"><span class="stl_22" style="word-spacing:0.04em;">2019). Proanthocyanidins: A</span><span class="stl_22" style="word-spacing:0.05em;">&nbsp;comprehensive</span><span class="stl_22" style="word-spacing:0.04em;">&nbsp;review.</span><span class="stl_22" style="word-spacing:0.02em;">&nbsp;</span><span class="stl_36 stl_14" style="font-style:italic; word-spacing:0.02em;">Biomedicin<span class="stl_15">e</span></span><span class="stl_36" style="font-style:italic; word-spacing:0.04em;">&nbsp;&amp; Pharmacotherapy</span><span class="stl_22" style="word-spacing:0.03em;">.</span><span class="stl_22" style="word-spacing:0.04em;">&nbsp;116:</span><span class="stl_22" style="word-spacing:0.04em;">&nbsp;108999. &nbsp;</span></div>
					<div class="stl_01" style="top: 59.0272em; left:4.72em;"><span class="stl_22 stl_14">doi:10.1016/j.biopha.2019.1089<span class="stl_15">99. &nbsp;</span></span></div>
					<div class="stl_01" style="top: 62.344em; left:44.8883em;"><span class="stl_28">2</span></div>
					<div class="stl_01" style="top: 62.344em; left:45.3575em;"><span class="stl_28 stl_12">03 &nbsp;</span></div>
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					<div class="stl_01" style="top: 2.9402em; left:16.3142em;"><span class="stl_17 stl_12" style="font-weight:bold; word-spacing:0.07em;">REVISTA DE</span><span class="stl_17 stl_12" style="font-weight:bold; word-spacing:0.01em;">&nbsp;LA</span><span class="stl_17 stl_12" style="font-weight:bold; word-spacing:0.09em;">&nbsp;UNIVERSIDAD</span><span class="stl_17 stl_12" style="font-weight:bold; word-spacing:0.04em;">&nbsp;DEL ZULIA</span><span class="stl_18" style="word-spacing:0em;">.</span><span class="stl_18 stl_12" style="word-spacing:0.22em;">&nbsp;</span><span class="stl_17" style="font-weight:bold; word-spacing:0.22em;">3ª</span><span class="stl_17 stl_12" style="font-weight:bold; word-spacing:0.04em;">&nbsp;época.</span><span class="stl_17 stl_12" style="font-weight:bold; word-spacing:0.03em;">&nbsp;Año</span><span class="stl_17 stl_12" style="font-weight:bold; word-spacing:0.02em;">&nbsp;14,</span><span class="stl_17 stl_12" style="font-weight:bold; word-spacing:0.01em;">&nbsp;N°</span><span class="stl_17 stl_12" style="font-weight:bold; word-spacing:0.03em;">&nbsp;40,</span><span class="stl_17 stl_12" style="font-weight:bold; word-spacing:0.04em;">&nbsp;2023 &nbsp;</span></div>
					<div class="stl_01" style="top: 4.0001em; left:6.182em;"><span class="stl_18 stl_12" style="word-spacing:0.08em;">Ruth Monroy</span><span class="stl_18 stl_12" style="word-spacing:0.02em;">&nbsp;et</span><span class="stl_18 stl_12" style="word-spacing:0.03em;">&nbsp;al.</span><span class="stl_18 stl_12" style="word-spacing:0.03em;">&nbsp;//</span><span class="stl_18 stl_14" style="word-spacing:0.02em;">&nbsp;Caracterizaci<span class="stl_12">ón</span></span><span class="stl_18 stl_12" style="word-spacing:0.07em;">&nbsp;y cuantificación</span><span class="stl_18 stl_14" style="word-spacing:-0.01em;">&nbsp;espectroscó<span class="stl_12">pi</span></span><a href="https://doi.org/10.46925/rdluz.40.10" target="_blank"><span class="stl_18" style="word-spacing:-0.01em;">ca</span></a><a href="https://doi.org/10.46925/rdluz.40.10" target="_blank"><span class="stl_18 stl_12" style="word-spacing:0.02em;">&nbsp;de</span></a><a href="https://doi.org/10.46925/rdluz.40.10" target="_blank"><span class="stl_18 stl_12" style="word-spacing:0.09em;">&nbsp;flavonoides</span></a><a href="https://doi.org/10.46925/rdluz.40.10" target="_blank"><span class="stl_18" style="word-spacing:0em;">&nbsp;y</span></a><a href="https://doi.org/10.46925/rdluz.40.10" target="_blank"><span class="stl_18 stl_12" style="word-spacing:0.03em;">&nbsp;</span></a><a href="https://doi.org/10.46925/rdluz.40.10" target="_blank"><span class="stl_19 stl_14" style="word-spacing:0.03em;">catequinas<span class="stl_12">…</span></span></a><a href="https://doi.org/10.46925/rdluz.40.10" target="_blank"><span class="stl_19 stl_12" style="word-spacing:0em;">&nbsp;</span></a><a href="https://doi.org/10.46925/rdluz.40.10" target="_blank"><span class="stl_18 stl_14" style="word-spacing:0em;">185-20<span class="stl_12">4 &nbsp;</span></span></a></div>
					<div class="stl_01" style="top: 5.0402em; left:29.8058em;"><span class="stl_17 stl_12" style="font-weight:bold; word-spacing:0.03em;">DOI: </span><a href="https://doi.org/10.46925/rdluz.40.10" target="_blank"><span class="stl_20 stl_14" style="font-weight:bold; word-spacing:0em;">https://doi.org/10.46925//rdluz<span class="stl_12">.40.10 &nbsp;</span></span></a></div>
					<div class="stl_01" style="top: 7.3066em; left:4.72em;"><span class="stl_22 stl_14" style="word-spacing:-0.02em;">Reitzer, F.; Allais, M.; Ball, V. y Meyer, F. (2018). Polyphenols at inter<span class="stl_15">faces. </span></span><span class="stl_36 stl_14" style="font-style:italic; word-spacing:-0.02em;">Advances in Colloid a<span class="stl_15">nd &nbsp;</span></span></div>
					<div class="stl_01" style="top: 8.6466em; left:4.72em;"><span class="stl_36" style="font-style:italic; word-spacing:0.02em;">Interface Science</span><span class="stl_22 stl_14" style="word-spacing:0em;">. 257: 31-41<span class="stl_15">. &nbsp;</span></span></div>
					<div class="stl_01" style="top: 10.8909em; left:4.72em;"><span class="stl_22" style="word-spacing:0.1em;">Rodríguez, S.; Von Staszewski, M. y Pilosof, A. (2015). Green tea polyphenols-whey</span><span class="stl_22" style="word-spacing:0.1em;">&nbsp;proteins &nbsp;</span></div>
					<div class="stl_01" style="top: 12.2167em; left:4.72em;"><span class="stl_22" style="word-spacing:0.53em;">nanoparticles: Bulk, interfacial and foaming behavior. </span><span class="stl_36" style="font-style:italic; word-spacing:0.54em;">Food Hydrocolloids</span><span class="stl_22" style="word-spacing:0.52em;">. 50: 108</span><span class="stl_32" style="word-spacing:0.52em;">–</span><span class="stl_22" style="word-spacing:0.52em;">115. &nbsp;</span></div>
					<div class="stl_01" style="top: 13.4609em; left:4.72em;"><span class="stl_22 stl_14">doi:10.1016/j.foodhyd.2015.04.0<span class="stl_15">15 &nbsp;</span></span></div>
					<div class="stl_01" style="top: 15.6909em; left:4.72em;"><span class="stl_22" style="word-spacing:0.09em;">Rojo Callejas, F. (2020). Tablas de Espectroscopía Infrarroja. Departamento de</span><span class="stl_22" style="word-spacing:0.1em;">&nbsp;fisicoquímica, &nbsp;</span></div>
					<div class="stl_01" style="top: 16.9209em; left:4.72em;"><a href="http://depa.fquim.unam.mx/amyd/archivero/TablasIR_34338.pdf%2022/07/2020" target="_blank"><span class="stl_22">Facultad &nbsp;</span></a></div>
					<div class="stl_01" style="top: 16.9209em; left:10.6816em;"><a href="http://depa.fquim.unam.mx/amyd/archivero/TablasIR_34338.pdf%2022/07/2020" target="_blank"><span class="stl_22">de &nbsp;</span></a></div>
					<div class="stl_01" style="top: 16.9209em; left:13.819em;"><a href="http://depa.fquim.unam.mx/amyd/archivero/TablasIR_34338.pdf%2022/07/2020" target="_blank"><span class="stl_22">química. &nbsp;</span></a></div>
					<div class="stl_01" style="top: 16.9209em; left:19.6758em;"><a href="http://depa.fquim.unam.mx/amyd/archivero/TablasIR_34338.pdf%2022/07/2020" target="_blank"><span class="stl_22">Universidad &nbsp;</span></a></div>
					<div class="stl_01" style="top: 16.9209em; left:27.17em;"><a href="http://depa.fquim.unam.mx/amyd/archivero/TablasIR_34338.pdf%2022/07/2020" target="_blank"><span class="stl_22">Nacional &nbsp;</span></a></div>
					<div class="stl_01" style="top: 16.9209em; left:33.1953em;"><a href="http://depa.fquim.unam.mx/amyd/archivero/TablasIR_34338.pdf%2022/07/2020" target="_blank"><span class="stl_22">autónoma &nbsp;</span></a></div>
					<div class="stl_01" style="top: 16.9209em; left:39.6893em;"><span class="stl_22">de &nbsp;</span></div>
					<div class="stl_01" style="top: 16.9209em; left:42.8267em;"><span class="stl_22">mexico. &nbsp;</span></div>
					<div class="stl_01" style="top: 18.1509em; left:4.72em;"><a href="http://depa.fquim.unam.mx/amyd/archivero/TablasIR_34338.pdf%2022/07/2020" target="_blank"><span class="stl_45" style="word-spacing:0.08em;">http://depa.fquim.unam.mx/amyd/archivero/TablasIR_34338.pdf 22/07/2020 &nbsp;</span></a></div>
					<div class="stl_01" style="top: 20.3834em; left:4.72em;"><span class="stl_22" style="word-spacing:0em;">Scotti, E.;</span><span class="stl_22" style="word-spacing:0.01em;">&nbsp;Velásquez, I.; Ojeda,</span><span class="stl_22" style="word-spacing:0em;">&nbsp;L.;</span><span class="stl_22" style="word-spacing:0em;">&nbsp;Pacheco,</span><span class="stl_22" style="word-spacing:0.01em;">&nbsp;F.</span><span class="stl_22" style="word-spacing:0em;">&nbsp;y</span><span class="stl_22 stl_14" style="word-spacing:0em;">&nbsp;Noguera-Machado, F<span class="stl_15">.</span></span><span class="stl_22" style="word-spacing:0.24em;">&nbsp;(2020).</span><span class="stl_22" style="word-spacing:0.02em;">&nbsp;Characterization &nbsp;</span></div>
					<div class="stl_01" style="top: 21.7091em; left:4.72em;"><span class="stl_22" style="word-spacing:0.08em;">and incorporation of an extract of passion fruit seeds (Passiflora edulis)</span><span class="stl_22" style="word-spacing:0.08em;">&nbsp;in a hydrogel.</span><span class="stl_22" style="word-spacing:0.09em;">&nbsp;</span><span class="stl_36" style="font-style:italic; word-spacing:0.09em;">Revista &nbsp;</span></div>
					<div class="stl_01" style="top: 23.0492em; left:4.72em;"><span class="stl_36" style="font-style:italic; word-spacing:0.01em;">Ingenieria UC</span><span class="stl_22 stl_14" style="word-spacing:0em;">. 27 (3): 273-281<span class="stl_15">. &nbsp;</span></span></div>
					<div class="stl_01" style="top: 25.2934em; left:4.72em;"><span class="stl_22" style="word-spacing:0.03em;">Sinopoli, A.; Calogero,</span><span class="stl_22" style="word-spacing:0.03em;">&nbsp;G.</span><span class="stl_22" style="word-spacing:0.01em;">&nbsp;y</span><span class="stl_22" style="word-spacing:0.02em;">&nbsp;Bartolotta,</span><span class="stl_22" style="word-spacing:0.01em;">&nbsp;A.</span><span class="stl_22" style="word-spacing:0.02em;">&nbsp;(2019).</span><span class="stl_22" style="word-spacing:0.03em;">&nbsp;Computational</span><span class="stl_22" style="word-spacing:0.01em;">&nbsp;aspects</span><span class="stl_22" style="word-spacing:0.01em;">&nbsp;of</span><span class="stl_22" style="word-spacing:0.02em;">&nbsp;anthocyanidins</span><span class="stl_22" style="word-spacing:0.01em;">&nbsp;and &nbsp;</span></div>
					<div class="stl_01" style="top: 26.6192em; left:4.72em;"><span class="stl_22" style="word-spacing:0.02em;">anthocyanins: A</span><span class="stl_22" style="word-spacing:0em;">&nbsp;review.</span><span class="stl_22" style="word-spacing:0em;">&nbsp;</span><span class="stl_36" style="font-style:italic; word-spacing:0em;">Food</span><span class="stl_36 stl_14" style="font-style:italic; word-spacing:0em;">&nbsp;Chemistry<span class="stl_15">.</span></span><span class="stl_36" style="word-spacing:0.05em;">&nbsp;</span><span class="stl_22" style="word-spacing:0.05em;">297:</span><span class="stl_22" style="word-spacing:0em;">&nbsp;124898. &nbsp;</span></div>
					<div class="stl_01" style="top: 28.8634em; left:4.72em;"><span class="stl_22" style="word-spacing:-0.02em;">Sotero, V.; Maco, M.; Vela, J.; Merino, C.; Dávila, E. y García, D. (2011). Evaluación de la actividad &nbsp;</span></div>
					<div class="stl_01" style="top: 30.0934em; left:4.72em;"><span class="stl_22" style="word-spacing:0.11em;">antioxidante y compuestos fenólicos en pulpa y semillas de cuatro frutales amazónicos de la &nbsp;</span></div>
					<div class="stl_01" style="top: 31.4192em; left:4.72em;"><span class="stl_22" style="word-spacing:0.01em;">familia. Sterculiaceae Sterculiacea. </span><span class="stl_36 stl_14" style="font-style:italic; word-spacing:0em;">Revista de la Sociedad Química del Pe<span class="stl_15">rú</span></span><span class="stl_22 stl_14" style="word-spacing:0em;">. 77 (1): 66-74<span class="stl_15">. &nbsp;</span></span></div>
					<div class="stl_01" style="top: 33.6596em; left:4.72em;"><span class="stl_22" style="word-spacing:0.15em;">Urba</span><span class="stl_33" style="word-spacing:0.15em;">ń</span><span class="stl_22" style="word-spacing:0.15em;">ska, B.; Derewiaka, D. y Lenart, A.</span><span class="stl_22" style="word-spacing:0.02em;">&nbsp;(2019).Changes</span><span class="stl_22" style="word-spacing:0.15em;">&nbsp;in the composition and content</span><span class="stl_22" style="word-spacing:0.15em;">&nbsp;of &nbsp;</span></div>
					<div class="stl_01" style="top: 34.965em; left:4.72em;"><span class="stl_22" style="word-spacing:-0.02em;">polyphenols in chocolate resulting from pre-treatment method of cocoa beans and technological &nbsp;</span></div>
					<div class="stl_01" style="top: 36.2908em; left:4.72em;"><span class="stl_22" style="word-spacing:0.02em;">process. Eur</span><span class="stl_22" style="word-spacing:0em;">&nbsp;</span><span class="stl_36" style="font-style:italic; word-spacing:0em;">Food</span><span class="stl_36" style="font-style:italic; word-spacing:0em;">&nbsp;Res</span><span class="stl_36" style="font-style:italic; word-spacing:0em;">&nbsp;Technol.</span><span class="stl_36" style="word-spacing:0.05em;">&nbsp;</span><span class="stl_22" style="word-spacing:0.05em;">245:</span><span class="stl_22" style="word-spacing:0em;">&nbsp;2101</span><span class="stl_32" style="word-spacing:0em;">–</span><span class="stl_22" style="word-spacing:0em;">2112. &nbsp;</span></div>
					<div class="stl_01" style="top: 38.535em; left:4.72em;"><span class="stl_22" style="word-spacing:0.43em;">Valencia-Avilés, E.; Ignacio-Figueroa, I.; Sosa-Martínez, E.; Bartolomé-Camacho, M. C.; &nbsp;</span></div>
					<div class="stl_01" style="top: 39.765em; left:4.72em;"><span class="stl_22" style="word-spacing:0.11em;">Martínez-Flores, H. E. y García-Pérez, M.</span><span class="stl_22" style="word-spacing:0.11em;">&nbsp;E. (2017). Polifenoles: propiedades antioxidantes</span><span class="stl_22" style="word-spacing:0.1em;">&nbsp;y &nbsp;</span></div>
					<div class="stl_01" style="top: 41.0908em; left:4.72em;"><span class="stl_22" style="word-spacing:0.01em;">toxicológicas. </span><span class="stl_36 stl_14" style="font-style:italic; word-spacing:0em;">Revista de la Facultad de Ciencias Quími<span class="stl_15">cas</span></span><span class="stl_22" style="word-spacing:0em;">. (16): 15-29. &nbsp;</span></div>
					<div class="stl_01" style="top: 43.335em; left:4.72em;"><span class="stl_22" style="word-spacing:0.09em;">Vázquez-Ovando, A.;</span><span class="stl_22" style="word-spacing:0.09em;">&nbsp;Ovando-Medina,</span><span class="stl_22" style="word-spacing:0.06em;">&nbsp;I.;</span><span class="stl_22" style="word-spacing:0.09em;">&nbsp;Adriano-Anaya,</span><span class="stl_22" style="word-spacing:0.06em;">&nbsp;L.;</span><span class="stl_22" style="word-spacing:0.1em;">&nbsp;Betancur-Ancona,</span><span class="stl_22" style="word-spacing:0.06em;">&nbsp;D. y</span><span class="stl_22" style="word-spacing:0.08em;">&nbsp;Salvador- &nbsp;</span></div>
					<div class="stl_01" style="top: 44.565em; left:4.72em;"><span class="stl_22 stl_14" style="word-spacing:-0.01em;">Figueroa, M. (2016). Alcaloides y polifenoles del cacao, mecanismos que regulan su b<span class="stl_15">iosíntesis y &nbsp;</span></span></div>
					<div class="stl_01" style="top: 45.8908em; left:4.72em;"><span class="stl_22 stl_14" style="word-spacing:0.01em;">sus implicaciones en el sabor y aroma.<span class="stl_15">&nbsp;</span></span><span class="stl_36" style="font-style:italic; word-spacing:0.01em;">Archivos Latinoamericanos de Nutrición. </span><span class="stl_22" style="word-spacing:0.01em;">66: 239-254. &nbsp;</span></div>
					<div class="stl_01" style="top: 48.1375em; left:4.72em;"><span class="stl_22" style="word-spacing:0.12em;">Velásquez, I.; Muñoz,</span><span class="stl_22" style="word-spacing:0.13em;">&nbsp;A.</span><span class="stl_22" style="word-spacing:0.12em;">&nbsp;y Pereira, J. (2016).</span><span class="stl_22" style="word-spacing:0.14em;">&nbsp;Tuning</span><span class="stl_22" style="word-spacing:0.12em;">&nbsp;Interfacial Activity of Polymeric</span><span class="stl_22" style="word-spacing:0.12em;">&nbsp;Resin</span><span class="stl_32" style="word-spacing:0.11em;">– &nbsp;</span></div>
					<div class="stl_01" style="top: 49.4633em; left:4.72em;"><span class="stl_22" style="word-spacing:0.02em;">Surfactant/n-Alcohol Solution Interactions. </span><span class="stl_36" style="font-style:italic; word-spacing:0.01em;">Journal of Surfactants and Detergents</span><span class="stl_22" style="word-spacing:0em;">. 19: 1025</span><span class="stl_32" style="word-spacing:0em;">–</span><span class="stl_22" style="word-spacing:0em;">1032. &nbsp;</span></div>
					<div class="stl_01" style="top: 51.6975em; left:4.72em;"><span class="stl_22" style="word-spacing:0.01em;">Wang, T.; Li, Q. y Bi, K. (2018). Bioactive flavonoids in medicinal plants: Structure, activity and &nbsp;</span></div>
					<div class="stl_01" style="top: 53.0233em; left:4.72em;"><span class="stl_22 stl_14" style="word-spacing:0em;">biological fate.<span class="stl_15">&nbsp;</span></span><span class="stl_36" style="font-style:italic; word-spacing:0.01em;">Asian Journal of Pharmaceutical Sciences</span><span class="stl_22 stl_14" style="word-spacing:0em;">. 13(1): 1<span class="stl_15">2</span></span><span class="stl_32" style="word-spacing:0em;">–</span><span class="stl_22" style="word-spacing:0.04em;">23. doi:10.1016/j.ajps.2017.08.004 &nbsp;</span></div>
					<div class="stl_01" style="top: 55.2675em; left:4.72em;"><span class="stl_22" style="word-spacing:0.12em;">Zapata, S. y</span><span class="stl_22" style="word-spacing:0.13em;">&nbsp;Tamayo, A.</span><span class="stl_22" style="word-spacing:0.12em;">&nbsp;(2013). Efecto de la fermentación sobre la</span><span class="stl_22" style="word-spacing:0.13em;">&nbsp;actividad antioxidante</span><span class="stl_22" style="word-spacing:0.1em;">&nbsp;de &nbsp;</span></div>
					<div class="stl_01" style="top: 56.5933em; left:4.72em;"><span class="stl_22 stl_14" style="word-spacing:0em;">diferentes clones de cacao colombian<span class="stl_15">o. </span></span><span class="stl_36" style="font-style:italic; word-spacing:0.01em;">Revista Cubana Plantas Medicinales</span><span class="stl_22 stl_14" style="word-spacing:0em;">. 18: 391- 404<span class="stl_15">. &nbsp;</span></span></div>
					<div class="stl_01" style="top: 62.344em; left:44.8883em;"><span class="stl_28">2</span></div>
					<div class="stl_01" style="top: 62.344em; left:45.3575em;"><span class="stl_28 stl_12">04 &nbsp;</span></div>
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alt="" class="stl_48" />
			</div>
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				<div class="stl_05 stl_06">
					<div class="stl_01" style="top: 2.9402em; left:16.3142em;"><span class="stl_17 stl_12" style="font-weight:bold; word-spacing:0.07em;">REVISTA DE</span><span class="stl_17 stl_12" style="font-weight:bold; word-spacing:0.01em;">&nbsp;LA</span><span class="stl_17 stl_12" style="font-weight:bold; word-spacing:0.09em;">&nbsp;UNIVERSIDAD</span><span class="stl_17 stl_12" style="font-weight:bold; word-spacing:0.04em;">&nbsp;DEL ZULIA</span><span class="stl_18" style="word-spacing:0em;">.</span><span class="stl_18 stl_12" style="word-spacing:0.22em;">&nbsp;</span><span class="stl_17" style="font-weight:bold; word-spacing:0.22em;">3ª</span><span class="stl_17 stl_12" style="font-weight:bold; word-spacing:0.04em;">&nbsp;época.</span><span class="stl_17 stl_12" style="font-weight:bold; word-spacing:0.03em;">&nbsp;Año</span><span class="stl_17 stl_12" style="font-weight:bold; word-spacing:0.02em;">&nbsp;14,</span><span class="stl_17 stl_12" style="font-weight:bold; word-spacing:0.01em;">&nbsp;N°</span><span class="stl_17 stl_12" style="font-weight:bold; word-spacing:0.03em;">&nbsp;40,</span><span class="stl_17 stl_12" style="font-weight:bold; word-spacing:0.04em;">&nbsp;2023 &nbsp;</span></div>
					<div class="stl_01" style="top: 4.0001em; left:6.182em;"><span class="stl_18 stl_12" style="word-spacing:0.08em;">Ruth Monroy</span><span class="stl_18 stl_12" style="word-spacing:0.02em;">&nbsp;et</span><span class="stl_18 stl_12" style="word-spacing:0.03em;">&nbsp;al.</span><span class="stl_18 stl_12" style="word-spacing:0.03em;">&nbsp;//</span><span class="stl_18 stl_14" style="word-spacing:0.02em;">&nbsp;Caracterizaci<span class="stl_12">ón</span></span><span class="stl_18 stl_12" style="word-spacing:0.07em;">&nbsp;y cuantificación</span><span class="stl_18 stl_14" style="word-spacing:-0.01em;">&nbsp;espectroscó<span class="stl_12">pi</span></span><a href="https://doi.org/10.46925/rdluz.40.10" target="_blank"><span class="stl_18" style="word-spacing:-0.01em;">ca</span></a><a href="https://doi.org/10.46925/rdluz.40.10" target="_blank"><span class="stl_18 stl_12" style="word-spacing:0.02em;">&nbsp;de</span></a><a href="https://doi.org/10.46925/rdluz.40.10" target="_blank"><span class="stl_18 stl_12" style="word-spacing:0.09em;">&nbsp;flavonoides</span></a><a href="https://doi.org/10.46925/rdluz.40.10" target="_blank"><span class="stl_18" style="word-spacing:0em;">&nbsp;y</span></a><a href="https://doi.org/10.46925/rdluz.40.10" target="_blank"><span class="stl_18 stl_12" style="word-spacing:0.03em;">&nbsp;</span></a><a href="https://doi.org/10.46925/rdluz.40.10" target="_blank"><span class="stl_19 stl_14" style="word-spacing:0.03em;">catequinas<span class="stl_12">…</span></span></a><a href="https://doi.org/10.46925/rdluz.40.10" target="_blank"><span class="stl_19 stl_12" style="word-spacing:0em;">&nbsp;</span></a><a href="https://doi.org/10.46925/rdluz.40.10" target="_blank"><span class="stl_18 stl_14" style="word-spacing:0em;">185-20<span class="stl_12">4 &nbsp;</span></span></a></div>
					<div class="stl_01" style="top: 5.0402em; left:29.8058em;"><span class="stl_17 stl_12" style="font-weight:bold; word-spacing:0.03em;">DOI: </span><a href="https://doi.org/10.46925/rdluz.40.10" target="_blank"><span class="stl_20 stl_14" style="font-weight:bold; word-spacing:0em;">https://doi.org/10.46925//rdluz<span class="stl_12">.40.10 &nbsp;</span></span></a></div>
					<div class="stl_01" style="top: 7.2216em; left:23.2442em;"><span class="stl_30 stl_12">ANEXO<span class="stl_14">S &nbsp;</span></span></div>
					<div class="stl_01" style="top: 26.6038em; left:11.5717em;"><span class="stl_27 stl_14" style="word-spacing:-0.01em;">Figura 1. Estructura química básica y patrón numérico en polifenole<span class="stl_15">s. &nbsp;</span></span></div>
					<div class="stl_01" style="top: 58.3776em; left:10.3917em;"><span class="stl_27 stl_14" style="word-spacing:0em;">Figura 2. Esquema de clasificación general de los compuestos polifenólicos<span class="stl_15">. &nbsp;</span></span></div>
					<div class="stl_01" style="top: 62.2479em; left:46.0483em;"><span class="stl_49">i</span></div>
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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: 2.9402em; left:16.3142em;"><span class="stl_17 stl_12" style="font-weight:bold; word-spacing:0.07em;">REVISTA DE</span><span class="stl_17 stl_12" style="font-weight:bold; word-spacing:0.01em;">&nbsp;LA</span><span class="stl_17 stl_12" style="font-weight:bold; word-spacing:0.09em;">&nbsp;UNIVERSIDAD</span><span class="stl_17 stl_12" style="font-weight:bold; word-spacing:0.04em;">&nbsp;DEL ZULIA</span><span class="stl_18" style="word-spacing:0em;">.</span><span class="stl_18 stl_12" style="word-spacing:0.22em;">&nbsp;</span><span class="stl_17" style="font-weight:bold; word-spacing:0.22em;">3ª</span><span class="stl_17 stl_12" style="font-weight:bold; word-spacing:0.04em;">&nbsp;época.</span><span class="stl_17 stl_12" style="font-weight:bold; word-spacing:0.03em;">&nbsp;Año</span><span class="stl_17 stl_12" style="font-weight:bold; word-spacing:0.02em;">&nbsp;14,</span><span class="stl_17 stl_12" style="font-weight:bold; word-spacing:0.01em;">&nbsp;N°</span><span class="stl_17 stl_12" style="font-weight:bold; word-spacing:0.03em;">&nbsp;40,</span><span class="stl_17 stl_12" style="font-weight:bold; word-spacing:0.04em;">&nbsp;2023 &nbsp;</span></div>
					<div class="stl_01" style="top: 4.0001em; left:6.182em;"><span class="stl_18 stl_12" style="word-spacing:0.08em;">Ruth Monroy</span><span class="stl_18 stl_12" style="word-spacing:0.02em;">&nbsp;et</span><span class="stl_18 stl_12" style="word-spacing:0.03em;">&nbsp;al.</span><span class="stl_18 stl_12" style="word-spacing:0.03em;">&nbsp;//</span><span class="stl_18 stl_14" style="word-spacing:0.02em;">&nbsp;Caracterizaci<span class="stl_12">ón</span></span><span class="stl_18 stl_12" style="word-spacing:0.07em;">&nbsp;y cuantificación</span><span class="stl_18 stl_14" style="word-spacing:-0.01em;">&nbsp;espectroscó<span class="stl_12">pi</span></span><a href="https://doi.org/10.46925/rdluz.40.10" target="_blank"><span class="stl_18" style="word-spacing:-0.01em;">ca</span></a><a href="https://doi.org/10.46925/rdluz.40.10" target="_blank"><span class="stl_18 stl_12" style="word-spacing:0.02em;">&nbsp;de</span></a><a href="https://doi.org/10.46925/rdluz.40.10" target="_blank"><span class="stl_18 stl_12" style="word-spacing:0.09em;">&nbsp;flavonoides</span></a><a href="https://doi.org/10.46925/rdluz.40.10" target="_blank"><span class="stl_18" style="word-spacing:0em;">&nbsp;y</span></a><a href="https://doi.org/10.46925/rdluz.40.10" target="_blank"><span class="stl_18 stl_12" style="word-spacing:0.03em;">&nbsp;</span></a><a href="https://doi.org/10.46925/rdluz.40.10" target="_blank"><span class="stl_19 stl_14" style="word-spacing:0.03em;">catequinas<span class="stl_12">…</span></span></a><a href="https://doi.org/10.46925/rdluz.40.10" target="_blank"><span class="stl_19 stl_12" style="word-spacing:0em;">&nbsp;</span></a><a href="https://doi.org/10.46925/rdluz.40.10" target="_blank"><span class="stl_18 stl_14" style="word-spacing:0em;">185-20<span class="stl_12">4 &nbsp;</span></span></a></div>
					<div class="stl_01" style="top: 5.0402em; left:29.8058em;"><span class="stl_17 stl_12" style="font-weight:bold; word-spacing:0.03em;">DOI: </span><a href="https://doi.org/10.46925/rdluz.40.10" target="_blank"><span class="stl_20 stl_14" style="font-weight:bold; word-spacing:0em;">https://doi.org/10.46925//rdluz<span class="stl_12">.40.10 &nbsp;</span></span></a></div>
					<div class="stl_01" style="top: 23.5238em; left:5.552em;"><span class="stl_27 stl_12" style="word-spacing:0.07em;">Figura 3. Estructura de (+)-catequina (C) y (-)-epicatequina (EC) presentes en los granos de cacao. &nbsp;</span></div>
					<div class="stl_01" style="top: 54.5684em; left:4.72em;"><span class="stl_18 stl_12" style="word-spacing:0.12em;">Figura 4. Micrografía electrónica de</span><span class="stl_18 stl_12" style="word-spacing:0.08em;">&nbsp;barrido de granos</span><span class="stl_18 stl_12" style="word-spacing:0.06em;">&nbsp;de</span><span class="stl_18 stl_12" style="word-spacing:0.11em;">&nbsp;cacao fermentados</span><span class="stl_18 stl_12" style="word-spacing:0.08em;">&nbsp;y secados. (A) La estructura de</span><span class="stl_18 stl_12" style="word-spacing:0.07em;">&nbsp;los &nbsp;</span></div>
					<div class="stl_01" style="top: 55.7584em; left:4.72em;"><span class="stl_18 stl_12" style="word-spacing:0.14em;">granos de cacao partidos a</span><span class="stl_18 stl_12" style="word-spacing:0.13em;">&nbsp;500X de</span><span class="stl_18 stl_12" style="word-spacing:0.16em;">&nbsp;ampliación. (B)</span><span class="stl_18 stl_12" style="word-spacing:0.16em;">&nbsp;La estructura</span><span class="stl_18 stl_12" style="word-spacing:0.11em;">&nbsp;de</span><span class="stl_18 stl_12" style="word-spacing:0.13em;">&nbsp;los granos</span><span class="stl_18 stl_12" style="word-spacing:0.12em;">&nbsp;de</span><span class="stl_18 stl_12" style="word-spacing:0.13em;">&nbsp;cacao partidos a</span><span class="stl_18 stl_12" style="word-spacing:0.14em;">&nbsp;1000X</span><span class="stl_18 stl_12" style="word-spacing:0.12em;">&nbsp;de &nbsp;</span></div>
					<div class="stl_01" style="top: 56.9581em; left:4.72em;"><span class="stl_18 stl_12" style="word-spacing:0.16em;">ampliación. (C) La estructura de los granos</span><span class="stl_18 stl_12" style="word-spacing:0.13em;">&nbsp;de cacao</span><span class="stl_18 stl_12" style="word-spacing:0.13em;">&nbsp;molidos a</span><span class="stl_18 stl_12" style="word-spacing:0.15em;">&nbsp;500X de ampliación. (D) La estructura de</span><span class="stl_18 stl_12" style="word-spacing:0.11em;">&nbsp;los &nbsp;</span></div>
					<div class="stl_01" style="top: 58.1481em; left:4.72em;"><span class="stl_18 stl_12" style="word-spacing:0.05em;">granos de cacao molidos a 1000X de ampliación. &nbsp;</span></div>
					<div class="stl_01" style="top: 62.2479em; left:45.8183em;"><span class="stl_49">ii &nbsp;</span></div>
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				<img 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" 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					<div class="stl_01" style="top: 2.9402em; left:16.3142em;"><span class="stl_17 stl_12" style="font-weight:bold; word-spacing:0.07em;">REVISTA DE</span><span class="stl_17 stl_12" style="font-weight:bold; word-spacing:0.01em;">&nbsp;LA</span><span class="stl_17 stl_12" style="font-weight:bold; word-spacing:0.09em;">&nbsp;UNIVERSIDAD</span><span class="stl_17 stl_12" style="font-weight:bold; word-spacing:0.04em;">&nbsp;DEL ZULIA</span><span class="stl_18" style="word-spacing:0em;">.</span><span class="stl_18 stl_12" style="word-spacing:0.22em;">&nbsp;</span><span class="stl_17" style="font-weight:bold; word-spacing:0.22em;">3ª</span><span class="stl_17 stl_12" style="font-weight:bold; word-spacing:0.04em;">&nbsp;época.</span><span class="stl_17 stl_12" style="font-weight:bold; word-spacing:0.03em;">&nbsp;Año</span><span class="stl_17 stl_12" style="font-weight:bold; word-spacing:0.02em;">&nbsp;14,</span><span class="stl_17 stl_12" style="font-weight:bold; word-spacing:0.01em;">&nbsp;N°</span><span class="stl_17 stl_12" style="font-weight:bold; word-spacing:0.03em;">&nbsp;40,</span><span class="stl_17 stl_12" style="font-weight:bold; word-spacing:0.04em;">&nbsp;2023 &nbsp;</span></div>
					<div class="stl_01" style="top: 4.0001em; left:6.182em;"><span class="stl_18 stl_12" style="word-spacing:0.08em;">Ruth Monroy</span><span class="stl_18 stl_12" style="word-spacing:0.02em;">&nbsp;et</span><span class="stl_18 stl_12" style="word-spacing:0.03em;">&nbsp;al.</span><span class="stl_18 stl_12" style="word-spacing:0.03em;">&nbsp;//</span><span class="stl_18 stl_14" style="word-spacing:0.02em;">&nbsp;Caracterizaci<span class="stl_12">ón</span></span><span class="stl_18 stl_12" style="word-spacing:0.07em;">&nbsp;y cuantificación</span><span class="stl_18 stl_14" style="word-spacing:-0.01em;">&nbsp;espectroscó<span class="stl_12">pi</span></span><a href="https://doi.org/10.46925/rdluz.40.10" target="_blank"><span class="stl_18" style="word-spacing:-0.01em;">ca</span></a><a href="https://doi.org/10.46925/rdluz.40.10" target="_blank"><span class="stl_18 stl_12" style="word-spacing:0.02em;">&nbsp;de</span></a><a href="https://doi.org/10.46925/rdluz.40.10" target="_blank"><span class="stl_18 stl_12" style="word-spacing:0.09em;">&nbsp;flavonoides</span></a><a href="https://doi.org/10.46925/rdluz.40.10" target="_blank"><span class="stl_18" style="word-spacing:0em;">&nbsp;y</span></a><a href="https://doi.org/10.46925/rdluz.40.10" target="_blank"><span class="stl_18 stl_12" style="word-spacing:0.03em;">&nbsp;</span></a><a href="https://doi.org/10.46925/rdluz.40.10" target="_blank"><span class="stl_19 stl_14" style="word-spacing:0.03em;">catequinas<span class="stl_12">…</span></span></a><a href="https://doi.org/10.46925/rdluz.40.10" target="_blank"><span class="stl_19 stl_12" style="word-spacing:0em;">&nbsp;</span></a><a href="https://doi.org/10.46925/rdluz.40.10" target="_blank"><span class="stl_18 stl_14" style="word-spacing:0em;">185-20<span class="stl_12">4 &nbsp;</span></span></a></div>
					<div class="stl_01" style="top: 5.0402em; left:29.8058em;"><span class="stl_17 stl_12" style="font-weight:bold; word-spacing:0.03em;">DOI: </span><a href="https://doi.org/10.46925/rdluz.40.10" target="_blank"><span class="stl_20 stl_14" style="font-weight:bold; word-spacing:0em;">https://doi.org/10.46925//rdluz<span class="stl_12">.40.10 &nbsp;</span></span></a></div>
					<div class="stl_01" style="top: 29.3638em; left:6.412em;"><span class="stl_27 stl_12" style="word-spacing:0.07em;">Figura 5. Espectro FTIR del extracto de polifenoles de cacao Canoabo a temperatura ambiente. &nbsp;</span></div>
					<div class="stl_01" style="top: 57.4076em; left:8.142em;"><span class="stl_27 stl_12" style="word-spacing:0.07em;">Figura 6. Espectro UV-Visible del extracto alcohólico de los granos de cacao Canoabo. &nbsp;</span></div>
					<div class="stl_01" style="top: 62.2479em; left:45.5883em;"><span class="stl_49">iii &nbsp;</span></div>
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				<img 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alt="" class="stl_52" />
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				<div class="stl_05 stl_06">
					<div class="stl_01" style="top: 2.9402em; left:16.3142em;"><span class="stl_17 stl_12" style="font-weight:bold; word-spacing:0.07em;">REVISTA DE</span><span class="stl_17 stl_12" style="font-weight:bold; word-spacing:0.01em;">&nbsp;LA</span><span class="stl_17 stl_12" style="font-weight:bold; word-spacing:0.09em;">&nbsp;UNIVERSIDAD</span><span class="stl_17 stl_12" style="font-weight:bold; word-spacing:0.04em;">&nbsp;DEL ZULIA</span><span class="stl_18" style="word-spacing:0em;">.</span><span class="stl_18 stl_12" style="word-spacing:0.22em;">&nbsp;</span><span class="stl_17" style="font-weight:bold; word-spacing:0.22em;">3ª</span><span class="stl_17 stl_12" style="font-weight:bold; word-spacing:0.04em;">&nbsp;época.</span><span class="stl_17 stl_12" style="font-weight:bold; word-spacing:0.03em;">&nbsp;Año</span><span class="stl_17 stl_12" style="font-weight:bold; word-spacing:0.02em;">&nbsp;14,</span><span class="stl_17 stl_12" style="font-weight:bold; word-spacing:0.01em;">&nbsp;N°</span><span class="stl_17 stl_12" style="font-weight:bold; word-spacing:0.03em;">&nbsp;40,</span><span class="stl_17 stl_12" style="font-weight:bold; word-spacing:0.04em;">&nbsp;2023 &nbsp;</span></div>
					<div class="stl_01" style="top: 4.0001em; left:6.182em;"><span class="stl_18 stl_12" style="word-spacing:0.08em;">Ruth Monroy</span><span class="stl_18 stl_12" style="word-spacing:0.02em;">&nbsp;et</span><span class="stl_18 stl_12" style="word-spacing:0.03em;">&nbsp;al.</span><span class="stl_18 stl_12" style="word-spacing:0.03em;">&nbsp;//</span><span class="stl_18 stl_14" style="word-spacing:0.02em;">&nbsp;Caracterizaci<span class="stl_12">ón</span></span><span class="stl_18 stl_12" style="word-spacing:0.07em;">&nbsp;y cuantificación</span><span class="stl_18 stl_14" style="word-spacing:-0.01em;">&nbsp;espectroscó<span class="stl_12">pi</span></span><a href="https://doi.org/10.46925/rdluz.40.10" target="_blank"><span class="stl_18" style="word-spacing:-0.01em;">ca</span></a><a href="https://doi.org/10.46925/rdluz.40.10" target="_blank"><span class="stl_18 stl_12" style="word-spacing:0.02em;">&nbsp;de</span></a><a href="https://doi.org/10.46925/rdluz.40.10" target="_blank"><span class="stl_18 stl_12" style="word-spacing:0.09em;">&nbsp;flavonoides</span></a><a href="https://doi.org/10.46925/rdluz.40.10" target="_blank"><span class="stl_18" style="word-spacing:0em;">&nbsp;y</span></a><a href="https://doi.org/10.46925/rdluz.40.10" target="_blank"><span class="stl_18 stl_12" style="word-spacing:0.03em;">&nbsp;</span></a><a href="https://doi.org/10.46925/rdluz.40.10" target="_blank"><span class="stl_19 stl_14" style="word-spacing:0.03em;">catequinas<span class="stl_12">…</span></span></a><a href="https://doi.org/10.46925/rdluz.40.10" target="_blank"><span class="stl_19 stl_12" style="word-spacing:0em;">&nbsp;</span></a><a href="https://doi.org/10.46925/rdluz.40.10" target="_blank"><span class="stl_18 stl_14" style="word-spacing:0em;">185-20<span class="stl_12">4 &nbsp;</span></span></a></div>
					<div class="stl_01" style="top: 5.0402em; left:29.8058em;"><span class="stl_17 stl_12" style="font-weight:bold; word-spacing:0.03em;">DOI: </span><a href="https://doi.org/10.46925/rdluz.40.10" target="_blank"><span class="stl_20 stl_14" style="font-weight:bold; word-spacing:0em;">https://doi.org/10.46925//rdluz<span class="stl_12">.40.10 &nbsp;</span></span></a></div>
					<div class="stl_01" style="top: 37.3655em; left:5.572em;"><span class="stl_27 stl_14" style="word-spacing:0em;">Figura 7. Cromatograma del extracto alcohólico de granos de cacao Canoabo. Abajo está la muestr<span class="stl_15">a &nbsp;</span></span></div>
					<div class="stl_01" style="top: 38.6755em; left:13.5817em;"><span class="stl_27" style="word-spacing:0em;">comercial de epicatequina. Arriba: Es el extracto alcohólico &nbsp;</span></div>
					<div class="stl_01" style="top: 62.2479em; left:45.5983em;"><span class="stl_49">iv &nbsp;</span></div>
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