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3ErkOAolTYQP6CYvz+fP1KzwV/DDdzkM0KOT3trwqQKon+G/mHvLc0bFy2N0zd5saqDafpXjfdQubRLRVMauP4ec2qoXGbplZTgUtZUivXuy+cqDwU04bfWTlDiCeM1rHejxV4BMLrIHejmo1mXmnnNZIbeZu7suCB+2OkPMcuMoTEDG3XmPRcDPlaytmxEKRePOMb2qVBHWVzQ2QiMvRfKsjC4tcuTl+sR0XH+JGe50sqfEg2x1F+nd0wNx2PFhnkv/ykGH5/Gn7UWyagb2denCJbzipxRkVSHS8P7FW71UFo6v32pQdJRKNp/gwkmYRSKkIqBXqRTjUp6XJBtvGyGJ+9Dm1LUaQm0Fe4WcHeoIY9enm9vYkHvxBBFP1nsI8/SD43s4jXbi37WMXuqeYJsFpJBfHc3slDik4zFRrdr3NHuJ6zqAuboh8yl+PRJShtuNVlyTzmuma6NQNV58ls+LRXiHgNRrcPyD7fj8mRmbN9bj4+akJVVMgsFbcJeLwnu6gC/u4H9OlzSo9Mc3hOIWkcxdx9Ls2Ty13B3lB126UlflmXv6pHQ5RoX22e9mSmF4ZZMtaCrmjvVvFaxy2YfUqXZwUSyUXet8WaJaZuVKQQ/Nh+2XB6Ru4igW/xhrXrEk90f3YlwdqAllJLhYnICjwXmwcvMi7f4FPFW6LNAXpBl8OUEtEcPMFJ8Mko/C9v1jzRIk9hNwSnI6x47cQodLwYmNyMMIevOFgPuV7CPV9hdBMAKoWC2l7dN6NVaf3004VQxPacxY4QN1kZ5gjCE4kUW4hhUaicD5SYDiiTeit2NBEdOYUfH1Rq4D0M2AzcafXwyfKKDZ+/C170mL8lleqqAyOnPsRi2/dydLPtgdyFLzwAypTJ9meWlp4M8n5L/sZa/d9/Fy/wQI6YncUnReQMKcJ+8wjLUzCwCQF0DqJou10G4JbLc+uUjSFn0PRCBSWbU+fKAXX+E2PM+d4+HY7OAbHrWtac7F+EL7GQkcGl49hvCF4De3WTiztVDvJNf6Hm2L86wGN6cSAieYtxY0srJp8PnSSx7JNqTpEcJdtSbBv/qjGca6Ovh7Cex25H8CpPZenO5DSa9tVh9xWbpkHQC4GSypTUi17/SZHtHYFolRV3/m8h6RiLt8qkVyPSC4xfSKozCAJUmj08jrexjvinS3BjQ/WkIjiem9f54r8TRKXOeDwx/NrxRSyuCbocq03xkErPsSiMuooRJZlvOOWBx41l4Pz9Nlbk/rblKQ81PxRSN57PA10ctxulsMvUY6Q4z0kQbWm9Rhxkag7yqDiUQ+U2Ma6nPAZW1q3Mi7DIIDOiFZaEpx0aksgv3Gdwh58qBtth57n73uHvfRjxUznNz+HcmofRN8pzdP5vA+Cx3MVOprO8nl9DzGLvzpnvCPaDtY4/IzXKGXVsNfr7GPWqjTZProFdlbKsrCX+N8o7rRnal7ffFbaLBCljaWTS4FhfZgEBVw2w95z0bncvl34yvmbbORaPv4V8FZFE02kyf47AagzHm+4bTdpqsrg6mQLEkXzw4BWsywX1fadhyvDkESwGHMwwOTuphErgDO/9NWWGwUxehzb8tbzy7G+HPEIxkLp7u5J0e/HWZfej8RmBGJR8TuTtSozCij9W7DFLg6o3JK5im8ej66zivOl+PUdTKSZbwiuR1HE5yBPJxPGNFBndZK4OrofIJVkuYZkawsIOzXGtGU+snvyS+qtQwPzwUOcxMzFUDu5Z6a5QO6c9yfRJjxLVorbFWT9lmYbo1Dmvq2hi731pgH82z0aBSg1m83TCshVbTE8+Wa7a3KuFEcv2hzYbwulYnWD2pjXArIHJ0oqmEnUgYHoWeD8kMiP4bS15rcleTQHsyySE+pzAfT/c8243ZMVsmvUaBvibSagjf9FxUyy4VqS2VD8G6ygJFGIPQlXGYjwsZSUumouO5Vy21mopq7+PR9nyu/hrf9zHaVo6B2Gpns4EnkqKybNY6wcor1LdGBUz9kdeTkNfv9UReg544qdaCezLiNsEC8wGmNxpxNauYIigquGNNcFcgVBph5rcT3M+84B5o41wPBa/HX2YgckkmSI3yBdBlDoH5YjOYDa1E+cg2opzcRpSb24jyLC/KU2gfF+XN2JhtjA5dLSGhopzZTpTj6LEBuzE7dhvjlNo3w9DtODGAOGuUQbB6+YuU+mNWxfkTUcmf2+HCV8K9zgt3npn5QkQ8LtzruNtauJNA2s3h2fBzAgb82G5JdxcHlonfeFJmjefCGAzHSOY8ADqNw65PZM6jbH8z5F323eB3lYY2nGR7WWaR3aPyBtJ7G5Jaa7sq8EmYW621HpOZK5cPZS7c2OJ314f5jtGzf8tXf8AMawy9zTaM3hgZkoTBaPb4K4uo6Dvw/hh3CiMEPlLR2giVoil2vDLAYrN4okYYz8pFWO2rbioSGBVozbHCwLf8uAPkLjS2t915jjv/kJd9adMhjG0lO+FzmM8ffONFOx149B9cxSMZXWa7/4PrfIJTu3T3oRsai4X5wROELFO78CbdTYb6OiC1UFsM4tXyajQI2Ajh/ol83is/tUVeiBXKRvc0/52UyJCXw4AoQ14Iy4a3Kev2pSxWAxRJudq1z/xZzcFsOxtt7WUnLy7ItxOioWYznZ39NMdFJkH01lU/dkhsebxru12+oqUoEdOjsU/n9S1NixpD6211pRZhbwoXhH9Gl92ul8q2/sVGqlUZyCvKLpRjsZej9X9FeerMno6FbnH/U2Yln6/T4hOZY5eucFezmh9avl9D8HrLNVYA0J9D4H6HGj0lz1rLS90ZWO6zsGxj3CWWKdMoNtnErcZ4NQPK51teakdZiUYT2SVEnp9ImS9dzENwb2DEq9xMjwHeAhMo1BrHbJq9i4qdy1n9fPmRTJf/lXPwrpVeifrbWV+qnVbk+IBtmIb70hR+G/rs3XWg35kABz7dN8gTdqlP971qdUfCpIPbOfalPpjWc/cR7uZWjj3ZGNOI6Z2Dqf8AAtQhYOqekyF+kU/mdU4yFe84qizxSYJWiZyEK77Au+IGHNcq77T68J4A+0NNJYS3hU+5o91pO8+x9iQR2/7rVLaQbfm3dH/0vd2OyaPjj+Ho8e4s8iTVYxat1UBrWViNXI1R3GiGf5uae2RjuS15M7JXiaeuRbdWQ+IyM2tpjLSn4Uk9mOxlI62mXY0vy9CzNo1/svFvVcytCKw3WESlRB/8gKFaCktAbeWr8qxl1aKKxBbvWtqD9gLL1SabQb0FLZjMeL297fgXOrPBTp8z8favsBZda8wflzT7Mhbx2cpBlpRIsoJdLbLthwb2tbhtP49+jrMzgSyC7veg3QsaItu+hkljWIM8j4ifAu9KnWAc/pQm4M+JsKMAyKOp0GtQ7tO0DptW98tjbO0WQMGLcgMKG8l8DovT86C7PKmVNLnEMXf4uopfw6TPYdcWG/9ujFGJkbYNfPSppVyIMcY9Aog8yz1uRqpfKwBT6g3vIoLqiZiBwYkDcScXyi8IVKZ6A6JEPICRCFikOlgRPqFHDbtkTYMVDP64LJC3tUzaht8X+7G/O9xKawZbbrrW4IGeH62WeUjpvXKjbesc2o0jDtcFfoSSz8VS1VhtQZOZEl3maaj7T3HFzs3CO/wAyRwBSSfxOdJZ0ghpXOof/9sbZJrl0V7cXd8nMzFA0xlzPZKmj5P83VZ5Ca47yiLOZ/26tjV2/TJIG4DxW4It4bwuU56d14x1eOe2y8PlWx5uONgpnoerhOtfReD9mbi3RfVvszQfzlipxVbsYRUE9VVkhqZugqRNrlcw1vW2yps1WuUu9bFZ0mLZ3HWQUQ+jfyPvcG9nubvQUqz6RGY85ZmKM0z1YcYA97Z/KEnzg/UGIjbLFV7dohPZjOBPVlXv/ANRtbGJmLQqf4jOX8yZLdXhGtTynO6cfH7dW+HtnR5krUbcujrIUiyqz6eUIEKzMawN8OJzDFQpgcwKj5QL0ch8/yRmHGtr9dcaqLLZ8h8adh7IewjGfA9z/noosdHCl7pEyjiw46F9ofY6RHucUol/U6PsTvAgAn++Hez284FMXgfPV2FgsQWe1CBNDyHqV/G35keyULNR7lyC58sJUdoedJZbLy3gqUVqSpDQEPv1EOurNlzdYpmU9kAuz++4D5I6gJUd6t6BfoNRqFoo+lFsNTZoTuI5izxg0F70nyBzgkXhnfHcaw+i0iftCacm9tRkabrj3Au2mk+sCOj3OJHtrCcTCt/De7KHkXOtNuK3oI8adCvFAI8eG6+GtkOsQB7XFV5mBwZVMsjyVhpNfYTRWAzHy6FjpVFgheGUoVawexH2f7JldbXEKcWK7hU8Z+rzH8hCNtwe7OOawBXI+0FpeF1XWdWufz/H3I/35+Lq2x/WZLAJRDamZCi+8DCfjVoFI9dbPVaJnvX70/4jEL7R7lrs8iQt0aDlw/I3FLIekpziz6ifBefO1jSzWV9FAIe74vBw7ixgpJWowjbEf6E99KUGJMs/OjMDMzXdF42kG8vHJh4UXSolvt5tPFcvRhSPcaeaWAO9EHF9AHVvXwz/NxhMVACbihSDsmsth6wJX+3h+Rr0d3jmywmUrvELVAcwD8KJr7vVasfDbBJN9y4EOHzk6zNHM9k57kxgUgy5eEpO5d48S1PH5Fa52Fr9Em06xl3p2VFjmhwVGDur4Z+PVEaJAU0IH+luYaZ9sOkDDa6kIHcvY3/+KWfLTGSmWJrDV8IHYdF3vn6Q02nzOIYp8xhmlD2QWgy2He0zwGWtMsAZ6HI2dk0fax1pwcaZtB8I+6KyPYWAy82fvYUGNptHG+6TNwuxkGvkAazAGyCh9z0Giqd6fmcYeygB57HWukKP55i5jH6bPfqJ1+OUdQopo6PXI92v7P8DcPZUw0Zs+Cv2NOh8X6mrKEthtbPCwiHu5yCmNHvmLAsu6JOh0+xRlZwEerKn9lulf4o9snoBodSn5nWdW72PK1Cdl3fCpPBKLWTbGdb3v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}
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}
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");
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}
.stl_10 {
	font-size: 1.33em;
	font-family: "WROBUV+AGaramondPro-Regular";
	color: #000000;
	line-height: 1.274185em;
}
.stl_11 {
	font-size: 0.58em;
	font-family: "WROBUV+AGaramondPro-Regular";
	color: #000000;
	line-height: 1.278305em;
}
.stl_12 {
	-ms-transform: matrix(1,0,0,1.020405,0,-0.8714103);
	-moz-transform: scale(1,1.020405);
	-webkit-transform: scale(1,1.020405);
	transform: scale(1,1.020405);
	-o-transform: scale(1,1.020405);
}
.stl_13 {
	font-size: 0.57em;
	font-family: "WROBUV+AGaramondPro-Regular";
	color: #000000;
	line-height: 1.273992em;
}
.stl_14 {
	-ms-transform: matrix(1,0,0,1.020408,0,-1.494696);
	-moz-transform: scale(1,1.020408);
	-webkit-transform: scale(1,1.020408);
	transform: scale(1,1.020408);
	-o-transform: scale(1,1.020408);
}
.stl_15 {
	font-size: 0.98em;
	font-family: "WROBUV+AGaramondPro-Regular";
	color: #000000;
	line-height: 1.271em;
}
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}
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}
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}
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}
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	-webkit-transform: scale(1,1.020405);
	transform: scale(1,1.020405);
	-o-transform: scale(1,1.020405);
}
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format("truetype");
}
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	font-size: 0.83em;
	font-family: "NPVEPL+AGaramondPro-BoldItalic";
	color: #000000;
	line-height: 1.199799em;
}
.stl_23 {
	letter-spacing: 0.1em;
}
.stl_24 {
	letter-spacing: -0.02em;
}
.stl_25 {
	font-size: 0.75em;
	font-family: "WROBUV+AGaramondPro-Regular";
	color: #000000;
	line-height: 1.271em;
}
.stl_26 {
	-ms-transform: matrix(1,0,0,1.25,0,-0.81344);
	-moz-transform: scale(1,1.25);
	-webkit-transform: scale(1,1.25);
	transform: scale(1,1.25);
	-o-transform: scale(1,1.25);
}
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format("truetype");
}
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	font-size: 0.53em;
	font-family: "UAGCAM+AGaramondPro-Regular";
	color: #000000;
	line-height: 1.278994em;
}
.stl_70 {
	width: 100%;
	clip: rect(9.410207em,42.55094em,45.41985em,6.068808em);
	position: absolute;
	pointer-events: none;
}
.stl_71 {
	letter-spacing: -0.03em;
}
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");
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format("truetype");
}
.stl_72 {
	font-size: 1.08em;
	font-family: "VJVDGH+AGaramondPro-Italic";
	color: #000000;
	line-height: 1.258873em;
}
.stl_73 {
	font-size: 0.92em;
	font-family: "LVSCPL+AGaramondPro-Bold";
	color: #000000;
	line-height: 1.209799em;
}
.stl_74 {
	font-size: 0.92em;
	font-family: "WROBUV+AGaramondPro-Regular";
	color: #000000;
	line-height: 1.280311em;
}
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	-o-transform: scale(1,1.010101);
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	font-family:"MBKHBQ+TimesNewRomanPSMT";
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");
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nGpZchcBxZnImIqbVmoUU0fM8j0fPlpFrdKDd/3+vRr6VkkG6i0K70859U+3BDuaKzgFW6v7EOS4FKKpHupj0R/1zSSHJr7sbyFRuEqQ5WhqhVEnPFDDtmqoQlOwCbIucPnlBskvZdfIgkAZT7FpOATOoOpPJlLJC5fqb9+pOIkyaJBuksB1pLUMGZTzhPU9JSIEtR/EkN0oDl0gFOYwGsIicr9m2fKGpbXvw+vQA+69iI/8MqWW7vXI2xodPAvBgVvYyp1PD2mLZuJ8yVHdTTcRIzUVJaSzxVgF9APQED0r6tIVa4wAkCUHpYbFNK9CI4IFjol1CASloylivePqcU9T4DNIliF85QCw9de2AJj7bHkJQZ7mwcu7x5ujBHaSokKjG3UNC9yXBab/DT0oj/SWGifYSlMcTiBg2ElcQz1gpJ2UUIarCe4w87dipp6jQJQVm96eSoupE5Hhd1O/NJ+KurWXTyehoYCHND2w6O4yCM0cx/G4FQDdO7HJrCCgVxwY8uUl69v/qqdZOYrTRnGUBwRmKFejdIWO4BW60FUrmUATYO+iXUk1iFLL6TLkgopHEohltSq5LgnvDBJLXK3oi9UCfouwYIDNIxiVGndRpErEzVsmi4cMEoDW4/qhxgIAKy44aWJK4GwoAFFsZbi7iOsRsDkZUOMmZHwbaOi2NlFBqKQ255LXpeNAj2kpk2Q2fFfR6jx1VGNLXVXbr36UZSFWLtzbDhJEkyhuvAPODSQsQNvPqHTydl25gImFaSC8I0SRBBK86lo2mzOip3hzusdo2KKU41eQVemJ20OoQeVAGGt8G1ZoujYUsqhJi0YoRxWhTPbhAnpg3hbbDbZrX1zw2PIEn7SZER7bsFjQanDoF/PY0qOFDUtAJc9aMuUgtg35V4hR1hE0tnmvds3QgPmZ0Y6yFm1bE4/+G5WThOXxxmBBYIgsFInSRTyq/T/adgJdAZSNOr1bzLGjW7boseeZEra8FI/79ggUMQqEAVpUaqwTWKILs2jGOjaps2NHR8W+6BhgNZC5QMVHAfim5FDbb+W3B0V+Jrpudct8DAEMsuljl1zcdgF5Tcv2DUntmnAVoazX3A7po4oSRWQ63uBjRSuLpoGISGNC5AqNaBT7mrIBn6dOA1vLBSNgNS7fD6iLb6urNMF9cQ413mY5eLQrPXgIeMl93IDbR3pN7xE8KEc69KpxVo1FwN39QJhNEhFEr86nqm94gQaLiuE2hkJsLIhwSg9mQA6+toCTQMBC9NvdYF021yibAjTA6BoVXuPcbhKEWDWAhbwfd62cYAKg7tDyZse5tqA8cJVSHSMwDAKVijpsPYNbW+mHRmFAvoZwQWGCCFfWoCjWgwTdJ47A2F7Xoywtj2UZcLw4hDFTBdOC2tio636wU7IHChbMY2IARIYdGDbtBEmgxSW9Ne4eCMMdUS8DGJL1SjJceMWeGWsfBnlaDISgDjFwk9veeWr8I3AwXF3orq5icGaRpM6sSs3OVCMt1VLyU6POCqAdWcidFDoIQozhISSw1xvukvxyJxlAN6ns8GETkAcwz7dJsXEgcyfbBVIx5NgvWn+FS7cLwmgpiKB7vN2W4pwSM7vZJSogLmNxSegplIUOWwVx5QekTBA0yRTGEwyKEFqSPBqatOSkYdQBGwGsRRFtJTFoO59Ak+Vhz8eUL03MY/nXs0OEqsKXawhmaPFYElzzNzgtuDdYMnseRyFPE7CIoJ2PRPQ57V41ckExQ47Gg7xWbCzvZYjMDQ47Mzx9AaFGQXfUHm1gE737YLGiHob0nRGALNBFhuNBip0JFI8Uz/tf5O0i9brWrw3Lz1Qx4NFslEiA5goGJF8iYPtkIDaJfMswpAzkrGmeVzaucxx6TJcLazDgxpgKNzSh17rVme+VK70sZvs/i/5Ix6hbJSMWncufDvmsclVy9IMmD8j/rop/iv+n2wcEZ/0Rc7nKVe3g156PEPEFayqJyHya7hFq2a9vChyukpjInn4cAbqoQW4AtbZ3t8pRlGeM7lkFL44B5mlKffhubFkx4P2djwnvZcZgzjmgAOmoeYzy7ak5SHoz8GM7RaVuNei3sTFTIpoMaWH2m26VVM74xPXQXXjlxCuBu5apJoITvRlWmj0GvqZP0gO9OQgYuBAF9TUBOotW15qK6KQSi+gSd5w2x7v6BChto5DdxKFQL8dXf0L0eaEvI05WCW8hsWKX6SadZpbIXT0MHgbsYQ8FjEtDaAz9ux2o4sMZNsd6p6U8yPqXmDxc4Xps0XVjh5l4O4yuqnbi/T1dtmgsa4mi1Y6LW7W8W6he1j3KpuMlDbDEjXG0NQKXU/jmxmGantoyoQlqFoSXSYVZnRMKOR9gLYcj9KVRMjlpiiGnZcG2wg2fQwCBsLXhV+cb9pm16tsIFLHA/gvrFgaqbWp8B90HplcyPjUm0muCi3hWiAoviCiMgzg7Fa1XphEPt2hBDuwDBzh4NxkylPzPD47Yns9pfe2nlCvgQQOQDWFJsPMxs6V9liqtTEZ39iaRCK7bEV90LcITX5UICoAs4EAQjebicggfzJOIx9VZ69DAGB8ei3Fc+o5DujN/6IgiAApQ3zy27JcMwFX3qTPb1ShlJegff5doXi1UVjkOQzOvD/CBjM049buE7YiUQQi8BpNY5HLeAEChKBR98k1IHmvO0u9J77od2MIyGfQUbzDPEnNGs0EskjJzV+ifU8k94QoBSdh1XmoJZJu/5SuhD2Ey7jV3cc0/su9oMfbzvFJehP+ejxJxeYMfSTfs8ku+WfRm57Smyslo+V5KWzAWsGGX2UCLLRtY1nsrVPMrSNAw/xw+QUYGtn3cdvpKEoYys7lzG7ZXwTSywTqwsF90PFWgTMNkpSi7I7zkBSUULyEeRHojl5rBpwS4+RGMkIEReJGJt832145PtrkkNqdpAO0q5HusQe1uMRptKeN0WtB7KXWtG347TohczWC2Ul2zzKsAaB7LLR/onfAty06Dc9BrpyttBZC+6aoaxTOpJLkpmaZmathVHGYovlUwDzQif38aAG7DmunVyCqlZRylEg0Hs8HkoKPwqAooFf5i+9ua+VkF3xKUqTor77vgFvWLx0XBbpfNGpMU2OSzHFX7eyW0O5SYDoT0hBlkFZ0EQ5roEMKumbh7SmgjmeKoYWeI1VgtzIk4i9k22hHEgdWQVDV3luXLa4dYjpWwLBYogx0v3GNAtWY7H1xMSo0PYqCGZGYQrMfRpEoXBcnAuYGZLTI0ry44N4pOVDtCO6nT7EMNt6NhSUEYmwKDHUv2eFO4VKTxTRhSK47KISnzGDLKhFpEbJ9YJ1f9QqQFU5QaAPyWvKLdSw5zGhAvaVoTJ8aIrZc3/+1CXaiDDQ1NYlH2QhE72Urhq3OFYXY8U7YpopbEw4EOsMIAQUkgdSpFw1klrgh08EbxUCvSiCiL2SxMrZUrJEv7j+11Aa2LecXJl+zUWXIFosFBFQbxg2YQlv4CurWAwwtJ9YAHKkEPYo/1U+7Q9sAUBh3p29hWHps4VewNbHrZUUx5Of3a2XAXIQz2Oez62Cp4jXNY17YKa6j+Me+ifJDHuy0S7thPKfLmJEZlWkpvpJCLBwWbkCBe8hK4IgOygHSF0YB2MFoLC7lrfwROAs3lkNXREjxhqUBsoCBQ2F2BGs60VfOHiBSTHRwM3olnFS1iZSgukkoSU8kakkO44A22HMihxFNNwRO6SDGvH6mE02Gih9qhzgHBKMHU55vU4eq1Dw4DYzOi6e+SkWTIJKBUbhVrgZBawf8omLQixICIbGuo5Rs2tTbi55dTgD1qD4oEFhTSr46Qyactu+WyqAmUJRt0hHoxGBs/tNZ/qknNE3256m5oqT+pW7Y2sH2KglcDt9KrWWns98+c01b2tIBEw6qJDojJ1tw7FmRtNngiMYcmUpygLSEHEpiuSFCfixQ6RitaCsvoxSOFVihL6cV0o6T09rvmIKXKJvVgXHuIng43RQpOZUzBmxXwsSp7FJxWqrzQSiTBERKhVH9X2BEvjtmBMKpn0dMSnGKioNXc05ek+kwxjmuC93EthaHHM90mzRXdhqJjkFTOedfaW3yvMExHORRz24RWYWAU87vylJF+zSR5LlnM3wqnk51eTxQE1sBlaJw3Si8qqAQcE3d0uA7450O3F8m/7K+OrIll5fTV3y+yT5GlC+wIGLoy7lSUn/68U9W7DL8/tpjOiP9W7WoRNuWsLGpjuD+qHWSBXwBiAMZcb3YJqDjkAHMGFCeSMpoeeZXpPyQbIquEVSOerRIS8us/UK94FVldaEWxLcLv15C5+LGKoqMlGBXJURX5Q1NSRUScgHH6ylrcYsN5otuiGtiGEHl0sCwsYKaandyEqfmwbpQPd4+pBxCIeNyYB5kUOcgkEywGE2oUkPAPIHnZbj40elhvBwbqDBbtmnoWxqd8+MoNoB/QCLzq1ywTbdETLY0LwYKPnEf8DFbP9KoXeXS9tIB2FRo5BDoo7OIUqcceuwchVXHgzteaYD8eR7HjWlW/yr6EHwTasccbAZHrsI/NyvBquk7SAw0XVCmIM0+cCkUca6wMeDLCdM7p6zA7Aw11g7ZfP7UNpxflXysnn3BVQfjUEdlTwKRNSSjeYUqisojSaAVEfNXFN+u6miMwVB4zFi3UdqCcUV/KdEG5oV7buhKY+Q4Tg0BhQHhQHEge+eUgB4e9XUMI+j12AXW8fbtZK6kipd3t5vwNrodAKaP/LkEJWcEA0zURRa1NH7Bf3XB03r9lTINk6J8SO11TbgeuL8N/igAhwD7kMyPycDxI671nBWkEEDuidHz9T3DKKBplARbkG33S3DdVJGF5iHTTZQN1ZAjNHLfAXNzCix23UhkS99t5fpBqHvTgZunoxkz8DBWbrxEQHIDK9O3QrMSqZ7OaBFeY6leL6lc02iv5PCYMsfyHMWiBR1thkVIVzQX7F4igwjkCxFtRi0c/Cbk2O34npFYaEn5ektGs2HZF14mZGK7edAusXBesmOPKFIaUMZFMxWCmQaUneUtwQFPUzoDBccnPDGDHaWEHQB2TcYCrMMElJcRwb8LfZSDHL5m7hkLtVVDX19C3rpQPSKhlQIVKQ07IqGVARX+QB6g9Oqn/nx6QpN6n/Ig1ACiwR77RqO6KI/vqMfF60Vgr+ZbWtknpQF/PPPDsg4OPlCAXixWa0PSOLItNfGhZlqYAmClgsI3e5cTLUITASXI6b6Hk4ZZpEDYLYuDWOJdlx0zY2RgtzgzL5QMpzeo0G8XFgS5TADZlcpftZR0WfKOSiAmVCmYLLA4UWIuVQThH8V5UjgiBJBSWmn8ykdJIKSuS0+6jgigj0QLI8jWxkuOqjYeUabSDFLsNRH3KRI/0ODSm8SjXzIyYzVqVcLUji6Esg42tGYm3cHdPAvxuDJPaJdo1bYeyYhx02+ioYTyBa6Kuou783aozwXv73URuouyUGQ1q2tlF9m7VJcG4ZvuNgwQzmtL0aIycv1aA3P4KQVscI2qDr46QDFAzQLJ55hthOWNnQ6O9k08vpakBZdurCqqEqs7Y3AhpsNtXrMJ4Y402aIGCjFHqY64mJUJNuT+kZjKwdFUMW8FqdN/zegZc5fpWAjwOUgMV5ApUtVDTB3ABMFd1AAAGswPkFAI0JUUgexCQYjlbGxAFCMI5iIHkislLnIkgpKYEo+DhqI2KxAgTgAS/ytB7hTPm5/KrWY2o+akVHAFcOiirB8KxTMJobmtgQoh6bRqizFaehuMVBts3RTo62VC8pPjT0E75TYxcA+sSDRDFjGwShUJTI5C0ljPnXMfpdgAZcZTDYzVHWqEXTmcB5I0eKq4WkXU68auf8LjO87vckcQ+WGcKfE/NQTLddSul6uMwwgU7zfQpnzRN7eq/EYotb0WoWnCzTsIhnWa/AIp52RtoZG6/VJgcS1RsdvqASwtq8Nw8AIHch+qhKpUiZjOkzIJo3QoLmBQwE7X8mOw0WZeO3iZ/LruK+WYmbRgdjbE3RU0oeO3r75QIkcBNrEX7LEB6I4vKYZoH0byKOCwANBC/YIeiF+cQiHFvE02c2kwVXEdBiz0zrGgREibLs0Sl5IH0Gh4WwFWPfj9JpESYZ8iohjME7aaomTAd+Bj8HbCQKyTECWFYS4goBSZzsLREoKSvYUfEhSAhU1oRGH2YJD7DRsPpoPVQCUTAcgBKILJ9ZNjRgAkCDfh3IVenylwB1AG5VpFOTRhGMZQUwSkjoGzWJBRokOoouCfFpNV62M/OAw6RK0OZIUqgKQXRPwQ1NyisFODAl4HUZ7nLbs/DEireE/seYeyAZYDlU307JfTE7iHMhPaqSaDmqTEiHKhZ+6mZlSzTj/HyGxzJxQJQnl1bRTlH3M6GHDpX8euHn5T74g0qZpyaO50oSF9ZVII/wCEwgj4sXPAaFfKwrcjiQ5lE3WNjYLAs3gZ2In2OIncFzLA9MR/4qrzbe+8enjVBtuzQT6No7B/9MNxWyrIJAWXBdrOiuCBhqSxAPrzvTJnNUyyIeGQog4MRClq70Paa8WugChh/Wa4aNZZF6t4lOHCOsA4kPxRENQkYJHDr6YWDndy6b+i7EC8/N6xBM7umYsB7zz0jJPso+mQf+g0uxYfbxNFw0avQCYk0rZHEbEJjZQYFQqLr3gQzWkOkwUKQsY8FUYCSp2wlrCWDeEDAuUWWT3u8m/X7KmEZVwlgSRTTPHMMwYiN8uooT1mQOeFffIU8iT3aaxLRDJQRPSQsysUJK5PKMrNWn4e3p2FUYgPDCE29DsF74gRyrKsIjSUymDmoCiOYGNE7FJjTw/xzAAD551E0Mi2T6Hk0pe0FZGKNyjy+vZHotwrAxWrlwPgiMW+DjhUjrba3QlMiTHseYQ2Rm3nMi11kovC80h1LrR+sFdB8LCeDCNfQXArIACibiMSxnl66eIcTZAlFfcAtP7DCFAosDJPBx5X/pi2iiJloa8vif7EnDIi84bww5wzfQSIXJ5ylEYb942zKZ8lUxJEpLnvCwfMsXblwYbOCdZwThvylM6CZeM7lkEuQSoXrCNn6HuQOdl15ofVyF8MCoYNmIZL+rAJLLQtQbxUSqxzBB4qR3/luwip5Uu5cByM5VxkKbixM7/6MrE9iSJdPadw6WgBhp/kUOrpgUSrVcGaHC1PJzDIzjNwwZBVpBznKVe+74S5iThI4CSNYMqWK4dqwCQhDdsrcuOAF7kUVpBU2RpNsTh/1pjIDrUcjHSfoLNI4uu0YenYTydqkbmhCzRz9GrFr3DpCEmtoebY7GekjiuGZYX/Oplugj5mYe5MBTDFFuaV2HHUuhZPQtJW46LOofTPbzICqOn9LrKevhpUEdEWX/AgoNbyYK1GogjYvB4YCGzouPuktKEQpsxEEWcxiUl8L9NNMiAJkaFiSFFd2S2AQkVfuBAAJKVm0p8I+MTC5OcLcxGSnPCSon1GpYrgxxKCxq2NIEi5/tBctLSE8FvJ4gMEQNF7ZREDncVcn2uzQcO6NDZ0ZyKRTrj3I/n0mKbVSsG3EscrXmQYJ91ZYgJRSNNCh9Dt2+gr8TOM5TMii9WGouFKbuV2lWK4GbFUvtTWYU4B34EeBv5ijaU/yNVtRb3rCHE6AJxLiBM8/7QeccjAP5u3J4iivuiNbo8l2q/F88qCeVFLE5hIkSd4PNE1jkct/BxoiGkcIKcnXQRdCbfaSaiE0MEShAYMzzHChZoR60Uxqn4DB00huEIHHrkR2xCyGyTl9lJpXpJPHJzaFRVIP1wfC+ADUyWTnUhyaCPUMj5jDynMvYsFZOM3NUGBPVYdI+Xw3dwTE1ywHbOkXyfjR/NQS3a550hfFutpRJ1byiDtM2TQLab61MlRG44zzE3dNCcZWEgguqVU1kNEIP1sC764GemLmfVyBg4D4k5vj48d30uDclPju8zJK+WwwwKpbdPhI30CPzg86uMCBtymGLYkBHxeLsYBShYh+kb4g0QOKUoohDa9EZe/ftvKgwbIyCcyEEYwfodoe7O368TYf04gm+oUQ8/4vDaG+lCKV4rLEQ07R6/xGVIvNwUR0YrSFBh+NVg74ljIKhP7KMj5JmwJTBJh1DGGrDDuH1ZLlMbz8wToVz1qM1Mea2+dS1+ViNmaZaKCmEUahkQcxyYhHq5bz/QdcS1PoMDhMaB44/UQMo5gYF3CAswWU32pBT0d2p2mFzZNEl/eLCBOpEddDAfNe6RG+17RvB9nWshf1B0TWgOJIVt19666DF3lMYnEBWa2CkeWIBcEtWuX92qTboTTetEEYycaOFu5bNLjqtE52LRxqzQUZPSiIJcXDU3NC3NBlhIJmHVvIOfMNupZmyLmQtlizd1Q+LqNaR4dURNiJnxvkIsD/aJ2ybfJxSqYPKf8tHU9YSNCK2GDGDQXvgUL4FE6UlCllANXq5NeflGmN8BfwVyiH7/jmPvDu+d5aRS7O1Iq4Oy0GdriSr4zd+E3hnuxfefJalSbYpC0j4dkj4RN6WENZPDMEv52ddIoyEFBPUkOgdirw2Tn5eWHWkwXboJZ2QLm57TSxslwRlkiLcX4ETvv2Depr6u54zac7oiDFDobCaCJpzTrGJsqZd6GpsZys8GHiSbmeLJZH9BBkgVld21wkM8Q4fHxAZg3C8Nwkk8zaAegxFGwkn0bNGGdXwzz/PfwtYZYi+Jx2UDWNZ6HfLV5s8wfFua4wC8/lvnloE8B5/qVhTghcuDyO/UUohhgVkgbE+lmQGDIDArA5HtLA5AOQ3s6CbcHxp+IuDA4SbeeSfWQRna7/xg300I5SQzw2lOsF7HaqZ8/79QxXJaAxp+hnsVWBgsSFtidga4NiFVgsZacbE5HftveVKHmRJQLy5H/iQDRrh9M55ebRHZn0gOOw7T0AKB8oyymqmdgTYycoxRJWNzeEZEibktQckAAUzY1l4NQPSxwIseMyNrC3DYMN+Oh4H5n0T+HecxlDijAvJ/GypllR7DZDjPIaHHJxVBJhtMpnhCJTxGvGj3SWFk5AOsBJq2di5znBi0Q/86w98YgMk2p5lIujQkGItwo8E9vlAFzpdAubvIHnrEBoLaYw7zAywCyicGBVfrYcAwqhe8e6742NVwF/wSgybj/Muo+GANHZ5iFjxrViMxiqRUIFgTX7vNYf8VJqw5R/csQZ15mB0IwZuBawYw5bT1UD+pAQdtbRV4W+eLBAaLxzaHj9lpaQBH9NYRfKGKlFv8FTpavzW8hkyOs7e/NZpHO22nvZkPWbDaAgQb4loWZJ6v5LQc+5zNgZ3dg5ak6boB8cods8hSpKeuwmvXZwiiggHDmfrus/tjKuoUkPzKOh6BRiLW/pboEGhNKZZqPP8LYb7lMfiekjaOYaKrS1DoMJoBq8ERnsK9HqFITCVqVeo0y0QFEN5IOdoLCamPdaychQY/g7jkF+lPV4xaHDfRDmXarpkqiu1XlSCSMDQ8BHGefsdIPBU9DIWTb5jVNeGUJ1hTie1J++yyCLqPBTfp73Vjudp5n7vTGCdihn79nxOOI6zpAzmo0KD6BpqJnLl3KApmnfivnUGhPf5dyZ0MxuQMwsxPO+QIedYcbtdbzJAIwO2whB+kWOhuC/vfA0txM8aIsRYSSixKjnyQXTmhVb1HpJo/XPDJ8Q+fC3hCpARFF+UQUUvAGkURfqAMDMd1hM75FhuVYyDibHwRkYYFP16MsNCBL0GirSb7RMFDbkX1ThpmsufrxyFVCJsvDNqIsTWarqwVSWJ8CHO0eejBELoJDEyvZ3ADKvFLgH5iWNhe0KT651KPJlFmJgdKed51N5NtxUJJnY7GF+xR8XngWdnfR4SyAYRTUOUKUCqNZ+WPUrxM6hECtMgJ6hWBs18RcCaDbVM2NOfQFR2vZunAxeP+ekkH0MFvrj1QVMIrZXfcQ8Cqa9bwOHkIJYNAMYMC3blaKlVxBVlU1CfhMWgEoAliMeU8ijcJDw09EGMz66Q8AmMenHhwcGYsVboZvn8B4EzI8nvxpF3sDrAa+c210Kk7OdBzHOU1hNKkDegpRWvVwecxXqqilRVEkJruWvLJ2Y/5qSQ0nQX/zOEsegM31JxNk4G5AY/Zgci/XiP3ABwriWxKdhqmOwi7ZD8zsCJxUxQEDd8EaXOWiMbFITDsjcN5nZiWCTBxJyLCEBIhg9tCxCICSxEmcLfcXPpm8Mx7tfhRRiIBV6uAjDILgZCUaKTIeM20V2HX0tadK4+spojxBMtlUCV7LMJdoQDVJJqD5OcDvjs8F/OkGWSJ0hlO4BZLaZj+RnyT2Wj8/XJ0KnML3vQ2+3zEQU5kOlMl2OAXGqw7o5C8Re1UwYJXdJFwcw53Them21I4mU1b6eKEixiTWUJzeb7QfNK0BBOUFg9C18a2ColQRkeyICx10cWRayVt/H4+6rbB4xOiaZxmAUEYZUJjKemZiw6ANVyhKW2ljV8w1TQWA0CsFU+OkFR9Y3hMoTbYVGqSW3fm0R0OmKKj3myqX8BWcWPut5WeB8ZwFcobfEKrAiyF693GqhrjI1yGALXPwK3GV2+mPTYqyew2CveH34tesA6KF0JAw4gY9qLkRUgW+mxPzbRqR79hhoARaHUDclWl3iH35bIHdPQp22KDw1gp50sp/Kvcw4XZuNVqgi9847Tq9HauR1TdPg6Hl0FWbIOy6Ga2TzF1x0z4WMsmFa9277FzVrsTzNGxmPM6LANZ/jbWq8kD5yeQu89EQz7eye2bfmLyGPhW0Gz37+lvgCLjQH0898sEetBXi4iNArh0mQ7otav82XLsBqgBfb0Ed245OZUbn9xqDadnKhKDoQQkagQBmoKcde0V8NGNfMyF3LD3wcc2ClRFxtawVjEQH7RtEBreVtAUsXh2FqsgCRTFPABNK+BhO/gVmbim7YoADs7BaTu7NIknYn+6x8KK5w7K3jxKjOSnbnHuY+T9z7Fbg810x1tb7UAqmnaksRMUkbg6WPQ4PSx6mCDuQwpW64755fbUbJDizhcRZonURBPARKkELIBMxR6qKcp2kj8ZXjvSNAacVIpodYlTYYR1cGmb7zGMV6jahqM/9ysrg84HDlPWLVINJfZBycByx0Qcnh8S1AcPHExyzcSkbVJFPL1EjdJnvQcC7zve96H3kDdIB4tGxETAcEZT4wUx4umIbsWCCaBENH0OjBfkpB43+VeHD+zMFeVffEDYFM7N/s4Dk/8AO5LkeI25PTxaMI6EUa/e4CnhfBWAH8Lh6QcXEY0SExFTbtDESu+fVOAmGapwqlDEIkHi1bDgDiRDL+FjUyiKBpSAd5Uy0W7MvB2I4wr0Z8EygxbbAszlrLfLUsDB8pHdHiktd9fW3oQxN0PvCFvNbo3dlwMejc7IZbkyJ5NI1fpaYOAKwzggBs1h5MfZbYEU7odoICv7qxRQ7iJo7s9DmWIP3BThDBfQEM84WQIGg8hHCnO55Lws7wrKDcrVzBMi2KfRDF4a8FLrtqXcbaRWESKUl1jAEM3n8ECXEIKXPM2Gq8zOQCgj5NxwULD5uCCpxH/UAZhiKVcKPBTYEKdyttd0CB7WUnT13A/2rqQkmvbDFchCucCFNdVH4rMLQZNQZWQ4UnApjxW4zkK+r1M3Nq5alVCG9nDInUNTikftSbKyDXgabebI2XPw+8yb2wY7LgDxZAOqGh5pumIL73ZfCPcQfOA+y7ZF7RJS34iq5G7j1DurDE5bNxMRpA4E5vFh4EHxVWMkofV0XGw0IMvBSEEAuFgQCQqJBIRjr+LdIg8GxxvvbF/ASwndpxCgMw9F4Mg590ICLP5AB6a2Ut9tJwM6zGdFoorhj9CNpvgyXCbJ2PIINYtIhzIYDseyfyzabaRX+qsC3luby8ScsxNull0EWRDUuIHDrR0jyaBG46tOI6U1495FduQeNjiiCMBMxBpDjFxDdX6i/4lw6S9JZFD2OOwcEgHBjXLBGWCXUOGpIs4mb7ZM4QOVOQcmiREmU+8XwuHot/KFA473oSbLL6hd7Le2BrMr13TdAIjsHlN6WtslBTbTAkSrB1PF2XDisE9XGZnRaelgYYdNqRpfdTss0YgqiN6jX5nZB4ZQmfECSFGAKrENBNoeM+Wso9Nopct4R4GGiHvYWf6gCCiSj5hGsN9xJoug+UhYuAdWCfwRP8sgMJ4qJUcV6C4StbGUxnvaKxZ4Kg/KhoFGwJgPw56LBFRSZCNjqZI/S0/e+6B2vK+z1xEL2JH0LaZ+aJBIfMh65PWQOu8OgddVtS3J7hPFC7HuIgNhyxz3nEowOYI/EvStCBH/zaZ9ZiZYwD5Q2+FwovjaxUH5REeBUUVBplfhnWwA750ZGxA+gWgfDj382ZdLOrufFh5VgVFYqY5uabVtyP8L7CGGj2UtVGGRFMRoRjBppt4aAIFkdsYah8dQ5mJTbuh3LGbdByvUOJSQR5uEAXF3O8K2obwgZdgfYERJM+C84AoZF+fbSqACxwnRC/IHyTVfPfhz8SAEBXLewQEBYV0eseqpVUXm3xe8EzkERRP8nShrGn1MyUwbrOP/BmVSiJJ/4PsHlQ61zucjYvntHIecdQBXvTvg7vpQeaudC4nIeTFBRG4fwG20giwWTXMvppN5ZUHuNxyvS+2uVD093IRnnS8qB6X8qqwQemREmQGFuWSMWU7W48s5/SLEPIKDZWnW6wHMXwxbbeOejT5s5KCUVDDoAB2Nfj4Ka2uAckG72Ka5NT5OnmiNcFwizgAn6Jrej53gdghs54KMtUGagTWauCKAN9FkRMexM0q0O3MxJnLwNccQb+tX11Y7pFQcAgka8LOEHmz6Yvxbn/cWkx0A+RIPQD5hw1x1gQ8EM/a9kixg6EeWjaM3egMsPaMPMqbxZFS0iWNo5vCIwGpJr+xrwPUGgCTAoxYbI2kHQyC6FvsTU60labeTYLmRgFqjfTaxfq5FaMTp7wdON2wMkCgjJfLnGJ9FlN8ZD0denwQ3EdEPWGYoUDMF65pExGtR9BAwbhMGsg7SQiyp6+ERaxwVt8wTvQ6qI5JSvn5J49zGW0RfFgXUSO0ReWgEFgdzY4FaDopCk8N1AnTE7bkBRVo8MULDIUhcE62543NunfBZK0gvWpNk5uptzVgAnpzCuKhLcEWD+CtU5gWEpQvES6URWbaU6zD/k+Qdifgh7ZjAx/bkiAcGnCtQU15e6G/aYAOgVAFVxbhOpAck95YyBsVtapnTrk4D2mzyKc6bn0wzhPMReaUyI7EiiPTOsqCiwTiQ4qIF+YsDjIZxahciYIoNyjvXirRcuHjb5fkI8kVCPNQYQwDWYGAkFZ9A+xLEnOEYrupdmWrHXDQQGRO9a+vMJoy0wNTsfmQMaJ7B1dlOgaVV5bz96oG8TAZ+LPK2vLTOWOqNdN3a6HhS8n8rc/gdqXw5lT8YIGUoXZ2dvytf/DfgIoaUBizg13QCUZTW4olsBV4IheAJwWVDFsqeijifo8KkMERoVtPGsFRooODFkVYOqirK2lSmCWHu2MU6kNRghrs0+Gyhe9RCd5QPTSU9xlquIEDUH1wpPARhMB3gYj9E8RQY+nwmfBuYLYz6m7P2kd6JFgEYHvEENA8oKh80aC1k/OugE/iNNvT64rX6DJ1Z4fVcL0K6qdwWfvNDdM63up5SrKht64OUNkyG0IxsKZBEJnBjfB6jX1k+BDX1pkMy36Kuw9yndcCBwmGeKSxw2XqCms4uzCSZm5uY27n9nJmLjWpMc2UfR6LHmTfAZQ4oqwGUFAiAaXbgZZwhYTh0Z7HAah/RfluakZt2B+n9MxQqSO3KCZ1viajcSu76wiZLnpLOGg67QplWhzoFRjzcGP3LsafXNqyuC3BUT5yirlT6w0upwd5tFkt0ZB2i3u20SU2uujE6kqbEdLwCgGkRZUGUy3al0hlNk6OnAMwSBsyOczigshCsZ5+EcAWB1KBkAPG2Cxk4mPKhCicSNGwiNiFvAibkT4YB0FwIXpcEuQ0fgswRy3gpIRIPSpEVLBylm+yHBHtzx1w2P4UKL0MlAvB0Z/zB3ls3z+8XjOayw8t27kCFsmzQGZscDV5hQDUOAnQOX0YFnWKkC9yI840XO0q6MMXZGJxQpNzZjQA0B5BUhWgnuCN0/pQ08n94Oz4lIEaGKbE2J8saP4QEfIIRualNCwZoMYHuIXkygcV1uHP03XtUEOZt68pCN0zWGkhEciyCXQgLIWHPLsKlU4hzc6FJ2kK4xT8JJliDtm5x1C7JN7l2KJ3NEtRWePBLyafnXhbcuiEe0dt1afMAa/gYZV+dXpp0I/coveoFlCa2t0KoccjIsMBkkO/47pkD/BUjMUHRcfXxvqbdVbdzBngItzTKjKMOPgh10d2kw5Pqb8iCFekwdsiJJtbmnUAalRfPLwGm/b5HW/EfRo0HoVG7gh39FoO8KdDujk4ZYrUGEpgIEAo4ITCvOPhRAVNipeni7Q5daFY9U2pNZZVqbTmtiGUCGPovQmNg46tDS/rEgMo1RgBTSyzYaw/a3KNHQLWC3WGg+pa9692HgkJIhBa0sIt2R82Il42EQQ1oWeHdt+1r6/fhNxMV207YkzgMPOGgBpw0M6044qMu0?#iefix") 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					<div class="stl_01" style="top: 6.3681em; left:12.7251em;"><span class="stl_07 stl_08" style="word-spacing:0.06em;">Marcos más usados para implementar buenas &nbsp;</span></div>
					<div class="stl_01" style="top: 8.2015em; left:15.3484em;"><span class="stl_07 stl_08" style="word-spacing:0.05em;">prácticas de gobierno de tecnologías de la &nbsp;</span></div>
					<div class="stl_01" style="top: 10.0348em; left:13.0234em;"><span class="stl_07 stl_08" style="word-spacing:0.04em;">información en las Pymes: Una revisión de la &nbsp;</span></div>
					<div class="stl_01" style="top: 11.8681em; left:37.1284em;"><span class="stl_07 stl_09">literatur<span class="stl_08">a &nbsp;</span></span></div>
					<div class="stl_01" style="top: 13.9256em; left:7.1052em;"><span class="stl_10 stl_08" style="word-spacing:0.08em;">Most commonly used frameworks for implementing good information &nbsp;</span></div>
					<div class="stl_01" style="top: 15.4256em; left:11.8212em;"><span class="stl_10 stl_08" style="word-spacing:0.07em;">technology governance practices in Pymes: A literature review &nbsp;</span></div>
					<div class="stl_01" style="top: 17.4683em; left:29.4957em;"><span class="stl_11 stl_08" style="word-spacing:0.57em;">| Revisado:</span><span class="stl_11 stl_08" style="word-spacing:0.29em;">&nbsp;abril</span><span class="stl_11 stl_08" style="word-spacing:0.02em;">&nbsp;ꢓ8 de ꢓ0ꢓ3</span><span class="stl_11 stl_08" style="word-spacing:0.29em;">&nbsp;| Aceptado: mayo</span><span class="stl_11 stl_08" style="word-spacing:0.02em;">&nbsp;1ꢓ de</span><span class="stl_11 stl_08" style="word-spacing:0.03em;">&nbsp;ꢓ0ꢓ3 &nbsp;</span></div>
					<div class="stl_01" style="top: 17.4683em; left:21.815em;"><span class="stl_11 stl_08" style="word-spacing:0.05em;">Recibido: diciembre 03 de ꢓ0ꢓꢓ &nbsp;</span></div>
					<div class="stl_01 stl_12" style="top: 19.3961em; left:23.8145em;"><span class="stl_13">ꢋ</span></div>
					<div class="stl_01 stl_14" style="top: 19.3514em; left:11.0346em;"><span class="stl_15 stl_08" style="word-spacing:0.09em;">Lꢀꢁꢂꢃꢂ Mꢃꢄꢅꢆꢄꢃ Iꢇꢃꢈꢈꢃꢉꢆꢊꢈꢈꢀ &nbsp;</span></div>
					<div class="stl_01" style="top: 19.3871em; left:25.2756em;"><span class="stl_16 stl_17">r</span><span class="stl_18 stl_19">esumen &nbsp;</span></div>
					<div class="stl_01" style="top: 20.2888em; left:25.2756em;"><span class="stl_20 stl_08" style="word-spacing:0.38em;">El objetivo general de este artículo de investigación &nbsp;</span></div>
					<div class="stl_01" style="top: 21.2055em; left:25.2756em;"><span class="stl_20 stl_08" style="word-spacing:0.3em;">se centra en identiﬁcar los marcos más usados en la &nbsp;</span></div>
					<div class="stl_01" style="top: 22.1221em; left:25.2756em;"><span class="stl_20 stl_08" style="word-spacing:0.39em;">implementación de buenas prácticas de gobierno de &nbsp;</span></div>
					<div class="stl_01" style="top: 23.0388em; left:25.2756em;"><span class="stl_20 stl_08" style="word-spacing:0.22em;">tecnología de la información (GTI) en las pequeñas y &nbsp;</span></div>
					<div class="stl_01" style="top: 23.9555em; left:25.2756em;"><span class="stl_20 stl_09" style="word-spacing:-0.08em;">medianas empresas partiendo del análisis de publ<span class="stl_08">icaciones &nbsp;</span></span></div>
					<div class="stl_01" style="top: 24.8721em; left:25.2756em;"><span class="stl_20 stl_08" style="word-spacing:0.21em;">en las bases de datos de las revistas académicas de los &nbsp;</span></div>
					<div class="stl_01" style="top: 25.7888em; left:25.2756em;"><span class="stl_20 stl_08" style="word-spacing:0.41em;">últimos seis años. Para desarrollar esta investigación &nbsp;</span></div>
					<div class="stl_01" style="top: 26.7055em; left:25.2756em;"><span class="stl_20 stl_08" style="word-spacing:0.16em;">se realizó una revisión sistemática en las bases de datos &nbsp;</span></div>
					<div class="stl_01" style="top: 27.6221em; left:25.2756em;"><span class="stl_20 stl_08" style="word-spacing:-0.01em;">GOOGLE ACADEMICO, SCOPUS Y SCIELO. Luego &nbsp;</span></div>
					<div class="stl_01" style="top: 28.5388em; left:25.2756em;"><span class="stl_20 stl_08" style="word-spacing:0.05em;">se procedió con la aplicación de los criterios de exclusión &nbsp;</span></div>
					<div class="stl_01" style="top: 29.4555em; left:25.2756em;"><span class="stl_20 stl_08" style="word-spacing:0.05em;">e inclusión el cual resultó con un total de 17 artículos en &nbsp;</span></div>
					<div class="stl_01" style="top: 30.3721em; left:25.2756em;"><span class="stl_20 stl_08" style="word-spacing:0.12em;">los cuales se detallan los principales marcos de gobierno &nbsp;</span></div>
					<div class="stl_01" style="top: 31.2888em; left:25.2756em;"><span class="stl_20 stl_09" style="word-spacing:0.01em;">de TI aplicados en las PYMES, los cuales sirven pa<span class="stl_08">ra dar &nbsp;</span></span></div>
					<div class="stl_01" style="top: 32.2055em; left:25.2756em;"><span class="stl_20 stl_08" style="word-spacing:0.13em;">respuesta a las preguntas de investigación planteadas. El &nbsp;</span></div>
					<div class="stl_01" style="top: 33.1221em; left:25.2756em;"><span class="stl_20 stl_09" style="word-spacing:-0.03em;">marco que más se usa en el gobierno de TI de <span class="stl_08">las PYMES &nbsp;</span></span></div>
					<div class="stl_01" style="top: 34.0388em; left:25.2756em;"><span class="stl_20 stl_08" style="word-spacing:0.1em;">es COBIT ya que este es más ﬂexible y se logra adaptar &nbsp;</span></div>
					<div class="stl_01" style="top: 34.9555em; left:25.2756em;"><span class="stl_20 stl_08" style="word-spacing:0.06em;">para una implementación óptima en las empresas. &nbsp;</span></div>
					<div class="stl_01 stl_12" style="top: 20.5628em; left:23.8145em;"><span class="stl_13">2</span></div>
					<div class="stl_01 stl_21" style="top: 21.7294em; left:23.8145em;"><span class="stl_13">ꢒ</span></div>
					<div class="stl_01 stl_14" style="top: 20.5181em; left:7.386em;"><span class="stl_15 stl_08" style="word-spacing:0.07em;">Lꢀꢃꢂꢌꢈꢁ Nꢃꢅꢆꢀꢍ Vꢊꢍꢍꢃꢈꢈꢁꢀꢍ Rꢁꢌꢈꢊꢉꢆꢀꢎ &nbsp;</span></div>
					<div class="stl_01 stl_14" style="top: 21.6847em; left:7.1587em;"><span class="stl_15 stl_08" style="word-spacing:0.06em;">Aꢍꢏꢀꢈꢐꢁ Cꢃꢈꢍꢁꢑ Mꢀꢂꢌꢁꢎꢃ ꢌꢀ ꢍꢁꢑ Sꢃꢂꢐꢁꢑ &nbsp;</span></div>
					<div class="stl_01" style="top: 36.8721em; left:25.2756em;"><span class="stl_22 stl_08" style="word-spacing:0.42em;">Palabras clave:</span><span class="stl_22 stl_08" style="word-spacing:0.35em;">&nbsp;</span><span class="stl_20 stl_09" style="word-spacing:0.35em;">mane<span class="stl_08">jo</span></span><span class="stl_20 stl_08" style="word-spacing:0.09em;">&nbsp;de datos, marcos, gobierno</span><span class="stl_20 stl_08" style="word-spacing:0.07em;">&nbsp;de &nbsp;</span></div>
					<div class="stl_01" style="top: 37.7888em; left:25.2756em;"><span class="stl_20 stl_08" style="word-spacing:0.08em;">tecnología de la información &nbsp;</span></div>
					<div class="stl_01" style="top: 39.8038em; left:25.2756em;"><span class="stl_16 stl_17">a</span><span class="stl_18 stl_19">bsTrac<span class="stl_23">T &nbsp;</span></span></div>
					<div class="stl_01" style="top: 40.7055em; left:25.2756em;"><span class="stl_20"></span></div>
					<div class="stl_01" style="top: 40.7055em; left:26.1631em;"><span class="stl_20 stl_08" style="word-spacing:0.05em;">e general objective of this research article is to identify &nbsp;</span></div>
					<div class="stl_01" style="top: 41.6222em; left:25.2756em;"><span class="stl_20 stl_09" style="word-spacing:-0.05em;">the most used frameworks in the implementation<span class="stl_08">&nbsp;of good &nbsp;</span></span></div>
					<div class="stl_01" style="top: 42.5388em; left:25.2756em;"><span class="stl_20 stl_08" style="word-spacing:0.25em;">information technology governance (GTI) practices in &nbsp;</span></div>
					<div class="stl_01" style="top: 43.4555em; left:25.2756em;"><span class="stl_20 stl_08" style="word-spacing:0.29em;">small and medium-sized companies starting from the &nbsp;</span></div>
					<div class="stl_01" style="top: 44.3722em; left:25.2756em;"><span class="stl_20" style="word-spacing:0.24em;">analysis of publications in the databases of academic &nbsp;</span></div>
					<div class="stl_01" style="top: 45.2888em; left:25.2756em;z-index:1352; "><span class="stl_20 stl_08" style="word-spacing:0.19em;">journals of the last six years.</span><span class="stl_20 stl_08" style="word-spacing:0.13em;">&nbsp;To</span><span class="stl_20 stl_08" style="word-spacing:0.19em;">&nbsp;develop this</span><span class="stl_20 stl_08" style="word-spacing:0.2em;">&nbsp;research, &nbsp;</span></div>
					<div class="stl_01" style="top: 46.2055em; left:25.2756em;"><span class="stl_20 stl_08" style="word-spacing:0.23em;">a systematic review was carried out in the GOOGLE &nbsp;</span></div>
					<div class="stl_01" style="top: 47.1222em; left:25.2756em;"><span class="stl_20 stl_08" style="word-spacing:0.4em;">ACADEMICO, SCOPUS AND SCIELO databases. &nbsp;</span></div>
					<div class="stl_01" style="top: 48.0388em; left:25.2756em;"><span class="stl_20 stl_08" style="word-spacing:0.06em;">en we proceeded with the application of the exclusion &nbsp;</span></div>
					<div class="stl_01" style="top: 48.9555em; left:25.2756em;"><span class="stl_20 stl_08" style="word-spacing:0.26em;">and inclusion criteria which resulted in a total of 13 &nbsp;</span></div>
					<div class="stl_01" style="top: 49.8722em; left:25.2756em;"><span class="stl_20 stl_08" style="word-spacing:0.24em;">articles in which the main IT governance frameworks &nbsp;</span></div>
					<div class="stl_01" style="top: 50.7888em; left:25.2756em;"><span class="stl_20 stl_08" style="word-spacing:0.28em;">applied in SMEs are detailed, which serve to answer &nbsp;</span></div>
					<div class="stl_01" style="top: 51.7055em; left:25.2756em;"><span class="stl_20 stl_08" style="word-spacing:0.26em;">the research questions. Raised. e framework that is &nbsp;</span></div>
					<div class="stl_01" style="top: 52.6222em; left:25.2756em;"><span class="stl_20 stl_08" style="word-spacing:0.25em;">most used in the IT governance of SMEs is COBIT &nbsp;</span></div>
					<div class="stl_01" style="top: 53.5388em; left:25.2756em;"><span class="stl_20 stl_08" style="word-spacing:0.12em;">since it is more ﬂexible and can be adapted for optimal &nbsp;</span></div>
					<div class="stl_01" style="top: 54.4555em; left:25.2756em;"><span class="stl_20 stl_09" style="word-spacing:0em;">implementation in compan<span class="stl_08">ies. &nbsp;</span></span></div>
					<div class="stl_01" style="top: 50.4872em; left:7.0866em;"><span class="stl_20">1</span></div>
					<div class="stl_01" style="top: 50.4872em; left:8.0316em;"><span class="stl_20 stl_08" style="word-spacing:0.33em;">Escuela de Ingeniería de Sistemas, Universidad &nbsp;</span></div>
					<div class="stl_01" style="top: 51.3205em; left:8.0316em;z-index:2010; "><span class="stl_20 stl_24" style="word-spacing:0.06em;">Nacional de Trujillo, Trujillo, Perú &nbsp;</span></div>
					<div class="stl_01" style="top: 52.1538em; left:7.0866em;z-index:2018; "><span class="stl_20 stl_08" style="word-spacing:0.44em;">ꢓ Escuela</span><span class="stl_20 stl_08" style="word-spacing:0.31em;">&nbsp;de Ingeniería de Sistemas,</span><span class="stl_20 stl_08" style="word-spacing:0.34em;">&nbsp;Universidad &nbsp;</span></div>
					<div class="stl_01" style="top: 52.9872em; left:8.0316em;z-index:2084; "><span class="stl_20 stl_24" style="word-spacing:0.06em;">Nacional de Trujillo, Trujillo, Perú &nbsp;</span></div>
					<div class="stl_01" style="top: 53.8205em; left:7.0866em;"><span class="stl_20">3</span></div>
					<div class="stl_01" style="top: 53.8205em; left:8.0316em;"><span class="stl_20 stl_08" style="word-spacing:0.33em;">Escuela de Ingeniería de Sistemas, Universidad &nbsp;</span></div>
					<div class="stl_01" style="top: 54.6538em; left:8.0316em;z-index:2158; "><span class="stl_20 stl_24" style="word-spacing:0.06em;">Nacional de Trujillo, Trujillo, Perú &nbsp;</span></div>
					<div class="stl_01" style="top: 56.3205em; left:8.0316em;"><span class="stl_20 stl_08" style="word-spacing:0.09em;">Autor de correspondencia: &nbsp;</span></div>
					<div class="stl_01" style="top: 57.1538em; left:8.0316em;z-index:2203; "><span class="stl_20 stl_09">lmachuca@unitru.edu.<span class="stl_08">pe &nbsp;</span></span></div>
					<div class="stl_01" style="top: 56.4555em; left:25.2756em;"><span class="stl_22 stl_08" style="word-spacing:0.55em;">Keywords: </span><span class="stl_20 stl_08" style="word-spacing:0.57em;">data handling, frameworks, Information &nbsp;</span></div>
					<div class="stl_01" style="top: 57.3722em; left:25.2756em;"><span class="stl_20 stl_09" style="word-spacing:0em;">technology gover<span class="stl_08">nance &nbsp;</span></span></div>
					<div class="stl_01" style="top: 59.0141em; left:7.0866em;"><span class="stl_25">©</span></div>
					<div class="stl_01" style="top: 59.0141em; left:7.8734em;"><span class="stl_25 stl_08" style="word-spacing:0.07em;">Los autores. Este artículo es publicado por la Revista Campus de la Facultad de Ingeniería y Arquitectura de la Universidad &nbsp;</span></div>
					<div class="stl_01" style="top: 59.8061em; left:7.0866em;"><span class="stl_25 stl_08" style="word-spacing:0.03em;">de San Martín de Porres. Este artículo se distribuye en los términos de la Licencia Creative Commons Atribución No-comercial &nbsp;</span></div>
					<div class="stl_01" style="top: 60.5981em; left:7.0866em;"><span class="stl_25">–</span></div>
					<div class="stl_01" style="top: 60.5981em; left:7.8389em;"><span class="stl_25 stl_09" style="word-spacing:0.25em;">Compartir-Igual ꢘ.0 Internacional (https://creativecommons.org/licenses/ CC-BY), que permite el uso no comercia<span class="stl_08">l, &nbsp;</span></span></div>
					<div class="stl_01" style="top: 61.3901em; left:7.0866em;"><span class="stl_25 stl_08" style="word-spacing:0.21em;">distribución y reproducción en cualquier medio siempre que la obra original sea debidamente citada. Para uso comercial &nbsp;</span></div>
					<div class="stl_01" style="top: 62.1821em; left:7.0866em;"><span class="stl_25 stl_09" style="word-spacing:0em;">contactar a: revistacampus@usmp.p<span class="stl_08">e. &nbsp;</span></span></div>
					<div class="stl_01" style="top: 63.6635em; left:7.0866em;"><span class="stl_20 stl_09">https://doi.org/10.ꢓꢘꢓ65/campus.ꢓ0ꢓ3.vꢓ<span class="stl_08">8n35.0ꢓ &nbsp;</span></span></div>
					<div class="stl_01 stl_26" style="top: 65.9674em; left:7.0866em;"><span class="stl_27">|</span></div>
					<div class="stl_01 stl_26" style="top: 65.9674em; left:7.3367em;"><span class="stl_27 stl_24" style="word-spacing:0.05em;">ISSN (impreso): 181ꢀ-6ꢁ49 | ISSN (en línea): ꢀꢂꢀꢃ-18ꢀꢁ | &nbsp;</span></div>
					<div class="stl_01 stl_26" style="top: 65.9674em; left:27.8728em;z-index:3036; "><span class="stl_28 stl_24" style="word-spacing:0.25em;">| </span><span class="stl_28 stl_08" style="visibility:hidden; word-spacing:0.24em;">Cꢃ</span><span class="stl_28" style="visibility:hidden; word-spacing:-0.32em;">&nbsp;</span><span class="stl_28 stl_29">|</span><span class="stl_28 stl_29" style="visibility:hidden;">ꢔ</span><span class="stl_28" style="word-spacing:-0.1em;">&nbsp;</span><span class="stl_28 stl_30">C</span><span class="stl_28 stl_30" style="visibility:hidden;">ꢇ</span><span class="stl_28" style="visibility:hidden; word-spacing:0.42em;">&nbsp;</span><span class="stl_28 stl_31" style="visibility:hidden;">ꢆ</span><span class="stl_28 stl_31">ꢃ</span><span class="stl_28" style="visibility:hidden; word-spacing:-0.08em;">&nbsp;</span><span class="stl_28 stl_32" style="visibility:hidden;">ꢑ</span><span class="stl_28 stl_32">ꢔ</span><span class="stl_28" style="word-spacing:-0.03em;">&nbsp;</span><span class="stl_28 stl_33">ꢇ</span><span class="stl_28 stl_33" style="visibility:hidden;">|</span><span class="stl_28" style="word-spacing:0.32em;">&nbsp;</span><span class="stl_28">ꢆ</span><span class="stl_28" style="word-spacing:-0.51em;">&nbsp;</span><span class="stl_28 stl_34" style="visibility:hidden;">V</span><span class="stl_28 stl_34">ꢑ</span><span class="stl_28" style="visibility:hidden; word-spacing:0.11em;">&nbsp;</span><span class="stl_28 stl_35" style="visibility:hidden; word-spacing:0.17em;">. </span><span class="stl_28 stl_36" style="word-spacing:0.16em;">|</span><span class="stl_28 stl_36" style="visibility:hidden; word-spacing:0.16em;">X</span><span class="stl_28" style="visibility:hidden; word-spacing:-0.38em;">&nbsp;</span><span class="stl_28 stl_37">V</span><span class="stl_28 stl_37" style="visibility:hidden;">X</span><span class="stl_28" style="word-spacing:0.09em;">&nbsp;</span><span class="stl_28" style="word-spacing:-0.06em;">. </span><span class="stl_28" style="visibility:hidden; word-spacing:-0.06em;">I</span><span class="stl_28" style="visibility:hidden; word-spacing:-0.32em;">&nbsp;</span><span class="stl_28 stl_38">X</span><span class="stl_28 stl_38" style="visibility:hidden;">V</span><span class="stl_27 stl_38" style="visibility:hidden;">|</span><span class="stl_28" style="word-spacing:0.2em;">&nbsp;</span><span class="stl_28 stl_39">X</span><span class="stl_27 stl_39" style="visibility:hidden;">C</span><span class="stl_28 stl_39" style="visibility:hidden;">|</span><span class="stl_27" style="visibility:hidden; word-spacing:0.59em;">&nbsp;</span><span class="stl_27 stl_40" style="visibility:hidden;">a</span><span class="stl_28 stl_40">V</span><span class="stl_28 stl_40" style="visibility:hidden;">N</span><span class="stl_27 stl_40" style="visibility:hidden;">m</span><span class="stl_28 stl_40">I</span><span class="stl_28" style="visibility:hidden; word-spacing:0.15em;">&nbsp;</span><span class="stl_28 stl_41" style="visibility:hidden;">.</span><span class="stl_28 stl_41">I</span><span class="stl_27 stl_41" style="visibility:hidden;">p</span><span class="stl_28 stl_41">I</span><span class="stl_28 stl_41" style="visibility:hidden;">ꢓ</span><span class="stl_27 stl_41" style="visibility:hidden;">u</span><span class="stl_28" style="word-spacing:-0.07em;">&nbsp;</span><span class="stl_28 stl_42">|</span><span class="stl_28 stl_43" style="visibility:hidden;">8</span><span class="stl_27 stl_43" style="visibility:hidden;">s</span><span class="stl_28" style="word-spacing:0.23em;">&nbsp;</span><span class="stl_28 stl_44">N</span><span class="stl_27 stl_44" style="visibility:hidden;">|</span><span class="stl_28" style="visibility:hidden; word-spacing:0.42em;">&nbsp;</span><span class="stl_28" style="visibility:hidden;">|</span><span class="stl_28" style="word-spacing:-0.26em;">&nbsp;</span><span class="stl_27 stl_45" style="visibility:hidden;">V</span><span class="stl_28 stl_46">.</span><span class="stl_28" style="visibility:hidden; word-spacing:0.2em;">&nbsp;</span><span class="stl_28 stl_47" style="visibility:hidden;">P</span><span class="stl_27 stl_47" style="visibility:hidden;">.</span><span class="stl_28" style="word-spacing:0.14em;">&nbsp;</span><span class="stl_28">3</span><span class="stl_27" style="visibility:hidden; word-spacing:-0.45em;">&nbsp;</span><span class="stl_28 stl_46" style="visibility:hidden;">P</span><span class="stl_27 stl_46" style="visibility:hidden;">X</span><span class="stl_28 stl_46">5</span><span class="stl_28 stl_46" style="visibility:hidden;">.</span><span class="stl_27" style="visibility:hidden; word-spacing:0.12em;">&nbsp;</span><span class="stl_27 stl_47" style="visibility:hidden;">X</span><span class="stl_28 stl_47" style="visibility:hidden;">2ꢋ</span><span class="stl_28" style="word-spacing:0.09em;">&nbsp;</span><span class="stl_28 stl_48">|</span><span class="stl_27 stl_49" style="visibility:hidden;">V</span><span class="stl_28 stl_49" style="visibility:hidden;">2ꢒ</span><span class="stl_28" style="visibility:hidden; word-spacing:0.23em;">&nbsp;</span><span class="stl_28 stl_46" style="visibility:hidden;">ꢋ</span><span class="stl_28 stl_46">P</span><span class="stl_27 stl_46" style="visibility:hidden;">I</span><span class="stl_27" style="visibility:hidden; word-spacing:0.23em;">&nbsp;</span><span class="stl_27 stl_50" style="visibility:hidden;">I</span><span class="stl_28 stl_50" style="visibility:hidden;">-</span><span class="stl_28 stl_50">P</span><span class="stl_28 stl_50" style="visibility:hidden;">ꢋ2</span><span class="stl_27 stl_50" style="visibility:hidden;">I</span><span class="stl_28" style="word-spacing:0.07em;">&nbsp;</span><span class="stl_28">.</span><span class="stl_28" style="visibility:hidden; word-spacing:-0.21em;">&nbsp;</span><span class="stl_28 stl_51" style="visibility:hidden;">ꢒ4</span><span class="stl_27 stl_51" style="visibility:hidden;">|</span><span class="stl_28 stl_51">2</span><span class="stl_28" style="visibility:hidden; word-spacing:-0.31em;">&nbsp;</span><span class="stl_28 stl_52" style="visibility:hidden;">2ꢕ</span><span class="stl_27 stl_52" style="visibility:hidden;">N</span><span class="stl_28 stl_52">ꢒ</span><span class="stl_28" style="word-spacing:0.42em;">&nbsp;</span><span class="stl_28">-</span><span class="stl_28" style="visibility:hidden; word-spacing:-0.38em;">&nbsp;</span><span class="stl_27 stl_51" style="visibility:hidden;">o</span><span class="stl_28 stl_51" style="visibility:hidden;">|</span><span class="stl_28 stl_51">ꢒ</span><span class="stl_27" style="visibility:hidden; word-spacing:-0.1em;">&nbsp;</span><span class="stl_27 stl_32" style="visibility:hidden;">.</span><span class="stl_28 stl_32">4</span><span class="stl_28 stl_32" style="visibility:hidden;">ꢖ</span><span class="stl_27" style="visibility:hidden; word-spacing:-0.06em;">&nbsp;</span><span class="stl_27 stl_48" style="visibility:hidden;">3</span><span class="stl_28 stl_48" style="visibility:hidden;">ꢆ</span><span class="stl_27" style="visibility:hidden; word-spacing:0.03em;">&nbsp;</span><span class="stl_27 stl_53" style="visibility:hidden;">5</span><span class="stl_28 stl_53">|</span><span class="stl_28 stl_53" style="visibility:hidden;">ꢍ</span><span class="stl_28" style="visibility:hidden; word-spacing:-0.1em;">&nbsp;</span><span class="stl_28" style="visibility:hidden;">ꢊ</span><span class="stl_28" style="word-spacing:-0.35em;">&nbsp;</span><span class="stl_27 stl_54" style="visibility:hidden;">|</span><span class="stl_28 stl_54">ꢀ</span><span class="stl_28 stl_54" style="visibility:hidden;">ꢁ</span><span class="stl_28" style="word-spacing:-0.05em;">&nbsp;</span><span class="stl_28 stl_49">ꢂ</span><span class="stl_27 stl_49" style="visibility:hidden;">e</span><span class="stl_28 stl_49" style="visibility:hidden;">-</span><span class="stl_27" style="visibility:hidden; word-spacing:-0.04em;">&nbsp;</span><span class="stl_27 stl_55" style="visibility:hidden;">n</span><span class="stl_28 stl_55" style="visibility:hidden;">ꢌ</span><span class="stl_28 stl_55">ꢀ</span><span class="stl_28" style="word-spacing:0.23em;">&nbsp;</span><span class="stl_28 stl_46">ꢈ</span><span class="stl_27 stl_46" style="visibility:hidden;">e</span><span class="stl_28 stl_46" style="visibility:hidden;">ꢊ</span><span class="stl_28" style="visibility:hidden; word-spacing:0.15em;">&nbsp;</span><span class="stl_28 stl_49" style="visibility:hidden;">ꢄ</span><span class="stl_27 stl_49" style="visibility:hidden;">r</span><span class="stl_28 stl_49">ꢁ</span><span class="stl_28" style="visibility:hidden; word-spacing:-0.01em;">&nbsp;</span><span class="stl_28 stl_54" style="visibility:hidden;">ꢊ</span><span class="stl_27 stl_54" style="visibility:hidden;">o</span><span class="stl_28 stl_54">-</span><span class="stl_28 stl_54" style="visibility:hidden;">ꢀ</span><span class="stl_28" style="word-spacing:-0.2em;">&nbsp;</span><span class="stl_28 stl_56">ꢖ</span><span class="stl_27 stl_56" style="visibility:hidden;">-</span><span class="stl_28 stl_56" style="visibility:hidden;">ꢔ</span><span class="stl_28 stl_56">ꢆ</span><span class="stl_27 stl_56" style="visibility:hidden;">j</span><span class="stl_27" style="visibility:hidden; word-spacing:0.15em;">&nbsp;</span><span class="stl_27 stl_39" style="visibility:hidden;">u</span><span class="stl_28 stl_39">ꢂ</span><span class="stl_28 stl_39" style="visibility:hidden;">ꢏ</span><span class="stl_27" style="visibility:hidden; word-spacing:0.24em;">&nbsp;</span><span class="stl_27 stl_57" style="visibility:hidden;">n</span><span class="stl_28 stl_57" style="visibility:hidden;">ꢈ</span><span class="stl_28 stl_57">ꢊ</span><span class="stl_28" style="word-spacing:0.16em;">&nbsp;</span><span class="stl_28 stl_49">ꢁ</span><span class="stl_28 stl_49" style="visibility:hidden;">ꢀ</span><span class="stl_27 stl_49" style="visibility:hidden;">i</span><span class="stl_27" style="visibility:hidden; word-spacing:0.14em;">&nbsp;</span><span class="stl_27 stl_58" style="visibility:hidden; word-spacing:-0.11em;">o</span><span class="stl_28 stl_58" style="word-spacing:-0.11em;">| </span><span class="stl_27 stl_58" style="visibility:hidden; word-spacing:-0.11em;">|</span><span class="stl_27" style="visibility:hidden; word-spacing:-0.22em;">&nbsp;</span><span class="stl_28 stl_54">2</span><span class="stl_27 stl_54" style="visibility:hidden;">2</span><span class="stl_28" style="word-spacing:-0.18em;">&nbsp;</span><span class="stl_28 stl_43">ꢗ</span><span class="stl_27 stl_59" style="visibility:hidden;">0</span><span class="stl_28" style="word-spacing:-0.2em;">&nbsp;</span><span class="stl_28 stl_60">2</span><span class="stl_28 stl_60" style="visibility:hidden;">ꢋ</span><span class="stl_27 stl_60" style="visibility:hidden;">2</span><span class="stl_28" style="word-spacing:-0.22em;">&nbsp;</span><span class="stl_28 stl_50">ꢒ</span><span class="stl_28 stl_50" style="visibility:hidden;">9</span><span class="stl_27 stl_50" style="visibility:hidden;">3</span><span class="stl_27" style="visibility:hidden; word-spacing:0.24em;">&nbsp;</span><span class="stl_27" style="visibility:hidden;">| &nbsp;</span></div>
					<div class="stl_01" style="top: 65.8892em; left:24.8666em;"><span class="stl_61 stl_08">23 &nbsp;</span></div>
				</div>
			</div>
		</div>
		<div class="stl_02">
			<div class="stl_view">
				<div class="stl_05 stl_06">
					<div class="stl_01" style="top: 3.0729em; left:11.3329em;"><span class="stl_20 stl_08" style="word-spacing:0.04em;">Lꢀꢁꢂꢃꢂ Mꢃꢄꢅꢆꢄꢃ Iꢇꢃꢈꢈꢃꢉꢆꢊꢈꢈꢀ - Lꢀꢃꢂꢌꢈꢁ Nꢃꢅꢆꢀꢍ Vꢊꢍꢍꢃꢈꢈꢁꢀꢍ Rꢁꢌꢈꢊꢉꢆꢀꢎ - &nbsp;</span></div>
					<div class="stl_01" style="top: 4.0729em; left:17.2488em;"><span class="stl_20 stl_08" style="word-spacing:0.04em;">Aꢍꢏꢀꢈꢐꢁ Cꢃꢈꢍꢁꢑ Mꢀꢂꢌꢁꢎꢃ ꢌꢀ ꢍꢁꢑ Sꢃꢂꢐꢁꢑ &nbsp;</span></div>
					<div class="stl_01" style="top: 6.4696em; left:11.7326em;"><span class="stl_62 stl_09">Introducc<span class="stl_08">ión &nbsp;</span></span></div>
					<div class="stl_01 stl_63" style="top: 6.4416em; left:25.5111em;"><span class="stl_64 stl_08" style="word-spacing:0.15em;">el tema de la innovación a través de la &nbsp;</span></div>
					<div class="stl_01 stl_65" style="top: 7.7004em; left:25.5111em;"><span class="stl_64" style="word-spacing:-0.03em;">gestión tecnológica. &nbsp;</span></div>
					<div class="stl_01" style="top: 8.9667em; left:7.3224em;"><span class="stl_66 stl_09" style="word-spacing:-0.05em;">Desde el siglo XX las organizacion<span class="stl_08">es se &nbsp;</span></span></div>
					<div class="stl_01" style="top: 10.2255em; left:6.1416em;"><span class="stl_66 stl_08" style="word-spacing:0.19em;">han esforzado por desarrollar estrategias &nbsp;</span></div>
					<div class="stl_01" style="top: 11.4844em; left:6.1416em;"><span class="stl_66 stl_08" style="word-spacing:0.06em;">y políticas organizacionales que permitan &nbsp;</span></div>
					<div class="stl_01" style="top: 12.7432em; left:6.1416em;"><span class="stl_66 stl_08" style="word-spacing:0.22em;">que TI</span><span class="stl_66 stl_08" style="word-spacing:0.3em;">&nbsp;se alinee estratégicamente</span><span class="stl_66 stl_08" style="word-spacing:0.26em;">&nbsp;para &nbsp;</span></div>
					<div class="stl_01" style="top: 14.0021em; left:6.1416em;"><span class="stl_66 stl_08" style="word-spacing:0.31em;">brindar valor comercial. Esta situación &nbsp;</span></div>
					<div class="stl_01" style="top: 15.2609em; left:6.1416em;"><span class="stl_66" style="word-spacing:0.35em;">conduce a la disolución acelerada de &nbsp;</span></div>
					<div class="stl_01" style="top: 16.5197em; left:6.1416em;"><span class="stl_66 stl_08" style="word-spacing:0.03em;">empresas por la falta de una planiﬁcación &nbsp;</span></div>
					<div class="stl_01" style="top: 17.7786em; left:6.1416em;"><span class="stl_66 stl_67">estratégicaparaaumentarlasostenibili<span class="stl_68">dad &nbsp;</span></span></div>
					<div class="stl_01" style="top: 19.0374em; left:6.1416em;"><span class="stl_66 stl_08" style="word-spacing:0.01em;">y también la competitividad de las Pymes &nbsp;</span></div>
					<div class="stl_01" style="top: 20.2962em; left:6.1416em;"><span class="stl_66 stl_08" style="word-spacing:0.04em;">en la situación actual. Existe una relación &nbsp;</span></div>
					<div class="stl_01" style="top: 21.5551em; left:6.1416em;"><span class="stl_66 stl_08" style="word-spacing:0.03em;">causal entre los métodos de gestión de las &nbsp;</span></div>
					<div class="stl_01" style="top: 22.8139em; left:6.1416em;"><span class="stl_66 stl_08" style="word-spacing:-0.03em;">PYMES y su supervivencia en el mercado. &nbsp;</span></div>
					<div class="stl_01" style="top: 10.2251em; left:26.6929em;"><span class="stl_66 stl_08" style="word-spacing:0.06em;">TI es un recurso estratégico clave para &nbsp;</span></div>
					<div class="stl_01" style="top: 11.484em; left:25.5121em;"><span class="stl_66 stl_09" style="word-spacing:0.16em;">adquirir nuevos conocimientos, ge<span class="stl_08">nerar &nbsp;</span></span></div>
					<div class="stl_01" style="top: 12.7428em; left:25.5121em;"><span class="stl_66 stl_08" style="word-spacing:0.34em;">un desempeño comercial crítico en el &nbsp;</span></div>
					<div class="stl_01" style="top: 14.0016em; left:25.5121em;"><span class="stl_66 stl_08" style="word-spacing:0.33em;">mercado actual y crear competitividad &nbsp;</span></div>
					<div class="stl_01" style="top: 15.2605em; left:25.5121em;"><span class="stl_66 stl_08" style="word-spacing:0.08em;">y niveles óptimos de desarrollo. Por otro &nbsp;</span></div>
					<div class="stl_01" style="top: 16.5193em; left:25.5121em;"><span class="stl_66" style="word-spacing:-0.07em;">lado, el GTI se orienta a cinco actividades &nbsp;</span></div>
					<div class="stl_01" style="top: 17.7781em; left:25.5121em;"><span class="stl_66 stl_09">especíﬁcas<span class="stl_08">: &nbsp;</span></span></div>
					<div class="stl_01" style="top: 17.7781em; left:32.0142em;"><span class="stl_66 stl_09">alineació<span class="stl_08">n &nbsp;</span></span></div>
					<div class="stl_01" style="top: 17.7781em; left:38.2163em;"><span class="stl_66 stl_09">estratégic<span class="stl_08">a &nbsp;</span></span></div>
					<div class="stl_01" style="top: 19.037em; left:25.5121em;"><span class="stl_66" style="word-spacing:1.09em;">para integrar adecuadamente los &nbsp;</span></div>
					<div class="stl_01" style="top: 20.2958em; left:25.5121em;"><span class="stl_66 stl_09" style="word-spacing:0.24em;">objetivos comerciales con herram<span class="stl_08">ientas &nbsp;</span></span></div>
					<div class="stl_01" style="top: 21.5546em; left:25.5121em;"><span class="stl_66 stl_08" style="word-spacing:0.13em;">tecnológicas; creación de valor mediante &nbsp;</span></div>
					<div class="stl_01" style="top: 22.8135em; left:25.5121em;"><span class="stl_66 stl_08" style="word-spacing:0.02em;">el uso adecuado de TI para reducir costos &nbsp;</span></div>
					<div class="stl_01" style="top: 24.0723em; left:25.5121em;"><span class="stl_66" style="word-spacing:0.05em;">y beneﬁcios; gestión de riesgos y gestión &nbsp;</span></div>
					<div class="stl_01" style="top: 25.3311em; left:25.5121em;"><span class="stl_66 stl_08" style="word-spacing:0.17em;">de recursos a través de la conciencia de &nbsp;</span></div>
					<div class="stl_01" style="top: 26.59em; left:25.5121em;"><span class="stl_66 stl_08" style="word-spacing:0.14em;">cumplimiento y transparencia de riesgos &nbsp;</span></div>
					<div class="stl_01" style="top: 27.8488em; left:25.5121em;"><span class="stl_66 stl_08" style="word-spacing:0.02em;">comerciales y asegurar la implementación &nbsp;</span></div>
					<div class="stl_01" style="top: 29.1076em; left:25.5121em;"><span class="stl_66 stl_08" style="word-spacing:0.47em;">correcta de la estrategia a través de &nbsp;</span></div>
					<div class="stl_01" style="top: 30.3665em; left:25.5121em;"><span class="stl_66 stl_08" style="word-spacing:0.37em;">procesos de inversión y medición del &nbsp;</span></div>
					<div class="stl_01" style="top: 31.6253em; left:25.5121em;"><span class="stl_66 stl_08" style="word-spacing:0.22em;">desempeño óptimos y adecuados. Cada &nbsp;</span></div>
					<div class="stl_01" style="top: 32.8841em; left:25.5121em;"><span class="stl_66 stl_08" style="word-spacing:0.23em;">una de las áreas anteriores asegura que &nbsp;</span></div>
					<div class="stl_01" style="top: 34.143em; left:25.5121em;"><span class="stl_66" style="word-spacing:0.78em;">las herramientas técnicas utilizadas &nbsp;</span></div>
					<div class="stl_01" style="top: 35.4018em; left:25.5121em;"><span class="stl_66 stl_08" style="word-spacing:0.51em;">respalden los objetivos comerciales y &nbsp;</span></div>
					<div class="stl_01" style="top: 36.6606em; left:25.5121em;"><span class="stl_66 stl_08" style="word-spacing:-0.03em;">aseguren que la información se administre &nbsp;</span></div>
					<div class="stl_01" style="top: 37.9195em; left:25.5121em;"><span class="stl_66 stl_09">adecuadamente<span class="stl_08">. &nbsp;</span></span></div>
					<div class="stl_01" style="top: 25.3305em; left:7.3224em;"><span class="stl_66 stl_08" style="word-spacing:0.56em;">El entorno empresarial exige una &nbsp;</span></div>
					<div class="stl_01" style="top: 26.5893em; left:6.1416em;"><span class="stl_66 stl_08" style="word-spacing:0.49em;">gestión inteligente como factor clave &nbsp;</span></div>
					<div class="stl_01" style="top: 27.8481em; left:6.1416em;"><span class="stl_66 stl_08" style="word-spacing:0.29em;">de éxito que las empresas desconocen. &nbsp;</span></div>
					<div class="stl_01" style="top: 29.107em; left:6.1416em;"><span class="stl_66 stl_08" style="word-spacing:0.2em;">Las prácticas de gestión de procesos de &nbsp;</span></div>
					<div class="stl_01" style="top: 30.3658em; left:6.1416em;"><span class="stl_66 stl_08" style="word-spacing:0.38em;">las PYME dependen en gran medida &nbsp;</span></div>
					<div class="stl_01" style="top: 31.6246em; left:6.1416em;"><span class="stl_66 stl_08" style="word-spacing:0.3em;">del tamaño, la cantidad de recursos y &nbsp;</span></div>
					<div class="stl_01" style="top: 32.8835em; left:6.1416em;"><span class="stl_66 stl_09" style="word-spacing:0.68em;">las capacidades organizacionales<span class="stl_08">. Es &nbsp;</span></span></div>
					<div class="stl_01" style="top: 34.1423em; left:6.1416em;"><span class="stl_66" style="word-spacing:-0.05em;">importante aplicar métodos para orientar &nbsp;</span></div>
					<div class="stl_01" style="top: 35.4011em; left:6.1416em;"><span class="stl_66 stl_09" style="word-spacing:0.06em;">procesos estratégicos, coordinar a<span class="stl_08">cciones &nbsp;</span></span></div>
					<div class="stl_01" style="top: 36.66em; left:6.1416em;"><span class="stl_66 stl_08" style="word-spacing:0.41em;">operativas y desarrollar actividades de &nbsp;</span></div>
					<div class="stl_01" style="top: 37.9188em; left:6.1416em;"><span class="stl_66" style="word-spacing:0.12em;">corto y mediano plazo, todos los días - &nbsp;</span></div>
					<div class="stl_01" style="top: 39.1776em; left:6.1416em;"><span class="stl_66 stl_08" style="word-spacing:0.09em;">todo el día. La gestión del conocimiento &nbsp;</span></div>
					<div class="stl_01" style="top: 40.4365em; left:6.1416em;"><span class="stl_66">(</span></div>
					<div class="stl_01" style="top: 40.4365em; left:6.4882em;"><span class="stl_66" style="word-spacing:-0.08em;">del inglés KM) es el elemento que inspira &nbsp;</span></div>
					<div class="stl_01" style="top: 40.4361em; left:26.6929em;"><span class="stl_66 stl_08" style="word-spacing:0.36em;">El marco de referencia de GTI se &nbsp;</span></div>
					<div class="stl_01" style="top: 41.6949em; left:25.5121em;"><span class="stl_66 stl_08" style="word-spacing:0.73em;">considera un conjunto de mejores &nbsp;</span></div>
					<div class="stl_01" style="top: 42.9537em; left:25.5121em;"><span class="stl_66 stl_08" style="word-spacing:0.43em;">prácticas diseñadas para ayudar a las &nbsp;</span></div>
					<div class="stl_01" style="top: 44.2125em; left:25.5121em;"><span class="stl_66 stl_08" style="word-spacing:0.27em;">organizaciones con problemas de GTI. &nbsp;</span></div>
					<div class="stl_01" style="top: 45.4714em; left:25.5121em;"><span class="stl_66 stl_08" style="word-spacing:0.14em;">Algunos de los marcos de gobierno más &nbsp;</span></div>
					<div class="stl_01" style="top: 46.7302em; left:25.5121em;"><span class="stl_66 stl_09" style="word-spacing:0.2em;">reconocidos internacionalmente pa<span class="stl_08">ra la &nbsp;</span></span></div>
					<div class="stl_01" style="top: 47.989em; left:25.5121em;"><span class="stl_66 stl_08" style="word-spacing:0.32em;">creación de valor corporativo incluyen &nbsp;</span></div>
					<div class="stl_01" style="top: 49.2479em; left:25.5121em;"><span class="stl_66 stl_08" style="word-spacing:0.43em;">la Organización Internacional para la &nbsp;</span></div>
					<div class="stl_01" style="top: 50.5067em; left:25.5121em;"><span class="stl_66" style="word-spacing:1.06em;">Estandarización (ISO/IEC 38500), &nbsp;</span></div>
					<div class="stl_01" style="top: 51.7655em; left:25.5121em;"><span class="stl_66 stl_08" style="word-spacing:0.74em;">la Biblioteca de Infraestructura de &nbsp;</span></div>
					<div class="stl_01" style="top: 53.0244em; left:25.5121em;"><span class="stl_66 stl_08" style="word-spacing:0.22em;">Tecnología de la Información (ITIL) y &nbsp;</span></div>
					<div class="stl_01" style="top: 54.2832em; left:25.5121em;"><span class="stl_66 stl_08" style="word-spacing:0.02em;">los Objetivos de Gestión para Tecnología &nbsp;</span></div>
					<div class="stl_01" style="top: 55.542em; left:25.5121em;"><span class="stl_66 stl_08" style="word-spacing:0.77em;">de la Información, Información y &nbsp;</span></div>
					<div class="stl_01" style="top: 56.8009em; left:25.5121em;"><span class="stl_66 stl_08" style="word-spacing:1.05em;">Tecnologías Relacionadas (COBIT) &nbsp;</span></div>
					<div class="stl_01" style="top: 58.0597em; left:25.5121em;"><span class="stl_66 stl_09">incluid<span class="stl_08">o. &nbsp;</span></span></div>
					<div class="stl_01" style="top: 41.6953em; left:6.1416em;"><span class="stl_66 stl_08" style="word-spacing:0.04em;">y logra el cambio y el desarrollo en todos &nbsp;</span></div>
					<div class="stl_01" style="top: 42.9541em; left:6.1416em;"><span class="stl_66" style="word-spacing:-0.04em;">los productos, procesos y servicios de una &nbsp;</span></div>
					<div class="stl_01" style="top: 44.213em; left:6.1416em;"><span class="stl_66 stl_08" style="word-spacing:0.17em;">organización. Así mismo, el impacto de &nbsp;</span></div>
					<div class="stl_01" style="top: 45.4718em; left:6.1416em;"><span class="stl_66 stl_08" style="word-spacing:0.03em;">las TI en las operaciones organizacionales &nbsp;</span></div>
					<div class="stl_01" style="top: 46.7306em; left:6.1416em;"><span class="stl_66 stl_08" style="word-spacing:0.38em;">para automatizar procesos y planiﬁcar &nbsp;</span></div>
					<div class="stl_01" style="top: 47.9895em; left:6.1416em;"><span class="stl_66 stl_08" style="word-spacing:0.07em;">actividades diarias para reducir los costos &nbsp;</span></div>
					<div class="stl_01" style="top: 49.2483em; left:6.1416em;"><span class="stl_66 stl_08" style="word-spacing:0.06em;">operativos de la empresa. &nbsp;</span></div>
					<div class="stl_01 stl_63" style="top: 51.7379em; left:7.3228em;"><span class="stl_64" style="word-spacing:0.1em;">Los departamentos de</span><span class="stl_64" style="word-spacing:0.06em;">&nbsp;TI</span><span class="stl_64" style="word-spacing:0.11em;">&nbsp;están</span><span class="stl_64" style="word-spacing:0.11em;">&nbsp;bajo &nbsp;</span></div>
					<div class="stl_01 stl_65" style="top: 52.9968em; left:6.1416em;"><span class="stl_64 stl_08" style="word-spacing:0.2em;">presión constante y necesitan respaldar &nbsp;</span></div>
					<div class="stl_01 stl_65" style="top: 54.2556em; left:18.164em;"><span class="stl_64 stl_09">operacione<span class="stl_08">s &nbsp;</span></span></div>
					<div class="stl_01 stl_65" style="top: 55.5144em; left:6.1416em;"><span class="stl_64" style="word-spacing:0.48em;">y mejorar la forma en que hacen &nbsp;</span></div>
					<div class="stl_01 stl_65" style="top: 56.7733em; left:6.1416em;"><span class="stl_64 stl_08" style="word-spacing:0.5em;">negocios. Las empresas se abstienen &nbsp;</span></div>
					<div class="stl_01 stl_65" style="top: 58.0321em; left:6.1416em;"><span class="stl_64 stl_08" style="word-spacing:0.36em;">de implementar herramientas técnicas &nbsp;</span></div>
					<div class="stl_01 stl_65" style="top: 59.2909em; left:6.1416em;"><span class="stl_64 stl_08" style="word-spacing:0.67em;">porque creen que no se requiere &nbsp;</span></div>
					<div class="stl_01 stl_65" style="top: 60.5498em; left:6.1416em;"><span class="stl_64 stl_08" style="word-spacing:0.15em;">inversión. Para generar cambios a nivel &nbsp;</span></div>
					<div class="stl_01 stl_65" style="top: 61.8086em; left:6.1416em;"><span class="stl_64 stl_08" style="word-spacing:0.64em;">organizacional, es necesario abordar &nbsp;</span></div>
					<div class="stl_01 stl_63" style="top: 54.2556em; left:6.1416em;"><span class="stl_64 stl_09">constantemen<span class="stl_08">te &nbsp;</span></span></div>
					<div class="stl_01 stl_63" style="top: 54.2556em; left:14.9761em;"><span class="stl_64">las &nbsp;</span></div>
					<div class="stl_01" style="top: 60.5763em; left:26.6929em;"><span class="stl_66 stl_08" style="word-spacing:0.04em;">Esta investigación tiene como objetivo &nbsp;</span></div>
					<div class="stl_01" style="top: 61.8351em; left:25.5121em;"><span class="stl_66 stl_08" style="word-spacing:0.2em;">identiﬁcar los marcos más usados en la &nbsp;</span></div>
					<div class="stl_01 stl_26" style="top: 65.9674em; left:6.1417em;"><span class="stl_69">|</span></div>
					<div class="stl_01 stl_26" style="top: 65.9674em; left:6.3919em;z-index:12; "><span class="stl_69 stl_24" style="word-spacing:0.02em;">Campus |</span><span class="stl_69 stl_24" style="word-spacing:0em;">&nbsp;V.</span><span class="stl_69 stl_24" style="word-spacing:0.02em;">&nbsp;XXVIII | No. 35 | enero-junio</span><span class="stl_69 stl_24" style="word-spacing:0.26em;">&nbsp;|</span><span class="stl_69 stl_24" style="word-spacing:0.02em;">&nbsp;2023</span><span class="stl_69 stl_24" style="word-spacing:0.01em;">&nbsp;| &nbsp;</span></div>
					<div class="stl_01 stl_26" style="top: 65.9674em; left:30.0692em;"><span class="stl_69 stl_24" style="word-spacing:0.05em;">| ISSN (impreso): 181ꢀ-6ꢁ49 | ISSN (en línea): ꢀꢂꢀꢃ-18ꢀꢁ | &nbsp;</span></div>
					<div class="stl_01" style="top: 65.8892em; left:23.9217em;"><span class="stl_61 stl_08">24 &nbsp;</span></div>
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			</div>
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		<div class="stl_02">
			<div class="stl_view">
				<div class="stl_05 stl_06">
					<div class="stl_01" style="top: 3.0729em; left:7.2071em;"><span class="stl_20 stl_08" style="word-spacing:0.05em;">Mꢃꢈꢄꢁꢑ ꢔꢙꢑ ꢆꢑꢃꢌꢁꢑ ꢇꢃꢈꢃ ꢊꢔꢇꢍꢀꢔꢀꢂꢐꢃꢈ ꢏꢆꢀꢂꢃꢑ ꢇꢈꢙꢄꢐꢊꢄꢃꢑ ꢌꢀ ꢉꢁꢏꢊꢀꢈꢂꢁ ꢌꢀ ꢐꢀꢄꢂꢁꢍꢁꢉꢚꢃꢑ ꢌꢀ ꢍꢃ ꢊꢂꢛꢁꢈꢔꢃꢄꢊꢜꢂ &nbsp;</span></div>
					<div class="stl_01" style="top: 4.0729em; left:17.9654em;"><span class="stl_20 stl_08" style="word-spacing:0.04em;">ꢂ ꢍꢃꢑ Pꢝꢔꢀꢑ: Uꢂꢃ ꢈꢀꢞꢊꢑꢊꢜꢂ ꢌꢀ ꢍꢃ ꢍꢊꢐꢀꢈꢃꢐꢆꢈꢃ &nbsp;</span></div>
					<div class="stl_01" style="top: 4.0729em; left:17.5921em;"><span class="stl_20">ꢀ</span></div>
					<div class="stl_01" style="top: 6.4501em; left:7.0866em;"><span class="stl_66" style="word-spacing:0.14em;">implementación de buenas prácticas de &nbsp;</span></div>
					<div class="stl_01" style="top: 7.709em; left:7.0866em;"><span class="stl_66 stl_08" style="word-spacing:0.06em;">gobierno de TI en las PYMES. Para ello, &nbsp;</span></div>
					<div class="stl_01" style="top: 8.9678em; left:7.0866em;"><span class="stl_66 stl_08" style="word-spacing:0.02em;">se busca responder ¿Cuál es el marco más &nbsp;</span></div>
					<div class="stl_01" style="top: 10.2266em; left:7.0866em;"><span class="stl_66 stl_08" style="word-spacing:0.05em;">usado para implementar buenas prácticas &nbsp;</span></div>
					<div class="stl_01" style="top: 11.4855em; left:7.0866em;"><span class="stl_66" style="word-spacing:0.28em;">de gobierno de</span><span class="stl_66" style="word-spacing:0.24em;">&nbsp;TI</span><span class="stl_66" style="word-spacing:0.28em;">&nbsp;en las PYMES?</span><span class="stl_66" style="word-spacing:0.28em;">&nbsp;y &nbsp;</span></div>
					<div class="stl_01" style="top: 6.4664em; left:26.4566em;"><span class="stl_66 stl_08" style="word-spacing:0.22em;">a todos los sectores de la organización. &nbsp;</span></div>
					<div class="stl_01" style="top: 7.7252em; left:26.4566em;"><span class="stl_66 stl_08" style="word-spacing:0.19em;">Además, es extremadamente importante &nbsp;</span></div>
					<div class="stl_01" style="top: 8.984em; left:26.4566em;"><span class="stl_66 stl_08" style="word-spacing:0.37em;">que los gerentes y la gerencia de</span><span class="stl_66 stl_08" style="word-spacing:0.3em;">&nbsp;TI &nbsp;</span></div>
					<div class="stl_01" style="top: 10.2429em; left:26.4566em;"><span class="stl_66 stl_08" style="word-spacing:0.14em;">tomen todas las medidas necesarias para &nbsp;</span></div>
					<div class="stl_01" style="top: 11.5017em; left:26.4566em;"><span class="stl_66" style="word-spacing:0.27em;">que el modelo COBIT 5 brinde una &nbsp;</span></div>
					<div class="stl_01" style="top: 12.7606em; left:26.4566em;"><span class="stl_66 stl_08" style="word-spacing:0.1em;">descripción general integral y sistemática &nbsp;</span></div>
					<div class="stl_01" style="top: 14.0194em; left:26.4566em;"><span class="stl_66 stl_08" style="word-spacing:0.39em;">de la gestión empresarial de</span><span class="stl_66 stl_08" style="word-spacing:0.31em;">&nbsp;TI</span><span class="stl_66 stl_08" style="word-spacing:0.34em;">&nbsp;y</span><span class="stl_66 stl_08" style="word-spacing:0.35em;">&nbsp;la &nbsp;</span></div>
					<div class="stl_01" style="top: 15.2782em; left:26.4566em;"><span class="stl_66 stl_08" style="word-spacing:0.4em;">gestión de la información empresarial &nbsp;</span></div>
					<div class="stl_01" style="top: 16.5371em; left:26.4566em;"><span class="stl_66 stl_09" style="word-spacing:-0.07em;">basada en varios catalizadores, se i<span class="stl_08">ncluyen &nbsp;</span></span></div>
					<div class="stl_01" style="top: 17.7959em; left:26.4566em;"><span class="stl_66 stl_08" style="word-spacing:0.13em;">las responsabilidades y actividades de las &nbsp;</span></div>
					<div class="stl_01" style="top: 19.0547em; left:26.4566em;"><span class="stl_66 stl_08" style="word-spacing:0.11em;">funciones del negocio y de las funciones &nbsp;</span></div>
					<div class="stl_01" style="top: 20.3136em; left:26.4566em;"><span class="stl_66 stl_24" style="word-spacing:0.05em;">de TI (Tabla 1). &nbsp;</span></div>
					<div class="stl_01" style="top: 12.7443em; left:7.0866em;"><span class="stl_66">¿</span></div>
					<div class="stl_01" style="top: 12.7443em; left:7.4344em;"><span class="stl_66 stl_08" style="word-spacing:0.27em;">Cuáles son los roles que cumplen los &nbsp;</span></div>
					<div class="stl_01" style="top: 14.0031em; left:7.0866em;"><span class="stl_66 stl_08" style="word-spacing:0.02em;">marcos más usados en la implementación &nbsp;</span></div>
					<div class="stl_01" style="top: 15.262em; left:7.0866em;"><span class="stl_66 stl_08" style="word-spacing:0.03em;">de buenas prácticas de gobierno de TI en &nbsp;</span></div>
					<div class="stl_01" style="top: 16.5208em; left:7.0866em;"><span class="stl_66 stl_08" style="word-spacing:0.08em;">las PYMES? &nbsp;</span></div>
					<div class="stl_01" style="top: 19.0569em; left:13.214em;"><span class="stl_62 stl_09">Contenid<span class="stl_08">o &nbsp;</span></span></div>
					<div class="stl_01" style="top: 21.554em; left:8.2674em;"><span class="stl_66" style="word-spacing:0.46em;">La planiﬁcación de casi cualquier &nbsp;</span></div>
					<div class="stl_01" style="top: 22.8128em; left:7.0866em;"><span class="stl_66 stl_08" style="word-spacing:0.73em;">negocio en el siglo XXI requiere &nbsp;</span></div>
					<div class="stl_01" style="top: 24.0716em; left:7.0866em;"><span class="stl_66 stl_08" style="word-spacing:0.35em;">comprender cómo la tecnología de la &nbsp;</span></div>
					<div class="stl_01" style="top: 25.3305em; left:7.0866em;"><span class="stl_66" style="word-spacing:0.13em;">información puede impactar y habilitar &nbsp;</span></div>
					<div class="stl_01" style="top: 26.5893em; left:7.0866em;"><span class="stl_66 stl_08" style="word-spacing:0.37em;">el negocio. Una organización que no &nbsp;</span></div>
					<div class="stl_01" style="top: 27.8481em; left:7.0866em;"><span class="stl_66" style="word-spacing:0.19em;">considera TI</span><span class="stl_66" style="word-spacing:0.24em;">&nbsp;parte de su</span><span class="stl_66" style="word-spacing:0.24em;">&nbsp;planiﬁcación &nbsp;</span></div>
					<div class="stl_01" style="top: 29.107em; left:7.0866em;"><span class="stl_66 stl_08" style="word-spacing:0.27em;">estratégica y operativa es probable que &nbsp;</span></div>
					<div class="stl_01" style="top: 30.3658em; left:7.0866em;"><span class="stl_66 stl_08" style="word-spacing:0.11em;">pierda oportunidades y sea superada por &nbsp;</span></div>
					<div class="stl_01" style="top: 31.6246em; left:7.0866em;"><span class="stl_66 stl_09" style="word-spacing:0em;">sus competidor<span class="stl_08">es. &nbsp;</span></span></div>
					<div class="stl_01" style="top: 22.8301em; left:27.6375em;"><span class="stl_66 stl_08" style="word-spacing:0.43em;">El autor (Baldonedo &amp; Rodriguez &nbsp;</span></div>
					<div class="stl_01" style="top: 24.089em; left:26.4566em;"><span class="stl_66 stl_08" style="word-spacing:0.35em;">Montequin, ꢓ017) nos explica que el &nbsp;</span></div>
					<div class="stl_01" style="top: 25.3478em; left:26.4566em;"><span class="stl_66 stl_08" style="word-spacing:0.4em;">CMMI es un modelo de calidad de &nbsp;</span></div>
					<div class="stl_01" style="top: 26.6066em; left:26.4566em;"><span class="stl_66 stl_08" style="word-spacing:0.47em;">software que clasiﬁca a las empresas &nbsp;</span></div>
					<div class="stl_01" style="top: 27.8655em; left:26.4566em;"><span class="stl_66 stl_08" style="word-spacing:0.1em;">según su nivel de madurez. Estos niveles &nbsp;</span></div>
					<div class="stl_01" style="top: 29.1243em; left:26.4566em;"><span class="stl_66 stl_08" style="word-spacing:0.31em;">nos ayudan a comprender la madurez &nbsp;</span></div>
					<div class="stl_01" style="top: 30.3831em; left:26.4566em;"><span class="stl_66 stl_08" style="word-spacing:0.07em;">del proceso de creación del programa. El &nbsp;</span></div>
					<div class="stl_01" style="top: 31.642em; left:26.4566em;"><span class="stl_66 stl_08" style="word-spacing:0.34em;">modelo de formación continua consta &nbsp;</span></div>
					<div class="stl_01" style="top: 32.9008em; left:26.4566em;"><span class="stl_66 stl_08" style="word-spacing:0.26em;">de 316 tareas básicas agrupadas en 18 &nbsp;</span></div>
					<div class="stl_01" style="top: 34.1596em; left:26.4566em;"><span class="stl_66 stl_08" style="word-spacing:0.42em;">áreas y divididas en cinco jerarquías. &nbsp;</span></div>
					<div class="stl_01" style="top: 35.4185em; left:26.4566em;"><span class="stl_66 stl_08" style="word-spacing:0.32em;">Esto ha dado como resultado que las &nbsp;</span></div>
					<div class="stl_01" style="top: 36.6773em; left:26.4566em;"><span class="stl_66 stl_09" style="word-spacing:0.51em;">organizaciones alcancen gradualm<span class="stl_08">ente &nbsp;</span></span></div>
					<div class="stl_01" style="top: 37.9361em; left:26.4566em;"><span class="stl_66 stl_08" style="word-spacing:0.57em;">una mayor calidad, productividad y &nbsp;</span></div>
					<div class="stl_01" style="top: 39.195em; left:26.4566em;"><span class="stl_66 stl_08" style="word-spacing:0.59em;">menores costos en el desarrollo de &nbsp;</span></div>
					<div class="stl_01" style="top: 40.4538em; left:26.4566em;"><span class="stl_66 stl_09">softwar<span class="stl_08">e. &nbsp;</span></span></div>
					<div class="stl_01" style="top: 34.1412em; left:8.2674em;"><span class="stl_66 stl_08" style="word-spacing:0.2em;">El autor (García Peñalvo, ꢓ018) nos &nbsp;</span></div>
					<div class="stl_01" style="top: 35.4001em; left:7.0866em;"><span class="stl_66 stl_68">deﬁneelgobiernodeTIcomolaca<span class="stl_58">pacidad &nbsp;</span></span></div>
					<div class="stl_01" style="top: 36.6589em; left:7.0866em;"><span class="stl_66 stl_08" style="word-spacing:0.31em;">de la junta directiva, la alta dirección &nbsp;</span></div>
					<div class="stl_01" style="top: 37.9177em; left:7.0866em;"><span class="stl_66 stl_08" style="word-spacing:0.19em;">y la gestión de</span><span class="stl_66 stl_08" style="word-spacing:0.12em;">&nbsp;TI</span><span class="stl_66 stl_08" style="word-spacing:0.17em;">&nbsp;de una</span><span class="stl_66 stl_09" style="word-spacing:0.15em;">&nbsp;organizació<span class="stl_08">n &nbsp;</span></span></div>
					<div class="stl_01" style="top: 39.1766em; left:7.0866em;"><span class="stl_66 stl_08" style="word-spacing:0.99em;">para gestionar la planiﬁcación &nbsp;</span></div>
					<div class="stl_01" style="top: 39.1766em; left:23.666em;"><span class="stl_66">e</span></div>
					<div class="stl_01" style="top: 40.4354em; left:7.0866em;z-index:821; "><span class="stl_66 stl_08" style="word-spacing:0.25em;">implementación de estrategias de</span><span class="stl_66 stl_08" style="word-spacing:0.15em;">&nbsp;TI</span><span class="stl_66 stl_08" style="word-spacing:0.2em;">&nbsp;y, &nbsp;</span></div>
					<div class="stl_01" style="top: 41.6942em; left:7.0866em;"><span class="stl_66" style="word-spacing:0.05em;">por lo tanto, garantizar la alineación del &nbsp;</span></div>
					<div class="stl_01" style="top: 42.953em; left:7.0866em;"><span class="stl_66" style="word-spacing:0.1em;">negocio y</span><span class="stl_66" style="word-spacing:0.06em;">&nbsp;TI,</span><span class="stl_66" style="word-spacing:0.11em;">&nbsp;este deﬁne las</span><span class="stl_66" style="word-spacing:0.1em;">&nbsp;estructuras &nbsp;</span></div>
					<div class="stl_01" style="top: 44.2119em; left:7.0866em;"><span class="stl_66 stl_08" style="word-spacing:0.37em;">de gestión y organización, procesos y &nbsp;</span></div>
					<div class="stl_01" style="top: 45.4707em; left:7.0866em;"><span class="stl_66 stl_08" style="word-spacing:0.4em;">mecanismos de relación que aseguran &nbsp;</span></div>
					<div class="stl_01" style="top: 46.7295em; left:7.0866em;"><span class="stl_66 stl_08" style="word-spacing:0.19em;">que la</span><span class="stl_66 stl_08" style="word-spacing:0.12em;">&nbsp;TI</span><span class="stl_66 stl_08" style="word-spacing:0.2em;">&nbsp;de una organización apoya</span><span class="stl_66 stl_08" style="word-spacing:0.16em;">&nbsp;y &nbsp;</span></div>
					<div class="stl_01" style="top: 47.9884em; left:7.0866em;"><span class="stl_66 stl_08" style="word-spacing:0.07em;">amplía sus estrategias y objetivos. &nbsp;</span></div>
					<div class="stl_01" style="top: 42.9704em; left:27.6375em;"><span class="stl_66 stl_08" style="word-spacing:0.17em;">Según el autor (Silva Peñaﬁel, ꢓ0ꢓꢓ) &nbsp;</span></div>
					<div class="stl_01" style="top: 44.2292em; left:26.4566em;"><span class="stl_66" style="word-spacing:0.29em;">el estándar de servicios técnicos ITIL &nbsp;</span></div>
					<div class="stl_01" style="top: 45.4881em; left:26.4566em;"><span class="stl_66 stl_09" style="word-spacing:0.15em;">cubre completamente la administr<span class="stl_08">ación &nbsp;</span></span></div>
					<div class="stl_01" style="top: 46.7469em; left:26.4566em;"><span class="stl_66" style="word-spacing:0.17em;">de recursos tecnológicos y sus servicios &nbsp;</span></div>
					<div class="stl_01" style="top: 48.0057em; left:26.4566em;"><span class="stl_66 stl_08" style="word-spacing:0.67em;">y aﬁrma que puede implementarse &nbsp;</span></div>
					<div class="stl_01" style="top: 49.2646em; left:26.4566em;"><span class="stl_66 stl_09" style="word-spacing:0.34em;">para administrar recursos tecnoló<span class="stl_08">gicos &nbsp;</span></span></div>
					<div class="stl_01" style="top: 50.5234em; left:26.4566em;"><span class="stl_66" style="word-spacing:0.14em;">y servicios dentro de una organización. &nbsp;</span></div>
					<div class="stl_01" style="top: 51.7822em; left:26.4566em;"><span class="stl_66 stl_09" style="word-spacing:-0.07em;">Además, argumentan que la combi<span class="stl_08">nación &nbsp;</span></span></div>
					<div class="stl_01" style="top: 53.0411em; left:26.4566em;"><span class="stl_66 stl_08" style="word-spacing:0.32em;">de ITIL y PMI crea un conjunto de &nbsp;</span></div>
					<div class="stl_01" style="top: 54.2999em; left:26.4566em;"><span class="stl_66 stl_08" style="word-spacing:0.94em;">prácticas lo suﬁcientemente sólido &nbsp;</span></div>
					<div class="stl_01" style="top: 55.5587em; left:26.4566em;"><span class="stl_66 stl_08" style="word-spacing:0.63em;">para desarrollar proyectos destinados &nbsp;</span></div>
					<div class="stl_01" style="top: 56.8176em; left:26.4566em;"><span class="stl_66" style="word-spacing:0.45em;">a la gestión de recursos y servicios &nbsp;</span></div>
					<div class="stl_01" style="top: 58.0764em; left:26.4566em;"><span class="stl_66 stl_09">tecnológicos<span class="stl_08">. &nbsp;</span></span></div>
					<div class="stl_01" style="top: 50.505em; left:8.2674em;"><span class="stl_66 stl_08" style="word-spacing:0.03em;">En este ámbito se abarcan los modelos &nbsp;</span></div>
					<div class="stl_01" style="top: 51.7638em; left:7.0866em;"><span class="stl_66 stl_08" style="word-spacing:0.15em;">como COBIT, CMMI, ITIL y la ISO/ &nbsp;</span></div>
					<div class="stl_01" style="top: 53.0226em; left:7.0866em;"><span class="stl_66 stl_08" style="word-spacing:0.31em;">IEC 38500 en donde el autor (Mora &nbsp;</span></div>
					<div class="stl_01" style="top: 54.2815em; left:7.0866em;"><span class="stl_66 stl_08" style="word-spacing:-0.03em;">Aristega &amp; Leon Acurio, ꢓ018) nos deﬁne &nbsp;</span></div>
					<div class="stl_01" style="top: 55.5403em; left:7.0866em;"><span class="stl_66 stl_08" style="word-spacing:0.15em;">COBIT 5 como un modelo de revisión &nbsp;</span></div>
					<div class="stl_01" style="top: 56.7991em; left:7.0866em;"><span class="stl_66 stl_08" style="word-spacing:0.16em;">para la gestión y control de sistemas de &nbsp;</span></div>
					<div class="stl_01" style="top: 58.058em; left:7.0866em;"><span class="stl_66" style="word-spacing:0.3em;">información y tecnología, que apunta &nbsp;</span></div>
					<div class="stl_01 stl_26" style="top: 65.9674em; left:7.0866em;"><span class="stl_27">|</span></div>
					<div class="stl_01 stl_26" style="top: 65.9674em; left:7.3367em;"><span class="stl_27 stl_24" style="word-spacing:0.05em;">ISSN (impreso): 181ꢀ-6ꢁ49 | ISSN (en línea): ꢀꢂꢀꢃ-18ꢀꢁ | &nbsp;</span></div>
					<div class="stl_01 stl_26" style="top: 65.9674em; left:32.3543em;z-index:12; "><span class="stl_27 stl_24" style="word-spacing:0.02em;">| Campus |</span><span class="stl_27 stl_24" style="word-spacing:0em;">&nbsp;V.</span><span class="stl_27 stl_24" style="word-spacing:0.02em;">&nbsp;XXVIII | No. 35 | enero-junio</span><span class="stl_27 stl_24" style="word-spacing:0.26em;">&nbsp;|</span><span class="stl_27 stl_24" style="word-spacing:0.02em;">&nbsp;2023</span><span class="stl_27 stl_24" style="word-spacing:0.01em;">&nbsp;| &nbsp;</span></div>
					<div class="stl_01" style="top: 65.8892em; left:24.8666em;"><span class="stl_61 stl_08">25 &nbsp;</span></div>
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					<div class="stl_01" style="top: 3.0729em; left:11.3329em;"><span class="stl_20 stl_08" style="word-spacing:0.04em;">Lꢀꢁꢂꢃꢂ Mꢃꢄꢅꢆꢄꢃ Iꢇꢃꢈꢈꢃꢉꢆꢊꢈꢈꢀ - Lꢀꢃꢂꢌꢈꢁ Nꢃꢅꢆꢀꢍ Vꢊꢍꢍꢃꢈꢈꢁꢀꢍ Rꢁꢌꢈꢊꢉꢆꢀꢎ - &nbsp;</span></div>
					<div class="stl_01" style="top: 4.0729em; left:17.2488em;"><span class="stl_20 stl_08" style="word-spacing:0.04em;">Aꢍꢏꢀꢈꢐꢁ Cꢃꢈꢍꢁꢑ Mꢀꢂꢌꢁꢎꢃ ꢌꢀ ꢍꢁꢑ Sꢃꢂꢐꢁꢑ &nbsp;</span></div>
					<div class="stl_01" style="top: 6.4696em; left:6.1417em;"><span class="stl_62 stl_71" style="word-spacing:0.06em;">Tabla 1 &nbsp;</span></div>
					<div class="stl_01" style="top: 7.709em; left:6.1417em;"><span class="stl_72 stl_08" style="word-spacing:0.03em;">Marcos de Gobierno de TI &nbsp;</span></div>
					<div class="stl_01" style="top: 9.7639em; left:7.0913em;"><span class="stl_73 stl_08">Marco &nbsp;</span></div>
					<div class="stl_01" style="top: 9.7639em; left:11.2144em;"><span class="stl_73 stl_08">Objetivo<span class="stl_09">s &nbsp;</span></span></div>
					<div class="stl_01" style="top: 9.7639em; left:16.3194em;"><span class="stl_73 stl_08" style="word-spacing:0.07em;">Principios y/o Componentes &nbsp;</span></div>
					<div class="stl_01" style="top: 9.7639em; left:32.4059em;"><span class="stl_73 stl_09">Caracterís<span class="stl_08">ticas &nbsp;</span></span></div>
					<div class="stl_01" style="top: 11.1856em; left:15.9023em;"><span class="stl_74 stl_08">Princip<span class="stl_09">ios: &nbsp;</span></span></div>
					<div class="stl_01" style="top: 12.0208em; left:15.9031em;z-index:231; "><span class="stl_75">•</span></div>
					<div class="stl_01" style="top: 12.0208em; left:16.3631em;z-index:232; "><span class="stl_75" style="word-spacing:-0.01em;">ꢀ </span><span class="stl_74 stl_09" style="word-spacing:-0.01em;">Satisfa<span class="stl_08">cer &nbsp;</span></span></div>
					<div class="stl_01" style="top: 12.1855em; left:21.3112em;"><span class="stl_74">a</span></div>
					<div class="stl_01" style="top: 11.9937em; left:22.8539em;"><span class="stl_74 stl_08" style="word-spacing:1.12em;">las partes</span><span class="stl_74 stl_08" style="word-spacing:0.94em;">&nbsp;</span><span class="stl_75" style="word-spacing:0.86em;">•ꢀ</span><span class="stl_75 stl_08" style="word-spacing:-0.01em;">&nbsp;</span><span class="stl_74" style="word-spacing:-0.02em;">El</span><span class="stl_74 stl_08" style="word-spacing:0.52em;">&nbsp;marco es de</span><span class="stl_74 stl_08" style="word-spacing:0.58em;">&nbsp;reconocimiento &nbsp;</span></div>
					<div class="stl_01" style="top: 13.1585em; left:29.0527em;"><span class="stl_74 stl_09">internacion<span class="stl_08">al. &nbsp;</span></span></div>
					<div class="stl_01" style="top: 13.1856em; left:16.8479em;"><span class="stl_74 stl_09">interesa<span class="stl_08">das. &nbsp;</span></span></div>
					<div class="stl_01" style="top: 14.0208em; left:10.7845em;z-index:279; "><span class="stl_74 stl_08" style="word-spacing:-0.01em;">E v</span><span class="stl_74 stl_08" style="word-spacing:0.01em;">&nbsp;a</span><span class="stl_74 stl_08" style="word-spacing:0.02em;">&nbsp;l u a r</span><span class="stl_74 stl_08" style="word-spacing:-0.04em;">&nbsp;,</span><span class="stl_74 stl_08" style="word-spacing:0.49em;">&nbsp;</span><span class="stl_75 stl_08" style="word-spacing:0.45em;">•ꢀ</span><span class="stl_75 stl_08" style="word-spacing:0em;">&nbsp;</span><span class="stl_74 stl_08" style="word-spacing:0em;">Generar</span><span class="stl_74 stl_08" style="word-spacing:-0.01em;">&nbsp;valor. &nbsp;</span></div>
					<div class="stl_01" style="top: 13.9937em; left:28.1078em;"><span class="stl_75 stl_08" style="word-spacing:0.02em;">•ꢀ </span><span class="stl_74 stl_08" style="word-spacing:0.04em;">Automatiza el uso de losrecursos. &nbsp;</span></div>
					<div class="stl_01" style="top: 14.9937em; left:28.1078em;"><span class="stl_75">•ꢀ</span><span class="stl_75 stl_08" style="word-spacing:-0.01em;">&nbsp;</span><span class="stl_74 stl_09" style="word-spacing:-0.01em;">Facil<span class="stl_08">ita</span></span><span class="stl_74 stl_08" style="word-spacing:0.22em;">&nbsp;la alineación entre</span><span class="stl_74 stl_08" style="word-spacing:0.15em;">&nbsp;TI</span><span class="stl_74 stl_08" style="word-spacing:0.19em;">&nbsp;y</span><span class="stl_74 stl_08" style="word-spacing:0.2em;">&nbsp;los &nbsp;</span></div>
					<div class="stl_01" style="top: 15.0208em; left:6.4744em;"><span class="stl_74 stl_09" style="word-spacing:-0.02em;">COBIT <span class="stl_67">5</span></span><span class="stl_74" style="word-spacing:0.65em;">&nbsp;Monitorizar</span><span class="stl_74" style="word-spacing:0.46em;">&nbsp;</span><span class="stl_75 stl_67" style="word-spacing:0.42em;">•ꢀ</span><span class="stl_75" style="word-spacing:-0.03em;">&nbsp;</span><span class="stl_74 stl_09" style="word-spacing:-0.03em;">Marc<span class="stl_67">o</span></span><span class="stl_74 stl_09" style="word-spacing:-0.04em;">&nbsp;integ<span class="stl_67">ral &nbsp;</span></span></div>
					<div class="stl_01" style="top: 16.186em; left:10.7845em;"><span class="stl_74 stl_08" style="word-spacing:0.03em;">y Dirigir &nbsp;</span></div>
					<div class="stl_01" style="top: 16.0208em; left:15.9031em;"><span class="stl_75">•ꢀ</span><span class="stl_75" style="word-spacing:-0.02em;">&nbsp;</span><span class="stl_74 stl_09" style="word-spacing:-0.02em;">Separa<span class="stl_08">r</span></span><span class="stl_74" style="word-spacing:0.08em;">&nbsp;el gobierno</span><span class="stl_74" style="word-spacing:0.08em;">&nbsp;de</span><span class="stl_74" style="word-spacing:0.07em;">&nbsp;lago- &nbsp;</span></div>
					<div class="stl_01" style="top: 16.1585em; left:29.0527em;"><span class="stl_74 stl_09" style="word-spacing:0em;">objetivos comer<span class="stl_08">ciales</span></span><span class="stl_74 stl_08" style="word-spacing:0.34em;">&nbsp;estratégicos. &nbsp;</span></div>
					<div class="stl_01" style="top: 17.0478em; left:28.1078em;"><span class="stl_75" style="word-spacing:-0.01em;">•ꢀ </span><span class="stl_74 stl_08" style="word-spacing:0.03em;">Permite tratar correctamentelos ries- &nbsp;</span></div>
					<div class="stl_01" style="top: 18.2127em; left:29.0527em;"><span class="stl_74">gos. &nbsp;</span></div>
					<div class="stl_01" style="top: 17.1856em; left:16.8479em;"><span class="stl_74" style="word-spacing:-0.05em;">bernanza de TI. &nbsp;</span></div>
					<div class="stl_01" style="top: 18.0208em; left:16.3631em;"><span class="stl_75" style="word-spacing:-0.01em;">ꢀ </span><span class="stl_74 stl_08" style="word-spacing:0.02em;">Cubrir la empresa deextremo &nbsp;</span></div>
					<div class="stl_01" style="top: 19.1856em; left:16.8479em;"><span class="stl_74 stl_08" style="word-spacing:0.04em;">a extremo &nbsp;</span></div>
					<div class="stl_01" style="top: 18.0208em; left:15.9031em;"><span class="stl_75">•</span></div>
					<div class="stl_01" style="top: 20.352em; left:28.1078em;"><span class="stl_75">•</span></div>
					<div class="stl_01" style="top: 20.352em; left:28.5678em;"><span class="stl_75 stl_08" style="word-spacing:0.02em;">ꢀ </span><span class="stl_74 stl_08" style="word-spacing:0.05em;">Mejora y optimización de la calidad &nbsp;</span></div>
					<div class="stl_01" style="top: 21.5154em; left:15.9031em;"><span class="stl_74 stl_09">Component<span class="stl_08">es: &nbsp;</span></span></div>
					<div class="stl_01" style="top: 21.5169em; left:29.0527em;"><span class="stl_74" style="word-spacing:-0.02em;">de todos los servicios de TI &nbsp;</span></div>
					<div class="stl_01" style="top: 22.3499em; left:15.9031em;z-index:588; "><span class="stl_75">•</span></div>
					<div class="stl_01" style="top: 23.3541em; left:15.9031em;"><span class="stl_75">•</span></div>
					<div class="stl_01" style="top: 24.3541em; left:15.9031em;"><span class="stl_75">•</span></div>
					<div class="stl_01" style="top: 25.3541em; left:15.9031em;"><span class="stl_75">•</span></div>
					<div class="stl_01" style="top: 26.3541em; left:15.9031em;"><span class="stl_75">•</span></div>
					<div class="stl_01" style="top: 22.3499em; left:16.3631em;z-index:589; "><span class="stl_75" style="word-spacing:-0.01em;">ꢀ </span><span class="stl_74 stl_09" style="word-spacing:-0.02em;">Gobernabil<span class="stl_08">idad &nbsp;</span></span></div>
					<div class="stl_01" style="top: 23.3541em; left:16.3631em;"><span class="stl_75" style="word-spacing:-0.01em;">ꢀ </span><span class="stl_74 stl_08" style="word-spacing:-0.01em;">Práctic<span class="stl_09">as &nbsp;</span></span></div>
					<div class="stl_01" style="top: 22.352em; left:28.1078em;"><span class="stl_75">•ꢀ</span><span class="stl_75" style="word-spacing:-0.02em;">&nbsp;</span><span class="stl_74 stl_09" style="word-spacing:-0.02em;">Estandarizac<span class="stl_08">ión</span></span><span class="stl_74" style="word-spacing:0.22em;">&nbsp;de los</span><span class="stl_74" style="word-spacing:-0.03em;">&nbsp;servicios</span><span class="stl_74" style="word-spacing:0.22em;">&nbsp;de &nbsp;</span></div>
					<div class="stl_01" style="top: 23.5169em; left:29.0527em;"><span class="stl_74" style="word-spacing:0.06em;">TI a las necesidades</span><span class="stl_74" style="word-spacing:0.06em;">&nbsp;de la</span><span class="stl_74" style="word-spacing:0.04em;">&nbsp;organiza- &nbsp;</span></div>
					<div class="stl_01" style="top: 24.5169em; left:29.0527em;"><span class="stl_74">ción &nbsp;</span></div>
					<div class="stl_01" style="top: 23.017em; left:10.7853em;"><span class="stl_74 stl_08" style="word-spacing:0.81em;">Sistema de &nbsp;</span></div>
					<div class="stl_01" style="top: 24.017em; left:10.7853em;"><span class="stl_74 stl_08" style="word-spacing:1.14em;">Costos de &nbsp;</span></div>
					<div class="stl_01" style="top: 25.0171em; left:10.7853em;"><span class="stl_74">servicios &nbsp;</span></div>
					<div class="stl_01" style="top: 24.017em; left:6.4752em;"><span class="stl_74 stl_09">ITI<span class="stl_08">L &nbsp;</span></span></div>
					<div class="stl_01" style="top: 24.3541em; left:16.3631em;"><span class="stl_75" style="word-spacing:-0.01em;">ꢀ </span><span class="stl_74 stl_08" style="word-spacing:0.05em;">Principios guía &nbsp;</span></div>
					<div class="stl_01" style="top: 25.352em; left:16.3631em;"><span class="stl_75">ꢀ</span><span class="stl_75" style="word-spacing:-0.02em;">&nbsp;</span><span class="stl_74 stl_09" style="word-spacing:-0.02em;">Caden<span class="stl_08">a</span></span><span class="stl_74" style="word-spacing:0em;">&nbsp;de</span><span class="stl_74" style="word-spacing:-0.01em;">&nbsp;valor</span><span class="stl_74" style="word-spacing:0em;">&nbsp;del</span><span class="stl_74" style="word-spacing:-0.02em;">&nbsp;servicio</span><span class="stl_74" style="word-spacing:1.26em;">&nbsp;</span><span class="stl_75" style="word-spacing:1.14em;">•ꢀ</span><span class="stl_75" style="word-spacing:-0.02em;">&nbsp;</span><span class="stl_74 stl_09" style="word-spacing:-0.02em;">Gestió<span class="stl_08">n</span></span><span class="stl_74" style="word-spacing:0.06em;">&nbsp;adecuada de cambios,</span><span class="stl_74" style="word-spacing:0.07em;">&nbsp;pro- &nbsp;</span></div>
					<div class="stl_01" style="top: 26.3541em; left:16.3631em;"><span class="stl_75" style="word-spacing:-0.01em;">ꢀ </span><span class="stl_74 stl_08" style="word-spacing:0.06em;">Mejora continua &nbsp;</span></div>
					<div class="stl_01" style="top: 26.5169em; left:29.0527em;"><span class="stl_74 stl_08" style="word-spacing:0.44em;">blemas e incidentes dentro</span><span class="stl_74 stl_08" style="word-spacing:0.22em;">&nbsp;de</span><span class="stl_74 stl_08" style="word-spacing:0.22em;">&nbsp;la &nbsp;</span></div>
					<div class="stl_01" style="top: 27.5169em; left:29.0527em;"><span class="stl_74 stl_08">empre<span class="stl_09">sa &nbsp;</span></span></div>
					<div class="stl_01" style="top: 28.8479em; left:15.9031em;"><span class="stl_74 stl_08">Princip<span class="stl_09">ios: &nbsp;</span></span></div>
					<div class="stl_01" style="top: 29.6832em; left:16.3631em;z-index:913; "><span class="stl_75" style="word-spacing:-0.02em;">ꢀ </span><span class="stl_74 stl_09" style="word-spacing:-0.02em;">Estrateg<span class="stl_08">ia &nbsp;</span></span></div>
					<div class="stl_01" style="top: 28.6853em; left:28.1078em;"><span class="stl_75 stl_08" style="word-spacing:0.01em;">•ꢀ </span><span class="stl_74 stl_08" style="word-spacing:0.09em;">Asignación eﬁciente derecursos &nbsp;</span></div>
					<div class="stl_01" style="top: 29.6853em; left:28.1078em;"><span class="stl_75">•ꢀ</span><span class="stl_75 stl_08" style="word-spacing:-0.01em;">&nbsp;</span><span class="stl_74 stl_09" style="word-spacing:-0.01em;">Impleme<span class="stl_08">ntar</span></span><span class="stl_74 stl_08" style="word-spacing:0.27em;">&nbsp;y operar recursos</span><span class="stl_74 stl_08" style="word-spacing:0.25em;">&nbsp;de &nbsp;</span></div>
					<div class="stl_01" style="top: 30.8502em; left:29.0527em;"><span class="stl_74">TI &nbsp;</span></div>
					<div class="stl_01" style="top: 29.6832em; left:15.9031em;z-index:912; "><span class="stl_75">•</span></div>
					<div class="stl_01" style="top: 30.6832em; left:6.4752em;z-index:879; "><span class="stl_74 stl_08" style="word-spacing:0.2em;">I S O /</span><span class="stl_74 stl_08" style="word-spacing:1.22em;">&nbsp;Evaluar,</span><span class="stl_74 stl_08" style="word-spacing:0.21em;">&nbsp;Di-</span><span class="stl_74 stl_08" style="word-spacing:0.49em;">&nbsp;</span><span class="stl_75 stl_08" style="word-spacing:0.45em;">•ꢀ</span><span class="stl_75 stl_08" style="word-spacing:0em;">&nbsp;</span><span class="stl_74 stl_08" style="word-spacing:0em;">Rendimiento &nbsp;</span></div>
					<div class="stl_01" style="top: 31.6832em; left:6.4752em;"><span class="stl_74 stl_08" style="word-spacing:0.59em;">I E C</span><span class="stl_74 stl_08" style="word-spacing:1.23em;">&nbsp;rigir</span><span class="stl_74 stl_08" style="word-spacing:0.07em;">&nbsp;yMoni-</span><span class="stl_74 stl_08" style="word-spacing:0.48em;">&nbsp;</span><span class="stl_75" style="word-spacing:0.44em;">•ꢀ</span><span class="stl_75 stl_08" style="word-spacing:-0.01em;">&nbsp;</span><span class="stl_74 stl_09" style="word-spacing:-0.02em;">Cumplimi<span class="stl_08">ento &nbsp;</span></span></div>
					<div class="stl_01" style="top: 31.6853em; left:28.1078em;"><span class="stl_75">•ꢀ</span><span class="stl_75 stl_08" style="word-spacing:-0.01em;">&nbsp;</span><span class="stl_74 stl_09" style="word-spacing:-0.02em;">Examin<span class="stl_08">ar</span></span><span class="stl_74 stl_08" style="word-spacing:0.16em;">&nbsp;y evaluar el uso actual</span><span class="stl_74 stl_08" style="word-spacing:0.14em;">&nbsp;y &nbsp;</span></div>
					<div class="stl_01" style="top: 32.8502em; left:29.0527em;"><span class="stl_74 stl_08" style="word-spacing:0.01em;">futuro de TI &nbsp;</span></div>
					<div class="stl_01" style="top: 32.8501em; left:6.4752em;"><span class="stl_74">3</span></div>
					<div class="stl_01" style="top: 32.8501em; left:6.9335em;"><span class="stl_74 stl_09">850<span class="stl_08">0 &nbsp;</span></span></div>
					<div class="stl_01" style="top: 32.8501em; left:10.7853em;"><span class="stl_74 stl_09">toriza<span class="stl_08">r &nbsp;</span></span></div>
					<div class="stl_01" style="top: 32.6874em; left:15.9031em;"><span class="stl_75" style="word-spacing:-0.01em;">•ꢀ </span><span class="stl_74 stl_09" style="word-spacing:-0.02em;">Responsabi<span class="stl_08">lidad &nbsp;</span></span></div>
					<div class="stl_01" style="top: 33.6874em; left:15.9031em;"><span class="stl_75">•</span></div>
					<div class="stl_01" style="top: 34.6874em; left:15.9031em;"><span class="stl_75">•</span></div>
					<div class="stl_01" style="top: 33.6874em; left:16.3631em;"><span class="stl_75" style="word-spacing:-0.01em;">ꢀ </span><span class="stl_74 stl_09" style="word-spacing:-0.01em;">Adquisi<span class="stl_08">ción &nbsp;</span></span></div>
					<div class="stl_01" style="top: 34.6874em; left:16.3631em;"><span class="stl_75 stl_08" style="word-spacing:0em;">ꢀ </span><span class="stl_74 stl_08" style="word-spacing:-0.01em;">Factor Humano &nbsp;</span></div>
					<div class="stl_01" style="top: 33.6853em; left:28.1078em;"><span class="stl_75">•ꢀ</span><span class="stl_75 stl_08" style="word-spacing:-0.01em;">&nbsp;</span><span class="stl_74 stl_09" style="word-spacing:-0.02em;">Supervi<span class="stl_08">sar</span></span><span class="stl_74 stl_08" style="word-spacing:0.44em;">&nbsp;el rendimiento de</span><span class="stl_74 stl_08" style="word-spacing:0.37em;">&nbsp;TI &nbsp;</span></div>
					<div class="stl_01" style="top: 34.8502em; left:29.0527em;"><span class="stl_74 stl_08" style="word-spacing:0.06em;">para garantizar los planes. &nbsp;</span></div>
					<div class="stl_01" style="top: 36.1839em; left:15.9031em;"><span class="stl_74 stl_08">Princip<span class="stl_09">ios: &nbsp;</span></span></div>
					<div class="stl_01" style="top: 37.0186em; left:15.9031em;z-index:1219; "><span class="stl_75">•</span></div>
					<div class="stl_01" style="top: 38.0186em; left:15.9031em;"><span class="stl_75">•</span></div>
					<div class="stl_01" style="top: 37.0186em; left:16.3631em;z-index:1220; "><span class="stl_75" style="word-spacing:-0.01em;">ꢀ </span><span class="stl_74 stl_08" style="word-spacing:0.06em;">Mejora continua &nbsp;</span></div>
					<div class="stl_01" style="top: 38.0186em; left:16.3631em;"><span class="stl_75">ꢀ</span><span class="stl_75 stl_08" style="word-spacing:-0.01em;">&nbsp;</span><span class="stl_74 stl_09" style="word-spacing:-0.01em;">Fomen<span class="stl_08">to</span></span><span class="stl_74 stl_09" style="word-spacing:-0.03em;">&nbsp;de<span class="stl_08">l</span></span><span class="stl_74 stl_08" style="word-spacing:0.01em;">&nbsp;trabajo</span><span class="stl_74 stl_08" style="word-spacing:-0.02em;">&nbsp;en</span><span class="stl_74 stl_09" style="word-spacing:-0.03em;">&nbsp;equ<span class="stl_08">i-</span></span><span class="stl_74 stl_08" style="word-spacing:0.93em;">&nbsp;</span><span class="stl_75" style="word-spacing:0.85em;">•ꢀ</span><span class="stl_75 stl_08" style="word-spacing:-0.01em;">&nbsp;</span><span class="stl_74 stl_08" style="word-spacing:-0.01em;">Compro<span class="stl_09">miso</span></span><span class="stl_74" style="word-spacing:-0.01em;">&nbsp;de</span><span class="stl_74" style="word-spacing:-0.01em;">&nbsp;la</span><span class="stl_74 stl_08" style="word-spacing:0.06em;">&nbsp;realización &nbsp;</span></div>
					<div class="stl_01" style="top: 39.0186em; left:16.8479em;"><span class="stl_74">po</span><span class="stl_74 stl_08" style="word-spacing:11.12em;">&nbsp;</span><span class="stl_75" style="word-spacing:10.12em;">•ꢀ</span><span class="stl_75 stl_08" style="word-spacing:-0.01em;">&nbsp;</span><span class="stl_74" style="word-spacing:-0.01em;">La</span><span class="stl_74 stl_08" style="word-spacing:0.04em;">&nbsp;veriﬁcación</span><span class="stl_74 stl_08" style="word-spacing:-0.01em;">&nbsp;de</span><span class="stl_74 stl_08" style="word-spacing:0.06em;">&nbsp;laimplementación &nbsp;</span></div>
					<div class="stl_01" style="top: 37.6836em; left:10.7853em;"><span class="stl_74" style="word-spacing:-0.04em;">P r o d u c i r &nbsp;</span></div>
					<div class="stl_01" style="top: 38.6837em; left:10.7853em;"><span class="stl_74">servicios &nbsp;</span></div>
					<div class="stl_01" style="top: 38.6837em; left:14.8352em;"><span class="stl_74">y</span></div>
					<div class="stl_01" style="top: 39.6838em; left:10.7853em;"><span class="stl_74 stl_76">producto<span class="stl_77">s &nbsp;</span></span></div>
					<div class="stl_01" style="top: 40.6838em; left:10.7853em;"><span class="stl_74 stl_08" style="word-spacing:0.8em;">de calidad, &nbsp;</span></div>
					<div class="stl_01" style="top: 41.6839em; left:10.7853em;"><span class="stl_74 stl_08" style="word-spacing:0.21em;">Optimizar y &nbsp;</span></div>
					<div class="stl_01" style="top: 42.684em; left:10.7853em;"><span class="stl_74 stl_09">mejora<span class="stl_08">r &nbsp;</span></span></div>
					<div class="stl_01" style="top: 40.1833em; left:6.4752em;"><span class="stl_74 stl_08">CMM<span class="stl_09">I &nbsp;</span></span></div>
					<div class="stl_01" style="top: 40.0186em; left:15.9031em;"><span class="stl_75">•ꢀ</span><span class="stl_75 stl_08" style="word-spacing:-0.01em;">&nbsp;</span><span class="stl_74 stl_09" style="word-spacing:-0.02em;">Identiﬁ<span class="stl_08">car</span></span><span class="stl_74 stl_08" style="word-spacing:0.05em;">&nbsp;y gestionar proce-</span><span class="stl_74 stl_08" style="word-spacing:0.93em;">&nbsp;</span><span class="stl_75" style="word-spacing:0.85em;">•ꢀ</span><span class="stl_75 stl_08" style="word-spacing:-0.01em;">&nbsp;</span><span class="stl_74 stl_09" style="word-spacing:-0.02em;">Capaci<span class="stl_08">dad</span></span><span class="stl_74" style="word-spacing:-0.01em;">&nbsp;de</span><span class="stl_74 stl_08" style="word-spacing:0.06em;">&nbsp;ejecución &nbsp;</span></div>
					<div class="stl_01" style="top: 41.1835em; left:16.8479em;"><span class="stl_74 stl_08" style="word-spacing:0.08em;">sos críticos. &nbsp;</span></div>
					<div class="stl_01" style="top: 41.0186em; left:28.1078em;"><span class="stl_75 stl_08" style="word-spacing:0.01em;">•ꢀ </span><span class="stl_74 stl_08" style="word-spacing:0.04em;">Medición y análisis &nbsp;</span></div>
					<div class="stl_01" style="top: 42.0186em; left:15.9031em;"><span class="stl_75">•</span></div>
					<div class="stl_01" style="top: 42.0186em; left:16.3631em;"><span class="stl_75">ꢀ</span></div>
					<div class="stl_01" style="top: 42.0186em; left:17.5694em;"><span class="stl_74 stl_08" style="word-spacing:0.12em;">Tomar decisiones lascuales</span><span class="stl_74 stl_08" style="word-spacing:0.93em;">&nbsp;</span><span class="stl_75" style="word-spacing:0.85em;">•ꢀ</span><span class="stl_75 stl_08" style="word-spacing:-0.01em;">&nbsp;</span><span class="stl_74" style="word-spacing:-0.01em;">Las</span><span class="stl_74 stl_08" style="word-spacing:0.06em;">&nbsp;actividades</span><span class="stl_74 stl_08" style="word-spacing:0.05em;">&nbsp;realizadas &nbsp;</span></div>
					<div class="stl_01" style="top: 43.1835em; left:16.8479em;"><span class="stl_74 stl_09" style="word-spacing:-0.04em;">se basen en hecho<span class="stl_08">sobjetivos y &nbsp;</span></span></div>
					<div class="stl_01" style="top: 44.1836em; left:16.8479em;"><span class="stl_74" style="word-spacing:-0.02em;">en datos. &nbsp;</span></div>
					<div class="stl_01" style="top: 46.6271em; left:12.9145em;"><span class="stl_62 stl_08">Métod<span class="stl_09">o &nbsp;</span></span></div>
					<div class="stl_01" style="top: 46.6109em; left:25.5115em;"><span class="stl_66 stl_08" style="word-spacing:0.52em;">dicha área, donde además se aplicó &nbsp;</span></div>
					<div class="stl_01" style="top: 47.8697em; left:25.5115em;"><span class="stl_66 stl_08" style="word-spacing:0.08em;">criterios de inclusión y de exclusión para &nbsp;</span></div>
					<div class="stl_01" style="top: 49.1285em; left:25.5115em;"><span class="stl_66 stl_08" style="word-spacing:0.2em;">lograr recudir y sintetizar los resultados &nbsp;</span></div>
					<div class="stl_01" style="top: 50.3874em; left:25.5115em;"><span class="stl_66 stl_08" style="word-spacing:0.07em;">de la búsqueda. La Figura 1 nos muestra &nbsp;</span></div>
					<div class="stl_01" style="top: 51.6462em; left:25.5115em;"><span class="stl_66 stl_08" style="word-spacing:-0.03em;">el mapeado de palabras claves y la relación &nbsp;</span></div>
					<div class="stl_01" style="top: 52.905em; left:25.5115em;"><span class="stl_66 stl_08" style="word-spacing:0.37em;">que tienen entre ellas encontradas en &nbsp;</span></div>
					<div class="stl_01" style="top: 54.1639em; left:25.5115em;"><span class="stl_66" style="word-spacing:0.38em;">todos los artículos descargados de la &nbsp;</span></div>
					<div class="stl_01" style="top: 55.4227em; left:25.5115em;"><span class="stl_66 stl_08" style="word-spacing:0.18em;">base de SCOPUS relacionados al tema. &nbsp;</span></div>
					<div class="stl_01" style="top: 56.6815em; left:25.5115em;"><span class="stl_66 stl_08" style="word-spacing:0.21em;">Además, los pasos desarrollados en esta &nbsp;</span></div>
					<div class="stl_01" style="top: 57.9404em; left:25.5115em;"><span class="stl_66 stl_08" style="word-spacing:0.05em;">investigación se detallan en la Figura ꢓ. &nbsp;</span></div>
					<div class="stl_01" style="top: 49.1242em; left:7.3224em;"><span class="stl_66 stl_08" style="word-spacing:0.54em;">Utilizamos el método de revisión &nbsp;</span></div>
					<div class="stl_01" style="top: 50.383em; left:6.1415em;"><span class="stl_66 stl_08" style="word-spacing:0.17em;">sistemática de la literatura SRL. Con la &nbsp;</span></div>
					<div class="stl_01" style="top: 51.6419em; left:6.1415em;"><span class="stl_66 stl_09" style="word-spacing:-0.04em;">ayuda de este procedimiento se re<span class="stl_08">alizó un &nbsp;</span></span></div>
					<div class="stl_01" style="top: 52.9007em; left:6.1415em;"><span class="stl_66 stl_08" style="word-spacing:0.02em;">mapeo de las investigaciones en el área de &nbsp;</span></div>
					<div class="stl_01" style="top: 54.1595em; left:6.1415em;"><span class="stl_66" style="word-spacing:-0.06em;">Gobierno deTI (GTI). Esta investigación &nbsp;</span></div>
					<div class="stl_01" style="top: 55.4184em; left:6.1415em;"><span class="stl_66 stl_08" style="word-spacing:0.19em;">se llevó a cabo mediante una búsqueda &nbsp;</span></div>
					<div class="stl_01" style="top: 56.6772em; left:6.1415em;"><span class="stl_66 stl_68">exhaustivadelasbasesdedatosapro<span class="stl_58">piadas &nbsp;</span></span></div>
					<div class="stl_01" style="top: 57.936em; left:6.1415em;"><span class="stl_66 stl_08" style="word-spacing:0.16em;">para lograr identiﬁcar los estudios sobre &nbsp;</span></div>
					<div class="stl_01 stl_26" style="top: 65.9674em; left:6.1417em;"><span class="stl_69">|</span></div>
					<div class="stl_01 stl_26" style="top: 65.9674em; left:6.3919em;z-index:12; "><span class="stl_69 stl_24" style="word-spacing:0.02em;">Campus |</span><span class="stl_69 stl_24" style="word-spacing:0em;">&nbsp;V.</span><span class="stl_69 stl_24" style="word-spacing:0.02em;">&nbsp;XXVIII | No. 35 | enero-junio</span><span class="stl_69 stl_24" style="word-spacing:0.26em;">&nbsp;|</span><span class="stl_69 stl_24" style="word-spacing:0.02em;">&nbsp;2023</span><span class="stl_69 stl_24" style="word-spacing:0.01em;">&nbsp;| &nbsp;</span></div>
					<div class="stl_01 stl_26" style="top: 65.9674em; left:30.0692em;"><span class="stl_69 stl_24" style="word-spacing:0.05em;">| ISSN (impreso): 181ꢀ-6ꢁ49 | ISSN (en línea): ꢀꢂꢀꢃ-18ꢀꢁ | &nbsp;</span></div>
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				<img src="data:image/png;base64,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" 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					<div class="stl_01" style="top: 3.0729em; left:7.2071em;"><span class="stl_20 stl_08" style="word-spacing:0.05em;">Mꢃꢈꢄꢁꢑ ꢔꢙꢑ ꢆꢑꢃꢌꢁꢑ ꢇꢃꢈꢃ ꢊꢔꢇꢍꢀꢔꢀꢂꢐꢃꢈ ꢏꢆꢀꢂꢃꢑ ꢇꢈꢙꢄꢐꢊꢄꢃꢑ ꢌꢀ ꢉꢁꢏꢊꢀꢈꢂꢁ ꢌꢀ ꢐꢀꢄꢂꢁꢍꢁꢉꢚꢃꢑ ꢌꢀ ꢍꢃ ꢊꢂꢛꢁꢈꢔꢃꢄꢊꢜꢂ &nbsp;</span></div>
					<div class="stl_01" style="top: 4.0729em; left:17.9654em;"><span class="stl_20 stl_08" style="word-spacing:0.04em;">ꢂ ꢍꢃꢑ Pꢝꢔꢀꢑ: Uꢂꢃ ꢈꢀꢞꢊꢑꢊꢜꢂ ꢌꢀ ꢍꢃ ꢍꢊꢐꢀꢈꢃꢐꢆꢈꢃ &nbsp;</span></div>
					<div class="stl_01" style="top: 4.0729em; left:17.5921em;"><span class="stl_20">ꢀ</span></div>
					<div class="stl_01" style="top: 6.4696em; left:7.0866em;"><span class="stl_62 stl_08" style="word-spacing:0.04em;">Figura 1 &nbsp;</span></div>
					<div class="stl_01" style="top: 7.709em; left:7.0866em;"><span class="stl_72 stl_08" style="word-spacing:0.04em;">Diagrama de VOSviewer &nbsp;</span></div>
					<div class="stl_01" style="top: 39.4279em; left:7.0866em;"><span class="stl_79 stl_08" style="word-spacing:0.03em;">Figura 2 &nbsp;</span></div>
					<div class="stl_01" style="top: 40.6618em; left:7.0866em;"><span class="stl_72 stl_08" style="word-spacing:0.06em;">Pasos seguidos en la investigación &nbsp;</span></div>
					<div class="stl_01 stl_26" style="top: 65.9674em; left:7.0866em;"><span class="stl_27">|</span></div>
					<div class="stl_01 stl_26" style="top: 65.9674em; left:7.3367em;"><span class="stl_27 stl_24" style="word-spacing:0.05em;">ISSN (impreso): 181ꢀ-6ꢁ49 | ISSN (en línea): ꢀꢂꢀꢃ-18ꢀꢁ | &nbsp;</span></div>
					<div class="stl_01 stl_26" style="top: 65.9674em; left:32.3543em;z-index:12; "><span class="stl_27 stl_24" style="word-spacing:0.02em;">| Campus |</span><span class="stl_27 stl_24" style="word-spacing:0em;">&nbsp;V.</span><span class="stl_27 stl_24" style="word-spacing:0.02em;">&nbsp;XXVIII | No. 35 | enero-junio</span><span class="stl_27 stl_24" style="word-spacing:0.26em;">&nbsp;|</span><span class="stl_27 stl_24" style="word-spacing:0.02em;">&nbsp;2023</span><span class="stl_27 stl_24" style="word-spacing:0.01em;">&nbsp;| &nbsp;</span></div>
					<div class="stl_01" style="top: 65.8892em; left:24.8666em;"><span class="stl_61 stl_08">27 &nbsp;</span></div>
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				<img src="data:image/png;base64,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					<div class="stl_01" style="top: 3.0729em; left:11.3329em;"><span class="stl_20 stl_08" style="word-spacing:0.04em;">Lꢀꢁꢂꢃꢂ Mꢃꢄꢅꢆꢄꢃ Iꢇꢃꢈꢈꢃꢉꢆꢊꢈꢈꢀ - Lꢀꢃꢂꢌꢈꢁ Nꢃꢅꢆꢀꢍ Vꢊꢍꢍꢃꢈꢈꢁꢀꢍ Rꢁꢌꢈꢊꢉꢆꢀꢎ - &nbsp;</span></div>
					<div class="stl_01" style="top: 4.0729em; left:17.2488em;"><span class="stl_20 stl_08" style="word-spacing:0.04em;">Aꢍꢏꢀꢈꢐꢁ Cꢃꢈꢍꢁꢑ Mꢀꢂꢌꢁꢎꢃ ꢌꢀ ꢍꢁꢑ Sꢃꢂꢐꢁꢑ &nbsp;</span></div>
					<div class="stl_01 stl_81" style="top: 6.448em; left:6.1417em;"><span class="stl_82">a)</span><span class="stl_82 stl_08" style="word-spacing:0.17em;">&nbsp;</span><span class="stl_66 stl_09" style="word-spacing:0.16em;">Pregunt<span class="stl_08">as</span></span><span class="stl_66 stl_08" style="word-spacing:0.02em;">&nbsp;de</span><span class="stl_66 stl_08" style="word-spacing:0.09em;">&nbsp;investigación &nbsp;</span></div>
					<div class="stl_01" style="top: 6.4501em; left:25.512em;"><span class="stl_66 stl_58">prácticasdegobierno<span class="stl_68">deTIenlasPYMES, &nbsp;</span></span></div>
					<div class="stl_01" style="top: 7.709em; left:25.512em;"><span class="stl_66 stl_08" style="word-spacing:0.66em;">debemos responder a las preguntas &nbsp;</span></div>
					<div class="stl_01" style="top: 8.9678em; left:25.512em;"><span class="stl_66 stl_08" style="word-spacing:0.2em;">planteadas en esta investigación</span><span class="stl_66 stl_08" style="word-spacing:0.51em;">&nbsp;que</span><span class="stl_66 stl_08" style="word-spacing:0.13em;">&nbsp;se &nbsp;</span></div>
					<div class="stl_01" style="top: 10.2266em; left:25.512em;"><span class="stl_66 stl_08" style="word-spacing:0.28em;">detallan en</span><span class="stl_66 stl_08" style="word-spacing:-0.01em;">&nbsp;la Tabla</span><span class="stl_66 stl_08" style="word-spacing:0.02em;">&nbsp;ꢓ. &nbsp;</span></div>
					<div class="stl_01" style="top: 8.9667em; left:7.3228em;"><span class="stl_66 stl_08" style="word-spacing:0.27em;">A ﬁn de identiﬁcar los marcos más &nbsp;</span></div>
					<div class="stl_01" style="top: 10.2255em; left:6.142em;"><span class="stl_66 stl_08" style="word-spacing:0.16em;">usados en la implementación de buenas &nbsp;</span></div>
					<div class="stl_01" style="top: 12.0813em; left:6.142em;"><span class="stl_62 stl_71" style="word-spacing:0.06em;">Tabla 2 &nbsp;</span></div>
					<div class="stl_01" style="top: 13.3206em; left:6.142em;"><span class="stl_72 stl_08" style="word-spacing:0.09em;">Preguntas de investigación &nbsp;</span></div>
					<div class="stl_01" style="top: 15.4314em; left:9.7874em;"><span class="stl_83 stl_08" style="word-spacing:0.07em;">Preguntas de Investigación &nbsp;</span></div>
					<div class="stl_01" style="top: 15.4314em; left:31.0584em;"><span class="stl_83 stl_09">Motivac<span class="stl_08">ión &nbsp;</span></span></div>
					<div class="stl_01" style="top: 16.8211em; left:6.4751em;"><span class="stl_74 stl_08" style="word-spacing:0.05em;">PI1: ¿Cuáles</span><span class="stl_74 stl_09" style="word-spacing:-0.02em;">&nbsp;so<span class="stl_08">n</span></span><span class="stl_74 stl_09" style="word-spacing:-0.02em;">&nbsp;lo<span class="stl_08">s</span></span><span class="stl_74 stl_08" style="word-spacing:0.02em;">&nbsp;roles</span><span class="stl_74 stl_09" style="word-spacing:-0.02em;">&nbsp;qu<span class="stl_08">e</span></span><span class="stl_74 stl_08" style="word-spacing:0.02em;">&nbsp;cumplen</span><span class="stl_74 stl_09" style="word-spacing:-0.02em;">&nbsp;lo<span class="stl_08">s</span></span><span class="stl_74 stl_08" style="word-spacing:0.02em;">&nbsp;marcos</span><span class="stl_74 stl_08" style="word-spacing:0.52em;">&nbsp;Conocer</span><span class="stl_74 stl_08" style="word-spacing:0.09em;">&nbsp;los roles que cumplen los marcos de</span><span class="stl_74 stl_08" style="word-spacing:0.08em;">&nbsp;re- &nbsp;</span></div>
					<div class="stl_01" style="top: 17.9046em; left:6.4751em;"><span class="stl_74 stl_08" style="word-spacing:0.04em;">más usados</span><span class="stl_74" style="word-spacing:-0.02em;">&nbsp;en</span><span class="stl_74" style="word-spacing:-0.02em;">&nbsp;la</span><span class="stl_74 stl_08" style="word-spacing:0.08em;">&nbsp;implementación</span><span class="stl_74" style="word-spacing:-0.02em;">&nbsp;de</span><span class="stl_74 stl_08" style="word-spacing:0.02em;">&nbsp;buenas</span><span class="stl_74 stl_08" style="word-spacing:0.02em;">&nbsp;prác-</span><span class="stl_74 stl_08" style="word-spacing:0.54em;">&nbsp;ferencia</span><span class="stl_74" style="word-spacing:-0.02em;">&nbsp;al</span><span class="stl_74 stl_08" style="word-spacing:0.05em;">&nbsp;desarrollo</span><span class="stl_74 stl_08" style="word-spacing:-0.01em;">&nbsp;de</span><span class="stl_74 stl_08" style="word-spacing:-0.01em;">&nbsp;un</span><span class="stl_74 stl_08" style="word-spacing:0.01em;">&nbsp;modelo</span><span class="stl_74 stl_08" style="word-spacing:-0.01em;">&nbsp;de</span><span class="stl_74 stl_09" style="word-spacing:-0.02em;">&nbsp;guí<span class="stl_08">a</span></span><span class="stl_74 stl_09" style="word-spacing:-0.02em;">&nbsp;par<span class="stl_08">a</span></span><span class="stl_74 stl_08" style="word-spacing:-0.01em;">&nbsp;la &nbsp;</span></div>
					<div class="stl_01" style="top: 18.9881em; left:6.4751em;"><span class="stl_74 stl_08" style="word-spacing:0.03em;">ticas de gobierno de TI en las PYMES? &nbsp;</span></div>
					<div class="stl_01" style="top: 18.9881em; left:24.6434em;"><span class="stl_74 stl_08" style="word-spacing:0.05em;">implementación de gobierno corporativo de TI. &nbsp;</span></div>
					<div class="stl_01" style="top: 20.5739em; left:6.4751em;"><span class="stl_74 stl_09">PIꢓ<span class="stl_08">:</span></span><span class="stl_74 stl_08" style="word-spacing:-0.03em;">&nbsp;</span><span class="stl_84 stl_09" style="word-spacing:-0.03em;">¿Cuá<span class="stl_08">l</span></span><span class="stl_84 stl_08" style="word-spacing:-0.03em;">&nbsp;</span><span class="stl_74" style="word-spacing:-0.03em;">es</span><span class="stl_74 stl_08" style="word-spacing:-0.02em;">&nbsp;el</span><span class="stl_74 stl_09" style="word-spacing:-0.03em;">&nbsp;mar<span class="stl_08">co</span></span><span class="stl_74 stl_08" style="word-spacing:-0.01em;">&nbsp;más</span><span class="stl_74 stl_09" style="word-spacing:-0.03em;">&nbsp;usa<span class="stl_08">do</span></span><span class="stl_74 stl_09" style="word-spacing:-0.03em;">&nbsp;par<span class="stl_08">a</span></span><span class="stl_74 stl_08" style="word-spacing:0.02em;">&nbsp;implemen-</span><span class="stl_74 stl_08" style="word-spacing:0.55em;">&nbsp;Identiﬁcar</span><span class="stl_74 stl_08" style="word-spacing:-0.02em;">&nbsp;el</span><span class="stl_74 stl_09" style="word-spacing:-0.03em;">&nbsp;mar<span class="stl_08">co</span></span><span class="stl_74 stl_08" style="word-spacing:-0.02em;">&nbsp;de</span><span class="stl_74 stl_08" style="word-spacing:0.03em;">&nbsp;referencia</span><span class="stl_74 stl_08" style="word-spacing:-0.02em;">&nbsp;de</span><span class="stl_74 stl_08" style="word-spacing:-0.02em;">&nbsp;GTI</span><span class="stl_74 stl_08" style="word-spacing:-0.01em;">&nbsp;más</span><span class="stl_74 stl_09" style="word-spacing:-0.03em;">&nbsp;usa<span class="stl_08">- &nbsp;</span></span></div>
					<div class="stl_01" style="top: 21.6574em; left:6.4751em;z-index:677; "><span class="stl_74 stl_08" style="word-spacing:0.08em;">tar buenas prácticas de gobierno de</span><span class="stl_74" style="word-spacing:0em;">&nbsp;TI</span><span class="stl_74 stl_08" style="word-spacing:0.06em;">&nbsp;en las PY-</span><span class="stl_74 stl_08" style="word-spacing:0.49em;">&nbsp;do</span><span class="stl_74 stl_08" style="word-spacing:0.03em;">&nbsp;por las Pymes en sus</span><span class="stl_74 stl_08" style="word-spacing:0.05em;">&nbsp;procesos. &nbsp;</span></div>
					<div class="stl_01" style="top: 22.7409em; left:6.4751em;"><span class="stl_74 stl_09">MES<span class="stl_08">? &nbsp;</span></span></div>
					<div class="stl_01 stl_81" style="top: 24.4007em; left:25.5118em;"><span class="stl_82">c)</span><span class="stl_82 stl_08" style="word-spacing:0.17em;">&nbsp;</span><span class="stl_66 stl_09" style="word-spacing:0.16em;">Ecuacione<span class="stl_08">s</span></span><span class="stl_66 stl_08" style="word-spacing:0.02em;">&nbsp;de</span><span class="stl_66 stl_08" style="word-spacing:0.07em;">&nbsp;búsqueda &nbsp;</span></div>
					<div class="stl_01 stl_81" style="top: 24.6369em; left:6.1417em;"><span class="stl_82">b)</span><span class="stl_82 stl_08" style="word-spacing:0.12em;">&nbsp;</span><span class="stl_66 stl_09" style="word-spacing:0.11em;">Fuente<span class="stl_08">s</span></span><span class="stl_66 stl_08" style="word-spacing:0.02em;">&nbsp;de</span><span class="stl_66 stl_08" style="word-spacing:0.06em;">&nbsp;búsqueda &nbsp;</span></div>
					<div class="stl_01" style="top: 26.9195em; left:26.6929em;"><span class="stl_66 stl_08" style="word-spacing:0.44em;">Se realizó una búsqueda de todas &nbsp;</span></div>
					<div class="stl_01" style="top: 28.1783em; left:25.5121em;"><span class="stl_66 stl_08" style="word-spacing:0.42em;">las investigaciones publicadas entre el &nbsp;</span></div>
					<div class="stl_01" style="top: 29.4371em; left:25.5121em;"><span class="stl_66 stl_08" style="word-spacing:0.16em;">ꢓ015 y el ꢓ0ꢓꢓ, para esto se deﬁnieron &nbsp;</span></div>
					<div class="stl_01" style="top: 30.696em; left:25.5121em;"><span class="stl_66 stl_08" style="word-spacing:0.25em;">ecuaciones de búsqueda para encontrar &nbsp;</span></div>
					<div class="stl_01" style="top: 31.9548em; left:25.5121em;"><span class="stl_66 stl_08" style="word-spacing:0.41em;">los estudios más relevantes, para ello &nbsp;</span></div>
					<div class="stl_01" style="top: 33.2136em; left:25.5121em;"><span class="stl_66 stl_08" style="word-spacing:0.73em;">utilizamos las palabras clave como &nbsp;</span></div>
					<div class="stl_01" style="top: 34.4725em; left:25.5121em;"><span class="stl_66 stl_08" style="word-spacing:0.16em;">gobierno ti, it gobernance, Government &nbsp;</span></div>
					<div class="stl_01" style="top: 35.7313em; left:25.5121em;"><span class="stl_66 stl_09" style="word-spacing:0.51em;">of information technologies, secu<span class="stl_08">rity &nbsp;</span></span></div>
					<div class="stl_01" style="top: 36.9901em; left:25.5121em;"><span class="stl_66 stl_08" style="word-spacing:0.44em;">of data a continuación, en la</span><span class="stl_66 stl_08" style="word-spacing:0.39em;">&nbsp;Tabla &nbsp;</span></div>
					<div class="stl_01" style="top: 27.1557em; left:7.3228em;"><span class="stl_66 stl_08" style="word-spacing:0.03em;">Para realizar el proceso de búsqueda se &nbsp;</span></div>
					<div class="stl_01" style="top: 28.4145em; left:6.142em;"><span class="stl_66 stl_09" style="word-spacing:0em;">consideraron las siguientes fuen<span class="stl_08">tes: &nbsp;</span></span></div>
					<div class="stl_01" style="top: 30.9188em; left:7.3228em;"><span class="stl_75">•</span></div>
					<div class="stl_01" style="top: 34.6938em; left:7.3228em;"><span class="stl_75">•</span></div>
					<div class="stl_01" style="top: 38.4688em; left:7.3228em;"><span class="stl_75">•</span></div>
					<div class="stl_01" style="top: 30.9188em; left:7.7828em;"><span class="stl_75">ꢀ</span><span class="stl_75 stl_08" style="word-spacing:0.24em;">&nbsp;</span><span class="stl_66 stl_09" style="word-spacing:0.22em;">GOOGLE ACADEM<span class="stl_08">IC:</span></span><span class="stl_66 stl_08" style="word-spacing:0.28em;">&nbsp;https:// &nbsp;</span></div>
					<div class="stl_01" style="top: 32.1896em; left:8.5039em;"><span class="stl_66 stl_09">scholar.go<span class="stl_08">ogle.com &nbsp;</span></span></div>
					<div class="stl_01" style="top: 34.6938em; left:7.7828em;"><span class="stl_75" style="word-spacing:0.22em;">ꢀ </span><span class="stl_66 stl_09" style="word-spacing:0.2em;">SCOPUS<span class="stl_08">: &nbsp;</span></span></div>
					<div class="stl_01" style="top: 35.9646em; left:8.5039em;"><span class="stl_66">com &nbsp;</span></div>
					<div class="stl_01" style="top: 34.7058em; left:14.6789em;"><span class="stl_66 stl_08">https://www<span class="stl_09">.scopus. &nbsp;</span></span></div>
					<div class="stl_01" style="top: 38.249em; left:25.5121em;"><span class="stl_66">3</span></div>
					<div class="stl_01" style="top: 38.249em; left:27.2606em;"><span class="stl_66" style="word-spacing:0.86em;">podemos observar la ecuación &nbsp;</span></div>
					<div class="stl_01" style="top: 38.4688em; left:7.7828em;"><span class="stl_75">ꢀ</span><span class="stl_75 stl_08" style="word-spacing:0.22em;">&nbsp;</span><span class="stl_66 stl_09" style="word-spacing:0.21em;">SCIELO<span class="stl_08">:</span></span><span class="stl_66 stl_09" style="word-spacing:0em;">&nbsp;https://scielo.or<span class="stl_08">g/es &nbsp;</span></span></div>
					<div class="stl_01" style="top: 39.5078em; left:25.5121em;"><span class="stl_66 stl_08" style="word-spacing:0.08em;">correspondiente a cada fuente utilizada. &nbsp;</span></div>
					<div class="stl_01" style="top: 41.5585em; left:6.1421em;"><span class="stl_79 stl_71" style="word-spacing:0.06em;">Tabla 3 &nbsp;</span></div>
					<div class="stl_01" style="top: 42.7925em; left:6.1421em;"><span class="stl_72 stl_08" style="word-spacing:0.09em;">Ecuaciones de búsqueda &nbsp;</span></div>
					<div class="stl_01" style="top: 44.6524em; left:10.6414em;"><span class="stl_73 stl_08">Fuent<span class="stl_09">e &nbsp;</span></span></div>
					<div class="stl_01" style="top: 44.6524em; left:25.8919em;"><span class="stl_73 stl_08" style="word-spacing:0.04em;">Ecuación de Búsqueda &nbsp;</span></div>
					<div class="stl_01 stl_85" style="top: 45.9774em; left:18.836em;"><span class="stl_86 stl_08" style="word-spacing:0.02em;">(“All Metadata”: Government of information technologies) AND &nbsp;</span></div>
					<div class="stl_01 stl_87" style="top: 46.9775em; left:18.3231em;"><span class="stl_86 stl_08" style="word-spacing:0.01em;">“All Metadata” E-Goverment) AND(“All Metadata”: securit<span class="stl_24">y of data) &nbsp;</span></span></div>
					<div class="stl_01" style="top: 46.5884em; left:6.4751em;"><span class="stl_73 stl_08" style="word-spacing:0.02em;">GOOGLE ACADEMIC &nbsp;</span></div>
					<div class="stl_01 stl_85" style="top: 46.9775em; left:18.0356em;"><span class="stl_86">(</span></div>
					<div class="stl_01" style="top: 48.5088em; left:18.9637em;"><span class="stl_74">(</span></div>
					<div class="stl_01" style="top: 48.5088em; left:19.2571em;"><span class="stl_74 stl_08" style="word-spacing:0.18em;">“Government of information technologies” AND “E-Gover- &nbsp;</span></div>
					<div class="stl_01" style="top: 49.5089em; left:21.2847em;"><span class="stl_74 stl_08" style="word-spacing:0.04em;">ment” AND data handling AND security of data) &nbsp;</span></div>
					<div class="stl_01" style="top: 50.8408em; left:19.3946em;"><span class="stl_74 stl_08" style="word-spacing:0.07em;">(“Government of information technologies”)(“Frameworks”) &nbsp;</span></div>
					<div class="stl_01" style="top: 49.0249em; left:6.4751em;"><span class="stl_73 stl_08">SCOPU<span class="stl_09">S &nbsp;</span></span></div>
					<div class="stl_01" style="top: 50.8903em; left:6.4751em;"><span class="stl_73 stl_08">SCIELO &nbsp;</span></div>
					<div class="stl_01 stl_81" style="top: 53.1015em; left:6.1417em;"><span class="stl_82">d)</span><span class="stl_82 stl_08" style="word-spacing:0.12em;">&nbsp;</span><span class="stl_66 stl_09" style="word-spacing:0.11em;">Consolidan<span class="stl_08">do</span></span><span class="stl_66 stl_08" style="word-spacing:-0.05em;">&nbsp;el</span><span class="stl_66 stl_08" style="word-spacing:-0.01em;">&nbsp;número</span><span class="stl_66 stl_08" style="word-spacing:-0.05em;">&nbsp;de</span><span class="stl_66 stl_08" style="word-spacing:0.02em;">&nbsp;resultados &nbsp;</span></div>
					<div class="stl_01 stl_88" style="top: 53.0972em; left:25.5123em;"><span class="stl_89 stl_08" style="word-spacing:0.32em;">pudo obtener los siguientes resultados &nbsp;</span></div>
					<div class="stl_01 stl_90" style="top: 54.356em; left:25.5123em;"><span class="stl_89" style="word-spacing:0.3em;">que se detallan a continuación en la &nbsp;</span></div>
					<div class="stl_01 stl_90" style="top: 55.6148em; left:25.5123em;"><span class="stl_89 stl_71" style="word-spacing:0.09em;">Tabla ꢘ. &nbsp;</span></div>
					<div class="stl_01" style="top: 54.3625em; left:7.3228em;"><span class="stl_66 stl_08" style="word-spacing:0.09em;">por fuente. &nbsp;</span></div>
					<div class="stl_01 stl_88" style="top: 56.8726em; left:7.3228em;"><span class="stl_89 stl_08" style="word-spacing:0.32em;">Después de realizar la búsqueda se &nbsp;</span></div>
					<div class="stl_01 stl_26" style="top: 65.9674em; left:6.1417em;"><span class="stl_69">|</span></div>
					<div class="stl_01 stl_26" style="top: 65.9674em; left:6.3919em;z-index:12; "><span class="stl_69 stl_24" style="word-spacing:0.02em;">Campus |</span><span class="stl_69 stl_24" style="word-spacing:0em;">&nbsp;V.</span><span class="stl_69 stl_24" style="word-spacing:0.02em;">&nbsp;XXVIII | No. 35 | enero-junio</span><span class="stl_69 stl_24" style="word-spacing:0.26em;">&nbsp;|</span><span class="stl_69 stl_24" style="word-spacing:0.02em;">&nbsp;2023</span><span class="stl_69 stl_24" style="word-spacing:0.01em;">&nbsp;| &nbsp;</span></div>
					<div class="stl_01 stl_26" style="top: 65.9674em; left:30.0692em;"><span class="stl_69 stl_24" style="word-spacing:0.05em;">| ISSN (impreso): 181ꢀ-6ꢁ49 | ISSN (en línea): ꢀꢂꢀꢃ-18ꢀꢁ | &nbsp;</span></div>
					<div class="stl_01" style="top: 65.8892em; left:23.9217em;"><span class="stl_61 stl_08">28 &nbsp;</span></div>
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			<div class="stl_03">
				<img src="data:image/png;base64,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alt="" class="stl_91">
			</div>
			<div class="stl_view">
				<div class="stl_05 stl_06">
					<div class="stl_01" style="top: 3.0729em; left:7.2071em;"><span class="stl_20 stl_08" style="word-spacing:0.05em;">Mꢃꢈꢄꢁꢑ ꢔꢙꢑ ꢆꢑꢃꢌꢁꢑ ꢇꢃꢈꢃ ꢊꢔꢇꢍꢀꢔꢀꢂꢐꢃꢈ ꢏꢆꢀꢂꢃꢑ ꢇꢈꢙꢄꢐꢊꢄꢃꢑ ꢌꢀ ꢉꢁꢏꢊꢀꢈꢂꢁ ꢌꢀ ꢐꢀꢄꢂꢁꢍꢁꢉꢚꢃꢑ ꢌꢀ ꢍꢃ ꢊꢂꢛꢁꢈꢔꢃꢄꢊꢜꢂ &nbsp;</span></div>
					<div class="stl_01" style="top: 4.0729em; left:17.9654em;"><span class="stl_20 stl_08" style="word-spacing:0.04em;">ꢂ ꢍꢃꢑ Pꢝꢔꢀꢑ: Uꢂꢃ ꢈꢀꢞꢊꢑꢊꢜꢂ ꢌꢀ ꢍꢃ ꢍꢊꢐꢀꢈꢃꢐꢆꢈꢃ &nbsp;</span></div>
					<div class="stl_01" style="top: 4.0729em; left:17.5921em;"><span class="stl_20">ꢀ</span></div>
					<div class="stl_01" style="top: 6.4696em; left:7.0866em;"><span class="stl_62 stl_71" style="word-spacing:0.06em;">Tabla 4 &nbsp;</span></div>
					<div class="stl_01" style="top: 7.709em; left:7.0866em;"><span class="stl_72 stl_08" style="word-spacing:0.05em;">Número de resultados de la búsqueda &nbsp;</span></div>
					<div class="stl_01" style="top: 10.4986em; left:15.3848em;"><span class="stl_73 stl_08">Fuent<span class="stl_09">e &nbsp;</span></span></div>
					<div class="stl_01" style="top: 11.8296em; left:10.4348em;"><span class="stl_73 stl_08" style="word-spacing:0.04em;">GOOGLE ACADEMIC &nbsp;</span></div>
					<div class="stl_01" style="top: 13.1606em; left:10.4348em;"><span class="stl_73 stl_08">SCOPU<span class="stl_09">S &nbsp;</span></span></div>
					<div class="stl_01" style="top: 10.4986em; left:27.747em;"><span class="stl_73 stl_08" style="word-spacing:0.03em;">Numero de resultados &nbsp;</span></div>
					<div class="stl_01" style="top: 11.8131em; left:30.9187em;"><span class="stl_74 stl_09">1ꢟ6<span class="stl_08">3 &nbsp;</span></span></div>
					<div class="stl_01" style="top: 13.1441em; left:31.1478em;"><span class="stl_74">383 &nbsp;</span></div>
					<div class="stl_01" style="top: 14.4916em; left:10.4348em;"><span class="stl_73 stl_08">SCIELO &nbsp;</span></div>
					<div class="stl_01" style="top: 14.4751em; left:31.1478em;"><span class="stl_74">660 &nbsp;</span></div>
					<div class="stl_01 stl_81" style="top: 16.5582em; left:7.0866em;"><span class="stl_82">e)</span><span class="stl_82 stl_08" style="word-spacing:0.17em;">&nbsp;</span><span class="stl_66 stl_09" style="word-spacing:0.16em;">Criterio<span class="stl_08">s</span></span><span class="stl_66 stl_08" style="word-spacing:0.02em;">&nbsp;de</span><span class="stl_66 stl_08" style="word-spacing:0.07em;">&nbsp;exclusión &nbsp;</span></div>
					<div class="stl_01" style="top: 16.5604em; left:26.4569em;"><span class="stl_66 stl_08" style="word-spacing:0.46em;">criterios de exclusión descritos en la &nbsp;</span></div>
					<div class="stl_01" style="top: 17.8192em; left:26.4569em;"><span class="stl_66 stl_71" style="word-spacing:0.09em;">Tabla 5. &nbsp;</span></div>
					<div class="stl_01" style="top: 17.8192em; left:8.2677em;"><span class="stl_66 stl_08" style="word-spacing:0.57em;">En este punto se plantearon los &nbsp;</span></div>
					<div class="stl_01" style="top: 19.5807em; left:7.0869em;"><span class="stl_62 stl_71" style="word-spacing:0.06em;">Tabla 5 &nbsp;</span></div>
					<div class="stl_01" style="top: 20.82em; left:7.0869em;"><span class="stl_72 stl_08" style="word-spacing:0.08em;">Criterios de exclusión &nbsp;</span></div>
					<div class="stl_01" style="top: 22.7527em; left:11.9271em;"><span class="stl_83">CE1 &nbsp;</span></div>
					<div class="stl_01" style="top: 24.1447em; left:11.9272em;"><span class="stl_83">CE2 &nbsp;</span></div>
					<div class="stl_01" style="top: 25.5367em; left:11.9272em;"><span class="stl_83">CE3 &nbsp;</span></div>
					<div class="stl_01" style="top: 26.9287em; left:11.9272em;"><span class="stl_83">CE4 &nbsp;</span></div>
					<div class="stl_01" style="top: 22.7347em; left:18.1721em;"><span class="stl_92" style="word-spacing:0em;">Los artículos</span><span class="stl_92" style="word-spacing:0em;">&nbsp;no</span><span class="stl_92" style="word-spacing:0em;">&nbsp;son</span><span class="stl_92" style="word-spacing:0em;">&nbsp;de</span><span class="stl_92" style="word-spacing:0em;">&nbsp;los</span><span class="stl_92" style="word-spacing:0em;">&nbsp;</span><span class="stl_84 stl_09" style="word-spacing:0em;">último<span class="stl_08">s</span></span><span class="stl_84" style="word-spacing:0.03em;">&nbsp;</span><span class="stl_92" style="word-spacing:0.02em;">ocho</span><span class="stl_92" style="word-spacing:0em;">&nbsp;años. &nbsp;</span></div>
					<div class="stl_01" style="top: 24.1267em; left:18.1722em;"><span class="stl_92 stl_08" style="word-spacing:0.05em;">Los artículos que no son de acceso libre. &nbsp;</span></div>
					<div class="stl_01" style="top: 25.5187em; left:18.1722em;"><span class="stl_92 stl_08" style="word-spacing:0.06em;">Los artículos que no tienen mucha relación con el tema. &nbsp;</span></div>
					<div class="stl_01" style="top: 26.9107em; left:18.1722em;"><span class="stl_92 stl_09" style="word-spacing:0em;">Los artículos no detallan las tecnologías usadas<span class="stl_67">. &nbsp;</span></span></div>
					<div class="stl_01 stl_81" style="top: 29.0543em; left:7.0866em;"><span class="stl_82">f)</span><span class="stl_82 stl_08" style="word-spacing:0.28em;">&nbsp;</span><span class="stl_66 stl_09" style="word-spacing:0.26em;">Matri<span class="stl_08">z</span></span><span class="stl_66 stl_08" style="word-spacing:0.39em;">&nbsp;considerando el número</span><span class="stl_66 stl_08" style="word-spacing:0.34em;">&nbsp;de &nbsp;</span></div>
					<div class="stl_01" style="top: 29.0564em; left:26.4569em;"><span class="stl_66 stl_08" style="word-spacing:0.04em;">se obtuvo el resultado de forma detallado &nbsp;</span></div>
					<div class="stl_01" style="top: 30.3153em; left:26.4569em;"><span class="stl_66 stl_24" style="word-spacing:0.04em;">en la</span><span class="stl_66 stl_24" style="word-spacing:-0.01em;">&nbsp;Tabl<span class="stl_08">a</span></span><span class="stl_66 stl_24" style="word-spacing:0.04em;">&nbsp;6. &nbsp;</span></div>
					<div class="stl_01" style="top: 30.3153em; left:8.2677em;"><span class="stl_66 stl_08" style="word-spacing:0.09em;">resultados al aplicar criterios &nbsp;</span></div>
					<div class="stl_01" style="top: 32.8318em; left:8.2677em;"><span class="stl_66 stl_08" style="word-spacing:0.2em;">Se aplicó los criterios de exclusión y &nbsp;</span></div>
					<div class="stl_01" style="top: 34.4861em; left:7.0869em;"><span class="stl_62 stl_71" style="word-spacing:0.06em;">Tabla 6 &nbsp;</span></div>
					<div class="stl_01" style="top: 35.7254em; left:7.0869em;"><span class="stl_72 stl_08" style="word-spacing:0.08em;">Criterios de exclusión aplicados &nbsp;</span></div>
					<div class="stl_01" style="top: 37.7301em; left:10.665em;"><span class="stl_73 stl_08">Fuent<span class="stl_09">e &nbsp;</span></span></div>
					<div class="stl_01" style="top: 39.1381em; left:7.42em;"><span class="stl_73 stl_08" style="word-spacing:0.02em;">GOOGLE ACADEMIC &nbsp;</span></div>
					<div class="stl_01" style="top: 40.4884em; left:7.42em;"><span class="stl_73 stl_08">SCOPU<span class="stl_09">S &nbsp;</span></span></div>
					<div class="stl_01" style="top: 37.7136em; left:17.2531em;"><span class="stl_74 stl_08" style="word-spacing:0.08em;">Estudios Iniciales</span><span class="stl_74 stl_08" style="word-spacing:0.85em;">&nbsp;Filtro</span><span class="stl_74 stl_08" style="word-spacing:0.01em;">&nbsp;1: CE1</span><span class="stl_74 stl_08" style="word-spacing:1.04em;">&nbsp;Filtro</span><span class="stl_74 stl_08" style="word-spacing:0.01em;">&nbsp;ꢓ: CEꢓ</span><span class="stl_74 stl_08" style="word-spacing:1.01em;">&nbsp;Filtro</span><span class="stl_74 stl_08" style="word-spacing:0.01em;">&nbsp;3:</span><span class="stl_74 stl_08" style="word-spacing:0.02em;">&nbsp;CE3,</span><span class="stl_74 stl_08" style="word-spacing:0.01em;">&nbsp;CEꢘ &nbsp;</span></div>
					<div class="stl_01" style="top: 39.1216em; left:19.4008em;"><span class="stl_74 stl_09">1ꢟ6<span class="stl_08">3 &nbsp;</span></span></div>
					<div class="stl_01" style="top: 40.4719em; left:19.63em;"><span class="stl_74">383 &nbsp;</span></div>
					<div class="stl_01" style="top: 39.1216em; left:26.032em;"><span class="stl_74">ꢓ8ꢓ &nbsp;</span></div>
					<div class="stl_01" style="top: 40.4719em; left:26.032em;"><span class="stl_74">1ꢓꢘ &nbsp;</span></div>
					<div class="stl_01" style="top: 41.8029em; left:26.032em;"><span class="stl_74">35ꢟ &nbsp;</span></div>
					<div class="stl_01" style="top: 39.1216em; left:31.9023em;"><span class="stl_74">1ꢘ8 &nbsp;</span></div>
					<div class="stl_01" style="top: 40.4719em; left:32.1315em;"><span class="stl_74">30 &nbsp;</span></div>
					<div class="stl_01" style="top: 39.1216em; left:39.2476em;"><span class="stl_74">ꢟ</span></div>
					<div class="stl_01" style="top: 40.4719em; left:39.2476em;"><span class="stl_74">ꢘ</span></div>
					<div class="stl_01" style="top: 41.8029em; left:39.2476em;"><span class="stl_74">ꢘ</span></div>
					<div class="stl_01" style="top: 41.8194em; left:7.42em;"><span class="stl_73 stl_08">SCIELO &nbsp;</span></div>
					<div class="stl_01" style="top: 41.8029em; left:19.63em;"><span class="stl_74">660 &nbsp;</span></div>
					<div class="stl_01" style="top: 41.8029em; left:31.9023em;"><span class="stl_74">113 &nbsp;</span></div>
					<div class="stl_01" style="top: 44.6783em; left:13.1916em;"><span class="stl_62 stl_09">Resultad<span class="stl_08">os &nbsp;</span></span></div>
					<div class="stl_01" style="top: 44.6631em; left:26.457em;"><span class="stl_66 stl_08" style="word-spacing:0.19em;">con los resultados para cada una de las &nbsp;</span></div>
					<div class="stl_01" style="top: 45.922em; left:26.457em;"><span class="stl_66 stl_09" style="word-spacing:0em;">preguntas de investiga<span class="stl_08">ción. &nbsp;</span></span></div>
					<div class="stl_01" style="top: 47.1754em; left:8.2678em;"><span class="stl_66 stl_08" style="word-spacing:0.38em;">La búsqueda realizada en las bases &nbsp;</span></div>
					<div class="stl_01" style="top: 48.4342em; left:7.087em;"><span class="stl_66 stl_08" style="word-spacing:0.58em;">de datos de las revistas académicas &nbsp;</span></div>
					<div class="stl_01" style="top: 49.693em; left:7.087em;"><span class="stl_66 stl_08" style="word-spacing:0.14em;">arrojó un resultado ﬁnal de 17 artículos &nbsp;</span></div>
					<div class="stl_01" style="top: 50.9519em; left:7.087em;"><span class="stl_66 stl_08" style="word-spacing:0.2em;">académicos los cuales se utilizaron para &nbsp;</span></div>
					<div class="stl_01" style="top: 52.2107em; left:7.087em;"><span class="stl_66 stl_08" style="word-spacing:0.16em;">poder obtener los resultados. De los 17 &nbsp;</span></div>
					<div class="stl_01" style="top: 53.4695em; left:7.087em;"><span class="stl_66" style="word-spacing:0.29em;">artículos ﬁnales se logró identiﬁcar el &nbsp;</span></div>
					<div class="stl_01" style="top: 54.7284em; left:7.087em;"><span class="stl_66 stl_08" style="word-spacing:0.08em;">rol que cumplen los marcos y cuáles son &nbsp;</span></div>
					<div class="stl_01" style="top: 55.9872em; left:7.087em;"><span class="stl_66" style="word-spacing:0.05em;">los más usados en la implementación de &nbsp;</span></div>
					<div class="stl_01" style="top: 57.246em; left:7.087em;"><span class="stl_66 stl_08" style="word-spacing:0.25em;">buenas prácticas de gobierno de</span><span class="stl_66 stl_08" style="word-spacing:0.16em;">&nbsp;TI</span><span class="stl_66 stl_08" style="word-spacing:0.2em;">&nbsp;en &nbsp;</span></div>
					<div class="stl_01" style="top: 58.5049em; left:7.087em;"><span class="stl_66 stl_08" style="word-spacing:0.15em;">las PYMES. A continuación, se procede &nbsp;</span></div>
					<div class="stl_01" style="top: 48.4385em; left:27.6378em;"><span class="stl_62" style="word-spacing:0.1em;">PI1</span><span class="stl_66 stl_08" style="word-spacing:0.14em;">: ¿Cuál es el rol que cumplen los &nbsp;</span></div>
					<div class="stl_01" style="top: 49.6974em; left:26.457em;"><span class="stl_66 stl_08" style="word-spacing:0.14em;">marcos de referencia al desarrollo de un &nbsp;</span></div>
					<div class="stl_01" style="top: 50.9562em; left:26.457em;"><span class="stl_66 stl_08" style="word-spacing:0.15em;">modelo de guía para la implementación &nbsp;</span></div>
					<div class="stl_01" style="top: 52.215em; left:26.457em;"><span class="stl_66 stl_08" style="word-spacing:0.05em;">de gobierno corporativo de TI? &nbsp;</span></div>
					<div class="stl_01 stl_93" style="top: 54.7377em; left:27.6378em;"><span class="stl_94 stl_08" style="word-spacing:0.73em;">Para responder esta pregunta de &nbsp;</span></div>
					<div class="stl_01 stl_95" style="top: 55.9965em; left:26.4572em;"><span class="stl_94 stl_67">investigaciónseobtuvieronlasdeﬁ<span class="stl_68">niciones &nbsp;</span></span></div>
					<div class="stl_01 stl_95" style="top: 57.2553em; left:26.4572em;"><span class="stl_94 stl_09" style="word-spacing:0em;">de algunos artículos con lo cual se llegó a<span class="stl_08">l &nbsp;</span></span></div>
					<div class="stl_01 stl_95" style="top: 58.5142em; left:26.4572em;"><span class="stl_94 stl_08" style="word-spacing:0.03em;">resultado detallado en Tabla 7. &nbsp;</span></div>
					<div class="stl_01 stl_26" style="top: 65.9674em; left:7.0866em;"><span class="stl_27">|</span></div>
					<div class="stl_01 stl_26" style="top: 65.9674em; left:7.3367em;"><span class="stl_27 stl_24" style="word-spacing:0.05em;">ISSN (impreso): 181ꢀ-6ꢁ49 | ISSN (en línea): ꢀꢂꢀꢃ-18ꢀꢁ | &nbsp;</span></div>
					<div class="stl_01 stl_26" style="top: 65.9674em; left:32.3543em;z-index:12; "><span class="stl_27 stl_24" style="word-spacing:0.02em;">| Campus |</span><span class="stl_27 stl_24" style="word-spacing:0em;">&nbsp;V.</span><span class="stl_27 stl_24" style="word-spacing:0.02em;">&nbsp;XXVIII | No. 35 | enero-junio</span><span class="stl_27 stl_24" style="word-spacing:0.26em;">&nbsp;|</span><span class="stl_27 stl_24" style="word-spacing:0.02em;">&nbsp;2023</span><span class="stl_27 stl_24" style="word-spacing:0.01em;">&nbsp;| &nbsp;</span></div>
					<div class="stl_01" style="top: 65.8892em; left:24.8666em;"><span class="stl_61 stl_08">29 &nbsp;</span></div>
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src="data:image/png;base64,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" 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					<div class="stl_01" style="top: 3.0729em; left:11.3329em;"><span class="stl_20 stl_08" style="word-spacing:0.04em;">Lꢀꢁꢂꢃꢂ Mꢃꢄꢅꢆꢄꢃ Iꢇꢃꢈꢈꢃꢉꢆꢊꢈꢈꢀ - Lꢀꢃꢂꢌꢈꢁ Nꢃꢅꢆꢀꢍ Vꢊꢍꢍꢃꢈꢈꢁꢀꢍ Rꢁꢌꢈꢊꢉꢆꢀꢎ - &nbsp;</span></div>
					<div class="stl_01" style="top: 4.0729em; left:17.2488em;"><span class="stl_20 stl_08" style="word-spacing:0.04em;">Aꢍꢏꢀꢈꢐꢁ Cꢃꢈꢍꢁꢑ Mꢀꢂꢌꢁꢎꢃ ꢌꢀ ꢍꢁꢑ Sꢃꢂꢐꢁꢑ &nbsp;</span></div>
					<div class="stl_01" style="top: 6.4696em; left:6.1417em;"><span class="stl_62 stl_71" style="word-spacing:0.06em;">Tabla 7 &nbsp;</span></div>
					<div class="stl_01" style="top: 7.709em; left:6.1417em;"><span class="stl_72 stl_08" style="word-spacing:0.05em;">Rol que cumplen los marcos de referencia &nbsp;</span></div>
					<div class="stl_01" style="top: 9.6405em; left:12.2251em;"><span class="stl_74 stl_09">COBI<span class="stl_08">T &nbsp;</span></span></div>
					<div class="stl_01" style="top: 9.6405em; left:23.0188em;"><span class="stl_74" style="word-spacing:-0.04em;">ISO 38500 &nbsp;</span></div>
					<div class="stl_01" style="top: 9.6405em; left:34.82em;"><span class="stl_74 stl_09">ITI<span class="stl_08">L &nbsp;</span></span></div>
					<div class="stl_01" style="top: 10.9715em; left:6.4757em;"><span class="stl_74 stl_08" style="word-spacing:0.18em;">Proporciona control y gestión generales</span><span class="stl_74 stl_08" style="word-spacing:0.54em;">&nbsp;Proporciona a los Apoya</span><span class="stl_74 stl_08" style="word-spacing:0.09em;">&nbsp;la coordinación e</span><span class="stl_74 stl_08" style="word-spacing:0.12em;">&nbsp;integración &nbsp;</span></div>
					<div class="stl_01" style="top: 11.9715em; left:6.4757em;"><span class="stl_74 stl_08" style="word-spacing:0.14em;">ce la tecnología generales de la tecnolo-</span><span class="stl_74 stl_08" style="word-spacing:0.54em;">&nbsp;gerentes</span><span class="stl_74 stl_08" style="word-spacing:0.44em;">&nbsp;un están-</span><span class="stl_74 stl_08" style="word-spacing:0.51em;">&nbsp;de las tecnologías</span><span class="stl_74 stl_08" style="word-spacing:0.21em;">&nbsp;de</span><span class="stl_74 stl_08" style="word-spacing:0.27em;">&nbsp;información &nbsp;</span></div>
					<div class="stl_01" style="top: 12.9716em; left:6.4757em;"><span class="stl_74 stl_08" style="word-spacing:0.17em;">gía en toda la organización, cubre toda</span><span class="stl_74 stl_08" style="word-spacing:0.5em;">&nbsp;dar</span><span class="stl_74 stl_08" style="word-spacing:0.39em;">&nbsp;contra el cual</span><span class="stl_74 stl_08" style="word-spacing:0.5em;">&nbsp;con</span><span class="stl_74 stl_08" style="word-spacing:0.43em;">&nbsp;la empresa, estableciendo</span><span class="stl_74 stl_08" style="word-spacing:0.38em;">&nbsp;un &nbsp;</span></div>
					<div class="stl_01" style="top: 13.9717em; left:6.4757em;"><span class="stl_74 stl_08" style="word-spacing:0.04em;">la empresa de principio a ﬁn, cubre áreas</span><span class="stl_74 stl_08" style="word-spacing:0.51em;">&nbsp;puedan &nbsp;</span></div>
					<div class="stl_01" style="top: 13.9726em; left:25.8916em;"><span class="stl_74 stl_08" style="word-spacing:0.54em;">evaluar, marco</span><span class="stl_74 stl_08" style="word-spacing:0.36em;">&nbsp;de roles, procesos y</span><span class="stl_74 stl_08" style="word-spacing:0.37em;">&nbsp;tareas &nbsp;</span></div>
					<div class="stl_01" style="top: 14.9718em; left:6.4757em;"><span class="stl_74 stl_08" style="word-spacing:0.13em;">funcionales, incluidas las responsabilida-</span><span class="stl_74 stl_08" style="word-spacing:0.52em;">&nbsp;guiar</span><span class="stl_74 stl_08" style="word-spacing:0.31em;">&nbsp;y monitorear</span><span class="stl_74 stl_08" style="word-spacing:0.55em;">&nbsp;necesarias</span><span class="stl_74 stl_08" style="word-spacing:0.38em;">&nbsp;para el buen</span><span class="stl_74 stl_08" style="word-spacing:0.41em;">&nbsp;funciona- &nbsp;</span></div>
					<div class="stl_01" style="top: 15.9719em; left:6.4757em;"><span class="stl_74" style="word-spacing:-0.06em;">des de</span><span class="stl_74" style="word-spacing:-0.1em;">&nbsp;TI,</span><span class="stl_74" style="word-spacing:-0.05em;">&nbsp;y</span><span class="stl_74" style="word-spacing:-0.06em;">&nbsp;tiene</span><span class="stl_74" style="word-spacing:-0.05em;">&nbsp;en</span><span class="stl_74" style="word-spacing:-0.06em;">&nbsp;cuenta</span><span class="stl_74" style="word-spacing:-0.05em;">&nbsp;los</span><span class="stl_74" style="word-spacing:-0.07em;">&nbsp;beneﬁcios</span><span class="stl_74" style="word-spacing:0.48em;">&nbsp;la</span><span class="stl_74" style="word-spacing:0.13em;">&nbsp;gestión de</span><span class="stl_74" style="word-spacing:0.09em;">&nbsp;TI</span><span class="stl_74" style="word-spacing:0.13em;">&nbsp;en</span><span class="stl_74" style="word-spacing:0.46em;">&nbsp;miento</span><span class="stl_74" style="word-spacing:0.17em;">&nbsp;de las</span><span class="stl_74" style="word-spacing:0.14em;">&nbsp;TI,</span><span class="stl_74" style="word-spacing:0.19em;">&nbsp;está</span><span class="stl_74" style="word-spacing:0.03em;">&nbsp;basado en</span><span class="stl_74" style="word-spacing:0.04em;">&nbsp;el &nbsp;</span></div>
					<div class="stl_01" style="top: 16.972em; left:6.4757em;"><span class="stl_74 stl_08" style="word-spacing:0.09em;">relacionados con</span><span class="stl_74" style="word-spacing:-0.01em;">&nbsp;la</span><span class="stl_74 stl_08" style="word-spacing:0.05em;">&nbsp;tecnología</span><span class="stl_74" style="word-spacing:-0.01em;">&nbsp;de</span><span class="stl_74" style="word-spacing:-0.01em;">&nbsp;las</span><span class="stl_74 stl_08" style="word-spacing:0.02em;">&nbsp;par-</span><span class="stl_74 stl_08" style="word-spacing:0.5em;">&nbsp;sus</span><span class="stl_74 stl_08" style="word-spacing:0.06em;">&nbsp;empresas. &nbsp;</span></div>
					<div class="stl_01" style="top: 17.972em; left:6.4757em;"><span class="stl_74 stl_08" style="word-spacing:0.06em;">tes interesadas internas y externas. &nbsp;</span></div>
					<div class="stl_01" style="top: 16.9738em; left:29.2265em;"><span class="stl_74" style="word-spacing:-0.03em;">concepto del servicio. &nbsp;</span></div>
					<div class="stl_01" style="top: 19.643em; left:7.3228em;"><span class="stl_62" style="word-spacing:0.29em;">PI2</span><span class="stl_66 stl_08" style="word-spacing:0.32em;">: ¿Cuál es el marco más usado &nbsp;</span></div>
					<div class="stl_01" style="top: 20.9019em; left:6.142em;"><span class="stl_66" style="word-spacing:0.29em;">para implementar buenas prácticas de &nbsp;</span></div>
					<div class="stl_01" style="top: 22.1607em; left:6.142em;"><span class="stl_66 stl_08" style="word-spacing:0.04em;">gobierno de TI en las PYMES? &nbsp;</span></div>
					<div class="stl_01" style="top: 19.6452em; left:25.512em;"><span class="stl_66 stl_08" style="word-spacing:0.19em;">nombrados o utilizados en el desarrollo &nbsp;</span></div>
					<div class="stl_01" style="top: 20.904em; left:25.512em;"><span class="stl_66 stl_08" style="word-spacing:0.18em;">de sus modelos para la implementación &nbsp;</span></div>
					<div class="stl_01" style="top: 22.1629em; left:25.512em;"><span class="stl_66 stl_08" style="word-spacing:0.23em;">de gobierno de</span><span class="stl_66 stl_08" style="word-spacing:0.14em;">&nbsp;TI</span><span class="stl_66 stl_08" style="word-spacing:0.22em;">&nbsp;en las empresas.</span><span class="stl_66 stl_08" style="word-spacing:0.19em;">&nbsp;La &nbsp;</span></div>
					<div class="stl_01" style="top: 23.4217em; left:25.512em;"><span class="stl_66 stl_08" style="word-spacing:0.03em;">inferencia que utilizamos es que, a mayor &nbsp;</span></div>
					<div class="stl_01" style="top: 24.6806em; left:25.512em;"><span class="stl_66" style="word-spacing:0.28em;">número de aparición en los artículos, &nbsp;</span></div>
					<div class="stl_01" style="top: 25.9394em; left:25.512em;"><span class="stl_66 stl_08" style="word-spacing:0.05em;">mayor es el nivel de relevancia del marco &nbsp;</span></div>
					<div class="stl_01" style="top: 27.1982em; left:25.512em;"><span class="stl_66 stl_08" style="word-spacing:0.03em;">de referencia (Tabla 8). &nbsp;</span></div>
					<div class="stl_01" style="top: 24.6773em; left:7.3228em;"><span class="stl_66 stl_08" style="word-spacing:0.08em;">Para responder esta pregunta se revisó &nbsp;</span></div>
					<div class="stl_01" style="top: 25.9361em; left:6.142em;"><span class="stl_66" style="word-spacing:-0.08em;">los artículos de antecedentes para conocer &nbsp;</span></div>
					<div class="stl_01" style="top: 27.195em; left:6.142em;"><span class="stl_66 stl_08" style="word-spacing:0.25em;">que marco de referencias eran los más &nbsp;</span></div>
					<div class="stl_01" style="top: 28.9987em; left:6.142em;"><span class="stl_62 stl_71" style="word-spacing:0.06em;">Tabla 8 &nbsp;</span></div>
					<div class="stl_01" style="top: 30.2381em; left:6.142em;"><span class="stl_72 stl_08" style="word-spacing:0.05em;">Investigaciones sobre modelos de gobierno de TI &nbsp;</span></div>
					<div class="stl_01" style="top: 32.0994em; left:6.4751em;"><span class="stl_73">N° &nbsp;</span></div>
					<div class="stl_01" style="top: 32.0994em; left:11.1592em;"><span class="stl_73 stl_08">Autores &nbsp;</span></div>
					<div class="stl_01" style="top: 32.0994em; left:28.4384em;"><span class="stl_73 stl_09">Aport<span class="stl_08">es &nbsp;</span></span></div>
					<div class="stl_01" style="top: 33.4139em; left:6.8087em;"><span class="stl_74">1</span></div>
					<div class="stl_01" style="top: 33.4139em; left:8.2662em;"><span class="stl_74 stl_08" style="word-spacing:0.17em;">(Trujillo Lambert et</span><span class="stl_74 stl_08" style="word-spacing:0.15em;">&nbsp;al.,</span><span class="stl_74 stl_08" style="word-spacing:0.49em;">&nbsp;En</span><span class="stl_74 stl_08" style="word-spacing:0.15em;">&nbsp;la investigación se logra observar que los modelos utilizados</span><span class="stl_74 stl_08" style="word-spacing:0.12em;">&nbsp;por &nbsp;</span></div>
					<div class="stl_01" style="top: 34.414em; left:8.2662em;"><span class="stl_74 stl_08" style="word-spacing:7.7em;">ꢓ0ꢓ0) las</span><span class="stl_74 stl_08" style="word-spacing:0.12em;">&nbsp;PYMES en el gobierno de</span><span class="stl_74 stl_08" style="word-spacing:0.06em;">&nbsp;TI</span><span class="stl_74 stl_08" style="word-spacing:0.13em;">&nbsp;son la ISO/IEC 38500 seguido</span><span class="stl_74 stl_08" style="word-spacing:0.1em;">&nbsp;de &nbsp;</span></div>
					<div class="stl_01" style="top: 35.4141em; left:17.5786em;"><span class="stl_74" style="word-spacing:-0.02em;">COBIT e ITIL. &nbsp;</span></div>
					<div class="stl_01" style="top: 36.7451em; left:6.8087em;"><span class="stl_74">ꢓ</span></div>
					<div class="stl_01" style="top: 40.0763em; left:6.8087em;"><span class="stl_74">3</span></div>
					<div class="stl_01" style="top: 36.7451em; left:8.2662em;"><span class="stl_74 stl_08" style="word-spacing:0.04em;">(Aponte Chavarro &amp; &nbsp;</span></div>
					<div class="stl_01" style="top: 37.7452em; left:8.2662em;"><span class="stl_74 stl_08" style="word-spacing:0.08em;">CuartasHoyos, ꢓ016) &nbsp;</span></div>
					<div class="stl_01" style="top: 36.7451em; left:17.5786em;"><span class="stl_74 stl_08" style="word-spacing:0.07em;">En la investigación se llega a la conclusión que tener un buen desem- &nbsp;</span></div>
					<div class="stl_01" style="top: 37.7452em; left:17.5786em;"><span class="stl_74 stl_08" style="word-spacing:0.17em;">peño en el gobierno de</span><span class="stl_74 stl_08" style="word-spacing:0.1em;">&nbsp;TI</span><span class="stl_74 stl_08" style="word-spacing:0.17em;">&nbsp;haciendo uso del marco ISO inﬂuye</span><span class="stl_74 stl_08" style="word-spacing:0.14em;">&nbsp;de &nbsp;</span></div>
					<div class="stl_01" style="top: 38.7453em; left:17.5786em;"><span class="stl_74 stl_08" style="word-spacing:0.04em;">manera favorable en el desarrollo y crecimiento de las PYMES. &nbsp;</span></div>
					<div class="stl_01" style="top: 40.0763em; left:8.2662em;"><span class="stl_74 stl_08">(Bayo<span class="stl_09">na &nbsp;</span></span></div>
					<div class="stl_01" style="top: 41.0764em; left:8.2662em;"><span class="stl_74 stl_09">ꢓ018<span class="stl_08">) &nbsp;</span></span></div>
					<div class="stl_01" style="top: 40.0763em; left:12.9073em;"><span class="stl_74 stl_08" style="word-spacing:0.56em;">Manosalva, En</span><span class="stl_74 stl_08" style="word-spacing:-0.03em;">&nbsp;la</span><span class="stl_74 stl_08" style="word-spacing:0.04em;">&nbsp;investigación</span><span class="stl_74 stl_08" style="word-spacing:-0.03em;">&nbsp;se</span><span class="stl_74 stl_08" style="word-spacing:0.02em;">&nbsp;establecen</span><span class="stl_74 stl_08" style="word-spacing:-0.02em;">&nbsp;las</span><span class="stl_74 stl_09" style="word-spacing:-0.05em;">&nbsp;buen<span class="stl_08">as</span></span><span class="stl_74 stl_08" style="word-spacing:0.02em;">&nbsp;prácticas</span><span class="stl_74 stl_09" style="word-spacing:-0.05em;">&nbsp;tenien<span class="stl_08">do</span></span><span class="stl_74 stl_08" style="word-spacing:-0.03em;">&nbsp;en</span><span class="stl_74 stl_08" style="word-spacing:-0.01em;">&nbsp;cuen- &nbsp;</span></div>
					<div class="stl_01" style="top: 41.0764em; left:17.5786em;"><span class="stl_74 stl_08" style="word-spacing:0.17em;">ta cuales se adaptan mejor a la organización de acuerdo al nivel de &nbsp;</span></div>
					<div class="stl_01" style="top: 42.0764em; left:17.5786em;"><span class="stl_74 stl_08" style="word-spacing:0.16em;">madurez del gobierno de</span><span class="stl_74 stl_08" style="word-spacing:0.08em;">&nbsp;TI</span><span class="stl_74 stl_08" style="word-spacing:0.14em;">&nbsp;usando los modelos Cobit 5 y la</span><span class="stl_74 stl_08" style="word-spacing:0.13em;">&nbsp;ISO/ &nbsp;</span></div>
					<div class="stl_01" style="top: 43.0765em; left:17.5786em;"><span class="stl_74 stl_08" style="word-spacing:0.06em;">IEC 38500. &nbsp;</span></div>
					<div class="stl_01" style="top: 44.4075em; left:6.8087em;"><span class="stl_74">ꢘ</span></div>
					<div class="stl_01" style="top: 46.7386em; left:6.8087em;"><span class="stl_74">5</span></div>
					<div class="stl_01" style="top: 44.4075em; left:8.2662em;"><span class="stl_74 stl_08" style="word-spacing:0.03em;">(Masso &amp;</span><span class="stl_74 stl_08" style="word-spacing:0.03em;">&nbsp;Pardo,</span><span class="stl_74 stl_08" style="word-spacing:0.03em;">&nbsp;ꢓ015)</span><span class="stl_74 stl_08" style="word-spacing:0.82em;">&nbsp;En</span><span class="stl_74 stl_08" style="word-spacing:0.05em;">&nbsp;la investigación se describe de qué manera se pueden</span><span class="stl_74 stl_08" style="word-spacing:0.07em;">&nbsp;implementar &nbsp;</span></div>
					<div class="stl_01" style="top: 45.4076em; left:17.5786em;"><span class="stl_74 stl_08" style="word-spacing:0.02em;">los métodos como COBIT, ITIL y la ISO/IEC 38500 &nbsp;</span></div>
					<div class="stl_01" style="top: 46.7386em; left:8.2662em;"><span class="stl_74 stl_08" style="word-spacing:0.03em;">(Vargas &amp; Reales,</span><span class="stl_74 stl_08" style="word-spacing:0.01em;">&nbsp;ꢓ015)</span><span class="stl_74 stl_08" style="word-spacing:0.61em;">&nbsp;Muestra</span><span class="stl_74" style="word-spacing:-0.02em;">&nbsp;el</span><span class="stl_74 stl_08" style="word-spacing:-0.02em;">&nbsp;val<span class="stl_09">or</span></span><span class="stl_74 stl_08" style="word-spacing:-0.02em;">&nbsp;de</span><span class="stl_74 stl_08" style="word-spacing:-0.02em;">&nbsp;usa<span class="stl_09">r</span></span><span class="stl_74" style="word-spacing:-0.02em;">&nbsp;el</span><span class="stl_74 stl_08" style="word-spacing:-0.02em;">&nbsp;mar<span class="stl_09">co</span></span><span class="stl_74 stl_08" style="word-spacing:-0.02em;">&nbsp;IS<span class="stl_09">O</span></span><span class="stl_74 stl_08" style="word-spacing:-0.02em;">&nbsp;par<span class="stl_09">a</span></span><span class="stl_74 stl_09" style="word-spacing:-0.02em;">&nbsp;la<span class="stl_08">s</span></span><span class="stl_74 stl_08" style="word-spacing:-0.02em;">&nbsp;buen<span class="stl_09">as</span></span><span class="stl_74 stl_08" style="word-spacing:0.03em;">&nbsp;prácticas</span><span class="stl_74 stl_08" style="word-spacing:-0.02em;">&nbsp;de</span><span class="stl_74 stl_08" style="word-spacing:-0.02em;">&nbsp;Go<span class="stl_09">- &nbsp;</span></span></div>
					<div class="stl_01" style="top: 47.7387em; left:17.5786em;"><span class="stl_74 stl_08" style="word-spacing:0.05em;">bierno de TI en Pymes, al ver sus beneﬁcios en tres tipos de empresas &nbsp;</span></div>
					<div class="stl_01" style="top: 48.7388em; left:17.5786em;"><span class="stl_74 stl_08" style="word-spacing:0.04em;">diferentes en rubro y logrando adaptar estas prácticas para el beneﬁcio &nbsp;</span></div>
					<div class="stl_01" style="top: 49.7389em; left:17.5786em;"><span class="stl_74 stl_08" style="word-spacing:0.06em;">de estas empresas. &nbsp;</span></div>
					<div class="stl_01" style="top: 51.0699em; left:6.8087em;"><span class="stl_74">6</span></div>
					<div class="stl_01" style="top: 57.5672em; left:6.8087em;"><span class="stl_74">7</span></div>
					<div class="stl_01" style="top: 51.0699em; left:8.2662em;"><span class="stl_74 stl_08" style="word-spacing:0.02em;">(Pérez et al., ꢓ015) &nbsp;</span></div>
					<div class="stl_01" style="top: 51.0699em; left:17.5786em;"><span class="stl_74 stl_08" style="word-spacing:0.26em;">Proporciona un modelo para establecer estándares de gobierno de &nbsp;</span></div>
					<div class="stl_01" style="top: 52.0699em; left:17.5786em;"><span class="stl_74 stl_08" style="word-spacing:0.18em;">TI de cuatro niveles para organizaciones de</span><span class="stl_74 stl_08" style="word-spacing:0.1em;">&nbsp;TIC</span><span class="stl_74 stl_08" style="word-spacing:0.17em;">&nbsp;que admiten</span><span class="stl_74 stl_08" style="word-spacing:0.17em;">&nbsp;apli- &nbsp;</span></div>
					<div class="stl_01" style="top: 53.07em; left:17.5786em;"><span class="stl_74 stl_08" style="word-spacing:0.14em;">caciones, arquitecturas técnicas y modelos comerciales. COBIT, está &nbsp;</span></div>
					<div class="stl_01" style="top: 54.0701em; left:17.5786em;"><span class="stl_74 stl_08" style="word-spacing:0.06em;">integrado en sus objetivos de gestión, siendo considerado cada valor y &nbsp;</span></div>
					<div class="stl_01" style="top: 55.0702em; left:17.5786em;"><span class="stl_74 stl_08" style="word-spacing:0.01em;">concepto por CMMI y evaluando un nivel de madurez para cada nivel &nbsp;</span></div>
					<div class="stl_01" style="top: 56.0703em; left:17.5786em;"><span class="stl_74 stl_08" style="word-spacing:0.05em;">de dominio y empresa establecido. &nbsp;</span></div>
					<div class="stl_01" style="top: 57.5672em; left:8.2662em;"><span class="stl_74 stl_08" style="word-spacing:0.07em;">(Karen Jimeno Gonzales</span><span class="stl_74 stl_08" style="word-spacing:0.5em;">&nbsp;Los</span><span class="stl_74 stl_08" style="word-spacing:0.06em;">&nbsp;resultados muestran que si desea gestionar de forma inteligente</span><span class="stl_74 stl_08" style="word-spacing:0.03em;">&nbsp;el &nbsp;</span></div>
					<div class="stl_01" style="top: 58.5673em; left:8.2662em;"><span class="stl_74" style="word-spacing:-0.02em;">et al.,ꢓ017) &nbsp;</span></div>
					<div class="stl_01" style="top: 58.5673em; left:17.5786em;"><span class="stl_74 stl_08" style="word-spacing:0.14em;">mercado en constante cambio, la forma más eﬁcaz de explorar nue- &nbsp;</span></div>
					<div class="stl_01" style="top: 59.5674em; left:17.5786em;"><span class="stl_74 stl_08" style="word-spacing:0.07em;">vos modelos de negocio, agregar valor, mejorar la gestión de riesgos y &nbsp;</span></div>
					<div class="stl_01" style="top: 60.5674em; left:17.5786em;"><span class="stl_74 stl_08" style="word-spacing:0.06em;">utilizar los recursos. Las prácticas de gobierno corporativo deben estar &nbsp;</span></div>
					<div class="stl_01" style="top: 61.5675em; left:17.5786em;"><span class="stl_74 stl_08" style="word-spacing:0.09em;">integradas en la organización mediante los marcos de gobierno de</span><span class="stl_74 stl_08" style="word-spacing:0.01em;">&nbsp;TI &nbsp;</span></div>
					<div class="stl_01" style="top: 62.5676em; left:17.5786em;"><span class="stl_74" style="word-spacing:-0.02em;">como ISO/IEC 38500 y Cobit. &nbsp;</span></div>
					<div class="stl_01 stl_26" style="top: 65.9674em; left:6.1417em;"><span class="stl_69">|</span></div>
					<div class="stl_01 stl_26" style="top: 65.9674em; left:6.3919em;z-index:12; "><span class="stl_69 stl_24" style="word-spacing:0.02em;">Campus |</span><span class="stl_69 stl_24" style="word-spacing:0em;">&nbsp;V.</span><span class="stl_69 stl_24" style="word-spacing:0.02em;">&nbsp;XXVIII | No. 35 | enero-junio</span><span class="stl_69 stl_24" style="word-spacing:0.26em;">&nbsp;|</span><span class="stl_69 stl_24" style="word-spacing:0.02em;">&nbsp;2023</span><span class="stl_69 stl_24" style="word-spacing:0.01em;">&nbsp;| &nbsp;</span></div>
					<div class="stl_01 stl_26" style="top: 65.9674em; left:30.0692em;"><span class="stl_69 stl_24" style="word-spacing:0.05em;">| ISSN (impreso): 181ꢀ-6ꢁ49 | ISSN (en línea): ꢀꢂꢀꢃ-18ꢀꢁ | &nbsp;</span></div>
					<div class="stl_01" style="top: 65.8892em; left:23.9217em;"><span class="stl_61 stl_08">30 &nbsp;</span></div>
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				<img src="data:image/png;base64,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" alt="" class="stl_97">
			</div>
			<div class="stl_view">
				<div class="stl_05 stl_06">
					<div class="stl_01" style="top: 3.0729em; left:7.2071em;"><span class="stl_20 stl_08" style="word-spacing:0.05em;">Mꢃꢈꢄꢁꢑ ꢔꢙꢑ ꢆꢑꢃꢌꢁꢑ ꢇꢃꢈꢃ ꢊꢔꢇꢍꢀꢔꢀꢂꢐꢃꢈ ꢏꢆꢀꢂꢃꢑ ꢇꢈꢙꢄꢐꢊꢄꢃꢑ ꢌꢀ ꢉꢁꢏꢊꢀꢈꢂꢁ ꢌꢀ ꢐꢀꢄꢂꢁꢍꢁꢉꢚꢃꢑ ꢌꢀ ꢍꢃ ꢊꢂꢛꢁꢈꢔꢃꢄꢊꢜꢂ &nbsp;</span></div>
					<div class="stl_01" style="top: 4.0729em; left:17.5921em;"><span class="stl_20 stl_08" style="word-spacing:0.04em;">ꢀꢂ ꢍꢃꢑ Pꢝꢔꢀꢑ: Uꢂꢃ ꢈꢀꢞꢊꢑꢊꢜꢂ ꢌꢀ ꢍꢃ ꢍꢊꢐꢀꢈꢃꢐꢆꢈꢃ &nbsp;</span></div>
					<div class="stl_01" style="top: 6.8467em; left:7.9317em;"><span class="stl_74">8</span></div>
					<div class="stl_01" style="top: 6.8467em; left:9.2105em;"><span class="stl_74 stl_08" style="word-spacing:0.03em;">(Avila, ꢓ0ꢓ0) &nbsp;</span></div>
					<div class="stl_01" style="top: 6.8467em; left:18.5229em;"><span class="stl_74 stl_08" style="word-spacing:0.04em;">En la investigación, la autora identiﬁca las prácticas de gobernanza ex- &nbsp;</span></div>
					<div class="stl_01" style="top: 7.9137em; left:18.5229em;"><span class="stl_74 stl_09" style="word-spacing:-0.05em;">istentes, adapta e incorpora nuevas prácticas de go<span class="stl_08">bierno TI usando los &nbsp;</span></span></div>
					<div class="stl_01" style="top: 8.9807em; left:18.5229em;"><span class="stl_74 stl_08" style="word-spacing:0.04em;">modelos COBIT y la ISO/IEC 38500 &nbsp;</span></div>
					<div class="stl_01" style="top: 10.3117em; left:7.4202em;"><span class="stl_74">ꢟ</span></div>
					<div class="stl_01" style="top: 13.7061em; left:7.4202em;"><span class="stl_74">1</span></div>
					<div class="stl_01" style="top: 17.0373em; left:7.4202em;"><span class="stl_74">1</span></div>
					<div class="stl_01" style="top: 20.3685em; left:7.4202em;"><span class="stl_74">1</span></div>
					<div class="stl_01" style="top: 23.6996em; left:7.4202em;"><span class="stl_74">1</span></div>
					<div class="stl_01" style="top: 10.3117em; left:9.2105em;"><span class="stl_74 stl_08" style="word-spacing:0.07em;">(Llerena Guerra, ꢓ018)</span><span class="stl_74 stl_08" style="word-spacing:0.99em;">&nbsp;La</span><span class="stl_74 stl_08" style="word-spacing:0.06em;">&nbsp;investigación</span><span class="stl_74 stl_08" style="word-spacing:0.02em;">&nbsp;diseña</span><span class="stl_74 stl_08" style="word-spacing:-0.01em;">&nbsp;un</span><span class="stl_74 stl_08" style="word-spacing:0.01em;">&nbsp;modelo</span><span class="stl_74 stl_08" style="word-spacing:-0.01em;">&nbsp;de</span><span class="stl_74 stl_08" style="word-spacing:-0.06em;">&nbsp;TI</span><span class="stl_74 stl_08" style="word-spacing:0.01em;">&nbsp;basado</span><span class="stl_74 stl_08" style="word-spacing:-0.01em;">&nbsp;en</span><span class="stl_74 stl_08" style="word-spacing:-0.01em;">&nbsp;el</span><span class="stl_74 stl_08" style="word-spacing:0.01em;">&nbsp;modelo</span><span class="stl_74 stl_09" style="word-spacing:-0.03em;">&nbsp;COB<span class="stl_08">IT &nbsp;</span></span></div>
					<div class="stl_01" style="top: 11.3118em; left:18.5229em;"><span class="stl_74 stl_08" style="word-spacing:0.16em;">para su implementación en las pymes que quieran generar un valor &nbsp;</span></div>
					<div class="stl_01" style="top: 12.3119em; left:18.5229em;"><span class="stl_74 stl_08" style="word-spacing:0.04em;">agregado a cada proceso. &nbsp;</span></div>
					<div class="stl_01" style="top: 13.7061em; left:7.8785em;"><span class="stl_74 stl_08" style="word-spacing:0.75em;">0 (Madrid</span><span class="stl_74 stl_08" style="word-spacing:0.03em;">&nbsp;Maya,</span><span class="stl_74 stl_08" style="word-spacing:0.03em;">&nbsp;ꢓ016) &nbsp;</span></div>
					<div class="stl_01" style="top: 13.7061em; left:18.5229em;"><span class="stl_74 stl_08" style="word-spacing:0.02em;">En la investigación, el autor propone un marco de gobierno de TI que &nbsp;</span></div>
					<div class="stl_01" style="top: 14.7062em; left:18.5229em;"><span class="stl_74 stl_08" style="word-spacing:0.05em;">sea de fácil implementación en las PYMES de Colombia, para eso usa &nbsp;</span></div>
					<div class="stl_01" style="top: 15.7063em; left:18.5229em;"><span class="stl_74 stl_08" style="word-spacing:0.02em;">los modelos de COBIT, ITIL y CMMI. &nbsp;</span></div>
					<div class="stl_01" style="top: 17.0373em; left:7.8785em;"><span class="stl_74 stl_08" style="word-spacing:0.75em;">1 (Arias</span><span class="stl_74 stl_08" style="word-spacing:0.02em;">&nbsp;Friz</span><span class="stl_74 stl_08" style="word-spacing:-0.01em;">&nbsp;&amp;</span><span class="stl_74 stl_08" style="word-spacing:0.04em;">&nbsp;Gonzalez</span><span class="stl_74 stl_08" style="word-spacing:1.11em;">&nbsp;En</span><span class="stl_74 stl_08" style="word-spacing:0.12em;">&nbsp;la investigación, se realizó una evaluación de las buenas</span><span class="stl_74 stl_08" style="word-spacing:0.13em;">&nbsp;prácticas &nbsp;</span></div>
					<div class="stl_01" style="top: 18.0374em; left:9.2105em;"><span class="stl_74 stl_08">Vergara,ꢓ016) &nbsp;</span></div>
					<div class="stl_01" style="top: 18.0374em; left:18.5229em;"><span class="stl_74" style="word-spacing:0.03em;">de gobernanza de</span><span class="stl_74" style="word-spacing:0em;">&nbsp;TI</span><span class="stl_74" style="word-spacing:0.04em;">&nbsp;en las pymes para lo cual se usó los modelos</span><span class="stl_74" style="word-spacing:0.04em;">&nbsp;de &nbsp;</span></div>
					<div class="stl_01" style="top: 19.0375em; left:18.5229em;"><span class="stl_74 stl_08" style="word-spacing:0.04em;">COBIT e ITIL. &nbsp;</span></div>
					<div class="stl_01" style="top: 20.3685em; left:7.8785em;"><span class="stl_74 stl_08" style="word-spacing:0.74em;">ꢓ (K.</span><span class="stl_74 stl_08" style="word-spacing:0.64em;">&nbsp;Jimeno Gonzales,</span><span class="stl_74 stl_08" style="word-spacing:0.51em;">&nbsp;Este</span><span class="stl_74 stl_08" style="word-spacing:0.09em;">&nbsp;estudio propone un modelo orientado a las PYMES que</span><span class="stl_74 stl_08" style="word-spacing:0.1em;">&nbsp;integra &nbsp;</span></div>
					<div class="stl_01" style="top: 21.3685em; left:9.2105em;"><span class="stl_74 stl_09">ꢓ016<span class="stl_08">) &nbsp;</span></span></div>
					<div class="stl_01" style="top: 21.3685em; left:18.5229em;"><span class="stl_74 stl_08" style="word-spacing:0.09em;">las mejores prácticas haciendo uso de los modelos COBIT, CMMI e &nbsp;</span></div>
					<div class="stl_01" style="top: 22.3686em; left:18.5229em;"><span class="stl_74 stl_09">ITIL<span class="stl_08">. &nbsp;</span></span></div>
					<div class="stl_01" style="top: 23.6996em; left:7.8785em;"><span class="stl_74 stl_08" style="word-spacing:0.76em;">3 (Castro</span><span class="stl_74 stl_08" style="word-spacing:0.03em;">&nbsp;Marquez,</span><span class="stl_74 stl_08" style="word-spacing:0.03em;">&nbsp;ꢓ01ꢟ)</span><span class="stl_74 stl_08" style="word-spacing:0.6em;">&nbsp;La</span><span class="stl_74 stl_08" style="word-spacing:0.21em;">&nbsp;investigación nos brinda un modelo de integración con</span><span class="stl_74 stl_08" style="word-spacing:0.21em;">&nbsp;buenas &nbsp;</span></div>
					<div class="stl_01" style="top: 24.6997em; left:18.5229em;"><span class="stl_74 stl_08" style="word-spacing:0.05em;">prácticas para la optimización y el desarrollo de los procesos de la em- &nbsp;</span></div>
					<div class="stl_01" style="top: 25.6998em; left:18.5229em;"><span class="stl_74 stl_08" style="word-spacing:0.04em;">presa. Este modelo está basado en COBIT y la ISO/IEC 38500. &nbsp;</span></div>
					<div class="stl_01" style="top: 27.582em; left:8.2677em;"><span class="stl_66 stl_08" style="word-spacing:0.22em;">A continuación, se muestra la</span><span class="stl_66 stl_08" style="word-spacing:0.17em;">&nbsp;Tabla &nbsp;</span></div>
					<div class="stl_01" style="top: 28.8409em; left:7.0869em;"><span class="stl_66 stl_08" style="word-spacing:0.29em;">ꢟ en la cual se detallan los resultados &nbsp;</span></div>
					<div class="stl_01" style="top: 30.0997em; left:7.0869em;"><span class="stl_66" style="word-spacing:0.76em;">contabilizados de los artículos de &nbsp;</span></div>
					<div class="stl_01" style="top: 27.5831em; left:26.4569em;"><span class="stl_66 stl_08" style="word-spacing:0.42em;">investigación que se trabajaron en la &nbsp;</span></div>
					<div class="stl_01" style="top: 28.8419em; left:26.4569em;"><span class="stl_66 stl_71" style="word-spacing:0.09em;">Tabla 8. &nbsp;</span></div>
					<div class="stl_01" style="top: 32.0909em; left:7.0869em;"><span class="stl_62 stl_71" style="word-spacing:0.06em;">Tabla 9 &nbsp;</span></div>
					<div class="stl_01" style="top: 33.3302em; left:7.0869em;"><span class="stl_72 stl_08" style="word-spacing:0.08em;">Métodos utilizados en las investigaciones &nbsp;</span></div>
					<div class="stl_01" style="top: 35.1936em; left:31.5655em;"><span class="stl_74 stl_08">ISO/IE<span class="stl_09">C &nbsp;</span></span></div>
					<div class="stl_01" style="top: 35.7097em; left:7.4883em;"><span class="stl_73">N° &nbsp;</span></div>
					<div class="stl_01" style="top: 35.7097em; left:16.248em;"><span class="stl_73 stl_08">Autores &nbsp;</span></div>
					<div class="stl_01" style="top: 35.6932em; left:27.3616em;"><span class="stl_74 stl_09">COBI<span class="stl_08">T &nbsp;</span></span></div>
					<div class="stl_01" style="top: 37.5256em; left:28.5817em;"><span class="stl_74">x</span></div>
					<div class="stl_01" style="top: 35.6941em; left:36.4568em;"><span class="stl_74 stl_09">ITI<span class="stl_08">L &nbsp;</span></span></div>
					<div class="stl_01" style="top: 35.6941em; left:40.0969em;"><span class="stl_74 stl_08">CMM<span class="stl_09">I &nbsp;</span></span></div>
					<div class="stl_01" style="top: 36.1937em; left:32.0431em;"><span class="stl_74">3</span></div>
					<div class="stl_01" style="top: 36.1937em; left:32.5014em;"><span class="stl_74 stl_09">850<span class="stl_08">0 &nbsp;</span></span></div>
					<div class="stl_01" style="top: 37.5256em; left:32.9909em;"><span class="stl_74">x</span></div>
					<div class="stl_01" style="top: 37.5256em; left:7.4406em;"><span class="stl_74">1</span></div>
					<div class="stl_01" style="top: 37.5256em; left:9.2309em;"><span class="stl_74 stl_08" style="word-spacing:0.04em;">(TrujilloLambert et al., ꢓ0ꢓ0) &nbsp;</span></div>
					<div class="stl_01" style="top: 37.5256em; left:37.1251em;"><span class="stl_74">x</span></div>
					<div class="stl_01" style="top: 39.1334em; left:37.1251em;"><span class="stl_74">x</span></div>
					<div class="stl_01" style="top: 39.1334em; left:7.4406em;"><span class="stl_74">ꢓ</span></div>
					<div class="stl_01" style="top: 40.59em; left:7.4406em;"><span class="stl_74">3</span></div>
					<div class="stl_01" style="top: 42.086em; left:7.4406em;"><span class="stl_74">ꢘ</span></div>
					<div class="stl_01" style="top: 39.1334em; left:9.2309em;"><span class="stl_74 stl_08" style="word-spacing:0.05em;">(Aponte Chavarro &amp;Cuartas Hoyos, ꢓ016) &nbsp;</span></div>
					<div class="stl_01" style="top: 40.59em; left:9.2309em;"><span class="stl_74 stl_08" style="word-spacing:0.06em;">(Bayona Manosalva, ꢓ018) &nbsp;</span></div>
					<div class="stl_01" style="top: 39.1334em; left:32.9909em;"><span class="stl_74">x</span></div>
					<div class="stl_01" style="top: 40.59em; left:32.9909em;"><span class="stl_74">x</span></div>
					<div class="stl_01" style="top: 42.086em; left:32.9909em;"><span class="stl_74">x</span></div>
					<div class="stl_01" style="top: 43.6214em; left:32.9909em;"><span class="stl_74">x</span></div>
					<div class="stl_01" style="top: 40.59em; left:28.5817em;"><span class="stl_74">x</span></div>
					<div class="stl_01" style="top: 42.086em; left:28.5817em;"><span class="stl_74">x</span></div>
					<div class="stl_01" style="top: 42.086em; left:9.2309em;"><span class="stl_74 stl_08" style="word-spacing:-0.01em;">(Masso &amp; Pardo, ꢓ0<span class="stl_09">15) &nbsp;</span></span></div>
					<div class="stl_01" style="top: 42.086em; left:37.1251em;"><span class="stl_74">x</span></div>
					<div class="stl_01" style="top: 46.2834em; left:37.1251em;"><span class="stl_74">x</span></div>
					<div class="stl_01" style="top: 43.6214em; left:7.4406em;"><span class="stl_74">5</span></div>
					<div class="stl_01" style="top: 44.9524em; left:7.4406em;"><span class="stl_74">6</span></div>
					<div class="stl_01" style="top: 46.2834em; left:7.4406em;"><span class="stl_74">7</span></div>
					<div class="stl_01" style="top: 43.6214em; left:9.2309em;"><span class="stl_74 stl_08" style="word-spacing:0.02em;">(Vargas &amp; Reales, ꢓ015) &nbsp;</span></div>
					<div class="stl_01" style="top: 44.9524em; left:9.2309em;"><span class="stl_74 stl_08" style="word-spacing:-0.03em;">(Pérez et al.<span class="stl_09">,ꢓ015) &nbsp;</span></span></div>
					<div class="stl_01" style="top: 46.2834em; left:9.2309em;"><span class="stl_74 stl_08" style="word-spacing:0.04em;">(Karen Jimeno Gonzales et al., ꢓ017) &nbsp;</span></div>
					<div class="stl_01" style="top: 44.9524em; left:28.5817em;"><span class="stl_74">x</span></div>
					<div class="stl_01" style="top: 46.2834em; left:28.5817em;"><span class="stl_74">x</span></div>
					<div class="stl_01" style="top: 44.9524em; left:41.2088em;"><span class="stl_74">x</span></div>
					<div class="stl_01" style="top: 46.2834em; left:32.9909em;"><span class="stl_74">x</span></div>
					<div class="stl_01" style="top: 47.85em; left:32.9909em;"><span class="stl_74">x</span></div>
					<div class="stl_01" style="top: 47.85em; left:7.4406em;"><span class="stl_74">8</span></div>
					<div class="stl_01" style="top: 49.181em; left:7.4406em;"><span class="stl_74">ꢟ</span></div>
					<div class="stl_01" style="top: 47.85em; left:9.2309em;"><span class="stl_74 stl_08" style="word-spacing:0.03em;">(Avila, ꢓ0ꢓ0) &nbsp;</span></div>
					<div class="stl_01" style="top: 47.85em; left:28.5817em;"><span class="stl_74">x</span></div>
					<div class="stl_01" style="top: 49.181em; left:28.5817em;"><span class="stl_74">x</span></div>
					<div class="stl_01" style="top: 49.181em; left:9.2309em;"><span class="stl_74 stl_08" style="word-spacing:0.1em;">(LlerenaGuerra, ꢓ018) &nbsp;</span></div>
					<div class="stl_01" style="top: 50.512em; left:7.4406em;"><span class="stl_74 stl_08" style="word-spacing:0.76em;">10 (Madrid</span><span class="stl_74 stl_09" style="word-spacing:-0.03em;">&nbsp;May<span class="stl_08">a,</span></span><span class="stl_74 stl_09" style="word-spacing:-0.03em;">&nbsp;ꢓ01<span class="stl_08">6) &nbsp;</span></span></div>
					<div class="stl_01" style="top: 51.843em; left:7.4406em;"><span class="stl_74 stl_08" style="word-spacing:0.74em;">11 (Arias</span><span class="stl_74 stl_08" style="word-spacing:-0.02em;">&nbsp;Fri<span class="stl_09">z</span></span><span class="stl_74 stl_08" style="word-spacing:-0.03em;">&nbsp;&amp;Gonzale<span class="stl_09">z</span></span><span class="stl_74 stl_08" style="word-spacing:0.02em;">&nbsp;Vergara,</span><span class="stl_74 stl_08" style="word-spacing:0.02em;">&nbsp;ꢓ016) &nbsp;</span></div>
					<div class="stl_01" style="top: 53.174em; left:7.4406em;"><span class="stl_74 stl_08" style="word-spacing:0.74em;">1ꢓ (K.</span><span class="stl_74 stl_08" style="word-spacing:0.09em;">&nbsp;JimenoGonzales,</span><span class="stl_74 stl_08" style="word-spacing:0.03em;">&nbsp;ꢓ016) &nbsp;</span></div>
					<div class="stl_01" style="top: 54.505em; left:7.4406em;"><span class="stl_74 stl_08" style="word-spacing:0.76em;">13 (Castro</span><span class="stl_74 stl_08" style="word-spacing:0.05em;">&nbsp;Marquez,</span><span class="stl_74 stl_08" style="word-spacing:0.03em;">&nbsp;ꢓ01ꢟ) &nbsp;</span></div>
					<div class="stl_01" style="top: 55.8389em; left:15.7438em;"><span class="stl_83 stl_71">Total &nbsp;</span></div>
					<div class="stl_01" style="top: 50.512em; left:28.5817em;"><span class="stl_74">x</span></div>
					<div class="stl_01" style="top: 51.843em; left:28.5817em;"><span class="stl_74">x</span></div>
					<div class="stl_01" style="top: 53.174em; left:28.5817em;"><span class="stl_74">x</span></div>
					<div class="stl_01" style="top: 54.505em; left:28.5817em;"><span class="stl_74">x</span></div>
					<div class="stl_01" style="top: 50.512em; left:37.1251em;"><span class="stl_74">x</span></div>
					<div class="stl_01" style="top: 51.843em; left:37.1251em;"><span class="stl_74">x</span></div>
					<div class="stl_01" style="top: 53.174em; left:37.1251em;"><span class="stl_74">x</span></div>
					<div class="stl_01" style="top: 50.512em; left:41.2088em;"><span class="stl_74">x</span></div>
					<div class="stl_01" style="top: 53.174em; left:41.2088em;"><span class="stl_74">x</span></div>
					<div class="stl_01" style="top: 55.8209em; left:41.3678em;"><span class="stl_92">3</span></div>
					<div class="stl_01" style="top: 53.174em; left:32.9909em;"><span class="stl_74">x</span></div>
					<div class="stl_01" style="top: 54.505em; left:32.9909em;"><span class="stl_74">x</span></div>
					<div class="stl_01" style="top: 55.8209em; left:33.1578em;"><span class="stl_92">ꢟ</span></div>
					<div class="stl_01" style="top: 55.8209em; left:28.4958em;"><span class="stl_92">11 &nbsp;</span></div>
					<div class="stl_01" style="top: 55.8209em; left:37.2898em;"><span class="stl_92">7</span></div>
					<div class="stl_01" style="top: 58.6549em; left:8.2677em;"><span class="stl_66 stl_08" style="word-spacing:0.43em;">La Figura 3 nos permite observar &nbsp;</span></div>
					<div class="stl_01" style="top: 59.9137em; left:7.0869em;"><span class="stl_66 stl_08" style="word-spacing:0.26em;">el número de marcos utilizados en los &nbsp;</span></div>
					<div class="stl_01" style="top: 61.1725em; left:7.0869em;"><span class="stl_66">artículos. &nbsp;</span></div>
					<div class="stl_01 stl_26" style="top: 65.9674em; left:7.0866em;"><span class="stl_27">|</span></div>
					<div class="stl_01 stl_26" style="top: 65.9674em; left:7.3367em;"><span class="stl_27 stl_24" style="word-spacing:0.05em;">ISSN (impreso): 181ꢀ-6ꢁ49 | ISSN (en línea): ꢀꢂꢀꢃ-18ꢀꢁ | &nbsp;</span></div>
					<div class="stl_01 stl_26" style="top: 65.9674em; left:32.3543em;z-index:12; "><span class="stl_27 stl_24" style="word-spacing:0.02em;">| Campus |</span><span class="stl_27 stl_24" style="word-spacing:0em;">&nbsp;V.</span><span class="stl_27 stl_24" style="word-spacing:0.02em;">&nbsp;XXVIII | No. 35 | enero-junio</span><span class="stl_27 stl_24" style="word-spacing:0.26em;">&nbsp;|</span><span class="stl_27 stl_24" style="word-spacing:0.02em;">&nbsp;2023</span><span class="stl_27 stl_24" style="word-spacing:0.01em;">&nbsp;| &nbsp;</span></div>
					<div class="stl_01" style="top: 65.8892em; left:24.8666em;"><span class="stl_61 stl_08">31 &nbsp;</span></div>
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			<div class="stl_03">
				<img 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			<div class="stl_view">
				<div class="stl_05 stl_06">
					<div class="stl_01" style="top: 3.0729em; left:11.3329em;"><span class="stl_20 stl_08" style="word-spacing:0.04em;">Lꢀꢁꢂꢃꢂ Mꢃꢄꢅꢆꢄꢃ Iꢇꢃꢈꢈꢃꢉꢆꢊꢈꢈꢀ - Lꢀꢃꢂꢌꢈꢁ Nꢃꢅꢆꢀꢍ Vꢊꢍꢍꢃꢈꢈꢁꢀꢍ Rꢁꢌꢈꢊꢉꢆꢀꢎ - &nbsp;</span></div>
					<div class="stl_01" style="top: 4.0729em; left:17.2488em;"><span class="stl_20 stl_08" style="word-spacing:0.04em;">Aꢍꢏꢀꢈꢐꢁ Cꢃꢈꢍꢁꢑ Mꢀꢂꢌꢁꢎꢃ ꢌꢀ ꢍꢁꢑ Sꢃꢂꢐꢁꢑ &nbsp;</span></div>
					<div class="stl_01" style="top: 6.4696em; left:6.1417em;"><span class="stl_62 stl_08" style="word-spacing:0.04em;">Figura 3 &nbsp;</span></div>
					<div class="stl_01" style="top: 7.709em; left:6.1417em;"><span class="stl_72 stl_08" style="word-spacing:0.08em;">Resultados de la investigación &nbsp;</span></div>
					<div class="stl_01" style="top: 26.6001em; left:7.3226em;"><span class="stl_66" style="word-spacing:0.02em;">Como podemos observar en la ﬁgura, &nbsp;</span></div>
					<div class="stl_01" style="top: 27.8589em; left:6.1417em;"><span class="stl_66 stl_08" style="word-spacing:-0.05em;">se obtuvo como resultado que 11 de los 13 &nbsp;</span></div>
					<div class="stl_01" style="top: 29.1178em; left:6.1417em;"><span class="stl_66" style="word-spacing:0.06em;">artículos de los artículos hacen mención &nbsp;</span></div>
					<div class="stl_01" style="top: 30.3766em; left:6.1417em;"><span class="stl_66 stl_08" style="word-spacing:0.24em;">al marco de gobernabilidad COBIT lo &nbsp;</span></div>
					<div class="stl_01" style="top: 31.6354em; left:6.1417em;"><span class="stl_66 stl_08" style="word-spacing:-0.02em;">cual equivale al 85% seguido por un ISO/ &nbsp;</span></div>
					<div class="stl_01" style="top: 32.8943em; left:6.1417em;"><span class="stl_66" style="word-spacing:-0.05em;">IEC 38500 con un nueve de 13 artículos, &nbsp;</span></div>
					<div class="stl_01" style="top: 34.1531em; left:6.1417em;"><span class="stl_66 stl_08" style="word-spacing:0.11em;">lo que equivale a 6ꢟ%, seguido de ITIL &nbsp;</span></div>
					<div class="stl_01" style="top: 35.4119em; left:6.1417em;"><span class="stl_66" style="word-spacing:0.03em;">con de siete de 13 artículos que equivale &nbsp;</span></div>
					<div class="stl_01" style="top: 36.6708em; left:6.1417em;"><span class="stl_66 stl_08" style="word-spacing:0.14em;">a 5ꢘ% y por último al CMMI con tres &nbsp;</span></div>
					<div class="stl_01" style="top: 37.9296em; left:6.1417em;"><span class="stl_66 stl_09" style="word-spacing:0em;">de 13 artículos que equivale a ꢓ<span class="stl_08">3%. &nbsp;</span></span></div>
					<div class="stl_01" style="top: 26.5882em; left:25.5117em;"><span class="stl_66 stl_08" style="word-spacing:0.15em;">prepararse para dar el salto a utilizar las &nbsp;</span></div>
					<div class="stl_01" style="top: 27.847em; left:25.5117em;"><span class="stl_66 stl_08" style="word-spacing:0.06em;">prácticas de Gobierno de TI ya que estas &nbsp;</span></div>
					<div class="stl_01" style="top: 29.1059em; left:25.5117em;"><span class="stl_66 stl_08" style="word-spacing:-0.01em;">ofrecen estrategias de manejo de empresas &nbsp;</span></div>
					<div class="stl_01" style="top: 30.3647em; left:25.5117em;"><span class="stl_66 stl_08" style="word-spacing:0.11em;">basadas en los marcos de gobernabilidad &nbsp;</span></div>
					<div class="stl_01" style="top: 31.6235em; left:25.5117em;"><span class="stl_66 stl_08" style="word-spacing:0.12em;">como son el COBIT, ITIL, ISO 38500 &nbsp;</span></div>
					<div class="stl_01" style="top: 32.8824em; left:25.5117em;"><span class="stl_66 stl_08" style="word-spacing:0.01em;">cada una con conjunto de guías y normas &nbsp;</span></div>
					<div class="stl_01" style="top: 34.1412em; left:25.5117em;"><span class="stl_66 stl_08" style="word-spacing:0.23em;">que ordenaran nuestros procesos.</span><span class="stl_66 stl_08" style="word-spacing:0.16em;">&nbsp;Todo &nbsp;</span></div>
					<div class="stl_01" style="top: 35.4em; left:25.5117em;"><span class="stl_66" style="word-spacing:0.3em;">esto por la búsqueda de aumentar la &nbsp;</span></div>
					<div class="stl_01" style="top: 36.6589em; left:25.5117em;"><span class="stl_66" style="word-spacing:0.31em;">competitividad y sostenibilidad de las &nbsp;</span></div>
					<div class="stl_01" style="top: 37.9177em; left:25.5117em;"><span class="stl_66 stl_09">empresa<span class="stl_08">s. &nbsp;</span></span></div>
					<div class="stl_01" style="top: 40.4462em; left:7.3226em;"><span class="stl_66 stl_08" style="word-spacing:0.48em;">Después de analizar los resultados &nbsp;</span></div>
					<div class="stl_01" style="top: 41.705em; left:6.1417em;"><span class="stl_66 stl_08" style="word-spacing:0.47em;">obtenidos tenemos que el marco de &nbsp;</span></div>
					<div class="stl_01" style="top: 42.9639em; left:6.1417em;"><span class="stl_66" style="word-spacing:0.05em;">gobierno de</span><span class="stl_66" style="word-spacing:0.02em;">&nbsp;TI</span><span class="stl_66" style="word-spacing:0.06em;">&nbsp;más usado es el</span><span class="stl_66" style="word-spacing:0.06em;">&nbsp;COBIT &nbsp;</span></div>
					<div class="stl_01" style="top: 44.2227em; left:6.1417em;"><span class="stl_66 stl_08" style="word-spacing:0.12em;">seguido de ISO/IEC 38500, ITIL y por &nbsp;</span></div>
					<div class="stl_01" style="top: 45.4815em; left:6.1417em;"><span class="stl_66 stl_08" style="word-spacing:0.09em;">último CMMI. &nbsp;</span></div>
					<div class="stl_01" style="top: 40.4343em; left:26.6926em;"><span class="stl_66 stl_08" style="word-spacing:0.07em;">De acuerdo a los resultados obtenidos &nbsp;</span></div>
					<div class="stl_01" style="top: 41.6931em; left:25.5117em;"><span class="stl_66 stl_08" style="word-spacing:0.14em;">en esta investigación coincidimos con el &nbsp;</span></div>
					<div class="stl_01" style="top: 42.9519em; left:25.5117em;"><span class="stl_66 stl_08" style="word-spacing:0.31em;">autor (Mora Aristega &amp; Leon Acurio, &nbsp;</span></div>
					<div class="stl_01" style="top: 44.2108em; left:25.5117em;"><span class="stl_66 stl_08" style="word-spacing:0.39em;">ꢓ018) que el marco COBIT es uno &nbsp;</span></div>
					<div class="stl_01" style="top: 45.4696em; left:25.5117em;"><span class="stl_66 stl_08" style="word-spacing:0.27em;">de los marcos de gobierno de</span><span class="stl_66 stl_08" style="word-spacing:0.2em;">&nbsp;TI</span><span class="stl_66 stl_08" style="word-spacing:0.25em;">&nbsp;más &nbsp;</span></div>
					<div class="stl_01" style="top: 46.7284em; left:25.5117em;"><span class="stl_66 stl_08" style="word-spacing:0.08em;">usados en las PYMES ya que nos brinda &nbsp;</span></div>
					<div class="stl_01" style="top: 47.9873em; left:25.5117em;"><span class="stl_66 stl_08" style="word-spacing:0.38em;">una descripción general de la gestión &nbsp;</span></div>
					<div class="stl_01" style="top: 49.2461em; left:25.5117em;"><span class="stl_66 stl_08" style="word-spacing:0.19em;">empresarial dentro de la organización y &nbsp;</span></div>
					<div class="stl_01" style="top: 50.5049em; left:25.5117em;"><span class="stl_66 stl_08" style="word-spacing:0.09em;">además nos muestra las funciones de</span><span class="stl_66 stl_08" style="word-spacing:0.01em;">&nbsp;TI, &nbsp;</span></div>
					<div class="stl_01" style="top: 51.7638em; left:25.5117em;"><span class="stl_66" style="word-spacing:-0.04em;">actividades de las funciones del negocio y &nbsp;</span></div>
					<div class="stl_01" style="top: 53.0226em; left:25.5117em;"><span class="stl_66 stl_08" style="word-spacing:0.11em;">las responsabilidades para alinear de una &nbsp;</span></div>
					<div class="stl_01" style="top: 54.2814em; left:25.5117em;"><span class="stl_66 stl_08" style="word-spacing:0.05em;">mejor manera los objetivos de TI con los &nbsp;</span></div>
					<div class="stl_01" style="top: 55.5403em; left:25.5117em;"><span class="stl_66 stl_08" style="word-spacing:0.06em;">objetivos de la empresa. &nbsp;</span></div>
					<div class="stl_01" style="top: 48.0176em; left:12.4272em;"><span class="stl_62 stl_09">Discusi<span class="stl_08">ón &nbsp;</span></span></div>
					<div class="stl_01" style="top: 50.5147em; left:7.3226em;"><span class="stl_66 stl_08" style="word-spacing:0.91em;">En el país, las PYMES han &nbsp;</span></div>
					<div class="stl_01" style="top: 51.7735em; left:6.1417em;"><span class="stl_66 stl_09" style="word-spacing:0.36em;">experimentado tasas exponencialm<span class="stl_08">ente &nbsp;</span></span></div>
					<div class="stl_01" style="top: 53.0323em; left:6.1417em;"><span class="stl_66 stl_08" style="word-spacing:0.49em;">más altas de disolución de negocios &nbsp;</span></div>
					<div class="stl_01" style="top: 54.2912em; left:6.1417em;"><span class="stl_66 stl_08" style="word-spacing:0.71em;">debido a la falta de lineamientos &nbsp;</span></div>
					<div class="stl_01" style="top: 55.55em; left:6.1417em;"><span class="stl_66 stl_08" style="word-spacing:0.29em;">gubernamentales sobre el desarrollo de &nbsp;</span></div>
					<div class="stl_01" style="top: 56.8088em; left:6.1417em;"><span class="stl_66 stl_09" style="word-spacing:0.61em;">estrategias organizacionales, caus<span class="stl_08">ando &nbsp;</span></span></div>
					<div class="stl_01" style="top: 58.0677em; left:6.1417em;"><span class="stl_66 stl_08" style="word-spacing:0.57em;">problemas socioeconómicos debido a &nbsp;</span></div>
					<div class="stl_01" style="top: 59.3265em; left:6.1417em;"><span class="stl_66 stl_08" style="word-spacing:0.14em;">la pérdida de fuentes de empleo, lo que &nbsp;</span></div>
					<div class="stl_01" style="top: 60.5854em; left:6.1417em;"><span class="stl_66 stl_08" style="word-spacing:0.03em;">lleva a un menor poder adquisitivo de los &nbsp;</span></div>
					<div class="stl_01" style="top: 61.8442em; left:6.1417em;"><span class="stl_66 stl_08" style="word-spacing:0.21em;">empleados. Por ello, las PYMES deben &nbsp;</span></div>
					<div class="stl_01" style="top: 58.0569em; left:26.6926em;"><span class="stl_66 stl_68">Adiferenciadelosresultados<span class="stl_67">obtenidos &nbsp;</span></span></div>
					<div class="stl_01" style="top: 59.3157em; left:25.5117em;"><span class="stl_66 stl_08" style="word-spacing:0.29em;">por el autor (Baldonedo &amp; Rodriguez &nbsp;</span></div>
					<div class="stl_01" style="top: 60.5745em; left:25.5117em;"><span class="stl_66 stl_08" style="word-spacing:0.36em;">Montequin, ꢓ017) con el cual no se &nbsp;</span></div>
					<div class="stl_01" style="top: 61.8334em; left:25.5117em;"><span class="stl_66 stl_68">coincidemuchoyaquesellegóaresultados &nbsp;</span></div>
					<div class="stl_01 stl_26" style="top: 65.9674em; left:6.1417em;"><span class="stl_69">|</span></div>
					<div class="stl_01 stl_26" style="top: 65.9674em; left:6.3919em;z-index:12; "><span class="stl_69 stl_24" style="word-spacing:0.02em;">Campus |</span><span class="stl_69 stl_24" style="word-spacing:0em;">&nbsp;V.</span><span class="stl_69 stl_24" style="word-spacing:0.02em;">&nbsp;XXVIII | No. 35 | enero-junio</span><span class="stl_69 stl_24" style="word-spacing:0.26em;">&nbsp;|</span><span class="stl_69 stl_24" style="word-spacing:0.02em;">&nbsp;2023</span><span class="stl_69 stl_24" style="word-spacing:0.01em;">&nbsp;| &nbsp;</span></div>
					<div class="stl_01 stl_26" style="top: 65.9674em; left:30.0692em;"><span class="stl_69 stl_24" style="word-spacing:0.05em;">| ISSN (impreso): 181ꢀ-6ꢁ49 | ISSN (en línea): ꢀꢂꢀꢃ-18ꢀꢁ | &nbsp;</span></div>
					<div class="stl_01" style="top: 65.8892em; left:23.9217em;"><span class="stl_61 stl_08">32 &nbsp;</span></div>
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			</div>
		</div>
		<div class="stl_02">
			<div class="stl_view">
				<div class="stl_05 stl_06">
					<div class="stl_01" style="top: 3.0729em; left:7.2071em;"><span class="stl_20 stl_08" style="word-spacing:0.05em;">Mꢃꢈꢄꢁꢑ ꢔꢙꢑ ꢆꢑꢃꢌꢁꢑ ꢇꢃꢈꢃ ꢊꢔꢇꢍꢀꢔꢀꢂꢐꢃꢈ ꢏꢆꢀꢂꢃꢑ ꢇꢈꢙꢄꢐꢊꢄꢃꢑ ꢌꢀ ꢉꢁꢏꢊꢀꢈꢂꢁ ꢌꢀ ꢐꢀꢄꢂꢁꢍꢁꢉꢚꢃꢑ ꢌꢀ ꢍꢃ ꢊꢂꢛꢁꢈꢔꢃꢄꢊꢜꢂ &nbsp;</span></div>
					<div class="stl_01" style="top: 4.0729em; left:17.9654em;"><span class="stl_20 stl_08" style="word-spacing:0.04em;">ꢂ ꢍꢃꢑ Pꢝꢔꢀꢑ: Uꢂꢃ ꢈꢀꢞꢊꢑꢊꢜꢂ ꢌꢀ ꢍꢃ ꢍꢊꢐꢀꢈꢃꢐꢆꢈꢃ &nbsp;</span></div>
					<div class="stl_01" style="top: 4.0729em; left:17.5921em;"><span class="stl_20">ꢀ</span></div>
					<div class="stl_01" style="top: 6.4501em; left:7.0866em;"><span class="stl_66 stl_08" style="word-spacing:0.06em;">un poco diferentes; sin embargo, se tiene &nbsp;</span></div>
					<div class="stl_01" style="top: 7.709em; left:7.0866em;"><span class="stl_66" style="word-spacing:0.21em;">que destacar la importancia del marco &nbsp;</span></div>
					<div class="stl_01" style="top: 8.9678em; left:7.0866em;"><span class="stl_66 stl_08" style="word-spacing:-0.02em;">CMMI en el gobierno de TI dentro de las &nbsp;</span></div>
					<div class="stl_01" style="top: 10.2266em; left:7.0866em;"><span class="stl_66" style="word-spacing:0.09em;">PYMES ya que nos ayuda a clasiﬁcarlas &nbsp;</span></div>
					<div class="stl_01" style="top: 11.4855em; left:7.0866em;"><span class="stl_66 stl_08" style="word-spacing:0.05em;">de acuerdo a su nivel de madurez, lo que &nbsp;</span></div>
					<div class="stl_01" style="top: 12.7443em; left:7.0866em;"><span class="stl_66 stl_08" style="word-spacing:0.19em;">permite que las organizaciones alcancen &nbsp;</span></div>
					<div class="stl_01" style="top: 14.0031em; left:7.0866em;"><span class="stl_66 stl_08" style="word-spacing:0.68em;">progresivamente una mayor calidad, &nbsp;</span></div>
					<div class="stl_01" style="top: 15.262em; left:7.0866em;"><span class="stl_66 stl_08" style="word-spacing:0.08em;">productividad y menores costos. &nbsp;</span></div>
					<div class="stl_01" style="top: 6.4545em; left:26.4566em;"><span class="stl_66 stl_08" style="word-spacing:0.33em;">la literatura disponible sobre un tema &nbsp;</span></div>
					<div class="stl_01" style="top: 7.7133em; left:26.4566em;"><span class="stl_66 stl_08" style="word-spacing:0.39em;">en especíﬁco. Esta investigación logró &nbsp;</span></div>
					<div class="stl_01" style="top: 8.9721em; left:26.4566em;"><span class="stl_66 stl_08" style="word-spacing:0.21em;">realizar el análisis de 17 investigaciones &nbsp;</span></div>
					<div class="stl_01" style="top: 10.231em; left:26.4566em;"><span class="stl_66 stl_08" style="word-spacing:0.16em;">sobre el gobierno de</span><span class="stl_66 stl_08" style="word-spacing:0.08em;">&nbsp;TI</span><span class="stl_66 stl_08" style="word-spacing:0.13em;">&nbsp;en las</span><span class="stl_66 stl_08" style="word-spacing:0.15em;">&nbsp;PYMES. &nbsp;</span></div>
					<div class="stl_01" style="top: 11.4898em; left:26.4566em;"><span class="stl_66" style="word-spacing:-0.07em;">Con lo cual se llegó a la conclusión de que &nbsp;</span></div>
					<div class="stl_01" style="top: 12.7486em; left:26.4566em;"><span class="stl_66 stl_08" style="word-spacing:0.2em;">el marco de gobernabilidad de COBIT &nbsp;</span></div>
					<div class="stl_01" style="top: 14.0075em; left:26.4566em;"><span class="stl_66 stl_08" style="word-spacing:0.19em;">es el más representativo y utilizado por &nbsp;</span></div>
					<div class="stl_01" style="top: 15.2663em; left:26.4566em;"><span class="stl_66 stl_08" style="word-spacing:0.09em;">las empresas PYMES gracias al control y &nbsp;</span></div>
					<div class="stl_01" style="top: 16.5252em; left:26.4566em;"><span class="stl_66 stl_08" style="word-spacing:0.16em;">gestión de las tecnologías en la empresa &nbsp;</span></div>
					<div class="stl_01" style="top: 17.784em; left:26.4566em;"><span class="stl_66 stl_09" style="word-spacing:0.38em;">cubriendo áreas funcionales, incl<span class="stl_08">uidas &nbsp;</span></span></div>
					<div class="stl_01" style="top: 19.0428em; left:26.4566em;"><span class="stl_66 stl_08" style="word-spacing:0.4em;">las responsabilidades de tecnología de &nbsp;</span></div>
					<div class="stl_01" style="top: 20.3017em; left:26.4566em;"><span class="stl_66 stl_08" style="word-spacing:0.15em;">la información, y considera los intereses &nbsp;</span></div>
					<div class="stl_01" style="top: 21.5605em; left:26.4566em;"><span class="stl_66 stl_08" style="word-spacing:0.42em;">relacionados con la tecnología de las &nbsp;</span></div>
					<div class="stl_01" style="top: 22.8193em; left:26.4566em;"><span class="stl_66 stl_08" style="word-spacing:0.08em;">partes interesadas internas y externas. &nbsp;</span></div>
					<div class="stl_01" style="top: 17.7981em; left:12.6214em;"><span class="stl_62 stl_09">Conclusione<span class="stl_08">s &nbsp;</span></span></div>
					<div class="stl_01" style="top: 20.2951em; left:8.2674em;"><span class="stl_66 stl_08" style="word-spacing:0.19em;">En conclusión, este trabajo utilizó la &nbsp;</span></div>
					<div class="stl_01" style="top: 21.554em; left:7.0866em;"><span class="stl_66 stl_08" style="word-spacing:0.03em;">Revisión de Literatura Sistemática (SLR), &nbsp;</span></div>
					<div class="stl_01" style="top: 22.8128em; left:7.0866em;"><span class="stl_66 stl_08" style="word-spacing:0.26em;">el cual es un proceso que recoge toda &nbsp;</span></div>
					<div class="stl_01" style="top: 25.7324em; left:22.769em;"><span class="stl_62 stl_09">Referen<span class="stl_08">cias &nbsp;</span></span></div>
					<div class="stl_01 stl_99" style="top: 28.744em; left:7.0866em;"><span class="stl_100 stl_08" style="word-spacing:0.58em;">Aponte Chavarro, L. Y., &amp; Cuartas &nbsp;</span></div>
					<div class="stl_01 stl_101" style="top: 30.0029em; left:9.4489em;"><span class="stl_100 stl_08" style="word-spacing:0.55em;">Hoyos, N. (ꢓ016). </span><span class="stl_102 stl_08" style="word-spacing:0.58em;">Gobierno de &nbsp;</span></div>
					<div class="stl_01 stl_103" style="top: 31.2622em; left:9.4489em;"><span class="stl_102 stl_08" style="word-spacing:0.73em;">TI en PYMES: Caso Empresas &nbsp;</span></div>
					<div class="stl_01 stl_101" style="top: 32.521em; left:9.4489em;"><span class="stl_102 stl_08" style="word-spacing:0.47em;">Privadas de Seguridad en Bogotá</span><span class="stl_100" style="word-spacing:0.41em;">. &nbsp;</span></div>
					<div class="stl_01 stl_101" style="top: 33.7793em; left:9.4489em;"><span class="stl_100 stl_104">https://repository.ucatolica.edu<span class="stl_105">. &nbsp;</span></span></div>
					<div class="stl_01 stl_101" style="top: 35.0382em; left:9.4489em;"><span class="stl_100 stl_19">co/bitstream/10ꢟ83/13<span class="stl_76">ꢓ3/3/ &nbsp;</span></span></div>
					<div class="stl_01 stl_101" style="top: 36.297em; left:9.4489em;"><span class="stl_100" style="word-spacing:0.01em;">A R T I C U L O % ꢓ 0 G O B I E &nbsp;</span></div>
					<div class="stl_01 stl_101" style="top: 37.5558em; left:9.4489em;"><span class="stl_100">RNO%ꢓ0DE%ꢓ0TI.pdf &nbsp;</span></div>
					<div class="stl_01" style="top: 28.7297em; left:26.4577em;"><span class="stl_66 stl_08" style="word-spacing:1.02em;">Baldonedo, J. A., &nbsp;</span></div>
					<div class="stl_01" style="top: 28.7297em; left:36.9975em;"><span class="stl_66">&amp;</span></div>
					<div class="stl_01" style="top: 28.7297em; left:39.1858em;"><span class="stl_66 stl_09">Rodrigu<span class="stl_08">ez &nbsp;</span></span></div>
					<div class="stl_01" style="top: 29.9886em; left:28.8205em;"><span class="stl_66 stl_08" style="word-spacing:0.59em;">Montequin, V. (ꢓ017). </span><span class="stl_72 stl_08" style="word-spacing:0.58em;">Modelo &nbsp;</span></div>
					<div class="stl_01" style="top: 31.2474em; left:28.8204em;"><span class="stl_72 stl_09" style="word-spacing:0.01em;">CMMI y métodos ágiles en la ges<span class="stl_08">tión &nbsp;</span></span></div>
					<div class="stl_01" style="top: 32.5062em; left:28.8204em;"><span class="stl_72 stl_08" style="word-spacing:0.07em;">de proyectos software</span><span class="stl_66" style="word-spacing:0.01em;">. &nbsp;</span></div>
					<div class="stl_01" style="top: 35.0228em; left:26.4577em;"><span class="stl_66 stl_08" style="word-spacing:0.78em;">Bayona Manosalva, K. L. (ꢓ018). &nbsp;</span></div>
					<div class="stl_01" style="top: 36.2816em; left:28.8204em;"><span class="stl_72 stl_08" style="word-spacing:0.5em;">Adopción de buenas prácticas de &nbsp;</span></div>
					<div class="stl_01" style="top: 37.5405em; left:28.8204em;"><span class="stl_72 stl_08" style="word-spacing:0.34em;">gobierno de</span><span class="stl_72 stl_08" style="word-spacing:0.24em;">&nbsp;TI</span><span class="stl_72 stl_08" style="word-spacing:0.29em;">&nbsp;en la</span><span class="stl_72 stl_08" style="word-spacing:0.35em;">&nbsp;Universidad &nbsp;</span></div>
					<div class="stl_01" style="top: 38.7993em; left:28.8204em;"><span class="stl_72 stl_08" style="word-spacing:-0.04em;">Francisco de Paula Santander Ocaña</span><span class="stl_66 stl_08" style="word-spacing:-0.07em;">. &nbsp;</span></div>
					<div class="stl_01" style="top: 40.0581em; left:28.8204em;"><span class="stl_66 stl_106">http://repositorio.ufpso.edu<span class="stl_104">.co/ &nbsp;</span></span></div>
					<div class="stl_01" style="top: 41.317em; left:28.8204em;"><span class="stl_66 stl_09">bitstream/1ꢓ3ꢘ5678ꢟ/ꢓ33ꢓ/<span class="stl_08">1/313 &nbsp;</span></span></div>
					<div class="stl_01" style="top: 42.5758em; left:28.8204em;"><span class="stl_66">70.pdf &nbsp;</span></div>
					<div class="stl_01 stl_107" style="top: 40.0568em; left:7.0866em;"><span class="stl_108 stl_08" style="word-spacing:0.28em;">Arias Friz, J., &amp; Gonzalez Vergara, A. &nbsp;</span></div>
					<div class="stl_01 stl_107" style="top: 41.3157em; left:9.4493em;"><span class="stl_108">(</span></div>
					<div class="stl_01 stl_107" style="top: 41.3157em; left:9.7925em;"><span class="stl_108" style="word-spacing:-0.06em;">ꢓ016). </span><span class="stl_109" style="word-spacing:-0.06em;">Diagnóstico de uso de normas &nbsp;</span></div>
					<div class="stl_01 stl_110" style="top: 42.5747em; left:9.4493em;"><span class="stl_109 stl_68">debuenasprácticasdeTecn<span class="stl_67">ologíasdela &nbsp;</span></span></div>
					<div class="stl_01 stl_111" style="top: 43.8335em; left:9.4493em;"><span class="stl_109 stl_08" style="word-spacing:0.1em;">Información en pequeñas y medianas &nbsp;</span></div>
					<div class="stl_01 stl_111" style="top: 45.0923em; left:9.4493em;"><span class="stl_109 stl_08" style="word-spacing:-0.03em;">empresas de la comuna de Concepción. &nbsp;</span></div>
					<div class="stl_01 stl_111" style="top: 46.351em; left:9.4493em;"><span class="stl_108 stl_104">http://repobib.ubiobio.<span class="stl_106">cl/jspui/ &nbsp;</span></span></div>
					<div class="stl_01 stl_111" style="top: 47.6098em; left:9.4493em;"><span class="stl_108 stl_112">bitstream/1ꢓ3ꢘ56<span class="stl_105">78ꢟ/30ꢓꢘ/1/ &nbsp;</span></span></div>
					<div class="stl_01 stl_111" style="top: 48.8686em; left:9.4493em;"><span class="stl_108 stl_09">Arias_Friz_J<span class="stl_08">aime.pdf &nbsp;</span></span></div>
					<div class="stl_01" style="top: 45.0924em; left:26.4577em;"><span class="stl_66 stl_08" style="word-spacing:0.2em;">Castro Marquez, D. E. (ꢓ01ꢟ). </span><span class="stl_72 stl_09" style="word-spacing:0.15em;">Model<span class="stl_08">o &nbsp;</span></span></div>
					<div class="stl_01" style="top: 46.3512em; left:28.8204em;"><span class="stl_72 stl_08" style="word-spacing:0.63em;">de integración de estándares de &nbsp;</span></div>
					<div class="stl_01" style="top: 47.61em; left:28.8204em;"><span class="stl_72 stl_08" style="word-spacing:0.76em;">buenas prácticas de Tecnologías &nbsp;</span></div>
					<div class="stl_01" style="top: 48.8689em; left:28.8204em;"><span class="stl_72 stl_08" style="word-spacing:0.38em;">de la Información en el gobierno &nbsp;</span></div>
					<div class="stl_01" style="top: 50.1277em; left:28.8204em;"><span class="stl_72 stl_09">corpora<span class="stl_08">tivo &nbsp;</span></span></div>
					<div class="stl_01" style="top: 50.1277em; left:34.8698em;"><span class="stl_72">de &nbsp;</span></div>
					<div class="stl_01" style="top: 50.1277em; left:37.3853em;"><span class="stl_72">las &nbsp;</span></div>
					<div class="stl_01" style="top: 50.1277em; left:40.0438em;"><span class="stl_72 stl_09">empres<span class="stl_08">as &nbsp;</span></span></div>
					<div class="stl_01" style="top: 51.3757em; left:7.0866em;"><span class="stl_66 stl_08" style="word-spacing:0.08em;">Avila, L. (ꢓ0ꢓ0). </span><span class="stl_72 stl_08" style="word-spacing:0.11em;">Revisión e incorporación &nbsp;</span></div>
					<div class="stl_01" style="top: 52.6346em; left:9.4494em;"><span class="stl_72 stl_08" style="word-spacing:0.27em;">de prácticas de Gobierno de Datos &nbsp;</span></div>
					<div class="stl_01" style="top: 53.8934em; left:9.4494em;"><span class="stl_72 stl_08" style="word-spacing:0.37em;">en un modelo de Gobernanza de &nbsp;</span></div>
					<div class="stl_01" style="top: 55.1522em; left:9.4494em;"><span class="stl_72 stl_08" style="word-spacing:0.41em;">TI centrado en PYMES</span><span class="stl_66 stl_08" style="word-spacing:0.43em;">. https:// &nbsp;</span></div>
					<div class="stl_01" style="top: 56.4111em; left:9.4494em;"><span class="stl_66 stl_113">dspace.ort.edu.uy/bitstrea<span class="stl_23">m/ &nbsp;</span></span></div>
					<div class="stl_01" style="top: 57.6699em; left:9.4494em;"><span class="stl_66 stl_23">handle/ꢓ0.500.11ꢟ68/ꢘꢘ3<span class="stl_19">ꢘ/ &nbsp;</span></span></div>
					<div class="stl_01" style="top: 58.9287em; left:9.4494em;"><span class="stl_66" style="word-spacing:-0.01em;">M a t e r i a l % ꢓ 0 c o m p l e t o . &nbsp;</span></div>
					<div class="stl_01" style="top: 60.1876em; left:9.4494em;"><span class="stl_66 stl_09">pdf?sequence=<span class="stl_08">1 &nbsp;</span></span></div>
					<div class="stl_01" style="top: 51.3865em; left:28.8204em;"><span class="stl_72 stl_08" style="word-spacing:0.07em;">colombianas en el sector asegurador</span><span class="stl_66" style="word-spacing:0em;">. &nbsp;</span></div>
					<div class="stl_01" style="top: 52.6454em; left:28.8204em;"><span class="stl_66 stl_106">http://repositorio.ufpso.edu<span class="stl_104">.co/ &nbsp;</span></span></div>
					<div class="stl_01" style="top: 53.9042em; left:28.8204em;"><span class="stl_66 stl_68">bitstream/1ꢓ3ꢘ5678ꢟ/ꢘꢓ5/1/33ꢓ &nbsp;</span></div>
					<div class="stl_01" style="top: 55.163em; left:28.8204em;"><span class="stl_66">5ꢓ.pdf &nbsp;</span></div>
					<div class="stl_01 stl_114" style="top: 57.6918em; left:26.4567em;"><span class="stl_115 stl_08" style="word-spacing:-0.04em;">García Peñalvo, F. J. (ꢓ018). </span><span class="stl_116 stl_08" style="word-spacing:-0.04em;">Gobierno de las &nbsp;</span></div>
					<div class="stl_01 stl_114" style="top: 58.9513em; left:28.8185em;"><span class="stl_116" style="word-spacing:0.02em;">tecnologías de la información</span><span class="stl_115" style="word-spacing:0.02em;">. https:// &nbsp;</span></div>
					<div class="stl_01 stl_114" style="top: 60.2095em; left:28.8185em;"><span class="stl_115 stl_17">repositorio.grial<span class="stl_113">.eu/bitstream/ &nbsp;</span></span></div>
					<div class="stl_01 stl_114" style="top: 61.4683em; left:28.8185em;"><span class="stl_115">grial/116ꢘ/ꢘ/Lꢘ-ꢓ018.pdf &nbsp;</span></div>
					<div class="stl_01 stl_26" style="top: 65.9674em; left:7.0866em;"><span class="stl_27">|</span></div>
					<div class="stl_01 stl_26" style="top: 65.9674em; left:7.3367em;"><span class="stl_27 stl_24" style="word-spacing:0.05em;">ISSN (impreso): 181ꢀ-6ꢁ49 | ISSN (en línea): ꢀꢂꢀꢃ-18ꢀꢁ | &nbsp;</span></div>
					<div class="stl_01 stl_26" style="top: 65.9674em; left:32.3543em;z-index:12; "><span class="stl_27 stl_24" style="word-spacing:0.02em;">| Campus |</span><span class="stl_27 stl_24" style="word-spacing:0em;">&nbsp;V.</span><span class="stl_27 stl_24" style="word-spacing:0.02em;">&nbsp;XXVIII | No. 35 | enero-junio</span><span class="stl_27 stl_24" style="word-spacing:0.26em;">&nbsp;|</span><span class="stl_27 stl_24" style="word-spacing:0.02em;">&nbsp;2023</span><span class="stl_27 stl_24" style="word-spacing:0.01em;">&nbsp;| &nbsp;</span></div>
					<div class="stl_01" style="top: 65.8892em; left:24.8666em;"><span class="stl_61 stl_08">33 &nbsp;</span></div>
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			<div class="stl_view">
				<div class="stl_05 stl_06">
					<div class="stl_01" style="top: 3.0729em; left:11.3329em;"><span class="stl_20 stl_08" style="word-spacing:0.04em;">Lꢀꢁꢂꢃꢂ Mꢃꢄꢅꢆꢄꢃ Iꢇꢃꢈꢈꢃꢉꢆꢊꢈꢈꢀ - Lꢀꢃꢂꢌꢈꢁ Nꢃꢅꢆꢀꢍ Vꢊꢍꢍꢃꢈꢈꢁꢀꢍ Rꢁꢌꢈꢊꢉꢆꢀꢎ - &nbsp;</span></div>
					<div class="stl_01" style="top: 4.0729em; left:17.2488em;"><span class="stl_20 stl_08" style="word-spacing:0.04em;">Aꢍꢏꢀꢈꢐꢁ Cꢃꢈꢍꢁꢑ Mꢀꢂꢌꢁꢎꢃ ꢌꢀ ꢍꢁꢑ Sꢃꢂꢐꢁꢑ &nbsp;</span></div>
					<div class="stl_01" style="top: 6.4501em; left:6.1417em;"><span class="stl_66 stl_08" style="word-spacing:0.3em;">Jimeno Gonzales, Karen, Ariza, P., &amp; &nbsp;</span></div>
					<div class="stl_01" style="top: 6.4653em; left:25.5117em;"><span class="stl_66 stl_08" style="word-spacing:0.29em;">Mora Aristega, J. E., &amp; Leon Acurio, &nbsp;</span></div>
					<div class="stl_01" style="top: 7.7241em; left:27.8734em;"><span class="stl_66 stl_08" style="word-spacing:0.35em;">J. V. (ꢓ018). </span><span class="stl_72 stl_08" style="word-spacing:0.35em;">El modelo COBIT &nbsp;</span></div>
					<div class="stl_01" style="top: 8.983em; left:27.8734em;"><span class="stl_72 stl_08" style="word-spacing:0.18em;">5 para auditoría y el control de los &nbsp;</span></div>
					<div class="stl_01" style="top: 10.2418em; left:27.8734em;"><span class="stl_72" style="word-spacing:0.48em;">sistemas de información</span><span class="stl_66" style="word-spacing:0.49em;">. https:// &nbsp;</span></div>
					<div class="stl_01" style="top: 11.5006em; left:27.8734em;"><span class="stl_66 stl_117" style="word-spacing:-0.39em;">repositorio. pucesa. edu. ec/ &nbsp;</span></div>
					<div class="stl_01" style="top: 12.7595em; left:27.8734em;"><span class="stl_66 stl_105">bitstream/1ꢓ3ꢘ5678ꢟ/ꢓ355/1<span class="stl_112">/ &nbsp;</span></span></div>
					<div class="stl_01" style="top: 14.0183em; left:27.8734em;"><span class="stl_66 stl_09">Modelo%ꢓ0Cobit<span class="stl_08">.pdf &nbsp;</span></span></div>
					<div class="stl_01" style="top: 7.709em; left:8.5045em;"><span class="stl_66 stl_08" style="word-spacing:0.34em;">Piñerez, M. (ꢓ017). </span><span class="stl_72 stl_08" style="word-spacing:0.36em;">Gobierno de &nbsp;</span></div>
					<div class="stl_01" style="top: 8.9678em; left:8.5045em;"><span class="stl_72 stl_08" style="word-spacing:0.25em;">TI en pymes colombianas. ¿Mito o &nbsp;</span></div>
					<div class="stl_01" style="top: 10.2266em; left:8.5045em;"><span class="stl_72 stl_08" style="word-spacing:0.09em;">realidad? </span><span class="stl_66 stl_09" style="word-spacing:0.05em;">https://www.re<span class="stl_08">searchgate. &nbsp;</span></span></div>
					<div class="stl_01" style="top: 11.4855em; left:8.5045em;"><span class="stl_66 stl_113">net/publication/3ꢓꢓ55<span class="stl_17">ꢓꢓ06_ &nbsp;</span></span></div>
					<div class="stl_01" style="top: 12.7443em; left:8.5045em;"><span class="stl_66 stl_17">Gobierno_de_TI_<span class="stl_113">en_Pymes_ &nbsp;</span></span></div>
					<div class="stl_01" style="top: 14.0031em; left:8.5045em;"><span class="stl_66 stl_68">Colombianas_Mito_o_Realidad<span class="stl_58">_ &nbsp;</span></span></div>
					<div class="stl_01" style="top: 15.262em; left:8.5045em;"><span class="stl_66 stl_09">IT_Government_in_Colom<span class="stl_67">bians_ &nbsp;</span></span></div>
					<div class="stl_01" style="top: 16.5208em; left:8.5045em;"><span class="stl_66 stl_117" style="word-spacing:-0.35em;">S M E s _ My t h _ o r _ R e a l i t y _ &nbsp;</span></div>
					<div class="stl_01" style="top: 17.7796em; left:8.5045em;"><span class="stl_66 stl_09">Contenid<span class="stl_08">o &nbsp;</span></span></div>
					<div class="stl_01" style="top: 16.5349em; left:25.5117em;"><span class="stl_66 stl_71" style="word-spacing:0.37em;">Pérez, T. V., Velásquez, A. M. P.,</span><span class="stl_66 stl_71" style="word-spacing:0.37em;">&nbsp;&amp; &nbsp;</span></div>
					<div class="stl_01" style="top: 17.7937em; left:27.8734em;z-index:1288; "><span class="stl_66 stl_24" style="word-spacing:0.09em;">Pérez, Y.</span><span class="stl_66 stl_24" style="word-spacing:0.1em;">&nbsp;M. P. (ꢓ015).</span><span class="stl_66 stl_24" style="word-spacing:0.09em;">&nbsp;</span><span class="stl_72 stl_24" style="word-spacing:0.09em;">Un</span><span class="stl_72 stl_24" style="word-spacing:0.11em;">&nbsp;enfoque &nbsp;</span></div>
					<div class="stl_01" style="top: 19.0526em; left:27.8734em;"><span class="stl_72 stl_08" style="word-spacing:0.58em;">de buenas prácticas de gobierno &nbsp;</span></div>
					<div class="stl_01" style="top: 20.3114em; left:27.8734em;z-index:1362; "><span class="stl_72 stl_08" style="word-spacing:0.69em;">corporativo de TI</span><span class="stl_66 stl_08" style="word-spacing:0.71em;">. http://www. &nbsp;</span></div>
					<div class="stl_01" style="top: 21.5702em; left:27.8734em;"><span class="stl_66 stl_106">scielo.org.co/pdf/tec<span class="stl_104">n/v1ꢟnspe/ &nbsp;</span></span></div>
					<div class="stl_01" style="top: 22.8291em; left:27.8734em;"><span class="stl_66 stl_09">v1ꢟnspea15.pd<span class="stl_08">f &nbsp;</span></span></div>
					<div class="stl_01" style="top: 20.2962em; left:6.1417em;"><span class="stl_66 stl_08" style="word-spacing:0.46em;">Jimeno Gonzales, K. (ꢓ016). </span><span class="stl_72 stl_09" style="word-spacing:0.41em;">Model<span class="stl_08">o &nbsp;</span></span></div>
					<div class="stl_01" style="top: 21.5551em; left:8.5045em;"><span class="stl_72 stl_08" style="word-spacing:0.71em;">integrado para la adopción de &nbsp;</span></div>
					<div class="stl_01" style="top: 22.8139em; left:8.5045em;"><span class="stl_72" style="word-spacing:-0.08em;">políticas de gobierno deTecnologías de &nbsp;</span></div>
					<div class="stl_01" style="top: 24.0727em; left:8.5045em;"><span class="stl_72 stl_08" style="word-spacing:0.14em;">la Información en PYMES</span><span class="stl_66 stl_08" style="word-spacing:0.15em;">. https:// &nbsp;</span></div>
					<div class="stl_01" style="top: 25.3316em; left:8.5045em;"><span class="stl_66 stl_68">repositorio.cuc.edu.co/bitst<span class="stl_58">ream/ &nbsp;</span></span></div>
					<div class="stl_01" style="top: 26.5904em; left:8.5045em;"><span class="stl_66 stl_68">handle/113ꢓ3/ꢓ13<span class="stl_58">/11ꢘ31ꢓ137ꢟ. &nbsp;</span></span></div>
					<div class="stl_01" style="top: 27.8492em; left:8.5045em;"><span class="stl_66 stl_09" style="word-spacing:0em;">pdf?sequenc e=1&amp;isAllo<span class="stl_08">wed=y &nbsp;</span></span></div>
					<div class="stl_01" style="top: 25.3457em; left:25.5117em;"><span class="stl_66 stl_08" style="word-spacing:0.36em;">Silva Peñaﬁel, G. E. (ꢓ0ꢓꢓ). </span><span class="stl_72 stl_09" style="word-spacing:0.33em;">Revis<span class="stl_08">ión &nbsp;</span></span></div>
					<div class="stl_01" style="top: 26.6045em; left:27.8734em;"><span class="stl_72 stl_08" style="word-spacing:0.77em;">Sistemática de las Metodologías &nbsp;</span></div>
					<div class="stl_01" style="top: 27.8633em; left:27.8734em;"><span class="stl_72 stl_08" style="word-spacing:0.7em;">de Control de Uso y Gestión &nbsp;</span></div>
					<div class="stl_01" style="top: 29.1222em; left:27.8734em;"><span class="stl_72">de &nbsp;</span></div>
					<div class="stl_01" style="top: 29.1222em; left:31.4332em;"><span class="stl_72">Servicios &nbsp;</span></div>
					<div class="stl_01" style="top: 29.1222em; left:37.4674em;"><span class="stl_72 stl_08">Tecnológic<span class="stl_24">os</span></span><span class="stl_66 stl_08">. &nbsp;</span></div>
					<div class="stl_01" style="top: 30.3658em; left:6.1417em;"><span class="stl_66 stl_08" style="word-spacing:0.15em;">Llerena Guerra, E. J. (ꢓ018). </span><span class="stl_72" style="word-spacing:0.11em;">Dise</span><span class="stl_66 stl_08" style="word-spacing:0.12em;">ño </span><span class="stl_72" style="word-spacing:0.11em;">de &nbsp;</span></div>
					<div class="stl_01" style="top: 30.381em; left:27.8734em;"><span class="stl_66 stl_76" style="word-spacing:-0.34em;">h t t p s : / / w w w. re s e a rc h g a t e . &nbsp;</span></div>
					<div class="stl_01" style="top: 31.6398em; left:27.8734em;"><span class="stl_66 stl_113">net/publication/35ꢟ83<span class="stl_17">1ꢘ13_ &nbsp;</span></span></div>
					<div class="stl_01" style="top: 32.8986em; left:27.8734em;"><span class="stl_66 stl_113">Implementacion_de_l<span class="stl_17">a_meto &nbsp;</span></span></div>
					<div class="stl_01" style="top: 34.1575em; left:27.8734em;"><span class="stl_66" style="word-spacing:-0.1em;">d o l o g i a _ I T I L _ v ꢘ _ e n _ l o s _ &nbsp;</span></div>
					<div class="stl_01" style="top: 35.4163em; left:27.8734em;"><span class="stl_66 stl_104">servicios_de_una_empresa_<span class="stl_105">de_ &nbsp;</span></span></div>
					<div class="stl_01" style="top: 36.6751em; left:27.8734em;"><span class="stl_66 stl_09" style="word-spacing:0.29em;">telecomunicaciones_en_E cua<span class="stl_08">dor/ &nbsp;</span></span></div>
					<div class="stl_01" style="top: 37.934em; left:27.8734em;"><span class="stl_66 stl_09">downlo<span class="stl_08">ad &nbsp;</span></span></div>
					<div class="stl_01" style="top: 31.6246em; left:8.5034em;"><span class="stl_72 stl_08" style="word-spacing:0.27em;">un Modelo de</span><span class="stl_72 stl_08" style="word-spacing:0.2em;">&nbsp;TI</span><span class="stl_72 stl_08" style="word-spacing:0.3em;">&nbsp;aplicando</span><span class="stl_72 stl_08" style="word-spacing:0.27em;">&nbsp;Cobit &nbsp;</span></div>
					<div class="stl_01" style="top: 32.8835em; left:8.5034em;"><span class="stl_72">5</span></div>
					<div class="stl_01" style="top: 32.8835em; left:9.5022em;"><span class="stl_72 stl_08" style="word-spacing:0.23em;">para PYMES en Quito-Ecuador</span><span class="stl_66" style="word-spacing:0.18em;">. &nbsp;</span></div>
					<div class="stl_01" style="top: 34.1423em; left:8.5034em;"><span class="stl_66 stl_105">http://www.dspace.u<span class="stl_104">ce.edu.ec/ &nbsp;</span></span></div>
					<div class="stl_01" style="top: 35.4011em; left:8.5034em;"><span class="stl_66 stl_17">bitstream/ꢓ5000/18<span class="stl_113">3ꢓ7/1/T- &nbsp;</span></span></div>
					<div class="stl_01" style="top: 36.66em; left:8.5034em;"><span class="stl_66" style="word-spacing:-0.03em;">UCE- 0003-CAD-11ꢟ.pdf &nbsp;</span></div>
					<div class="stl_01" style="top: 39.1766em; left:6.1406em;"><span class="stl_66 stl_09" style="word-spacing:-0.03em;">Madrid Maya, A. (<span class="stl_08">ꢓ016). </span></span><span class="stl_72 stl_08" style="word-spacing:0.01em;">Propuesta de un &nbsp;</span></div>
					<div class="stl_01" style="top: 40.4354em; left:8.5034em;"><span class="stl_72 stl_08" style="word-spacing:0.03em;">marco de referencia simpliﬁcado para &nbsp;</span></div>
					<div class="stl_01" style="top: 41.6942em; left:8.5034em;"><span class="stl_72 stl_67">laimplementacióndeun<span class="stl_09">gobiernodeTI &nbsp;</span></span></div>
					<div class="stl_01" style="top: 42.9531em; left:8.5034em;"><span class="stl_72" style="word-spacing:-0.02em;">en PYMES de servicios en Colombia</span><span class="stl_66" style="word-spacing:-0.02em;">. &nbsp;</span></div>
					<div class="stl_01" style="top: 44.2119em; left:8.5034em;"><span class="stl_66 stl_105">https://repository.<span class="stl_104">eafit.edu.co/ &nbsp;</span></span></div>
					<div class="stl_01" style="top: 45.4707em; left:8.5034em;"><span class="stl_66 stl_104">bitstream/handle<span class="stl_105">/1078ꢘ/ꢟ5ꢓ1/ &nbsp;</span></span></div>
					<div class="stl_01" style="top: 46.7295em; left:8.5034em;"><span class="stl_66 stl_09" style="word-spacing:0em;">A n d r % c 3 % a ꢟ s _ M a d r<span class="stl_08">&nbsp;i d &nbsp;</span></span></div>
					<div class="stl_01" style="top: 47.9884em; left:8.5034em;"><span class="stl_66 stl_117" style="word-spacing:-0.39em;">Maya_ꢓ016. pdf?sequ<span class="stl_77">ence= &nbsp;</span></span></div>
					<div class="stl_01" style="top: 49.2472em; left:8.5034em;"><span class="stl_66 stl_09">ꢓ&amp;isAllowe<span class="stl_08">d=y &nbsp;</span></span></div>
					<div class="stl_01" style="top: 40.4506em; left:25.5117em;"><span class="stl_66 stl_24" style="word-spacing:0.01em;">Trujillo Lambert, Y. P., Maestre Góngora, &nbsp;</span></div>
					<div class="stl_01" style="top: 41.7094em; left:27.8734em;"><span class="stl_66 stl_08" style="word-spacing:0.43em;">G., &amp; Osorio Sanabria, M. A. &nbsp;</span></div>
					<div class="stl_01" style="top: 42.9682em; left:27.8734em;"><span class="stl_66 stl_08" style="word-spacing:0.65em;">(ꢓ0ꢓ0). </span><span class="stl_72 stl_08" style="word-spacing:0.69em;">Identiﬁcación y análisis &nbsp;</span></div>
					<div class="stl_01" style="top: 44.2271em; left:27.8734em;"><span class="stl_72 stl_08" style="word-spacing:0.44em;">a los avances de la investigación &nbsp;</span></div>
					<div class="stl_01" style="top: 45.4859em; left:27.8734em;"><span class="stl_72 stl_08" style="word-spacing:0.1em;">relacionada con el gobierno de</span><span class="stl_72" style="word-spacing:-0.01em;">&nbsp;TI</span><span class="stl_72 stl_08" style="word-spacing:0.05em;">&nbsp;en &nbsp;</span></div>
					<div class="stl_01" style="top: 46.7447em; left:27.8734em;"><span class="stl_72 stl_08" style="word-spacing:0.2em;">PYMES: Una revisión</span><span class="stl_66 stl_08" style="word-spacing:0.23em;">. https://doi. &nbsp;</span></div>
					<div class="stl_01" style="top: 48.0036em; left:27.8734em;"><span class="stl_66 stl_09">org/10.5ꢓ81/zenodo.ꢘ0<span class="stl_08">31ꢓ08 &nbsp;</span></span></div>
					<div class="stl_01" style="top: 50.5201em; left:25.5117em;"><span class="stl_66 stl_24" style="word-spacing:0.32em;">Vargas, A. F. C., &amp; Reales, J. A. M. &nbsp;</span></div>
					<div class="stl_01" style="top: 51.779em; left:27.8734em;"><span class="stl_66 stl_08" style="word-spacing:0.22em;">(ꢓ015). </span><span class="stl_72 stl_08" style="word-spacing:0.21em;">IT governance in smes: IT &nbsp;</span></div>
					<div class="stl_01" style="top: 53.0378em; left:27.8734em;"><span class="stl_72 stl_08" style="word-spacing:0.3em;">governance current state in private &nbsp;</span></div>
					<div class="stl_01" style="top: 54.2966em; left:27.8734em;"><span class="stl_72 stl_08" style="word-spacing:1.01em;">security enterprises in Bogota</span><span class="stl_66" style="word-spacing:0.93em;">. &nbsp;</span></div>
					<div class="stl_01" style="top: 55.5555em; left:27.8734em;"><span class="stl_66 stl_09">https://repository.ucatolica.edu<span class="stl_08">.co/ &nbsp;</span></span></div>
					<div class="stl_01" style="top: 56.8143em; left:27.8734em;"><span class="stl_66 stl_58">bitstream/10ꢟ83/1ꢘ0<span class="stl_68">7/3/IT%ꢓ0 &nbsp;</span></span></div>
					<div class="stl_01" style="top: 58.0731em; left:27.8734em;"><span class="stl_66 stl_09" style="word-spacing:0em;">Governance%ꢓ0a rticl<span class="stl_08">e.pdf &nbsp;</span></span></div>
					<div class="stl_01" style="top: 51.7638em; left:6.1406em;"><span class="stl_66 stl_08" style="word-spacing:0.01em;">Masso, J., &amp; Pardo, C. (ꢓ015). </span><span class="stl_72 stl_09" style="word-spacing:-0.02em;">Ontolo<span class="stl_08">gía &nbsp;</span></span></div>
					<div class="stl_01" style="top: 53.0226em; left:8.5034em;"><span class="stl_72 stl_08" style="word-spacing:0.28em;">para el Gobierno de Desarrollo de &nbsp;</span></div>
					<div class="stl_01" style="top: 54.2815em; left:8.5034em;"><span class="stl_72 stl_08" style="word-spacing:0.69em;">Software en Pymes</span><span class="stl_66 stl_09" style="word-spacing:0.63em;">. https://do<span class="stl_08">i. &nbsp;</span></span></div>
					<div class="stl_01" style="top: 55.5403em; left:8.5034em;"><span class="stl_66 stl_09">org/10.ꢓꢓꢘꢟ0/ꢓ53ꢟꢘ088.1<span class="stl_08">ꢘ37 &nbsp;</span></span></div>
					<div class="stl_01 stl_26" style="top: 65.9674em; left:6.1417em;"><span class="stl_69">|</span></div>
					<div class="stl_01 stl_26" style="top: 65.9674em; left:6.3919em;z-index:12; "><span class="stl_69 stl_24" style="word-spacing:0.02em;">Campus |</span><span class="stl_69 stl_24" style="word-spacing:0em;">&nbsp;V.</span><span class="stl_69 stl_24" style="word-spacing:0.02em;">&nbsp;XXVIII | No. 35 | enero-junio</span><span class="stl_69 stl_24" style="word-spacing:0.26em;">&nbsp;|</span><span class="stl_69 stl_24" style="word-spacing:0.02em;">&nbsp;2023</span><span class="stl_69 stl_24" style="word-spacing:0.01em;">&nbsp;| &nbsp;</span></div>
					<div class="stl_01 stl_26" style="top: 65.9674em; left:30.0692em;"><span class="stl_69 stl_24" style="word-spacing:0.05em;">| ISSN (impreso): 181ꢀ-6ꢁ49 | ISSN (en línea): ꢀꢂꢀꢃ-18ꢀꢁ | &nbsp;</span></div>
					<div class="stl_01" style="top: 65.8892em; left:23.9217em;"><span class="stl_61 stl_08">34 &nbsp;</span></div>
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