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<html>
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	top: -0.4em;
	vertical-align: baseline;
	position: relative;
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sub {
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a:link {text-decoration:none;}
a:visited {text-decoration:none;}
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@supports(-ms-ime-align:auto) { .stl_02 {width: auto; overflow: hidden;}}
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.stl_05 {
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");
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") format("truetype");
}
.stl_07 {
	font-size: 0.67em;
	font-family: "UEERKN+Calibri-Light";
	color: #000000;
	line-height: 0.690499em;
}
.stl_08 {
	letter-spacing: -0.01em;
}
@font-face {
	font-family:"THFTMB+Calibri-LightItalic";
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");
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?#iefix") 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") format("truetype");
}
.stl_09 {
	font-size: 0.67em;
	font-family: "THFTMB+Calibri-LightItalic";
	color: #000000;
	line-height: 0.690499em;
}
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");
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/VupqOCumqFSjcXNgqTHZcDvmgOD/qpsPz4KmyaIJJB/YyafiJvEKFpm0rGxRi4wBovExgQtehe529LGu9fOCgxrtpSHYaavyRWYjzD5QjFoInbgHmABS7L/yynt0DU4N7T0/NIJ0tzu8ifl7orXjVg0Axo+/5+0vmUAGUWD4IKo5SI0yCEWpW8xsbT+7RxSiXbajjoMquybkQI/9LzGZq7VebQVJNaag2NKlxMxhqqimM2tSaYAJ4BigH1cU98Aq7fbAexJPoKCPYFXZLgcwJW1ev+4oTL2WkFbNOwKj/djXPMvy1SfwF6eNtmnubcUNzo1Y7X8mapDEAwfuoAri9uK/QmPJfKg9tJN1UxO4iRTSjVlEP4Wz+j0nI1K3HEiFYqvEjHiSlmZ9QWraglv6x8Ia3YIAT0fIi9l1algMzPnwBJRuaND+UKn4wfT8vbNkMni4dSVbYVrDpmFxWYHQQlLp6L95GEqfQCB8vjrJTVasaEOREV1LwrRA9EsmDGU2G/tgiOeVAjqG1xg97aOQQ98q+eLuuQtIb0w5PHwgDHBk85u7HMc4be4psEcEH+KrdLy8h2Yl2cI84txzHHkDCSt1Rh4V3YsKRF1V2p0KMdQ0qc9Wq65VdKLZjUGWMQ6xS8H2rhpmC7Kebek7WMBXvrKiKBZlcDCRqOY7bHeZyXxYRmengLsbvrRjKIhAWjIgY0+PLzdi1gODAkKEAKpXyGQCkTM/DQ2RKI2mocd8Un8mchaMlXO3bC7jHjjW4KgPEoZio4CQUtFCbZXXisXG4AJ746CGhVnahStkLHSJm+7Cramx7ljk0nNIvHaCX5FaITbLAu6e01DkHOug0N0R/HZ0ij5G6C+hgYa6g9lUVmikOWHmHuffwI8IWAlZz2bfQjXzrgIgmUWXdmFcYpXrUGi7ycEkbh3gV0MAQ6S3JGiaKyeRNf9AMkZJ7K7zkrnBmSuhYUtRXNdYBO6YL/WmZSmbQ8MAdmluKq7aaa7xmw2J28nKZJGkWLp5HWFE8dzvIj2QjFJra0TZHGBCqeCLxgsN5oUvYZbXxGd/dhJ4BFOfPyOeBywvh8CAdGBehLvULr3ndZhFDAHfAYM5nviEuo4Zf/4QTzOmDezJ5+SM2bP4EjOoDh7mheBcz2qFyC6ppuCHFzbBWID1eu4ZTUMjjYhqBzvDZK3YGR7tx/70I7ilCOFTk1c9i0PnJgymLL6xtzxHTyA5XCQSw4AD07nZzA/cJK4+7c1D85Bz08kGeS3GqPXlp7dNcL6TCHRlCOq08eBk9MyWWbV0OY8O3v9Efx6NuKIpRY9bjxaCXOO43cj2sFA3Ns7I2kbaZSOD+M+DDIUr2GJkgeMQEtYLKQkeVTM//UdTjtFm0J+VMzJwsDybIrfl/awN8BEtEQPckMXzP9eIBiBl1Hn9LF2Zv5YI8+rvpxSQhLLsaGK39uEGKnxuwZUztEiKTifGebaCGfKgE2B+06EjtgFgi8w2AEhH7mKKp5vXcOleff1BowhnEMX55MNJIHDzOKebxsO2ZyOdH59d6IuMl8+kdIvEjTadQvZxgk2sCKOtUNCS3C4v/DkB8aoyl6wiy5pkjycTqIiHvd2p11sJ/zrzT0wom5F4gf9mapz/c8YWECj4yL5kToGA8Zw6iCRydD+0H8DXUqNxlYz54aDNlMoAAMKrGo2rbDEJXk5vALqQQSz04GMJJRTgBYlcPpSViJwkaGrJxRZgvrx5sgnYYbZKCUmM6ZECpPgwUkgVOtajWMWsphsA1heYpVQRZGI4kmPGLJm5yyy/poAsHrICScXHlOKtQjpC5Epc5gv+ABbS6Up3pjHGwHtTaI0Yq69DVXdIrA32QxhPL1ZZgmtVkDYW4FvRtLIsVqUlU5yyQPWTIcA23lyoNkRtlCN0TfTZAkAC2eRU1JRZAV1njTOC08jLDkL8ih5LxFvehmWqx+BwOn4IOcqfxHO/mS0evDqx+El5oREG+iMmtUFAfYwP+Q4eCYj0Fnc1Wk/y3RfIbNhc5WE2bCcF5siiYKWdBwqxQiNotghJ2NPfT1JBuA4UZlWstkBovKLrLYIZBhbOo2niIQPwwg48173PBhUcIFGE9YKiNd2dgRBQVTYjEE7dKHGRKBXAcbRrDgWMnMpZwChHsXR/OymsrOkQe9SeN7AUyHhVcDMbDzstLirdIImUEl0/Yr0iBK05Rnh36oO75LSQ+gEoM1d5I5gTuqyfAV0Y8wRxjUmGSkWYgIIX9KS3yQKyvT6INI4nweKq68XbzQHoIhZp7WYC7IEeK7ck0ADnEa3EX0SUQSr+C1gkk1krT3xAVLsDdo4kwLbgFHVCAQXezcAgK5QIRnpG8CMdXyxwLdvUBEeBXDqdYh2vG9w9QYSBhgPpKA+C3oVA4aQ0SNbCZuXIJQpyKOvuq0QibIMVd1OeoJUGCujY0UfJ1cERyb0NDsUMSb8FWaAMZ9SOvSKX4jq9TlAyZNQFkP8+FhSlbMS7O49evtKjAykIGmgXm6BxWFDc6IUXuV9ouXAojzozLNFK0vhYTEbAALo8QK5OReQd6WXoZFOB8Lx6e7ngpUB1H4dzsg816GCYG/EW/nxXgM+Vk1dgBdZWwYyFZU35RqMn3E90QSkTCLPREXZr3YUjKfGhDKTCYiCYNBUufH/g05F6iW+t5afjMwxTbAjBkmH3ZsLIJyN03DZ6OsKSECB6OSb+uwE5uJqpxcgn7xEBLKVCN9QzPlVsPAttuqy1QNqCCyhB0EM4mtTKPaasUGbdB82oo3fT2G0/LXqmRkp8BDQDZVaqveB+wEVfhSq6gMWAbVYqLuiP1Rrbxwg+JATJXyI7HpQ2OKErrOjKIBPSuc6ROv1WHQ7okvmPmydg6EPkrFIwU0HqIbGZR/5Igd70iF5vP86/VXLxTekKPBN4WH+eHxFYVfUd2VVckK8tj4Pm+aWBJtP8Sj+z0oY7lN83mKXrXEM1JZWf12HrXGb9xjj5JOIeHYSHjkeSttA6SCcn7FksGI4DCpERJTra8DaHW/vnuCVeOb4BpGEYh8GgxLHsDeUvvTCZ/xVw7NuEekjhlc7YFeftoATv8G1yUf1jroMLBRr5G8LZXqie2bMKKR/wgQYCgfI6ACYfAoe4PV3MeTgDUzWNci2SqlHIT+NDCueihV4Tj+VIk54kvp5hrSTsdHoIxH2qt0CPZBJh5Xo6x391PXWWsiOfdNhcz2ntvWneJAP26ZWQTyvAR6Gx4REGx4OHsAm9D61kljS6mAazdLZrb5GVUwuH3qOmJEcYxJMAm8uxD3tibZnHgSx/X1YiFYM+AbO3BidkBY/2Kmj7hhdQw/uYuTBgijQfP0oAu5Of1nPYXJEu59mxevtm02ZbGCIFF5eDwgUvh2gAlCs8s/HXFka1IhKioRxHc3JIdg2OoHzpi0QJd+kCbDtlWfYcC7fp0BisG9B1mw2Lpfq+Cr6Fki3cN8MAgUsThQS7ivtBQ4DL9HpcSHVb39IyuZtjgCQbxRlkLZ0MyFf15i3CkbHF4DsrQ0aPBUfoGM5ZCQPU7ySrmdWuR8/76PQOg1CYeOT+ESffN8HpEJw/5CvBk2uJCER1WCldobmIu3yQaaKGkuKqEeKMtmY4AkXIuNjnWyCHtHOEZBhmUHofwpG5S04t2jqBwJV8IBIixmffXCkekw5moZC21cRxX3g5nd86HPBI90A3A2ygG2k6zXItM1rXoOmVQtTDfC2NUD0hwoizJRdfdyTGDaIMEVfw6bh0pJg6ImpSSHwsUw6FCfXg/vRDw8/4qc9pF0WnpwwtrxwS0EHaiAuZasnZ22mNVaSsxCrw2GFKOOiowavRj9TXP7QC0RFlWuz1EHZoAUk6LgJFBWygZjZnwXJKRrIryOPx/wQFbXvg0Yyyy7yJN+tjVhW1tjI3H0/GVJeiysqyBXTdv7hwuQZXlcmfplCxZKcCXmPYVQfN45ragj+ilWNxnSYerPp5cPhmjYItA4DG5uDHxYL3XKAFjJZEwMMQqxSWtCInSrIT2qZX6RHxag4KrvBCSZuSGOLCJ7McgzmY6hYSoWl0bPYY4zEk2IePnXCow5MD2c9uA6kAmVJeUMDUoAQ3jTi8oQHar/6ZQTgpjTaYcdXdYQEhpLOkn768h4Xu54QBt4ZhkMDP5zT+AT4BQh4mxG2bvHwkMelllrdNc4BfiN7BaIvSErb+Az+UkYZQkgPlGKFr2/24MDURRdfvK/OWGbXzXgaxOBU0PuzgROutQ5FzcAvAQWBEqshoMAsqCw7HGxt/fy4eiE52J/WOVCFx+ABlaxzA78MulA4MCulRJ3zAB+IgdRuWhqhCjBMaMgbYZmLQQEGC4iVkp0BgVucqeucB0MbhSY5Rl9e01sDUONVihCwGnK70f0MHe3me9UxiOSdyZe5iXkHnZU0agiqAqxLQvCKsVsfTuhnDnxPJ4D/pCDPt6IH+dREEIVoS8N7zM34EscjBScZ0JizOrD0FbCH3q72l/kmT8FdEBjInjDTntdvyiVmUOQ50gg56do2SNWmZMkc2lPSgkexYmG2JCDb3VUhJfles17ZgTAVVR0hBM2F3zwDTzzooynsgbI8bqGBXdTCgtsQayUuPotAdfzdqDAmYFE5HXSuN0oXvjB155EjTRST2DNQ/f6ZOIRgp0EbTp1CYISOF6rT/PJ+iQS/5MrHcJppRRbaBwmYgcyMxsqjPgPf7zS8INbqXg6qkJPMXHiugD4GooQUSPULOq1vx2DEKJc/CQTxcSMJnH7ihd0JuNgqwQhVobFlPh+UK46SGpWuUHIJVJ2XkAiPzrYTfWuENiX9Wy6hLcrmOmGjEeFCMHC8QvxGZqLJQxOdMgLOmBcAAVSQGrb1HuT0ETGUQM9x0EbDS5zJ2jqdKg7m+6+vNZqNYq3KYPWBCJCZsgGLwePHOrGe9DWQK7+6cbTgsMYZcpCi3LgWyzU0BcFsE1tlW3BNtgFKBpwRFjl0te8sEVwW02iX+UHt/C+FTsRF7Yb+FlXSFGt6x/UMEUK7xKNCehqFcpgspjQ4ZuGei5p7pH+ajiDJUvZE+Bxma6Ts81Nkerjapz8gCN6I4DTX+0mqRSePoYl0skIHWqQD5YhSf8TjYwDT5yY5adqDFjtJ041o90u/2OcOov9QMt4VDh1Fuo4o7ungOxCxbm59dtugO2IDwRuRQlcYxLINuwSYCnFIcq+zdORPz1N9kluMMEv9U5CwqyhDKPALzkqEQr+buV+qevxjjuO/jYms2QtumRMxHysNVWiB9CZc/iQUS4f6ELGWA4gZPJ9J4rJ4S+g6yvylDAzZoyT3s2oGlL3T1aq3bthpsFWGzQYySOPekQtxQtiB2ksPns5u8pAoFoAaG6nCtShjWN4Mb1keCZhXajXFBClQeYjNMC2tB1PljjnBouY4M88evkntZIjkCU8UBZutAXmhyOaQwDhvp5fwQxUGlc8bKxDldpeZBY8CAJMe+i7WEiwWJsMlAj55kQtiWwkGWedwxZ+adQAsVZEfzocyTd1gbI4V/lQ1AZqGtgJgi3WoQAb7Kut4n5McZ4pQ5MmqCvsqnJKoXyv+pIX0OHtnM2V2SgJWgpMYKCg8BOAC/Jxa/Wtgo1YyJ4vdCFgSJlI1YA3NZlPIr9fRpZdwpWRH4UIKAHpzG6qpJqGKbMNm0kBI9YU0HEJG+a81AWQOuiXIiP1OaRIqPb8nAbLGBoksmU7UQpHFb4VMhHCj8RVTmCqrW+LNSKVqBtmBsGB3I1CIKIciXeSh+IdPwmbscBEsT6IjPyVNuqEbqHmg85ccRT8GblX1ks19m4RwoBitx0lNNEWjB4lIoqckY0gCY5Si54OXLrYL26OBtSMIRrrJujmY+BeoiqKoRJRvtt62YuGqWjq+Frp5FyXAmMihjnd4HXlsLW3QxlxAF4mwRnmbC5xdoZ1mLnAEAB1OZcUeXf86yEf+M5AtQjWEuSKCCAAdUxJbDIBwVal0hz777OgMqkJ8aF0Yqq9HiE1fRCy+hLEwRj2NgRDxBg61XZXkvlRo6B3KC52xdJB5m6HZc1X1UqqZcdA+JignG4wgOcFKuAVghKFz0GjPMTR6ojGvdSFHmPf0/9QejvYUEw930Bk2IMTOASaaX2NH0FVDCHxBO+VYCngIgfpwIjGAD//CFcKAkQ58FZFZ5Dbld1dYqCFT7Rzi1RQePIOkMA2aogxEc2vNNqbRYn89AdPJh7ZMy1I0kQkF4JU2DLFAZoQtkilNoAtQFSpFHUkdDNQ1CWidkGJoY7EL50/JG5IUawsqYh6ow9hqPuU+Sflzy/5Pxvy88lOanVl28pecnTlf3ibsw5o7qYTT2e6cH2AxfiTAt5ZFhHFpai6niXfVWLxuqO8qsXWvPOhCXFeXWG6oqPu0BRRItSgAY+0FkaYXrb8BSyRpIqHNiFkP7EK5GiXREhiTPY/rEy3rbRhV5GQlpGgVIJtMBVrcx90K6WsjvxJUu0312MZQJEdvgsj22bNVl+iPwqF4zZdAQtM2RrR1Cmg2WQfKR9Ocrf0QbMi+UIBICM44I3oBErua5QfGWf20jZDPgq4jmKK7WinhLtcNZLIzr5m5BbK0ioglm82asT03siIKIDFf1yDoIzgpsiVGLXy331F3cCeMlqk4cx7VUBktC10HmEHlZXQFYFwY6RaPIqZ2My5EUzBKfvxdn4b05/eE6CAJQ/tjN5I0mGN5mGxF3dkngeNRllnTqRN0VTMEjJCe/0IYd1qAZiM50UGBblwXLtW5+qwjggrqfd2l0YKMs6IRQymY0TCMSAvLDrmVnT01mEoVPT44oI4LA6EMzN8sfFVAGNNmJFNpwG9ca1d11pVE3Uk2XADjKgzEaovy2Bhj7bGbqqlRX3iJ+RXYOIGtDIY/6tTFBzH6k7TuuzW/3qbYjFVZEny+YVBoKMOsTjTInRWNmM26BreMYpIAukph6SIEc9AVb4TyCbWFQ+miBYGOITqgpDgBQHyTpoXaLRmT3RvAMI8NVwMDl2EQkdQOszc6pyTu9En94WdDe2ARcvIsc/zd8zPIHiIkacgOpkN0RKa5H06fbIcCFRxUFAtWeLTcbeFAe4EAQpV2SSsExIyMI4M2d1rMBddJeUglkvxOFKIJtP0c3W9giZXRcAUU4dDByrFCCymvXTE61oSoLNQAYKAqkgc2NH1EpQ2L+7IdnggWQBigQs8ZNoCx9A84yLRiT2fsUpn4BVJTlaDh2xJjCX7GbcuaYoP6TW0YcyZwPZzjikTadVykLrsgS3PfrJh/ghlvUUbEvbYSRUHsqbUBsi31lQajbt8unxIkEm3q4ARHScC0gPdaWmyH+sbZXuSaSvU3QWqjlEAKWA4xOhbwtyEtmloQGkIp/IpguhOImE3KbKojP1arWCId+SgBnTQqCVeM/6Q0z61ADzuqDTJaXlsCZFLkBPTdkCEUAmrIPOd+nHiHOZKEbZk0pMqn4o2zB5eL9Wfmu7gYScFzWGYxkk38raUr5DeUv5bN2tJkW5BmwNxOj9PqSvX+DMHtXcUifwTpLepSMo8+BcSoaD1MskhEZWwDjnTrQOYDldiO6LniQAKrXVSVG8e1GYdttMo4XZwzFwtdEJRjnA29WzVrOGAkxeIcbB1pSlEf5k2bBj42x79BqmGNrO0tdYMnoMj8wqMyNQ9hjuBytccdjHaGstdY7gQnGRcoN+AfViv84L1GoN0/Sxwbl1AoWvitF69G2oMooB9zD8C1QuNAoR9CQIHv+9IJCMwEJdiHS851orvdRzkHuEsK3rzALFHWlLsqkkCy9K88j26mtLGACWKMksKhzQ9AnttbYElyaDgnQFnCxTAsH70kXEKi+b++WukaMxczyhJfrWAocgUygEvANQ/1wxCkSgeKIkUBHALn+8gQj4hz/EXRftEYkCHLh9rL5WLyobhA30p7uiMSDaczmOsIOqDNX32KGjWeNEvzRbNLmSi8kXvUuDavKTWgLIMwii6J2pba7KxqGcHWMD2W+OZdbl26sE4MbuBTrw2RXCsFIKIeNKAHDPBPBumGc0KfHGaKzL9NKyRSZH/IBDwzGibHnwUM49d2/AMCn9bSmVlquy8sAmW3pz1+YeGqRkJapyL8viYciS1c3Wp60K5N3YcWR4sj0nYFRwXwTk7ggcs8cnb5NY9ns5I4CBQznJHANG13YaYYPMT848OXjpobDauuHZf/MgB8aZWqFrgiAsG2KlFZpGHeTQdvrANXGJ1+GEOutABkFJTSlpibzGApRMlNmpYXWCzAMzixxnOwEYA2DFYvOPZ3my/sfZAgSEP9iNAkPUwdpflglE9A+Cy9EB5PLbCteim5ss23JmSWFoLB0ljGmdI9DVU0xoe4ZuQN9BrZvgijBNfd6/wIe4uq/NZ98/OShx0uBwL7swGD6KucIh40bAsOFGmwSeQID7FLY1E14om+mGx+Zm6DY7ENKZ11mEIIGSziiLrdQdl9mgg0MRlyZdKC25CqIBnbh4cdwWPOAhoctu30WvJ7cMrSoGn9cczKJlfFNQ1/m4LMrSm9JJWMqnDb5Wm1RtVrawY5kEMw4yiu5JVHYsK7ctI7FErP7HpIUqzTmkDeuMlToK7dWkd7FWbj4J+G2/kepEMUemZSkLDUCFTkOrAsPH3ddnwlKDo6hfpQFVvCoIvSjYDotb4yoyzoOmQ4pHQWGRUweJd6dV4mVikGzoD5cyU64gWgXE9Na6FPW0cCvAt15/M/RyPwGhVhDSAK3NhxhwQhlADyXcmiV2alM0JlcB5dpsNDOpElvujPbWm1Isnt5MCvXNczqO9r1NnRqWSUNsG3Ifrkr6krUvbpSBQhadXZkxRNVsju23PIRj9dRh5Nxfr7squkrupXAxp0idmJU4EFmShJWCV3V0aD48B0iMqGACBz31f8GWMgBO5KkeXOVf7mv8w3uAn4+/UasPA0abaJCw74AaFBXwuEKRPAWEK4PByvHw+4ZfEOdGZiWJ3hovpOyze2dAWAQ10O1CgzodLoRsQ4GY+pGUFPBPufcDJOuZcDrOqEDsAqFPLk3YtbCHVqDElssOeLmX5MgpWSf2Iw4Pgl1423IRYw4YKSuDpEVpo8vu+dbEiG60owwUpkC46oNkF06gcwDAWQqOpyEBrBG1lWA0pleLAUYykEPJ638ti6pAloxLKcUAfdwK0wWztgXBz3vFgkDLCqhomX0Cfh6iq6qhNGb4OuGjh9VxEEdAkGgfgIVl6eifEoJ0qw4qQi6PHRUhv/cb3XFvlF9jEDNb0EwrS1q5IcNEKAizPEWhU29qYTxVH9GX3gTA9Ktv4E7MqhVMD5Mvwvm5pZjPQpaoGEb3ZMjHYI6IfLHrATL1MFkmAU/3ElcpCQ1Olzu8sC0Knw4EgwefBABL/hqoUI5pLhFy7RaQOfaVWLHLfapnUFvogE8SIio63brfjz2LjpUOgxa5vqTgnagB8jVlRkgGxhYaORW/0qoj5epbpP/ZaneCiQ0jiwa4bE4Emru3w0WTxJ/WeO95UwJKOl8RChhiIQS6gnpZnk04Hj3ehSvD68/WkAmnvYJSPt7HhO0Z8qWhosRRbzR4a5Fe0atgPwZ2Gd7Aws7yn2bLyVR4Uk7jL2rn6QlnKbkyIB2IDDLbAB3HEGtsrqAAy04wH6SXkwJdpD5VOIEu1EuTZnjwv9xCN8guO4DFCR6F4B7/Sm8dAGFJekvq9QXPR2a4AcbKK9M7lLhl1aTT36edia6NMGziKO7PNqt6a2kPM/mBUaSTdpiBs9N4fa21e00KzXeeglEqpAsh7aIGhzoDBPLdE1Dvg2txV4F24Tbo9ULNwStgSB84+tVCkFwTXziYwjC5me7foDB78HZzF8Dmu9dgAR0EQH/wozx64Aso36TQ9eASPz+1ZLnV5qE9QHThYj+fVWhQylJlkxgNICLI+sFvbRCPtYNjWzL8I8kuYw/PlJTd+nt1Xqd5L9jmr578PBH6/ZpkCfgye2umaZ3FAP6zuAce+8bXDRWnphpEy+OSgTIVb7b4jkVqqSxSbCZW2ikOzA9adY/+RGRvquSTWPGVeYRQhVFLgymkuMZ36g0+PefwbhyJ5BKmUEKelkQLQ8icsMgXSqHpIhLhaJtDEj0va9PBaOwSCLju50ApoXYTKkOOuEAjSVLnEVD8YtsH31VD6oltPis4USvM6EEowxRNz/aMV9QcsQxXENzBu7kIvIpNBHoSlUUdOOoNpKO9Uz9HSE4hd9pyanBqxyijuDKI3kMzScSsffltK0Vu3MywmgOEXEqYfiFooE0MpQTZ8Oa2yBCHcMx2qmZHgrlHO9paWs+m3naSbLX119VzRcVaHggJqoN9MyWCFpG2oDBtiAsnQgIqjNIGbYnxt5Y/DmiCgtWmIUTQou4NTVsCifwhoxWMxZVQAGfzY+7ub5Bqij05UBDmY1nOETWISUNORwZEQc5ERk9xhMGbUYI5EfBKhMbUZihMXUCo9GdSf3wkXmlQFnpWYrKEVWEGVQ1nGySMWw3NJ5FaLTQKQhBpmhw/Ea50WaEpRpEyfWWlhpgVtONV2Ln4VB0DxFAOJNI8aYO+PEKgpFOSrr9hwGI8g4D+n0MLJuf2qRogE8geNnISbwB4gS3FA1aBq0W8AWU1maMWoBJUBgqgB4KOMDDDwRnwz/YF+4yfcbPEulG88R2aSYNrEACNY6RUEhuo689XD7HcYTv7zR6nBqGFRk8JFNjoe54eKcsTWMocUxDQ0ortqzarxxTYE0jVMTInktJIdOoAAEoQZastFtfThaUtJCsmEkWpNTRMGKZOMx1aEaJQaAMIq4dXnoZsjj0LY6rFYtX28ri0qHmGbZN0U3RWKr4vMGKVSWgDo4TNB7gktbFiHir6gWHrgSUg+fJVToBNbxoAzd7CyXQlQOY0q89tebCmQ+TKmS5jfC406lOkB65FaBMYlxrGLk9UI4xixeOlJFU8rJxwjJ2m8jmqorW7V5J/ZHjjhqnbbvqejE09eTwAT8bAKtctNeH+S397evm0D8LY3smP+nr+Y/DcyfOtp9FQCREBhGrjbl2bhcNKcgHQ+auA+WZaY74cxtI7f5hAj7FDteGcn/flched1fUlQcKf6ccXJeuYEowO3QbyQfmFpp0e4CcBIgwGATJMCBQFEaVqUpYXrjVgZ9XgsoeYm7fFZmtm+wkqSbVK9sUk4GgT6wxIiI7wjcXByBoIJQSFHIV60s0ThEtuzdwruQetW2PkCCl41zCPnlUeIXVBwaREiRxCgfYZ4YB0g3gwHWpGzmg3GTLFVFv/PumYcyzcuD70g/5TT9o+Bm2SYydylCKNMc95RUshEcK8qeuw4Lc5j+OzFEEC+1zhn3bqUD9MtutGbCRgMse54Z7qk3655mlJMdJoC4wlC5m9cKt0J1ZEYtJVKX4XBWsr4m/hd0cs5YTjAsrSxM7rAOtTkXcDFHALaEwNlrWTJzjrtgqdbhWhnUKgRdyP3WDwJFSQASPj5ayro8PAc/47eBQ0Ep6sztTxb7PScpOGyoE3v5DyGBepj8vAZ3m48nz/Sw/rcXs89ro1yD4dHamcYN2CzcFtsttn61P4aZqk0n4Qd4SoAu5dE5xeQGoLEI/qRWog0mHdGVqiskFE08iiFSGkyn0rf78/EBFO0bGZlRqAxhejD3QkhvByAhZDCnUkpCuHiY7YW+CegBgB64hQ5R/Pcr6MyBQWfN8sTmPLaZD7G/EWwLzj4cTC4DeOPHigfoMJ9/quTBMLGcnKD4C5+bP/b23MwvMWAIYAgO428hllYXXBOFFr6hygLuViVlo1BEusoAACZiPP9xH5O1aWcgoNs2s7Df0JqPZ87tezg1kAaCLJGvSzFD+4LUWRVWPC/K/KtxZtmYlzHiKRwZEn3HLR4giDSmF6Ym4XexMMmYgYwCWny9tsawdZXkvWXJ6twBH4Ec6WdMnBsiC8pA3tPyiuBk9zoQ7ugGPlWMHlgVYQF+xMdS3XjJ4sIKBVyVZSd96POwEC08nYwMIxFDgoKABm8SBuuarnBL+88VFYhF/biyYlTu9pAamQg6jFpKr3EdNdDCA4PGdlYAZOrqKR0WJX9m9HNv1LHxUFxdVhxQX2RsAEpAJgfZIkQbGDBsyPHSW86LYsIJ2scPUgbQFFC8dO33CivHJDFryVWFVXLLDR52Eq+jzRqxakjN+3GyDCUiaQEdGthGAuwiQCuyJcX1yyxFSHC/tob5y2ndYX4wjpcNScbBxSCFSSpKUXbAEvRp65BvhQ/HDl2cXDaFSWALBdBOSyapEUkYNTQmzF7nAdCC5nLHQBEdlFoq1Ql58SfthpVgOS+C3Wcr2lz92gzU9FBJaoM8Mt5ojuwuhoIzcH2n6REuy8PS3Iv6RDjshipANwxAEYSCWcu/x2sA0AU5Lm3StAtxyNsY44T1iAajOWjyoESKcb8yK4V5ip+AX5XYNEoBgUyjdYsALdZ4e447DH4YuGbw6FYar6eGKAURp1UH0WT0YplhRYA7gGxXe7fYA+bY/a3+kEjkY4u8ArJr2eXWguiblU89tSDuLfzIEQlO6bPZw1x+rIVVr0pjObpkCnw7FjjWaHLl3ccOzwJlDsMN+ouvjTNpSDOMT9yrEfST3epwkueITldq2aDqYWldTHI9hzEW+N3GyzpUgyHZs1C3UkvBkssY3N/XhEmuszCtIPWryyAHD4ZYstmct+DGJBwwJsIf/Jpe2Vsq6+6lAM4KiPgKixyvSZiIoszEHF0Edy+WoVoHoE/CZXwLR1c0ohqdvoEhfptfnkEgXJSxqm9Zo71QilvD2+ejzdtRSLJXY6GwKMvdeRNQkHayGK1H78lVQYJX93pvNJM1Lt/9yAiDS4LYJ8lmMCML5OYB6NqOYVasWsjohZLKfNRDvwG+IlKk+U/OSh7NX0URLPZZ14F+hVGSJDKo3Yp0yP1TEZqELRN2vT4MAU5iD6ljwuvwodqp20jlGUbjQBmX6w9VnIswCtU7/MASZM1Z/C2fxMHL9MWqjNvPBwcrvkvEJYxHzHOtJG3o6x5qOCv2X8kiKBHoC/ACowtZga9D5N0IikPRhB8w4IDd4NqU/czs4tAiwicRHslRpLvtHm15A8M2VvcHa/ZFiIssPHtQzJbSdgVVYbm6w3m9YcEkJLVRtjhQQCqte9s7AZzFOHNMwaSVWL0KN+xIDmps/vcXq3oGJIjE5FawmPG11DuLY9GzFQhWVIkBBZgFXPaEvaAChGIWQzTthabV+dFg20jjUirl9UArULggylcECh5O1VK4y0iEsqka4iFSBLMVDvoqdy73GLnntf9HRCxmyPXafje5E2HxOXYe2SDUJgcvr6jJZn42E7qOwZGgA2Gz3AKBB9C+IAxtwATJHAb2kKwuUE8QMV/ktpeGhgjYH5WPKz+Upx/JCQx/vtMQLJu4Z51l8WTD4T04wF87+NU6XgaYk+3bgkuh+TQoLMxIEzmxt04tRd6ei4VCArgn0JxUlppHnuf7F2V9mMTrs+bWGu2V/zg1oDtHsdYsMs5xeVFxpw1nKhCYhl9MbiBs4xhrPNXDTvaAgPU564aaTHnwyGETTiMFOQUjm0DeWUmYG9WKBBmxJ99//Zi9FggFP7Pke4M9GVqUA7EjW9lB32Av4nTlGz5EOPZ/shbBhK3IGOkb9XQui7cTUUpUs0gQCAGMGOoOTdASbEKEiq54VXm1J4sut2q4UgEQMtMC5SZDcFXFors+LFGP7LYdeFacFoOR1XPQmCVsvYyDqQu+goyOsrrCbeujRtBwbohDcggcwdE6BJlHeJl2k/onv1mTWqgTWD8UEKqg1xH718T7BJseyHNOT+jK3Hv1W7EmmDT3g71P+UvdvqzrYNX6KHr4tjZYWdhorVIagywlpq/TkLrUc7W5MQQdRWmK8pznlsFNIg7Exu670mtSGz/Vs6lOUlrBVrzBz4VOiGgUT4J3UzkJZGPh5PXDDDBDhpMIaPuCSvC7xssRzGogE5ppMAX9+o8IxSGVAYVMyKR6KC4JEcxx9VxZEZk6dULtPFYsCy0gtgu+iVBlrUxPzWJfSlSN8kAc0yE0eZu0AVuhfFqBhg/M1iGPyhHe9FdG22DWymNw5XcdgCrKs4guAxhNeHB7H7Rp6dCYjhdczFZ23aO5lABD2AYYWXAooAmE5TD0oAkqIMG6xxCHa9kEscT19W5xm0FEl0J1AjBNxMqgJQ/QEj4NmjfqtRvjmeGrSa7QRAOP+nOE+wF66CggfKL6gPObipL5B3/17QbMIo8oKmRBcD4KmOHhxEJ4VtMzgOZcKpO699QHH7LFRYgQRz0JxlnPRK3fREQcwaIbUKwQdAdbPh1mE09qgCyTIxzMmerPSX9iuCDSB6rZILld1xi6bqgImJoSkqLWGnk4iomZWZqfYGw/sDoQWJ6/IDfq8drkrb976zMitsYIhtS+38s58Yg7QvzxjRxdxj3FX3CmGWLbFeAZCG8TpJXtoiK70e9j3MtNIoF6wAVhAobXAYwm4aFpT0ZtNn2C8V74uWAyMVtOJc4pmbpwXVIQcTh+uVlybBGF1YObnGlX7Eag8x1eJb0hReelhyMm5G6Ax3wt7/+g4zc/Hukh6Kpm3xK+rNq6/KXbi+BjhBE6WDTs8Tx7kAYAgDgMAv3q42VYTdeGGZbNaJXWOsMYDgR0ljD+Wo+RIKXmk4D+nra1TEJP3gVyMadrwUf2s43F7F5JoFM8WWZP0h+2Hn0yZ/N0EFysc5uuiQ626B6g+/74yuZJA9pmxN2tHESmz5Pbd5+91AivWjhAjq41KwolBJDgNDkRCcM+hGlEWePmuVvYKhJNAsWK7XOukm8rPUD2rCVreCbDUd6qLhI0ULiz7YVe3YUHevFVUfFDPK8k3eZZasOAjCFplYoSTnT91wkjQdmbbXxn/tniZJ2JI0YGACNaj79JzD6NtNIncESlswiVgUADA1qI5hEphVVEma4p0B0oFTjgII6WB6poB1pfjnI2qmUgLEWkOpCgFI9gyXSuBbrYGAmqYiguOvCJ6MvF0k8Atum4UWPlUYP/lpbrApqEjUCo/C+4aqXCRsFvAsUYt0G5kdWAps5hQBo4+EEH+VMwhZypEHWBsWdZKHNEMKVwtbBegqZKGPhaYhYg3CvzZ/8GJ43FbR/Yg26kofyxZzUi6C+yIyeMP8l6k7QH3cAvMO9q4IXJiKD4l/Mzp4/OWdB/UXgW2EccQJmFRLyKPMQHQeyOpwz0hyE9omcgSfFUEWDvzeJQWsxpCath8X6Jl+NWHElkMsn507Ag4QcRrmE50ZG2gtpi6obE5Gn9S8PMeBVuYttrccphKl3kl8YoC8PFrnRFcbSBxvAowi/jj14QMbCN9AVhEkBjxzVAhb7amNuLYwooIlFEHGO1IesnBPYmXS+evo8/e0pRIblsv/OxEwM05JAZpuzl89w8OlHUApWda2NKdoYQ5/qecmuBysr+q3uTFFCJt/meLyCXcxilAMYGdyBFd5InqA0JkwpYA1Ax8f6e5ZHEiy9TEaUUO6ejSxCBQUNDX+M2qyULqG8djfE4l5diyjmZXwGD8UKFlnHEbkagfLMLNBi2aYPYlAywOc+wsDnovPm9WZeIJQMdHFHbfBMFNqFUZWKwRlW7Yl44v0tAIURbN7GgUGnHQPea7sb39TEOvEzMapfo3YoIIh92DOTbV6WGBd6KZd3Cp8qPhRNC8knoB/ygqaWrXkRn+uE64ok+riFzopMmJiUD5g4a3uWZxoBI0Qo/t/zUTB0J9XYDjSiEaFLfbRWSTYLK/5uo3Z24FAUiFghz+e3lKwVbg3wwS9H9MXNHmjzuBn806L0xPAigc+MrzHT4oHBW2wuziMRkurlefbCaZl59XGbf6YUah03kOM0jJdrK36oUqSqL34Kxntcm8DmgfYgtX/qIXqcVYRfl0KB5coue/aaIrt2oC62XEQw0QYBH11i7TNSDrv9bwarwcI1CgUs8OlqKZduXzPI4kzixTIMRxM4OZxydjEM9VYTdTYQdEcsEVJ06lu+g/7hIUg/xqnh7dQhCKrbQ+dYpWn5Z1nWEj8r1tIFqRGbClOee0iGr55odCIy8RSGqJ5IF7ppjmtikSYNEG3wCWd058WT5WRZrL6ipqelwzmRyPMTRH9+UMW6cjTiIIH+uwN79kAdeHKfDONzGSWhKSx0kITFafiMEHQ8KnQZDCWRN1JnJsWNQbG3jRtWDBUjJCLJR4cvwwg23JVK4uJDmsNnGBJc9kC4gKWHtfjTM9VpoKr1uWQoaXBVOg7rfgkGrWNbIfXPJ9UkdqYUSERo3JeFv5uAyqS3cAinZDb6Fhr/u+pz+Fxdohd/SAfBH5RWO1LQnETCnA5R3lIQlACdyvInAyWLpglBO7lQPJuVORCQYgilPuTjZTaUCh7LucBNBL+zubLFbrLQNqj8ElgWVxCkuDT7mlDhSPMFBRfZ0wkV9bOmQe5wPO2UvLLKIhwFNcAuBSACjiVL3yZM5h/H6P0KOg1KCxfuiDe/4lCFjdxAQdmDY7ujMloiYhws9u2gG48mGwKRPJfACaPgIg27haTIBIOBJcF6W9/ykQ/AAfgxa897uphOHbrtlsaQYAleukrLPeRlw+OUFW+cr2WFwD/wKCbARuBnY6TsM3hXU5KIdGErri55rKRAIvRaQNx2NcrLMzHmxZLmg3Nx+QUZLLBBYXMhv9AQrQFGBqaco77+fLwDjn2zKZu2HShzg9lH9VvgZ+mzXUV4KMnJ2mVMKdAkZWuaHbFQ9BVzvjeRnTo3AQuUGnZOJ8m5sZ3MSKnT33FEK4QEsL6oDrQTBtKnvgUYm/1jyfFKRI5YZdTN8ivG9b7PKarmIgO+w8AmtjWS0/uGFfFshYP63Z8pduSXpqWPsTeON3fKrDSV+rgzWQJ6T+H4Q7T+ptTbAkQEMsQQ6lzzOmY2DGmvPSrIOQgM0efxUC6KEspwzhtlcGDPF0sxPzsfLxQsrRICQUYXwru5Mn2PDLpsD+DUIg2XAJ5C0NWKajqHjdQUJoZnICBFCEdqhxQa5FsIWuDhdBD7GPsX4J4tZUL7xvwkth/mi0Ygg+3pzwDLhDEffSxw4iQFo10GVDxtVAN0yPAdkA3YbnjdiHlkdzCvO3zsxijUyVLMPv20DB1mGclahOak17hxA0rXtHMiB20tsR6R4YREZIDpvEqRdp+xQ1iq1CYoR8dmknRxgN4la+n+kF/ADYAHXh09RCXe0EqjJMxXIsioWxRyPqgM0TTFbEOcAPuRH2lo4wie1zbztjO7hm5M7SjyyUUCNh7gFWi3oYQclayCR4T5SqDWsm5PgBWR2jtJLou7GTK6MhJOvFMeA+GrfCFTLsdULJsH9asx52jo8qRkDE8vuqWYXcWE7vlGA2DMpZApi7hUGEAOhs52jBC9813RHiq7EwlSinqGKcIZwY8UYO4UCIJSfkPVjk7ORsNsSEEU0s4ZF8+rfPY7HmVezm/J6Ihsyxwt1fe6QMC4dP4cCUooLbDlD28IVSPBKPKbrZES1hIvmzHVtXk/GEMqy4pN6U4dbPH2XKeJHvgwhW7jZxeVhUAjfZGXx/GE2aqjWNeKdRnL6QNjYNS/Gk0T8aSBBuZfpqyDn91/42AxunEXX8VCcwY23ejY5wvKie0S9GoKNstGa2oDSrw1uncEbI12Mt1JzJYrjcwGiTNPSpQyj0lY2PbrgJKG/C2Swk4aB6q0gwVsAi+IbISMDIrQGXKJpny9xpmfXT7FFYBVDe0FdGFgFUxx11fqyNGvehIlHTsfepUg3qL9ZKPMF8I47rBhh4x4wrmbFEBsMzn6NN1l2VXYXNLCZ8Pr5LNwiy+JfQUG+TAqsAzElE0wUyQOD3QeGsWD/RqCtGO7EG4Cq8TOWQI2kcN5vzAGodCKSWIRDAUFCWXFY2KGDayhGc0iAby4Y32oKWGilaOA5C7HjVxmH41/hl0q7lP5/fiSphczKaJG/VzFgpRO5MqSopyOHlTL+AqwgzlAzkxjOlxqIZhl5PJK9PJnBiCPSFwG2olbg7hAsmSZrLOaSz3bjEvCqlDINU8kSimuYZ+tok/QRAneNQJ2cDyddQ8m5Ank19hiJWyd4JOv5TqQQF8WVU3T70nxs6KZ7Mg84qCbv0J15NCFcwfBuEZ4GYwm8FOkg8HGB4I2lg1aCZME1NZeNHBm7DAGozWY/F4RZX2PxwXwhnZfhWRTl2wUDSaLk3wHCXMbbl9VJTw0M5XKgQV+C4JgkkDXxZkDx0goGsh4g6a+SIJ4XRYvSoJkeshBPej5yhsL5MjVGekcHzlZzPfPnb2D00diZ2IJcyLEEOYkP43/Dg92Mtg93Ppn60NSdVzsBQ7axeU3qSoBHzKLcMVFLAFSWj0uzBcZLDmX9FARaUbVNPXYMWLakUMf/g2bkBQ46M74c1ZzsRtarKk9KJYtoWibmA9sQhOWBBkqFL0J+4jJYje3n4W2SFm/J6IWIRvN0HxTsSOm0Lr6JMcf4e0TPxRy2mNAADRz9HNvqyI1BiDHDHHCDq7qDAj/HXQqOsjA21cudRo4IY1I+S81lNGayGizYzBTlpIoGZEihbKRFO6mLkdyh75Ghpf4g5j7YMA/DP75wEweHCIkG8cD6AoSPw4jZEHEYCiRyy5xgl8YcEZOprljCnK4PQmYCh2dgQOzsBAWMAEQgR5gGwwDP9oAs6HQ+HFVymRobLWuVBMEOgplYszztIuGjimZ3VHIrhsVQoqqWBFWmmtiqLIAg/Ys9fuB4kC4ArJxhEW5gMQ2qLef+LtlndpVWfG/8SJrlUYHgEFEa/mO2rEaGEY2bfR2PtVbkd5+p2MiLviKBGNjAA/bR3jqPpQy4AbTVdfUplzNhpy60bVSUBFai1OhPyMkXpxO3HasKWmmSppc6llyQs6nSEsOszA8EQeC/VVxXKALak00gSxXcHp0oqeKic81MIt2WmGVNWkfzZkpNcR5onKTSzEVI9giOn7uI6sdQU0rN0PgqqrCiXinEQRP56h2cnoGH7oFpUv93kQM8PhKoMXMjeAkIzWEDyXLS1mXy0d95KnX6tlXCmHDSx28lLJGzqwV5Rp61Wg4iCWuDWXIJeVKaLsSVoVU2ORGpLt6Hd7eqC/vbGFR44jO9pxmXQetS44ov8/A8alGJ7DUmBEVDHsTK9g0nB4zV0I4zxIze/H3xq8fMLLrgQJMlQkfJb8rpUTfmIHGbXe5h66DyViYwBI8bpCtE4PhDiQ0PS+YzcURGm7zR9jYE2xsDFTQPa7hYG1sVHDFbdmULOFT0QjUfHx4aRw04YIjCLCJ8o7CBms0TucMz31r0qUCsmikf4e0g4bwkAqgM2dWFYbw1Ztz4VC22A5OnPyMAxDxKTzOSxpkZrGeIEYPZ9tTdsvknOgPnEez4YuA1MLSldFJPnHH0VGYdScfB97AyxkVbJFBjT7QiTaBGBgEPSqOBFvcV9jmMvspWq4fAsHwa6S/Uw+X8YLnQvtMMe/IubyGQk9ohSGFZK3cdb7h1KtEMKuP5Zfv8nFPil8tKPVRysZ6oO0utYgssGxkDBG4YWoTPlUixjL8eyrlZXe6ybtSlXCs8tAPUxuxBvVJy0Sxy0hxsQloFxpgQBZI2oSsHL6gd4rLHUW6uR1/vbr+WF++IwgfkOFkzuCrejyColPV1ZfCIdaB7eK7s7B02lSZsbvR6xMwHiEGrwRc7LMiNdJCpCCp+EHgxIkgO3Sm2m/xIrrEhpkRmHruFzWdjuzVcAwMG+VZDAo/WKR/SKeHnyCJw7LKB1/lmT/IPlF6OjZW6eSdre+50WkyFfIJLDSTfLq2IIdn7lqZ8LwwFuBc44Hvgekm/1GaAvPn7XqUtxK/eKAXXYbpRTZiCptkI9HS0Mw7GZ7QZ4xI749IqxF6lCjOAws+mWr2A8Lk3YFlelpsLeegHJWURRLu2+RVHFCqwp51UHlXTY3ljqViOJQcz+MENNIJKKRbMwahUdMdMGRAOCJhDhzYc0KYpDnGJN5bkNGHAtJOCDTfeHDIOsATepgrDZiyDtMZdeZgXbghY+zdQmk7ttZmFXBR7QR2oM8lmoq32dAXGp2JUbMYW1AvBM2fqaMSaVtSSPzZ1YTMlH6jtaFwCI8flyDA6y5/0LaOnfRKthZAjur0CQeEcGA4hbSNO2mb4gcng+sCv7qsial9HipvdzNlYeHqBy6nekIDKOQ1IClpJB6Hodm8J3RaTPXUbCgAG9uNLKv6EAfYN0XyWb9/J9tJMcXPfI+hWM8Wq7iPwLF7xOtamWyJ/i8VB5TjNaWdJhgelviCDkqHfIc5n2wnEnvQURg8h8vYeUV8HFSxqXHpBhJE/JqUipE43lBfpdRKLQyTifEQz8CAvVN2OolBaYoBaJax8SofeyANgnY2YFwmkGaIRCzKenFEGEf9axgrJRygVzR8CgxUtyQHPde6YHKUZ/CHZSpIBi3AIRlDbb9H+gDuYW5DA1Xf2rkDthekoS2FrWS4TOsQ1eFGsUpdAHsBuA4MqOU5JwtStjDhqUYEwe9nUT8FGHg3lOKIB/2DecZSwccgQxjcKuipKHQYBMpWcTF9c4wUiH9cN9CMOKqB8FkDMTWlcgXu220L6ugNGMszIeROa5bNcIubSQvQ2PAQ17n4NS+0Y2lBrOgtYkgFc2gADzYrPJrD8ROM7wKDsrRy3QbWgKzCoSU0nyOQ8yDGqAC2EQsGAUWHbhSiqmspGGpIMQjJRHqRXapbN3x8dGozUm5ExCI4oxp3GMJVKayVSlisq7hTcK3FR5GILAkgxRFWUxWJPFIQFj6LW3N5YXshhiJcw0LsxaxIVdXlnS4iLFO5ES3qgussrmrQIe7BSPNThv4Qld3O4/UOuFQ2L/U+QOSkPH2kmc4kwTzyjmWp0DlxeM+g2kPoW/M5AEumvMNOAjwPFi0MdiANLg0tzL4JB9JH35G9ZV4fxrYAaaDMeQJgPpPyIsIQ+sVJLiB1qwIrlMKEnaHWs7sCz407bCivRbOIB8Lkv3mktIm6yT3USbL73Wfxx9pyvLIJFn3iAhMJ8t9GDtQCI/MxI3ZTOPT3LEjCqmIq208BjrXHywANLd2dHgoTPCFE2THDU9gULIVZEgwdDPNFq8vMb1gs2Low1NsLOUjMWXcyWRxvLTaCZaiX1aLQgQFbnUZT2IhQWa5o6Y+f8xYoEbAVOIaEijsitBwJDj0uNUwAisS78M03/GIkMl6BIxKjp+Ls8XREtDmrQ+gMQPIOxk0PAcJtT3qccUWGbiN34pl+KSTrcNWSKIm3DcVJ0EaHHggfNbXo7DhWugJLeURjGqurOQ1DiJK03xaxsloIZgS9AJsvqaY0gLRcwuJ1FIZmt8VtfWR6Z0bfqtY6cNspJvUGWRr74p8TwTtG7xBK+rzJX9mpoAvzlkJ/HBOVHmjXJmk0LHnQicaVtwA8quwVcInF8LS5TwCndBXxfXLwclkD6MWM1zQJ6gqWLGg/j/bPrKlVUQxrtVqNG6NDWjx3CGHyOuxbSCOMQMKU9m5Tne5Sp2+KzxpFibTCT4FS4zeGcVuhPbHNC7RKqU3hNXA6q4EVL7Fpgq1lRk5zCanavG90fUhqy9BYTcMFFQ4JOu2tois2NHCQ9cAJSixeR1SBN7Mx45awIexq5dcQd5ISYB2+CGgvH3A30GVAQKeBFqayud4FIACQGhkbM6AGbNVhQNYwKEdr6RALBfMNgNfQ1wILhJMTWzFDnKj/+BQCCDiwHDwIa6L6bwDeagGyKNCPplOeQMZFAc1LEmMIcaRLUI2zrwQM78I1G10KLjayVXYWt31FQmEah2ElyXJaelxLSTRyAEUCAfVITaVMlEshFL/9tTR3WfzSv8zIaRnoPYNKZstuG4AgAH8N0mysTkPKSVKulpXytSDHZ/0hN6xaTKcaSHRkMu0RJWQzvyv9RZLhhKABWDSUYgcbXSsipks5asoUvDDSL74lH+LAxGIdhdi8z1qMl2lWZ4EK3YIv35LOICDFplAPxqy6GUxgQgO4gAZBi6C+ssRFOpgLgtdLe5Gb0fHo68t/lUeQ3a6oeD1igDZzgVBkhLQlQZKEAc427dfshYv6oLU9IOimhVJFTmMWC5FpAIvNkhPltW5x4VhgtytDo2bWx8tQFNR0pQ9EotHw2/7EqQU0mAobmKovgIU+cqNN/FG5+eFo0c/2kFhBUVMjYChRc2UBAeszUBlYGOTyTQ1JxbmpmNT2QVxbA4syAaLbTzKJ2ozjlgzmdzAwLoHByMCAvLK0BxIVyJApdr5zJhCcChUaCjhnDhrh5DK+oByEwMOYuYGp181hCxKN22PoblsFb/KYOqLpmEOya7GX0uFlh9lIR0gCAUxbhskV0gvp7xsgwWPE8ejoHJnxDWTaEt3amBnLrvT5aPx5SW/WTyOEy8KZNIwGqMi+mYlCJZxLtZo1gz0TyDuOXvplYwlu6iyGB9aa/ekhRNKQ10cYyrlRDzkjqEsDkIyZ4rcCSIrONEIZcUOgW7MVqssGPwC5bSGhMx3dKhK9h5FwocLpXsNUexEejvzOKtEcU94pA9LkiEnCroNXHRXUzSTMyZ8lpEbUJoJpzcOkV3kcYmZqkMJuLlI68cTAQRsDaqSkNgaWHbNgyajbfX5Is0Ewus+Csl7ESxyVNOXwJ18l9mEDUtK2I7NqztKATEtrEDQ89xszidcs35sGOILOw7mnAwiBoN4aaINSBvyNkDyGJMAc8oWagXmUwIZYo+be10NZECWf8gPwUxpzwGU/XVtwM1ZgbRIORohrrEFcJjrHCJAppH3fPbciU38YYsDXdSk7wDRwQ/D3vN4ufkTMrPO0rV6R1W9cwGLMCx4wqDqFbkGhmqYSe/qqIapz1JzoVjVuZ42SRkonZRSzgynQoGLIdySe12H7NiE7aWyonuAlbma+wnYiXRZvnvXDK7ESYeTxwM+qKdzcxvoANd3k2yESMkdBnwhkTlzpaq9qmEFCAyXfyCM1C8TbBqwwkgORc/wQG4grgX1fQhJ7w8ok859JMzQCT1TERnMxEsRoCKsZdGImxjRphLkYkplwiZdhr0kUHDGE/McaA05nwojtRjnDTF0GbjVs5HMUmMhJkY8cg0N9AWGNgLWD3Gl88zoixoFwzKaAtNivUKQTqZhXtJQQDYCeewCy0VSprC3R7KvzXp2twOIYAivo/zTaln6p3uvqwhhSt6/1a1FQ5ok9m0SZpLNO1O7WSAiaewF4ACidR0iO1dGAaxXiFYF54xH2mk0Dz31u6jBwb55r0IGE6YdcDMq+eWZRESCALPmbRkLjrcjQUjpWEcKQvcg55w5bZDNHjHLoMApZSr5uAUgJH6BO+hOLRDgR4lMhVSmqOREMdEFRei3UB3WOD6/yLaePJ4m0xcZW8enVInkQaCAPm8lRkyIcxJHaNfyg+/4JR6EVeVyFR692/wkBTiiaKlJdMtFaikMxR8aRv0DdgSRWVyXSFh8bUxxqkxAUPvS5iRKzZ4qsC2eeBTP+9dZRAdRxAODUOVGxkJq4JwZiL0RNrXUScBRWDSiUSUQglD43rVzKYoQh7FC9kSyjD/xRsKEiJAdMjHLjaql65Zq1XQGWE47UyAiDiqtTeWpzmmNQTzpH5IEliPk0Cd3E3ciqAfI4K6gYcZhQG9UAIWwUrRqK+ZAErENQp2RQpuLZmMSFP9kTQSEavIdzKWuzXNeEtap5NuJE6onlBgbMw4EpHM1Cszqp31txgocURtam4o+Uy7i5wkPjoHQZQfpZZ9u9QRsE1DYgPnLK08VlPh7RTV0XvR0jKPtDOWPMIyYUC4iiK4VOMOKCS8ST4lA6g3qsQHZA+VBPQJQnZ95ZfgGuz4UsHBtpsRG20rmRQgrQ5E2qBk4EzARCJUI//UzRAvA2MoZ5NE2gpGk71BAK74BrJJ9ITdVNThBkzXqPAIPO1O2iKDAnoV5h5rABKD/ujbTYiJqwMKWLkpBSjYG6PXkGVtdV8e2TzhQW5+ZpQI1xLjl9H1Hj9s7oWvK46tOiTcUdedppSMVuUS6C2l7tpSF800uM1DONh9+5i20SBgYHDNAIRGeUi+E6lf3DBsJSh15wMW2llBPCcBSngWBRMASJPjDEnRTgW5pWYU/fmAsgoMW7pYRgAR0qToAbx05U3KwHBChU2qa2CHinxiqp8dWnG4iIa5ZkgOUptjhKTtDx4STD+qep3EEA+m6SSKvu08cfPRhx2+SuCEGlSPNQV5DyYoLHViqdYGk0KkzcsaqTLHoSyAe3pmAH6IV8hdU3wfZVgXfCL0rIoUcuNK9tZKh8QDsNO8aF1eeC0NPica3wFxpNCjLwzUoJhRtiWqFuIvymCSKRagMnw29mdFRbo0LL1AARlcnH+E2Owrzs3HISYsHzPSocDwyKogqPFLdJGtvU5bT8LbEUachnIl7Aonz4gdw4MeevooG8BxA6kOEVIcIqQ4M1TYnWOG5JJGAby8Ay50IPioogXcJ6ydDT60uDszb/aU+vjvM/ymameC03MBNOxueGphCHz5iNYVL3v1DORjj3ECXEg1LORjM2RW65mq4uXxZfnl68Xik6ElAnkn8abH1YGOShnnaIjTfASYwwQ5gEcwKonvuEAXiIdFjKDcH4kVhXKGNYYKJV8U6pqakOJJqNJMAJd4WNwyc6ygH0KE/nEIQA8mQvFE15xdNCEsX0mLYOQww4FYRpmTju7Kuqac9vQgNAaYNoOfFlnw7uEpXQ0JihyU/1cxWjJxFGh08zxL8wYRAyGAKQ/3bNSaYyS8vbZyGlkoiEVKG8qNCWM00VB7gitc2KuZizKNGTC8j45JiKdaDWLJDMU/7O8y/pIwyNRY4AIZkNy3ZcyKXkI0JVv35iZCIFEELdL21MOuhMu6BjoNzsdjXfyc2ksnGbahpZ3IRIGgYLZDzg8kMkp0A+RV1wxsNsE/C0nxPQvk7468rydXwkNhh2+cx0NIYLTDHvHTDFDWPhh1AjlaVPdnicMrEk2/s6mKZOxg2i35iJIkIqV0v5UOjItj6pshJ0mDGgnK13TXGTkrmfydRGqOkJA2iLdRyi46RAAfgM2Aoa5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tWDzy+/54W7Jt26TPBF259ccuPnJq+apWnJwBXU51dXs9qUcxr117f/+WsrIpxt/MPfnpdx8msfgtMg/fDGgozXY3D8P+j36TXADRLwWaN9tbDa94DzDfGN8JuRN2NvxN8RHfaQPSGhECdFpFhWyPqy/paIM0EWSiJNoD6+ZT/u+WbvbvYs7o1L8YAhV0HSiDvh/ehB5kH2fm6n+wn0BPcj+keOl+NvwDfcbmSzs4yDcUpQQhInuYNxx6rwqtiN9HpuXXhdfCd/KHQo/kb0fda12OPpAFSww+4QXWH5miXmOs/H6xsGUSGKovMNClKRcnIgiZK8KItIxKu8QBg6PUJW2+A/cYE4f9R6iSz96MCoternkFXvgwlBi2f8GYdGZ8KRUAQxvFvU8DxFNRhg8Uhi8MjLeTTojiHcQp8zqIGIDTe63of/WQtNGv1mOARGhqYuX3KAZcQaXR8/ZbjEGgqJNQ7/ovr4u/u8Na4+/kfc0eTIXXPgo+fcNaA3f5bCiREcGYJp4BXsKJXMZrwCoBU74xUsIRE7BJShJLzG9+18pXFv455Xvg53we6jFy3cuOjBy6cvufjSXfQKrnFN46eNxouNj/72InTDErx33j893PhN4/Enrm8zYPg/8TnXNQCCHNbZ97C6yuAuo5gyumIDzmQcKUokGRcVJZqMQ0V1JeNeRRW9CEE2wkdlvAb9Lmd9/JgRmqEOnHDCitNwDjuPOW0rcIOc4WSKvBiNxqsnUnA4dSyFKikjtSK1JbUXHzCT1uElHRpZqxP1XaubCoz1cqCPfPXWCsSalOog3/QsdQmoeAbsTACrSrAdvTfWW+xNRzwuU0leImPeJU2taZoW8CihVZZqWOOPtuIxVoQ94+/Aj6gfABeQQNsREMafMCz6qsxsYOdmiy6emu0ovBCAgXDozdct0zL/1FhfU2igDtuCAT+jKpmOaqfvrDFcPP2ii6bj32kzLrqY9NQPzEP8O7b2Ymt0sTXRtv/BE90KFxijQVvYgZLtlfbh9h3tT0lv+N+Q3pb+Kjk2OK8PfL50J3WPn77T+QD1gPPewFPUU04m6Z8eMNoH2zdQtJNyOlG74ecGvmp72PGY7TuOJ/w0B4H9HI77CRu3J5PxkKLo57S2/kchrjPnQPgTOs6kkvGcokIGcHY3CAgBFAjq/kCQkuxScL9YCrW25GCJ40I5FGIZO29faEcDuNlu32N/3f6WneHt19qRva19j/6Cjsr6gL5QX6Ffq2/Wt+uP6Kx+qxAcDu4IUsGI0Q7bAe+W3cjdn0qG25pm2lxjoohD808OjXjFGl74Mp7cAbFWHhXwv9E+ryjVIHkF/+L/OhRG/wiEsWY3cUgJdF9fawVbVX1kCP+AEeglhrXdq5aQakqHeUidJUHEphIZ8qoZMkKl6M3XC5kMN3/VRb5qzzn/9F9t2qQPr7IEinZGM1OKtmsz8StWdj9ka4y9+ejXx3qu/2p745bhtuTeA41zJiRseUDFxr9x7b1bEiJe3wzGPTdeXw1sNzovhuvhTepw1rZD3ZF+Ik19rFPzFEub0qpCRdU0AJqgDWtbtN0ardXhEUNIploQVjXIIlb7KfgarKM9RvBjrQtnKlkjuztLTSJ2cag5s6dOjeG5xNA21ndqqK+G51GqmbpE0AdS/5s2SeaEdXbR7vYP552lVD/rNZUqpIZXjly144oy/E0j/Q+Ua/fqmscx77HdWMEEPAN76dUgBdKwYtyrCC5xYJWwTlivbhNuV59xHxbs97v3uxFMqwgoqppyelxxp5QKxSWXAzoQG3cEvYF4EKadQAlep/JCUgUpIYVSKkoVvYLf6xVUpKZQi4f3ezw8WueBHudGL0x5Bd4WVFNeD7JBSeWVdItJWU4KhsBTUjDodDpYPgiDR+EtQIUlQ006w5XMcGZLZnfmeOZEhtGETDJjZAbxmR2ZvRn79qvx5I4IQ6fCkfljo0MghKcW/xvoiwh4tsf6vLWmtEq1ISyxtW2eks5uEl7EfYgMhl7UvbUa/h8CwigUjlnt0NkHdqGvz94UZSzMMIWXwy8FJWz68GrAdhi0DsjKdRARzlIUdV4jVYuVolc2Js2+cDr8Lx/8/Yyi0j82HF2YDDIoduWPj8Nbtk7Ra1GB1TTXJbtsPR8+9fWcTGtaUEiIPseUv8CfNYpYWuOYFezE0pqCI/tEEZvrv2E8Ip2xnqsJsRgvxOJx3t0TZ00QkBQF9cTtiupNxoPzmqsST8ZTQkyCfDzeD6AfT3k8qgAv74EwLqVY1m4HSAqyvAOSFXPDFW7o3jSoQlXwtsRAFA5GIYhei8V6k2IignBqZGgtFmdM5rCdMEdYqPusqRdrpnEwTQOZ7W22TS8CfDJkzSxBjm1C36YXtwkvQiL4U5ccAWB8r6H7OgAv8F1gbXI4tSW5JXU32MHvSO5IHQAHUm5b0pbK27IuxZePMEJ9/IJ9vg7cPWH4xA4bBIIfCsIOuDu2V9gbY8GQCcz6UgzyBwXWHx3Al54wHGJoALAe3wCoj7/fPOL9A5guvbMfX4P7X+/zSAMWtgOC8pCYJDvWQg8KeFWIlbC93Vz2Dm8WW6gO2EBfUysj8Nji3pTy0Zo105MNeXhJXJ/ST8/76DCauVHvQXh51YUrP9xpu+KjR2/4nKbBZVdR30t3KkjDq3vSJqPb6I2Yu/cYHEAQQYoHhAzW4YwDmwmPr8NpB6gbUdhWh+PPXWIxLGxDykPEmghYKrFMQtWHbmscXHw9vbHxOLxgfNzScHsUfNOk/cAAVgtvBU54F/zGxDFIGB7UYgi+agsPZukIZo6iB0EOFm4DhDF14E945fgJWwqz0hosGrVQ5fzc+hTFeKCDt+tMJcRLepHXhZy3rCT1dKEz36lfnrszd2f+6Wo9f7Tqq8XBMhSHsA5nGwGwjO+UO1Hn063xeGJZMi4nZSjX4Y3GjMQyEBEiKPJ0IKfzbIZ38XzMFeNt6/h1uV38466Drhd5Rs/xLptKd7RSakfAsRCugNfCzXA7pOH5ljtRh4LhESO9hstd7eVZGRtmfOqA3FoK99Rh7bkmPz05ijmofnr+6NDJIZM0YBM8NEJktlYDwh+HTo0OYQg7NWqNzeFzDJp63hIjSbkoHmm5jH6l6wp+o2sDf3vuNv0+/luu510/dv2Yd4OhkaXETozgRfFhDFMVy1SY/wJ+GyYiWXLSrnrbMf61YXuBxaiEMDtpx24GOdNF/cCVi/9u66r1gbhRfua9cz/X+OtrxtrFFTnSI2pa4cO7h29rX731yKPnv3dwSn95WzSScNNrGn3PvH71zKJaLqXOu2H16tuf+SCS9rfkEHjzdxvPqSw7Z/IFW76+4tGTAjc5OQkvaglTnCewUSnAlDHfbnM4C5TimuOiGZpx4omkMraMM+PKcAupGc6FrlXOdc7bnZ6NuR2lg7aDzpdtLzvftr3tPE2fdjo9ybhfUbGBCShK5pxCoY7F6cpsPMOzkCU8xxFnAfYCz0HoJ0zcnkjG04qK7U0GcQvdaCHMvKBBLbK3BEsAunmP7EGe/rilAf2JRDxc9AcKLWnUAls4tzvt98Rr5IQGWrQ0CrDF0nchwig2CdpBCKsstkGEovSdwhSlVu4bNQ+gSWqE0SECCH0WtcHHbwtvmxc16coHQ5/qTX47NNJkLSZtIYhs8ZbPst4JxtKeXbZ2IaeqvqfXZDHNLZ5Nf2035jzXXd33KOYqP+vccvXY+d+/qXHRxwhtoXXjpju3Rnm8Rudgw38+Vrw0jB8BQcuTizU9OuYsD89YigdcxBHt9M2P3B78YmR79M4Yu8a7Rtzg3SDe6X2Secr9uPQj6SdRJxMEmanBybEtwduk26NbY4dtzyec5cxqeT2zzr0uervvKG/v8njF9Bmt9Rt4mHraK3roK+OU58qAA64oe6E3MpyBGVG75ghsA0SrsM/n4J0ydinmh8OniHe33xqNLm1ySUvTarU/NlUKCK9aHl4b8fDSwRjj5jKSxjrsDsREM+6gUwNMDDeukEcDjgitQctdx07czTeTlcFaZnpgXkvRCCqLpgYFGMz401ipxDTRKnKKPj9beP+BzT9vHVj+4sNbfrFu7V8f/1Vjz+GfwKU/2P7I8nCybMc6lK+/eM+6nUcONX7x4PCdN6xf8x04o/4DuPxYf7rcjgWS8MZfYaVRQRHbrIFFkbWRBwIUq4bUuZGZsZnKRbFLFLsIaMAItMDYKuXLo+uj65U71NeiP1GPl9kHgz+P/D30YfjDCF1muTr6xQGM0wo0B4yiuvHAqGFfTo1FLfe5qCp+VVU2q1/EZArkY6noFuWkckqhBGVQOa5QxxWoSPmYoma0UrQO/9OQVACYdLHk84ko+dNUSlEYxs5iHw/ShoMDeSGP8r+V6hQyglxa0wDgoYwhp8hxgwTxS5OOwDBeTgEriGCiC/43RhSHOH3m0ajJXE3lGiNKRqzmyNqhGqFZtSEC90MezK5CJqXF65rMFvyRgBbOtGgFf74MsxHc6MFiGeZCmTKIRM8EYXQrAEP88iOgBdMbF1fTWa4WC/kC/dCC4yF8hamAWP/aOpvK15FqC2Lbillyk4hBytRYbFpVlIxOGxqbc+HUKO7RutMnd1w1/fNwhhHNdTYWNeYurX3xroV3fwNd2dh6TU3RNLX7GmqYjKYdvun+i/vlRsfSoExp6Er04Nh32m9bs+urWC8r4yfox7AYlCBlfCPEhxUUcmaVvHqT+mXPV9Q96j+r46oDX4cAJUABCdQwHEabg5ulI55XWt5sebfFQ6sBj6AkUxm1NbVMsf8g9YGKnvAc8qB21k7ceEU2PcN8shQHStpLSJ0akiRMBhB3ZdqBSVlyswxXyOMykjdVKkZlsDJc2V2hKyxvl7Hz15/LDeZhflO5SdaIuTMjb1gRRyyyNmqtpz6xTkqqBetvJqN5NJfGlkG2xa0KZaikHFmuDHgFN3id8Bus95C1GlmLlXCtj3goTNPbb65JNmM5LpbfQpQRkyVzsewV9F11YW+46wsrr9k1PxMvfg7+Ilab53UPnPrZ3pW3XhUxFtPztFTP9WOrD61bcMl33kS5CxbwkqaVSslzx8b+9PN9ZeOVp9EDN9QUiKd4DtZIDi9FEnzrCFDGj+0PRaoKCWj0CmI1qRhYTY4ptgoeIPjvdvtH2KaFknFBURzJOK+o8r9HIh8l4rI90gKSSOBZMAyJ0csbCubCsgM5+sNCCCZDg6EdISqUFGSYlAflzfIO2SYfhXkQQt/ZnyJhL+E0CW8K+Je4eM0YyVjfhEc84RJjRBkZalqs7D8CE9PZU700l04umJZZcZk0tac41mMFTS6+s/98KUPPa9y9+dqU+OEfPgYOW7DnnPvhtVbowr4aT0gnXGisTRC3zpWAjsRNCVTpnt452P0keAXQWqwTrgfrY+vjt4NtsW3xB+NPxf8Q/584N9x9ohvJouyT/UJa0Ghe5H28H6SB5uhkzg42lXriGaXpHss9cU1Ry8l4h6LWx+8wpoJ4LAkBaIlF/TFsyTo7ASjGE35M+QDsjMcoGUZAZwemuhktHhO9mJ92dUeFCIz0O193veVCrkg3WUJHLFE1P1A3wThHIFjtTsgt5RJ5zUteK50ooWOl4yVUCnd11+F5+1NY3OuYuur6glNDZrAKg72+Vidwj5clTOA+hFeG/JDW9FKkGrutpNPYZuE+ZA70kBXaI/g/tJYADRjRIfxkYOvsVYPEM5Ass9Qe7DybFlDHsfK3FPrSYd4VnFYrjPVZ47G/hcbep93nDzUqnuKCFhfCL+ooD/+F+gJe01Toso9uOYsYjH6o2177aPqlUtsA9h/katl1AbXs8vYs8SAETBP2mf4hpgkqnpyeSLp6XIXttp0BJKiwW4I16Qrpaaku2YKSFAiFwxKgYRyEsckPeOJujnXFuVQYu4hGffxLRqdkZ5KYswnYkNiLEqavUoBmmBYpjEfhAGtnbBwdlsJSgKVpe8qNvRY748BLf+xwcXZVlaQIOIrZnARvMcQkZ+BzKznIhRX1qhT21c+sjx4Jzx8bCy2Yftm0t3VTXfr6iKOOSTim49vml3SCIzRZE4/ppUc+4aB/wk3fJnj6yK/F0g+Hkqy36pQg9gIJGcd2Ci+iDgMMgQgVEr/NWsuAP4iNqokUxGTR++b05M9tFFON8nm1heiu4JKkJJRgCnKVYFLWZ2LLxE1tO/LhKVvnD6c5sKPOx8XWNWNDaOnVcyKJEufVsONlBvFNxwt9xvF69SzHK2k4Ea+sULYrlILd0Y8OEO8reYR4X8T1GurA769ilv44XtoIVsHXj4Akdv25WpK4/stdtYUZuDN0Wjqd/Ltiy7MxALmkSSeSJpcgaqpGSyIoxWIMZgN2hhVSMPXblcEtwUeCVPCuMuZv0Sb8uwEncGiQW8khbpOW+QSnJqrUzNsQGjc6ZK6VFQvEOtIM8mEESciqPxLCcoEY1Z8qQzmCGyWQLsOklCgDYMJ8M8tCDv4BjidJrNbOUN6mZ6SiXHT68rGFTfheCNONx3Zc9E7Ku3Hr1lvRqsYdnwTt4w9v/a4SQg+MHUJ3P7DzS9in1jE+eMwMVxq0wkXG3Q9IULwsug6tqzwZerZwNHG08Jr9N8W/l50tsBvOgrOji9DS6GXodrS18hT8UeHnhbcT7yqnE39T/lbxzmIzWiydzmKPx6EovOn3VLQElQalZKU1D7REOgaAwx8raZrDny4FAn6UL7GsgwVJIYmSvw1/TbRF2tOtfFbOomyR94Tb2uvQhu3WEnOiyTSfXCCcnj91ySFQErBhIzz6uRLm0KfMeTfZ1ygxY6OmMZuIsjQNGb6JHWtBcz3a9GJKDYZou6QpmFczmYKmBpN4SUij20tlmAqlSaPic2qRzpM1+piNmSBvrRZmZIa4sfL7IsoU9EpNWVq4vfBLO0NeWoob07O1M6nPUjKGtmhYxu712v3BJinLUNu/v2D4pp2NE2dW9q7f/2D4K2P/8ZVts2ZuvQd2dQ5um7XkIfR60bjg7gcv3fDxCp/7+NDFD4rG9cuWXdcHxx5uzMfMfua2c1fs7MOGEC8248eLPRUOGOJURQUpPO0kKhYyRNdAiOCGpys2AEJCaHeIIsH3OvrVYaUtGc8rSg952Yev6yGJFb5H7tnTQ01JxnvwNYcUO7mD/cwdsG3cbaewptnJHVSLoOUm7pAz75CTc3tylJqM5/A1xoVqezJeU1RMs6YC4t4OkGxtPpcLhSTUU6uxrJ1VwRRhCprS38a3Q/x/RTts3wSmr5yOjOmD03dP3zvdNj1pKWy/FwjY8MNBzC83TZsgeSNn9HTk9MQBmIiGWoG5tWVMSvAKm0E4sz1raKqyQKQH/r+c3DMImPqHyZ6z34Eqn/Z+J5I/8C0ChOjFQp8a+RgUyRh9qbH80+6wNW5sgVs+lSdqjuFjeOlFM549D/tlFxwB6fF39/tTAyqJ8T3lrslaQSqE8mldo/0hf1hOX5mx3ZV5nH40fYiuhw6l65m95XfSjlp4hmqUL09cqq5X16U3ZFnNlqbTmUwhU+zEdKrNxgbSemi4TJnYGUzGPfMUPQ7j6UQ8jkm7e54qxGAsFI3HhCIsZgrxYlrjNagVpZBf0jJSKKNpLQztZ7Q0Q2saI4FiMR6PIbeHrWBTXIed+w0a0nXkNhxM+no5tDCEMFpmjIDE2KUmrwdBIzgc3Bu0BY+id0EZC5ybF6snyrBUNtFV14cw2xk1PbdTQ6Pk17LXZPmhaTO2sRaivmgOLGftE2A6pJ/dmYyVJG8IbbUQ9LP0ZwJRSazL57Ni4B303qnptqsavw5O7pw3Zp9pLnDj+ysWTEZ3xXvLgx+cuiCiXIAh1ZHIP98INOpXtJ9ZUgFN/9YkqGmKL313YwA+eH9rVAzTGkbE5eN/oX5L/RC0gj603AgwglCzJYVam9E3rfrFjnvtuzqofqKHF83tOFSDX7A/UfxW3+Hiy8U3U28U3+x4u+josE+3z/HNkWZ3LJFWsfeBXR2Pw0PwEMu12+GW/gdtDxUfbrWB/sH+S4Ir+9dK9wf2wMd7XoAn+p1scLD/+l5qFosCYgD1kr/SLdX+1Avb2rGJt+uFFr2g6YVcX/uz7c+3U7b2Se3z2ze1f7n9kfZvt3+v/V/a/719tN01jLW6l62Pv2bsdDjQIj+bYi9jb2BtiO1l57Eb2TvZR9gn2FfYX7EOFxtlh1nKL7JUyJ2RdXzv3Kpy7yzUthMMlcsoZOT0Kh+SQytC14YeCe0JvRCyvxX6Y+gj7KqEDI9QDSEsNC6+IBfKhYGCrTAtN5XXZA1pf8AwFSJ/vuwYcGx2vOCwJXGHgEPALk8dPm8IRv+WfmT0r+xH/U8FYCBKvm3LYMvAeBRGddAldKGuNtpQteq19Ps0qtAGPUivpG10eFL3Iiy1rbdZFkmfPzpyakT//hC2SaeGCCfHfuhpEnUdEGt6GV9ABJVE6cZOnRSsOOxa3Uw5eq0sQk14lRX6MKhhAYRrLYJ3gAvFQwgMLbVwrrsnpjoFysZr8UxKc2VqGU/CmwBc0pHAwNZDdSWAEHMnoFPBTbetN0G4CEY5y5Nt4hxcOzIE8C8c0THZ13WtmTPWCGBZXFH6OJPc2d5GUM/yebsk4uFmsl7Guqq9Dc1+9o7BK+uwQzJaJucjsczs3oFFa1+75rZdksfpd0eiibY10waXOTf0ZlPhYttdO69YuObZr1x4ZVcuLoYCst7SOn1e+6xbZ4xMye9s3GekBC00Z+rc+2Bt5jmdXSU1aoEdSmOLJ4BjRkzc4pUGVopwrwh5GjBAkGkBqwbjSstMHb53QIFpmSYDlUvLAh4YQRW/k6GdzQBQnnMZ+BYuvMz7ejpIt79YrZp9UjV7Q/VJ1b0uuN0FgUvATtpNsrhb3CtSZXFA3C4eE0+ItEiub61WSX+oWKp6FxzDnjG2SRiPhkbMqe47q34ADpkBVpMJmrk0C2iyHXB/aWrD3p/wl6bQ8z5cd0mXLZ1GinQJ9crFXTZiBfTxk7Yo/vISyMJzDF6cwQJJkBAMhb1pWSLfL6pmtlL2RMbl8qzlecElASAoUDHsEZHg9L65HSZcd/dOqg7mjudQJWfkBnPDud25vbljOXvO4wF8WA6jcN4rGgKsCIYwKBwTjgu0EG5ZMGKGyEbMSJWAv3M4RfJLx/aHkma/T5IHSI0I+bK1soDFXjcvzVmX5pqX5s669PSEnT5JoqQ65cE4TOaHyHdEs7lpLZ2JRmIRxDgySU2zKVkY58IJ4PbITjxWmUwWRtyJBEixiewn5NuMlk5dYqib6GHHcHJz+n72SfoJ9rCNvYW9zYE22zY7N8ubtfvpnWnGrItZCr1EvImwm2JtV0kOjCyL5eOaJI4kMeCedV9a+czKja/dOm9dbZdid+rtcCvjnNfbPru1MztlMT1vbGzjyPE7HvyfWyudl9keP8cXiyJt7LHGys1q7+yeb514Y7AHS/JcAKhrsEnPwazhdGVcNZefE0xR3K+kiey9sz8qV/WmbOF+yz65wzyMJ6zTvGD2RtYfrAo6vN+1Q0eusNtb5eMgAXJyXEgIOQYGsPcLlEflhKkS0sty3FQJNS3niMjEVWcbbyT6Bngj1jXAX05TNjvIMYm4kx8CzqNwBbDBFYd32I/bT9gpex0eNVwgx0uyhKS8qlhCRbr9laoZg9ofTVqxKL8YrB5T4LACgSIoSPl1fsEiU4AsncBScgrj9Khw0pQA7Adjv4q4VnYiBKYUYIewqT9mWhIGTANkWaNspsnAAhJZHqmZnWwu2atDX5rcPXVyqWOB3emOR3KBJLRz5e6GfZLOOjMV6smf371i+sDUOdNsTFAZuOiGN7prQjRMpdN0bSOiB4OxCK2ZqYiT6Od4jdrQM9j1rASEAZvgzvmFeM7G+IP+l7WXM78S/iD8XbDnBC3fLXTmt7nuU+9LP+36plp3HVBdNEe72VyAm+mayzGGy+CQ2CaDXUiGkNTHQMMlDjxixt6mGz6wSyzjE9XyX/SQHN4VlSMRYlHwJTsiMFKHa4xEeFfwL6JIZ3S7mMiILtEyY4YYqMILSI78xAGHn1lEBobT4UeLrDQ4WQ2Xi69aR4qHHPe0hQdkD/RE+CosVxdWV1SvrW6u7qkyVZFNkpuQFi2ysokGfrM1UiK5FvKh8Lv5FthiBqw4T7Ul3N49YtJxHYPfydEh3BHlP8gmo8IASy6T8FtYAxNUti+g4iao4UP83ZqFZQsIfV+LgfPMW1NJPEPmV3Hge6QuxO8n34RwXLPHdzF7fCPS7ztzL33pSZ0YKSMMjZYQnuSYFzdCFDcky224g9aFpNyO/KFEIsEPJOrj/7mf81s9voL0JCluXmhedwTQ4wcNEV9LJ/CFdAJfRfsnLhH+iH1VfSJ/Sr6AwZcNp3egbDh43ODvQi4jF1lXkb+sFfFHw6p+fL/V468a5gcwd/aQo58ZDjzQikH3gFYf//N+bDNxf/IwtqFcDBvUM1V5+JuMkIAPSSNgnTkrAWtrmjNTW1TqTO6V1Bs1c68kS4S+yiuTbp2c6/EnYWZowVcWTx1OuFLBlKAUvzajMqlv9YPFKfd9ed7MqFcMhqjvN77/ldVd6Wg496MvLl5w/2De1QYHt27tzVdmzLyy+3OXXLVH43kVq8+C8ZPUCqw+KvizcfUHDEw74FLHE4mX0Evqm/AP8D+R3cnCAsr7z5dXOS6X1znWOdcmdvq+5fuWv46O+g8ljqovJV7XvAAGfIDyxI6DExgFj8MTENmgHwt+yhcIhUPve6H3v0MZlz01y+bisUzrkMgFlhdoFvk5sEWEcDfci98R2aP9CTNBPibHUKzN3ryO9Ida9OpxO7RPiLQ9nO7+iiXSeMnmj5r1m8QczT+51szpjY4IfWYJzdBIbcQstCGZPRNLMKvSTHaEOqpdZ9usbGYi/kbmnTLkKS9d+/yJVTe9efez07t75zsYSZIrSvW82V1zW5f8OfT5DTDy8gt377lnWW3agksHwuH2+Y9s/XOvXsKT68OT+x71JIjBrUZERABBEYjQVkkslZaGBhOHuROJ9xP2BMENd0eCfKtMTK4OBBcGFzOU3cPKdpsEpWhIlgAjMIiBtMwEhYAcrI/faVzJg1gyGovN4AU/5hEQgAt5Dx55Yh4IbIyQxDIpEP0kDAEJUYmPCnjm6Rg2xXY7w8SAK/pXYUOFN/hBnuKHPH+ABn6LafSSeCkQMVyvQwoOkk+2v29h1fyEUTVbTWDfriokViZ2J04kbEIC7sXfA8UxelH7U99fRHw9zJV1/RTJKIyFTw2dCo2e8fWaBXo1/BIebrOCqdvopuun/6Nap4mOVFDqZhrOCCTIh02QD4sEb2wAkgZbzRP7/DWzC5Dub/tc/MBE0GgpDcnyYnfQ4symO2geM9h1hP/deKmWlIrwz2VvqPDQTR3FGmwrdHc3XomhX9yqRhya5g0mtFWNb8DyLZ1yFmFHuXPrmIKlfSFe5iGsQwGQhB3GEkac6x/yX+tfHbgstMFv15xPopfRq95/Rf9Kvel+M/AX6m9u5+YAZny+QHUxtYq6VllPbVZupW73/MH9bsCRZ8eDkHU4dMAKbJKl2CE6GQRwRrAOWw5EMz47psuJ/ZzLETQxA6tG0Agr1eAVYMLoY8kjK+byVIFZXuvtAJGyMqCsUP6k2JRkzkKkNqGpWWafEK0+U6mS3uCweh0XoBBONTXMDMZYUcCh0zqBEEwErMLWU2OWU38SCq+OWAFXbyKuWQHXmCgnQMQfTMCEN5qAUgA3zYArqXbWiSqOwJSlbZa/QuyeiDXSXp1QxgA1NDbuWDb9or6Lu5V59Q3H1ywee+Yr//qeqgXUaqoXfnD0qnOnnh/cdfPum1/4Awz8/tFv3CiL7Ut3qVY9CTOIGXkvvOgImESoW0t1EvmKDwveKgudblfZ1TsbznZf414HtoGH4EPu3ZPq8Htc3X24d++kj4C4exK0l6RSL+x3n1s+r/dKeHmJBZ7eXp7ne0ulcpHHJsnNmhUkQUUpJuOZ5UpXb3e8CytsHCtiPLBclZMkFcV3ws5yR7zzR2VYLr3UC0stfC9W2V6yJULAklT0uP0ejxv0uslazFAHLF+eDMol3uOGgJ0knBkGuzozGgoG7AzLRIxJcFKRF2Ss6v3ybjzb4b5J30XnmdHysBUtH5mon33bzDRNpDWIWdR1luQ1zJiLbdtE9GVoIvyi62cpZfNgSGD72D4zqmuWH5rZQxJxbVahVbPQPhFI/3SsrhmYg814jKmB1CL475fN7ugd65+aXd54tS00be7YeWeF6L45PR3hOfjXK/Tg+cg785x7qOljz36hiF0OJhHMXw+35RtfubL6qdptvycVvryxDO5c1J4JuihNo3PrsEx4GzOoUWyYy/CSg2aZMUeA/Tu+QD8BrTlgjntWZGlkWXRJ6crIldHVpTuj9egrUU+Lr8XfDbojM8AM9+XM5fbLuQfKT4GnIm+E3QBAd9nNlT0MZ5eZQDgoBwQa0tAmY/7hk/35QLYlrXvK5RmRsD8SCXNudwiTE/eFpObR7QEQpsqRsMfNAXsgWwZpMoQ0HUn/Qd+R4NN/SAT8mCXQTAS4VraeaH2/lWolouH2t1RbJSnCB8oBFMD215DoXC6ZrWanZansqykd0MdpRIcrrR/b5gVmTfrQSWFsyEpxrT1jm+cLBDSJQFihe6km1raxJd2y0Z6mjQbNuP7/UpbKClg2zCSlDoboZhSO+azVJRtXFIvmmHVopqDA/9P46bTJJfjn1pa23Vf3tvbDWqlnWuODy1qnrz738pnVtkkQsiwfirZ0ZtDBr83yaBpSQpnhxj0wurNXK2DTTE96bmxu46O+81ZM7ZlnTMXOdjx/P1n48ZP0PrzwBXT+ARF4YYFkrJ4U/VVAAZsr6JIEIFCCzV72l4NlacA/EByQFvoXBhdKS+gl4uLE1fQq56Wu1eKa4Brp0sQqeZ2wUdwU/Lx0XWJD8sbs9tID+pvMu+Btzx8KfwMfOD9wnfZ8WMgwTsbFeGwC7bUljNJgaWXJASESRa/PB5yCS3aGEmE5ZMvCrN4iZ61Ql42VHZIviT+ZLyhL2LGWM0Z9fN1+L4WS9fHrjCtkUEjqhcIMOemX5aQPOAAjI3ChnMCHCRvloCB1oVXtjG09QDO8Ih6Lgo1CNkch4RMhYLyuJPzv5IdJlNSzsp6U8VmvYIPOQjYTkpwOpkAh4CoRdlLoILnt/V3dVbNPpszeCIUj1ZJBcAZ/J7SnBEtYFLM3JOU6LB4yVnqHvcj7PCyCJHDgqwMEmxybHeMOquIwHIMOyhEuluposSmXZ7KvI2b6dSgSGouEm0lYEqYg/uWE1er7mESMEFm1krLsRFJ2xPPZkcktPpmo1f8hyZhI27KWAI8QCbbCKYnxE/tdJkxO9H/DzkMtyPprEv6FEySDUqkJnmEJfPb/Kf7UyXHwYfXv3dlwO3yzkk7eudWZKJbhW92J+NYbI5kuGCh16o3/iaHvjH0OPbGrnMSiHhO9ixr3wqtDc3OsplFhKTgXHw7OimTTNmwLOz4/FsZIMgdzksOYk7hBCp5nhH4UgVkOiuezngxGDruUsTtYV9ywmXkjvC42I6NXeRu0RVQrXGB2M61uwOz21yZVSW+kMQs/ph5XEVANdaVKhrShPqIi1dpHZRx3QVeTW5g9vjXpD2FK4QqTSowtB7IdxBc1mTtmdBZzH7FW+TTh74Qu9o2SX5NPTIMpAbsEciKZQIzfF/AhhslEY5FYOEaR7VZZUmKQgEGHmAAhezxLtltlYYLyJKDPKSVAjJaypivW3GqVJ6GnqUuM1hZYgxj7hQ0cPcxs5jYLw+EtzHZuu7Al/Ap6WXZutg+7h/nNoe32Le4t/PYQS+q8RpaSnVXNyi7TgRAlxVzdoGXAOs1CI9jY+NOrL9v4xs9O/v719tmSxzWrVExk3f6MFqF++IV37/rR7Y/Clh++CvWZ83/34zVDM+eElUkrYOqZzfGARSpt0zFtSYAi3GioD7ifch9xHw7aRLGLBQkhgSS56GBDj8qJl1QrBUNCRvBRRsaDCw6z+laOY11YE1cYYWlDKuO341sBwikRmyeJRhTKw4nl5+FCiPZCCCNla/lJt793UrVsRonwwg2Wj5fRcHl3GZXlDMwYJkk0NXoiBHlcsAnhUvfNoTPxdbKoZE1PW0ejVnwV+9UkVSx8MPoR/GDIiieeiSi2KHm3L62pGmLEjLVv0qMpvkwW5N240bwpbCV5PdvM2ZOlNEOIZbxMvmFlOL+3fKzMDHs2i+ukzepw7qbi7dJdxQfcO4O7Ck8Eny0cLXi28Hd6kemILzXVumyFPsvN0Ge5GfqEps8+ZEUWpQDdMcFMrQi7GcVSO3wmP53wFruonzJssbtxw8xrZ+xffd7qg6unru51cJUp2+as0UJauVqUWpYsoOd9+NrV/lTSlpr/1cX9u2/53s4/baxOhpE1wXgsP3b7V/zyw9947pmM7y6MV9sAoC6hVwMJ3Ppd4IHfhh2AhY8fUlaQnVRwsts8Y4d/x/57ED4OePhXEMBngggZHp4FNGvnmnH0OuUwBI9nkL+W38NTAg/5cMjzTwhLBHoZhJAE3zKrK0+SxWsW5ZHVEmvmOpE07CeTrxP5dMWe1dCu4Iz58lhn+vw5EbE12T5bhH+hV3/47KbpBU1rmbEFvXBhOZVMn8RfaNn4O/BJWAUuoBwAsxkXVYc+w5V0VDDmhblr7yTS89EQ0X+yX+7sHXKguTMOVs/aD9eG5+dhPD8x8K6RvgN9B32LorLcfRRyupwuCOiouDt4IIiCMYS/odPFxupw5SGxLO2VkFSHyj4osqar5K6ydSp9wENDDn+iU0YU0ALmTb8Rf8bH4AsxGIskeAhfwBoSjh+FS+AOs7L45NAICbabbAoMDIyaISUfSzxT1pA8uAnzuHHXrPDTmFVAKpGAmHtAIn8YX2T2UcHs98W8VqjqJIlaiM2dbKSSojYRuRhKpTqASCpQ8Mx3NsPhdgamzEJwavCj/4TXfu2WCx9apHX+Zsflz6ycc1njW1C7anJeSQfhQVjaccUXH3Ifq698cvZtdx5pHBT16XgaZwBg68JooSPbEcCMv3vQVXMwsGg6H3M7BouYidKMxlC/Qr+kfhGhAkwHPQNRv4RvRZHIe7CPocseISXoe/gXeBZGY/60zNfRvxleJZOWU6riTMseVY2l5WQd/doIqNm0rKtqKpnkeY8zvIrEs6PYUu0/TuKs4weNxaEOuAHrOOOUHdCRDwT8RmrygN+Y1MH7YdL/uh/5jekzq35jaoffqPXgQUcnbiqtuNGLuMm24EZJ4yYh4wZ7eoIf+kn+kJeLe4uoXBwuoqLR31E0ka2navb4JmaP72P2hZLV47uZPb6XOSc89tyLMWsrQD6bzZhmFH/A9zOwnDmWOZ6hMiZd6qmafbnV7A1HPF3NhAsLLBNJgG9EtzRNmIgSklzkmZAhed1MS5q1Eqf0kVELFCeqY3WKOF/Qkqok/kOiayBp/iE/N8CbcRyz8AMLG0/EkSfiyBtY1ngiayn/wJngJPbg1hI/HNtrUlAYOCuNeFb+i8jcZzJiP5y1dd4FN/qFbH8j2yEJoh5ZPCfb0cj2hr3ZfurJDQtmXja39mjjq1d12NNpuxa+BO6+ri91U8N1RTc+wSSDVyHhyipLCtTMFDq9EXwThD9doAae+fgYJA+jpPG+gQy5Pn7SrE7rP4oeAjnYau4NGiEFankAkEpfhQ1NDPybEUyQPCTvBSKIyV5BFGKMlJZFM93iTsteM90SSsux5+F72JYypJCz2lndw0AG/30uxohep4NMZgyftRi6QeU4ztqjmg9JJEcpWTlKqZmbNHufZPZGuVip7pXgdgma+UDpJiMxmECyGUPbm7CVEwOJ7XhwLHEiwcTN5CTmQ5/ITQokLm3lYUablTGf2VH8mcXJTF52gWEsW/bax2nLq8wThnFBo3cseiaBiZRLSAITginYok6h12DWoRvLjTJkfHIa8QzAXq1gt+V17KnmvIKb40TstuoCz6Vl+0ski8tgHhKVowNRak8URtsytwRg0XNrAV+CfX1n2RTAslx+q0yVsZcAzaKnSjhaDSVyioF7ZUeu/Ou3irD4SwByuYnk73EMVL887oGeX7rdYo5r2kzOnNJcWzXJHecQ4JJchdvC7eB2cwypF1xpDo9z73N2LpwsV8qoVP5x6ii8FDIkEjKywNwxrs8/2SecHDk5gjXMHL0tnNZPfR/rpulzTFR+zh/DEz5KFoJoG9lvaRayWa2ZAiNbLwlN6MJT3486vGpHe0e2+nFMmQSYrbwkE5AC7QH4lj+5eOxXAx3+O+6APztw0/o5k6qTGBsnSPEsuouaPrb+wpBGpdMwWpmH7rx4ennHseXdxSmdKUfMywecfKVjz3oCfpnxv6D7bWNYWR4wPNtd2zlkNi4OhOvwkBGGNr+fCtyKIJN0VVyGi3KtdVzmcSGMcB4jTrsOcZEotNkAT8sY6/K+YGCD3+8zOP+Aj8yvEFeqZd8x33Ef5QtHSGLQCgNik3XKtEp4MkhJ4Cg+BANjJ4dIWbkZCeyDJlhZG5QC6plaBDO+TuaH7E2t//a3fEaY3JM459DSm7zOjV94boptrPHMJWMvnFOOXxI8dskk5X74d3XpixuaANVtbgp7iwDU+/tcNdMDLc/tqGIoQoOk2NqOQSrIZBgb7wYKKMhuQREKjLjH84IHRSHwYRCyQAnDj6IqjrTsNkEpRUDpErUlLRdUFUbxW0Folc2upFIej9vJmhCE5wUbeB9BHR+GIR9GHh9BHh8BHR/BGx9BHh8BHR8BHR8Bndd9kPfBpO91HxJ80EfwRzxWgnJpbwmVS8MlVMIQVGpCUKkJPaUm5JSakFNqQpH5hT0YekrAyo3kW7JnkCcLy9lj2eNZKttEnmwTebLNbHXWQqBUNRsufoxAFgSdhUBYMTD/a7pi+tmFEWaxHkYfTEU+Az4pC3xSE+DjMay8oAU+HqL7HgI+HgI+nk+Dj1VtsZbsxsfm29skNZ+BHsbundja/DH4zN8yfcmmXMukRqYtLIp6tGVegff1NjIm+tDzxn53ztRLt+1u3LvGRJ9U5DL4jet7U13TG65Lwwpr4s8a6hDBHyxlAWz7rqKeBCLKGy4RUEHq99SHlM1dH3/XcKhalUpG4mRf27v7E0nSv2/MxYarB81Bq6nN1A3cXehL1P3uD0mAfy41g5vmvoBazD1P/ZiyIwG//Qbu/yBUZsuOpDcpLube4N7h/op9NGTjosjP2ZobOVs45Pc5UQRtQnehg4hGbkhzAe4G7jbuKEdzlJOa4WTcM6DT2rVmPepgyIyGRI8AEc95zescYB1e0Yu/AucWL3Vf797q/qr7MfcB98vuk+7Tbof7QkT5EaIQpNzAwfldyAOpGS5HncoYbpcTiAL240XoZERypsU9A6BDADr9Bnb4ACZSJObjx1bcxR5yOJwXQOoGV07UzWyD4K8BQ/RXB8A4QGTfRx1p+9w3mK6m03Q1MYf2YSo290w4EnuHY8Rj1E+dIrZEGLUssD5CTDA2L6PvkQc8DAl975kVxtB6tAMJTZb0tab8ucdPkISwm4RmsPnC/VESojGPhYDV8+b5E/s8vol89rZNL5J7Ca8KrwKTAhG4hWtHLHA1b0zhNzp4gjfvGw5vbACFcINv895zJGZOyMZSzMch2WZkV72pALQeGzH1o58idP9F51VjKuVrIOPYM3osSJ2nzr8ECtGPDlxzD56X1PjvqLuw66KD1w3Zzkv8an2DflvgtuAu333Bp8Ungkd9rmJsIIb8LKzD+wyHlSIAKddkB1wJWJBCr4EM+hcQASxWP7e3aroyYgD36F8OGR464gb+OvIdSEJIO4/C+4ALRg4lLM+mTjkPe38GckIO5fDY8PISlCJFPgETJC+VCBfOcnN07OaMYA8eMxDh1Ji3Vg5HRvtAaGAgMopRceykcJKsz6hYszwUSFDwLAeFVM4TLwWklDMp7WaSG5bXLjE2LPvSxdqs/7jry4cXXXDDTY1/bjS+tbA2RU/FhR8umnPlMfSUmqrd0Hfu+q+6n3zqW9fN/WJH7ckv/LzxRq1loDTZwz5yw7I738HzOTB+0taKlVeB95BC22PGE9hzSR9PIwcX5fLcbM5W4x6KPR2rx2x/sr/HIoVsxU6RhqeBT6YFn+0tOxy3Q1KRpqp8WvapaoIghUoztDN8mQO7lEBRMEQygMk3CUqCIZDAYEhgMCQwBBIYAgkMgQSGoAFDcIEhkMCYkMBAnoFJ5nUGWUldAgrONEGXNAaDdBMM0k0wSDeNP+n35a2X8Z3TTWwgvRHGC3YsDeX03jQqp4fTKO2XAzCQ54ml3Y9v7GligqeJCR7rZmaRiQ87Je97YNlzzHPcQ3nC6oIzERzT+JvgcDYgfAoeMDqMflzLjd0T0zchu8zNbK0ZaFl7ppDOrNvKWMY71eQFnV3mIfUatuK3Tr393IU35bP9cJMvF03HW7qJDzGWJuZ70+Dsi255FF5HjPXYzZf2JHyRhfBU03Uw452m65D+X10H1fAjjSx6UoPbNagB89EC6hHiPpibW0bMJwvMA4C5ATvEM9ACQ56JoCjKhjPRxfI+0AdmyD78bWcwsLMrnJaxir1xQCmm5RY8MPzK5LTcpyqW+BhZqKTlbB29eVg1emFXWu7FYyOvTknLM1TVrhQ7U3ZoS/S1rbIlVjmdNjuYwfT1tmQxAswixnYWWaJFCaUKZu2etXfWsVm2Wdjsenhe5hGfj4Sx3IWJfD0SfiH8epgywtvDKPz7lJIvFfFLRfOl4gvF14uUUdyOPd7fA75L7kJd+SmTyZ0jmOKtnHxiMto9ee/kY5OpMm6OT6Ymh2fOqqNz96eILOgLPn6+kllcgVlesx/qM8PzI83QfJ9ZIzafPIhn4jE8Zv2+Vcjf5AtmmC9dbo3GXW6aqWRimVa6lICMPe6KJCDnLjNtCRjlElaWeGJXp7nfY/Z5GwxRTrKOJJvI0rIjlQXJFGuHpj8MrFrC9MpZJ2YhhktzVc6Y9UsXvZBeyC5wLHQdm0V3o4XMQu5/GBth7CNrrfDfLBKNiZsTTaCCqY//bT8mL2aPKQ2x/Gd6r9s6j3vzmHdZx3zzdaH5PtyT4+dcHz+VywxXknhi07X+/yY5xJNoFvh+1ul+df6tC5ZtTA3eO3jRdUXsecdrUdGvx/UlRa80uRHLFnl/OdqSKnfg1xJNT/ym86aet3jZ4NI772/cfFUVcx86G70I3rNpWmpgoOG8LKIRV1Bt/Ry8Z7ORDshzG85LBpizPXSMPtnGHFsE64UCyvB6IyyWWeIaAi9xDgUv4yur2FtOkxD0e4ar6RU2/Wsjqha3SnaviH1pRsvILsbuEXIwZ0QjYqsVdW5tRp3N1GYFW7XB1uOtqNJqtA62DrfaWpu1dHm3aHCwwhncIHcMu3k0F658ovCVs0K6XDOky32q8LUZljYvbbUubW1e2np24WtzR9mo5XMTEf5ErDqZKYQSYU3PxDNZrRDKZWEmgZt8pJiFLTHtTIxab5a59qaNgZlVlTSbQ5sTmzObC7br/ZvDw/HPq8PZzfpt/i+p9/t3hh5MPKjsSj/hf1p5Jn3I/920OC0ATTNK9plrEyn1M7KQCnR2nVUVm81kgxNP+8GyA/dIlRlj/226/vCO1vbZiy9/eskF375y/tS2rsUXd6rVWsa4bPKKxmOzqiFNQylpJfVvJBJw06xk+Zb/2vqV/75JiTy2sXbeH//P0t57sAAswAIwBwtAHJTgFYZfFGewvARCsiSEbAkQF5tFzhk1/rIceklJZzh7YavNFZI8/FpB8Np53ivLIC7EUTzvFc/kH8SFItorQjFSsSSh0pSEypn8Q+V4BZGd5Kgit8AWgz3DJ1l4nIXsREkYGy43UxD6Z3IQpgkjG02AWc3cZ9Yzf7KgOanTnozmzKSSShIx+Qyjaa6WLFDdcgJ6eJ3G46wjnYVJTzoBc/bCPy5ozg/Tw65hbVjfWzlWYYaZzc7NmeH8TaU7Sw/AB+mHS0/Re0p1+oXSqyUPOJOHqFiSWGlKYuXsPITG2D+Rfehqn7ASZhzeO1Eo4zVr/DvRkUkdM+btXXXOTW/cOLip+DVFiCwcO9nfHVDLIW1efkot25++4GIjkv7apu/cPb6ts+vqD6cvlzAaarHSTPg9ePM3Vmd8Uy9vvPvG+b1teNHbsV/0bUxVncANHjRCA27YDiEFbMjucNKsmwM21u12uepwuSFYz3ByAWhnXW5oA8/DjwANnEgwOBbSLOe2UlDPUw58YztcaYTKtgEb4m2yDdkiPCDsE4Q9H/zZYp6kFnn+KcsFHcDOwek+78QznDD7t20SXuR53qKdPthuRhtS3lRXytuOtm78/Ocbo43ARfAuOE5d8dHO1xvHYeV1JGF8P3f8BJOmrwLt8Coj6BToNKV5cjfKd8hb01u1L+fuyDvV5mNMuE891iRPtnxPxYPV9tWu9a716SPUP9nqzOH04czhvHOaOiNn5Lflbs/TD2Z25p9kvml/yvWS9pOcfY4nRJzf4RBMvBIPLVfMqKAfn9ksQe8rZJde+1lPNlHAssrTekKGguyWQiGF7tApd4fiAF7Bi7z9MBHpsCReqHaILeFqx3fhuSAFroEnrFIfsk/TekyAuU/TYT7rRD/dZ5o0LPbkKRnkYVii+Vih5mNPTKA2Ez2APPxkOmtqRJ7hXRls4bLpLMXYNU51aMCTEqbApMwLTB4fObNuDfBJ9xTA5sxHoZgKYapE3np0xojJAEg4SM2kMcihicehnKkIYsyCIIY8hYjEiASQmnjmEH2bNrVx6pEHfnze8n/+cuvlncHprSq6d26v4Lil8c7O74//sGsG/A6ccdk5hZfEWMVPr2koL772bONfvvHDxq/vCvhhZLCc0TRaTvvmNN7u6b3i2TV3PQvb4BMCOzdXw8zRfHaluSua+gxz7DhrV3TAcEDF5Z9Fttuf2Qvd0Uy1H8TaEcQn5hhhR5SRGc2Rk+yhaCAZ0EI5h52F69l4HTr3iXQWd/sZtygRr0sDRjpTBYZewk17J26wzTPAINiNP0ykKPKKrCCFXOnZ7oZuohvucMHSjdP6Wrya2NpIipHOVhVyE4XcRCE3uVaBI82i7dPmYP7o1GbuCV9shqbx9WaP30L6g/hdK6Xmu5oPrMQCcDHMJ1NyCjG8R/AgJq1qKmJcnJNzcCxnYwJBfxAx4VAkFA1RDIIUtEGKyes5HTEJr3IxyNhxE/NJF8MWGjcpT/xiqHLZi0EoiEc6xKOPE/PNn5uxpIxAv92DmhW5JIJqZSRoYaJC13ySqeU/UAdrynX3LL7465MKKb2//fj16/65MrXxms2ZCXfrYS3i57tLbeE8g574yd6r7jrn0qFpIw9+89+PPPjNb9zx/G/gpb1fbE2G1OfG/tQ4cfHMSrL7Bjz5s/Ci1ulLgIT9iTa40GihOJvPy/l907nVmQ0Zuwa7pMVt6223oq3hh9y70s+4n0nX2UN+rhnFkRxUgM+3KlFOCwGu2k46m1ySLSEo4e45xt2M4DRr8KJGB+bRoMpR53KD2iXcddytgNY4t7stlE4Djg9prQoIRDmDF9AiLYStLiO2wXSaZHYD7jY/vhCmKaXN3cq707DNxpz1x/Yx7mgz0RmtU8CIByqtvzGoQWo3RVGRqiVnv+ErecPhxiYOX+HZ7oAOInCOcDsROCJvozqJAJweGT01pltmpFmGQ37N5+l5NpHqMKmmfxykIXtFtnmEF180oa4ZLg9+nLToyjTrv0iYoPNMoNwfxNbGzKxboQJ0dPu1f/35q7/Z/NVvXPDOqz/415Efaunu/JypF15RlN3+ZGVpefalqHHFwRse+93L269+bNpND19+x+uHt6y8l237/JxbpndcNGv21xqvxCT19tkXbu5eM/QDjALT8SK/Ts/Din6/4QKOMI0YFkOasw6/bvAWkDkhoBx2yNpJVpgTk+gFhAASEEJ1qBxyOFgb4Jg6+onhdES4HXZoP+364Ai8m+TS3x4i0XGSGCbRcrNq2Y/IRgdEgACRoCgiqWIr4dust8OghjENYpAjoEbDlPnUFV8KwjVwpPHO4+f2ZDIXUy2NWsy2Qk+cCx//nwfwF/HbpqBd9DIQAp87AAHG2Drl3S8E72G+R3kxZgtQBlgejYgb/MBWsEh0V4T7jqfgDocj76U+d78FGqdGMdyeGgXlj0bJ1seTgvUQv/bmYpkPh8uY4RuLZlzWAT+/ZPJLqUQL22PbPJTwx6ZdXgi20Ev8nmtuv7ClestXGTZZTmMjayaY6eXYyOY+ZWT7wK8BOmNky8+RkrxjhtctVAcKEBSEQrLwVsFWAHW44wCxvW2fdtXNRB/1JBAwNfG/9f97m2FMBQJz9jbDla5hF7K2EVq7CxVrd6HLF6w29xWafBVLZFUWV368wZDyNvN1mGSaAfTP7iT87D7CfWcSctSTn0nD4Qkj32rQjGf0fxqVxn9yVjyDoJKf20pmRjwzM2RapjQexEyuHRuwLsP7dwTtDhv8AXhNnM05bXMDdTjDcMF2mYf85NC3vxwiD1E+NUaqLjAXaAqfr2NCG88q0sSSsOr6K+x2O8PF9d7zL525eOO3Gw8W2h451+tg7d7l/VMuve367b/FFnR+Ywb1b9hTqIBJYB78mXG+Jrj4gYK2zXFH8d7cQdsRx77codL76Q+mOZ3tjg6mxvQmF9CsFtJyjpzcLc+Sv8Telt/leLL45FSXMSs9JeXOhQRA9djT/v6cu8z1V0URLTL3VEcS4kC/Idb6jUy22k9ibf1GIFSt9MN+MyYaqvbXKRteOj+xaP54106Oi5cRZZRbq1SdimF3EuitO8v26Zk4b4YCXKIVe3Hiz5ycBWfNCvXUx4+bFU/uHtjTFlprR3CtbIdlsh+FYoxcYQrZKoUbfqA8BfJT5CloyqyUQE4K5kkBWuXZdYo2/JlqBd8KVSFflauoaqQyuin4Mj5bMFpy1QLZwswXri1sL1CDheMFVFg/v9vanEcg+mQfSUkKo0NmbbbZjg2NfIT9mlHztG4ZaMycddPlGSWbmpt7lP2GnKrqS0f1ZqmBdfoI6MffW8PzRzyPuFzFVqlp28/YeGLUa81qbyxoqYBqPmHD9DtNm93e1SZZT0ox43zEup9l4u3WNW2mWFHWLpvmUQZ9Dfbub/WFrn1hDrO2OKmr/9s/XTiyetHNT33h+LLpF95y5XW333hi79CcnsGFnX2DxeQNq1K1dd/84iN89Grq4WtaWzp7L733XLo3lyY5tdsWfTHV2np+pTQ7bKydfkuldfcVd77af0P9vmuveWT/5MqHf/bKHe3nzpka9iaCTRjYj2FAgYNGycNAhzPsbAEtlM3vDEQDMaqbmc0cpikXDSNRZ8wWF3Abt8GIjaIsl0fBSKFgstbcRYkB+YAIbNBWh386JCapFyiSclX2w/9b2PXGtFVF8Xfv6yuv7Xvto//fa6H0lbbQ8s+tzCV25Q1JBIGEGM2yRD7YRCMSh2OJ+5e5GBM2prIQZ7JVl7GMkX1D5Y/VOUW6yGCrQLJIIqgzIf4N8QvywaxP73ltET/55d2b03fvh3fvub9zz/mdU0onpVFKMVpsPhu2rXE8TuM7E2iZpW5iPSVTZehPRVLYLnaEpVmpUlg+L+fTRGQxkDf6NonRtw4ITA7nTahb2L3RFM/lsYUGbKEBW2jAFnobW9S8V0RHlpe8oSvwjXSFWLrWkleh/SifAkfGbGiuFKVchkllmFSGSWWYVIbongx1R4qBFEZDLWrblMlnuvV3H0Z+2l+i07aELlD0/heY3mTdKwm8ob345PO533ajg59eGlLV1NjBxP5ouOu5fTW+8FNH1BF107OH6VDVM/yVNzKn/ng9UbM32lzREhG4Y09/sAa17Jo03y8Y4FXUjOIx0hIdoemLhhuGtOEOp2thGVeAYV2+MLqJ3gUOJEpNhMMUmEcKR+CCdy1ToiBiEQxtq02KBNZMywi+OxKri9+dgCPAeYHplS8ypF1DQTkK2dAhg9Uf5EOlQciHLpNofTBUYQ4kqXJBTKKQgfRkzpdEkpU8Ko3E8qX+paQWiwy6GhP4Uf2OZH6rw451hUyJfDaMVsG/aeznM57EgYZUtu/rvqP3X8uqL6FqY8RdL1bt8oabo21hrzd04duhCvH7Lwd+OHlWVa9/ox7bwGdfeWb68oFqZ/SxMfX3nhbg0KE+fBwn4MahcHiVoiQGiToABXIBF36i6juBiudv9OPjuU/wE6hvkVzoh/6eK+lneskgCxWidlFtqGsqQ2VoHAUHqFQGwSitrQeatJl0zKzkjT3ittpB9MsEaaMQVzWTTjVIzfBgCz9xWsiVdPQgbddIV8DSR2i8GLkkJs50bTgOVSvS5AC1JOI1dbU8ReuM8dMe5AGZIMQZi45pd7mkpciDCI6kcfbjlpWlfOk2nJ1UZhpQA8HC6QpqfIZGNBk0WYLGFazJIJ0al8AY/8qS4wEkWOCsYpjhl3jMi0+2f4ZWyJ37BHIXilF15vq3cv1STnKDHeXOSRqLHWSamxx85J25re4NQWOxa73NeEF3IFiyw1kMhgNCAeTfwe5x5Zmm22kShS2B/v8VffDhvgF69qEylLk9fP7W7JDTLIqlRrfF7uRdplLBJHK6yHDmq7fezHw+bDe7JYtJ4h02TuRKBc7NMb1/PcuMzl+5dvf2yPVsI+86/OHbnTVOnnPUdwzeaI+5TbmeuavX7t0buboQ45wvp0Zbd7s4kyvWduH91pjDRFS0g6jorMZjDVOLisFOoxecrzqxETaHgyxshK50zDnoJpaR3W4fYwg5buEFstqgrgaUmgqFBIoBhZ0UeHmNS6MfJyip2p3G81MWySdhCVTXlEd3sWpbZ8nxCEq7BYZN4U8C1v+rtHWeoNFWGfJ6yjxYbw2C809OovJSKUlVWEgvYAolkcfmS1J+3rdDYQueDbJM3chhxiV7ijmksBJaeVcENV/z55wAikvPTq2eDtSU7W++ePfQwpFT94+uonfUebaxzl9b1/p4tK2KedFbN7x4qdxg/+6LgQcnBhH73joa/DV36JxyTlVjwd5RZO9p+Qdu+x6keNpjYGQAg2/lzbzx/DZfOSQ5wPz7rDOSYPTvzr+JAgwcRQyMDGxADNQBADPqCvgAeNpjYGRgYFf858rAwMHAwPA/g72IAR24AwBTRgOcAAB42i2POwrCUBREh2f8lMZPJSlsIjEQJNpYCYKiMRqDICKuwNZFWMWFpHEZLkQX4nliMcxk5t55N+YkVV/q1abaVzwFptTTCO+oAPhkTeDhf6x2bro6b0XoHNh8xFxSL5gntz3kE7wQHeK1HOli0OyGlUIb3snhHX4bzpiL0C6zLpwwl8F37jjDMd/Lf8eQO+bAtx67Xfw+egava6VS9ADY7jG9B/tPv05pBRbsduzur4ubeGOOv7UZmJHHDemBTr9dECrJeNolzz0oBHAYBvCfr46I5CIkiqTouo7ifNSJhBQiCafr5CuDmdWsbExKyGYwUTLKyCSLiQwmZaLkH0/9tqe39+EvXeTckfdG/gMFE/8icQoTFD1TfE1JNFiktJ2yR8rXqNgk+kVlMVU/VO8GT9TWUBehPpeGdxo/afqg+YaWLK1HtIV+7JX4Dol9Ovbo3CLZTU+K3vIgQ98ZqViwTf8FA2kGhxk6Z6SW0Q3G1oNLxu+ZDBumbpk+YOY4eGH2irlD5ldZKAyWSCeDcDP9TeaU7DJLJ0H4fyV0Vmd+AXlHM1gAAQAAAEcQAAQAAP8A/wACABAALwBWAAAImwLEAP8AHnjanY3BasJAEIa/1SitlB5LoRRsr1bZiBL00IOU3DQSUz30pBhKxGTBHDz1QXrqG/g+PfZNOrHbmwg6ww7f/PPPLHDNDkURivt9LaKEI90fl4UeLBfqs+UKV7xZrnLDu+Uaj3zIlnIuRenzZbnEBd+Wy6L/WHboqzvLFW7Vq+UqTyq1XONFfc7CwA/8RpSkcT6Kt6FJ59l40hyY9XIYFfWo4ehwGm/yxGR1r6X1Ycdh1XW9bk93zGLV1swICfD3r0FEQkpMzkjqVmZG+jkZYyY0GUi/ZslQnP98/oXzN6fi2IgzES2jjkcLLXnKjVO8rqRHl5780RF9wYo2+hf/gXaOAAAAeNpjYGbACwAAfQAEeNrFV3twVNUZP4/LPrK52U0CIRrCXbLLuuwSEm+AYJTN3TzwETcESG2CFALKymsgmMBUa0mw41jHKpnaqYKtRLGVapXdcx1djOjOdGq1HYeM0w74KEmrjtUqobbq+Ex/59wIOsNf/acbft/vO+f7ne9859xzdw/JQtKpzWAHSCUxtBn4m66Vksvgl9quSiOY0wrtwiJTsiidaeY0nx0NGv5kQCshgwAjfthGYB3AlaXE0krE9+usHOhGh7Y7tMWhzjrrWQivInWTea3Enlluym67oNAclOzxynaxWF1nJb1aMblG6YrJKodFR50Kp2SWYnK502u3tDqjmpzuxJS4oc5IhtEOAhbQCxwBzgAuVF9MaoAhYBLQVEvqBoB9wDAwLrUqm6fOn6zQAogE1NoD2KkAxgSw9h7Ni7VnlPVrHuyKhywHDmpuomkFgmwzjiIJt1tVpdyOL1AsovNMFRAXzjKPaZztJxcRAx1UlFWoCBFNTVPO4iWOY8eqzbFkgUbIBMA0olESdUbZ0QXmmefRpvwr4qdU9vIv7MB0zMa/tP2lppUM8E9JB8BIhmdJHmBkB/+IDAAM8iOi+mI5ET9iFxSZAegnSBAYBDgZhqWqbQFSP2GXlsn07wh/sRo3JmoXOo4dKDc7ktP5G6jnJf4KCRGD/x08G/wHMA4ef4G/SHRV58O2P2AOYr5DkB/iN5F5CP+K30xM8GG+h1Qo2auiyJnnVRGNmckC/gi/RUn6+E6yELyNbxWmERzhD8vzyN+3vT5Z3/siMMM8xt/lW8l0qN6CaqbhP8a3kxpAriRne3VzKFnIc1hmDttioEZKDipr8VcEEmG+3/BBUobYcb6XzAA/ym8VM4z8CP9EyT6WWTDfQzgxkmy9yMwnvfwheUL4h9jxD9Vs/7EjS0ySjPCfkFqAYVPfhPcmvAA/De80HtNpPJrTeDSnUcVpHFrCP0DkA2hq+CnSy18nQ8BB+BpS3iSwg0eVE46aR/kP+S3YicAI9o6id4/tLZKV3SJKSpXsFvmCNx7jJ8hygKH4k/KN3DHC71ZLGbLLK+SAPwtvIbbuB86zwMCb5TM4xgf5rWon9qodyDyHJs4//5EaPGkXFpsDePqdaO6A3QeMAhOABlkn1tBJ1gEc8g67yG/6R/hqNfhKUVRnHONXYOlXqN26QsyoUjVfPuVoflEx23xOOqSaEmJqRZpL1BgrRngbzs9y3i6uN1D7CoG8cmC7vaTBrB3h7Wov2oURcrpF6QXKWSa8zrlqtguKZSUtShgXniLVHZ96JXnMnj7TNHBOG9Rq62AJr8fjq8ejqcd7UqcehmkHSnD6r+emWpFJeoBhIANoeMYm5CaesUnGVY+fL8ZyF5NJgOPZLiZnAHzV8ItJI7APeB4YB6ap3h6Aob8WM/TADgEMGWvQDsBaQA8wCAwDeeAM4CbHeTXmqYa6FnYQyABjgIZnNR91zEeshAfJlx5CDDLA9lsNdIAM0AE2wAe0gWkDgYFij7Vo7nzT2iLNAmmiMPU93l7voJfXei1vh5cHvEEvy03mhbuhDmSVuBrqXku9l/osxUvqh1xDbnY8WUiLyRgwAXBynAbQCqAVsG7nxxNjiYkEP54aS02k+PFTY6cmTvHj1WPVE9XcSlU0mPXr6A46QPdRzaA1tJEup9o6voMP8H1cM3gNb8RZ0Hp8vb5BH6/1Wb4OHw/4gj425Bv2ZXx536hvWsaVd426xl1nXNM6XD2uXtega8g17HIZ7hp3o9tyaWeSzex1bOowbAZgZBB2SHkBFcnDjqr2kGr3wPaqtgXbobwQbK30gBByvQbdIOwQIHWyHYKtlW0ghG/3V9HXCzsEMPaqNauqNmyFWSAcDDMSpmfCdDQ8HmaZcD7M8skGdlJVeRJVnlRVnsTIk2ruk8gLDwih2hNKdwK6E0p3Ajrpna+vB7ZXeRZsh/JCsLXSYydEqN6fnMnuR8Z1sAeBMYCTGthGYIdqGVLB7oe12AH7ovn4wWcHRATfkaAqh2Y7NEuRfcGF5rqkHxeUg8AYwIlsGUCjbE3m2X7RIrX7xVKHGurGkpfgV1SWsp8cARhZDntQeTWwjco7ojT+s+0M7LjyemGHz45bpzypM4Cvx2vsAP72w/Ozm9F7s+VjpKyMEFJS7CnJsWfE5hIjx54U0QDIdkhISpYyjv3X6Wlln1D2oLI/U/a7yvotX0j/NKT/PqQ/EtKTBewqEkb3GWXfVXaLVRTW/xHWXwjrh8L6Q2F9hL5JqhCYY11Ypb9dpf+1Sn+6Sn+0Sr+nSl9Tpa+o0q+ukqmiJEh0ViktXavsLGtmUP8iqP8tqP8pqL8Y1B8M6t1BvSEIOf0Qv6k6/YWy9yq76OmFurFQr1yoP8OwN/Ra4SfeEcbotUTnBSKWMHLcq4jNEam5oFkilQRViNRK0IUidSOoVKTuMZJe5qdZXFgMVkSzHsmFIrYXYZ9DHhFbC5omYpcYOfqViIVAn4t0JegzkZ4N+likF4I+kvQs/TdJM6Sh/xLpB5CevkeiMi19h0TYY+CcSDVC/bQzO32SJOhcdAvc/KTstyKG4uhhEYuCHhGxMOjXDh0SMQP0oEgvAD0g0veAfinSb4EOiOg2mW8/iao895GI4j6RqkB4p0jJDL0iVQPaIVKLQFtF4mXQZpF4Sw69gWYpTjdNk5iqdL1IxxBeN7WQ75GoCq8hi1Tmy0VKbskymSSp09aphbTQZnnvo000q7JYIlYLWULEIqClzs5dJtJx0BIRxR7TehF9ADu3eGqCefL5PEvDKEMmConYYxAZIj0PNFukW0EVciSKKp2atYQkVFHFIiZVARELGs9RH0mrjAUkQg88ZXyJvJ8ncvQaYXxm5TxUGJ9EQU8Z76c2GP9M5XDrNd7Da/zYU8YYpKcScC2f8UbsLeP1dJXxxxgUVoXxUmyB8bvITUYuOmLYqdlGFoVl0huMI2mV4YkIhgnjcDTHKEYPp6827ovFjXsjOVnDTyG+Xc6BRLfFbjJujew1duEo9KfuMPpilUZvdK2xJSonmmlsjq00NmEhN2DMxvQNxvrYPUbPIlXx2tjLxqpFag1tabWiKxMqcEV6pbEMFSDQKAOo4FKcSxNDFywakXuE20qz/bLxnfpnGX6J6SBwo7XAfcy9x73B3eluwm/ORe657jnu2e7pnhJPwFPkKfQUeDwel0fzMA/xEDY9NzluxQm+waa7ApJcmrSa8gNMWhh5L2HUw/CfrUwpb2Ntq5oy9fG2nHtyZWZJvC3j6bi2K0vp3d20LZO/jrRtCGY+XhXK0YIVqzPTQk00U9JG2jqbyiHOsB/nKOnsytFJOeK2ikxJc9dRQun82+6qkLzstru6u0nZ7sbyxpJE8SXLWs5jeqZsa0v83Kc8Hv9WqzLz87ZVXZlHK7szpnQmK7vbMvNWBdd0HWXb2JbWlqNsq6TurqN0E9vWulL2000t3ZBdqmQkwbZCRlKSIGNrSELK0L/mGzKaRXdLNpFwRMtpVorw0ixXotWOqPmbIn4nbVaiZn6nEj3gTBhDHZjQkgTZtG0kpiaMTdumZOVSlo1EkCkdkZKsGYEgGzFVeMW5cNQJP+6EH5fhHKXn4osiTrVRElEzRFgUmvj/8bOx6X8YRO2lu7d3tW4MtfaEWjcCPZk7d28qzwxuCAaz23fLQDDDIz0brtskef3GzO7QxpbM9lBLMLu06zzhLhleGmrJkq7Wzq5sl7WxRSy1lraG1rd02+17l+z81lx3nJ1ryd7zJNsrky2Rc7XvPE94pwy3y7l2yrl2yrnarXY1V9vKJtrW0ZX1kKbu5jUO28xXgLelp2JOd1NZoDehXp1L55TvqXhGI/Qw8cW7M4WhpowOyFB1sjopQ3ilZagI3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") format("truetype");
}
.stl_10 {
	font-size: 1em;
	font-family: "WROFOF+TimesNewRomanPS-BoldMT";
	color: #000000;
	line-height: 1.107422em;
}
@font-face {
	font-family:"FQBKRD+TimesNewRomanPSMT";
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");
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?#iefix") 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") format("truetype");
}
.stl_11 {
	font-size: 0.92em;
	font-family: "FQBKRD+TimesNewRomanPSMT";
	color: #0563C1;
	line-height: 1.115535em;
}
.stl_12 {
	letter-spacing: 0em;
}
.stl_13 {
	font-size: 1em;
	font-family: "FQBKRD+TimesNewRomanPSMT";
	color: #000000;
	line-height: 1.107422em;
}
.stl_14 {
	font-size: 0.83em;
	font-family: "FQBKRD+TimesNewRomanPSMT";
	color: #000000;
	line-height: 1.111869em;
}
.stl_15 {
	letter-spacing: 0.01em;
}
.stl_16 {
	font-size: 0.83em;
	font-family: "UEERKN+Calibri-Light";
	color: #000000;
	line-height: 0.686339em;
}
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");
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") 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") format("truetype");
}
.stl_17 {
	font-size: 0.75em;
	font-family: "MUPHVQ+ArialMT";
	color: #000000;
	line-height: 1.117188em;
}
.stl_18 {
	width: 100%;
	clip: rect(2.079168em,42.5375em,4.600001em,6.927083em);
	position: absolute;
	pointer-events: none;
}
.stl_19 {
	font-size: 0.72em;
	font-family: "THFTMB+Calibri-LightItalic";
	color: #000000;
	line-height: 1.232165em;
}
.stl_20 {
	font-size: 1.08em;
	font-family: "WROFOF+TimesNewRomanPS-BoldMT";
	color: #000000;
	line-height: 1.11084em;
}
.stl_21 {
	width: 100%;
	clip: rect(2.512502em,42.5375em,5.033335em,6.927083em);
	position: absolute;
	pointer-events: none;
}
@font-face {
	font-family:"BWCJLI+SymbolMT";
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");
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?#iefix") 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") format("truetype");
}
.stl_23 {
	font-size: 1em;
	font-family: "JDVLEM+TimesNewRomanPSMT";
	color: #000000;
	line-height: 1.107422em;
}
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format("truetype");
}
.stl_24 {
	font-size: 1em;
	font-family: "EKRWMR+CambriaMath", "Times New Roman";
	color: #000000;
	line-height: 1.000977em;
}
.stl_25 {
	width: 100%;
	clip: rect(2.079168em,42.5375em,59.20667em,6.927083em);
	position: absolute;
	pointer-events: none;
}
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7L3ZfBbMIXYvlqLLdgiL41XgTLAahdxDPXpzTGqa86yOQJCg50Bxsw4Gg5ZqRtcBnuU9yBBBl9rI4RShfCSlAUk2RoUfRgOin62lZ45kucbsySU2g2mExfPmC7XW+hC8aWyhCJLLSYoEERgvR6qL0zCHEVACg8gUFhhASPVNkQq19onIWpFWdqvQbawoyEFVAv9VkjOZwTkTlIjYgoMDHQ/DpCwmiSnQqPg7Osi4UHHeBDBRm7DEH09PdcRHI86XA1m/hfnTeGRVk9B8H9K6HVIctqL7BQdqPX3Vgc0Wl2zqz8ddJWt/dwegr30KEOkQotGCkmrYWL3LhBz2jCGV+rkj8ouo6TMFAaxPLoSo4Y05Zda28z0pXG0wIWpNmkhnv4IHd7Lnjnug5f+nbOUAsAZbcTTMXzEMISFC8Yfq6AULLvIRn74qgPDeb+/lGi3a1CgN1eSm1osMDElCsBAPxwC9mVIpY/oYvgk9/sw5AhxgUqqpxTkO5vBB8Nen1p4aCdmtr2Ldd+1KHn42gsGJisXAgHcJRgDIAQ6a6oAIcjul+rUu77ha1CWqkydBqIGE2QGBQhJy/wGhgSMWqobRQPp/kOtkS74soCjETUygDz9BikHMhzPApYKHiRIJEKYB8Pxvhc/erug8SHfCG3eRq3PbVnjg5pU66PvpAKNkjhXu5oSAQSVNa4AynoFKlTjhFMtD5EgOzQMxaFeuCH0U4inITyCuLE52TwfkWcJReAQKVeE4ACMBsgQKABinKpPk5FhKW7Vs4ZgVjYCi2fSqS9VJBJK0O0ApgeQHoGZ2h7rEQjBAFSITvBM0TP03HVNDyoZY8+nJDo5Gl5ThPjqlRp0IxQz8lxGqyXcLaDCRGIsaMEMSiJTAWw/vgPdH0ryt6PeXIFFwVYMQyAEw2MxWAFcctTCIY68ZYDrA/XAyus9U5hPEnRLU1oIkrL8ifBkAecrjRO2gDOukF4qnUlAhMDlBeo5qBfyKheyQhWghJVQqpQpHP81l58TBuUoPRLsOXNoC9DFI1vthTTUvrNpNl6K78F9wlDP2m8jdijRoWUAZzTEVg9Vi5VadUvxJ/uZxNHRrVPrknERlE6H/Dg4/8ZEsHeUfss8vTWmzF1CLDXqufXiFr//6cQ/V1fWzQZsdC7FQqpeCuwP3iXXggkl9XQ/iBYIg24VUZyikJhjThEnqOIwwXN2rsrvSr/zopbkoKtWNyq6/+MJMnjZJUwLxB3iCGVjFxZCmhSMRAvWfcBEYaR+AAjj9Xam4oK/bqP1gRB1Ej1Zw8tsDhsoPVBjS9KfWEBWiQUnApFCfeVNsjYOKH9JG57mrEHOFhgUN+h+YCw1PBbI1MmCiIUSC3IrLoyy7i2tJQ9lTYoMikfIkBJulZ9Y/yY/2hW1XpAZMEgFD+IeMsj01YOW7GP7Gn5wdUgtHahgYMApLJWPlQWCzMGfavGyRtEwHxkfexHObHrFVXSQr4QVNys9Zt6bbz02Dgg3tZaHxIt21PUvh0NAHyKXtUnThcVgJd4bJjUw8Q7u6CwXH982t0hZKpi9GE14XQcEaSqIXe2eNxljYDXYywnPNEuLLugaDH41m0+OCgvXBAYFta8epDGlfSJZRn5GTn4BDiZGkjie4jp3ym0sOJtjPxBbU8Lhs8C0t9pbLLBsI0XSpdb6z4E+juTrEMKUaGw3ZoVppiATQyWCSAJMqUWhUEZJ6Hh7uHqEeshjsXs+nTP2aTUK2QcOotgy31LW57EHVgcEdBUcrmjFUbhAlF0bTc4uFa69hUreNaNuFhiEbVqGw3kbIRA1+c5DbmULcwHfpS/ZzdLqcemYRo93MJnDaJaIxw9O0ddns62VBTsnflrcrkYfR8xNYw4irG+xtA5m7xs748CUf64DalGQhhCmXprZKHIvYzyX1enUZUGQuuS5Y3cDX18Cgm6kkEToQdoaKMY+pLvWXUNWDdLGs+ibJjdVEx9iNGB7qyJGdDcEWNCUkQC9IhNNBYzFFCQ2nTI/JPLOWxZKvrFtZJnWEixrHYz8p0XZITQ6fHQnmAKZK2EnoxpkQBdfHE/DrgSfBSSjOW9/KIPRyoYvf/EkJbHP+AjhEEvn+gGZSAZTQMFIpYAoGim47gsHCx9sYvNtV9xQsV/HmGgMuBOv/2pNpxluJQ1cNuPrJaclBiAmWWMO7ws3Iiw5S7gfbxWCXHZUUekv2T8QPlFtpE4S5UJ82Yf/lPmNbN64jRaHrmcJjD2GD8OUDSpZMpHMyg4ztdR2VlCFqr7kmChEX6FjmFWaN/RUgVqTop5UUn+sJCMcNdGpn0taWi+PzcUyHUUhHGk0FGXO7CZx4rV+UORZXHmxKoENfYDpxaEAQ8EaUahLitSHxi74LC1+XMEd34vRn8GHUDQlqxmQvAMyAc00SBROF1vlTBTLDUHCQxaTjZrGs1DLQxgJAPx6YIlJGEelPCGxl1JAoBNrW4AewGNWb4edt65+/WZWQFTfHWC2+RlRw9VzpaOqcF1mMDkI57kcVf2L5ZnZDbuhVzSI+gPiPL4gZfwr/F2pDsNTqXpK0iOymKAKstHBOUB6JH37CByR6RzdVmAI4Rmj5FuDiVtPiU0/Ahjlq5ARO/yNIr4Db7fou83ew2gzuh2CORojcII4AX2UCsnhltzdgEPuJBC3WGZ2L/BH4W9ZYPP4SS9ZjDZWNUADbL1gRNBCe/r9hWDZGQ9S6IA0eBV5zZpntmFHlYMZFqwvfZJ8FjeWKlHnGbFIMn8U2xvIQVzJYsynY9izmRhN72OFYxFFCWBuAgkW1QWONsxjOjYRh3abZheEMKKG2DH5Ar9MiIF0SU6HT3dYrtdJGxJLRMMtBVisOZRuyFGUxBwyenT0SLqLGZWUOUSON2IcfKSfEJQ4TLM4xIfjKNN/GaQrc6/prexKNdTZprXrNZA2CGP4XWFNhvKLuuFPAebdJohpoAs2Hq6EK8nlbzklNpaoWu7Xjcvo57xPMxRhDwcpEMaiqUBLomU4kFgAsPe3JqkAryPiu13sC2iJn56VTzYqlIae9h+UwCA4hDr0+ZZ05Ba4hR2UlmdN3Z0HYqMpDDpvI7ReIdqbUc72JBSBL7JiQB8wvOrYaYGY6/xEgoRBWQYh5pOfpownFGq6x6NIAMN1OjRufGosIY0+kY+VckdHl9ADDqBdIppFCDMKGj0hBywBB3TokMO5bQpXiT+2gm2roYMMLK2g4jeJJmhkapuQdhQvIPShHeOEaISbA5BqcH2IWAhmB23BH0YYf1Nj9HHDBLLXkAChxQToDpW02zKAAAP0HpOLq6Q2IhmkcLDYadL0xRRgiKmiHLsVUnyhIhjvP8jLPz1RW/ZTImBTFIkplI2HDdaBmbBC7iMxOuFzSKYN1cQnt45kIhaX6JfBUOMP+YiqiGe4ce3qaj4iK5UTrCkBJpXGsdtSyrBI/Nly92PNIph64O02VUIsKotDulki3Y1E68pBcXaLQNsarX4hXJDJVTSrHPmCoD+DzRNCxWZoyIHqSXT3gDu1P/0E7ppzoADwL7MMvM6lYR1Gq1NWVJVBhvfG+wA04p2HskXGw4CZU5fiB0/sWIpsuSQU8IqwOqG4ORcx5ug7dzWhgvpfsvEEo99WEx4eKFyiiQA7tML+iSDLxTkCGGk0aDEsFhfO4QrFnMaiJAgsac53Rh2p9hP3YyyuRGFtq+vO1kzw/DdSlAQXbl8OAI1L2KCkRLSYRn4MYESJCw8JZBDDCCGsSCl/8btvwG3lBtUJMFDTuNOidsp/Y1HoweO/HEssfWRsRJck1zMPdmEq0qUBU/h9pLPIooiDMKNBXs8mFb5/mho1z3lJijSYaTP1lRk125K+mPYPCCDZMMqDiPPEKDrxYPyKys0q39fNf5lZ4MFDp8bJ/u5Yy+0MM7NwQwBBd3Sakkl8Udh6xWOgQkotp89DGa5cPsB/QAZRkoi8wwsMXS6zpK1/PhQ97e9upRIc0zZD8A0gSsJ04kS7TjDrfjWq1DFbqjriFPLuBpb9Xlf+VH+ZVLqX3CqAud13UqkbdJgc/9GcHjrC+7hEQgNCf0b3CNeLcfn72tUttQHP0ZIMvvo3Djj07v0DovJhaRx4lLIqTUNICPOzHGyk4HwmftUPfmHT1AHMMutwLIJR3+Padw6hDtMNXXphA+PX0Tj4oCLMm6Iw4MURRoyLtlRwBQYAQj4uGwJbgkTZdEMi8uCJOB4qTatzV+Ew4XCf8DEcfy4SQ/tKI5IoeiF+7t9dtTVQ+ilgbWDNEKixt6md6BhOiUADJz8wuDvIwEUYksF0LLrFpOo7vsmemmADKAEimlScLt1FudNbIR5MHSIf9FKCFMEHJkq7ENWDbDp36m4wCxdyR5ZteD4BCPRZVAVt4VAuKl8P03sQ1qRznQoAkPx9iK6GmHBLisN4HLTMZMCJefWUQ9BLGBaU7lWwHZaOGxUMI6wAGxHu7KH6cq2GuFPwrfA1gBLNDoFutOA7SXe473qAWlQagGiATPlGG7iaEP9hI3GZaeaXzFjjzQkHzaauKcPBqJSJBjx5PPo5kZpEPKq13dO8k9E6x2QcWvBqGhckVCpSIUGeAIM3z84QdCsyZ9cJK2WawFlxMq0ebr+yeQU6ipgxx0GUGoDR51TMZoY1NowHxGjRwZBtnNFFLqpV5cKRJHBZpAaJmWIkc5FdKnYKU/b8tHwtyGTEli1tUWIHDGuLNmpVYaPEvrhlOpH4S1KOuhMeFjZmaAeieqPUxjVfjrMYVyUywansENwq61jOCymb76IjEbMU2HC46gjjNzfm7+t/g24uv1N/C7C7OmwH7CWTBiiCX6oS1oXvEsKaHk2oxT8Cy31AzUwpG6Rvi6FMI4fUt/BIci2ppqDiY3P7Dhfm5kyFHccAsySfQsCB24L4PclMrsnhCeCTtbPUJU/ld6fQ+FUkXwmEuajzkyXHaX0v50e3zWIFYFmg2m6ew7wKEcg64tgIB8jV/3FJCnjGsaby2LNH+oPVResoFUBRxHDQetds/sp/cmiFMoWVRiNfwCzhYqkd3IPl2aAFC02iIXElFR7/BRM3kbT7aPP5oYO1yPBuZdm+98Bt4u+JzxBkI9ZX8VZg63rfIfkiWm+aVy3SEASZVnfEjHLnLwTnKVciQbxaz7NU6Pf8EiM3DAI4lnfC1Hng/MtxXVW7yf9Bow3wEHpC6cIYAIKzcetp5WeJUVs2+CihCHuXUeRLSY2P4LFAV8bP5DW1ASmj8o3/wkQA3VM4JQHu1FNkQ90pCOqWuWi+emEhr7+0XO0yQldIK4cMwStqsWZ6Py1x3UQ+2YfBuT6wdRKO2/xY2C7Dq3tM+3VpAdfl8M9a2031Wf9IVjR3JonwtNDm5gIfpM1xxBJgijywQicX3UxBu5T/IpvHz0t90fSfE2KgmezkCr78M0t+j2/cpw4hEUdlRptg4rAyNEBDhY4aPsPBhHyUJPngR2hFb6EIICeh0HVRgIKpUQ0sqxkKRDEauGZxq0B7dRQ4mJAAgc13hcyfwfGvGhAdW7wuhnUXf0ILDaPTvWTQlP3uGmtYu7CqAgHtlMwZpb2SHTUPmFO1w2hIud8BUfGA2MsRJQAAAmenF5bXyQhkSBBSIspKmyBoFzWASVmf3tjgFKJASjERt7Ip9n41pSxOp8PV4tMMOMRsUaxAYtA+7VBc1mb7xOoFvOT1g5S7Fj4mZ6SrJAGq43IAkEQV1kxLVpG23gt5TrfZ3FcSTRTHY3otLc36DFBXCtRfGiR59m2URs4TXmhRNxduoW1W884VGBywCUSLVneYxU6NWumajpxZge0et4pqpQvyTnkiyAx8AFWNCQ3kjqsZArcc2lt+Z1oLoZScO1T9Qb3fC11I3LZeO8W1xAwEm8QCOskSBV1g5NivFYzrtl0tYx/4US8g4B3CQggyGMjAXmLyi7zA1T9lMm2y3Vv6VleAF4oMuUT53GR9f//8NoDH4kHXs6UslC/gAkYapnDD/TDCkcAPJJnjw3HiGN5kMBe9pFB9N3hHKjNAP7BlEAQIgMCRS6RhHThZxxoHAOI8ICCCAjsKVM21NQtmSOX/Thn5eLEdHhDqBIpPIjlN3CUH5sx3HDgoliieY/HEOBA9HUKqwCP190di8zO1JODHZNOiccy50qnQ7UXVSWKizcxJSHJcocU4/AosLk1JRErDYwbbshQpJdfEiQrfDU6ERPY4VTREuPy61xgB5sYdp6PavhRFjqSULqyDXtJQlcsJJsNejtxDZFVd1xNCaz2aF9q0sUcMlU8Q8uxaTJQcoNCBBwR2byOpKL00XagkFNXTZc/i9XJixsgxlKCfO9W3pDbJo+rBgt+iP1unhGSemnQ/OqJkSlLAUBGLYfCvuGRNGfikJkyEDT3WdNWx9TOo8U5fD1vXt5fPGbKDJuZ5BzL2xRD6Wpdu4E369o0BmSOC9hxAGLw83Q6eTOZ32zCspl7wIkDtHWXUbF8r7FtiaaB41jnHYNKNTRlgia1f8gl0BznEBjcN9fdo6BwhaayByVPVQc8KgOxAS8HcZNnwlhNxKDBgqs6cLSqEpRO1tinJvBtPQ6loAA==");
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aTu/qosJ/kiXy1VS+OIpBpFUL5erupCARQKTqEAnYJUMIkaAuUhiBMm2pl0PpeXbLZQMNqezedtRP1IyOcyaY+UJ7KxaChI2LCbp+bwTz4QcSfljnCFUM/flgvFgLxza2f3+qW/fG7HfTO6+PAyRfD7G+ceD7lbWue0b8CfnxhcwhF2IeBYLDy5a2ZLbMuSf1iWOrLxJ/Chbetnr9xzeklY8XVOPvVsezK7YOu7iD4Xou+KdSvwgCj43tjo4CH6Anyn2OmeD7qt87mF/EB8n7jPfZQdFofdv2BPiCfcp8XTbhcFKB7jWAe6IipJSJcStEhBxZ0QxZ28BIDOO0TerHEeHYy593o8AARN3lIWmzKTYRyxOO/g/c2EeQ5h6uAzYorAAkSK2Ei8Spwi3ic+IwhCjfOjWBLd/IzBOJSYQ3LE6HtvU9dXHV/EX0cI63rfLfWYtBT5a9UDVlM+rMnNbv7PcnIcIGKcJjUFguWLSF7oo6smSWWIOMqZNLh5k5UYRBqJRYl8BJpUdGJIMSY1BHbgrcVbOh/ddfXtf/15BaY9orfAwEWT7yaj7eHC48uNRHc21GTdOvHzlYW3hia/++3lTZbIQq/Minh85p8/9rmDZ75/vGdBV/MhBJhvahx7BkGvgT8aXcBwekuXnJCSIGAoD8/w9ggTtHcgVXVIsxpmeUv+BaAX9ojz3bvcT/jfBCPuU/5RcAG7iMs4zdg4ZoxGhWtIgpylDU4s0YZdLBn0MH2CPk1b6ApuGD24N9HQsFPCETuSIEom8pIkNIx592oaADS6Zvp8Kz2CNOWLSzw+QvcjFfni5l4SfLd0M7RI5z8eMlGvg17TxP8POyIITehVIBQK+k1RQB3CO0QxrYX8LeCxZybPa05a4FMzYxvXl3rmLJIh63GbeC+xbr1x7F7FIbCxsvDS7OaedGQpfuwuxYQ5OhMhm0Jd5ZB1M1DBW4ZPDVD2bC/ohlhUuahgnIulWPoGRULiBmkol+EAkIGMBQzGNeBiIU7FUTOqQOMC6xJZ1iWPYiRqNZuNBlUF1jhF2tmGuIv3s0n2EHuKtbAS20CP4i/C/wZ1XMrTeBT1EqihMW0PulMqQLUOiHqnm6MqRDWIAClPI1Jz5U4s70IOUK+7WAQ/NHlejegPMhMrmPv7M4GrLZgtn1EWkHDCuvnGX62R5Qxni0QwX9dD2MljlCq1tJORPQBO/fvUOGyFzYABUUMAs20M/jlHwW3UExRGKfbiJXgcPXfNA/uqSDltKRfSgFgnI/fjeQOburoGBmDzgDmgDdQ6tPUj1H91+IqxVQjYAkSSTFJLbEuIMlmmSL4FUrZUy74WvAN0BEqhUrgX9PCLQ4vDqy2rbGsD60Prw/dI98jbQtvC26Xt8i7fY6HHwk+7nvYf8b+pnFKvtHxl/bzFF+52ilnkMQGMI/3kNhInK1jIsHOURgKCJwYInEATF6FNI+R+SarA/HneCPeHQujonE/pV9UKtBhubYBMkZBMEiXiEHKVz4hvkIgreJshQR5yPAA879d8os+Ugqb5YtHZNP4A6mUh/GW01/H7QRhw+P3nIZTDmHQZzcpAxV82PIoik1pz3KdF+FhP1LSvVBRGK/jdBtWiSVozPeOtej3w15E5VfWrNzs7X0VtQygk0VCs8pN39PgDxau6jJgolmESFcqfUKHs5r81y6X+prUK+D+WYX0wVaSjMIHqppYnWFcQBQBXEPV9Saw3LuRo+Vwun6k3/Gis3oRu9nxUXWguj+JAKxbCu1882rpwd1PseJzO9J/bLVsbisuZiXXM3WvD30UxrFimLcvXRWwdT/21FUwCjOY2rZz4KuvvXNBgmVyzQpFDcQlGIvP34J0/ioTaLJHJY488NAsVS/fUuCWM0kEGPmo8LcyR4HK4xo4FYZgNyUG9wGTbe2APu5ZeG9hCbwnsofcEjoLj9Ivs6+AN+jX29dio96L+O/a3/FfMONeQaocMDWSN5mWL7OIlFbcTAaDSAZ+fsdg1eUw6yacTbRvbtrVhbXt1B8/nNLtor3NrN11Pj4t6Zeq/DJ/HUdJlNI9mpJI0LJ2QcGlEbRtL781kgB0lDUNyAMJhIz6KRFQmrmXjdk2P8/yIVsETBnLF+GhWk+KSFs/SoS9rTNeSXrWW4Wpc18kulfhx3vSB3bxpkHVvrJljjXi5Hh0QweWaUVbN2KCbbar2h7JEzS7LJs+I5vMBGT15sDL1b2ddYiePxjOuAqxMfX0WRbyEOY1G1pzmnJ03Ex+OaJfqPuvK43d47u0cMn3oqhVKCJlv4AOWIJnWvod/sG7iisyRrCM8M3hwpLNHaXty5to9M9r7lCEvH0nTcAX+6sTqpEBZyaW7PoNpauLB5XbSaddWyzdKmdyy19+bc8+cRcXMSjh8d5CTHMifMdCCQsdTqCq8IA7+0ygW/ev8q+K/i1sYByEyAdzmh1EiRIaoDJmhFvA2jMQogRQoC3JfLYhpnyCDN8DHaOVgj1SwcxcNF0GSIwPWCpyB0i9DjlEoK2SpP9iDMFgQ9nmgx+yMFJrzbElgzRx6d7ZRLJmjwcXF0vsc/JyDXKgptKXmhUPlWpxAwUKfztkedCaLLvGYteQx1W7e8gy6Vq9HxKFrummfKBmiJqhWhUI5WTVzhpk4THNHCQXdtY797QwohM3EISL8CVusE58OGdCgVs3v/knZt+PT/SP73ofzX1u+MtFx+qH521dvKnf55VTxYbhrdmLh2q4VDQf/8sQDJ2Hvh/2z5s/bsMMnJhwt9xyZ4w3M3Y3Ep05dsxAI5izsNI4Is5p+YMFWB5Yl+nM4E2CaU7lHcpaInLf32Lub1qfXZwbJF8mjza+RbzRfZD/POSyyKGNNiQRoadb1VlZSadgEm0DClBnFsjktKAbr0gomAMi16mKr+ba1VY9kbDaQHsvszWYBoSdopDCjpjEL0hijtceDWqvOsyNXNViTk6BnEuk/tJ7RlXZN0iWtnb73Ej5/up/WUt61a+PIGG9J61baqOUNM4jXdVVXlXwzfcimnAqmiExF1dPeAZavJ76haUldAnZTNs5OP5KRwaGDRp+z0OLjC82+mo/ectI6V7cFdFtCruk+bcPx0G0NhR57vHPd/o7sAnkfWmLSTChMidHDP+vslh93CPZo7tkfLp263MCH0yjR4K9OLnt33r29fZ0z+idXzHDSPKm1s17pf4xUYhl8MyEyzuz+yRuT/4Q9uTHurMkIghgKkHsth4EGBy8Ba80LrEj7xgGu0KTmVCyABfAgG+CCfNgb1lJYCs/zBmbgXdxcfrGyWJ2jrQKr5XXKOnWVdj+4D7sP36ZsUwe892s7sZ34HmWP+oR/P7Yff4o7qBxUh7Fh/Ij1mPoGfkq5gF3APwRX8Q+1MTCm/R77PZ6DFoIAHM0KDUBVZA24FaUCZYOTB/B+JK4x4zB7gsVYM4f6UPtGZiy7RdmsGFl2l1iDHUafW9gRQRmFmwEON5+BGqjAOQYPBQYpxxeX3bzlI2LEbcpX8JXQ+PnZXD5rjgbna8u6R32UW3LfjqjIj3Ud5cyJ8ZsrgxJ/DRULar3lO0KqKvOTZXWinEZ99ks5WXfeunQLB6w3lwhmYtUhniFC+P9dy7lCZqfFFvb/KPTDEV5gnELrrNC81/q7FqqvPCPuO/2Y5fDktzsm3s15HS42tMrz6CPz2jvWYdqC5N7nkB8uRUT2o2zBAAm0GIxtNiDsswUGn01VIG44uNlJd8mNuZfLdz8voy9VRl2mtspBz3VHWsPvOIa/RHltHtqGpiMc/vKmeoTbNHHojjBn/v7yLygp+8DXRvpDy68ULGpPWTL2dkdKSim9ll5rl73L0evplRZovb5B8AJ40e60oKYqenC7w3cZ/gKFbBW+a0jaDc7n92E+hx3HCczc06piBrNBQ7BgosWCWRRMEgkMSgqtmu7JFdTLcBt6CBr/6XmnFdohVsFshsNPfBoQDXFAxEU1MApTGKxF1Ovlvip/vYhIRPzp79iwuctXnxtWT6gYKK9xFqYXdiZn04kbmL20tg6XW8vVr1Fqgvyv69pvbGwHiLHpdJ3L17WNXBg2InvOYP88kYLKr362bMfKg/dEsst2HB9+b/3ww5OnoXXvfc3JCLR8ev79Teu2H3X+tG/Lmb8Y/PVLOye/KKxEX0VBne0DhGcGfGwkmtLZxIw0noQxZ6PW2NqUznlmBXvlbl9vmk7oYYtsSyVizRaZAhWMvABLseEYFqvAbecDEAZ4+yhamjjg5rMnKIjqYOQMb22u4K+cD1DfoH80ivuAHSPPBRzQEa7BljVSMPVp0guBF3or+BGDM2zQ9mnAVXJtdOEutR1BCSdvQTmE2lx1iP+PZLk6XjaraaJ8bRwBmETi4KvOmz9iFExE21Jm+ZuWV4fMhjC7BRnhkWo9DK2azcrLpCVPTR2mDUKr4+CK7Zs3dOc35OPLX39g/8n+RYXd21rm/uObXzw6K2EkZU/0pXRnct7qZ7EvdDGWfrpvzoaOXnHvgy9sXrq7pTGYKq7Z+/WxJ1v8mdYizQ+Wys89dHLx/wJ+sczoeNpjYGQAg8Psk2zi+W2+ckhygPn3WWekwOjf8//2cJtyODEwM7AxMAIhAwAmTQraeNpjYGRgYFf858rAwBr2/+n/CNYTDOhAAACMjAXgAAB42mOKYGBgecywmIWBQQOIhZksGeSYGIBiDAwGTAz/n7KGAdnFDG7MvQy6QFoKKK/OtIohCCjPAcSSAB8hCIwAeNpjYAADCwYGxuMMDMxtDAysjAwMbNEQzJ4GxDsYGDifMjBw/2Zg4E1iYOB3YmAQ5AbiVgYGoasMDCK2AO/GCBwAAAAAAQAAABAQAAQAAP8A/wACABAALwBWAAAEpQIJAP8AHnjarZLBasJAEIb/1ShoS4+lh0IDPfQgSrwkexZUPBg0JnqOmsNKkgUjeO2D9A0KfYk+Vi/+qevBi4g4ww7f7Mw/uywL4Ak/EChN4P0/llbBA7MjV0kdwxZ5ariGR+wM1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") format("truetype");
}
.stl_26 {
	font-size: 0.92em;
	font-family: "RUUWEG+TimesNewRomanPS-BoldItalicMT";
	color: #000000;
	line-height: 1.115535em;
}
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");
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") 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format("truetype");
}
.stl_27 {
	font-size: 0.92em;
	font-family: "RFOLWQ+TimesNewRomanPS-ItalicMT";
	color: #000000;
	line-height: 1.115535em;
}
.stl_28 {
	font-size: 0.75em;
	font-family: "WROFOF+TimesNewRomanPS-BoldMT";
	color: #000000;
	line-height: 1.107422em;
}
.stl_29 {
	font-size: 0.75em;
	font-family: "FQBKRD+TimesNewRomanPSMT";
	color: #000000;
	line-height: 1.107422em;
}
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}
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}
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}
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	font-size: 0.83em;
	font-family: "WROFOF+TimesNewRomanPS-BoldMT";
	color: #000000;
	line-height: 1.111869em;
}

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alt="" class="stl_04" />
			</div>
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				<div class="stl_05 stl_06">
					<div class="stl_01" style="top: 2.8819em; left:7.0854em;"><span class="stl_07 stl_08" style="word-spacing:0.08em;">Revista Científica SAPIENTIAE.</span><span class="stl_07 stl_08" style="word-spacing:0.05em;">&nbsp;Vol.</span><span class="stl_07 stl_08" style="word-spacing:0.02em;">&nbsp;5,</span><span class="stl_07 stl_08" style="word-spacing:0.02em;">&nbsp;Núm.</span><span class="stl_07 stl_08" style="word-spacing:0.02em;">&nbsp;10</span><span class="stl_07 stl_08" style="word-spacing:0.02em;">&nbsp;(jul</span><span class="stl_07 stl_08" style="word-spacing:0.01em;">&nbsp;- dic</span><span class="stl_07 stl_08" style="word-spacing:0.03em;">&nbsp;2022)</span><span class="stl_07 stl_08" style="word-spacing:0.03em;">&nbsp;ISSN:</span><span class="stl_07 stl_08" style="word-spacing:0.05em;">&nbsp;2600-6030 &nbsp;</span></div>
					<div class="stl_01" style="top: 3.8336em; left:7.0854em;"><span class="stl_09" style="font-style:italic; word-spacing:-0.03em;">El análisis</span><span class="stl_09" style="font-style:italic; word-spacing:-0.03em;">&nbsp;financiero:</span><span class="stl_09" style="font-style:italic; word-spacing:0.02em;">&nbsp;Un</span><span class="stl_09" style="font-style:italic; word-spacing:-0.05em;">&nbsp;instrumento</span><span class="stl_09" style="font-style:italic; word-spacing:-0.01em;">&nbsp;de</span><span class="stl_09" style="font-style:italic; word-spacing:-0.04em;">&nbsp;evaluación financiera</span><span class="stl_09" style="font-style:italic; word-spacing:-0.02em;">&nbsp;en</span><span class="stl_09" style="font-style:italic; word-spacing:-0.01em;">&nbsp;la</span><span class="stl_09" style="font-style:italic; word-spacing:-0.04em;">&nbsp;empresa</span><span class="stl_09" style="font-style:italic; word-spacing:0.01em;">&nbsp;La</span><span class="stl_09" style="font-style:italic; word-spacing:-0.03em;">&nbsp;Fabril. &nbsp;</span></div>
					<div class="stl_01" style="top: 5.9281em; left:14.9708em;"><span class="stl_10" style="font-weight:bold; word-spacing:0em;">DOI</span><a href="https://doi.org/10.56124/sapientiae.v5i10.0050" target="_blank"><span class="stl_10" style="font-weight:bold; word-spacing:0em;">: </span></a><a href="https://doi.org/10.56124/sapientiae.v5i10.0050" target="_blank"><span class="stl_11 stl_12" style="word-spacing:0em;">https://doi.org/10.56124/sapientia<span class="stl_08">e.v5i10.0050 &nbsp;</span></span></a></div>
					<div class="stl_01" style="top: 8.2439em; left:9.0183em;"><span class="stl_10 stl_08" style="font-weight:bold; word-spacing:0.08em;">EL ANÁLISIS FINANCIERO: UN INSTRUMENTO DE EVALUACIÓN &nbsp;</span></div>
					<div class="stl_01" style="top: 9.5606em; left:14.5542em;"><span class="stl_10 stl_08" style="font-weight:bold; word-spacing:0.06em;">FINANCIERA EN LA EMPRESA LA FABRIL &nbsp;</span></div>
					<div class="stl_01" style="top: 11.8939em; left:7.4854em;"><span class="stl_10 stl_08" style="font-weight:bold; word-spacing:0.09em;">THE FINANCIAL ANALYSIS: A FINANCIAL EVALUATION INSTRUMENT &nbsp;</span></div>
					<div class="stl_01" style="top: 13.2131em; left:17.49em;"><span class="stl_10 stl_08" style="font-weight:bold; word-spacing:0.05em;">IN THE COMPANY LA FABRIL &nbsp;</span></div>
					<div class="stl_01" style="top: 15.6964em; left:29.5275em;"><span class="stl_13" style="word-spacing:0.01em;">Macías-Arteaga María Fernanda &nbsp;</span></div>
					<div class="stl_01" style="top: 17.3949em; left:7.8188em;"><span class="stl_14 stl_12" style="word-spacing:0.01em;">Ingeniera Come<span class="stl_08">rcial</span></span><span class="stl_14 stl_08" style="word-spacing:0.07em;">&nbsp;en Administración</span><span class="stl_14 stl_08" style="word-spacing:0.03em;">&nbsp;de</span><span class="stl_14 stl_08" style="word-spacing:0.07em;">&nbsp;Empresas,</span><span class="stl_14 stl_08" style="word-spacing:0.06em;">&nbsp;Master</span><span class="stl_14 stl_08" style="word-spacing:0.03em;">&nbsp;en</span><span class="stl_14 stl_08" style="word-spacing:0.07em;">&nbsp;Dirección</span><span class="stl_14 stl_08" style="word-spacing:0.02em;">&nbsp;y</span><span class="stl_14 stl_08" style="word-spacing:0.12em;">&nbsp;Asesoramiento</span><span class="stl_14 stl_08" style="word-spacing:0.09em;">&nbsp;Financiero, &nbsp;</span></div>
					<div class="stl_01" style="top: 18.3449em; left:9.9708em;"><span class="stl_14 stl_08" style="word-spacing:0.06em;">Docente Contratada Tiempo Completo de la Universidad Laica E</span><a href="mailto:mariaf.macias@uleam.edu.ec" target="_blank"><span class="stl_14 stl_08" style="word-spacing:0.06em;">loy de Manabí. Manta, Ecuador. &nbsp;</span></a></div>
					<div class="stl_01" style="top: 19.3116em; left:29.91em;"><a href="https://orcid.org/0000-0002-8779-3087" target="_blank"><span class="stl_14 stl_08" style="word-spacing:0.07em;">Correo: </span></a><a href="mailto:mariaf.macias@uleam.edu.ec" target="_blank"><span class="stl_14 stl_12" style="word-spacing:0.02em;">mariaf.macias@uleam.e<span class="stl_08">du.ec &nbsp;</span></span></a></div>
					<div class="stl_01" style="top: 20.2616em; left:25.325em;"><span class="stl_14 stl_08" style="word-spacing:0.06em;">ORCID I</span><a href="https://orcid.org/0000-0002-8779-3087" target="_blank"><span class="stl_14 stl_12" style="word-spacing:0.01em;">D: https://orcid.org/0000-0002-8<span class="stl_08">779-3087 &nbsp;</span></span></a></div>
					<div class="stl_01" style="top: 22.5489em; left:30.0267em;"><span class="stl_13" style="word-spacing:0em;">Sánchez-Arteaga Alex Alfonso &nbsp;</span></div>
					<div class="stl_01" style="top: 24.2466em; left:24.925em;"><span class="stl_14 stl_08" style="word-spacing:0.07em;">Universidad Laica E</span><a href="mailto:alex.sanchez@uleam.edu.ec" target="_blank"><span class="stl_14 stl_08" style="word-spacing:0.06em;">loy de Manabí. Manta, Ecuador. &nbsp;</span></a></div>
					<div class="stl_01" style="top: 25.2141em; left:30.3767em;"><span class="stl_14 stl_12" style="word-spacing:0.01em;">Corre<span class="stl_08">o</span></span><a href="mailto:alex.sanchez@uleam.edu.ec" target="_blank"><span class="stl_14 stl_12" style="word-spacing:0.01em;">: alex.sanchez@uleam.e<span class="stl_08">du.ec &nbsp;</span></span></a></div>
					<div class="stl_01" style="top: 28.1989em; left:22.3083em;"><span class="stl_10 stl_12" style="font-weight:bold;">RESUME<span class="stl_08">N &nbsp;</span></span></div>
					<div class="stl_01" style="top: 30.9172em; left:7.0854em;"><span class="stl_13" style="word-spacing:0.22em;">Para conseguir</span><span class="stl_13" style="word-spacing:0.21em;">&nbsp;un crecimiento sostenible las</span><span class="stl_13" style="word-spacing:0.19em;">&nbsp;empresas además</span><span class="stl_13" style="word-spacing:0.21em;">&nbsp;de la</span><span class="stl_13" style="word-spacing:0.21em;">&nbsp;administración &nbsp;</span></div>
					<div class="stl_01" style="top: 32.6506em; left:7.0854em;"><span class="stl_13 stl_08" style="word-spacing:0.19em;">eficiente de</span><span class="stl_13 stl_08" style="word-spacing:0.16em;">&nbsp;su recurso humano, requiere</span><span class="stl_13 stl_08" style="word-spacing:0.11em;">&nbsp;de</span><span class="stl_13 stl_08" style="word-spacing:0.12em;">&nbsp;la</span><span class="stl_13 stl_08" style="word-spacing:0.18em;">&nbsp;existencia</span><span class="stl_13 stl_08" style="word-spacing:0.12em;">&nbsp;de</span><span class="stl_13 stl_08" style="word-spacing:0.19em;">&nbsp;eficientes mecanismos</span><span class="stl_13 stl_08" style="word-spacing:0.11em;">&nbsp;de &nbsp;</span></div>
					<div class="stl_01" style="top: 34.3672em; left:7.0854em;"><span class="stl_13" style="word-spacing:0.22em;">evaluación financiera que permitan</span><span class="stl_13 stl_08" style="word-spacing:0.3em;">&nbsp;tomar decisiones acertadas, por consiguiente,</span><span class="stl_13 stl_08" style="word-spacing:0.23em;">&nbsp;es &nbsp;</span></div>
					<div class="stl_01" style="top: 36.1006em; left:7.0854em;"><span class="stl_13 stl_08" style="word-spacing:0.25em;">propicio que las empresas</span><span class="stl_13 stl_08" style="word-spacing:0.22em;">&nbsp;empleen</span><span class="stl_13 stl_08" style="word-spacing:0.24em;">&nbsp;un análisis financiero que les permita evaluar</span><span class="stl_13 stl_08" style="word-spacing:0.2em;">&nbsp;la &nbsp;</span></div>
					<div class="stl_01" style="top: 37.8172em; left:7.0854em;"><span class="stl_13" style="word-spacing:0.34em;">situación y el desempeño económico</span><span class="stl_13" style="word-spacing:0.34em;">&nbsp;y financiero real de una empresa,</span><span class="stl_13" style="word-spacing:0.34em;">&nbsp;detectar &nbsp;</span></div>
					<div class="stl_01" style="top: 39.5506em; left:7.0854em;"><span class="stl_13" style="word-spacing:0.01em;">dificultades y</span><span class="stl_13 stl_08" style="word-spacing:0.11em;">&nbsp;aplicar correctivos</span><span class="stl_13 stl_08" style="word-spacing:0.08em;">&nbsp;adecuados para</span><span class="stl_13" style="word-spacing:0.02em;">&nbsp;solventarlas.</span><span class="stl_13 stl_08" style="word-spacing:0.08em;">&nbsp;En</span><span class="stl_13 stl_08" style="word-spacing:0.05em;">&nbsp;tal</span><span class="stl_13 stl_08" style="word-spacing:0.1em;">&nbsp;sentido,</span><span class="stl_13 stl_08" style="word-spacing:0.04em;">&nbsp;el</span><span class="stl_13 stl_08" style="word-spacing:0.11em;">&nbsp;objetivo &nbsp;</span></div>
					<div class="stl_01" style="top: 41.2689em; left:7.0854em;"><span class="stl_13 stl_08" style="word-spacing:0.14em;">que persigue la presente investigación</span><span class="stl_13 stl_08" style="word-spacing:0.07em;">&nbsp;es</span><span class="stl_13 stl_08" style="word-spacing:0.05em;">&nbsp;el</span><span class="stl_13 stl_08" style="word-spacing:0.12em;">&nbsp;de determinar</span><span class="stl_13 stl_08" style="word-spacing:0.12em;">&nbsp;el crecimiento</span><span class="stl_13 stl_08" style="word-spacing:0.12em;">&nbsp;económico</span><span class="stl_13 stl_08" style="word-spacing:0.07em;">&nbsp;de &nbsp;</span></div>
					<div class="stl_01" style="top: 43.0022em; left:7.0854em;"><span class="stl_13 stl_08" style="word-spacing:0.12em;">la empresa la Fabril ubicada</span><span class="stl_13 stl_08" style="word-spacing:0.06em;">&nbsp;en</span><span class="stl_13 stl_08" style="word-spacing:0.07em;">&nbsp;la</span><span class="stl_13 stl_08" style="word-spacing:0.1em;">&nbsp;ciudad</span><span class="stl_13 stl_08" style="word-spacing:0.05em;">&nbsp;de</span><span class="stl_13 stl_08" style="word-spacing:0.1em;">&nbsp;Manta" a través</span><span class="stl_13 stl_08" style="word-spacing:0.07em;">&nbsp;del</span><span class="stl_13 stl_08" style="word-spacing:0.13em;">&nbsp;análisis</span><span class="stl_13 stl_08" style="word-spacing:0.06em;">&nbsp;de</span><span class="stl_13 stl_08" style="word-spacing:0.08em;">&nbsp;los</span><span class="stl_13 stl_08" style="word-spacing:0.11em;">&nbsp;estados &nbsp;</span></div>
					<div class="stl_01" style="top: 44.7197em; left:7.0854em;"><span class="stl_13" style="word-spacing:0.12em;">financieros 2017-2018. Para</span><span class="stl_13" style="word-spacing:0.1em;">&nbsp;ello se empleó</span><span class="stl_13" style="word-spacing:0.11em;">&nbsp;una metodología</span><span class="stl_13" style="word-spacing:0.12em;">&nbsp;no</span><span class="stl_13" style="word-spacing:0.11em;">&nbsp;experimental,</span><span class="stl_13" style="word-spacing:0.12em;">&nbsp;de</span><span class="stl_13" style="word-spacing:0.09em;">&nbsp;tipo &nbsp;</span></div>
					<div class="stl_01" style="top: 46.4522em; left:7.0854em;"><span class="stl_13" style="word-spacing:0.03em;">descriptiva, además</span><span class="stl_13 stl_08" style="word-spacing:0.05em;">&nbsp;de</span><span class="stl_13 stl_08" style="word-spacing:0.1em;">&nbsp;una revisión</span><span class="stl_13" style="word-spacing:0.03em;">&nbsp;bibliográfica</span><span class="stl_13 stl_08" style="word-spacing:0.05em;">&nbsp;y</span><span class="stl_13 stl_08" style="word-spacing:0.05em;">&nbsp;de</span><span class="stl_13 stl_08" style="word-spacing:0.07em;">&nbsp;los</span><span class="stl_13 stl_08" style="word-spacing:0.12em;">&nbsp;estados financieros</span><span class="stl_13 stl_08" style="word-spacing:0.11em;">&nbsp;proveídos &nbsp;</span></div>
					<div class="stl_01" style="top: 48.1697em; left:7.0854em;"><span class="stl_13 stl_08" style="word-spacing:0.22em;">por la empresa objeto del</span><span class="stl_13 stl_08" style="word-spacing:0.2em;">&nbsp;estudio se</span><span class="stl_13 stl_08" style="word-spacing:0.23em;">&nbsp;desarrolló un</span><span class="stl_13 stl_08" style="word-spacing:0.22em;">&nbsp;análisis vertical y</span><span class="stl_13 stl_08" style="word-spacing:0.26em;">&nbsp;horizontal</span><span class="stl_13 stl_08" style="word-spacing:0.2em;">&nbsp;para &nbsp;</span></div>
					<div class="stl_01" style="top: 49.9047em; left:7.0854em;"><span class="stl_13" style="word-spacing:0.08em;">identificar los</span><span class="stl_13" style="word-spacing:0.08em;">&nbsp;aspectos económicos y</span><span class="stl_13" style="word-spacing:0.09em;">&nbsp;financieros que</span><span class="stl_13" style="word-spacing:0.08em;">&nbsp;muestran</span><span class="stl_13" style="word-spacing:0.09em;">&nbsp;las condiciones</span><span class="stl_13" style="word-spacing:0.08em;">&nbsp;en</span><span class="stl_13" style="word-spacing:0.07em;">&nbsp;que &nbsp;</span></div>
					<div class="stl_01" style="top: 51.6214em; left:7.0854em;"><span class="stl_13 stl_08" style="word-spacing:0.08em;">opera la empresa con respecto al nivel de liquidez, solvencia, endeudamiento, eficiencia, &nbsp;</span></div>
					<div class="stl_01" style="top: 53.3547em; left:7.0854em;"><span class="stl_13 stl_12">rendimient<span class="stl_15">o &nbsp;</span></span></div>
					<div class="stl_01" style="top: 53.3547em; left:13.0284em;"><span class="stl_13">y</span></div>
					<div class="stl_01" style="top: 53.3547em; left:14.6274em;"><span class="stl_13" style="word-spacing:0.85em;">rentabilidad. Entre los principales resultados en términos &nbsp;</span></div>
					<div class="stl_01" style="top: 55.0714em; left:7.0854em;"><span class="stl_13" style="word-spacing:0.12em;">macroeconómicos en los</span><span class="stl_13 stl_08" style="word-spacing:0.17em;">&nbsp;cuales</span><span class="stl_13 stl_08" style="word-spacing:0.2em;">&nbsp;se desenvuelve</span><span class="stl_13 stl_08" style="word-spacing:0.17em;">&nbsp;la Fabril</span><span class="stl_13 stl_08" style="word-spacing:0.19em;">&nbsp;son</span><span class="stl_13 stl_08" style="word-spacing:0.17em;">&nbsp;estables y no</span><span class="stl_13 stl_08" style="word-spacing:0.21em;">&nbsp;representa &nbsp;</span></div>
					<div class="stl_01" style="top: 56.8047em; left:7.0854em;"><span class="stl_13" style="word-spacing:0.09em;">riesgos significativos para los planes de expansión</span><span class="stl_13" style="word-spacing:0.1em;">&nbsp;de la misma, con ello se facilita</span><span class="stl_13" style="word-spacing:0.1em;">&nbsp;la &nbsp;</span></div>
					<div class="stl_01" style="top: 58.5239em; left:7.0854em;"><span class="stl_13 stl_12" style="word-spacing:0em;">toma de decisiones gerenciales, económicas y financieras en la actividad empresa<span class="stl_15">rial. &nbsp;</span></span></div>
					<div class="stl_01" style="top: 62.2378em; left:7.0854em;"><span class="stl_16" style="font-weight:bold; word-spacing:-0.02em;">Información del manuscrito: &nbsp;</span></div>
					<div class="stl_01" style="top: 63.2545em; left:7.0854em;"><span class="stl_16 stl_08" style="font-weight:bold; word-spacing:0.05em;">Fecha de recepción: </span><span class="stl_16 stl_08" style="word-spacing:0.04em;">03 de mayo de 2022. &nbsp;</span></div>
					<div class="stl_01" style="top: 64.2711em; left:7.0854em;"><span class="stl_16" style="font-weight:bold; word-spacing:-0.01em;">Fecha de aceptación: </span><span class="stl_16 stl_12" style="word-spacing:0em;">04 de julio de 202<span class="stl_08">2. &nbsp;</span></span></div>
					<div class="stl_01" style="top: 65.2878em; left:7.0854em;"><span class="stl_16 stl_08" style="font-weight:bold; word-spacing:0.06em;">Fecha de publicación: </span><span class="stl_16 stl_08" style="word-spacing:0.04em;">09 de julio de 2022. &nbsp;</span></div>
					<div class="stl_01" style="top: 66.319em; left:42.115em;"><span class="stl_17">2</span></div>
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				<img src="data:image/png;base64,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alt="" class="stl_18" />
			</div>
			<div class="stl_view">
				<div class="stl_05 stl_06">
					<div class="stl_01" style="top: 3.001em; left:7.2854em;"><span class="stl_19 stl_08" style="font-style:italic; word-spacing:0.02em;">Macías-Arteaga et</span><span class="stl_19 stl_08" style="font-style:italic; word-spacing:0.02em;">&nbsp;al.</span><span class="stl_19 stl_08" style="font-style:italic; word-spacing:0.04em;">&nbsp;(2022) &nbsp;</span></div>
					<div class="stl_01" style="top: 5.8781em; left:7.0854em;"><span class="stl_10" style="font-weight:bold; word-spacing:0em;">Palabras clave: </span><span class="stl_13" style="word-spacing:0em;">Análisis Financiero, Fabril, Estados Financieros, Indicadores, Finanzas. &nbsp;</span></div>
					<div class="stl_01" style="top: 8.6114em; left:22.0733em;"><span class="stl_10 stl_12" style="font-weight:bold;">ABSTRAC<span class="stl_08">T &nbsp;</span></span></div>
					<div class="stl_01" style="top: 11.3272em; left:7.0854em;"><span class="stl_13" style="word-spacing:0.4em;">In order to achieve sustainable growth, companies, in addition to the efficient &nbsp;</span></div>
					<div class="stl_01" style="top: 13.0631em; left:7.0854em;"><span class="stl_13 stl_08" style="word-spacing:0.31em;">administration of their human resources, require the existence of efficient</span><span class="stl_13 stl_08" style="word-spacing:0.32em;">&nbsp;financial &nbsp;</span></div>
					<div class="stl_01" style="top: 14.7797em; left:7.0854em;"><span class="stl_13" style="word-spacing:0.07em;">evaluation mechanisms</span><span class="stl_13" style="word-spacing:0.04em;">&nbsp;that</span><span class="stl_13" style="word-spacing:0.06em;">&nbsp;allow</span><span class="stl_13" style="word-spacing:0.05em;">&nbsp;making</span><span class="stl_13" style="word-spacing:0.03em;">&nbsp;the</span><span class="stl_13" style="word-spacing:0.06em;">&nbsp;right decisions,</span><span class="stl_13" style="word-spacing:0.05em;">&nbsp;therefore, it</span><span class="stl_13" style="word-spacing:0.04em;">&nbsp;is</span><span class="stl_13" style="word-spacing:0.05em;">&nbsp;conducive &nbsp;</span></div>
					<div class="stl_01" style="top: 16.5131em; left:7.0854em;"><span class="stl_13" style="word-spacing:0.07em;">for companies</span><span class="stl_13 stl_08" style="word-spacing:0.09em;">&nbsp;to use</span><span class="stl_13 stl_08" style="word-spacing:0.07em;">&nbsp;a</span><span class="stl_13 stl_08" style="word-spacing:0.16em;">&nbsp;financial</span><span class="stl_13 stl_08" style="word-spacing:0.13em;">&nbsp;analysis</span><span class="stl_13 stl_08" style="word-spacing:0.1em;">&nbsp;that</span><span class="stl_13 stl_08" style="word-spacing:0.11em;">&nbsp;allows</span><span class="stl_13 stl_08" style="word-spacing:0.1em;">&nbsp;them</span><span class="stl_13 stl_08" style="word-spacing:0.09em;">&nbsp;to</span><span class="stl_13 stl_08" style="word-spacing:0.13em;">&nbsp;evaluate</span><span class="stl_13 stl_08" style="word-spacing:0.14em;">&nbsp;the situation</span><span class="stl_13 stl_08" style="word-spacing:0.08em;">&nbsp;and &nbsp;</span></div>
					<div class="stl_01" style="top: 18.2297em; left:7.0854em;"><span class="stl_13" style="word-spacing:0.02em;">the real economic and financial performance of a company, detect difficulties and apply &nbsp;</span></div>
					<div class="stl_01" style="top: 19.9631em; left:7.0854em;"><span class="stl_13" style="word-spacing:-0.03em;">appropriate corrective measures to solve them. In this sense, the objective pursued by this &nbsp;</span></div>
					<div class="stl_01" style="top: 21.6814em; left:7.0854em;"><span class="stl_13 stl_08" style="word-spacing:0.11em;">research is</span><span class="stl_13 stl_08" style="word-spacing:0.05em;">&nbsp;to</span><span class="stl_13 stl_08" style="word-spacing:0.1em;">&nbsp;determine</span><span class="stl_13 stl_08" style="word-spacing:0.08em;">&nbsp;the economic</span><span class="stl_13 stl_08" style="word-spacing:0.09em;">&nbsp;growth</span><span class="stl_13 stl_08" style="word-spacing:0.06em;">&nbsp;of the</span><span class="stl_13 stl_08" style="word-spacing:0.09em;">&nbsp;company</span><span class="stl_13 stl_08" style="word-spacing:0.04em;">&nbsp;"La</span><span class="stl_13 stl_08" style="word-spacing:0.11em;">&nbsp;Fabril" located</span><span class="stl_13 stl_08" style="word-spacing:0.04em;">&nbsp;in</span><span class="stl_13 stl_08" style="word-spacing:0.06em;">&nbsp;the &nbsp;</span></div>
					<div class="stl_01" style="top: 23.4156em; left:7.0854em;"><span class="stl_13" style="word-spacing:-0.04em;">city of Manta" through the analysis of the 2017-2018 financial statements. For this, a non- &nbsp;</span></div>
					<div class="stl_01" style="top: 25.1322em; left:7.0854em;"><span class="stl_13" style="word-spacing:-0.03em;">experimental methodology was used. , of a descriptive type, in addition to a bibliographic &nbsp;</span></div>
					<div class="stl_01" style="top: 26.8656em; left:7.0854em;"><span class="stl_13 stl_12" style="word-spacing:0em;">review and the financial statements provided by the company under study, a vertical <span class="stl_15">and &nbsp;</span></span></div>
					<div class="stl_01" style="top: 28.5822em; left:7.0854em;"><span class="stl_13" style="word-spacing:0.13em;">horizontal analysis was developed</span><span class="stl_13 stl_08" style="word-spacing:0.17em;">&nbsp;to identify</span><span class="stl_13 stl_08" style="word-spacing:0.19em;">&nbsp;the economic and</span><span class="stl_13 stl_08" style="word-spacing:0.2em;">&nbsp;financial</span><span class="stl_13 stl_08" style="word-spacing:0.21em;">&nbsp;aspects</span><span class="stl_13 stl_08" style="word-spacing:0.15em;">&nbsp;that &nbsp;</span></div>
					<div class="stl_01" style="top: 30.3156em; left:7.0854em;"><span class="stl_13 stl_12" style="word-spacing:-0.01em;">show the conditions in which the company operates with respect to the level of liqui<span class="stl_15">dity, &nbsp;</span></span></div>
					<div class="stl_01" style="top: 32.0339em; left:7.0854em;"><span class="stl_13" style="word-spacing:-0.05em;">solvency, indebtedness, efficiency, performance and profitability Among the main results &nbsp;</span></div>
					<div class="stl_01" style="top: 33.7672em; left:7.0854em;"><span class="stl_13 stl_08" style="word-spacing:0.33em;">in macroeconomic terms in which Fabril operates are stable and do not represent &nbsp;</span></div>
					<div class="stl_01" style="top: 35.4839em; left:7.0854em;"><span class="stl_13" style="word-spacing:-0.01em;">significant risks for its expansion plans, thereby facilitating decision-making managerial, &nbsp;</span></div>
					<div class="stl_01" style="top: 37.2172em; left:7.0854em;"><span class="stl_13 stl_12" style="word-spacing:0em;">economic and financial in business activi<span class="stl_15">ty. &nbsp;</span></span></div>
					<div class="stl_01" style="top: 39.9364em; left:7.0854em;"><span class="stl_10 stl_08" style="font-weight:bold; word-spacing:0.59em;">Keywords: </span><span class="stl_13 stl_12" style="word-spacing:0.5em;">Financial Analysis, Manufacturing, Financial Statements, Indicat<span class="stl_08">ors, &nbsp;</span></span></div>
					<div class="stl_01" style="top: 41.6697em; left:7.0854em;"><span class="stl_13 stl_12">Finance<span class="stl_15">. &nbsp;</span></span></div>
					<div class="stl_01" style="top: 48.4621em; left:8.585em;"><span class="stl_20" style="font-weight:bold;">1</span></div>
					<div class="stl_01" style="top: 48.4621em; left:9.135em;"><span class="stl_20" style="font-weight:bold; word-spacing:0.36em;">. INTRODUCCIÓN &nbsp;</span></div>
					<div class="stl_01" style="top: 51.9547em; left:7.0854em;"><span class="stl_13" style="word-spacing:0.37em;">Actualmente las</span><span class="stl_13" style="word-spacing:0.06em;">&nbsp;organizaciones son</span><span class="stl_13" style="word-spacing:0.07em;">&nbsp;vulnerables</span><span class="stl_13" style="word-spacing:0.04em;">&nbsp;a</span><span class="stl_13" style="word-spacing:0.07em;">&nbsp;sufrir</span><span class="stl_13" style="word-spacing:0.05em;">&nbsp;algún desequilibrio</span><span class="stl_13" style="word-spacing:0.05em;">&nbsp;financiero &nbsp;</span></div>
					<div class="stl_01" style="top: 53.6714em; left:7.0854em;"><span class="stl_13" style="word-spacing:0.12em;">imprevisto, caracterizado por insolvencia</span><span class="stl_13" style="word-spacing:0.11em;">&nbsp;y poca</span><span class="stl_13" style="word-spacing:0.12em;">&nbsp;liquidez, como producto de</span><span class="stl_13" style="word-spacing:0.12em;">&nbsp;políticas &nbsp;</span></div>
					<div class="stl_01" style="top: 55.4047em; left:7.0854em;"><span class="stl_13" style="word-spacing:-0.04em;">financieras poco efectivas o por deficiencias en el desempeño estratégico, administrativo, &nbsp;</span></div>
					<div class="stl_01" style="top: 57.1214em; left:7.0854em;"><span class="stl_13" style="word-spacing:-0.03em;">productivo o financiero; por lo tanto, toda empresa debe conocer su condición económica &nbsp;</span></div>
					<div class="stl_01" style="top: 58.8572em; left:7.0854em;"><span class="stl_13" style="word-spacing:0.21em;">y financiera para identificar los problemas existentes, variaciones importantes</span><span class="stl_13" style="word-spacing:0.19em;">&nbsp;y</span><span class="stl_13" style="word-spacing:0.22em;">&nbsp;los &nbsp;</span></div>
					<div class="stl_01" style="top: 60.5739em; left:7.0854em;"><span class="stl_13" style="word-spacing:0.1em;">factores que</span><span class="stl_13" style="word-spacing:0.1em;">&nbsp;los</span><span class="stl_13" style="word-spacing:0.1em;">&nbsp;ocasionan, para</span><span class="stl_13" style="word-spacing:0.1em;">&nbsp;ello debe disponer de herramientas</span><span class="stl_13" style="word-spacing:0.1em;">&nbsp;apropiadas que</span><span class="stl_13" style="word-spacing:0.1em;">&nbsp;le &nbsp;</span></div>
				</div>
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			<div class="stl_03">
				<img src="data:image/png;base64,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				<div class="stl_05 stl_06">
					<div class="stl_01" style="top: 2.8819em; left:7.0854em;"><span class="stl_07 stl_08" style="word-spacing:0.08em;">Revista Científica SAPIENTIAE.</span><span class="stl_07 stl_08" style="word-spacing:0.05em;">&nbsp;Vol.</span><span class="stl_07 stl_08" style="word-spacing:0.02em;">&nbsp;5,</span><span class="stl_07 stl_08" style="word-spacing:0.02em;">&nbsp;Núm.</span><span class="stl_07 stl_08" style="word-spacing:0.02em;">&nbsp;10</span><span class="stl_07 stl_08" style="word-spacing:0.02em;">&nbsp;(jul</span><span class="stl_07 stl_08" style="word-spacing:0.01em;">&nbsp;- dic</span><span class="stl_07 stl_08" style="word-spacing:0.03em;">&nbsp;2022)</span><span class="stl_07 stl_08" style="word-spacing:0.03em;">&nbsp;ISSN:</span><span class="stl_07 stl_08" style="word-spacing:0.05em;">&nbsp;2600-6030 &nbsp;</span></div>
					<div class="stl_01" style="top: 3.8336em; left:7.0854em;"><span class="stl_09" style="font-style:italic; word-spacing:-0.03em;">El análisis</span><span class="stl_09" style="font-style:italic; word-spacing:-0.03em;">&nbsp;financiero:</span><span class="stl_09" style="font-style:italic; word-spacing:0.02em;">&nbsp;Un</span><span class="stl_09" style="font-style:italic; word-spacing:-0.05em;">&nbsp;instrumento</span><span class="stl_09" style="font-style:italic; word-spacing:-0.01em;">&nbsp;de</span><span class="stl_09" style="font-style:italic; word-spacing:-0.04em;">&nbsp;evaluación financiera</span><span class="stl_09" style="font-style:italic; word-spacing:-0.02em;">&nbsp;en</span><span class="stl_09" style="font-style:italic; word-spacing:-0.01em;">&nbsp;la</span><span class="stl_09" style="font-style:italic; word-spacing:-0.04em;">&nbsp;empresa</span><span class="stl_09" style="font-style:italic; word-spacing:0.01em;">&nbsp;La</span><span class="stl_09" style="font-style:italic; word-spacing:-0.03em;">&nbsp;Fabril. &nbsp;</span></div>
					<div class="stl_01" style="top: 5.9281em; left:7.0854em;"><span class="stl_13 stl_08" style="word-spacing:0.23em;">permitan detectar los</span><span class="stl_13 stl_08" style="word-spacing:0.18em;">&nbsp;errores y aplicar</span><span class="stl_13 stl_08" style="word-spacing:0.21em;">&nbsp;los correctivos adecuados,</span><span class="stl_13 stl_08" style="word-spacing:0.19em;">&nbsp;predecir el futuro</span><span class="stl_13 stl_08" style="word-spacing:0.14em;">&nbsp;y &nbsp;</span></div>
					<div class="stl_01" style="top: 7.6439em; left:7.0854em;"><span class="stl_13 stl_12" style="word-spacing:-0.01em;">lograr una planeación más idóne<span class="stl_15">a. &nbsp;</span></span></div>
					<div class="stl_01" style="top: 10.3772em; left:7.0854em;"><span class="stl_13 stl_08" style="word-spacing:0.08em;">El análisis financiero debe ser aplicado por todo tipo de empresa, sea pequeña o grande, &nbsp;</span></div>
					<div class="stl_01" style="top: 12.0947em; left:7.0854em;"><span class="stl_13 stl_08" style="word-spacing:0.56em;">e indistintamente de su actividad productiva. Empresas comerciales, petroleras, &nbsp;</span></div>
					<div class="stl_01" style="top: 13.8297em; left:7.0854em;"><span class="stl_13" style="word-spacing:0.05em;">industriales, metalmecánicas, agropecuarias, turísticas, constructoras, entre</span><span class="stl_13" style="word-spacing:0.06em;">&nbsp;otras,</span><span class="stl_13" style="word-spacing:0.05em;">&nbsp;deben &nbsp;</span></div>
					<div class="stl_01" style="top: 15.5464em; left:7.0854em;"><span class="stl_13 stl_08" style="word-spacing:0.04em;">asumir el compromiso de llevarlo a cabo; puesto que constituye una medida de eficiencia &nbsp;</span></div>
					<div class="stl_01" style="top: 17.2797em; left:7.0854em;"><span class="stl_13" style="word-spacing:0em;">operativa que permite evaluar el rendimiento de una empresa. &nbsp;</span></div>
					<div class="stl_01" style="top: 19.9964em; left:7.0854em;"><span class="stl_13" style="word-spacing:0.09em;">La Fabril es</span><span class="stl_13" style="word-spacing:0.08em;">&nbsp;una</span><span class="stl_13" style="word-spacing:0.09em;">&nbsp;de ellas, esta es</span><span class="stl_13" style="word-spacing:0.08em;">&nbsp;una</span><span class="stl_13" style="word-spacing:0.09em;">&nbsp;empresa que desde sus</span><span class="stl_13" style="word-spacing:0.09em;">&nbsp;inicios despunto</span><span class="stl_13" style="word-spacing:0.09em;">&nbsp;hacia</span><span class="stl_13" style="word-spacing:0.08em;">&nbsp;el &nbsp;</span></div>
					<div class="stl_01" style="top: 21.7314em; left:7.0854em;"><span class="stl_13" style="word-spacing:0.03em;">desarrollo, no</span><span class="stl_13 stl_08" style="word-spacing:0.05em;">&nbsp;solo</span><span class="stl_13 stl_08" style="word-spacing:0.07em;">&nbsp;como</span><span class="stl_13 stl_08" style="word-spacing:0.1em;">&nbsp;entidad económica</span><span class="stl_13 stl_08" style="word-spacing:0.08em;">&nbsp;sino</span><span class="stl_13 stl_08" style="word-spacing:0.06em;">&nbsp;del</span><span class="stl_13 stl_08" style="word-spacing:0.1em;">&nbsp;cantón,</span><span class="stl_13 stl_08" style="word-spacing:0.12em;">&nbsp;provincia</span><span class="stl_13 stl_08" style="word-spacing:0.05em;">&nbsp;y</span><span class="stl_13 stl_08" style="word-spacing:0.07em;">&nbsp;país, La</span><span class="stl_13 stl_08" style="word-spacing:0.08em;">&nbsp;Fabril &nbsp;</span></div>
					<div class="stl_01" style="top: 23.4489em; left:7.0854em;"><span class="stl_13" style="word-spacing:0.27em;">se ubica en Manabí, quinta provincia más poblada del Ecuador, cuyas principales &nbsp;</span></div>
					<div class="stl_01" style="top: 25.1814em; left:7.0854em;"><span class="stl_13 stl_12" style="word-spacing:0em;">actividades productivas son el comercio, la ganadería, la industria y la <span class="stl_15">pesca. &nbsp;</span></span></div>
					<div class="stl_01" style="top: 27.8989em; left:7.0854em;"><span class="stl_13" style="word-spacing:0.08em;">La Compañía creó</span><span class="stl_13" style="word-spacing:0.07em;">&nbsp;el primer Centro de Investigación y Desarrollo de</span><span class="stl_13" style="word-spacing:0.08em;">&nbsp;Aceites</span><span class="stl_13" style="word-spacing:0.06em;">&nbsp;y</span><span class="stl_13" style="word-spacing:0.07em;">&nbsp;Grasas &nbsp;</span></div>
					<div class="stl_01" style="top: 29.6314em; left:7.0854em;"><span class="stl_13" style="word-spacing:0.12em;">vegetales en el</span><span class="stl_13" style="word-spacing:0.14em;">&nbsp;país en la década de 1990. En este centro se han generado</span><span class="stl_13" style="word-spacing:0.14em;">&nbsp;productos &nbsp;</span></div>
					<div class="stl_01" style="top: 31.3506em; left:7.0854em;"><span class="stl_13" style="word-spacing:0.12em;">sustitutos y</span><span class="stl_13" style="word-spacing:0.11em;">&nbsp;extensores</span><span class="stl_13" style="word-spacing:0.11em;">&nbsp;de manteca de cacao</span><span class="stl_13" style="word-spacing:0.1em;">&nbsp;con</span><span class="stl_13" style="word-spacing:0.12em;">&nbsp;bases de</span><span class="stl_13" style="word-spacing:0.11em;">&nbsp;aceite de palma y</span><span class="stl_13" style="word-spacing:0.12em;">&nbsp;palmiste, &nbsp;</span></div>
					<div class="stl_01" style="top: 33.0839em; left:7.0854em;"><span class="stl_13" style="word-spacing:-0.04em;">logrando así tomar gran porción del mercado de consumo industrial. Paralelamente, nació &nbsp;</span></div>
					<div class="stl_01" style="top: 34.8006em; left:7.0854em;"><span class="stl_13" style="word-spacing:-0.06em;">la línea de productos de limpieza. Además, puso en funcionamiento la planta de refinación &nbsp;</span></div>
					<div class="stl_01" style="top: 36.5339em; left:7.0854em;"><span class="stl_13" style="word-spacing:0.15em;">física de</span><span class="stl_13" style="word-spacing:0.14em;">&nbsp;aceite más</span><span class="stl_13" style="word-spacing:0.13em;">&nbsp;moderna</span><span class="stl_13" style="word-spacing:0.15em;">&nbsp;de</span><span class="stl_13" style="word-spacing:0.14em;">&nbsp;Latinoamérica</span><span class="stl_13" style="word-spacing:0.15em;">&nbsp;y</span><span class="stl_13" style="word-spacing:0.13em;">&nbsp;arrancó</span><span class="stl_13" style="word-spacing:0.15em;">&nbsp;la planta de</span><span class="stl_13" style="word-spacing:0.14em;">&nbsp;producción</span><span class="stl_13" style="word-spacing:0.14em;">&nbsp;de &nbsp;</span></div>
					<div class="stl_01" style="top: 38.2506em; left:7.0854em;"><span class="stl_13">jabones. &nbsp;</span></div>
					<div class="stl_01" style="top: 40.9856em; left:7.0854em;"><span class="stl_13" style="word-spacing:0.05em;">Actualmente, la</span><span class="stl_13" style="word-spacing:0.07em;">&nbsp;Fabril S.A. constituye la</span><span class="stl_13" style="word-spacing:0.05em;">&nbsp;Compañía más</span><span class="stl_13" style="word-spacing:0.06em;">&nbsp;grande</span><span class="stl_13" style="word-spacing:0.07em;">&nbsp;del sector de aceites</span><span class="stl_13" style="word-spacing:0.07em;">&nbsp;y &nbsp;</span></div>
					<div class="stl_01" style="top: 42.7022em; left:7.0854em;"><span class="stl_13" style="word-spacing:0.04em;">grasas comestibles del</span><span class="stl_13" style="word-spacing:0.05em;">&nbsp;Ecuador,</span><span class="stl_13" style="word-spacing:0.04em;">&nbsp;además, de</span><span class="stl_13" style="word-spacing:0.04em;">&nbsp;ser</span><span class="stl_13" style="word-spacing:0.04em;">&nbsp;un actor muy importante</span><span class="stl_13" style="word-spacing:0.04em;">&nbsp;en</span><span class="stl_13" style="word-spacing:0.03em;">&nbsp;la</span><span class="stl_13" style="word-spacing:0.05em;">&nbsp;industria &nbsp;</span></div>
					<div class="stl_01" style="top: 44.4364em; left:7.0854em;"><span class="stl_13 stl_08" style="word-spacing:0.05em;">de oleaginosas latinoamericana. En el mercado de jabones de lavar, también lidera hoy la &nbsp;</span></div>
					<div class="stl_01" style="top: 46.1531em; left:7.0854em;"><span class="stl_13 stl_08" style="word-spacing:0.06em;">producción y las ventas de productos derivados del Aceite de palma en el sector. &nbsp;</span></div>
					<div class="stl_01" style="top: 48.8864em; left:7.0854em;"><span class="stl_13 stl_08" style="word-spacing:0.08em;">Durante el año 2018, la Compañía efectúo la colocación al público de papel comercial y &nbsp;</span></div>
					<div class="stl_01" style="top: 50.6047em; left:7.0854em;"><span class="stl_13" style="word-spacing:-0.05em;">emisión de obligaciones a través del mercado de valores de Quito y Guayaquil y las cuales &nbsp;</span></div>
					<div class="stl_01" style="top: 52.3381em; left:7.0854em;"><span class="stl_13" style="word-spacing:0.14em;">fueron negociadas en el mercado ecuatoriano por un total de US$ 35,000,000</span><span class="stl_13" style="word-spacing:0.14em;">&nbsp;(2017: &nbsp;</span></div>
					<div class="stl_01" style="top: 54.0547em; left:7.0854em;"><span class="stl_13 stl_08" style="word-spacing:0.03em;">US$40,000,000) y autorizadas por la Superintendencia de Compañías, Valores y Seguros. &nbsp;</span></div>
					<div class="stl_01" style="top: 55.7881em; left:7.0854em;"><span class="stl_13 stl_12" style="word-spacing:-0.01em;">Dichos recursos fueron destinados a la reprogramación de pasivos a corto plazo y capita<span class="stl_15">l &nbsp;</span></span></div>
					<div class="stl_01" style="top: 57.5047em; left:7.0854em;"><span class="stl_13" style="word-spacing:0em;">de trabajo. &nbsp;</span></div>
					<div class="stl_01" style="top: 60.2406em; left:7.0854em;"><span class="stl_13" style="word-spacing:-0.04em;">Para esto se analizó con el apoyo del equipo económico de la empresa estados financieros &nbsp;</span></div>
					<div class="stl_01" style="top: 61.9568em; left:7.0854em;"><span class="stl_13" style="word-spacing:0.18em;">de los años 2017 y 2018 demostrando la buena</span><span class="stl_13" style="word-spacing:0.22em;">&nbsp;gestión</span><span class="stl_13" style="word-spacing:0.18em;">&nbsp;financiera como una de</span><span class="stl_13" style="word-spacing:0.18em;">&nbsp;las &nbsp;</span></div>
					<div class="stl_01" style="top: 66.319em; left:42.115em;"><span class="stl_17">4</span></div>
				</div>
			</div>
		</div>
		<div class="stl_02">
			<div class="stl_03">
				<img src="data:image/png;base64,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" alt="" class="stl_18" />
			</div>
			<div class="stl_view">
				<div class="stl_05 stl_06">
					<div class="stl_01" style="top: 3.001em; left:7.2854em;"><span class="stl_19 stl_08" style="font-style:italic; word-spacing:0.02em;">Macías-Arteaga et</span><span class="stl_19 stl_08" style="font-style:italic; word-spacing:0.02em;">&nbsp;al.</span><span class="stl_19 stl_08" style="font-style:italic; word-spacing:0.04em;">&nbsp;(2022) &nbsp;</span></div>
					<div class="stl_01" style="top: 5.8781em; left:7.0854em;"><span class="stl_13" style="word-spacing:0.02em;">principales causas que han permitido la estabilidad de la empresa lo cual se ve reflejado &nbsp;</span></div>
					<div class="stl_01" style="top: 7.6114em; left:7.0854em;"><span class="stl_13" style="word-spacing:0.02em;">en los beneficios que se obtuvo en los años analizados, lo que permitió la generación de &nbsp;</span></div>
					<div class="stl_01" style="top: 9.3272em; left:7.0854em;"><span class="stl_13" style="word-spacing:0.08em;">nuevas plazas de trabajo,</span><span class="stl_13" style="word-spacing:0.09em;">&nbsp;crecimiento</span><span class="stl_13" style="word-spacing:0.07em;">&nbsp;tecnológico</span><span class="stl_13" style="word-spacing:0.08em;">&nbsp;y</span><span class="stl_13" style="word-spacing:0.07em;">&nbsp;aumento de</span><span class="stl_13" style="word-spacing:0.07em;">&nbsp;pagos de</span><span class="stl_13" style="word-spacing:0.08em;">&nbsp;obligaciones &nbsp;</span></div>
					<div class="stl_01" style="top: 11.0606em; left:7.0854em;"><span class="stl_13">tributarias. &nbsp;</span></div>
					<div class="stl_01" style="top: 13.7797em; left:7.0854em;"><span class="stl_13" style="word-spacing:-0.05em;">Lo logrado se ha atribuye a la aplicación de procedimientos financieros que han permitido &nbsp;</span></div>
					<div class="stl_01" style="top: 15.5131em; left:7.0854em;"><span class="stl_13 stl_12" style="word-spacing:-0.01em;">establecer un alto nivel de eficiencia y eficacia en los procesos productivos y financie<span class="stl_15">ros &nbsp;</span></span></div>
					<div class="stl_01" style="top: 17.2297em; left:7.0854em;"><span class="stl_13 stl_08" style="word-spacing:0.05em;">de la empresa, fortaleciendo la cadena de valor, desarrollo, rentabilidad y competitividad. &nbsp;</span></div>
					<div class="stl_01" style="top: 21.8147em; left:8.585em;"><span class="stl_10" style="font-weight:bold;">2</span></div>
					<div class="stl_01" style="top: 21.8147em; left:9.085em;"><span class="stl_10" style="font-weight:bold; word-spacing:0.5em;">. DESARROLLO &nbsp;</span></div>
					<div class="stl_01" style="top: 25.1156em; left:7.0854em;"><span class="stl_10" style="font-weight:bold;">2</span></div>
					<div class="stl_01" style="top: 25.1156em; left:7.5854em;"><span class="stl_10" style="font-weight:bold; word-spacing:1.21em;">.1. Análisis</span><span class="stl_10" style="font-weight:bold; word-spacing:-0.01em;">&nbsp;financiero &nbsp;</span></div>
					<div class="stl_01" style="top: 27.8481em; left:7.0854em;"><span class="stl_13" style="word-spacing:0.04em;">El análisis</span><span class="stl_13" style="word-spacing:0.03em;">&nbsp;financiero</span><span class="stl_13" style="word-spacing:0.02em;">&nbsp;consiste</span><span class="stl_13" style="word-spacing:0.04em;">&nbsp;en</span><span class="stl_13" style="word-spacing:0.03em;">&nbsp;una</span><span class="stl_13" style="word-spacing:0.04em;">&nbsp;serie de métodos</span><span class="stl_13" style="word-spacing:0.03em;">&nbsp;y</span><span class="stl_13" style="word-spacing:0.03em;">&nbsp;procedimientos. Estas</span><span class="stl_13" style="word-spacing:0.03em;">&nbsp;técnicas &nbsp;</span></div>
					<div class="stl_01" style="top: 29.5656em; left:7.0854em;"><span class="stl_13" style="word-spacing:0.16em;">y procedimientos permiten</span><span class="stl_13" style="word-spacing:0.13em;">&nbsp;el</span><span class="stl_13" style="word-spacing:0.16em;">&nbsp;análisis de la información contable de la</span><span class="stl_13" style="word-spacing:0.15em;">&nbsp;empresa</span><span class="stl_13" style="word-spacing:0.14em;">&nbsp;para &nbsp;</span></div>
					<div class="stl_01" style="top: 31.3006em; left:7.0854em;"><span class="stl_13 stl_08" style="word-spacing:0.03em;">comprender objetivamente la situación actual de la empresa y las tendencias de desarrollo &nbsp;</span></div>
					<div class="stl_01" style="top: 33.0172em; left:7.0854em;"><span class="stl_13">futuras. &nbsp;</span></div>
					<div class="stl_01" style="top: 35.7506em; left:7.0854em;"><span class="stl_13 stl_08" style="word-spacing:0.2em;">El análisis</span><span class="stl_13 stl_08" style="word-spacing:0.16em;">&nbsp;financiero se</span><span class="stl_13 stl_08" style="word-spacing:0.17em;">&nbsp;manifiesta como</span><span class="stl_13 stl_08" style="word-spacing:0.11em;">&nbsp;una</span><span class="stl_13 stl_08" style="word-spacing:0.17em;">&nbsp;metodología empleada por las</span><span class="stl_13 stl_08" style="word-spacing:0.17em;">&nbsp;empresas &nbsp;</span></div>
					<div class="stl_01" style="top: 37.4672em; left:7.0854em;"><span class="stl_13 stl_08" style="word-spacing:0.24em;">que permite obtener</span><span class="stl_13" style="word-spacing:0.13em;">&nbsp;información</span><span class="stl_13 stl_08" style="word-spacing:0.24em;">&nbsp;relevante</span><span class="stl_13 stl_08" style="word-spacing:0.19em;">&nbsp;y</span><span class="stl_13 stl_08" style="word-spacing:0.22em;">&nbsp;sistematizada respecto de los</span><span class="stl_13 stl_08" style="word-spacing:0.25em;">&nbsp;resultados &nbsp;</span></div>
					<div class="stl_01" style="top: 39.2006em; left:7.0854em;"><span class="stl_13" style="word-spacing:-0.05em;">históricos y presentes de un ente económico permitiendo la identificación de su viabilidad &nbsp;</span></div>
					<div class="stl_01" style="top: 40.9197em; left:7.0854em;"><span class="stl_13" style="word-spacing:-0.04em;">financiera futura, a partir de la cual todos los interesados tomarán decisiones que influirán &nbsp;</span></div>
					<div class="stl_01" style="top: 42.6531em; left:7.0854em;"><span class="stl_13 stl_08" style="word-spacing:0.06em;">en forma</span><span class="stl_13 stl_08" style="word-spacing:0.05em;">&nbsp;directa o</span><span class="stl_13 stl_08" style="word-spacing:0.08em;">&nbsp;indirecta</span><span class="stl_13 stl_08" style="word-spacing:0.04em;">&nbsp;a</span><span class="stl_13" style="word-spacing:-0.01em;">&nbsp;la</span><span class="stl_13 stl_08" style="word-spacing:0.05em;">&nbsp;marcha del</span><span class="stl_13 stl_08" style="word-spacing:0.08em;">&nbsp;negocio.</span><span class="stl_13 stl_08" style="word-spacing:0.06em;">&nbsp;(Chávez</span><span class="stl_13 stl_08" style="word-spacing:0.02em;">&nbsp;y</span><span class="stl_13 stl_08" style="word-spacing:0.05em;">&nbsp;Salinas, 2017, p.</span><span class="stl_13 stl_08" style="word-spacing:0.03em;">&nbsp;50) &nbsp;</span></div>
					<div class="stl_01" style="top: 45.3689em; left:7.0854em;"><span class="stl_13" style="word-spacing:0.18em;">La importancia del análisis financiero radica en que permite</span><span class="stl_13" style="word-spacing:0.18em;">&nbsp;identificar los</span><span class="stl_13" style="word-spacing:0.18em;">&nbsp;aspectos &nbsp;</span></div>
					<div class="stl_01" style="top: 47.1031em; left:7.0854em;"><span class="stl_13" style="word-spacing:0.13em;">económicos y financieros que muestran las condiciones en que opera la</span><span class="stl_13" style="word-spacing:0.12em;">&nbsp;empresa</span><span class="stl_13" style="word-spacing:0.12em;">&nbsp;con &nbsp;</span></div>
					<div class="stl_01" style="top: 48.8197em; left:7.0854em;"><span class="stl_13 stl_08" style="word-spacing:0.41em;">respecto al nivel de liquidez, solvencia, endeudamiento, eficiencia, rendimiento</span><span class="stl_13 stl_08" style="word-spacing:0.33em;">&nbsp;y &nbsp;</span></div>
					<div class="stl_01" style="top: 50.5547em; left:7.0854em;"><span class="stl_13" style="word-spacing:0.05em;">rentabilidad, facilitando la</span><span class="stl_13" style="word-spacing:0.05em;">&nbsp;toma de decisiones</span><span class="stl_13" style="word-spacing:0.04em;">&nbsp;gerenciales,</span><span class="stl_13" style="word-spacing:0.05em;">&nbsp;económicas</span><span class="stl_13" style="word-spacing:0.04em;">&nbsp;y</span><span class="stl_13" style="word-spacing:0.05em;">&nbsp;financieras</span><span class="stl_13" style="word-spacing:0.04em;">&nbsp;en &nbsp;</span></div>
					<div class="stl_01" style="top: 52.2714em; left:7.0854em;"><span class="stl_13 stl_08" style="word-spacing:0.09em;">la actividad empresarial (Nava 2009). &nbsp;</span></div>
					<div class="stl_01" style="top: 55.0047em; left:7.0854em;"><span class="stl_13 stl_12" style="word-spacing:0em;">Según Hernández, et al. (2010)<span class="stl_15">: &nbsp;</span></span></div>
					<div class="stl_01" style="top: 57.7214em; left:8.8683em;"><span class="stl_13" style="word-spacing:0.04em;">La importancia del análisis</span><span class="stl_13" style="word-spacing:0.03em;">&nbsp;financiero</span><span class="stl_13" style="word-spacing:0.03em;">&nbsp;radica</span><span class="stl_13" style="word-spacing:0.04em;">&nbsp;en</span><span class="stl_13" style="word-spacing:0.02em;">&nbsp;que</span><span class="stl_13" style="word-spacing:0.04em;">&nbsp;facilita</span><span class="stl_13" style="word-spacing:0.02em;">&nbsp;la toma</span><span class="stl_13" style="word-spacing:0.04em;">&nbsp;de decisiones</span><span class="stl_13" style="word-spacing:0.04em;">&nbsp;a &nbsp;</span></div>
					<div class="stl_01" style="top: 59.4572em; left:8.8683em;"><span class="stl_13" style="word-spacing:0.27em;">los diversos usuarios, como son los entes reguladores, acreedores, accionistas, &nbsp;</span></div>
					<div class="stl_01" style="top: 61.1735em; left:8.8683em;"><span class="stl_13 stl_12" style="word-spacing:0.41em;">proveedores, propietarios, administración, inversionistas o terceros que es<span class="stl_08">tén &nbsp;</span></span></div>
					<div class="stl_01" style="top: 62.9068em; left:8.8683em;"><span class="stl_13 stl_12" style="word-spacing:0em;">interesados en la situación económica y financiera de la empresa. (p<span class="stl_15">. 11) &nbsp;</span></span></div>
					<div class="stl_01" style="top: 65.2856em; left:42.115em;"><span class="stl_17">5</span></div>
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		<div class="stl_02">
			<div class="stl_03">
				<img src="data:image/png;base64,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				<div class="stl_05 stl_06">
					<div class="stl_01" style="top: 2.8819em; left:7.0854em;"><span class="stl_07 stl_08" style="word-spacing:0.08em;">Revista Científica SAPIENTIAE.</span><span class="stl_07 stl_08" style="word-spacing:0.05em;">&nbsp;Vol.</span><span class="stl_07 stl_08" style="word-spacing:0.02em;">&nbsp;5,</span><span class="stl_07 stl_08" style="word-spacing:0.02em;">&nbsp;Núm.</span><span class="stl_07 stl_08" style="word-spacing:0.02em;">&nbsp;10</span><span class="stl_07 stl_08" style="word-spacing:0.02em;">&nbsp;(jul</span><span class="stl_07 stl_08" style="word-spacing:0.01em;">&nbsp;- dic</span><span class="stl_07 stl_08" style="word-spacing:0.03em;">&nbsp;2022)</span><span class="stl_07 stl_08" style="word-spacing:0.03em;">&nbsp;ISSN:</span><span class="stl_07 stl_08" style="word-spacing:0.05em;">&nbsp;2600-6030 &nbsp;</span></div>
					<div class="stl_01" style="top: 3.8336em; left:7.0854em;"><span class="stl_09" style="font-style:italic; word-spacing:-0.03em;">El análisis</span><span class="stl_09" style="font-style:italic; word-spacing:-0.03em;">&nbsp;financiero:</span><span class="stl_09" style="font-style:italic; word-spacing:0.02em;">&nbsp;Un</span><span class="stl_09" style="font-style:italic; word-spacing:-0.05em;">&nbsp;instrumento</span><span class="stl_09" style="font-style:italic; word-spacing:-0.01em;">&nbsp;de</span><span class="stl_09" style="font-style:italic; word-spacing:-0.04em;">&nbsp;evaluación financiera</span><span class="stl_09" style="font-style:italic; word-spacing:-0.02em;">&nbsp;en</span><span class="stl_09" style="font-style:italic; word-spacing:-0.01em;">&nbsp;la</span><span class="stl_09" style="font-style:italic; word-spacing:-0.04em;">&nbsp;empresa</span><span class="stl_09" style="font-style:italic; word-spacing:0.01em;">&nbsp;La</span><span class="stl_09" style="font-style:italic; word-spacing:-0.03em;">&nbsp;Fabril. &nbsp;</span></div>
					<div class="stl_01" style="top: 8.6447em; left:7.0854em;"><span class="stl_10" style="font-weight:bold;">2</span></div>
					<div class="stl_01" style="top: 8.6447em; left:7.5854em;"><span class="stl_10" style="font-weight:bold; word-spacing:1.2em;">.2. Estados</span><span class="stl_10" style="font-weight:bold; word-spacing:-0.01em;">&nbsp;financieros &nbsp;</span></div>
					<div class="stl_01" style="top: 11.3772em; left:7.0854em;"><span class="stl_13" style="word-spacing:0.13em;">Los estados financieros permiten analizar información que puede evaluar</span><span class="stl_13" style="word-spacing:0.12em;">&nbsp;la</span><span class="stl_13" style="word-spacing:0.14em;">&nbsp;situación &nbsp;</span></div>
					<div class="stl_01" style="top: 13.0964em; left:7.0854em;"><span class="stl_13" style="word-spacing:0.09em;">económica y financiera de una empresa, debido a que muestran información necesaria &nbsp;</span></div>
					<div class="stl_01" style="top: 14.8297em; left:7.0854em;"><span class="stl_13 stl_08" style="word-spacing:0.06em;">para comprender la gestión de la empresa en un período de tiempo específico. &nbsp;</span></div>
					<div class="stl_01" style="top: 17.5464em; left:7.0854em;"><span class="stl_13" style="word-spacing:0em;">Entre los estados financieros básicos refleja: &nbsp;</span></div>
					<div class="stl_01" style="top: 20.2488em; left:7.3688em;"><span class="stl_22">•</span></div>
					<div class="stl_01" style="top: 26.5013em; left:7.3688em;"><span class="stl_22">•</span></div>
					<div class="stl_01" style="top: 32.7363em; left:7.3688em;"><span class="stl_22">•</span></div>
					<div class="stl_01" style="top: 20.3631em; left:8.8683em;"><span class="stl_13 stl_08" style="word-spacing:0.05em;">Estado de Situación Financiera: documento contable donde se presentan información &nbsp;</span></div>
					<div class="stl_01" style="top: 22.0822em; left:8.8683em;"><span class="stl_13" style="word-spacing:0.12em;">financiera de una</span><span class="stl_13" style="word-spacing:0.1em;">&nbsp;empresa en</span><span class="stl_13" style="word-spacing:0.12em;">&nbsp;una fecha específica y consta de activos, pasivos</span><span class="stl_13" style="word-spacing:0.12em;">&nbsp;y &nbsp;</span></div>
					<div class="stl_01" style="top: 23.7989em; left:8.8683em;"><span class="stl_13">patrimonio &nbsp;</span></div>
					<div class="stl_01" style="top: 26.6156em; left:8.8683em;"><span class="stl_13 stl_08" style="word-spacing:0.1em;">Estado de Resultados Integral: Muestra un resumen de las operaciones comerciales, &nbsp;</span></div>
					<div class="stl_01" style="top: 28.3156em; left:8.8683em;"><span class="stl_13" style="word-spacing:0.03em;">este compara los</span><span class="stl_13" style="word-spacing:0.01em;">&nbsp;ingresos con</span><span class="stl_13" style="word-spacing:0.02em;">&nbsp;los</span><span class="stl_13" style="word-spacing:0.01em;">&nbsp;costos y</span><span class="stl_13" style="word-spacing:0.04em;">&nbsp;gastos</span><span class="stl_13" style="word-spacing:0.01em;">&nbsp;para</span><span class="stl_13" style="word-spacing:0.03em;">&nbsp;determinar</span><span class="stl_13" style="word-spacing:0.02em;">&nbsp;los</span><span class="stl_13" style="word-spacing:0.02em;">&nbsp;resultados</span><span class="stl_13" style="word-spacing:0.01em;">&nbsp;del &nbsp;</span></div>
					<div class="stl_01" style="top: 30.0489em; left:8.8683em;"><span class="stl_13 stl_12">períod<span class="stl_15">o &nbsp;</span></span></div>
					<div class="stl_01" style="top: 32.8506em; left:8.8683em;"><span class="stl_13" style="word-spacing:-0.03em;">Estado de Cambios en el Patrimonio: Es un estado financiero comparativo que puede &nbsp;</span></div>
					<div class="stl_01" style="top: 34.5672em; left:8.8683em;"><span class="stl_13" style="word-spacing:0.19em;">probar los cambios experimentados por cada componente de los activos de una &nbsp;</span></div>
					<div class="stl_01" style="top: 36.3006em; left:8.8683em;"><span class="stl_13 stl_12" style="word-spacing:0em;">empresa de un año a otro, o de un período a otro<span class="stl_15">. &nbsp;</span></span></div>
					<div class="stl_01" style="top: 38.9863em; left:7.3688em;"><span class="stl_22">•</span></div>
					<div class="stl_01" style="top: 43.5046em; left:7.3688em;"><span class="stl_22">•</span></div>
					<div class="stl_01" style="top: 39.1006em; left:8.8683em;"><span class="stl_13" style="word-spacing:0.02em;">Estado de Flujo de Efectivo EFE: Informar las variaciones y cambios que se dan en &nbsp;</span></div>
					<div class="stl_01" style="top: 40.8197em; left:8.8683em;"><span class="stl_13 stl_12" style="word-spacing:0em;">el efectivo y sus equivalentes durante un período específico<span class="stl_15">. &nbsp;</span></span></div>
					<div class="stl_01" style="top: 43.6189em; left:8.8683em;"><span class="stl_13" style="word-spacing:0.04em;">Estado de</span><span class="stl_13" style="word-spacing:0.04em;">&nbsp;Cambios</span><span class="stl_13" style="word-spacing:0.03em;">&nbsp;en</span><span class="stl_13" style="word-spacing:0.03em;">&nbsp;la</span><span class="stl_13" style="word-spacing:0.04em;">&nbsp;Situación</span><span class="stl_13" style="word-spacing:0.04em;">&nbsp;Financiera:</span><span class="stl_13" style="word-spacing:0.04em;">&nbsp;indica qué ha hecho</span><span class="stl_13" style="word-spacing:0.03em;">&nbsp;la</span><span class="stl_13" style="word-spacing:0.1em;">&nbsp;empresa</span><span class="stl_13" style="word-spacing:0.04em;">&nbsp;con &nbsp;</span></div>
					<div class="stl_01" style="top: 45.3356em; left:8.8683em;"><span class="stl_13 stl_08" style="word-spacing:0.06em;">el dinero que ha ganado durante un periodo de tiempo determinado (Franco Concha, &nbsp;</span></div>
					<div class="stl_01" style="top: 47.0697em; left:8.8683em;"><span class="stl_13">2</span></div>
					<div class="stl_01" style="top: 47.0697em; left:9.3683em;"><span class="stl_13">015). &nbsp;</span></div>
					<div class="stl_01" style="top: 49.7881em; left:7.0854em;"><span class="stl_13" style="word-spacing:0.12em;">El análisis financiero implica</span><span class="stl_13" style="word-spacing:0.1em;">&nbsp;la aplicación</span><span class="stl_13" style="word-spacing:0.12em;">&nbsp;de ciertas</span><span class="stl_13" style="word-spacing:0.11em;">&nbsp;técnicas para</span><span class="stl_13" style="word-spacing:0.12em;">&nbsp;que los</span><span class="stl_13" style="word-spacing:0.11em;">&nbsp;gerentes</span><span class="stl_13" style="word-spacing:0.11em;">&nbsp;o &nbsp;</span></div>
					<div class="stl_01" style="top: 51.5214em; left:7.0854em;"><span class="stl_13" style="word-spacing:0.13em;">personas interesadas comprendan el estado de</span><span class="stl_13" style="word-spacing:0.13em;">&nbsp;su negocio y el peso</span><span class="stl_13" style="word-spacing:0.19em;">&nbsp;de</span><span class="stl_13" style="word-spacing:0.13em;">&nbsp;las</span><span class="stl_13" style="word-spacing:0.13em;">&nbsp;decisiones &nbsp;</span></div>
					<div class="stl_01" style="top: 53.2381em; left:7.0854em;"><span class="stl_13 stl_08" style="word-spacing:0.21em;">tomadas en</span><span class="stl_13 stl_08" style="word-spacing:0.2em;">&nbsp;el ámbito financiero. De esta</span><span class="stl_13 stl_08" style="word-spacing:0.22em;">&nbsp;manera,</span><span class="stl_13 stl_08" style="word-spacing:0.21em;">&nbsp;puede responder</span><span class="stl_13 stl_08" style="word-spacing:0.23em;">&nbsp;preguntas</span><span class="stl_13 stl_08" style="word-spacing:0.21em;">&nbsp;básicas &nbsp;</span></div>
					<div class="stl_01" style="top: 54.9714em; left:7.0854em;"><span class="stl_13" style="word-spacing:0.02em;">sobre la estabilidad de la organización, el nivel de desempeño y el grado de riesgo (Van &nbsp;</span></div>
					<div class="stl_01" style="top: 56.6881em; left:7.0854em;"><span class="stl_13">&amp;</span></div>
					<div class="stl_01" style="top: 56.6881em; left:8.1174em;"><span class="stl_13 stl_12" style="word-spacing:0em;">Wachowicz, 2019)<span class="stl_15">. &nbsp;</span></span></div>
					<div class="stl_01" style="top: 59.4231em; left:7.0854em;"><span class="stl_10" style="font-weight:bold; word-spacing:0.11em;">Análisis Vertical:</span><span class="stl_10" style="word-spacing:0.12em;">&nbsp;</span><span class="stl_13" style="word-spacing:0.13em;">El análisis</span><span class="stl_13" style="word-spacing:0.12em;">&nbsp;vertical es</span><span class="stl_13" style="word-spacing:0.09em;">&nbsp;una</span><span class="stl_13" style="word-spacing:0.15em;">&nbsp;técnica</span><span class="stl_13" style="word-spacing:0.12em;">&nbsp;de análisis</span><span class="stl_13" style="word-spacing:0.12em;">&nbsp;financiero que</span><span class="stl_13" style="word-spacing:0.12em;">&nbsp;puede &nbsp;</span></div>
					<div class="stl_01" style="top: 61.1401em; left:7.0854em;"><span class="stl_13" style="word-spacing:0.21em;">comprender el peso porcentual de cada elemento en los</span><span class="stl_13" style="word-spacing:0.21em;">&nbsp;estados financieros de</span><span class="stl_13" style="word-spacing:0.21em;">&nbsp;una &nbsp;</span></div>
					<div class="stl_01" style="top: 62.8735em; left:7.0854em;"><span class="stl_23" style="word-spacing:0.06em;">empresa en</span><span class="stl_23" style="word-spacing:0.05em;">&nbsp;un período de</span><span class="stl_23" style="word-spacing:0.06em;">&nbsp;tiempo</span><span class="stl_23" style="word-spacing:0.06em;">&nbsp;determinado. “Con</span><span class="stl_13" style="word-spacing:0.05em;">siste</span><span class="stl_13" style="word-spacing:0.05em;">&nbsp;en</span><span class="stl_13" style="word-spacing:0.06em;">&nbsp;expresar en porcentaje</span><span class="stl_13" style="word-spacing:0.06em;">&nbsp;las &nbsp;</span></div>
					<div class="stl_01" style="top: 66.319em; left:42.115em;"><span class="stl_17">6</span></div>
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src="data:image/png;base64,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alt="" class="stl_18" />
			</div>
			<div class="stl_view">
				<div class="stl_05 stl_06">
					<div class="stl_01" style="top: 3.001em; left:7.2854em;"><span class="stl_19 stl_08" style="font-style:italic; word-spacing:0.02em;">Macías-Arteaga et</span><span class="stl_19 stl_08" style="font-style:italic; word-spacing:0.02em;">&nbsp;al.</span><span class="stl_19 stl_08" style="font-style:italic; word-spacing:0.04em;">&nbsp;(2022) &nbsp;</span></div>
					<div class="stl_01" style="top: 5.8781em; left:7.0854em;"><span class="stl_13" style="word-spacing:0.12em;">cifras de un estado financiero. Este</span><span class="stl_13" style="word-spacing:0.1em;">&nbsp;tipo de</span><span class="stl_13" style="word-spacing:0.12em;">&nbsp;análisis se aplica generalmente al</span><span class="stl_13" style="word-spacing:0.12em;">&nbsp;balance &nbsp;</span></div>
					<div class="stl_01" style="top: 7.6114em; left:7.0854em;"><span class="stl_13" style="word-spacing:0.1em;">general y al estado de resultados, y se lo conoce también como análisis</span><span class="stl_13" style="word-spacing:0.09em;">&nbsp;de</span><span class="stl_13" style="word-spacing:0.11em;">&nbsp;porcientos &nbsp;</span></div>
					<div class="stl_01" style="top: 9.3272em; left:7.0854em;"><span class="stl_23" style="word-spacing:0em;">integrales” (Lavalle, 2016). &nbsp;</span></div>
					<div class="stl_01" style="top: 12.0614em; left:7.0854em;"><span class="stl_10 stl_08" style="font-weight:bold; word-spacing:0.11em;">Análisis horizontal: </span><span class="stl_13 stl_08" style="word-spacing:0.08em;">El análisis horizontal calcula los cambios absolutos y relativos que &nbsp;</span></div>
					<div class="stl_01" style="top: 13.7797em; left:7.0854em;"><span class="stl_13 stl_08" style="word-spacing:0.18em;">sufre cada elemento del balance o cuenta de resultados</span><span class="stl_13 stl_08" style="word-spacing:0.13em;">&nbsp;en</span><span class="stl_13 stl_08" style="word-spacing:0.16em;">&nbsp;dos períodos</span><span class="stl_13 stl_12" style="word-spacing:0.11em;">&nbsp;consecutivos<span class="stl_08">. &nbsp;</span></span></div>
					<div class="stl_01" style="top: 15.5131em; left:7.0854em;"><span class="stl_23">“</span></div>
					<div class="stl_01" style="top: 15.5131em; left:7.5344em;"><span class="stl_23" style="word-spacing:0.07em;">Consiste en comparar estados</span><span class="stl_23" style="word-spacing:0.06em;">&nbsp;financieros homogéneos en</span><span class="stl_23" style="word-spacing:0.07em;">&nbsp;periodos</span><span class="stl_23" style="word-spacing:0.07em;">&nbsp;consecutivos.</span><span class="stl_23" style="word-spacing:0.06em;">&nbsp;Con &nbsp;</span></div>
					<div class="stl_01" style="top: 17.2297em; left:7.0854em;"><span class="stl_13" style="word-spacing:0.02em;">éste podemos observar si los resultados financieros de una empresa han sido positivos o &nbsp;</span></div>
					<div class="stl_01" style="top: 18.9631em; left:7.0854em;"><span class="stl_13" style="word-spacing:0.19em;">negativos y también</span><span class="stl_13" style="word-spacing:0.18em;">&nbsp;identificar si los cambios que se han presentado merecen o</span><span class="stl_13" style="word-spacing:0.16em;">&nbsp;no &nbsp;</span></div>
					<div class="stl_01" style="top: 20.6797em; left:7.0854em;"><span class="stl_13" style="word-spacing:0em;">importancia. (Lavalle, 2016) &nbsp;</span></div>
					<div class="stl_01" style="top: 23.4156em; left:7.0854em;"><span class="stl_10" style="font-weight:bold;">2</span></div>
					<div class="stl_01" style="top: 23.4156em; left:7.5854em;"><span class="stl_10" style="font-weight:bold; word-spacing:1.2em;">.3. Indicadores</span><span class="stl_10" style="font-weight:bold; word-spacing:-0.01em;">&nbsp;de</span><span class="stl_10" style="font-weight:bold; word-spacing:0em;">&nbsp;la</span><span class="stl_10" style="font-weight:bold; word-spacing:0em;">&nbsp;situación</span><span class="stl_10" style="font-weight:bold; word-spacing:-0.01em;">&nbsp;financiera</span><span class="stl_10" style="font-weight:bold; word-spacing:0em;">&nbsp;empresarial &nbsp;</span></div>
					<div class="stl_01" style="top: 26.1322em; left:7.0854em;"><span class="stl_13 stl_12" style="word-spacing:0em;">Actualmente, en la mayoría de las empresas los indicadores financieros se utiliz<span class="stl_15">an como &nbsp;</span></span></div>
					<div class="stl_01" style="top: 27.8656em; left:7.0854em;"><span class="stl_13 stl_08" style="word-spacing:0.07em;">herramienta indispensable para determinar su condición financiera; ya que a través de su &nbsp;</span></div>
					<div class="stl_01" style="top: 29.5822em; left:7.0854em;"><span class="stl_13 stl_08" style="word-spacing:0.3em;">cálculo e interpretación se logra ajustar</span><span class="stl_13 stl_08" style="word-spacing:0.27em;">&nbsp;el desempeño operativo de la</span><span class="stl_13" style="word-spacing:0.22em;">&nbsp;organización &nbsp;</span></div>
					<div class="stl_01" style="top: 31.3172em; left:7.0854em;"><span class="stl_13 stl_12" style="word-spacing:-0.01em;">permitiendo identificar aquellas áreas de mayor rendimiento y aquellas que requieren se<span class="stl_15">r &nbsp;</span></span></div>
					<div class="stl_01" style="top: 33.0339em; left:7.0854em;"><span class="stl_13" style="word-spacing:0em;">mejoradas (Nava Rosillón, 2009). &nbsp;</span></div>
					<div class="stl_01" style="top: 35.7672em; left:7.0854em;"><span class="stl_13 stl_12" style="word-spacing:0em;">Entre los indicadores financieros más destacados y utilizados frecuentemente para<span class="stl_15">&nbsp;llevar &nbsp;</span></span></div>
					<div class="stl_01" style="top: 37.4839em; left:7.0854em;"><span class="stl_13" style="word-spacing:0.19em;">a cabo</span><span class="stl_13" style="word-spacing:0.17em;">&nbsp;el análisis financiero,</span><span class="stl_13" style="word-spacing:0.18em;">&nbsp;se encuentran los siguientes: indicadores de liquidez</span><span class="stl_13" style="word-spacing:0.18em;">&nbsp;y &nbsp;</span></div>
					<div class="stl_01" style="top: 39.2172em; left:7.0854em;"><span class="stl_13" style="word-spacing:0.17em;">solvencia, indicadores de eficiencia o actividad, indicadores de endeudamiento y los &nbsp;</span></div>
					<div class="stl_01" style="top: 40.9364em; left:7.0854em;"><span class="stl_13 stl_08" style="word-spacing:0.09em;">indicadores de rentabilidad (Nava Rosillón, 2009). &nbsp;</span></div>
					<div class="stl_01" style="top: 43.6697em; left:8.8683em;"><span class="stl_10" style="font-weight:bold;">2</span></div>
					<div class="stl_01" style="top: 43.6697em; left:9.3683em;"><span class="stl_10 stl_12" style="font-weight:bold;">.<span class="stl_12">3.1. &nbsp;</span></span></div>
					<div class="stl_01" style="top: 43.6697em; left:12.9875em;"><span class="stl_10 stl_12" style="font-weight:bold; word-spacing:0em;">Indicadores de liquide<span class="stl_08">z &nbsp;</span></span></div>
					<div class="stl_01" style="top: 46.3864em; left:7.0854em;"><span class="stl_13" style="word-spacing:-0.03em;">Estos indicadores sirven para medir la capacidad de cancelar sus obligaciones financieras &nbsp;</span></div>
					<div class="stl_01" style="top: 48.1189em; left:7.0854em;"><span class="stl_13 stl_08" style="word-spacing:0.13em;">a corto</span><span class="stl_13 stl_08" style="word-spacing:0.11em;">&nbsp;plazo,</span><span class="stl_13 stl_08" style="word-spacing:0.13em;">&nbsp;también para cancelar sus</span><span class="stl_13 stl_08" style="word-spacing:0.11em;">&nbsp;pasivos</span><span class="stl_13 stl_08" style="word-spacing:0.13em;">&nbsp;corrientes para</span><span class="stl_13" style="word-spacing:0.07em;">&nbsp;convertirlos</span><span class="stl_13 stl_08" style="word-spacing:0.08em;">&nbsp;en</span><span class="stl_13 stl_08" style="word-spacing:0.12em;">&nbsp;activos &nbsp;</span></div>
					<div class="stl_01" style="top: 49.8381em; left:7.0854em;"><span class="stl_13" style="word-spacing:-0.02em;">corriente Este indicador como su autor lo menciona trata de evaluar la liquidez ya que los &nbsp;</span></div>
					<div class="stl_01" style="top: 51.5714em; left:7.0854em;"><span class="stl_13" style="word-spacing:0.05em;">pasivos no</span><span class="stl_13" style="word-spacing:0.05em;">&nbsp;pagarían con un</span><span class="stl_13" style="word-spacing:0.04em;">&nbsp;producto</span><span class="stl_13" style="word-spacing:0.05em;">&nbsp;del</span><span class="stl_13" style="word-spacing:0.04em;">&nbsp;activo</span><span class="stl_13" style="word-spacing:0.04em;">&nbsp;corriente</span><span class="stl_13" style="word-spacing:0.04em;">&nbsp;sino</span><span class="stl_13" style="word-spacing:0.05em;">&nbsp;como</span><span class="stl_13" style="word-spacing:0.03em;">&nbsp;lo</span><span class="stl_13" style="word-spacing:0.05em;">&nbsp;obtenido por</span><span class="stl_13" style="word-spacing:0.05em;">&nbsp;las &nbsp;</span></div>
					<div class="stl_01" style="top: 53.2881em; left:7.0854em;"><span class="stl_13 stl_08" style="word-spacing:0.2em;">ventas que se logra mediante un detallado presupuesto que tenga la entidad</span><span class="stl_13 stl_08" style="word-spacing:0.21em;">&nbsp;(Ollague &nbsp;</span></div>
					<div class="stl_01" style="top: 55.0214em; left:7.0854em;"><span class="stl_13 stl_12" style="word-spacing:-0.01em;">Valarezo et al., 20<span class="stl_15">17). &nbsp;</span></span></div>
					<div class="stl_01" style="top: 57.7381em; left:7.0854em;"><span class="stl_13 stl_08" style="word-spacing:0.07em;">Dentro de los indicadores de liquidez están: &nbsp;</span></div>
					<div class="stl_01" style="top: 60.4739em; left:7.0854em;"><span class="stl_13" style="word-spacing:0.23em;">Razón corriente: Este indicador</span><span class="stl_13" style="word-spacing:0.2em;">&nbsp;trata</span><span class="stl_13" style="word-spacing:0.22em;">&nbsp;de verificar las disponibilidades que tienen</span><span class="stl_13" style="word-spacing:0.21em;">&nbsp;la &nbsp;</span></div>
					<div class="stl_01" style="top: 62.1901em; left:7.0854em;"><span class="stl_13 stl_12" style="word-spacing:0em;">entidad en un periodo de corto plazo tanto del pasivo corriente que suelen convertirs<span class="stl_15">e en &nbsp;</span></span></div>
					<div class="stl_01" style="top: 65.2856em; left:42.115em;"><span class="stl_17">7</span></div>
				</div>
			</div>
		</div>
		<div class="stl_02">
			<div class="stl_03">
				<img src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAxkAAARhCAYAAABONUjdAAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAADsMAAA7DAcdvqGQAAB2JSURBVHhe7d15kGVVeQDwBzL93r1v2EVjUHEhQQFRw8ja/e59MxgHQeMGBjdcyqjRirux4oJxibFiJRVTRFMBUxViDG7lEq1ES9QsKiguFdww7jGIEZyZ7vfuewP0y/nu3G66e7rHmWFxhN+v6qu559xztzf/fF+fu7QAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAFjFzzZmRw6LzlOrIvtYVXauGZbZ1mGZ/6gq8vcNetmjtm468PBmKAAAcGc23rTuQZNzWndpmjvZNr3+iFGZXVyV+TdSUXHBtmLqAZNWa79YN5m09pvrrXto6v+LcZl/vyq7b55/eKtbb7iK+c2t9qDI7tk0AQCAO6Jxmb05FRAf3jLdOrTpWjTXmzqzKrMfjDdm5zRda4rCoyraLxilYmNLL3tY071ofOq644dldvWoP/XIpgsAALijGvSzR4/6+fcmxVGdpqs1LvJnjMrss/OntQ5sunbL4JTWkWm7L1VFvrnpalWb2veriuwrW0+bOqbpAgAA7uiWFhPVxnY/FR2fnVzQ2r/p2iOTM1oHj8r88sHNMxr7TU5srWuWAQCAO5P5o1vtYZlt+VTROqDp2sn85qPbo172qKrf/r1xr3PutumpY5tVi+aK/NeGRfa1b+zhTAgAAHAHkwqDq2Y3du/eNHcyKLK3jsp8MO53J0sj9W1phixKfWeleHvTBAAA7myu63UflIqMi5rmTkZldkkUFFWZf70qsn8YFfnHq35+Q11k9LvDZthS+6X9/fPW/oGexQAAgDuyqsifPurn1w/L7LK5In9I090alvm3Jme38qa5zFwvf2QUE8OZzvlNVy1ef1u/5nZj90VN1zJzxbqHpGLkHU0ztTtPrcrsa6My3zopWosPmi+V+tcPZjofH5f5temY1wx6nU9ddU5rqlm9zLDs/OsoFTxNc5koiqqic1UqhH40Krs/Ttf8xbkVb7dKBdOzUv8VW0456LBox1uyor0y0jl/rN4gSdu8d1Ssf0DTXFUa/4/j/rrj0rUckK718tX2uRCzZeelsc2w6Hx0XHbeVu9ghatPah2U/r9+Eq8QbroWxe+12n7TcT/TDAEAgNteJL+D01q/PlusO75ut1p3Gc5kH69XriIluJ8cpSJjcuLqRciupKT88kiEY3nQyx4X39JY69scg7OyI1NBMBr12/82V2SXDotsLoqbybE7Fxmj3tQDm5mVKp3/Tg+pV2Xn2nTO1fzm9Udct6F1r9R+fz2+yD/QDInE/tXRN//w7t2ifUHaT7RT4XJlKhSePy7azxj2Ok+qyvameoMkJe+XxQzO/CmtrOnaybDIvzkoslPSdXdmi+ycqmg/fVC0n5cKp6tj/9vL7PeH/e55WzdOnfmzja0jY5tUGPxo3M/+pd7BClWRvSu2G5T5u5quRT9/cOuQ+pzL/NLBTPv5c732M9N1nTc3PXV2MwQAAG5/w7Lz0tnT1x3XNJeJBD4l8jekJLhquvZISn5fUfW6/aa5S+k4H07n8pKmuUujcuqFqWh5546kvXN6070oioy0btA0a+lc3h7jt850Tov2mkXGKsn8gigyYkxVdC5vunayUGQ0zUXp2j4V2zbNZXZVZKTC68ZYNy67P2q6Fi0UGal4enbTBQAAv3xVP//i5IxDD26ay8StSpHERkyK1l2b7t02PLVzVFVmf9Y01xQJfswQpOT8MU3XmuK2pvi43/Untg5Oyfls2v8bmlWLVisyUlExHdcxKrIXN+29KjKGZb4txs32Ok9qupe5NYuM+RNa3XR9Vw+KAzakY9/44xWzSYoMAAD2ScN+/u1I3JvmTkb97P8ikU3J84Uxs9F077aqyD7dLK4p9lulJHrQ27lgWKkq2vcZ9btX1stl/t6U9H9n5fmvVmSMp7snxHWkZP1V0d7bIiO+AZKOO1tve+qObZe6NYuMVExdXPXbG+cf3Towto1Zp2ZVTZEBAMA+qeplH2kWVzUqsosjkY1ISfa7Z09e+zW3q6nK7Mu7+vbGgpS4X1EnzNPZ8+Y3t9pN907ii+Rpn2+O5VQgPa3eZlP7fvXKxqozGdOdor6OovOUur2XRcaW07IN23udU1OhM58KirmVz5jcmkXGqNxxDVFEVf3smnT8K+oVDUUGAAC/dPGhvJQAb5jr5Q+NdjwEPtfvXFivXMN1xbrjUxK8vU7QI6Et8/lUmPzJZLp1aDNkl1Ji/JmfndQ6KJarXvvhs9PdE1bbdq5ob97x/EEk+tlPB2X2+JjhaFbX6mS7zL5ZzbTvW7eL9XdN29yUEvgn1wMaqxYZZeev0rkMt6Vt6vYaRUa6vs+N+/lTh/3uk9I2Txz31j0o1ocoMraX2cmxPCzzv47xaewH65WNcZl9/dYoMtL/zSHDfnZ900zHzl6Yjr/tPa2bi5qbH/zO/m5YdJ8yLrrnDXudc+f77fs3QwAA4LaVktGvjMv8/SnZf2a0Jye2Dq762ZvqlbuQEu9nLRQACxGFx7DfeVozZE0pMf7E1k2tw2N50M/eWpXdj6b9fS0KhnrAEoNe9thRv3vNwjFSoXHJ0nHzG7t3T+fxg6ZZS+0vpQT9E02ztrTIiDdaxXMYab/bU6K/+BreXcxkfD/FJem3ujgKiRvO6C57u1RK4meaZrS/GzMa4yXPZ6Rr+69bo8iIoqiayZ7fNFtRWMX21ab25qZrSZGRf2HhnEdFfuG4eXMYAADc7uJB4mo3HswOw5lOLyXQ34qkdmnMlZ0/aoasKiW/n9yym7MeYf7oVjsVAC9Px6q/Lr51ScI+LNafkxL/7w2L/DWLUWZXRqI/v/mwerYkLBQZczPtR6T1X07xzvhuR7O6tre3S8UzEk1zR5FW5jelQmdufqZzr+hLif5Xb40iI/VdWxXZGxeus+plb4jtq37+7maI26UAANg3VWX375vFXyhu1RlPd86L5wMiua2T8n73prhtqRmyk5SYX/7DXXxXYi0/n2nfNyXaw1QwfC7aMaORCqJvjcv8bWmfrxr18leMiu6L49atOI/B9I7bmMJqt0uttNdFRnHzTEJI51h/rDCd29cmF7T2T0XGl25pkTF58MGHpGJi+ygVFylemeJlqZB5YSpoPjsuu99vhikyAADYN1VF5/PN4m6rn+XodV4bCW5ESqA/1KzaSUr4v9As7rFhkX8+Je+zsTx/0mEHpSR/29Lbp0IUPql/S4rFL2bflkXGyi+Hx/kMi+yi+nco8nekMVfc0iKjKrI/HaV9Ns1FNxT52amom4x6U78RbUUG7NteJ4QQQvwKx4tS7LVxmX9zta9q745BP7ukScx/0nQtc/XRR7dTwnxp09xjgzK7LG3/n7G89fSpM4dl/tV6xQopSf90KkYGUfxE+/YsMkLM1KR1Px6V3ZvSv3O3tMhI7W+PTps6pmkuGp7eufeOc+y8NtqKDAAA9hkp093/mhNa3VhOSfx74q1T9Yo9FEl9k5hf13QtM9o49ai55uHwa3dxjHgNbEr63xG3GzVdtbTfn4ybN2ENy+y/q7L9rHrFCqN+5+VxHgvPRdzeRUbYVqx/QGwfcUuKjPmTWgelYuXGydnLP7wXYtYkXdv/xm1T0VZkAACwT9jWyx6bEvat24rOdLTjwepUaDy3XrkX6sS8n/+0aS6TkvJLq6J9dCwPivYbq37209mTWzt9ZyMl4PU3LNL4uZREfyS13zYuuz+uyuyrkVhHMTPqd29Y+U2KBbOntu4WtxFVvbx+a9YtLDI+O9vrnJuu6ZHxsPugn594bdFaH2N2VWSEuZn8WbGPW1JkpILvNaMyu6xesYr0f/WWqoznYFrrF4qM7UX3om3T2RPmelNnbut1ZsYz636rGQ4AALetcS9/WlV03jc5sbWu6aql5P/albMIq/li2m5Y5m9vmrVIcqsy/0bTXHTVsa2plOzXD20vmBzV6qTjXxszKU1XLQqJ+naofnZ97K+OMnt99Mf62el1J0TBUQ9eQzqHK0bNrVXVTOcr437+7XrFGlIiH9+d+J+F72bEsaK9avSmHhhj0jHeMztz89ulVop9jDfmH1qtyEi/xXtjX01zmVHR+WI6n3oGZZSKjfhwYL1iFfWHAOOcNuVnx/dHlp3nzfHDZjgAAPxypCT3wtHJOx4mXmG/QdG5KAqGaNRFRpH9Tb0m2V4csCEKgtHp+ZlN16K5Mn/VoJc9rmkCAAB3NsN+vrVZXDTbX3dcXUT0uzfMTbefvW16/RHDXva38/Ggc//AY+LZgVGZ/6wZvmhyRuvgYdm5amEmAgAAuBOqyuw52/udVzfN2lzZOT8VGPOLtzCtiFRgbJkUrU4zvJYKi/0HZXbp9nLtW35WEQ85L7uFazfELVeHpNhVIRPrjtixuKaF7ff0+Le3uN52ivjmSPzm0V743eq3ai35V3EHAMC+YVhkVw57nZmmWRtMH3ByVeT/MernP4+CIx6wHqflYdn56AXNK2OXGsxkL0r7+POmubuemuKFKc5IEQ+kn5giPnp3dorfSXFsij9MEa91vX+KEG9UirdJxYPYR6X43RSPSBFJd4yJL5FvaJaflyI+1nePFHFrV2z3oBThfiniTVsfTBHHPzjF8Sliu2ekOC1FFEznpnh0iritLB4Ej+PGecX+Yl+xnzjX+P3id+mliG2PTBHj41zi/J+Y4t4p4jzLFCG2OStFnF+sjyIiriUedK8fnE/i2ZEYE+cYY8JLU8SD9K9PEdtckiIKjPoZEgAA+KWbTFr7pQLiG1XRjkR2J/Gg8aDILm6ay8StUdV0/uyqzD62F7dJRTL/pBTxlqtI2F+ZIpL2KA7+MkX89f7dKSLxXyhg/rj5N5LxeD3uc1LEK25jH/FX/iga4s1RUYDEh/qiKDg/RYgZgH9KEeOiOPmDFPGsSSTvMfPx4BSxzyhyQvS/IEWs++0Uh6Z4S4qFB9ujKIrCpJ9i4TmUx6aIQugxKWJfH03xmylekiKKnNjXwjXEOYTYJq4hZiziTVlRrFyQ4rAUh6eIa4hjPCFFeFWKuL7Hp3hAipelOCeFV9oCALDv+F7R6lT97N/nZjqvTsXCslfGrnzwe0G8rSpmL6oy/0DcLtV074lIrmNGIAqFSNZjOWYXnp4iZgDir/hRXEQCHQVQnFck8zHrEbMLMTMQf+WPYiUS+VgfhUUk5pF8x7c6YmZhYeYhCpr4a/89U8QsyitSxH5i25NS3CdFHGdTikj4Y10UL1HQxPnF7MR5KSLZj9fFRpER+4tiIsbGcaJAifN7coq4jjiPKF7iux9RSB2XIsbFTESMfUiKmCWJ7aOoipmTKChiZuXlKWLmI4qhmP2IGZOHpYjfK843ZkDiGDHrEW+/WiheAABg37DjI3vZm6p+HrMHi9YoMvYblt3vDsup+As9AADA6uZm8ntUZf7hpllbq8gYrfHFbwAAgEWKDAAA4FYVRcZ4N4qMeMhbkQEAAPxC8TD3qMy+M7/56HjwubZakbH1Ya3Dh73sm00TAABgbduLbENV5rPjfveaUYr63zIfxPJCe1Dm2yZn16+EBWCJ1wkhhBC/wvGiFLeZyQWt/W942rHXT17Wn6yM6qwjrtuLb2IAAAB3djeee7+PTF6+abIyhv381c0QAACA3be9yE658bkbblxaYNxw/vHj+J5GMwQAAGDPzM50nrj9ycf85KbnnDTa/oSjvn/96Z34yjYAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAACEVuv/AasKM1IzH8aNAAAAAElFTkSuQmCC" alt="" class="stl_21" />
			</div>
			<div class="stl_view">
				<div class="stl_05 stl_06">
					<div class="stl_01" style="top: 2.8819em; left:7.0854em;"><span class="stl_07 stl_08" style="word-spacing:0.08em;">Revista Científica SAPIENTIAE.</span><span class="stl_07 stl_08" style="word-spacing:0.05em;">&nbsp;Vol.</span><span class="stl_07 stl_08" style="word-spacing:0.02em;">&nbsp;5,</span><span class="stl_07 stl_08" style="word-spacing:0.02em;">&nbsp;Núm.</span><span class="stl_07 stl_08" style="word-spacing:0.02em;">&nbsp;10</span><span class="stl_07 stl_08" style="word-spacing:0.02em;">&nbsp;(jul</span><span class="stl_07 stl_08" style="word-spacing:0.01em;">&nbsp;- dic</span><span class="stl_07 stl_08" style="word-spacing:0.03em;">&nbsp;2022)</span><span class="stl_07 stl_08" style="word-spacing:0.03em;">&nbsp;ISSN:</span><span class="stl_07 stl_08" style="word-spacing:0.05em;">&nbsp;2600-6030 &nbsp;</span></div>
					<div class="stl_01" style="top: 3.8336em; left:7.0854em;"><span class="stl_09" style="font-style:italic; word-spacing:-0.03em;">El análisis</span><span class="stl_09" style="font-style:italic; word-spacing:-0.03em;">&nbsp;financiero:</span><span class="stl_09" style="font-style:italic; word-spacing:0.02em;">&nbsp;Un</span><span class="stl_09" style="font-style:italic; word-spacing:-0.05em;">&nbsp;instrumento</span><span class="stl_09" style="font-style:italic; word-spacing:-0.01em;">&nbsp;de</span><span class="stl_09" style="font-style:italic; word-spacing:-0.04em;">&nbsp;evaluación financiera</span><span class="stl_09" style="font-style:italic; word-spacing:-0.02em;">&nbsp;en</span><span class="stl_09" style="font-style:italic; word-spacing:-0.01em;">&nbsp;la</span><span class="stl_09" style="font-style:italic; word-spacing:-0.04em;">&nbsp;empresa</span><span class="stl_09" style="font-style:italic; word-spacing:0.01em;">&nbsp;La</span><span class="stl_09" style="font-style:italic; word-spacing:-0.03em;">&nbsp;Fabril. &nbsp;</span></div>
					<div class="stl_01" style="top: 5.9281em; left:7.0854em;"><span class="stl_13" style="word-spacing:0.23em;">activo corriente y trata de ser cancelados en corto plazo. Dicho anteriormente</span><span class="stl_13" style="word-spacing:0.21em;">&nbsp;este &nbsp;</span></div>
					<div class="stl_01" style="top: 7.6439em; left:7.0854em;"><span class="stl_13" style="word-spacing:0.07em;">indicador suele ser</span><span class="stl_13" style="word-spacing:0.08em;">&nbsp;mayor de 1 hasta 2</span><span class="stl_13" style="word-spacing:0.06em;">&nbsp;ya</span><span class="stl_13" style="word-spacing:0.09em;">&nbsp;que</span><span class="stl_13" style="word-spacing:0.07em;">&nbsp;esos valores son</span><span class="stl_13" style="word-spacing:0.07em;">&nbsp;aceptables,</span><span class="stl_13" style="word-spacing:0.08em;">&nbsp;pero</span><span class="stl_13" style="word-spacing:0.07em;">&nbsp;si</span><span class="stl_13" style="word-spacing:0.07em;">&nbsp;son &nbsp;</span></div>
					<div class="stl_01" style="top: 9.3781em; left:7.0854em;"><span class="stl_13 stl_08" style="word-spacing:0.06em;">menos de 1 son considerados no aceptable en la entidad (Párraga Franco et al., 2021). &nbsp;</span></div>
					<div class="stl_01" style="top: 12.0947em; left:14.2042em;"><span class="stl_13" style="word-spacing:0em;">Razón corriente</span><span class="stl_13 stl_08" style="word-spacing:0.02em;">&nbsp;=</span><span class="stl_13 stl_08" style="word-spacing:0.06em;">&nbsp;Activo corriente</span><span class="stl_13" style="word-spacing:-0.01em;">&nbsp;/</span><span class="stl_13 stl_08" style="word-spacing:0.09em;">&nbsp;Pasivo</span><span class="stl_13 stl_08" style="word-spacing:0.09em;">&nbsp;corriente &nbsp;</span></div>
					<div class="stl_01" style="top: 14.8297em; left:7.0854em;"><span class="stl_13 stl_12" style="word-spacing:-0.02em;">Capital neto de trabajo: Este indicador como su nombre lo menciona sirven par<span class="stl_15">a apreciar &nbsp;</span></span></div>
					<div class="stl_01" style="top: 16.5464em; left:7.0854em;"><span class="stl_13" style="word-spacing:0.07em;">cuantitativamente los</span><span class="stl_13 stl_08" style="word-spacing:0.12em;">&nbsp;resultados de</span><span class="stl_13 stl_08" style="word-spacing:0.13em;">&nbsp;la razón corriente dado que expresa en términos</span><span class="stl_13 stl_08" style="word-spacing:0.08em;">&nbsp;de &nbsp;</span></div>
					<div class="stl_01" style="top: 18.2797em; left:7.0854em;"><span class="stl_13" style="word-spacing:0.12em;">valor lo que</span><span class="stl_13" style="word-spacing:0.1em;">&nbsp;la</span><span class="stl_13" style="word-spacing:0.12em;">&nbsp;razón corriente presenta</span><span class="stl_13" style="word-spacing:0.1em;">&nbsp;como</span><span class="stl_13" style="word-spacing:0.11em;">&nbsp;unas relacionadas cuentas y faciliten</span><span class="stl_13" style="word-spacing:0.11em;">&nbsp;la &nbsp;</span></div>
					<div class="stl_01" style="top: 19.9964em; left:7.0854em;"><span class="stl_13" style="word-spacing:0em;">financiación de pagar sus obligaciones pendientes (Imaicela et al., 2019). &nbsp;</span></div>
					<div class="stl_01" style="top: 22.7314em; left:12.8208em;"><span class="stl_13 stl_08" style="word-spacing:0.07em;">Capital neto de trabajo = Activo corriente - Pasivo corriente &nbsp;</span></div>
					<div class="stl_01" style="top: 25.4489em; left:8.2688em;"><span class="stl_10" style="font-weight:bold;">2</span></div>
					<div class="stl_01" style="top: 25.4489em; left:8.7688em;"><span class="stl_10 stl_12" style="font-weight:bold;">.<span class="stl_12">3.2. &nbsp;</span></span></div>
					<div class="stl_01" style="top: 25.4489em; left:12.9875em;"><span class="stl_10" style="font-weight:bold; word-spacing:0em;">Indicadores de actividad &nbsp;</span></div>
					<div class="stl_01" style="top: 28.1822em; left:7.0854em;"><span class="stl_13" style="word-spacing:0.22em;">Este indicador</span><span class="stl_13" style="word-spacing:0.21em;">&nbsp;también se lo denomina</span><span class="stl_13" style="word-spacing:0.19em;">&nbsp;rotación, ya</span><span class="stl_13" style="word-spacing:0.21em;">&nbsp;tiene la capacidad de medir</span><span class="stl_13" style="word-spacing:0.21em;">&nbsp;la &nbsp;</span></div>
					<div class="stl_01" style="top: 29.8989em; left:7.0854em;"><span class="stl_13" style="word-spacing:0.11em;">eficiencia en la cual la entidad utiliza los</span><span class="stl_13" style="word-spacing:0.09em;">&nbsp;activos,</span><span class="stl_13" style="word-spacing:0.11em;">&nbsp;ya que busca imprimirle un</span><span class="stl_13" style="word-spacing:0.11em;">&nbsp;sentido &nbsp;</span></div>
					<div class="stl_01" style="top: 31.6339em; left:7.0854em;"><span class="stl_13 stl_08" style="word-spacing:0.09em;">dinámico al análisis de aplicación de recursos mediante comparaciones entre las cuentas &nbsp;</span></div>
					<div class="stl_01" style="top: 33.3506em; left:7.0854em;"><span class="stl_13" style="word-spacing:0.11em;">del balance general y estado de pérdidas</span><span class="stl_13" style="word-spacing:0.08em;">&nbsp;y</span><span class="stl_13" style="word-spacing:0.1em;">&nbsp;ganancias. Es decir que</span><span class="stl_13" style="word-spacing:0.11em;">&nbsp;la entidad tiene</span><span class="stl_13" style="word-spacing:0.1em;">&nbsp;el &nbsp;</span></div>
					<div class="stl_01" style="top: 35.0839em; left:7.0854em;"><span class="stl_13" style="word-spacing:0.13em;">propósito de producir altos</span><span class="stl_13" style="word-spacing:0.12em;">&nbsp;resultados de inversión</span><span class="stl_13" style="word-spacing:0.12em;">&nbsp;con el mínimo de inversión y</span><span class="stl_13" style="word-spacing:0.1em;">&nbsp;una &nbsp;</span></div>
					<div class="stl_01" style="top: 36.8006em; left:7.0854em;"><span class="stl_13" style="word-spacing:0.22em;">forma de minimizar la inversión sería</span><span class="stl_13" style="word-spacing:0.22em;">&nbsp;mediante cálculos constantes en las</span><span class="stl_13" style="word-spacing:0.22em;">&nbsp;diversas &nbsp;</span></div>
					<div class="stl_01" style="top: 38.5339em; left:7.0854em;"><span class="stl_13 stl_12" style="word-spacing:-0.01em;">cuentas de activos (Instituto Nacional de Contadores Públicos INCP, 201<span class="stl_15">2). &nbsp;</span></span></div>
					<div class="stl_01" style="top: 41.2531em; left:7.0854em;"><span class="stl_13" style="word-spacing:0.01em;">Rotación de cartera: Este indicador establece el número de veces en dan giro las cuentas &nbsp;</span></div>
					<div class="stl_01" style="top: 42.9864em; left:7.0854em;"><span class="stl_13" style="word-spacing:-0.06em;">por cobrar, promedio en un determinado tiempo generalmente se mide en un año (Instituto &nbsp;</span></div>
					<div class="stl_01" style="top: 44.7022em; left:7.0854em;"><span class="stl_13 stl_08" style="word-spacing:0.08em;">Nacional de Contadores Públicos INCP, 2012). &nbsp;</span></div>
					<div class="stl_01" style="top: 47.4364em; left:8.1521em;"><span class="stl_13" style="word-spacing:0em;">Rotación de</span><span class="stl_13" style="word-spacing:0em;">&nbsp;cartera =</span><span class="stl_13" style="word-spacing:0em;">&nbsp;Ventas</span><span class="stl_13" style="word-spacing:-0.02em;">&nbsp;a</span><span class="stl_13" style="word-spacing:0em;">&nbsp;crédito</span><span class="stl_13" style="word-spacing:0em;">&nbsp;en</span><span class="stl_13" style="word-spacing:-0.02em;">&nbsp;el</span><span class="stl_13" style="word-spacing:-0.01em;">&nbsp;periodo /</span><span class="stl_13" style="word-spacing:0em;">&nbsp;Cuentas por</span><span class="stl_13" style="word-spacing:0.04em;">&nbsp;cobrar</span><span class="stl_13" style="word-spacing:0em;">&nbsp;promedio &nbsp;</span></div>
					<div class="stl_01" style="top: 50.1547em; left:7.0854em;"><span class="stl_13" style="word-spacing:0.06em;">Periodo de tiempo de cobro: Este es</span><span class="stl_13" style="word-spacing:0.05em;">&nbsp;otra</span><span class="stl_13" style="word-spacing:0.04em;">&nbsp;forma</span><span class="stl_13" style="word-spacing:0.06em;">&nbsp;de calcular</span><span class="stl_13" style="word-spacing:0.05em;">&nbsp;la rotación de las</span><span class="stl_13" style="word-spacing:0.05em;">&nbsp;carteras</span><span class="stl_13" style="word-spacing:0.04em;">&nbsp;a &nbsp;</span></div>
					<div class="stl_01" style="top: 51.8881em; left:7.0854em;"><span class="stl_13 stl_08" style="word-spacing:0.06em;">través del cálculo de periodo de cobro (Instituto Nacional de Contadores Públicos INCP, &nbsp;</span></div>
					<div class="stl_01" style="top: 53.6047em; left:7.0854em;"><span class="stl_13">2</span></div>
					<div class="stl_01" style="top: 53.6047em; left:7.5854em;"><span class="stl_13">012). &nbsp;</span></div>
					<div class="stl_01" style="top: 56.3381em; left:9.3192em;"><span class="stl_13 stl_12" style="word-spacing:0em;">Período de tiempo de cobro = Cuentas por cobrar * 365 días / Venta a c<span class="stl_15">rédito &nbsp;</span></span></div>
					<div class="stl_01" style="top: 59.0572em; left:9.3683em;"><span class="stl_10" style="font-weight:bold; word-spacing:1.62em;">.3.3. Indicadores</span><span class="stl_10 stl_08" style="font-weight:bold; word-spacing:0.01em;">&nbsp;de</span><span class="stl_10" style="font-weight:bold; word-spacing:0.01em;">&nbsp;rentabilidad &nbsp;</span></div>
					<div class="stl_01" style="top: 59.0572em; left:8.8683em;"><span class="stl_10" style="font-weight:bold;">2</span></div>
					<div class="stl_01" style="top: 66.319em; left:42.115em;"><span class="stl_17">8</span></div>
				</div>
			</div>
		</div>
		<div class="stl_02">
			<div class="stl_03">
				<img src="data:image/png;base64,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" alt="" class="stl_18" />
			</div>
			<div class="stl_view">
				<div class="stl_05 stl_06">
					<div class="stl_01" style="top: 3.001em; left:7.2854em;"><span class="stl_19 stl_08" style="font-style:italic; word-spacing:0.02em;">Macías-Arteaga et</span><span class="stl_19 stl_08" style="font-style:italic; word-spacing:0.02em;">&nbsp;al.</span><span class="stl_19 stl_08" style="font-style:italic; word-spacing:0.04em;">&nbsp;(2022) &nbsp;</span></div>
					<div class="stl_01" style="top: 5.8781em; left:7.0854em;"><span class="stl_13 stl_08" style="word-spacing:0.13em;">Este indicador es</span><span class="stl_13 stl_08" style="word-spacing:0.13em;">&nbsp;utilizado</span><span class="stl_13 stl_08" style="word-spacing:0.09em;">&nbsp;para medir la</span><span class="stl_13" style="word-spacing:0.04em;">&nbsp;efectividad</span><span class="stl_13 stl_08" style="word-spacing:0.08em;">&nbsp;de la</span><span class="stl_13" style="word-spacing:0.04em;">&nbsp;administración</span><span class="stl_13 stl_08" style="word-spacing:0.08em;">&nbsp;de la</span><span class="stl_13 stl_08" style="word-spacing:0.13em;">&nbsp;entidad, &nbsp;</span></div>
					<div class="stl_01" style="top: 7.6114em; left:7.0854em;"><span class="stl_13 stl_12" style="word-spacing:-0.06em;">para controlar los costos, los gastos y de convertir las ventas en utilidades (Gaviria Oro<span class="stl_08">zco &nbsp;</span></span></div>
					<div class="stl_01" style="top: 9.3272em; left:7.0854em;"><span class="stl_13" style="word-spacing:-0.04em;">et al., 2016). Está encargado de analizar el estado de pérdidas y ganancias en lo cual como &nbsp;</span></div>
					<div class="stl_01" style="top: 11.0606em; left:7.0854em;"><span class="stl_13 stl_08" style="word-spacing:0.04em;">indicaba el autor mide la efectividad que tienen la entidad de controlar todos sus costos y &nbsp;</span></div>
					<div class="stl_01" style="top: 12.7797em; left:7.0854em;"><span class="stl_13 stl_12" style="word-spacing:-0.01em;">gastos para que pueda convertir ventas en utilidades brindándole estabilidad a la en<span class="stl_15">tidad. &nbsp;</span></span></div>
					<div class="stl_01" style="top: 15.5131em; left:7.0854em;"><span class="stl_13 stl_08" style="word-spacing:0.11em;">Margen bruto (de</span><span class="stl_13 stl_08" style="word-spacing:0.13em;">&nbsp;utilidad):</span><span class="stl_13 stl_08" style="word-spacing:0.34em;">&nbsp;Este</span><span class="stl_13 stl_08" style="word-spacing:0.11em;">&nbsp;indicador</span><span class="stl_13 stl_08" style="word-spacing:0.13em;">&nbsp;identifica</span><span class="stl_13 stl_08" style="word-spacing:0.1em;">&nbsp;el beneficio</span><span class="stl_13 stl_08" style="word-spacing:0.09em;">&nbsp;directo que</span><span class="stl_13 stl_08" style="word-spacing:0.06em;">&nbsp;la</span><span class="stl_13 stl_08" style="word-spacing:0.11em;">&nbsp;entidad &nbsp;</span></div>
					<div class="stl_01" style="top: 17.2297em; left:7.0854em;"><span class="stl_13 stl_12" style="word-spacing:0em;">obtiene por la venta de un bien un servicio (Gaviria Orozco et al., 2016)<span class="stl_15">. &nbsp;</span></span></div>
					<div class="stl_01" style="top: 19.9631em; left:15.6208em;"><span class="stl_13" style="word-spacing:0em;">Margen bruto = Utilidad Bruta / Ventas Netas &nbsp;</span></div>
					<div class="stl_01" style="top: 22.6814em; left:7.0854em;"><span class="stl_13 stl_08" style="word-spacing:0.18em;">Margen operacional: Este indicador determina la utilidad que se obtenga del costo de &nbsp;</span></div>
					<div class="stl_01" style="top: 24.4156em; left:7.0854em;"><span class="stl_13 stl_08" style="word-spacing:0.22em;">ventas y los</span><span class="stl_13 stl_08" style="word-spacing:0.24em;">&nbsp;gastos de administración y</span><span class="stl_13 stl_08" style="word-spacing:0.22em;">&nbsp;ventas. Dentro de la</span><span class="stl_13 stl_08" style="word-spacing:0.26em;">&nbsp;rentabilidad el</span><span class="stl_13 stl_08" style="word-spacing:0.24em;">&nbsp;margen &nbsp;</span></div>
					<div class="stl_01" style="top: 26.1322em; left:7.0854em;"><span class="stl_13 stl_08" style="word-spacing:0.36em;">operacional es importante puesto que nos indica que si la financiación que haya &nbsp;</span></div>
					<div class="stl_01" style="top: 27.8656em; left:7.0854em;"><span class="stl_13 stl_12" style="word-spacing:0em;">establecido es favorable o no para la entidad (Franco Concha, 201<span class="stl_15">5) &nbsp;</span></span></div>
					<div class="stl_01" style="top: 30.6156em; left:13.1542em;"><span class="stl_13" style="word-spacing:0em;">Margen Operacional</span><span class="stl_24" style="word-spacing:0em;">∶ </span><span class="stl_13" style="word-spacing:0em;">Utilidad Operacional / Ventas Netas &nbsp;</span></div>
					<div class="stl_01" style="top: 33.3506em; left:7.0854em;"><span class="stl_13" style="word-spacing:0.05em;">Margen neto (utilidad):</span><span class="stl_13" style="word-spacing:0.06em;">&nbsp;Este indicador</span><span class="stl_13" style="word-spacing:0.05em;">&nbsp;está influido por los</span><span class="stl_13" style="word-spacing:0.04em;">&nbsp;costos de</span><span class="stl_13" style="word-spacing:0.06em;">&nbsp;ventas,</span><span class="stl_13" style="word-spacing:0.05em;">&nbsp;los</span><span class="stl_13" style="word-spacing:0.05em;">&nbsp;gastos &nbsp;</span></div>
					<div class="stl_01" style="top: 35.0672em; left:7.0854em;"><span class="stl_13 stl_08" style="word-spacing:0.33em;">operacionales, por otros ingresos y egresos no operacionales y por provisiones de &nbsp;</span></div>
					<div class="stl_01" style="top: 36.8006em; left:7.0854em;"><span class="stl_13 stl_12" style="word-spacing:0em;">impuesto a renta, se medirá la eficiencia que ha tenido la entidad en ventas<span class="stl_15">. &nbsp;</span></span></div>
					<div class="stl_01" style="top: 39.5172em; left:15.8733em;"><span class="stl_13 stl_08" style="word-spacing:0.06em;">Margen Neto = Utilidad Neta / Ventas Netas &nbsp;</span></div>
					<div class="stl_01" style="top: 42.2522em; left:7.0854em;"><span class="stl_13 stl_08" style="word-spacing:0.27em;">Rendimiento del patrimonio (ROE): Este indicador permite</span><span class="stl_13 stl_08" style="word-spacing:0.22em;">&nbsp;a la entidad</span><span class="stl_13 stl_08" style="word-spacing:0.24em;">&nbsp;conocer</span><span class="stl_13 stl_08" style="word-spacing:0.2em;">&nbsp;los &nbsp;</span></div>
					<div class="stl_01" style="top: 43.9697em; left:7.0854em;"><span class="stl_13 stl_12" style="word-spacing:-0.01em;">valores los ingresos percibidos por los socios o accionista<span class="stl_15">s. &nbsp;</span></span></div>
					<div class="stl_01" style="top: 46.7022em; left:11.6542em;"><span class="stl_13 stl_12" style="word-spacing:0em;">Rendimiento del patrimonio (ROE) = Utilidad Netas / Patrim<span class="stl_15">onio &nbsp;</span></span></div>
					<div class="stl_01" style="top: 49.4214em; left:7.0854em;"><span class="stl_13" style="word-spacing:0.09em;">Rendimiento de activo total (ROA): Este</span><span class="stl_13" style="word-spacing:0.07em;">&nbsp;indicador</span><span class="stl_13" style="word-spacing:0.09em;">&nbsp;tiene la capacidad de convertir</span><span class="stl_13" style="word-spacing:0.07em;">&nbsp;sus &nbsp;</span></div>
					<div class="stl_01" style="top: 51.1547em; left:7.0854em;"><span class="stl_13" style="word-spacing:0.24em;">activos en utilidades independientemente de cómo se financio ya sea con deuda o &nbsp;</span></div>
					<div class="stl_01" style="top: 52.8714em; left:7.0854em;"><span class="stl_13">patrimonio. &nbsp;</span></div>
					<div class="stl_01" style="top: 55.6047em; left:11.8042em;"><span class="stl_13 stl_08" style="word-spacing:0.06em;">Rendimiento de activo total = Utilidad Neta / Activos total Bruto &nbsp;</span></div>
					<div class="stl_01" style="top: 58.3239em; left:9.4542em;"><span class="stl_10" style="font-weight:bold;">2</span></div>
					<div class="stl_01" style="top: 58.3239em; left:9.9542em;"><span class="stl_10 stl_12" style="font-weight:bold; word-spacing:1.03em;">.3.4. Indicadore<span class="stl_08">s</span></span><span class="stl_10 stl_08" style="font-weight:bold; word-spacing:0.01em;">&nbsp;de</span><span class="stl_10 stl_12" style="font-weight:bold; word-spacing:0.01em;">&nbsp;endeudamient<span class="stl_08">o &nbsp;</span></span></div>
					<div class="stl_01" style="top: 61.0568em; left:7.0854em;"><span class="stl_13 stl_12" style="word-spacing:0em;">Los indicadores de endeudamiento tienen como objeto medir el grado y como parti<span class="stl_15">cipan &nbsp;</span></span></div>
					<div class="stl_01" style="top: 62.7735em; left:7.0854em;"><span class="stl_13 stl_12" style="word-spacing:0em;">los acreedores dentro del financiamiento que tenga la entidad. Para un endeud<span class="stl_15">amiento la &nbsp;</span></span></div>
					<div class="stl_01" style="top: 65.2856em; left:42.115em;"><span class="stl_17">9</span></div>
				</div>
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		<div class="stl_02">
			<div class="stl_03">
				<img src="data:image/png;base64,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				<div class="stl_05 stl_06">
					<div class="stl_01" style="top: 2.8819em; left:7.0854em;"><span class="stl_07 stl_08" style="word-spacing:0.08em;">Revista Científica SAPIENTIAE.</span><span class="stl_07 stl_08" style="word-spacing:0.05em;">&nbsp;Vol.</span><span class="stl_07 stl_08" style="word-spacing:0.02em;">&nbsp;5,</span><span class="stl_07 stl_08" style="word-spacing:0.02em;">&nbsp;Núm.</span><span class="stl_07 stl_08" style="word-spacing:0.02em;">&nbsp;10</span><span class="stl_07 stl_08" style="word-spacing:0.02em;">&nbsp;(jul</span><span class="stl_07 stl_08" style="word-spacing:0.01em;">&nbsp;- dic</span><span class="stl_07 stl_08" style="word-spacing:0.03em;">&nbsp;2022)</span><span class="stl_07 stl_08" style="word-spacing:0.03em;">&nbsp;ISSN:</span><span class="stl_07 stl_08" style="word-spacing:0.05em;">&nbsp;2600-6030 &nbsp;</span></div>
					<div class="stl_01" style="top: 3.8336em; left:7.0854em;"><span class="stl_09" style="font-style:italic; word-spacing:-0.03em;">El análisis</span><span class="stl_09" style="font-style:italic; word-spacing:-0.03em;">&nbsp;financiero:</span><span class="stl_09" style="font-style:italic; word-spacing:0.02em;">&nbsp;Un</span><span class="stl_09" style="font-style:italic; word-spacing:-0.05em;">&nbsp;instrumento</span><span class="stl_09" style="font-style:italic; word-spacing:-0.01em;">&nbsp;de</span><span class="stl_09" style="font-style:italic; word-spacing:-0.04em;">&nbsp;evaluación financiera</span><span class="stl_09" style="font-style:italic; word-spacing:-0.02em;">&nbsp;en</span><span class="stl_09" style="font-style:italic; word-spacing:-0.01em;">&nbsp;la</span><span class="stl_09" style="font-style:italic; word-spacing:-0.04em;">&nbsp;empresa</span><span class="stl_09" style="font-style:italic; word-spacing:0.01em;">&nbsp;La</span><span class="stl_09" style="font-style:italic; word-spacing:-0.03em;">&nbsp;Fabril. &nbsp;</span></div>
					<div class="stl_01" style="top: 5.9281em; left:7.0854em;"><span class="stl_13 stl_12" style="word-spacing:-0.01em;">entidad debe tomar en cuenta las decisiones de financiamiento si es conveniente de cort<span class="stl_15">o &nbsp;</span></span></div>
					<div class="stl_01" style="top: 7.6439em; left:7.0854em;"><span class="stl_13 stl_12" style="word-spacing:-0.05em;">o largo plazo ya que si son a corto plazo la entidad tendrá que medir la liquidez que gene<span class="stl_08">re &nbsp;</span></span></div>
					<div class="stl_01" style="top: 9.3781em; left:7.0854em;"><span class="stl_13" style="word-spacing:0.09em;">y si son a largo plazo analizar la capacidad que tiene de generar recursos</span><span class="stl_13" style="word-spacing:0.08em;">&nbsp;internos</span><span class="stl_13" style="word-spacing:0.08em;">&nbsp;que &nbsp;</span></div>
					<div class="stl_01" style="top: 11.0947em; left:7.0854em;"><span class="stl_13 stl_12" style="word-spacing:-0.01em;">puedan amortizar sus obligaciones (Carchi Arias et al., <span class="stl_15">2020). &nbsp;</span></span></div>
					<div class="stl_01" style="top: 13.8297em; left:7.0854em;"><span class="stl_13" style="word-spacing:0.12em;">Este indicador es</span><span class="stl_13" style="word-spacing:0.12em;">&nbsp;importante porque facilita a la entidad en conocer el grado de</span><span class="stl_13" style="word-spacing:0.12em;">&nbsp;cada &nbsp;</span></div>
					<div class="stl_01" style="top: 15.5464em; left:7.0854em;"><span class="stl_13 stl_12" style="word-spacing:0em;">decisión de financiamiento que se realiza, y aporta de manera significativa para verif<span class="stl_15">icar &nbsp;</span></span></div>
					<div class="stl_01" style="top: 17.2797em; left:7.0854em;"><span class="stl_13 stl_12" style="word-spacing:0em;">si son decisiones acertadas o no para la entida<span class="stl_15">d. &nbsp;</span></span></div>
					<div class="stl_01" style="top: 19.9964em; left:7.0854em;"><span class="stl_13 stl_08" style="word-spacing:0.07em;">Nivel de endeudamiento: Este indicador tiene la capacidad de establecer el porcentaje de &nbsp;</span></div>
					<div class="stl_01" style="top: 21.7314em; left:7.0854em;"><span class="stl_13 stl_08" style="word-spacing:0.07em;">participación que tiene los acreedores dentro de la entidad. &nbsp;</span></div>
					<div class="stl_01" style="top: 24.4489em; left:11.0042em;"><span class="stl_13 stl_08" style="word-spacing:0.06em;">Nivel de endeudamiento = Total de pasivos terceros / Total de activo &nbsp;</span></div>
					<div class="stl_01" style="top: 27.1814em; left:7.0854em;"><span class="stl_13" style="word-spacing:0.21em;">Endeudamiento financiero: Este indicador establece el porcentaje que representa las &nbsp;</span></div>
					<div class="stl_01" style="top: 28.8989em; left:7.0854em;"><span class="stl_13 stl_12" style="word-spacing:0em;">obligaciones financieras de corto y largo plazo respecto a las ventas del periodo<span class="stl_15">. &nbsp;</span></span></div>
					<div class="stl_01" style="top: 31.6339em; left:10.5708em;"><span class="stl_13 stl_12" style="word-spacing:0em;">Endeudamiento Financieros = Obligaciones Financieras / Ventas Neta<span class="stl_15">s &nbsp;</span></span></div>
					<div class="stl_01" style="top: 34.3506em; left:7.0854em;"><span class="stl_13" style="word-spacing:0.09em;">Concentración del</span><span class="stl_13" style="word-spacing:0.07em;">&nbsp;endeudamiento a</span><span class="stl_13" style="word-spacing:0.09em;">&nbsp;corto</span><span class="stl_13" style="word-spacing:0.07em;">&nbsp;plazo:</span><span class="stl_13" style="word-spacing:0.09em;">&nbsp;Este indicador</span><span class="stl_13" style="word-spacing:0.07em;">&nbsp;establece el</span><span class="stl_13" style="word-spacing:0.09em;">&nbsp;porcentaje &nbsp;</span></div>
					<div class="stl_01" style="top: 36.0839em; left:7.0854em;"><span class="stl_13 stl_12" style="word-spacing:-0.01em;">del total de los pasivos con terceros tienen vencimientos corrient<span class="stl_15">es. &nbsp;</span></span></div>
					<div class="stl_01" style="top: 38.8006em; left:8.1521em;"><span class="stl_13 stl_12" style="word-spacing:0em;">Concentración del endeudamiento a corto plazo = Pasivo corriente / Pasivo total<span class="stl_15">&nbsp;de &nbsp;</span></span></div>
					<div class="stl_01" style="top: 40.5364em; left:23.225em;"><span class="stl_13 stl_12">tercero<span class="stl_15">s &nbsp;</span></span></div>
					<div class="stl_01" style="top: 43.2531em; left:7.0854em;"><span class="stl_10" style="font-weight:bold;">2</span></div>
					<div class="stl_01" style="top: 43.2531em; left:7.5854em;"><span class="stl_10" style="font-weight:bold; word-spacing:1.2em;">.4. Análisis</span><span class="stl_10" style="font-weight:bold; word-spacing:-0.01em;">&nbsp;comparativo &nbsp;</span></div>
					<div class="stl_01" style="top: 45.9864em; left:7.0854em;"><span class="stl_13" style="word-spacing:0.33em;">Comparar las razones financieras de una</span><span class="stl_13" style="word-spacing:0.35em;">&nbsp;empresa permite determinar</span><span class="stl_13" style="word-spacing:0.35em;">&nbsp;promedios, &nbsp;</span></div>
					<div class="stl_01" style="top: 47.7022em; left:7.0854em;"><span class="stl_13" style="word-spacing:0.11em;">tendencias y variaciones ocurridas en</span><span class="stl_13" style="word-spacing:0.1em;">&nbsp;el</span><span class="stl_13" style="word-spacing:0.09em;">&nbsp;transcurso</span><span class="stl_13" style="word-spacing:0.12em;">&nbsp;del</span><span class="stl_13" style="word-spacing:0.1em;">&nbsp;tiempo.</span><span class="stl_13" style="word-spacing:0.12em;">&nbsp;Según Gitman</span><span class="stl_13" style="word-spacing:0.12em;">&nbsp;(2003), &nbsp;</span></div>
					<div class="stl_01" style="top: 49.4381em; left:7.0854em;"><span class="stl_13 stl_08" style="word-spacing:0.04em;">existen dos tipos de comparaciones de razones: el análisis seccional y el análisis de series &nbsp;</span></div>
					<div class="stl_01" style="top: 51.1547em; left:7.0854em;"><span class="stl_13 stl_12" style="word-spacing:0em;">de tiempo que permiten una mejor interpretación del valor de la razón o indicad<span class="stl_15">or. &nbsp;</span></span></div>
					<div class="stl_01" style="top: 53.8881em; left:7.0854em;"><span class="stl_13 stl_08" style="word-spacing:0.31em;">El análisis seccional consiste en comparar los indicadores financieros de diferentes &nbsp;</span></div>
					<div class="stl_01" style="top: 55.6047em; left:7.0854em;"><span class="stl_13" style="word-spacing:0.08em;">empresas del</span><span class="stl_13 stl_08" style="word-spacing:0.12em;">&nbsp;mismo ramo o con</span><span class="stl_13 stl_08" style="word-spacing:0.16em;">&nbsp;estándares</span><span class="stl_13 stl_08" style="word-spacing:0.1em;">&nbsp;de</span><span class="stl_13 stl_12" style="word-spacing:0.09em;">&nbsp;referencia disponible<span class="stl_08">s</span></span><span class="stl_13 stl_08" style="word-spacing:0.12em;">&nbsp;acerca</span><span class="stl_13 stl_08" style="word-spacing:0.12em;">&nbsp;del</span><span class="stl_13 stl_08" style="word-spacing:0.14em;">&nbsp;sector &nbsp;</span></div>
					<div class="stl_01" style="top: 57.3381em; left:7.0854em;"><span class="stl_13" style="word-spacing:0.27em;">productivo al que pertenece la empresa, correspondiente a un ejercicio</span><span class="stl_13" style="word-spacing:0.25em;">&nbsp;económico &nbsp;</span></div>
					<div class="stl_01" style="top: 59.0572em; left:7.0854em;"><span class="stl_13 stl_08" style="word-spacing:0.23em;">específico. Mediante esta comparación una empresa logra identificar sus fortalezas y &nbsp;</span></div>
					<div class="stl_01" style="top: 60.7906em; left:7.0854em;"><span class="stl_13 stl_08" style="word-spacing:0.39em;">debilidades, detectando así aquellas áreas que deben ser mejoradas o fortalecidas &nbsp;</span></div>
					<div class="stl_01" style="top: 62.5068em; left:7.0854em;"><span class="stl_13 stl_12" style="word-spacing:0em;">(Medeiros et al., 2020)<span class="stl_15">. &nbsp;</span></span></div>
					<div class="stl_01" style="top: 66.319em; left:41.6983em;"><span class="stl_17">10 &nbsp;</span></div>
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				<img src="data:image/png;base64,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alt="" class="stl_18" />
			</div>
			<div class="stl_view">
				<div class="stl_05 stl_06">
					<div class="stl_01" style="top: 3.001em; left:7.2854em;"><span class="stl_19 stl_08" style="font-style:italic; word-spacing:0.02em;">Macías-Arteaga et</span><span class="stl_19 stl_08" style="font-style:italic; word-spacing:0.02em;">&nbsp;al.</span><span class="stl_19 stl_08" style="font-style:italic; word-spacing:0.04em;">&nbsp;(2022) &nbsp;</span></div>
					<div class="stl_01" style="top: 5.8781em; left:7.0854em;"><span class="stl_13" style="word-spacing:0.06em;">Este análisis</span><span class="stl_13" style="word-spacing:0.04em;">&nbsp;muestra</span><span class="stl_13" style="word-spacing:0.04em;">&nbsp;cualquier</span><span class="stl_13" style="word-spacing:0.05em;">&nbsp;variación positiva</span><span class="stl_13" style="word-spacing:0.05em;">&nbsp;o</span><span class="stl_13" style="word-spacing:0.05em;">&nbsp;negativa que pueda presentar</span><span class="stl_13" style="word-spacing:0.05em;">&nbsp;algún &nbsp;</span></div>
					<div class="stl_01" style="top: 7.6114em; left:7.0854em;"><span class="stl_13 stl_08" style="word-spacing:0.07em;">indicador en relación al promedio del sector, lo cual refleja la existencia de un problema &nbsp;</span></div>
					<div class="stl_01" style="top: 9.3272em; left:7.0854em;"><span class="stl_13" style="word-spacing:-0.03em;">financiero; por ello, la gerencia debe realizar un análisis más profundo para establecer las &nbsp;</span></div>
					<div class="stl_01" style="top: 11.0606em; left:7.0854em;"><span class="stl_13 stl_08" style="word-spacing:0.39em;">estrategias más idóneas que les permitan solventar cualquier situación que pueda &nbsp;</span></div>
					<div class="stl_01" style="top: 12.7797em; left:7.0854em;"><span class="stl_13 stl_12" style="word-spacing:0em;">obstaculizar el proceso productivo (Nava Rosillón, 2009)<span class="stl_15">. &nbsp;</span></span></div>
					<div class="stl_01" style="top: 15.5131em; left:7.0854em;"><span class="stl_13" style="word-spacing:-0.01em;">Por otra parte, el análisis de series de tiempo permite evaluar el desempeño financiero de &nbsp;</span></div>
					<div class="stl_01" style="top: 17.2297em; left:7.0854em;"><span class="stl_13" style="word-spacing:0.02em;">la empresa en el presente y compararlo con el desempeño en períodos pasados; es decir, &nbsp;</span></div>
					<div class="stl_01" style="top: 18.9631em; left:7.0854em;"><span class="stl_13" style="word-spacing:-0.03em;">compara los indicadores financieros de manera tal, que permite conocer las tendencias de &nbsp;</span></div>
					<div class="stl_01" style="top: 20.6797em; left:7.0854em;"><span class="stl_13 stl_08" style="word-spacing:0.08em;">las mismas a</span><span class="stl_13 stl_08" style="word-spacing:0.09em;">&nbsp;través</span><span class="stl_13 stl_08" style="word-spacing:0.05em;">&nbsp;del</span><span class="stl_13 stl_08" style="word-spacing:0.1em;">&nbsp;tiempo; pues,</span><span class="stl_13 stl_08" style="word-spacing:0.06em;">&nbsp;así</span><span class="stl_13 stl_08" style="word-spacing:0.07em;">&nbsp;logra</span><span class="stl_13 stl_08" style="word-spacing:0.13em;">&nbsp;determinar</span><span class="stl_13 stl_08" style="word-spacing:0.09em;">&nbsp;el crecimiento con respecto</span><span class="stl_13 stl_08" style="word-spacing:0.04em;">&nbsp;a &nbsp;</span></div>
					<div class="stl_01" style="top: 22.4156em; left:7.0854em;"><span class="stl_13 stl_08" style="word-spacing:0.31em;">lo planificado, las mejoras</span><span class="stl_13 stl_08" style="word-spacing:0.3em;">&nbsp;o deterioros producidos en</span><span class="stl_13 stl_08" style="word-spacing:0.29em;">&nbsp;la situación financiera de</span><span class="stl_13 stl_08" style="word-spacing:0.25em;">&nbsp;la &nbsp;</span></div>
					<div class="stl_01" style="top: 24.1322em; left:7.0854em;"><span class="stl_13 stl_08" style="word-spacing:0.05em;">empresa de un año a otro; detectando cualquier variación significativa en las cifras de los &nbsp;</span></div>
					<div class="stl_01" style="top: 25.8656em; left:7.0854em;"><span class="stl_13" style="word-spacing:0.07em;">indicadores de</span><span class="stl_13" style="word-spacing:0.07em;">&nbsp;un ejercicio económico a</span><span class="stl_13" style="word-spacing:0.06em;">&nbsp;otro,</span><span class="stl_13" style="word-spacing:0.07em;">&nbsp;esto conlleva a identificar los</span><span class="stl_13" style="word-spacing:0.06em;">&nbsp;problemas &nbsp;</span></div>
					<div class="stl_01" style="top: 27.5814em; left:7.0854em;"><span class="stl_13" style="word-spacing:-0.04em;">financieros existentes, conocer sus causas y tomar las medidas correctivas más adecuadas &nbsp;</span></div>
					<div class="stl_01" style="top: 29.3156em; left:7.0854em;"><span class="stl_13 stl_08" style="word-spacing:0.07em;">para solucionarlos y así lograr mejores resultados en el futuro (Nava Rosillón, 2009). &nbsp;</span></div>
					<div class="stl_01" style="top: 33.7672em; left:8.585em;"><span class="stl_10" style="font-weight:bold;">3</span></div>
					<div class="stl_01" style="top: 33.7672em; left:9.085em;"><span class="stl_10" style="font-weight:bold; word-spacing:0.51em;">. METODOLOGÍA &nbsp;</span></div>
					<div class="stl_01" style="top: 36.0006em; left:7.0854em;"><span class="stl_13" style="word-spacing:0.03em;">En el</span><span class="stl_13" style="word-spacing:0.04em;">&nbsp;desarrollo</span><span class="stl_13" style="word-spacing:0.03em;">&nbsp;del</span><span class="stl_13" style="word-spacing:0.03em;">&nbsp;artículo</span><span class="stl_13" style="word-spacing:0.02em;">&nbsp;científico</span><span class="stl_13" style="word-spacing:0.03em;">&nbsp;se</span><span class="stl_13" style="word-spacing:0.02em;">&nbsp;empleó</span><span class="stl_13" style="word-spacing:0.06em;">&nbsp;un</span><span class="stl_13" style="word-spacing:0.03em;">&nbsp;diseño no</span><span class="stl_13" style="word-spacing:0.02em;">&nbsp;experimental</span><span class="stl_13" style="word-spacing:0.03em;">&nbsp;transversal, &nbsp;</span></div>
					<div class="stl_01" style="top: 37.7339em; left:7.0854em;"><span class="stl_13 stl_08" style="word-spacing:0.35em;">según los autores Hernández y Mendoza (2018), estos estudios se realizan sin la &nbsp;</span></div>
					<div class="stl_01" style="top: 39.4506em; left:7.0854em;"><span class="stl_13 stl_08" style="word-spacing:0.07em;">manipulación deliberada de variables y en los que solo se observan los fenómenos en su &nbsp;</span></div>
					<div class="stl_01" style="top: 41.1856em; left:7.0854em;"><span class="stl_13 stl_12" style="word-spacing:0em;">ambiente natural para analizarlos<span class="stl_08">. &nbsp;</span></span></div>
					<div class="stl_01" style="top: 43.9031em; left:7.0854em;"><span class="stl_13" style="word-spacing:0.15em;">Por consiguiente, se desarrolló una investigación</span><span class="stl_13" style="word-spacing:0.13em;">&nbsp;con</span><span class="stl_13" style="word-spacing:0.15em;">&nbsp;un</span><span class="stl_13" style="word-spacing:0.13em;">&nbsp;enfoque cuantitativo</span><span class="stl_13" style="word-spacing:0.15em;">&nbsp;que</span><span class="stl_13" style="word-spacing:0.15em;">&nbsp;de &nbsp;</span></div>
					<div class="stl_01" style="top: 45.6364em; left:7.0854em;"><span class="stl_13 stl_08" style="word-spacing:0.35em;">acuerdo con Sampieri Hernández (2014), usa la recolección de datos para probar &nbsp;</span></div>
					<div class="stl_01" style="top: 47.3522em; left:7.0854em;"><span class="stl_13" style="word-spacing:0.15em;">hipótesis, con base en la medición numérica y el análisis</span><span class="stl_13" style="word-spacing:0.15em;">&nbsp;estadístico, para</span><span class="stl_13" style="word-spacing:0.15em;">&nbsp;establecer &nbsp;</span></div>
					<div class="stl_01" style="top: 49.0881em; left:7.0854em;"><span class="stl_13 stl_12" style="word-spacing:0em;">patrones de comportamiento y probar teorías<span class="stl_15">. &nbsp;</span></span></div>
					<div class="stl_01" style="top: 51.8047em; left:7.0854em;"><span class="stl_13 stl_08" style="word-spacing:0.12em;">Así mismo, se utilizó</span><span class="stl_13 stl_08" style="word-spacing:0.11em;">&nbsp;el método descriptivo, según lo menciona</span><span class="stl_13 stl_08" style="word-spacing:0.14em;">&nbsp;Hernández Sampieri</span><span class="stl_13 stl_08" style="word-spacing:0.07em;">&nbsp;et &nbsp;</span></div>
					<div class="stl_01" style="top: 53.5214em; left:7.0854em;"><span class="stl_23" style="word-spacing:0.03em;">al., (2010), “tradicionalmente</span><span class="stl_23 stl_08" style="word-spacing:0.08em;">&nbsp;se define</span><span class="stl_23 stl_08" style="word-spacing:0.07em;">&nbsp;la palabra</span><span class="stl_23 stl_08" style="word-spacing:0.13em;">&nbsp;describir</span><span class="stl_23 stl_08" style="word-spacing:0.07em;">&nbsp;como</span><span class="stl_23 stl_08" style="word-spacing:0.04em;">&nbsp;el</span><span class="stl_23 stl_08" style="word-spacing:0.08em;">&nbsp;acto</span><span class="stl_23 stl_08" style="word-spacing:0.05em;">&nbsp;de</span><span class="stl_23" style="word-spacing:0.04em;">&nbsp;representar, &nbsp;</span></div>
					<div class="stl_01" style="top: 55.2547em; left:7.0854em;"><span class="stl_23" style="word-spacing:0.18em;">reproducir o</span><span class="stl_23 stl_08" style="word-spacing:0.21em;">&nbsp;figurar a</span><span class="stl_23 stl_08" style="word-spacing:0.24em;">&nbsp;personas, animales o cosas…”; y</span><span class="stl_23 stl_08" style="word-spacing:0.27em;">&nbsp;agrega:</span><span class="stl_23 stl_08" style="word-spacing:0.22em;">&nbsp;“Se deben</span><span class="stl_23 stl_08" style="word-spacing:0.27em;">&nbsp;describir &nbsp;</span></div>
					<div class="stl_01" style="top: 56.9714em; left:7.0854em;"><span class="stl_13" style="word-spacing:0.32em;">aquellos aspectos más característicos, distintivos y particulares de estas personas, &nbsp;</span></div>
					<div class="stl_01" style="top: 58.7072em; left:7.0854em;"><span class="stl_13" style="word-spacing:0.02em;">situaciones o cosas, o sea, aquellas propiedades que las hacen reconocibles a los ojos de &nbsp;</span></div>
					<div class="stl_01" style="top: 60.4239em; left:7.0854em;"><span class="stl_23 stl_12" style="word-spacing:0em;">los demás” (p. 71)<span class="stl_15">. &nbsp;</span></span></div>
					<div class="stl_01" style="top: 65.2856em; left:41.6983em;"><span class="stl_17">11 &nbsp;</span></div>
				</div>
			</div>
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		<div class="stl_02">
			<div class="stl_03">
				<img src="data:image/png;base64,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" alt="" class="stl_21" />
			</div>
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				<div class="stl_05 stl_06">
					<div class="stl_01" style="top: 2.8819em; left:7.0854em;"><span class="stl_07 stl_08" style="word-spacing:0.08em;">Revista Científica SAPIENTIAE.</span><span class="stl_07 stl_08" style="word-spacing:0.05em;">&nbsp;Vol.</span><span class="stl_07 stl_08" style="word-spacing:0.02em;">&nbsp;5,</span><span class="stl_07 stl_08" style="word-spacing:0.02em;">&nbsp;Núm.</span><span class="stl_07 stl_08" style="word-spacing:0.02em;">&nbsp;10</span><span class="stl_07 stl_08" style="word-spacing:0.02em;">&nbsp;(jul</span><span class="stl_07 stl_08" style="word-spacing:0.01em;">&nbsp;- dic</span><span class="stl_07 stl_08" style="word-spacing:0.03em;">&nbsp;2022)</span><span class="stl_07 stl_08" style="word-spacing:0.03em;">&nbsp;ISSN:</span><span class="stl_07 stl_08" style="word-spacing:0.05em;">&nbsp;2600-6030 &nbsp;</span></div>
					<div class="stl_01" style="top: 3.8336em; left:7.0854em;"><span class="stl_09" style="font-style:italic; word-spacing:-0.03em;">El análisis</span><span class="stl_09" style="font-style:italic; word-spacing:-0.03em;">&nbsp;financiero:</span><span class="stl_09" style="font-style:italic; word-spacing:0.02em;">&nbsp;Un</span><span class="stl_09" style="font-style:italic; word-spacing:-0.05em;">&nbsp;instrumento</span><span class="stl_09" style="font-style:italic; word-spacing:-0.01em;">&nbsp;de</span><span class="stl_09" style="font-style:italic; word-spacing:-0.04em;">&nbsp;evaluación financiera</span><span class="stl_09" style="font-style:italic; word-spacing:-0.02em;">&nbsp;en</span><span class="stl_09" style="font-style:italic; word-spacing:-0.01em;">&nbsp;la</span><span class="stl_09" style="font-style:italic; word-spacing:-0.04em;">&nbsp;empresa</span><span class="stl_09" style="font-style:italic; word-spacing:0.01em;">&nbsp;La</span><span class="stl_09" style="font-style:italic; word-spacing:-0.03em;">&nbsp;Fabril. &nbsp;</span></div>
					<div class="stl_01" style="top: 5.9281em; left:7.0854em;"><span class="stl_13 stl_12" style="word-spacing:0em;">De igual manera, se empleó una la revisión documental en las principales b<span class="stl_15">ases de datos &nbsp;</span></span></div>
					<div class="stl_01" style="top: 7.6439em; left:7.0854em;"><span class="stl_13 stl_08" style="word-spacing:0.29em;">sobre la temática del presente estudio,</span><span class="stl_13 stl_08" style="word-spacing:0.24em;">&nbsp;además de ello con la</span><span class="stl_13 stl_08" style="word-spacing:0.26em;">&nbsp;ayuda de los</span><span class="stl_13 stl_08" style="word-spacing:0.26em;">&nbsp;estados &nbsp;</span></div>
					<div class="stl_01" style="top: 9.3781em; left:7.0854em;"><span class="stl_13 stl_08" style="word-spacing:0.04em;">financieros de la empresa la Fabril se desarrolló el análisis horizontal y vertical, así como &nbsp;</span></div>
					<div class="stl_01" style="top: 11.0947em; left:7.0854em;"><span class="stl_13 stl_12" style="word-spacing:0em;">de los indicadores de liquidez, actividad, rentabilidad y endeudamie<span class="stl_15">nto. &nbsp;</span></span></div>
					<div class="stl_01" style="top: 15.8297em; left:8.585em;"><span class="stl_10" style="font-weight:bold;">4</span></div>
					<div class="stl_01" style="top: 15.8297em; left:9.085em;"><span class="stl_10" style="font-weight:bold; word-spacing:0.5em;">. RESULTADOS &nbsp;</span></div>
					<div class="stl_01" style="top: 18.5631em; left:7.0854em;"><span class="stl_13 stl_08" style="word-spacing:0.41em;">Desde sus inicios, la Fabril se ha caracterizado por ser innovadora y dinámica, &nbsp;</span></div>
					<div class="stl_01" style="top: 20.2797em; left:7.0854em;"><span class="stl_13" style="word-spacing:0.27em;">estableciendo como prioridad el desarrollo de nuevos productos y de esta</span><span class="stl_13" style="word-spacing:0.27em;">&nbsp;manera &nbsp;</span></div>
					<div class="stl_01" style="top: 22.0147em; left:7.0854em;"><span class="stl_13 stl_12" style="word-spacing:-0.01em;">satisfacer las necesidades inmediatas de sus cli<span class="stl_15">entes. &nbsp;</span></span></div>
					<div class="stl_01" style="top: 24.7314em; left:7.0854em;"><span class="stl_13 stl_08" style="word-spacing:0.11em;">A pesar que</span><span class="stl_13" style="word-spacing:0.06em;">&nbsp;actualmente,</span><span class="stl_13 stl_08" style="word-spacing:0.1em;">&nbsp;ha sido</span><span class="stl_13 stl_08" style="word-spacing:0.14em;">&nbsp;referente</span><span class="stl_13 stl_08" style="word-spacing:0.12em;">&nbsp;nacional en</span><span class="stl_13 stl_08" style="word-spacing:0.07em;">&nbsp;el</span><span class="stl_13 stl_08" style="word-spacing:0.11em;">&nbsp;sector</span><span class="stl_13 stl_08" style="word-spacing:0.09em;">&nbsp;de</span><span class="stl_13 stl_08" style="word-spacing:0.08em;">&nbsp;los</span><span class="stl_13 stl_08" style="word-spacing:0.11em;">&nbsp;aceites</span><span class="stl_13 stl_08" style="word-spacing:0.07em;">&nbsp;y</span><span class="stl_13 stl_08" style="word-spacing:0.11em;">&nbsp;grasas &nbsp;</span></div>
					<div class="stl_01" style="top: 26.4656em; left:7.0854em;"><span class="stl_13 stl_08" style="word-spacing:0.28em;">comestibles, jabones, entre otros, también ha desarrollado productos para alimentos, &nbsp;</span></div>
					<div class="stl_01" style="top: 28.1822em; left:7.0854em;"><span class="stl_13" style="word-spacing:0.1em;">cuidado personal, hogar. Cada uno de estos</span><span class="stl_13" style="word-spacing:0.09em;">&nbsp;avances ha</span><span class="stl_13" style="word-spacing:0.1em;">&nbsp;permitido que esta</span><span class="stl_13" style="word-spacing:0.16em;">&nbsp;prestigiosa &nbsp;</span></div>
					<div class="stl_01" style="top: 29.9147em; left:7.0854em;"><span class="stl_13" style="word-spacing:0.14em;">compañía gane día a día</span><span class="stl_13" style="word-spacing:0.12em;">&nbsp;la</span><span class="stl_13" style="word-spacing:0.14em;">&nbsp;confianza de</span><span class="stl_13" style="word-spacing:0.13em;">&nbsp;sus clientes potenciales, y brindando</span><span class="stl_13" style="word-spacing:0.13em;">&nbsp;mayor &nbsp;</span></div>
					<div class="stl_01" style="top: 31.6339em; left:7.0854em;"><span class="stl_13 stl_08" style="word-spacing:0.08em;">estatus y reconocimiento a nuestro país. &nbsp;</span></div>
					<div class="stl_01" style="top: 34.3672em; left:7.0854em;"><span class="stl_13 stl_08" style="word-spacing:0.08em;">Es importante destacar que como compañía innovadora la meta es lograr un crecimiento &nbsp;</span></div>
					<div class="stl_01" style="top: 36.0839em; left:7.0854em;"><span class="stl_13" style="word-spacing:0.01em;">sostenido siendo un referente por el aporte al desarrollo del país en lo económico, social &nbsp;</span></div>
					<div class="stl_01" style="top: 37.8172em; left:7.0854em;"><span class="stl_13" style="word-spacing:0.02em;">y ambiental. &nbsp;</span></div>
					<div class="stl_01" style="top: 40.5364em; left:7.0854em;"><span class="stl_13 stl_08" style="word-spacing:0.06em;">Las unidades de negocios que mantiene la Fabril son: &nbsp;</span></div>
					<div class="stl_01" style="top: 43.238em; left:8.585em;"><span class="stl_22">•</span></div>
					<div class="stl_01" style="top: 46.0221em; left:8.585em;"><span class="stl_22">•</span></div>
					<div class="stl_01" style="top: 48.8238em; left:8.585em;"><span class="stl_22">•</span></div>
					<div class="stl_01" style="top: 43.3522em; left:10.0875em;"><span class="stl_13 stl_08" style="word-spacing:0.07em;">Unidad de negocio de productos de consumo &nbsp;</span></div>
					<div class="stl_01" style="top: 46.1364em; left:10.0875em;"><span class="stl_13 stl_08" style="word-spacing:0.06em;">Unidad de negocio de productos del hogar y cuidado personal &nbsp;</span></div>
					<div class="stl_01" style="top: 48.9381em; left:10.0875em;"><span class="stl_13 stl_08" style="word-spacing:0.08em;">Unidad de negocio de productos industriales &nbsp;</span></div>
					<div class="stl_01" style="top: 51.6547em; left:7.0854em;"><span class="stl_13 stl_08" style="word-spacing:0.08em;">Por ende, la Fabril presenta sus estados financieros cumpliendo las políticas establecidas &nbsp;</span></div>
					<div class="stl_01" style="top: 53.3714em; left:7.0854em;"><span class="stl_13" style="word-spacing:0.22em;">por los organismos de control, con la finalidad de medir</span><span class="stl_13" style="word-spacing:0.2em;">&nbsp;la</span><span class="stl_13" style="word-spacing:0.22em;">&nbsp;situación económica</span><span class="stl_13" style="word-spacing:0.22em;">&nbsp;y &nbsp;</span></div>
					<div class="stl_01" style="top: 55.1047em; left:7.0854em;"><span class="stl_13" style="word-spacing:0.34em;">financiera de la empresa dándonos como respuesta que la empresa se encuentra &nbsp;</span></div>
					<div class="stl_01" style="top: 56.8214em; left:7.0854em;"><span class="stl_13 stl_08" style="word-spacing:0.09em;">económicamente establecida y mantiene su proyección de crecimiento. &nbsp;</span></div>
					<div class="stl_01" style="top: 59.5572em; left:7.0854em;"><span class="stl_13" style="word-spacing:0.17em;">En función de aquello</span><span class="stl_13" style="word-spacing:0.15em;">&nbsp;a</span><span class="stl_13" style="word-spacing:0.17em;">&nbsp;continuación se</span><span class="stl_13" style="word-spacing:0.17em;">&nbsp;aborda un análisis horizontal y vertical</span><span class="stl_13" style="word-spacing:0.16em;">&nbsp;del &nbsp;</span></div>
					<div class="stl_01" style="top: 61.2735em; left:7.0854em;"><span class="stl_13 stl_08" style="word-spacing:0.06em;">Balance General de la empresa la Fabril, durante los años 2017 y 2018: &nbsp;</span></div>
					<div class="stl_01" style="top: 66.319em; left:41.6983em;"><span class="stl_17">12 &nbsp;</span></div>
				</div>
			</div>
		</div>
		<div class="stl_02">
			<div class="stl_03">
				<img src="data:image/png;base64,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				<div class="stl_05 stl_06">
					<div class="stl_01" style="top: 3.001em; left:7.2854em;"><span class="stl_19 stl_08" style="font-style:italic; word-spacing:0.02em;">Macías-Arteaga et</span><span class="stl_19 stl_08" style="font-style:italic; word-spacing:0.02em;">&nbsp;al.</span><span class="stl_19 stl_08" style="font-style:italic; word-spacing:0.04em;">&nbsp;(2022) &nbsp;</span></div>
					<div class="stl_01" style="top: 5.869em; left:20.14em;"><span class="stl_26 stl_08" style="font-weight:bold; font-style:italic; word-spacing:0.03em;">Tabla 1. </span><span class="stl_27 stl_08" style="font-style:italic; word-spacing:0.09em;">Análisis vertical &nbsp;</span></div>
					<div class="stl_01" style="top: 7.55em; left:32.0942em;"><span class="stl_28" style="font-weight:bold;">2</span></div>
					<div class="stl_01" style="top: 7.55em; left:32.4767em;"><span class="stl_28" style="font-weight:bold;">018 &nbsp;</span></div>
					<div class="stl_01" style="top: 7.55em; left:37.0958em;"><span class="stl_28" style="font-weight:bold;">2017 &nbsp;</span></div>
					<div class="stl_01" style="top: 8.8342em; left:8.9183em;"><span class="stl_29 stl_12">ACTIVO<span class="stl_15">S &nbsp;</span></span></div>
					<div class="stl_01" style="top: 10.0842em; left:8.9183em;"><span class="stl_29" style="word-spacing:0.02em;">Activos corrientes &nbsp;</span></div>
					<div class="stl_01" style="top: 11.3833em; left:8.9183em;"><span class="stl_28 stl_08" style="font-weight:bold; word-spacing:0.09em;">Efectivos y equivalentes de efectivo &nbsp;</span></div>
					<div class="stl_01" style="top: 12.6692em; left:8.9183em;"><span class="stl_28" style="font-weight:bold; word-spacing:0.01em;">Derechos fiduciarios &nbsp;</span></div>
					<div class="stl_01" style="top: 11.3833em; left:32.0942em;"><span class="stl_29">4.19% &nbsp;</span></div>
					<div class="stl_01" style="top: 12.6692em; left:32.0942em;"><span class="stl_29">0.22% &nbsp;</span></div>
					<div class="stl_01" style="top: 13.9692em; left:32.0942em;"><span class="stl_29 stl_12">11.16<span class="stl_15">% &nbsp;</span></span></div>
					<div class="stl_01" style="top: 15.2525em; left:32.0942em;"><span class="stl_29">6.20% &nbsp;</span></div>
					<div class="stl_01" style="top: 16.5525em; left:32.0942em;"><span class="stl_29">2.88% &nbsp;</span></div>
					<div class="stl_01" style="top: 17.8358em; left:32.0942em;"><span class="stl_29 stl_12">19.19<span class="stl_15">% &nbsp;</span></span></div>
					<div class="stl_01" style="top: 19.1358em; left:32.0942em;"><span class="stl_29">6.30% &nbsp;</span></div>
					<div class="stl_01" style="top: 20.4192em; left:32.0942em;"><span class="stl_29">0.72% &nbsp;</span></div>
					<div class="stl_01" style="top: 21.7192em; left:32.0942em;"><span class="stl_29 stl_12">50.87<span class="stl_15">% &nbsp;</span></span></div>
					<div class="stl_01" style="top: 11.3833em; left:37.0958em;"><span class="stl_29">6.34% &nbsp;</span></div>
					<div class="stl_01" style="top: 12.6692em; left:37.0958em;"><span class="stl_29">0.20% &nbsp;</span></div>
					<div class="stl_01" style="top: 13.9692em; left:37.0958em;"><span class="stl_29 stl_12">11.64<span class="stl_15">% &nbsp;</span></span></div>
					<div class="stl_01" style="top: 15.2525em; left:37.0958em;"><span class="stl_29">4.93% &nbsp;</span></div>
					<div class="stl_01" style="top: 16.5525em; left:37.0958em;"><span class="stl_29">1.98% &nbsp;</span></div>
					<div class="stl_01" style="top: 17.8358em; left:37.0958em;"><span class="stl_29 stl_12">16.98<span class="stl_15">% &nbsp;</span></span></div>
					<div class="stl_01" style="top: 19.1358em; left:37.0958em;"><span class="stl_29">5.70% &nbsp;</span></div>
					<div class="stl_01" style="top: 20.4192em; left:37.0958em;"><span class="stl_29">0.78% &nbsp;</span></div>
					<div class="stl_01" style="top: 21.7192em; left:37.0958em;"><span class="stl_29 stl_12">48.56<span class="stl_15">% &nbsp;</span></span></div>
					<div class="stl_01" style="top: 13.9692em; left:8.9183em;"><span class="stl_28 stl_12" style="font-weight:bold; word-spacing:0em;">Cuentas por cobrar comerciale<span class="stl_15">s &nbsp;</span></span></div>
					<div class="stl_01" style="top: 15.2525em; left:8.9183em;"><span class="stl_28 stl_08" style="font-weight:bold; word-spacing:0.08em;">Cuentas por cobrar a compañías relacionadas &nbsp;</span></div>
					<div class="stl_01" style="top: 16.5525em; left:8.9183em;"><span class="stl_28 stl_12" style="font-weight:bold; word-spacing:0em;">Otras cuentas por cobra<span class="stl_15">r &nbsp;</span></span></div>
					<div class="stl_01" style="top: 17.8358em; left:8.9183em;"><span class="stl_28" style="font-weight:bold;">Inventarios &nbsp;</span></div>
					<div class="stl_01" style="top: 19.1358em; left:8.9183em;"><span class="stl_28 stl_12" style="font-weight:bold; word-spacing:0em;">Impuestos por recupera<span class="stl_15">r &nbsp;</span></span></div>
					<div class="stl_01" style="top: 20.4192em; left:8.9183em;"><span class="stl_28" style="font-weight:bold; word-spacing:0.01em;">Otros activos &nbsp;</span></div>
					<div class="stl_01" style="top: 21.7192em; left:8.9183em;"><span class="stl_29 stl_12" style="word-spacing:0.01em;">Total activos corriente<span class="stl_08">s &nbsp;</span></span></div>
					<div class="stl_01" style="top: 23.005em; left:8.9183em;"><span class="stl_29 stl_08" style="word-spacing:0.1em;">Activos nos corrientes &nbsp;</span></div>
					<div class="stl_01" style="top: 24.305em; left:8.9183em;"><span class="stl_28 stl_08" style="font-weight:bold; word-spacing:0.08em;">Cuentas por cobrar a compañías relacionadas &nbsp;</span></div>
					<div class="stl_01" style="top: 25.5883em; left:8.9183em;"><span class="stl_28 stl_12" style="font-weight:bold; word-spacing:0em;">Inversión en subsidiarias y otras inversion<span class="stl_15">es &nbsp;</span></span></div>
					<div class="stl_01" style="top: 26.8883em; left:8.9183em;"><span class="stl_28 stl_12" style="font-weight:bold; word-spacing:0em;">Propiedad, planta y equipo<span class="stl_15">s &nbsp;</span></span></div>
					<div class="stl_01" style="top: 28.1717em; left:8.9183em;"><span class="stl_28 stl_12" style="font-weight:bold; word-spacing:-0.01em;">Propiedad de invers<span class="stl_15">ión &nbsp;</span></span></div>
					<div class="stl_01" style="top: 29.4717em; left:8.9183em;"><span class="stl_28" style="font-weight:bold; word-spacing:0em;">Activos intangibles &nbsp;</span></div>
					<div class="stl_01" style="top: 24.305em; left:32.0942em;"><span class="stl_29">3.14% &nbsp;</span></div>
					<div class="stl_01" style="top: 24.305em; left:37.0958em;"><span class="stl_29">4.63% &nbsp;</span></div>
					<div class="stl_01" style="top: 25.5883em; left:32.0942em;"><span class="stl_29 stl_12">14.11<span class="stl_15">% &nbsp;</span></span></div>
					<div class="stl_01" style="top: 26.8883em; left:32.0942em;"><span class="stl_29 stl_12">29.46<span class="stl_15">% &nbsp;</span></span></div>
					<div class="stl_01" style="top: 28.1717em; left:32.0942em;"><span class="stl_29">1.13% &nbsp;</span></div>
					<div class="stl_01" style="top: 25.5883em; left:37.0958em;"><span class="stl_29 stl_12">14.05<span class="stl_15">% &nbsp;</span></span></div>
					<div class="stl_01" style="top: 26.8883em; left:37.0958em;"><span class="stl_29 stl_12">30.35<span class="stl_15">% &nbsp;</span></span></div>
					<div class="stl_01" style="top: 28.1717em; left:37.0958em;"><span class="stl_29">1.12% &nbsp;</span></div>
					<div class="stl_01" style="top: 29.4717em; left:32.0942em;"><span class="stl_29">1.30% &nbsp;</span></div>
					<div class="stl_01" style="top: 29.4717em; left:37.0958em;"><span class="stl_29">1.29% &nbsp;</span></div>
					<div class="stl_01" style="top: 30.755em; left:8.9183em;"><span class="stl_29 stl_12" style="word-spacing:-0.01em;">Total activos no corrient<span class="stl_15">es &nbsp;</span></span></div>
					<div class="stl_01" style="top: 32.0567em; left:8.9183em;"><span class="stl_29" style="word-spacing:0.01em;">Total activos &nbsp;</span></div>
					<div class="stl_01" style="top: 30.755em; left:32.0942em;"><span class="stl_29 stl_12">49.13<span class="stl_15">% &nbsp;</span></span></div>
					<div class="stl_01" style="top: 32.0567em; left:32.0942em;"><span class="stl_29">100.00% &nbsp;</span></div>
					<div class="stl_01" style="top: 30.755em; left:37.0958em;"><span class="stl_29 stl_12">51.44<span class="stl_15">% &nbsp;</span></span></div>
					<div class="stl_01" style="top: 32.0567em; left:37.0958em;"><span class="stl_29">100.00% &nbsp;</span></div>
					<div class="stl_01" style="top: 33.34em; left:8.9183em;"><span class="stl_29 stl_12" style="word-spacing:-0.01em;">PASIVOS Y PATRIMO<span class="stl_15">NIO &nbsp;</span></span></div>
					<div class="stl_01" style="top: 34.64em; left:8.9183em;"><span class="stl_29" style="word-spacing:0em;">Pasivos corrientes &nbsp;</span></div>
					<div class="stl_01" style="top: 35.9233em; left:8.9183em;"><span class="stl_28" style="font-weight:bold; word-spacing:0em;">Obligaciones con entidades financieras &nbsp;</span></div>
					<div class="stl_01" style="top: 37.2233em; left:8.9183em;"><span class="stl_28 stl_08" style="font-weight:bold; word-spacing:0.07em;">Cuentas por pagar comerciales y otras cuentas por pagar &nbsp;</span></div>
					<div class="stl_01" style="top: 38.5067em; left:8.9183em;"><span class="stl_28 stl_08" style="font-weight:bold; word-spacing:0.08em;">Cuentas por pagar a compañías relacionadas &nbsp;</span></div>
					<div class="stl_01" style="top: 39.8067em; left:8.9183em;"><span class="stl_28" style="font-weight:bold; word-spacing:0em;">Beneficios empleados &nbsp;</span></div>
					<div class="stl_01" style="top: 35.9233em; left:32.0942em;"><span class="stl_29 stl_12">21.43<span class="stl_15">% &nbsp;</span></span></div>
					<div class="stl_01" style="top: 37.2233em; left:32.0942em;"><span class="stl_29 stl_12">13.98<span class="stl_15">% &nbsp;</span></span></div>
					<div class="stl_01" style="top: 38.5067em; left:32.0942em;"><span class="stl_29">1.25% &nbsp;</span></div>
					<div class="stl_01" style="top: 39.8067em; left:32.0942em;"><span class="stl_29">2.35% &nbsp;</span></div>
					<div class="stl_01" style="top: 41.0917em; left:32.0942em;"><span class="stl_29">1.08% &nbsp;</span></div>
					<div class="stl_01" style="top: 42.3925em; left:32.0942em;"><span class="stl_29">1.03% &nbsp;</span></div>
					<div class="stl_01" style="top: 43.675em; left:32.0942em;"><span class="stl_29 stl_12">41.11<span class="stl_15">% &nbsp;</span></span></div>
					<div class="stl_01" style="top: 35.9233em; left:37.0958em;"><span class="stl_29 stl_12">21.37<span class="stl_15">% &nbsp;</span></span></div>
					<div class="stl_01" style="top: 37.2233em; left:37.0958em;"><span class="stl_29 stl_12">16.81<span class="stl_15">% &nbsp;</span></span></div>
					<div class="stl_01" style="top: 38.5067em; left:37.0958em;"><span class="stl_29">1.16% &nbsp;</span></div>
					<div class="stl_01" style="top: 39.8067em; left:37.0958em;"><span class="stl_29">2.18% &nbsp;</span></div>
					<div class="stl_01" style="top: 41.0917em; left:37.0958em;"><span class="stl_29">1.03% &nbsp;</span></div>
					<div class="stl_01" style="top: 42.3925em; left:37.0958em;"><span class="stl_29">0.96% &nbsp;</span></div>
					<div class="stl_01" style="top: 43.675em; left:37.0958em;"><span class="stl_29 stl_12">43.51<span class="stl_15">% &nbsp;</span></span></div>
					<div class="stl_01" style="top: 41.0917em; left:8.9183em;"><span class="stl_28 stl_08" style="font-weight:bold; word-spacing:0.06em;">Impuesto a la renta &nbsp;</span></div>
					<div class="stl_01" style="top: 42.3925em; left:8.9183em;"><span class="stl_28 stl_12" style="font-weight:bold; word-spacing:0em;">Impuestos por paga<span class="stl_15">r &nbsp;</span></span></div>
					<div class="stl_01" style="top: 43.675em; left:8.9183em;"><span class="stl_29" style="word-spacing:0em;">Total pasivos corrientes &nbsp;</span></div>
					<div class="stl_01" style="top: 44.9758em; left:8.9183em;"><span class="stl_29" style="word-spacing:-0.01em;">Pasivos no corrientes &nbsp;</span></div>
					<div class="stl_01" style="top: 46.2583em; left:8.9183em;"><span class="stl_28" style="font-weight:bold; word-spacing:0em;">Obligaciones con entidades financieras &nbsp;</span></div>
					<div class="stl_01" style="top: 47.5592em; left:8.9183em;"><span class="stl_28 stl_12" style="font-weight:bold; word-spacing:0.01em;">Obligaciones para beneficios definid<span class="stl_08">os &nbsp;</span></span></div>
					<div class="stl_01" style="top: 48.8417em; left:8.9183em;"><span class="stl_29 stl_08" style="word-spacing:0.09em;">Total pasivos no corrientes &nbsp;</span></div>
					<div class="stl_01" style="top: 50.1442em; left:8.9183em;"><span class="stl_29" style="word-spacing:0.01em;">Total pasivos &nbsp;</span></div>
					<div class="stl_01" style="top: 46.2583em; left:32.0942em;"><span class="stl_29 stl_12">20.62<span class="stl_15">% &nbsp;</span></span></div>
					<div class="stl_01" style="top: 47.5592em; left:32.0942em;"><span class="stl_29">6.01% &nbsp;</span></div>
					<div class="stl_01" style="top: 46.2583em; left:37.0958em;"><span class="stl_29 stl_12">18.67<span class="stl_15">% &nbsp;</span></span></div>
					<div class="stl_01" style="top: 47.5592em; left:37.0958em;"><span class="stl_29">5.98% &nbsp;</span></div>
					<div class="stl_01" style="top: 48.8417em; left:32.0942em;"><span class="stl_29 stl_12">26.62<span class="stl_15">% &nbsp;</span></span></div>
					<div class="stl_01" style="top: 50.1442em; left:32.0942em;"><span class="stl_29 stl_12">67.73<span class="stl_15">% &nbsp;</span></span></div>
					<div class="stl_01" style="top: 48.8417em; left:37.0958em;"><span class="stl_29 stl_12">24.65<span class="stl_15">% &nbsp;</span></span></div>
					<div class="stl_01" style="top: 50.1442em; left:37.0958em;"><span class="stl_29 stl_12">68.16<span class="stl_15">% &nbsp;</span></span></div>
					<div class="stl_01" style="top: 51.4275em; left:8.9183em;"><span class="stl_29">Patrimonio &nbsp;</span></div>
					<div class="stl_01" style="top: 52.7275em; left:8.9183em;"><span class="stl_28 stl_12" style="font-weight:bold; word-spacing:-0.02em;">Capital socia<span class="stl_15">l &nbsp;</span></span></div>
					<div class="stl_01" style="top: 52.7275em; left:32.0942em;"><span class="stl_29 stl_12">19.97<span class="stl_15">% &nbsp;</span></span></div>
					<div class="stl_01" style="top: 54.0108em; left:32.0942em;"><span class="stl_29">3.47% &nbsp;</span></div>
					<div class="stl_01" style="top: 52.7275em; left:37.0958em;"><span class="stl_29 stl_12">19.09<span class="stl_15">% &nbsp;</span></span></div>
					<div class="stl_01" style="top: 54.0108em; left:37.0958em;"><span class="stl_29">3.15% &nbsp;</span></div>
					<div class="stl_01" style="top: 54.0108em; left:8.9183em;"><span class="stl_28" style="font-weight:bold;">Reservas &nbsp;</span></div>
					<div class="stl_01" style="top: 55.3108em; left:8.9183em;"><span class="stl_28 stl_12" style="font-weight:bold; word-spacing:0.01em;">Resultados acumulado<span class="stl_08">s &nbsp;</span></span></div>
					<div class="stl_01" style="top: 56.5942em; left:8.9183em;"><span class="stl_29" style="word-spacing:0em;">Total patrimonio &nbsp;</span></div>
					<div class="stl_01" style="top: 55.3108em; left:32.0942em;"><span class="stl_29">8.83% &nbsp;</span></div>
					<div class="stl_01" style="top: 55.3108em; left:37.0958em;"><span class="stl_29">9.60% &nbsp;</span></div>
					<div class="stl_01" style="top: 56.5942em; left:32.0942em;"><span class="stl_29 stl_12">32.27<span class="stl_15">% &nbsp;</span></span></div>
					<div class="stl_01" style="top: 57.8942em; left:32.0942em;"><span class="stl_29">100.00% &nbsp;</span></div>
					<div class="stl_01" style="top: 56.5942em; left:37.0958em;"><span class="stl_29 stl_12">31.84<span class="stl_15">% &nbsp;</span></span></div>
					<div class="stl_01" style="top: 57.8942em; left:37.0958em;"><span class="stl_29">100.00% &nbsp;</span></div>
					<div class="stl_01" style="top: 57.8942em; left:8.9183em;"><span class="stl_29" style="word-spacing:0em;">Total pasivo y patrimonio &nbsp;</span></div>
					<div class="stl_01" style="top: 60.1973em; left:14.1875em;"><span class="stl_26" style="font-weight:bold; font-style:italic; word-spacing:-0.02em;">Fuente: </span><span class="stl_27" style="font-style:italic; word-spacing:-0.02em;">Balance General de la Fabril </span><span class="stl_30" style="font-style:italic; word-spacing:0em;">– </span><span class="stl_27" style="font-style:italic; word-spacing:-0.01em;">Año 2017 y 2018 &nbsp;</span></div>
					<div class="stl_01" style="top: 65.2856em; left:41.6983em;"><span class="stl_17">13 &nbsp;</span></div>
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		<div class="stl_02">
			<div class="stl_03">
				<img src="data:image/png;base64,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" alt="" class="stl_21" />
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				<div class="stl_05 stl_06">
					<div class="stl_01" style="top: 2.8819em; left:7.0854em;"><span class="stl_07 stl_08" style="word-spacing:0.08em;">Revista Científica SAPIENTIAE.</span><span class="stl_07 stl_08" style="word-spacing:0.05em;">&nbsp;Vol.</span><span class="stl_07 stl_08" style="word-spacing:0.02em;">&nbsp;5,</span><span class="stl_07 stl_08" style="word-spacing:0.02em;">&nbsp;Núm.</span><span class="stl_07 stl_08" style="word-spacing:0.02em;">&nbsp;10</span><span class="stl_07 stl_08" style="word-spacing:0.02em;">&nbsp;(jul</span><span class="stl_07 stl_08" style="word-spacing:0.01em;">&nbsp;- dic</span><span class="stl_07 stl_08" style="word-spacing:0.03em;">&nbsp;2022)</span><span class="stl_07 stl_08" style="word-spacing:0.03em;">&nbsp;ISSN:</span><span class="stl_07 stl_08" style="word-spacing:0.05em;">&nbsp;2600-6030 &nbsp;</span></div>
					<div class="stl_01" style="top: 3.8336em; left:7.0854em;"><span class="stl_09" style="font-style:italic; word-spacing:-0.03em;">El análisis</span><span class="stl_09" style="font-style:italic; word-spacing:-0.03em;">&nbsp;financiero:</span><span class="stl_09" style="font-style:italic; word-spacing:0.02em;">&nbsp;Un</span><span class="stl_09" style="font-style:italic; word-spacing:-0.05em;">&nbsp;instrumento</span><span class="stl_09" style="font-style:italic; word-spacing:-0.01em;">&nbsp;de</span><span class="stl_09" style="font-style:italic; word-spacing:-0.04em;">&nbsp;evaluación financiera</span><span class="stl_09" style="font-style:italic; word-spacing:-0.02em;">&nbsp;en</span><span class="stl_09" style="font-style:italic; word-spacing:-0.01em;">&nbsp;la</span><span class="stl_09" style="font-style:italic; word-spacing:-0.04em;">&nbsp;empresa</span><span class="stl_09" style="font-style:italic; word-spacing:0.01em;">&nbsp;La</span><span class="stl_09" style="font-style:italic; word-spacing:-0.03em;">&nbsp;Fabril. &nbsp;</span></div>
					<div class="stl_01" style="top: 5.9281em; left:7.0854em;"><span class="stl_13" style="word-spacing:0.08em;">Analizando los</span><span class="stl_13" style="word-spacing:0.06em;">&nbsp;activos en</span><span class="stl_13" style="word-spacing:0.07em;">&nbsp;el año 2017 notamos</span><span class="stl_13" style="word-spacing:0.06em;">&nbsp;que</span><span class="stl_13" style="word-spacing:0.07em;">&nbsp;las</span><span class="stl_13" style="word-spacing:0.07em;">&nbsp;cuentas más representativas</span><span class="stl_13" style="word-spacing:0.06em;">&nbsp;en &nbsp;</span></div>
					<div class="stl_01" style="top: 7.6439em; left:7.0854em;"><span class="stl_13 stl_12" style="word-spacing:0em;">activos corrientes corresponden a inventarios con un 16.98%, luego cuentas por cob<span class="stl_15">rar a &nbsp;</span></span></div>
					<div class="stl_01" style="top: 9.3781em; left:7.0854em;"><span class="stl_13" style="word-spacing:0.02em;">comerciales con 11.64% y posterior efectivos y equivalentes a efectivos con un 6.34, en &nbsp;</span></div>
					<div class="stl_01" style="top: 11.0947em; left:7.0854em;"><span class="stl_13 stl_08" style="word-spacing:0.12em;">cuanto al año 2018 se puede observar que los</span><span class="stl_13 stl_08" style="word-spacing:0.15em;">&nbsp;activos corrientes superan</span><span class="stl_13 stl_08" style="word-spacing:0.12em;">&nbsp;los activos</span><span class="stl_13 stl_08" style="word-spacing:0.08em;">&nbsp;no &nbsp;</span></div>
					<div class="stl_01" style="top: 12.8297em; left:7.0854em;"><span class="stl_13" style="word-spacing:0.08em;">corrientes siendo los tres más representativos, inventarios con un 19.19%, seguido por &nbsp;</span></div>
					<div class="stl_01" style="top: 14.5464em; left:7.0854em;"><span class="stl_13" style="word-spacing:-0.03em;">cuentas por cobrar comerciales con un 11.16% y en tercer lugar encontramos a impuestos &nbsp;</span></div>
					<div class="stl_01" style="top: 16.2797em; left:7.0854em;"><span class="stl_13" style="word-spacing:0.02em;">por recuperar con un 6.30%. En cuanto a activos no corrientes se calculan como los tres &nbsp;</span></div>
					<div class="stl_01" style="top: 17.9964em; left:7.0854em;"><span class="stl_13" style="word-spacing:0.2em;">con mayor porcentaje, en primer</span><span class="stl_13" style="word-spacing:0.19em;">&nbsp;lugar, propiedad,</span><span class="stl_13" style="word-spacing:0.2em;">&nbsp;planta y</span><span class="stl_13" style="word-spacing:0.2em;">&nbsp;equipo con un</span><span class="stl_13" style="word-spacing:0.2em;">&nbsp;29.46%, &nbsp;</span></div>
					<div class="stl_01" style="top: 19.7297em; left:7.0854em;"><span class="stl_13 stl_12" style="word-spacing:-0.02em;">seguido por inversión en subsidiarias y otras inversiones con un 14.11%<span class="stl_15">, finalizando con &nbsp;</span></span></div>
					<div class="stl_01" style="top: 21.4464em; left:7.0854em;"><span class="stl_13 stl_12" style="word-spacing:0em;">cuentas por cobrar a compañías relacionadas con un 3.14%<span class="stl_15">. &nbsp;</span></span></div>
					<div class="stl_01" style="top: 24.1814em; left:7.0854em;"><span class="stl_13 stl_12" style="word-spacing:0.01em;">Como sugerencia en el análisis de activos se recomienda hacer mayores esfuerzos en <span class="stl_15">las &nbsp;</span></span></div>
					<div class="stl_01" style="top: 25.8989em; left:7.0854em;"><span class="stl_13" style="word-spacing:-0.01em;">gestiones de cobranzas para el año 2018 ya que este rubro disminuyó en un 0.53% lo que &nbsp;</span></div>
					<div class="stl_01" style="top: 27.6322em; left:7.0854em;"><span class="stl_13 stl_08" style="word-spacing:0.01em;">se ve reflejado en la cuenta efectivos y equivalentes de efectivo con un 2.15%, recordando &nbsp;</span></div>
					<div class="stl_01" style="top: 29.3481em; left:7.0854em;"><span class="stl_13" style="word-spacing:0.07em;">a su vez que la empresa es</span><span class="stl_13" style="word-spacing:0.07em;">&nbsp;solvente, pero</span><span class="stl_13" style="word-spacing:0.05em;">&nbsp;en</span><span class="stl_13" style="word-spacing:0.07em;">&nbsp;caso de necesitar liquidez inmediata,</span><span class="stl_13" style="word-spacing:0.05em;">&nbsp;esta &nbsp;</span></div>
					<div class="stl_01" style="top: 31.0839em; left:7.0854em;"><span class="stl_13 stl_08" style="word-spacing:0.06em;">cuenta es la que inicialmente será usada. &nbsp;</span></div>
					<div class="stl_01" style="top: 33.8006em; left:7.0854em;"><span class="stl_13" style="word-spacing:0.02em;">Analizando el año 2017 en los pasivos corrientes sobresalen las cuentas de obligaciones &nbsp;</span></div>
					<div class="stl_01" style="top: 35.5339em; left:7.0854em;"><span class="stl_13" style="word-spacing:-0.02em;">con entidades financieras representada con un 21.37% misma que en comparación con el &nbsp;</span></div>
					<div class="stl_01" style="top: 37.2506em; left:7.0854em;"><span class="stl_13 stl_08" style="word-spacing:0.16em;">año 2018 aumenta</span><span class="stl_13 stl_08" style="word-spacing:0.11em;">&nbsp;poco</span><span class="stl_13 stl_08" style="word-spacing:0.16em;">&nbsp;significativo de</span><span class="stl_13 stl_08" style="word-spacing:0.12em;">&nbsp;0.06%</span><span class="stl_13 stl_08" style="word-spacing:0.14em;">&nbsp;reflejando un 21.43%, y</span><span class="stl_13 stl_08" style="word-spacing:0.08em;">&nbsp;en</span><span class="stl_13 stl_08" style="word-spacing:0.15em;">&nbsp;pasivos</span><span class="stl_13 stl_08" style="word-spacing:0.1em;">&nbsp;no &nbsp;</span></div>
					<div class="stl_01" style="top: 38.9839em; left:7.0854em;"><span class="stl_13 stl_08" style="word-spacing:0.06em;">corrientes se presentan un 18.67% en el año 2017 y el año 2018 un 20.62%, aumentando &nbsp;</span></div>
					<div class="stl_01" style="top: 40.7022em; left:7.0854em;"><span class="stl_13 stl_08" style="word-spacing:0.01em;">un 1.95% este es un aumento no muy significativo y así sucede con el resto de sus pasivos &nbsp;</span></div>
					<div class="stl_01" style="top: 42.4356em; left:7.0854em;"><span class="stl_13 stl_12" style="word-spacing:-0.01em;">en cuanto a un aumento ligero en porcenta<span class="stl_15">jes. &nbsp;</span></span></div>
					<div class="stl_01" style="top: 45.1531em; left:7.0854em;"><span class="stl_13" style="word-spacing:0.24em;">Durante estos años no se necesitó incrementar recursos a través</span><span class="stl_13" style="word-spacing:0.28em;">&nbsp;de</span><span class="stl_13" style="word-spacing:0.25em;">&nbsp;préstamos</span><span class="stl_13" style="word-spacing:0.21em;">&nbsp;con &nbsp;</span></div>
					<div class="stl_01" style="top: 46.8864em; left:7.0854em;"><span class="stl_13" style="word-spacing:-0.01em;">entidades financieras. &nbsp;</span></div>
					<div class="stl_01" style="top: 49.6047em; left:7.0854em;"><span class="stl_13" style="word-spacing:-0.06em;">En al patrimonio el valor más significativo se encuentra en el capital social con un 19.09% &nbsp;</span></div>
					<div class="stl_01" style="top: 51.3381em; left:7.0854em;"><span class="stl_13" style="word-spacing:-0.02em;">en el año 2017, seguido por un 19.97% en el año 2018, lo que dio un aumento del 0.88%. &nbsp;</span></div>
					<div class="stl_01" style="top: 54.0547em; left:7.0854em;"><span class="stl_13 stl_08" style="word-spacing:0.33em;">En general se puede observar que la</span><span class="stl_13 stl_08" style="word-spacing:0.35em;">&nbsp;empresa mantiene una</span><span class="stl_13" style="word-spacing:0.27em;">&nbsp;estabilidad</span><span class="stl_13 stl_08" style="word-spacing:0.36em;">&nbsp;operativa, &nbsp;</span></div>
					<div class="stl_01" style="top: 55.7881em; left:7.0854em;"><span class="stl_13 stl_08" style="word-spacing:0.09em;">administrativa y financiera con proyección a crecimiento. &nbsp;</span></div>
					<div class="stl_01" style="top: 66.319em; left:41.6983em;"><span class="stl_17">14 &nbsp;</span></div>
				</div>
			</div>
		</div>
		<div class="stl_02">
			<div class="stl_03">
				<img 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			</div>
			<div class="stl_view">
				<div class="stl_05 stl_06">
					<div class="stl_01" style="top: 3.001em; left:7.2854em;"><span class="stl_19 stl_08" style="font-style:italic; word-spacing:0.02em;">Macías-Arteaga et</span><span class="stl_19 stl_08" style="font-style:italic; word-spacing:0.02em;">&nbsp;al.</span><span class="stl_19 stl_08" style="font-style:italic; word-spacing:0.04em;">&nbsp;(2022) &nbsp;</span></div>
					<div class="stl_01" style="top: 5.869em; left:19.6567em;"><span class="stl_26 stl_08" style="font-weight:bold; font-style:italic; word-spacing:0.04em;">Tabla 2. </span><span class="stl_27 stl_12" style="font-style:italic; word-spacing:0.01em;">Análisis hori<span class="stl_08">zontal &nbsp;</span></span></div>
					<div class="stl_01" style="top: 7.5409em; left:24.0583em;"><span class="stl_32 stl_08" style="font-weight:bold;">2</span></div>
					<div class="stl_01" style="top: 7.5409em; left:24.3917em;"><span class="stl_32" style="font-weight:bold;">018 &nbsp;</span></div>
					<div class="stl_01" style="top: 7.5409em; left:30.4442em;"><span class="stl_32 stl_08" style="font-weight:bold;">201<span class="stl_12">7 &nbsp;</span></span></div>
					<div class="stl_01" style="top: 7.5409em; left:34.5442em;"><span class="stl_32 stl_12" style="font-weight:bold;">Variaci<span class="stl_08">ón &nbsp;</span></span></div>
					<div class="stl_01" style="top: 8.3084em; left:34.9625em;"><span class="stl_32 stl_08" style="font-weight:bold;">absolu<span class="stl_12">ta &nbsp;</span></span></div>
					<div class="stl_01" style="top: 7.5409em; left:39.2625em;"><span class="stl_32 stl_12" style="font-weight:bold;">Variaci<span class="stl_08">ón &nbsp;</span></span></div>
					<div class="stl_01" style="top: 8.3084em; left:39.8958em;"><span class="stl_32 stl_12" style="font-weight:bold;">relat<span class="stl_08">iva &nbsp;</span></span></div>
					<div class="stl_01" style="top: 9.7743em; left:7.5521em;"><span class="stl_32 stl_12" style="font-weight:bold;">ACTIVO<span class="stl_08">S &nbsp;</span></span></div>
					<div class="stl_01" style="top: 11.1243em; left:7.5521em;"><span class="stl_32" style="font-weight:bold; word-spacing:-0.06em;">Activos corrientes &nbsp;</span></div>
					<div class="stl_01" style="top: 12.4751em; left:7.5521em;"><span class="stl_32 stl_08" style="font-weight:bold; word-spacing:0.05em;">Efectivos y equivalentes de efectivo &nbsp;</span></div>
					<div class="stl_01" style="top: 13.8268em; left:7.5521em;"><span class="stl_32" style="font-weight:bold; word-spacing:-0.08em;">Derechos fiduciarios &nbsp;</span></div>
					<div class="stl_01" style="top: 12.4751em; left:22.3917em;"><span class="stl_33 stl_12">13,085,<span class="stl_08">283 &nbsp;</span></span></div>
					<div class="stl_01" style="top: 13.8268em; left:23.225em;"><span class="stl_33 stl_12">696,5<span class="stl_08">47 &nbsp;</span></span></div>
					<div class="stl_01" style="top: 12.4751em; left:28.7775em;"><span class="stl_33 stl_12">19,845,<span class="stl_08">244 &nbsp;</span></span></div>
					<div class="stl_01" style="top: 13.8268em; left:29.6108em;"><span class="stl_33 stl_12">635,6<span class="stl_08">72 &nbsp;</span></span></div>
					<div class="stl_01" style="top: 12.4751em; left:34.4775em;"><span class="stl_33 stl_08">-6,759<span class="stl_12">,961 &nbsp;</span></span></div>
					<div class="stl_01" style="top: 13.8268em; left:35.5292em;"><span class="stl_33 stl_12">60,8<span class="stl_08">75 &nbsp;</span></span></div>
					<div class="stl_01" style="top: 12.4751em; left:39.7958em;"><span class="stl_33 stl_08">-34.0<span class="stl_12">6% &nbsp;</span></span></div>
					<div class="stl_01" style="top: 13.8268em; left:40.3625em;"><span class="stl_33 stl_12">9.58<span class="stl_08">% &nbsp;</span></span></div>
					<div class="stl_01" style="top: 15.1934em; left:7.5521em;"><span class="stl_32 stl_08" style="font-weight:bold; word-spacing:0.05em;">Cuentas por cobrar comerciales &nbsp;</span></div>
					<div class="stl_01" style="top: 15.1934em; left:22.3917em;"><span class="stl_33 stl_12">34,886,<span class="stl_08">115 &nbsp;</span></span></div>
					<div class="stl_01" style="top: 16.5434em; left:22.3917em;"><span class="stl_33 stl_12">19,362,<span class="stl_08">335 &nbsp;</span></span></div>
					<div class="stl_01" style="top: 15.1934em; left:28.7775em;"><span class="stl_33 stl_12">36,477,<span class="stl_08">227 &nbsp;</span></span></div>
					<div class="stl_01" style="top: 16.5434em; left:28.7775em;"><span class="stl_33 stl_12">15,446,<span class="stl_08">775 &nbsp;</span></span></div>
					<div class="stl_01" style="top: 15.1934em; left:34.4775em;"><span class="stl_33 stl_08">-1,591<span class="stl_12">,112 &nbsp;</span></span></div>
					<div class="stl_01" style="top: 16.5434em; left:34.6942em;"><span class="stl_33 stl_12">3,915,<span class="stl_08">560 &nbsp;</span></span></div>
					<div class="stl_01" style="top: 15.1934em; left:40.1292em;"><span class="stl_33 stl_08">-4.36<span class="stl_12">% &nbsp;</span></span></div>
					<div class="stl_01" style="top: 16.5434em; left:40.0292em;"><span class="stl_33 stl_12">25.3<span class="stl_08">5% &nbsp;</span></span></div>
					<div class="stl_01" style="top: 16.5434em; left:7.5521em;"><span class="stl_32 stl_08" style="font-weight:bold; word-spacing:0.04em;">Cuentas por cobrar a compañías &nbsp;</span></div>
					<div class="stl_01" style="top: 17.3101em; left:7.5521em;"><span class="stl_32 stl_12" style="font-weight:bold;">relacio<span class="stl_08">nadas &nbsp;</span></span></div>
					<div class="stl_01" style="top: 18.1101em; left:7.5521em;"><span class="stl_32 stl_08" style="font-weight:bold; word-spacing:0.04em;">Otras cuentas por cobrar &nbsp;</span></div>
					<div class="stl_01" style="top: 18.1101em; left:22.725em;"><span class="stl_33 stl_12">9,009,<span class="stl_08">828 &nbsp;</span></span></div>
					<div class="stl_01" style="top: 19.4768em; left:22.3917em;"><span class="stl_33 stl_12">59,967,<span class="stl_08">574 &nbsp;</span></span></div>
					<div class="stl_01" style="top: 20.8268em; left:22.3917em;"><span class="stl_33 stl_12">19,699,<span class="stl_08">523 &nbsp;</span></span></div>
					<div class="stl_01" style="top: 22.1793em; left:22.725em;"><span class="stl_33 stl_12">2,259,<span class="stl_08">065 &nbsp;</span></span></div>
					<div class="stl_01" style="top: 18.1101em; left:29.1108em;"><span class="stl_33 stl_12">6,217,<span class="stl_08">625 &nbsp;</span></span></div>
					<div class="stl_01" style="top: 19.4768em; left:28.7775em;"><span class="stl_33 stl_12">53,180,<span class="stl_08">365 &nbsp;</span></span></div>
					<div class="stl_01" style="top: 20.8268em; left:28.7775em;"><span class="stl_33 stl_12">17,854,<span class="stl_08">932 &nbsp;</span></span></div>
					<div class="stl_01" style="top: 22.1793em; left:29.1108em;"><span class="stl_33 stl_12">2,444,<span class="stl_08">129 &nbsp;</span></span></div>
					<div class="stl_01" style="top: 18.1101em; left:34.6942em;"><span class="stl_33 stl_12">2,792,<span class="stl_08">203 &nbsp;</span></span></div>
					<div class="stl_01" style="top: 19.4768em; left:34.6942em;"><span class="stl_33 stl_12">6,787,<span class="stl_08">209 &nbsp;</span></span></div>
					<div class="stl_01" style="top: 20.8268em; left:34.6942em;"><span class="stl_33 stl_12">1,844,<span class="stl_08">591 &nbsp;</span></span></div>
					<div class="stl_01" style="top: 22.1793em; left:34.9792em;"><span class="stl_33 stl_08">-185,<span class="stl_12">064 &nbsp;</span></span></div>
					<div class="stl_01" style="top: 23.5284em; left:34.6942em;"><span class="stl_33 stl_12">6,864,<span class="stl_08">301 &nbsp;</span></span></div>
					<div class="stl_01" style="top: 18.1101em; left:40.0292em;"><span class="stl_33 stl_12">44.9<span class="stl_08">1% &nbsp;</span></span></div>
					<div class="stl_01" style="top: 19.4768em; left:40.0292em;"><span class="stl_33 stl_12">12.7<span class="stl_08">6% &nbsp;</span></span></div>
					<div class="stl_01" style="top: 20.8268em; left:40.0292em;"><span class="stl_33 stl_12">10.3<span class="stl_08">3% &nbsp;</span></span></div>
					<div class="stl_01" style="top: 22.1793em; left:40.9625em;"><span class="stl_33 stl_08">-8% &nbsp;</span></div>
					<div class="stl_01" style="top: 19.4768em; left:7.5521em;"><span class="stl_32 stl_12" style="font-weight:bold;">Inventa<span class="stl_08">rios &nbsp;</span></span></div>
					<div class="stl_01" style="top: 20.8268em; left:7.5521em;"><span class="stl_32" style="font-weight:bold; word-spacing:-0.04em;">Impuestos por recuperar &nbsp;</span></div>
					<div class="stl_01" style="top: 22.1793em; left:7.5521em;"><span class="stl_32 stl_08" style="font-weight:bold; word-spacing:0.07em;">Otros activos &nbsp;</span></div>
					<div class="stl_01" style="top: 23.5284em; left:7.5521em;"><span class="stl_32" style="font-weight:bold; word-spacing:-0.04em;">Total activos corrientes &nbsp;</span></div>
					<div class="stl_01" style="top: 24.8951em; left:7.5521em;"><span class="stl_32 stl_08" style="font-weight:bold; word-spacing:0.06em;">Activos nos corrientes &nbsp;</span></div>
					<div class="stl_01" style="top: 23.5284em; left:22.0558em;"><span class="stl_33 stl_12">158,966<span class="stl_08">,270 &nbsp;</span></span></div>
					<div class="stl_01" style="top: 23.5284em; left:28.4417em;"><span class="stl_33 stl_12">152,101<span class="stl_08">,969 &nbsp;</span></span></div>
					<div class="stl_01" style="top: 23.5284em; left:41.1958em;"><span class="stl_33 stl_08">5% &nbsp;</span></div>
					<div class="stl_01" style="top: 26.2459em; left:7.5521em;"><span class="stl_32 stl_08" style="font-weight:bold; word-spacing:0.04em;">Cuentas por cobrar a compañías &nbsp;</span></div>
					<div class="stl_01" style="top: 27.0118em; left:7.5521em;"><span class="stl_32 stl_12" style="font-weight:bold;">relacio<span class="stl_08">nadas &nbsp;</span></span></div>
					<div class="stl_01" style="top: 27.8126em; left:7.5521em;"><span class="stl_32 stl_08" style="font-weight:bold; word-spacing:0.04em;">Inversión en subsidiarias y otras &nbsp;</span></div>
					<div class="stl_01" style="top: 28.5793em; left:7.5521em;"><span class="stl_32 stl_12" style="font-weight:bold;">inversio<span class="stl_08">nes &nbsp;</span></span></div>
					<div class="stl_01" style="top: 26.2459em; left:22.725em;"><span class="stl_33 stl_12">9,800,<span class="stl_08">507 &nbsp;</span></span></div>
					<div class="stl_01" style="top: 26.2459em; left:28.7775em;"><span class="stl_33 stl_12">14,503,<span class="stl_08">814 &nbsp;</span></span></div>
					<div class="stl_01" style="top: 27.8126em; left:28.7775em;"><span class="stl_33 stl_12">44,008,<span class="stl_08">946 &nbsp;</span></span></div>
					<div class="stl_01" style="top: 26.2459em; left:34.4775em;"><span class="stl_33 stl_08">-4,703<span class="stl_12">,307 &nbsp;</span></span></div>
					<div class="stl_01" style="top: 27.8126em; left:35.5292em;"><span class="stl_33 stl_12">78,4<span class="stl_08">14 &nbsp;</span></span></div>
					<div class="stl_01" style="top: 26.2459em; left:39.7958em;"><span class="stl_33 stl_08">-32.4<span class="stl_12">3% &nbsp;</span></span></div>
					<div class="stl_01" style="top: 27.8126em; left:40.3625em;"><span class="stl_33 stl_12">0.18<span class="stl_08">% &nbsp;</span></span></div>
					<div class="stl_01" style="top: 27.8126em; left:22.3917em;"><span class="stl_33 stl_12">44,087,<span class="stl_08">360 &nbsp;</span></span></div>
					<div class="stl_01" style="top: 29.3959em; left:7.5521em;"><span class="stl_32 stl_08" style="font-weight:bold; word-spacing:0.04em;">Propiedad, planta y equipos &nbsp;</span></div>
					<div class="stl_01" style="top: 29.3959em; left:22.3917em;"><span class="stl_33 stl_12">92,067,<span class="stl_08">421 &nbsp;</span></span></div>
					<div class="stl_01" style="top: 30.7459em; left:22.725em;"><span class="stl_33 stl_12">3,516,<span class="stl_08">876 &nbsp;</span></span></div>
					<div class="stl_01" style="top: 29.3959em; left:28.7775em;"><span class="stl_33 stl_12">95,067,<span class="stl_08">112 &nbsp;</span></span></div>
					<div class="stl_01" style="top: 30.7459em; left:29.1108em;"><span class="stl_33 stl_12">3,516,<span class="stl_08">876 &nbsp;</span></span></div>
					<div class="stl_01" style="top: 29.3959em; left:34.4775em;"><span class="stl_33 stl_08">-2,999<span class="stl_12">,691 &nbsp;</span></span></div>
					<div class="stl_01" style="top: 30.7459em; left:37.0292em;"><span class="stl_33 stl_08">0</span></div>
					<div class="stl_01" style="top: 29.3959em; left:40.1292em;"><span class="stl_33 stl_08">-3.16<span class="stl_12">% &nbsp;</span></span></div>
					<div class="stl_01" style="top: 30.7459em; left:40.3625em;"><span class="stl_33 stl_12">0.00<span class="stl_08">% &nbsp;</span></span></div>
					<div class="stl_01" style="top: 30.7459em; left:7.5521em;"><span class="stl_32 stl_08" style="font-weight:bold; word-spacing:0.05em;">Propiedad de inversión &nbsp;</span></div>
					<div class="stl_01" style="top: 32.0976em; left:7.5521em;"><span class="stl_32 stl_08" style="font-weight:bold; word-spacing:0.08em;">Activos intangibles &nbsp;</span></div>
					<div class="stl_01" style="top: 32.0976em; left:22.725em;"><span class="stl_33 stl_12">4,066,<span class="stl_08">856 &nbsp;</span></span></div>
					<div class="stl_01" style="top: 32.0976em; left:29.1108em;"><span class="stl_33 stl_12">4,050,<span class="stl_08">096 &nbsp;</span></span></div>
					<div class="stl_01" style="top: 32.0976em; left:35.8625em;"><span class="stl_33 stl_12">16,7<span class="stl_08">6 &nbsp;</span></span></div>
					<div class="stl_01" style="top: 32.0976em; left:40.3625em;"><span class="stl_33 stl_12">0.41<span class="stl_08">% &nbsp;</span></span></div>
					<div class="stl_01" style="top: 33.4643em; left:7.5521em;"><span class="stl_32 stl_08" style="font-weight:bold; word-spacing:0.05em;">Total activos no corrientes &nbsp;</span></div>
					<div class="stl_01" style="top: 34.8143em; left:7.5521em;"><span class="stl_32 stl_08" style="font-weight:bold; word-spacing:0.06em;">Total activos &nbsp;</span></div>
					<div class="stl_01" style="top: 33.4643em; left:22.0558em;"><span class="stl_33 stl_12">153,539<span class="stl_08">,020 &nbsp;</span></span></div>
					<div class="stl_01" style="top: 34.8143em; left:22.0558em;"><span class="stl_32 stl_12" style="font-weight:bold;">312,505<span class="stl_08">,290 &nbsp;</span></span></div>
					<div class="stl_01" style="top: 33.4643em; left:28.4417em;"><span class="stl_33 stl_12">161,146<span class="stl_08">,844 &nbsp;</span></span></div>
					<div class="stl_01" style="top: 34.8143em; left:28.4417em;"><span class="stl_32 stl_12" style="font-weight:bold;">313,248<span class="stl_08">,813 &nbsp;</span></span></div>
					<div class="stl_01" style="top: 33.4643em; left:34.4775em;"><span class="stl_33 stl_08">-7,607<span class="stl_12">,824 &nbsp;</span></span></div>
					<div class="stl_01" style="top: 34.8143em; left:34.9792em;"><span class="stl_32 stl_08" style="font-weight:bold;">-743,<span class="stl_12">523 &nbsp;</span></span></div>
					<div class="stl_01" style="top: 33.4643em; left:40.1292em;"><span class="stl_33 stl_08">-4.72<span class="stl_12">% &nbsp;</span></span></div>
					<div class="stl_01" style="top: 34.8143em; left:40.0292em;"><span class="stl_32 stl_08" style="font-weight:bold;">-0.24<span class="stl_12">% &nbsp;</span></span></div>
					<div class="stl_01" style="top: 36.1643em; left:7.5521em;"><span class="stl_32" style="font-weight:bold; word-spacing:-0.05em;">PASIVOS Y PATRIMONIO &nbsp;</span></div>
					<div class="stl_01" style="top: 37.5143em; left:7.5521em;"><span class="stl_32" style="font-weight:bold; word-spacing:-0.06em;">Pasivos corrientes &nbsp;</span></div>
					<div class="stl_01" style="top: 38.8809em; left:7.5521em;"><span class="stl_32 stl_08" style="font-weight:bold; word-spacing:0.07em;">Obligaciones con entidades financieras &nbsp;</span></div>
					<div class="stl_01" style="top: 38.8809em; left:22.3917em;"><span class="stl_33 stl_12">66,957,<span class="stl_08">403 &nbsp;</span></span></div>
					<div class="stl_01" style="top: 40.2334em; left:22.725em;"><span class="stl_33 stl_12">3,902,<span class="stl_08">433 &nbsp;</span></span></div>
					<div class="stl_01" style="top: 38.8809em; left:28.7775em;"><span class="stl_33 stl_12">66,946,<span class="stl_08">732 &nbsp;</span></span></div>
					<div class="stl_01" style="top: 40.2334em; left:29.1108em;"><span class="stl_33 stl_12">3,636,<span class="stl_08">132 &nbsp;</span></span></div>
					<div class="stl_01" style="top: 38.8809em; left:35.5292em;"><span class="stl_33 stl_12">10,6<span class="stl_08">71 &nbsp;</span></span></div>
					<div class="stl_01" style="top: 38.8809em; left:40.3625em;"><span class="stl_33 stl_12">0.02<span class="stl_08">% &nbsp;</span></span></div>
					<div class="stl_01" style="top: 40.2334em; left:40.3625em;"><span class="stl_33 stl_12">7.32<span class="stl_08">% &nbsp;</span></span></div>
					<div class="stl_01" style="top: 40.2334em; left:7.5521em;"><span class="stl_32 stl_08" style="font-weight:bold; word-spacing:0.04em;">Cuentas por pagar a compañías &nbsp;</span></div>
					<div class="stl_01" style="top: 40.9993em; left:7.5521em;"><span class="stl_32 stl_12" style="font-weight:bold;">relacio<span class="stl_08">nadas &nbsp;</span></span></div>
					<div class="stl_01" style="top: 40.2334em; left:35.1958em;"><span class="stl_33 stl_12">266,3<span class="stl_08">01 &nbsp;</span></span></div>
					<div class="stl_01" style="top: 41.8001em; left:7.5521em;"><span class="stl_32 stl_08" style="font-weight:bold; word-spacing:0.1em;">Beneficios empleados &nbsp;</span></div>
					<div class="stl_01" style="top: 41.8001em; left:22.725em;"><span class="stl_33 stl_12">7,334,<span class="stl_08">323 &nbsp;</span></span></div>
					<div class="stl_01" style="top: 43.1659em; left:22.725em;"><span class="stl_33 stl_12">3,365,<span class="stl_08">923 &nbsp;</span></span></div>
					<div class="stl_01" style="top: 41.8001em; left:29.1108em;"><span class="stl_33 stl_12">6,828,<span class="stl_08">366 &nbsp;</span></span></div>
					<div class="stl_01" style="top: 43.1659em; left:29.1108em;"><span class="stl_33 stl_12">3,222,<span class="stl_08">631 &nbsp;</span></span></div>
					<div class="stl_01" style="top: 41.8001em; left:35.1958em;"><span class="stl_33 stl_12">505,9<span class="stl_08">57 &nbsp;</span></span></div>
					<div class="stl_01" style="top: 43.1659em; left:35.1958em;"><span class="stl_33 stl_12">143,2<span class="stl_08">92 &nbsp;</span></span></div>
					<div class="stl_01" style="top: 41.8001em; left:40.3625em;"><span class="stl_33 stl_12">7.41<span class="stl_08">% &nbsp;</span></span></div>
					<div class="stl_01" style="top: 43.1659em; left:40.3625em;"><span class="stl_33 stl_12">4.45<span class="stl_08">% &nbsp;</span></span></div>
					<div class="stl_01" style="top: 44.5168em; left:40.3625em;"><span class="stl_33 stl_12">6.89<span class="stl_08">% &nbsp;</span></span></div>
					<div class="stl_01" style="top: 45.8668em; left:40.1292em;"><span class="stl_33 stl_08">-5.76<span class="stl_12">% &nbsp;</span></span></div>
					<div class="stl_01" style="top: 43.1659em; left:7.5521em;"><span class="stl_32" style="font-weight:bold; word-spacing:-0.02em;">Impuesto a la renta &nbsp;</span></div>
					<div class="stl_01" style="top: 44.5168em; left:7.5521em;"><span class="stl_32" style="font-weight:bold; word-spacing:-0.03em;">Impuestos por pagar &nbsp;</span></div>
					<div class="stl_01" style="top: 45.8668em; left:7.5521em;"><span class="stl_32" style="font-weight:bold; word-spacing:-0.04em;">Total pasivos corrientes &nbsp;</span></div>
					<div class="stl_01" style="top: 47.2168em; left:7.5521em;"><span class="stl_32 stl_08" style="font-weight:bold; word-spacing:0.06em;">Pasivos no corrientes &nbsp;</span></div>
					<div class="stl_01" style="top: 48.5826em; left:7.5521em;"><span class="stl_32 stl_08" style="font-weight:bold; word-spacing:0.07em;">Obligaciones con entidades financieras &nbsp;</span></div>
					<div class="stl_01" style="top: 49.9351em; left:7.5521em;"><span class="stl_32 stl_08" style="font-weight:bold; word-spacing:0.07em;">Obligaciones para beneficios definidos &nbsp;</span></div>
					<div class="stl_01" style="top: 51.2851em; left:7.5521em;"><span class="stl_32" style="font-weight:bold; word-spacing:-0.03em;">Total pasivos no corrientes &nbsp;</span></div>
					<div class="stl_01" style="top: 52.6351em; left:7.5521em;"><span class="stl_32 stl_08" style="font-weight:bold; word-spacing:0.07em;">Total pasivos &nbsp;</span></div>
					<div class="stl_01" style="top: 44.5168em; left:22.725em;"><span class="stl_33 stl_12">3,211,<span class="stl_08">779 &nbsp;</span></span></div>
					<div class="stl_01" style="top: 44.5168em; left:29.1108em;"><span class="stl_33 stl_12">3,004,<span class="stl_08">717 &nbsp;</span></span></div>
					<div class="stl_01" style="top: 44.5168em; left:35.1958em;"><span class="stl_33 stl_12">207,0<span class="stl_08">62 &nbsp;</span></span></div>
					<div class="stl_01" style="top: 45.8668em; left:22.0558em;"><span class="stl_33 stl_12">128,460<span class="stl_08">,726 &nbsp;</span></span></div>
					<div class="stl_01" style="top: 45.8668em; left:28.4417em;"><span class="stl_33 stl_12">136,306<span class="stl_08">,464 &nbsp;</span></span></div>
					<div class="stl_01" style="top: 45.8668em; left:34.4775em;"><span class="stl_33 stl_08">-7,845<span class="stl_12">,738 &nbsp;</span></span></div>
					<div class="stl_01" style="top: 48.5826em; left:22.3917em;"><span class="stl_33 stl_12">64,431,<span class="stl_08">506 &nbsp;</span></span></div>
					<div class="stl_01" style="top: 49.9351em; left:22.3917em;"><span class="stl_33 stl_12">18,766,<span class="stl_08">794 &nbsp;</span></span></div>
					<div class="stl_01" style="top: 51.2851em; left:22.3917em;"><span class="stl_33 stl_12">83,198,<span class="stl_08">300 &nbsp;</span></span></div>
					<div class="stl_01" style="top: 52.6351em; left:22.0558em;"><span class="stl_32 stl_12" style="font-weight:bold;">211,659<span class="stl_08">,026 &nbsp;</span></span></div>
					<div class="stl_01" style="top: 48.5826em; left:28.7775em;"><span class="stl_33 stl_12">58,494,<span class="stl_08">164 &nbsp;</span></span></div>
					<div class="stl_01" style="top: 49.9351em; left:28.7775em;"><span class="stl_33 stl_12">18,716,<span class="stl_08">753 &nbsp;</span></span></div>
					<div class="stl_01" style="top: 51.2851em; left:28.7775em;"><span class="stl_33 stl_12">77,210,<span class="stl_08">917 &nbsp;</span></span></div>
					<div class="stl_01" style="top: 52.6351em; left:28.4417em;"><span class="stl_32 stl_12" style="font-weight:bold;">213,517<span class="stl_08">,381 &nbsp;</span></span></div>
					<div class="stl_01" style="top: 48.5826em; left:34.6942em;"><span class="stl_33 stl_12">5,937,<span class="stl_08">342 &nbsp;</span></span></div>
					<div class="stl_01" style="top: 49.9351em; left:35.5292em;"><span class="stl_33 stl_12">50,0<span class="stl_08">41 &nbsp;</span></span></div>
					<div class="stl_01" style="top: 48.5826em; left:40.0292em;"><span class="stl_33 stl_12">10.1<span class="stl_08">5% &nbsp;</span></span></div>
					<div class="stl_01" style="top: 49.9351em; left:40.3625em;"><span class="stl_33 stl_12">0.27<span class="stl_08">% &nbsp;</span></span></div>
					<div class="stl_01" style="top: 51.2851em; left:40.3625em;"><span class="stl_33 stl_12">7.75<span class="stl_08">% &nbsp;</span></span></div>
					<div class="stl_01" style="top: 52.6351em; left:40.0292em;"><span class="stl_32 stl_08" style="font-weight:bold;">-0.87<span class="stl_12">% &nbsp;</span></span></div>
					<div class="stl_01" style="top: 51.2851em; left:34.6942em;"><span class="stl_33 stl_12">5,987,<span class="stl_08">383 &nbsp;</span></span></div>
					<div class="stl_01" style="top: 52.6351em; left:34.4775em;"><span class="stl_32 stl_12" style="font-weight:bold;">-1,858<span class="stl_08">,355 &nbsp;</span></span></div>
					<div class="stl_01" style="top: 54.0018em; left:7.5521em;"><span class="stl_32 stl_08" style="font-weight:bold;">Patrim<span class="stl_12">onio &nbsp;</span></span></div>
					<div class="stl_01" style="top: 55.3518em; left:7.5521em;"><span class="stl_32 stl_08" style="font-weight:bold; word-spacing:0.07em;">Capital social &nbsp;</span></div>
					<div class="stl_01" style="top: 55.3518em; left:22.3917em;"><span class="stl_33 stl_12">62,399,<span class="stl_08">110 &nbsp;</span></span></div>
					<div class="stl_01" style="top: 56.7018em; left:22.3917em;"><span class="stl_33 stl_12">10,846,<span class="stl_08">926 &nbsp;</span></span></div>
					<div class="stl_01" style="top: 58.0518em; left:22.3917em;"><span class="stl_33 stl_12">27,600,<span class="stl_08">228 &nbsp;</span></span></div>
					<div class="stl_01" style="top: 59.4201em; left:22.0558em;"><span class="stl_33 stl_12">100,846<span class="stl_08">,264 &nbsp;</span></span></div>
					<div class="stl_01" style="top: 60.7709em; left:22.0558em;"><span class="stl_32 stl_12" style="font-weight:bold;">312,505<span class="stl_08">,290 &nbsp;</span></span></div>
					<div class="stl_01" style="top: 55.3518em; left:28.7775em;"><span class="stl_33 stl_12">59,799,<span class="stl_08">110 &nbsp;</span></span></div>
					<div class="stl_01" style="top: 56.7018em; left:29.1108em;"><span class="stl_33 stl_12">9,857,<span class="stl_08">961 &nbsp;</span></span></div>
					<div class="stl_01" style="top: 55.3518em; left:34.6942em;"><span class="stl_33 stl_12">2,600,<span class="stl_08">000 &nbsp;</span></span></div>
					<div class="stl_01" style="top: 56.7018em; left:35.1958em;"><span class="stl_33 stl_12">988,9<span class="stl_08">65 &nbsp;</span></span></div>
					<div class="stl_01" style="top: 55.3518em; left:40.3625em;"><span class="stl_33 stl_12">4.35<span class="stl_08">% &nbsp;</span></span></div>
					<div class="stl_01" style="top: 56.7018em; left:40.0292em;"><span class="stl_33 stl_12">10.0<span class="stl_08">3% &nbsp;</span></span></div>
					<div class="stl_01" style="top: 58.0518em; left:40.1292em;"><span class="stl_33 stl_08">-8.23<span class="stl_12">% &nbsp;</span></span></div>
					<div class="stl_01" style="top: 59.4201em; left:40.3625em;"><span class="stl_33 stl_12">1.12<span class="stl_08">% &nbsp;</span></span></div>
					<div class="stl_01" style="top: 56.7018em; left:7.5521em;"><span class="stl_32 stl_12" style="font-weight:bold;">Reser<span class="stl_08">vas &nbsp;</span></span></div>
					<div class="stl_01" style="top: 58.0518em; left:7.5521em;"><span class="stl_32 stl_08" style="font-weight:bold; word-spacing:0.11em;">Resultados acumulados &nbsp;</span></div>
					<div class="stl_01" style="top: 59.4201em; left:7.5521em;"><span class="stl_32 stl_08" style="font-weight:bold; word-spacing:0.08em;">Total patrimonio &nbsp;</span></div>
					<div class="stl_01" style="top: 58.0518em; left:28.7775em;"><span class="stl_33 stl_12">30,074,<span class="stl_08">361 &nbsp;</span></span></div>
					<div class="stl_01" style="top: 59.4201em; left:28.7775em;"><span class="stl_33 stl_12">99,731,<span class="stl_08">432 &nbsp;</span></span></div>
					<div class="stl_01" style="top: 60.7709em; left:28.4417em;"><span class="stl_32 stl_12" style="font-weight:bold;">313,248<span class="stl_08">,813 &nbsp;</span></span></div>
					<div class="stl_01" style="top: 58.0518em; left:34.4775em;"><span class="stl_33 stl_08">-2,474<span class="stl_12">,133 &nbsp;</span></span></div>
					<div class="stl_01" style="top: 59.4201em; left:34.6942em;"><span class="stl_33 stl_12">1,114,<span class="stl_08">832 &nbsp;</span></span></div>
					<div class="stl_01" style="top: 60.7709em; left:34.9792em;"><span class="stl_32 stl_08" style="font-weight:bold;">-743,<span class="stl_12">523 &nbsp;</span></span></div>
					<div class="stl_01" style="top: 60.7709em; left:7.5521em;"><span class="stl_32" style="font-weight:bold; word-spacing:-0.04em;">TOTAL PASIVO Y PATRIMONIO &nbsp;</span></div>
					<div class="stl_01" style="top: 60.7709em; left:40.0292em;"><span class="stl_32 stl_08" style="font-weight:bold;">-0.24<span class="stl_12">% &nbsp;</span></span></div>
					<div class="stl_01" style="top: 62.1311em; left:14.1875em;"><span class="stl_26" style="font-weight:bold; font-style:italic; word-spacing:-0.02em;">Fuente: </span><span class="stl_27" style="font-style:italic; word-spacing:-0.02em;">Balance General de la Fabril </span><span class="stl_30" style="font-style:italic; word-spacing:0em;">– </span><span class="stl_27" style="font-style:italic; word-spacing:-0.01em;">Año 2017 y 2018 &nbsp;</span></div>
					<div class="stl_01" style="top: 65.2856em; left:41.6983em;"><span class="stl_17">15 &nbsp;</span></div>
				</div>
			</div>
		</div>
		<div class="stl_02">
			<div class="stl_03">
				<img src="data:image/png;base64,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" alt="" class="stl_34" />
			</div>
			<div class="stl_view">
				<div class="stl_05 stl_06">
					<div class="stl_01" style="top: 2.8819em; left:7.0854em;"><span class="stl_07 stl_08" style="word-spacing:0.08em;">Revista Científica SAPIENTIAE.</span><span class="stl_07 stl_08" style="word-spacing:0.05em;">&nbsp;Vol.</span><span class="stl_07 stl_08" style="word-spacing:0.02em;">&nbsp;5,</span><span class="stl_07 stl_08" style="word-spacing:0.02em;">&nbsp;Núm.</span><span class="stl_07 stl_08" style="word-spacing:0.02em;">&nbsp;10</span><span class="stl_07 stl_08" style="word-spacing:0.02em;">&nbsp;(jul</span><span class="stl_07 stl_08" style="word-spacing:0.01em;">&nbsp;- dic</span><span class="stl_07 stl_08" style="word-spacing:0.03em;">&nbsp;2022)</span><span class="stl_07 stl_08" style="word-spacing:0.03em;">&nbsp;ISSN:</span><span class="stl_07 stl_08" style="word-spacing:0.05em;">&nbsp;2600-6030 &nbsp;</span></div>
					<div class="stl_01" style="top: 3.8336em; left:7.0854em;"><span class="stl_09" style="font-style:italic; word-spacing:-0.03em;">El análisis</span><span class="stl_09" style="font-style:italic; word-spacing:-0.03em;">&nbsp;financiero:</span><span class="stl_09" style="font-style:italic; word-spacing:0.02em;">&nbsp;Un</span><span class="stl_09" style="font-style:italic; word-spacing:-0.05em;">&nbsp;instrumento</span><span class="stl_09" style="font-style:italic; word-spacing:-0.01em;">&nbsp;de</span><span class="stl_09" style="font-style:italic; word-spacing:-0.04em;">&nbsp;evaluación financiera</span><span class="stl_09" style="font-style:italic; word-spacing:-0.02em;">&nbsp;en</span><span class="stl_09" style="font-style:italic; word-spacing:-0.01em;">&nbsp;la</span><span class="stl_09" style="font-style:italic; word-spacing:-0.04em;">&nbsp;empresa</span><span class="stl_09" style="font-style:italic; word-spacing:0.01em;">&nbsp;La</span><span class="stl_09" style="font-style:italic; word-spacing:-0.03em;">&nbsp;Fabril. &nbsp;</span></div>
					<div class="stl_01" style="top: 5.9281em; left:7.0854em;"><span class="stl_13 stl_08" style="word-spacing:0.04em;">En el análisis horizontal del Balance General se puede observar que en los activos existió &nbsp;</span></div>
					<div class="stl_01" style="top: 7.6439em; left:7.0854em;"><span class="stl_13" style="word-spacing:0.19em;">un decrecimiento del 0.24% lo que arroja un resultado negativo, siendo las razones &nbsp;</span></div>
					<div class="stl_01" style="top: 9.3781em; left:7.0854em;"><span class="stl_13" style="word-spacing:0.13em;">reducción de los valores en las cuentas de</span><span class="stl_13" style="word-spacing:0.14em;">&nbsp;efectivos y equivalentes de efectivo con</span><span class="stl_13" style="word-spacing:0.13em;">&nbsp;- &nbsp;</span></div>
					<div class="stl_01" style="top: 11.0947em; left:7.0854em;"><span class="stl_13">$</span></div>
					<div class="stl_01" style="top: 11.0947em; left:7.5854em;"><span class="stl_13 stl_08" style="word-spacing:0.22em;">6.759.961 dando un porcentaje de</span><span class="stl_13 stl_08" style="word-spacing:0.25em;">&nbsp;-34.06%;</span><span class="stl_13 stl_08" style="word-spacing:0.2em;">&nbsp;de igual manera sucede en</span><span class="stl_13 stl_08" style="word-spacing:0.2em;">&nbsp;cuentas</span><span class="stl_13 stl_08" style="word-spacing:0.17em;">&nbsp;por &nbsp;</span></div>
					<div class="stl_01" style="top: 12.8297em; left:7.0854em;"><span class="stl_13" style="word-spacing:-0.02em;">cobrar a compañías relacionadas presentándose un -$4.703.307 lo que refleja un -32.43% &nbsp;</span></div>
					<div class="stl_01" style="top: 14.5464em; left:7.0854em;"><span class="stl_13" style="word-spacing:0.01em;">de disminución. &nbsp;</span></div>
					<div class="stl_01" style="top: 17.2797em; left:7.0854em;"><span class="stl_13 stl_08" style="word-spacing:0.23em;">En el pasivo las cuentas que han</span><span class="stl_13 stl_08" style="word-spacing:0.26em;">&nbsp;mayormente</span><span class="stl_13 stl_08" style="word-spacing:0.25em;">&nbsp;decrecido se encuentran</span><span class="stl_13 stl_08" style="word-spacing:0.2em;">&nbsp;en el</span><span class="stl_13 stl_08" style="word-spacing:0.24em;">&nbsp;pasivo &nbsp;</span></div>
					<div class="stl_01" style="top: 18.9964em; left:7.0854em;"><span class="stl_13" style="word-spacing:0.07em;">corriente, siendo cuentas</span><span class="stl_13" style="word-spacing:0.04em;">&nbsp;por</span><span class="stl_13" style="word-spacing:0.06em;">&nbsp;pagar comerciales</span><span class="stl_13" style="word-spacing:0.04em;">&nbsp;y</span><span class="stl_13" style="word-spacing:0.06em;">&nbsp;otras</span><span class="stl_13" style="word-spacing:0.05em;">&nbsp;cuentas por</span><span class="stl_13" style="word-spacing:0.05em;">&nbsp;pagar la</span><span class="stl_13" style="word-spacing:0.06em;">&nbsp;que</span><span class="stl_13" style="word-spacing:0.06em;">&nbsp;mayor &nbsp;</span></div>
					<div class="stl_01" style="top: 20.7297em; left:7.0854em;"><span class="stl_13 stl_08" style="word-spacing:0.07em;">valor representa, mostrándose con -17.05% teniendo una diferencia entre el 2017 y 2018 &nbsp;</span></div>
					<div class="stl_01" style="top: 22.4489em; left:7.0854em;"><span class="stl_13" style="word-spacing:0.06em;">de -8.979.021,</span><span class="stl_13 stl_08" style="word-spacing:0.07em;">&nbsp;en el</span><span class="stl_13 stl_08" style="word-spacing:0.15em;">&nbsp;patrimonio</span><span class="stl_13 stl_08" style="word-spacing:0.05em;">&nbsp;la</span><span class="stl_13 stl_08" style="word-spacing:0.08em;">&nbsp;que</span><span class="stl_13 stl_08" style="word-spacing:0.09em;">&nbsp;crece</span><span class="stl_13 stl_08" style="word-spacing:0.07em;">&nbsp;es</span><span class="stl_13 stl_08" style="word-spacing:0.06em;">&nbsp;la</span><span class="stl_13 stl_08" style="word-spacing:0.12em;">&nbsp;cuenta de resultados</span><span class="stl_13 stl_08" style="word-spacing:0.14em;">&nbsp;acumulados</span><span class="stl_13 stl_08" style="word-spacing:0.07em;">&nbsp;con &nbsp;</span></div>
					<div class="stl_01" style="top: 24.1814em; left:7.0854em;"><span class="stl_13 stl_08" style="word-spacing:0.03em;">un -</span><span class="stl_13 stl_08" style="word-spacing:0.05em;">&nbsp;8.23%</span><span class="stl_13 stl_08" style="word-spacing:0.06em;">&nbsp;tendiendo una</span><span class="stl_13 stl_08" style="word-spacing:0.1em;">&nbsp;diferencia económica</span><span class="stl_13 stl_08" style="word-spacing:0.04em;">&nbsp;entre</span><span class="stl_13 stl_08" style="word-spacing:0.04em;">&nbsp;2017</span><span class="stl_13 stl_08" style="word-spacing:0.03em;">&nbsp;y 2018 de</span><span class="stl_13 stl_08" style="word-spacing:0.05em;">&nbsp;-</span><span class="stl_13 stl_08" style="word-spacing:0.1em;">&nbsp;2.747.133. &nbsp;</span></div>
					<div class="stl_01" style="top: 26.8989em; left:7.0854em;"><span class="stl_13 stl_12" style="word-spacing:0em;">A continuación, los indicadores financieros de la Fabri<span class="stl_15">l: &nbsp;</span></span></div>
					<div class="stl_01" style="top: 29.6223em; left:18.7725em;"><span class="stl_26 stl_08" style="font-weight:bold; font-style:italic; word-spacing:0.03em;">Tabla 3. </span><span class="stl_27 stl_12" style="font-style:italic; word-spacing:0.01em;">Indicadores fina<span class="stl_08">ncieros &nbsp;</span></span></div>
					<div class="stl_01" style="top: 31.7324em; left:7.5354em;"><span class="stl_35 stl_12" style="font-weight:bold;">DESCRIP<span class="stl_08">CION &nbsp;</span></span></div>
					<div class="stl_01" style="top: 31.7324em; left:27.7583em;"><span class="stl_35 stl_08" style="font-weight:bold; word-spacing:0.07em;">DICI. 2016 &nbsp;</span></div>
					<div class="stl_01" style="top: 33.2157em; left:29.8108em;"><span class="stl_14">1,903 &nbsp;</span></div>
					<div class="stl_01" style="top: 34.6491em; left:30.2267em;"><span class="stl_14">1,01 &nbsp;</span></div>
					<div class="stl_01" style="top: 31.7324em; left:32.9608em;"><span class="stl_35 stl_08" style="font-weight:bold; word-spacing:0.07em;">DICI. 2017 &nbsp;</span></div>
					<div class="stl_01" style="top: 33.2157em; left:34.5942em;"><span class="stl_14">32,628 &nbsp;</span></div>
					<div class="stl_01" style="top: 34.6491em; left:35.4292em;"><span class="stl_14">1,24 &nbsp;</span></div>
					<div class="stl_01" style="top: 31.7324em; left:38.1625em;"><span class="stl_35 stl_08" style="font-weight:bold; word-spacing:0.07em;">DICI. 2018 &nbsp;</span></div>
					<div class="stl_01" style="top: 33.2157em; left:39.7958em;"><span class="stl_14">16,022 &nbsp;</span></div>
					<div class="stl_01" style="top: 34.6491em; left:40.6292em;"><span class="stl_14">1,12 &nbsp;</span></div>
					<div class="stl_01" style="top: 33.2157em; left:7.5354em;"><span class="stl_14 stl_08" style="word-spacing:0.04em;">Capital De Trabajo (En Miles De USD $) &nbsp;</span></div>
					<div class="stl_01" style="top: 34.6491em; left:7.5354em;"><span class="stl_14 stl_08" style="word-spacing:0.07em;">Liquidez - Razón Corriente &nbsp;</span></div>
					<div class="stl_01" style="top: 36.0991em; left:7.5354em;"><span class="stl_14 stl_08" style="word-spacing:0.06em;">Liquidez - Prueba Acida &nbsp;</span></div>
					<div class="stl_01" style="top: 37.5324em; left:7.5354em;"><span class="stl_14 stl_08" style="word-spacing:0.07em;">Rotación Cuentas Por Cobrar &nbsp;</span></div>
					<div class="stl_01" style="top: 38.9657em; left:7.5354em;"><span class="stl_14 stl_08" style="word-spacing:0.07em;">Pasivos Totales / Activos Totales &nbsp;</span></div>
					<div class="stl_01" style="top: 40.4016em; left:7.5354em;"><span class="stl_14 stl_12" style="word-spacing:0em;">Deuda Total / Patrimon<span class="stl_08">io &nbsp;</span></span></div>
					<div class="stl_01" style="top: 41.8507em; left:7.5354em;"><span class="stl_14 stl_08" style="word-spacing:0.08em;">Deuda Tota /Ventas &nbsp;</span></div>
					<div class="stl_01" style="top: 36.0991em; left:30.2267em;"><span class="stl_14">0,62 &nbsp;</span></div>
					<div class="stl_01" style="top: 36.0991em; left:35.4292em;"><span class="stl_14">0,85 &nbsp;</span></div>
					<div class="stl_01" style="top: 36.0991em; left:41.0458em;"><span class="stl_14">0,7 &nbsp;</span></div>
					<div class="stl_01" style="top: 37.5324em; left:30.2267em;"><span class="stl_14">56,1 &nbsp;</span></div>
					<div class="stl_01" style="top: 37.5324em; left:35.0125em;"><span class="stl_14">60,06 &nbsp;</span></div>
					<div class="stl_01" style="top: 38.9657em; left:35.4292em;"><span class="stl_14">0,65 &nbsp;</span></div>
					<div class="stl_01" style="top: 37.5324em; left:40.2125em;"><span class="stl_14">46,91 &nbsp;</span></div>
					<div class="stl_01" style="top: 38.9657em; left:40.6292em;"><span class="stl_14">0,67 &nbsp;</span></div>
					<div class="stl_01" style="top: 38.9657em; left:30.2267em;"><span class="stl_14">0,68 &nbsp;</span></div>
					<div class="stl_01" style="top: 40.4016em; left:30.2267em;"><span class="stl_14">2,14 &nbsp;</span></div>
					<div class="stl_01" style="top: 40.4016em; left:35.4292em;"><span class="stl_14">1,85 &nbsp;</span></div>
					<div class="stl_01" style="top: 40.4016em; left:40.6292em;"><span class="stl_14">2,06 &nbsp;</span></div>
					<div class="stl_01" style="top: 41.8507em; left:30.2267em;"><span class="stl_14">0,48 &nbsp;</span></div>
					<div class="stl_01" style="top: 41.8507em; left:35.4292em;"><span class="stl_14">0,41 &nbsp;</span></div>
					<div class="stl_01" style="top: 41.8507em; left:40.6292em;"><span class="stl_14">0,44 &nbsp;</span></div>
					<div class="stl_01" style="top: 43.2849em; left:7.5354em;"><span class="stl_14 stl_08" style="word-spacing:0.05em;">N° De Acciones (En Miles) &nbsp;</span></div>
					<div class="stl_01" style="top: 44.7182em; left:7.5354em;"><span class="stl_14 stl_08" style="word-spacing:0.06em;">Ventas (En Miles De Dólares) &nbsp;</span></div>
					<div class="stl_01" style="top: 46.1507em; left:7.5354em;"><span class="stl_14 stl_08" style="word-spacing:0.08em;">Utilidad Por Acción &nbsp;</span></div>
					<div class="stl_01" style="top: 43.2849em; left:30.2267em;"><span class="stl_14">5,98 &nbsp;</span></div>
					<div class="stl_01" style="top: 43.2849em; left:35.4292em;"><span class="stl_14">5,98 &nbsp;</span></div>
					<div class="stl_01" style="top: 43.2849em; left:40.6292em;"><span class="stl_14">5,98 &nbsp;</span></div>
					<div class="stl_01" style="top: 44.7182em; left:28.9775em;"><span class="stl_14">466,296 &nbsp;</span></div>
					<div class="stl_01" style="top: 46.1507em; left:30.2267em;"><span class="stl_14">2,17 &nbsp;</span></div>
					<div class="stl_01" style="top: 44.7182em; left:34.1775em;"><span class="stl_14">453,314 &nbsp;</span></div>
					<div class="stl_01" style="top: 46.1507em; left:35.4292em;"><span class="stl_14">1,53 &nbsp;</span></div>
					<div class="stl_01" style="top: 44.7182em; left:39.7958em;"><span class="stl_14">79,534 &nbsp;</span></div>
					<div class="stl_01" style="top: 46.1507em; left:40.6292em;"><span class="stl_14">2,33 &nbsp;</span></div>
					<div class="stl_01" style="top: 47.5849em; left:7.5354em;"><span class="stl_14" style="word-spacing:-0.01em;">Utilidad Neta /Activos Totales &nbsp;</span></div>
					<div class="stl_01" style="top: 49.0349em; left:7.5354em;"><span class="stl_14 stl_08" style="word-spacing:0.1em;">Utilidad Neta Patrimonio &nbsp;</span></div>
					<div class="stl_01" style="top: 50.4699em; left:7.5354em;"><span class="stl_14 stl_08" style="word-spacing:0.06em;">Utilidad Neta / Ventas Netas &nbsp;</span></div>
					<div class="stl_01" style="top: 51.9032em; left:7.5354em;"><span class="stl_14 stl_08" style="word-spacing:0.08em;">Costos Fijos &nbsp;</span></div>
					<div class="stl_01" style="top: 47.5849em; left:29.5433em;"><span class="stl_14">3,93% &nbsp;</span></div>
					<div class="stl_01" style="top: 49.0349em; left:29.1275em;"><span class="stl_14">12,35% &nbsp;</span></div>
					<div class="stl_01" style="top: 50.4699em; left:29.5433em;"><span class="stl_14">2,79% &nbsp;</span></div>
					<div class="stl_01" style="top: 51.9032em; left:29.3933em;"><span class="stl_14">89,556 &nbsp;</span></div>
					<div class="stl_01" style="top: 53.3866em; left:28.9775em;"><span class="stl_14">344,449 &nbsp;</span></div>
					<div class="stl_01" style="top: 47.5849em; left:34.7442em;"><span class="stl_14">2,81% &nbsp;</span></div>
					<div class="stl_01" style="top: 49.0349em; left:34.7442em;"><span class="stl_14">8,01% &nbsp;</span></div>
					<div class="stl_01" style="top: 50.4699em; left:34.7442em;"><span class="stl_14">2,02% &nbsp;</span></div>
					<div class="stl_01" style="top: 51.9032em; left:34.5942em;"><span class="stl_14">80,265 &nbsp;</span></div>
					<div class="stl_01" style="top: 53.3866em; left:34.1775em;"><span class="stl_14">347,751 &nbsp;</span></div>
					<div class="stl_01" style="top: 47.5849em; left:39.9458em;"><span class="stl_14">4,42% &nbsp;</span></div>
					<div class="stl_01" style="top: 49.0349em; left:39.5292em;"><span class="stl_14">13,52% &nbsp;</span></div>
					<div class="stl_01" style="top: 50.4699em; left:39.9458em;"><span class="stl_14">2,92% &nbsp;</span></div>
					<div class="stl_01" style="top: 51.9032em; left:39.7958em;"><span class="stl_14">11,942 &nbsp;</span></div>
					<div class="stl_01" style="top: 53.3866em; left:39.7958em;"><span class="stl_14">62,041 &nbsp;</span></div>
					<div class="stl_01" style="top: 53.3866em; left:7.5354em;"><span class="stl_14 stl_12" style="word-spacing:0em;">Costos Varia<span class="stl_08">bles &nbsp;</span></span></div>
					<div class="stl_01" style="top: 56.5381em; left:7.0854em;"><span class="stl_13 stl_08" style="word-spacing:0.22em;">LA FABRIL S.A. para los</span><span class="stl_13 stl_08" style="word-spacing:0.24em;">&nbsp;ejercicios</span><span class="stl_13 stl_08" style="word-spacing:0.26em;">&nbsp;económicos analizados presentó</span><span class="stl_13" style="word-spacing:0.16em;">&nbsp;indicadores</span><span class="stl_13 stl_08" style="word-spacing:0.17em;">&nbsp;de &nbsp;</span></div>
					<div class="stl_01" style="top: 58.2564em; left:7.0854em;"><span class="stl_13 stl_08" style="word-spacing:0.3em;">liquidez (razón circulante) ligeramente superiores a la unidad,</span><span class="stl_13 stl_08" style="word-spacing:0.26em;">&nbsp;lo que demuestra</span><span class="stl_13 stl_08" style="word-spacing:0.23em;">&nbsp;un &nbsp;</span></div>
					<div class="stl_01" style="top: 59.9906em; left:7.0854em;"><span class="stl_13 stl_08" style="word-spacing:0.29em;">aceptable manejo del capital de trabajo</span><span class="stl_13 stl_08" style="word-spacing:0.27em;">&nbsp;al mantener un nivel adecuado de</span><span class="stl_13 stl_08" style="word-spacing:0.29em;">&nbsp;recursos &nbsp;</span></div>
					<div class="stl_01" style="top: 61.7068em; left:7.0854em;"><span class="stl_13 stl_12">productivos<span class="stl_15">. &nbsp;</span></span></div>
					<div class="stl_01" style="top: 66.319em; left:41.6983em;"><span class="stl_17">16 &nbsp;</span></div>
				</div>
			</div>
		</div>
		<div class="stl_02">
			<div class="stl_03">
				<img src="data:image/png;base64,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" alt="" class="stl_18" />
			</div>
			<div class="stl_view">
				<div class="stl_05 stl_06">
					<div class="stl_01" style="top: 3.001em; left:7.2854em;"><span class="stl_19 stl_08" style="font-style:italic; word-spacing:0.02em;">Macías-Arteaga et</span><span class="stl_19 stl_08" style="font-style:italic; word-spacing:0.02em;">&nbsp;al.</span><span class="stl_19 stl_08" style="font-style:italic; word-spacing:0.04em;">&nbsp;(2022) &nbsp;</span></div>
					<div class="stl_01" style="top: 5.8781em; left:7.0854em;"><span class="stl_13 stl_08" style="word-spacing:0.56em;">Durante el periodo analizado, el apalancamiento de la compañía presentó un &nbsp;</span></div>
					<div class="stl_01" style="top: 7.6114em; left:7.0854em;"><span class="stl_13 stl_12" style="word-spacing:0.08em;">comportamiento variabl<span class="stl_08">e,</span></span><span class="stl_13 stl_08" style="word-spacing:0.09em;">&nbsp;lo</span><span class="stl_13 stl_08" style="word-spacing:0.11em;">&nbsp;que</span><span class="stl_13 stl_08" style="word-spacing:0.15em;">&nbsp;evidencia</span><span class="stl_13 stl_08" style="word-spacing:0.12em;">&nbsp;que</span><span class="stl_13 stl_08" style="word-spacing:0.14em;">&nbsp;el crecimiento</span><span class="stl_13 stl_08" style="word-spacing:0.11em;">&nbsp;de la empresa</span><span class="stl_13 stl_08" style="word-spacing:0.12em;">&nbsp;si bien</span><span class="stl_13 stl_08" style="word-spacing:0.11em;">&nbsp;se &nbsp;</span></div>
					<div class="stl_01" style="top: 9.3272em; left:7.0854em;"><span class="stl_13 stl_08" style="word-spacing:0.53em;">financia con pasivo principalmente, ha existido también un fortalecimiento del &nbsp;</span></div>
					<div class="stl_01" style="top: 11.0606em; left:7.0854em;"><span class="stl_13 stl_12" style="word-spacing:0.13em;">patrimonio, e<span class="stl_08">s</span></span><span class="stl_13 stl_08" style="word-spacing:0.16em;">&nbsp;así que, para</span><span class="stl_13 stl_08" style="word-spacing:0.19em;">&nbsp;diciembre</span><span class="stl_13 stl_08" style="word-spacing:0.17em;">&nbsp;de 2017, alcanzó 2,14 veces, luego de</span><span class="stl_13 stl_08" style="word-spacing:0.18em;">&nbsp;haberse &nbsp;</span></div>
					<div class="stl_01" style="top: 12.7797em; left:7.0854em;"><span class="stl_13" style="word-spacing:0.08em;">ubicado en 1,94 veces</span><span class="stl_13" style="word-spacing:0.08em;">&nbsp;en el</span><span class="stl_13" style="word-spacing:0.09em;">&nbsp;2014. Al 30</span><span class="stl_13" style="word-spacing:0.1em;">&nbsp;de</span><span class="stl_13" style="word-spacing:0.09em;">&nbsp;septiembre de 2017, el apalancamiento</span><span class="stl_13" style="word-spacing:0.09em;">&nbsp;se &nbsp;</span></div>
					<div class="stl_01" style="top: 14.5131em; left:7.0854em;"><span class="stl_13" style="word-spacing:-0.02em;">ubicó en 2,01 veces, rubro superior a lo registrado en septiembre de 2017 (1,81 veces), lo &nbsp;</span></div>
					<div class="stl_01" style="top: 16.2297em; left:7.0854em;"><span class="stl_13 stl_08" style="word-spacing:0.08em;">que obedece al mayor requerimiento de obligaciones con costo. &nbsp;</span></div>
					<div class="stl_01" style="top: 18.9631em; left:7.0854em;"><span class="stl_13 stl_08" style="word-spacing:0.06em;">En lo que respecta la compañía gestiona su capital para asegurar que estará en capacidad &nbsp;</span></div>
					<div class="stl_01" style="top: 20.6797em; left:7.0854em;"><span class="stl_13 stl_08" style="word-spacing:0.24em;">de continuar como empresa en marcha mientras que maximiza el rendimiento a sus &nbsp;</span></div>
					<div class="stl_01" style="top: 22.4156em; left:7.0854em;"><span class="stl_13 stl_12" style="word-spacing:0em;">accionistas a través de la optimización de los saldos de deuda y patrimo<span class="stl_15">nio. &nbsp;</span></span></div>
					<div class="stl_01" style="top: 26.8656em; left:8.585em;"><span class="stl_10" style="font-weight:bold;">5</span></div>
					<div class="stl_01" style="top: 26.8656em; left:9.085em;"><span class="stl_10 stl_12" style="font-weight:bold; word-spacing:0.51em;">. CONCLUSIONE<span class="stl_08">S &nbsp;</span></span></div>
					<div class="stl_01" style="top: 29.5822em; left:7.0854em;"><span class="stl_13 stl_08" style="word-spacing:0.25em;">La Fabril es una empresa que ha desarrollado un crecimiento económico basado</span><span class="stl_13 stl_08" style="word-spacing:0.2em;">&nbsp;en &nbsp;</span></div>
					<div class="stl_01" style="top: 31.3172em; left:7.0854em;"><span class="stl_13 stl_08" style="word-spacing:0.07em;">asegurar la venta de sus artículos y la distribución de sus productos apuntando al ámbito &nbsp;</span></div>
					<div class="stl_01" style="top: 33.0339em; left:7.0854em;"><span class="stl_13" style="word-spacing:-0.02em;">nacionales e internacionales, para lo cual se exigió tomar como medida la diversificación &nbsp;</span></div>
					<div class="stl_01" style="top: 34.7672em; left:7.0854em;"><span class="stl_13 stl_08" style="word-spacing:0.26em;">y unificación de sus trabajos optimizando tanto el manejo de</span><span class="stl_13 stl_08" style="word-spacing:0.26em;">&nbsp;recursos como</span><span class="stl_13 stl_08" style="word-spacing:0.2em;">&nbsp;de</span><span class="stl_13 stl_08" style="word-spacing:0.23em;">&nbsp;los &nbsp;</span></div>
					<div class="stl_01" style="top: 36.4839em; left:7.0854em;"><span class="stl_13" style="word-spacing:0.11em;">procesos empleados,</span><span class="stl_13 stl_08" style="word-spacing:0.11em;">&nbsp;a</span><span class="stl_13 stl_08" style="word-spacing:0.18em;">&nbsp;través del desarrollo de</span><span class="stl_13 stl_08" style="word-spacing:0.15em;">&nbsp;su plan</span><span class="stl_13 stl_08" style="word-spacing:0.16em;">&nbsp;de inversiones que tiene</span><span class="stl_13 stl_08" style="word-spacing:0.16em;">&nbsp;como &nbsp;</span></div>
					<div class="stl_01" style="top: 38.2172em; left:7.0854em;"><span class="stl_13 stl_12" style="word-spacing:-0.01em;">objetivo el mejoramiento de su productividad tanto en largo como en corto<span class="stl_15">&nbsp;plazo. &nbsp;</span></span></div>
					<div class="stl_01" style="top: 40.9364em; left:7.0854em;"><span class="stl_13" style="word-spacing:0.14em;">Con la finalidad de lograr este propósito</span><span class="stl_13" style="word-spacing:0.12em;">&nbsp;no</span><span class="stl_13" style="word-spacing:0.14em;">&nbsp;sólo es relevante evaluar y controlar</span><span class="stl_13" style="word-spacing:0.12em;">&nbsp;los &nbsp;</span></div>
					<div class="stl_01" style="top: 42.6697em; left:7.0854em;"><span class="stl_13" style="word-spacing:0.03em;">recursos internos sino</span><span class="stl_13" style="word-spacing:0.03em;">&nbsp;también estar a</span><span class="stl_13" style="word-spacing:0.04em;">&nbsp;la vanguardia de lo</span><span class="stl_13" style="word-spacing:0.03em;">&nbsp;que</span><span class="stl_13" style="word-spacing:0.04em;">&nbsp;el entorno</span><span class="stl_13" style="word-spacing:0.04em;">&nbsp;proyectò</span><span class="stl_13" style="word-spacing:0.03em;">&nbsp;tanto &nbsp;</span></div>
					<div class="stl_01" style="top: 44.3864em; left:7.0854em;"><span class="stl_13 stl_12" style="word-spacing:-0.01em;">en el ámbito económico, financiero, legal, político y tecnoló<span class="stl_15">gico. &nbsp;</span></span></div>
					<div class="stl_01" style="top: 47.1189em; left:7.3354em;"><span class="stl_13" style="word-spacing:-0.03em;">Por ello, el grupo la Fabril ha tomado ciertas medidas que repercutirán en la buena forma &nbsp;</span></div>
					<div class="stl_01" style="top: 48.8364em; left:7.0854em;"><span class="stl_13" style="word-spacing:0.14em;">de producción y</span><span class="stl_13" style="word-spacing:0.12em;">&nbsp;la eficiente manera de comercialización y</span><span class="stl_13" style="word-spacing:0.13em;">&nbsp;por</span><span class="stl_13" style="word-spacing:0.12em;">&nbsp;ende en la</span><span class="stl_13" style="word-spacing:0.12em;">&nbsp;estabilidad &nbsp;</span></div>
					<div class="stl_01" style="top: 50.5714em; left:7.0854em;"><span class="stl_13 stl_08" style="word-spacing:0.07em;">económica que tanto les preocupa a los inversores, como se muestra a continuación: &nbsp;</span></div>
					<div class="stl_01" style="top: 53.2571em; left:8.585em;"><span class="stl_22">•</span></div>
					<div class="stl_01" style="top: 55.6571em; left:8.585em;"><span class="stl_22">•</span></div>
					<div class="stl_01" style="top: 53.3714em; left:10.0875em;"><span class="stl_13 stl_12" style="word-spacing:-0.01em;">Medidas clave<span class="stl_15">s &nbsp;</span></span></div>
					<div class="stl_01" style="top: 55.7714em; left:10.0875em;"><span class="stl_13 stl_08" style="word-spacing:0.25em;">Desarrollo de una</span><span class="stl_13 stl_08" style="word-spacing:0.21em;">&nbsp;mejor tecnología en la</span><span class="stl_13 stl_08" style="word-spacing:0.21em;">&nbsp;estructura y en</span><span class="stl_13 stl_08" style="word-spacing:0.2em;">&nbsp;la aplicación de</span><span class="stl_13 stl_08" style="word-spacing:0.18em;">&nbsp;los &nbsp;</span></div>
					<div class="stl_01" style="top: 57.0714em; left:10.0875em;"><span class="stl_13">procesos. &nbsp;</span></div>
					<div class="stl_01" style="top: 59.3763em; left:8.585em;"><span class="stl_22">•</span></div>
					<div class="stl_01" style="top: 61.7592em; left:8.585em;"><span class="stl_22">•</span></div>
					<div class="stl_01" style="top: 59.4906em; left:10.0875em;"><span class="stl_13 stl_08" style="word-spacing:0.06em;">Unificación y traslado de plantas de envasado y empaque de Guayaquil a Manta &nbsp;</span></div>
					<div class="stl_01" style="top: 61.8735em; left:10.0875em;"><span class="stl_13 stl_08" style="word-spacing:0.08em;">Instalación de una refinería de una gama tecnológica &nbsp;</span></div>
					<div class="stl_01" style="top: 65.2856em; left:41.6983em;"><span class="stl_17">17 &nbsp;</span></div>
				</div>
			</div>
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			<div class="stl_03">
				<img src="data:image/png;base64,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" 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				<div class="stl_05 stl_06">
					<div class="stl_01" style="top: 2.8819em; left:7.0854em;"><span class="stl_07 stl_08" style="word-spacing:0.08em;">Revista Científica SAPIENTIAE.</span><span class="stl_07 stl_08" style="word-spacing:0.05em;">&nbsp;Vol.</span><span class="stl_07 stl_08" style="word-spacing:0.02em;">&nbsp;5,</span><span class="stl_07 stl_08" style="word-spacing:0.02em;">&nbsp;Núm.</span><span class="stl_07 stl_08" style="word-spacing:0.02em;">&nbsp;10</span><span class="stl_07 stl_08" style="word-spacing:0.02em;">&nbsp;(jul</span><span class="stl_07 stl_08" style="word-spacing:0.01em;">&nbsp;- dic</span><span class="stl_07 stl_08" style="word-spacing:0.03em;">&nbsp;2022)</span><span class="stl_07 stl_08" style="word-spacing:0.03em;">&nbsp;ISSN:</span><span class="stl_07 stl_08" style="word-spacing:0.05em;">&nbsp;2600-6030 &nbsp;</span></div>
					<div class="stl_01" style="top: 3.8336em; left:7.0854em;"><span class="stl_09" style="font-style:italic; word-spacing:-0.03em;">El análisis</span><span class="stl_09" style="font-style:italic; word-spacing:-0.03em;">&nbsp;financiero:</span><span class="stl_09" style="font-style:italic; word-spacing:0.02em;">&nbsp;Un</span><span class="stl_09" style="font-style:italic; word-spacing:-0.05em;">&nbsp;instrumento</span><span class="stl_09" style="font-style:italic; word-spacing:-0.01em;">&nbsp;de</span><span class="stl_09" style="font-style:italic; word-spacing:-0.04em;">&nbsp;evaluación financiera</span><span class="stl_09" style="font-style:italic; word-spacing:-0.02em;">&nbsp;en</span><span class="stl_09" style="font-style:italic; word-spacing:-0.01em;">&nbsp;la</span><span class="stl_09" style="font-style:italic; word-spacing:-0.04em;">&nbsp;empresa</span><span class="stl_09" style="font-style:italic; word-spacing:0.01em;">&nbsp;La</span><span class="stl_09" style="font-style:italic; word-spacing:-0.03em;">&nbsp;Fabril. &nbsp;</span></div>
					<div class="stl_01" style="top: 5.8971em; left:8.585em;"><span class="stl_22">•</span></div>
					<div class="stl_01" style="top: 6.0114em; left:10.0875em;"><span class="stl_13" style="word-spacing:0.29em;">Modernizar sus instalaciones, a través</span><span class="stl_13" style="word-spacing:0.28em;">&nbsp;de la última tecnología existente</span><span class="stl_13" style="word-spacing:0.28em;">&nbsp;en &nbsp;</span></div>
					<div class="stl_01" style="top: 7.3106em; left:10.0875em;"><span class="stl_13" style="word-spacing:0em;">refinación y fraccionamiento &nbsp;</span></div>
					<div class="stl_01" style="top: 9.613em; left:8.585em;"><span class="stl_22">•</span></div>
					<div class="stl_01" style="top: 11.9971em; left:8.585em;"><span class="stl_22">•</span></div>
					<div class="stl_01" style="top: 9.7272em; left:10.0875em;"><span class="stl_13 stl_08" style="word-spacing:0.08em;">Aplicación del plan de inversiones &nbsp;</span></div>
					<div class="stl_01" style="top: 12.1114em; left:10.0875em;"><span class="stl_13 stl_12" style="word-spacing:0em;">Crecimiento de las líneas y marcas de los productos<span class="stl_15">. &nbsp;</span></span></div>
					<div class="stl_01" style="top: 14.4297em; left:7.0854em;"><span class="stl_13 stl_08" style="word-spacing:0.06em;">Dichas medidas se crearon con la finalidad de adaptar los requerimientos de la compañía &nbsp;</span></div>
					<div class="stl_01" style="top: 16.1631em; left:7.0854em;"><span class="stl_13 stl_08" style="word-spacing:0.13em;">en términos</span><span class="stl_13 stl_08" style="word-spacing:0.09em;">&nbsp;financieros a</span><span class="stl_13 stl_08" style="word-spacing:0.11em;">&nbsp;mejorar</span><span class="stl_13 stl_08" style="word-spacing:0.04em;">&nbsp;la</span><span class="stl_13" style="word-spacing:0.04em;">&nbsp;satisfacción</span><span class="stl_13 stl_08" style="word-spacing:0.05em;">&nbsp;de</span><span class="stl_13 stl_08" style="word-spacing:0.07em;">&nbsp;los</span><span class="stl_13 stl_08" style="word-spacing:0.11em;">&nbsp;clientes,</span><span class="stl_13 stl_08" style="word-spacing:0.11em;">&nbsp;también permite</span><span class="stl_13 stl_08" style="word-spacing:0.07em;">&nbsp;que</span><span class="stl_13 stl_08" style="word-spacing:0.06em;">&nbsp;la &nbsp;</span></div>
					<div class="stl_01" style="top: 17.8797em; left:7.0854em;"><span class="stl_13 stl_08" style="word-spacing:0.19em;">producción se vuelve más eficiente,</span><span class="stl_13 stl_08" style="word-spacing:0.16em;">&nbsp;siendo</span><span class="stl_13 stl_08" style="word-spacing:0.21em;">&nbsp;más productivos, disminuyendo</span><span class="stl_13 stl_08" style="word-spacing:0.13em;">&nbsp;los</span><span class="stl_13 stl_08" style="word-spacing:0.16em;">&nbsp;costos &nbsp;</span></div>
					<div class="stl_01" style="top: 19.6131em; left:7.0854em;"><span class="stl_13 stl_12" style="word-spacing:-0.01em;">operativos e incrementando las ve<span class="stl_15">ntas. &nbsp;</span></span></div>
					<div class="stl_01" style="top: 22.3322em; left:7.0854em;"><span class="stl_13 stl_08" style="word-spacing:0.07em;">A su vez, se tiene como resultado la obtención de productos de gran calidad que puedan &nbsp;</span></div>
					<div class="stl_01" style="top: 24.0647em; left:7.0854em;"><span class="stl_13 stl_08" style="word-spacing:0.02em;">competir tanto a nivel nacional como internacional, con el compromiso de darle confianza &nbsp;</span></div>
					<div class="stl_01" style="top: 25.7822em; left:7.0854em;"><span class="stl_13" style="word-spacing:0em;">para clientes exigentes en volumen y calidad. &nbsp;</span></div>
					<div class="stl_01" style="top: 28.5147em; left:7.0854em;"><span class="stl_13" style="word-spacing:-0.01em;">Finalmente, la Fabril busca beneficios no solo económico, sino también de desarrollo del &nbsp;</span></div>
					<div class="stl_01" style="top: 30.2322em; left:7.0854em;"><span class="stl_13" style="word-spacing:-0.02em;">negocio y sus diferentes productos, en la actualidad los consumidores son más exigentes, &nbsp;</span></div>
					<div class="stl_01" style="top: 31.9672em; left:7.0854em;"><span class="stl_13 stl_08" style="word-spacing:0.21em;">los beneficio debe responder a la ejecución</span><span class="stl_13 stl_08" style="word-spacing:0.19em;">&nbsp;de cada una de sus actividades donde</span><span class="stl_13 stl_08" style="word-spacing:0.17em;">&nbsp;se &nbsp;</span></div>
					<div class="stl_01" style="top: 33.6839em; left:7.0854em;"><span class="stl_13 stl_12" style="word-spacing:0.37em;">permite incrementa<span class="stl_08">r</span></span><span class="stl_13 stl_08" style="word-spacing:0.1em;">&nbsp;la</span><span class="stl_13 stl_08" style="word-spacing:0.14em;">&nbsp;rotación de inventarios</span><span class="stl_13 stl_08" style="word-spacing:0.11em;">&nbsp;y ventas, por</span><span class="stl_13 stl_08" style="word-spacing:0.07em;">&nbsp;lo</span><span class="stl_13 stl_08" style="word-spacing:0.1em;">&nbsp;que se</span><span class="stl_13 stl_08" style="word-spacing:0.09em;">&nbsp;puede y</span><span class="stl_13 stl_08" style="word-spacing:0.13em;">&nbsp;estimar &nbsp;</span></div>
					<div class="stl_01" style="top: 35.4006em; left:7.0854em;"><span class="stl_13" style="word-spacing:0.23em;">necesario la aplicación de sistemas macrodigitables con comparación histórica</span><span class="stl_13" style="word-spacing:0.22em;">&nbsp;para &nbsp;</span></div>
					<div class="stl_01" style="top: 37.1339em; left:7.0854em;"><span class="stl_13 stl_08" style="word-spacing:0.33em;">establecer los índices crecientes y decrecientes de cada producto en los</span><span class="stl_13 stl_08" style="word-spacing:0.36em;">&nbsp;diferentes &nbsp;</span></div>
					<div class="stl_01" style="top: 38.8506em; left:7.0854em;"><span class="stl_13 stl_12" style="word-spacing:-0.01em;">segmentos del merc<span class="stl_15">ado. &nbsp;</span></span></div>
					<div class="stl_01" style="top: 43.0197em; left:8.585em;"><span class="stl_10" style="font-weight:bold;">6</span></div>
					<div class="stl_01" style="top: 43.0197em; left:9.085em;"><span class="stl_10 stl_12" style="font-weight:bold; word-spacing:0.51em;">. REFERENCIA<span class="stl_08">S &nbsp;</span></span></div>
					<div class="stl_01" style="top: 45.7364em; left:7.0354em;"><span class="stl_13 stl_08" style="word-spacing:0.3em;">Alfonso, C., y Gomez,</span><span class="stl_13 stl_08" style="word-spacing:0.28em;">&nbsp;J. (2016). Un sistema de indicadores</span><span class="stl_13 stl_08" style="word-spacing:0.74em;">&nbsp;para la</span><span class="stl_13 stl_08" style="word-spacing:0.79em;">&nbsp;medición, &nbsp;</span></div>
					<div class="stl_01" style="top: 47.0697em; left:9.4542em;"><span class="stl_13" style="word-spacing:0.61em;">evaluación, innovación &nbsp;</span></div>
					<div class="stl_01" style="top: 48.3864em; left:9.4542em;"><span class="stl_13" style="word-spacing:0.26em;">sociales, 4(2), 274-290 &nbsp;</span></div>
					<div class="stl_01" style="top: 47.0697em; left:20.6032em;"><span class="stl_13">y</span></div>
					<div class="stl_01" style="top: 47.0697em; left:22.3832em;"><span class="stl_13 stl_12" style="word-spacing:1.03em;">participación. methaodos.revis<span class="stl_08">ta</span></span><span class="stl_13 stl_08" style="word-spacing:0.62em;">&nbsp;de</span><span class="stl_13 stl_08" style="word-spacing:0.67em;">&nbsp;ciencias &nbsp;</span></div>
					<div class="stl_01" style="top: 50.7047em; left:7.0354em;"><span class="stl_13" style="word-spacing:0.03em;">Ayón, G., y Pluas, J. (2020).</span><span class="stl_13" style="word-spacing:0.02em;">&nbsp;El</span><span class="stl_13" style="word-spacing:0.03em;">&nbsp;apalancamiento</span><span class="stl_13" style="word-spacing:0.02em;">&nbsp;financiero</span><span class="stl_13" style="word-spacing:0.3em;">&nbsp;y su impacto en</span><span class="stl_13" style="word-spacing:0.28em;">&nbsp;el</span><span class="stl_13" style="word-spacing:0.29em;">&nbsp;nivel &nbsp;</span></div>
					<div class="stl_01" style="top: 52.0381em; left:9.4542em;"><span class="stl_13" style="word-spacing:0.01em;">de endeudamiento</span><span class="stl_13" style="word-spacing:0.25em;">&nbsp;de las. FIPCAES, 5(17),</span><span class="stl_13" style="word-spacing:0em;">&nbsp;117-136 &nbsp;</span></div>
					<div class="stl_01" style="top: 54.3547em; left:7.0354em;"><span class="stl_13" style="word-spacing:0.32em;">Barreto, N. (2020). Análisis financiero: factor</span><span class="stl_13" style="word-spacing:0.04em;">&nbsp;sustancial para la toma de</span><span class="stl_13" style="word-spacing:0.04em;">&nbsp;decisiones &nbsp;</span></div>
					<div class="stl_01" style="top: 55.6714em; left:9.4542em;"><span class="stl_13" style="word-spacing:0em;">en una</span><span class="stl_13" style="word-spacing:0em;">&nbsp;empresa del</span><span class="stl_13" style="word-spacing:-0.01em;">&nbsp;sector comercial.</span><span class="stl_13" style="word-spacing:0em;">&nbsp;Universidad</span><span class="stl_13" style="word-spacing:0em;">&nbsp;y</span><span class="stl_13" style="word-spacing:0.25em;">&nbsp;Sociedad,, 12(3),</span><span class="stl_13" style="word-spacing:0em;">&nbsp;129-134. &nbsp;</span></div>
					<div class="stl_01" style="top: 58.0047em; left:7.0354em;"><span class="stl_13" style="word-spacing:0.1em;">Beltrán J. Jesús Mauricio (2000):</span><span class="stl_13" style="word-spacing:0.11em;">&nbsp;Indicadores</span><span class="stl_13" style="word-spacing:0.09em;">&nbsp;de</span><span class="stl_13" style="word-spacing:0.11em;">&nbsp;gestión. Herramientas</span><span class="stl_13" style="word-spacing:0.09em;">&nbsp;para</span><span class="stl_13" style="word-spacing:0.1em;">&nbsp;lograr</span><span class="stl_13" style="word-spacing:0.1em;">&nbsp;la &nbsp;</span></div>
					<div class="stl_01" style="top: 59.3239em; left:9.4542em;"><span class="stl_13" style="word-spacing:0em;">competitividad. 3R. Editores. Bogotá. &nbsp;</span></div>
					<div class="stl_01" style="top: 61.6401em; left:7.0354em;"><span class="stl_13" style="word-spacing:0.05em;">Cabrera, C.,</span><span class="stl_13 stl_08" style="word-spacing:0.11em;">&nbsp;Fuentes,</span><span class="stl_13 stl_08" style="word-spacing:0.07em;">&nbsp;M., &amp;</span><span class="stl_13 stl_08" style="word-spacing:0.12em;">&nbsp;Cerezo,</span><span class="stl_13 stl_08" style="word-spacing:0.05em;">&nbsp;G.</span><span class="stl_13 stl_08" style="word-spacing:0.1em;">&nbsp;(2017). La</span><span class="stl_13 stl_08" style="word-spacing:0.4em;">&nbsp;gestión financiera aplicada a</span><span class="stl_13 stl_08" style="word-spacing:0.36em;">&nbsp;las &nbsp;</span></div>
					<div class="stl_01" style="top: 62.9735em; left:9.4542em;"><span class="stl_13" style="word-spacing:0em;">organizaciones. Dom.</span><span class="stl_13" style="word-spacing:0.25em;">&nbsp;Cien., 3(4),</span><span class="stl_13" style="word-spacing:0.25em;">&nbsp;220-232. &nbsp;</span></div>
					<div class="stl_01" style="top: 66.319em; left:41.6983em;"><span class="stl_17">18 &nbsp;</span></div>
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				<img src="data:image/png;base64,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					<div class="stl_01" style="top: 3.001em; left:7.2854em;"><span class="stl_19 stl_08" style="font-style:italic; word-spacing:0.02em;">Macías-Arteaga et</span><span class="stl_19 stl_08" style="font-style:italic; word-spacing:0.02em;">&nbsp;al.</span><span class="stl_19 stl_08" style="font-style:italic; word-spacing:0.04em;">&nbsp;(2022) &nbsp;</span></div>
					<div class="stl_01" style="top: 5.8781em; left:7.0354em;"><span class="stl_13 stl_08" style="word-spacing:0.11em;">Carchi Arias, K. L., Crespo García, M. K., González</span><span class="stl_13 stl_08" style="word-spacing:0.09em;">&nbsp;Malla, S. E., &amp; Romero</span><span class="stl_13 stl_08" style="word-spacing:0.12em;">&nbsp;Romero, &nbsp;</span></div>
					<div class="stl_01" style="top: 7.2106em; left:9.4542em;"><span class="stl_13 stl_08" style="word-spacing:0.02em;">E. J. (2020). Índices Financieros, La Clave De La Finanza Administrativa Aplicada &nbsp;</span></div>
					<div class="stl_01" style="top: 8.5281em; left:9.4542em;"><span class="stl_13 stl_08" style="word-spacing:0.53em;">a Una Empresa Manufacturera. INNOVA Research Journal, 5(2), 26</span><span class="stl_23" style="word-spacing:0.45em;">–</span><span class="stl_13" style="word-spacing:0.45em;">50. &nbsp;</span></div>
					<div class="stl_01" style="top: 9.8447em; left:9.4542em;"><span class="stl_13">https://doi.org/10.33890/innova.v5.n2.2020.1193 &nbsp;</span></div>
					<div class="stl_01" style="top: 12.1781em; left:7.0354em;"><span class="stl_13 stl_08" style="word-spacing:0.63em;">Franco Concha, P. (2015). Evaluación de estados financieros. In Editoriales &nbsp;</span></div>
					<div class="stl_01" style="top: 13.4964em; left:9.4542em;"><span class="stl_13" style="word-spacing:0.03em;">Universitarias y</span><span class="stl_13 stl_08" style="word-spacing:0.05em;">&nbsp;de</span><span class="stl_13 stl_08" style="word-spacing:0.12em;">&nbsp;Escuelas</span><span class="stl_13 stl_08" style="word-spacing:0.11em;">&nbsp;Superiires (APESU)</span><span class="stl_13 stl_08" style="word-spacing:0.07em;">&nbsp;y miembro de</span><span class="stl_13 stl_08" style="word-spacing:0.1em;">&nbsp;la Asociación</span><span class="stl_13 stl_08" style="word-spacing:0.05em;">&nbsp;de &nbsp;</span></div>
					<div class="stl_01" style="top: 14.8131em; left:9.4542em;"><span class="stl_13 stl_08" style="word-spacing:0.08em;">Editoriales Universitarias de Amériica Latina y el Caribe (EULAC). &nbsp;</span></div>
					<div class="stl_01" style="top: 17.1464em; left:7.0354em;"><span class="stl_13 stl_08" style="word-spacing:0.38em;">Fernández, P. (2008). Métodos de valoración de empresas Fernández, P. (2008). &nbsp;</span></div>
					<div class="stl_01" style="top: 18.4631em; left:9.4542em;"><span class="stl_13 stl_08" style="word-spacing:0.07em;">Valoración de empresas por descuento de flujos: diez métodos y siete teorías &nbsp;</span></div>
					<div class="stl_01" style="top: 20.7797em; left:7.0354em;"><span class="stl_13" style="word-spacing:0.2em;">Gaviria Orozco, S. A., Varela Velásquez, C. A., &amp; Yánez Cuadrado,</span><span class="stl_13" style="word-spacing:0.19em;">&nbsp;L. J.</span><span class="stl_13" style="word-spacing:0.19em;">&nbsp;(2016). &nbsp;</span></div>
					<div class="stl_01" style="top: 22.1156em; left:9.4542em;"><span class="stl_13 stl_08" style="word-spacing:0.33em;">Indicadores de rentabilidad: su aplicación en las decisiones de agrupamiento &nbsp;</span></div>
					<div class="stl_01" style="top: 23.4314em; left:9.4542em;"><span class="stl_13" style="word-spacing:23.37em;">empresarial. Antioquia. &nbsp;</span></div>
					<div class="stl_01" style="top: 23.4314em; left:18.6142em;"><span class="stl_13">In &nbsp;</span></div>
					<div class="stl_01" style="top: 23.4314em; left:23.6822em;"><span class="stl_13">Universidad &nbsp;</span></div>
					<div class="stl_01" style="top: 23.4314em; left:32.7952em;"><span class="stl_13 stl_12">d<span class="stl_12">e &nbsp;</span></span></div>
					<div class="stl_01" style="top: 24.7489em; left:9.4542em;"><span class="stl_13 stl_12">https://revistas.udea.edu.co/index.php/tgcontaduria/article/view/3235<span class="stl_08">46 &nbsp;</span></span></div>
					<div class="stl_01" style="top: 27.0822em; left:7.0354em;"><span class="stl_13" style="word-spacing:0.84em;">Hernández, José Luis (2005). Análisis Financiero. Perú. Disponible en: &nbsp;</span></div>
					<div class="stl_01" style="top: 28.3989em; left:9.4542em;"><span class="stl_13 stl_12" style="word-spacing:0.2em;">www.gestiopolis.com/canales5/fin/anfinancier.htm. Consulta: 07 de Septiem<span class="stl_08">bre &nbsp;</span></span></div>
					<div class="stl_01" style="top: 29.7147em; left:9.4542em;"><span class="stl_13" style="word-spacing:0.01em;">de 2008. &nbsp;</span></div>
					<div class="stl_01" style="top: 32.0506em; left:7.0354em;"><span class="stl_13" style="word-spacing:0.15em;">Hernández, R.,</span><span class="stl_13 stl_08" style="word-spacing:0.14em;">&nbsp;&amp;</span><span class="stl_13 stl_08" style="word-spacing:0.21em;">&nbsp;Mendoza, C. (2018).</span><span class="stl_13 stl_08" style="word-spacing:0.21em;">&nbsp;Las rutas cuantitativa</span><span class="stl_13 stl_08" style="word-spacing:0.22em;">&nbsp;cualitativa y</span><span class="stl_13 stl_08" style="word-spacing:0.19em;">&nbsp;mixta.</span><span class="stl_13 stl_08" style="word-spacing:0.17em;">&nbsp;In &nbsp;</span></div>
					<div class="stl_01" style="top: 33.3672em; left:9.4542em;"><span class="stl_13 stl_08" style="word-spacing:0.08em;">Metodología de la investigación. Las rutas cuantitativa, cualitativa y mixta. &nbsp;</span></div>
					<div class="stl_01" style="top: 35.6839em; left:7.0354em;"><span class="stl_13" style="word-spacing:0.02em;">Hernández Sampieri, R., Fernández Collado, C., &amp; Baptista, L. (2014). Metodología de &nbsp;</span></div>
					<div class="stl_01" style="top: 37.0172em; left:9.4542em;"><span class="stl_13" style="word-spacing:0em;">la investigación (Sexta). McGRAW-HILL. &nbsp;</span></div>
					<div class="stl_01" style="top: 39.3339em; left:7.0354em;"><span class="stl_13" style="word-spacing:0.42em;">Hernández Sampieri, R., Fernández Collado, C., &amp; Baptista Lucio, P. (2010). &nbsp;</span></div>
					<div class="stl_01" style="top: 40.6531em; left:9.4542em;"><span class="stl_13" style="word-spacing:0.04em;">Metodología de la investigación</span><span class="stl_13" style="word-spacing:0.03em;">&nbsp;(J. Mares</span><span class="stl_13" style="word-spacing:0.01em;">&nbsp;Chacón</span><span class="stl_13" style="word-spacing:0.03em;">&nbsp;(ed.);</span><span class="stl_13" style="word-spacing:0.04em;">&nbsp;Sexta</span><span class="stl_13" style="word-spacing:0.02em;">&nbsp;edic).</span><span class="stl_13" style="word-spacing:0.02em;">&nbsp;McGRAW- &nbsp;</span></div>
					<div class="stl_01" style="top: 41.9864em; left:9.4542em;"><span class="stl_13">HILL. &nbsp;</span></div>
					<div class="stl_01" style="top: 44.3031em; left:7.0354em;"><span class="stl_13" style="word-spacing:0.19em;">Imaicela, R., Curimilma, O., &amp;</span><span class="stl_13" style="word-spacing:0.2em;">&nbsp;López,</span><span class="stl_13" style="word-spacing:0.19em;">&nbsp;K. (2019). Los indicadores financieros</span><span class="stl_13" style="word-spacing:0.18em;">&nbsp;y</span><span class="stl_13" style="word-spacing:0.2em;">&nbsp;el &nbsp;</span></div>
					<div class="stl_01" style="top: 45.6189em; left:9.4542em;"><span class="stl_13" style="word-spacing:0.61em;">impacto en la insolvencia de las empresas. Revista Eumednet, 1</span><span class="stl_23" style="word-spacing:0.61em;">–</span><span class="stl_13" style="word-spacing:0.61em;">13. &nbsp;</span></div>
					<div class="stl_01" style="top: 46.9522em; left:9.4542em;"><span class="stl_13">https://www.eumed.net/rev/oel/2019/11/indicadores-financieros.html &nbsp;</span></div>
					<div class="stl_01" style="top: 49.2714em; left:7.0354em;"><span class="stl_13" style="word-spacing:0.22em;">Instituto Nacional de Contadores Públicos INCP, I.</span><span class="stl_13" style="word-spacing:0.22em;">&nbsp;(2012). Principales</span><span class="stl_13" style="word-spacing:0.22em;">&nbsp;indicadores &nbsp;</span></div>
					<div class="stl_01" style="top: 50.6047em; left:9.4542em;"><span class="stl_13" style="word-spacing:0.18em;">financieros y de gestión. Instituto Nacional de Contadores Públicos, 108</span><span class="stl_23" style="word-spacing:0.18em;">–</span><span class="stl_13" style="word-spacing:0.18em;">113. &nbsp;</span></div>
					<div class="stl_01" style="top: 51.9214em; left:9.4542em;"><span class="stl_13">https://incp.org.co/Site/2012/agenda/7-if.pdf &nbsp;</span></div>
					<div class="stl_01" style="top: 54.2381em; left:7.0354em;"><span class="stl_13 stl_08" style="word-spacing:0.06em;">La Fabril S.A. (2018) Informe de endeudamiento e informe de ventas a Diciembre-2017 &nbsp;</span></div>
					<div class="stl_01" style="top: 55.5714em; left:9.4542em;"><span class="stl_13">-</span></div>
					<div class="stl_01" style="top: 55.5714em; left:9.7875em;"><span class="stl_13 stl_12">2<span class="stl_12">018 &nbsp;</span></span></div>
					<div class="stl_01" style="top: 57.8881em; left:7.0354em;"><span class="stl_13" style="word-spacing:-0.01em;">Medeiros, V., Gonçalves Godoi, L., &amp; Camargos Teixeira, E. (2020). La competitividad &nbsp;</span></div>
					<div class="stl_01" style="top: 59.2064em; left:9.4542em;"><span class="stl_13 stl_08" style="word-spacing:0.28em;">y sus factores determinantes: Un análisis sistémico para países en</span><span class="stl_13" style="word-spacing:0.21em;">&nbsp;desarrollo. &nbsp;</span></div>
					<div class="stl_01" style="top: 60.5397em; left:9.4542em;"><span class="stl_13 stl_12" style="word-spacing:0em;">Revista de La CEPAL, 2019(129),<span class="stl_15">&nbsp;7</span></span><span class="stl_23" style="word-spacing:0em;">–</span><span class="stl_13" style="word-spacing:0.03em;">27. https://doi.org/10.18356/9c2a7060-es &nbsp;</span></div>
					<div class="stl_01" style="top: 65.2856em; left:41.6983em;"><span class="stl_17">19 &nbsp;</span></div>
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					<div class="stl_01" style="top: 3.8336em; left:7.0854em;"><span class="stl_09" style="font-style:italic; word-spacing:-0.03em;">El análisis</span><span class="stl_09" style="font-style:italic; word-spacing:-0.03em;">&nbsp;financiero:</span><span class="stl_09" style="font-style:italic; word-spacing:0.02em;">&nbsp;Un</span><span class="stl_09" style="font-style:italic; word-spacing:-0.05em;">&nbsp;instrumento</span><span class="stl_09" style="font-style:italic; word-spacing:-0.01em;">&nbsp;de</span><span class="stl_09" style="font-style:italic; word-spacing:-0.04em;">&nbsp;evaluación financiera</span><span class="stl_09" style="font-style:italic; word-spacing:-0.02em;">&nbsp;en</span><span class="stl_09" style="font-style:italic; word-spacing:-0.01em;">&nbsp;la</span><span class="stl_09" style="font-style:italic; word-spacing:-0.04em;">&nbsp;empresa</span><span class="stl_09" style="font-style:italic; word-spacing:0.01em;">&nbsp;La</span><span class="stl_09" style="font-style:italic; word-spacing:-0.03em;">&nbsp;Fabril. &nbsp;</span></div>
					<div class="stl_01" style="top: 5.9281em; left:7.0354em;"><span class="stl_13 stl_08" style="word-spacing:0.02em;">Nava Rosillón, M. A. (2009). Análisis financiero: una herramienta clave para una gestión &nbsp;</span></div>
					<div class="stl_01" style="top: 7.2439em; left:9.4542em;"><span class="stl_13" style="word-spacing:0.6em;">financiera eficiente. Revista Venezolana de Gerencia, 14(48), 606</span><span class="stl_23" style="word-spacing:0.59em;">–</span><span class="stl_13" style="word-spacing:0.59em;">628. &nbsp;</span></div>
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					<div class="stl_01" style="top: 14.8631em; left:9.4542em;"><span class="stl_13 stl_08" style="word-spacing:0.21em;">interpretación desde una visión retrospectiva y prospectiva. INNOVA</span><span class="stl_13 stl_08" style="word-spacing:0.19em;">&nbsp;Research &nbsp;</span></div>
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					<div class="stl_01" style="top: 30.7672em; left:7.0354em;"><span class="stl_13" style="word-spacing:0.02em;">Van, J. C.,</span><span class="stl_13" style="word-spacing:0.04em;">&nbsp;&amp;</span><span class="stl_13" style="word-spacing:0.03em;">&nbsp;Wachowicz,</span><span class="stl_13" style="word-spacing:0.02em;">&nbsp;J. M. (2019).</span><span class="stl_13" style="word-spacing:0.04em;">&nbsp;Fundamentos</span><span class="stl_13" style="word-spacing:0.01em;">&nbsp;de</span><span class="stl_13" style="word-spacing:0.03em;">&nbsp;la Administración</span><span class="stl_13" style="word-spacing:0.02em;">&nbsp;Financiera. &nbsp;</span></div>
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