<!DOCTYPE html><!--[if IE]>  <html class="ie"> <![endif]-->
<html>
	<head> 
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	top: -0.4em;
	vertical-align: baseline;
	position: relative;
}
sub {
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a:link {text-decoration:none;}
a:visited {text-decoration:none;}
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.ie body { font-size: 12em; }
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@supports(-ms-ime-align:auto) { .stl_02 {width: auto; overflow: hidden;}}
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.stl_05 {
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");
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zFi0dHse2RLaXZR+ss40+Hj95rshnQu4IE61jhGAXAgca+R3ERpB0qdo1OB43GBeHN+0x/YxJMdEHjYjFFmOnBknNKrZJij8KmiqjOANmhKGbG8LiQpK5JL3wmPT/6F2sYhtP8qDxm+EEDLIpu2FCg8/vkgA1voX2tPmEItVh/1WdnyxDlDTBIDYKCGX/HPIS9dU3zxyUgXNJN62uG1AxaWIc3wzZPOLaNUZUMCIC1MWOBIXMIsFYB+XZgJ+ChCLAnAVGgX/wQGsp/0fqUGZgAsNX0AU5oUZg9Hse8kOnUvbdP7rlnNqWtaz81mi6XOiJHbSQkjvIFWJkvJI5S26I4nX/DeI7avUyVisIQR5r56JoCJvOkDrdvSC5Z7gHhYEQQgAIEQ6qgOHh4OzKlRsAhp5iAn0ovl4hhwwOAx8nqhYD1DTk2BhFKYnAhP0jeRE0DNYR72ICIkaMaQlwcTPO8XkImNo0IxKNrqsQd5d/ISkClSWy0OqSH8nCZQQat2lwSkbz0Q1q9ExLlcYGnfpQcARJlAgjdrhKmb070zhgi73MVz90lLDShbuC+wkwwiQxCiUF3TDzh9l2QrMkU8A8XmzZj65IToNKUGZDNBzGKpmmgTFzwMv2LLNxTwtBYchIMWIheWXfHqfD6PHmjgJODfMOGjEl0GhVK6JqyFkk7ZLQDVFf94QUFMIvG7QkOU8NrsZUpmLVCdXtLgDIOxy0JyBrvgciCOCOFV6rmGrGENrt5gzUuNwQ+h6AhgYYh0KaS5jit05jDTDlcQ5QPb+VJr8apnkWG3Pq+jjrNDiZj87B9k3smdV4/2ZM0JjOOalPIGkaDKpIossBU2jezgw7vIMrDESBoRm+UnCVLKe3TOF4YhTCIwjGzaMox34kybgYLU5WbJBMFOrFOTRPkPgctuJPqk7WyZb2DmDm14Q08Q7KciqNoOIV93QnQtktmcCT6gZ9gjcVp8DahbzjFPx6Q4U1MMaHR5fPmpPeE22z9TY+2pRiu4ljQi04gVNCeLyni/gFJBrLwgkbxLEQXauOo8Jsa6PyUFlYUQjCOeVJ4hNpakuhbdYJHPkXGvvbaeosNyf269bjPr0WDUK4pUxc1h67mLzGGETV7sVCG1m/RwqWj8ZGSVe1TmjVEjPI85eqEBmr+ZSc0OLIV0Nf8HnAVjyq4R4Iq0WxdtVz1TJRWvCGm0S8smIRxRb2su+HEOMsE0F3G7KW06OGdy6iP71aQqk1Po0sfu121eboq3nAKXhFS7BBRXPK7BZ1wNJwP/Bv1Vp7HqG4Non9F6Hl0i9F5AXM7TkqhyphRsXn4EMxsrAH6j5xxuINR4tTE8fASiV0XmzkBkC/mKF6XE3s9yk3fzCMoZql/Qf6fQ/u0siwvL3z8xi+caZsms8MRedYz0Opfi8YkcL3NA56xwKeXjwrRcAQdgB1jsctV2yE9msaAh+sCO4CPIRhQRFQ68stBTH/U6BDUu5AC7c5TgISFTkIhlPlYPPomBYFGBYYeKD6DgDDLekfs2Gl45t/LfFpQPUkHRjNTAmtASeq0WShN/IGH8I6AuQociYB8WH4MQVQQNjG0uIb8aa6zdi943yoLSIu71BKIhP7ExamxZdfyzhQ68U2JdwbTu7B2zxcxxsHi68/x+SBMXIdTRfDyllG2EXlDhiCvqPbnI17ziVR5kUcyQPevAxXTwx4Cv4yY/asggWENdBA6alXSnHYWdCqKzhrjaZK4KNCY41EFBhlLT+3U4wtFQDJfaIpDKIjSMqtwZ5qDE6LaYRU1fWDr3HvhFGU2yaM8MQce3yRuwqQ0DP1VMSCR+y0RnTug9fKrfLFVoUibdRNZIV9hkOAxffVcYvj55d7HIQMpcP/yeJjyJQJkmJ2m5PvFGpQhAbEZGeDSgmRA3IYUm6n5QRTaUuskIY43bSaqLNDIledT0AUTD8nu3rhEnSaz4icn6h2NGmb2eikoCxxo4GkEq/YTSpWYd3N/wj6voNHb5jjxxDYPEDLZaHCbzw96CJyYsqBXY2q0NfLDYP9BmjUnr9pPanGtkDFN3zpvcFOlpgvkAy0XfI0qOPCokYfRzqN2JgZOAfOm8gNbi1vp+4uv6Tj4QoMZHtdl4PMmV5UIyXqj1TZF3HdfVf0PXPUgVRUsL5S5A3lXYqzR2mYJ188gUKXdaBuMvm0ca+VRDu16IY5OsjiDODGhVDX7eUR/uHTcn4KPkdfGVdEAlqMKVZepddytul6Rry92wmVEsqKJ9+K9GJKn13aXPuuNu9+fx+NayCkoOO1wikcrj0eLqf7oSss6rSHC5G+Vs5BNzCjSB0HG6x4ilxhlB6AgDUilS2FHpAJyPeDzhNVKRc3lEf5ridBV2J8N+dLyvkz5TQaz7IBAe6PjRoCegCxsSxCjHGyBPjGJRkOWEnE6AS5TpX+EawXs4QKl8AZMfj6Q2J9R6hEcPD99vqV2QB+s80QZaWdZspGvWDL6PiNLBqgApe6DDayKjNRB9tkPsg84Hc0msOfSbmziw35R1AlgGGOy20rNgJdElcOCLZZEnz3MnX2E5Oc/Fv11AZaIxMLZCpToj6VIAErgChrwbmljP8wAr5lz0ruG6JdrwANw6OPjOHEfVLGiycawBzB/hmiD9GhiARZhzaBOwP0Af0HpEmwn9OW2zeuhxQr01QzjMs74cBkblkAAoJZLE5nOUgyhwSPCxd8/ecUQOgJXLUO1OPvxp30nJDQwRfdUjzj3uw1p/DG5upXb5OzcgKdbsbP7KhmQb8r68SOnRWXum5paFGXjyxvTtNRWK2UOAPayk103Z866bi7Dcs2S0gQAT2InMReDHMjvRPpm0IAaGn2GTe2M4enkFdM2lbgEM684FRaygMM1YaivQSlvGYFsk0lZJxZH/7AdVNTRxSyElxHanqtYwr9KufJkH2FcDZ74HfcnLFJNOTEAGkRmv2pROkuSPx+VXJQa+6FliEzLwU80JhchtaEldy4lA+Q4qUy1ZxULJMmXomHFQRCglNo2J1ZW2r2gZEGwDW4x2AZZNWUJOtDpdqHO+5wyl2Z3XgosUcQ4QMp9nRylc1ogjMEijps20UAl0IvdKjDS4z1HuDizpyKcx9cHRhIU6LkHQwUGJ035PHMNuldTNvQiKC8z/ygQZ0oPnZHYRFYI5rHIXFcQZssVMBgfPrhGKeSgMU2M12Plu85Z1EnusC0Eh0lYfqYXG++XoeE8vhST7uB2yVrsEA3b+8Dy0mlcRH1HStbxoSCTdlqyvJbfk8K3FfrKIM/HWdFMht2YAZRcHyEg7xIo5YgGBC0c3uCCwWq/N9RdkLSCksLif9Bg3vkEW4ig4bmPHC9JpCS8n96SixnHUIHHq3So+TYfKe/GLxioLpMetIW4UpW3U8yQ2Md6Vuwhv1jCKlJNgQ+napamy2EX1MfH0E/i1dBQ/hmUqQOnIulxb217ng5KEoMHi4ShK8wA70xwiLaJPbiBUftKVOHQ9gIf3waltD5bKwPHLFhYTMmlAMADuWpGglUx2FrtJn54l2ItzEL6G5EHW8MFHVGlJj7987UN/80t4kZ9hEzL1isZqHc+JV6Ik7A4ELst1IihCjHRYqLNzjFsEfF5EZKR/QUIB+yvGkf3V8RgOW0aJt38f8Bsxyj69gr69CjOMl/R4xwfhkF5AsbOlVeYoCbTCxI7FuZDgcYIkGB58od4RhWv3VmLiv9zqKFRw3YDHgUNJFuDjkE9JiWD7kTEhEgC/lWFKU/Mg4yojFDHwnvIp+uCC4wYuIFADjtA6HxAxdMWkvY3kTgvPBQ10NHPag/U+5d+eB6reEVKRSXJDJTi3DMtAYU2hPFWkRG3vKo6ya4Qdf0lNqRuw9QZ/fWTKxZIjCypIsFCTaiik2PFzAtTwqsT6ZMoVGEvIjXt6knXf/NC0S9FYvDqnUCpHJRD9UGsii2H7Bd+3bCJcwYQLqs+yJOetNeIt+BAemhh5agy3wb66fClHgMgPgE3vZQR4R1Na/ryZDyLK8lrrwwo0LAsswBY1i4uGBk4JpfVgYG1OwdjDZaK1aM7V5CSAmthwwDPPoHoPUT3GqKndApme6gtuP9kyLubI9aROT5LZE7sq+YnwG5hDou5ukxbLg6VR4yrCgRnVm8IPbCJ66/3PbDHsB3osS/ftKnYNCG5gZUEK9hsg2VkOmwze4JyL2BGXgFFzzMSTjOa1M4as06EoZTSSbaZe91XhmgNOPFpgzZGKRL11gUdLQVz48zyZwr5Wq2E3y7b2KEurVOSjVDOHmdOqyfth2tJyIMuW37vtmK67wYIPcPUaAcqIYSBF2at2Qt/CfTUsR3GP5Ir9INZnOMqnxdo2ftaNnMGqXYv18R3lcXRgoXEquARra2gb8oZaTCKjxWdqPo5RBhaAoauCtODt8pF6wq2PlOVVB28xkb06rARaE0L7SFL9h3CI1qjwBdGYDNFyZsjWqiLa3Vvz0sD5eELL0V9Uy49M56nG7hQKZgz+qTPR4Xx/O0QajfmHiwGQS2trIahsLbjrOsJkTlIVrV0uqfLsuCBEREv2sKi150yCJ4rtDgHeDSXXAgW3GiXATuYp0swYTqO/oQ3YwEzb8gBAyj4kww4UW2WUWzE5rCMHq1BPWrhAxfrp8pP0T22PHRl5cS/hOkSXCyrRT3J4ZUPB8bttyBOcIRfDQQvuGp2vSqcEN5LYVzMiiemwefqgISQ1YEkLCpLEQeUPWasX3dWgLt2YfUrvE0YJbAKEpJEGTTmo0GNlboIZF6UCanlajSQjsBBuAH3G3OYRoCRYnEhHogYQT1/Pzka/cmmFqkVLioF9ldMoF9NXjKSucATBqdwWwtuETqGjcyYBiglUXYykGez9BIxqw2/QkS+CU9lRl1hI/yRDjlFasRo8XSHS7Qaholmirp/jFsQYTduG+YtKSsMQgxKwdFlv6MKlTYKaebghIYE/3Q4/nTXCd+VBoUQnMFwj3oATWCXIv1Hm9/OrnrfFIe/2ClzrT7RbYuiZEqPThATRjzCiZWwBgIoxiqzNvaQ2ZYtZmS+W/lWkTapc1SyznBAPYyaQ6MrqBR1KgIWcXY/4C8uF58ozETq6gAxGCnEnZr1ygA2Zd0B/OC0XEBjNqIj6LDvYpgUFQERSolVOVnkFSRvZXDWK1qQ9n5OmHJqWhUVyWyz7ankb8kpeyUxW5dnM1JSbHgURMp2wI6QdsU7KEYSpacLbJiebPtvRwTaA6MxzjwpuIFx9HK81FISOwk0IxJaOTzhoXTzEWsZAIAk7g2rylaw8l9IHPPaNGA4Q4JizRR03caSGzoQbwHADjVRczyDGbi5BT7VXNl56XJTQlWSTcOYQii0ecKs0S3qMPqQ6mXKa0AKJ3q02cDn51ht6MDdgsWhwhsqryCdnJh+Y3zE9t25AfI1lzG5TPbkkzXxhEWHIUvFZs6EvxoHOsUQrAOBx8ofNRSi5o0H5kKXplsZR21gOTJaGcxd+lwWU6ij5nBTtoLQQQn/v9FGYy05qM6iaZKR889MLDgwjGzisjWHRMYLw1Z/cHVQpGHKdSh0fh9XgbP4YAvyOwZIGiepRzoA8rUqoT31ZC+SW7KnCeqoADdRKIhOTVok6DG6zAEtJpDu9kdnSD5IiH2ZsCdoAF/IropiFZz7AKGH1YSOUfOsCq8jG0xnCcbZLWI17ExnoNpJ0oGVx6kiZYwIQNeBI6YAVHAcU7cx8aTQVjDqze1K6M69PK435tG4vGp9lh0KRRfHZABQBfWLSOetHOwj4A/HFJs/PQycKpen+s/+DDhswiJGH3dgoeYMDF/gcllmarFM4aygahN+iIaIIQM990AH95ciu8FW/kmwJ7pbmyhEHUAL15fdgJh9PHklts4EIryw53lKKnhoqTgy/e/Rn5oHmWTGZrJiz7zWIxMJhH6Zd7Slf/MycWNhjUbcfAHRE0EhJ2IY5nBqQpc+EaKkWyiBp5uozFmj6B++ilwZpJGWUnzwMNdT9Q1Lv6gdUwGxScBcY6KyIcV+myZhwTbwCMocNDjMp60lgmK3cR4cw9By5b9qqI9jb5BMxbUbD5Y2RtCbJsxahANp6t7lpDbAgPSqwaxEYx1Br/M8lIcSVRO/xcJ+MxYkZ5EOPlHsTbh1GsLRp/0a+0Bi0F5iXi8WTUX5hR8EZRB1S5rV3K6Z1iE4Q/1by9czy5ETG3Pm7mkA4f8EU47Wz/SL7+UZtbkZdRkW+UEOyCyh8P+qmk4xr4qvKMorhTSBKDrrqFtMoDXdgWaiB7iBjaBSNhu6RpFGM0j4/FG5rbVw30gmcsvzDO/pB5mKargmJ76gF01MKAhPP00zw/UTVooeGsHTRoBpZxConFCYJg0EFYFsb7Vt6S0C2nuIe6jzzEjAkPU6FCAq27OAR7qbyAG17K06dwDusAjzgA2eJaiKxRMYyrtEA+1tGjDlLPVkVSgm+UBg28Cus2ggbAZ4HbPQDigArw5AbBSrxd4kTk9A4ultnXuIZlH0FDJAddQHZLY893Ef4cZ3LwbxTWxtEhwLoZM3PHwsd8oZI+3LSxTCDF+A5AJD+B84/YfVwpUaR/Z/HvCqAgoU8PvLveEGV6B9NoiFHhhRoXhG6AFRVNp78dOt9FflSV9rvUodZXuahY6clXw/3KvllMIT/T+WofqI0haXgyIWLTa90V36RMzG/2uw0PuMsYpAIGM23huw9MLcj0czWFZOyEx8UUSXEjIPhAe4noiNGEafAZ4hetF9q5ftAj5rbS0SHupRCpJDZk/Gg/Q+g0bXypBZ1Lo7CZmu5aLhOOcnFcFww03qqkKKHwmD7dhpFTG44BOovQs9AlkqS6Uklz0IVU4Q6HxMwULBKxmJrUPf4e/IKDQFFBTaDIXsDIkBDz6ryQQCkdAn8JihyiBXuxXz0BZIhSSPlUOXwglXUMRcnsJxWmI1XzUWN2q8RDRK5aYmSBQyRBusq9FNKts9gAipfvF6cpQEly2/hhL5qejBKiS4NmGQpY/SSRMxWA6ytRxwpzu9ECx+yQIf/pCa3w0fAKAfjO4xZHbEhjkGGZiGEgPwFmIagFET/J8SK7KNJFmbfwK9lR8m/x7muyeUsRQAf7D920jtAeiRWjB0SYsS349yn2PRTs+kSARD+ibskB5MRxfLBc2o2TNsCUSAH3dzTN8UrUaTNs9avVIajVPCKOpyBDqGcCOoOeUCS41UYHjqS5iDiVk+DUzx4cs8aTGrpEWFXJymuhVwyVFdllbJo+5Nwo4V1mrnSqx4DV2RaqMUxSDAEJvWLFSHTPw+hFTTlSPIiEjbyJDHo2LCiNxONiQu+13UhlFEUEdfRLJdVS4+p+m0IbSM0miBJ0ibbkBgbmkmcIIGOQZD9+1dWTAMTO6ed0Sm4YxJVthmk4rWQs2QWPJGOsA+v+PJoAuYUEYA9gALNA8Hsw6GU0CxrhcgeoncgBefayP1mxWfNV7iqKCTsqPVXxSibyFmEqYMSXOJ6EMsKE8CCRCEPPBkjPfXDOx1DIseVyhbc7ZqE5QImfyNvkt7XoU1klaSMqmn0lSVonpVJAMBktAo5PISWdEVqOhHNCGWJCjkTdhCkGYhBd4JKEwozMzqEIqlsDEBPQ8cxQxDc4Mp/UM9lZe73FKGxoCjD8MI1iPyC5BpTBP6BXQC5/1s/HL8Sh0onC9as7q+tEKDJCnXi4zuBwOp7NtD4w0ZI9xenFDcWnuQrcyhgW2WgRYX+kgFg3hNJngE6ApwOxbwF05dkwdcTOarIEjqr8zUeCq5ZqYRGaNzNLr1IBpbRQ0UtgUtz7A3VQzCNRzpi2jF+819VFzH1GKx5htNDpjqloHKX5SOFIrEEDiWPvg3epU7ykGFOWUmopfkonVLCNQQnHVYTLGKUm1SL1KyRMmQvj01R/N6P2mf5NDPQ7jXrZVUNzQ4QyEY9iXQgKZLpZfOWMz2iWoP6Dm6G8lkWcN1Cg9Rx6lZEcKrYuIpZxXyO56bWAkEWt7pnbFhveOqOO10AlCnIB8obQLYYD241W6oYxAKOQDcltIZGN3diA3rS6cxj4kUKXCXFFPQJ9GAjeT618n58KS6NRodAxONng/KUb4cpMyCNYnKcA23IpbhAKiVkhonDUx89GsiI26MLeszY4toJZOMR24a3tkwqacTMm2DKn2sNZqihPmWpmTKUS6hPc7JZmW2clqEV93umfzgXQoSZAjQyiR8xned9a0qCd8Zo1tkSlY46FdgMAfStXc0r1sHk6toHwQWXwPAvi7wn5FrzD0Q2+3/tnYBcRG5WTYqs78BwWpwW8Sy4EeAv0MkkmRgYX5vwe8nYq2v9CG3QMuAFWZ2bWJcG4OS3BCLVMgECl5mzD1jGiqutLY0FspWHkSx5xiYVCMFBUOefhvzxk77zvCMFIJHA8idOqRVkEwkMXrCToMUECo2MffVigKYT8DNOy0hN64kw3xSoO48KHEjFMOEhN2e8/9bE5NF90BgRDJvs29685bJ+YHB3ls5WbBog6DI8ma6siRjAGGs3Xoq1HefhDAdNufcjbQXjhPHsYhUVdoQP3IrtAsgg2DlsVoezKagzKaR3A5QC5FFrVVSoPw7BVD76xucLWvd+EJ7XcwgtxZ37F3S3Cpno/3mukbiYQWojMiXL0vcKmeEzw0NGUTc3anZxy1OdxLGj1RCzPbaImh5XGZtttZ2GnUhVWcvsnX2q9q0u5ZHtVFtAumEQh1xm4iceVDUuMzuEBHDUSFHRiFCAusmsUSKvW1Px5wCGQAhevR6kup64PsdAyFfIlAySBPlsrgWpAIklkkBtXjlIgMKfr0CCE3r27mUev+E9JQiT3L+azPxZrYiwuok4grCqdcCHI/ClktyASQY10Ph1kPYUkOHq+51uXW2Ue+A0rXkL/UXg0JyBpy40jQ6sScwgwB845rSdlKzSN5RybFTuil6ZrZck8lxM7DoCci8aP+Do+2EWNo3skTYBMAi9V0SkTAZkx6jKxp15at0Eha3ccR+P5/OPzJ8TSFQw+vB5dwdcKLNamqdWOMhuqbBzQPmE9tUztYCYlZNDZsc5IKPbTnzE8gnoRz5YJGnUq9ah6szs/nlJSUDSpyNnFgyry0SRxG/JsfXaz+VWosp3LTWkQGM9w3DQITkkxwfIbwWL17RoDzNGIPVNCKPlDwlSbB5Tyb51o9FSu+Y3pTgMYHlovGoVLZUB4OyGWs2kywJCEgAxGdP+NZj4r5cJ+jggxwLHBzHAqAa8SBwD/RlIhbAZ01oKIBd4nWusaUAAAO8LfeHUOAOExbHB0HHAahUrKw8T0THpALyEVFI2HVjHx6ghkklYUABGf2XgWFkYWhsR2L1iQisSKXX9qgyjTMLMyEmqiMpiUYpuIJRAQnRw2LNoHBdmGJemXzgpGaI26ExzNEAKYYK0JsGiuOVjCMayH0AVNBBLtXS6igA67stgDyGjmK5poSvoTql4dgZwYcXWptySEcJBmNtv87TyJ4w3V7AwINg0W5RirsAiU297F1GQj2SNZk0FktGZUKXOFw2/KTzO+hTbPfqTZnroCe4EDCY3WqLUKmF74YizLzX7WqguYZd3XTGELABAkC9FuaobT4axoi0q8acpk10CJ2GkyvqrnEKA2JqYAwesZefOcV8xq7Uz4nZR44QSHYBDdEK8z4xrE0ERtgnWLdQD2QyZ5Uim53Rh56C5sYx9+51x6DTi0E1S9zJJrTI0qCnJkyqMTapnOjeO5wSJzvlMNy63INxg1d9TBPhXKyNNl7WHWy1CrEhNvXMq29TjjJJrCr5Ws7UNkXdEri6M4dKpWcp2N1l59W1WA/5avuW4+uFp9+SAa8YoBwoCB1Du7IcpUr9P09gimyB8RYU4vA/zIMNhsDPQO03w/udXgQHHggHYFvPGSu4izZLOIDQanTtAPWlueZm6hhjMaB+8jYLntHQYMEIbE0UTB+/TCXciU6KKCGCkDsUOeYblHUwgiZqKqpyCKChv6LL5KUbcusmoBiIgd4YyWgGPt32uI55xI9NBEv98GgtXHTVM40y4wQHQKDcepNmhsD9CDu4DHsUyRk4WcAhGJ/DaCzp9cNRt3l49wr9cERdsMKiNAmmYi52LlUU2zqiZ5Eq118NpHwgQO73VKwREk+BHah9dQaqmzRG8iB10qrk2L1pfVUt3U88EfJcnyyGHjVEauGhz1FJfOSClVkYltdyK5WeqzucleIDN5UtIl86rVkEpjpX5Sz0TWZa6O/zI1ePf6tTf4AeJiw3b81D9XE0uQ4k1NWP5/NILzh9Wy6L1ZFdKDwrN513fD2Ds2X0jOzYIqXnNECIBbEZiJZnW55WsFHw/hBr8FlSE76o+EDmLcwoSOTE3bgGb/wcTLrgVoIAQ0SdWnNzmyRZt6ZNM09dB7nHbqiZLhPXprQqY8UiIHHHNdfGnEAdhg0IPoDdinzuONgjUrva9z4UQZSUTsKcgkQMQaCdVVsUWSMU7Hz/Q8+IF8XSWP2C+yYAPL5na9t5aE9Ovkw9GDpGtIQeU7Yjf/8ty4vVUDdaCl5auAh/Nrxdd8GGpuAaMJmxPFxbq0wCQgktEl1AjtnKv8+fJE/fihICmgqoTpMjUOFD31wLrzC0StpSB0INmo8pl4y2kLVsUZpAQRxEZ4+0ZYb6HL4jAUjrlJJ8XQlwK2iE+CWrwnc4qHRyOq95z3zlYgpWtT6bvb4Exee9jhU1nJl1I/rT0WhQlRwyfBNCJOReLoEen5QgyeiMVgwYMCWDbQzQRnn0wE7gkX2B2TJTTRWFP/6ROFUUvs4a2KGTwqy+CsG5P1SVhxPyWPmhKBNpJsgcZZi3orhKNRO1lhovgyOoFeU1LYSKFWES0wBQ6kI4rTUNWCNAZuOdZzD0Ok26FQOgpHcYmoipu9oTGLsG/yK0QyXqwbkv0OHkDgQnvhJLBuMB2USHA+wfaEUSCgeidnX9UDkenspSmTK1wcj1KjFHOFSiz6TA/4GBn5Xv0syAApQ+KmmMyoy9KcyYEp47LQo15HShUo4DgzJyB3O2KO3Dj2zBWxuWFTiJf1PHVOfU3IxhXZByP61rICoyliISw808GQm0A8xXdbqomLUI6kMTbtKknddSrwto+qiC1vhAluL6J+WIrNgRlvcUNKUPdFIw7XU0rscTzY6MWPG9YQkzCnFrPjjEab5EiQcmIo6FqAiQ4B0maIuzUrU5J1cwtCHe5Gqox4FKdwE4ZFqVe+pwFT4a+zQkLGgaTIUlDfVAR2vPYxtKQddVG5kLEoA4u2OI2WwH/atxfo1Gi02/U44UDIOmA2kIvqusFP0i8VuDlcZ6UpVulrYA2a4s04k2Y3C01RQsQcUB33AYswN/xoCGaUL1cIdQZ2igwxi8q/osLZYVzYUc68f2FgT2zXeVsQgBKAE4DF4xvmvzLLsXiyjOGlWApgcD686S3bnk5GWgEdmFJ/MO9bHqjMPd2BWc6t8ZQtVmqU9Pun/HG1HfFOc8SsqJsKwWc/jT3F2X8jcsP1zJa2glg3WHa6IgcswbrEZJ4ilipUVZ4rEMP9ag8cFM+s/pqLRJ4xPsxUUDY4YZpDC3XeCSWFkJNR78XnYV5UWMAOKnWwP7eCx4mb4QsaIllfdK7q/Vlcbh/H8/rlAndmGvHhcAoafkNPvjmkj5RBC8nAm7sgMDno+VILTYP0qWcev4qcPTYsBu1UqotFANOSUvZoUdkr49EZCf2wNawykf5VzHn0nY9AaUzkwE+E3DftFK4HXugpcppHt+l0tosabr32qEwrNVApa64kWMOHeKRPHLE0DnXjpttCKSvGDuEeJInUMchoPl/GD0om5X1guuwSRX9q9cy+JVOpA3c+KEXCmclEA2A3Af3rAeJUbX85yrBupItiDpdHrfkPTA00ml2UAlwRyldpsJ+f6KpOle+N0bicqTRANTBPWQwpIfvNeuQ0+aMsy5nUGkYYJJjSQAMbjL05ZNnc/RfoS4Qr3ouPkAt0kIcxIiqaAJ4FVw50PgRMkjcD+loojeVYep1DXckQAPqkCXCRDXYRUoqSLzdI7K2Jpw96IxtmIOYpMO6q65Cey/y2hp/lINQAWJ/spwa49p7FqpQZjvkB3SvAHKKuRYFzVOPhlyvkTEujAcJSeha0wknbwmRGTncBgR14kseZswbCTkhc55kpMRF8fVKYJraItpRwtuX8Jp1pGtc6XJVQgZo7wn4TUS2xVsAp2LjbI1FUZKdnwnZnWDzzpJSH1FHlP8eusfMYPCpzFhsUGlpkjbuGW6VMsu74Nh0Uj81bOBsUBGNKW42YLAqEAT4LEeJ0QhILhE1ZPDsBMwg2owsh4bq3zyODqd2aurDYq0EIaDy75DVjtT4HgF7bG0ezIH/uXt/DDo8fYFPI20Ig7eKGaBJiRE+yQJs1Q3dBA5QUEAN9IRdnAM+nJCmZMBhbs1IqjhpF5e0bFyaRX8s7W3BmjYeiAwsJIKuO8QVjsQbAXkqeWrbFVWCZ+fRkVB3ZAK9yBt4irWXMgWO1/6sPV6sELD3bRB0BqEotmXqsBE7XvwoGAn3rOhJKAkuQjNmkLpI8nBTg5VpTc/Rv2/arEaLJK1RtLL1B+51IWiJ29ZPExDGx46pkVYnMrdi/jbjfCnRLA+sdOu9OgNFYBhCkf1rnhcbojNV48dgz2e7lA/GnHN2VLbeoXdx0TGk4nS0nw9OMT3v6lwRGw+4Bv2RXEQ1uSQzBN61/wzi2UM/gBi+AABkAMxSH0P3A7CdIr0b3agxEnHpsfzcl60vXiUfIg2m9NGqevQyJ+RkRc4H5sUQyCGiCWoCQJcRNdlUiJ4bPGS0iZZ9CkAF37tY61oq1Q4QshUk+zJKWwWZ1YMs+hVbHw9BFfLgZScOuzzIlhHR42C0V1a+8qbLetuWCHRdrM586+I+/Kosl1S1dU+Nb12FFXUyg6t0ytdUvqDzO27kUiiE1Fr8IG3WpbtbDCq3/YKXwA/0/wC6P4HFE0tAz5FgPYFrMedgXmFqboNJOk8u67qVhBLoRvW0OV/0bngy9tfHoyDHWV6wNhw7V9YmcWysvkFDUCyx+jKMsroUQbxcqSPzjgYxNp2wY/dyoToBQh6n3Iz9x90zLaSP7dyTvYhgcA8MSJxcZVauVG0bNBRkSe8ovcq4el3UQbl0TU3kotuF2el8GWenIYHCS3eJAltWxNL8KysUt550asBocrVkpAjNRpCKqGoHpN1Tlsq3ol7IIWNO+JU2igkNpG8yZUJhHmVwRRaEKxjK4my+JjwW44gdJPCBJeZ7mjOFjUiJIheeEnj0tcVJmf9aoYk7DsLKjYGUpcrm170lBWY4C3DvJkPAPJ3fAVGiDIkSQK6kX1rchLxM8xTEoqcHTp2po7ehHEcRFMfksuiTTQTLIraCo2IVYikH7yaykxwCxu3k37Ffu+2AeJBtAJ0udBDEA4oAZuUziuRDCpcZvWcTKoZJkmaRTxnqivYxqpUzvFfBDIsFYeQsHJaDmjDjpqzQSxGEQQZAtm4NAtDMKWGNpyFPJ8NJM6GReAeL8ZSTcm5HJ3yqWkTNp4+Ba7Na7L4gwdWSg02gjwAHcUaFeoVgjPmLb/wEUaOHjsc8kGMGnLGabf0BEdCYXNqHlUczR/WpYfgwFlDjST+JA3C2j/nIaOssRAzuzHAYQ5DFhhpAjAAAQJH7y+BQMDGN3LwEoaUOosOTRcLNBm/iZXUfZ4SDSAApUDamHyrtdK/OIitmFgjYDaRxHQUFWd4M/0/PBLOAOQXTnk+OeVUYaUClMlZzC1/CHuSk2GfctUdQQQFc8OLA1zXzA0n0z0iLl3HGbcMsEZt0ZV7grwlB8UJ87uthALDRDIkOwn4cBWVOo2mnicfdKA+V5RNoOoMjkts7RX/suC36yKCklVJYlHlVHqDvmT+9yCJwW/4CD3jUIbkU+gR+mMzJ9ZachAWQgbF3QNaZUXJ3k7TzTga+NHfpBqGUnBtnFFt8DCw2T3zt3v9AoNBV/kAAk6PSvhIdQM4TtnHfVQJj6g1AQ7A5FI2A4g1pe9UWXxtHH9xIdIeOuepch+9iGxfds0BcwCHDYktip5AlyLuEszOe1oMLidj2mdm8kMvEuTQSp4pSfHcjjgS0lXXtge/IJ4spXkaII8Idyd4JOa03nAWzeeKDX7pO72dbDgAF6DMIZ4txllA/EixmuDmHHMtQ5n5j6yw8aDlM5CqQHE67vBqn+bheARZ5WFVhxsa4Ra3Wz6Ch8jFeDeevv2lcEwdm7wwAe3Pi+GkM+tGGzTmTjsgS85evqkwOhof0GfE0r6TEBcPpbFRYsMaQiqGb3Y7TgJ4CEt5j3UtP1x4tAXl3ie19ixua9PgpVMv028vtjxZ3OeoYLiVPS3yZPej0PWGAyld3f8N6kmGvGW4sGv+UH2PVZiH7EciQc66mfbBKLGv5WaLGrUqf2kDm0ALFVWWRQ+9FeOc+qNZzObAGNcNx5bfvlEqKLWz62FNwPUIS7j0ijOu4ngi8KGZtRmLF/KZvgWEoWpT17FeWlTtHKWj0emw7+MLPmnl7ixq/TrP6qxNwyvqIpM9lEVwa4SKt6ViwiahyY+xSF0F6Xl6VJ0TAGP6oVXEZQs7FLVIDWl/GCyaImFZYCOh0F8AqyjUySy6QTjm64hPsQSAGuGhulrqnH3ZAIaaRGOKgT0uemeuyXymEw0cJfqqc/mb5qas3RIDxcwHKZ//PFoaiUD5/xqARQoOxhwIZhGhRnRvoWwJyMRoVSPY6QuB09N1iakVCdQom0dCBE87nDQZptYsxqJASgxNQExjYLWHLMn+hQEWIDXo306a8zfGg4B5q30NlKdCg5RHBYW6lEY1FTI+PGE+jML18riLpRYg6QV/EacFdWsQkCameZGZfmF3G81PX+yGtiOydJWOHHUNi2WW+4tnAeljqDKOLoSYsuAVZmEUsSA2Cwaw3duaLWKqwiAmmc/24DJ3TmDI2YqN4GS9TqcWVclNwOmEhhBUp1Wxyoi2ZgSUa+fmaOzFkQyRp1g0htRxWQkYedZPz8p4txvkDhStw6UhPZun5kgU4cSOcQO72lt7S+SHw8qsT9io4yvvXxUWsbcKdZ/fR7NC6BS7dZwcahFzNIWv4kCo/Pw9Z2gwECbt9uf/5ovoXLJsOHLxoHXapOXuVDqvEfQ4cItmbVQYmEmI0qzM0Uq7N3MXHHUypLiMLP0G+j9AzBEq3zb5NG9gD5U5GYVVOhDbxpcHCPiMwNpYfJipLC0xTNAsc/lZ0J6JU0CsCsCsRKYbQm8S/tFwBK+KpY7OdL0iJEv/oxAA689KshGqVmeU8F90p+l2Qbmi2voGsMSOgl40RiKCe0lOKZ6aUxuApwsU+4fWkU115nfKQRbPTHaSQxMI1gMHrEKodCwCciuAX3LIoWoCdImLSjhs6uUmwP9DTARnhotUdpgGDZV9PNhLELSGR0IO/AFTEVQ10GdjyoSJWJs/Zi25mrZ4PgQeGVGeqjtnAGfNzdUjdSVqWdlJulZQF/1hGvQ0+364saMk6mja1HFwCnSL0h4QRD23C4gB2ZUt0WN6Ix/dFXh7lWdSSmIQ4Ow+cJLDgsX3DdYS4EwA7fW6muC40g5srcr8WqdU36VWU7rAtEVw3EZa8/Ns3VzmQA9YPAZIb3CYl2OADWSLNTx9BdwE2eO4CZXTaEbbjYOzHIUrSkI1b/nmjj52W/4Ld42c2KzXDRhuwKDhtws1+svpzXzkuLDNIdWHGIkxt3oQElI2N4pLIZZxGPTYK8OeO9DlxtWzILbm1Sou3blrSuQb4n8Yw3kWsNcsS4W2kMkfqOG+BWwWTbIzR26zGZUfbNxUVF5vRuZS9RVuYxE2oKTkBR4WpZM9Fvir9kARS/PgPoHR/0reNmZ+ACWH4Z4unozO/o2tOWVO/hHt26g7H4jwUCJdjp5epx/zTJihs5CJEpYi50sD0rfztCfUaC65ncgFczzMSEjmkAqq7FDJDWGRDKHWckf8zsB0NiGS3moH/KVWOhsdqMisD/kar/+s8CAFogKjBwp0LwAEjBQn0ImUc3nAkgoWa70Jf3/CYaLs3r5CSaipeYZpZuelmbdsuI6k3jJZtn19iHgXKg7FOTB0I9n9YOWGForJovCsUAOZ/kujGB0im/AUAjEONk38b8IUQCAYaDvBNg7gTYOyslIltCQyFkJ7ouTsMQw349I9+Iz6hkX7CkbCh5EhjcMAjfOmFoXGV8o5GoS6Xvk7u9KkyRDLYaX5Z9FLZpOQ92bzMNqmvWEJI4kgiyjIWJVfSiWHsZdygUKaCiVBJ4TAuMyqlVZ4KnuWNbmoRnRJmQwmhEuPrsOGVDgBe8p1OicKuzv/ZWKdJAEQC4Zk6MCmMrvin4si2YMLagsWatqVV8mnAqFVwpPdG2bnbRUIEQWtjhNAFbCuYX1JJ7kotbXAeavcdTDmeqrjk4hekKzhDQafqMO1exZPQm3CaXv1b/fqw+rWKd2MVSH+E2OTs+GVzP1CktXFpjFquphOPSrWCFJ8VMOrT4kjCuA8nupPlCSvHXzSM3nsQcEVnqB62JK9FG74ZKz1egakFRkNshDFyGBG4nls52o/7rTubG67VAPAEEtTwxZYxNalqQ8huW6Et9/IkhIzxlDTEiDoUXDiA7dSD7i0yNjRMdwjjA3R27HUHhDhfH+IHoB9vQo5bLI86DGgFe7MPgUYEtGaUAMaOuPGjyW1X+XSLzGukMGdM0v2pKiXRJvmjyAmgkGjxCLHrSYjadH0ctfMNFO2uxhIheIA4brUl1dLzpMlZOqnouBM3zwiPyMhiMfVatG6Hx5UWoXVJ4AQoNvcLK360eDmZ+9CoJ20a0sbIVIGjjdkGZWsV8RgFoolTY14t/kW75DW2dFuiYcN4ewz/aRUpYG74Cqoh+UaRtIUlbhJJGDFPHu8U0HyOcyLXlsmzo0qBCG0IxAjR4htiN3TEv11tM6ZAs34xT/oFLRszX/2eDLQ5WHYoULNSCS5nbox0XHIbfoJVm9OJiAMvIhFBCoQQmrhTYUcA/1G30XJpTbHYWdEb+VE3K9+QJAVnlSACtdtHSyTJCZnw54HfCeYroEgOzEM2IKuhIPY4BkTMKI5i+KE5lwpHPMVrSinHvpPHwnIKEWPScwtEnxdp7ZkANm82dHZSbCCqe1EniFToyTgb/A26OCqBAPo4QchV4yLSiFZgtKgecsgDdQ1WLPArisWA5o7EZwMDHodAE/TluqNfvUqQ30Rnnp8OSGKCzgIW98iQPRUdj5cJvKXRbL3hFUDJisLKYyyMpa1ZU3BoUAMl/+ExUc2Nvzeb9VQQSgPl2EsMA8CzhhczO4JFIb+i2kegQ7hkPuJ2b/LLsF3BEQdEEc4KMkGjoHgvJUHWIXYBldabgWV0E3Aa8ZlZHJBmtEYy2WEKHUQ4KOHxR4WDOEPwpmF/SVheRWFvgTEhINIDzdldxOgI6rjt4NXAsiKWb4I9DGcPad9md7WFpjwir0jseQWU/SIgOBg7ntAz931ZSw3rtzTruwpcFDIHXlZPfpTBoBqYcI9BCuhCujdkgegFposcrixVvx4eynoceo0cLjwxuujVVeC+hRyziNmIk4HZS25RnTuGC3JXjqC9DBl1ugJpiuuCdFrN9YpHBqXGKxQdS2gq6LyWf5dhxvmYGkEzsE1hdsS/ntZH9QVlhwuD+6oMSkS6XE9GpvmcCI3rU4nWAoFwjNDLQX/eJB+Iw4MROHw9yL6+ptMOBtEfyozQDIUGEVctoCAthv2tP/SAwJ/7It2wCzBh5mVJK1whcLkSAwFCqUIZ0QDiBzRcssKLK6hXzdUZYhldoDohSFdOgU5MkJS+JEmt5qGQqJAk4X0xJCH+D/8ml+U5/QNlnhxbD7kk8zCoXdGnppvJvEtegdfQSLWhgzoh/GvA0wkieD6GxaC5jW14StWyCTuGJgSU2rzORcAAB4X0IOZgF68gh1aM/CDi23E2fiJd1W3XltjLBvwzwkyZc3sZroszKUrHx2cizIKgFiIvMWxlW9XMAIGl7yKwfgUFotBZZFvUAIexkqugwpQGJUEhGGOqMulwpRnoxuBB4D+x4hqgq4LPlbJINzhoceP75v2H/NgRtFWW4T9XJYk9kYxqN04XudLhRm2zTbYtOMFt4QPU6RAJIffZKiExeW874NkT/kOzuWeAPC90AwPyISDdyDLekvHv8/qXU3vBz8AUxtjhw0TG5VPNg4d0pOZr7K147DgspWwq255DcamIwhuNTZKQfVLWUv6rF1mlNc9CyiMEVRAccclrLBjcHeN+gmZYM2kQf2lBj5LM8SLDwRygBFNhEFMTQm2KZGQoRcgCv2AmbhkdMcjJyA59YwhBFfoMBR8b5E0BcXy+Xlty7S4NCgWhl5WYbMMkhUxssPK81sqWAqCMTvpOTK6CP6PpaRm5nBt0KIDuOGHVpTHsz/3g4Dn3v/8QnVwjQLPoyIB7+Wt9MV9WAdPvYhWXHkU1W9CNcMAwrpD1NGbJjSJHVL0kIYpGB6h3jKHD/K/rK4cSL1CYew0/OsFNEXFeLYYJdgJhRSY2V1QHykBkyVwgJl1C+zGRSMcPFoGRRjCGSTvfGuk+xDwoe0EY6YEjZm6kCj53hzJ5CWWwb+X40MmkEEZNHKZYZqxELlFWbSmBLRKEBBpi3LQoLQDUHdydOBmOYin5NeyKeeLP0uiEOB6ZLwMcR26FkPGJVmjeOcwBHxM9hn60QDhFKGIkMZvQJrODtVplFyL9V/HGjuZdCLAFTl46X7AlKv8SJxfohQQnL8jxrGVJl3CZq5eOEGIi/TngsyuHeIRV/xl24/0O6OF3fOI7lOMcVrqoG3mW4y3hi0w8ZaeHQHwLXhUC9iHX4qj4nvKG0DWdCGb+0xir+HlwgmYnRS+j9RJww5H5RJeloJlYoXUzfsOoRIlrMBLzgmmDvD5YgIEE+wSAfE8WgEEc72+BJeVx+7lOvKlyd3YFkyACC7Nrwyc3eTtJMvbNEWMbaPb+rDxRe4AboKmAo3tW6ROvAuv7ast1GZ95A92g2aCmdu2z0+gTWCMVV74EctqO2Q9396vMddFTnQPytNTbwrVCHnW1z/VOTPJQgzQWi+47vOab/7UnM56Oz+n+YoCod5ZWKsiDIX9s3R1BBBd+uC3lIKUD35ttLvQFs1LYMptV57JRji3Xp1rBUqPQ0JA01fl9AkjJuGyI5x4IA4UApxGACu47NUGPNdE00QcUmvIDaBRiyPBhsVhqYOxB54xp5ruPSmFdXl4i1tTAjk3BpWqtr2r3nFvmhhowW3kAIQY7iKBYmUzCw4YfCLIjs2cKWaap4Z9zG1FR7fd1b9po5yD/Vz2DSYUw0SQRJN91SK2hLWQlNVoC6h6kPUA2TbTzW/s5sigtoyB4grRmMwLEsBcVp+/CdJ4JpEk2dM1Bh2iCOyVMikossd5A+UCLdDKjFkYd2grsDKCQx1hJkMWUakj5N8T1nSvU+6K6WLCYguUJ2IecJITMcxmYBNG6dV0MOxf3LbdBrty+fAFoeXPQw2Nr0m7zZY9iUPFHaZ+GEwYiJjYsVpn5Jow7odMHja2xb2tHHT5ihCr1PNDjbQRaNuTvzwTuGLS01iQkIHLuh+O6GMsyCEJwxclaxwjm422dCMO3PsaDuC7KvzeDqS/YMkeusCy5brFkqz8kb6W+ViIBhcE7LznL2cu4hzYxX2iLME3pcCSecxXBqCrhkk6crx5mgSfp2mKEgBbOWphGN4Q7Agnao6EXRvCfXenwbXW6PDG8xUqpvHOggVEXS2uwwrpxCgYNk/eiXRR2qxdyCGA8KalIFz+O6oKo4Gx6WiGMx95urqTqmNNXalx09XiJg6RARz4zuAzNPiggW2yCQPEAqpUkfCDrnWNYmazGWW1uKMgsBucKg8B2onGH34nI+rE2D4GM1AsSgUWDAyS04xpjwGO1GGAUqlcj5yqPVePxRDRieSwPHoavYR7NBp8sQZgW/05+RjaZMRaJ/zLhohiav4Gyy7qygz8T4QMwkgEUL02yIGju/DaceYmwFt0brw2QI+U2GXGPYpUbBEXQwyIa0ycNjyxyjDOOUVSTG0VSL/Y1K/QnRtEBh+QfyEU18qsiiYR8K0pFMik1a71w1w7UcxR/FQoM4kCxXuopfB6SHzbJ5KFa8RYVoS6jOCZAMaprSrQmzdp1gGsF3m1U7GsBLS7JkOmwWJE0OztM5Qvl65rp1gCYBQBj1AJQJCOgC8BAcNeIFtWjDAAIoxBihoAY6sOiITWZzE7UsX2BLytpblX6DblszHExiSUctBE9GKmRdfrchLdn9LjvhDaEnLZtvb6PHpKvYrQJGJGdwcQruOAUEMCMa51HICL82PgdwVjoBXJDoBphxpAoKfdRj3LOime4Ywc842Aj4yZRdva96ZRD3DlEeBFQOxDFQ6fzXPDFLVu5Wht/uwcCr6h/bVv55SRQHa+BGb4ePSGXDnIH8qyHok2cWL1K9osmrZztqfs6f646r0a4SNBtZdpZ9aiY2iZ3e6UjggCauBwZutJV0nCnos1/hzvy686PNsuzNTo5gNiOaHrDoq8ld9BWCi21t4/giEBPSFhS3RKMLW6S3GGC5HqdqfqdYQ0B3q61uIzCnjqFU0W5+6sEvdHypu3V0urAgC0YKwN+DPlib6vBFqv/Jax81yEPlLWOEH9aIHQelAEAsQC8mA7mLoKW2TsKgMtbkLoH22NsogLGXjbKX/AZeNsimNVd4ywgu9hVxh7bDqSE2kPd/gQUickT8qVINONEgFiV9A7kB+8a0EATPlC6D494zIbV78RkB03iFg99/Gz22TMbtJjVVVyDoqxilTMTkSAQLCSGNgqFuxgzYG98Xz7362UoMr3kE0vx6JCCwYcKH6yQOYstMgSXg3S1ZbGMAzhPGDHCVZiPSR8k5VfJgcEcF6DzIJFfcqlS7pKgEGswJWlKQuAJQaCKeQAIsTJ4GEP2t2I9O0hcF6DUx4gPkxpPzwl12nadY3JpLtkvTWAioERRI4iQOr6X08oRLkM0WYJBSO0dOz35hLaH/6PuMaOJYBR7EA/MOJUrBoGzE11h8rUzSNg+YPmG7dzMdK1VdE6HDwbNWBY3uUN12AELBTkLQV2RMdmw4YbHgcFbTjYEtRfYnRbAEDpg4/dTXwiOnjz9KhRE2k/2RHLC46eRnBVeuu7G4e/0sPbDo8i3diPVmxtGF2FY54iEyH5dFFo0QR2REFCFYRF5pXCFR2BZOnIZ4JY6RiNVErQy9E3bqZDk/NsWvJcE+3Fpyyg7TnHsmNry5TDiFlFimltcBU2QHuctS9qS4DRl8qeMmO10GZXgpiYl3PRHq/rwEailNruMJfEot5mcpOPaJrqdTb2PZAVNJJ3AIlqmDWtJf/KaQy3t6K4cr+7SvjkvYQZCdVavrjOh7jTO9MaGOMILDHOGFQboKAHuCVudaFALCSuZKpQQtxJU4FKDQs1NtioHiYjUubSNUpy0ZJGYtkirauB4/5UcUiZy3MrsP8Hf/5R7oREwo+fSCLrylkU9XzvlAiH9yXE2dV2fHj2Xn4UQ2lm42VsCgpOFn1MYG2Iovc6yhaznKjvXMGLztkl3lTFwYVB6j2ihWB1BEoOFzSAZMmRZTVaV+O64wF8VgBaD0ccjgjHGoLi24qhq/oba9s6cgm+6IiOy2w118NKABgyfI2KPmjlB2uNCJPkAefBBhvD2cqIlO6QTPcwhowAHmHUuLh9L7wWIS6XEGbigfbNlc63xmZ/ypMg5hx3yggpSZbb9d8oDJuGqtC+EZYZZ+aXyckm3AtmPB4FN56qdx7d5WteOlSUvt9EhZtw9R5ve76IaDvd4kMV+WDespu0SThOudfOA4NoeOsSCV34Pe48EB2iASUHa7RAIUIwSZKzMrh4N3+fC/QyZf7gO4ZiNKLRmsWF2a7E9UrKr7aug63xosXxErohtkSQdOkakKTuAKC8kfHC9nDWydrRQVMgMIZ/5NIElELPSzIcPdg6IkWkNJSBvZpKYGyIipDBQtl1ETPpYcMdVdYCm8+BxSK7aGNv7RcFT48+TuoIov19Y0TZPVln0CIWorAVrCGxrpKs/scURwTg6SURUOFC/CSYMxMYuSOwup1tLg7kXJHZSlH1OyuMUs3DCEI5bEoOw2FkCbZcMhRTEi+j4F+JFAVmT2ZNrtbtHwgWtsSf321HXmm13cuBpIZtdtDrn6Yzu6ZRFrimpbtnnW7BRDD73gTF3R/bMUaXuDDGVMSbrtTakAHGa7iSV2I8WAEGYpmsqSLAAMHTpEAcJ5TWlpjOuNuFlOUx6gwB7EiLcXB+QsED4LZVjIJhBvhqzpa4JBDIw5prKKZBpAc4RAOwnolWfhn4TNtPaFlwXs7pkMgGyj6dJthizBL8ZIpzMEkaLBsZ7MO0mWaf12sa8jAEanyIka1CwI5sBtYWE69DBkUeYn8xEH2c7cPvmWaFNLEbrqEY/I6UF7XWweCP6AHdfU9+41mgiX6SUH322INDy5WNyl/FIh0HapC9dHlSv4BwRFtukwRWab0wUDQXpHsVyt7+wENHxoqkWMWsWgaFrRWlxJZLZMWnYNH7+bE5UntVIWgyaY5xmBjEX3W0kWItLt6sFz0jWr6tsrWQbGecwg1/YEgjpTbil7mK/w88GNi2I+MrDIi7Q80hZqH/oivRsVoLiMvtFF0oPbRiHGSUJOFlHV3KHYCMiaeBNhDkonTpdBueuUdhE3XlzJLJI8zvlHUaIoSbpAugY1cQkh0nLkgkQbwght4OsVp4QkAVXUJ5skIS41cq1ep1S+XhdJAKV0fIkJOE9veNsy+UQYG8XhJkXhSi0dCUvnRcq8DT3Td+3VIBPmAy4bj0Ex+kbdZIBIpMmlufH69IGLPJCwjoCQtS/5NTdQTioCwuT9SVZ6wF8/nK4o8WVAUJEJYbUqScvYmmyR3tUiZNHZPvXl21OY9QVtZE24Jsnpx4F5TG+hbMAYjpIaF4XtjFmE8XBtZDa+GUNpwYkVTk2TIqa0yUSYMzbFVkJrQVSIDgj8lWyRdMunrubC6QcD5FaBe2+8HbVYvjOfAcArY5k2rZJQ9zwWSCKq1KH4ccfQBtsB+WR/OOrtTVJIBwf50M44wvR1z9GmFyAsl7Cafw1DjvcmAwOnAGne5Q2COV2QgKMFSgxMIl94wFayfIcYRuNlscpkSJ7cCrREUoGyBM6W1lrgYKNKoEiKwk2hERYJSAJC4mix3D0LbINKSBpmEBP8ppe+zJxgv8TrIOPFecP7DRPS5AesWfi04ZS7tO0MSUusGMKsveDQ18vsyjNEVt7upDz1QPa+vos6+izslgroXKjwJf+CEhCvFDmiB9TgtypCKgqHwtpHEpLGTBELCxX12sC8BreGwAeBOWZyWMQQMj/J3aU475ZQoBlNaTwwMohF39azjB0JaxiU0C4jrwvKQdyONmLg/zb0bVEVdLdCMbgIygxRAxgFHDREWfmCML4ngvgvgAYGxESC7rxoGL6FDa3QACi3zqCpVcKF8xsR8tHHt0LiKGxG4a/WMGXbeQLkK9Z1nje6y2ie0O2iqCENnuiUNsi3qaeX7e+vwHQqL8BpUUrYM0pYyEM0aTj0QzRhaXQ8kL/E5LsSK/O/OZACKEchfGeq0XP/CHMythm0x2VJNZ94Pkc73MAbHgNPE3HZdD49VsxDoASWUYQjy4SoOHiHY50oAIX2h6so6Poil2qhWTlKW4WZTOCedQ9lKrPJg201hIM90NjBeDCVR/563jtfEYBrv1SEmAaV9kPTQ8LEp8J5SPMw2zmdsGOPuzYVmedAZcQBPi7q2fkVgG0YnTxa67FYC0GsVpMkZHsfZlXCfjIXCYR7FNld/gcI8kBC4ap4hXHwzsD4N52bWIy58CPLob2U4qA3gYlPt6wRlhwn0p1YwgOdkE3PgOINoXcPnRm0OFHNmpCw7yxsQUYPhJ2sGa0IbtHA3ZAbhTlBU/FZOdFMhNCUTabwG78RmFZglOYZBosGFvJEorHZpZ0qSni0aapVA2Q54EjJj8oK4CnqPcgwivKSvsMj+Una5ZP9Nlt7sVjID3RCYSgtsNo7Zqxm+Tg+wPF+rtmV1JXABgSSvJD0bD1uQ2njuNaZUUCEPNrYdYF04AxYGt8O8/4uFNrI0AV3venbo7pRQjgEDG00d9xuONI6JV0BsSu2RbdAlqrYtq1K4Y3QUW0uRJ4guVx1idy7dD1+41Soiia+UDmFugcwsiDGBHIBdoQYS4JhB9DV5BqEiShIwJcQJiRmCuhIgnoSJwLuPeI4GFCMV+A9m0m+oCRm1FglCMjTeb+YV5a5giETu3yyJB36nSsFYzzRIMgSMG6gRNDoDiAYATMAFVxNAf4TfmNWwMLIxUIQqaPS0IOgjICIiFzCyRayFv7ZwSfAxJQoS7XMpKMlhB/pH4oMGG1c/0vPHdpH4Qdp836rsA96IhALHKxHZkRrHJfHF+LhFo/duyFlJdlqAxacFeCt8phbP37TCwLFagAizwuaSERGgt+blEdGTZlTxGhsIJZt6qeisYp+hv9w3I+QUYYbFN9MUB3MGuCpX908AluYIrGcYaKhvYYBiwkjZp02A4PtKbS7/NHD+HKCZgUDBkD4jp3WR23wedMw/qYcMFZZXLime9a/bgSh2z4Uhw7BAOJOMDYkpBP7Ql6wUHlavtAWWBiFTioqETIaICnKXu/8/y9eJ+/63pS0fGZKGabRf6M47t+rrWAEbGPQWL472MeOKJHWmDaA8ZVo7vAEK8x93O4Qx4LJ3SZbBU6GvRwJIao0TIyTFDa9zYoktHkJSRSXYcMhe/TT2IQu3up6HrE56n+PwJSFoe+S1k0OBekgUfEaxWRsGg6dgbG4Lgy2ATBjXAmDMI2qgfafW5UPfSja8S/FnWuzd6HavkwvByMF/cE9JxtVoMtlU7zirgPbD2xlv0yJRGP5fvc/feELeP4KrKg4PkFsHioB4jTAGblmLMYlilAsEhXewhAKn1yshSNIMAEGRSZMwocteJMK+uVheCYQKCrdY2YBxVk8QIeHn5fEBBCRhnB9T/cPTdbBh02RClZpIdwOT6Bfko/vx30QnJkeyvHWjgyIUzlsAHhG7mnmY5iI1sAW4q/LXVHWoDg9oQGjS3TKfIYJDdKk1nM7A52owoRkVhpy+OHPLf/8vJEKfsPmQePkkM7ZqYGbjTFfASas86bGJmNfF5pVilYJchpo7Gu+KHAxx4ACSw2Mz5pJFhAcHBBlZsAeC4Gptjl0OQci+SXUuxp0zJJ8bA86LY48HWKgA7i40DL6nvScmLo5OMWyYGe0ec4q3vjv4EVNk2klra8wKngDltg/Ea+hZIsW4YmlcaGQDrrGgYWGKK9unH38GmsYv7XS8zkLRKQ4X9ERpR/fG1PUEyRhiawTQeoq9IXiMskG1FG0hZhgm6OPKyRdX2JsRKZRZbO6ntDcZ6BidYz7B9uI6xslZ390SrPYBe02URZErcrbSeud69SA3IJdZoloM1Q3odpUaJyjZFDMY7tjiQQj/UEYxm9EI2gsEZ3RZjEUJ+Tekg5BzEh8EFQew1wqK7PrtyuN54K883SpdajP5NZMUnOk45IIO9ig1DRSNahKdYRRF+mrqwTJIHIPgLe/l+7xmeGKgXyo4twbe3CrcBPOQVWzwGrVyl4W45AilQwUMcmesOnuPAsxyNkbA0bV5hNNEy7rhAjFgwyjrcVKaX8opPM1rWGXpyzT7dXZuvzkuEtY9N5YBYpUP6NOoNKx/ZWgBDEgCB89ek8TMZ0Aez9D50uD0VHe9AAo0dY/Mm66ZXPqiDreKNxFGEEwSJS4Yu1DEPDGl0ggdXmk8GaEvxPrwHoRh1FNyMDZBn6akKHgRZYb2EiPETmXVU0VBa7UWmR7uOEKpIbEu3YLdShUZqRHb9sV7JAJDfdtVypc6bp14YogAlrh1/88rwAuFIxDY4H9wcOx3F/dlSRJW/0OjS00jvoiXMXKHV8/BfGnVnMktgELcWIPLCQCsVL8QHMNcTlwiMguKBkT0WBwGhK8iIIdajdLLeUjnzQiSjRhHMhnHuyZIlshwKWEMxr82WvrBmDZGcC0c5HCcXHBMW0lsjQBrEfaaEWDym2JC8zgamGDEdp9NBbBj6cQHJnt6rNWCoIsyuuZvs0EpgSMKqqfG4z2xODmF7R0LWx6aJ5iOVjw9q57mybjNcgE7H0yFflPF0A83tNvjGBaQCfbFp6mQCSHPkhCde7y/dZjPx6sGgxIzJSL+e0H0sUO8XxuxWrgiSBddGDzKhg8CoVXX34kG4rB1JVzE+inKIpOmAQ4hkV0X+e2BgCbKBQAbM6RiAd5IX5SYX5SYSYO5CPEEFrvgyFD14AYLrosxVir8SOUuuWMKTGLthyWqvV2peuiGdsI21ucYBpMc2c7VhSUrdrMtgHbTL2knW7OXYAJGOvWrQAp+MdeKtOl2Q6VbRedqTyoBBpq1PG6wKn8p4rsYkC43epR8WMJx5KgE+tjbj20TUaGXJiy0B48/fyY0ghRwWseIRaExaF6lMYSakxv6kimhnMdtnd72NY8z0dEkjh8eJQA/H40yT4hWVb6mlqUR3aQ30IFIqIOpdpFZapxNN6F3rHImiyy1k4UtzAcQO44tQLmg6BkavzZ/mGWsGiwz4GnysXdgArhNLZnePUvN6zcGqr4x+tNz3be42OrRhQhKKN0+WJEm81cSLVxwmmxmuYSQckRL0CNMihO7yTzCwtNa3jxGrbILlUjBbWGGfauNn1hto10yu5jL8UBoMAXBoyyz7gdqg4aWD1ssDy07JfZwgLK3FNdx67CNti2rcOD6RlKoaxoNK1d/TFHo6iSMpKt8pGt+B8bOQbKaP/qn40N6U/MpoG9qoQh/dJR3CVwvn41UHQ7S/0k8aeOjhZd/8EIyNbQK/cOv0CYZpXdYSv82GCCV1pwCJ9wd5OcjQG7g8yWrIH1DRtAJygLF+FUcwDMafwpbLWVIWPONrZdW1koEeW7z6EsjIpoK+C/CLf+cYSBRcI0QkgCr7soQnWYEsO648vNzg50C7NQjSJCTEpRRCH/5hmXMbOg+c2DYHi1dDWf14Th+a+JC5I7p2woh9CiQkT2yJbfCFTetjKLgfPBDxfuSZ9101On7TT5KZV46CNi7W8QGPH0Z5vVlMBVWIF52CQq9q3p/8QOgwxjReRaHQAInptUxVjf3+is2TlNJ+8TqOtnlUQfsTAQyqAWvZm0sKofOjbIHcqjv/3i7WeFsGboxVdXtBhui9tRx8MbHcOqsarb1+ehXdw+M5W1gVTZy7b+pGKgwUAug6XzTSxoMBAJ9fAwDmzuZPL725hLCE7S2SwCwRIxXRsCRlTnc+aCc3m8rNGoyyUiXnaMB7iitkfojfgx4QouO/y5ARHe2wl/ExDe0n5A0hwaVJhO0YeJUkUyfKZnZmMCCEJvJiJMxAUI+GLfDhE4YEMhJgwNOK8GJG0PZmpc+pObIlUNNAkROziQICaeyTbZ6jU1ZC8YdxlBAX9Kk1AXplGq7yX5oYGd9vK8Me0Z3Pxu3NQOWNIq4R5NSDhL0PA4cn2Fw6lgZmFByFBgpxacKXKRXzU3prCRcETBiXo90BEmDaip+wI5STajIux5gsRAZ+h1l8LlMRpND7J0QOCq73STbnO65x0LKMrjo5mcdGHDUzrRQRWBU/YiNQqXF5NStlthqkHt6GW4vwOU7GpBypslBhy0GH10ZULXuFTyTJwGbw5sQCJ6gqEQcIPYebW4vLsq3nO8RcxaboRF2CctP/wQ8/IDVb9mT0zpCx70meUCZ02ExUQswlOHi6dIWcPSSrQH8QsFIBNDCxXbOLnp1PzHTWUBDWj1QU2gRrgH47N1Q11vFqRtBk/dG2ODlxpCMcuElME47tESUUhfxfM0wLQBGSPGbX7g47Ou6HLhWRKv0x2xwH4un4ajweoF/nipBpyfXyWwC3UpxtQw42oQGSZIaD2LtUWC8OHdY2Z2YV3mhliNJbxzzuEQzRAYB+CmC+lonSyTt2SAQ7o7GPxRL2GsDDx3eanMIi59dijgWFcDh5MiyhLcaDsRjf4ocMBAkzjSaWNHE/cIW+uuNMmghrqjY47jhWjQyk8E9nLUkKK1j20IyDfbVCrvwxOIUDIeUC8gZ3kSGOjABrmtYpNFW1clqUBA+jxkLihjFS2SlCglaqw0QgPRYMAj1bMxvg7K7oayfbFGQwu5wkUPVwihPeg4fMHppc1h9NYW0gYH1bchY0CnR1Gp/cyXIs6YKZo8cY5cqZ79j1Qkxy2SWGgMaTQWPJbqQCSDbqdWfrAy4k0fMEh5xL/Jz5KGiR4pWB6TbTdIcM4FRJQXoPlHwi98c3aEefmrB7x45dQwaJNtGueBW7qRwfbMZnLNcbTXfzdNCdGLHPB1SMzKRLP+gHgbSJgNm27qlQDENyi5qW0X1XOcDAatcormle3V4WvauMKAFpZ0hiVlRAkJPfEj08sRo6OTTe4jfjLh6VCUEaEDvvMH9di8XU3ZYVdhX2yL2EEg7w7bNwgO4l7AqDxzith5i+9QKCnxYsRNprfbL+242InsDqEmCNz2Ze4FCF1I9LMDJxkHnL+X1sFVx6WYXBVcaBh6vlNiRXz6CEizb9hYvwGReyVT6/aS4E5Ci5WQxRHdfXBeebQ0YxANMkIWBi98AICCwJ4LD8YgGM9+Dfs4/oBmypqlAhro41nxD0IOdl2SKoiMOvYv6Nb7ZCENQHiItc2BQRNZWCRgMKQFl+xZ4LuojKnl6hIKWsHE0EYBXnN9/nm3T+Cx9y641D+ZEkGtkkmZKW1Fh4mSqXRrQWVE5AGFx6XzB+QkvOFVIZ9LPDslI0B9xYfWjFmQpUoUnTL4miqI2OziMj65wnvIgaI4QZaRBjFMNT0dl6BbCMcNSpEss+EhnCJ5uDV5KaDIDLHyFjm88Mwu90oBbTFLU6KEI4bKpVQa0SfqPcReXR5+d3IY/GPesn5jZwTB9zKqvtVPhgEf6V6pg7dZcPQgT62oj6r39nA5DjWZtjC40DnoYjl95kDw18wUoUPhI75k9uY77uetXD46j+xM30BbPCXCdcOKCZKzbGsJI+AztAJOtmN+zr17Fly6okI69gsQfSxbPLHmAEQtNPkI2gQDhMMOqtupB4k078AICd2GqQovDYtlfg/v24o4DlAYDJ0QoNvfgRdSUtluRi47njnHc+wYRPDJI6Bshh04RaqAw/gCdXZF6Iz9hKACKGCX2LESiVIN0rTiccqIGENQvtyXBMssiSIss3/ciCGyqC4YkXS/GgtCSeABi2GurW/QjQSyZy4LS3rHUaQAynZW+EbgzWWQ8cGLVoKvxmaoQ6mrZ75SKEqfZTSLFZY/5qLjodTip1NsvlblbXHwlHUI5YpyTSlLyJkk+Ts2+hsdFSyjF93gQQ8QpGZwwpFdwchk2Nvs1dGNddYqQpBchKKrOlFvkWNuPSWEvhRfZdSOtEmw5XAr4g7xoDpBdiH2xdRB1FwhI2pYrhAwVaoBhjVAwSaO+kAKueGNSb1ixsj8nWNY7MUAOguZHYi4sajHwBMuV6eLcUOxMVLpyY0scCYXpCsnWNXAbYSFsMHuG6M0rP7W1BzkqHmn3UIz5EvLi252jcpA8NI7aOqFtVFI7Yyz7gAzUwq+n6tXcw01FMOyRiYULk7nNNpb4fY54YAag0kmpqhQympD5MIxY5IGqqJrK+DlFTaDFCt0CQIrScAARsYX7+kR+ICr0ja5BTak/bYgQRUhNskESWOrfF0hL1aaYW3bFgkAE8EU1RBNyrDBGzAJtuIwPIHJM74y01VbJeTRZGV3xqLrKOOLxcBc6ZhFiFYE0KIdAFhPZXZntyB6s+qo2kYgSBhhL9MvFJ6O14Y63VSbIGZkWBJNFeIKiSN0Qr/Fc6D4JMnKbolFbSf3o433Ctxnr5g8qZ7uUDF54GzWpTIKvEwfVal56jfTiAVX2XLiizi5FLFwGFgiNkyEiihLz2dRSYAZit5gQ8aPnY7xuaU98YSBYCLB2E96QVChEF+hExfgn9Jib6mJiwCJf5MV+z9Rv6q473H5qq8bDBtND/MDNRZ2YqM6Ds8HNStaKciqdHOPFnoUdI0k5E8+TKOUqiMKUiRUQA+/XCEoccPJFh7sBSocIDPZfkSZBE8oEusA51OeovIjWDi0VWXTQsw27QpoM1R3uKMOdP7c4Mo///CXooz7aY/+Gd3uc/hp1tLolvphsOPPwRRX0+vW6pqMRjKdZR/Ut1Xbq066ihU6S4gbiGMxSgSPhD+yU4MCyrqsqYJgnnCzaswHkmxcARwQ4mU0UARIQoAcxEICzQEnZzssWr7PCL2eEWCPCL0hBC6HBF6OCLwlJZW+gBPmDTlWmAHAchjR3wQQvI+wsiit48nmZE5FMRJeq8Y05TmEEyEv04EC0cCBaeLSMRzXwnf0kxBNIAK56LPgUIOCrl0XBJYtrSqw4EorN3zvSoQi3JmcRcydrsFUJucfaO6QolLQIOFnn4FqXlUZ+g17rxbRYUBcGtmQCPcZBiK/xef5vqUf62lIKeH3LFLdmtiM+D298WEik+v2m8Vp7NR/9tqOq5esokqFhqOuAv/1A+EuVUeofMqmbuUVDG9cs+oddFqIgrsyufLCtiyYgStixaO71ijPhjOJA70Ci9ju4Ftsbhabu3HfHDJJ3BcUHdwvfcQ/uFgdIULvbC3v0NbUBRwLfG1+Qu4CL+83+DTuA7QDu4A1KBObV3MsKtba6BD2fDFTaN8MQ9rZDWRxyd6qCfZlmZ4yzHAMWfJdWRToKVyOqwU2rCQdLNSpiUu6oVkxCi2giEkhXR3d4rurRIj7AgnvTaK4L6OzDmlyfNySG1qkijHuG8ZaagEL5P0rvS50fT2IZBIhDkG2gQpCxTri4Bj1Mz4FhkhICHOriW+OnZfkcc8vtMtvDmyFQ4kST0uZ8WM0e7aoFaYIE3AnpdNVaaLL5ArwCXq+d+ztXg3tuhTI6jV7YQSFwI6OUUGnlUswTRDgtD4q6K5cNVcDm5Ik2PeVuUGoK1x5sjBVZM1bFhSL4ueEX6ie9eYqk4DZyVn8Tk1oRphs2FFZTCuCpRlSMJ4UAvCSC+3RL4FRheExOspHLsUA9hEA6TdKoEyBwB0FnUAMMpgmD/josSIZ0rRSOBIKtspprYMu7oN9wHgDEELToFtEb0RhJXmivHpiQpLg3sKOacUENiwCQVQ0y51lrL2wXrgBbkgY9yQ2mhBIlY8cl/NAMFlr03aviZ4gMVTW9ikq/LuEvvynzIfEHpGgq1jndQOAUcBNBj7+uCEcFcAl+M4eGgsL8pmwFmJo3jJgJXri1k6piMogUKKK8obLT56Pdl+sHtsRiowDr+6F2lFYuZEglToS9EU403DGKDd1epamy5T2NUAAZeXXcjrrzATJsmOCNVdghjMVL5F+V+ODJbkmAcMfkgwUoZbS6iPHII/HGV2sJcJccE62V3IID0hWAQBGp8FUc0JV66SBRCs7bIMrgw25wuLsMaytdQabQmRBwoGWC4eYIrFn6tuY9NLcjzsbhIvvMluViKV2NYnmODrZ8DKtRm+TJi2lKNvAfHuT2gKSEJqRTn9F3pDRohSm6NKKTpx4YwwCL1kAIREfVurqxlbvXu9glAh+JOIdB2bPchIEBxLU2MOyQWl5996kJzglbYsEQDpslEdGHnUsTzENnlFMhPirlIFPL2REliJwmtwtg58WECQCCMgcENQZQhEHQt/tsSnA17/FH/ie4IGjCWOuGObeHNbLSuqIwjnaxZSwRFRROz/n7MeBGEE6+7oNye6cwVOUTQyAYAPuG8eh+piApKKMxsLxl+6I8C5LKfZzwJbQWJz5dbo9PgPvrtPwiO5u60CaQ+yaExaBYbxC4W0CGqh6dsAyNQ6JgAffmhAEtFQcCcHM8OtFG3/ZAFwuVTXS4Y/ulz6Rwrfi55OcfjBQR7us5nCvdW0CXNOADLyxv1BYjRtKu5NXxJpLoC9kYfPY8pzAMzTrjwgajRQa7ThN/YzSMS7qTiH+GczTmQ+c8nP972myd9a0CF0BPyAUT81RgS5FEYQVCMSFPTcCxdb4UpBJHSFC7B+HHSDaT3NU5wAsKKPG0WCyv+k45YL3Y1ACnupefoj087iQIgGtF+afCc/SZ+N1IyaAZJFCTCGSByhxRHFWWKUE3C8eXPVN4I90B0pY6+yhHgQkP2ptCczrEiIyO1giJhVw3+NshnMc8V5gpAEMqPuIJUQP8SH3QGNNiUG/its2agkeqdR6x9QOD8Sujea2mUcGiVpB59KmuBwdDDhW7o+1LAmMGVSakD4nY+0DNQIqBaBpLdMxrBgEyjEeLo5ME4vEwrGm6Tp23T9poAAqDMAkpKT8Jt6xclQyYhxdybX+gFwlXrMOh9UVWeKAyaKR1tlKDMc0UDVmygZuE1jC8hKFA2ORGIOYtRWOLDKJWtm1eVcQriAJGAU0TP1Q9Pap6MDDRjZGriFZM10EhMoBaxtgnrEAA90QQZAIWmso1mu6gWgKqFYCSuVgaCLFzitEzvgjyBCdVYAkApc4yeTbXtJGHeILcoqtlf5ClVLZA4F0iS/khjjF6NQ0Xi9/IwZ9obZAml7CcNJuDg6qiw7CbZnwlXLY05ZNYfDfMAkMuTRGLUdpoZedjLQhcYgnEM8cxhsbR5Fi6tmf9BR3MuKtGZUBkLx6S7eyJQVSLyChm4sGanstiSDCp+2wa7A0gDIwIcd9jATgtJ6YyACHCYbmAiBsRJBGFp7sUZaLY+ilHPh6wWNqCVjqnuWIaBqpJJdfkHHLSqSxXtQ1+jZe6aCXZe4jHU3ovFQ5l8jLhks8txTaQcowYiNdVrWVjCozjYXLKoawAEncP7cwGOIB7bVqgZAhuxpfvYBVG5Dny4AKSBcrQc3AOM+6BU8X28sNOWHwwdH48Y4hh29hV3AbbeYOsfNUVc+U3Oc/VHbAA6thhAy2wjCDykMwhXz2WgwUI/JWAw4PJ1yxGg/65MuNRy7esgp9ksOAQizWxFiViCnTCYjEzMrxQYQqOVQ9EJV6wC6gElBMyHp9G4lHYFMYCFSm2mQhywICwn81ifViguv9OwYMXgtCi1QnWnKNWEnIqiykV8wJiVKkq9OipnWd6r9VsOk5WxLPNWgamM2giHSrTkn19xpLJOLB/2ineu85xeCVnkM/bnU44COwU4LyxcUJHwM1gBPPu2748dkvZpOvBcjNgmnGQ1uCygWZlH9maVTpjwWAcLEZ/xJMGD2ICu3FEiLLLLmZ4nxf0gO4mk4uQj8RmEW+xGtyA2EX4gzZcmwVHdZAOPKKFl9YEi8o18GGXEEB0bJlfPVf0DmfotgODyNxq3UEi4GqxAt6q97S87FoE3kF2AWHXgNUjggGpNizXHUFyp2BYTX6hqO+aiAiU1fQus1FlVWkeQEV9H0uQBEKyH9/USQ117NJRECP2dYfSbpCDudwfPoAkWleDElCYhNn93EmkOxOGHYJwP36jXjOGqSqz5MfFTxgv5nB4wz9F8eGr/xLTFIIvdrn/wKMFpXKN85oHuXfW9oKm+FQAEo/CUUJCASLXAgCw5GTEYk+fXzYPkHsBBhw6KJdpLEt1RwH+JIZf0XAsxrIjIGDORAw8E2L/yVLpTUmsCCa6CAuHcxAjk7AScRjuCn5LnQJ7reUVXdATDKGJQEIP46HtSiKREHMEaBUU1/yFojGH3tQC5ak8NR6izEb/I4msHYRicPhbn4zOlkw8IY+fkCT9zwWgVz3x+7EH+1NYEOXcTPI9FdBqAQi4mTA9DyGu9o6RjEpxybcGJAtl21lL3bGbaAvXYooVvJjYihQQXJ1yJJwjojJRIPDjUDheitGP7+IVk28wiOjIFYSUMPoABdIgdNItxvmqfHpmZjdeFCjqqiYOD+1ej2IDumnVYmCUuAQw2bwwnX58FIroaom3BBOGd0WXt2Al7BNg7B4yrhKKSqoSgCjGrxG4JpOMzajhfGFAhSXuvqXHAfwTG6uzOu7COTw5wCWrFQTT3ltNAojt0BgG30cNScaC6DKIvdLDN3TBDfRMYEl4GzF7Ag6Ec5lrhz0GoFxqSzluaPbOyCt6UCBUqiAQ0pQUg4FEsFoNqdGF01zjurkNT3Lp8t9EcaJMvAJElA06N9E2g8AX0rDNo6fsETnHkEY7gsu8b1SALNiADUqjmAmGZdQRE4ybZDAUYYZX9d0ZUlPqwg5qKTLsFgn98hgCg7oaYzCQsAbE7CbF3YAZGv0qxc5QFzJ2E2Lqr/0yVhNisJx3c5DJFRhTThjsx9bFsNJ0Un1IPOXubbLC7pa0SAbFDs3G83Wuyl1mhytca2XW/QQ7bOAwMKGhbQqTZCNZFILtv7FvAFwdd773QzxAXQtkFSrQvARToc/KlyyahSJZExrruQF4AYZdqDoFOXHNNfSGs8Qt7792lrzjYffnkWhwhheIV+9wpS4yHw3/D8EjwoUgyyfFglzpMKFbwscltugoBreqs98tt4FTQOnvD8IBYtXGxYiDY5IokUazeMIUVYkunzEthiwOzwDbMFRlFoHEa8g0AEhV4dRtzIjItjk2ClHcWLmEWGKaotFmc+6y8agIMDFqGJFjfD9cMi7GewhCmy8WtSDSXfZ5BGHk+rgbmYqsK7MwYwDcBwkpA=?#iefix") 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") format("truetype");
}
.stl_07 {
	font-size: 0.67em;
	font-family: "OHFCUK+ArialMT";
	color: #000000;
	line-height: 1.128472em;
}
@font-face {
	font-family:"QUKKLE+Arial-ItalicMT";
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");
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GR1ELJmRZ3L+E5gpokNlHN1DmwKN2iifXeBXM64dP7yN4wQyqYFttsuD4RpuILHp1IZQOYJ9REB9dPTIIExZZjzf5pJkiN6I4hGk2H1p90Sg56Dz3VZsXFIYuHTsvQJGyET4FnZZP/MK18zWIDtbYGLsAxQEmHIhaKOWwxcb6hoXd/5fpQqKE61ZZyEVFUxOefDmFJc5EZFyXoCrsF2B0dzAUs0lpNUd/UYDKMmejKyjXyvrOA5HSEYdpdiHS5Bpca8WuF6Gqx8j5ZqjsJNdzE3Pdw5OBRwDi4uPwEHp8Xoqn+EoJFzU0roB6jWmAkD0G9+ZW2XgqwJsDpJhq6YXvLzDvrAuoFTW+/wNDMNiI2wo1qp+opy+Oiv9vDpVhDujB0MN9Ipwi9kwlb+wXHUgirGRGD/4SgLrS7vMvCqG7eH/6S+zD4GeagaEy/PdQSlAERSVoQwjD6uJAfkx+klitGBP+8wSj9+vcuVhUSgZOsKJroZkl0bWnjV21i+Pw1WMuEvYergocLo9sxgAphXjYoDqSnhnbZ9h9M2Ubziomfkxc+ncPS22sw0pHQWC1RwZPfA1E4V0mql6xYuucn5c80soWMPpkGjva9nMvZWFAb6v5wA2NTJrV5Ys1/wShP/ZONnG4CwGLPslWgEALPtzmvar8SNRyyETXWM8qiKkhcrFS7XLmuWWee7aZUaSEWOMrfftdjmn9G/gyuMu0N5wCH3XOTYvspyg5rAi9VzR0khwWaoeQMV5wqIkSvRbJwo9Rx+U8bxtwDw+1Bl2zEuOdsIXVzI/BYxGF8xbhoQ4UubFOJYur3u1t0m+dA07KBnYRqaOxHnyWrCFnsnMj5XAjsnyvBIOQALwBND2bR0ER75Sz9qGOD2W4hLVGHyOIoQfVm0geS2KCKjG9Yss9ICfN4yCf2SKpUYGjawqkI/Vav1fYCEmVC+ZUBwuXLACtkR+ANOgvs2OhIY8tqwd8zCnRxHKDJwY7FrwddaDkkR3AmWOzrLhya+pefMqKPxmPwJYMSSE/yyFyGHCgbJaCbutwZO6XRZpUaxOOrQ4YRYD4te6aQfAtYQQOQM0yIc4zBVB3Al4vyU2QB3GoLSHQZhg/YCL801iQ/EAyFVVbb7wAmPHDdf60x0Vt8/tbDZa+WSeBILIB7MVw0uQbRF3JRxvWZUSUdoSdoxC3dGw3F3kncvRcY2XI3/gtoQ6saCnDlP9cOdIZsnViTRk/8djOhbtJwh0FaG2mJq7wF3wAN41i8wyDmk1vG5PgWzCU+bPZ+/qtz2SWYw2a01Z85ovIU2tOeThWOrSyLqavX8+gr3zf2JJXu3IMtOvwfJCDZXVXJreTToq090QBTOQ+xTwoGK7PYWivOLquJXnH+V1c4NK2v3oSxNPcXtTLzQXUGi7mTYUTUxFKUQQ8vgUkwpW/akZs9ffiKQg1LcX4KluQlh9ihsidC+8JWquiE6i2ISEHtWmXOdmDp4fkUxmMLJRgMvvSQ1YcaB0S7cFQMcAISPxTfhR8zE3zVosECVDu0iDu9eRFoo1uE6m3aLw6OYber8yl7XQK+9TNwdvUj9WLPQoOEFmICo5DcOgET00n8TQFCP6SeX4v1oAX8SjibzIL/igVyWgRsVpn8FEiYLeKjgcNO3kC22q7bbsteyoGI3Fi5ke4hldSeQcQpq1YUoU+BNUFA8D99z9hwTsR6k0AQ93PLYIB88XN0MKo18k/oDwKRyAuYqNuJYAW6/IHBIUfU5ELgWFYEofQTimg8xtCg5hwG0ox0f50VKwzok0UZmL6mL3+rRD4qVqNQv8ge+kMBTHLZc+U8yEaV7YtWmFIbHsws62O/+eXeU1rYWg320QHwCPnyYaxeXBXvVkkJpb6FAaB4EyrVgFyXVH7GRLvIdeu545PDhr4owq1Hfn9jG6FbrBuDSInRHg/N0Qkwy4Gkoysa19oaefAEHr3/jYGLG3zqKR5MX61+73e2ENiSsyjgTElzb7m28tkoyMRkuVx6XB0kJiRLpHQkU4lJa4VIpYYXb+mw5A9Bh3i8MzCH4gRg/mbKVPkwGKSnMkElSiyqjk+QleLxiPL2+ETD2iG2UeTwavoi2l4Ij0rfHGRFAO24w1ZLYUJoZuqRlzYpCUQ2pt3IrMwAJLlMSpIX29EHBtuu1jIVOIshpn6c8ppQLsDIMyYMLcQn84EmL/mACoQRR7aTtbx7QxAXEoWf8FyUFiMS/qiCiDHa/fE5wVwUWAn5sSKX9ZRjOWHbtlReOoqhSETpwgZOnyrqyceHjNqphHofoQwJL/LYP204NOyqNx9mpDsFWRN1Ec79zXtQv7twtgll8CRTSxnLa16r6fbrReIpulq8WISkU0lKOshyyPOoHVszONoVBh0RSKUrtIjqhLLYbPSl6altFUPcESig1TZlDk7Vrk2p4Qrb4ROF7gqF8P3As6ukiH22ci5kdOeIARzDlAseCRGC2h1Cpy3bsTmy6lyIQzFvGUahveEhnEaegtnkuBXQvBM70cOjOqg44mIw1ZPi3CpmA+/wlgC8zMOKM5r1+MNeGi5cRC0Gu0Kdn4QK0KrplZUvRFJko6blP1VAX9qEmJMtk5t2fUdNhFUhqkQFKvQHLQBYKQ9FUyBYQCGrwRFQpoIRCNLo9Cn1jKSvfBHULhgAgjGcZEW4+ksFehEHxEJZjq2Mrjx5h7vknHsERsXTGbPMz7VgLD3VATaIxV64go1sSIiJChijUQUe2wk3RgjiIiVmKCIrCwMUWUQp48eZzfmk6AAAFl1yXRITg6hoRMVyeRxFPgd88HWg0I6bNJmRTSmLk8juQyaoxXLSRJtFBUcrvgRRPyKanRjaoBis2YjepyarB+bJae9fZup5uIZB0zrUQgyPctCM5VG5pkTxFjPB8TmGgQju2KjPNDSs5mfYkdjCZZ8EZgvB7At91lYooZ7WbMn0Rv8cwoxlhfjuRHJJW88g4lgC3MAmppEjfm0TDrg/k54K4iH3oGwQEU8i4Yagz+qceIo0nGXXMhUjl/MA22DvhYA5y5y1SUqDhv7KU08dDXkp1HAt1sFjmAPu71ZhIhUTAS0aYHZ7oIv/NFkTJoCm7l7zn24ndRzyW8huWnEBwmfDQDk4RpYlDgSPYYJErAwHA3mi/t7qcpCC5tKBQ5XlTC4EJHHlBaGEKQhUKFhxWjaxZcMEDB2kYGjg9ILbdykU6YLQpORs/3BeY2eEkA1tJOMhALgBmd/6h628FV345JzASVuJoG7WBSdEf95ejj1BHgl3w4VIrfyt/MnDDGuOwd0UIEzD/igoB+9GpToh0tn/Kt7CyGJh5KebHPvN84UA3gexnsjCsyA4bmie7EoP7YHsNyeATGhahUyODQILq40nOXLKlxXZQ0qmUj5lcS3QPcIGcog80I2plqRBewnFoYdreGBA7PdNkPEHdER5IOuRdYvZFXWmsSMG3mCjNVALd4qnp2r2cbFFJgHjOWrA2jmOyitVzCm+m5QwK+3kjrs6v2PUoj7V6s9x3JyQBTAPP4d6Jl+mljQA/skNFz7mgMJTPeGVyTj5M257LeOvPk66BownZoJIMHNgy5pnYv6ncHSutBPKmPkPahEuepoaKZxSQPVA5AYSnjqEvE97guS3dFjnuN/83qXbOT+EqtrJWER14/Qryq/VG3PKOa3aA1STk1vq8Do3GH0gOcrWmKpuALNC2KNLATYDaoXFpWtiRdREiJYcMHZGHHeprRFCQvzpLilV6TIIIOmCcinc4lt5G7mjF7mU4ggWep2rQrQ5sYLK2Nbh1O7kTjNE7MGfaJJ4O0ELZ0/o9jho4XAPyfdCMZ1EY70TzBCVCBUapOzJTnug+qygK+N2MmsZE2Z2thaahioHoyzGdklcXD6pInKvZnXLbXHDIVgW0AY6cXA15XriUUpNtTIqrb/3QYJjEd5bqw8BntuumlZpUqDBs4oYKNbk0a6Cgu4wxHCqAOBA4wP+MBE3dBDk9j4GRILkL9zHYAKwK48D4s2Fi/RA+6lyAlEy7JuAsGEv4t/hgGgyGlHQagXhCdznGJ2eB/VPiItvO0hXuAYr8BCpzyr5BhTx0DhJgIbhlG2kFSsRkjiPWAKGeokRV4Nqb7lDwAJVrgdYQEQ4odJgLTEZUHkDU62VGHE0RREavL1KoozkmnIfftbehSx9Ei54zJi+Icp12EFGBwv3gwXUeSTCBC9IRsOajIA/Oo9dOHiGT006F8elLItCigdt/1aSWBMVkwFDc9BSIwNkPSjtyfnBj4zaweKKEOmCzOVmogKa/t8RCEJO01j5yQuEZr7VIkAzs2RfjbZqSdifJNHNNJStWFlpNfDf8APm60weIz5X3RLITOeR2mge3i+J9InD6TaCqfxqLEGMHyO54dOmFyeumvefL7GqTCjXsomAOe2J4K65HCeIN6gQPcSMY2MnFLnSADHA6zKBCm2OqUw3gDwnJUit5/4zTS8sQTB82WarV1TkRCpG2datCJhOOiStQeREgAENp8jAoigWAH9XJOImKrW8SgRU8OyB3/YDoQFoRHAFdpwy9/gdxAQLPI1CNoguLBWEXcaPOxyyLiMC+udU2lfD2ch2AF6OsZhWxH+EVik+1NBERIVoXzLjIIdw/SgG96hhmhD7kD5YQQgEOo52vhla3E9MAtpM9WHfs+t9qJMhJ8FXKoZL2hZaVvmYlkqGq+fS0klBZpT6SNjCFZeefXdvgpfBIwVZSd27jCmsRGGcpfsaXRqsgdVpOwCbQ5qi2UD0WYPDvCivu4Tiyyxx1yhbxRDOkihSW6dsbeNVxDo2Ib6FN2kzSoQlhtbDqIxGOX9GhQek+JIQ8TswWmc7VcjyjSyweJbCDsuRXwTeI9HroUBPSJpAMdJ3ek4FQj2wcbAuxV54wK1tQU5dQss4AyIwNHsGUxp7MCRyRiXzL1CtzsMWAsMQ645I2Vam/KEv8mXKeKYuQaAMgOd8Ip80pAwa/PeLjJuWdpoSvzxFk9CRZQYVNhvyEzGq1vzBwV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") format("truetype");
}
.stl_08 {
	font-size: 0.67em;
	font-family: "QUKKLE+Arial-ItalicMT";
	color: #000000;
	line-height: 1.128472em;
}
.stl_09 {
	letter-spacing: -0.01em;
}
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	font-family:"GOTQSV+Arial-BoldMT";
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");
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Yz+ZE5uc7cb7YG57nnGvMBdoTvC68g69TX9tdAH+vuhT/lPxU+9n/pP894R3hH+CcaEQHOoXZ2nCiONhkBDiFnMLXav5Fa4V4e3GJsDfcbugOSyVRnN0H6X4cu46jR6J1ycsXu3J6PtxSySQZmGR0EmPIpMeA7VrQEf2wtuxsKv4kEB07s4gao1eqE5Go8KCV840ubomKqYajh9sj+NsvmTuSPpNHTpNPTDalCuA3fkMEdFxvt9VHwNVKZJ5KEiDbDDrL+6bpo4765lt0ya7ce+9Mnffmr9FQf6Dxwln9dOueaRrfs2Xreg+hcHcDlmsYDLNoPofgQO3g4OHkDdZtqNS3AjriN1+uX4cs9/4K+wJHABrpS0eeZ6OIyJ1+cxvIyPYDe13RgjSLLs88sBhBS5XJTMeGlmu4QHJCxFQtTyA8nSzJpQV4gsDJ0IkS9COIR85QG/7RTwbJcfn/BjfziYbbLX37EoXcAFuDpVGNnY0KQ3ZfsbGz3BRsalN4lN1KhQDnuG19UWE78n4cnYUuHpJd62at8NGyfGrGPxyZc031pnHeP25o9uGrdw1cP5R8iwzdfWj1m9Iv85LJqg8WA5Q8FyUqgWd5hzhYhYxMUCkQnRcUXjy36v/9EjDQ83h6eXzw7PKV9R/qPwjyPPRvqir0d+HVV5XvMH+HCggh/kbw8vJivIs/wu/jVefTnzoU5ipbXDPIO1UjM9NFNqJiuhCccyC0rPlpLS5hgVQA2gwiUxjGJ6bEfsqxgbiw3GdciEu25UAlObmqCelaCelTBDkUwCRL6LFVRNHkztDn43uODPdg9PDKZKMX1K8bBycZBUqbWXqJtUUqLiARWrpiuQUSMTMzgzE9T+wxqwzbpBiRlB/McgnhicEVwQZILhugLYgPwBZzr6cxRy0s7oCFVFP3g36AO8O30ylz5iA3Z6J09GX9PWXR3DHe39zqAPlQ7s3wPAek3pzaUkl27PwV8AcFDtUWgHQ6bmXDEcFBgI+BlfIJgoryivoOZcXp8ZPrxheEN9hqoU87zgWDvcGl6PZw2k337rpd4WJlpmfaboAjPu6dzT+6Y98aNfXTlpQcs1+Prhn5U2tI258oo6XSF/Hvr4o+2r91i9D953ZVFDWGxu7l517UMtRWXxoslXjLLeNmpDFU2jptWWN5TOApFfA9ZwA9iFGxWhNeYQo51vl9uNaYFpofai9cIG6bQkLSzuLCYjmYw60p8JT2DGqBP8Y8IbJMkHsu/mlAhVgUsRXG4Qshwc5NLKcS8eZLrdKPJwMS7WE4DobU3nvb3jVFNrf77pE9vIs/3ZfurmIJzRbaY2j58nzzNmB2aH5hXxufZEor7g7EZdbdCTwL4ghQBHSuwN1pnLdl67xzpjHei+B4fzRvWYO29YtXzOzSs3XteOKwA2XTj8KNHPLtx65a3PPL3nJ5tggiuBEDSA9etoi1m5jsOSC0/hZnO3cUy10eaa61posLLkVktU8rA6oJKsOlElai9ZbA4SBFgeQ3i5Ekm6VCMtlFgpsszYZJAZxjJju3HQYA0dlWOGLl4hpBN3YYLDnmwfLkKOrze16v264+yncuHWIyjkyACsrbHW8e8O1LIjOKVlR/3ka9t2yrUj2lEuQQkBtZqgYDu8B3dZxzA3+pYxM9unj71k1NXVbPm6W8bU/2PoZVut/wSdPmB9m11nr7EIPW4OHeEd5yVGhmnUGr2Z6BhmvDbeOyb6VVSaxk87r+tTwldRESM+YitVoLo1A4qiu13BhBhZCHr0DHK53OW6bitXWYg64ZvCsazjPR2t/U2wMv0I1W9rP3I0mz0HWlS3s/nZF+oW5bzOqiiUgwdUUPV+o90HMF/3/Pw+TKyzfW0PT4QFB344+8Z7Vtw0ZxVbvnHSzdZ/WHnrlPVh89T8p0xfz7Ynezb/dBPM6MdA4Z4De6asb3EfkgB1sh45a0qTJNIp7ZD2SwelLySuRJopLZO64AbH8ALiWAas10QH0WH4yxwBQXC8wMpEgLhBkUtKlGbYsFgA7W9AGigc0DebvOkFJ1+U9lJEhvePcRjmHWZ3Y9Y6e2YCW37mI5jh1eBxj4N2NIjd68xxx/Ex8Uvvl372dXKcI0aYC0ukXZ/mnRZoD60j6/n14jq1V3qP/J77g/Seeow7xh/X9M3ib8j/438pvqZyt4mr+eUi46F6k5Ug1ZuPFXyNQmRmdGGURF0JdFGwddTjuB2E1lwH6Eaap88GzcwLsZgqBue8GYNqxu8DzZSWl12gl6vvz2/8T5yx3vj8R9aX9+P42ltvfeyxW29dS5IPYv5+6/Uv/tP65fKBLf+2ZUvXxi1bwOFeZLeQTu4dEOto04vjhj+D48WlmUkMRozOEPCWdlOC66NIBwbdS27Yg29FYfaTHzgzPtmf0+l8cx0g3HTa603gF+/Ho6x+dguwovcGBhx5whc8hRTK7k3ktPhepOIh34xRwvQSPYYnxWbGDseYGFs7Lk1wrI/Uo0EojQHx62G2j1BuAMoJoE1mSPAGvdeKc0W2l8UZMaOPEce4P9U53iYCHsGl8aqiACgQXB5ANhFAeAA+5H8jArJSrrrAe7o1TT3PB1R8AkLVxXzgPEpcRAkoIWg6D5eJiwgAuJJNC9h261jp5Mbx30tTiHjgndzjE0tI8XOzRkxa3m2VgOe8MHru8u+DFb4BfvJnttz2k6FmlBkBQWcEQN92hhC+HMe5Go5w28XfbgulgZ9BgqI3nSqYzTnzfsMxb0aj/dn/oi0svmTgOHmEexKM+7fmoDiK45Q8yD3SNcHV7hbCfhRiAn4UNLw+HDSID4cYSZAFNdSLselGwa7gjiAzE7r9EJp7MdsNnI6mDsjPC3aYURWpWq5GqBrPAHCFJ8zKEFMeNKb6s75Nvu0+Zqav07fGd9B3wschn+6L+2p8LLDNJV3ngnzLjgaA11EAr33IN7B/RHtT61lYHmRk+skwReR+mpbRR49A8PbUueFFUQz7Ux4fJfANQRqwIXLXe1L1dfVlHnLnfqWiqGJC6MYfXHlnoyLdfTeOsOWHrWvuSRdFP6qqm3zFsMfwW4ffedpaDfJ5CMx1Cgg+gDaawemeOZ61HCPxYb6JNHlaSIvnGBFspulhlQCS/T6fLPFeX7nfjyjuugK2nQXwQAAH/g87k8TzBibiEyIW/3fC6SD3P9lXzom85bDIhLPs4cPpJXPVyH3zbtl6JQ6XXJ0dt6gKhzdNvfH6rWtJlxU6PGvUxNuO4P02yq2EZT5a4BVP0rTstDlMaWyIjo0Sg8YdJ+p8KfD17ChtlLc+egXborV4r4g+CqRDVl2gXXRhLPIqihvYRSEW6YMIU+6mAlHxP0cih138SxyywQ6wTqFxyIlCHAW7NKTclFMbhTDk915IMlbi8D3dBywr33fdTtPIjL8jd+/yObNWALs+8ah1zPrKOmF9dF37RlL1zMSFm7bt/smToOFvQtCUPsSBGgbRAMRN4gAHd3D7uYPcFxxXws3klnFdcIODlTIAIkw5RudCDQDgv4SaQnCpcwILt/frZviuGwaOcdcD+EXQ++ZVK6TVvtWBTWg9/7r0LvOu8g9GKpMq1UptkG9Q4DbuNmkFJwpeIRj0BoODSBVTxgmV3AZunfQG8yuFy+KJIPSrdYQPoxO0dgEM2xNy0npZgx5fawZDQ1gRkl4j42qZ4cYT3dht+kMZ0ESlmTSGyIz7C9c09AWyPypSU4SL/BVdAnYLJUKNwIALP9gTXVooh3RclN1Dygce56R+cJFzrDAHuR/PpuKUIyTiwUDQyQQ9OtUQm8Ull1u//dz6g7UK34kzWNtyc631+8gztz/1m1933b6VRK878Sl+GF+Lb8WPbbp+R/Oi5Z9ZX1uffb4W2dUh7mVQkoBkfFkfEgYOmVJDY4avhEaw1VBZn+FNaGB0yJyUqIDfQTMIVbFVXKVcrY5ADVxWnY/mk1nMbG6uOEc+zrgn8JiIEmZkSWIFCeM4EnwICbzEsnGO93EcL8pmJHapTL9CicQychlhGJ6VevFLposXCMeyGIlqMBhBEAtNpQQ+A9fgTszgXlJqSiUSrpE6JSLtJaWQZd9gSnEOc2Hl+pscqbbmw6dyHSDdUP6qK2aN+eScX7f2A5rZNYqmldzQ9Mq7Xl05NEQ7AXjLyldfdXKYF6SMBKpOt4OxtexQACiLbaBkBqxukZX3DlggqbM7eXYEfbWDQdqFlHQiwcAPTngZhnvZ+kVnfvcd1mtkFG6sevM13Gr1cHvP3k/i+cMg+Mcgwp62gSGKFptlPNfn6wsxYzk8h3sf+I+nTHO5UFSn5TU3EgMV2wVM9dEjKRlqP2agJFYDIXxhrDPGxXT3hZW2ogsrba0AAOkOBwKcOhu0TkUhBz4ExhTw+2iilUqFiQ1vGcD01GP499h19dKtN667av4br/x0++2jrx9X38XtDSQ+3r6yd57Hn/+APWDNHHrjZZPmajJ44IPg7S/Y3r7A9vae2kyGoxNOldm9mfUFM4ij/t/JHXYcfyF3gmM7OfARwiCRMB9ihHZQ6rmfeh5dECWiLLqVHbbpXNy6EAcodKdtJHgQV9pIQNCjYNA0kdMhk15m1lWCjY4NzmJnqVxVsDE4LtAemBvgGoPDoyujG7i1ClfiKcOIeI0yty6G/0XK3s4EjidqEiThMSCI6zU60amI4xeLOHdexnlbygX5ehO1IF7D7xN4+pNKYA/EzUsJiJjK+FES2zPz7t6ZQxpmt95749P5d3Dlxz9oGDejqenbUy7dxe0tKj9gHfv3Xfd23dRSVcIeOFvvMqb9auvW3bMNFyy0HSDvGEAeNaCfmlPXcevE9ep6FytiwSW6hVBFaIm02BAWe5b4V7CrxdXqCtd9xmrfKv+q4KrQiogqGKJPiPiNiC8S8kcE7xBNCg8RGLA0GbicLsdlRqYiiNfEzIKhdcX4eOxEjMT0ii6Eaa2iBvRN0axo6S/Po5ktjlzHeXoN8NUBWU6mgab2dQUMQ9hnnI8u7aNrfz5ndQ8eg++zllr7rD5rKR72yc6df/l4z57D5N3D6xd2p0dat1qPW09aCwDJ5n5lDQwMnD19BsSwFvT9EujbjxLotHlPo3u8e7owX5mvbpU2u7pSu12HJJkXeTkoBuThrmZXs1sQdcnjc/ncPn24a7h7rPs21x36O7KyRFoSvj22SloVXhHjpYBPUt2uKa7bXMtdj7qecnGuuKb6gLG6Vb8WDJR5dR+e6evyEZ8PxRPUTcFh/Uh0UQSrQJquEe3daEUXv4Pfzx/kWX7lwhSOp2pSJJXwX+ityWE3fWNKtuj6T+b6z+HVN5VxDMDVuHJoOue6S38VexoRjAscmDpyre3HQiAQ9CaYoSSV8ni+8ebUWrLgr+91Hnhl5l3ze6x/e3/RNdfPbvr9e/ObJo4rfeEYt3fim/c880HRiBXbrD/j7Lb2RH4jc1Vp2+UTrlM5cO3BAFV9doxYZKaqpRq2hpsEaX+ntEYSeMyRMpYhAhIlAGt2GaBwLx5iyrwAeI2W0UXC0MO4JpGFpJOsISwJi/nnnCW3TG7bSUzKPU/mHPIJWH2kAFV2HpkDTl9P9wHwH61W9iHrKvbA6dNnLoVZrQfFp+j+BP530yUxvBhmgiJrAIwwvQOox1CyDPXk63IZ2ptVU67JMLUC2LwgMiIhAiOxhEgwYE14hjXh92wt/xadP3nADJvKJGWmwixUOhXSpexXiLOnIUqFD6W96ZoyJSPV2srcb3sC3ea47bw60zSHAetfdKowsldmKxI5yoQXxJ5zhTNm4LApuSoyYhwaOus9EIVE0w5FtLY+rGa0/VTnbqVe7FTq7YVdEhmaEadAwzEBppYxGbaZuU9cI3aJ3eIRhn+VeUv8SGTiTLWYYUaJE8UfMZvELma7uIN5WVScEF9XnyFmnR3iD5tadW2GxGkj+OrhzjpgYkMz5Bpo7Kebi+MwgkYkghAiTFAYTCqEUaROuIqYwrfINEHykajQSq4QHhe2Cb8hH5Lj5JjwFVEqSKUwQVgirBKeIzwF70Xpcy+Uc7A8DUwUjJmmVdCsx3HShr3WB/mdEDmHMO983cy8dHYMKJ9GzxOgfAWtMS8ROVYQy3ijhMM13HbI1zjJ2ZeSpTIFiQLfwpBxMlKwEolrNZqpMdrFW1Pq/7Q11XSy6Tyee6gP2tskENm6Y40Q0Dq7I3a309tIp/0/bV0l/I+x2bOfksP5OFNHt69e/NLq+BJm/yTM/hnuecShS8zIJIHGPxZYKBJZLiIQ5sKp8cP6LpyaRefUmi+Evzo7430SV5LD3PNnxtOPnjDwCft3iAqD8UHzkj5Pb2x35WuDWWC7fmC7/lB6Fjer8nv8Eu17lR+q76fUdnmqa2qyPTVXnW3MScyrnDN4cWxFbG1CNVJgCz3FJRnam7PCkczk5OTUK8lXUmxHsiN1d/Lu1J+Sf0rxablKK02Wphq1TKpFbtHGJEen5muzUndodyZXa/cnn5U3a1uSXkmWND7Jp8JyWAskhWRK1lgcnBYyw/HMghBeENoUIqG9ZBaKgoWpkcaSKI4O8TFoHN1wM8dH4pkabOJJeCZeg7vwDrwfi/hvrBlp1FnMDqmSQl8MBHHQ9AYzwRahojwytKSiS98BwboFf+FxpBke8nZByy1T2nYiQJ1WCrRX6ZAfnUwvoty7w65sO/2i9BEj2OiYpa35JMgjGrsU5HGw0P+l29uYBPFAB6M3ug06Omi6jUYtbjTK9ttN7x2HhB3uaY1yiL5ti/nm1e64v+kfKY/U6pP1IMfx2uhkc+pZ+WdJGeXaz7GJskAhIauwf2itvC7OOrkALZQHA6wdBGiiMAHHI5tWPvzIJVdm+v42c+WyL36GfTgoWIe8d9119/jqwSPwjrdue3AAvWx9Zr2PPy56ZNUdkzPjo8bQUdPueH7hL2f//U2t46b6ZGOmrHr2d/Y9sPQPt2BMczogHaXgd2F0vzlCEAVJ0CGwSmPFsZIwXZqmr9XXedb7nwhs1vcEPvAf5U/xiqaqQLCEMq+kKnHtLRd2UXxNmtFJ0ZlRZmG0M0ri0ZpoV3R/lI1iYH3xcE14f5gJU/OPXICmNs9yoJRuR9gB0iaBXkjNg9/k5rqLFAoTP8aVivfhHyztjODKmrsPPf/2h0t9MUCST/aNuPY7c9Y+z6TPWtbpj9a23/DE1KWnEB7IQ0xpg+WJ6Fd9iB34hXmpUr9fxizDcozAcizDOddxgn2EYPtOnBcof8asADFIYDFDILIgThbxNKCQc0yF5zmOYQhBovwiCcJn8yS4C6JQHJFeEtyDz3v77B6Jpi+0zhTWj4T0vNNBPMzCUuHn1BEaO4xGGvyDjR6wT5rDiMAHoA/ZF0BumlaK+qt2wTkNYTOB4Z+HBPLH8HW4HV+Np+aPknnM5PxLZMzZn+c3OMU+HhJppJKQqShMuViuMCyDIbp0mlLRyIwcHzmKxrvDPYXefLpoKNyFhpdE+S/S5zLLSrLsJUWsLpXIKTKYjUvV8hwyl50lzZcXkyXs09JWeZe0Vz4lfS0HNrFrpE3ya9Ib8gfkEPu+9KF8jBxnj0qfydpiaYl8L3mQvVd6UF5DhDZlFpnPzpHmyreTO1hhDGlhx0gt8nRxutQmCyG52pUhI9mMNErOugSGqCwvSbKfRNigJBTcqgSwVZY4VRBqeZdai+xyqzhJ1DIKbexVuhQaZyHoKqYTeTeaOr1QRAYjFhNBBrWBwWWbqNAdt83h6n793X56I9o7MMocAt8SZ0VJqmVYH8OwRJHlWobAJbAGhlGBbagy5MOCWEJ9AGs9As+xe8kIO1sCRmFnSUGgIVytYArLRCzuWwZa2KfEFRUsZYRpQHpEuQqiXAXVlqhYpR+jUR/RT3b0p9N609/0pkhYz3fkO5oiYEHpNNzQj3Qgx4KyTQWb+SbvLeS43ikAceLA4Z1KnCa0OfvlhGSU7rBjMk54bHvyPIJfxDIW8EtWv/Wx9RfrP8ClQszxr5vZe84spW+gQpSW3wg25UVx4I+HzOziKjzXtaTqE/YU2ErCL/GVgxNlAaPEP9FPavzb/cTv96WSZYZXjPtoRhatWMh38oRvqazYThfqJGUqzUgSNUPNoZOGzhy6cGjn0DVDu4aK8aE1Q8lQXxLAw1vjJV4KHUP+xxTNodb/HNX9EM5jjXRzGqK6/6KoTj3OodqFSoDb3pGKUyHRvRtabbZ5t5NFc06Od454M0DMnUE5cPAJz29bee2CGSvW5H5y+wTrqKXhygM/r7pyesuEwb/bio2u9OVTzDve5PbGvrVhxpzn0hUvLbt5X4cmEvY16+ecNH3smKkSl++zlkhq7qrLv1UFrnsj4PE+CPdxEHHziOKW4mnC7eLt6n3icvW+4PKoxAf5qBE0opWeylBlpLJYHKdcx14jXavMZ7/P3hn6XmS3a7f+uvaa/oF+THcxRXzcrr2VQASGTwcOhQNFQ3jJoKUuo2WiF3tpnctL61xVgSFuBgF6hWfA7QpjGimJxxkSiSdrkiQZruiSsVsukWucNLInsXTTRfUuO9s52d9hl2OcuteRdLbfQ+sTHemmc8lNLofrEx4IaclSSJuNhm8iHu+nu6HDG+qZLFmaszbt+sTa+tz+vofexh5cN9j6qGRb54Gjx1/KvTiaRL/M9167+hU8552j+OYZ44++2fDtu0793TpjnRmf2QvrpMZaZbPJp8wyieVkhkhyGWtsB/djEE9Lk0QQReCSnBjn36I1AjuEaZO0mRqzUOvUCCWWXdp+jdWIEr8oIVD/1xDmZHjQ0BTPtkPGZpeMY4e0+yd2eY5gnv9ZC9xvDK60DuUhB86/TC77upncnV8GaxIQEh6goI4HTCPNpPm4UqewiMeKGRmZ4cHGe6BnLui7w/UA7sdMiZbjwtCo50aIjjgK/O2BWIaNQyMAzvJqBPmlQahMEj6Vj6lfSl/JX6rc69wb8uvqR+hdgPX31c/QUUnaxj7FbZOfUV9ke7gX5V3qr1lpKJvkquW4+gT7Y+4J+TFVLBTeROzSePv0VcLJ2yS4AFRO0Clv7HEAe6Ppp/B9Mx0pPBghhF16CM05L/INRNuZVvSFAwrLxXsHanp4QOjegVrzWwxS4whCchwjH/AaGVRcq8g+RZElXhDiouQTRYlVVLWA5fAljIog4KsMJyuCJEKkFziOBUzHDqpD4g/pbzWAdi+uMeU4v0/ZZ1bTIApDNU5rlwSHtXPlyUi4NZ+LhPL5SDifC52rUDoQrRd+7NnDP4/d0oi/kmu9ELov7pwE0UbujkJSRZuOHK1HAmx7E5QL4FnWT3H1x1gFKo3/hKusjdZr1h+sjwHCPcwXZxGLAMbHnekFC6oZOM7q7KWoihww9/MePiVWBD3B1HpjvW9dxWNVkuBr9hHjRa3P9XriaOq0dirJD9KmarO0x5R1xuZknypcljJLx5TPSd5cvtJY6VuRvLdUaii/gm9WJmgT3c2JyyERKK0ob1DrE5T21pcKvMx5pERIq1CTyWRKKE2ag7+rLvHd4b990G1Vq/zLqx73P1b1QvKFlNaJHw4+GNpQ9bOqHYP5YCJgJlKZgFlUkikJ4D8GcKBOTEwqe7iMlJmhWKYsMtiOrR45O2kwrhmMqwfjwcWJGh3rdThhV/bdUtap9MtZZ/eBJt3h9JJeqq+zIEf7UExht8gOJDQ49qMCyajnMeZxAJcnhyeaE9fg9uDNeF7wFITJIGEjiSSp9GoqqYzMgHSluVKZFMGRZq+QzefgH7XXc+9cR5RmGr/pqazKJHqdPmlnYqV0fLinpNQZhyP22IzCxS0aHp5sTq7XHk2+mnw3ySeSqsayEbqOXeFoBtXRJKonOCSLC8f67HGyLGMnV7FIUQZhJ71iZ+JOfAKDR+l2ssXaT3oD8CTGZitQoRnsCZbQJQRM+OhAXdCEzw2a8KFBs74hE6SHnoJm2SBo4HPdwRL7fBEbnBoxk6UZdwRPigxESGHxdr5lv+iOR66D7n0scoaOMAoJknNoqANeOQcnSwfeMCXFyLoroQE5fL5ba1R9aiO97FZpyvXZTqXRtn9MawodheSpASIxpE6ldvJUVxu4KHcK0hAOmUMNjhi33vSdhjKff7z13HVLPzr60buV1peeGW0LauJF5fiV9raTX3yYx9Xpq6dWFlXH/T5Py6XTNtz/0g8fGHbp5SWBVLG/aPaElhU/ensHeJECuf61bDlScNT0c5WR6oxAG542Im0Azw71QG+fr4gDFj/OYh6Ypyirih/7icFEpIicREOU1xUVdHrCDMTiGRlxig+FlTJUpWTQSGUlkgoIKmNNtT9LkYIZFiMJ80imKQTASQERTUNBMgtgJwF+8XAtNdIDjWaoqDKjaCV2jYTVAM90OStPtAN4jamwpFFhs+xEyID2khrIljpNt1qPcBxMh8Fh9dWuUDpMwS0dau3P9ev5XNgGNntsQ7NuxzoMU7BVms7Rs6HOxglgVJCe/AKUwnusa3DFr0cGeZf+Jk5YIL38n3ddERgyhBSf+QhEugHC9S9puMaPmBGRx4YhyxykXSwQMEmGjISTREkGIN5jpgXeJwg8Q7edZB/HAVQzDC8zEiNCXiZQBMcEKYooiGwvubmbGydCZxqCXSki54P5uTrRBaXaMGUxIWfX7nwkD0Mox9R2kUO0Q2n2wuwMMrMm8VWGtk2OunZJccWOaW92ixW0zEez/dFtZricr5DWsOv5LnYHu58VlvNb2OPsKY6187CGq536YylclPGXyN9jVjAbmA3S4/JWZi/zBiO/whxkzsrMJfLlDFnUQaXckWu3XYcfOE5rozytSnjdSpat0QLQqL4sGwdnYmh5wx12elfQ6eEJu4eH7L7wXLfL6xz6TRe02O6UpJycU/BsAHIyDf8wf4g0W3db3zkBDOU28kD+V2fvJjv+YV0BmnRZk9mrwTm8OPOCUclhL4W0kOrOiAHNnRFow9OGC8A94jDTkRmO51lNcfE6QV6e9UJ+x0AQ570zAc978XawbrdW7apEcX+Nf6afoedMbcArz9jHT42i4oyf1qobGTMUziyzg3SFKRF7RA/fwMjAjcgsGp4p1I58rxYOTqRb82FoqZE7G4sQYRe16ieP0LM51Y6JYydDN5zgLbhomQIVRJRr2aFDEjESkohuVkd7B06AI53YyejY3kks1BiPmy7Nk/Xq3jA0RigL3OtEDwxo3w3jgri9CXoOSHAxqWRFhX0o2IXT1mmcslaPLhs9fdmkyVeFL6+/8foweJCL/P0s6cvdeEnS8wftu+0gfAnS/hEgfBV/bA4DZ5IRT2SBk6IoQIpZDxcRfFKx7FFVmz6mlEamkR/HjOPXM+t5+2i0uXjwWAAihWXBLBWZVaMowgY4nxSW/aqaQpVsBTdEqpQr1GGogbtUakZjyVhunDBeWoyWsIu5JZDrL1ZXolXsSm6VtEpeqX6IPmTf494D5vgeMMfP2CPcEekz+Yj6FfoKbP+0cAoo5il1yD9zRanAFf0S5Yp0dI4V8hLFvgtY4cWUsLVACa80aykl/L9oHu/QPLnalXURyvXEyyTsgsSLJ99BCrxNxGDXC3Egea/24Yhz0pHSvALLc0he7v+D5Z0jch1pRKPdC4qpNcIyT3drNCU4DaFOMVV65wSEOsbpeFqGVOjo8LnAV3BIZPM/x1IS4Cjt1g7seX0Pdu/8DfZb26y/73kBrGMc6aXvMx+RbfmpYBs/RYgp5/aDjUwzpVvI98kDhCFsLx7UM8PeILl+jyhxGKkSehG3gYNgkjM1DrElbBzwimXD8l68GXehc3B5qqmwawv5t53YJSCpE+qHlzbUMeXWscd/dysmNUfY1JorBkrfWHHu8AgOQw5VavrJCCSTcrrfSN2RRWF2zu3ntvlRtrXfyYl+jMP07NXAgLM1KjSip1D4X47Cbcezzx+Fi5luopfg7SW4RED0GFxJH8lceAyuDoK3CmKI4aw5Y1dod6Qv+ib7euhg6GD4YEQcHR1dNDo2LfwE+1hoK/tskchH4qiSb4iMY0eHRodHR8TSUGm4NMIEytlp7KrQxujGoo2xrUVbY6JBz37HY8Nit8eWx9bE3o+J9sHwgM+fiRFddcd0WKq9A27SNBJs3AhkIAb9pIdg1d2Lp5mpErVaJaoJ99VnvZx0KBDAE+mhuxL3IX0xCRe/c+DcycGr9FMdTfQ0HaTZ6Y4j2aY8LI/SAeypSzuEKgYZp6eRzqHbbXemS29kRb2REz3QexovLlUrUjQcJVEvZr2IAh39fyG2zbZMbtuHogOHURG8YwOHC6cjIIv3JIYb9jFue8dXKBteCvyLVk54lhdY9WyF3vX5L9IjZ7W3zRWt42Esvvbh6bGtddapsQHMWWcexdLvd2anT71+1vzvFx1/87Pnb+q58bKTk8pB2/YRFlvb/n/R9oILtE0PPi5QcFaZqCxQACHsg4+uf9L4LdZkMpd7B+mo2XRVujcz9BgLknRkiPtwEvwBQ4vIo6Ys/Zf6RJytATbcS9b2eJ65xa7c9udP9lNBZ/VCdRqnykm97h3eUEeI32cEA2TWKxu6bpq2fP/qOZfUp6zJx/DfP4VwSQ7vs35nTf/b09aWJ2bDREbDREx7IuPNUAWpkOeQOfI6splscQEw6Qj+GTqdEgKGZ0/pBfG/uCdUOhlj/mg6mf78kYvn4r2Uqc8Qps4+kkCYK6aMGVk0e/XL6zZf3vKcNbn7F6f/eNvf8M9w9QdW8enffWGdtM7ARFoHjrFR8IFB6EOzdqX/DT/5ftEDReRZ5mfcZt9uZi+32/dR6OOwGPDhhwIPBUlC1iBPCHoDiRJNV+VeXGqqEzVsag8Dn9JwoBcT013irfYSLzVe77NRDrKLabt0gA5iE9dauM0+W6HtUPeDhasB/dCykodLNpVsL3m5hCs5LByaWIpLI+nAoeBifAiFq85Zer9j6naRj9b2CuZOG7vU10+x1onMBZu1Ewtaxju/tQLZQEPgvJFeSupqaVpgl/foGeBWrGuLJk9fvOjq4S0li5a0jR83W7Hy0e/88o637przztJ11idvv259je9LzL11+cL5P/AfZeZNn9B288zB9226bvm3V73y3ehL971inTgKkFkO2DIG5CojDf3RbFTjWqOkhtW0OkW9Rf2zyvdrmGcDbBlbqY3TrtM2a3u01zQJExGpvCZAfNIEpKqa1oufNyNOmYIWwDVGI6yMBFPbrx2EwYu4EokQ017YjVgW/gD14rYXuIdlLFNFGLqwSXhZYISIO0uWEULCrr34SjzOBu4jHfS/JNk789SITjblc03OBkSB3dBKMuW3brf7HDAMUS9RW9Xfqh+rHHIggZJ8uomP6zx1/pQHezBZmt9CfvD57t3WCWs7rjjFPHX2+i+tD0kx/oelgMVdBxZXzz0LqKubg0RXXG0wrjDGhzdo/+ZaZ3zkkgyP10h4UsZ9BkQcrMkgBcPj6SVdZsCl+VwuzZB9cTujZSbhNfb52AvMa49tXVENPOVaUyuRq2UiU0OUn/XZWZMvkKGnZU0f4+vF20yfx1OiV+ukWs/qE3VGp4/q9Lu8breLdetgjgeD2AziYKTE1YsTpqEtxi8dpKfoN6HtAN6AxH14LDpf/Dx5hP5PL3pBI6JuYzHcSJ+31RytiVLRXnDQwylAd1xsqBVekKvgHFAXIHMtvQ6H1Ntb2+6844Y7Zh5ZQ47l/zb4+htfxOy8h63fDCB8R2zGgofXrFx5S4Kcsb76qto68eGuHx746L8BXWMnrgAAeNpjYGQAg29PN2jF89t85ZDkAPPv3+x/CaN//frzV4CBo4iBkYENiIE6AKRYD18AeNpjYGRgYLf75wcke////f+MvZsBHZgBAKA8BtAAAAB42h2OvQ4BQRRGv4yd3YjEG4hOpZCothQViUbYEBWt0kNswRZr/RYa5b6CBxDP4TmEcxUn5/tmbuaOm0nBW+dgox5MyXs8cPH/fFJpKMVbeoHHrtTDDDn5BU1yBqnN+KeWIJ/oSN+RD2GsOT4x08YXuyPf8JBe+OT7CUvlNsPsyhxlivhHB2r0K65zV8V322Nvkru2iz+soU8fQQsWP9XHNk4AAHjaJc7NKgQAFAXgL5H/IT/ToIZm0JRp0jDMTBay9xzegGxYegALFp7CgvcgZTNkoaxYKMrKiVtf3c7mHP6uHff0PdE/x0CJwdV/Q8X4YfiLkUtGz+KNsRbj5TiicMHECZPH8cpU8ulkMwfxwewjxWdKe5F//oGF83invM9inaUKlUOqPVaq8U2tw9op9TsaV6xnWzO9zZv4ZGOHzRdajbhla5ftbGxf013+Bfe7IXQAAAEAAAA2EAAEAAD/AP8AAgAQAC8AVgAAB0sCwgD/AB542o3PMWoCQRTG8f/qKokEm0BiaZUi4rIW62qRQhuxEBE32ytarCwOrDexzCFyhpwmxwj5NnmChYIzMPOb771XDNDkE49yeTz+neWq4Ov176r0bC7TV3ONB97MdXlqbqj7XVOef6/khdxc4Y6juar8w+zLX+YaLb7NdfnH3CDwnibzZLFMO6MiW+Xdscs3s6Q8L8QXonRbHDK3b8dBGJ7n5x4Owjjqu/WuFzFhTsKCJSkdRhRkrPSXLmOc7g0z1U++rfu2rpStKgfVHHvaxASE2tf6r+VDBpqKiegrXbOjR/QLPhtPKQAAeNpjYGbACwAAfQAEeNqll21MW9cdxs+L42tIjA0hxIWQc4ljk+C6GAfqdIngXgqpVmuKE2hl90V10iK1mtRYwm62vgDtFKlJ1JS227SuWnFShUWjKZd719QUotCxStWmLmjTNDppqj9kn5Yq/TDt28Sec2ySTuNLNcNznnPP+f/O/9xzjq9tcwsZ5rPyj/WQViL4B/wyOQi/7LhbxYTp5e+TWYgRP0odKkKcGPx9R/PGjRK8oVG53RSJz68tofKdfao9+uP4xCKfIU+QfWiesR+SzTOOMRBXvu9AxTu7lNueSrfWGBdmM7BOiBFftXYYeh2agq5BbkxohnwJrUGcX+IX7EMCI1zEQD6zkV8kFLO8SK5DaxDH7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") format("truetype");
}
.stl_10 {
	font-size: 1em;
	font-family: "GOTQSV+Arial-BoldMT";
	color: #000000;
	line-height: 1.117188em;
}
.stl_11 {
	letter-spacing: 0em;
}
.stl_12 {
	letter-spacing: 0.01em;
}
.stl_13 {
	font-size: 1em;
	font-family: "OHFCUK+ArialMT";
	color: #000000;
	line-height: 1.117188em;
}
.stl_14 {
	font-size: 0.83em;
	font-family: "OHFCUK+ArialMT";
	color: #000000;
	line-height: 1.121674em;
}
.stl_15 {
	font-size: 0.83em;
	font-family: "GOTQSV+Arial-BoldMT";
	color: #000000;
	line-height: 1.121674em;
}
.stl_16 {
	font-size: 0.75em;
	font-family: "OHFCUK+ArialMT";
	color: #000000;
	line-height: 1.117188em;
}
.stl_17 {
	font-size: 0.75em;
	font-family: "GOTQSV+Arial-BoldMT";
	color: #000000;
	line-height: 1.117188em;
}
.stl_18 {
	width: 100%;
	clip: rect(1.987498em,42.5625em,4.833332em,6.927083em);
	position: absolute;
	pointer-events: none;
}
.stl_19 {
	font-size: 0.72em;
	font-family: "QUKKLE+Arial-ItalicMT";
	color: #000000;
	line-height: 1.127678em;
}
.stl_20 {
	width: 100%;
	clip: rect(2.491664em,42.5625em,5.477499em,6.927083em);
	position: absolute;
	pointer-events: none;
}
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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: 2.9132em; left:7.0854em;"><span class="stl_07" style="word-spacing:0.47em;">Revista Científica de Educación Superior y Gobernanza Interuniversitaria Aula 24. &nbsp;</span></div>
					<div class="stl_01" style="top: 3.6798em; left:7.0854em;"><span class="stl_07" style="word-spacing:-0.02em;">Vol. 2, Núm. 3 (ene - jun 2021). ISSN: 2953-660X &nbsp;</span></div>
					<div class="stl_01" style="top: 4.5823em; left:7.0854em;"><span class="stl_08 stl_09" style="font-style:italic; word-spacing:0.03em;">Capacidad portante del suelo con y sin uso del malacate en el ensayo SPT. &nbsp;</span></div>
					<div class="stl_01" style="top: 8.4472em; left:7.9021em;"><span class="stl_10 stl_09" style="font-weight:bold; word-spacing:0.06em;">CAPACIDAD PORTANTE DEL SUELO CON Y SIN USO DEL MALACATE &nbsp;</span></div>
					<div class="stl_01" style="top: 9.5972em; left:19.9733em;"><span class="stl_10 stl_09" style="font-weight:bold; word-spacing:0.05em;">EN EL ENSAYO SPT &nbsp;</span></div>
					<div class="stl_01" style="top: 11.4139em; left:8.2688em;"><span class="stl_10 stl_11" style="font-weight:bold; word-spacing:-0.01em;">BEARING CAPACITY OF THE SOIL WITH AND WITHOUT USE OF<span class="stl_12">&nbsp;THE &nbsp;</span></span></div>
					<div class="stl_01" style="top: 12.5631em; left:18.8067em;"><span class="stl_10 stl_09" style="font-weight:bold; word-spacing:0.05em;">WINCH IN THE SPT TEST &nbsp;</span></div>
					<div class="stl_01" style="top: 15.4489em; left:30.3942em;"><span class="stl_13 stl_11" style="word-spacing:0.01em;">Falconez-Loor Kevin Javi<span class="stl_09">er &nbsp;</span></span></div>
					<div class="stl_01" style="top: 17.2331em; left:25.8417em;"><span class="stl_14 stl_11" style="word-spacing:0.01em;">Investigador Ind<span class="stl_09">epe</span></span><a href="mailto:kevin.fl6321@gmail.com" target="_blank"><span class="stl_14 stl_09" style="word-spacing:0.1em;">ndiente. Manta, Ecuador. &nbsp;</span></a></div>
					<div class="stl_01" style="top: 18.2331em; left:30.3767em;"><span class="stl_14 stl_11" style="word-spacing:0em;">Corre<span class="stl_09">o</span></span><a href="mailto:kevin.fl6321@gmail.com" target="_blank"><span class="stl_14 stl_11" style="word-spacing:0em;">: kevin.fl6321@gmail<span class="stl_09">.com &nbsp;</span></span></a></div>
					<div class="stl_01" style="top: 20.9822em; left:30.2775em;"><span class="stl_13 stl_11" style="word-spacing:0em;">Loor-Arteaga José Rainier<span class="stl_09">o &nbsp;</span></span></div>
					<div class="stl_01" style="top: 22.7523em; left:25.8417em;"><span class="stl_14" style="word-spacing:-0.02em;">Investigador I</span><a href="mailto:jose_larteaga78@hotmail.com" target="_blank"><span class="stl_14" style="word-spacing:-0.02em;">ndependiente. Manta, Ecuador. &nbsp;</span></a></div>
					<div class="stl_01" style="top: 23.7689em; left:28.1917em;"><span class="stl_14" style="word-spacing:0em;">Correo</span><a href="mailto:jose_larteaga78@hotmail.com" target="_blank"><span class="stl_14" style="word-spacing:-0.05em;">: jose_larteaga78@hotmail.com &nbsp;</span></a></div>
					<div class="stl_01" style="top: 26.3681em; left:31.3267em;"><span class="stl_13 stl_11" style="word-spacing:0em;">Oleas-Escalante Marcel<span class="stl_09">o &nbsp;</span></span></div>
					<div class="stl_01" style="top: 28.1514em; left:25.8417em;"><span class="stl_14 stl_11" style="word-spacing:0.01em;">Investigador<span class="stl_09">&nbsp;I</span></span><a href="mailto:oleasmarcelo932@gmail.com" target="_blank"><span class="stl_14 stl_11" style="word-spacing:0.01em;">ndependiente. Manta, Ec<span class="stl_09">uador. &nbsp;</span></span></a></div>
					<div class="stl_01" style="top: 29.1689em; left:28.475em;"><span class="stl_14" style="word-spacing:-0.02em;">Correo</span><a href="mailto:oleasmarcelo932@gmail.com" target="_blank"><span class="stl_14" style="word-spacing:-0.05em;">: oleasmarcelo932@gmail.com &nbsp;</span></a></div>
					<div class="stl_01" style="top: 31.9031em; left:22.3058em;"><span class="stl_10 stl_11" style="font-weight:bold;">RESUME<span class="stl_09">N &nbsp;</span></span></div>
					<div class="stl_01" style="top: 34.6206em; left:7.0854em;"><span class="stl_14" style="word-spacing:0.13em;">Para este trabajo se realizó una revisión bibliográfica sobre los conceptos y definiciones del &nbsp;</span></div>
					<div class="stl_01" style="top: 35.7206em; left:7.0854em;"><span class="stl_14 stl_09" style="word-spacing:0.03em;">suelo, sus propiedades y características físicas y mecánicas, de los principios de la mecánica de &nbsp;</span></div>
					<div class="stl_01" style="top: 36.8373em; left:7.0854em;"><span class="stl_14 stl_11" style="word-spacing:-0.06em;">suelos para determinar y clasificar el tipo del terreno de estudio, así como los <span class="stl_09">procesos y métodos &nbsp;</span></span></div>
					<div class="stl_01" style="top: 37.9373em; left:7.0854em;"><span class="stl_14 stl_09" style="word-spacing:0.09em;">para el</span><span class="stl_14 stl_09" style="word-spacing:0.09em;">&nbsp;cálculo</span><span class="stl_14 stl_09" style="word-spacing:0.09em;">&nbsp;de la capacidad portante, definir el</span><span class="stl_14 stl_09" style="word-spacing:0.07em;">&nbsp;tipo</span><span class="stl_14 stl_09" style="word-spacing:0.09em;">&nbsp;de ensayo SPT, procesos y ventajas</span><span class="stl_14 stl_09" style="word-spacing:0.06em;">&nbsp;de &nbsp;</span></div>
					<div class="stl_01" style="top: 39.0373em; left:7.0854em;"><span class="stl_14 stl_09" style="word-spacing:0.26em;">este método</span><span class="stl_14 stl_09" style="word-spacing:0.18em;">&nbsp;de</span><span class="stl_14 stl_09" style="word-spacing:0.24em;">&nbsp;cálculo</span><span class="stl_14 stl_09" style="word-spacing:0.21em;">&nbsp;de capacidad</span><span class="stl_14 stl_09" style="word-spacing:0.24em;">&nbsp;portante. El resultado</span><span class="stl_14 stl_09" style="word-spacing:0.23em;">&nbsp;realizado</span><span class="stl_14 stl_09" style="word-spacing:0.23em;">&nbsp;determinó que</span><span class="stl_14 stl_09" style="word-spacing:0.22em;">&nbsp;existió &nbsp;</span></div>
					<div class="stl_01" style="top: 40.1373em; left:7.0854em;"><span class="stl_14 stl_09" style="word-spacing:-0.02em;">diferencias en el número de golpes, presentando mayor número de estos con el uso del malacate. &nbsp;</span></div>
					<div class="stl_01" style="top: 42.0564em; left:7.0688em;"><span class="stl_15" style="font-weight:bold; word-spacing:-0.01em;">Palabras claves: </span><span class="stl_14" style="word-spacing:-0.01em;">Capacidad portante, determinación del suelo, malacate, ensayo SPT. &nbsp;</span></div>
					<div class="stl_01" style="top: 44.4556em; left:22.0558em;"><span class="stl_10" style="font-weight:bold;">ABSTRACT &nbsp;</span></div>
					<div class="stl_01" style="top: 47.1898em; left:7.0854em;"><span class="stl_14 stl_09" style="word-spacing:0.1em;">For this</span><span class="stl_14 stl_09" style="word-spacing:0.1em;">&nbsp;work, a bibliographic</span><span class="stl_14 stl_09" style="word-spacing:0.07em;">&nbsp;review</span><span class="stl_14 stl_09" style="word-spacing:0.08em;">&nbsp;was carried out on the concepts and</span><span class="stl_14 stl_09" style="word-spacing:0.11em;">&nbsp;definitions</span><span class="stl_14 stl_09" style="word-spacing:0.07em;">&nbsp;of the</span><span class="stl_14 stl_09" style="word-spacing:0.07em;">&nbsp;soil, &nbsp;</span></div>
					<div class="stl_01" style="top: 48.2889em; left:7.0854em;"><span class="stl_14" style="word-spacing:0.01em;">its properties and physical and mechanical characteristics, of the principles of soil mechanics to &nbsp;</span></div>
					<div class="stl_01" style="top: 49.3889em; left:7.0854em;"><span class="stl_14 stl_09" style="word-spacing:0.2em;">determine and classify the type of</span><span class="stl_14 stl_09" style="word-spacing:0.17em;">&nbsp;study land,</span><span class="stl_14 stl_09" style="word-spacing:0.17em;">&nbsp;as well</span><span class="stl_14 stl_09" style="word-spacing:0.14em;">&nbsp;as</span><span class="stl_14 stl_09" style="word-spacing:0.17em;">&nbsp;the</span><span class="stl_14 stl_09" style="word-spacing:0.19em;">&nbsp;processes</span><span class="stl_14 stl_09" style="word-spacing:0.17em;">&nbsp;and</span><span class="stl_14 stl_09" style="word-spacing:0.17em;">&nbsp;methods for</span><span class="stl_14 stl_09" style="word-spacing:0.17em;">&nbsp;the &nbsp;</span></div>
					<div class="stl_01" style="top: 50.4889em; left:7.0854em;"><span class="stl_14" style="word-spacing:0.09em;">calculation of</span><span class="stl_14" style="word-spacing:0.07em;">&nbsp;bearing</span><span class="stl_14" style="word-spacing:0.09em;">&nbsp;capacity,</span><span class="stl_14" style="word-spacing:0.08em;">&nbsp;define the</span><span class="stl_14" style="word-spacing:0.1em;">&nbsp;type of SPT</span><span class="stl_14" style="word-spacing:0.08em;">&nbsp;test, processes</span><span class="stl_14" style="word-spacing:0.1em;">&nbsp;and</span><span class="stl_14" style="word-spacing:0.07em;">&nbsp;advantages of</span><span class="stl_14" style="word-spacing:0.1em;">&nbsp;this &nbsp;</span></div>
					<div class="stl_01" style="top: 51.5914em; left:7.0854em;"><span class="stl_14 stl_09" style="word-spacing:0.44em;">method of calculating bearing capacity. The obtained result determined that there were &nbsp;</span></div>
					<div class="stl_01" style="top: 52.7081em; left:7.0854em;"><span class="stl_14 stl_11" style="word-spacing:0.1em;">differences <span class="stl_09">in</span></span><span class="stl_14 stl_09" style="word-spacing:0.15em;">&nbsp;the</span><span class="stl_14 stl_09" style="word-spacing:0.14em;">&nbsp;number of</span><span class="stl_14 stl_09" style="word-spacing:0.17em;">&nbsp;blows,</span><span class="stl_14 stl_09" style="word-spacing:0.18em;">&nbsp;presenting</span><span class="stl_14 stl_09" style="word-spacing:0.17em;">&nbsp;a greater number</span><span class="stl_14 stl_09" style="word-spacing:0.12em;">&nbsp;of</span><span class="stl_14 stl_09" style="word-spacing:0.16em;">&nbsp;these with the use</span><span class="stl_14 stl_09" style="word-spacing:0.12em;">&nbsp;of</span><span class="stl_14 stl_09" style="word-spacing:0.15em;">&nbsp;the &nbsp;</span></div>
					<div class="stl_01" style="top: 53.8081em; left:7.0854em;"><span class="stl_14">winch. &nbsp;</span></div>
					<div class="stl_01" style="top: 55.9081em; left:7.0854em;"><span class="stl_15 stl_09" style="font-weight:bold; word-spacing:0.08em;">Keywords: </span><span class="stl_14 stl_09" style="word-spacing:0.08em;">Bearing capacity, soil determination, winch, SPT test. &nbsp;</span></div>
					<div class="stl_01" style="top: 64.2856em; left:42.1125em;"><span class="stl_16">2</span></div>
					<div class="stl_01" style="top: 65.4523em; left:7.0854em;"><span class="stl_17" style="font-weight:bold; word-spacing:0em;">Fecha de recepción:</span><span class="stl_17" style="word-spacing:0.05em;">&nbsp;</span><span class="stl_16" style="word-spacing:0.05em;">10</span><span class="stl_16" style="word-spacing:0em;">&nbsp;de septiembre</span><span class="stl_16" style="word-spacing:0.04em;">&nbsp;de</span><span class="stl_16" style="word-spacing:0.01em;">&nbsp;2020;</span><span class="stl_16" style="word-spacing:0em;">&nbsp;</span><span class="stl_17" style="font-weight:bold; word-spacing:0em;">Fecha</span><span class="stl_17" style="font-weight:bold; word-spacing:0.01em;">&nbsp;de aceptación:</span><span class="stl_17" style="word-spacing:0.02em;">&nbsp;</span><span class="stl_16" style="word-spacing:0.02em;">17</span><span class="stl_16" style="word-spacing:0.01em;">&nbsp;de</span><span class="stl_16" style="word-spacing:0.01em;">&nbsp;diciembre</span><span class="stl_16" style="word-spacing:0.04em;">&nbsp;de</span><span class="stl_16" style="word-spacing:0.01em;">&nbsp;2020;</span><span class="stl_16" style="word-spacing:0.02em;">&nbsp;</span><span class="stl_17" style="font-weight:bold; word-spacing:0.02em;">Fecha &nbsp;</span></div>
					<div class="stl_01" style="top: 66.319em; left:7.0854em;"><span class="stl_17 stl_09" style="font-weight:bold; word-spacing:0.07em;">de publicación: </span><span class="stl_16 stl_09" style="word-spacing:0.05em;">08 de enero de 2021. &nbsp;</span></div>
				</div>
			</div>
		</div>
		<div class="stl_02">
			<div class="stl_03">
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" alt="" class="stl_18" />
			</div>
			<div class="stl_view">
				<div class="stl_05 stl_06">
					<div class="stl_01" style="top: 3.0179em; left:7.2854em;"><span class="stl_19 stl_09" style="font-style:italic; word-spacing:0.02em;">Falconez-Loor et al. (2021) &nbsp;</span></div>
					<div class="stl_01" style="top: 6.1972em; left:8.585em;"><span class="stl_10" style="font-weight:bold; word-spacing:0.4em;">1. INTRODUCCIÓN &nbsp;</span></div>
					<div class="stl_01" style="top: 8.9306em; left:7.0188em;"><span class="stl_13 stl_09" style="word-spacing:0.05em;">Con el pasar de los años, las construcciones se realizan con mejores y mayores &nbsp;</span></div>
					<div class="stl_01" style="top: 10.6464em; left:7.0188em;"><span class="stl_13 stl_09" style="word-spacing:0.02em;">técnicas, considerando aspectos que se refieren a la comodidad y a modernidad. &nbsp;</span></div>
					<div class="stl_01" style="top: 12.3806em; left:7.0188em;"><span class="stl_13 stl_09" style="word-spacing:0.16em;">En general todas</span><span class="stl_13 stl_09" style="word-spacing:0.13em;">&nbsp;las</span><span class="stl_13 stl_09" style="word-spacing:0.17em;">&nbsp;edificaciones se</span><span class="stl_13 stl_09" style="word-spacing:0.18em;">&nbsp;realizan</span><span class="stl_13 stl_09" style="word-spacing:0.15em;">&nbsp;sobre superficies que deben</span><span class="stl_13 stl_09" style="word-spacing:0.1em;">&nbsp;de &nbsp;</span></div>
					<div class="stl_01" style="top: 14.0989em; left:7.0188em;"><span class="stl_13 stl_09" style="word-spacing:0.01em;">ser analizadas con pruebas y cálculos de acuerdo a la tipología (Calavera, 2000). &nbsp;</span></div>
					<div class="stl_01" style="top: 15.8322em; left:7.0188em;"><span class="stl_13 stl_09" style="word-spacing:0.02em;">El cálculo de cimentaciones es uno de los problemas principales en la realización &nbsp;</span></div>
					<div class="stl_01" style="top: 17.5489em; left:7.0188em;"><span class="stl_13 stl_09" style="word-spacing:0.39em;">de estudios de suelo, ya que en general se realiza en base a fórmulas &nbsp;</span></div>
					<div class="stl_01" style="top: 19.2822em; left:7.0188em;"><span class="stl_13 stl_11" style="word-spacing:0.06em;">preestablecidas co<span class="stl_09">n</span></span><span class="stl_13" style="word-spacing:0.05em;">&nbsp;coeficientes</span><span class="stl_13 stl_09" style="word-spacing:0.11em;">&nbsp;y constantes que</span><span class="stl_13 stl_09" style="word-spacing:0.07em;">&nbsp;en</span><span class="stl_13 stl_09" style="word-spacing:0.13em;">&nbsp;ocasiones no</span><span class="stl_13 stl_09" style="word-spacing:0.14em;">&nbsp;consideran &nbsp;</span></div>
					<div class="stl_01" style="top: 20.9989em; left:7.0188em;"><span class="stl_13 stl_09" style="word-spacing:0.46em;">tipos de suelos con variables climáticas como las de Ecuador (Córdova &nbsp;</span></div>
					<div class="stl_01" style="top: 22.7347em; left:7.0188em;"><span class="stl_13 stl_11" style="word-spacing:0.01em;">Neumane, 201<span class="stl_09">9a). &nbsp;</span></span></div>
					<div class="stl_01" style="top: 25.4514em; left:7.0188em;"><span class="stl_13 stl_09" style="word-spacing:0.13em;">Para lograr mayor veracidad de los cálculos se requiere exactitud de los</span><span class="stl_13 stl_09" style="word-spacing:0.14em;">&nbsp;datos &nbsp;</span></div>
					<div class="stl_01" style="top: 27.1847em; left:7.0188em;"><span class="stl_13 stl_11" style="word-spacing:-0.06em;">considerados para estos, es decir de los factores se requiere de datos de fa<span class="stl_09">ctores &nbsp;</span></span></div>
					<div class="stl_01" style="top: 28.9014em; left:7.0188em;"><span class="stl_13" style="word-spacing:-0.03em;">y coeficientes del suelo donde se realice el estudio con el afán de evitar y reducir &nbsp;</span></div>
					<div class="stl_01" style="top: 30.6347em; left:7.0188em;"><span class="stl_13 stl_09" style="word-spacing:0.14em;">riesgos en</span><span class="stl_13 stl_09" style="word-spacing:0.06em;">&nbsp;los</span><span class="stl_13 stl_09" style="word-spacing:0.13em;">&nbsp;cimientos</span><span class="stl_13 stl_09" style="word-spacing:0.07em;">&nbsp;de</span><span class="stl_13 stl_09" style="word-spacing:0.06em;">&nbsp;las</span><span class="stl_13 stl_09" style="word-spacing:0.11em;">&nbsp;estructuras. Los métodos de</span><span class="stl_13" style="word-spacing:0.03em;">&nbsp;perforación</span><span class="stl_13 stl_09" style="word-spacing:0.11em;">&nbsp;In-situ, &nbsp;</span></div>
					<div class="stl_01" style="top: 32.3531em; left:7.0188em;"><span class="stl_13" style="word-spacing:0.03em;">tanto invasivos</span><span class="stl_13 stl_09" style="word-spacing:0.08em;">&nbsp;como</span><span class="stl_13 stl_09" style="word-spacing:0.09em;">&nbsp;no invasivos</span><span class="stl_13 stl_09" style="word-spacing:0.07em;">&nbsp;son</span><span class="stl_13" style="word-spacing:0.03em;">&nbsp;fundamentales</span><span class="stl_13 stl_09" style="word-spacing:0.06em;">&nbsp;en</span><span class="stl_13 stl_09" style="word-spacing:0.06em;">&nbsp;los</span><span class="stl_13 stl_09" style="word-spacing:0.09em;">&nbsp;estudios de</span><span class="stl_13 stl_09" style="word-spacing:0.09em;">&nbsp;suelo, &nbsp;</span></div>
					<div class="stl_01" style="top: 34.0864em; left:7.0188em;"><span class="stl_13 stl_09" style="word-spacing:0.05em;">ya que es</span><span class="stl_13 stl_09" style="word-spacing:0.04em;">&nbsp;la</span><span class="stl_13 stl_09" style="word-spacing:0.06em;">&nbsp;forma</span><span class="stl_13 stl_09" style="word-spacing:0.08em;">&nbsp;de obtener</span><span class="stl_13" style="word-spacing:0.02em;">&nbsp;información</span><span class="stl_13 stl_09" style="word-spacing:0.07em;">&nbsp;para</span><span class="stl_13 stl_09" style="word-spacing:0.04em;">&nbsp;la</span><span class="stl_13" style="word-spacing:0.03em;">&nbsp;caracterización</span><span class="stl_13 stl_09" style="word-spacing:0.04em;">&nbsp;de los</span><span class="stl_13 stl_09" style="word-spacing:0.08em;">&nbsp;suelos &nbsp;</span></div>
					<div class="stl_01" style="top: 35.8031em; left:7.0188em;"><span class="stl_13 stl_11" style="word-spacing:0.01em;">(Bolatti, 2019<span class="stl_09">). &nbsp;</span></span></div>
					<div class="stl_01" style="top: 38.5364em; left:7.0188em;"><span class="stl_13" style="word-spacing:0.15em;">Para efectos</span><span class="stl_13 stl_09" style="word-spacing:0.19em;">&nbsp;de</span><span class="stl_13 stl_09" style="word-spacing:0.19em;">&nbsp;esta</span><span class="stl_13 stl_09" style="word-spacing:0.24em;">&nbsp;investigación en</span><span class="stl_13 stl_09" style="word-spacing:0.21em;">&nbsp;lo concerniente al</span><span class="stl_13 stl_09" style="word-spacing:0.24em;">&nbsp;estudio</span><span class="stl_13 stl_09" style="word-spacing:0.19em;">&nbsp;de suelo</span><span class="stl_13 stl_09" style="word-spacing:0.17em;">&nbsp;se &nbsp;</span></div>
					<div class="stl_01" style="top: 40.2531em; left:7.0188em;"><span class="stl_13 stl_09" style="word-spacing:0.14em;">efectuará un levantamiento planimétrico de los</span><span class="stl_13 stl_09" style="word-spacing:0.11em;">&nbsp;suelos</span><span class="stl_13 stl_09" style="word-spacing:0.14em;">&nbsp;dentro</span><span class="stl_13 stl_09" style="word-spacing:0.07em;">&nbsp;de</span><span class="stl_13 stl_09" style="word-spacing:0.09em;">&nbsp;la</span><span class="stl_13" style="word-spacing:0.05em;">&nbsp;Universidad &nbsp;</span></div>
					<div class="stl_01" style="top: 41.9889em; left:7.0188em;"><span class="stl_13 stl_09" style="word-spacing:0.09em;">Laica Eloy</span><span class="stl_13 stl_09" style="word-spacing:0.07em;">&nbsp;Alfaro</span><span class="stl_13 stl_09" style="word-spacing:0.06em;">&nbsp;de Manabí,</span><span class="stl_13 stl_09" style="word-spacing:0.07em;">&nbsp;donde</span><span class="stl_13 stl_09" style="word-spacing:0.06em;">&nbsp;se realizará la toma de muestras</span><span class="stl_13 stl_09" style="word-spacing:0.05em;">&nbsp;por</span><span class="stl_13 stl_09" style="word-spacing:0.06em;">&nbsp;medio &nbsp;</span></div>
					<div class="stl_01" style="top: 43.7056em; left:7.0188em;"><span class="stl_13 stl_09" style="word-spacing:0.08em;">de las</span><span class="stl_13" style="word-spacing:0.05em;">&nbsp;perforaciones</span><span class="stl_13 stl_09" style="word-spacing:0.12em;">&nbsp;mediante</span><span class="stl_13 stl_09" style="word-spacing:0.08em;">&nbsp;el ensayo SPT.</span><span class="stl_13 stl_09" style="word-spacing:0.09em;">&nbsp;Luego</span><span class="stl_13 stl_09" style="word-spacing:0.08em;">&nbsp;se realizará el</span><span class="stl_13 stl_09" style="word-spacing:0.13em;">&nbsp;análisis</span><span class="stl_13 stl_09" style="word-spacing:0.06em;">&nbsp;de &nbsp;</span></div>
					<div class="stl_01" style="top: 45.4381em; left:7.0188em;"><span class="stl_13 stl_09" style="word-spacing:0.33em;">las muestras en los laboratorios destinados</span><span class="stl_13 stl_09" style="word-spacing:0.3em;">&nbsp;para este efecto, en donde</span><span class="stl_13 stl_09" style="word-spacing:0.27em;">&nbsp;se &nbsp;</span></div>
					<div class="stl_01" style="top: 47.1547em; left:7.0188em;"><span class="stl_13 stl_09" style="word-spacing:0.04em;">obtendrá la diferenciación de la capacidad portante del suelo con y sin el uso del &nbsp;</span></div>
					<div class="stl_01" style="top: 48.8881em; left:7.0188em;"><span class="stl_13" style="word-spacing:0.03em;">Malacate. Este</span><span class="stl_13 stl_09" style="word-spacing:0.1em;">&nbsp;estudio</span><span class="stl_13 stl_09" style="word-spacing:0.06em;">&nbsp;se realiza con</span><span class="stl_13 stl_09" style="word-spacing:0.05em;">&nbsp;el</span><span class="stl_13 stl_09" style="word-spacing:0.05em;">&nbsp;afán de</span><span class="stl_13 stl_09" style="word-spacing:0.09em;">&nbsp;contar</span><span class="stl_13 stl_09" style="word-spacing:0.05em;">&nbsp;con</span><span class="stl_13 stl_09" style="word-spacing:0.08em;">&nbsp;datos</span><span class="stl_13 stl_09" style="word-spacing:0.03em;">&nbsp;e</span><span class="stl_13" style="word-spacing:0.03em;">&nbsp;información &nbsp;</span></div>
					<div class="stl_01" style="top: 50.6072em; left:7.0188em;"><span class="stl_13 stl_09" style="word-spacing:0.27em;">confiable y reciente acerca de los suelos,</span><span class="stl_13 stl_09" style="word-spacing:0.26em;">&nbsp;para poder contar con un</span><span class="stl_13 stl_09" style="word-spacing:0.27em;">&nbsp;control &nbsp;</span></div>
					<div class="stl_01" style="top: 52.3406em; left:7.0188em;"><span class="stl_13 stl_09" style="word-spacing:0.11em;">eficiente para futuros proyectos estructurales. &nbsp;</span></div>
					<div class="stl_01" style="top: 56.4739em; left:8.585em;"><span class="stl_10 stl_09" style="font-weight:bold; word-spacing:0.47em;">2. ENSAYO</span><span class="stl_10 stl_09" style="font-weight:bold; word-spacing:0.03em;">&nbsp;DE</span><span class="stl_10 stl_09" style="font-weight:bold; word-spacing:0.11em;">&nbsp;PENETRACIÓN</span><span class="stl_10 stl_09" style="font-weight:bold; word-spacing:0.07em;">&nbsp;ESTÁNDAR</span><span class="stl_10 stl_09" style="font-weight:bold; word-spacing:0.05em;">&nbsp;(SPT) &nbsp;</span></div>
					<div class="stl_01" style="top: 59.1906em; left:7.0188em;"><span class="stl_13 stl_09" style="word-spacing:0.08em;">El ensayo In-situ de penetración al suelo, o ensayo de penetración estándar, es &nbsp;</span></div>
					<div class="stl_01" style="top: 60.926em; left:7.0188em;"><span class="stl_13 stl_09" style="word-spacing:0.06em;">uno de los métodos experimentales en el sitio más utilizado para la medición de &nbsp;</span></div>
					<div class="stl_01" style="top: 66.319em; left:42.1125em;"><span class="stl_16">3</span></div>
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			<div class="stl_03">
				<img 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iXxne9Px3s//LVo6D48mvbvjT9v6o+2zuMz9CyP9p6j44p3fSq+8NW7qhm1WrrKaVmHV6HmvR+8JZpyG2a1DMafNZdTxR4PGKWEDAAA9o1ayCizImUAKPebyKBR174yWnrWxiHPWhfDE7+NrSMlSAzH1PimmCwho4SJ0Z0ZMCazxrPGqhofH8+aeKLGyhGOX8VhR2bDXJ0GlOvIJrzM9FSb7an8F3731LJPro4MBa969TWxeWIqfvTzB3N75kdr97FRn0Gjrm1h3PK1H8f49t/EN753TzbvL8jGvxwByLEyZBy++EUZMrZlyNgWTd0Lcl1PhIxy2tJ+GR4a87vHHVcLGbfc9pPcvgwZOcbPfrY1pjJk9A+enUFiZexXpu/tHsj1Loq6puX5uD7HzODRuTjqWhbFszLwbNw0mSFsexy56MyY1bZ7f3YHpt3T0NaqLkPSrNyH5q4cs/moePuVN8W9D/4mDj40/wZtGcbmDsTM1hXR1LEmA0ZfvPill8RP79kZBx5SZswqp2+Va1yOjFu/uzFedfGHM/Qsj1mtGYYytPzObyhkAACwbzw5ZJRTmgajec7KbKaXxhe+/JNqBqNyVOKxRx6O6bGR6n4Y1dGMrPL45CrXY4xmlceRGBnZEhu3TMRt33sox5ufzX6uK5v9+va1+bw04+WUqbL+3Y1xCR618NHadUz88I7NMbzt4XjzVddXp1zVl6lkO0vTvzw2vOhvY+Pwr2J0279F98GLq9Ofqntv/N6QURv794aMciQj646fbcn92BbLV52TIWMoq0xfuyTau4/Opn9+HLXorJi/+Iw4+DkD0TZvQfTMnR9bt4zFyORkPH/BS6pTnJ7Yp7KPu/dpd+W+l6M6rUfF2a+4Mh7Y8ttYuPSMqG/MENWzJmbNWRMzM+SVC+afe9RJcV9+vnjwvNz33Lfc/8au/Kz9yPjxPQ/H2hNem+8vr0JhXZlmeI+LzbOEDAAA9o3HQ0Y5zadqkMvpOPPj+Be/MbaOPhJT09tiZMtojGdNj07EVAaN6rqMyY0xno+1cDGaNZaflSpHPLZmyNicy+Znk9OxdeSxWHf8RdnIl6CQjXcJC6UBr64/KEGjNMW7m/DyfEUs7D0xhqcejQdHHolnH358NJU7aLduyM/yMQNFe9f8uG/jL2N48rdxxdWfjeaODBplrK6Bf1/I2HUk4yd3bonRie2xbNW5GTDKdLNrY/+DV8ZV77wx7t/0cGyd/LcYG/sfsXHsF/Hlb9wVJ530qtj40KYYm86QsfAlj29/9ViOnpSLuzNU1Z4PZRgazMC1ODac+ob4+aZfxAmnXpy/91HR1p3fa1kbM8r3y7UwzxiM7/9sOs579fuq79d3rM/f7oSoaxuI9v2Xxj2b/yWOXpbhJENGdTH9nHIqWhUudpeQAQDAvlGa7tJ8VxdlZ3Na7vnQMW9R/OPtm2N0cnuUWaMmxzJcjE7H9okdMbp1LIPDVIxNjWczPh1bRqbz9aMxNlJOn9qRj+MxncFjOgPG+MTmanrb0fHt8U8/2hwdcxbl+Nngd66L+tIQV6dQlZBR+4//nzf1VTM/zWxbEh//7Fdi8/DD8eWv3hkt7UujORvwhpZyulQ51WpZhoqj4sPX3xwbN2+Pe34+naEjw0TbsmicMxgvWHxSbt/OuOfBHbmuY7Kxz33cI2T8eVaZ1vbEE1+X+7Ajbv7WT3LZ5bme3vjpXeUmgzti+epzs9lfFR37r4uvfO3+Kijdn+t621Ufi1NOe128+g1XxVdv+3mMjv0mRoZHY2RqIsPN6dWRoMf3KQNDY1duc8ea6hSocofyhty3EuDu3vTrOP0Vl+fnR1bhq7GtdrO/tv1PiNltC+Kmr/wsbvj0NzNQlJBULijPbc+xymlhhx62Pu7f+pt4Zj42liM4PfnbtfUKGQAAPD00VE1xLWQ0dGUj274gznr527JJ/1WMjJcb75XrK2rXWkxObM/w8Ku478Ft8YWbfxhnv/Lt2TBfHK+44Or4whd/HKMj/5IN9/aYmiz3ztgSY5Nb8rGcWjWR4zwWp57xhmib0xetc9dn05yNeHUkIxvi9qFswldm8MgmvKc3ev5qZYxNPFbNYHXaqa+Lnu6l0d3dH509/dExtzfa5y6J1u4j4qgFq2J4eDKmcpvWrn1FtGRoqctAcdiCF1VB4e4HtkdTho+9hYzmrqEYGjo/t/HhJ4WMO+4s9/l4pLoZ3+yOxXHR6z8am7bkbzH2WLxg/rHRlutu6VwQzXMPj66DlsT1N9waExmiRqem4/kLXvqUkFGmoZ3R0hsN5YZ97cfEcS96Xfz8gV/nb/e+3N9yhCI/KzcUbBvKWhszZh0Tb73yc/HdH27MUPbcaO48stqOWV2Lc/nF0dazJI5YuCG2jP9L/PVz8rdrWRAzc/wye9ceAaOUkAEAwL5RCxnlKMaabHhXZAhYHN+7/aEYHd+WIaNW1fS0E2Px4Kbh6pShFWsuiIaWJdlAL4/GbKgb2/oyAAzEC8t/6O8pdwHfFhNTZZlyk77atRpjY1Pxne/fl98/Mupal2XTXY5e7Gr+29dmk7w+Q0d/zO5eGKdf+M4o99+YzuZ90/2Tce/dE3Hf/ePx8wfH4p4Hx6tZo+66/+G4/6HR2LFzOibyuz/98Wi0dCyJ+p6hOHzpqRkytscdP5+I9nlLc/wcd4+QUdezujpd6qUvfWvu3/YnhYyfZcgYG/lF9K84I1q658d3fzQS23b+Ji659N3ReWBvzGweiKaedbFf+8KY2bE0jjj6tNi4aSJGJ7fF8446NYPDrv2qQkYJTwNR353L5X6vPeU18dCWf44zz7kymjqWRWPn2pjVfmx+r9yYb1W0tPXHSae8Naa2/8/40i3fixs+ektc95Fvx4du+HZc++lvxvs/+tW49qPfiL/PzzZv3RnXXX9LfOqzd8dR88+PlgxNQgYAAE8LtYa4diSjTOt65MJTY+vYLzIojGXQ2FE14SOTIzE8NRxbJh6OYxadFB3zsonNZnt228pom7s2G+SBbNAHo75xUQwMnhvD44/EpuHaTfuq2afGh2NkdDyGR38Rzz/6hdHQk41+a5lytfbf/tltx8V+TSsyaPRnA3903LMl119mrhqdipGtO2LTpskYHpmILaOjsXl0IjaO7ojNU/8aG4d35PujMTk5FVu3PhyHPmddzMxA8fzch3Ia14NbH41Dnr0ug0UJGeUeHSVo5P5253bPWRkf+NCXY+OW8bjlW3fUQkbH8rjjzvGYGv9t9PWeHs3tR8YP7xiN4YmdMbTuJbmfvVHX/sL4s9b1GVTWVbNxtfX0ZcjYVq3v8GNO2xVmStCohZqZzb3R0LU4Vhx3ftw/9tt4yZlvjsaWo6KxhI/24zOonZDLHFuFjOb25XHCC98QLz7t4gwir4+Xnn5ZnHzq2+OUM94eJ5x+UZx6Tvnskrjhxi/GvfdvjTPOemOccupV0dq+MroPOD7XJ2QAAPA0MKu6MV6ZmWhVNHb1xWlnvSUmph+LyamRmMwmf3pqIjaN3R2b8vXVH/xyNHetjqbO3jj+lNfFHXdPxs8fGIl7HhiP00+/PFobhqK1cWW8/4NfjNHJiRgf2RnTY9MxWR3RyGZ9/Bdx+nlXR11bBpLqP++DGTDWZ2Wj3bIu2rr74pgFx8X2nb+M+7c8FkcsPDHfW1zdT6Kzeyg6Mhh0zOmr7hfReFBvtM5dHd09A3H/AztjcvtUXHXNddE6byAOOnR9PLQ5w8jw9jjvVVdmA19mn1ob9T1rY0YGmdbugZh70DFx39ZNsWliPL76zXujNUNGa/ui+OFPx2PL2K+jb8Uroi0Dy+0/3hmj234Zr3/z1XHAQbm9TSujcf/jo23/02O/+lVx2DEvis2T22Jk6pFYOP+0qGtYmft3QoaRtdE6Z3XMmPncWLH6gtg6+v/ESSdfWl34PqsEngwjdbn/szL0lLub79cykK9LOClHlkqV8Lf7ee11Y9vqaGxeXl0X8tXv3JF/iwUZVso9N8qd2csN/soyQgYAAPtYuUv07pBRTn869/z3xMYt22Pbtm0xtnU8pjIsjE5syqZ/LHoOzAa/Z00cduTJsWn8V7Fp83SMjo1WF4KPjv42Fi98ZXRlCDn02avioeHJmJgo13EMx9jEQzE8trE6InDBa6+J+gwTs9oHosz6VE7TKkcymrvWR/f+A/GN2+6NTVsm4xvffTA/PzIDwpJqnU3ZmDdl89zU2Z9hKBvq/furU5GaWpbH9dffkoFiLO56cCRa5izL7y2NL9783dg6+Wjct2Uq+tecGU3d86P9gN748+Znx3NfcGLc/tPhmP7FjgwIY/HVW++Mto6F0dZ1dPzwjq3Vcn0rzoz2jmXxlss/E3fcuzXGdz4aXfMOi/qWI6Lj4N6obxuIlq7++NQXvxeb8jfaPLE9jjz6xAwwq3PfVuX6BmK/xsPjhBe/PraO/fdYf9y5Ud/wF7ntS6Kha2k0dOdjz8JonFOutViUtST2a1i4Z0h4SjW3r4vm1r74yCdvjes+8ZX8bXL51nUZMjJoCBkAADxdPClkZAN/6PM2xOSO/yu2bJmO6QwFmzYOZ8jYGfdv+mXMPWAoWjsG47wL3hUbRzJ8ZAjZuW00Nj50Z0xMPRzveMfno7ltScxqPiI2jv46RiZHY3wqQ8bk5uqUq3K61VHLT4m6jtJgr4j6XF+13o6h2K+5L1p6lmc4+W2MTv0qTjz10mid0xvNuX31Ldlgd6zNWpOvs4HvWhEN89ZG27wN0Zav5+y/KKYf+de4f+TROP60t2UA6ItnPX9DbBz7ZQxv2xk7fv2vcc9D2zJAjMRP7xnL/ft/Yzz38VVvuDQ2T22LW755dwaMDBndR8cP7hiOjePbo3flGdE1pz9redz1wPYYe/jRHOuxeO1l74nlK06O08+6PL73o+m484GpuGfz1hie/kUcPv9FuX3Ls+FfGjOaDo+TTr8s9+V/xFsvvy6ed1hvLOs9IY5ZdkocvfzUXXVyzO89PXpXXxAdGZpmNJY7lz85WOxZzeXalZa++OJXfh4Xv/m6aMz1NJRZqTKA1S6iFzIAAHgaKI1pLWCU+yxkQ9+xOM678F2xdbRMzfpI7Nj+27jvgUfjkGceG41N5chBX7z1io/H1I5s3ie2xbaJrTE9tSk2jwzHVe/5ZHRkU946ZyBWH/+6eGDrZIaLnVVtGXs0PnjDLVXzPTtDwuxcV7lWohZyVkbLvNVxzgXXxg/v3BnfuX1TtGXAaO3JxrprKFq619f+W5/NdEN77W7hjXOPjf3qc/nmgWqdn7jpe/GTnz8cN3zmjpjdWgslzz7i+PjaP94RmycejZGJf4nNW8vRl1/G1781Gn/93PWx6riXxTe+90B84vM/jsa2xdHUvigDx8a4/a6xWDr4spjduDzqm5dncDgmbrzptgwT0/FgBpkHHngkNm/+1/j7L90T+//Fgrjx89+Of7pzezzv6NNjZtPiaO3qj6X9r4y77/9t3P6T6fjxz6bjJ3dMxz/9YDx+9LOd1T7W6uH40Z2/jG9/f2f85aEvqi6g3yMkPKXKdRttXaviCzdvjBNPe2v+DuUGhLuu/ygXzQsZAAA8HZSGtAoYZYaprmzgy92oW46OZz1vfZx5zpvj+BMuirkHZvPa1BctXeuirnFRHH7M8TE8+WhMjG6L7dt2xtbhsWziH4nlK15Sna7U2J0NcfdgHLnopLj86s/Hh6//Vhx/0hujrWd5NHWviv0yBDRkY1y7R0cJGStiRuvSmJlNfn3H/GjsOKIKIA3tpbEu0+qWe0iUkFH7r30JGXVlZqbc5rL9jWUa2I6FWQuyymlHGZZaT8rvln05LA78q954zmHHxXOfuyEOOihDUOdAzG7prU69aunpj8Z8XU5/Kt9vKffx6F6cz3PMtnKKVrk3xcqY2Xp0zD20L55zxLGxYP6pcfDBud7mY6I5t7mlqzeXW5nbNZT7eGw0t63KGsigk+toXbSrllRVwkxj26LHq6ltWbR0DuZnqzNAHLtnSHhKle1oaMtt7BqsglwtWJS/X6knBYxSQgYAAPtGaeRLyKjrHMomf1XMzCZ2dnsGis7eaO1aFLOb52czvjKa5xxfXazc1N0f7fOWxRkvuyLufWB7PLTll3HnfY/k6ytjVvORUd+5PJv0NVGf1dxTToEayEY6m/ls4Nt61maznk383PW5jlXZyNdmYqorwaY7G/38brmfRGNHub5g13/oy6lAu6u83lVle3cffSkXRjfkNjaVi9JzrMaODCBtL6zWUa6NmNWyLMNA7kPrQAaM3L5cpql7XXUPi3KjvDIlbW3q2drr0qRX9wwp68igUZ/jtczJ71SzXy2PtgwFHRmWWqqwkttcTf+b45Wg1jKU4WJ9BoihalrZxty2WuX+5vca8rExx2/McNWQy7d0lxCV29m5Pn+/Wmj6fVWf47R2Z/DpzPVlkCn7vftI0O/ciK+UkAEAwL5RGtzdIaNMyTorG9jSXJdgMbN5adRXRzc25OfHRl02r+0Hr4nGDAOzW5dF67yj46BnZpjozia3mjEqm9tswEvDW1dCRDbijfm8MZ83l5DQ0p+NeH+Git5s8rO5blubzXCuO5drmJef5zh17RkYSpB4PFiUZro0zbtnWSrPyzaXygDRVU65Kt8v95s4NsdcnduTr3PddRmWmuasztBzbDVdbF1r7mNHX25n2Y5cT9f6mNGS45Rxu/rycSBDVlnH2ly2zPa0JN/vzX3KbchtacyQVIWiXMesDE2zuzIY5W9Vl4GiBLBZJSxlmCmBoUzvW9dWPi83GdwVXvL98li9Lu/n8nUdvbnO/tyWsm2793Xv1ZC/7ewSAlvXZpjakOOVdZbfc0X+fUr4etL3hQzYx65QSiml/pPVxVn/W8qUqlXjnM3y7DKtbAkb5b1skmeVe19k6KgrTXcGkIY5azJ4lNmRMkDk9xp6lmczvrxqsOs712WznO/3rIkZrbUmvr4cRSinPXWsyMa7nIq0opoZqmlONu4ZAOpLY17WkePNzAa/Lpvohu7a6VDl/eo/9WUWqnK0ovzHPseqnpeGO79XLlSvyyrT4ZbGv7FrXfXf/vqyzp7+KiA0zSlho4yXASEb8boMGbM6e3OsFbm92YyXAFGa92zWS2iYXcJVBo3qe11LspbmtuU+liCS323M/StHfGZVYaq2vdURjFyujFHdybz8nvlYhaDqSEP5bgkzuR2lqoBU3iufl5BUfq+yf7V9+31Vgk05ElKm4y1HWEooqY1RG/93vi9kwD7Wr5RSSv0nq0VZ/1t+pzH9A1ZpykvTXqoEjf5ozKqmoG3rjcYqPJT/8te+29D1xH/+y+sn3s9Guhw1yOe7Py/Bo641G+78rLwu79fWtzuM1F7v/ryMXR5ry5blSpApR0rKEYZytKR2CtYTtTvglBmwynJPvK6Fn1owe3LVli2fl/HLe7sfn1y7f58/egkZAADsG3tpTv9AlQ11uZv3rqrNDLUqmrKpb+ksp0plQ96WIaBjTfVYGv5yjUR5XpdVnX60qxq61lbvlVOWynfqyhGIXEc57aisp3pdnV61a12da6vxZue66spF5rl8LVDkZ9Xzcg3F2qrKEYHdyz1R5b1yTUa5hiRDTFbZjto2Pnm/frcaOtfFjOZytKFc87GXsf90QUPIAABg39hLc/oHqtKUr9tVJWSsjuau2n0u6lv6or5tRdS3D2YD3x+tc0qzPxCN5chDORKQy5eLuGc290VzTwkK/RkIymlQgznWimidW8LC8gwZy2N2W29+Xk69KstmkMh1zWpZGW1z1z2+3KzWgWgup2Hl2NV6yjZUz1fkeGXcDCx7Vr5XtqV8r6yvPC/Lledlu57y/T2qrnkgWnvWxcymMmtVWWdZ1xO199/qj1JCBgAA+8ZemtM/YJWmupzGVGZg6o83Xn5LnHjaO2LuwSUE9EbznOXRtv9ALF15UXQfvCrOOv/afL8/ug7KhrxjcXTkZ0cve1k0dS/N90rjvzTa5vXFC196Zbz47LfHZVf9XRy24NSYd8jqDB4DMfcvjo32uUPRvv+qGFj/2mg/YCD2/6tyxGJxvOayz8Xy1a+Ouc9YE4cvOjMfV0fnQeXUqcUx5y9XRceBGQ7mlW1aFs864uRqueNPuyLH7Y2D/ubYmNW+IJ591Klx4SWfiK6DB6vvtcxdHnMPGcrtym3N5Ru7l+S6B2L+8vOjfd6K6DxwVXQdWEJJfndOjp/bWDsVa2+/1R+8hAwAAPaNvTSnf6Aq10f01SrDQQkK133qR/GmKz8fV7zn7+M9H/5a/O2lH4szXvHuuP5Tt8clb/tMvP09X4pnHn5CXPvJH8QLFp4a8/vOilPOviKufN/N8eo3fjzee92tceq5V8b1n749rv7Ql+JDN94WZ1/wruhbe34c9MyhOPOV18TfvODFcc6FH6yWOfOV746Tz7o8Npx6Wbzn2lujf+2FcdrL3pmB42PxyS/+LMc/M177lhtzXSfHc49+YY7/zXjJy96RAeXCeMf7b4kjlrwkzrrgPXHcKZfG5bltRy45Lc579QfiTVd9LpatPi+u+citsWL9BbkfN8Tr3vqJ+MBHb8vnH40LXntDvPAlb8/nn4ibbx2p7qL+nmtvi1dd8vEqcO399/qDl5ABAMC+sZfm9A9cJWz0R1NXb3zoY7fHm97xhXhzBo21J7wuXvTSy+Ps8z8Qb3/XLfGKV18fb7v65vjwx2+PG2+6K8PCC+OEU98WZ73y/XHle78Wg+tfExdf9ukYWPvqDCi3xfuu+3a88fKb4tSzr44TT3t7vP4tn4vXvukzVci4+LLPxHWf+GG8/G+vi6OXnhXPOfykeMtVX4pjlp2T3/tsXP/JH8ZV13y9en7xZZ+MpYOvjMuu/EJce+Pt8Ya3fS5edPoVGYS+GvOXn5uB4aPVGJ/70gNx1OIzq2295K2fjfMvvj5u+PRP4vSXvTte+Zrrc5xPVfuzeOCV+Z2vxGnnvCfe/aHvxKe+cF/MblsQK9a9NrfnI1Gd8rXX3+kPXkIGAAD7xl6a0z9QlWsyyk33yr0lVlfT2M45eF023AujoX1BdMxZEY2tvTG7aWl0z1sTnXPLHa8Ho6mtL1rLdLYNi2Nm3VHRNXcoGlqWV4/l8/J+eT3voGOjMR9n5uuW/H4ZY2bdkfn5oujZf23UzV5QPZ9zwLpcz/LonLM6unOMGTOPyNdLd91puzdmzKi9LlXfvDjauweiqdwDpHNFdPSsyvfKjfz6q8e2rhX5vC9a2pfl+lbFeeffkNuxNrdnSRx8yIZo7+yrtrG+qTe3rT/Xty73ZWU0NPdF34o35NjlGo29/VZ/lBIyAADYN/bSnP4Bq8zwtLvK63KRdbnXw67KhvvxytctPeW6i2XRdfBAlLt+N7QsqwLCSae+O5v+fC+b/5aO/qrRb+/O7+brA/9yQ/VZR8/KfMz3e1ZkABiMngNy/LYF+Xp5DB17Scw5cDDaupfFOa/8YAabBVU4mHvgmsfDReecwRxjRfSvfG2OvSLDQX/sf9D66JmXwaB5SbW+so6LXvvJWLj8jGjuPDpDyoLoHbwwx16Z4yyOxuaF0dqTgWrP/fqdeupv9EcrIQMAgH1jL83pn6jKaUOlajMuNc8Zij9vWhRz/mpNvPx1H4mbbn4o3vyOf4gzXv6++Ohn7ojTznlXdepUOY3p6g/cGrd+f3t86gv3xLkXfjBesOClcd0nfhQf/9yd8cbL/y6WDp4f7/nwt6Nv6KLqFKuXnPvu+NDHfhDv/tBtcdsPdsZHPvWTuOStn493vv+bcdElH4/ugwaq06Fe/rfXxiduuqt675Szror3Xfed/N7nqvWUU7IufN3H4r3Xfjte++aPxTkXvre6/uK9134n5i97Wbzzmu9ES3eZUarc02Nv+/snLyEDAIB9Yy/N6Z+o9gwZq6ub3pWLxA857MVxTP958aGPfy9ec9nHY+nK8+ILX30gjlr60njVJTfExW/6eAwee1Gtwb/u1pjVdni8/4Zvxzuuu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alt="" class="stl_20" />
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				<div class="stl_05 stl_06">
					<div class="stl_01" style="top: 2.9132em; left:7.0854em;"><span class="stl_07" style="word-spacing:0.47em;">Revista Científica de Educación Superior y Gobernanza Interuniversitaria Aula 24. &nbsp;</span></div>
					<div class="stl_01" style="top: 3.6798em; left:7.0854em;"><span class="stl_07" style="word-spacing:-0.02em;">Vol. 2, Núm. 3 (ene - jun 2021). ISSN: 2953-660X &nbsp;</span></div>
					<div class="stl_01" style="top: 4.5823em; left:7.0854em;"><span class="stl_08 stl_09" style="font-style:italic; word-spacing:0.03em;">Capacidad portante del suelo con y sin uso del malacate en el ensayo SPT. &nbsp;</span></div>
					<div class="stl_01" style="top: 6.5806em; left:7.0188em;"><span class="stl_13 stl_09" style="word-spacing:0.48em;">los niveles o diferenciación de la capacidad portante de un suelo para &nbsp;</span></div>
					<div class="stl_01" style="top: 8.3131em; left:7.0188em;"><span class="stl_13 stl_11" style="word-spacing:0em;">construcción o cimentación<span class="stl_09">. &nbsp;</span></span></div>
					<div class="stl_01" style="top: 11.0297em; left:7.0188em;"><span class="stl_13 stl_09" style="word-spacing:0.07em;">El ensayo SPT</span><span class="stl_13 stl_09" style="word-spacing:0.09em;">&nbsp;consiste</span><span class="stl_13 stl_09" style="word-spacing:0.06em;">&nbsp;en la introducción en el fondo de un sondeo</span><span class="stl_13 stl_09" style="word-spacing:0.1em;">&nbsp;geotécnico &nbsp;</span></div>
					<div class="stl_01" style="top: 12.7639em; left:7.0188em;"><span class="stl_13" style="word-spacing:-0.03em;">de una toma muestras normalizado unido a un tren de varillas, mediante el golpe &nbsp;</span></div>
					<div class="stl_01" style="top: 14.4822em; left:7.0188em;"><span class="stl_13 stl_09" style="word-spacing:0.03em;">en la cabeza de ellas con una masa de 63,5 kg, cayendo desde una altura de 76 &nbsp;</span></div>
					<div class="stl_01" style="top: 16.2156em; left:7.0188em;"><span class="stl_13 stl_09" style="word-spacing:0.11em;">cm. El</span><span class="stl_13 stl_09" style="word-spacing:0.11em;">&nbsp;golpeo se contabiliza en tres</span><span class="stl_13 stl_09" style="word-spacing:0.08em;">&nbsp;o</span><span class="stl_13 stl_09" style="word-spacing:0.12em;">&nbsp;cuatro</span><span class="stl_13 stl_09" style="word-spacing:0.11em;">&nbsp;tramos</span><span class="stl_13 stl_09" style="word-spacing:0.07em;">&nbsp;de</span><span class="stl_13 stl_09" style="word-spacing:0.07em;">&nbsp;15 cm</span><span class="stl_13 stl_09" style="word-spacing:0.08em;">&nbsp;de</span><span class="stl_13 stl_09" style="word-spacing:0.11em;">&nbsp;avance</span><span class="stl_13 stl_09" style="word-spacing:0.09em;">&nbsp;cada &nbsp;</span></div>
					<div class="stl_01" style="top: 17.9322em; left:7.0188em;"><span class="stl_13 stl_09" style="word-spacing:0.34em;">uno, denominándose valor N a la suma de los valores segundo y tercero &nbsp;</span></div>
					<div class="stl_01" style="top: 19.6656em; left:7.0188em;"><span class="stl_13 stl_09" style="word-spacing:0.1em;">(Fernández Muñoz, 2015). &nbsp;</span></div>
					<div class="stl_01" style="top: 22.3839em; left:7.0188em;"><span class="stl_13 stl_09" style="word-spacing:0.11em;">En el ámbito mundial,</span><span class="stl_13 stl_09" style="word-spacing:0.1em;">&nbsp;como la</span><span class="stl_13 stl_09" style="word-spacing:0.1em;">&nbsp;prueba SPT</span><span class="stl_13 stl_09" style="word-spacing:0.09em;">&nbsp;es tal</span><span class="stl_13 stl_09" style="word-spacing:0.08em;">&nbsp;vez de</span><span class="stl_13 stl_09" style="word-spacing:0.09em;">&nbsp;las</span><span class="stl_13 stl_09" style="word-spacing:0.08em;">&nbsp;más</span><span class="stl_13 stl_11" style="word-spacing:0.07em;">&nbsp;establecidas<span class="stl_09">, &nbsp;</span></span></div>
					<div class="stl_01" style="top: 24.1181em; left:7.0188em;"><span class="stl_13 stl_09" style="word-spacing:0.15em;">se utilizó durante la década de 1950 en los Estados Unidos,</span><span class="stl_13 stl_09" style="word-spacing:0.14em;">&nbsp;México y</span><span class="stl_13 stl_09" style="word-spacing:0.15em;">&nbsp;Europa &nbsp;</span></div>
					<div class="stl_01" style="top: 25.8339em; left:7.0188em;"><span class="stl_13 stl_09" style="word-spacing:0.14em;">para decidir</span><span class="stl_13 stl_09" style="word-spacing:0.08em;">&nbsp;la</span><span class="stl_13 stl_09" style="word-spacing:0.1em;">&nbsp;resistencia de los</span><span class="stl_13 stl_09" style="word-spacing:0.09em;">&nbsp;suelos, y se</span><span class="stl_13 stl_09" style="word-spacing:0.12em;">&nbsp;utilizó igualmente para decidir</span><span class="stl_13 stl_09" style="word-spacing:0.08em;">&nbsp;los &nbsp;</span></div>
					<div class="stl_01" style="top: 27.5672em; left:7.0188em;"><span class="stl_13 stl_09" style="word-spacing:0.13em;">acuíferos libres para</span><span class="stl_13 stl_09" style="word-spacing:0.09em;">&nbsp;el abastecimiento de agua potable,</span><span class="stl_13 stl_09" style="word-spacing:0.08em;">&nbsp;así como</span><span class="stl_13 stl_09" style="word-spacing:0.06em;">&nbsp;con</span><span class="stl_13 stl_09" style="word-spacing:0.1em;">&nbsp;respecto &nbsp;</span></div>
					<div class="stl_01" style="top: 29.2847em; left:7.0188em;"><span class="stl_13 stl_09" style="word-spacing:0.06em;">a la fiabilidad de este acuífero en el sistema de agua (Fernández Muñoz, 2015). &nbsp;</span></div>
					<div class="stl_01" style="top: 32.0197em; left:7.0188em;"><span class="stl_13 stl_09" style="word-spacing:0.34em;">Cuando en la perforación del sondeo se alcanza la profundidad donde se &nbsp;</span></div>
					<div class="stl_01" style="top: 33.7364em; left:7.0188em;"><span class="stl_13 stl_09" style="word-spacing:0.28em;">efectuará la prueba, sin avanzar la entubación y viendo limpio el fondo</span><span class="stl_13 stl_09" style="word-spacing:0.26em;">&nbsp;del &nbsp;</span></div>
					<div class="stl_01" style="top: 35.4531em; left:7.0188em;"><span class="stl_13 stl_09" style="word-spacing:0.15em;">sondeo, se</span><span class="stl_13 stl_09" style="word-spacing:0.15em;">&nbsp;desciende</span><span class="stl_13 stl_09" style="word-spacing:0.11em;">&nbsp;toma muestras</span><span class="stl_13 stl_09" style="word-spacing:0.1em;">&nbsp;SPT</span><span class="stl_13 stl_09" style="word-spacing:0.11em;">&nbsp;unido</span><span class="stl_13 stl_09" style="word-spacing:0.11em;">&nbsp;al varillaje</span><span class="stl_13 stl_09" style="word-spacing:0.12em;">&nbsp;hasta apoyar</span><span class="stl_13 stl_09" style="word-spacing:0.08em;">&nbsp;en</span><span class="stl_13 stl_09" style="word-spacing:0.07em;">&nbsp;el &nbsp;</span></div>
					<div class="stl_01" style="top: 37.1864em; left:7.0188em;"><span class="stl_13 stl_09" style="word-spacing:0.11em;">fondo con suavidad.</span><span class="stl_13 stl_09" style="word-spacing:0.09em;">&nbsp;Luego</span><span class="stl_13 stl_09" style="word-spacing:0.08em;">&nbsp;se eleva repetidamente la masa con una</span><span class="stl_13 stl_09" style="word-spacing:0.12em;">&nbsp;frecuencia &nbsp;</span></div>
					<div class="stl_01" style="top: 38.9031em; left:7.0188em;"><span class="stl_13 stl_11" style="word-spacing:0.11em;">constante, dejándola caer libremen<span class="stl_09">te</span></span><span class="stl_13 stl_09" style="word-spacing:0.16em;">&nbsp;sobre</span><span class="stl_13 stl_09" style="word-spacing:0.15em;">&nbsp;una sufridera colocada en la</span><span class="stl_13 stl_09" style="word-spacing:0.15em;">&nbsp;zona &nbsp;</span></div>
					<div class="stl_01" style="top: 40.6364em; left:7.0188em;"><span class="stl_13" style="word-spacing:0.04em;">superior del</span><span class="stl_13 stl_09" style="word-spacing:0.13em;">&nbsp;varillaje.</span><span class="stl_13 stl_09" style="word-spacing:0.11em;">&nbsp;Se contabiliza</span><span class="stl_13 stl_09" style="word-spacing:0.04em;">&nbsp;y</span><span class="stl_13 stl_09" style="word-spacing:0.07em;">&nbsp;se</span><span class="stl_13 stl_09" style="word-spacing:0.07em;">&nbsp;anota el</span><span class="stl_13 stl_09" style="word-spacing:0.11em;">&nbsp;número</span><span class="stl_13 stl_09" style="word-spacing:0.08em;">&nbsp;de golpes</span><span class="stl_13 stl_09" style="word-spacing:0.15em;">&nbsp;necesarios &nbsp;</span></div>
					<div class="stl_01" style="top: 42.3547em; left:7.0188em;"><span class="stl_21 stl_09" style="word-spacing:0.1em;">para hincar</span><span class="stl_21 stl_09" style="word-spacing:0.04em;">&nbsp;la</span><span class="stl_21 stl_09" style="word-spacing:0.06em;">&nbsp;cuchara los</span><span class="stl_21 stl_09" style="word-spacing:0.07em;">&nbsp;primeros 15</span><span class="stl_21 stl_09" style="word-spacing:0.11em;">&nbsp;centímetros</span><span class="stl_21 stl_09" style="word-spacing:0.05em;">&nbsp;(N0</span><span class="stl_21 stl_09" style="word-spacing:0.03em;">&nbsp;−</span><span class="stl_21 stl_09" style="word-spacing:0.06em;">&nbsp;15).</span><span class="stl_21 stl_11" style="word-spacing:0.03em;">&nbsp;Seguidament<span class="stl_09">e</span></span><span class="stl_21 stl_09" style="word-spacing:0.04em;">&nbsp;se &nbsp;</span></div>
					<div class="stl_01" style="top: 44.0881em; left:7.0188em;"><span class="stl_13 stl_09" style="word-spacing:0.1em;">realiza la</span><span class="stl_13 stl_09" style="word-spacing:0.07em;">&nbsp;prueba en</span><span class="stl_13 stl_09" style="word-spacing:0.04em;">&nbsp;sí,</span><span class="stl_13 stl_11" style="word-spacing:0.03em;">&nbsp;introduciend<span class="stl_09">o</span></span><span class="stl_13 stl_09" style="word-spacing:0.08em;">&nbsp;otros</span><span class="stl_13 stl_09" style="word-spacing:0.04em;">&nbsp;30</span><span class="stl_13" style="word-spacing:0.02em;">&nbsp;centímetros,</span><span class="stl_13 stl_09" style="word-spacing:0.1em;">&nbsp;anotando</span><span class="stl_13 stl_09" style="word-spacing:0.04em;">&nbsp;el</span><span class="stl_13 stl_09" style="word-spacing:0.09em;">&nbsp;número &nbsp;</span></div>
					<div class="stl_01" style="top: 45.8056em; left:7.0188em;"><span class="stl_13" style="word-spacing:0.26em;">de golpes requerido para la hinca en cada intervalo de 15 centímetros de &nbsp;</span></div>
					<div class="stl_01" style="top: 47.5389em; left:7.0188em;"><span class="stl_21 stl_09" style="word-spacing:0.05em;">penetración (N15 − 30 y N30 − 45) (Córdova Neumane, 2019b). &nbsp;</span></div>
					<div class="stl_01" style="top: 50.2556em; left:7.0188em;"><span class="stl_13 stl_09" style="word-spacing:0.22em;">La prueba de penetración estándar</span><span class="stl_13 stl_09" style="word-spacing:0.23em;">&nbsp;permite</span><span class="stl_13 stl_09" style="word-spacing:0.21em;">&nbsp;evaluar la resistencia al</span><span class="stl_13 stl_09" style="word-spacing:0.22em;">&nbsp;esfuerzo &nbsp;</span></div>
					<div class="stl_01" style="top: 51.9906em; left:7.0188em;"><span class="stl_13 stl_09" style="word-spacing:0.01em;">cortante de la tierra, a través de la cantidad de golpes N esperados para accionar &nbsp;</span></div>
					<div class="stl_01" style="top: 53.7072em; left:7.0188em;"><span class="stl_13 stl_11" style="word-spacing:0.1em;">el penetrómetr<span class="stl_09">o</span></span><span class="stl_13 stl_09" style="word-spacing:0.15em;">&nbsp;estándar, y a</span><span class="stl_13 stl_09" style="word-spacing:0.18em;">&nbsp;continuación se obtienen ejemplos</span><span class="stl_13" style="word-spacing:0.1em;">&nbsp;modificados, &nbsp;</span></div>
					<div class="stl_01" style="top: 55.4406em; left:7.0188em;"><span class="stl_13 stl_09" style="word-spacing:0.23em;">que se utilizan para reconocer las tierras del sitio, que permiten conocer</span><span class="stl_13 stl_09" style="word-spacing:0.22em;">&nbsp;los &nbsp;</span></div>
					<div class="stl_01" style="top: 57.1572em; left:7.0188em;"><span class="stl_13 stl_09" style="word-spacing:0.03em;">estados estratigráficos de la tierra, explotando las propiedades de archivo que se &nbsp;</span></div>
					<div class="stl_01" style="top: 58.8906em; left:7.0188em;"><span class="stl_13 stl_09" style="word-spacing:0.05em;">ensayan a las pruebas recuperadas similares, por ejemplo, el contenido de agua &nbsp;</span></div>
					<div class="stl_01" style="top: 60.6089em; left:7.0188em;"><span class="stl_13 stl_09" style="word-spacing:0.14em;">regular, los límites de</span><span class="stl_13 stl_09" style="word-spacing:0.13em;">&nbsp;consistencia y</span><span class="stl_13 stl_09" style="word-spacing:0.14em;">&nbsp;la granulometría,</span><span class="stl_13 stl_09" style="word-spacing:0.16em;">&nbsp;evaluando</span><span class="stl_13 stl_09" style="word-spacing:0.09em;">&nbsp;la</span><span class="stl_13 stl_09" style="word-spacing:0.16em;">&nbsp;resistencia &nbsp;</span></div>
					<div class="stl_01" style="top: 62.3426em; left:7.0188em;"><span class="stl_13" style="word-spacing:0.37em;">al esfuerzo cortante de cada una de las capas a través de conexiones &nbsp;</span></div>
					<div class="stl_01" style="top: 66.319em; left:42.1125em;"><span class="stl_16">4</span></div>
				</div>
			</div>
		</div>
		<div class="stl_02">
			<div class="stl_03">
				<img 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" alt="" class="stl_18" />
			</div>
			<div class="stl_view">
				<div class="stl_05 stl_06">
					<div class="stl_01" style="top: 3.0179em; left:7.2854em;"><span class="stl_19 stl_09" style="font-style:italic; word-spacing:0.02em;">Falconez-Loor et al. (2021) &nbsp;</span></div>
					<div class="stl_01" style="top: 5.8639em; left:7.0188em;"><span class="stl_13 stl_09" style="word-spacing:0.32em;">observacionales con la cantidad de golpes (Domínguez Chávez y Terrones &nbsp;</span></div>
					<div class="stl_01" style="top: 7.5972em; left:7.0188em;"><span class="stl_13 stl_11" style="word-spacing:0.01em;">Cotrina, 201<span class="stl_09">9). &nbsp;</span></span></div>
					<div class="stl_01" style="top: 10.3131em; left:7.0188em;"><span class="stl_13" style="word-spacing:0.05em;">Diferentes factores pueden</span><span class="stl_13 stl_09" style="word-spacing:0.11em;">&nbsp;llegar</span><span class="stl_13 stl_09" style="word-spacing:0.07em;">&nbsp;a</span><span class="stl_13 stl_09" style="word-spacing:0.12em;">&nbsp;afectar</span><span class="stl_13 stl_09" style="word-spacing:0.08em;">&nbsp;el</span><span class="stl_13 stl_09" style="word-spacing:0.1em;">&nbsp;valor</span><span class="stl_13 stl_09" style="word-spacing:0.11em;">&nbsp;medido</span><span class="stl_13 stl_09" style="word-spacing:0.1em;">&nbsp;de la resistencia</span><span class="stl_13 stl_09" style="word-spacing:0.07em;">&nbsp;de &nbsp;</span></div>
					<div class="stl_01" style="top: 12.0472em; left:7.0188em;"><span class="stl_21 stl_09" style="word-spacing:0.07em;">la penetración SPT. Estos factores aumentan o disminuyen los valores “N”, esto &nbsp;</span></div>
					<div class="stl_01" style="top: 13.7656em; left:7.0188em;"><span class="stl_13 stl_09" style="word-spacing:0.01em;">puede afectar a estimar los parámetros del suelo, entre estos factores está el uso &nbsp;</span></div>
					<div class="stl_01" style="top: 15.4989em; left:7.0188em;"><span class="stl_13" style="word-spacing:0.07em;">del Malacate,</span><span class="stl_13 stl_09" style="word-spacing:0.13em;">&nbsp;la presente</span><span class="stl_13 stl_09" style="word-spacing:0.14em;">&nbsp;investigación es</span><span class="stl_13 stl_09" style="word-spacing:0.11em;">&nbsp;la bondad</span><span class="stl_13 stl_09" style="word-spacing:0.12em;">&nbsp;del uso del</span><span class="stl_13 stl_09" style="word-spacing:0.14em;">&nbsp;Malacate</span><span class="stl_13 stl_09" style="word-spacing:0.09em;">&nbsp;y</span><span class="stl_13 stl_09" style="word-spacing:0.09em;">&nbsp;la &nbsp;</span></div>
					<div class="stl_01" style="top: 17.2156em; left:7.0188em;"><span class="stl_13 stl_09" style="word-spacing:0.07em;">diferencia con el sistema tradicional del SPT. &nbsp;</span></div>
					<div class="stl_01" style="top: 19.9489em; left:7.0188em;"><span class="stl_13" style="word-spacing:0.07em;">Es importante</span><span class="stl_13 stl_09" style="word-spacing:0.1em;">&nbsp;la</span><span class="stl_13 stl_09" style="word-spacing:0.16em;">&nbsp;compresión</span><span class="stl_13 stl_09" style="word-spacing:0.1em;">&nbsp;de</span><span class="stl_13 stl_09" style="word-spacing:0.13em;">&nbsp;los factores,</span><span class="stl_13 stl_09" style="word-spacing:0.12em;">&nbsp;estos son</span><span class="stl_13 stl_09" style="word-spacing:0.11em;">&nbsp;útiles para el</span><span class="stl_13 stl_09" style="word-spacing:0.17em;">&nbsp;ingeniero &nbsp;</span></div>
					<div class="stl_01" style="top: 21.6656em; left:7.0188em;"><span class="stl_13 stl_09" style="word-spacing:0.07em;">en el campo para que se hagan las correcciones correspondientes. &nbsp;</span></div>
					<div class="stl_01" style="top: 26.4514em; left:8.585em;"><span class="stl_10 stl_09" style="font-weight:bold; word-spacing:0.5em;">3. BENEFICIOS</span><span class="stl_10 stl_09" style="font-weight:bold; word-spacing:0.03em;">&nbsp;DEL</span><span class="stl_10 stl_09" style="font-weight:bold; word-spacing:0.06em;">&nbsp;ENSAYO</span><span class="stl_10 stl_09" style="font-weight:bold; word-spacing:0.04em;">&nbsp;SPT &nbsp;</span></div>
					<div class="stl_01" style="top: 28.8514em; left:7.0854em;"><span class="stl_13 stl_09" style="word-spacing:0.08em;">Se han creado varias</span><span class="stl_13 stl_09" style="word-spacing:0.08em;">&nbsp;pruebas In</span><span class="stl_13 stl_09" style="word-spacing:0.07em;">&nbsp;situ</span><span class="stl_13 stl_09" style="word-spacing:0.05em;">&nbsp;para</span><span class="stl_13 stl_09" style="word-spacing:0.1em;">&nbsp;calibrar</span><span class="stl_13 stl_09" style="word-spacing:0.06em;">&nbsp;la</span><span class="stl_13 stl_09" style="word-spacing:0.07em;">&nbsp;puesta a punto que</span><span class="stl_13 stl_09" style="word-spacing:0.07em;">&nbsp;puede &nbsp;</span></div>
					<div class="stl_01" style="top: 30.5672em; left:7.0854em;"><span class="stl_13 stl_09" style="word-spacing:0.15em;">realizarse dentro de un programa de investigación del subsuelo.</span><span class="stl_13 stl_09" style="word-spacing:0.12em;">&nbsp;Una</span><span class="stl_13 stl_09" style="word-spacing:0.1em;">&nbsp;de</span><span class="stl_13 stl_09" style="word-spacing:0.13em;">&nbsp;estas &nbsp;</span></div>
					<div class="stl_01" style="top: 32.3031em; left:7.0854em;"><span class="stl_13 stl_09" style="word-spacing:0.25em;">pruebas, la SPT-T, se considera que ofrece la mezcla más desfavorable en &nbsp;</span></div>
					<div class="stl_01" style="top: 34.0197em; left:7.0854em;"><span class="stl_13 stl_09" style="word-spacing:0.08em;">cuanto a la adecuación de los resultados, la sencillez y la ausencia de esfuerzo &nbsp;</span></div>
					<div class="stl_01" style="top: 35.7531em; left:7.0854em;"><span class="stl_13 stl_09" style="word-spacing:0.52em;">en la ejecución, así como el gasto del equipo. En cualquier caso, la &nbsp;</span></div>
					<div class="stl_01" style="top: 37.4697em; left:7.0854em;"><span class="stl_13 stl_09" style="word-spacing:0.26em;">instrumentación no ha sido creada oficialmente para su aplicación comercial &nbsp;</span></div>
					<div class="stl_01" style="top: 39.2031em; left:7.0854em;"><span class="stl_13 stl_09" style="word-spacing:0.08em;">(Argüello Romero y Calderón Goyeneche, 2014). &nbsp;</span></div>
					<div class="stl_01" style="top: 41.5889em; left:7.0854em;"><span class="stl_13 stl_11" style="word-spacing:-0.04em;">Una de las ventajas es que la presión de las fuentes realizadas no se <span class="stl_09">ve afectada &nbsp;</span></span></div>
					<div class="stl_01" style="top: 43.3222em; left:7.0854em;"><span class="stl_13 stl_09" style="word-spacing:0.06em;">por los errores en la estimación habitual de la SPT (contar el número de golpes, &nbsp;</span></div>
					<div class="stl_01" style="top: 45.0389em; left:7.0854em;"><span class="stl_13 stl_09" style="word-spacing:0.07em;">la caída</span><span class="stl_13 stl_09" style="word-spacing:0.03em;">&nbsp;del</span><span class="stl_13 stl_09" style="word-spacing:0.06em;">&nbsp;nivel,</span><span class="stl_13 stl_09" style="word-spacing:0.05em;">&nbsp;la</span><span class="stl_13 stl_09" style="word-spacing:0.05em;">&nbsp;caída</span><span class="stl_13 stl_09" style="word-spacing:0.03em;">&nbsp;del</span><span class="stl_13 stl_09" style="word-spacing:0.06em;">&nbsp;peso,</span><span class="stl_13 stl_09" style="word-spacing:0.07em;">&nbsp;el</span><span class="stl_13 stl_09" style="word-spacing:0.07em;">&nbsp;contacto del</span><span class="stl_13 stl_09" style="word-spacing:0.08em;">&nbsp;vástago,</span><span class="stl_13 stl_09" style="word-spacing:0.03em;">&nbsp;el</span><span class="stl_13 stl_09" style="word-spacing:0.03em;">&nbsp;mal</span><span class="stl_13 stl_09" style="word-spacing:0.06em;">&nbsp;estado</span><span class="stl_13 stl_09" style="word-spacing:0.04em;">&nbsp;de</span><span class="stl_13 stl_09" style="word-spacing:0.02em;">&nbsp;la &nbsp;</span></div>
					<div class="stl_01" style="top: 46.7714em; left:7.0854em;"><span class="stl_13 stl_09" style="word-spacing:0.08em;">zapata de corte,</span><span class="stl_13 stl_09" style="word-spacing:0.05em;">&nbsp;las</span><span class="stl_13 stl_09" style="word-spacing:0.09em;">&nbsp;poleas,</span><span class="stl_13 stl_09" style="word-spacing:0.05em;">&nbsp;las</span><span class="stl_13 stl_09" style="word-spacing:0.1em;">&nbsp;cuerdas,</span><span class="stl_13 stl_09" style="word-spacing:0.07em;">&nbsp;etc.). Una</span><span class="stl_13 stl_09" style="word-spacing:0.07em;">&nbsp;ventaja más</span><span class="stl_13 stl_09" style="word-spacing:0.04em;">&nbsp;de</span><span class="stl_13 stl_09" style="word-spacing:0.05em;">&nbsp;esta</span><span class="stl_13 stl_09" style="word-spacing:0.08em;">&nbsp;técnica &nbsp;</span></div>
					<div class="stl_01" style="top: 48.4881em; left:7.0854em;"><span class="stl_13 stl_09" style="word-spacing:0.06em;">es la</span><span class="stl_13 stl_09" style="word-spacing:0.08em;">&nbsp;posibilidad de obtener</span><span class="stl_13 stl_09" style="word-spacing:0.04em;">&nbsp;un</span><span class="stl_13 stl_09" style="word-spacing:0.06em;">&nbsp;valor</span><span class="stl_13 stl_09" style="word-spacing:0.07em;">&nbsp;más</span><span class="stl_13 stl_09" style="word-spacing:0.07em;">&nbsp;fiable</span><span class="stl_13 stl_09" style="word-spacing:0.06em;">&nbsp;de la tensión lateral a través</span><span class="stl_13 stl_09" style="word-spacing:0.05em;">&nbsp;del &nbsp;</span></div>
					<div class="stl_01" style="top: 50.2214em; left:7.0854em;"><span class="stl_13 stl_09" style="word-spacing:0.03em;">SPT y por un pequeño gasto adicional. Otra estimación que se puede obtener es &nbsp;</span></div>
					<div class="stl_01" style="top: 51.9406em; left:7.0854em;"><span class="stl_13" style="word-spacing:0.05em;">la fuerza persistente,</span><span class="stl_13 stl_09" style="word-spacing:0.09em;">&nbsp;que</span><span class="stl_13 stl_09" style="word-spacing:0.13em;">&nbsp;consiste</span><span class="stl_13 stl_09" style="word-spacing:0.11em;">&nbsp;en seguir</span><span class="stl_13 stl_09" style="word-spacing:0.12em;">&nbsp;girando</span><span class="stl_13 stl_09" style="word-spacing:0.12em;">&nbsp;el muestreador</span><span class="stl_13 stl_09" style="word-spacing:0.1em;">&nbsp;hasta</span><span class="stl_13 stl_09" style="word-spacing:0.09em;">&nbsp;que &nbsp;</span></div>
					<div class="stl_01" style="top: 53.6739em; left:7.0854em;"><span class="stl_13 stl_11" style="word-spacing:-0.05em;">la lectura se mantenga constante, tras lo cual se realiza una estima<span class="stl_09">ción posterior. &nbsp;</span></span></div>
					<div class="stl_01" style="top: 55.3906em; left:7.0854em;"><span class="stl_13 stl_09" style="word-spacing:0.13em;">La normalización de la prueba SPT-T</span><span class="stl_13 stl_09" style="word-spacing:0.1em;">&nbsp;es de</span><span class="stl_13 stl_09" style="word-spacing:0.13em;">&nbsp;crucial importancia para tener</span><span class="stl_13 stl_09" style="word-spacing:0.1em;">&nbsp;una &nbsp;</span></div>
					<div class="stl_01" style="top: 57.1239em; left:7.0854em;"><span class="stl_13 stl_09" style="word-spacing:0.24em;">comprensión exhaustiva de las variables comprometidas con la prueba SPT, &nbsp;</span></div>
					<div class="stl_01" style="top: 58.8406em; left:7.0854em;"><span class="stl_13 stl_09" style="word-spacing:0.43em;">actualmente concentrada por algunos creadores. Fundamentalmente en la &nbsp;</span></div>
					<div class="stl_01" style="top: 60.5597em; left:7.0854em;"><span class="stl_13 stl_09" style="word-spacing:0.09em;">práctica genuina hay</span><span class="stl_13 stl_09" style="word-spacing:0.07em;">&nbsp;dos corrientes de</span><span class="stl_13 stl_09" style="word-spacing:0.06em;">&nbsp;aplicación para el SPT</span><span class="stl_13 stl_09" style="word-spacing:0.06em;">&nbsp;-</span><span class="stl_13 stl_09" style="word-spacing:0.02em;">&nbsp;T:</span><span class="stl_13 stl_09" style="word-spacing:0.03em;">&nbsp;la</span><span class="stl_13 stl_09" style="word-spacing:0.07em;">&nbsp;primera</span><span class="stl_13 stl_09" style="word-spacing:0.04em;">&nbsp;es &nbsp;</span></div>
					<div class="stl_01" style="top: 62.2926em; left:7.0854em;"><span class="stl_13 stl_09" style="word-spacing:0.07em;">la investigación del T/N para obtener los límites geotécnicos y fijar la estimación &nbsp;</span></div>
					<div class="stl_01" style="top: 66.319em; left:42.1125em;"><span class="stl_16">5</span></div>
				</div>
			</div>
		</div>
		<div class="stl_02">
			<div class="stl_03">
				<img 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alt="" class="stl_20" />
			</div>
			<div class="stl_view">
				<div class="stl_05 stl_06">
					<div class="stl_01" style="top: 2.9132em; left:7.0854em;"><span class="stl_07" style="word-spacing:0.47em;">Revista Científica de Educación Superior y Gobernanza Interuniversitaria Aula 24. &nbsp;</span></div>
					<div class="stl_01" style="top: 3.6798em; left:7.0854em;"><span class="stl_07" style="word-spacing:-0.02em;">Vol. 2, Núm. 3 (ene - jun 2021). ISSN: 2953-660X &nbsp;</span></div>
					<div class="stl_01" style="top: 4.5823em; left:7.0854em;"><span class="stl_08 stl_09" style="font-style:italic; word-spacing:0.03em;">Capacidad portante del suelo con y sin uso del malacate en el ensayo SPT. &nbsp;</span></div>
					<div class="stl_01" style="top: 6.5806em; left:7.0854em;"><span class="stl_13 stl_09" style="word-spacing:0.15em;">del SPT N y</span><span class="stl_13 stl_09" style="word-spacing:0.16em;">&nbsp;la siguiente alude a adquirir</span><span class="stl_13 stl_09" style="word-spacing:0.16em;">&nbsp;la retícula paralela de los</span><span class="stl_13 stl_09" style="word-spacing:0.18em;">&nbsp;montones &nbsp;</span></div>
					<div class="stl_01" style="top: 8.3131em; left:7.0854em;"><span class="stl_13 stl_09" style="word-spacing:0.15em;">obteniendo el contacto de unión del</span><span class="stl_13" style="word-spacing:0.1em;">&nbsp;muestreador</span><span class="stl_13 stl_09" style="word-spacing:0.15em;">&nbsp;de tierra (Argüello Romero</span><span class="stl_13 stl_09" style="word-spacing:0.09em;">&nbsp;y &nbsp;</span></div>
					<div class="stl_01" style="top: 10.0297em; left:7.0854em;"><span class="stl_13 stl_11" style="word-spacing:0.01em;">Calderón Goyeneche, 201<span class="stl_09">4). &nbsp;</span></span></div>
					<div class="stl_01" style="top: 14.0989em; left:8.585em;"><span class="stl_10 stl_11" style="font-weight:bold; word-spacing:0.4em;">4. IMPORTANCI<span class="stl_09">A</span></span><span class="stl_10 stl_09" style="font-weight:bold; word-spacing:-0.01em;">&nbsp;DE</span><span class="stl_10 stl_09" style="font-weight:bold; word-spacing:0.06em;">&nbsp;DETERMINAR</span><span class="stl_10 stl_09" style="font-weight:bold; word-spacing:-0.01em;">&nbsp;LA</span><span class="stl_10 stl_09" style="font-weight:bold; word-spacing:0.05em;">&nbsp;CAPACIDAD</span><span class="stl_10 stl_09" style="font-weight:bold; word-spacing:0.04em;">&nbsp;PORTANTE</span><span class="stl_10 stl_09" style="font-weight:bold; word-spacing:-0.02em;">&nbsp;DE</span><span class="stl_10 stl_09" style="font-weight:bold; word-spacing:-0.02em;">&nbsp;UN &nbsp;</span></div>
					<div class="stl_01" style="top: 15.8156em; left:10.0875em;"><span class="stl_10 stl_11" style="font-weight:bold; word-spacing:0em;">SUELO PARA CONSTRUCCIÓ<span class="stl_09">N &nbsp;</span></span></div>
					<div class="stl_01" style="top: 18.2156em; left:7.0854em;"><span class="stl_21 stl_09" style="word-spacing:0.15em;">“La mecánica de suelos es la rama de la ciencia que estudia las propiedades &nbsp;</span></div>
					<div class="stl_01" style="top: 19.9322em; left:7.0854em;"><span class="stl_13 stl_09" style="word-spacing:0.26em;">físicas de los suelos y</span><span class="stl_13 stl_09" style="word-spacing:0.24em;">&nbsp;el</span><span class="stl_13 stl_09" style="word-spacing:0.27em;">&nbsp;comportamiento de las masas de suelo sujetas</span><span class="stl_13 stl_09" style="word-spacing:0.21em;">&nbsp;a &nbsp;</span></div>
					<div class="stl_01" style="top: 21.6656em; left:7.0854em;"><span class="stl_21 stl_09" style="word-spacing:0.07em;">distintos tipos de fuerzas” </span><span class="stl_13 stl_09" style="word-spacing:0.08em;">(Campos y Guardia, 2005). &nbsp;</span></div>
					<div class="stl_01" style="top: 24.0506em; left:7.0854em;"><span class="stl_13 stl_09" style="word-spacing:0.14em;">En el área de estudio se ve casos</span><span class="stl_13 stl_09" style="word-spacing:0.14em;">&nbsp;de la ejecución de</span><span class="stl_13 stl_09" style="word-spacing:0.2em;">&nbsp;diferentes proyectos</span><span class="stl_13 stl_09" style="word-spacing:0.13em;">&nbsp;de &nbsp;</span></div>
					<div class="stl_01" style="top: 25.7847em; left:7.0854em;"><span class="stl_13 stl_11" style="word-spacing:-0.04em;">ingeniería, sobre todo, obras de edificación como son las viviendas de<span class="stl_09">&nbsp;una o más &nbsp;</span></span></div>
					<div class="stl_01" style="top: 27.5014em; left:7.0854em;"><span class="stl_13" style="word-spacing:-0.05em;">pisos, sin tener en consideración el tipo de suelo en la que está o se va a edificar; &nbsp;</span></div>
					<div class="stl_01" style="top: 29.2347em; left:7.0854em;"><span class="stl_13 stl_09" style="word-spacing:0.24em;">es por ello, que al transcurrir del tiempo, dicho suelo tiende a fallar o</span><span class="stl_13 stl_09" style="word-spacing:0.25em;">&nbsp;sufrir &nbsp;</span></div>
					<div class="stl_01" style="top: 30.9514em; left:7.0854em;"><span class="stl_13 stl_09" style="word-spacing:0.06em;">cambios en sus propiedades físico </span><span class="stl_21 stl_09" style="word-spacing:0.01em;">– </span><span class="stl_13 stl_09" style="word-spacing:0.06em;">mecánicas, ya sea por la propia naturaleza &nbsp;</span></div>
					<div class="stl_01" style="top: 32.6864em; left:7.0854em;"><span class="stl_13 stl_09" style="word-spacing:0.07em;">o por la acción de las diferentes cargas que ejerce la estructura hacia el terreno &nbsp;</span></div>
					<div class="stl_01" style="top: 34.4031em; left:7.0854em;"><span class="stl_13 stl_09" style="word-spacing:0.09em;">de fundación (Velayarce Gonzáles, 2018). &nbsp;</span></div>
					<div class="stl_01" style="top: 36.8031em; left:7.0854em;"><span class="stl_13 stl_09" style="word-spacing:0.09em;">Entre los</span><span class="stl_13 stl_09" style="word-spacing:0.11em;">&nbsp;grandes accidentes</span><span class="stl_13 stl_09" style="word-spacing:0.12em;">&nbsp;ocurridos</span><span class="stl_13 stl_09" style="word-spacing:0.04em;">&nbsp;en</span><span class="stl_13 stl_09" style="word-spacing:0.06em;">&nbsp;casi todos</span><span class="stl_13 stl_09" style="word-spacing:0.06em;">&nbsp;los países a</span><span class="stl_13 stl_09" style="word-spacing:0.08em;">&nbsp;nivel</span><span class="stl_13 stl_09" style="word-spacing:0.08em;">&nbsp;mundial &nbsp;</span></div>
					<div class="stl_01" style="top: 38.5197em; left:7.0854em;"><span class="stl_13 stl_09" style="word-spacing:0.41em;">como ejemplos históricos son los de Panamá, Estados Unidos, Suecia y &nbsp;</span></div>
					<div class="stl_01" style="top: 40.2531em; left:7.0854em;"><span class="stl_13 stl_09" style="word-spacing:0.28em;">Alemania (Braja, 2011; Braja, M. D., &amp; González, 2015). En Panamá</span><span class="stl_13 stl_09" style="word-spacing:0.27em;">&nbsp;en</span><span class="stl_13 stl_09" style="word-spacing:0.24em;">&nbsp;la &nbsp;</span></div>
					<div class="stl_01" style="top: 41.9722em; left:7.0854em;"><span class="stl_13" style="word-spacing:0.05em;">construcción de su canal hubo muchos</span><span class="stl_13" style="word-spacing:0.06em;">&nbsp;deslizamientos</span><span class="stl_13" style="word-spacing:0.07em;">&nbsp;de</span><span class="stl_13" style="word-spacing:0.05em;">&nbsp;tierra,</span><span class="stl_13" style="word-spacing:0.06em;">&nbsp;destacándose &nbsp;</span></div>
					<div class="stl_01" style="top: 43.7056em; left:7.0854em;"><span class="stl_13 stl_09" style="word-spacing:0.23em;">los célebres deslizamientos de cucaracha y culebra y en Estados Unidos, la &nbsp;</span></div>
					<div class="stl_01" style="top: 45.4214em; left:7.0854em;"><span class="stl_13 stl_09" style="word-spacing:0.02em;">ruptura de muros de tierra y en los sucesivos asentamientos de grandes edificios &nbsp;</span></div>
					<div class="stl_01" style="top: 47.1547em; left:7.0854em;"><span class="stl_13 stl_11" style="word-spacing:0.12em;">preocupando <span class="stl_09">a</span></span><span class="stl_13 stl_09" style="word-spacing:0.15em;">&nbsp;la América Society of</span><span class="stl_13 stl_09" style="word-spacing:0.17em;">&nbsp;Civil</span><span class="stl_13 stl_09" style="word-spacing:0.18em;">&nbsp;Engineers</span><span class="stl_13 stl_09" style="word-spacing:0.15em;">&nbsp;que lo</span><span class="stl_13 stl_09" style="word-spacing:0.15em;">&nbsp;resolvió en</span><span class="stl_13 stl_09" style="word-spacing:0.14em;">&nbsp;1913. &nbsp;</span></div>
					<div class="stl_01" style="top: 48.8722em; left:7.0854em;"><span class="stl_13 stl_09" style="word-spacing:0.27em;">Una de las conclusiones de estos trabajos se refería a las necesidades</span><span class="stl_13 stl_09" style="word-spacing:0.26em;">&nbsp;de &nbsp;</span></div>
					<div class="stl_01" style="top: 50.6072em; left:7.0854em;"><span class="stl_13 stl_09" style="word-spacing:0.27em;">estudiar las propiedades de los suelos, estableciendo aun su clasificación y &nbsp;</span></div>
					<div class="stl_01" style="top: 52.3239em; left:7.0854em;"><span class="stl_13 stl_09" style="word-spacing:0.38em;">dando énfasis a la importancia de las partículas coloidales de los suelos &nbsp;</span></div>
					<div class="stl_01" style="top: 54.0572em; left:7.0854em;"><span class="stl_13 stl_09" style="word-spacing:0.1em;">(Fernández Muñoz, 2015). &nbsp;</span></div>
					<div class="stl_01" style="top: 56.4406em; left:7.0854em;"><span class="stl_13 stl_09" style="word-spacing:0.32em;">El análisis de la capacidad de carga representa un paso importante en la &nbsp;</span></div>
					<div class="stl_01" style="top: 58.1739em; left:7.0854em;"><span class="stl_13" style="word-spacing:0.05em;">evaluación de la estabilidad y</span><span class="stl_13" style="word-spacing:0.06em;">&nbsp;economía</span><span class="stl_13" style="word-spacing:0.05em;">&nbsp;de las</span><span class="stl_13" style="word-spacing:0.06em;">&nbsp;cimentaciones</span><span class="stl_13" style="word-spacing:0.07em;">&nbsp;superficiales,</span><span class="stl_13" style="word-spacing:0.06em;">&nbsp;en &nbsp;</span></div>
					<div class="stl_01" style="top: 59.8931em; left:7.0854em;"><span class="stl_13 stl_09" style="word-spacing:0.11em;">unión con el análisis</span><span class="stl_13 stl_09" style="word-spacing:0.07em;">&nbsp;de</span><span class="stl_13 stl_11" style="word-spacing:0.05em;">&nbsp;asentamientos<span class="stl_09">,</span></span><span class="stl_13 stl_09" style="word-spacing:0.09em;">&nbsp;que</span><span class="stl_13 stl_09" style="word-spacing:0.1em;">&nbsp;se realiza para asegurarse de</span><span class="stl_13 stl_09" style="word-spacing:0.09em;">&nbsp;que &nbsp;</span></div>
					<div class="stl_01" style="top: 61.626em; left:7.0854em;"><span class="stl_13 stl_09" style="word-spacing:0.11em;">las cimentaciones se</span><span class="stl_13 stl_09" style="word-spacing:0.09em;">&nbsp;comporten en forma satisfactoria,</span><span class="stl_13 stl_09" style="word-spacing:0.07em;">&nbsp;desde</span><span class="stl_13 stl_09" style="word-spacing:0.05em;">&nbsp;un punto de</span><span class="stl_13 stl_09" style="word-spacing:0.06em;">&nbsp;vista &nbsp;</span></div>
					<div class="stl_01" style="top: 66.319em; left:42.1125em;"><span class="stl_16">6</span></div>
				</div>
			</div>
		</div>
		<div class="stl_02">
			<div class="stl_03">
				<img 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" alt="" class="stl_18" />
			</div>
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				<div class="stl_05 stl_06">
					<div class="stl_01" style="top: 3.0179em; left:7.2854em;"><span class="stl_19 stl_09" style="font-style:italic; word-spacing:0.02em;">Falconez-Loor et al. (2021) &nbsp;</span></div>
					<div class="stl_01" style="top: 5.8639em; left:7.0854em;"><span class="stl_13 stl_09" style="word-spacing:0.16em;">estructural y utilitario, el cálculo de la</span><span class="stl_13 stl_09" style="word-spacing:0.2em;">&nbsp;capacidad</span><span class="stl_13 stl_09" style="word-spacing:0.15em;">&nbsp;de carga constituye el</span><span class="stl_13 stl_09" style="word-spacing:0.15em;">&nbsp;marco &nbsp;</span></div>
					<div class="stl_01" style="top: 7.5972em; left:7.0854em;"><span class="stl_13 stl_09" style="word-spacing:0.07em;">básico del diseño (Cifuentes Rueda y Malagón Torres). &nbsp;</span></div>
					<div class="stl_01" style="top: 9.9797em; left:7.0854em;"><span class="stl_13 stl_09" style="word-spacing:0.16em;">Es así, que,</span><span class="stl_13 stl_09" style="word-spacing:0.14em;">&nbsp;en</span><span class="stl_13 stl_09" style="word-spacing:0.16em;">&nbsp;todo proyecto de cimentación,</span><span class="stl_13 stl_09" style="word-spacing:0.15em;">&nbsp;el paso más importante es,</span><span class="stl_13 stl_09" style="word-spacing:0.15em;">&nbsp;sin &nbsp;</span></div>
					<div class="stl_01" style="top: 11.7139em; left:7.0854em;"><span class="stl_13 stl_09" style="word-spacing:0.32em;">duda, determinar la máxima carga que se puede aplicar al suelo, sin que &nbsp;</span></div>
					<div class="stl_01" style="top: 13.4322em; left:7.0854em;"><span class="stl_13 stl_09" style="word-spacing:0.35em;">produzca la rotura del suelo o asentamiento excesivo (Córdova Neumane, &nbsp;</span></div>
					<div class="stl_01" style="top: 15.1656em; left:7.0854em;"><span class="stl_13 stl_11">2019b)<span class="stl_09">. &nbsp;</span></span></div>
					<div class="stl_01" style="top: 20.5156em; left:8.585em;"><span class="stl_10 stl_11" style="font-weight:bold; word-spacing:0.4em;">5. CONCLUSIONE<span class="stl_09">S &nbsp;</span></span></div>
					<div class="stl_01" style="top: 23.2506em; left:7.0854em;"><span class="stl_13 stl_09" style="word-spacing:0.27em;">Actualmente, existen diferentes estudios para poder determinar la</span><span class="stl_13 stl_09" style="word-spacing:0.26em;">&nbsp;capacidad &nbsp;</span></div>
					<div class="stl_01" style="top: 24.9847em; left:7.0854em;"><span class="stl_13 stl_09" style="word-spacing:0.1em;">portante del suelo</span><span class="stl_13 stl_09" style="word-spacing:0.05em;">&nbsp;de</span><span class="stl_13 stl_09" style="word-spacing:0.06em;">&nbsp;un terreno para</span><span class="stl_13 stl_09" style="word-spacing:0.06em;">&nbsp;una</span><span class="stl_13" style="word-spacing:0.02em;">&nbsp;construcción,</span><span class="stl_13 stl_09" style="word-spacing:0.06em;">&nbsp;sin</span><span class="stl_13 stl_09" style="word-spacing:0.09em;">&nbsp;embargo,</span><span class="stl_13 stl_09" style="word-spacing:0.05em;">&nbsp;el</span><span class="stl_13 stl_09" style="word-spacing:0.08em;">&nbsp;ensayo &nbsp;</span></div>
					<div class="stl_01" style="top: 26.7181em; left:7.0854em;"><span class="stl_13 stl_11" style="word-spacing:0.05em;">de penetración estánda<span class="stl_09">r</span></span><span class="stl_13 stl_09" style="word-spacing:0.09em;">&nbsp;es</span><span class="stl_13 stl_09" style="word-spacing:0.07em;">&nbsp;un</span><span class="stl_13 stl_09" style="word-spacing:0.1em;">&nbsp;método clásico y</span><span class="stl_13 stl_09" style="word-spacing:0.13em;">&nbsp;efectivo</span><span class="stl_13 stl_09" style="word-spacing:0.08em;">&nbsp;para la</span><span class="stl_13" style="word-spacing:0.07em;">&nbsp;determinación &nbsp;</span></div>
					<div class="stl_01" style="top: 28.4681em; left:7.0854em;"><span class="stl_13 stl_09" style="word-spacing:0.07em;">de estos datos indispensables para la edificación en un terreno cualquiera. &nbsp;</span></div>
					<div class="stl_01" style="top: 31.2006em; left:7.0854em;"><span class="stl_13 stl_09" style="word-spacing:0.05em;">El uso del malacate es fundamental para el ensayo ensayos SPT, por cuanto se &nbsp;</span></div>
					<div class="stl_01" style="top: 32.9364em; left:7.0854em;"><span class="stl_13" style="word-spacing:0.07em;">puede obtener</span><span class="stl_13 stl_09" style="word-spacing:0.14em;">&nbsp;datos</span><span class="stl_13 stl_09" style="word-spacing:0.11em;">&nbsp;de número de golpes</span><span class="stl_13 stl_09" style="word-spacing:0.13em;">&nbsp;con mayor precisión respecto a</span><span class="stl_13 stl_09" style="word-spacing:0.11em;">&nbsp;los &nbsp;</span></div>
					<div class="stl_01" style="top: 34.6864em; left:7.0854em;"><span class="stl_13 stl_09" style="word-spacing:0.05em;">ensayos sin malacate pero es importante que previo al ensayo el equipo cumpla &nbsp;</span></div>
					<div class="stl_01" style="top: 36.4197em; left:7.0854em;"><span class="stl_13 stl_09" style="word-spacing:0.3em;">con la norma para este ensayo tanto con las especificaciones como en la &nbsp;</span></div>
					<div class="stl_01" style="top: 38.1697em; left:7.0854em;"><span class="stl_13 stl_09" style="word-spacing:0.08em;">manipulación del operador que debe tener la respectiva experiencia. &nbsp;</span></div>
					<div class="stl_01" style="top: 40.9031em; left:7.0854em;"><span class="stl_13 stl_11" style="word-spacing:0.09em;">Es necesario realizar investigacion<span class="stl_09">es</span></span><span class="stl_13 stl_09" style="word-spacing:0.11em;">&nbsp;y</span><span class="stl_13 stl_09" style="word-spacing:0.14em;">&nbsp;estudios de suelos con los</span><span class="stl_13" style="word-spacing:0.09em;">&nbsp;respectivos &nbsp;</span></div>
					<div class="stl_01" style="top: 42.6389em; left:7.0854em;"><span class="stl_13 stl_09" style="word-spacing:0.5em;">ensayos SPT, en todos los terrenos y propiedades pertenecientes a la &nbsp;</span></div>
					<div class="stl_01" style="top: 44.3889em; left:7.0854em;"><span class="stl_13 stl_11" style="word-spacing:0.03em;">Universidad, c<span class="stl_09">on</span></span><span class="stl_13 stl_09" style="word-spacing:0.07em;">&nbsp;la finalidad de conocer</span><span class="stl_13 stl_09" style="word-spacing:0.07em;">&nbsp;y documentar la</span><span class="stl_13 stl_09" style="word-spacing:0.09em;">&nbsp;capacidad portante</span><span class="stl_13 stl_09" style="word-spacing:0.04em;">&nbsp;de &nbsp;</span></div>
					<div class="stl_01" style="top: 46.1222em; left:7.0854em;"><span class="stl_13 stl_09" style="word-spacing:0.05em;">los suelos, de tal manera que se pueda proyectar de manera se puedan realizar &nbsp;</span></div>
					<div class="stl_01" style="top: 47.8547em; left:7.0854em;"><span class="stl_13 stl_09" style="word-spacing:0.52em;">futuras proyectos de construcción de acuerdo a las necesidades de la &nbsp;</span></div>
					<div class="stl_01" style="top: 49.6047em; left:7.0854em;"><span class="stl_13 stl_11">universidad<span class="stl_09">. &nbsp;</span></span></div>
					<div class="stl_01" style="top: 53.4906em; left:7.0854em;"><span class="stl_10 stl_11" style="font-weight:bold; word-spacing:0.01em;">REFERENCIAS BIBLIOGRÁFIC<span class="stl_09">AS &nbsp;</span></span></div>
					<div class="stl_01" style="top: 56.2072em; left:7.0188em;"><span class="stl_13 stl_11" style="word-spacing:0.09em;">Argüello Romer<span class="stl_09">o,</span></span><span class="stl_13 stl_09" style="word-spacing:0.13em;">&nbsp;D. M., &amp; Calderón</span><span class="stl_13 stl_09" style="word-spacing:0.15em;">&nbsp;Goyeneche, L. A. (2014). Estado</span><span class="stl_13 stl_09" style="word-spacing:0.11em;">&nbsp;del</span><span class="stl_13 stl_09" style="word-spacing:0.14em;">&nbsp;arte &nbsp;</span></div>
					<div class="stl_01" style="top: 57.5406em; left:10.0375em;"><span class="stl_13 stl_09" style="word-spacing:0.46em;">del uso del ensayo SPT-T y las correlaciones obtenidas para los &nbsp;</span></div>
					<div class="stl_01" style="top: 58.8572em; left:10.0375em;"><span class="stl_13" style="word-spacing:0em;">parámetros del modelo Mohr-Coulomb. &nbsp;</span></div>
					<div class="stl_01" style="top: 60.8422em; left:7.0188em;"><span class="stl_13 stl_09" style="word-spacing:0.06em;">Bolatti, A. G. (2019). Ensayo de penetración SPT y DP: teoría e implementación &nbsp;</span></div>
					<div class="stl_01" style="top: 62.176em; left:10.0375em;"><span class="stl_13 stl_09" style="word-spacing:0.33em;">en la práctica profesional [Tesis de grado, Universidad de Córdoba]. &nbsp;</span></div>
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				<img 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" alt="" class="stl_20" />
			</div>
			<div class="stl_view">
				<div class="stl_05 stl_06">
					<div class="stl_01" style="top: 2.9132em; left:7.0854em;"><span class="stl_07" style="word-spacing:0.47em;">Revista Científica de Educación Superior y Gobernanza Interuniversitaria Aula 24. &nbsp;</span></div>
					<div class="stl_01" style="top: 3.6798em; left:7.0854em;"><span class="stl_07" style="word-spacing:-0.02em;">Vol. 2, Núm. 3 (ene - jun 2021). ISSN: 2953-660X &nbsp;</span></div>
					<div class="stl_01" style="top: 4.5823em; left:7.0854em;"><span class="stl_08 stl_09" style="font-style:italic; word-spacing:0.03em;">Capacidad portante del suelo con y sin uso del malacate en el ensayo SPT. &nbsp;</span></div>
					<div class="stl_01" style="top: 6.5806em; left:10.0375em;"><span class="stl_13 stl_11">Córdoba<span class="stl_09">, &nbsp;</span></span></div>
					<div class="stl_01" style="top: 6.5806em; left:38.8595em;"><span class="stl_13 stl_11">Españ<span class="stl_09">a. &nbsp;</span></span></div>
					<div class="stl_01" style="top: 7.8964em; left:10.0375em;"><span class="stl_13 stl_11">https://rdu.unc.edu.ar/bitstream/handle/11086/24906/Informe%20T<span class="stl_09">%c3% &nbsp;</span></span></div>
					<div class="stl_01" style="top: 9.2297em; left:10.0375em;"><span class="stl_13 stl_11">a9cnico%20PS%2c%20Alejandro%20Gustavo%20Bolatti.pdf?seque<span class="stl_09">nce &nbsp;</span></span></div>
					<div class="stl_01" style="top: 10.5472em; left:10.0375em;"><span class="stl_13">=</span></div>
					<div class="stl_01" style="top: 10.5472em; left:10.6215em;"><span class="stl_13 stl_11">1&amp;isAllowed=<span class="stl_09">y &nbsp;</span></span></div>
					<div class="stl_01" style="top: 12.5297em; left:7.0188em;"><span class="stl_13 stl_09" style="word-spacing:0.07em;">Braja, D. (2011). Fundamentos de Ingeniería de Cimentaciones séptima edición. &nbsp;</span></div>
					<div class="stl_01" style="top: 13.8656em; left:10.0375em;"><span class="stl_13 stl_09" style="word-spacing:0.09em;">In: Cengage Learning. &nbsp;</span></div>
					<div class="stl_01" style="top: 15.8489em; left:7.0188em;"><span class="stl_13 stl_09" style="word-spacing:0.46em;">Braja, M. D., &amp; González, S. R. C. (2015).</span><span class="stl_13 stl_09" style="word-spacing:0.49em;">&nbsp;Fundamentos de</span><span class="stl_13 stl_09" style="word-spacing:0.51em;">&nbsp;ingeniería &nbsp;</span></div>
					<div class="stl_01" style="top: 17.1822em; left:10.0375em;"><span class="stl_13 stl_11" style="word-spacing:0.01em;">geotécnica. Cengage Learn<span class="stl_09">ing. &nbsp;</span></span></div>
					<div class="stl_01" style="top: 19.1656em; left:7.0188em;"><span class="stl_13 stl_09" style="word-spacing:0.08em;">Calavera, J. (2000). Cálculo de estructuras de cimentación. Intemac Madrid. &nbsp;</span></div>
					<div class="stl_01" style="top: 21.1489em; left:7.0188em;"><span class="stl_13 stl_09" style="word-spacing:0.43em;">Campos, J., &amp; Guardia, G. (2005). Apoyo didáctico al aprendizaje de la &nbsp;</span></div>
					<div class="stl_01" style="top: 22.4847em; left:10.0375em;"><span class="stl_13 stl_09" style="word-spacing:0.28em;">asignatura Mecánica de suelos</span><span class="stl_13 stl_09" style="word-spacing:0.24em;">&nbsp;I CIV 219. Universidad Mayor de</span><span class="stl_13 stl_09" style="word-spacing:0.22em;">&nbsp;San &nbsp;</span></div>
					<div class="stl_01" style="top: 23.8006em; left:10.0375em;"><span class="stl_13 stl_11" style="word-spacing:0.01em;">Simón, Boliv<span class="stl_09">ia. &nbsp;</span></span></div>
					<div class="stl_01" style="top: 25.7847em; left:7.0188em;"><span class="stl_13 stl_11" style="word-spacing:0.09em;">Córdova Neuma<span class="stl_09">ne,</span></span><span class="stl_13 stl_09" style="word-spacing:0.14em;">&nbsp;A. E. (2019a). Análisis de</span><span class="stl_13 stl_09" style="word-spacing:0.13em;">&nbsp;la capacidad portante del</span><span class="stl_13 stl_09" style="word-spacing:0.13em;">&nbsp;suelo, &nbsp;</span></div>
					<div class="stl_01" style="top: 27.1181em; left:10.0375em;"><span class="stl_13 stl_09" style="word-spacing:0.42em;">mediante los ensayos de campo CPT</span><span class="stl_21" style="word-spacing:0.36em;">–</span><span class="stl_13 stl_09" style="word-spacing:0.4em;">DPSH SPT y PDA, para la &nbsp;</span></div>
					<div class="stl_01" style="top: 28.4347em; left:10.0375em;"><span class="stl_13 stl_09" style="word-spacing:0.18em;">cimentación mediante el uso de</span><span class="stl_13 stl_09" style="word-spacing:0.21em;">&nbsp;pilotes metálicos hueco, trabajando</span><span class="stl_13 stl_09" style="word-spacing:0.14em;">&nbsp;de &nbsp;</span></div>
					<div class="stl_01" style="top: 29.7514em; left:10.0375em;"><span class="stl_13 stl_09" style="word-spacing:0.03em;">punta y fricción, de una maquina impresora a instalarse en los terrenos de &nbsp;</span></div>
					<div class="stl_01" style="top: 31.0839em; left:10.0375em;"><span class="stl_13" style="word-spacing:0.1em;">la planta Industrial PRAMERCI</span><span class="stl_13" style="word-spacing:0.11em;">&nbsp;SA de</span><span class="stl_13" style="word-spacing:0.1em;">&nbsp;la</span><span class="stl_13" style="word-spacing:0.12em;">&nbsp;empresa</span><span class="stl_13" style="word-spacing:0.1em;">&nbsp;GRUPASA [Tesis</span><span class="stl_13" style="word-spacing:0.12em;">&nbsp;de &nbsp;</span></div>
					<div class="stl_01" style="top: 32.4031em; left:10.0375em;"><span class="stl_13 stl_09" style="word-spacing:0.09em;">Maestría]. Sistema de Posgrado. &nbsp;</span></div>
					<div class="stl_01" style="top: 34.3864em; left:7.0188em;"><span class="stl_13 stl_11" style="word-spacing:0.09em;">Córdova Neuma<span class="stl_09">ne,</span></span><span class="stl_13 stl_09" style="word-spacing:0.14em;">&nbsp;A. E. (2019b). Análisis de</span><span class="stl_13 stl_09" style="word-spacing:0.13em;">&nbsp;la capacidad portante del</span><span class="stl_13 stl_09" style="word-spacing:0.13em;">&nbsp;suelo, &nbsp;</span></div>
					<div class="stl_01" style="top: 35.7197em; left:10.0375em;"><span class="stl_13 stl_09" style="word-spacing:0.42em;">mediante los ensayos de campo CPT</span><span class="stl_21" style="word-spacing:0.36em;">–</span><span class="stl_13 stl_09" style="word-spacing:0.4em;">DPSH SPT y PDA, para la &nbsp;</span></div>
					<div class="stl_01" style="top: 37.0364em; left:10.0375em;"><span class="stl_13 stl_09" style="word-spacing:0.18em;">cimentación mediante el uso de</span><span class="stl_13 stl_09" style="word-spacing:0.21em;">&nbsp;pilotes metálicos hueco, trabajando</span><span class="stl_13 stl_09" style="word-spacing:0.14em;">&nbsp;de &nbsp;</span></div>
					<div class="stl_01" style="top: 38.3531em; left:10.0375em;"><span class="stl_13 stl_09" style="word-spacing:0.03em;">punta y fricción, de una maquina impresora a instalarse en los terrenos de &nbsp;</span></div>
					<div class="stl_01" style="top: 39.6864em; left:10.0375em;"><span class="stl_13 stl_09" style="word-spacing:0.06em;">la planta Industrial PRAMERCI SA de la empresa GRUPASA. &nbsp;</span></div>
					<div class="stl_01" style="top: 41.6722em; left:7.0188em;"><span class="stl_13 stl_09" style="word-spacing:0.1em;">Domínguez Chávez, F. J., &amp;</span><span class="stl_13 stl_09" style="word-spacing:0.11em;">&nbsp;Terrones</span><span class="stl_13 stl_09" style="word-spacing:0.13em;">&nbsp;Cotrina,</span><span class="stl_13 stl_09" style="word-spacing:0.11em;">&nbsp;E. A. (2019). Caracterización</span><span class="stl_13 stl_09" style="word-spacing:0.05em;">&nbsp;de &nbsp;</span></div>
					<div class="stl_01" style="top: 42.9881em; left:10.0375em;"><span class="stl_13 stl_09" style="word-spacing:0.26em;">suelos mediante el ensayo</span><span class="stl_13 stl_09" style="word-spacing:0.23em;">&nbsp;de penetración</span><span class="stl_13 stl_09" style="word-spacing:0.24em;">&nbsp;estándar en</span><span class="stl_13 stl_09" style="word-spacing:0.19em;">&nbsp;la</span><span class="stl_13" style="word-spacing:0.17em;">&nbsp;Universidad &nbsp;</span></div>
					<div class="stl_01" style="top: 44.3222em; left:10.0375em;"><span class="stl_13 stl_09" style="word-spacing:0.08em;">Nacional de Trujillo, 2019. &nbsp;</span></div>
					<div class="stl_01" style="top: 46.3056em; left:7.0188em;"><span class="stl_13 stl_09" style="word-spacing:0.22em;">Fernández Muñoz, W. R.</span><span class="stl_13 stl_09" style="word-spacing:0.21em;">&nbsp;(2015). Evaluación de la capacidad portante de</span><span class="stl_13 stl_09" style="word-spacing:0.18em;">&nbsp;los &nbsp;</span></div>
					<div class="stl_01" style="top: 47.6222em; left:10.0375em;"><span class="stl_13 stl_09" style="word-spacing:0.23em;">suelos de</span><span class="stl_13 stl_09" style="word-spacing:0.23em;">&nbsp;fundación de la ciudad universitaria-Universidad Nacional</span><span class="stl_13 stl_09" style="word-spacing:0.15em;">&nbsp;de &nbsp;</span></div>
					<div class="stl_01" style="top: 48.9556em; left:10.0375em;"><span class="stl_13 stl_11">Cajamarca-2014<span class="stl_09">. &nbsp;</span></span></div>
					<div class="stl_01" style="top: 66.319em; left:42.1125em;"><span class="stl_16">8</span></div>
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