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1.2 Organizar o código HTML de forma lógica e semântica.

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Número Descrição Quantidade Linhas Código Fonte
1.2.2 Presença de tags HTML sem atributo e conteúdo de texto 10 1 2 2 2 2 2 4 11 75 75
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91+oK/lPCCES2GW1tOao/UgDwjndpJjcjG7ODb07div9TqldOZ0R+l48xl8ivlW51sWF6VKHEaynrTCvTJjgGnZcLLI+aRC5+Z/aDrlhqLTUPzs7vfesWS0htY7qi7ihTQPG5NNv4pJXl1lZj10fyWJZ0Zl4IY6Saj0dORa49JetxLkci4hA7IxBx4Im8Ed6t4bllNuHci2ni0PJfEkSvBFwqVi7sWQ7COCFz0fOcqznx8KsvFN539dJsnqOymNx3/tFd2i/L4H7PeNCg7UO4sGgAHULuGOyOK4Ux+poJ8J7bGkr3mmmjXZTFFe1fObRSpjBCyOjceojCPRimZS1NiTIpJwaOka5mE3tVV1QchSXmbJXxeKH67yzhRG0tkGCjhrgo6VwNYceSca/iMwjB2cfXr2RwNto6k7/6tm+530bsXsd6RF/aH4sHntPO8GWn9eemVQF1f+1xLaZhKkr1XUpJ1tfpD7G7pb4yGcZUaeepvuDdZ6nXr58QO5nUgmVodeW3Y0Vcx10owuc3vgfaKwjEr+jUenOJBkbanhtI/nNooxHOT35X+JnkkYZCNAog9mlZ3Yj89Asyu35ER7w6/3WSBcbSL55b9h3IDJj6OYVyUWzS/azm0MgpCvzXzt3/wQT/ivFkXWLEru/c5QTVlLaMyjdBrtBe2vDqhQUU87dVzf4RpWG/KPX8+GLtoHDClDQpyb0RR4Qgv1oLy/wgcDzQu8VBPrswovUWZzSdMiQwHKD9/xZfv66uskECP7y85ZeKlE5QSEGJJwparLMP02CsrNkMOdzrWGZp6+r3Bqfv9+Z4yWISJWtCSF3KrJM+d+2JssWMUoK1h0TNpk9Ac576fH2mm1DOJ/d9yI/CZHjx3lvGh4lL/JPMReZ2BG/2McUL63x9JS1mn4mfDeA2HuUQZh4W0Ep11c+TuMTBjIOV86p4FE1AymxVQaWuwufF+2Q5FcY/eVmbyxIVXHdKvb4dvAGtavfTSCckSDTzAfqimezx6+S1d8bxJjlRx9OlbPfwrzclYs6aj1F1n/TJ6i9Syc4AFJdqNIqwJs/lvzjj3vMB3+//dSFcp//8/l6/0mJjIHM7C2EIi2lNynU/NUvtsMAs5/EAFOdKEMCyOEx03EAeU+Gs8CrdjP0432tNErtMx6vx8471shse15yUVccLOsrIivqzQDHLjWxVmp7PrT/bMp8kEYUWB3ESAGWC6Mg3glEuHjGTORe+VMjJQJeqsbCxEiq0nhYCtul2bsKbiRGxAO5mztwo9RwWrG0SWpGTlHKicJoD2wAgynehmX4oU/2cJrLvwubIFiYnsuan5ilctEc795LRifKRQ+2k30DghVBDOn/5drd7nBvkDSHHB6ikHs1C8Uw1okoszVKnmz54uuu2Io/PwvDyf98l5jYXxxzhaMTrUWeiIdh7dEE0q1qMgXMRS8fyWG0NYBK6NstP2p3kWJI1mMjpC+tqUljvRveZxR6ygh/W/3aUmvxuDGkpSPDHQA4lWCn3Spwug6Ud1fyFM/Gz+FqwOuiRHD2aTE/AgmvZCamZ164VJuwj7OY4wifXI7U9TqKn+0bG1rNhPtV2VTdY2K2iY7TQxiFHyJv35jbMHlnlTnDR//r2yQj8vke7kY3UAsww+h03bjaqef0wgPYZ4wBgv53cCNVsw5dVtxfVxFA+UuUlM+6IDWHnnZWiASo6A0ks8U2hdSe+AD14KVL/dbJ9UlyedRZVyW0Tz1Bi+fUg8Dog5frl6CLHJBu5Y/vMeYIFZU0IuPWr6h+PUFYHiJGl0HK174YSTdEFdHoow9uPKyiz9xh0y11j1zL2revODNJIBjOPUNOypQ0Ro40vT00paThl1GtVzpkCjOmwPGyfuH2D1umsaCoh68XfC1J44lMsvhIDmK7PjvmTVQGpz8hTd6HeuV89SrSpPz2rOFfCt9TmrLa3J7+eBFmc86mkbExWKDYJMZrSrVK8um8Xo5EVdzZF1/GKhfOHEjISeCQeTxm+nZrPn/VXeMPjcHREFhWJiSFlRG6lwllFiSdfOIKcJ77cNoIQZ0SJMXiHs5ALGorTA358cGGD/ZOBVtb4hOOjJ91LwYaRzFSrXz77cipSRgLm7gN+Ntr80REsDITOMCI9zBF2vbYAynczz39UMx5ccGXwJLXkjf3dUlZ4Bv2v6jv318TQBh0T3zxvJ/ANSdhhrHLFwXHgmXgRLoG0kNVcrALhZmF52zCu/hGHBAq/KydhGQdGYunj3wxMvx6Y5nCIR8ST9w5DgSiGbnYeMxxWpnMOq1NwIoYM5Agb+Mrgsm7xaUiH1CVrizPaRfYD7OVL4M48qAso3rexXfNxIp+jMM0q1fD7NtGSQlz4up/qvJhSyjMSGbEF5JiVgSm3vwEH4etS6RMzZQ4bkV9ojxRRZL4sMmzFCfVOL3cZO1KPGUeOcNYqtiVwlYYzMKgoYYYzH9xc7J7z5mVAJnIbd9wFxjDGlrjCNQOmTj3haOGh7MzmbW5H5WmMwgPbKb33ZYHte4NHK1qrThphN8QV2P1Z9diydzJZ/MFbQFeNDvWvZkSGBtJ9Tc3KzeqDelMJnT4yquqQujmUU0vqVWMGdhKYxZdE+7cdf9fTMtVO1XPU9yEtrUUZnsOouiDsOSV46mhnp9lkj2h1q1Pb2Ck0k98sMjd4lS7oS008Idc6ae40H7N7T/GRVeijI8RiY2q23EjOWddDOKLKCyxOlFuELlj/xOX3q0qYuV+PfFG9pCe6Rzd1J/cDzC2rHYDrqapXPRMbm7h+z8Lm7J+p+nQgaX/a1MQUs9k+9lKM/s9aPgZQV3XL3yQPQ0/oypQKgS973NKreuq9IOdLon72PmG68af1mA5fOjJ8CjXJUlEefCw3fBXbuE0xjryhxEAPy+wzPvGuh5s4/q5UBPySFgN5asNHb4ca/IINwUSmhTjdRQnZ00qQQgcys29qkY6rQhEu0oxVjlhLX43eWsKAV6gH7ZbTd2289u+aJrO9Km0kMbR3ieUK7ISbEYgFQH0vnyr9XLOo9a9tDZHKKKXRV5yz91mot16GgvS/jqrpO62rCcl3q9w5lKl4yZjHz2XrQG9k0IrU3S+47Fhej+mALJrSSR/EcXITA8DsdPxhqWRoLioFaBrVWCN8AKnDJSaK3yrv0XCGsOf5jDYLlCiya6Q8lGbt6bOVSdLccJ9VA8FV2qi4lYy5w0K2e2/mzKgg2zGDhHHQo9AI5mpWZ+WGqmxu2YmFkG1TjramaV15wZhxWldLuOxFSx/ATnlrO7tL8wCXGUIOYyaIdCr/iq26SLbArARHvQBxmV7PMqcQ7aCSyIrcMYo+OodOtf/nVDIuobuf0UFOBx37LgfqpW6enoJmyia3j6E7r62HO/Xwo60R5XiR2UQ+Q8Ai+jGd4PXmEUo1muSe9mqV5mA+aBmqAy7dTeQ0oj1M+fjGIoPYYSjf0vwYHJIzyHCsL7IPZ2wIhnrAg8PYnvPwYlk+ff6BW6IWu5F86MQw/bU4EtMqRkU64z8a4NGlLGc1ViB191ltJxiKPAeLFzpILw02FxE9gvZNgCzinuRhnrGLXBHyAcQY0jzXRHKyejJ9p6wtTxvr3WQIs4wGRF6LK4ZYJBooPCw0XJylrn8pD3EG+RzF0/HaSHDXm+IujddG5/OVbqeswi+4xtuiF74g/s7bkBxh9zsmDFtZw/cIE1gU2PvtyBYjYMLrLQttAoIN8xp5cNdDDsgogvtxS0W5okOcQnDGFR19pEuu53VyPj6ESAQzcncBTWCQlWL0P7ZNmvOfbTp/+tsM9gXhM8a8NkxD41pnFpDPLHmuI8dm8G3ftF+j4J9ylsjVjLxE/tGSXx3bCMURz6YNtSEKYi4YjBJ2cASVc/h5xixgUuewTU08Dm/Y4WJcEy0IxBzologNogT5SN9VIoqe2qZTg8qYhNZabb+l9BLR4hOUpUtvifelFlTULXpK9apCVmRrbAfhLOOSj/7g2EOQy4ztdcIxdHM1wdYv+VvqCoJDqnTppvRXy7Kim+TtPNCV3qGFCLIG2NUiLn6gXVPktLjY4A+qV/YVc59kwCBlgYgfRzw2zxyCX1kPrZQjczatCnqR8N3YEADmxAniSN751acsRUx85UrJPHFuNC9cIUJGl2WFFSXsQZta+BRm541697kXUF8qqeeNnX+PaBvSOUWNoKPKJxIT19wH3f55ZOnFGN/YJHJoVk0jvsslDpx1MKtbbcPneFbCEujcH59CTjcE7lDDgmk7ki5Y1fPGMFH8vJ8z78lA76MO5KzZXjo3mDkDUEgba64T8PCtf/0x0AwGfssfqT5vwaU7SvECUMbymbwTH6U+K5Ysjx3k9o/gS5xrLrD7PBPSrxx6EWoo3iB9jr2W8luYSv6bNf11moX5G+Pndm0YjiIb9nSzVC+lkvPhog5jnRW3n7u5dmtqegyoMCCunXJ9wsP69JnNeA/q8B7/1mziHC+t8XMfy4L3SRIU0VgVoImHYe02yLO+WDTqT8+3+/Mny+XA6Bor9dpTApgT8WLMT+Gd/hBzmK0Ax9s3uC3bzpcH49U1dE28d/GtOn/m9JYVBG+wXj1XvYCMpQ3+YxS8UqcuMxGgWZBlZQdJwdlyBVCVQZQFpd+szHlSVgHVcOTieV/UlSXdFPAcJG1lRrq647rZ4DbGggoXKhoTOB0Wg1Z2qcafIzXFL3fwr13Eg/n8SyMAUBN4hbeoyPeDtqXu1et+QRcTa2tZ8Vgv75qm3JEc7K8ZQGIdtw9mNFdR6zDx+sTlv5vOf/npcBy5+v0S5URNIC2ojzgydXVNtDkwJDYHYgOkLeo6U2jnYcYoHyJKDKziFUaE5+nO7JTyFnijOrzF9DQiA0Cc9kdc98x9MIdyBCPlTwrQQKfWvK13HEr92OS1YhVBvlzrg20vce7tfsTvdMlfyEzZL3Yq3VWNy0KcKWvju291Itvrsd/Y8xwdMNKwS/SFcK1tPhX7vE8BKYjL/nJxBItFIJlrjsB140k9/xVC3Y/bCncindPrZYbkp1U0WfnO6LacgqA5HtIyzotP6l7tv4KhpfeP4gKMrsOJMM0z1T+y3bDpcmkYmpr2xYVLvzCRR5ISuML345FgpkPZuwscaE0ne1vZYE0SH+VDhzYvBztENJrTjvnUg+TNIuhnm0WSX7/1U3A6ExrR+SJs45vl2iP6jyJk641HLgSCHrh1Wve+nmTGXHxIe1ieP2vllOl6i/x7riwxKRpHv8jjpPBnsfKRxvZuMIHs7Rt7Nd+xt17pegl9z6ab5q4o9cH4ugXOAU4ULOQZACzgbRRq2QMFuXmrFwbRIhi7eoPplJA8ij0rFfB8TMCJQkYL0daYEGE788/J25Wf6A2M9YIqCVfMhuzpQNXoyHxEgu1DyU/fnT0nW4GCpj62eccQvpQXEkYN6i1sEPOz/u/J+rKAb8FLlwBMAp4QZlaPPu4d57hTVf3eTqxMP9G6iZsQ8dzSKqg/e9VPkE3yQQXrBZU0/iEHx1lQaHd4rp6IpbD93+H/2Jsc3cKy821Gq4Ck4fKbJdxU7ygMiEXZ4LEPYRTICefYyUo95+cfTm+DIaL6BMfkXflfnJbuhXY9iDF+0ZgjbkISP+1NG94v/K1/GyT7Lz86ooZLdheLB2GYorE5VP5A5gfDX8lpTg/UyQX5K5M2OP+4ZNkTsuUSsusO6VtNLW1eT6KBJ092b/1LE2rtFszFNf9j1kwARsVGH3e78IE797TzzL/w4tABIBKpqiqgHqN1CCbabvoSVt+dvtJSfXGtKFI7/8y98YDRvnS2WvrywEGSUV94N1M9rmzZ1uNDQlmmwiIcLamZoEYCzc23Cb+fBLKcNpR0mhdFC6R9laahrZEURQliRJYsuPW2FBYVDV5CnpZaTmjAX4QPIF56Wo5WaSmSztAolrFjwZZGUD0FbiJ2ISvK9PZMWaksu+CMgNXyX1cSWeFmRCI/iWQ1gNZVrZgFZz0hz/Mu5+CJO2k15zejP9QQ6WHWWLlMn1oypxhBQ0Swl5zYktvk6mTqott6UrgtxuaMNwpMD4RYYANTRC2qosLUUtmBTq3D5mC/z59AIoAeAWc9FY0N7CkZXWru6UTjs+mv4ZyTNneNDf59spXjjOptTWVwCrncXZHkgDgXF3NVfLKbNpQRICTfxon/H2HtzjbyPWNnjAtHEiTonNupia81OwlDuAZBRxAQfuQGGsX8jDtVst2KCoGuUKF4mT5odi9fw3Bq2H3IRH1Xb4bKPchcUX3MNhX3CLK/+8OkqWMBGPOmgY8+8ClmNpavFCSjVRlNprP8C3mvnTYueMUSH4QxWtEAlveN50141jkV5b5LmgOb+Z/Y5nJPMd5UPxQXsBd65uuA8WjAQmMsu+dNt4NZjNajLgk1iB///2BeuF29w8sBStmrNH0xg8O65jMdIX9QHe2jDoI1pU6iZkIyUO67BmaYOAvYD6iysQB+jovsCMZoA8LgjKklDUgbpSSb/zFxHZLJcbLidtGxZWOrY2tbEKqdtwXpO2kOG0JXEIbjxxDtSTRaWY8UXRBOEK6bhTPUPGXm608VKKJwMVVmOtne8LAG/w3MpDxgvizbXqM42T4ti2kfhLtZ7z8YgSXSIzmnwbwXrDMtrGr90/aIv+9lhPmhIZW5A6wZwUletCGLmdmjqL+um+2Nz/0paIHZnw94FDmcdQ1vx/1Y2B2Yf2hBp3NYwldBGhK1YhWDKrJF4F1PHLoUytLolIojYqnOYVV0/N6dVFWAm9ax3VwaADcG8C3wY+PKi969ZIw2XqrFxXXruzgduR7gIghiV5sXoeTHvnSr+bu9X3b6OZ8lYXaYDGokuJamOD4IT+fg20ON3U+/8OAAIpeC6m+1ZdHcjfe90GLKpXFXbdPAhrvSsZZQfISJaf4iBflvpMxVBV+tBhIKRlEUbbnwKHjAZ3JGVE8mySc1NvDLysFxyIgWJ1ZMK51Gw/ZeiIMqKGh+oLdMedF2eM2vf51NrPEbtcdw7UX50v3NOLtSIak2l8AkwcThjbqCw1t6aR2MgZhndJ48X1t5WZjna8fBjfygRpiq8+77TYkwyXeuwG6PdwZuvyR8KFBiu/psUpRFuaRLlHRXJQ25/4Nw9l8OnPsl5o/7YzDjZPC+gP9gt64KdovWAaXZMHNw74Q6jc91grlBnE2vOaiIc/F+Mxr0EEvejqpkiY0B+kJ4kGym4Wlb/rmaS69Iu56kKfNlbd+2Sq31FWAX5dRmJmM9TIm2NR5322I96njteKBL8AUhtXIWfAvpoSIj57+RtiFrBJ3VpgEFf2czPw4Ud6k9kLk37Oe9Vj5i71gPE49CK6D7YMQVfwESayw6mkxmU29DiSKS1LhKu+Kf1OsO2DrVUlgiBAzj0gCmqY6Q/T6mqOJsdQ7ewrtrLVH8ZiAX1aLucOSVIdhUlyPdn0Sy3QewFAPQXWkRBr63Zla2inoj1vWxRL/kY+YOVaTN30hmpJfzcWcmacvY2S7Hm632b8wcZu+b8IT+AygDvNRGmyCz4pqgsMBysa027S6V2nHH3AwUIaRhh4dgs1BzvM+7ueuhp9fD5NUuAtJrJcsGi95ysQj0KN7EBJh6ZBrCnJpR6yPkXdVNWoUYj7kmZn47H+TSX+QI/8qvDnzvwkylkxS7Dhd6BJFq/SwK7bmtXTk6DNtlNxFIhySyIQM5bQ12Pcrbf99rEs0ZU7k++1C8ZR4g5s1mZCGEIXOTHpLma403BZNFM12udNHH2HDKEuMTfmkimmqEtnHve/Jm/HnsBmG5Bz8/9VBnl7giAkS8pG/dnsI+Hpu6/kRUu7Jy0EmhkyvWDuVg6es9ij/iSuyb41ucBIwRbKuSu3UCAOeeJJcXzLLQtjhHoCsBURhdNCQnMdX+2+HkzG2sa+ZwXc+H71hrSA7blzGg+ngfThOue1Zh+/wCthDQvCtWITgi9ZB+hVz3K4exDL7Gq3imieRxZZwkQ5DGnxtp/eAm8E+bUdwrMx9g+PuRzraxjjvypj4vkiLijHVToD8591TeMFa7T/BhPTKF61WGH0WJoJQrfZhp2WGzExIB1hFYdGJ1+Vss2QIUBHU98MobT8gMpbH0ah2frulr0BsxdD+noLMVAO2X1gnObzxCiHTfsNiWmzfOm9mmluWeqgAU4mhHW9jVsNrwyib2ceVAH4khOaQlOstbjzhZ619iHkCUqSgttvFckAYoFHa1fNaqaEhSNAQ6A/oaPlHNOYBZGMsAqUG6i7tT8U80lPqwTM1iQHPjZLVemVunksZMV3CVIJzPN/ifq0Qg+ak9CvkaoQPVtMjpLa/p1FieOiSyH0DKRspmiyrsZEukwJKFAKx3j5D0u5Xv1sCVFJ72A75yaDL1upwCGEfbhAXJLyzrCCJWS+NGMbpQFr2KDpVQpM4767n+OuINkUNqQgoipAP5GvUFpn5eom3YhEDiyiOCfDYsv7oj8wPZIMI4UVsRjrLGK93apV0aXUAtTrjOqRH4vPNxG+fzXntC3lLdKyRf6wCsElnUhXLDpYg95mzM0gw14QL1lyZxJZUN8ywT6dSMmbc074jO5aREJVNYDQCus6RVY1HF9NKu3fjd0Bc7f1mzi20f0NgKAXyiWxhNIHBAN1CKzhMQn06rLIKcVvf4vv7Cb4T0JYA6+NOAbI7dBimzMIYWO7gh5sMWJIs4LD11QabPzdSolvqzmLkLWpu/tcuECMbow78VqMJQQq1Dd9QVldk89Bw39rUdZMA3fWh6eDO7gbZf5LZDByVWhWgXk+mOoiUqGxW36xfYCvydYao3R4m5pVDZJ283AfGOQAOGfseJc++lTAiWexNNwHBvOMFpR7eFcl8fPSx02jux/1C8ETYH1NBjEh/OGx8xRrOogkJwnhZKSTxhRjZsrSi4///AxCtp1/MVeyx/lOtjvRtpaRF4j4fejtIxmMllmtfoyh/B0oYwolC3uN3FmricbpHabjaRj0dyRIMT0JClqeVGxACosAVkdTjPgmcA5o/QNI64wfCMGw3OH9FS2CvL5Pb/grlwL0H6vZ/5auziH/rjb9QQ1hPE/Isar0llRnCrLjFcEthknvHbIFmeb0uYvtw8UW4fPApHBiauBSv1wtCg6UHHxe3IcQaIo9bOUJr66ELsMHnAbyvHMakofglSQGdCLdRbEb2vH9VCezouP8bFmo/HBWN0cGlBQFHro1k4OqnSWAHDZ6WkbV3uekfWZLYwkpDg/9/ssOqVrIbg9ycTuM1K/E9QqnsBciUZxqKHNxk7hexW3mz4xAQaG4TYQrtbWvzgJ1k8+7ws/xuztHwLOnzp0g5qnqryIXDsObHZa03niV0K1ZKegXb/Ws0iRPU1qyYaoxH003UDeXagUpAIo2pFh7QTPhoBeh/SmtuzCDHqVOPoqhGeYLWwW0MO2yBF14VZLIBc1tW4sGLz6+nHe+eXFIJV45MNgsCM+uxVwIIEcOoKdRh/o7ghRJQFbfHihJTrRQBZyxx7a+Ep865i7P7q8YpzQ3ZY6SZlFxng6AjxiDZh6W6G5ui4HbIm8sscEEartfKQVurdAbFyWEpZ3vcKwQEVH3bpqiIvJDccTk/09gLL6ACir7FKkosdnkNPZYSJmSeZqDvRLT15c3mEOQg2kX7UXrdBIhxt1F0af8e9tC73BKANvhwIWZ64g3Z50wrjvi86TIGc1uNEVUeLIdWOiKjMmRPn91ra7SlCeabYH//YoZWZXKtHxLzKwJOqMBO09atVUkiPXkXWZlfyHjhVYyD3aNltCZSPssyVjtsEzoxO7jUSA4mrmTmUIV9pTifAqQ40YVfz+Ck+D3QjMBnew/uA9RO60k3nnmpqhs4H3ZXk94g8z+MhiBJNiYaSIo64g766gfNa5lISk7jWOt74/mIDAScD+0lxEa9zR1PqzoDunasJLfXgP2rna+6DXg8HINXT+++fgcZlI/xW3pHvJVB5Pl61iqybvRvMt2hTghcGMjPRk9q/XHvlvfXmx2Jxuh4OJeykLUBx2aeL+/FETs5A/eUNd4KSxZLQ5gJut/8lRP5AeSlPXQG5HWRl1bieh2TOp2nKpDVuDnCvksLSedNbBgcz3+8JSLY0MzDSIN8G9y9GAZTq0KesDa9SBwJc6jL7eWUO1BldYKnkmoLf7HQTo1s0qZQu5mrBtbHVE/J8ovJ14U3/rCSPTCGwUdC8I+BYfXeabf9WTEixoIlizAmpt2pae4Apl47wYoojuh/1Ic+cRLkreEeasgc+qcJrk7tv+XvtMdeyfjR2mXkndxF7qWWA6VEkLkWopHg19hXZ1C+a2IfGZhgqiE4K5BdjvrwZgCM8kuMNSMuetGZiUakx/LXd9fbW4/p4bPal0KXecsXDhQLVbm8C7LX07aVPB1zkFnw1x63cl3PVkq5zum/AMddlsX4yAkp+EF/3/dc9LwCXMwrMI1EWQb1WasLJbQrk7WgSEg7XHjxMAfcqatMjAHWOiqUQxor7BAqSuV9h4jSXKtdhPNcGMZI6KWUzTZoh8RLYRia+wnJsUMLdE/4Zw7MFmhy4ut1pGnJ8R/DVSiXc1BgtW8nUSgBKpn1L3Un8yIO9b9pPhPxZm7oukcMvBp4kTBO7AkaWz7lnj/M2OknaVRPkCkky9iCDY2UZRb4YlwG0LLYceJ6r8MoTbFaJIBzt8PAKuLUYcNS7if1NSYnLWl5EwF64jB8/MwjQ54sCz/pdwgU7A00kve2R3t6Gt/yTy+P9E3qeGoTOf0E6i+ygY3YVFlIU9bJPyxDgHrww6kHhrpMMHHWXI4dwg8e7w10Fd7Se3ENeVSBW3FaEvZ2of3f/B0O5/5hD+a2kgMr1RUD7rg1x/R6N0scJmjYOR3NqlKuSl4qp5vIalpwepr74Zl5xxsYYERvOdRqkZpLEffNiB1wOM1saDzsli8DHr7OOVKGUfMstP0Mu0WOmdgTFcltVY5RXKNQCN96hrEhG41Kaz9aRPnYFasF3gK1rQRp1HL1gKUEDdgjVT3EVwdhImQyt3qZQ9sHCHfDiP7A2kPp/9S+0TBG6/MfEH5vv3oWFNRTSM9EEHHQDnLH7ZJQEI6sRDXCa+xCM2gQxJYltnjtFEUxmtlgcGLBO2GjRNAQVD6OL+KKOciBVInj0v9V9TVVA4gLiWutIcnvuWmeLJm3J0GJrMpolPEaptsIZv/8vPwgyuSh5WcuwAkwldIJXV9sV8y3q6EuR4d1Wbz80BkOrYfGbuo31vTJjGEh9miY9LlhJB3KbIgHxXdBdwjw3NL9plqreeqwkBc6GZYnWdKOz8wLNXQ8Koy3RbcOXTO/Rw+obM4ES5DbzYeF70ivXXvKvnETQ9IaWPKtm/7mSIaKLnqh98vI6Pm2ANGLRNZ9xU9U9ihYIJmYIxt+qzPxZIQgGvRVfG44LFqHFts0sjnOovftmqpNe4ZnGAaNH5eUnAiAk1H41heWQezHF3u1Cb3LJg54+T7rsp6ckBBQGXr6eUeDPX+34jj3NT40XTfxEwwq+6bMdlbrcAaL0h5kaj+WMg3X4udXFsSe7uvB2EIsdkKfgz3+jRAkVQS3fV2AfTY/3RdrXtl3WoNZV50ob3pq8YVnzzhuU5qSMr4PPGFKgrUspX6iBAD8hWF+dFoR70d1D+sxwMZv+70wfvFKUJVfleRDOr27Ood/t5brsq9X5kxBMwtp2evPGEAA7ok0u+MuPPdvAh3p/xkhHHtYHYjYhYeJ9EJas1ZnoWdkS1DbAPAVMhPntRtNE/ACuW/5oLtiMf0HTpRGt6bIzS1YclvabTRjxQz+Gus6AlSUNgW0LlyvnrD88Rf222ZozZYwFl1wp0RBz52iABbqhkA//L18vYnNjZnJhbWU"></div>]]>
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