{"id":1167,"date":"2024-08-01T00:00:01","date_gmt":"2024-07-31T14:00:01","guid":{"rendered":"https:\/\/live.mdg.ionyx.agency\/?page_id=1167"},"modified":"2025-01-30T17:01:25","modified_gmt":"2025-01-30T07:01:25","slug":"strategy-and-values","status":"publish","type":"page","link":"https:\/\/masterdrilling.com\/pt\/estrategia-e-valores\/","title":{"rendered":"Estrat\u00e9gia e valores"},"content":{"rendered":"<div data-elementor-type=\"wp-page\" data-elementor-id=\"1167\" class=\"elementor elementor-1167\" data-elementor-post-type=\"page\">\n\t\t\t\t<div class=\"elementor-element elementor-element-fb5516c e-flex e-con-boxed e-con e-parent\" data-id=\"fb5516c\" data-element_type=\"container\" data-settings=\"{&quot;background_background&quot;:&quot;classic&quot;}\">\n\t\t\t\t\t<div class=\"e-con-inner\">\n\t\t<div class=\"elementor-element elementor-element-93b48ea e-con-full e-flex e-con e-child\" data-id=\"93b48ea\" data-element_type=\"container\" data-settings=\"{&quot;background_background&quot;:&quot;classic&quot;}\">\n\t\t<div class=\"elementor-element elementor-element-c50ea40 e-con-full e-flex e-con e-child\" data-id=\"c50ea40\" data-element_type=\"container\">\n\t\t\t\t<div class=\"elementor-element elementor-element-47996c7 elementor-widget elementor-widget-text-editor\" data-id=\"47996c7\" data-element_type=\"widget\" data-widget_type=\"text-editor.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t<style>\/*! elementor - v3.23.0 - 15-07-2024 *\/\n.elementor-widget-text-editor.elementor-drop-cap-view-stacked .elementor-drop-cap{background-color:#69727d;color:#fff}.elementor-widget-text-editor.elementor-drop-cap-view-framed .elementor-drop-cap{color:#69727d;border:3px solid;background-color:transparent}.elementor-widget-text-editor:not(.elementor-drop-cap-view-default) .elementor-drop-cap{margin-top:8px}.elementor-widget-text-editor:not(.elementor-drop-cap-view-default) 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101.255c-9.335-9.379-9.317-24.544.04-33.901l22.667-22.667c9.373-9.373 24.569-9.373 33.941 0L285.475 239.03c9.373 9.372 9.373 24.568.001 33.941z\"><\/path><\/svg>\t\t\t<\/div>\n\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-a107961 elementor-widget elementor-widget-text-editor\" data-id=\"a107961\" data-element_type=\"widget\" data-widget_type=\"text-editor.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<a href=\"https:\/\/masterdrilling.com\/pt\/quem-somos\/\">Quem somos<\/a>\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-f5194fa elementor-widget elementor-widget-heading\" data-id=\"f5194fa\" data-element_type=\"widget\" data-widget_type=\"heading.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t<style>\/*! elementor - v3.23.0 - 15-07-2024 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(\/figma)-->\"><\/span>Estrat\u00e9gia e valores<\/h2>\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-7d67bd2 elementor-widget elementor-widget-text-editor\" data-id=\"7d67bd2\" data-element_type=\"widget\" data-widget_type=\"text-editor.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\tNossa estrat\u00e9gia prioriza o avan\u00e7o das tecnologias de perfura\u00e7\u00e3o, a expans\u00e3o global, a inova\u00e7\u00e3o cont\u00ednua e a adapta\u00e7\u00e3o \u00e0s necessidades da ind\u00fastria, visando a excel\u00eancia operacional e o crescimento sustent\u00e1vel.\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t<div class=\"elementor-element elementor-element-95031e9 e-flex e-con-boxed e-con e-parent\" data-id=\"95031e9\" data-element_type=\"container\">\n\t\t\t\t\t<div class=\"e-con-inner\">\n\t\t\t\t<div class=\"elementor-element elementor-element-69d9cda elementor-widget__width-inherit elementor-widget elementor-widget-heading\" data-id=\"69d9cda\" data-element_type=\"widget\" data-widget_type=\"heading.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t<h2 class=\"elementor-heading-title elementor-size-default\"><span data-metadata=\"<!--(figmeta)eyJmaWxlS2V5Ijoibmx0dEQyYjB0emdiaXZpbFJkbTdidiIsInBhc3RlSUQiOjg1NzA3NjQyOCwiZGF0YVR5cGUiOiJzY2VuZSJ9Cg==(\/figmeta)-->\"><\/span><span 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2SE6vMlI2S\/SzJC9wWSEcLfLRmh\/EIyyur3SEYov0gyQvl7JSOUXywZofx9khHKL5GMUP5+yQjll0pGKP+AZITyy8gozz8oGaH8cskI5R+SjFB+hWSE8g9LRii\/UjJC+UckI5RfJRmh\/KOSEcqvJnOnUP4xyQjl10hGKP+4ZITyayUjlP+dZITyT0hGKP+kZITy6yQjlH9KMkL59WTuEso\/LRmh\/AbJCOWfkYxQfqNkhPK\/l4xQfpNkhPLPSkYov1kyQvnnJCOU30LmqUL55yUjlN8qGaH8C5IRyr8oGaH8S5IRym+TjFD+ZckI5bdLRij\/imSE8jvI3C2Uf1UyQvmdkhHKvyYZofwuyQjlX5eMUH63ZITyb0hGKL9HMkL5NyUjlN9L5mlC+bckI5TfJxmh\/NuSEcrvl4xQ\/h3JCOUPSEYo\/65khPIHJSOUf08yQvn3yTxdKP+BZITyH0pGKP+RZITyhyQjlP9YMkL5w5IRyn8iGaH8EckI5T+VjFD+MzJqov5cMkL5o5IRyn8hGaH8MckI5b+UjFD+uGSE8l9JRij\/tWSE8t9IRih\/wjsepcJFm7Fdm7uMl7pqvjiz9f7hoThLnr83nRyIezeb8K+\/PprsGM\/buTyLExN4Njxm\/ICr030pj8Wzw48b9Gd9xV02wfZwEE+M76c4yZ3d6UiQWv1kFkeTo+kuJPxkineHgyLu4HS3IaEcOgTEobws3mtp8CyiJsZbmQnj+JTJfn8weTAh6+\/jthBz2MfHxGsdxLP+cESuEDPeRBwRvNdLxCRiYmPkl2bxgUZVbdXypeEOB2PYWOXQKXKx3bpnAcY\/8f9vl7t4Z1OEQX51Zyo0x\/RM6YQyY\/ybdZKuMdaNN880\/kS82ZmcDoJLw2S4g+A8UyBxd1SnTTHhFJCYPW8J2uNkbzI9MM8yy0OdsRd6ZkVznX1c9bGwDmi1PwbIiacqVQK5xkJwL\/F+mdplcy3l\/HXMdeaEhexPjkaDsvBX748BwM9N0wlHJxrD5loiTcic3FPZKqab0pd45tShjHRDq7DE5nR8MHnWsEwPLeLkyHjZO3NJFelFnrmOmPaF4ZjjlfR8fjiY7cPZ9QvQLevJLpsbdqUnnGU5+tyoQpHCvnezOMV15q2Cshq\/eDG+bA6Ntwe0NhynBJhpgVSGF2I4DTi1ULKu9LeaghScz1zkAoQStId2zH7Qf2iYdPoXYMKTbEMkiN6nK03D7Lbz63f3+3K8iKcJGF5W0o6qFRm+n0i+eSmeEuSNO33m2rzT94IRvCbmDYF3cqQx4G1oSPfLZmWvPxrtEJUTvhJz6J04GKZRuWx019pWGkjcQYO447IUX+t5xQujy4f7CfuOtzTI7qkSdh1veYfz7cVvOZqIIXi9512zB91MmC\/3vNV9VHYKqYvrk4fAebXnrc2yEDJH6qk7QRbNKQePBxlXp0eTC3LvoCidSTmVR3NvL4lnWCez6p05YBzQsvRf43nXDTimXYoHNeX\/jYF3fcUC5nJ2MnKj9RZG689Hy3JeGC0La2G0xeOjXbpytMtuVNBYGO2Kg+dGu\/ovGO2J46NdG9jB1ZR\/RntyK8eD8Qs7xGIHiRlw+Lb21p3Ug\/0UjwNEkRBlRphFMG+UzJkmhIFdSfPBkAU0ghQG58C2PcfSWTbFdSdO469gA+2pFCk\/qAuUhSR195FRnc1GX5BSKdmFFKVlTOZkGtdyd5xYyL3hNJllcpG+YChfXtqUyaPj3cnBQZ8hrNvdZx6W2DF2BTFoxiATqFpA\/1cS7w8uOdu8dKUdWlaQGpkonpnPFojbZurCRjYlfIMEPSSYdif7ptMfzMIld6m2jhlCigqu96dMm5N9nlEbH1I9k5ZSaMSzByeguxEirgPm49kEqvgnG+eVlkI2dm6HkJInqpCYBzwvunywMxk58okW6Jf93uZTIokQ8AniyDYSwXu8gbDYipjMlCx6qj6D76MbUDgEhqtJoADpbcZj2fyQkOtrkqfsHSXxBlqwKU4J47g81lCNhyMx3NtrjkeX2wj9Un+k2EHFan714OBoJqPTvcnS9RfpUnDG0C8lSTyrDuCS8aNr0yE4b\/M8z1WEgC5DoC9FUWjssOarAxxU174d74Fy0damxFlaWgmivyySldH3BSLob6cta2nG4CZHh9UBvq0JdIbIv4s1ZCVN4d0eHoNsHwyJ4ns8s5QWI6X+Po8oap6Un67pxe4iR\/3hqtMOH6Z+23WKIvxfMJqIQIRdHfzfMCMGUHk4JByJI7obPFx9Zz8++ALcbIzQvA5GjehRi9A3nq4J6+saieP6ohy27LMQnyjVZkNeIFEI5C1Yd13ghQhrhidEJ60p7oHxl2ZS2M7mF+d4PgydB3\/GnuLknDCNHlaxA6gszka9Pz5i670cxSMWbMwaN4Vhsj6ZDpzfcxWEYnK0I5HPHbYr6dwNbmnO26LmfgjNXagLqRD9nUkZJj\/gGU\/zdky\/D88RNk5Wl0w\/9GPCuBg5f3UPv\/uc1elEK5E1vvclO\/6tPn470ViRfaufrfOEIyIbozsJFEdD\/NnpZTEGnUnkxgKaADjGe0sY5sPJOB67tbV8NN4byVW13DjmSa4Mk25apZJZtWyX0\/b1PseG1CLuplBL1Ts82hkNk32IScfCbmfSifsHtTl70ol\/vJOgypFIbH6q0tFMhj23U0KquRc9CKdYHocs5g2ffIGFRQt0dbrbd\/yLKLNp9EdRbkbSJpa0feVk\/FMz0f0bhBN0S08H6jiwFQRTttEjOUoU5seEIkl2TFhKDqdxfwDGcrI\/eRBZc8BZj5HgQOw26CuWxja7FR70qnbiCidsY1dae8hlTl52mVMdOXro\/lsd78khUFndNt7gyO4G9OujoLOJVFTiS8Pd9LVFel8jcTV9GuKViXRq7NdXGFc4ErmnzIYgDdvpaYMtxzUul8\/39CztHesE\/0gKHJLRebdtMhakVh0wlcO9IZ4ASk8rS\/MTrOEm4seBbDmXoiMEzEp2dW+4tUuv+DzJZzW+lNKLvoB7JsaRYhZcMUMuOkCKv2SfSJJbdgys49NfYAsQn4ylwE4MN\/SSjVpux7k1s5fXcoHoHlp5VxCwY8haEjOtVnrpM8Ar0UvoKH6SKKjv72RgpfJpRDkHlUVNRBcbfU7BKkPFMsVGaZuQvd5uGO4w2\/Ydoxed13sCX9IeVymKELjLTH0\/UAg5Wkv0AspMp1gtMNJXpSCYqL2p9x7ElluQ7bXu7G3fBcC3LSPO4lgGDPxacrS3x7UXFmMojpyyxqLcxeGfiRMyIxhpguTSBbEzenBj\/ilWK7puPssqotQ8monzKoafekwc04GTKA4L5WUwNiZENyJ98IXdupgAXsHZKe0kk9HRLHYuH0ZuNz+qf\/DMiW9hh7An\/DXH\/fam69341Y1eIwzdXWSpdr50X0TGq+npRl4BpVbhbvZKjp7Gx5xnBiAYHx1EmA7mJDGcAJy5IGCRWGgkKwLn98IRBnLqSsvKIlO6cih2czo2TzerOUpuzZ+w1FxpLbG1QsOBTs6pOsipTbYWNEoPzLDqWRL0mW74QQsjCcKDmCVmUF\/hrxgM3oKzj58lG7L6zZFkOyICuXuz2i1P8Ei4qGs3zwnEd+\/Zg3Bjw76lK3Ad0WxLrujeTC1hEtl+lF5u07R9WZOfeoJup0z3WUFg0hmrKBHcJwJxTRJmNDUklH2Zd1vl7p+xwawcBA5AF4HMMEO4N6z0zm+FLO6taq3Sa270bDU3g730JwWMkIV\/n6uRhn5puptxwcEOIZbGF5AiQS02g1zRH45x1dtq8ykGdv+pcVyk7dF0CIfeYJgcjvqXdV2siZOuRV0G8N8aHRGHcb0dagFJ0gwHnsAHDS7agba0rh2P+pyI922DwqECbYOD2AbgaOKmmiyeVgW\/ybpNhfrRaDaU3uPpxjAeDbbtVDBBu6wtZI8yePmLeb88YYByeKn3JTonV4lOP9w7JbHdJL4z0IG1x+QKqUkuZsZ6Sdr0Ft4ULIf2kfZK7vHUatZpOB4cykkS0cQuK\/ssrOHWHqYKscMNvOXuJb4JssZkMCWjlrRihDl0u8ppBorFldmIyEk9Lna1UqnpOzBMq+q3mYPs06H0NdZE4g4lyJHIKpR7ZSefdew1qbce1vTx9GJv9aEdD0NLAErHL\/fzi5lcju4r8iNDvzCTLA+6C2vrzfPWtLFSS07mbP9t+1ucXK+6vv1sg9TreNYAOa80Hru9G6tKwGN22WLf6qyA0LZWwOMmVV9++NmLx4BrxF4KLkghqyrWS\/dmVezN986rli3JrHalzGVw2O5xk1ftyipczezMCbE8zIV9rrCmJT2eLOrSyQ1yvY1SvaqvAE9p0d00n9bC+bTzM1iAcM7LNbWwg4r25M0dpgHItcw83sAccJ0FtEoV94Dzegtw7+FusCXlym2wNzalsd5X31Ru1lvohcJvVlbS0dxypeiN781E+q9BH+a1qPCovxNLcMo7tJhytHktoYY5Uj3uSzhdIk2yUCLZKUzBLlGTLU3PLVY\/XaLBVSlw2NH9xJNrDSFH3p9NXC5IodrJ63xTmE2i\/oEtsuOrZbTaK0ZrRhACtV5iy03BG8OHMEvslZZmpOEJ3bveyMa\/N42tr7BmVt2BpD65FDvXeDIanFO7SOSETWMj2xD8HO7WkAj29HKV2wSaJHp5Ij1VdVS2XD52IMHjjUciXWVaI4YXMbRj24z+9uZdjahzZl2idBe7GjosnB8OLsTsV6xuLKpPzEnb0mU4GBIllAEUZkPs9ax\/cFhNJk+\/mzteSOPrTEEUygxKkONBScLywS4nh7RQkIp0ORcrofyOkjk057eqnXC9WWrLsvf0gZ0sI78SbvfkAXlTf84YRGAJvMBue9ESCUq11pbck8sbN1kZ5Dz9VYv7fZsLOjjsBpoM0EQsBGxi+upUf8OTlvwIm4M6RWgVW+O80XqXjZjUkyXBsrNGagHbSSjRgnk7q0DE0T0cIILuePhQJxUdwvA533F4PpTWCC7IRFhoIHXilGN2RP9H9DwuMyCpvWV46uF+P4nNkvE1Y4F3H+KMpM+1RibIFS3C02YigxMoO6kFPX1sVaAoqQU9Y5i07NlaVJrV8CZvkc93+qO5mup43+Cb5+SBTnfNG33vh50L8Gvq95QkmiNxlF\/0zP+xjhX74bJ5istaDuJhEk32Zm7vj6QKNt7scbEyGVtROtZ+DtjGcDRKcX6UsvXBU8iPA2lesodpSWVVpnWfsxx0kIb5Z4\/bdy1WFgb7a6nLR\/5nPGRyFX\/vuT6LPlc1dx6f43PzLtNKEBXPazsj9X3BMbfwXf7kWZygoyNWLwo1jdUGqqMj9P\/UT+JL9clkzEmhNhxdTvv9KE7cPkFS7JGTAvJ8gFsJB84JQytem1ZkclDwT6VgdwDJKl6fVWgIYl7x02mFnEHm4Dek4Bw\/nIwsG9T\/spcocABQUAiomQ\/YaVCYRUxrfjdXIwwL7IM5mGVKoL+XgwpHAvv93Lm11cegJeZlnvfr3lU5XM9Q4fLdKE3ECrbhV+OZv4LttNiy+xeRD3zcpkT6uEkKvM+kGqBe9FwFPuyZZ0NNoYvr6l+TyxrkA2Pfmq+Y68y3WXBm9HMa+BHPvMJF9BbV9yXeURr9gnq+k5\/g\/pMtpPsw1Z9IA2yISQzEh92WU7Or\/Jwu6u8JHJLO\/Z\/IKc2yZqs\/ghjLdzDSP02JxZnXvmb+zLPXuOXFRp+fUxFJV+K9xDwv8F7oL4CRb2L+2fe+x3ejFim8yTPfMi9aWyLzw+7thClw7Jf3b7hJw7SkMbh2nHBGDccyMXLWeGEasiNCZBvqAL9vkTWMGVdY4mwk5rmB9yLCSsRfS9N4\/WjHEfq5LJAXSTSQMXuf8xZABAg\/6nn\/pLY9dR8macEO4TBtUJPt3RTNr\/sH8y3tbT5yyF1y3ZjmbeMqu0D\/wrR\/uC8bAX7RqrnpGMgins2g6fvZVXPzcZhFPTdjLZZGDD73m7MnmcdcBWwbdLKabVaO3IiZLzWPvQJokbsCL7OrmZvM49K8rdqWYu4K7hbz+EWIRTuPP5PeOo7Nk+YlW\/1NIqEG+505NF+S5m3VNys5UZJXeuZL04Kte8BpUsdBzas88x9U8gQ3hv0x4aqDg8m4JjEwnFCJ9fzbhVo8qodmR31O2HOM57AKM5TKkKUbyzhYYXmsb89j2c1V5JVHeW4eBaskzyMAf0ceHOGKsATvj6cTqp6Xr2oc2ZfP9tX11HznVSqdDpgZUf4ra7maUzfIXDLfla8uy6voh8wL8rBs33u2+W6PTR4zlhIfm5+0mJmdeD8YfcZjr4hvM+\/2xTGi3CKWgDyVkGf+IAXXkA\/lP+Jc\/VCNqZfA11+yfSp3rDnnl318EaR+zDt88ze+zFKXLbumIbaUj2XzO57UsEGOhrtswsdqXxTMJheIqwya42ZnA4cXOWIWPO93vbSC+82Fmg962f28eW9g\/tITUyLU3h+YD80VS0AJ5t17nrK2PhwM593+kMI69qGBgL6W0zYu4VZ\/0O7UOtQhip\/w4+MX2d8VJPZKyT0K2kIzkPULcm+MllzWav9Xc0VxUW3ass1Z8NfMnyetuKyt+FpaZlcPq1nBVn5dgn0ihrEmqQV9A8HY7O3SyaxgK79xAHsYRPRkbFa9U7miRSgdcB6At2sktaCKZKtJ0wZuqbtuAWCRNgSmZvQXffOrOX+hacfCsK6\/AmibbmJzOCRm4bMb8mWLspWoN+OeDa2a2\/Jli9KwIDWD5jHm9lzRItxjIawi8zjzqKxgK9u2rD8wfoJ59Lxkq6M9XJy55\/PEedHW328bWJBgfHEeYHH+Vaw+VmI+5nlf5vK2pjcXTNnFi+84BrKIe9LvZjw5iOXe8vOed2ceYHEu2J5ToGDdtQiyePszVHpu7zcgZLkV9n8kkBcZWAGUdnJYi\/cwuvM5YQK+38sjtGUajmG8dI6xPpnNJgdXofIDx3GuRuhlc6R5zVA23EOWAgsdjfzB4zidCZ4GtXOUl2u4BJecwSZsIciE4eo6\/CE5WFxxvfBcf2ciPg\/j21L\/BdiPOZjlNgO\/xoFliBnwxx1Qx5RBX+ugTD2nCZaBLKjXOSBdWZVm2D\/lYLarDPx6B5auMuBPO6B2lUHf4KCRzr4FY53zQvkZf58N0DoYmUxm5lHmkVeDW8VpJfKrVTFBZt2wQ7iCrXyWlmVc7B\/wcDFftigjBbX6A9mJQDnIly0KHQIqMxMYJl3CZsM8pMCzR\/ZXwFvmspZtbYW7ei1uZWw7gnTwB7YKU6++0bziD20FgRq8xbPmj2zROjiUP2TLLTZLvIho+Gxpddb87QJY+68SWkpg6e9sVZ5xW1Ux\/8FV7Q9HA9d0czqRX6l90tY4tnQKgf7HBahVAsCfsmAlo\/SjeLSHcD5t4ak7QBNTM9\/LUQ5gG2d3msT3y9Q\/xKR\/nwXrz5Ib5jdsyfHsZoqe3uMfDMcMOjbvL5jfFBcgLbx3oYVygY5w8JmZlvkTX47jMVvUJegon\/TL7THOg\/dy7iGiMYq\/2T9gofWnsvo+4qNd7sZbTup6QPgeWa328jmSu5es4kXzinWYuDA3kVjN7\/XmpNQN+bhnfjgH69CKm\/RX5kCV+aX6j3gEPWFase7FKZ1jtXA04umlONJrJuOZX+AAQ2RT3R7FbxOImYPkp9dr5pfmvBJPRAYoiHmbx0pKL6A7VJmO+ZVcVxLWmhyJCrwjj1nvU+A\/NVi\/6lFIa3IjeKfEl7in0jIbNPM+6su16rtyHUT66jhCA2clfaksFuj35qxW56SJLgXeX8+rdCqQkAY1zbsC8z89e\/WkXvwLfe8DrixRUxwpez\/1It\/781Q2EpeAhnmpz4VtBguJFQD5b3NIjZFqSMG8yjf\/OIdra3ZttvD\/PofS3sI+O4eVUUkmS1llT\/O9\/z2v67D1ZTcvr\/TN\/8lVMUzzat\/8d7+fBcOJSvjef\/UPUA88TvEtE+yw95yAMMKxT1WdNP\/VU2gXfXGWZNX8D+ZFTzxXeX73Vo+I2cNWb7Ny4cC82Dd\/6I9ZBMceBb7FM38P84OY69zdizV2wCNcU\/PqwHyHP8IdRnEvDeMHFff3A+6WlDnn5bImPYbvvPcyApOhZVvVj3D9PYgnLVRoh6WGRSAMmUjEVcl9MDD\/Pm1LNwnhSFlynyuYf\/APiYSI0xlJbwQehmNVPfOCovlhLqQHBMblwSLBBCQcE7cy3+\/PwWX7WZRldMICK1Y80dHOjOsAV\/1+3\/yAqy\/3dzmNlSCYMIXmzT7zbWuq48OjWXYt\/NLA\/KirEAeBS1BW6asdZGtyCfunOvc+3\/w7f5icV3jErnFRJgWR\/CTyk9WDjBwbSXNs0bQ5KJ905OrxrD8QOb0sMM93sPCSCNi8JPC+y0Fa+CTsS5fr8fjIbhWvCrzvdpXKvKhWgwlW9XplYL4\/UA1pTx5MjT0epW\/e6isYS3h0MF6o+QVbQwOrj4n5ax8nXYEW\/bxsgAr+JYKgbvVj7ORcg1bsDfVFh8zSf7uivsV65BR3yFk0RfpHn0CYe134QQ+hJ4IYHcYY\/mljImq3Zr5TtoKLw8NDplWqkdwrA317h5n\/gGf+l58IuCMQJfyOovnfORgRNvZv83xLvBMfiMpJuNPdynx3MBhKwOUABhF6dcDe8Z+4UJGzZnsymVH8lCum0qLVp7mX11Y1rZE3EzqMz\/nmM2mVI6ib6T\/55r+kcNuk1T9KsNGf983fo0EtFmNlKMtIVOPzVnrEE8Lx0cEGxgZ9Na8JzP+y9pwKGWpa8drAfDuxOnZZlsIJzVj36Ov7+jmaMTYCqqfnJVu9LqvVboxhFog7cwXQIpdjjVMzzbr4m\/YZzrVXQi16mGCAq9jKqb5oxrbdsgixaLWDIeOpDUlAuZXElWx1fYZSd1Cji2wmIDwiX7YozR0W6MKXnJ5onnAcZlHvZeGhg3lPFQ\/2i66EWvT7iG4MuHXQLx7Rn\/lK8+XHQBbxmVYIEVEVYAnbkPcViyCLh94RftNJSMRF+mrzlYsQi7YzUgWRmHpiPud5X5UrW4xd+1ZddIDwv3nyvGjrB3uoGZqfXCS+pXPIVCVXAC0yllL7nmwwB55h48qKFuGSHcs6Urd6kbYH+0GJm7JO\/8nzXughOdVN0QLqXuwl6gXNPxRxv\/kx9iA5dkUHLK19RMOkvsbhEa1JCJXsmNd5tseOCCeJtjclA8GfdYhMFPO0i\/MY6a7wTexuu3MY3EPk57l55b5YHctpPE4X1xr7qKWSGfvn+ebtXt894Xm+b34j3WVtHFrANZ2BbbfHFs17vDFtCQVS1HX\/9575TY0yj449YfykZ96bVoizI\/YwRYDL30rr5tKtihQZiSB8yjPvuxKjhDEkSswuZj7jmd9WBJRDDdoD5o9VFn38oilXWyJHd18nh7vSGB9YJkB29I\/as0AZmnSJ3GQ+zpq\/mBOQyzGh8DAEPuZdjC8TI7xwAcm+J8CLvjTBew1l92rtTwkiI++\/8YRT2W+JH+2vx3uTKTs9IUgZ4APef3KXKDWckMS8wPf+szdjuiWkKJI3rwvMf2FCYHS\/yRUL6xRG8Xsm2EXiq+Rh5DvxYZLZ\/EzyAsJvO\/FACXwgwCkiWrpfjzHACnp9wbzERymYZ5ll2HOaxKb0g34yZI\/g6JheVbT643gkw32V399lJBqi2+rUa7I8PlAwb\/IlZtjG4pgPFszP5pBq7gHGm\/1LggJEu39nwbwlg5SxOkcHjExc90Nu0MzPZ3VyXF6\/HOEjUPNhn2BpWiMwKhPzroL3tjyUTfF9nvnlDNSOiVagy6qMbywQhk1rhBW9UEvMuwvmVzJ4h1keNzAVMP6xDBrtTg7BfG\/B+yu2Gnbpy6jIQ+bPfPN3vj6piPSuikXP1dEhu5l2+FbffG+wg44xLdspJZgcCJP\/0z9WA\/gnimyVXGGxPq3NCB9iYxlILRPw7cEUs5Gin0Pd17gGEps82duLmMGjRCT1yYL5jz4s0C5dagL+O9\/8lgOnPpeAP+3jxh0M2ZkF0VIxv18wvw0fuTtxun+\/jwaxoeO8vsU3v4McOE3imO3hTJgPF8wf+1ZP0SZVacbzbo952xUb1LYR9bkx\/LMC0ptaqHUS1syf+4PJLsF9Yvh52h8pmL+ANldRTEL+pUmC8nl\/bb2dEmQvWZ+HG0MrnE+oapZms+lwh5AVrlvB\/K2OQudTh\/KpgvnPuOcHOGbZN0q+zXw2A7lvkjzHM\/8DiaBPXMcl9MQ8Gm47gkG81z8azRYqGPkD5sXEBnMw\/q97IffuOLb4RpFwzYTZn2uICDBDIucfCHacbU7MC4v4xf1hCMvxQNzbMtN9Af+NW\/oGkXQxRMveDzoUHVW66l4R6I\/PKtM+k8hkm+cUzQ8F7avy5C\/PhjMkvWawNewP2W2un2BxQJHVxj2ICdLycJzZn1VTSKH9h3LQYgodjmu6gaj\/TMVSWsF1yULFco47hyL9Gr8dbthXgSb92KG3jfTmZy4\/6ONGHFJEgN5BjKmrTeRTRsbnqKhiDeoCFTVhZGZVHnFDx7RK3UgJdpqb8j5H4L0U6NftG8ug23C5gkOTYi+DFvWT6xvN9nn7nmhJy+ul8jkHWFaAPgFdYbQcWvQcZI9R\/hJqTrxtiAtJGNfzEt1r5oD8T7LRnI0MmwlkZAVgUa6JhRaHSdM2s+Ul22\/Fbe4LZ0QfdcdmEwyRtzFsgLolkvVzb2DFWsx\/JPRB3\/MWK0NqLkPqoq69+Yvc1GCJEoKWo\/GH0DhWG1IFkWDMxKuWwwSk5jiyfWRm2WJ8CL3cXoCYx9erkTy4Qt7m+EtJT75cvdmWL8LPHyz6c2C1UbFPD4P0zWX68LFgny3OWxUtwD1zTH92IZ9Vz0Hte8LlRWD6lnBlEZw9OlzdrkbVdVV1+56zUurIm7O19AHoyew55qnsa93SlTLROz7m04s42vsVSGfmSJaPq9O65gq0q5O7dr3ZrgCQDjMRXueArmUGv97BtccMeoOD2g4y8I36fcVGpycf2QrbnWoo\/d1kRVluduUBdW6Wbq5X5y9ub5FntWnhVqnJBHmbVGWlR+jD0+x97CO1mL5DvV1Lykan2mxI94+aP2B9tNa6t7SPqR1\/Lfs4eTQ47+gJqe6Kscv8nfkq+UhuleRRQupZKtliAMryxbPI1otgA3rA+GVy1mehYY72R6G9UBdSIURZ1RqZMu8rCD23lDtClQgJ2zPxkLx3MSf5cUg+LF4IkpAfDuBq\/ib9CtKyhYBu5mQ\/cQVZhxOCMCeZAMRM+iV1dFquA9BypD4JqSvqQyrnZA5dhXBmUauz+ECdOuO7R5tmvWb\/LoEjlveq5p19JussVx9SOe9MgIRB0p5SPPaFcf9A5G4fOH8KDGII2PAGM6bzGsyIghNVwI\/5B98ULhE00sI\/+qZ4cJTgvUjps75ZsqQ7GbrvzSRfi8cX2HqxsRZhO6Xgc5aZ4Z2zEcxr6xlJNowJfltFmEtgataBWh1fxPiVfJgniwyJ1OyT1o79jKLn8PJhIi\/9Tc6C\/B2iJejiRkIOIuY+XfmocO6VVDveM35xjIzsZgD7OGnwyjp49uRgZxhv4HGJ29Cw4g12880bWcPnBKaQ\/0FIsXx1PFOYG2uTN9Zec1v\/zAP7SS\/Sv4TRgw2Yrza2wnYV61Kt1axNsRXBQg\/z517GL6RDcIvx+YHugttaYEsMRvGF\/u5lt7t3Yu6sRYVehXewQLMiwnEP1cd2+ETbkHV\/ZGlB+PhL0cKhzpFrXpW2xZlM6gsCs5QX0PLhVF4hcqpUWrivgVnJc7m6wIsFy9ckJq5zbNcM1m3hlZ79jZYtoex7o0nf1eFzLpDqCDvy80b9MJtOAomX\/toQgbM5NMphT34CCCBodOvr+iubxUltHRsAes4yljOaFtc8b+iOxfKjWgd9UeD51Rx4kQg0ZsLdiwMj8QLk+QWQO4JpfHntzXJRL8TAOb6m\/NEA4dyzblwoQQa4tx\/hdV\/zNfqjTFJPBNALK6iY\/QGOX+qwOW6FFbQNFPk2cfqHbaQaT6fL1ik9ZX\/wRuDucb4G2NfdoQRs911mlnK3US51QrL2PbtsbBR822xuyBZ+qmXz2xxdUC8FuTh+w+pjcF5LMh2EJrOQvxXNcqksGy6dmCgUn62jEzyf6QougRNHoMBeFNZwWLTWee\/kirAqknJecb4zroo5o06mEm9B\/328b83A+gxNxeMl64aokumgsmINLIc+zsVmKO5QA\/fRfZjftKvl7E\/cuCnM9ykDZF0eOpCTRL6\/IRjawctZoMNd5adgOUs463nFRNmOB02FUcvS7NiHYKyr5X30DOAKpo8N9IiA1AHbKNPpyarEq1i4GDPXdO5rhVG5XdUvKJpySybccx8W9MuRmN3gbGm7lOEUJCZEWjwb6fwsqTd9j4CWW\/d1thS4silmezVS8InofFUd5rVzTfkhBbmT7W4kkFPrJf1E5mmOY\/LBbpXbmaqcSoiwhuP5tQBG1v5CIq2soHFpJbsciVrpkika+ZD4w76pZqIPHRA5WTMrK96X6a0RXxPCWKsRWbQWajtHhGnsfebrMcdD9jC8KJF++m5WfucSN\/ScTqmwPm9gCurZWuXoNuYFLzt+sMX1avZLloHlYWxPQP6JEVkl8yaMSiKHSKxy0Zy4Cgts1BKZygIvHKsZ4JsDszpYBL0FvVoEiUQxMm9lGxxMHhyzCeMoZp0V0cEEWcTj3ctz6JKIBzFPZ00bzy6aZfnFBJGIGkw392rUo3MrlflOJRV2YN4iA8KTJ7U6VlNUZUAcxokrFY+XCTCF+Oqb3dNtqnEKtsIS1eQK0dWkYdKv6ZuafvDSa+t3Y\/E8FtF8W21sNR5MvtpJC+tetx\/BB8WE92b5+WcCBDMNcfvFoeynHrNF47ehRrYiMe8MPO7+5ptrIWFicXjlA2gHIDsDioCLGeVQqfjLw3kPHcCmY9i3MtDCGwnUNqvIPZEI2Ko689A2ruUVke0iNw5ogDQQ7w\/njHZLBxJl2eLyBBDl5Yy3bXco6agLy2pj4O9hwx9jfOwKHQ37iXk7x\/vyZEw0C7r9UUkZk42473LIhQCFQxCnYv6Rh5KiGP\/2OWcNqLNakfAc1gHVbONMZ5D8wON+woavOPeawhxHBmTHmBt4pNfcxx6JyI\/15ZUE9UqmLb9vTyH2ycuKRH9GV70TWb3ybuXEvEPchWThhc2a5XfjaKzkzap3kiU17VsEtwh3zKmZij2dBBXJ6UXYtlg886aCOaNz6IT5Xt9cAznXfZveZzb0lnLMLShWc9ydjqrjRvwgZzRA1y2SNm8PzPWLIF3wzN4N2plccXcmImLke2MGWr9cOtAjyKq5CRHaOUcFCt7NWXGuI+8IvFuOsWqlkOP11mMI1VT7L8WZIyiXHbctchuBqWfrRyzCsxP2Ixfh4J9TX+\/2TDkjMCTa2tLXNES43B5\/LOB6mPKKI+QWYCXWR1GmeC68L\/3FInvGuQZuztzNEMvk3bvevLeH50jeb0V3kQRssh18D0IllApw5aiypC7Gl2XrlydnLA+Fur7ejSHagmn7Vtz3j\/S3mvqbEQbr15ESPFpjSlf5v8vTbN3Xq3TF7KWeoUUWsySNvQNbjgddNLk6gK6fgdYvZ0DC1+klRyGxHb0v4FibolrEKrI8I1bHQVMCFr4csvXaezD\/lBtDMt3tas5PY97BLH2UbisKD7p4dHHf3gdg1mIh1EEi1C9n+FV54O5esq\/ssW7RyjxMHLpLrBa5eD3BlfmFIeoqWx7lNQSfm\/iT2sO2NeoqgFNojHtD5AdHOiqgci5HiyIXrxUQZxQQ52MHFNSYN2xF9qjJXznSsXnpoMXZSVnjEiPPSuGq4yteZXxLi5jnndyOCyiV4so27MiFKm7Ubn98qZ\/InWXsnhKzGx1yZz1ybLMIfS1XYlmwGvy2jTatFhbq8reh2EF3bRD7y41n65VobbLb1\/HsGD8HjthPWe32m4SD4xQtpS192dXGsNJ8mRMiF0AXCU6AQyzhUNcvVKNjtkXfnUHFXbBnptfvMPEsLVzzSywouaLQX3uRc\/16+5MZFx8zV\/QTzoUun9qArLGdzeLElhzWFyLAPFsDVE1N3WTs6gqu2TqG\/5Bj7qw6kF+DFbM+o7lFK2lD27v+vhsfewN\/E13sTA4PJnh9u1woiEbCD7YuZw2BoXCLMKWE6k3dDW0KF4uK281R7SpMSOX\/F0YgZS3KMWaELviwswgHHzBmv7DNUplE4oGV9QbO9l+06A3bnO6GSYtZgRXR3qwQiYIDCdAviaTIPkeszCv0dSzyxF3di0TWMTpWDMUWDOJBK507251qmO0oydY\/ITdWTAJZRCUMgrfTT8RDEClUBNtpC\/FeQhWdbAfMHFhM+PzyyrRDwlZ6\/+UhUT1IyEB2iJjZwWPKJ3g92tnf4aKP4wezgn+FTlVEpwJyqfYBQfeGyZbFrI4b8YPHhoASDjLmPilhpjRkMpN5kacUQnW5OgenM8OsJFLSXrzj3absRQt04C5J6eTABf2tu\/kHth0x2mW1DhjjZNGIOLPjFpX+PqrBRLmynt2itAWiS9I8rVGDAe7sF2wv5Sht09Yh7mCjgQpWc1rmyrVPDI947J5rg14yjHI8GhEtrwpkKYNw6lfI8uKctnSoJpC\/ccClhp5F5assbZslwFKvV7nIkIK\/2JQlpY+rkMyhUkFg8hj6AnMqv0xho011GxseyeQQA5cf\/rKCE2Uslbh+uyBVOkvdfAqluhIcQeYoMf\/IqTVPvoDaY3wz+sHOoh6mS6HKSVm+OMsFt+BnxjpIh2Z\/9c90Xdm1cHQVRqOMI0fUMZGYz3GUW2BS9xCi7\/M9itvalNqGyNKSZB0s0SiTV2I+G3jL1BFbs58vIriIImC5EDjbJjtix5b9bTmxzUNwcmaSI0g8KBMCQgNoUkIwI04OqWLLDgd4NmXndq8f4cDfivFcd+L+jJnHTIQSitSoolnnwi0reV28D3gTvv0npAaqgpDnfQs55\/gSdZfw0zOxBOIk2HNRUXZ+9RD+kEV\/wHBi86HAzNeMecBbmezQkfxsAhO6OojxSuKGpXkCk4EV0Q07MR8OvDU7E+kmzWVa4J2cpTtL0+pCYv4s8E7R1RRu18xpndoUZ8vaCxbMmQV4KzXNVZnJnIXhtORQUvIVmQAs77WHlOa6lZh\/CrzrdnOT+XlOSZcWpu2fA3MD1uH8lPAfsrtRvgy\/wVklQinQNc\/clLNcqQVMzKcD7+YZeuAm9jOBuUWKUSbFvw\/MrdmklHRDipio2\/Ymu0dJc9wB2bXlyLOfzf9zCxx00uFF832ypFQrwvHHAu\/2S8OrbJZ\/HXiP2h0NmR7EtGYerV1BRZ7BVAcI7jFXoyw7c476xwPvsf1FrX1OwTwuvup++YnAe3yftohLOklCxRKqGR7dPiGbQIcXjmI5TljWsVBwaRXD648n48uilN0UZHfkCmQCjB3Hx8R2jf\/SoEZkcJSklCwynu4D8sRDavQu7R2++JKxfqL4cP+eo3h6ORdrXzhaNToEwLhE7rXs36b0WrXupobEjlMw7FI4J3JUaNArDHLQPMTIYvJ2UuovLHARQq1lMMm0zvd2Riwyjco4y8gitvLGLUZUqJBvP2\/YtccK0SB3s7iC32Nv6TC3M+Dt+MDuT\/aCEMlzCAKuxWBGToS5bAp0tC7eWRHHWy4Xlwkn9pNZm0XN5AwioB2wGdjBoTZeTgB15cOrnL\/q89tJrOmcBRrI6gKJzqUBOczPF6aMexLNJoecqiBRbDG5qIQ8yz\/gCGfH7y+YuGFSlmVIgFdaZC6Zk8ki7nhO5eXEr8q6Ktank\/5gF6a4913A3l2U+0toMYPXqXkp03eY9mNeUWBfSfW6lQfbq2DzsoJZqkMYWWCfBQu98fJd+dgmzejzG6cV8vUKXQNp+XkFrzgU2sLQVdfM8wvmMUIhUiV3wBcUzBNUrcwLPG9Jcuv9BOtp9+FHyVVnf+Ts+HJ\/dxe+TMGsJBJajvCxbc1qWu4I\/19vTqTlMl4QHCj4G82aPspkLEVzUrNOjQmEaXEjiy2cth23+pe5XRwAOJMsrCS5w39RwbtGxmNHMl8nLy6Ya\/egtG1P7QzjOqVeRftYeuyzl5tHs0TkM94dsQcRp5PNHQW5XhFbzIXavhtQH2KLWPgRPsGoOx6I\/dy9aF5V8G5SUDvOgW7eSZUlMa8seLdM411rzKP4W45i1NDdOSybW7Wf9Sm6uc8xhCjKBgzbod+mdSFhNK5LRG5v9c0jDuUAdXm8W2JyMWegPTL7lAoX0rGeMcWE3Y6DPrssL5Gr9v64BkuM4NG7o+HhjvxoMdtu2vEF\/mW\/K3iPhTsk6cwKBlCm\/9WYcBzHdnzIJoOQynYuIfb48Cro9tjnJuOYkTpekz1w8EXjLCzDzqm5hSXmNQWvIF9yLsnvP3Jdc7y\/wMCZqvSjg5CsDPf2yvtHEiFbm5PCfHiedYSXjD+wH7BsUM1KwutRX78qlAo27zS7aEtVBsnaQiUZ\/tKuUE9K+it4BNPZR08ERBfLOwR+RdGQ1NaQ1Tjd3b9MF97K4ZWw1ashbzIgmckTh1eHr8n40oXhL40ZQjpCSNo9QhYzY3RySMxrC14gxXXpT9AKO5JraQ+NRQrFw6tBl9rpY3XVSeO7vzZa6ZHorme2q5VQoplehlqR5egTRyS\/ZWNT3jStVDqvK+AS961TIdgKNCflxUBYkh3UbNSaJdlnvagjf\/eTnF+qVUt606k3yWTkG67tMIrsFXSxrvfgS\/m3Hcv27Ze86aC0IleX6XOQ1WpjG4qCdaLRrIS9jWpYq8hXELWTtZS9dmxDInM2V74wmxl3lp9inp+lBX6W8\/yspB2WxvYeFDV+mLcYa8ZfeH0R9PWyhvubgrrxFv5MU4wfOpxiuVnuFvQWNp0D91LC\/GKBHdu9DbeQd3MTuMdqj8SKW9DbCmZVOpbRW8gruQEZoyS6eEvSsYVzVSTfL3b94RGyRrDC5np5TJm9EnB\/wN4W5Y9Wy18ftk\/37DWrvlxo6SO\/oFIV3SJXCO\/plmoyLcVGs9PTEoWlGpPf62zpVCxnhV6znaGsbLZD1LWtFZRX8+U84omSHpvWdOpO0gvJKTup1Q3h5jStGvYPl5+BX\/14Zq\/WbJ7ThyDXNEL3qetrq3DR7na2BPO6uURYEHFWyMTz5oKRHxg5cGl64Uh2bpZewcsWSD2dMb0jYPbtdTg480UEDj6gwhPz1sL8jeJGOp\/4oERd8eo5qdHS6ycbokOS92UOQReOpGvrh84nmKZJFhjo6Acv9fQ+JqNY5h0QGcp20JyeUxaPUbALx194B+we1chdSKtXosJ+fVRmOeNe1I7edVxyGeYNACixN9AjUltcmm+E9bRpFOuvUmg9FPPuja1hx+dceE6V4QuRbemH4XrMgfoa78lJco4QUotPL5\/hEq8G4pdyOCLAbF70RwDG3CR\/6zXiNiaU4emLKL0rYrwUCecsPtaVVyudrfmj1GBTTUlBqMgrNcEp6jegtUhpKdoqtbKSNSyusIIWN\/X7t6s210uN1gn7ldqsvObKqQU7OX9E6z5I6wyX\/SJt9hr3jBbdC9tratX8e9prr3hwe508FNLnKDng9XNg9uTiBiXLWiMChsGQQd9YRuQ4RLP+Qy3uavfkTawJzofyMXjDCm43mQ8EOmwKtm9f3\/RH22zYnLDcAsHv9OR5jPxkytTTxwaldqda1tF5EUKgQ7J+o7RNEpTcd\/ULW\/Jn+opbd\/Dv0tad\/Lu8dRf\/rmzJn+Zb3bqbf09sSRBG5mste+lwcqPZRArkTmEOMXsR2dOCc2ZLoNewj5Fcu\/BQ4jp9Pnd9V\/69gaXRJb2xJn+r9KaKwG6udPj3loqM+NaN6mZXadxGrlxquQE8os4ZlfSR2FKS22WneVRY599HizKo7B8T1VEsMo8Vrh7HjAudx9\/DP0+obEjrLyqtrwubT3RPjr64LT0\/qS0D+BK3f31pp1qXdl9WxjCSfjkTR\/IVUUn\/jO5XnlsXPr+KHYDkyZEK6CkymDsEcKcM7i73J1mfuq5\/kfXu9YrMzNOilprupysLzzivyVe3quWOHfDXRM1uWz\/1+rXVuozn6wiLyQi\/vlZaD2Vc31BttLrC8TeudzsdlUvJvkMjty78u4cqLNBOOnkV8laGoaymEvsG+Y1mt2NpbWK32Ex0Jrfq4AhbVXUi7J+xOFsLN+17v3OyjclQaqLL7QnG2Dwz1bsGVpDkrlKrpbe0ts9HrZcamARyZbGUtZD5hwcRfsUZjmpjQwiEbrQbbqY3UVn5swuWzhYBQpurRmGprX\/J+Gz+rd6pud4\/mnXfrTcypX080Q4CHI7SEypV+alBU3l4YmX+xxi+OJXYl0tLu5y\/ws7EVzq5PllS1Er4fAruo3BxB3us9PpUVD\/\/Nz6e1tbfFj2dJCX8DPJCW7n66o68lyTz9R3csHVVslI2r155Kyyf496dvC8f9i+HqtoBVklUqwDTXcdJMc3n2iylMLHFIt7lTA1W0gm3fa6mGCeicpsrfwtd028XS+501Ko2Mr7OwDXJtSRos2rldaJWttfrO+0wlF7J38B8rzct\/EYZAelNIj8LulkYJL1FUtvnrcpJKqzb6ELQyT5CyJI+UlJH6naRGh4W2fVSLdSFfK7WlNmq1Uvte7raom4fn5JDz+o6nqZiV6oli9zKcvdYxbLsnbQPHMhds2DLHjM3SY91U\/K4CkvQwb4orLe2MLLS45M2Qr3X+BIMmV3hX8o6Ctv6V8O\/rNqIYMO2+qp02d0p+qy7B4W7o9SwfQ3GhsmxLyK\/FpPDRVpa\/Dpairi\/QcZH+o3peaYtmoYW955CIUoLd1DopIU7KXTTwl0UttPCUymoqkrhbgr3SkF5vC\/bAu6XzcRO3b+abzXfJOvXLW2K3yzTGPacrB7AIdhUq9KrH\/t1qO8NkkF5FPfH+qlaL3O8rEsY46uIJ\/MhPJl8VQgcHyb7uPSewOUYLZG4+oRT45BI3PEARlCW80XL\/RTU+O7vsJj532Gh4FUIJosbu4gcYA9LZbEeV\/nzLZT88lV\/mooraS2k0V8jdZr290eUPc0IRGoA+CXMa\/YD0\/k5qrhwjkqod2\/I8f+OnaSGY5cvEgBVxNJ02neE1rziQg\/i7anfad+6uyMh6sfsk\/FSv8qv6pQGtiZ9FVm4ghYu5UzIfQxH95L2+FFcyQW0hKnLzeonmNUr6kMqmVq\/nwIZpqP3ceht9Yln5X6inKKnmrCfr9d4+FYeQoscA38HAyExK\/VzXXQ1Tss0kJufz4CTjPuHyT63N+bTnGzCDMOBabUnsTiLPEZPy\/sSg9gQrbTaJ4GcXEMhDR+Jpn9Po6wKpVYp\/gNSHPXtz2+Vp3lcLQgpKrJC8rEAfPMIXzbsqDH1ulgbUj8L7QfRfZE11AX2gk6v1BJXpdhs6FswppfSkuztUUn\/hMZySepXIqvNLY4sMeexPpMiagF1YikgGOlIfyOgRS9c+GInSoB3EFKBu6Bug7dA0Aq+QFRwJL8IOWO8mfu2jJa4lbSlBiJGGnKag4F\/JEZdfpjwINRsPEg0QuZDQlA+tiAXOG3a0NuOCTR0WZW4koQeHz7OWtCnx\/oj6HNDGx3GLDTLegI3tep627o4nlvy\/gI+SnJRD5f2F1ifR5fn9W79XCBabM0jIwfzIs3+GcQWw5fTQiTfdsIkHerL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a diferen\u00e7a ao reinventar o futuro da minera\u00e7\u00e3o<\/h2>\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-67f1653 elementor-widget__width-inherit elementor-widget elementor-widget-text-editor\" data-id=\"67f1653\" data-element_type=\"widget\" data-widget_type=\"text-editor.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<p><span style=\"white-space-collapse: preserve;\">Nosso objetivo \u00e9 alavancar nossos m\u00e9todos de perfura\u00e7\u00e3o de t\u00faneis, perfura\u00e7\u00e3o remota e escava\u00e7\u00e3o mec\u00e2nica. Nosso objetivo se estende \u00e0 melhoria do bem-estar de nossos funcion\u00e1rios. Isso exige uma lideran\u00e7a respons\u00e1vel, o desenvolvimento de uma cultura voltada para o desempenho, a forma\u00e7\u00e3o de equipes eficazes e a diversifica\u00e7\u00e3o de nossas opera\u00e7\u00f5es. Essas etapas s\u00e3o essenciais para manter um ambiente de trabalho seguro e garantir o retorno ideal sobre os investimentos, aumentando assim continuamente o valor para os acionistas.<\/span><\/p>\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t<div class=\"elementor-element elementor-element-1dfecbf e-flex e-con-boxed e-con e-child\" data-id=\"1dfecbf\" data-element_type=\"container\" data-settings=\"{&quot;background_background&quot;:&quot;classic&quot;}\">\n\t\t\t\t\t<div class=\"e-con-inner\">\n\t\t<div class=\"elementor-element elementor-element-cde24cc e-con-full e-flex e-con e-child\" data-id=\"cde24cc\" data-element_type=\"container\">\n\t\t\t\t<div class=\"elementor-element elementor-element-d2d5ca0 elementor-widget__width-inherit elementor-widget elementor-widget-heading\" data-id=\"d2d5ca0\" data-element_type=\"widget\" data-widget_type=\"heading.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t<h2 class=\"elementor-heading-title elementor-size-default\">Nossos objetivos<\/h2>\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t<div class=\"elementor-element elementor-element-009bf8e e-con-full e-grid e-con e-child\" data-id=\"009bf8e\" data-element_type=\"container\">\n\t\t<div class=\"elementor-element elementor-element-3605852 e-con-full e-flex e-con e-child\" data-id=\"3605852\" data-element_type=\"container\" data-settings=\"{&quot;background_background&quot;:&quot;classic&quot;}\">\n\t\t<div class=\"elementor-element elementor-element-543c12c e-con-full e-flex e-con e-child\" data-id=\"543c12c\" data-element_type=\"container\">\n\t\t\t\t<div class=\"elementor-element elementor-element-50126c6 elementor-view-default elementor-position-top elementor-mobile-position-top elementor-widget elementor-widget-icon-box\" data-id=\"50126c6\" data-element_type=\"widget\" data-widget_type=\"icon-box.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t<link rel=\"stylesheet\" href=\"https:\/\/masterdrilling.com\/wp-content\/uploads\/elementor\/css\/custom-widget-icon-box.min.css?ver=1756199601\">\t\t<div class=\"elementor-icon-box-wrapper\">\n\n\t\t\t\t\t\t<div class=\"elementor-icon-box-icon\">\n\t\t\t\t<span  class=\"elementor-icon elementor-animation-\">\n\t\t\t\t<svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" width=\"56\" height=\"56\" viewbox=\"0 0 56 56\" fill=\"none\"><path d=\"M0 28C0 12.536 12.536 0 28 0C43.464 0 56 12.536 56 28C56 43.464 43.464 56 28 56C12.536 56 0 43.464 0 28Z\" fill=\"url(#paint0_radial_2766_51695)\"><\/path><path d=\"M40 17.3327H36V15.9993C36 15.6457 35.8595 15.3066 35.6095 15.0565C35.3594 14.8065 35.0203 14.666 34.6667 14.666H21.3333C20.9797 14.666 20.6406 14.8065 20.3905 15.0565C20.1405 15.3066 20 15.6457 20 15.9993V17.3327H16C15.6464 17.3327 15.3072 17.4732 15.0572 17.7232C14.8071 17.9733 14.6667 18.3124 14.6667 18.666V22.666C14.6667 28.4127 17.0653 31.8793 21.092 32.0153C21.6815 33.0284 22.4863 33.8996 23.4496 34.5673C24.4129 35.235 25.5112 35.6829 26.6667 35.8793V38.666H24V41.3327H32V38.666H29.3333V35.8793C30.4886 35.6821 31.5865 35.2339 32.5497 34.5663C33.5129 33.8986 34.3179 33.0279 34.908 32.0153C38.9347 31.8793 41.3333 28.4127 41.3333 22.666V18.666C41.3333 18.3124 41.1929 17.9733 40.9428 17.7232C40.6928 17.4732 40.3536 17.3327 40 17.3327ZM17.3333 22.666V19.9993H20V29.106C17.6213 28.1033 17.3333 24.398 17.3333 22.666ZM28 33.3327C25.0587 33.3327 22.6667 30.9407 22.6667 27.9993V17.3327H33.3333V27.9993C33.3333 30.9407 30.9413 33.3327 28 33.3327ZM36 29.106V19.9993H38.6667V22.666C38.6667 24.398 38.3787 28.1033 36 29.106Z\" fill=\"white\"><\/path><defs><radialgradient id=\"paint0_radial_2766_51695\" cx=\"0\" cy=\"0\" r=\"1\" gradientunits=\"userSpaceOnUse\" gradienttransform=\"translate(1.73897e-06 56) rotate(-42.1626) scale(75.5488 256.903)\"><stop stop-color=\"#1C4584\"><\/stop><stop offset=\"1\" stop-color=\"#0F0B14\"><\/stop><\/radialgradient><\/defs><\/svg>\t\t\t\t<\/span>\n\t\t\t<\/div>\n\t\t\t\n\t\t\t\t\t\t<div class=\"elementor-icon-box-content\">\n\n\t\t\t\t\t\t\t\t\t<h3 class=\"elementor-icon-box-title\">\n\t\t\t\t\t\t<span  >\n\t\t\t\t\t\t\tSeja l\u00edder de mercado em minera\u00e7\u00e3o automatizada e digital\t\t\t\t\t\t<\/span>\n\t\t\t\t\t<\/h3>\n\t\t\t\t\n\t\t\t\t\n\t\t\t<\/div>\n\t\t\t\n\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t<div class=\"elementor-element elementor-element-b7fce76 e-con-full e-flex e-con e-child\" data-id=\"b7fce76\" data-element_type=\"container\" data-settings=\"{&quot;background_background&quot;:&quot;classic&quot;}\">\n\t\t<div class=\"elementor-element elementor-element-774a432 e-con-full e-flex e-con e-child\" data-id=\"774a432\" data-element_type=\"container\">\n\t\t\t\t<div class=\"elementor-element elementor-element-e7cc2c4 elementor-view-default elementor-position-top elementor-mobile-position-top elementor-widget elementor-widget-icon-box\" data-id=\"e7cc2c4\" data-element_type=\"widget\" data-widget_type=\"icon-box.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t<div class=\"elementor-icon-box-wrapper\">\n\n\t\t\t\t\t\t<div class=\"elementor-icon-box-icon\">\n\t\t\t\t<span  class=\"elementor-icon elementor-animation-\">\n\t\t\t\t<svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" width=\"56\" height=\"56\" viewbox=\"0 0 56 56\" fill=\"none\"><path d=\"M0 28C0 12.536 12.536 0 28 0C43.464 0 56 12.536 56 28C56 43.464 43.464 56 28 56C12.536 56 0 43.464 0 28Z\" fill=\"url(#paint0_radial_2766_51700)\"><\/path><g clip-path=\"url(#clip0_2766_51700)\"><path d=\"M21.9637 25.7859C24.5722 25.7859 26.6944 23.6638 26.6944 21.0553C26.4565 14.788 17.4699 14.7897 17.233 21.0553C17.233 23.6637 19.3552 25.7859 21.9637 25.7859ZM21.9637 17.7308C23.7968 17.7308 25.2882 19.2221 25.2882 21.0552C25.1211 25.4595 18.8057 25.4583 18.6392 21.0552C18.6393 19.2221 20.1306 17.7308 21.9637 17.7308Z\" fill=\"white\"><\/path><path d=\"M39.905 24.8298L35.0099 16.351C34.7487 15.8855 34.0531 15.8857 33.7921 16.351L28.8969 24.8298C28.6245 25.2886 28.9724 25.891 29.5058 25.8844H39.2961C39.8297 25.891 40.1774 25.2884 39.905 24.8298ZM30.7236 24.4782L34.4009 18.1088L38.0783 24.4782H30.7236Z\" fill=\"white\"><\/path><path d=\"M38.5319 29.1895H30.2478C29.8595 29.1895 29.5447 29.5043 29.5447 29.8926V38.1766C29.5447 38.5649 29.8595 38.8797 30.2478 38.8797H38.5319C38.9202 38.8797 39.235 38.5649 39.235 38.1766V29.8926C39.235 29.5043 38.9202 29.1895 38.5319 29.1895ZM37.8288 37.4735H30.9509V30.5957H37.8288V37.4735Z\" fill=\"white\"><\/path><path d=\"M22.4607 28.2782C22.1861 28.0036 21.7409 28.0036 21.4663 28.2782L16.206 33.5386C15.9314 33.8131 15.9314 34.2583 16.2059 34.5329L21.4667 39.7934C21.7412 40.0679 22.1864 40.0679 22.461 39.7934L27.7214 34.5329C27.996 34.2584 27.996 33.8132 27.7215 33.5387L22.4607 28.2782ZM21.9638 38.3018L17.6974 34.0357L21.9635 29.7697L26.2299 34.0357L21.9638 38.3018Z\" fill=\"white\"><\/path><\/g><defs><radialgradient id=\"paint0_radial_2766_51700\" cx=\"0\" cy=\"0\" r=\"1\" gradientunits=\"userSpaceOnUse\" gradienttransform=\"translate(1.73897e-06 56) rotate(-42.1626) scale(75.5488 256.903)\"><stop stop-color=\"#1C4584\"><\/stop><stop offset=\"1\" stop-color=\"#0F0B14\"><\/stop><\/radialgradient><clippath id=\"clip0_2766_51700\"><rect width=\"24\" height=\"24\" fill=\"white\" transform=\"translate(16 16)\"><\/rect><\/clippath><\/defs><\/svg>\t\t\t\t<\/span>\n\t\t\t<\/div>\n\t\t\t\n\t\t\t\t\t\t<div class=\"elementor-icon-box-content\">\n\n\t\t\t\t\t\t\t\t\t<h3 class=\"elementor-icon-box-title\">\n\t\t\t\t\t\t<span  >\n\t\t\t\t\t\t\tDiversificar o neg\u00f3cio, reduzir riscos e gerar fluxos de receita sustent\u00e1veis\t\t\t\t\t\t<\/span>\n\t\t\t\t\t<\/h3>\n\t\t\t\t\n\t\t\t\t\n\t\t\t<\/div>\n\t\t\t\n\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t<div class=\"elementor-element elementor-element-ae0b747 e-con-full e-flex e-con e-child\" data-id=\"ae0b747\" data-element_type=\"container\" data-settings=\"{&quot;background_background&quot;:&quot;classic&quot;}\">\n\t\t<div class=\"elementor-element elementor-element-9af217a e-con-full e-flex e-con e-child\" data-id=\"9af217a\" data-element_type=\"container\">\n\t\t\t\t<div class=\"elementor-element elementor-element-badea31 elementor-view-default elementor-position-top elementor-mobile-position-top elementor-widget elementor-widget-icon-box\" data-id=\"badea31\" data-element_type=\"widget\" data-widget_type=\"icon-box.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t<div class=\"elementor-icon-box-wrapper\">\n\n\t\t\t\t\t\t<div class=\"elementor-icon-box-icon\">\n\t\t\t\t<span  class=\"elementor-icon elementor-animation-\">\n\t\t\t\t<svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" width=\"56\" height=\"56\" viewbox=\"0 0 56 56\" fill=\"none\"><path d=\"M0 28C0 12.536 12.536 0 28 0C43.464 0 56 12.536 56 28C56 43.464 43.464 56 28 56C12.536 56 0 43.464 0 28Z\" fill=\"url(#paint0_radial_2766_51705)\"><\/path><path d=\"M39.9933 21.2003C39.9712 20.9762 39.8925 20.7614 39.7647 20.5761C39.6369 20.3907 39.4642 20.2407 39.2627 20.1403L28.596 14.807C28.4108 14.7143 28.2065 14.666 27.9993 14.666C27.7922 14.666 27.5879 14.7143 27.4027 14.807L16.736 20.1403C16.535 20.2413 16.3628 20.3914 16.2353 20.5767C16.1078 20.762 16.0292 20.9765 16.0067 21.2003C15.992 21.343 14.7253 35.5563 27.4587 41.219C27.6288 41.2958 27.8133 41.3355 28 41.3355C28.1867 41.3355 28.3712 41.2958 28.5413 41.219C41.2747 35.5563 40.008 21.3443 39.9933 21.2003ZM28 38.5296V28.0003H19.3467C18.829 26.1047 18.5847 24.1449 18.6213 22.1803L28 17.491V28.0003H36.6133C35.6013 31.6536 33.2827 35.9723 28 38.5296Z\" fill=\"white\"><\/path><defs><radialgradient id=\"paint0_radial_2766_51705\" cx=\"0\" cy=\"0\" r=\"1\" gradientunits=\"userSpaceOnUse\" gradienttransform=\"translate(1.73897e-06 56) rotate(-42.1626) scale(75.5488 256.903)\"><stop stop-color=\"#1C4584\"><\/stop><stop offset=\"1\" stop-color=\"#0F0B14\"><\/stop><\/radialgradient><\/defs><\/svg>\t\t\t\t<\/span>\n\t\t\t<\/div>\n\t\t\t\n\t\t\t\t\t\t<div class=\"elementor-icon-box-content\">\n\n\t\t\t\t\t\t\t\t\t<h3 class=\"elementor-icon-box-title\">\n\t\t\t\t\t\t<span  >\n\t\t\t\t\t\t\tCrie um ambiente de trabalho seguro e saud\u00e1vel\t\t\t\t\t\t<\/span>\n\t\t\t\t\t<\/h3>\n\t\t\t\t\n\t\t\t\t\n\t\t\t<\/div>\n\t\t\t\n\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t<div class=\"elementor-element elementor-element-e8da219 e-con-full e-flex e-con e-child\" data-id=\"e8da219\" data-element_type=\"container\" data-settings=\"{&quot;background_background&quot;:&quot;classic&quot;}\">\n\t\t<div class=\"elementor-element elementor-element-eece1d7 e-con-full e-flex e-con e-child\" data-id=\"eece1d7\" data-element_type=\"container\">\n\t\t\t\t<div class=\"elementor-element elementor-element-e85a79d elementor-view-default elementor-position-top elementor-mobile-position-top elementor-widget elementor-widget-icon-box\" data-id=\"e85a79d\" data-element_type=\"widget\" data-widget_type=\"icon-box.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t<div class=\"elementor-icon-box-wrapper\">\n\n\t\t\t\t\t\t<div class=\"elementor-icon-box-icon\">\n\t\t\t\t<span  class=\"elementor-icon elementor-animation-\">\n\t\t\t\t<svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" width=\"56\" height=\"56\" viewbox=\"0 0 56 56\" fill=\"none\"><path d=\"M0 28C0 12.536 12.536 0 28 0C43.464 0 56 12.536 56 28C56 43.464 43.464 56 28 56C12.536 56 0 43.464 0 28Z\" fill=\"url(#paint0_radial_2766_51710)\"><\/path><path d=\"M28 14.666C20.648 14.666 14.6666 20.6473 14.6666 27.9993C14.6666 35.3513 20.648 41.3327 28 41.3327C35.352 41.3327 41.3333 35.3513 41.3333 27.9993C41.3333 20.6473 35.352 14.666 28 14.666ZM17.3333 27.9993C17.3333 26.8007 17.5413 25.65 17.908 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class=\"elementor-icon-box-content\">\n\n\t\t\t\t\t\t\t\t\t<h3 class=\"elementor-icon-box-title\">\n\t\t\t\t\t\t<span  >\n\t\t\t\t\t\t\tAmpliar a cadeia de valor em todos os mercados\t\t\t\t\t\t<\/span>\n\t\t\t\t\t<\/h3>\n\t\t\t\t\n\t\t\t\t\n\t\t\t<\/div>\n\t\t\t\n\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t<div class=\"elementor-element elementor-element-d33c710 e-con-full e-flex e-con e-child\" data-id=\"d33c710\" data-element_type=\"container\" data-settings=\"{&quot;background_background&quot;:&quot;classic&quot;}\">\n\t\t<div class=\"elementor-element elementor-element-7583936 e-con-full e-flex e-con e-child\" data-id=\"7583936\" data-element_type=\"container\">\n\t\t\t\t<div class=\"elementor-element elementor-element-331bc12 elementor-view-default elementor-position-top elementor-mobile-position-top elementor-widget elementor-widget-icon-box\" data-id=\"331bc12\" data-element_type=\"widget\" data-widget_type=\"icon-box.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t<div class=\"elementor-icon-box-wrapper\">\n\n\t\t\t\t\t\t<div class=\"elementor-icon-box-icon\">\n\t\t\t\t<span  class=\"elementor-icon elementor-animation-\">\n\t\t\t\t<svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" width=\"56\" height=\"56\" viewbox=\"0 0 56 56\" fill=\"none\"><path d=\"M0 28C0 12.536 12.536 0 28 0C43.464 0 56 12.536 56 28C56 43.464 43.464 56 28 56C12.536 56 0 43.464 0 28Z\" fill=\"url(#paint0_radial_2766_51730)\"><\/path><path d=\"M16 16V38.6667C16 39.0203 16.1405 39.3594 16.3905 39.6095C16.6406 39.8595 16.9797 40 17.3333 40H40V37.3333H18.6667V16H16Z\" fill=\"white\"><\/path><path d=\"M32.3907 31.6093C32.5144 31.7332 32.6614 31.8315 32.8231 31.8986C32.9849 31.9657 33.1583 32.0002 33.3334 32.0002C33.5085 32.0002 33.6819 31.9657 33.8436 31.8986C34.0054 31.8315 34.1523 31.7332 34.276 31.6093L40.9427 24.9426L39.0574 23.0573L33.3334 28.7813L30.276 25.724C30.1523 25.6 30.0054 25.5017 29.8436 25.4346C29.6819 25.3676 29.5085 25.333 29.3334 25.333C29.1583 25.333 28.9849 25.3676 28.8231 25.4346C28.6614 25.5017 28.5144 25.6 28.3907 25.724L21.724 32.3906L23.6094 34.276L29.3334 28.552L32.3907 31.6093Z\" fill=\"white\"><\/path><defs><radialgradient id=\"paint0_radial_2766_51730\" cx=\"0\" cy=\"0\" r=\"1\" gradientunits=\"userSpaceOnUse\" gradienttransform=\"translate(1.73897e-06 56) rotate(-42.1626) scale(75.5488 256.903)\"><stop stop-color=\"#1C4584\"><\/stop><stop offset=\"1\" stop-color=\"#0F0B14\"><\/stop><\/radialgradient><\/defs><\/svg>\t\t\t\t<\/span>\n\t\t\t<\/div>\n\t\t\t\n\t\t\t\t\t\t<div class=\"elementor-icon-box-content\">\n\n\t\t\t\t\t\t\t\t\t<h3 class=\"elementor-icon-box-title\">\n\t\t\t\t\t\t<span  >\n\t\t\t\t\t\t\tOtimizar o retorno sobre investimentos atuais e novos (excel\u00eancia operacional)\t\t\t\t\t\t<\/span>\n\t\t\t\t\t<\/h3>\n\t\t\t\t\n\t\t\t\t\n\t\t\t<\/div>\n\t\t\t\n\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t<div class=\"elementor-element elementor-element-d802c33 e-con-full e-flex e-con e-child\" data-id=\"d802c33\" data-element_type=\"container\" data-settings=\"{&quot;background_background&quot;:&quot;classic&quot;}\">\n\t\t<div class=\"elementor-element elementor-element-eff7aff e-con-full e-flex e-con e-child\" data-id=\"eff7aff\" data-element_type=\"container\">\n\t\t\t\t<div class=\"elementor-element elementor-element-d7b5e7c elementor-view-default elementor-position-top elementor-mobile-position-top elementor-widget elementor-widget-icon-box\" data-id=\"d7b5e7c\" data-element_type=\"widget\" data-widget_type=\"icon-box.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t<div class=\"elementor-icon-box-wrapper\">\n\n\t\t\t\t\t\t<div class=\"elementor-icon-box-icon\">\n\t\t\t\t<span  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2SE6vMlI2S\/SzJC9wWSEcLfLRmh\/EIyyur3SEYov0gyQvl7JSOUXywZofx9khHKL5GMUP5+yQjll0pGKP+AZITyy8gozz8oGaH8cskI5R+SjFB+hWSE8g9LRii\/UjJC+UckI5RfJRmh\/KOSEcqvJnOnUP4xyQjl10hGKP+4ZITyayUjlP+dZITyT0hGKP+kZITy6yQjlH9KMkL59WTuEso\/LRmh\/AbJCOWfkYxQfqNkhPK\/l4xQfpNkhPLPSkYov1kyQvnnJCOU30LmqUL55yUjlN8qGaH8C5IRyr8oGaH8S5IRym+TjFD+ZckI5bdLRij\/imSE8jvI3C2Uf1UyQvmdkhHKvyYZofwuyQjlX5eMUH63ZITyb0hGKL9HMkL5NyUjlN9L5mlC+bckI5TfJxmh\/NuSEcrvl4xQ\/h3JCOUPSEYo\/65khPIHJSOUf08yQvn3yTxdKP+BZITyH0pGKP+RZITyhyQjlP9YMkL5w5IRyn8iGaH8EckI5T+VjFD+MzJqov5cMkL5o5IRyn8hGaH8MckI5b+UjFD+uGSE8l9JRij\/tWSE8t9IRih\/wjsepcJFm7Fdm7uMl7pqvjiz9f7hoThLnr83nRyIezeb8K+\/PprsGM\/buTyLExN4Njxm\/ICr030pj8Wzw48b9Gd9xV02wfZwEE+M76c4yZ3d6UiQWv1kFkeTo+kuJPxkineHgyLu4HS3IaEcOgTEobws3mtp8CyiJsZbmQnj+JTJfn8weTAh6+\/jthBz2MfHxGsdxLP+cESuEDPeRBwRvNdLxCRiYmPkl2bxgUZVbdXypeEOB2PYWOXQKXKx3bpnAcY\/8f9vl7t4Z1OEQX51Zyo0x\/RM6YQyY\/ybdZKuMdaNN880\/kS82ZmcDoJLw2S4g+A8UyBxd1SnTTHhFJCYPW8J2uNkbzI9MM8yy0OdsRd6ZkVznX1c9bGwDmi1PwbIiacqVQK5xkJwL\/F+mdplcy3l\/HXMdeaEhexPjkaDsvBX748BwM9N0wlHJxrD5loiTcic3FPZKqab0pd45tShjHRDq7DE5nR8MHnWsEwPLeLkyHjZO3NJFelFnrmOmPaF4ZjjlfR8fjiY7cPZ9QvQLevJLpsbdqUnnGU5+tyoQpHCvnezOMV15q2Cshq\/eDG+bA6Ntwe0NhynBJhpgVSGF2I4DTi1ULKu9LeaghScz1zkAoQStId2zH7Qf2iYdPoXYMKTbEMkiN6nK03D7Lbz63f3+3K8iKcJGF5W0o6qFRm+n0i+eSmeEuSNO33m2rzT94IRvCbmDYF3cqQx4G1oSPfLZmWvPxrtEJUTvhJz6J04GKZRuWx019pWGkjcQYO447IUX+t5xQujy4f7CfuOtzTI7qkSdh1veYfz7cVvOZqIIXi9512zB91MmC\/3vNV9VHYKqYvrk4fAebXnrc2yEDJH6qk7QRbNKQePBxlXp0eTC3LvoCidSTmVR3NvL4lnWCez6p05YBzQsvRf43nXDTimXYoHNeX\/jYF3fcUC5nJ2MnKj9RZG689Hy3JeGC0La2G0xeOjXbpytMtuVNBYGO2Kg+dGu\/ovGO2J46NdG9jB1ZR\/RntyK8eD8Qs7xGIHiRlw+Lb21p3Ug\/0UjwNEkRBlRphFMG+UzJkmhIFdSfPBkAU0ghQG58C2PcfSWTbFdSdO469gA+2pFCk\/qAuUhSR195FRnc1GX5BSKdmFFKVlTOZkGtdyd5xYyL3hNJllcpG+YChfXtqUyaPj3cnBQZ8hrNvdZx6W2DF2BTFoxiATqFpA\/1cS7w8uOdu8dKUdWlaQGpkonpnPFojbZurCRjYlfIMEPSSYdif7ptMfzMIld6m2jhlCigqu96dMm5N9nlEbH1I9k5ZSaMSzByeguxEirgPm49kEqvgnG+eVlkI2dm6HkJInqpCYBzwvunywMxk58okW6Jf93uZTIokQ8AniyDYSwXu8gbDYipjMlCx6qj6D76MbUDgEhqtJoADpbcZj2fyQkOtrkqfsHSXxBlqwKU4J47g81lCNhyMx3NtrjkeX2wj9Un+k2EHFan714OBoJqPTvcnS9RfpUnDG0C8lSTyrDuCS8aNr0yE4b\/M8z1WEgC5DoC9FUWjssOarAxxU174d74Fy0damxFlaWgmivyySldH3BSLob6cta2nG4CZHh9UBvq0JdIbIv4s1ZCVN4d0eHoNsHwyJ4ns8s5QWI6X+Po8oap6Un67pxe4iR\/3hqtMOH6Z+23WKIvxfMJqIQIRdHfzfMCMGUHk4JByJI7obPFx9Zz8++ALcbIzQvA5GjehRi9A3nq4J6+saieP6ohy27LMQnyjVZkNeIFEI5C1Yd13ghQhrhidEJ60p7oHxl2ZS2M7mF+d4PgydB3\/GnuLknDCNHlaxA6gszka9Pz5i670cxSMWbMwaN4Vhsj6ZDpzfcxWEYnK0I5HPHbYr6dwNbmnO26LmfgjNXagLqRD9nUkZJj\/gGU\/zdky\/D88RNk5Wl0w\/9GPCuBg5f3UPv\/uc1elEK5E1vvclO\/6tPn470ViRfaufrfOEIyIbozsJFEdD\/NnpZTEGnUnkxgKaADjGe0sY5sPJOB67tbV8NN4byVW13DjmSa4Mk25apZJZtWyX0\/b1PseG1CLuplBL1Ts82hkNk32IScfCbmfSifsHtTl70ol\/vJOgypFIbH6q0tFMhj23U0KquRc9CKdYHocs5g2ffIGFRQt0dbrbd\/yLKLNp9EdRbkbSJpa0feVk\/FMz0f0bhBN0S08H6jiwFQRTttEjOUoU5seEIkl2TFhKDqdxfwDGcrI\/eRBZc8BZj5HgQOw26CuWxja7FR70qnbiCidsY1dae8hlTl52mVMdOXro\/lsd78khUFndNt7gyO4G9OujoLOJVFTiS8Pd9LVFel8jcTV9GuKViXRq7NdXGFc4ErmnzIYgDdvpaYMtxzUul8\/39CztHesE\/0gKHJLRebdtMhakVh0wlcO9IZ4ASk8rS\/MTrOEm4seBbDmXoiMEzEp2dW+4tUuv+DzJZzW+lNKLvoB7JsaRYhZcMUMuOkCKv2SfSJJbdgys49NfYAsQn4ylwE4MN\/SSjVpux7k1s5fXcoHoHlp5VxCwY8haEjOtVnrpM8Ar0UvoKH6SKKjv72RgpfJpRDkHlUVNRBcbfU7BKkPFMsVGaZuQvd5uGO4w2\/Ydoxed13sCX9IeVymKELjLTH0\/UAg5Wkv0AspMp1gtMNJXpSCYqL2p9x7ElluQ7bXu7G3fBcC3LSPO4lgGDPxacrS3x7UXFmMojpyyxqLcxeGfiRMyIxhpguTSBbEzenBj\/ilWK7puPssqotQ8monzKoafekwc04GTKA4L5WUwNiZENyJ98IXdupgAXsHZKe0kk9HRLHYuH0ZuNz+qf\/DMiW9hh7An\/DXH\/fam69341Y1eIwzdXWSpdr50X0TGq+npRl4BpVbhbvZKjp7Gx5xnBiAYHx1EmA7mJDGcAJy5IGCRWGgkKwLn98IRBnLqSsvKIlO6cih2czo2TzerOUpuzZ+w1FxpLbG1QsOBTs6pOsipTbYWNEoPzLDqWRL0mW74QQsjCcKDmCVmUF\/hrxgM3oKzj58lG7L6zZFkOyICuXuz2i1P8Ei4qGs3zwnEd+\/Zg3Bjw76lK3Ad0WxLrujeTC1hEtl+lF5u07R9WZOfeoJup0z3WUFg0hmrKBHcJwJxTRJmNDUklH2Zd1vl7p+xwawcBA5AF4HMMEO4N6z0zm+FLO6taq3Sa270bDU3g730JwWMkIV\/n6uRhn5puptxwcEOIZbGF5AiQS02g1zRH45x1dtq8ykGdv+pcVyk7dF0CIfeYJgcjvqXdV2siZOuRV0G8N8aHRGHcb0dagFJ0gwHnsAHDS7agba0rh2P+pyI922DwqECbYOD2AbgaOKmmiyeVgW\/ybpNhfrRaDaU3uPpxjAeDbbtVDBBu6wtZI8yePmLeb88YYByeKn3JTonV4lOP9w7JbHdJL4z0IG1x+QKqUkuZsZ6Sdr0Ft4ULIf2kfZK7vHUatZpOB4cykkS0cQuK\/ssrOHWHqYKscMNvOXuJb4JssZkMCWjlrRihDl0u8ppBorFldmIyEk9Lna1UqnpOzBMq+q3mYPs06H0NdZE4g4lyJHIKpR7ZSefdew1qbce1vTx9GJv9aEdD0NLAErHL\/fzi5lcju4r8iNDvzCTLA+6C2vrzfPWtLFSS07mbP9t+1ucXK+6vv1sg9TreNYAOa80Hru9G6tKwGN22WLf6qyA0LZWwOMmVV9++NmLx4BrxF4KLkghqyrWS\/dmVezN986rli3JrHalzGVw2O5xk1ftyipczezMCbE8zIV9rrCmJT2eLOrSyQ1yvY1SvaqvAE9p0d00n9bC+bTzM1iAcM7LNbWwg4r25M0dpgHItcw83sAccJ0FtEoV94Dzegtw7+FusCXlym2wNzalsd5X31Ru1lvohcJvVlbS0dxypeiN781E+q9BH+a1qPCovxNLcMo7tJhytHktoYY5Uj3uSzhdIk2yUCLZKUzBLlGTLU3PLVY\/XaLBVSlw2NH9xJNrDSFH3p9NXC5IodrJ63xTmE2i\/oEtsuOrZbTaK0ZrRhACtV5iy03BG8OHMEvslZZmpOEJ3bveyMa\/N42tr7BmVt2BpD65FDvXeDIanFO7SOSETWMj2xD8HO7WkAj29HKV2wSaJHp5Ij1VdVS2XD52IMHjjUciXWVaI4YXMbRj24z+9uZdjahzZl2idBe7GjosnB8OLsTsV6xuLKpPzEnb0mU4GBIllAEUZkPs9ax\/cFhNJk+\/mzteSOPrTEEUygxKkONBScLywS4nh7RQkIp0ORcrofyOkjk057eqnXC9WWrLsvf0gZ0sI78SbvfkAXlTf84YRGAJvMBue9ESCUq11pbck8sbN1kZ5Dz9VYv7fZsLOjjsBpoM0EQsBGxi+upUf8OTlvwIm4M6RWgVW+O80XqXjZjUkyXBsrNGagHbSSjRgnk7q0DE0T0cIILuePhQJxUdwvA533F4PpTWCC7IRFhoIHXilGN2RP9H9DwuMyCpvWV46uF+P4nNkvE1Y4F3H+KMpM+1RibIFS3C02YigxMoO6kFPX1sVaAoqQU9Y5i07NlaVJrV8CZvkc93+qO5mup43+Cb5+SBTnfNG33vh50L8Gvq95QkmiNxlF\/0zP+xjhX74bJ5istaDuJhEk32Zm7vj6QKNt7scbEyGVtROtZ+DtjGcDRKcX6UsvXBU8iPA2lesodpSWVVpnWfsxx0kIb5Z4\/bdy1WFgb7a6nLR\/5nPGRyFX\/vuT6LPlc1dx6f43PzLtNKEBXPazsj9X3BMbfwXf7kWZygoyNWLwo1jdUGqqMj9P\/UT+JL9clkzEmhNhxdTvv9KE7cPkFS7JGTAvJ8gFsJB84JQytem1ZkclDwT6VgdwDJKl6fVWgIYl7x02mFnEHm4Dek4Bw\/nIwsG9T\/spcocABQUAiomQ\/YaVCYRUxrfjdXIwwL7IM5mGVKoL+XgwpHAvv93Lm11cegJeZlnvfr3lU5XM9Q4fLdKE3ECrbhV+OZv4LttNiy+xeRD3zcpkT6uEkKvM+kGqBe9FwFPuyZZ0NNoYvr6l+TyxrkA2Pfmq+Y68y3WXBm9HMa+BHPvMJF9BbV9yXeURr9gnq+k5\/g\/pMtpPsw1Z9IA2yISQzEh92WU7Or\/Jwu6u8JHJLO\/Z\/IKc2yZqs\/ghjLdzDSP02JxZnXvmb+zLPXuOXFRp+fUxFJV+K9xDwv8F7oL4CRb2L+2fe+x3ejFim8yTPfMi9aWyLzw+7thClw7Jf3b7hJw7SkMbh2nHBGDccyMXLWeGEasiNCZBvqAL9vkTWMGVdY4mwk5rmB9yLCSsRfS9N4\/WjHEfq5LJAXSTSQMXuf8xZABAg\/6nn\/pLY9dR8macEO4TBtUJPt3RTNr\/sH8y3tbT5yyF1y3ZjmbeMqu0D\/wrR\/uC8bAX7RqrnpGMgins2g6fvZVXPzcZhFPTdjLZZGDD73m7MnmcdcBWwbdLKabVaO3IiZLzWPvQJokbsCL7OrmZvM49K8rdqWYu4K7hbz+EWIRTuPP5PeOo7Nk+YlW\/1NIqEG+505NF+S5m3VNys5UZJXeuZL04Kte8BpUsdBzas88x9U8gQ3hv0x4aqDg8m4JjEwnFCJ9fzbhVo8qodmR31O2HOM57AKM5TKkKUbyzhYYXmsb89j2c1V5JVHeW4eBaskzyMAf0ceHOGKsATvj6cTqp6Xr2oc2ZfP9tX11HznVSqdDpgZUf4ra7maUzfIXDLfla8uy6voh8wL8rBs33u2+W6PTR4zlhIfm5+0mJmdeD8YfcZjr4hvM+\/2xTGi3CKWgDyVkGf+IAXXkA\/lP+Jc\/VCNqZfA11+yfSp3rDnnl318EaR+zDt88ze+zFKXLbumIbaUj2XzO57UsEGOhrtswsdqXxTMJheIqwya42ZnA4cXOWIWPO93vbSC+82Fmg962f28eW9g\/tITUyLU3h+YD80VS0AJ5t17nrK2PhwM593+kMI69qGBgL6W0zYu4VZ\/0O7UOtQhip\/w4+MX2d8VJPZKyT0K2kIzkPULcm+MllzWav9Xc0VxUW3ass1Z8NfMnyetuKyt+FpaZlcPq1nBVn5dgn0ihrEmqQV9A8HY7O3SyaxgK79xAHsYRPRkbFa9U7miRSgdcB6At2sktaCKZKtJ0wZuqbtuAWCRNgSmZvQXffOrOX+hacfCsK6\/AmibbmJzOCRm4bMb8mWLspWoN+OeDa2a2\/Jli9KwIDWD5jHm9lzRItxjIawi8zjzqKxgK9u2rD8wfoJ59Lxkq6M9XJy55\/PEedHW328bWJBgfHEeYHH+Vaw+VmI+5nlf5vK2pjcXTNnFi+84BrKIe9LvZjw5iOXe8vOed2ceYHEu2J5ToGDdtQiyePszVHpu7zcgZLkV9n8kkBcZWAGUdnJYi\/cwuvM5YQK+38sjtGUajmG8dI6xPpnNJgdXofIDx3GuRuhlc6R5zVA23EOWAgsdjfzB4zidCZ4GtXOUl2u4BJecwSZsIciE4eo6\/CE5WFxxvfBcf2ciPg\/j21L\/BdiPOZjlNgO\/xoFliBnwxx1Qx5RBX+ugTD2nCZaBLKjXOSBdWZVm2D\/lYLarDPx6B5auMuBPO6B2lUHf4KCRzr4FY53zQvkZf58N0DoYmUxm5lHmkVeDW8VpJfKrVTFBZt2wQ7iCrXyWlmVc7B\/wcDFftigjBbX6A9mJQDnIly0KHQIqMxMYJl3CZsM8pMCzR\/ZXwFvmspZtbYW7ei1uZWw7gnTwB7YKU6++0bziD20FgRq8xbPmj2zROjiUP2TLLTZLvIho+Gxpddb87QJY+68SWkpg6e9sVZ5xW1Ux\/8FV7Q9HA9d0czqRX6l90tY4tnQKgf7HBahVAsCfsmAlo\/SjeLSHcD5t4ak7QBNTM9\/LUQ5gG2d3msT3y9Q\/xKR\/nwXrz5Ib5jdsyfHsZoqe3uMfDMcMOjbvL5jfFBcgLbx3oYVygY5w8JmZlvkTX47jMVvUJegon\/TL7THOg\/dy7iGiMYq\/2T9gofWnsvo+4qNd7sZbTup6QPgeWa328jmSu5es4kXzinWYuDA3kVjN7\/XmpNQN+bhnfjgH69CKm\/RX5kCV+aX6j3gEPWFase7FKZ1jtXA04umlONJrJuOZX+AAQ2RT3R7FbxOImYPkp9dr5pfmvBJPRAYoiHmbx0pKL6A7VJmO+ZVcVxLWmhyJCrwjj1nvU+A\/NVi\/6lFIa3IjeKfEl7in0jIbNPM+6su16rtyHUT66jhCA2clfaksFuj35qxW56SJLgXeX8+rdCqQkAY1zbsC8z89e\/WkXvwLfe8DrixRUxwpez\/1It\/781Q2EpeAhnmpz4VtBguJFQD5b3NIjZFqSMG8yjf\/OIdra3ZttvD\/PofS3sI+O4eVUUkmS1llT\/O9\/z2v67D1ZTcvr\/TN\/8lVMUzzat\/8d7+fBcOJSvjef\/UPUA88TvEtE+yw95yAMMKxT1WdNP\/VU2gXfXGWZNX8D+ZFTzxXeX73Vo+I2cNWb7Ny4cC82Dd\/6I9ZBMceBb7FM38P84OY69zdizV2wCNcU\/PqwHyHP8IdRnEvDeMHFff3A+6WlDnn5bImPYbvvPcyApOhZVvVj3D9PYgnLVRoh6WGRSAMmUjEVcl9MDD\/Pm1LNwnhSFlynyuYf\/APiYSI0xlJbwQehmNVPfOCovlhLqQHBMblwSLBBCQcE7cy3+\/PwWX7WZRldMICK1Y80dHOjOsAV\/1+3\/yAqy\/3dzmNlSCYMIXmzT7zbWuq48OjWXYt\/NLA\/KirEAeBS1BW6asdZGtyCfunOvc+3\/w7f5icV3jErnFRJgWR\/CTyk9WDjBwbSXNs0bQ5KJ905OrxrD8QOb0sMM93sPCSCNi8JPC+y0Fa+CTsS5fr8fjIbhWvCrzvdpXKvKhWgwlW9XplYL4\/UA1pTx5MjT0epW\/e6isYS3h0MF6o+QVbQwOrj4n5ax8nXYEW\/bxsgAr+JYKgbvVj7ORcg1bsDfVFh8zSf7uivsV65BR3yFk0RfpHn0CYe134QQ+hJ4IYHcYY\/mljImq3Zr5TtoKLw8NDplWqkdwrA317h5n\/gGf+l58IuCMQJfyOovnfORgRNvZv83xLvBMfiMpJuNPdynx3MBhKwOUABhF6dcDe8Z+4UJGzZnsymVH8lCum0qLVp7mX11Y1rZE3EzqMz\/nmM2mVI6ib6T\/55r+kcNuk1T9KsNGf983fo0EtFmNlKMtIVOPzVnrEE8Lx0cEGxgZ9Na8JzP+y9pwKGWpa8drAfDuxOnZZlsIJzVj36Ov7+jmaMTYCqqfnJVu9LqvVboxhFog7cwXQIpdjjVMzzbr4m\/YZzrVXQi16mGCAq9jKqb5oxrbdsgixaLWDIeOpDUlAuZXElWx1fYZSd1Cji2wmIDwiX7YozR0W6MKXnJ5onnAcZlHvZeGhg3lPFQ\/2i66EWvT7iG4MuHXQLx7Rn\/lK8+XHQBbxmVYIEVEVYAnbkPcViyCLh94RftNJSMRF+mrzlYsQi7YzUgWRmHpiPud5X5UrW4xd+1ZddIDwv3nyvGjrB3uoGZqfXCS+pXPIVCVXAC0yllL7nmwwB55h48qKFuGSHcs6Urd6kbYH+0GJm7JO\/8nzXughOdVN0QLqXuwl6gXNPxRxv\/kx9iA5dkUHLK19RMOkvsbhEa1JCJXsmNd5tseOCCeJtjclA8GfdYhMFPO0i\/MY6a7wTexuu3MY3EPk57l55b5YHctpPE4X1xr7qKWSGfvn+ebtXt894Xm+b34j3WVtHFrANZ2BbbfHFs17vDFtCQVS1HX\/9575TY0yj449YfykZ96bVoizI\/YwRYDL30rr5tKtihQZiSB8yjPvuxKjhDEkSswuZj7jmd9WBJRDDdoD5o9VFn38oilXWyJHd18nh7vSGB9YJkB29I\/as0AZmnSJ3GQ+zpq\/mBOQyzGh8DAEPuZdjC8TI7xwAcm+J8CLvjTBew1l92rtTwkiI++\/8YRT2W+JH+2vx3uTKTs9IUgZ4APef3KXKDWckMS8wPf+szdjuiWkKJI3rwvMf2FCYHS\/yRUL6xRG8Xsm2EXiq+Rh5DvxYZLZ\/EzyAsJvO\/FACXwgwCkiWrpfjzHACnp9wbzERymYZ5ll2HOaxKb0g34yZI\/g6JheVbT643gkw32V399lJBqi2+rUa7I8PlAwb\/IlZtjG4pgPFszP5pBq7gHGm\/1LggJEu39nwbwlg5SxOkcHjExc90Nu0MzPZ3VyXF6\/HOEjUPNhn2BpWiMwKhPzroL3tjyUTfF9nvnlDNSOiVagy6qMbywQhk1rhBW9UEvMuwvmVzJ4h1keNzAVMP6xDBrtTg7BfG\/B+yu2Gnbpy6jIQ+bPfPN3vj6piPSuikXP1dEhu5l2+FbffG+wg44xLdspJZgcCJP\/0z9WA\/gnimyVXGGxPq3NCB9iYxlILRPw7cEUs5Gin0Pd17gGEps82duLmMGjRCT1yYL5jz4s0C5dagL+O9\/8lgOnPpeAP+3jxh0M2ZkF0VIxv18wvw0fuTtxun+\/jwaxoeO8vsU3v4McOE3imO3hTJgPF8wf+1ZP0SZVacbzbo952xUb1LYR9bkx\/LMC0ptaqHUS1syf+4PJLsF9Yvh52h8pmL+ANldRTEL+pUmC8nl\/bb2dEmQvWZ+HG0MrnE+oapZms+lwh5AVrlvB\/K2OQudTh\/KpgvnPuOcHOGbZN0q+zXw2A7lvkjzHM\/8DiaBPXMcl9MQ8Gm47gkG81z8azRYqGPkD5sXEBnMw\/q97IffuOLb4RpFwzYTZn2uICDBDIucfCHacbU7MC4v4xf1hCMvxQNzbMtN9Af+NW\/oGkXQxRMveDzoUHVW66l4R6I\/PKtM+k8hkm+cUzQ8F7avy5C\/PhjMkvWawNewP2W2un2BxQJHVxj2ICdLycJzZn1VTSKH9h3LQYgodjmu6gaj\/TMVSWsF1yULFco47hyL9Gr8dbthXgSb92KG3jfTmZy4\/6ONGHFJEgN5BjKmrTeRTRsbnqKhiDeoCFTVhZGZVHnFDx7RK3UgJdpqb8j5H4L0U6NftG8ug23C5gkOTYi+DFvWT6xvN9nn7nmhJy+ul8jkHWFaAPgFdYbQcWvQcZI9R\/hJqTrxtiAtJGNfzEt1r5oD8T7LRnI0MmwlkZAVgUa6JhRaHSdM2s+Ul22\/Fbe4LZ0QfdcdmEwyRtzFsgLolkvVzb2DFWsx\/JPRB3\/MWK0NqLkPqoq69+Yvc1GCJEoKWo\/GH0DhWG1IFkWDMxKuWwwSk5jiyfWRm2WJ8CL3cXoCYx9erkTy4Qt7m+EtJT75cvdmWL8LPHyz6c2C1UbFPD4P0zWX68LFgny3OWxUtwD1zTH92IZ9Vz0Hte8LlRWD6lnBlEZw9OlzdrkbVdVV1+56zUurIm7O19AHoyew55qnsa93SlTLROz7m04s42vsVSGfmSJaPq9O65gq0q5O7dr3ZrgCQDjMRXueArmUGv97BtccMeoOD2g4y8I36fcVGpycf2QrbnWoo\/d1kRVluduUBdW6Wbq5X5y9ub5FntWnhVqnJBHmbVGWlR+jD0+x97CO1mL5DvV1Lykan2mxI94+aP2B9tNa6t7SPqR1\/Lfs4eTQ47+gJqe6Kscv8nfkq+UhuleRRQupZKtliAMryxbPI1otgA3rA+GVy1mehYY72R6G9UBdSIURZ1RqZMu8rCD23lDtClQgJ2zPxkLx3MSf5cUg+LF4IkpAfDuBq\/ib9CtKyhYBu5mQ\/cQVZhxOCMCeZAMRM+iV1dFquA9BypD4JqSvqQyrnZA5dhXBmUauz+ECdOuO7R5tmvWb\/LoEjlveq5p19JussVx9SOe9MgIRB0p5SPPaFcf9A5G4fOH8KDGII2PAGM6bzGsyIghNVwI\/5B98ULhE00sI\/+qZ4cJTgvUjps75ZsqQ7GbrvzSRfi8cX2HqxsRZhO6Xgc5aZ4Z2zEcxr6xlJNowJfltFmEtgataBWh1fxPiVfJgniwyJ1OyT1o79jKLn8PJhIi\/9Tc6C\/B2iJejiRkIOIuY+XfmocO6VVDveM35xjIzsZgD7OGnwyjp49uRgZxhv4HGJ29Cw4g12880bWcPnBKaQ\/0FIsXx1PFOYG2uTN9Zec1v\/zAP7SS\/Sv4TRgw2Yrza2wnYV61Kt1axNsRXBQg\/z517GL6RDcIvx+YHugttaYEsMRvGF\/u5lt7t3Yu6sRYVehXewQLMiwnEP1cd2+ETbkHV\/ZGlB+PhL0cKhzpFrXpW2xZlM6gsCs5QX0PLhVF4hcqpUWrivgVnJc7m6wIsFy9ckJq5zbNcM1m3hlZ79jZYtoex7o0nf1eFzLpDqCDvy80b9MJtOAomX\/toQgbM5NMphT34CCCBodOvr+iubxUltHRsAes4yljOaFtc8b+iOxfKjWgd9UeD51Rx4kQg0ZsLdiwMj8QLk+QWQO4JpfHntzXJRL8TAOb6m\/NEA4dyzblwoQQa4tx\/hdV\/zNfqjTFJPBNALK6iY\/QGOX+qwOW6FFbQNFPk2cfqHbaQaT6fL1ik9ZX\/wRuDucb4G2NfdoQRs911mlnK3US51QrL2PbtsbBR822xuyBZ+qmXz2xxdUC8FuTh+w+pjcF5LMh2EJrOQvxXNcqksGy6dmCgUn62jEzyf6QougRNHoMBeFNZwWLTWee\/kirAqknJecb4zroo5o06mEm9B\/328b83A+gxNxeMl64aokumgsmINLIc+zsVmKO5QA\/fRfZjftKvl7E\/cuCnM9ykDZF0eOpCTRL6\/IRjawctZoMNd5adgOUs463nFRNmOB02FUcvS7NiHYKyr5X30DOAKpo8N9IiA1AHbKNPpyarEq1i4GDPXdO5rhVG5XdUvKJpySybccx8W9MuRmN3gbGm7lOEUJCZEWjwb6fwsqTd9j4CWW\/d1thS4silmezVS8InofFUd5rVzTfkhBbmT7W4kkFPrJf1E5mmOY\/LBbpXbmaqcSoiwhuP5tQBG1v5CIq2soHFpJbsciVrpkika+ZD4w76pZqIPHRA5WTMrK96X6a0RXxPCWKsRWbQWajtHhGnsfebrMcdD9jC8KJF++m5WfucSN\/ScTqmwPm9gCurZWuXoNuYFLzt+sMX1avZLloHlYWxPQP6JEVkl8yaMSiKHSKxy0Zy4Cgts1BKZygIvHKsZ4JsDszpYBL0FvVoEiUQxMm9lGxxMHhyzCeMoZp0V0cEEWcTj3ctz6JKIBzFPZ00bzy6aZfnFBJGIGkw392rUo3MrlflOJRV2YN4iA8KTJ7U6VlNUZUAcxokrFY+XCTCF+Oqb3dNtqnEKtsIS1eQK0dWkYdKv6ZuafvDSa+t3Y\/E8FtF8W21sNR5MvtpJC+tetx\/BB8WE92b5+WcCBDMNcfvFoeynHrNF47ehRrYiMe8MPO7+5ptrIWFicXjlA2gHIDsDioCLGeVQqfjLw3kPHcCmY9i3MtDCGwnUNqvIPZEI2Ko689A2ruUVke0iNw5ogDQQ7w\/njHZLBxJl2eLyBBDl5Yy3bXco6agLy2pj4O9hwx9jfOwKHQ37iXk7x\/vyZEw0C7r9UUkZk42473LIhQCFQxCnYv6Rh5KiGP\/2OWcNqLNakfAc1gHVbONMZ5D8wON+woavOPeawhxHBmTHmBt4pNfcxx6JyI\/15ZUE9UqmLb9vTyH2ycuKRH9GV70TWb3ybuXEvEPchWThhc2a5XfjaKzkzap3kiU17VsEtwh3zKmZij2dBBXJ6UXYtlg886aCOaNz6IT5Xt9cAznXfZveZzb0lnLMLShWc9ydjqrjRvwgZzRA1y2SNm8PzPWLIF3wzN4N2plccXcmImLke2MGWr9cOtAjyKq5CRHaOUcFCt7NWXGuI+8IvFuOsWqlkOP11mMI1VT7L8WZIyiXHbctchuBqWfrRyzCsxP2Ixfh4J9TX+\/2TDkjMCTa2tLXNES43B5\/LOB6mPKKI+QWYCXWR1GmeC68L\/3FInvGuQZuztzNEMvk3bvevLeH50jeb0V3kQRssh18D0IllApw5aiypC7Gl2XrlydnLA+Fur7ejSHagmn7Vtz3j\/S3mvqbEQbr15ESPFpjSlf5v8vTbN3Xq3TF7KWeoUUWsySNvQNbjgddNLk6gK6fgdYvZ0DC1+klRyGxHb0v4FibolrEKrI8I1bHQVMCFr4csvXaezD\/lBtDMt3tas5PY97BLH2UbisKD7p4dHHf3gdg1mIh1EEi1C9n+FV54O5esq\/ssW7RyjxMHLpLrBa5eD3BlfmFIeoqWx7lNQSfm\/iT2sO2NeoqgFNojHtD5AdHOiqgci5HiyIXrxUQZxQQ52MHFNSYN2xF9qjJXznSsXnpoMXZSVnjEiPPSuGq4yteZXxLi5jnndyOCyiV4so27MiFKm7Ubn98qZ\/InWXsnhKzGx1yZz1ybLMIfS1XYlmwGvy2jTatFhbq8reh2EF3bRD7y41n65VobbLb1\/HsGD8HjthPWe32m4SD4xQtpS192dXGsNJ8mRMiF0AXCU6AQyzhUNcvVKNjtkXfnUHFXbBnptfvMPEsLVzzSywouaLQX3uRc\/16+5MZFx8zV\/QTzoUun9qArLGdzeLElhzWFyLAPFsDVE1N3WTs6gqu2TqG\/5Bj7qw6kF+DFbM+o7lFK2lD27v+vhsfewN\/E13sTA4PJnh9u1woiEbCD7YuZw2BoXCLMKWE6k3dDW0KF4uK281R7SpMSOX\/F0YgZS3KMWaELviwswgHHzBmv7DNUplE4oGV9QbO9l+06A3bnO6GSYtZgRXR3qwQiYIDCdAviaTIPkeszCv0dSzyxF3di0TWMTpWDMUWDOJBK507251qmO0oydY\/ITdWTAJZRCUMgrfTT8RDEClUBNtpC\/FeQhWdbAfMHFhM+PzyyrRDwlZ6\/+UhUT1IyEB2iJjZwWPKJ3g92tnf4aKP4wezgn+FTlVEpwJyqfYBQfeGyZbFrI4b8YPHhoASDjLmPilhpjRkMpN5kacUQnW5OgenM8OsJFLSXrzj3absRQt04C5J6eTABf2tu\/kHth0x2mW1DhjjZNGIOLPjFpX+PqrBRLmynt2itAWiS9I8rVGDAe7sF2wv5Sht09Yh7mCjgQpWc1rmyrVPDI947J5rg14yjHI8GhEtrwpkKYNw6lfI8uKctnSoJpC\/ccClhp5F5assbZslwFKvV7nIkIK\/2JQlpY+rkMyhUkFg8hj6AnMqv0xho011GxseyeQQA5cf\/rKCE2Uslbh+uyBVOkvdfAqluhIcQeYoMf\/IqTVPvoDaY3wz+sHOoh6mS6HKSVm+OMsFt+BnxjpIh2Z\/9c90Xdm1cHQVRqOMI0fUMZGYz3GUW2BS9xCi7\/M9itvalNqGyNKSZB0s0SiTV2I+G3jL1BFbs58vIriIImC5EDjbJjtix5b9bTmxzUNwcmaSI0g8KBMCQgNoUkIwI04OqWLLDgd4NmXndq8f4cDfivFcd+L+jJnHTIQSitSoolnnwi0reV28D3gTvv0npAaqgpDnfQs55\/gSdZfw0zOxBOIk2HNRUXZ+9RD+kEV\/wHBi86HAzNeMecBbmezQkfxsAhO6OojxSuKGpXkCk4EV0Q07MR8OvDU7E+kmzWVa4J2cpTtL0+pCYv4s8E7R1RRu18xpndoUZ8vaCxbMmQV4KzXNVZnJnIXhtORQUvIVmQAs77WHlOa6lZh\/CrzrdnOT+XlOSZcWpu2fA3MD1uH8lPAfsrtRvgy\/wVklQinQNc\/clLNcqQVMzKcD7+YZeuAm9jOBuUWKUSbFvw\/MrdmklHRDipio2\/Ymu0dJc9wB2bXlyLOfzf9zCxx00uFF832ypFQrwvHHAu\/2S8OrbJZ\/HXiP2h0NmR7EtGYerV1BRZ7BVAcI7jFXoyw7c476xwPvsf1FrX1OwTwuvup++YnAe3yftohLOklCxRKqGR7dPiGbQIcXjmI5TljWsVBwaRXD648n48uilN0UZHfkCmQCjB3Hx8R2jf\/SoEZkcJSklCwynu4D8sRDavQu7R2++JKxfqL4cP+eo3h6ORdrXzhaNToEwLhE7rXs36b0WrXupobEjlMw7FI4J3JUaNArDHLQPMTIYvJ2UuovLHARQq1lMMm0zvd2Riwyjco4y8gitvLGLUZUqJBvP2\/YtccK0SB3s7iC32Nv6TC3M+Dt+MDuT\/aCEMlzCAKuxWBGToS5bAp0tC7eWRHHWy4Xlwkn9pNZm0XN5AwioB2wGdjBoTZeTgB15cOrnL\/q89tJrOmcBRrI6gKJzqUBOczPF6aMexLNJoecqiBRbDG5qIQ8yz\/gCGfH7y+YuGFSlmVIgFdaZC6Zk8ki7nhO5eXEr8q6Ktank\/5gF6a4913A3l2U+0toMYPXqXkp03eY9mNeUWBfSfW6lQfbq2DzsoJZqkMYWWCfBQu98fJd+dgmzejzG6cV8vUKXQNp+XkFrzgU2sLQVdfM8wvmMUIhUiV3wBcUzBNUrcwLPG9Jcuv9BOtp9+FHyVVnf+Ts+HJ\/dxe+TMGsJBJajvCxbc1qWu4I\/19vTqTlMl4QHCj4G82aPspkLEVzUrNOjQmEaXEjiy2cth23+pe5XRwAOJMsrCS5w39RwbtGxmNHMl8nLy6Ya\/egtG1P7QzjOqVeRftYeuyzl5tHs0TkM94dsQcRp5PNHQW5XhFbzIXavhtQH2KLWPgRPsGoOx6I\/dy9aF5V8G5SUDvOgW7eSZUlMa8seLdM411rzKP4W45i1NDdOSybW7Wf9Sm6uc8xhCjKBgzbod+mdSFhNK5LRG5v9c0jDuUAdXm8W2JyMWegPTL7lAoX0rGeMcWE3Y6DPrssL5Gr9v64BkuM4NG7o+HhjvxoMdtu2vEF\/mW\/K3iPhTsk6cwKBlCm\/9WYcBzHdnzIJoOQynYuIfb48Cro9tjnJuOYkTpekz1w8EXjLCzDzqm5hSXmNQWvIF9yLsnvP3Jdc7y\/wMCZqvSjg5CsDPf2yvtHEiFbm5PCfHiedYSXjD+wH7BsUM1KwutRX78qlAo27zS7aEtVBsnaQiUZ\/tKuUE9K+it4BNPZR08ERBfLOwR+RdGQ1NaQ1Tjd3b9MF97K4ZWw1ashbzIgmckTh1eHr8n40oXhL40ZQjpCSNo9QhYzY3RySMxrC14gxXXpT9AKO5JraQ+NRQrFw6tBl9rpY3XVSeO7vzZa6ZHorme2q5VQoplehlqR5egTRyS\/ZWNT3jStVDqvK+AS961TIdgKNCflxUBYkh3UbNSaJdlnvagjf\/eTnF+qVUt606k3yWTkG67tMIrsFXSxrvfgS\/m3Hcv27Ze86aC0IleX6XOQ1WpjG4qCdaLRrIS9jWpYq8hXELWTtZS9dmxDInM2V74wmxl3lp9inp+lBX6W8\/yspB2WxvYeFDV+mLcYa8ZfeH0R9PWyhvubgrrxFv5MU4wfOpxiuVnuFvQWNp0D91LC\/GKBHdu9DbeQd3MTuMdqj8SKW9DbCmZVOpbRW8gruQEZoyS6eEvSsYVzVSTfL3b94RGyRrDC5np5TJm9EnB\/wN4W5Y9Wy18ftk\/37DWrvlxo6SO\/oFIV3SJXCO\/plmoyLcVGs9PTEoWlGpPf62zpVCxnhV6znaGsbLZD1LWtFZRX8+U84omSHpvWdOpO0gvJKTup1Q3h5jStGvYPl5+BX\/14Zq\/WbJ7ThyDXNEL3qetrq3DR7na2BPO6uURYEHFWyMTz5oKRHxg5cGl64Uh2bpZewcsWSD2dMb0jYPbtdTg480UEDj6gwhPz1sL8jeJGOp\/4oERd8eo5qdHS6ycbokOS92UOQReOpGvrh84nmKZJFhjo6Acv9fQ+JqNY5h0QGcp20JyeUxaPUbALx194B+we1chdSKtXosJ+fVRmOeNe1I7edVxyGeYNACixN9AjUltcmm+E9bRpFOuvUmg9FPPuja1hx+dceE6V4QuRbemH4XrMgfoa78lJco4QUotPL5\/hEq8G4pdyOCLAbF70RwDG3CR\/6zXiNiaU4emLKL0rYrwUCecsPtaVVyudrfmj1GBTTUlBqMgrNcEp6jegtUhpKdoqtbKSNSyusIIWN\/X7t6s210uN1gn7ldqsvObKqQU7OX9E6z5I6wyX\/SJt9hr3jBbdC9tratX8e9prr3hwe508FNLnKDng9XNg9uTiBiXLWiMChsGQQd9YRuQ4RLP+Qy3uavfkTawJzofyMXjDCm43mQ8EOmwKtm9f3\/RH22zYnLDcAsHv9OR5jPxkytTTxwaldqda1tF5EUKgQ7J+o7RNEpTcd\/ULW\/Jn+opbd\/Dv0tad\/Lu8dRf\/rmzJn+Zb3bqbf09sSRBG5mste+lwcqPZRArkTmEOMXsR2dOCc2ZLoNewj5Fcu\/BQ4jp9Pnd9V\/69gaXRJb2xJn+r9KaKwG6udPj3loqM+NaN6mZXadxGrlxquQE8os4ZlfSR2FKS22WneVRY599HizKo7B8T1VEsMo8Vrh7HjAudx9\/DP0+obEjrLyqtrwubT3RPjr64LT0\/qS0D+BK3f31pp1qXdl9WxjCSfjkTR\/IVUUn\/jO5XnlsXPr+KHYDkyZEK6CkymDsEcKcM7i73J1mfuq5\/kfXu9YrMzNOilprupysLzzivyVe3quWOHfDXRM1uWz\/1+rXVuozn6wiLyQi\/vlZaD2Vc31BttLrC8TeudzsdlUvJvkMjty78u4cqLNBOOnkV8laGoaymEvsG+Y1mt2NpbWK32Ex0Jrfq4AhbVXUi7J+xOFsLN+17v3OyjclQaqLL7QnG2Dwz1bsGVpDkrlKrpbe0ts9HrZcamARyZbGUtZD5hwcRfsUZjmpjQwiEbrQbbqY3UVn5swuWzhYBQpurRmGprX\/J+Gz+rd6pud4\/mnXfrTcypX080Q4CHI7SEypV+alBU3l4YmX+xxi+OJXYl0tLu5y\/ws7EVzq5PllS1Er4fAruo3BxB3us9PpUVD\/\/Nz6e1tbfFj2dJCX8DPJCW7n66o68lyTz9R3csHVVslI2r155Kyyf496dvC8f9i+HqtoBVklUqwDTXcdJMc3n2iylMLHFIt7lTA1W0gm3fa6mGCeicpsrfwtd028XS+501Ko2Mr7OwDXJtSRos2rldaJWttfrO+0wlF7J38B8rzct\/EYZAelNIj8LulkYJL1FUtvnrcpJKqzb6ELQyT5CyJI+UlJH6naRGh4W2fVSLdSFfK7WlNmq1Uvte7raom4fn5JDz+o6nqZiV6oli9zKcvdYxbLsnbQPHMhds2DLHjM3SY91U\/K4CkvQwb4orLe2MLLS45M2Qr3X+BIMmV3hX8o6Ctv6V8O\/rNqIYMO2+qp02d0p+qy7B4W7o9SwfQ3GhsmxLyK\/FpPDRVpa\/Dpairi\/QcZH+o3peaYtmoYW955CIUoLd1DopIU7KXTTwl0UttPCUymoqkrhbgr3SkF5vC\/bAu6XzcRO3b+abzXfJOvXLW2K3yzTGPacrB7AIdhUq9KrH\/t1qO8NkkF5FPfH+qlaL3O8rEsY46uIJ\/MhPJl8VQgcHyb7uPSewOUYLZG4+oRT45BI3PEARlCW80XL\/RTU+O7vsJj532Gh4FUIJosbu4gcYA9LZbEeV\/nzLZT88lV\/mooraS2k0V8jdZr290eUPc0IRGoA+CXMa\/YD0\/k5qrhwjkqod2\/I8f+OnaSGY5cvEgBVxNJ02neE1rziQg\/i7anfad+6uyMh6sfsk\/FSv8qv6pQGtiZ9FVm4ghYu5UzIfQxH95L2+FFcyQW0hKnLzeonmNUr6kMqmVq\/nwIZpqP3ceht9Yln5X6inKKnmrCfr9d4+FYeQoscA38HAyExK\/VzXXQ1Tss0kJufz4CTjPuHyT63N+bTnGzCDMOBabUnsTiLPEZPy\/sSg9gQrbTaJ4GcXEMhDR+Jpn9Po6wKpVYp\/gNSHPXtz2+Vp3lcLQgpKrJC8rEAfPMIXzbsqDH1ulgbUj8L7QfRfZE11AX2gk6v1BJXpdhs6FswppfSkuztUUn\/hMZySepXIqvNLY4sMeexPpMiagF1YikgGOlIfyOgRS9c+GInSoB3EFKBu6Bug7dA0Aq+QFRwJL8IOWO8mfu2jJa4lbSlBiJGGnKag4F\/JEZdfpjwINRsPEg0QuZDQlA+tiAXOG3a0NuOCTR0WZW4koQeHz7OWtCnx\/oj6HNDGx3GLDTLegI3tep627o4nlvy\/gI+SnJRD5f2F1ifR5fn9W79XCBabM0jIwfzIs3+GcQWw5fTQiTfdsIkHerLchO4M5IsWk5GZDzZlUkXW6y7S5qOdIzZk8MWSDiMOC6cd0RHvIUWaR8sl5C1Igvs0IHMc4tWpnKcTjhJe4udVeafnpo3cnRkzT2\/SLgvz9DzihxUoLfugGwKy6MhccmX0RF31dwYmpeDsz+5hBV\/RZEJQ20IVmPk9OLPvKrINY+9nO1PmcE+YeAit90K6hCv1q+xmtcWzXLaiUIdl4WYsCIBUWHmXuO+SJfFOFa9h3ncO4iJxZIplJTHOWW9eWSFycUaMZaSLonOFpEVdgvWSbXR266G4ib6TXbl9hVg95eUetZntRtsIX3em9tbCnaVu5+o+G4fCXRjIVOoIcWMLRmd8eVqnCbCGqmfx0AQM0F6KWI\/0ps4\/5AVzBIKmMRxVZ7WnCdMMpHndMcGbfyVmRv3i2k+yHh8CRM3me3H8kFiKqEVS0i6k0nUvIhpVFiky5q4NoE\/ltcCxpKAMoTlwxFX4U22djhZ2RK9mDOSmy1p6SVpK71HS\/4liBuiVf8SxEg1LFW6eQv7F8LuB\/UwjgfoCMEeO3udSUtk6jHH2rYjpEU708YdJ0YTyBzNIxH\/LxXo6sRxJmaO\/muK3D7kJ+bYKPWPzETpSAszuTCy+WIaHaoOmgRrbb7JHMiHc7Bb818RUyCqy+Ztizmc93rsHxJxkwDfttRLvyWRmlecEdnA+I3F6qKE3G8iweCAVc1iG8T6jYxtdQhWTfHqVGw1K9eSuqRFpiHDjmxQMftV7OGE+y99t0rJfzB9ZRoMuV\/mvhOFT2bTeLYrT1KLl67oKjGvL3pLGfUNcRn1Uwxx2gFjlxgpXqi\/1z8YjmQnYCeDi8S8oegVcjSBvK7oFY8SDX9KFGjXfqoHNlwfSqFtiXv+ZDSwEGjKA7qsYMcbSS95ZAVQLbhp3qLalgrjCs212FNgQwq0SaTS1iXmzUX5uSINU0CKbd6EmVdU85YUR72C1Ck3nreL0dfXS+IceXMUqATyAMnJy0sYuqBw8W3bJuYXi14gwtFGGK5kdz8+yL7cSBsRPZsTXU8dZ29Fp2NL\/m2YHL1q7tAq810ljxP1AdFYRwix\/D9fGAAAzZl5dFXV9cf3fS8EiCEggyKiPFFxDLz5JZg8rkgtThVw+FmtNe8lLxiNCQ2ROmA5QhJQFMeKFqs4I86KSimBa50VKc5Sh8aqdSitw6\/LWpx+n33eTS52+VuL9fv9413rZH\/v9+yzzz777DPcF8cJSVjKH7tx\/ebSQYvE7HmxnFVe0dLc3j4lno+2nzMz3zSnqXlGwxmZ\/BwZJsNXDXyj3wjZNbyb7OE4G0csuzIcQlx3ZTjc27hEpKTMEQlJidNvSmv9mWcUWtql1BkwT0TK9Q+PFaNkNxnjdIVRFkesI7KHlIT6TcvNLERi39tmmP4tNhxMG9u1NnRoOKjf1EKuoallptzmvDzslgudjaGQk0lH0\/WNDY3V1enqqng63lBdn07kooVkNF6fqU8lYolCOpaqqpZQdaoqOTGWwf6IBSJuBJP7ztuw4UjZ7+C2plyzTG5tbhALKxUedazs7xzSVsi1FyK5yKlNM0+tnFVoa2xtOyPXUl+I1J\/Z3H5mG1UtDZHGpvZKKipnndk2q3V2YVB7IXfG7Eiuvq11NqK5OdJKy1x7U2vLbCl3HCkjeAOlvwzAl\/dDTpdIT6fI8lCJ0yEjVy6QT7KhLvlnWVhKcHR5f\/5E+klphThGvBkdclYr1Rf1hOGXb6NRUTpOnAWyqapT1o5B4x\/Xhjuo3EZjXGmN1ahFYyEaF10apt+qbTRqSqdLeLojoV5HtM6l81+J9wtxnFCnvFER8E7peWKWMLXwA8YHfEj1R4sThr\/0xIAP+3wJ\/MiFAV+CHTmuaGftDQHfz9fvBz9lY8CXom\/g1f6idwO+f59+lywaEPADfP1S+JXDAn6g6leJ0x9+9wMDvszXHwDvZgJ+B19f7aw6OuDLfX4g\/L6nBvwg7Oi4ykK9M1fkK3z9UGi+fPJ6wA9Wnn6d0AIZuTzgh2BH47wD89JQEfA7wqv9cvg7Dwn4oWoH+w783FsCfhj6amcQ\/EvvBPxw9N0ni\/HcqTrgR8CrPxXw1xUCfiflsT8YvuuqgN9ZefR1HiseDfiRPq\/zeNXHAb+L+gM\/mLj9HZ96+VG+\/hD42C4Bv6vy9Lsj\/C2xgB\/t2ymBf7Im4HeD1\/ionV0OD\/jdfTsO\/MX5gB+DvsYnBL9nW8BHVB\/7mlczFwX8HqoPH4a\/4IqAH+vrV8A\/d3vA76k8\/Q6FP\/gPAb+Xz6v9B\/8U8Hv79ncgH4rrusiPg9dx9Yevuyng94FX\/RL4WV8F\/L7wqj8w1CEmEfD7+bzm1VOnBvz+Pq95NeS6gD\/A91PzqufbgD8QfY3bQOZ39JiAr4RXO2XwXnXAj\/ftDIFfcVrAT\/B53WcuXRbwUeyofbWzdg3F52O+fjn8zX8L+LjPDyOeh1YEfEJ54qPze+FeAZ\/0eY3\/xokBnyo9r622TOPZJfEfBXwaf3RcaqdjRsBnfDuaD9vGs8rnB8GXzwv4anhdd+rnjTcG\/ER41Vd\/\/ro64A+iXwMfZn6Lu3iRr\/H1B8N\/8nHA1\/q8zteA6QGfVTvEU+e37pKAn6T6Nm4dEv004F3lsTMs1CmRvQP+YJ\/Xdb1iesBPVvvwup9smRnwh\/j6O8K3XxnwU3x95VevDPgf+bza\/8oL+EN9XufdfTXgf6z28b+MuA0vCfipPq\/ztWh0wB+mPHZ0H9gQD\/jD1T7x0XnMTw74I3x9zYdbTwj4I9HXfNBz5ItCwB8Fb9Avhx\/1i4D\/idrBH90fllwQ8Ef7vOZD6MaAn6b8aC5Mjr2fFK8qEpondePCw999duXrZcvKVo0t\/8tVL+xcdt6HRw37oET6fVEmA5yB87h8lU2X+WL0+KwnDXbgaG9g2q\/pkFmfdcrcwZ1SUtMpU2d0SnQB03JNp\/zsGY7bL2nkckZ7Z7KXfMa+Mb5Dpl3aISs2doI570\/qlE8Wd8pZq7lDvKcNyNVhXXLigV0yN8M6mtIlk0\/ukteau2T0gi7JLumS+Td3yedru+S0l+V8cVcWO4iOp5OrMczt5yw83HQDHjKp7aPx5CgO+OZOmfXbTjlhY6f0bOXgpZORu2PkgC65++Au+ey\/mNRzmcDL1OOGBbZ80tPBkDrkhDs6JRnCy5F4+SO8xOtFzMSGhZ2yanWnXPthlwzdoUtWjOqSLVG8zHZJ3WFd8lKuS6aeo5c1LqaOcZxbuBQ948izTklHSJaGHP\/yStPi5a14i+WSnLAX2YulqmKUgt1CY2QcZkJzJx988NxRu+wyd+iOO2pFWP9whXZGkE5OrCpVnUhW5ROxQjqaSKUb8vmG+nR1PFlfVd2QT9dX59LJfGOqgWtsOhadGI8laC2hcLhEZIsTrpBdZXzogRCZrNbi6ap8rJBJRBvjiVhVPJFqTKcT+Xgun4tW1edzDel0oTGZS8fVWjQ9MRaPYUytORIeBHI6Rl2\/QS\/sX\/\/zsYGhba\/eE6YUZp\/e3jprwtS03O3IupCsD233FfwmJ7zekTuc3pv4nY6Tiecy6VS8IZGIpZK5xmisvipfna9uzEUbY7lYpj7RWNWYw7CEjv\/puRKeMr3p2JbpZx\/640MPnXJavqX9rNbEGdPSIpeEe22O0AWzHTf7GbmZkVg88X33caYziZXlRFPIpCzpMzrxH5fx\/hLu7wwP2XqtcOFYo9yRw9zp7GLzeUd59oAB7M111wR8SHnWej\/2WjM+4MP+njECfsBJAV+i+vA7wY9cFfC9d+SdcfPK0oAvLfKl\/8c9oz+LSYeh+4Qu\/QEnabfahUbsf1sU0t9fFr0xLC4L1Cn6Xef4q4E3pfoWgdgM5ovPZhyZJzJW+FQ8rKW90NaSa44c3dJ8duSQXMuc3GwpFdvJd2x\/58NxCV1YS\/rtqDK0p5SM7nfMrFy95vDsoqyMRZOaxOtD271eyF2S3S4YUq4XeqFffc9znLziHH34nF\/MmJPIH9Nw3E9jrfnDTjsxljohKovDzadXRlPJaLo6ly9E66O5fCZTqEpUZaqqG5MN1Y2pDCsplc80VCerkoVCIpHOpRry0Vw6k0vlWWONmVS8ujGdrG9IsESijdW5VC4Zy1c1xBOZaDJflc\/n4rFCqjEfrU\/E843pqsZkLFMdT2VSVbH6XHUhmUhF5VWn64hVO9g58yP3Oz6oG6PxVDwZTxYaC6lCPl2I53Mx4pFKNWYaMplUpiqNFw35jITYiKITEynivibk\/J7V4rw\/XkJOmLlfrlLT5Blm2s5ESe9MMK1j+k1razqjqb1pTqEY\/+3u8w6nt9MffGzfH79w521ju5oAaXyOam3QHz\/Ce2wTnH69wRmnaXps4az2CbOIUK7t7GJ8tvt00Pz0jwfNTyAb7\/fl50E\/\/AC+Ufl5aNsA2uSMN2Zy8YZMIpVqYPkVcvWFaIp8qU+kCgUOj1w8UZ1P5PXXHh18PK4\/96wJlZCdIeeVSrKS0zGTTKRjyUIu1pDOJHLJFLHlEIqnkhkOrHycE6gxWUhlEhiJRxMT05rhejiWMFsXHvH\/tiFvh5wBfVNf2jv1e+nUH9La3NoW+UnhzPa2XPOElqKMNOTaTi\/Mbi\/mwnb3TC74XX\/P\/M\/44c\/\/++Mv\/84CsvO\/vRvFdzYnnf7i4nP6\/ec1TEIldlL6JqR\/74TsrRvVMQV+7mtvqi\/GfrvTj9jjgM0\/fx0q\/MGH\/JXK58Lbhnw1IddV41\/6RDctuwSOas03NRckPLYYuNKRd4XEkZ7+k8TryobEO2CSSF02zE\/GgE214g5BpmvD4m7NikxdK+56K9FotkBMBfJuNGRyrchBvKhchQ0FHpZlMOQek2hyRlbqJtLVo1ZChCcpEDOSMg5C9qZ21CRx8cMrmRSS5aW0\/wJjdai6Zbx8lhUzFFXzZtaqimclHi61QMy5WYmUQ8hh9PslBWl+hw0FcirlXEolhLkK8G6tmHVWovGGBeJ+SpOd0XDpVmqzvRGS1dxPRKahRQKKLGSovcD6K4fiRB94BwtmJqa+ocH5yDBumSXUYM5cbyXEwxaI9xyOO9p2NeqP09a9lTabeFlqJcQiC0TmZsV9CkKtu0TAnAR5B4T65v2aF6TsxZRawOPpRNuB7gfrhnBgR9X\/F8wFeL8Z2VMTFm8twF0rcpmVdLGzBSIrGexvNUghgJJIb77aUPAYxLNUfARh9scJRiQXWonfj1sg5n3c\/QCNnpJJ4j7CeJGSwyETpX2OGokzmrGUGRDfanezAWvoQR1aA+HeaIGYu5BvQXgaL4cmxdHpOP\/A2zKseY9AraHz+ylPK3ETgLG6OgubIUyLBWKmoakaJk6tWkxALlPXisbknhK1TK1ZDStHMtjH0JfLcOUj9LdCfA1hYljUwV5kJcTvLRDzAgMOKfEhXfwb8jOaaTjcrwCvQiLd27P0+SXdjKdGgTzP6L9BLmGwZIjISIh+SEIv8gQ13MjFfRRQV1NcouNQNd2AE1BdizwVwlsJWI2G5v29B0GcD9C5Pc5KBhO2QOQ2BhOiiQwF\/Iai0iaMgixapyLthF3PepkPsYU4LFZiN15+TWmkXAvh3syobqE8TLkrS\/Yp0C1CgXmKF53K55W4iahshlxoJWNoskDMsWi9oMQkVJ+FiFOYJscakXlUebcD5kATeNqh+3OIk3k5EjkdQpgaU8uLyjE+ISHKjymbdbwnA+5maPOsxMblFtjEkR4l7gWEab+Ksjs2tH9NX5VSny0OT9tfapfcdQxAdwQF5nmqtYs+IEdhwYJy2FOQDoTJA\/6OF83IP9OpDkvTQOZbyVgXWyAuVok8nRJkGVLj1zCF5qdWYoxEBvDvM6RMxJhaPqHGbvBSijFZBSBR5HbKfUosB\/yFgjQHqasKrM9n1QTAjkur+kBkjAKGszzhA1tl8BJAOJbYmByX5d8zygO89xmwdxGAJSKkKpKgvmSB1uomDMFCMF9TdOf6mCaGWvM2tQORujlGdgCsZ4khvWXZkAU8+LFJR+4D9yJ0FchDlA0QjyhBFhpevG7IFyG8B3jZDElckWhcYYG4nZTnlWiFoJnk0XoYQkdjbqUgpTNbHB4P\/V5OLHtB38gBcjLhkCuI4E6QCiABx9vaIuirAvjaPD6l0bVKvYAHQJU+X\/EPWJE2Xsq7YU+m+sRuPM8BbukWwwhkDYTdB17rtmcoEuJ+C8RwtsjDSjwNuAFiI7JOiecBo7qLckANdwcFd9YyU9qWx51vJXHZxQICjiMPoiH7AsZCIt0uIqdAtIeXILZA9J0gBBuJ0YcsEPcVIvNulnwHFAddznT3AjlRzSvYvVsiA5B3dtOY1DMl68RspYsx6zC\/JSumep3Iy8ipEDrt5r8gfmMlNiotEPkQz\/ZTYhbg8+6inIZRC5LdveHVQE\/EtwuzVAHExcCJlJEQ5lyId2qLJ\/M7tRD3WKC5p+GhyYsQkylIs8gnvPsg\/oDUy4DwovknzBESGxgF2F44BNCYyIsGH4kfMkF9aqwVcwjxUiArAB4Z2gf6qgDygq5NWYybGk4zFfO9wPxF7ecBn8N2IR0mxVzLC5MiD1tJoN+zgMvGJHH\/RpOeodQ+yf0J6Xb5hOnP\/oCGzCES3ru4w+5kHrISo8stsPcke0iZswGr2a5mIBfU4q+Cw9cB8LUP4Cvu6zHuXkBHCqSa0k6pgLD74pOE\/BYrIZhzgMhGhlOGhvsWRJz2SK\/TJ3SmzHMQj0J4a9F4jXIz5TUIDTNATBtSbwParXsvxDTkBVn5h70wur175Srrpw8qiJgCM4ZYbILYRwndnKMEaTQ7WUoJZsZeks+zEieutUDvtNKTUmP3QuxGjXs9AGPeJVbijbFAzGwGsKsSjbilt21kpIK2CqxH3m3bAE7aYlUf4KEjnOUpAlulI+sDNJcnbQ7txaBsEiu4g9ZL0d+gxBtY+DtEZVbcbyBMM92SMe5vrYTYbAHdQH6AhjsMwDJRaeysKBhKiL\/FTpdOJBOgGeNhA4mNNguII3JFjd+tHnD4IX+jiXUsRa3KRXqL0FzxOjCvwLCC9PJghigxH73n0FPzz2nj31kg5llfw+YJTVS61kUFd0Kige\/FJrpjqQ0kBEYBtpeiRjWAJirxQ+6zW\/dcskInxbiwvYBVhv4CGI3TA1Yy6A0WiPtnrOotUz4DbMXiN34TrVWiZ0ek1RhNrii5j5UcoWkLxHWRusLrDgf8Kyt1RyN7sCHHAP6IUZV6U1XAE5KeCdsAbym6Ctz1dH4gxDMQdfsANkPsZiUaIyyQusHITUqwZXtPYp7vPvchiIh+gLFirZxHfxZoN+Kh1gvMZegqcFdT1kLocjW8eLq674V8CcJbAUF\/7jIrabLYAgJNeV6JPLVP0eR4Kh6GMEdA3AaBlPOzzIAC2y+Tw1METE7xbvP9lw7us9hWcD\/lWWrWK\/EknfDiraXo5dajVt0xN1tJIl1ugXg623+EMKcBHkfjFNx6EEKOg0BdpZmFfwp4AJf1+gfAP8AR6PYCu6W7i2D643G3lRAvWWC\/1IzeuzwSxtMMYsP2PtUm1OqmHeHehTZTxIi9RyGQTBVTpIDH\/rYQYSbl97A6WHM3+gZdlyIPY\/k5CP0scV+DWGolGmdbwGlOeQJCDgKsoiCN7u4WJClomEEQ5hxqWZNytZVo3GlB8eNwK4QhajKcLp+hyRFZ8pSBSFLbMjT9ujV\/RWMoqvIUgP3Du9JKiJQFwl28eGrJ\/oD+kEhjdw2A+wRED11+BGFo4mkPV1kJQS2AY5\/+t6LhfQvxHnErRqiYPuZFbOikWXC9dvU4YDjW70JOraHdrwHqzC+txPLBFhQ\/yqtqaLIZ78opD1CWqY2LAZ9QVNojH1DMhGNwoheYS3BLgUzg5UTKCAjDkpB\/0\/CXyNex5nUC1jFwdWQdhLnNAvEeRL4HwVEoppRJfBq5p9pgFQpuqjTX4IAC229dGdnTC3ioehFdHnt9uYJ+lVTQdyPuAzwAqvR5ROMXKfet6Oc0jw+uxSnvCUAIt+9FRgiT+Q1A49ZhJcSBFoi8gkU7zdxLTX9IJKMuEjooeRG5RYn9GIfOKjFBYkOvaUq8wEg\/YqQKrMPqWh\/Qh9muRulCzCgQlzKdMgpCZgOewI2rrWTZqdcQHBbMLRoudjXJVLI9+MR9vKBhHldCXzbzstRKjJ5ngchJSNWw3d6PBhI\/5EF76Hg1+qMPnu9NbSVqMh5QgsphyDdxRgqAB3BmsZUYutUC\/aov5ojpBvyL6Kkchg0L9sTGaooadR8AZCBvoLgQMhJCDb+MnflKjCfqSyGQss4nTA\/EYxBfQBiaaLBNp5Vo6E6qxCtI\/TFGPkV9C+VLIvU0g\/JW89JNjcFVPTPNClRfgtB7lbzJS5eVtD3eAvtzh\/uyEsSBXdhKtrMiYdbzUoPGGiWOBujArqfcCuG9SpNr0PgHFQshRDebJgiV43qJNQzsPcixhA7LBGRtMbialrK\/BTYw\/BoJQRzkakpxpmSRnbarILBmgc0z9xH6zGhUvrJAXDZmNw6xnCtgXeUkWR5h8UWU2HeSRIZDIHt021dg3mIQXBHMo7hZNwRVQmU+YUA3QLiceN4VeKbZvACiZxiqDexne0AMzrKQ6ZIHR+iXB9fexsAYdM1jNDyTsgaiU4l7MHsp5SbKlRA28TVw51F0x5BTtgXWGgPVh7FDsW3Q060WYO91C8T7AOXXIORziDcoX1PehzDE3XzGi0q96yjwdBP6MqujZYTkTmQnQvZnvld2VuKVrL09u7dbiQenbAO0u9NxxjxNl+qfu2AbUFeCAV1nenbKjcy3+qtg+UBqZAB9VeDJVPoaBWE6ML0PBEGRKrqwZvsAzybd7\/Acx7GkgAeTG2qQfHbz047IlZQrKLpj6Aen+QmOzsTAdRDuTfTxDC93U\/4EYdbi38doIAlHkXBxy7sHYjiENukZRVcXW4nRFgtEjkVTNWQiIxgEkabJV1kcYs\/0NMB8nIu3OzWf1krdARAGVYYk3hIr0XjcAn6Dz0rdfhCGUXlYVyn9fELnRbbiqbqsLzabSFbOfIjnqVnGy71UnAOh1vVHP68TuR+EnAMYgUYrsjd2APmjXUejiNJkZcejcozqpwBj0J1OCSvRArGJVaYrdJMuyBsssGGSgWh46wD706fKvE8Y1A1eif4yrb9im5VoEEgkhLHAbs6uXqP0qmfeosa7DLU3KcspHymh3XzBC7KnlKgoiOgCvZnYj1DiGohdGdVCK\/HwdAvsGHrsNFWhysyaODJEWsmUWv3FhJpzGMhI4v0AuTlWiY8AB6K6N57p9mGOp\/8qiAusxPduC4oLbB8lPodg3qwc6BPe29Q+AvE4Y5C3MUZQvP+m3ApRx8XevSRrpfzMJ+wR8g5Nfk6UXQ\/Av5y8xVZiI2mB3jn4cEdDxyAbKKNoNpnK\/wE=(\/figma)-->\"><\/span>Crie uma cultura de alto desempenho e equipes adequadas para cada prop\u00f3sito em toda a empresa\t\t\t\t\t\t<\/span>\n\t\t\t\t\t<\/h3>\n\t\t\t\t\n\t\t\t\t\n\t\t\t<\/div>\n\t\t\t\n\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t<div class=\"elementor-element elementor-element-9ce862d e-flex e-con-boxed e-con e-child\" data-id=\"9ce862d\" data-element_type=\"container\" data-settings=\"{&quot;background_background&quot;:&quot;classic&quot;}\">\n\t\t\t\t\t<div class=\"e-con-inner\">\n\t\t<div class=\"elementor-element elementor-element-d4ced90 e-con-full e-flex e-con e-child\" data-id=\"d4ced90\" data-element_type=\"container\">\n\t\t<div class=\"elementor-element elementor-element-0d5d548 e-con-full e-flex e-con e-child\" data-id=\"0d5d548\" data-element_type=\"container\" data-settings=\"{&quot;background_background&quot;:&quot;classic&quot;}\">\n\t\t\t\t<div class=\"elementor-element elementor-element-ac9246e elementor-widget elementor-widget-heading\" data-id=\"ac9246e\" data-element_type=\"widget\" data-widget_type=\"heading.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t<h4 class=\"elementor-heading-title elementor-size-default\">Nossos valores<\/h4>\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t<div class=\"elementor-element elementor-element-793e4db e-con-full e-flex e-con e-child\" data-id=\"793e4db\" data-element_type=\"container\">\n\t\t\t\t<div class=\"elementor-element elementor-element-e904e47 elementor-position-left elementor-view-default elementor-mobile-position-top elementor-vertical-align-top elementor-widget elementor-widget-icon-box\" data-id=\"e904e47\" data-element_type=\"widget\" data-widget_type=\"icon-box.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t<div class=\"elementor-icon-box-wrapper\">\n\n\t\t\t\t\t\t<div class=\"elementor-icon-box-icon\">\n\t\t\t\t<span  class=\"elementor-icon elementor-animation-\">\n\t\t\t\t<svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" width=\"48\" height=\"48\" viewbox=\"0 0 48 48\" fill=\"none\"><path d=\"M0 24C0 10.7452 10.7452 0 24 0C37.2548 0 48 10.7452 48 24C48 37.2548 37.2548 48 24 48C10.7452 48 0 37.2548 0 24Z\" fill=\"url(#paint0_radial_3425_10488)\"><\/path><path d=\"M14.2857 34.2852V14.2852H24.5858C26.4958 14.2852 27.9556 14.4489 28.9651 14.7763C29.9747 15.1037 30.7887 15.7131 31.4071 16.6044C32.0256 17.4866 32.3348 18.5644 32.3348 19.8377C32.3348 20.9473 32.0984 21.9068 31.6254 22.7163C31.1525 23.5166 30.5022 24.1669 29.6745 24.6671C29.147 24.9855 28.424 25.2492 27.5054 25.4584C28.2421 25.704 28.7787 25.9495 29.1152 26.1951C29.3426 26.3588 29.67 26.709 30.0974 27.2456C30.534 27.7822 30.825 28.196 30.9706 28.4871L33.9583 34.2852H26.9733L23.6718 28.1733C23.2534 27.382 22.8805 26.8681 22.5531 26.6317C22.1075 26.3224 21.6027 26.1678 21.0388 26.1678H20.4931V34.2852H14.2857ZM20.4931 22.3888H23.0988C23.3808 22.3888 23.9265 22.2979 24.7359 22.116C25.1452 22.0341 25.4772 21.8249 25.7318 21.4884C25.9956 21.1519 26.1275 20.7654 26.1275 20.3288C26.1275 19.6831 25.9228 19.1874 25.5135 18.8418C25.1043 18.4962 24.3357 18.3234 23.208 18.3234H20.4931V22.3888Z\" fill=\"white\"><\/path><defs><radialgradient id=\"paint0_radial_3425_10488\" cx=\"0\" cy=\"0\" r=\"1\" gradientunits=\"userSpaceOnUse\" gradienttransform=\"translate(1.49054e-06 48) rotate(-42.1626) scale(64.7561 220.203)\"><stop stop-color=\"#1C4584\"><\/stop><stop offset=\"1\" stop-color=\"#0F0B14\"><\/stop><\/radialgradient><\/defs><\/svg>\t\t\t\t<\/span>\n\t\t\t<\/div>\n\t\t\t\n\t\t\t\t\t\t<div class=\"elementor-icon-box-content\">\n\n\t\t\t\t\t\t\t\t\t<h3 class=\"elementor-icon-box-title\">\n\t\t\t\t\t\t<span  >\n\t\t\t\t\t\t\tRespeito\t\t\t\t\t\t<\/span>\n\t\t\t\t\t<\/h3>\n\t\t\t\t\n\t\t\t\t\t\t\t\t\t<p class=\"elementor-icon-box-description\">\n\t\t\t\t\t\tTemos os nossos clientes em alta conta, oferecendo orienta\u00e7\u00e3o especializada e solu\u00e7\u00f5es personalizadas para cada necessidade espec\u00edfica, ao mesmo tempo em que acolhemos diversas perspectivas e contribui\u00e7\u00f5es.\t\t\t\t\t<\/p>\n\t\t\t\t\n\t\t\t<\/div>\n\t\t\t\n\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-ab9bcc7 elementor-position-left elementor-view-default elementor-mobile-position-top elementor-vertical-align-top elementor-widget elementor-widget-icon-box\" data-id=\"ab9bcc7\" data-element_type=\"widget\" data-widget_type=\"icon-box.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t<div class=\"elementor-icon-box-wrapper\">\n\n\t\t\t\t\t\t<div class=\"elementor-icon-box-icon\">\n\t\t\t\t<span  class=\"elementor-icon elementor-animation-\">\n\t\t\t\t<svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" width=\"48\" height=\"48\" viewbox=\"0 0 48 48\" fill=\"none\"><path d=\"M0 24C0 10.7452 10.7452 0 24 0C37.2548 0 48 10.7452 48 24C48 37.2548 37.2548 48 24 48C10.7452 48 0 37.2548 0 24Z\" fill=\"url(#paint0_radial_3425_10496)\"><\/path><path d=\"M27.6104 30.9837H20.5708L19.6022 34.2852H13.2857L20.8028 14.2852H27.5422L35.0592 34.2852H28.5927L27.6104 30.9837ZM26.3144 26.659L24.1043 19.4693L21.9078 26.659H26.3144Z\" fill=\"white\"><\/path><defs><radialgradient id=\"paint0_radial_3425_10496\" cx=\"0\" cy=\"0\" r=\"1\" gradientunits=\"userSpaceOnUse\" gradienttransform=\"translate(1.49054e-06 48) rotate(-42.1626) scale(64.7561 220.203)\"><stop stop-color=\"#1C4584\"><\/stop><stop offset=\"1\" stop-color=\"#0F0B14\"><\/stop><\/radialgradient><\/defs><\/svg>\t\t\t\t<\/span>\n\t\t\t<\/div>\n\t\t\t\n\t\t\t\t\t\t<div class=\"elementor-icon-box-content\">\n\n\t\t\t\t\t\t\t\t\t<h3 class=\"elementor-icon-box-title\">\n\t\t\t\t\t\t<span  >\n\t\t\t\t\t\t\tResponsabilidade\t\t\t\t\t\t<\/span>\n\t\t\t\t\t<\/h3>\n\t\t\t\t\n\t\t\t\t\t\t\t\t\t<p class=\"elementor-icon-box-description\">\n\t\t\t\t\t\tAssumimos a responsabilidade por nossas a\u00e7\u00f5es, tomando e fundamentando decis\u00f5es com expertise e bom senso. Nosso compromisso \u00e9 firme com as escolhas que fazemos.\t\t\t\t\t<\/p>\n\t\t\t\t\n\t\t\t<\/div>\n\t\t\t\n\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-6776824 elementor-position-left elementor-view-default elementor-mobile-position-top elementor-vertical-align-top elementor-widget elementor-widget-icon-box\" data-id=\"6776824\" data-element_type=\"widget\" data-widget_type=\"icon-box.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t<div class=\"elementor-icon-box-wrapper\">\n\n\t\t\t\t\t\t<div class=\"elementor-icon-box-icon\">\n\t\t\t\t<span  class=\"elementor-icon elementor-animation-\">\n\t\t\t\t<svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" width=\"48\" height=\"48\" viewbox=\"0 0 48 48\" fill=\"none\"><path d=\"M0 24C0 10.7452 10.7452 0 24 0C37.2548 0 48 10.7452 48 24C48 37.2548 37.2548 48 24 48C10.7452 48 0 37.2548 0 24Z\" fill=\"url(#paint0_radial_3425_6058)\"><\/path><path d=\"M21.2857 14.2856H27.4794V34.2856H21.2857V14.2856Z\" fill=\"white\"><\/path><defs><radialgradient id=\"paint0_radial_3425_6058\" cx=\"0\" cy=\"0\" r=\"1\" gradientunits=\"userSpaceOnUse\" gradienttransform=\"translate(1.49054e-06 48) rotate(-42.1626) scale(64.7561 220.203)\"><stop stop-color=\"#1C4584\"><\/stop><stop offset=\"1\" stop-color=\"#0F0B14\"><\/stop><\/radialgradient><\/defs><\/svg>\t\t\t\t<\/span>\n\t\t\t<\/div>\n\t\t\t\n\t\t\t\t\t\t<div class=\"elementor-icon-box-content\">\n\n\t\t\t\t\t\t\t\t\t<h3 class=\"elementor-icon-box-title\">\n\t\t\t\t\t\t<span  >\n\t\t\t\t\t\t\tInova\u00e7\u00e3o\t\t\t\t\t\t<\/span>\n\t\t\t\t\t<\/h3>\n\t\t\t\t\n\t\t\t\t\t\t\t\t\t<p class=\"elementor-icon-box-description\">\n\t\t\t\t\t\tQuestionamos ativamente as normas estabelecidas e buscamos continuamente maneiras inovadoras e eficientes de melhorar nosso desempenho e presta\u00e7\u00e3o de servi\u00e7os.\t\t\t\t\t<\/p>\n\t\t\t\t\n\t\t\t<\/div>\n\t\t\t\n\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-e6958a5 elementor-position-left elementor-view-default elementor-mobile-position-top elementor-vertical-align-top elementor-widget elementor-widget-icon-box\" data-id=\"e6958a5\" data-element_type=\"widget\" data-widget_type=\"icon-box.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t<div class=\"elementor-icon-box-wrapper\">\n\n\t\t\t\t\t\t<div class=\"elementor-icon-box-icon\">\n\t\t\t\t<span  class=\"elementor-icon elementor-animation-\">\n\t\t\t\t<svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" width=\"48\" height=\"48\" viewbox=\"0 0 48 48\" fill=\"none\"><path d=\"M0 24C0 10.7452 10.7452 0 24 0C37.2548 0 48 10.7452 48 24C48 37.2548 37.2548 48 24 48C10.7452 48 0 37.2548 0 24Z\" fill=\"url(#paint0_radial_3425_10512)\"><\/path><path d=\"M15.2857 27.5569L20.9717 27.2007C21.0949 28.1242 21.3455 28.8278 21.7237 29.3115C22.3394 30.0943 23.2189 30.4857 24.3622 30.4857C25.2154 30.4857 25.8706 30.2878 26.3279 29.892C26.7941 29.4874 27.0271 29.0213 27.0271 28.4936C27.0271 27.9923 26.8073 27.5437 26.3675 27.148C25.9278 26.7522 24.9075 26.3784 23.3068 26.0266C20.6859 25.4373 18.8169 24.6545 17.7 23.6783C16.5742 22.702 16.0113 21.4575 16.0113 19.9448C16.0113 18.9509 16.2971 18.0143 16.8688 17.1348C17.4493 16.2465 18.3156 15.5516 19.4678 15.0503C20.6287 14.5402 22.2162 14.2852 24.2303 14.2852C26.7017 14.2852 28.5839 14.7469 29.8767 15.6704C31.1784 16.5851 31.9524 18.0451 32.1986 20.0503L26.5654 20.3801C26.4159 19.5094 26.0993 18.8762 25.6155 18.4804C25.1406 18.0846 24.481 17.8867 23.6366 17.8867C22.9418 17.8867 22.4185 18.0363 22.0667 18.3353C21.7149 18.6255 21.539 18.9817 21.539 19.4039C21.539 19.7117 21.6841 19.9888 21.9744 20.235C22.2558 20.4901 22.9242 20.7275 23.9796 20.9474C26.5918 21.5103 28.4607 22.082 29.5865 22.6625C30.7211 23.2341 31.5434 23.9465 32.0535 24.7997C32.5724 25.6528 32.8319 26.6071 32.8319 27.6625C32.8319 28.9026 32.4889 30.0459 31.8029 31.0925C31.1168 32.1392 30.1582 32.9351 28.9269 33.4804C27.6956 34.0169 26.1432 34.2852 24.2699 34.2852C20.9805 34.2852 18.7026 33.6519 17.4361 32.3854C16.1696 31.1189 15.4528 29.5094 15.2857 27.5569Z\" fill=\"white\"><\/path><defs><radialgradient id=\"paint0_radial_3425_10512\" cx=\"0\" cy=\"0\" r=\"1\" gradientunits=\"userSpaceOnUse\" gradienttransform=\"translate(1.49054e-06 48) rotate(-42.1626) scale(64.7561 220.203)\"><stop stop-color=\"#1C4584\"><\/stop><stop offset=\"1\" stop-color=\"#0F0B14\"><\/stop><\/radialgradient><\/defs><\/svg>\t\t\t\t<\/span>\n\t\t\t<\/div>\n\t\t\t\n\t\t\t\t\t\t<div class=\"elementor-icon-box-content\">\n\n\t\t\t\t\t\t\t\t\t<h3 class=\"elementor-icon-box-title\">\n\t\t\t\t\t\t<span  >\n\t\t\t\t\t\t\tSeguran\u00e7a\t\t\t\t\t\t<\/span>\n\t\t\t\t\t<\/h3>\n\t\t\t\t\n\t\t\t\t\t\t\t\t\t<p class=\"elementor-icon-box-description\">\n\t\t\t\t\t\tEstamos comprometidos em garantir que nossas opera\u00e7\u00f5es sejam seguras, cumpram as regulamenta\u00e7\u00f5es e sejam consistentemente confi\u00e1veis.\t\t\t\t\t<\/p>\n\t\t\t\t\n\t\t\t<\/div>\n\t\t\t\n\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-3893657 elementor-position-left elementor-view-default elementor-mobile-position-top elementor-vertical-align-top elementor-widget elementor-widget-icon-box\" data-id=\"3893657\" data-element_type=\"widget\" data-widget_type=\"icon-box.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t<div class=\"elementor-icon-box-wrapper\">\n\n\t\t\t\t\t\t<div class=\"elementor-icon-box-icon\">\n\t\t\t\t<span  class=\"elementor-icon elementor-animation-\">\n\t\t\t\t<svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" width=\"48\" height=\"48\" viewbox=\"0 0 48 48\" fill=\"none\"><path d=\"M0 24C0 10.7452 10.7452 0 24 0C37.2548 0 48 10.7452 48 24C48 37.2548 37.2548 48 24 48C10.7452 48 0 37.2548 0 24Z\" fill=\"url(#paint0_radial_3425_10520)\"><\/path><path d=\"M16.2857 14.2852H32.8478V18.5553H22.4794V21.734H32.0974V25.8131H22.4794V29.7558H33.1479V34.2852H16.2857V14.2852Z\" fill=\"white\"><\/path><defs><radialgradient id=\"paint0_radial_3425_10520\" cx=\"0\" cy=\"0\" r=\"1\" gradientunits=\"userSpaceOnUse\" gradienttransform=\"translate(1.49054e-06 48) rotate(-42.1626) scale(64.7561 220.203)\"><stop stop-color=\"#1C4584\"><\/stop><stop offset=\"1\" stop-color=\"#0F0B14\"><\/stop><\/radialgradient><\/defs><\/svg>\t\t\t\t<\/span>\n\t\t\t<\/div>\n\t\t\t\n\t\t\t\t\t\t<div class=\"elementor-icon-box-content\">\n\n\t\t\t\t\t\t\t\t\t<h3 class=\"elementor-icon-box-title\">\n\t\t\t\t\t\t<span  >\n\t\t\t\t\t\t\tEfici\u00eancia\t\t\t\t\t\t<\/span>\n\t\t\t\t\t<\/h3>\n\t\t\t\t\n\t\t\t\t\t\t\t\t\t<p class=\"elementor-icon-box-description\">\n\t\t\t\t\t\tAproveitamos ferramentas, tecnologia e recursos avan\u00e7ados para otimizar a efici\u00eancia e a efic\u00e1cia, garantindo entrega pontual e dentro do or\u00e7amento.\t\t\t\t\t<\/p>\n\t\t\t\t\n\t\t\t<\/div>\n\t\t\t\n\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t<div class=\"elementor-element elementor-element-cf2598c e-flex e-con-boxed e-con e-parent\" data-id=\"cf2598c\" data-element_type=\"container\" data-settings=\"{&quot;background_background&quot;:&quot;classic&quot;}\">\n\t\t\t\t\t<div class=\"e-con-inner\">\n\t\t\t\t<div class=\"elementor-element elementor-element-83041c4 elementor-widget elementor-widget-heading\" data-id=\"83041c4\" data-element_type=\"widget\" data-widget_type=\"heading.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t<h2 class=\"elementor-heading-title elementor-size-default\">Voc\u00ea tamb\u00e9m pode gostar<\/h2>\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t<div class=\"elementor-element elementor-element-e4323e1 e-con-full e-flex e-con e-child\" data-id=\"e4323e1\" data-element_type=\"container\">\n\t\t<div class=\"elementor-element elementor-element-2414f10 e-con-full e-flex e-con e-child\" data-id=\"2414f10\" data-element_type=\"container\" data-settings=\"{&quot;background_background&quot;:&quot;classic&quot;}\">\n\t\t\t\t<div class=\"elementor-element elementor-element-c385a8d elementor-widget elementor-widget-image\" data-id=\"c385a8d\" data-element_type=\"widget\" data-widget_type=\"image.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t<style>\/*! elementor - v3.23.0 - 15-07-2024 *\/\n.elementor-widget-image{text-align:center}.elementor-widget-image a{display:inline-block}.elementor-widget-image a img[src$=\".svg\"]{width:48px}.elementor-widget-image img{vertical-align:middle;display:inline-block}<\/style>\t\t\t\t\t\t\t\t\t\t<img fetchpriority=\"high\" decoding=\"async\" width=\"800\" height=\"798\" src=\"https:\/\/masterdrilling.com\/wp-content\/uploads\/2024\/07\/6102fdabc25e33c7c6028ad07219e613.webp\" class=\"attachment-large size-large wp-image-1157\" alt=\"Vista a\u00e9rea de um grande canteiro de obras em meio \u00e0 vegeta\u00e7\u00e3o. O local parece organizado com v\u00e1rias se\u00e7\u00f5es, incluindo ve\u00edculos espalhados, equipamentos de constru\u00e7\u00e3o, pilhas de materiais organizadas e uma ampla estrutura de cobertura branca no centro.\" srcset=\"https:\/\/masterdrilling.com\/wp-content\/uploads\/2024\/07\/6102fdabc25e33c7c6028ad07219e613.webp 807w, https:\/\/masterdrilling.com\/wp-content\/uploads\/2024\/07\/6102fdabc25e33c7c6028ad07219e613-300x300.webp 300w, https:\/\/masterdrilling.com\/wp-content\/uploads\/2024\/07\/6102fdabc25e33c7c6028ad07219e613-150x150.webp 150w, https:\/\/masterdrilling.com\/wp-content\/uploads\/2024\/07\/6102fdabc25e33c7c6028ad07219e613-768x766.webp 768w\" sizes=\"(max-width: 800px) 100vw, 800px\" \/>\t\t\t\t\t\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t<div class=\"elementor-element elementor-element-26243cb e-con-full e-flex e-con e-child\" data-id=\"26243cb\" data-element_type=\"container\">\n\t\t\t\t<div class=\"elementor-element elementor-element-ea8ffc1 elementor-widget elementor-widget-heading\" data-id=\"ea8ffc1\" data-element_type=\"widget\" data-widget_type=\"heading.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t<h2 class=\"elementor-heading-title elementor-size-default\">Governan\u00e7a ambiental, social e corporativa (ESG)<\/h2>\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t<a class=\"elementor-element elementor-element-3d68d2f e-con-full e-flex e-con e-child\" data-id=\"3d68d2f\" data-element_type=\"container\" href=\"https:\/\/masterdrilling.com\/pt\/governanca-ambiental-social-e-corporativa-esg\/\">\n\t\t\t\t<div class=\"elementor-element elementor-element-33bd5e7 elementor-widget elementor-widget-text-editor\" data-id=\"33bd5e7\" data-element_type=\"widget\" data-widget_type=\"text-editor.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\tSaber mais\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-808cc91 elementor-view-default elementor-widget elementor-widget-icon\" data-id=\"808cc91\" data-element_type=\"widget\" data-widget_type=\"icon.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t<div class=\"elementor-icon-wrapper\">\n\t\t\t<div class=\"elementor-icon\">\n\t\t\t<svg aria-hidden=\"true\" class=\"e-font-icon-svg e-fas-chevron-right\" viewbox=\"0 0 320 512\" xmlns=\"http:\/\/www.w3.org\/2000\/svg\"><path d=\"M285.476 272.971L91.132 467.314c-9.373 9.373-24.569 9.373-33.941 0l-22.667-22.667c-9.357-9.357-9.375-24.522-.04-33.901L188.505 256 34.484 101.255c-9.335-9.379-9.317-24.544.04-33.901l22.667-22.667c9.373-9.373 24.569-9.373 33.941 0L285.475 239.03c9.373 9.372 9.373 24.568.001 33.941z\"><\/path><\/svg>\t\t\t<\/div>\n\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<\/a>\n\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t<div class=\"elementor-element elementor-element-f38855b e-con-full e-flex e-con e-child\" data-id=\"f38855b\" data-element_type=\"container\" data-settings=\"{&quot;background_background&quot;:&quot;classic&quot;}\">\n\t\t\t\t<div class=\"elementor-element elementor-element-28e1bb8 elementor-widget elementor-widget-image\" data-id=\"28e1bb8\" data-element_type=\"widget\" data-widget_type=\"image.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t\t\t\t\t<img decoding=\"async\" width=\"800\" height=\"387\" src=\"https:\/\/masterdrilling.com\/wp-content\/uploads\/2024\/07\/79463153644b152760d4f2c892a4ead6-e1726119687342-1024x495.webp\" class=\"attachment-large size-large wp-image-1158\" alt=\"Um grande grupo de alunos com uniformes escolares azuis combinando est\u00e1 posando para uma foto em frente a uma estrutura industrial com um grande logotipo &quot;M&quot;. Dois adultos com roupas casuais est\u00e3o de p\u00e9 em cada lado do grupo. O c\u00e9u est\u00e1 claro e azul.\" srcset=\"https:\/\/masterdrilling.com\/wp-content\/uploads\/2024\/07\/79463153644b152760d4f2c892a4ead6-e1726119687342-1024x495.webp 1024w, https:\/\/masterdrilling.com\/wp-content\/uploads\/2024\/07\/79463153644b152760d4f2c892a4ead6-e1726119687342-300x145.webp 300w, https:\/\/masterdrilling.com\/wp-content\/uploads\/2024\/07\/79463153644b152760d4f2c892a4ead6-e1726119687342-768x371.webp 768w, https:\/\/masterdrilling.com\/wp-content\/uploads\/2024\/07\/79463153644b152760d4f2c892a4ead6-e1726119687342-1536x742.webp 1536w, https:\/\/masterdrilling.com\/wp-content\/uploads\/2024\/07\/79463153644b152760d4f2c892a4ead6-e1726119687342.webp 2000w\" sizes=\"(max-width: 800px) 100vw, 800px\" \/>\t\t\t\t\t\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t<div class=\"elementor-element elementor-element-b128e4d e-con-full e-flex e-con e-child\" data-id=\"b128e4d\" data-element_type=\"container\">\n\t\t\t\t<div class=\"elementor-element elementor-element-1fd1930 elementor-widget elementor-widget-heading\" data-id=\"1fd1930\" data-element_type=\"widget\" data-widget_type=\"heading.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t<h2 class=\"elementor-heading-title elementor-size-default\">Nossa contribui\u00e7\u00e3o para a sociedade<\/h2>\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t<a class=\"elementor-element elementor-element-1e8bd61 e-con-full e-flex e-con e-child\" data-id=\"1e8bd61\" data-element_type=\"container\" href=\"https:\/\/masterdrilling.com\/pt\/nossa-contribuicao-para-a-sociedade\/\">\n\t\t\t\t<div class=\"elementor-element elementor-element-cd8ea13 elementor-widget elementor-widget-text-editor\" data-id=\"cd8ea13\" data-element_type=\"widget\" data-widget_type=\"text-editor.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\tSaber mais\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-27a311e elementor-view-default elementor-widget elementor-widget-icon\" data-id=\"27a311e\" data-element_type=\"widget\" data-widget_type=\"icon.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t<div class=\"elementor-icon-wrapper\">\n\t\t\t<div class=\"elementor-icon\">\n\t\t\t<svg aria-hidden=\"true\" class=\"e-font-icon-svg e-fas-chevron-right\" viewbox=\"0 0 320 512\" xmlns=\"http:\/\/www.w3.org\/2000\/svg\"><path d=\"M285.476 272.971L91.132 467.314c-9.373 9.373-24.569 9.373-33.941 0l-22.667-22.667c-9.357-9.357-9.375-24.522-.04-33.901L188.505 256 34.484 101.255c-9.335-9.379-9.317-24.544.04-33.901l22.667-22.667c9.373-9.373 24.569-9.373 33.941 0L285.475 239.03c9.373 9.372 9.373 24.568.001 33.941z\"><\/path><\/svg>\t\t\t<\/div>\n\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<\/a>\n\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<\/div>","protected":false},"excerpt":{"rendered":"<p>Home Quem somos \"&gt;\"&gt;Estrat\u00e9gia e valores Nossa estrat\u00e9gia prioriza o avan\u00e7o das tecnologias de perfura\u00e7\u00e3o, a expans\u00e3o global, a inova\u00e7\u00e3o cont\u00ednua e a adapta\u00e7\u00e3o \u00e0s necessidades do setor, visando \u00e0 excel\u00eancia operacional e ao crescimento sustent\u00e1vel. \"&gt;\"&gt;Fazendo a diferen\u00e7a ao reimaginar o futuro da minera\u00e7\u00e3o Nosso objetivo \u00e9 alavancar nossos m\u00e9todos de tunnel boring machine, perfura\u00e7\u00e3o remota e escava\u00e7\u00e3o mec\u00e2nica. Nosso objetivo se estende [...]<\/p>","protected":false},"author":11,"featured_media":0,"parent":0,"menu_order":0,"comment_status":"closed","ping_status":"closed","template":"","meta":{"footnotes":""},"class_list":["post-1167","page","type-page","status-publish","hentry"],"yoast_head":"<!-- This site is optimized with the Yoast SEO plugin v23.0 - https:\/\/yoast.com\/wordpress\/plugins\/seo\/ -->\n<title>Strategy and values - Master Drilling Group<\/title>\n<meta name=\"robots\" content=\"index, follow, max-snippet:-1, max-image-preview:large, max-video-preview:-1\" \/>\n<link rel=\"canonical\" href=\"https:\/\/masterdrilling.com\/pt\/estrategia-e-valores\/\" \/>\n<meta property=\"og:locale\" content=\"pt_BR\" \/>\n<meta property=\"og:type\" content=\"article\" \/>\n<meta property=\"og:title\" content=\"Strategy and values - Master Drilling Group\" \/>\n<meta property=\"og:description\" content=\"Home Who we are &#8220;&gt;&#8221;&gt;Strategy and values Our strategy prioritises advancing drilling technologies, global expansion, continuous innovation and adapting to industry needs, aiming for operational excellence and sustainable growth. &#8220;&gt;&#8221;&gt;Making a difference by reimagining the future of mining We aim to leverage our tunnel boring machine, remote drilling and mechanical excavation methods. 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