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IMPRENSA<span class="caret"></span></a><ul class="dropdown-menu contr_bg_black" id="dropdownMenu45"><li class="txtacess"><a href="?meio=16476" target="">Notícias</a></li><li class="txtacess"><a href="?meio=16477" target="">Informações institucionais</a></li><li class="txtacess"><a href="?meio=16552" target="">TV Prefeitura</a></li></ul></li>]]>
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| 1347
| <![CDATA[<div class="content_noticia no_border wow fadeInLeft" style="visibility: visible; animation-name: fadeInLeft; margin-top: 10px;">
<div class="panel panel-default"><div class="panel-heading" role="tab" id="heading0"><h4 class="panel-title"><a role="button" data-toggle="collapse" data-parent="#accordion" href="#collapse0" aria-expanded="true" aria-controls="collapse0">Secretaria Municipal de Finanças e Planejamento</a></h4></div><div id="collapse0" class="panel-collapse collapse in" role="tabpanel" aria-labelledby="heading0"><div class="panel-body">HÉLIO BARROS VARÃO<br><strong>Fone: </strong>(63)3357-2893<br><strong>Email: </strong>financeiro@formosodoaraguaia.to.gov.br <br><br><strong>Página Atualizada em: </strong>17/04/2023 15:33:48<br></div></div></div>
</div>]]>
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| 1359
| <![CDATA[<p class="MsoNormal" align="center" style="text-align:center;line-height:normal"><b><span style="font-size:12.0pt;font-family:"Times New Roman",serif">LEI Nº 957 - Finanças
e Planejamento </span></b><b><span lang="PT" style="font-size:12.0pt;mso-bidi-font-size:11.0pt;font-family:"Times New Roman",serif;
mso-fareast-font-family:"Times New Roman";mso-ansi-language:PT"><o:p></o:p></span></b></p>]]>
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| 1363
| <![CDATA[<p class="MsoNormal" style="margin-bottom:0cm;text-align:justify;text-indent:
35.4pt;line-height:normal"><span style="font-size:12.0pt;font-family:"Times New Roman",serif">Art.
36. A Secretaria Municipal de Planejamento e Finanças é composta da seguinte
estrutura:<o:p></o:p></span></p>]]>
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| 1368
| <![CDATA[<p class="MsoNormal" style="margin-bottom:0cm;text-align:justify;line-height:
normal"><span style="font-size:12.0pt;font-family:"Times New Roman",serif"> </span></p>]]>
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| 1369
| <![CDATA[<p class="MsoNormal" style="margin-bottom:0cm;text-align:justify;line-height:
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LqQwigpU6MXdJ/Ctm+pFOeLc3GdaSs2vie6XQxP+GkfiN/0MX/kjbf8Axuj/AIaR+I3/AEMX/kjbf/G63rH4d6Dpz6Dp2p22lfZ7+xS4vdYu9bjt7m2eVNymOEzL8qZX70bFufavGbiMQzyRh1kCMVDqchsHqPatqNHBV21ClHT+6jKtVxlFJyqy182ekf8ADSPxG/6GL/yRtv8A43R/w0j8Rv8AoYv/ACRtv/jdeZ0V0/UcL/z6j/4Cv8jm+u4r/n7L72emf8NI/Eb/AKGL/wAkbb/43X0b+zj421rx54IvtQ129+3XkeovAsnlJHhBFEwGEUDqzc4zzXxNX17+yF/yTXUv+wvL/wCiYa8LOsLQpYRyp00ndbJI9vJ8TXq4pRqTbVnu2z3Giiivz8+7CiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigDhbj/kuWn/9i5c/+lMFd1XC3H/JctP/AOxcuf8A0pgruq6K20PT9Wc9Lefr+iCvkL9r3/kpWm/9giL/ANHTV9e18hfte/8AJStN/wCwRF/6Omr2ch/31ejPIzv/AHN+qPDqKKK/Sj87Ciiux+H/AIZ0vXbHxJe6qt5JDpNh9rSGznSFpG8xVwWZHwMN6VlUqKnHmZpTg6kuVHHUV2lz4V0jXPCd9r3h9ry3bTGjW/07UJFmZVdiqypKqIGGcAqVBB5yRU+tfDvWNX8Vata6T4a/soWMUMs9j9vSYW6sq/OZWYZBJ3E5woJzgCsvrNO9pO1t72Vtv81tp+Br9XqWvFXvta7vv/k/M4SiuhsPAes6nNepbx2rx2bKk101/brbBm+6omLiNiewDE8H0NbGh/CXVNUh8SC6mt9LvNFT57W7uIY2Z96rgl5F2LhsiQ5U8AHmqliKMPikv+H/AOHFGhVltFnDUV0Wm+ANa1a3kuIIbVLVJ/swuLi+ggiklHVY3kcLIf8AcJ6j1FLpvw78Ratf6nZW2mSG603H2yOV0iMALbctuI4B6noBycDmqdakr3ktPMn2NR2tF6+RzlFdZP4ZuLfwjIf7EjubkaqtqNWtL9J1ZjHkW6xxsVbP3t4z6VT1fwJrWh6c99c28DWscoglktbuG48mQ5wsgjdih4PDAdCKSrU27XX3rUHRmtbfgzn6K2dB8I6p4khuJrGCL7PblVluLm5it4lZjhV3yMq7j2XOTg8V1Pjf4dT2fibQ9D0nS5ItQm0i2uLm3ZyCsxQmVnLnCAEEnJCjHalLEU4z5G9fyt3KjQqShzpafnfsee0Vra94X1Lwy1r9vhjWO6jMsE0E8c8UqgkErJGzKcEYIB4711mn+FPD1r4I0DWNRtNX1C71S+mtPJ0+7ji2hCoG1Whcsx3dMiiVaEYqS1vorf15BGjOTcXpbXX+vM89orstf+Gt7Z+N9b0HSnXUI9NYtJdyyJBHHHgHMjuwRCMhTkjnis1vAevJ4gj0T+z2OoyRiZEWRGjaMruEgkB2bNvO/dtGDzxTjXpSV1JbX+QpUKsXZxe9vmc/RXQ/8IDrjapaafFaR3VxdI0kL2t1FNCyqTubzUYoAuDuJb5cc4rV0HwLqVh4u0e0v9Aj12O+R5ILWDUY1iu1CsDtuI2K/KRk4PbB60pV6cVfmW190EaFSTtyve2zOJors7z4a3Vt4Hs/EgvrErcSyqbU3kAZFRVIIJky7ndzGF3DAyOaz7n4fa9aabcX0lpH5VvGstxEl1C88CNjDSQhzIg5H3lGMiiOIpS2kt7fMJUKsd4va/yOcoooroMAooooA+4v2bv+SL+Hf+3j/wBKZa9MrzP9m7/ki/h3/t4/9KZa9Mr8hx3+9Vf8UvzZ+r4L/daX+FfkFFFFcR2BXM/E7/kmviz/ALBF3/6Jeumrmfid/wAk18Wf9gi7/wDRL1vQ/iw9V+ZjW/hS9GfnvRRRX7IfkQUUUUAaXhvRz4g8RaXpYk8o3t1FbeZjO3e4XP611XirxZb6Tr+paRpuiaR/YlpJLZxw3FhG80iqSvmNPjzt5PzcOMcADHFcbpepT6Pqdpf2rbLm1mSeJiM4ZSCD+YrrPEWqeD/EWqXetMNYsru7LTy6XDDE0XnNknbcF8hSxzzESORz1riqxvUTkrxt+P8AWz6eR2U5fu2ou0r/AIf1uupLB8O9OtW0S01nXJdN1XV40mgt4rHzo4kkOIjNIZFK7uuFV8Dk+lQj4c/2PY6ne+JL2XSbazvW01Vtbb7TLPcLywVS6LtC8liw6jAOa0JPGHhnXrnQNU1pNTi1HS7aG2ltbSCJ4bwQj92TIzqY8jAb5H4HFNvviFp/jLS9TsfEQu7JrjVJNVt7rT4EnMbOArRMjOmVwBht2cjoa5ubE3V7266LTXppr+P3nTy4e2lr9NXrp110/D7h+m/B86l4mg09NZji0670t9VtNSlgIV4lUnDpnKEEENgtjHGaydP8G6Tqa6vqEWs3SeH9LjjM95JYKJ3kdiqIkIlIOSDyXXgHPoehs/inpVjrsXlWt4ujWOhz6RZgqhmcurfvJBkAZZiSATgetc34Q8TafY6Dr2g6v9rTT9UELi4s0WSSGWJiVOxmUMDkg/MKIvE2bk306Lvq9t7dO/QTWGulG3Xq+2i9L/h1Oy8ReD18Q6L8NtG0fUI7uCa3vXW9ljMSpGJmd2dedpUA5AJ5U4J4J5WfwDYXmm22o6JrM2o2LaimnXDXNkLeSFn5RwokcMrAN3ByMEc1vW/xV0rw/eeD20a0v2t9Dhurab7Q6xyTLMzZdGUnY2GLAc7TgZbGTma148iuJrDHiTxRr8EV7HctHq0gVERDnATzZA7/AO1lcY6HPGdP6zG0Vtq//Jpb6drdV89jSp9Xl7z30X/ksdte9+/y3H6r8LbGzuPE9hZ+IDfavoMck88P2Ixwyxo4Vtkm8ncoIypQDOQGIGTneFfBGl+LJYNOtddkGuz28k0dv9i/0bcqM/lNMXDBsL1EZXJ6nrV0eP8AT/8AhLvHOqeTdfZ9dtryG2Xau9GmcMpcbsAADnBP410/hv4x6Ror6FKLnXbK1sbAWk2h2CotnLLtYNOT5g3li24gpnP8XHLlLFRpu12/lvbbbv6eooxwspq9kvntffft/wAMcTpvgqwj0LTNT1rWm0oapK6WSR2hnBVDtaSU71KJu4+UO3BO3jnrviV4RTWviR431S+vTp2j6ZLH59zHD50jO6KI440yoZiR3YAAEk1zUXijQNY8KaHp2uLqSXOitMIRZJG6XUTtv2MzMDEQ2RuCvwfu8YrX1r4maN4j1jxjDdwX1vouvSQzxyxRxvPbSRD5TsLAMDkgjeODn2ol7f2nPrpdbLRcy27vlV+v6BH2Hs+XTWz66vle/Zc2nT9TP0/4Vx61rHhePT9WeXSNeleCK+mtNkkMiffR4g5GRwRhyCD+FWvDnh1bPVPE1noPiSQyWmjXZvpjp6eVMqbQ8UZLklW/vkKRjpzUui/ErRvDereD7ezhvptE0O5ku5ppYo1uLmWQAMQgYqoAAAG8+pPasHwh4xsvD+peJ7i4indNT026s4REqkq8pG0tkjA45xn6Gm/rM1K+1tNFr7z307WEvq8XG299dXpotte9xfCvgjS/FksGnWuuyDXZ7eSaO3+xf6NuVGfymmLhg2F6iMrk9T1rL8H+Fj4q1C5je6WxsrO2kvLu6KFzFCmMkKCNzEkADIySOR1r0jw38Y9I0V9ClFzrtla2NgLSbQ7BUWzll2sGnJ8wbyxbcQUzn+LjngfAPii18N3mpRahHcSabqljJYXP2XHmorYIdQSASCo4JGeeRWkZ4hqpo+ltu7v0XS3f1ZnKGHThqut/uVur637eiOwvPD9vf/CfQ9P0C9fVTfeI2SLzoPIkSRoEXY67mAOcHIYjBHfIHP6t8PbCHTdcl0nXG1S70NlF9C1p5KFS2xnhfexdVcgcqpwc4q/D8QNG8NaDoVjoUV9c3Ol6yNVa4v0SNbj5FGNis2z7uMZbgZzztDPGXxCi12z1AW/iTxXdresGGmX9xi2gBO4qW8xvNA6AbE7Htg5U1iIysr2bb/Hrp29P0NansJRu7XSX5dNe/qed0UUV7J5AUUUUAdN8Mf8AkpXhP/sL2n/o5K/Qivz3+GP/ACUrwn/2F7T/ANHJX6EV8HxH/Fp+j/M+44f/AIVT1CiiivkD6sKKKKAPkL9r3/kpWm/9giL/ANHTV4dXuP7Xv/JStN/7BEX/AKOmrw6v1fK/9ypeh+X5l/vlT1Ciit/wn4TfxK19PLcrp+l6fEJ729dC4iQsFAVR952JwFyMnuBzXoynGC5pbHnxi5vljuUvD/iG+8L6tDqOnTCG5jDL8yh1ZWBDKynhlIJBB9a07rxpG0iSWXh3R9KlE6XDSWsczsxVtwUGWR9i56hNuenTiqup6TpLR2x0TU7rU55ZfKNpc2HkTZONpUI8isCTj7wbPbvVXWfDereHZIk1bS73THlBMa3lu8JcDqQGAzWNqVSSb3fyv8uprepTTS2Xz/Hoav8Awn+of254i1TybX7RrsM8Nyu1tiLM25ig3ZBBHGSfxqUfEGeaxsob7SNL1S6sYfs9rfXkTtLFGB8ilQ4jkC9vMRvTkcVc8O/De8utO1q81nT9S02C30mXULOWSBoknZWjA5ZfmXD549ua5yDwrrV1pL6rDo9/NpaAlr2O1doVA6kuBtGPrWSWHk2lbSy/A1ft4pN31uyabxZeTeErfw8Y4RZQ3jXqyKpEm9lCkE5xjA9PxrR1f4hT67HJLfaRpVxq0sPkyas8LmdxjG4rv8rft437N3fOeax7DwzrGq6fcX1lpN9eWNvnzrm3tneOPAydzAYGBzz2rXm+GfiKHwjbeJP7NuH06YucpBIWjjVQ3mt8uBGQeGzg4NVL2EWrtJ3/ABev49iY+3knZNq34L/LuZvhfxRd+E9Re6tY4J1mhe3ntrpN8U8TjDIwBBweOhB461q33xK1C40vT9Os7Ox0e10+9F/arYRuGilCgZ3OzM3IzliTnjOAAMe88Ka3p9jJeXWj6hbWcbKr3E1q6RqWAKgsRgEhlI9QR60t74S1zTdNj1G70XULXT5ApS7mtZEibcMrhyMHPbnmqlGhOSk7NkqVaEXFXSL2veNP7ejuWbQ9Js7y6YNc3ttC/mSnOSQGdkjJPJMar3HQkFnhPxlP4Tj1SJLGz1C31K3+y3EF55m0puDcGN0YHKjvS+DfCX/CWvrC/a/sn9n6bNqH+r3+Z5YHydRjOevOPSqmm+Edd1qON9P0XUb9JAzI1taSSBwpAYgqDkAkA+mRStQSdJ7K3/A/Iq9ZtVFu/wCn+Zb1bxtdahpK6Ta2lpo2keYJnsrBX2yyDOHdpGd2IBwAWwMcAVof8LT1VvHEvilraye8mi8iW1aNzbyR+UIyrLuyQQAfvda5+Tw3q8OmNqUmlXsenK5ia7a3cRBwcFS+MZzxjPWpNO8Ja5rFjJfWGi6he2UZIe5t7WSSNcDJywGBgc0OnQs72tqvv3/JCVSvdWvfR/dsaNr8QtTtda1/VCsE11rUE9vc+YrEKspyxTDDBHbOR9aktfiFNp9nMtlo+lWOoTWps5NSt4pFmMZUK2F3+UrMowWVAeSc5JNSaL4GbXvAtzqljBeXurrqcdlFaWqeZvRonkY7ApYkbOx6Z4qjpPh4R32r2msaZrC3NpZyyiC0t8SQyAAq0ysMrGM/MevIqLUHzK22/wDXY0/fqzvv/X3m3p3xg1LT7jTbz+ytKudUsLVbKLULiKVpfJAKhSPMCZCnG4KGx365y9L8eS2ej2mmX2kabrlpZytLaLqCS5gLHLAGORCVY4JVsjitvVvAmk6Sunkw6zffa/Di6qRZKknlTnPzP8vywjHJ6jPWsbQfBz3nhnV9cvNP1WS0ghxavaW0nlPJuwWeXYyBEAORkEkgDHJGUfqzjzJdv1tb73+JcvrClyt9/wBN/wADL1LxVqeq+I212e5/4mfmrMsyKFCMuNu0AYAGAAPauiufixfTR6yIdH0eyl1iF4b+e3gffNuIJbLOQhyCcIFUkkkHAxzmn+FNb1a3Wex0fULyBldhLb2ryKQmN5yBjC5GfTIq1rGhxi40W30vT9XFzeWkTmK8g+aeViRmAKMtGeNp6nmt5RoSai0tPwt/wxjGVaKck3r+N/8Ahy4PiDPNY2UN9pGl6pdWMP2e1vryJ2lijA+RSocRyBe3mI3pyOK5XrWhrHh3VfDsscWq6ZeaZJIu5EvLd4Sw6ZAYDIp+k+F9Z8QRTS6XpF9qUcP+te0tnlEeeRuKg46Hr6VrH2VOPNF2T+4zl7Sb5ZLX8TLooorcwCvr39kL/kmupf8AYXl/9Ew18hV9e/shf8k11L/sLy/+iYa+dz7/AHJ+qPfyP/fF6M9xooor82P0QKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAPPvEmj3198VtMm07UzpdwNFuUaTyFmDL58BxhunOOfatb/AIR3xP8A9Dd/5TIv8aW4/wCSpaf/ANga5/8AR8FdVXXOpKMYrTbsu7OWNOMpSeu/d9kcp/wjvif/AKG7/wApkX+NfMf7VNvdWvjvSIr27+33K6RHvuPKEe/9/OR8o4GBgfhX2PXyF+17/wAlK03/ALBEX/o6avayObljEnbZ9EePnUFHCNq+66s8Oooor9GPz4K9C+FckD6P41snvLO1uL3SvJtxeXUdusj+ah2hpGVc4B79q89orGtT9rDlvbb8Hc2pVPZz5rf01Y9DtZrbwH4H1+xnv7O61rWxDAttYzpcpBAsm9neWNimWKgBQSR1OK7PxV4m0uXV/ijJb6raOt5pdnFbNHcqROQIgyoQfmIAOQPQ14TRXJLBqcueT1/4MX/7ajpji3GPJFaf8CX/AMkeoeEtU0/UPhmdFFrot5qVtqbXbWutXr2iSRtGqB0cTRKWUgjazZwcgdav23iIeItU8a2l7e6NbX95o8Vnbtb3JjtHaJovkEszYJ2oRuLYYrwSME+QUU5YRNt3319NU/zQRxTSSttp66Nfqel6lp8fi7wZ4W06y1LSra80dri0vILvUIIFUvKWEqs7BZFI6lC3QeorotW8ZaTqLfEV7TUYcS6RaWUEzOI2vHjMauyA4LZwe3SvEqKTwalvLbX75KT/ABX/AA4LFuOy3/ROK/BnpPh260a6+FtppWqajHaRy+JopLhY3BmS3MO1pAnXA55wRn16Vva+2j6N4D8bafaJoFgLi4txZRabqjXc91Ekxw75mdc7TnACnrlQMV4xRTlhOaXNzO172+af6BHFcsbcqva1/k1+p6DoqweJPha2hW99YWep22r/AG1or67S2EsTRBNyvIwUlSOmc4PArtm8SaHb+JjYnUdM1Nbrwnb6XFdTzSLavOu3KSOpV4w20gklcZG7AzXhFFKeDVRu8tNfxt/kEMW4JWjrp+H/AA52/jvVp/7D0nRnttBsoLaWaeO20a7e7KF9oJeQyyrhtvChsjBJAyM9FpfxGu/Bvw18ItpGq+XeW+p3Mt1YRXH+sj+TAljB5U84yPXFeTUVpLCwlCMJapO/re/+ZEcVOMpTjo2relrf5Ht3neG9Pn8baLpbaLe2+qva6hp0N9emK3eMbnaFpUkTY6FuFdwMr64qvp/iiK6vb3QtRm0LSpJfD0ul2Umn3LSW8DNJ5ixSTu7jnkbg5UbgMg5x4zRWP1FW1k3/AJpJX7dO3zNvrj6Rt/ldu34nqHw/is/B+oarYareaLPc6vpUttErXvm26OXUqk00LbUDhTysnHG7ANb/AIP8TJpPjDwfYah/wjejadZTXdwF06/adYfMiKkyTNNIgDEDCh85HIGRnxCiqqYNVeZyluv0a0+T/wCCTTxbp8qjHb/NPX5o9BmNvrXwnsLaG+s1udO1O5nuLea5jil8p0TDIrsDJ90jC5Oe1dnFH4a8NW/i2PS5NCi02fQ5LeyvxqjSX16zRoxDxeaVQlgflMaHOAM814XRTlhObTm0u397v/Xk/mKOK5deXWyX3KwUUUV6BwBRRRQB9kfAm18RXHwh8NtpGq6XY22y4DR3umSXLl/tU2SGW4jAGMcbT0PPOB3n9m+N/wDoYfD/AP4IZ/8A5Nrnf2bv+SL+Hf8At4/9KZa9Mr8mxtSSxVVafFLou78j9SwdNPDUnr8K6vsjlf7N8b/9DD4f/wDBDP8A/JtH9m+N/wDoYfD/AP4IZ/8A5NrqqK4/ay7L7l/kdnso9397/wAzlf7N8b/9DD4f/wDBDP8A/JtYnjqy8Uw+A/FD6lrOj3dkNIvPMhtdJlgkb9w+MO1y4HOD905AI46j0WuZ+J3/ACTXxZ/2CLv/ANEvW1GpJ1YrTddF/kY1qcVTk9dn1f8AmfnvRRRX6+fk4UUUUAFFFFABWj4f8P3/AIo1e30vS7f7VfXBIji3KucAseWIAwATye1Z1em/DHRJ4vBvizXYJbW3vHiXSrKS7uorZd8pzKVeRlG4Rgjrn5jXNiKvsabkt9l6vQ6KFP2tRR6b/JHnepadc6PqFzY3kRgu7aVoZY2IJV1OCOPcVWr3y+8N22p/GDwLq13DZ39rr8cbXkaSR3MD3KLsmXKlkbkA8E8msDwHeWHiL4hasl9oelyaZY6ffNBp6WkaIFRSVDMqhmYY++xLd81yRxt4c3Leyu/xVvvR1ywdp8vNa7svwd/uZ5FRXqfg37Nrmh+J/E1+dDsr+0Nva2xutNX7HAJGfLmCGJgzYXaCyEc5JyBWnb2PhjVtTvtasF03VLzS/D73tza2to8dk94jhA4idEyu0q5ULtyDxg4q5Yvkk4uL00+ej/Xf8DOOF5kmpLX8tf8AI8ZoruvDVxqHjDWXuo9O0GF9PspZri8uLFY7aKMHPmvDGuxmGdoAjbORlTjI7mHwjoniDWvh/cXA029+3QXrXb6XbtbW920G5kHl+XHtJ4VsKM4p1MWqLtNd9vRv8l/wBU8K6qvB/f6pfm/+CeR6f4ZutR8O6trMckK2umvCkyMTvYylgu0YwfunOSPxrIr1az8QS+JfhJ4zMmm6fazLd2IEmn2aWwcGR8IVjAU7ecHG75uSeMasfhtBpninSNaTw7HeafozXUem6fZst3ZSoEZS1x5Xz8HDAyvy3txH1twclNbO3ytH/PyNPqqmouD3V/nd/wCXmeKV2ul/CfVtXsbK5hurFftFubySKSRw9rb/ADgTSjZgIfLblScZXdjcK1fGV1D4Ft9D0qx0vTLm2utIiu7ia8so5ZbiSZCSwlI3oF4C7GXBXPPOei8A+GFkvdG0XXo/Dtvb6lp8kq6abJnv5FaN2Sbz/KbYxIDY81QAPujOKmtipKl7SOi++6Xl/Xmx0cNF1PZy1f3Wb8/68keJ0V6Nd3EPgjwJ4Vu9PsNOurvV/PuLq6v7KK6P7uQosSiQMEAHJwASSOeKyvixodl4f8a3Nvp8QtreWGG5+yg5EDSRq7R9TwCxx7Yrqp4hTny23vb5Oz/4BzToOEOa+1r/ADV0cdRRRXWcoUUUUAFFFFAHTfDH/kpXhP8A7C9p/wCjkr7e/s3xv/0MPh//AMEM/wD8m18Q/DH/AJKV4T/7C9p/6OSv0Ir4biGbjVp27dk+vmfa5DFSpTv37s5X+zfG/wD0MPh//wAEM/8A8m0f2b43/wChh8P/APghn/8Ak2uqor5P2suy+5f5H1Pso9397/zOV/s3xv8A9DD4f/8ABDP/APJtH9m+N/8AoYfD/wD4IZ//AJNrqqKPay7L7l/kHso9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| 1372
| <![CDATA[<p class="MsoNormal" style="margin-bottom:0cm;text-align:justify;line-height:
normal"><span style="font-size:12.0pt;font-family:"Times New Roman",serif"> </span></p>]]>
|
| 1375
| <![CDATA[<p class="MsoNormal" style="margin-bottom:0cm;text-align:justify;text-indent:
35.4pt;line-height:normal"><span style="font-size:12.0pt;font-family:"Times New Roman",serif">Art.
37. À Secretaria Municipal de Planejamento e Finanças compete: manter
atualizados os dados estatísticos e informativos do Município; promover melhor
e mais justa tributação, mediante a adequação de seus valores à realidade
econômica do Município; promover a eficiente arrecadação de tributos, a
constante melhoria de seu sistema e o combate à evasão das receitas municipais,
mediante a realização do cadastro municipal de contribuintes; planejar e
promover a participação de todas as Secretarias na elaboração de planos,
programas e projetos do Governo Municipal, especialmente no Plano Plurianual de
Investimentos, na Lei de Diretrizes Orçamentarias e no Orçamento Anual do
Município; definir os objetivos gerais e específicos, em consonância com os
objetivos gerais e metas estabelecidas pelo Governo Municipal; implementar a
execução de todos os serviços e atividades a cargo da Secretaria, com vistas à
consecução das finalidades e competências definidas nesta lei e em outros
dispositivos legais e regulamentos pertinentes; fazer cumprir as metas
previstas no Plano Plurianual, na Lei de Diretrizes Orçamentarias e no
Orçamento aprovado para a Secretaria; proceder, no âmbito do seu Órgão, a gestão
e o controle financeiro dos recursos orçamentários previstos na sua Unidade,
bem como à gestão de pessoas e recursos materiais existentes, em consonância
com as diretrizes e regulamentos emanados do Chefe do Poder Executivo;
administrar os recursos, materiais e financeiros disponibilizados para a
Secretaria, responsabilizando-se nos termos da lei pelos atos que assinar,
ordenar ou praticar; assinar, acordos, convênios, contratos e outros termos,
mediante autorização do Chefe do Poder Executivo, promovendo a sua execução;
elaborar normas, instruções, portarias, circulares, ordens de serviço e
procedimentos internos relativos à organização, e à execução dos serviços.<o:p></o:p></span></p>]]>
|
| 1515
| <![CDATA[<span class="titulo txtacess" style="font-size: 25px;">(063) 3357-2893</span>]]>
|
| 1565
| <![CDATA[<img src="images/logo-junta-rodape.png" class="" title="Vale - Soluções para seu Municipio" alt="Vale - Soluções para seu Municipio" style="max-width: 320px;">]]>
|
| 68
| <![CDATA[<style type="text/css">
body {
margin-left: 0px;
margin-top: 0px;
margin-right: 0px;
margin-bottom: 0px;
padding-left: 0px;
padding-top: 0px;
padding-right: 0px;
padding-bottom: 0px;
}
</style>]]>
|
| 1445
| <![CDATA[<style type="text/css">
.whatsapp {
position: fixed;
top: 82%;
right: 1%;
padding: 10px;
z-index: 10000000;
}
</style>]]>
|
| 1030
| <![CDATA[<a onclick="document.getElementById('pesquisa').focus();" title="Ir para a busca - atalho nº3"> 3 Ir para a busca</a>]]>
|
| 1038
| <![CDATA[<a href="#altocontraste" id="altocontraste" accesskey="3" onclick="window.toggleContrast()" onkeydown="window.toggleContrast()" style="font-size: 11px;" title="Mudar o contraste">
<img src="/images/sun.png" style="margin-top: 3px;">
<span>Contraste</span>
</a>]]>
|
| 1044
| <![CDATA[<a onclick="javascript:mudaFonte('+');" href="#" accesskey="7" class="jzoom-aumentar" title="Aumentar o tamanho do texto - atalho nº7">
<i class="fa fa-font" aria-hidden="true"></i>A +
<span>Aumentar o texto</span>
</a>]]>
|
| 1050
| <![CDATA[<a onclick="javascript:mudaFonte('-');" href="#" accesskey="6" class="jzoom-diminuir" title="Retornar ao tamanho padrão do texto - atalho nº8">
<i class="fa fa-font" aria-hidden="true"></i>A -
<span>Reduzir o texto</span>
</a>]]>
|
| 48
| <![CDATA[<script type="text/javascript">
window.dataLayer = window.dataLayer || [];
function gtag(){dataLayer.push(arguments);}
gtag('js', new Date());
gtag('config', '');
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|
| 56
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| 1198
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| 1273
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| 1297
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| 1313
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| 1437
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gtag('js', new Date());
gtag('config', '');
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|
| 1587
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$(function () {
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function gera_relatorio(formato){
$('#form_relatorio input[name="formato"]').val(formato);
$('#form_relatorio').submit();
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function completa_face_rodape(tamanho_janela){
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var tamanho_container = $('.container').width();
var tamanho_borda = (tamanho_janela - tamanho_container)/2;
$('.facebook_rodape_content').css('border-right-width',tamanho_borda+'px');
$('.facebook_rodape_content').css('right','-'+(tamanho_borda-15)+'px');
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| 1692
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|
| 1767
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$(document).ready(function(){
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</script>]]>
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| 1779
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