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Mascara Mentoniana - TAMANHO P

Marca: FLAMBÉ Referência: 004319
A máscara mentoniana FLAMBÉ é confeccionada com tecido semi-elástico de última geração que oferece um efeito de compressão ideal para o uso pós-cirúrgico, pois acelera e facilita o processo de recuperação e cicatrização.
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Descrição Geral
<p><p>A máscara mentoniana FLAMBÉ é confeccionada com tecido semi-elástico de última geração que oferece um efeito de compressão ideal para o uso pós-cirúrgico, pois acelera e facilita o processo de recuperação e cicatrização.</p><p><strong>Vantagens:</strong></p><ul><li>Costuras externas para não marcar ou machucar a pele;</li><li>Fechamento com velcro que facilita o ajuste e o uso.</li></ul><p><strong>Indicação de Uso:</strong></p><ul><li>Pós lipoaspiração de mento e hemangiomas.</li></ul><p><strong>Cor:</strong> Bege</p><p><strong>Composição: </strong>91% poliamida e 9% elastano</p><p><img 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8XV+hfbZOG/X3gbPCWEp3Jkz5/+rCCMJYUlnRnLfyjZYaDwiN4vyEOZEhn0ElF9P+mmW6I3YKqkjhCCUKZWNj4vxyIUQjHAZfU/9ZuT4mBCNOoJLR0xItY04tEgmQHtzoyD2MBz74AEXGfKrXdET29Qu/axAoBr8coMcnWNJt9sUD5ZDNxusWzJiAsuism5ahYZlEqS+M1KliCHODBHj43VDvwG5+EZTS3kaD1HVQKDWzkVJMB7GlIMciVxlTkZceFFsZAbeU4qCGHPgfUf9Zh6/uwXcbtqAYsGDIiF5ZBH/1PbxXtFOs4JvD8F5Pwm3hSDoVyLCghDCj1unjMv6tlvQJx9f3V84emNjV4TPa4o9pcYzTt7vyBCcmYExl19TSGz24v+MDXq1++bUBDjR9u2hee6XhteKMg6I5NSq2GA9vr5P8fSrKz064XX0vO4n0e3nOcx8Mz2xYC6ohhoN8ZseAPJd68MHhoHBwupU/ouegmFlzKoOObTwrrzhAwwNbd5QDq3wmpeR118WVxXkR1v2mGwry0IZHJxPp6JsiUqQMrQd53ZhXXfuXpNnBompNrZSMw9+Pzx9u1h4Bntw+Z58+I+iMw1kcrY4rqqUL5U3BfIqkcmSpPwkIYUJKIaJa/PFNVgHVOQifv1W3gkoy69In5WkYCXw6PhFarPpLCcapPW55aNGBnvCXEryYKIXGfV+PHRCLiHWLakmM66f0QBpnQI1DQLyX723v7ic/BlISuyJHOkvvudd2ONc17mi/d0i54sUlpUeHfAyxze8aJIXO9v3BSn286thtWzF14Sp+RIetJNN8cpuAoEzuv+BxQEvWnuvFhad1ohD8XyEOei/gPDkLPPDSsLD3nxwMGxGB7C5Rma5jEuifSPdWRSaiWU52DNTXl0Vh4DS+izwafz6eimYNYaRlx0SRzo04uByAPh7fQtXH3nmN+rd9g8e24ssmbwqqhoQCwppoZju1wVrawKkwb90mHDCit7SpzCbJw5K34/stOl4ZnfnRILo218aWacVgw/74JICK8Xn8cX0y+DEHg5ppkWsU1DPBWzJsSa3/9XfxunVohFKREEYiqH+BCFc8Gbry4Nj//kuDh1YukVW1v67Mg4RUVIPJGXnxkQJhaD1trUpEI+prlqMzkPojGQkZ572FwQs99h8Ptdk2+7I9ZFWv3c+CivoeecHytFkpl65AawSpaqTy4dPjze0x4L48X5ELESKWlRXaVOZGFKa+q3bcniWOYFeVmURiojC6J3X9uX7l9U573ynp6/+ZawvphirRw7Lupp+ahR8fwTr7sxeoexnErhETEEfofFcsRJ7qa7g88+J0y64aZISjxZ0903FiyM96F66CuDh8UCc4rzzX28Z/ji413x+sc6Mil9Dyh4r+4PK8zb8FRIRzeQTYdi7Z+PPorfqf74zRdfxqL1ngSZFligRgBffPxJ+O6bfXFR12KrR/u8L1M0Vt9ajlKw6v18sfuTP65PWOB1XoMM4SEcUxkLzgb45x9+GBec/UuIx/Pgvlh/98w7ElJgP7/DIrGFV0/jLMpazHcf1mI8dVI3CdZNeSF6Mha6eU2uyXOzaO1+1UBK3pd/GrF25Q8MlKnlFZCPSpW+N+Wxv0Vv9/pJITPbP9i8OW4XRvD26tXxOgyBe1Dvidzsk36XJ4rk73f5jtzh26+/ib/lrYJI09NR8v74re3xX03IQ5iFc32375v4vQcMfq9j3DO506XfQCfkaZrtX2N8Jjs1ntSC8vvIl85MOe1nH9+b2lq38hs9jFBl0z+ukFuZQjnqjcMmpfwPud8fnjJZHE71rQ8HLPu4rsW0b/78A1tqC+tSFqg9Ts/IaAsc9j/k7qlD4NrRhm8KGX4uA7oyCLKF2Ft4ALsK72jfAa+lHuAF7S08nYyMtsC+wvC1iJRUCbjlllvCrFmzwiuvvBKrBRzL7fvI4NVimrRs5YpWnePVZcvC8lWr4jmqfV+L5h6Wih2q8l1ZW+6zjdFeffXVsGDBgnDppZe2vJ5S3759Y80TNZWO1TZ8+PBw/vnnhx49eoRnn3226j65laPRVc+ePcPVV18dHnjggTBs2LCq++VWjoZb+vfv37J6SipP3nnnnfH1E4uYH398zDa/H0HPmTMn7N69u+o+uZWj0dVrr70WiWnevHnHfN8te6Of999/P1xzzTUtW1NST+mLL/LfGsPdd98dSwNnlB86Nw9pzZo1B7ZklBnfffddy2p055CAfwleowp5GeUH716p1VWrVh3YklFm5DilViKTUuMgk1JjIZNSK5FJqXGQSamxcFSSkkx4AVhe2wpHEymRk45gLn80IpNSY6HmpGQAiAr/6KOP/tiO9B9c6nweBftxbYVGIiUE7cnGhx9+GPbu3Xtg6/+HQeuvsyo7wdGERiElQYOePtHTp59+Gr799tsD3xxbqDkpGSBie375y1+Gf/qnf4pBUtOmTQsffPBBVASC0r788sv4uN17JOa6yfOhON8ZYBTpiaBjfbbfww8/HDp16hR/lO/Bd0eSABuFlETg+x+tSy65JFx22WVh1KhRUXa7du2KciVnAbFnnHFGHLRJPgYEeaWnrWSP2FJEv2Odg1zptMxoFFISPPjb3/42tg4dOsSQk6SHZEzoyyNzr2As6Ptgm3GUvgO6Tt/TnXOVXV91mb4Rmjifyy+/PGzevDmMGTMmXHfddeGqq66Kj24FTz311FPxb1Yeeuih2Oy/fPnysHTp0nDrrbfGf+sVomBAeb3rrrvi/dnn+uuvDyeddFJ8rDhhwoQYjf7oo4/G6/Xr1++I5O81CimR7e9+97tI/Dqofx8lA7LxP37k/dhjj4Vf/epX8b+2eEw67tSpU6M+BIgiHzE+dCC4zaP1e++9N34vNEK0dJnRKKREV+3bt4999swzz4z6IffOnTtHQ0vuAwcOjMbFdiR28803h169eoWNGzeGp59+OhofAc68Lf3z97//fdSvSGnjyD/POkciuTKiLqTE+l500UWRKGbPnh0Hw/PPPx/OO++8cMcdd8RoTjdFEf/4j/8YB9Hpp58eycc+I0eODE8++WRo165dFDSvSzQoa29fVkZKzIMPPhiVTDFI74UXXgjnnHNOmDJlyoE7aT0agZTI+eKLL473moh40qRJUT5z584NHTt2jFHOOjlZ6qys9P333x9lyTh4pScR7OS2aNGiSE50QQ/ITFpAmdEIpMSjJ2ce/tixY2O/ZVgZUjoyRhgXpMMIiJHTl806kJXt+jzyod9HHnkknHXWWXFcLFy4MI4pOmNsjJcyx9jVhZTefPPNcMopp8RphQHA6xF1SyFI5rTTTovWAvHY9vLLL0dBGwwnn3xy7FzYX+oAa6IZGAbQ448/HpUxc+bMqMxf/OIXUcGskH2c+6WXXjpwJ61HI5DS22+/HU488cRoScFUgAyR9MqVK2On5ikhHK8Mw89//vOom5/+9KfRU3Us43D22WdH66rT2//FF18MEydOjNu3bdsWz19WNAIpmXbxYn74wx9GD5TceUg/+MEP4quZA/0wJF26dIlGlmHn+RqTxgUjQhfGAePtFfnwok444YToLTNGxx13XPwn2rKiLqSEMAiJ58KbMZVAQKy0ayAO82muKcZHJogGyfCYsD+rYcpmYOlwBsjxxx8f96EMrm3Xrl2jp3DhhRfG6yAsXoEO8H3RCKRk2qXjIiLWdfHixVEe5MoqI+wRI0ZEWXL9eakscvKuTK2tXzAe5M4is+IXXHBBHCTOS7ZlngpAI5ASo0yuZM148HL1b/0VqWzdujXK3++gH9M7302ePDluP/XUU+NUG5kZ0MYNg8EznjFjRjROPGHeEr3pG2XFYZPSkeiAPB8EYa3HGhBSuu+++6JAeTQU88Ybb8RX5GIdyXfLli2LQmXprWWw1gbX66+/Hl1UxIOcBgwYEI9HdCwD8kvERMFHAq5f9jUKcI9ISC7Rc889F+VD4TxSsps/f34kcoSkU2/ZsiVOqVlig8KaHVkif4TF8rLIvCgd3/Sh7JBMbi3MwC8r9GHreZX9U5+2Pkp/yEU/JnfTZgaRDulo3bp18Xs6M+tYv359XNTmYZmW8249jfa9mYmZSpmBlFucZkIALCcW/74tPWGrbGmbV/uk7ZX7H+y16bZ0vPdN90n30NrmPBbbra94X22fsrT025t+TrKofE3vK49hhEwJTOGQerVzpHOXsblHA91aIwNXbZ+ytEq5a0nGlfskmTfdt6lOLHQnnSkB0vT7ynOWrXkgg0CbJSXrEyysR8oWPLmN36dVnsP7pq3aPk33rbbPwb6zwFf5+fs0c3PrVE888UR0javtU6ZWKZemren3lcewzCywBVTrELxZckyybHpMGRtd8ZxN5emLd11tvzK0arJsKufm3mv0xvv98Y9/HD0OOqzUWTp3GZv7Gz9+fJzKNltPKZGSNQiL0Mdys+BoTm/6QpDV9jmamimf36xzV/u+zM1985IsHns40oi/oTWtkXU2evToSErN1lMyfbOeU/ZFzVohly5pHKQ1JQvCGeXHYa0pWeg+EoGHRwMa4elbxn54oOKpVTYijQER54f19O1IhAQcDcik1DholIjujP2oS5zS0YBMSo2DTEqNhUxKrUQmpcZBJqXGQialVqJRSUkciBiWVD3hWEAjk5LxdiQyEBoJpSclgV6CFMUviD620C7k3mcxKPWKTm0UUhKhLWAuQXS8yHiKB6/ST5J8BcfKixLqIEdQKEijo1FISZE9j8GVIwGGI+krle2xCOwposf98hc9qXKM1C0xc0cDgZWelARQyfFJ5UrEMSjNIP/HNmHzqV5MLVFWUlJ2RGqIRE3pB3LfpOjIdULgdIiEEuwvw1y4x7hx48KmTZtC9+7dY7KzJF35bwkGTfqzQAPHo3ZR0lKFDHykhgTLhjKTEiOA/KXykB25KwtjQOpf3iOmBHoUXCgtSCI6XQ4aNCjqVcaF+CTeMCA1+mLUk76krsiD9J6+vJYNpScllhrxyOUhRFHFkkENDN+J1K2HNS8jKfGIWFU5g9ILBLpKTtZ5dWydV+KtCGeDAXRWZI+AdFhTO6Qv0FDNnpS4yUI7hz7g/KKGkZ3BYeDQi0EhUFGaQJlQVlJCHki9d+/eMZ8Qocjul6dIvu5Z/qYk6NTHxQnSs1f/ZSc5nU54ushNQK/fC4yTfiCSHTExPOLr5NLJPZWGoj/Uw6gfCqUnJTeGeCiHgLmtBoXUBwNHOH09AjrLSkqIWyqQBFpTMB2S1yTJVpVPnVA0us/AmqrIYD9y1rn9LgNF/pHMckBWtun4pgyO0cFNG1huxIYQnd+0okwoKylZikD8iFywoORm3irZmhHQF9JR0gQxVYIBQUry+owJBkJCtXFheQPoh/FmWEz5JFQzLM4pmZfnrB/z0sqEhiAlha6wvPBzg4PFN6Vj0etVF6aMpGSqi7BZS6VepBggchno06dPj9O0ZJXTtEwHSBD1rHOncqnWKHhC4Ny+Mx0AGffO5dyIiU5M/XixZatEWVZSMqZUBkjTZdn/vFvyRE5SLXiwtjEsCabl9Jx+j/UmxJPOlXLGjFdTa0BASAthqRbB+FiLsg+9lQmlJyVzXoSUFvAogPK4t/VEGUkJQSARrrlCYDo3DwhR8KCUKtHBeTvJu7SmxArziEzBuPymEaZ4PrPYYKrhvamgTq3EjEFggDifQeL6rlW5BlIGlJWURJjzRnk8pr48W32bF0PGjAs5WzdKmRSi0zt16vTHqpNkjni8py86T0aF8UFSXpXw8Z4xom+6NOiN6cp1wzLgsEgJOaRFtFrBDRr8ldfF9u6nnuAal60+D8LWgRGPKRXryb1PVhFZsLw8ztTJdWBeFC/JlMB0zjoHF992Tz8TrD+ZGurQzmtAMFIss8/OaVtahyoLdG6/u2zVFsne9A1hInazAB4Ng2tKxSs1HfaUOT2Rsw+iQjQIjNzplRExVasM9aAXHpeGmPVXa7Ou4XMaW+nPIMoC/bhFuW9+hOJqXD0/tlbNYLJwamE2bdPpWfjK/WrZ3AsLlx7BVtunHo2s0r+66Gg6sH8gQRzek6PtyCPJMx1ju1fbDQDncFzl73OOdDwdOLfv03Ucm7alY+rd3JO1Lt4jLyL97jI095L0lXRErt57pS/GOOnFMWRLB7Z7tV/SV+V+mjGS9OW9/Xyfxk+1sVXv5p44HNY3myUl0yhlNC04Wz/g7h+rjdVVupfLzSuptk9u5Wh0ZTqk8ih98Qir7ZdbOVp6Qmx6iqASqpKSuayVfU8GuItcy2O1sbzipHR476vtk1s5Gv1Yq7EGyIAc63237I1+lMv25JHnlHDINaXKOeuxDLKwyJtRfpjyWAiufIKVUW6oRd6ihe56PH0rK8r49C2jOsr69C2jOkofElBWZFJqHGRSaixkUmolMik1DjIpNRYyKbUSmZQaB5mUGgsNQ0oy1K3M61wCA+ud9Fk2UhIY6A8HRVQLYEzbBEGK5q4sX3IwiGcRGCni15MPYSAWiAVRpijhRkQZSUkUtSj4lEtIvvTkkbiAyOYgqFWUtqDJ9MBF0KEASgv63jcqGoaUKEFWs3w3cQwGW62jyytRJlLSoclFDJmQDfEdEjDFfch/08mbIxVBdh6ZixJG/spoIDidXs6bpM8ET2B9LzIY2QmYFGWPxATmCbC1rSwoGymRNTISMyWGSsS9aHoJ5uRNj0JwDgXyFupANym5VjS/v5JiVAzsBLpPWRDGjCBKEeOu4T1dMkhlQcOQks4vt0eejyZmygCoF8pESpTofjp27BiJSGSwfCrVAOjMYGzOcvKuBIQKkJWWgJhE8OsY0hzIO6WciCORY2dQ2VeipyoBwiSk3zgOuVUOjHqibKSEJJC2/stboqskS9HVjK/3hwISEcUtJUjpGN4SXSE2svcdmGEgL+f0HaOldIlyQOqR0V36+/WWeNO1QEN5Sjo8JbLgGotTL5SJlBAOy6eDKuWig1Eq78k/wuqQqfia/Cf5VhpXnwU1fUD0AtbkXTlOZyVvXpHBjGh0WnV9WHL7GewSeO3H2tue/qDTQPN332VAWadvZMrQmh4zJqZjgKA0sjcFT/ryPY8IkA1jcf3110d9MUQgL46nlEgJ+bkGz4wHq4+o12SqqK/IoVPGxthO56g3GoqUkjWWFKqj1XPeXLY1pQR/z0xGnTp1ioW9yM1nkc2gA1p7SlM1v0HnR0oGifwpRMZj8lnndh7vydtUEMnpD7B+/fpIRgjIVFF2u85voPiuDCgjKZGzulMMCHmatsmlJG/1laybGpw8m6QvRJX+UJMhMV02ZWNAREMDndJB8npM5XlSjA/Qn3I2Akqdl1FBdKnaZRnQMKREyK4vqbIM898ykRKPkbWV9mJahRx0YhZSIiq33cAE+pOMqZk+GATIRgfg1qdiYQYLMlPuxHmUMwHXStexzWBHSjq7wWBQGDi2lSWCumykhCjI0BQtERJPk9GlK6RhH3qp1JeW1lFNr53D72Iw/DZTcImsajPxiBCXAU6HPFheEe/K1I3Ha1Fdv2FEjK2GJaV6TZm4q+rPWJgrAyR3lqXCYpKNJ2c6GSuciIorr9M151X6Hsk6h2mCc1inYLF5V5V611mc136IJ5UwYXF5THRke72fkCYYgB6MlOUfchlYHg5Zk60plkZftrXEw6QD+zMEydslc9M3pWlM05ESmNojPfvTke+Qm37B22LkkVpZ1pT8lobwlMqGsk3fdEAdLXVEoNy0ON1S6JiV53B85ecE1kw7GJojwVqijNM3hoS+6CiBnA9HXxbMnSPJmj4cr/muUge+S09g0/bK78ukrxZ7SuJWVDPkGnLza908/fG0wGu172vZ3MePfvSjWA5DJcZq+9S6pX97cT9kpHmfPlc7pmlzDvsnOafPTc/R9Nxp/8qWtlWevx7NfahNfeKJJ0Z9+Vxtv1q2JJ+D6asl95j2d460fzpn2pbkX3lu79N36bXyfeU16tUs3p922mnNly5hbfxYrp9Fs2O9iQfxlKnad7mVq4kBEsvjIUC173MrV7Mc4M8SWly65FAu+7EEsihbedWM6mBxPWkqy9PAjOaRS5e0AmUNCcj41yjjmlLGwdHiNaVMSv8SmZQaB5mUGguZlFqJTEqNg0xKjYVMSq1EJqXGQSalxkJDkJIYCjcqtqMS1bbVCmUkJfIQ9OgVxMA0jVdpDiK8BUqmYwXWaZXxNI2GMpISeRpLKS6JjsQckX1L+7Rj6aYyjozunTf1gUaEey89KQmvl7YgBysNMAmNSpikBMVao2ykpEMLUZBkKc9NEKSUAqkgLdEZuZKlxFDpC6J9HZuSNpsm19q/cvBUEl+9DMXBUDZSIh86ku4h0lwirOYJoXQQKSSV8qwGxod+UrItkkNotkkV0jcryco1D6ajsumrIUhJ7MJJJ50U/zWTZXDT8nnOOOOMuv1vfZlISWcz6HRoqR/SPHR6eVU6fqVyDwZ5cJIyDRKPzuk7VWWQnoH0EpzfdQweKRxy3XyWFGrgS52Q2lAWlI2UjCEGVgkYOnNv5OUzg8AQVKb1VIMxoe9LM5HyJMVEvqLzicuqLOujHIptUlvE/pCDqgOuR3eqRTA6zRFhrdAQpMSCi/K87LLLYj4WAboX0Z8GRj1QJlKSY0Y+/sBP1K5kTIpFEkqIVBYM4/IjmNRS6oGgWFHPIvaVhUFEYrGUM2F55UiB4+Vnkb1BYBCpKMBguAfHiwzm2TIgZUDZSMngRzr6MjnxcBMhqArA4PKEbKPHSn2laTQvSL6cnDZJ1/RF9h06dIjek3FhH/vzdCVZP/HEE7ECxAUXXBD3EelOVxKAnaMs+moIUkJCrHifPn3iIFC6ZOTIkdELyKS0PziQbrjxrKdOjYhExpJZUi43ncWUnS7RFrmwlDovzwqxmLYpkcFj0jmcW6fmMYFps/OnCgCSkllng4JeHEsuvXv3jtcvA8q4pkTOUjsQf+rDSIacRZ4DkuDN8Iboy2uSO10iJEGGljHIX5/kpSpHgmTojsFCQOk4Ab88YJ4WvaooyjM2virTOuqJhiAlBcooT2EqFlp5BoMPw/MK6oEykZL1CASt8BqPR/kLVtgUQYdEDjox8iEvllmH1vl1VtsdR7Y+yzJXTsMUQN0dBKWTA6/Ve+RmGmfQsMAGWSpdouPzrnI9pergbaYa6Iwsb9a6KQ/VVIxBoRPeFG8XcdCXV3IG49CgpS8kYy1JH2CYjBPndA37IRxTN7pkRLp37x6vnUqXMDTOUUkC9URDkJJOxeJTCIFaKzEQLcrWq3xI2daUlKzgostP5KLrrMjD34v7rrk1CgQjP8w5rGmYRpCvzq2zIzkwWJCfTmNA8Yy8srwW1hGe2kq2lWVdqWykZLDxJBXCY0AQA8Jp3759JHjyRVKHAoNDN7xUemYslJNhhBAbEkN++gYd0atrKSSH/HhFjAgCMxNhRJBWGXBYpMRbSWsQtYZBA6lWEHBN6/XkgCzSQC0DrB0gA/ekI3q07z3Sbvrk7GAgTx6TxWtgTU0L0npSAmIy7UNEnvKltQjvrXtAPYzXwWCwKXqXpjBlgHti1NLTY/2aTOmL59Jcv/a9GYSKoaZ9oA/wipNnnGCQ20Zf3qc6V8ZRGs9pfJUFLcp941KmRVTuea2bAZZeK99X7lPLZpGQZarnPVQ292G6pKV7avq5udb0HJWfq+2X9tHS9sr3lcfUs6lWyoOwllbt+3o08mkqwyTrlsiu8pi0/8HOUblfapXnSO/T/vVuyNr4arZKgB3UU/KERSnUY7kpP/qTn/wkTo1M46rtk1s5Gl0pM+OfWi655JL4udp+uZWnWds8/fTT/8XC+yGnb2UpmVlvWBg01ckoP0wDrHGxwhnlh+UHT4JbvNBdlliGeoOHVK9F9ozDg6WHMtXozjg0rHOV/ulbGVGmp28Zh0YZ45QyDo6GCAkoIzIpNQ4yKTUWMim1EpmUGgeZlBoLmZRaiUxKjYNMSo2FhiMlAYJyhXS0eqKMpCToURxZiu+QJmIxXtBcc0GvgvcsBJOtmBXHCoT0hFGQXiOjjKQkWFG+oeBJT5vojOwFQwqebC4CP4GeVAFwDjqmO4GSKXG3EdEwpETIUh+E5wuJlwJRWZ6h1igbKYnalhArOVOgnDQcCbeSLuWnpUjrg8ETqpSHJU1BAqiUESk95N30yZXziRoHA0KoiEEhkth2Ud9lQdlISfqHxFm5m+SNnBiPfv36xZQeqVR02Bych240JGd8SCWRLsQ4VRoi+qoM56Ejgz9F/3stCxqGlChN4BsFEiKPqZ6h8WUiJZ1PbtO1114bo8yRtcRY/50l6bIlXqVz8JZYadnrSF8gG8vtXCKik/XlORlAkyZNionRCMxnqRySeb2XU1WWjl42Ukr9lyGRt8ZwIBjhNqLO9fPKaOaDgewF8BqXvCyERO6MkfzFdA7eLt0oNSOVxat+Qceup7icXLqyGJKGICXWlxDFmkhUlFRoQGRPaT/IRK4QReqMMsavu+66GIAmwZPseE7g1SDVeEeIvZI8ZKWz1IqACZZFRAyBujusrbwp5+NBSd9AQtdcc020zkjMNX2nvElZEjzLRkpANsiBvhAC8GRUZyBfIPtKfWkMBzheojUDwCgYD44zlWNY6C7lukna5UEjIFUEOnbsGI9TfykV8lNJoCz5bw1DSjoVUpJ8SJmqTqY6NPVAmUiJ8ngyLKeOS0+nnHJKnLbRl3vl8YBOqfOSp+xxMkweEMJhuVlbaxPOg7AMZnmP9pPUatqh8wOLr1AZqy/T3UAxKGSit2QKUguUkZSkUNBDKrwG5IWkktwQEH3xaNy/1zSNNhYuv/zyPxbWQzyIhqFGRjxn61XGC4JKSdZ04xrIjofEsJAPUmqJd1YLNMz0DQEoy0FJ3FGDpJ5pHmUiJTpBFDoqYkASPBZWl7x0UIufoPwLbwgZ8YB4S0gf+ai5I+8IOemo5K2Mhs6udAwgI+9dyyA3VTBtcH5ek45OLwZbJqXq4JHwjsiMB8MQ8JLID7mYyoFtlfrymgaq8sPWo3ipKo6aniUvmd7pyHV4twjHtJ6xcRySonfTRoTIsJgyVpJAPdEwpGTgGCA6Oyts4NVzelAmUgJ1lnVEBOS+dGb1epCV6a51jEPBeoLCbRa3wYDQwU3Fmv5BAzLT0a010Ynz60AWV3lnSECNoGSd642ykRIvxUMF+kEgcvIQCIPC2z0cGJd072kdmSM4ZMXTTWCYLIYbNwwPvfKgLIyTCQ/J1K7hpm86pY5YbyBFZOTG6wnrLixMmaBjVhoNxJJq7bQWOmrlU5wEU4uWPrauN8jAk0lTlzJBP6ajIwlebrVz6hfNPYEtE3jszZKSQl9cRUzMna9H426yeKYO5uMW6Krt19bNffh3FQu73lfbp9YtyUbznmzS2lFL7tH+rLaWtnnv+KayTtey3Xv7+d77dO20LR1Tr+Z+TGsUyzdF8bnafrVs5GJ9qLIfJ5kd7v3Zv1L+h6OvdL30vvKYejYevylps6VLkJJFNcJkdY7lZu6v3oupkoXdavvkVo5GV2LbFA1DTj5X2y+38jRT2/PPP795UirL9K0sKOP0LaM6yjp9yzg4WjR9q/dCd9lQtoXujIOjbAvdGYdGwzx9KxsyKTUOMik1FjIptRKZlBoHmZQaC5mUWolMSo2DTEqNhUxKrcTRSEqiusuSRHskcbSS0tGqr4YgJeH1HuX6B9YUsCdaOP3Hej0ih2tNSoIVDaqmfwwJorWldDT3r6qHgohu/0EvIrtaRxeQJ2LbUyxhENIkbJN2Yvv3DdJsS9SDlAws/aOavshNiknKH2wN6EuKj+j6Q0HgK11JKwGP2UXulznwtfSk5O+HpZYIg5eIKwxf+QX5VomUtFoLudakJKFWdjdSSEBCOplXiZrSBeRN2aaRiY6fdObVIGmacmI/5UikIZBpOod0iERQBpLfK61Eio/8KTlugu70i5TpnqAMBzJwbgNDoqhz2u68Wq1KZdSDlPxluWBjwYkp4dlvpiMGhuwYU/KgIzokK/pJ/xgkOts+TSOx6VECNLkz1OAczp2ulcDIiPmhN8QkOLFr167/ypC7BhJwTfpnZNK90F1lX2hrlJqUCFlJDmU03Cil6dgISYCVwaXDE1hTZbQ1aklKOoP8MlHJOpUOpL6UvDYlQxA2skIM8p4k0oo2VznAPgaG7H7krYiYXLakR53ZMQILdVZekPw3+zEGqbqAeyBrx6kuICdOCgoZOD5luoMO7z7dB6Mi4FbpE0SmgJx7EvNWq4TdWpOSvkhfZKo0CMKRi+i3C+RE/OSs0Jt9yMbYIhNR5+RrvEmidYwk52RIGA8Rz2SpP8hrQzz6Abl6X0mCrnfppZdG8kKG9CkIuvKv3BGRaG7HMzKui1Ddj37k3BKFa9XfS01KPCJKVYqBoCjMABRYpYOZNvieha/lfUEtSQmh6DTcdYNdIqWscOSisyMjBIIAUtVI34k41/GRk3247RIzRTcjd3AutY90Vt85v1IY3jseOVV6NAJGddL0x446unSJZLHBfaYqAfqN8/hsHwXk1P4RfFp5TFui1qTEsyAjxGSgKw+SMiH0ZUmxvE3EpE8jKcm5ZMKjYXRNy+yHGPS1lBBNdlK99H3EZPbAQLgePZJ1mjLaV18ge3oG+jJmKhOsjTPXYOh4cO7VdadOnRoNlT5EfrbXAqUmJQpUgsOg1LGQD4UgJSUYWCCKV3Hx+8zPW4NakpKOJdeuc+fOsU6STog8dBrglrOISInXgqhkjMvi523q5DqVgaDT+vvqREo6LoLjsruOfeQdeeVh2aZCAyAng0bnT648Hcipcr0EJKUlsOzulQ7dp/WUyvtva9SalAzyn/3sZ+HCCy+MfxeOiJFGKrWjryIhhjbpi1x5RO7Vd+TjFfHwVkwHAQnxpAxc+yAK3yM0MkdwPB/TLtc35T/xxBMjuegLpmUMl+skWLPlsSU90znCdF+MEo+LfumuFig1KZkuGFAGEvIxUFgb0wvEZMqgDIP7qnUVylqREnnrnCyuchQ8Jh0FMZGLTqoj8mwMcp3cft4jG50PiXC/1aAypeL266DgN9hmOqzjIhgdXPNwIdVhAtMygytN1UwpvHec86fFbgbD8c5l8dz9IkxTDzrkZSWiqgVqSUr6LHKhGzWQ/O4uXbrEAa2f+qwP+4yUGFn6UrYE2TDEZMRTSdNwfd12IE9EpU8ohav/Mx76o76A+EzfNOd1D0jRPjwo5HfWWWfFGQevCZzbFNJ96zPIje7piZetr9AVndUCh01K1nVqCeUdCISQTAvcqJtWQwabG5CmHonlawXWphad3AKzjpZccus43GzXJhdWzfc6EB15jxy8N9WiL/uaSrF29vfqvECW1iXI16u1BuShsxtAaTAA4rdmkeru6NSmYNYhnDcRHa9LQTGk5NoW4d0PgnV/zsObqJxCtCWQqYHm2m0N3iSiT567fmkaxttP63V0hTDImXzoi9zpi4x8717pF3mYeqfFb9+bDjoX/fB4tdQXGJGmY8E244bckRLD5thkyBEYvTqn9Vv788zcl2mkvkJXdFYLuJ8Wk5KByDX0o2vVgFBc1wBL2yjfoND8CNOJpse2ZWPFKKzad0ey+Z1+X+U2n2234E0m6XPat+n7dLz9dW5ElM5Fbj7r7Gk/2+xH5mSf9vU9TyDJ2nv7OdZ9pPOC945P26rdk9d07rZsBpRpDrKo9v2RbH5TklFq6bfzLMkrfdYq5ZHep5b2r5SV8yF98nYd28C+jAUdp31TS8cnfTnWazreOe1Dj85t33SMV/tUvm/rps+pMd8sKfFYuIFW5T0Rq1XjurquqYdXn23nbtqmed/0uLZsrnf88cfHtZm2vrbf6xrpd6fPGnlo6XPlvpXv02s1OWppe+Wx1WRbea70+WDntF86vvK86X3ledqyuYZ/dWnXrl18ClWLazb9bUkGZJTk1FQOTbel/Sv14lxe03nSudK2pvqqvH7T/dKxlftUXiu1ys/Vzt0WzdNB62HWshKqkhIGsxOPKbfccsutLZulAJyTUJWUMjIyMuqFTEoZGRmlQialjIyMUiGTUkZGRokQwv8DvzBO0y/V1DQAAAAASUVORK5CYII="></p></p>
Avaliações
Prazo de Entrega

Prazo de Entrega:

Prazo estimado de entrega - 03 a 8 dias úteis, conforme a localidade do destinatário e a forma de envio escolhida. (Correios ou Transportadora).

O Processamento dos pedidos serão de segunda a sexta das 9:00hs as 17:00hs exceto feriados. Pedidos confirmados fora desse horário serão processados no próximo dia útil.

Possíveis atrasos: Eventuais atrasos podem ocorrer devido a fatores externos, como greves, problemas logísticos ou questões climáticas, não sendo de responsabilidade direta da nossa loja, mas estaremos sempre à disposição para ajudar.

 

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