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Domain > newodontologia.com.br
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Date
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2019-09-27
104.28.21.86
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ClassC
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2024-07-13
69.162.78.180
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ClassC
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Port 80
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Dh/AcCCOePCSCc/1AA4fxxAYTzHwkgnD8hgHD+YwGE8ycB7hDOfyKAcP6UAML5TwUQzp8WQDj/mQDC+TMCCOc/F0A4f1YA4fwXAgjnzwEYE/WXAgjnzwsgnP9KAOH8BQGE818LIJy/KIBw/hsBhPOXBBDOXxZAOH9FHw704FrN2K7VrUrHLpYnPmWtN5mIk6O93el4X9yy2Zh/vcJwvK203j4/CyOV0TbCpLwMN3d7kh+JR4b/1e/NeoZ2WWU2B/1wrDwvpolu6UyHQrQ+GHKyLYo3me8/n6CC0isz6RR+XrTX64/PRYDe3uD0Hmf0Pfw+PMl+OOsNhkDZkLFE4mTgUZ7lDB8SOgJemoX7JtZoi5bPDrY5e+4IvGKuAGyz7n5XeUf+/za5g8c07TG2VbW6PRWeI1omd8R0RnlXmQm4ROkdEYR6nvLG4mHOxAHPnB1Eg228La2yJO7m5rjKRXjikdrVS/AeRbvj6b7aU8sDMxsv1mrFQO093OeRdB3Uam8EkkNFRYoEc4nF4PLhkTJty+pS8ulLisvUEYvZGx8M+0XpX603AkF/rpqOOZ1QmW6uRVIF4Oiuka2hdFP6Uq2OTWSk66YIa62Oh/vj5w+KtNAkeoyMl/WJs0ZJXqLVZUR6Tw9GnGCk5a1Bf8bA1OUL2HIocgR9xY60hAOrvpBRV4pzWmOuSiif8nJnwvNqpPQu2OpgFFdidgVTGpwO6V2G0wM569Ler7KS2bKEOa4CyMF8YMfpZXrcbLd7p2lYC1gXqaHH8coxAWfb+GU7ez1x88NpBIVOcqahSkmG7EUCN86GU+KeYbvH/KpXejozNMFQEyzbZta5rRnS+4iNRudOD89P9iJ2GL3UT25cIvYXvbzNse/MCw7GsjDfoPUlls0mHYCEHq/sMphEOq/QenW3NxxuEwdbpyBSI31kD0Wc0tiZwvg+uLxa6zVyQH/n6aOzJILKqXTqTm05dczhw34i3+PD8WmJthuS9rgYj72xuxuFMyyLWtUn9gdxzC2pd+k+Ofjb1l+j9WXlVIeUl90mYNePVJ9ToDUg7siY2Yvp8IhzBLcSPmjBvFI07zdHYxZTDGcG0WZvCCtW2b6tewrdWVa5gpO+8lZY+PZ4hP07Z7QSTZKyuwEyAiQDyUouH+3AitwydmI8Daup6y7Mwu5gGs0S0UhbdCidX9qQuVbe8s54f7/HEArWnM7Px9vKqhCDZgy7SNMoDe1fyLzXP+sM0tKFi2+5lOgSZnpKEAB5YacT5mL2nXKxCs6625QCyw6ZGXStN2WSnKTT3bJRBqNzUlMy9XB2bgy5Gw/C2Uf69xPu4J9kVBcuDNmXuB9AJlomPlL3ah2c398eDx37yGRol+3KwjGTSBh4xA7EUgb0PVxHNFhbpi5mi2KaLc/z0AQ4TMDhg3HORVYb4UjsOxJybY3TnPVBFK4z5xuypzKO8yMTIdDsg4Pd3cZoeL6F1M/2hoY6UyIKcFYM8f7BTEZnzK/l6y3yJeOWr5ePWDytcBeaMygnRiUuZCEEmGJaHx9MKog/Xhe6F9d5uxYapFp54GIjsMoDlhs7SGcR7/+FIghnD0wUoJUiIWkMXEgECLX0VncHw/CUHVdkCmGBv+HGWO7hOhDIEZZN5sXNVYT/q7OxM5IbDth2p+dlQtvj4GBbAkDbkAlCvRCbyVKajEcsS9vS8sFodygXTnKRkGa5Mog6cVGIiqtV2+1iXL/Wi1hYdsoyOzHWctWTg+3hINqDmTQs3W2P22FvvzrvnjTiHW4kU8Erk1XaYNSiA8FMhj3XNWHV2A3O0VO0xxGLiuI6LHRhUYsuznfz5v8nziz83jBIzUhcxbK2TxQwj8aJuUJ6woZsnBhj7VnOmSmG70A8nuzcm8mRJN7MUjSZhr0+FMvR3vgcssYPK4RIsC9rD/KVtrg5xuxVRrviTJr2NpXuH9hlSWWviUsyloJSeHawE198xuFXOZ+by1ldJGJiYkiewRGRlcgdeVamVGzFng1r31UuFre6xifXhxphW5IMRw8U19kvRsPQK33mY7A7wACjudSyPD/CJtNAhuzPTWfJ28JArSS3aIogfByx1wInJZ7k4rh9hrAx44gpsy6bEOccIqbnDrreMbGJZdeBArv/aayGbIXoMyaR3tBKMmq5uSIIbm+b5D7APXXQFzCwY0hqEnuplLrxQ5wLyfMoGtuTaJnnbSdow+UTiHKOKsYKVe/hcRsZGiqVq+c3Cf2Z6KbiSsK9JNLBlok3epLKE0VDkHF3E+ZuL+vjxsspCM5Mp5geKOKHWRCooLVh4p7EqJqw7TZv6W7eCsKzNQP8fpZ3xOEhOtjdJezNsh+IZ2q6xsrawS2byW4wU9+lMtHZ02IrjL/I9JPlhCWa/VlWArnGwUxcBnEfKcdMMRtszbJxkF+GYn083WHdyosLbM+ZCPQKm05+OxoPD2ah23oxVDvpQX1aqyOux5sbrknlVda7dd931wn56lb+7gBAV43DKJfwmOOZjON2bDdurvKww8nKzYwO9gPWPPMQKZwtt845EEUWG8gqwM84fYBlm7ocXgz9YhpXJmLwuOG/Q61uYM2Zf+NW04hOWMVbR6aJXYLgHJYAeZunnysKG7PgEVl/AeuEuxEI2JbOS6Tc6qI8WSEhrN5qnBKM5x5RZvz1dfv2JEsQstESKOceGyxhhbD4hl9qn7JtWSsbb8Buc4q3NiFgjhikzDm9jwTjqkTMRbzsyXsyTbbIXf5g9tBzRAXCqKzMDUPgzry7VfZZiuVKtdRtrHdtMXF8bhPtO1ZGyDK925VIRS8/3Ul6gfeLEPOj00iR4y72N5X1BtxuT1uxqc5Yk1/Fp6buwXRAD3V/EE2GvfNGjdfEtzFZo7X0vzk84ITmWpuYDJKkGn4PxyMqnLEDbZqyVjjscXLYsxWyE4O0FfY5ILOWAFlHZqoBcdJL4TDkoIESZmsHw9lAWg+n64Nw2N+0U8EE7bAUkD3KoNO3YlyFMUDx+Wo9Oben9MPd+IulJfGcOc1Y6wmUjQ1oLjGtSwk3f9SfiB/NmEMHyp5Fm3g+k3imt7kIs83+IysoqQzAkh42pRZdT5HbhUc1SCytiDkAknJu2yqlEheZ3M5i4YziEviOUfbKPX6wYKvWBrZzNBOBFC7fwM7Ol1xCzZxjaVBZmvGrhcaWNRSsnryTg3aeTG18NnTb8XjYP2VmF7cZ1V9P1NpL0ZYHhC2m5ytES6gSjQ+waUZYfRGWzRcPeTLssuFwzPFO9IXJp3dnUJdRUm133tSQMqecciA70zGnxOzWoH86ZNUxevTC48AR1/X7Aw6EMoDsbIDWzXr7k0o0vuN24tMMBQM7hVA4MyghDvt5CTtkdvBX4kxWChCyMTpeyZcH/whJbZW5eSs08i0Rn8YinLEkmXy1WZYIvlyCs359IG1eqrqH317APDBBAR4Di5GdzylqocPSJ9ULBHYAOjIZ9XJPmZfwnP5GLCHvy7EtNWcmG7y4bbLXi0K1pDwDWOTtE6xXfBv7fJVJZS3BU2bS/SPK+DsWdcfISjsnqUU9dRA1rf8rRwGW6js0viKO+ER6DO0HvOFcI0zf/12rF6aRTk1A6p9wNuO3rd1lVS2rmxxo2wsHUTDenTnTEEgRjb5TE50ZjzqTPtPkOvIr4NYHw2FM81Pk7Y4aY34GIQK1GZ/6oibsbrKlhe7/dmz1gX9RM8qLmPyvaI46qaL5/vElTcj90B7wQW/8fJzb4AAlZ2KnoTEgxqoJp79gvZ6tjcej4YAw1vB83MLnsdh7HCQlrmbHhHTuJfTj0KmhmYI3xQViDebon4/Rzk9ICt6aFBgXf17wC3GBuApz9NtidKo/eC22G5T/ho4Msg9SSJgj9XE3rYKzhHHJH6VKpMOC+0QKZzsl2D9OYaVHgvtkyqVs9lj3rAutf0dftIeFhJRefsgoBUqzAWaitPobuh1ncauYo9n5TdnQGtM+iqC+6umvx3Nttsz5ZL9Xq/vhZrCLa+LbgZIK6YPnd6QLNuFvVeS7LDqxjSlde58mMBgZ+kVFfaU+iE+XcE838mZColjazgMUfyU+wCImWdyfifNmmv9cvC/bi1NmaX4WiRVvZlB/EdOFyW68xl2GDdwWFyv965yLCLUU7kbqo55+Gbt3Co0oI/UhT/+g5wYoA36zVi+YZ60RkKmQiEqQ4OVw+p3YEjmqcg6zBWYAP7zYdB4X4fRIon6R+oinX87hjch6fhoWDraZLHE2fiU58wZycOa2Sn9DL6A4S39A638xJta4rG/SahxnbBcncYWqbGgqp37HhKGde3xlDFviCsa3d3ram+yJ/WXTXlVXHUJZwpMJNn6VsqquPoyzpKdmLKM8lxrpt9SPVQ+9CNpWaCclmyi9BPzU49XDLkBa4o7gi2wm6ir18Bi2RZuSTUUYr1GPWMRYsi127DiESsfmOVv8XJFQnW2GkP7jYtgWfZthJ5P+Kq0eH2ds2b1CagJTI857+/vjUVUOkQec0JnZ714oxT24b3bQw+mdU7yQtZKQlAYssFC6zE6VpvqeNJXdvkQ0aZIXpUmwHXKXAfp70+gAN4PVc084HVP04nRR3T0dss+WJlyQX1jopltNuUa5sJQgo3Ea1Iy79FRxUZ4VneWaJoVLdqf7uGVnY8XYxMyH3D0bymSJfwyKHuOxoe3rWLDiepBv4t4jT8NIqz+J0VXkQ/5P8YjvqzLLcor8azY50zuWk/NivriIMp7CKzz1ZU9mqYNnVjXn1bgfy9zezsanOcz0G6NGex3/DElF6jv0HyV4QrHpgk/o5N5AvTjDTapYAeH1koz6tFmdRhyCItil9YtN04VBfzBv9McNrm3vQAT1DPVaBhqVe/1Wu9qmjKG+OXV8XnKgVc+nEV47Y4zMsoUs+unzG8AVB9qCZ1AzCZutJhlb+MwIA8KZYU1Si3o2MYjkepArHJexhc/po25YKGZ3xJXMsVTWEuT3cVrp2yWSWlRJwErUsAELyi5bQFiidcEZL+plnvqt1F7csGNhWJdfgLRVNzAK6XMoF3zzvCUpR8ZTcLd0q+q6dN6S1C3K2Cn1UPWgVNYS3Gkx6L56uHpwkrGFLZs3v2x5pHrIPGeLg13ch7lX8eh51pbfYytYlFA8Jo2wNN8aGv8lUh/U+gkOtiXduWCKLmRy8yGUJdyVdjfC8X44w1f+gta3pBGW5rRtOUYK1a2LKEu3J3c+rE7UcjyphrsYw7nUEfGP6DRBSwR9iOJVc4rCeDYb71+Ey48eprkYo1fPieYlA9nzJig7CxSd+7HDNO0xmzulc5LXaNnHcWhZkxGmnVEjfrPSflzOdfntQ4GzF3nbY3EjGF/ZuAzgftrhbG8T9BsdWoaYIH/GIc2YEuybHJbJxRdH0WXJvMUhacoqLcP+eYezTSXotzq0NJUgf8EhTVMJ9m0OG5j5tWisZloov+jtsTHZPT6RyUw9WN1wMbxVjWYkP5UQI6MKCsvtMrbw+SYv48Ku04cz6bwlGRpUs9eXHQKS/XTektAgqCIzgekxi1Stq/sM8uSB/aVJWZ03eVtaUp/UJltOuu0Y0sCf2CJMtHFP5gWfsgVEA3DQTqo/tVnrY5D/tM032cTY3YPB/VLrpPrbBbRpv0L8IqJLX7VF6Y7bopL6D65obzDsu6ob07G8pv6aLXHdMlMI9j8uYK0SgP47izZsDP8gHO4inL+3+Hibpoqqqh/iIASyhX85jcJ7ZOrvY9J/2KLNb2Hq6ndtzvXZzRQtfdjjQp5Bh+prGfV7sjXHmY8s1DC9QEc4NsxUU/05l1jBCN3e6O2zlnpTWWCf9VAgd1sjR1njdv+gLEh7cRJIJDIpePm8oEA7p+d2DtP3Q3rOyngAH9LqJ1K4NrW4BXpdClWaXwj9pA57ye8P7lKvT1E1cQHC6dkwMEFXOv1rHAtMAIxCQ99S70mh5Cc9a+rX530lLiW3Px/VHPNYLPHlSZsi1Va/mWqqTWRpfCCz/P40Za1Hhv+NTfotTSYuSY3gAxI8IWpr8uyyTO2wJ3cCH0w1EJjXOQFKNsubFz1iZP543tXKnHWk/snTX5oXmalAQiY4pv7dU/9T20CseNComf64y0v0DR/HRmu/rvVfxrKRgzs81D9pQpsJzucwDea/zTFVRmrO3Jz9KErwpjZbL/vwf59jqW9x/zzHFdE6Jst0NaJA/9u8TBytJML5L1r9b82J+dA3B46q/2qxHWbeLftV9T+QsDk7XuQ2/m2a2NQDFm+yzBCp+getPuWNUOdDbwTeqinaAc81xc6ZKtvVgQS1v+ip7/WG+Jyo4NlBeM7QvjyjXuOZzjlXEgdVq9fFLnCRobPgomRf+Uk8yn44bqIM2ywa9SpPvV3W6f7EsHtZRv2Sd86EPeUtAgdjfOgQfupHUuii/anrMrUtsmSHys35bBrGv4R9rad+1JUXezscT/IwjJC5erGnXu1KKqPJwSy5uviMp37KFcjOTKCetfMGhymPz2J4jCa8xlM/iwHZMvgAc31GBMzwfs7R1sJZry8D+qynXuJw/lmRBA66/n6HabLTY+3P18LRgTXAX/D0D3hmtlrjc7GVjNhN1bstGvtysD9aKPk1W0IFqxsRElXvsUhLviU7h0H/OrE31hRHOH90sL8u+seZ5kue+l92HVNQottxwVc89T1ENjCgCPuIAezO96ye+TXrCI1i1MfnOVtckLm1BtEfST/EVJy4AGmJi6EJ4MWq0rB3h5deiLXkfsTCq7B8puY5DCvhmkWMJavuDxhPdUACybUkLmeLazNZXRiXMxgRCK5P5y1JYxsVWPj996PVIw/jLOldaAZakHZCcE4edSHWkt/NgbJP4NX8YJr21JPVEw+hLOHzrBACDrLgIiJa+kmLKEvHGiG4YSYhkt3vaerJixhLts2qw6BLsDEiwKW/JZW3FDv2oZPogHqjVjfOs7a8vytGpMYpiZCCmUOlVXQB0hKzFk3b43XmQCs5vMZZS3DWjqWA1K1exPWhPidRKIzJ57V+mUZyRjdFCyh7hY7M7jf/rdo96qexWOJRB/vj8WwP0TCpb3R0nJ8j7oq21Vu0bbEtwom4WhYAhr/sCJko5mnHxOORqXquehdsExy9h8mvcnNzHzFN8W2m4ag0EIsmTyXe7bgk5uSrmihnz11kfk2r341tso3qCbpqZmDTWeSc+rAeUZfoC1lj/D+l1e+ZmN3w0LOLj2n1kbhANrkZjGMCevn7cdlcuhWRIiMRgo9rPIALKPLzxw2f1OoPDAHKYa6p7lV/ZmTRYz+cEvMXObprCfHb82x8ZgLE/n/eunlFeNIkcpP5OKn+as5Abg2EwwMw+II+E54nLHP6NJJ9UYZLjbNjvBZfTGhzb0qIDnl/WUtPxaJz+N8rhLvjKd4NUR8Z4L36P7nocpUtK8Ij1f9Zz5huieKI5NXXPPVfmBA6utcg9sw6paPskmPsIiEtYDryfex40Wzubr7UC/e3w75h8NIMcR0CVHu1sD+wr1M/kSF+i1IwzzLLdM9pEjvYj3nRYH8y5FQQv1Nq9kbhUIb7eq+3w0hMfKXcrlVlefxdRr3DkzBOC4uj/j6jfjlFVO1tE4tdU+/0zgoJGNP8FzLqXQmmiNU52Gdk4rJN2MbUryZlchIqnA/YqCh5s6fen5QIjsJIfTGj35vG4vO+R6vfSFCtkIMoumyU8VMZ9b6kRLpibhoi9aWM+s0E32aWR3VMBR3/QoINdsYTKL+a0X/j4WaM+r1Yi6Vv7/TU7zt0vKcK+j0eUff9AcFiIQwQMWfwr2fUH7Arp27VEO3HPCaHbR4X/CWe+kN2Mxx0Nt5duSP4p4z6M8+qABNltKXSZ83jCOzI8m7Z+ODcznwjoz7H/BqsPaesqb/0+uMdQpVEJNO8/zmj/grexMwZX/oSOOLIrr/kbbKu5n6Ql+lhrCdk6bPep8+96lh+s8r9O6d9GUmmJti87Yhalec9XKmqZr4TyCWrbjc25DMbgu/GSK9mPyuQ6dQdlHVkku0m2Jz5gtt6o7Vlb32XTL6QL55yiGWDMM8NVnAncF5S7pC3xIg5sA7YqDkWaVa/rOg5Iv3DgN7U3JXZQvSKkWXBBakqFpsbRA1bzeaXbLslZ0IXfD0u5WVlcNSQi1bMjDE8gF7qvYUojqeZp+kAhXu9p/VioU/JeVhhepjW+euPTaepJad8cx5vhMehUp8imGTEr7ZXofTnbIpGFmmi/JbiTZ7KbC5g1A21ShBUzE9dVbHRki8otfKlSicgr+WzYBst+RiefOvBUnlzZKVe8s1rsExgHg51t+IvimSDNlOaqpWziGa+JB8TiR/kyXfjUlj7vGR5ERk/LVlZRCdvT1Y3K0GlUBXlOiKvlswXy8isbXEBLj8/PZp85+RY8ik0acp0ont4zMcXaUzrFxCdmBPZflyc1yUXkF2c3aWFRqsEQhpMRHiZQ7qaCf5yhzctJtgrHNY2kKCvNB/TqLe78vNrv9Wu+NLeVVaUxUZHHuukZunqWqXejeV2TS1/V5K5VkoSQV4nRUnu+lilxJ4nxn6uvG9JKW+axKccDU50FCyrCtufqLFQg7pXeW3JcvLA8nHOSBvueTtvo50HpPMhksYGfdjNnx2x6haryHYMeYrtOy5g62h8COYsI5CYHS9v9pCmawCyFKt3weqCcp/COZuJK5CeWdIKBzaz98kzF/O2VMUfMnTM0hvWvLH3Jo2lyn0K540Jkv00bimmw86Oemb31DNp+N1QcPLBJtbjCcnMiNlwFmK3e7+nsmfHM4IoZD7gqdz+QTTYMbkPemrJsm4n5J6eCVwNR6eJMmKzLMFmzMHDA5vhU2BY56W1hCUGeMyWWJLORXRq1oZbLYLU4/ZyfmvNzbjyciP6aw0drPrhLvVQpvvH+9uDcN39uKduh5rZSVevJxU/zPDSD+tyxYvTqezcEKm0IdLy8rZVKWEru4H5jGWXbjCblXrZb1XaXXl92Q3kcwq2ILPQwvz6nbHHQ2CFyJ7xMSZmgbgko16xkzuy4+IgjkL1hptxjQz72Pz+ck1luQ2fV69I3ZyZ9o8ze+mRL0+m8nIDh9PwitQnPLWy0LzBsyfJ4dXCLGbxhW3mVdq+W7U5lGihclvalDfa5kfpRoQkOn4hjbgwW/Wi35VnyyAWazcP9Q09YRmMTrvsmtYD5wzLG36H/aSnvUoKvcgEHjPp06c8JacERPVNiNtCyWw0as1G3e6Kiv7i+8gHBqW/2roVvhwt2BDtF4Xch4KUeT5OqmXYXb+EWtg3il6+jbEu+yU0BBL5MFLQtR/SlWJ23g6mXFrqpPHuSd9i1Ell3NedVLvVqRfzbR9Qm+9Xuld2nq02NwQLz1QtvMnJCc0xKBdfqltVy2yZnEwHAYkk2mRFs5wvut8QqMAXH8J+mXU+v/LNOCeOjEF2A7/KBmpKnTcJlKOrIinnpaUbI/aP+zyeyikL1fbwBg1A12doJB4YoBtiup50kmUzcSg3mnSdARRmGJ9j/Qx2DM+s5U7kwNO5yDTNDbrBUcrKadtLddbAMteHuyBZLWx/C8FOdUn77qYfFFsV840HVWzKBGn36QOvGMiGnTmZ38wnNFk5uZHmTgZGnkvGG7tTUMvNu9tlg1zZEBd6NTDoI8FWxThca6ca8qAS6GirEwjmWCFvPuJxHHdePtNlFt2Jini1xEH8VPAOQ2bfVsaFJTQkLsSqkxhLmCe6IJ8Pe8AnYUzMxCGRiTVlskK9NpaiyilYGCsvOwREy+C2fTDECJkJ+HtM3oADEcd7kXT8Vkhes4b1A47MU3JZy2lk/WBvZQhoan+dpXyR2l4/Pnj1hhwD1D8wy4soGTPL9h/ZDPrjcyPOg/KwiTMJ9jKncmhERG/D0c75OXZJBoAgpjMXF8qpZXlgOY1M3xq7VcrRjpXCfHgqa/w4s4ZVpz7P6MTZxgvoVu2XQTLCx9bLmfkDp1ydmEYnXGKMZ9yHOzsNs/4zZT9PMVC2tDBkCKvmuxmqZT4/oxeLnUSwiTX7ATpIlH9XAs9/BiSUcTjIyw1kg9EInsr/zGTagkj9q6cXH7BHzBFulvyYeh9iZ3YQYi7h7Bsu3vJg3kIbNNdLzHKCWrhHQnmSgtQ1UgYD356HgXBoLogC5YjOMctSQXwOomnUW9qXs3KZQCMo8stJ3zadD9s2jhMLhIG/m+2wOB4RJ4BJb5g3vZC9qucghMCZ0hGYA1zCL29IlHfdvBvifLBAEOcc14aU+z5vjkmPcuG2Lzunkd7bAaVGedFbM/npjdwoUW7YtOSHKzHG3gGuyIGds64JRXCETnyNbbV6YdDxyLxBdlQunlJXjmu2v+tc+Ei5WtVHWdjTniVwq2pbHZsZGccSNyI5vojbFCOjPp1RJ8yEOWG+2lOXwM4136L1mY2WxD3megBDNepMh5VRPTzHMQDUZYus1Tc8dfkiypgdZu8K01hwZjBpj0XEyPfKBFU4n983Xu6qugoR2jnnZiajr06ycx35F09fc6irVgqpvl57iKASq/rZMPGVJAp4XaJUAf2W8H7TXAsSTHBbH3G51EPZ+c8u2OPdKilxNbcTYndO+XfHT/gxWKfq7OCcLOsEBKpVY1b0XYXGXV2cImCvGdxKkmE/ahfLciollz01X3smKCK7ZKRyGrU2WNfWC1kOZTpt36N53oH58YJ5UsqEezVGJ330siav920+7MttZqUPqZegCucTZGaXINop495lffYPG3L1jjru0XSnYyBvNpgx2VSYxR+NsAXZc3LrxSzm9sy1GNBSKIza9JXy5YS+so8tK/ci+S3Uyi4rgXlO41Yn0/FZ9E9i/Ee4nTk9QAFkKyO/hkhSU3KUmXNXmV7mIB6LHJ2YzcCFqASFGwzh4oiryI+1ltyteisHZiQ6HqLsz3FHMosNZy86mtxFRrO0SLnlpHRYHLHMVjbpjkTqmcCd3uhsL5JgeOieH2G6J1yGDF23UWLP5EuhKLyJ99lKG1YbsjX5VLGwsnG7Jyptyw3T6ninZ8azrbwUOmDzYbXY7yL0D3MsDrl+VVqOzhwmJ2bFUD84tArNRTf07o4mMVJemwlFmfERrXlU2vy4GMi1oPfGs2gynrmsF3HIcHC86pLKdt5yY5tzVN+MATNql3wlNgrjkSvLumoFTOSEM9OsQqRQyzaLEYG6H8hOzILbZiMMdgiGivNPc671SL02g/OW2J7ET2C9zyO9quVzDjbBYt2WN3S4Xk1qb3MEj3+KszxmvzGNvS6j9Cg8l2S8C/pYkj5mgOLRgGEsg6hsKSujenju0BAYVD/p3OszOOnxeW4mZltud4TrcmWOJhThOpeLJGda0YebjbsXLPChd1HMJ4XOmt8UqbdkVE4Wd9FqqJeJFtXPKaybJPOKto5quXymTT6IaxyqjfXs40h80/qLsm+aLqmMfBquwsHQzFieoKIFOaXVapW2zXiLVbGd5l6WPkwMFwYm72dOI3t5r4jhdD8cI5MJRIgEouTHFCzPaEEyetiLZrFyWO7qDUz+hegANtzEvDWDOU6xz6KeLLqEf2Z7UV9ila1wBpDvmniRoU8WaSIV+7soNPLCpqVHF+lokPTIMXWdiNTbM3qxk8Z2EAKbWyGuIGJu6yJLyxJ9XaJSIi9CnBm9TBkHdPv7TyIUTCvGFoFjGLF5bZv3NsWBnZ/jxasUJ43rZMJeFdkGdJkr2Nl22JsxpaxTXwIVJuagCoSHk5zusHHQqHTIuyGiZfqMODGCCVN66jnfgTgal1PqeSxFse/WJcyJ0TbG/RWsun36GapXZtRyorRco66Mt2noLONUy3q1H7KhhHXL8whrlmVsLHCkXpXRa1bEsdWN1Ksz8v2dRRsZqddk9DGamtLbNXXczFlMU7YLlpVwYgHfvIidpPq94ig6kph9SSSL6bt0Qm6uNESMM1q+bpTM0jsz6vKzC/PxLnxDlufWlMACsrtSvqa1jpsWMNsokVZXpUxHbIIi9UZ8wxkT7EzGmzLqGskGiRTfnFHXJpOSN4eSgIm6bpeLw6gxakPs6mp1/V4y/+/OqBsCJMyJvTfZu/MgNDHiyDmHYjUQAE7hhGXKohGE61IyIk9vD5lAEwFwywkFsY21QitHiKxOWG9DeudiwiuDqNljpkSR9Ax8K9zvEbgcnbahXaYETwi8yWZmQDKpyypLQwXx3XIuLLzMsZv5bKEwyLMfgG1DzVj2J6bycgSqI18YwQmrzePKLMF5F6ggMwcRjUsFIFT7m3Nm7wlm4wnOFiyS3dONUC8sHDSZssJ03OvvwJOA+0LxzqLY3o9NmdHUVH0AezeJGasPcVCdxPraTKNtDF59kMVWgzFDUd5DhErWc7opD7U1gLlHdJOqXunpLKJwqz5S78nonJle9SKtlwQq9CJWiDWiD5YAdW/o1upyb2eHBlRWrUQSCgmS8OBqnG9LR56ljsT54ph+jyz6OWrN/D6aTuXUUQM6deKcZ7Lrib9+3Dbc7J0fIkgQJ6IFJTa3IBl9SWpoib6+L6Mu3YXTpgsrLKvLDPcKWoDWYyTPNw5m0aAf+qOdIXaGY6hYZqb2ckPYRKjY0XvVFYOoyNGZVTzEoA87o/444KL/jPpIRl9lUK0whbp6O571SH04o6+Zhjt2wQbhCw5CVryLYi2ra007Bfyqnb3A/PR7nQ7boV9nynxOiQTgRG4v9dT1kzHxpvOjnbxRG0Jq6obkB4dcI4TGMZSPQj0IL2h2Xl6gVOzlQJUuMYKHlAa7u8W9AzleraWkhkHWdm9fkliZ+ahBnWIUBXtv3AwjiqyF3XznbK4SGVPKRNHC0o5wj/LmBx3ItL2H9ARFE8vbnPZF/OhCeYDxne7snacJvTK5ELd6MeJ4fEcmF8evyfhideGSiyHEI4SltWCi4ozRySFSH2X3lmxB2hOy7LZATdNCfZFDbnIx7FIrfrpjZkp57vPvpS6J+fMWKv4bSDohLYmSepxYgcv2QKWncaHh83GsQjrgYJAEE7k/8fN1mKn1aiPfJtVcz9sLXi9frZg/8WYj7ADyXY+WH7i/FpWrmfuBpfQ91XLcSCu0D3HmjS1988aSNizXXJrrUsw1P7KhYTaBB7g2WlPeLjPmcviQxB97kQTTssbXsPjnqVx432SK6UH3LeqzmL99d9mjPi/uhnt5YzHvIvTqJ1WSIJO6VJ4YJHcV7k/u2Kz8AQ754wv2j1TYcKy5P3F//6tUkZkEyvp3dvJVkXSu3uAuR3Jklri9kT8oZkS2nGS6XHbEJCsbLfnbfi1TQH41nU8THrFfzV4zIj5KKyTHrPAr69Kb49Sq27+5coL+dmvcHnerjcYpcx11yXzo6FmYZBI5fAY3d47OT08fSPjEBKgSvavF0jVxG2bKRvOhmesmNGx/Bh+pz2XmbwFEj3DRTYmE5nQfhFGsT1Kddhe17VPsfXHVgDsqFhm1B2J39MhaHLbqhavNhF6YbEo7BFuTC/KvHOqLJfApFe9nH/5oKszPpmgWRmZelMlEyP1tscE1DnI1F5cmAmbD9RydFl97eOZNxfz5RGbDrI6scJGrYKHJmQ/WmCy5pcD8dUOXWzYNuMwKE94wn+xZtVdPXPRiWXHwnMjZNrXcF8lLP1V1H3JR+RaXiVWppuVvS1nl9ur5TZJM3n3CKluWL+vmyjfz71L5Fv5dLt/Kvytl+Zruavl2/j1SlnOC9H8tuUc4ut7gakGgY6wkVkwAeFxoTpQFewkGh+TShWuIy8yt7+Ud+feKml/vkF5Zlc+LX1US3NWlNv9eUxKVv3a9stExPK4DKuabbgDX1+wVyA0sQ5IHye37g315JPQQEZMxSg8Nagga4GHSq4dzVyF8HnEn/zyytC61H5UvFKSbj3Z3cI9pScuPbckAHufu9B8vf02G9AnydyVJn8j6InlSYP+a5JNP2Q/LYzxIbgyMgG6SwdwsiFtkcLe6r6jfVjAfUb+9UJKZeUrQNKv+DtOFp26Z5GnNSrFtB/z0oNFpmW+gPKNSk/E8k5ObjPBZ1XzB/FmxZ8d/IvE5hU67beSStxepQAXpv7sGQmHb8eSVgK0MfdGuPCYHeL3RaVteG0RqsUNmJss1aKRb8lfEqiX7xbiTVX/DXlifEsvYkqek6nmxutVt9PfWfFOuh+JvyT24kJe/2AdUJLzQrPpMO02LzEtu/VTq68LAd4NcdxO8gabKh80snzJHVwtVAj/fMn9z4GT6jvnYXN0fwp7UqdUTXX1ESb6mH1v7R5Yq8mSrYfrw6NL8c2ePiQX1RKmJhQV8kp2AJztx3igp2iT9vIntXXpxM1ZZWr0NjU9/Re8pLfMnCe8giRk/FVh4m149rS33/ADParPBFoxu5ZPp1MWyXzxFUB3Yk49xuT8vmuFmVzQqS6c7rie5GE7VWYpxYpJEvMvJ7K/E82zbXI0pjnD5TDzfYtfMX9MR6HjQrNSTfp2g1ySXkqDERhkvE22yrV7ebvm+tAp8BfNdaFj8lTIC0qtEfhZ1tXSQ9BpJbZvXmp7EwrqOJoQc8HphS3qDpI7Vg0Rq7MmAhTyXEEJ3qtqQ2arW8q07O6ZGzT6aAELPamY8DUNdquQtcTOB7rSKZbt31N5eAF2yYMIeOrdED3NT8vASK8/hHuXXmmVsq7T42HXfhNIeh/2yC/vxLB+/Zf6+xxMq9YBu2FrfEq+2W0SfzU0/mduD2J49HRvD5NiXAc/A0hBjjbPPpKaI+9kyPtLnxP5mSzQNLTZ/BzGIMzeTaceZW8h04sytZDbjzG1kjKpK5nYyd0nG9PHuxPLfI3uInbpvne8wz5X165Y22W+TaUz+Ou697Iv2r/J2a4ceXHu6H/WL8nsY88UZ8/kmE2mwvkXIli0b+j+yoaeLfPBs5eabqLKR7wqeg5WJJ9bGePUDzvGHj12ZojiVTfe6mgC//dKhmn/pkIwuEVERf2iROIMZzJs/eXeRDySS84oXfe2tMs5CKvOqsz3/y1PaAIKREhDe/wFKGQAA7Zp7fFTVtcf3mUkCBBIQ0YkCGhFBFCaiaC1mJkjJ+H5AW+ujkzYWRJRXcYKKguGRTGGi4rUqKCgkvBRUqIgwedyIoCjPRFDAgoIaJor11qIgXvV+f/tM4tx+vPX+fT83H8e1zl5rr/dee599cByP8ZoOx6d/fKhD1ixTn15mzHnZN15+1bW/GPfr0ffedHXx1f1DY+68d1QocrE50XRxvCeZrqa7SUtzjPGYNCd9yLg/lIwZMTZiMpy2Dxhj2pkOAvxZ0MnUeoxxjNVjzjBpnvTri0eOyO3/r/hPFNrRuVsTPXZiD028YmxkxISxxaNzrxs7+t7cXxSPnVh8l8kwPy3mIUcG/LmdRDnYkJV+RWTEmNyDD7+ce/WosXda5NKRI8YOL55gTppuTG6uc4Zzpjl7hjGznT5WrRk2YmTJaOjmHMeyjsi9q6Q49w/jxt5VMjpSnDtizIgJI197buwfRmHf+BGjx+XefXtx5K7i8eONp1/2j/xl/fDHU8qf19M/yxqRVDx43OjhxqL9LPqW09/0wiGPvEv9efU/MuKYMkLeP/snmExa1JglcjHdce4l7dP98WOeaOlXi713vF3oSxOlDXZ0SjcZ/fgPYS1c3uw0CLkQplT4bzaO45lmdpelUpyMKcZcTNA9083oCakUj+acYxyvZ4bJyEqleDOmfFJ5rnHSoAwuTqWkZUyJNAQkbYb5SzyVkp6Ulu4pM5e2SaVkZEwGGCcDytSuqZQ20tPeOG2gnH5pKqVtxpSiSB/jtIXy5R2plHYZU86LI016oo+mUjKTetpBeWNpKqW9rO5unEwo329PpXSQnv6KAXqOp1KyZNu5srq8dGbnVEq2KO1ldXnpjWelUjpKGla3h/KLgamUThn3T2z42DgdoGwbnEo5IWNyTjgiT8tLD16XSunc6ml56bnDUyknJj3NgnLVWEvJcildlO3zjZMNZfv0VMpJGVNqEo3unMWLUiknJ+d0hNInnkrxZUxeFKs0Ticox99IpeQo20OMcwKU9ftTKackpXWGEjqSSjk1Y0pOOGicEz3R+l+np1K6ytO+xuniiQ5q6phK6SYLTjbOSczZ2iWV0j1jSshHrE+GEjw9lXJack460nr1tJRk3E5Pxs0H5aI+qZRcWW1XSXSQf0Aq5Qx5Sl23h7IsmErpkcxpJhZ89t9yeqbqgKqSBcuvSaX0TFqQA6V6WCrlLFmwwDinQLmlOJXSK2PKophfFRKt//bOVEpvxS1XVRUd1GNiKuXsZFVlQHng/lRKn2T1SlpTWSrlnKQ0Raf97FTKubKN6IjifSqV0teltPM4ti/+0Js9D0QaLvR22Tn94BvHvH1vu3jHZSdP+ebTBd6OGVekmfQFGSY5wTbSn+A+lmk6qIMar0kzbUxbY7Kc7AccdpR+ZpoZVDbd5E6YYT7oMMN0K55hKuJlxt+mzIztWmY6XFpmDt5RZiKPlpnVS8vM4e08Hy83pZ3LzXVnlZuBA8vNxsHlZs915abH8HIzeGy5eX16uZm3qNzkxsvN398oN+v2l5vAkagZmh4tPdAxat7sEjUDT4+WntEzWtq/T7S0z4BoaVUwapoHR0uXXBMtXTMsWnpDcdR8fWe0tPvEaOmk+6PmYFm0NGN2tPS7J80DTqnjTHXMNMdMd8wMtgjHlDsm6pg/OWamYxbj6FuO2ex4tzpmm2Peh8ljnvA4GQ6ua89oZ9q37BfuTjvLzD7fbikcGS7PcnfcU/Xc3XOaOf2ntqjeppvJNqdM5bmrOcv0NX5Hu1bGqVPZqosifw9AMJ6iSEM+0HhKGh4LVvgHFnhywhtcpCrWqwCK8cQT2S5SFXshmBfvVuBprlzuIi1yjNNc2TUYjjwS9FT4MwpakerEsCDcXYOtiEhmabpxjJkTDPnCdd6Shj9aJOQrDIZ819R5c8I5sAXqQr4vA82VZ9Z5K/zxQIU/s66x8AngXsJgOgVZB7VeScyLz6kNR/oFjamv9TYWFoAkaiv8RcGqmKfOWxSZjLAT6qROEHXrLFLSsD1YFDlQy8DHQZZorWA80aOGUHzM3G0BPDhoEYTsg2VlIC++E5ZpASzaEgz5+uF7jTjyvcasCDZXts/Pi8+2EKlhixhzNlN6BLwh38cBnA9UxZYEShrSgwgdGqhODMaIoYGQ70F3wJi1CF4Mx7saOAByFA29kJVWQGR+i+1ZNr6C3rz4CovkxWvQ0rbAW53YwkBaQVFkF4K/DWLpftL5BQk4yO+ToKex8NAPCBYq420LWhFjSmvQI2QlUTQFIV96HVL+AyvOr1MAmisvq/OGI+uwM1ynsFroVMUeh7Q8wOSVFqnwr0fR3gCx2QlPerCxcB+29Q96q2JNQcXHhXguRBFUnEO+14LI2InVe+FYz7RDQRxdScaPMPC4hUyZaJEK/zAGm4KY6A/mxXcjpxtaXtVAJtTn+GW6WoQURYqZ1g3OAUGC5eehLVYOg2NfgOq525ouLYLmE46zOeF5yBhYgx+3WyRZbPnY0ETCxgcaC5dSGsdUJ0plAC1DyfVMZXBoICe8Gh+WQtglszXlK6Sfiyyb0uGYm0W4VZ+ktKTheYsoDiUN7cSxG9aMgpKGZtT+ZxArv4HyKT8PXA1BDGtbkBNeA7VtQWPhw0HWR9uCCv+koIesk4dWpDJIjj9CWqVC/BES1uH8XoKwJchaauBhPw/1mNcsPS/ycASxcywkCfdbpLHwN3CQlQr/+eTrPQSextTXNZBJaP/CQCYcT6kJZFKY01xKVSyEsFzgqRq4CP37AkWRMIMrVTfTxEq85lmI/uctUp2Iw/lYAP2bCM2zxLqRKTs08FeMOYpnB1GbE2TpprM4HMXZU0C7on98iYVhrdgmkNr8cGQ71sUvYe5akIE1Uidoyj3KdU8kL1OYhNDzQr75JCyJ2FUSjpyBb63Ip0FPXvxsi+BCPgYakjEcyzMK0FrOQBa5W2whA+stUhR5lylttIIPw+pg7DFie1hxUVZ3YZMHV1YphB6qAwuKIntcm4TgnMprD9K2M3ETETqglL3CwxEG51rojSdmWKQoMoofJoYjVzD3IOm6iAGKR54q5YJy3Rym5tXGFBSK4haLVPh72fCh8gCVPIbfYuLyTzUfT8ySUepra2BfzMpItrHmyv9NG6uK1RAM2lhVbAsDaewfOxFMG1NnUBtTpm33UpNuRbDQ7V6tCGEytsMBXUTrmVgetIiVR9OllNSbAmpSW5C3Pr+koZpQbrwEz5dLbk1LKNwOp3rE/pUWUTIpI03eSR1+jrv7EN9b5deE5htxuYmBmDtQnXgOZ/YR6fUK+0443A4X8h3S4voXHS4n3KTK8EN1O1xevF4Dmcx9Fg6tNrS4yC2wd0PbOW6H0zaqDtdcWa01dbc1XVoE2YePk++Q7zNE7g6yxb+O+1s1cz3GvstDNUo/0MBqHpqRuwz4uUprHsiXaJ9lITtcsUWqE0Fs/EQD3TFlPxYIbmkZqOE3gMGX1HOuYsqzPEzGvip1rmUkfq7qdCtss6G+T2jvk2/K/g38voC1qztAfdEvPmIgpm7wDnoNaanDtx75SF8M+8CakK/MQjgGWKQo8jUVuTkfLTNhn0TifsNOm65NsQ0ctKd4ojPIXigXYN3zyvGvkF6KuhkWksFKixizGpf/EqBzbyRUTQjaiGG+oB2Qq0Qezsvl1CqQ3zKo0I3QiegWqPdJXTY2lzO6C4FPKvsPoft5BD6EhW+5A1rjzZWvwUF9yImQz8saOQd1LJqiyE3ELotFMMtC/H/JIo2Fm1HJwgv5PkTgVzjkptv2PGIIdbh8V0+isYV8jnsgEEJEtYDexfAkQh8IsMh2WgS73oJ0Pba9jLJV+ShZiPBEdTgy1UI4rrVIScNZhHRSPpk7Tvi78ttMZT6ns9F84pqGQPXYq4IoFoIF6kqtCJ1FC0f9qgt+hND7gSaPwv8niNbDFlLjz1ikpOFFOFieVbF6DNjNwGYMyFablDvnweW6btZyIK1OTJCGGtJmu1lNVawzFu27hPnbyMHefHY0WhwNACo52MHeNZSVdJpyIeRajHoIR0bLytUYVIbt/0Dtg0r9Kah6nIECuEhwhf82Mv40D9oiFmoXX4CViyiBF+FcovL5d8xdhg1vMLBCJbAN9pX8tlFxca3WbVBqXIqccac0ycNVzPsSdY9aiLBRFqlOhBik3xjTE9a9TDmJwbe0i/0Jh/a4tlcnvoD9W5wyBQg7E8va0J6vRXemdrFJ2KxK+zcLqbRnLBLyrUJge3V0HdwyGXgbC9PF8SEcBhl/Q/BnCtnXcOwh0l+Ti7VBdjUh1JicAbqIEknyt1gEozchfwQhrSV4nQOIfQne0vy8eCXexAfi5yOIHFrTkk0anCkVS4AUzLUIJQdcprqoAdnBUW0jMWnTEsbeOLkNaVe2BLhC4duM2TOhrGegXPlchyXT8el54FS1soUIK4X6OJyTlYIY7JMYmEH07tHASB4iVnJV7A7J6AdrMbq7IuMa1UQmuRgIRya/U1sG1IXOhZMulBe/WlqoPtcps4juzRsQ7PS36sStFuFmA6H0N/fYN4l4aS/+3q3cvPgghQbCLKVBA6txeykcuxSDnzqhhiNa6Ur2Vmyg8eTFP8IhD6ecfyD473LM4WEfQr00ktfU595DIAd79Wj91BqLIh9rS3iZoBxhcI6FROkBi6ibad8m5wMY2Eu+T4OLrVNBaSxcjnWZCE1ue1WxG/idxq+XZFxAuD7DsRux0HaAKcyfxsAcC7HwWYuEfK8g50kFdgNOrSIo25i6T5Wl3pCGhvfg7KH26C0QwlyHpnuQtXEE6qPaCZoQkklhqVoGaOORVJ0d3MSY51OzRAFbJC/el+Suz8fDBCvvj4R9GfqPu1lKdiEGkllSgxVHTvgdBSWBuq8ISF/MJksSqqRIiyAu11mE8gHCURQ5ijol1ssBFRnqqxIqaLUIkVpxJO04ig1/RNNepmKphLqmu764XimQROVli7hLtFYx34t5x/DsQ6LSV33lMIh2v8NMRp+LLEGFOOpUezoQaRffxCDVIaEqBmkRxO97LKIDjeUoaeiXnNINAjJIhBXqQrQIkVqXAzs0RYZJhrVUQmW6tAiaPPdNAA/djYdm5L4AAF2klSTERNlG8+ILCBw7lRC1T84yBh1JpJUkRNwJaq9fASfSK6m3JKKXI+y9kvI+ijW/Qk6jKvF3DLxI4sdjXqVqtZSBJzBiloXU+yMW4S0Jg55URT6Ja/NRMR+hCwKckhdDGXgJEV0IEl/XXDmXINxeTTQeAdHuXGYhwkZaJCc8BBnp+XCcgZD6/HgiE/h76U8QCV2HJPi11dbhemPflyv8T5MRfw2O3GYRXYFoPlbthG0M/fYRes1Rbd3d8SqfAAiSKyHKuTiMoUY1RSeW6kQvkkcVGzMcqprPUxZizBqLVNGquURT4TcR5DRq/BjwqAKaTvNqwu1MexRioCPrZCUDHZHzoF6xOtKnxgl5i0wlkZKGpdqVdhGFpVqCu/BmLZO2oW+jDsSvY5LeROPoYd/UcS3kO8DgPAsxbZZF6MA4sFscvwPZwZTryZdth4OQrhofxMBivXcKGSfHRSlE8nX8ertzw5F2PNyHwC9UtRUsgQbi9YyFTFlhEfU0ezIqaXgVk/8Gx5vISld4G1DVBaN2IauP1Olqj6JTVeqIVOFXx+Yw7b44f5uv13u6Xj6m1iPMz97iptcsJNe8TpAn1oQQySBeQzExiSjqVL+acJMiOIqZ3yF2JlbwdhyOzMcMvR2vs5DUvWORvPgnRAGO6sR3sH6H9XoHRlhjYZpFYNVL3ndU6on0KliNOZ0XyizS7reQuZdaJOS7Fk5HG9nN5L8ZgTejslre3wwF6/PiF/yAVMVWKDEXwPMa9vZDyHblozeS3sP40yzEgBMt0lyZRcS2akoblNdjkU5Kz2lVtHGl6koV6CIV/hckbQN86xG/loLYpmJagej3cHSuhbwQVFikKjaN306JH8/cbUwbzsB6DdwIxysM3IgRlKoQtLjJABrzIVe9LQ921GZGbzKtiFYL3eEmi1AgOkvrlFZO1olqVWwOvFn4oUs9oqpqFaKzU2MhA6rjeKIDrm9ioIO6ojaAt+WTXiF3MboOI1nMzZU6kO9m/lILkf64RVQRVbEd4rgb9jcZ1FUbB1v5FPK9yHz59vSPOanL5Ly4lly4jqU91iI54YuDOeHL64ijB/4BdbzY0qs61WFvlK68t5bmp8N8Ldc4VyD+4loq6HpMu69Wd8fxxJO1ZGk0c9fW6nzHGqrFvAfheK+2Kva0hUTjFYtU+Ddh73O12LubhE5A+m58H1qNvbuJxsYA60GNZGMAqTvwUd37debeEkBvDQa0xZsVwGU6D8xDr+EuosxCpF5tkZBPLxFdAhiymWVeFtD7RknDtxLak+ReArUngitUYRrQe+dsdmAKird6mu43mHlqsCrGiVwnTq2P5soyC0m+uxxVi3QatVbdbqeT2tex+Psg0d2ByTrk7UJTQito9w+Iranmys5ITCJcUlVja2eW0NzaeKId115f1yLFYYX3rdO2nxcfUoeeDTZpLVnU7vt0UFs0Nq2yiDF15CRbFbqZMGpDaoQwRAN7eLidiXswFs+FcPeEo43AV4JkfDPmv8lAHZDClFBd1UiLIBwxi+SE7yd7jXL0VqRv4qcVskYcl0FdBNdlDKBFCCXE71cEq1C1fCuUHnDdD1dHccSgHmNjc30xG9P+f3NkcJ6FmPZ/eXN0OFgijU9kjYVzGTpfG+Iod4S3bRKaRJoru+tceA+mF6ojr3GRkobvQSAJscwtAu2djbqgTnLM/Kd2aBEZjL7/cSfW26e21ZBPdU+bjycWIE9tvt5CgrHPInnxL+Dinlqvgnlxw16bycbI14EKfyeqqJFwd2LA3lN3Yj4WaAUBW5BFCu3bmFJLnDcysEUGrCUoe1G+0EIi+ohF1Izs5tFceReKtyL+Nn71knETFr3EUnJdt2++almKN+nVrujnzqYXMnjzZfUHCCsxmc0a+a5lOQ1CaHcGUpYTF7xUM2++zZVvw/EVRvXmx3LSVusGYZ6FlNmrFtF3h5IG4lbhP4Z1+kimJZWQUO2EO6iKDgRjpRKkil4p6Vsp7w3EvR4LG1SzL2Hyfqiqmf16t6mwiG4PdC9NlG7lYTPsv4SwVitiCOxLoA5hMOYOlDQUY+4vEZyvrNyK7pOZNplBryu0sfB94qBe977eFZZbRCuLCyG9pynn6fzewJdTpVa3IHlo2cHv6iAfgDvg8tUSJqQDbDqFrQ2wzI9hmZ+C24faafnkYb0GaloSY1790SOIktiKQHFJQA5qjEPrruA2wt0djQvIy5lqb79nDfZB9e9pkf3dgcbCn1sOYwrcKSUNQ1il7YnLEA34LeLeFsKhTqEpLkSGEAkVh9WiKVIrGYL2cpBtiVicXUMae1ukufIbVBpt1suw4d38qthY6mqK4plNXb3JQzYc3RTPbB6uJPvDMP8OlUIsoA8zOpOwgyuNBhvm8NNXlvkKtDb8SjpWCdCuoEdhX8JDJeqXqcGuhHU5FuoE8qJ6ol7NV+NDHYRatS8N1LkUnWG1emynlYCc8EEy9mcLUad7q4MEZCRz6da66eNmDJUhZKzXhWwYZzZJ2AzOE+rjGxg4oorz8OAlBwOA3AY1V45ElW6dH7MQYTpP6Jj/KrZzfUi4kN6WgUOo9IjjGHq/5uewlA4F6UfpzN+FhTp91KgEtU1RJyowoItwStM3nXqL8DqxDgnXEOMXMPp4PlIqQQbmK3i88/4cxdOx4OwavLFQjXQGWL22g8csojmc6LSDrMS4o6TyFcR3VsQVz3MIYR0cl+mbquI6VSu5GsoUKKuBkxTgFwjdRAaWIOMupe8ZgjOehycoxzG62HgYIXdi70wGRkn6RJARTNOaDyuu1zJFVwCD0VKoqvkZDxcx7WdwnOEOcBfFlGsplAPyYYT1ocUp3WNogRGDH1lpFmklCbGf/qg/Ejy0jpQn7+Dd75xJxH5z092gEPy6kJlfYHkhJnwrN27ApjRW00SiRjXoFKTkq3gFMfJNi+jSUCcR3NBWdxRn25Dzd5X8bM6ga5ifzYXbLHcgxCdGcdhvjpqis1J14iMgXyU5kWDHwBpuMS2kTCsskhO+B+P4nKe9jxcSlmmIKQHtBxeCPIiL56Keb4OcmH9AWiMgxDhs8tBouEIkKhy5kIHeWjqXk9XPEXMnMV8r26JYPo26WWghpuijpr5rb2NKtRrEB2jWv23R17RzFDR90rqFB0G0CNGHPW20JFIDH5Dm3TxsIwrs4Dqa6x5MWgSJc9Qi1Yk7mHpIA5dh6V4eLoSw3jVdV9+C0mKeojWzXuCiGEgwBpFkVo6LlDSUwOtRtu9zES0wS9K9rEVCvhNYn2m6KO/sInnx89Q5xXOZi+gfCqFBKpQ+ELo03ryj986tLsIe7JrRYo895SgRtFe1MiGWPN+tXSHkV2+bPZVoF9FHeNQooZ8qAgUgepm9jdmcYUK+KAHTKUcfGanFqtgGiyhOelvnHPs5AfNQh98wcFhrzMtLyy7keHmJ4ZQjBAPUf/6K1CTCi45ao04F2xGwGcpB1Uac0B9h8lMWoq/cIioW+zVe24K+xjcW/owBDgXyQicEQZlpzH8B(/figma)-->>/span>span>Agende 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http://newodontologia.com.br/wp-content/uploads/2023/08/logo_new_odontologia_perfil-06-480x480.png 480w sizes(min-width: 0px) and (max-width: 480px) 480px, (min-width: 481px) and (max-width: 980px) 980px, (min-width: 981px) and (max-width: 1280px) 1280px, (min-width: 1281px) 4167px, 100vw classwp-image-101 />/a> /div> /div> div classet_pb_menu__wrap> div classet_pb_menu__menu> nav classet-menu-nav>ul idmenu-menu-1 classet-menu nav>li classet_pb_menu_page_id-28 menu-item menu-item-type-custom menu-item-object-custom current-menu-item current_page_item menu-item-home menu-item-28>a hrefhttp://newodontologia.com.br#implante aria-currentpage>Implantes dentário/a>/li>li classet_pb_menu_page_id-29 menu-item menu-item-type-custom menu-item-object-custom current-menu-item current_page_item menu-item-home menu-item-29>a hrefhttp://newodontologia.com.br#tratamentos aria-currentpage>Tratamentos/a>/li>li classet_pb_menu_page_id-30 menu-item menu-item-type-custom menu-item-object-custom current-menu-item current_page_item menu-item-home menu-item-30>a hrefhttp://newodontologia.com.br#contato aria-currentpage>Contatos/a>/li>/ul>/nav> /div> div classet_mobile_nav_menu> div classmobile_nav closed> span classmobile_menu_bar>/span> /div> /div> /div> /div> /div> /div>div classet_pb_column et_pb_column_1_4 et_pb_column_2_tb_body et_pb_css_mix_blend_mode_passthrough et-last-child> ul classet_pb_module et_pb_social_media_follow et_pb_social_media_follow_0_tb_body clearfix et_pb_bg_layout_light> li classet_pb_social_media_follow_network_0_tb_body et_pb_social_icon et_pb_social_network_link et-social-facebook>a hrefhttps://www.facebook.com/newodontologia/ classicon et_pb_with_border titleFollow on Facebook target_blank>span classet_pb_social_media_follow_network_name aria-hiddentrue >Follow/span>/a>/li>li classet_pb_social_media_follow_network_1_tb_body et_pb_social_icon et_pb_social_network_link et-social-instagram>a hrefhttps://www.instagram.com/newodontologia/ classicon et_pb_with_border titleFollow on Instagram target_blank>span classet_pb_social_media_follow_network_name aria-hiddentrue >Follow/span>/a>/li> /ul> /div> /div>div classet_pb_row et_pb_row_2_tb_body> div classet_pb_column et_pb_column_1_2 et_pb_column_3_tb_body et_pb_css_mix_blend_mode_passthrough> div classet_pb_module et_pb_text et_pb_text_0_tb_body et_pb_text_align_left et_pb_bg_layout_light> div classet_pb_text_inner>h1>Cuidando de sorrisos e mudando a vida de pessoas./h1>/div> /div> /div>div classet_pb_column et_pb_column_1_2 et_pb_column_4_tb_body et_pb_css_mix_blend_mode_passthrough et-last-child et_pb_column_empty> /div> /div>div idagendamento classet_pb_row et_pb_row_3_tb_body> div classet_pb_column et_pb_column_4_4 et_pb_column_5_tb_body et_pb_css_mix_blend_mode_passthrough et-last-child> div classet_pb_module et_pb_code et_pb_code_0_tb_body> div classet_pb_code_inner>form idagendamento> div classborder-box> input typetext namenome placeholderSeu nome> /div> div classborder-box> input typetel nametelefone placeholder(XX) XXXXX-XXXX maxlength15 onkeyuphandlePhone(event)> /div> div classborder-box> select nameservico>option value>Tipo de Serviço/option>option valueavaliação>Avaliação/option>option valueTratamento>Tratamento/option>option valueEmergência>Emergência/option>option valueOutros serviços>Outros serviços/option> /select> /div> div classborder-box> select namedia>option value>Escolha um dia/option>option valueSegunda>Segunda/option>option valueTerça>Terça/option>option valueQuarta>Quarta/option>option valueQuinta>Quinta/option>option valueSexta>Sexta/option>option valueSábado>Sábado/option> /select> /div> button> span classicon>svg xmlnshttp://www.w3.org/2000/svg width17 height16 viewBox0 0 17 16 fillnone>path dM8.32896 0.00624916C6.99082 0.0914219 5.58577 0.563522 4.47561 1.30087C3.30349 2.0796 2.37423 3.13087 1.77206 4.35736C1.44248 5.02901 1.23681 5.66172 1.09556 6.44044C0.989003 7.02448 0.966701 7.90541 1.04104 8.58193C1.14016 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15.1461 6.8882C15.203 7.29703 15.203 8.12443 15.1461 8.54299C14.7421 11.4851 12.269 13.7531 9.26814 13.9381C8.21002 14.0013 7.22623 13.831 6.26475 13.4173C5.9996 13.3029 5.56099 13.0693 5.4247 12.972C5.38257 12.9403 5.32805 12.9136 5.30327 12.9136C5.28097 12.9136 4.75315 13.0717 4.13364 13.2664C3.51413 13.4611 3.00365 13.6193 3.00117 13.6144C2.99622 13.6095 3.15481 13.135 3.35058 12.5607C3.54634 11.984 3.70741 11.4851 3.70741 11.4462C3.70741 11.4072 3.66281 11.3172 3.59838 11.2271C2.56256 9.76948 2.22555 7.75697 2.72859 6.05108C2.8401 5.68119 2.93179 5.45487 3.11268 5.10201C3.60829 4.15051 4.3641 3.32068 5.29336 2.71231C6.46547 1.94332 7.93 1.56369 9.29788 1.67077Z fill#0098FF/>path dM6.01941 3.91931C5.96241 3.93634 5.88064 3.97528 5.83356 4.00205C5.70718 4.07992 5.34043 4.46441 5.22644 4.63963C4.86216 5.1969 4.78039 5.93912 4.99846 6.6643C5.16448 7.21184 5.36768 7.6304 5.73939 8.19498C6.21022 8.90556 6.51502 9.29006 7.00319 9.78406C7.73669 10.5263 8.35372 10.9424 9.30034 11.3293C9.99914 11.6165 10.5146 11.7795 10.8045 11.8087C11.0052 11.8282 11.4438 11.7601 11.7016 11.6676C12.0584 11.541 12.4673 11.2588 12.6259 11.03C12.7845 10.7964 12.948 10.2683 12.9678 9.9179L12.9827 9.68672L12.9059 9.59911C12.8514 9.54071 12.6283 9.4093 12.1773 9.17081C11.1068 8.60624 10.9705 8.5527 10.802 8.64031C10.7599 8.65978 10.6013 8.81796 10.4526 8.9883C10.0115 9.49204 9.91985 9.57964 9.8455 9.57964C9.75134 9.57964 9.13431 9.27059 8.84685 9.08077C8.51232 8.85689 8.29425 8.67681 8.01919 8.39696C7.69209 8.06357 7.33773 7.5866 7.13948 7.21428L7.09488 7.12667L7.2733 6.93442C7.50871 6.68864 7.60536 6.54019 7.69952 6.28224C7.79616 6.01942 7.79121 5.93912 7.64996 5.57653C7.52358 5.25287 7.42198 4.98518 7.24604 4.52038C7.10231 4.13832 6.99576 3.98258 6.84707 3.93634C6.70583 3.89497 6.13588 3.8828 6.01941 3.91931Z fill#0098FF/>/svg>/span> span classtexto>Agendar avaliação/span> /button>/form> script> const form document.getElementById(agendamento); const telefoneNewOdonto 5521973755578; form.addEventListener(submit, (event) > { event.preventDefault(); const nome form.elementsnome.value; const telefone form.elementstelefone.value; const servico form.elementsservico.value; const dia form.elementsdia.value; console.log(nome, telefone, servico, dia); console.warn(nome ! && telefone ! && servico ! && dia ! ); if(nome ! && telefone ! && servico ! && dia ! ) { const url `https://api.whatsapp.com/send/?phone${telefoneNewOdonto}&textOlá,+me+chamo+${nome}!+Tenho+interesse+em+agendar+um+${servico}+na+${dia}&typephone_number&app_absent0`; console.log(url) window.open(url, _blank); } }); const handlePhone (event) > { let input event.target input.value phoneMask(input.value)}const phoneMask (value) > { if (!value) return value value.replace(/D/g,) value value.replace(/(d{2})(d)/,($1) $2) value value.replace(/(d)(d{4})$/,$1-$2) return value}/script>/div> /div> /div> /div> /div>div idimplante classet_pb_section et_pb_section_1_tb_body et_pb_with_background et_section_specialty > div classet_pb_row> div classet_pb_column et_pb_column_1_2 et_pb_column_6_tb_body et_pb_specialty_column et_pb_css_mix_blend_mode_passthrough> div classet_pb_row_inner et_pb_row_inner_0_tb_body> div classet_pb_column et_pb_column_4_4 et_pb_column_inner et_pb_column_inner_0_tb_body et-last-child> div classet_pb_module et_pb_image et_pb_image_0_tb_body> span classet_pb_image_wrap >img decodingasync width930 height967 srchttp://newodontologia.com.br/wp-content/uploads/2023/07/image-implante.png alt titleimage-implante srcsethttp://newodontologia.com.br/wp-content/uploads/2023/07/image-implante.png 930w, http://newodontologia.com.br/wp-content/uploads/2023/07/image-implante-480x499.png 480w sizes(min-width: 0px) and (max-width: 480px) 480px, (min-width: 481px) 930px, 100vw classwp-image-9 />/span> /div>div classet_pb_module et_pb_number_counter et_pb_number_counter_0_tb_body et_pb_text_align_center et_pb_bg_layout_light data-number-value862 data-number-separator> div classpercent >p>span classpercent-value>/span>span classpercent-sign>/span>/p>/div> /div>div classet_pb_module et_pb_text et_pb_text_1_tb_body et_pb_text_align_left et_pb_bg_layout_light> div classet_pb_text_inner>h2>Implantes já realizados/h2>/div> /div>div classet_pb_module et_pb_text et_pb_text_2_tb_body et_pb_text_align_left et_pb_bg_layout_light> div classet_pb_text_inner>p>span data-metadata<!--(figmeta)eyJmaWxlS2V5IjoiWEhLTkNvVWx5WUxhTDFGbWt5aUZ0OCIsInBhc3RlSUQiOjE1MzQ0MjI2MTEsImRhdGFUeXBlIjoic2NlbmUifQo(/figmeta)-->>/span>span 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em Itaipuaçu, Maricá a strong>NEW ODONTOLOGIA/strong> é a mais completa clínica de toda região. 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(/figma)-->>/span>span>Implantes Dentários é o tratamento mais moderno para recuperar definitivamente dentes que foram perdidos. Implantes Dentários são pinos/parafusos de titânio, que são “instalados” ao osso, e sobre eles são cimentadas próteses, que ficam fixas a ele. 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clareamento dental é um dos procedimentos de saúde bucal cada vez mais procurados, afinal, quem não quer ficar com os dentes com uma aparência limpa e branquinha? Há duas maneiras de clarear os dentes que vão escurecendo ao longo do tempo, o clareamento ativado por luz feito no próprio consultório pelo cirurgião dentista e o caseiro onde o próprio paciente aplica o gel clareador em casa. Nos dois casos o paciente deve estar sob supervisão periódica do cirurgião dentista./span>/p>/div> /div> /div>div classet_pb_column et_pb_column_1_3 et_pb_column_11_tb_body et_pb_css_mix_blend_mode_passthrough et-last-child> div classet_pb_module et_pb_image et_pb_image_3_tb_body> span classet_pb_image_wrap >img decodingasync width29 height35 srchttp://newodontologia.com.br/wp-content/uploads/2023/07/icon_dente_default.png alt titleicon_dente_hover classwp-image-10 />/span> /div>div classet_pb_module et_pb_text et_pb_text_9_tb_body et_pb_text_align_left et_pb_bg_layout_light> div classet_pb_text_inner>h4>Alinhadores Clear correct/h4>/div> /div>div classet_pb_module et_pb_text et_pb_text_10_tb_body et_pb_text_align_left et_pb_bg_layout_light> div classet_pb_text_inner>p>span data-metadata<!--(figmeta)eyJmaWxlS2V5IjoiWEhLTkNvVWx5WUxhTDFGbWt5aUZ0OCIsInBhc3RlSUQiOjM5OTE2MTk3OCwiZGF0YVR5cGUiOiJzY2VuZSJ9Cg(/figmeta)-->>/span>span 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(/figma)-->>/span>span>Se você não está feliz com o seu sorriso, mas também não gosta de aparelhos metálicos, os alinhadores transparentes foram feitos para você./span>/p>/div> /div> /div> /div>div classet_pb_row et_pb_row_6_tb_body et_pb_gutters2> div classet_pb_column et_pb_column_1_3 et_pb_column_12_tb_body et_pb_css_mix_blend_mode_passthrough> div classet_pb_module et_pb_image et_pb_image_4_tb_body> span classet_pb_image_wrap >img decodingasync width29 height35 srchttp://newodontologia.com.br/wp-content/uploads/2023/07/icon_dente_default.png alt titleicon_dente_hover classwp-image-10 />/span> /div>div classet_pb_module et_pb_text et_pb_text_11_tb_body et_pb_text_align_left et_pb_bg_layout_light> div classet_pb_text_inner>h4>Ortodontia/h4>/div> /div>div classet_pb_module et_pb_text et_pb_text_12_tb_body et_pb_text_align_left et_pb_bg_layout_light> div classet_pb_text_inner>p>Ortodontia é uma especialidade odontológica que corrige a posição dos dentes e dos ossos maxilares posicionados de forma inadequada. O tratamento ortodôntico torna a boca mais saudável, proporciona uma aparência mais agradável e dentes com possibilidade de durar a vida toda./p>/div> /div> /div>div classet_pb_column et_pb_column_1_3 et_pb_column_13_tb_body et_pb_css_mix_blend_mode_passthrough> div classet_pb_module et_pb_image et_pb_image_5_tb_body> span classet_pb_image_wrap >img decodingasync width29 height35 srchttp://newodontologia.com.br/wp-content/uploads/2023/07/icon_dente_default.png alt titleicon_dente_hover classwp-image-10 />/span> /div>div classet_pb_module et_pb_text et_pb_text_13_tb_body et_pb_text_align_left et_pb_bg_layout_light> div classet_pb_text_inner>h4>Lentes De Contato Dental/h4>/div> /div>div classet_pb_module et_pb_text et_pb_text_14_tb_body et_pb_text_align_left et_pb_bg_layout_light> div classet_pb_text_inner>As lentes de contato são trabalhos estéticos onde se cobre apenas a frente do dente, chamada região vestibular. A técnica é capaz de proporcionar grandes melhorias na forma e cor dos dentes em pouco tempo./div> /div> /div>div classet_pb_column et_pb_column_1_3 et_pb_column_14_tb_body et_pb_css_mix_blend_mode_passthrough et-last-child> div classet_pb_module et_pb_image et_pb_image_6_tb_body> span classet_pb_image_wrap >img decodingasync width29 height35 srchttp://newodontologia.com.br/wp-content/uploads/2023/07/icon_dente_default.png alt titleicon_dente_hover classwp-image-10 />/span> /div>div classet_pb_module et_pb_text et_pb_text_15_tb_body et_pb_text_align_left et_pb_bg_layout_light> div classet_pb_text_inner>h4>Prótese Dental/h4>/div> /div>div classet_pb_module et_pb_text et_pb_text_16_tb_body et_pb_text_align_left et_pb_bg_layout_light> div classet_pb_text_inner>A Prótese Dentária é a especialidade odontológica que reabilita elementos dentários danificados ou ausentes. A Prótese restaura as funções mastigatórias e estéticas do sorriso, sendo imperceptível e devolvendo conforto e segurança para o paciente. Ela pode repor um único dente ou até mesmo toda a boca./div> /div> /div> /div>div classet_pb_row et_pb_row_7_tb_body> div classet_pb_column et_pb_column_4_4 et_pb_column_15_tb_body et_pb_css_mix_blend_mode_passthrough et-last-child et_pb_column_empty> /div> /div> /div>div classet_pb_section et_pb_section_3_tb_body et_section_regular > div classet_pb_row et_pb_row_8_tb_body> div classet_pb_column et_pb_column_4_4 et_pb_column_16_tb_body et_pb_css_mix_blend_mode_passthrough et-last-child> div classet_pb_module et_pb_text et_pb_text_17_tb_body et_pb_text_align_center et_pb_bg_layout_light> div classet_pb_text_inner>p>Esses são/p>/div> /div>div classet_pb_module et_pb_text et_pb_text_18_tb_body et_pb_text_align_center et_pb_bg_layout_light> div classet_pb_text_inner>p>Nossos profissionais/p>/div> /div>div classet_pb_module et_pb_code et_pb_code_1_tb_body> div classet_pb_code_inner>style> section.equipe { background-color: #fff; display: flex; justify-content: center; align-items: center; flex-direction: column; } section.equipe h1 { color: #0098ff } section.equipe span { color: #1A1A1A; font-size: 18px; font-style: normal; font-weight: 400; line-height: 42px; /* 233.333% */ letter-spacing: 4.32px; text-transform: uppercase; } ul.lista-doutores { width: 100%; display: flex; justify-content: center; gap: 3rem; align-items: flex-start; list-style: none; min-height: 500px; flex-wrap: wrap; } ul.lista-doutores li { max-width: 280px; min-width: 280px; width: 25%; } ul.lista-doutores li .doutor { box-shadow: 0px 4px 14px 0px rgba(0, 0, 0, 0.25); display: flex; justify-content: center; align-items: center; flex-direction: column; border-radius: 14px; background: #FFF; padding: 0 1rem; position: relative; } ul.lista-doutores li .doutor { margin-top: -40px; max-height: 36px; overflow: hidden; display: flex; justify-content: flex-start; transition: all ease-in-out .5s; } ul.lista-doutores li .doutor-header { display: flex; justify-content: space-between; width: 100%; align-items: center; } .doutor-header h4 { margin: 0; height: 36px; display: flex; align-items: center; color: #ADB5BD; font-size: 12px; font-style: normal; font-weight: 400; padding: 0; line-height: normal; } .doutor-header button { border-radius: 5px; background: #0098FF; width: 22px; height: 22px; border: none; display: flex; justify-content: center; align-items: center; } .doutor-header button svg { transition: all ease-in-out .2s; } .doutor:hover .doutor-header button svg { transform: rotate(180deg); } ul.lista-doutores li .doutor:hover { height: auto; max-height: 100vh; } .doutor .doutor-body { color: #ADB5BD; font-size: 12px; font-style: normal; font-weight: 400; line-height: normal; width: 100%; padding-bottom: 1rem; } .doutor .doutor-body ul { width: 100%; padding-left: 1rem; padding-bottom: .5rem; } .doutor .doutor-body ul li { min-width: 200px; max-width: 200px; line-height: 14px; margin-bottom: .75rem; }/style>section classequipe> ul classlista-doutores> li> img decodingasync srchttp://newodontologia.com.br/wp-content/uploads/2023/07/Ramon.png altDr Ramon>div classdoutor> div classdoutor-header> h4>Conheça o Dr Ramon Freitas/h4> button> svg xmlnshttp://www.w3.org/2000/svg width12 height7 viewBox0 0 12 7 fillnone> path dM11.5732 0.423185C11.0042 -0.140875 10.073 -0.140875 9.50397 0.423185L6.40003 3.5001L3.29609 0.423114C2.72706 -0.140946 1.79585 -0.140946 1.22682 0.423114C0.657787 0.987174 0.657787 1.91033 1.22682 2.47439L5.36536 6.57695C5.93439 7.14101 6.8656 7.14101 7.43463 6.57695L11.5732 2.47439C12.1423 1.91033 12.1423 0.987315 11.5732 0.423185Z fillwhite/> /svg> /button> /div> div classdoutor-body> p> Cirurgião Dentista ul> li>Pós graduado em cirurgia/li> li>Pós graduado em prótese dentária;/li> li>Pós graduando em Periodontia;/li> li>Especialista em implantes;/li> li>Mestrando em Periodontia;/li> /ul> Seu hobby: churrasco e pescaria! /p> /div> /div> /li> li> img decodingasync srchttp://newodontologia.com.br/wp-content/uploads/2023/07/Gabriela.png altDr Gabriela>div classdoutor> div classdoutor-header> h4>Conheça a Dra. Gabriela Quintão/h4> button> svg xmlnshttp://www.w3.org/2000/svg width12 height7 viewBox0 0 12 7 fillnone> path dM11.5732 0.423185C11.0042 -0.140875 10.073 -0.140875 9.50397 0.423185L6.40003 3.5001L3.29609 0.423114C2.72706 -0.140946 1.79585 -0.140946 1.22682 0.423114C0.657787 0.987174 0.657787 1.91033 1.22682 2.47439L5.36536 6.57695C5.93439 7.14101 6.8656 7.14101 7.43463 6.57695L11.5732 2.47439C12.1423 1.91033 12.1423 0.987315 11.5732 0.423185Z fillwhite/> /svg> /button> /div> div classdoutor-body> p> Cirurgião Dentista ul> li>Pós graduada e especialista em Prótese;/li> li>Especialista em dentística restauradora;/li> li>Pós graduada em Implantes;/li> li>Mestre em Reabilitação Oral;/li> /ul> Seu Hobby: Cozinhar e Dançar. /p> /div> /div> /li> li> img decodingasync srchttp://newodontologia.com.br/wp-content/uploads/2023/08/Frame-20-2.png altDr Gabriela>div classdoutor> div classdoutor-header> h4>Conheça a Dra. Thalyta ferreira /h4> button> svg xmlnshttp://www.w3.org/2000/svg width12 height7 viewBox0 0 12 7 fillnone> path dM11.5732 0.423185C11.0042 -0.140875 10.073 -0.140875 9.50397 0.423185L6.40003 3.5001L3.29609 0.423114C2.72706 -0.140946 1.79585 -0.140946 1.22682 0.423114C0.657787 0.987174 0.657787 1.91033 1.22682 2.47439L5.36536 6.57695C5.93439 7.14101 6.8656 7.14101 7.43463 6.57695L11.5732 2.47439C12.1423 1.91033 12.1423 0.987315 11.5732 0.423185Z fillwhite/> /svg> /button> /div> div classdoutor-body> p> Cirurgião dentista (UERJ) ul> li>Especialista em Ortodontia/li> li>Clear Correct Doctor/li> /ul> Seu Hobby: Cozinhar e Dançar. /p> /div> /div> /li> li> img decodingasync srchttp://newodontologia.com.br/wp-content/uploads/2023/08/Frame-22.png altDr Gabriela>div classdoutor> div classdoutor-header> h4>Conheça a Dra. Sabrina Paiva /h4> button> svg xmlnshttp://www.w3.org/2000/svg width12 height7 viewBox0 0 12 7 fillnone> path dM11.5732 0.423185C11.0042 -0.140875 10.073 -0.140875 9.50397 0.423185L6.40003 3.5001L3.29609 0.423114C2.72706 -0.140946 1.79585 -0.140946 1.22682 0.423114C0.657787 0.987174 0.657787 1.91033 1.22682 2.47439L5.36536 6.57695C5.93439 7.14101 6.8656 7.14101 7.43463 6.57695L11.5732 2.47439C12.1423 1.91033 12.1423 0.987315 11.5732 0.423185Z fillwhite/> /svg> /button> /div> div classdoutor-body> p> Graduada em Odontologia pela Universidade Federal de Alfenas/MG ul> li>Especialista em Endodontia pela Faculdade São Leopoldo Mandic - Campinas/SP /li> li>Imersão em Endodontia Mecanizada - Instituto Endolara/MG/li> li>Curso de Endodontia Guiada (Endoguide) - Grupo Slice e Instituto Endolara/MG/li> li>Curso de extensão em Cirurgia Paredodôntica - FOB (USP)/SP/li> li>Imersão em próteses fixas - Unincor/MG/li> li>Imersão em resinas compostas diretas - Arbex Filho/SP/li> /ul> Seu Hobby: Cozinhar e Dançar. /p> /div> /div> /li> /ul> /section>/div> /div> /div> /div> /div>div classet_pb_section et_pb_section_4_tb_body et_pb_with_background et_section_regular > div idcontato classet_pb_row et_pb_row_9_tb_body> div classet_pb_column et_pb_column_1_2 et_pb_column_17_tb_body et_pb_css_mix_blend_mode_passthrough> div classet_pb_module et_pb_text et_pb_text_19_tb_body et_pb_text_align_left et_pb_bg_layout_light> div classet_pb_text_inner>p>Responsável Técnico:/p>/div> /div>div classet_pb_module et_pb_text et_pb_text_20_tb_body et_pb_text_align_left et_pb_bg_layout_light> div classet_pb_text_inner>h2>Dr Ramon Freitas/h2>h2>CRO-RJ 41363/h2>/div> /div>div classet_pb_button_module_wrapper et_pb_button_9_tb_body_wrapper et_pb_module > a classet_pb_button et_pb_button_9_tb_body et_pb_bg_layout_light hrefhttps://bit.ly/newodonto data-icon>Agendar agora/a> /div> /div>div classet_pb_column et_pb_column_1_2 et_pb_column_18_tb_body et_pb_css_mix_blend_mode_passthrough et-last-child> div 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(/figma)-->>/span>span>Agende 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http://newodontologia.com.br/wp-content/uploads/2023/08/logo_new_odontologia_perfil-06-480x480.png 480w sizes(min-width: 0px) and (max-width: 480px) 480px, (min-width: 481px) and (max-width: 980px) 980px, (min-width: 981px) and (max-width: 1280px) 1280px, (min-width: 1281px) 4167px, 100vw classwp-image-101 />/a> /div> /div> div classet_pb_menu__wrap> div classet_pb_menu__menu> nav classet-menu-nav>ul idmenu-menu-1 classet-menu nav>li classet_pb_menu_page_id-28 menu-item menu-item-type-custom menu-item-object-custom current-menu-item current_page_item menu-item-home menu-item-28>a hrefhttp://newodontologia.com.br#implante aria-currentpage>Implantes dentário/a>/li>li classet_pb_menu_page_id-29 menu-item menu-item-type-custom menu-item-object-custom current-menu-item current_page_item menu-item-home menu-item-29>a hrefhttp://newodontologia.com.br#tratamentos aria-currentpage>Tratamentos/a>/li>li classet_pb_menu_page_id-30 menu-item menu-item-type-custom menu-item-object-custom current-menu-item current_page_item menu-item-home menu-item-30>a hrefhttp://newodontologia.com.br#contato aria-currentpage>Contatos/a>/li>/ul>/nav> /div> div classet_mobile_nav_menu> div classmobile_nav closed> span classmobile_menu_bar>/span> /div> /div> /div> /div> /div> /div>div classet_pb_column et_pb_column_1_4 et_pb_column_2_tb_body et_pb_css_mix_blend_mode_passthrough et-last-child> ul classet_pb_module et_pb_social_media_follow et_pb_social_media_follow_0_tb_body clearfix et_pb_bg_layout_light> li classet_pb_social_media_follow_network_0_tb_body et_pb_social_icon et_pb_social_network_link et-social-facebook>a hrefhttps://www.facebook.com/newodontologia/ classicon et_pb_with_border titleFollow on Facebook target_blank>span classet_pb_social_media_follow_network_name aria-hiddentrue >Follow/span>/a>/li>li classet_pb_social_media_follow_network_1_tb_body et_pb_social_icon et_pb_social_network_link et-social-instagram>a hrefhttps://www.instagram.com/newodontologia/ classicon et_pb_with_border titleFollow on Instagram target_blank>span classet_pb_social_media_follow_network_name aria-hiddentrue >Follow/span>/a>/li> /ul> /div> /div>div classet_pb_row et_pb_row_2_tb_body> div classet_pb_column et_pb_column_1_2 et_pb_column_3_tb_body et_pb_css_mix_blend_mode_passthrough> div classet_pb_module et_pb_text et_pb_text_0_tb_body et_pb_text_align_left et_pb_bg_layout_light> div classet_pb_text_inner>h1>Cuidando de sorrisos e mudando a vida de pessoas./h1>/div> /div> /div>div classet_pb_column et_pb_column_1_2 et_pb_column_4_tb_body et_pb_css_mix_blend_mode_passthrough et-last-child et_pb_column_empty> /div> /div>div idagendamento classet_pb_row et_pb_row_3_tb_body> div classet_pb_column et_pb_column_4_4 et_pb_column_5_tb_body et_pb_css_mix_blend_mode_passthrough et-last-child> div classet_pb_module et_pb_code et_pb_code_0_tb_body> div classet_pb_code_inner>form idagendamento> div classborder-box> input typetext namenome placeholderSeu nome> /div> div classborder-box> input typetel nametelefone placeholder(XX) XXXXX-XXXX maxlength15 onkeyuphandlePhone(event)> /div> div classborder-box> select nameservico>option value>Tipo de Serviço/option>option valueavaliação>Avaliação/option>option valueTratamento>Tratamento/option>option valueEmergência>Emergência/option>option valueOutros serviços>Outros serviços/option> /select> /div> div classborder-box> select namedia>option value>Escolha um dia/option>option valueSegunda>Segunda/option>option valueTerça>Terça/option>option valueQuarta>Quarta/option>option valueQuinta>Quinta/option>option valueSexta>Sexta/option>option valueSábado>Sábado/option> /select> /div> button> span classicon>svg xmlnshttp://www.w3.org/2000/svg width17 height16 viewBox0 0 17 16 fillnone>path dM8.32896 0.00624916C6.99082 0.0914219 5.58577 0.563522 4.47561 1.30087C3.30349 2.0796 2.37423 3.13087 1.77206 4.35736C1.44248 5.02901 1.23681 5.66172 1.09556 6.44044C0.989003 7.02448 0.966701 7.90541 1.04104 8.58193C1.14016 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15.1461 6.8882C15.203 7.29703 15.203 8.12443 15.1461 8.54299C14.7421 11.4851 12.269 13.7531 9.26814 13.9381C8.21002 14.0013 7.22623 13.831 6.26475 13.4173C5.9996 13.3029 5.56099 13.0693 5.4247 12.972C5.38257 12.9403 5.32805 12.9136 5.30327 12.9136C5.28097 12.9136 4.75315 13.0717 4.13364 13.2664C3.51413 13.4611 3.00365 13.6193 3.00117 13.6144C2.99622 13.6095 3.15481 13.135 3.35058 12.5607C3.54634 11.984 3.70741 11.4851 3.70741 11.4462C3.70741 11.4072 3.66281 11.3172 3.59838 11.2271C2.56256 9.76948 2.22555 7.75697 2.72859 6.05108C2.8401 5.68119 2.93179 5.45487 3.11268 5.10201C3.60829 4.15051 4.3641 3.32068 5.29336 2.71231C6.46547 1.94332 7.93 1.56369 9.29788 1.67077Z fill#0098FF/>path dM6.01941 3.91931C5.96241 3.93634 5.88064 3.97528 5.83356 4.00205C5.70718 4.07992 5.34043 4.46441 5.22644 4.63963C4.86216 5.1969 4.78039 5.93912 4.99846 6.6643C5.16448 7.21184 5.36768 7.6304 5.73939 8.19498C6.21022 8.90556 6.51502 9.29006 7.00319 9.78406C7.73669 10.5263 8.35372 10.9424 9.30034 11.3293C9.99914 11.6165 10.5146 11.7795 10.8045 11.8087C11.0052 11.8282 11.4438 11.7601 11.7016 11.6676C12.0584 11.541 12.4673 11.2588 12.6259 11.03C12.7845 10.7964 12.948 10.2683 12.9678 9.9179L12.9827 9.68672L12.9059 9.59911C12.8514 9.54071 12.6283 9.4093 12.1773 9.17081C11.1068 8.60624 10.9705 8.5527 10.802 8.64031C10.7599 8.65978 10.6013 8.81796 10.4526 8.9883C10.0115 9.49204 9.91985 9.57964 9.8455 9.57964C9.75134 9.57964 9.13431 9.27059 8.84685 9.08077C8.51232 8.85689 8.29425 8.67681 8.01919 8.39696C7.69209 8.06357 7.33773 7.5866 7.13948 7.21428L7.09488 7.12667L7.2733 6.93442C7.50871 6.68864 7.60536 6.54019 7.69952 6.28224C7.79616 6.01942 7.79121 5.93912 7.64996 5.57653C7.52358 5.25287 7.42198 4.98518 7.24604 4.52038C7.10231 4.13832 6.99576 3.98258 6.84707 3.93634C6.70583 3.89497 6.13588 3.8828 6.01941 3.91931Z fill#0098FF/>/svg>/span> span classtexto>Agendar avaliação/span> /button>/form> script> const form document.getElementById(agendamento); const telefoneNewOdonto 5521973755578; form.addEventListener(submit, (event) > { event.preventDefault(); const nome form.elementsnome.value; const telefone form.elementstelefone.value; const servico form.elementsservico.value; const dia form.elementsdia.value; console.log(nome, telefone, servico, dia); console.warn(nome ! && telefone ! && servico ! && dia ! ); if(nome ! && telefone ! && servico ! && dia ! ) { const url `https://api.whatsapp.com/send/?phone${telefoneNewOdonto}&textOlá,+me+chamo+${nome}!+Tenho+interesse+em+agendar+um+${servico}+na+${dia}&typephone_number&app_absent0`; console.log(url) window.open(url, _blank); } }); const handlePhone (event) > { let input event.target input.value phoneMask(input.value)}const phoneMask (value) > { if (!value) return value value.replace(/D/g,) value value.replace(/(d{2})(d)/,($1) $2) value value.replace(/(d)(d{4})$/,$1-$2) return value}/script>/div> /div> /div> /div> /div>div idimplante classet_pb_section et_pb_section_1_tb_body et_pb_with_background et_section_specialty > div classet_pb_row> div classet_pb_column et_pb_column_1_2 et_pb_column_6_tb_body et_pb_specialty_column et_pb_css_mix_blend_mode_passthrough> div classet_pb_row_inner et_pb_row_inner_0_tb_body> div classet_pb_column et_pb_column_4_4 et_pb_column_inner et_pb_column_inner_0_tb_body et-last-child> div classet_pb_module et_pb_image et_pb_image_0_tb_body> span classet_pb_image_wrap >img decodingasync width930 height967 srchttp://newodontologia.com.br/wp-content/uploads/2023/07/image-implante.png alt titleimage-implante srcsethttp://newodontologia.com.br/wp-content/uploads/2023/07/image-implante.png 930w, http://newodontologia.com.br/wp-content/uploads/2023/07/image-implante-480x499.png 480w sizes(min-width: 0px) and (max-width: 480px) 480px, (min-width: 481px) 930px, 100vw classwp-image-9 />/span> /div>div classet_pb_module et_pb_number_counter et_pb_number_counter_0_tb_body et_pb_text_align_center et_pb_bg_layout_light data-number-value862 data-number-separator> div classpercent >p>span classpercent-value>/span>span classpercent-sign>/span>/p>/div> /div>div classet_pb_module et_pb_text et_pb_text_1_tb_body et_pb_text_align_left et_pb_bg_layout_light> div classet_pb_text_inner>h2>Implantes já realizados/h2>/div> /div>div classet_pb_module et_pb_text et_pb_text_2_tb_body et_pb_text_align_left et_pb_bg_layout_light> div classet_pb_text_inner>p>span data-metadata<!--(figmeta)eyJmaWxlS2V5IjoiWEhLTkNvVWx5WUxhTDFGbWt5aUZ0OCIsInBhc3RlSUQiOjE1MzQ0MjI2MTEsImRhdGFUeXBlIjoic2NlbmUifQo(/figmeta)-->>/span>span 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em Itaipuaçu, Maricá a strong>NEW ODONTOLOGIA/strong> é a mais completa clínica de toda região. 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(/figma)-->>/span>span>Implantes Dentários é o tratamento mais moderno para recuperar definitivamente dentes que foram perdidos. Implantes Dentários são pinos/parafusos de titânio, que são “instalados” ao osso, e sobre eles são cimentadas próteses, que ficam fixas a ele. 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clareamento dental é um dos procedimentos de saúde bucal cada vez mais procurados, afinal, quem não quer ficar com os dentes com uma aparência limpa e branquinha? Há duas maneiras de clarear os dentes que vão escurecendo ao longo do tempo, o clareamento ativado por luz feito no próprio consultório pelo cirurgião dentista e o caseiro onde o próprio paciente aplica o gel clareador em casa. Nos dois casos o paciente deve estar sob supervisão periódica do cirurgião dentista./span>/p>/div> /div> /div>div classet_pb_column et_pb_column_1_3 et_pb_column_11_tb_body et_pb_css_mix_blend_mode_passthrough et-last-child> div classet_pb_module et_pb_image et_pb_image_3_tb_body> span classet_pb_image_wrap >img decodingasync width29 height35 srchttp://newodontologia.com.br/wp-content/uploads/2023/07/icon_dente_default.png alt titleicon_dente_hover classwp-image-10 />/span> /div>div classet_pb_module et_pb_text et_pb_text_9_tb_body et_pb_text_align_left et_pb_bg_layout_light> div classet_pb_text_inner>h4>Alinhadores Clear correct/h4>/div> /div>div classet_pb_module et_pb_text et_pb_text_10_tb_body et_pb_text_align_left et_pb_bg_layout_light> div classet_pb_text_inner>p>span data-metadata<!--(figmeta)eyJmaWxlS2V5IjoiWEhLTkNvVWx5WUxhTDFGbWt5aUZ0OCIsInBhc3RlSUQiOjM5OTE2MTk3OCwiZGF0YVR5cGUiOiJzY2VuZSJ9Cg(/figmeta)-->>/span>span 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(/figma)-->>/span>span>Se você não está feliz com o seu sorriso, mas também não gosta de aparelhos metálicos, os alinhadores transparentes foram feitos para você./span>/p>/div> /div> /div> /div>div classet_pb_row et_pb_row_6_tb_body et_pb_gutters2> div classet_pb_column et_pb_column_1_3 et_pb_column_12_tb_body et_pb_css_mix_blend_mode_passthrough> div classet_pb_module et_pb_image et_pb_image_4_tb_body> span classet_pb_image_wrap >img decodingasync width29 height35 srchttp://newodontologia.com.br/wp-content/uploads/2023/07/icon_dente_default.png alt titleicon_dente_hover classwp-image-10 />/span> /div>div classet_pb_module et_pb_text et_pb_text_11_tb_body et_pb_text_align_left et_pb_bg_layout_light> div classet_pb_text_inner>h4>Ortodontia/h4>/div> /div>div classet_pb_module et_pb_text et_pb_text_12_tb_body et_pb_text_align_left et_pb_bg_layout_light> div classet_pb_text_inner>p>Ortodontia é uma especialidade odontológica que corrige a posição dos dentes e dos ossos maxilares posicionados de forma inadequada. O tratamento ortodôntico torna a boca mais saudável, proporciona uma aparência mais agradável e dentes com possibilidade de durar a vida toda./p>/div> /div> /div>div classet_pb_column et_pb_column_1_3 et_pb_column_13_tb_body et_pb_css_mix_blend_mode_passthrough> div classet_pb_module et_pb_image et_pb_image_5_tb_body> span classet_pb_image_wrap >img decodingasync width29 height35 srchttp://newodontologia.com.br/wp-content/uploads/2023/07/icon_dente_default.png alt titleicon_dente_hover classwp-image-10 />/span> /div>div classet_pb_module et_pb_text et_pb_text_13_tb_body et_pb_text_align_left et_pb_bg_layout_light> div classet_pb_text_inner>h4>Lentes De Contato Dental/h4>/div> /div>div classet_pb_module et_pb_text et_pb_text_14_tb_body et_pb_text_align_left et_pb_bg_layout_light> div classet_pb_text_inner>As lentes de contato são trabalhos estéticos onde se cobre apenas a frente do dente, chamada região vestibular. A técnica é capaz de proporcionar grandes melhorias na forma e cor dos dentes em pouco tempo./div> /div> /div>div classet_pb_column et_pb_column_1_3 et_pb_column_14_tb_body et_pb_css_mix_blend_mode_passthrough et-last-child> div classet_pb_module et_pb_image et_pb_image_6_tb_body> span classet_pb_image_wrap >img decodingasync width29 height35 srchttp://newodontologia.com.br/wp-content/uploads/2023/07/icon_dente_default.png alt titleicon_dente_hover classwp-image-10 />/span> /div>div classet_pb_module et_pb_text et_pb_text_15_tb_body et_pb_text_align_left et_pb_bg_layout_light> div classet_pb_text_inner>h4>Prótese Dental/h4>/div> /div>div classet_pb_module et_pb_text et_pb_text_16_tb_body et_pb_text_align_left et_pb_bg_layout_light> div classet_pb_text_inner>A Prótese Dentária é a especialidade odontológica que reabilita elementos dentários danificados ou ausentes. A Prótese restaura as funções mastigatórias e estéticas do sorriso, sendo imperceptível e devolvendo conforto e segurança para o paciente. Ela pode repor um único dente ou até mesmo toda a boca./div> /div> /div> /div>div classet_pb_row et_pb_row_7_tb_body> div classet_pb_column et_pb_column_4_4 et_pb_column_15_tb_body et_pb_css_mix_blend_mode_passthrough et-last-child et_pb_column_empty> /div> /div> /div>div classet_pb_section et_pb_section_3_tb_body et_section_regular > div classet_pb_row et_pb_row_8_tb_body> div classet_pb_column et_pb_column_4_4 et_pb_column_16_tb_body et_pb_css_mix_blend_mode_passthrough et-last-child> div classet_pb_module et_pb_text et_pb_text_17_tb_body et_pb_text_align_center et_pb_bg_layout_light> div classet_pb_text_inner>p>Esses são/p>/div> /div>div classet_pb_module et_pb_text et_pb_text_18_tb_body et_pb_text_align_center et_pb_bg_layout_light> div classet_pb_text_inner>p>Nossos profissionais/p>/div> /div>div classet_pb_module et_pb_code et_pb_code_1_tb_body> div classet_pb_code_inner>style> section.equipe { background-color: #fff; display: flex; justify-content: center; align-items: center; flex-direction: column; } section.equipe h1 { color: #0098ff } section.equipe span { color: #1A1A1A; font-size: 18px; font-style: normal; font-weight: 400; line-height: 42px; /* 233.333% */ letter-spacing: 4.32px; text-transform: uppercase; } ul.lista-doutores { width: 100%; display: flex; justify-content: center; gap: 3rem; align-items: flex-start; list-style: none; min-height: 500px; flex-wrap: wrap; } ul.lista-doutores li { max-width: 280px; min-width: 280px; width: 25%; } ul.lista-doutores li .doutor { box-shadow: 0px 4px 14px 0px rgba(0, 0, 0, 0.25); display: flex; justify-content: center; align-items: center; flex-direction: column; border-radius: 14px; background: #FFF; padding: 0 1rem; position: relative; } ul.lista-doutores li .doutor { margin-top: -40px; max-height: 36px; overflow: hidden; display: flex; justify-content: flex-start; transition: all ease-in-out .5s; } ul.lista-doutores li .doutor-header { display: flex; justify-content: space-between; width: 100%; align-items: center; } .doutor-header h4 { margin: 0; height: 36px; display: flex; align-items: center; color: #ADB5BD; font-size: 12px; font-style: normal; font-weight: 400; padding: 0; line-height: normal; } .doutor-header button { border-radius: 5px; background: #0098FF; width: 22px; height: 22px; border: none; display: flex; justify-content: center; align-items: center; } .doutor-header button svg { transition: all ease-in-out .2s; } .doutor:hover .doutor-header button svg { transform: rotate(180deg); } ul.lista-doutores li .doutor:hover { height: auto; max-height: 100vh; } .doutor .doutor-body { color: #ADB5BD; font-size: 12px; font-style: normal; font-weight: 400; line-height: normal; width: 100%; padding-bottom: 1rem; } .doutor .doutor-body ul { width: 100%; padding-left: 1rem; padding-bottom: .5rem; } .doutor .doutor-body ul li { min-width: 200px; max-width: 200px; line-height: 14px; margin-bottom: .75rem; }/style>section classequipe> ul classlista-doutores> li> img decodingasync srchttp://newodontologia.com.br/wp-content/uploads/2023/07/Ramon.png altDr Ramon>div classdoutor> div classdoutor-header> h4>Conheça o Dr Ramon Freitas/h4> button> svg xmlnshttp://www.w3.org/2000/svg width12 height7 viewBox0 0 12 7 fillnone> path dM11.5732 0.423185C11.0042 -0.140875 10.073 -0.140875 9.50397 0.423185L6.40003 3.5001L3.29609 0.423114C2.72706 -0.140946 1.79585 -0.140946 1.22682 0.423114C0.657787 0.987174 0.657787 1.91033 1.22682 2.47439L5.36536 6.57695C5.93439 7.14101 6.8656 7.14101 7.43463 6.57695L11.5732 2.47439C12.1423 1.91033 12.1423 0.987315 11.5732 0.423185Z fillwhite/> /svg> /button> /div> div classdoutor-body> p> Cirurgião Dentista ul> li>Pós graduado em cirurgia/li> li>Pós graduado em prótese dentária;/li> li>Pós graduando em Periodontia;/li> li>Especialista em implantes;/li> li>Mestrando em Periodontia;/li> /ul> Seu hobby: churrasco e pescaria! /p> /div> /div> /li> li> img decodingasync srchttp://newodontologia.com.br/wp-content/uploads/2023/07/Gabriela.png altDr Gabriela>div classdoutor> div classdoutor-header> h4>Conheça a Dra. Gabriela Quintão/h4> button> svg xmlnshttp://www.w3.org/2000/svg width12 height7 viewBox0 0 12 7 fillnone> path dM11.5732 0.423185C11.0042 -0.140875 10.073 -0.140875 9.50397 0.423185L6.40003 3.5001L3.29609 0.423114C2.72706 -0.140946 1.79585 -0.140946 1.22682 0.423114C0.657787 0.987174 0.657787 1.91033 1.22682 2.47439L5.36536 6.57695C5.93439 7.14101 6.8656 7.14101 7.43463 6.57695L11.5732 2.47439C12.1423 1.91033 12.1423 0.987315 11.5732 0.423185Z fillwhite/> /svg> /button> /div> div classdoutor-body> p> Cirurgião Dentista ul> li>Pós graduada e especialista em Prótese;/li> li>Especialista em dentística restauradora;/li> li>Pós graduada em Implantes;/li> li>Mestre em Reabilitação Oral;/li> /ul> Seu Hobby: Cozinhar e Dançar. /p> /div> /div> /li> li> img decodingasync srchttp://newodontologia.com.br/wp-content/uploads/2023/08/Frame-20-2.png altDr Gabriela>div classdoutor> div classdoutor-header> h4>Conheça a Dra. Thalyta ferreira /h4> button> svg xmlnshttp://www.w3.org/2000/svg width12 height7 viewBox0 0 12 7 fillnone> path dM11.5732 0.423185C11.0042 -0.140875 10.073 -0.140875 9.50397 0.423185L6.40003 3.5001L3.29609 0.423114C2.72706 -0.140946 1.79585 -0.140946 1.22682 0.423114C0.657787 0.987174 0.657787 1.91033 1.22682 2.47439L5.36536 6.57695C5.93439 7.14101 6.8656 7.14101 7.43463 6.57695L11.5732 2.47439C12.1423 1.91033 12.1423 0.987315 11.5732 0.423185Z fillwhite/> /svg> /button> /div> div classdoutor-body> p> Cirurgião dentista (UERJ) ul> li>Especialista em Ortodontia/li> li>Clear Correct Doctor/li> /ul> Seu Hobby: Cozinhar e Dançar. /p> /div> /div> /li> li> img decodingasync srchttp://newodontologia.com.br/wp-content/uploads/2023/08/Frame-22.png altDr Gabriela>div classdoutor> div classdoutor-header> h4>Conheça a Dra. Sabrina Paiva /h4> button> svg xmlnshttp://www.w3.org/2000/svg width12 height7 viewBox0 0 12 7 fillnone> path dM11.5732 0.423185C11.0042 -0.140875 10.073 -0.140875 9.50397 0.423185L6.40003 3.5001L3.29609 0.423114C2.72706 -0.140946 1.79585 -0.140946 1.22682 0.423114C0.657787 0.987174 0.657787 1.91033 1.22682 2.47439L5.36536 6.57695C5.93439 7.14101 6.8656 7.14101 7.43463 6.57695L11.5732 2.47439C12.1423 1.91033 12.1423 0.987315 11.5732 0.423185Z fillwhite/> /svg> /button> /div> div classdoutor-body> p> Graduada em Odontologia pela Universidade Federal de Alfenas/MG ul> li>Especialista em Endodontia pela Faculdade São Leopoldo Mandic - Campinas/SP /li> li>Imersão em Endodontia Mecanizada - Instituto Endolara/MG/li> li>Curso de Endodontia Guiada (Endoguide) - Grupo Slice e Instituto Endolara/MG/li> li>Curso de extensão em Cirurgia Paredodôntica - FOB (USP)/SP/li> li>Imersão em próteses fixas - Unincor/MG/li> li>Imersão em resinas compostas diretas - Arbex Filho/SP/li> /ul> Seu Hobby: Cozinhar e Dançar. /p> /div> /div> /li> /ul> /section>/div> /div> /div> /div> /div>div classet_pb_section et_pb_section_4_tb_body et_pb_with_background et_section_regular > div idcontato classet_pb_row et_pb_row_9_tb_body> div classet_pb_column et_pb_column_1_2 et_pb_column_17_tb_body et_pb_css_mix_blend_mode_passthrough> div classet_pb_module et_pb_text et_pb_text_19_tb_body et_pb_text_align_left et_pb_bg_layout_light> div classet_pb_text_inner>p>Responsável Técnico:/p>/div> /div>div classet_pb_module et_pb_text et_pb_text_20_tb_body et_pb_text_align_left et_pb_bg_layout_light> div classet_pb_text_inner>h2>Dr Ramon Freitas/h2>h2>CRO-RJ 41363/h2>/div> /div>div classet_pb_button_module_wrapper et_pb_button_9_tb_body_wrapper et_pb_module > a classet_pb_button et_pb_button_9_tb_body et_pb_bg_layout_light hrefhttps://bit.ly/newodonto data-icon>Agendar agora/a> /div> /div>div classet_pb_column et_pb_column_1_2 et_pb_column_18_tb_body et_pb_css_mix_blend_mode_passthrough et-last-child> div 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