Tipos de Onda | Características | Ilustração |
Face SimplesEspessura de 2,7mm (+/- 10%) | Estrutura formada por um elemento ondulado (miolo) colado a um elemento plano (capa) geralmente fornecido em forma de bobinas. | 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)
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ONDA E (Micro Ondulado)Espessura de 1,5mm (+/- 10%) | Estrutura formada por um elemento ondulado (miolo) colado em ambos os lados a elementos planos(capas). | ![](data:image/png;base64,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)
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Onda B (Onda baixa)Espessura de 3,0 mm (+/- 10%.) | Estrutura formada por um elemento ondulado (miolo) colado em ambos os lados a elementos planos (capas). | ![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAQAAAABNCAYAAABJw7pgAAAs50lEQVR42uyd269ex3mf/V/0sndpgSJAgAaFgaCFi6SI5DqqI0qWSJMMrYMhS5FQwErdJI4b1G0CKIkLH2uJOnFr82R5G7Z84RgBnDhNLhw7gWMXcRwziiiJFDdJ0WbUQEZr++t6Zq1n5rfm+yirpUiR4nfxYtZhZtYc3vO8M+tNi8ViDWu4KuBH5/928aOz357BD05/c/Hyia8v/s8A+XzIyzuA68xf8v7w+a8uXv67v+Da+wo/OP6nBf73018mvdC7Av/wN39Y4OW//iLg8zFfy9vnv1D5vG/pcv2zZ6e/8aUs7/eX6n/xO19Z9GN60ZOyhqsDQP7vnz+eBFLgH04fg4ASwQXvx3fbXwO8btDKXAjxZtff/+ZnQNgx/eqRCi9/7fHF+T/+SIF2vQynfv+Dq5792OfPfv4D3pfr57buB+rz547et3ju4HsArgGvS77vfeG9i9NPlWuf1TzPbLybtMKpo3cuzjx5r8CzvBYsK2T5pXfHHn6n9Qg1zwtP/FK5P3vkDsvbhtqXbx587+LrWw8UZrdmABcBg9QAYQtSPffHHxW4F7lMV4HvEyy7/PzLv9nX2V+/mu8x+au+OyeIg+9JAhBAIpG9JwzzU/8SUn/rk/tAWlIRuMLfHdhT4cSj+0bY2LN47rF3roL6/vnH3rF4+sEbAe5BfPMU5D935LbF6c29Q/6dBZ595ObF8f03LU5t7OaeVKBMzbf92M7FyYfeXuD0ozcuzm3csjhz4GauK7x0aNfi1OY7y/PnH99R02ce/sXFs/vfaj7rsB7ryutZ3uP//YbFmU++Nb9f8px/dGd+nzx9fdk2UsqU6/MHb6BNQBmrY8M3Nu59y+K3dr15ceiB+wvTXzOA/0cYJBuEDzEUxH3+yE2L7a3dQLl+8VO/BEIw6CBFRY4Xnri5vDt9eGd5duKRHTwThvsx34kD1y/B2cM7SEudZw/uJW+FUxu7eDYi1OZukAcC4fmIXI/fWp6/uLkLIB/IAYhEiZjUSTnaKPIO5Wpe3ouwIFRLRwD5LGc+kZpnIKUIy/UABfEF2mvf6Efecz20pfbX+wrnju4r6flDt/Eegja/qd+23/aptv+Zh24s333hiVI/14wFKfMzMov9pW+U4xsC9zNm8OwjZW7LnJ85vJd0XvfjpU8l/7FxHLkG2vuNnUP+MrfUwTMYEKn5vLbP9K+UeWlrJ9pKwdM/+eD1iyP3/fTig7t/dvG+t//04v23/cLir7746JoBvFoYVNxC+M9/as/i2DDQ33rkF5hkCBMkdtALgnz7Y/9u8fTv7YDrVsn24sbexd8fuW+6b3Bm8y4BSUaaQBmA67GezV0gH4hKyqSL8ADPhjyFwEXsKh1efnKWT6TPaxC0weO3goAA1yA010Ofd3GvZAW4pgzvR+ZzaC/5CoKePbKvwN9/5m6YoMQwAHlbO4/RlrFe6+PeFMTnOWV4xhhwL/BNCAVCJ88AhSkAtMs6JSwJk3ppA99nzgrBPLu5r2onJ4d6UaVPHL2dOZhpJGcOljlE8+B6KDcDylmW+6W6T2yUdNSKDtxc85/69LvbdXtmWTUo6rXu+u5bnyxpVfkPv3/H4j/tfXMh/N++68bFh++5afFru36uwB8e/MRizQBe2WbGZi0q8l9+dAdSHokMQEgSDpwXAlP6yyC4VwpQhhQiQGPgOfVJDGO+QwUhC2wf3AuCithAYTBPP1gQf7ieiG1zb96jAgPcj9J5/00jQTyxRxWbOmBUANfkKenJx3fxXqIS2SV2rlW7SWEEPJueV4QGYUFIiKchc3tGSt4eINCeAQBqOkVt/+6n7qDPpa1nDpZ66CvX9JG+c01eU9puX3P8Evo+2s+Jgd3Bd3nW3rc8Cfkuxw+itX6/lQyM/NN3Rnjx6G18GzywbucO6Ns5Xh/cxTgX4v/Kg3cvHn3v24rK/4HdbyuE/zv33rD47duvX3xgxz9b/Ie3/cTicx/6VXwxF08ob0QYBgaHCbZrUU9/+Nh1ELqSWmlAykQhiZm4USIfLFIfpPUa1bEg2rkjJR/1UBZkVoKQX7WUFMQ3RbLzHMlHO0b1fAOiKFoBdZOXfKrz5iOFUdFeCIe8MgGQzzZoCszt1wZpH6+ykSszO791B4yuwLmt22Rw3A99fxf9hMAhAlV8rnuVn75Nfa+MDU2CVAJX6xo1rv2OyW7Hm5QxmxhcYYSUk4nIOMdnrd+aSWnTw5CFUYM5vBuio2+kjjV5xz40UyHNrWbbt7FEgAx5Z6YXMBvr7w15St1j+dTiCry0VcwMVH4IH4DgIX6kP1oA2gDmANpBccIOQu7iieWNBMOgwEHTkYN6hqoF8sqZldYiqVLWFFC6TM93+w7EUwIotQDVWyXgJOFLuZE4Duwa1dYnivQlpR2kqLW0CySBwLgn5RntpB7KICmUOtQHeK2a7/dAXPvWJPPYDupJkwCgLSth+2Bpo+NQ02ceqpoI48SYUGdK/3J/7mhhjvbdfvMupbqpY0i71aI0TZg/nimJeTba1+V7pZ+Wnc3T6U36UcoDtIG+5xiQ8tw6yM9z2lWet/GodcEsrQ+ckznQd/pcmMzxzVvRnHCuomEN9VXi199Unv3Pj+/G0Yetj9QvxP+J+3eSQvxF8j/0G3uKYDu//c21D0BgXXggfL3lE1JVyQay4wlHgi0Tf4Mk+DHfZtEAvBYxVDnNy7sBSp3awRCHoBe3EtmZwxMSjYRO+ybVeLcEDxFM94V4ICLLqr5LmNr75B/yFSZCOYmRVCYg46EeVVQJYHhWmdGUpxJc9lOPvF754Vl5T7sl9gHqeIwOzuaHyH7bJwlSf8FEbKWNvLdN3Ns3mID1yZRUzyH+vp3Zb8ctfSLj+8ZcbBP1mT/B/PpMdJaqMTiW1KW2iSkBwWNSoqWAk4XwP//rPw+hV6n/8bt/rjj7fv0d/7IQ/3+7/WfAbXxZLP2ulwFD4rO+i92OpC/wzIFbVEEnNXFfYQDbI1L2kk/pLGGD0BCkyAYTUN1sjrNlO1TJZZ7m6GpQkfi7W3fyDdvCNW1TvbZs2tXkSemVTIR7CU+tI+vhXkZB+WRE3NsGGYLt5HvkdXzUgJTW5KEc9XNdJOK5ozLN3ZMWULUD61QTsDxtodzERGo9quwSa2lLa1NlauShDfpDJPqZmdCkeGWcPeRzvkPbprGq49KgjZGMG3DcacvcN7H/FmAk/q2d+JKK0+/J//hvIXSkvsQPwSPxIX7ui09gWL4uhL8OBBpgcu6hUpVBPfPJuo6rTTpO6MZunTDpJU+i7CW79mmC9n9TK1v+/nokss13plQGRDAJZYCCXCIcdVDG9ik9laYgmmqpjqeJeBtxP/NQ0TYk/PTwi/i9ykudw7vK9CqRNOlW+kz7eK+T0jHRsSfx0mauZUJqH35/+uZclf5fn70LzYV28l3HhrLkofzU3pnW4FxwrwkwPlvW1HTQTf2czS/tp5ymHiltoF3kJ49tlQF5DzMnL/4SfAlIeL5rPfg18C3p4yl5Tw3j9Ee/sxPiVuUvTr7f/fe7uMfJVxjA5z7wi0Xl/+HJbxfiv+YZwLCWX6LMvvvUHr312F2ADh8mUkKs6/cvPFGJQRtV8Jl2v+pjZQTnjhS7XESfJEpVMQXyJMFLBDxLyTsiX5O+vOuX5CRapTrXMgvzyVAANRkloAhIGzQhJmlWTQjVZ6XYtHJRkdy8ElWaPDk+AN9KdV+wD1z3DCj9ErSTdkjoSv1kILnCQT200brom8Sr1M+8EjHXfT7Aa/vGvXPf/EEbSybENC+VEcAAlv0z+2+hTqQ+5YvU//3/chPEj+RH6kP4OPgAnin1Zyr/Nc0AhhDYMXJv6348+8WxcuJgWTMfJ3fzLrgsoCfZ9WKX/ibCb86xFzerk26AwpmVBk469fisR3yliMik/SsDSGmEVE4GINGnLQ/h9mYDbbZ8Sv/enieV4CR8riVAHaDktQ2quD5PEwXQvBgJsTGXpmI3Z6nLlZows7acbWaK9bqKQeo177lW+0nthev8PnkhOJ2JXKdET+bMfZnb7cfqqgKpTBdnnKsOfZ587lz15sfMZ/LcRp2fsS9tlaao/H/24Ruao68t70H4OvpY/iuBPj843Rx91ywDGGLVkfio+wTyYN/DiV2eK3B6s6zLE3SDlJD7G22lfYlpkJDMgDoghiT0VB+5T6fXKmQDuZWCgIjQSzARRgJOAgT0X/R1pYc6bdaRqEbCkwEpdXM1QoJNiUWfe4Tu7VzaW9+3NpYYhuw/39IGTibAtw0Btu8SnxIcBtczPtsOpOZDPUp9x1EJnxIc0Pa3rcz3RNATtHvq75cfXbYt49kYwIwxatIoeDRFMDtH0+YL72UVSqnv2j5Le4D2fnn+2QfuQuWvxH/NMoAh1tmw3TEc98G3lMCbEweLpGbdFVC6YX+VQT52oEhLQzXH9fwjRUMYHTN9COz+m2QCeusl/IrojdAL0s/XoNsKAoTHN9OZx7VLewa00A4dgfRF55tRcNrQaaqoQSSRjBpEU63T/NAcqenJEVmXVP8zh6ua3/sHJNYkUvrJdW9rS5i9A1MJ7rO546ytQsiwVZ0l/moqnWzEJqOivMt0jsHMUdtU+/J9cKGX7hL9TNqfP1TmC7ww71B25ofguz3DHMoVnCQdVygO7YX4wUlDeUeV/64bWc4rqv97rvtJCB+pj8rPJqxK+NckAxicHUj8MfR2fwm6mAh0twguYRgmquRTZa1w4kC3Lryx0lGnlDLyLiWYdnyu7fNdl/p6m1d733Vg77lOtbgSZ4PmdNsemYXe45GhjW1xabDXMGibfcpluAT7nePQzIUWp6AJQJ3lWbsueZXItsnVFf0jlTE06TvV2cbAPqj+08ckWJlrHw1I6vuegMmr9M2NQ86V8Qrp2LW+3jnJtbESplN7RyHSGEaJNKySfnsKBnv5yWJe6ehDxdfWZ22fUF5UfoifcF803Er41ywDGCR+3db59IN1l9SItIf2ak9KjBKBkjuDSoyHz7j4ZfWySVuJVoIgTSch5ZSuMqEkvoT0xDdiaGvkySSSKdhGQ3Qpo8SDYJJx6EOQ0eSaf0p+ylguHY3pYKx9OnO4aFNoLADfd+mNumkD7wFjKdJPIFElAdJ+nWkyGiC1nMp0m/O1zmtqGRKeanva5z6b+jrTBpgLmYcaXS7xurLRrYJUZmzMgeMg8asZUBbbf4oArD4pVH4IXKkP4WPvG8oLY0Dlrxt7rlkGMKzlY/ew+wkbH+8+6qCx9zj8WO5TwqWEkUCZ5EYAbfIkbm3IfpOKRJD2phKT61zKkwiBZCISEwTf15+RgT2DSgZj+2Rk1Jnr3SNyjmq77e0db6mWZzuXgoFakNFspcJx494VB/rEveVdgktNwU052uGrvOzcW0+uvCTTbXlbFF860pLYJcC05c3nfgK1D/vd+wXIk4FNEvuqOIjRzDtYTRMEkxux8CeNOLJxS2nvn//u2926i9oP8evlV+qX91966Fc4j6EQ/zXJAIYDJojeg7jHXXBbO90H7ZZIPb292phLXdrXBpC4psx9RtYlAVFP9R807319N49eG+3NNDmEdNzRJplK+3YjwvkyX3uWkYI1z/a47OiSUzoJe3OEvhqjL4HZTuumXvvjda7XkyYBGFiTMQXmyRTQZs+NOV5n/L7f6bWx2tbmV9mdKyx9SHYu8aWN7/d8n+q+974zbwZ49Tsk+/BfhJNbd93bIQNQ6hvH77ZdVX6eIfVx+KHyI/CI479o4r8qGcCwPbeo+t94uOy/d5nOHXhKRGwvVCw3w4jkEg2TLgJNy2SqsNXBpBNJJDM01/LJTKh7klJLATkyn3xmng6Jb+39DT7L8NieAFwHF9mMkKuw3aR+RtWlGt/a37YCe53Enn3wmUxHhIeJwkxdggRqv04cmGlKq1YJJKKMmXAMHEcgx1qJrDpuwJFzpBbRhyG7LyH3cyQR60NIwm9taisE2vqq/MkMdIqCn4BnN9BOlqWR+gTtQOjY94XwP/q+29EAeIbaX6X+81/7wmtC+FcdAxjUHU7egfDhpEXav3So7MbSRnMvvTv2ipp3+hMDwXzoOtXWXF9OB1eqqDMJtT3Pp0RLgkqJ7rUErQmQKj11+X21g7S5cw+7304iXfrWybbENDmjamp8eivffAGTlF8KG559uzGJYsM7hjIAvfRpJhgrMLav5av3rd/Vntb27iPyZNh+L8cpVym03zP8Oj36/eqES5nklwGltiHzkQn092oAlrHPal1zRrZR4/7Vuti6C/Fj6yPZIXykvio/93r5yfOaSv2rhgEMUUwsbRDEY7w+tr1bNQ3cYZOEh2yABDx3e20SjUTABCClvFe9T9tU0wGw/KoDKwSRUydd76DzG02iNtPCcvNY9tY2l/J0bDXJ376ZcfkZhdc7/OxLb+en9z+lvEyi/yZ5+zIu98kQdP451jLU3HQkc+jjInpPfH/wSO9wTcehqnnGG2TQzSoGoKlDudQSM4JR4jf0ut+nkSHQfsfn+hPY0gywiYc4fqQ8xC7hkyLxVfmR+gi+15zwr3gG8KOz05LeZ+4mVn886+zRnTWApzlyCkNozx/Z4V51NIXR+fKpPXritd1BSiVWOu5I6yS2NeWamjdV51wOVEIp5RLJydszj/QrTM6wd6UfwjKrYCbNz29VLzTlQfCxb23dWU2jN1u8Tn8AYBua2dFMmvmOwRbWarskeKWeplT6HjLk2ZgG9/s3Fb2p5P1KTJoMyUCUzGMY9pHpWSP+1I64tnxuCJLZppRP5tJDX69j1BhzY2ocMMPavo6+nviN6CvEP6xuXTLiv6IZwNkjJfzS/fIgzORBrhLHXWTe5352rlOCQhSphqXTSn8A4MTN7N+zc+eVyO4Eq9Yue6obouY3lOKq1cmA8n22PxFf5iLjkXh0aGX8uqGsKTm5ltFp2qSjUkY0EunWbZOaXxiqmpKBN9StkzHtf66tw70GakH6BlTdXbloS2dFXa9tpXyuhOTqhasSq8ymsS+Hd9MmpD2rQiy5jTs+h28N78Z0ZERppvEd66r1NuFQ8cit1vSH+hyLPDfQwz0wVbH1x5N5dr9NwudeWx+pz/r/JSf8K44BlLDdv/7iuG/5qfscuOlknUIojQE0iex+71TD03YViSjfSyQJKQ/TSEdT+gpA6okJVcYhQgywtJU2TYWMZkukbTZ1cwq6Fdjvy9Cy39Out1nfGKM83iullc4t+5ymjfavfZUoc3zsbwZBQZT5Xh+E4wODMPw1HYuOZ2pU6SjL8xaalG7MsdcAcnMT37SNtl8TRGgbbg6Wb0O0MAbGvPeHzJeJh+vOMTyktW0e26XTEy3U+QWQ+jjyIHKkvl5+Y/lR+TEJxiXtb3zpktj7VyQDYIfesJbfzoo7UDbaeFSSk6xa5dLb0pbTJvFrvpGQG8HIALw21FaplbHo/WYS0qXlrnb4xGyZLQ/14Lq34Smffcm1eKAPyBGRVzEACbGFGLclKiUZsKr9pD1x945Mj77KoB3rSs8+/fDak3Tda59Hgdl3mXO/98FVDP0hzI2ENDe5ZED9kmKLMOxNMZmt85KO2iXtqvliqqnTMwDqz4NW9EmBu6M5tXUntj5OPKQ8Et+U5T0dfUh9wnsJ6rlshP+6M4DpJB6W9HDiEa+PrV+I/qVDdaddHkXlXm+5Odc6cVrATXMyadOR9naoqUgmEugwy80wSZjpK8hoL6UHz/tIunSsrfIl0Na06xP5UjWfxqGUlQFIyDq7Vm006pcMgURg6ve5Gogq/7istVFXGfLQUomd59nG/AZ5kbD0J8OcHUd9MkpwTQe1O+c4HaZ1Ppqfotrbjo339pP+OKepnnM9Mc1bcw76OA/a1895+mxIPUtwEkJ3eGAHUh9iz7X9Ueq3iL7XfHnvimYAEv6pT5etuYAHJ05Hb92BbabkKpPcAlze5YEYIofIMiHCjGgylJY015BTQoiU/bq915oAOtr8Hmmq0TIf31XCae1qkqhFqu1e5bvI9kl41pFqaAb8jGv/W3cK3LvxZVWko+aPJlC/rZg8MAD7a38y3NcQXxmrmllu0iF/HyhF/owITI1h2j9QowrTJ7KSATSGU8r7fPLA17X+Ceo/A2ACqfU1La0xMspn/EJqUB7QQiwKfR3bvbEHO949+xC/m3iKtP+Vn/9HuYkH0/d1If7LzgCGY4nw7BOv79n6Y3DEkZvyzHR/a8SEKG2WvPWNANMhMzcRmqQudWQ4a9rDLk1pzyaBplnhN/q49pl62KTRbBkxNROJR0nbHFnND9BHLMqASPlunr3Ps6lNlTFK/EDPQGRi87635cZUxT2txhUC67E9jq3XqXK7+pA+kn5jj0w3fQFcp7bjnGSE5CozyTlwbvozHB2H1MT6oCKvrXcsVzWJ2YYm2+tJwTgXsfVx9EHo2Ppu4mHvvo4+pD95yvLeoAm/bsR/WRgAa/lT9J4HckwhkdMfTA5P8NR9IK3SwolWqratq80LnxLWo6hFWB08w3Wpq1dhUyPwXumivYrXNs/H6xGR74usHoMt+CMM2jBCWz+XCHLTUB8FyPfSH6BEc2z6HXhJ8F67bTZ9HpM2UhmkzHS2GWl7lKxpbsm4Joa7FDXp81znd6wpn05AoHe0uRoDqK30PpvcJ9FHRHZHkc2CuWRKHrslY+VaE8f5yZOQ/B7Pe5NJ35NRpyxXQ/xN6reIPs/jz337r6vUv2wM4Pzx/wGXI2bfWP2iKr3wRLOVtx8r/zPjOn9hNe3mq0c2MdgpgVMiMTEQXHp89e5yTarampBxALlRRsRGEjP5EmLa5pTN5UCQCITiu239/3CV6n3MQL/f3uUt+5caQ5X4bSlqJpF47saTPLBDADkN1JHgB5gxgGRMahH2bcrfmEJjqCu94mpCtpn29ys1/VKbBKUnPx2MGXEINAJtPoUlp+bJ2lfPfChjwpwYH8LyX8GNU0171BR0XJ273mcE5GGeqPxIfXfvQfik3GPrQ/g1jn9wfF8RxH/JGMDQQaL36i+Njh2oXLpMQtsiOVs66rn7jOjbrrqqgtcJONscTSKoklcpTP5+F1z/+6lU94FUy9P+7/fAyxR4np7uufe75S/PG0HVAz1yVSLVZNLan3NbpYwpoCTrTRsJcPhWGR+/P0ElbhFaJpX2fzomL7B1uDIB8ti3meReNrlqG9KplicLOTaVCT7fNAXHiNTxn9pTiNvjwpxnIP0NMpzEF4RNbh8vTPPU0cLYSTFJKYPwwnRFoNEGzNkS1PNru8oBnaj6Er9Svyz/Hfqv9yy+8ydPXjGEf0kYwPDrYSQ+qj4DxgAxkHmM9jTpVW0VEVMlzJ15pG0Cm73nM4lLyQuic533Q7q0fASk13eVpzy3DOvQkjDSnjeqsD9IM4N4Mr+Epx2umpm+gl5iXogBqNZKhGoMXKej0dWSXmrnXn0JOvuQtnr+bMTl2fnS2bI3PpdfHWclebdR5lY1u9yVmcFA1pm4IQPJE4Xc3m0fHA8ZeKrzjhMap8xP57OCyQNiIf6qVT67WQ7ndG3fI7r8GQdS359xlIi+QRu+4oj/NWUA09l7/MGENeg84gg1311pIhuMgYGUGLQZVd2WT8htdlkfj8+7aUKXlqqsw/XeZAYp/ftDMXMHnBLdpap0+vnN/oQey+aS38xmbjZ1ue63+3ov00rTJ6E8b573ygC4llB9n9F1eRgKfXIM+oM+ZIK5Zr90OtLZZg4Egy/lZQBz7alF96Xqnv4Gy2WwUB8/kWOo8Fi1t2FIZ6cpOy+pdWju1XE4c6Aw7cks9W+/Vep7YIcHdCr1Xd5zbX/cxHP+b69I4r9oBhB/1fEUXYjef5QzeEp6JbmqdR991+95T+TKQy5n1w1ZZ04+IbeoihRpOjRoyJ1LVRnam3YrqWV6gkktxX6KrBlNKEHrUMudg32dPJewgTSFtOVlLP0SoYzHZ3lQZi7TLf/tqDnFch+Dy4TpEwF6x1vfxyRY58D8ts33HiaSy4K0w3bmGQ8yjAwKynHMI+BsY/o27HcGk4G/FV7crCZHv4kHwNEHwATYx1+X9/7gY3cR0XfFEv5FM4DhQA7Cdsd/mh0sf8nN/9Hr3XczjhMxD+Roe9J7r26ql+5oawTVEK8/wLJH4N4GXCKws3PCWHX6TK+2zv/b10yGzgSYLVulJ705yNoegj6G3W/4zrrSBBIcDz3zlslVlIwZyJiGlPT95h77Zh28c7dfOgtT0mc5CU2Cb31ojLpf5nXd3/tkkr5Xm5EJ5TtTxzmXBkl7zdBn2vuzn3aeHX/ewRmTnNmnow9Cd3kPIMCHtX1WAFjeK7/e/uHJyxvRd9kYwODgKzb+X360HMIxevAP70DVZ0vuuKVyo2y3ZFA9pgtGISKhUonUMgwdX/1xWmm75572JOAlr3CTzhUBe6JJJ90q9X8mydufauv/ACZ7s24ZXTosozGb2TFZIqiMTrVZorQfq7bcps8j+zEhe2WMagW9JiCDaPZzs8tThU7C99vpEO2ca7Mz7merLe2MvNae5nycaWwSdMZP5NzlcWMSbr/zrhH56BSexqU8T4bQLYdO3yuMxT80F3xG4pdl6z/9yD6kupt2cPSNtn77624h/j/42OsX0XdJGUBZy9/+Gqo+KpDbc+GWJZDn1NHpl08b49bKdoZa4ahA2lX++poBl6h608BJm4h09usoiSeJREm7yqNPHcsEvvwTygz46VV6+kc7qcNz4D3SiWe9X6E3C0pfm1lS82Z0o76Kfr9+MiEJNFcp8u8/GTufgTrD/UxLcO1fddsxyIM38jsy1Z6x9SHOMhjbIQOQuNOP0cdi5H4Fl/BqW9uhJ0txCOkYxCmqA9h4jPwmZTUlMpLTI+MVUEOZclpP/xceiB/bPv+6y/LeeEbf81+9qogfeDXRe2xSQJ0fJf7WTv91Dkynp+zDSQIzIB1NgY29/narMovjo/qYhENdVXI1gq8S0smD4PJXVxOBVSLI1YJeeqq+Lp/c2w7u6BlAH6yTJoYhpP6znzQZS/YnGUAibBJHOr+mOmrejErL/vmO72cwU54lkGq+TKb3lajGmyfHx/HvvrvEHPtdlYDSWIaQKw+rDk/N05K013PLtW3NoLB0FubKgAzAVRLbNeWvDCCjMvOfEcwvy9QQvyq/a/tF5b/3xp/R0YfKj/P7qiN84ZUO5GAtn1N2RmfI0SLhkfYAvyoieq+kxzf98UPRBNyE4lHHMIHp1J6dagT+g99fZTF5/q3Fk13zmCfq8MAP6oUhaa+RMoGocaTYckk4ECvbNXFgeYgI37d9aDTJINo25Ha0FN+FwWHOAIQvw+yoB3CJCGh28OHdjBXtmv4zWJ7N96F/+t1jwM5Te6gTKPm2t0o+96+7U1LCAEF57mGgLk/JzDwJGFU2fy6p1jU+37oDNZe83Htc9nTc9R2MGfPGt/hxytiPjb3+WMU4er7NuBtUY5CNfQfAo5L/e2PZySdT1teRtJQBj+jz0PcCjAkwhYqXsQKoj7yMOSnzQntdeRInYEL+WQc/lH3w78i2jTqpy5/AoPL7Cy5377l117V9iP+SnNF3uWHlw7Mv/M3ixe98BSBkEUD9Z+OCwCDhFIEDAnhGAa7hnAL/LgdQkwCeUXaspwF18S6BuihLvaQ+x9ayXN+m/K7lveb7pAL5+/LZr+yPqdf5nvyU6+vJNvXjZF3eg3B9m9p1GyMh++H49n0kX5ZfNX85zqvmcoRWb98mHMHMB/VY36q6nHtS+09ZoJ/Pftwcp6zPeU386nHQ9kGo2ed+HhNPsfWN4zewB3B5D6j/3xviXq5q4n9VJsDABIpX8/Mf/+Dicx/61RLRtPEbJb7Z3xV5minAvbHQDJqpfzfBeVLqePIj71sceuB+6sKmgrt6UorlrAfgG7wnn+VrHfv/8906ZWyTwL3P5Oh6cKmHflEPfdO243uCZWmXkHUb/EEd1NWPE8jjWJFa1mvUS+shP/2hfIL18Z2sj/KmOV68xzNNf2gXBOB4UY/jRR7L5bX9Zh76ftK+HHvqY054n+2ynlr+l2/+N1yjPpOPtlEWoH85drTPscsxv/C8tpR+uO2W9tlGvtePnz/e6PvqaT3kNZwXLz+MgTh+Ivqu6LX914QBvHzi64Xw33/PHiZPG4jJYXAlCokWYMJJRaaEEUmaOsWEOCnWYV7K96ekOnFuspAJJPHbDtuQ96htQx1FApGahz5Rj8s5Fypv/ekMsswI9+yhLTIk6rXPItUcWl0yC+qwz9QhoTFOfKv1cRlSYpGPevxnfN8u3+d455jnO4nVegHrzPkTLtQ+g2bIDxFR1voMn7WN9tV25vj136GN1k/d4oJzKzOx33OcbdD629R9vqvKjyOwBPUMPrE3BOG/IgMYAhjKZLz7hn9VTizZd92bC/zyzre69tmQroGT472EIuHxrNT3jn/9U0gCBpl3PO9Bae+k8k0YEe2gXUokAM6c5bIdTixqG4hA/mwHfQI5RHDLJSghQASRWK2F8tRDuyakq8hmOdu1ilghfgiCsmVMrv8X/4T6lOCpHf24sQZJ86SZbBeEYF28XzVOvVR1zEgZe+qkfdTp3LjN1fLW19dLHtRz+mobxavEBxm6mmNfn9e9Vkcb1ZKoy7qpRzy50NwmU6ENqfK7dbdI/ZffACp/D6uIn0mAyBxEJl1AZZUAEomYYAhRTq+6DwIBDC51ljr++T/9x6TcK/FaXQ2RmQiuVSFBFNvBtWXVDiQ41TlSGQnqJf0CISibQN3UkfVkf7xWGopofZskNqWXTGAV0CaIgbrsH+WtD2IbJfI9Rfo7NvYvmYvtgvHYvxxn7hn/JAT7lf1TJWbMmTPax5hACKvqlOGRx/Yst6/1FfWe/D1O5ZySN+sUbOcqIWHfGSfnhHbaVpg0+YDs+yqhwTgAOvrwT1y2AzpfD5gR/sMPP8ykJiImOKgQLoPKYKs2qt6nmkoe8rYJXwalFFy71XdPVXl5xjuJtSc43gPj9xuk+QByUCfteSXk4zuW65kS90MdS4gG9H2BeHnPGNiWRDZtVNVdx8i6ekLTfnac5+Pd2ka+LJt1WQ9lbdcqjUlTD+hxIYnKlDoZV+vqAULWdyDxUzahHz/qs42mq8D5vdB85DeY25xXNT77rOABIHwP6MQR/oYl/soABsJfNSkMmrZkj2A9MvQD34OqO/Wp0lP/hfInAVDOSUGSoO7JgPL7yRCSqHqQgQEylx4ZRUSZ2IXqAXHSJKC+nqmoBpPatmWJ2trPN1cRHe9lrNSV9fREmTY0bejnijp4Z5v6tvVzwTPr1feR+RwPGR/gHPz4Om+/Hvxqdbb+0nbqkglS1yqGmfnRPKhrjq9tbADrtM2aiZiqrBSwtn/ZD+h8PeBNx/7qzxdHjx6h46Pqd+9bWA4pPyp8+vd2jL/V+sStrAcTBch/zHjnsgl7oQHKJahKcQ3hlnLtH+37/Ge7dfFt1VDLlgn57APjEtGJR8o/1QwQoj2Utw2WNxWskzz2i35wYGP2h29BwEP+gkBZl8+UEuR1SYxflY0nGh+9nfVsYgRYVuJ7lgNkAHr+QVRADcplMpfBUD15Zvspk15wyvIMbQPwgMlcqmNnJuNE2LYaFd+jrF5626K/p2dwqvm0jXo8tq30888+fIM/uJDQgV5b67UkvosEzrYydoylx2nRlr581inIzF1adE4ArnlO+7JvMhAZLmNDX1yavGK37l4KqBfTyT0CARRwQYJ9yvX5L/8mKcAzoAZmPHeU+woEdwAEmViGc/4gEoAypgaM5H/9pv8AlCguAkEIWCHYw8AaymUbQEiQHcYCIlEH954tyLP6p5mzR+pPM/NAT/JSBmImpVwCz4Z6Srs9aMSAE4BgItL6l6JTT5Q20RbKE7Bi8A+px6AbjMJ+ihJl2Q7o9JjvfYCBLENay1gPKQzVvyQBbNASOHGZQyxWAYRMhCd5PKeRMqQ8E2C+Uz+nvB+6jvwEIzH+XHviE/m4BxwX+m/Qjt9r32jtK+W3t8pR5DIbxp1+TrhyJyljMTyr4zIGoQ3PhzEEPHlqPIhl/y3Msf9IHKMFx+hQ2s81hH9FnNF3ueGiKxC+f/744kLwasqze+pHZ2fAZLAHgYCL+swoRfJ3W5OLl3ZIgaV6zm+/IrC808ovA20QfEbsd4VhkxQp7c12U+8IrWyCz8lveeus+ctv0sY8pCvrejXz8/87r/2+EGB4fkkJZZhfxk3IsW7j1MaePI4j9/xTEijvh7qQ6jk3PbwhgnpeVwawhjWs4eqDi65gDWtYw9ULF13BGtawhqsXLrqCNaxhDVcvXHQFa1jDGq5eIAjomvR+rmENHVyTtPCmhx959Jrr9BrWsAKuSVq4JrneGtaw1gDWDGANa1gzgKNH37hbHdewhv/bvrXsKAzDwP1STpw48RV8MBISLI8uRho0GiVu2rRbaFxp1G5Ipk7qsVOzDECTWvg5HA72YyD7KXAg0CxMA08ttBcAWox6gUDsAKIGEAhEDaDFbU8gkECTWmgy6gUCsQOIGkAgEDWAbgKSKbDb7T5y8bfb7Ufa1eo8AtOimqBPxGjf7/ddbRCAE+uYZ7vxz+LgaxHOmABra1q63pvN5tXWdx+Mf/Zfxbp+O6oJ+MHaQ53C8TzH0TYcv9drN4dYp7J/adA8SgNfcr2x1vf7HWLn9tfZSwTn8xmPLILAB6CaQJ1mTPbEDgH9S53Yxlwulw4HZyXNTjbWwFy5bIQMhz5qp/ZHXzun7o25MZfycRufFSmuEn77nNuBoc/ThG+HCdm40Y42ex5oZ2jAPp1O7/vDRjujn66Jfr6WwLw0qgkYKQdk8dVmKnVIFXJujB2Px+PttBin/dRJzdnRX8HO27eNRta73W6cNc2mdwADD+YyNotn+N31KX0FACeCgKxZb2ZHP9gEWzU4cfDkNrUpdhD1qCZwHBR/w/ldMbGQx/CzQ6qDQ8zmvOx0ygWnynEiywLcxlwlNtoZ68Ji6OdKixh2JESJebvzYJDASgMAsnpRANBXBfDkrtX2tdVnlkQ1gT5gdSBkPziMlyGRocfwc3bVMXA4FaBysT02xhyaMzPEBJ6SGghvj1XoEAxEg/6lgmS7kFlZVHZPE6uBAxzbU74D8F8BcByPR+9VzNYVtibnzGNpLhEAZkI1QUGGhnDY2bQPnGq2HQAyj2balLPRof0h2lyw8ebnFs5YTAOr8ghWaq/uMLI7D3+9y4uAsIHmoOK2PhYksrserx6C67UVaJdENUHf1ztcoOobi2LaGH5t18wDfs+5lRPgdtghrwBFdqu4MU7vMbRgatfYgaiY/CKgbzfGl38NCLv8wq0WPsW2CAD/iGqCQBpRqIpt+jegmiDgY65/UPoGRIb+fPwBmyX0eNKl/NYAAAAASUVORK5CYII=)
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Onda C (Onda alta)Espessura de 3,5 mm (+/- 10%.) | Estrutura formada por um elemento ondulado (miolo) colado em ambos os lados a elementos planos (capas). | ![](data:image/png;base64,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)
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Onda BC (Onda dupla) Espessura de 6,5mm (+/- 10%.) | Estrutura formada por dois elementos ondulados (miolos) colados a três elementos planos (capas). | 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)
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