Saltar enlaces
Calibre adecuado para mediciones internas, de reborde, externas y de profundidad.

Mediciones posibles 

  • Fabricado en acero endurecido.
  • Escala de de gran precisión.
  • Botón de bloqueo.
  • Superficies de medición rectificadas y facetadas.
  • Graduación gravada a láser, duradera y nítida.
  • Tabla de roscas en la parte anterior.
  • Varilla de profundidad.
  • Cumple con la norma DIN 862.
  • Incluye funda protectora.

principales_ventajas

<ul> <li>Precisión.</li> <li>Resistencia.</li> <li>Fácil lectura.</li> <li>Fabricado en acero endurecido.</li> <li>Incluye funda protectora.</li> </ul>

condiciones_almacenamiento

<ul> <li>Después de su uso, mantener guardado en su estuche.</li> <li>Mantenga siempre limpia la guía deslizante</li> </ul>

datos_tecnicos

<p><img src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAWcAAABjCAYAAABHXsEvAAAgAElEQVR4nO2dZ1gVRxeA31sEpVkBOyggYEMFu8bee4u9a2LswRK7frF3YuyI3cTYO/aSGBUVRY2i0lVQQEUQpd179/tBkSoXG6DzPg8/uDtn5uyZM2dnp+zIJEmSEAgEAkGOQp7dCggEAoEgLUqA4OBgQoKDs1sXgeCTIFco0KjV2a2GQPBRKAH+3PEHK1esyG5dBIJPQo2aNbjqdjW71RAIPgolgKGRIQ4ODhQrXhx9ff3s1kkg+GAiIiJ48+YNLVu1okCBAtmtjkCQZR4/fkxMdHR8cH4d8Zrr16+z3mUDjZs0yW7dBIIPZt+ePUwcP4Hps2bSf8CA7FZHIMgyHdu15787d8SEoEAgEORERHAWCASCHIgIzgKBQJADEcFZIBAIciAiOAsEAkEORATnj0D9+CSr5zrh6pv7NjzkZt0FH4KaJydXMd/pGH5ZrvKPkU1JhNtW5s/dye3Yj8vnW+ATB+e3+F125djRY7i6nuDsxRt4P4/5tEXkINQh19m/eTeXn6qyW5Us80V0V6vI0aH/rS9XXF25GvD1+ug71ARf28fWXZfIepV/jGxyNETedWXrljN4x31MPt8GnzY4q59zeuloRo8YwaifhvFDny60rF2PrtMO4vst+H+uRUPIud+YOHENl8M02kmEnOf38RNZdyksgwTBHHVsxned53HuuXZ5fmnUz0+zfNQYVpwLIydomKlNBZ+YrPv9l+SzDGsoK/Rj+cYNrFo+i5+aFsR7x0TG/H4TEZ9zKtFc3bWBfbtd2O+uXZcm+souXPbswWWfezpX1TzaNY1fj8VSuVs36hQRo2fakNambwj28eLRC9FyPg9Z9/svifJzZCozKkP1hk0oKocWHZpRcnBLZuzfh/uoqtTR/RwlCj4OPZo4LmFarTw0rK9dBek1+5lFM2qSp3H9NNc0z/Yxb6kn1WZtwqmnFaLKtSONTaP/ZXGXkXgPOMSesTafp7F+02Td778kn7++5SZUqVwa2aVgQnL0AOS3TT6rFgywypIAzQelLyAv2om5RxpiYGosAnNWeI9NBZ+HLPv9F+TzB2dNGPceBIJpdYqlKC2GkLtXueEdhtzYGnsHK/A8yYUnJtRrVQ0TeRTe549xO48DbSupuXXlHiEyE8rXdKCMUdrX5JiQe1x39+YlhbC0r451ngecPvuIwvVaY2+aLH1UMHfdb+L7QoOReRWq2xVHT8tbiQm5xzV3b17JjSnnYI95RgmjQ7h33R2fF1DI0h6HCibvD1JR3lw4dos89i0wD3Pj5mMVxhVr41DWCCncB/cr9wiVF6NSHQdKp/kuVQwhd69xw/slFLakmkN5TPJmXfcorwu43lZi36EuZsnrKeoZd6974BcGhsWtsKtiQQFlMp0dOlAnpQDB/7nj4fMSTX4z7GrYUTy5gZPk2lFJ7cGVeyHITMpT06Eshjlx9CMTf0myW7tKaDyucC9Ehkn5mtiXNUozZpipjya3aak3eJ67yuM4iVf3z7L/cCTd2lVIahPt65olNF41gVeO4PamHM2a2GL4rrSE9vUqoX1l6K3poL1s8nuysK9OeZMPfBxr0y4jA7h+6Q6helbUqm1NQcV7skvy59oUfurBtVtPeJuvBJVqVqW0gTyddFr6/bsE7/fzJJWvcflOKHpWtallXZD3qJyGzxKcpZhwnj3yJeKlH1f3r2bFKRWVx3XDXif+uibMjbWO41h1LjBpHFrPvCktSt/lsHdjNjathkmeMC6um8yCZ5X48/Utbj6P73YrC9dgxFoXRlU3SMyMq6sdGf/7eYISM8tbku9alcX78APqb2iGvakuEMsj1wVMnLmd6yGJ40tKCtl1Z/qy6bSzeI9TaV5xfd04xjud5UlCGTK9MjRpXYroFOfIaAhzW804x5X8HZiojC4lGo1hmdOP2OdPP/powv7GedI8AkqtItzXj7cAeYrRZGAr3u7fyuXQ+CnyPKZNmLZ9Lb2tlEl2XPPzOFaff2dH3ZKNGO20nKEO+eODg1a6awj7Zy1TFxgwt2Wik6p47DqfCTO2cT000V4y8loMxvnYVGqG/Y3zpIXoz2+ZFJxVj0+waPxMtrsFk7hSSlmoMl2nL2V6J0t0k+51Ps8q7eD1rZu8UCfUQ42RrN44BgeDjKvhy6KNvyTYbV4wlXa85taN5/GrU5SFqT5qDc5jqmMAWvuoJrlNSwRxcuUW3N+o4Phiprh/T7c2xbm4bjKL9OfRIik4x3L7j+lMDfiByg1tMVSA5tU1nB0dWXH2SYJfyNAr05SWpaPI7NgjrWU1YVxd9TPjV154d0+6JWg41omlPzqQgat/oJ1B7buLMf2mc/xJLKCgyHdT2Ow8CJt0m21ivUTS7Iqcy/tvE5awykRRsDK95q5kautSKD/A72vrQuwjVxaNm8WOayEkaVzIju9nLmVqB4uEjpgav79GMWCGK4ExgKII9aduZe0gW63fJj9LcFbdcKJrQydATl7TSjT/xZnJQ8rHF6Z5xoHJI1n+t0SVXtPo37wc+cLucW67C3v+DkVTPFVe/l7EdpvKqvbW6ASeZs28LTivPkxPl54UkWt4dmAKo5ZdRFGjP9P7NsIybxj3zv7Bpr/+JkRjmpRP5KVF/Dh2C88s2vPzL22oWkxOyK3jbFm/kwlDJAz3zaZhwfQ8SkPwoSmMXHwBTZVeTBnYnHL5XuJ5Zgcbd/9NaDKFNcGHmDFyOZfz1GPovN7UM5MRdHkXa5yXMnqmOYeWtaJwhk6r5lm4MQMXTOW7ggHsXrCAo+s3UajmUBYu/I4CT/axeO5B1m5xo/ecuqAJ5vDUkfz2rw51f5xLz/pmyAOvsHvVepaNmIXZsaW0LIzWuqfmjdtiho3dRKBZG0ZPbE81YzXB3h6cPx3Fm/Ra+Bs3lg4dw+agsrQdN5421YojD73Nyc3O7J4wGLXhPuY2LZxYqwR4xdJ12hraWusQdHo1CzavZ83hXrj0NM5Qpy+Jdv6SkFjlz8OYbkxZ045yukGcWTWPretWc6SXCz2M0dpHU6A0p9vcCdzut5jHbRYzp3sV7RTXBHN48nCWXpCwS92+LqRtXx8mqyH40DRGL79Enno/Mqd3PUrLg7jy1yo2LBnJr+ZHWdyqsFarDbSzswbPfZs4/ao8A53GUP3NPQIK1qVEZlFO9R/HjpalxYjFdK5RDOmJG3vXOrPdcSSFSu9mVMW04S9Tv4+8zJIhY9n6zIJ24ybSulox5CG3OLHJmb/GDUUy3Mv/GhdErrrH/k2nCLcdxLIxNXlzz58CdUtkbZhPkiRp+dJlkoWZuXTm9Gnpo1AFSOu7WErWbadIi/vbS+WqDZV2PValTOK9WupiaSm1mO0mvU5+Ieq2tLxNOcmq9lTp32hJktSB0qYeVlK5RnOl6zGJid5KrqPtJOtmC6VbcZIkqXyktZ2sJJtWi6Sbb5NnFi3dc+og2ZapKU05Fy1J6ifSlp62knXDadI/r1Kq/NptrtTKspzUba2PlFLTRIV9pHWdrCTrJrOlqykUjpbuLG0r2ZapI02/GC1JkkryW9tFsrFoJS3xiE6WLkbyXN5WsrHuJ/0RrE7XbOpAF6m3paXUftk9KS6+UMl/bRfJ2qKFtPRWXIIe/tL6zpaS7YCd8f/6rZW6WVpKbRZ5SClKu7dc6mBpIw3cHiKptdZdLQW69JBsrIZIeyMlSVI/lf7oW16yrjdROv08lc5xcVJcks7lpB92R0qSpJaebusnVbL4Tpp65qWUQiLSXVrUqpxk23GV5KVKlLOQms65Lr2r1mPS2MqWUsuFHunaJyvs3b1bsjAzlzZv2pRpWlXAOul7Cyup96anKXXW2l8S7Fa2sTT/nZNKb4+NlqpZNJcWe8Rp76NSaptKkhR1QhpnZyV1WO4Z7xcJbcJ28G4p8l1p0rFRlSSb9r9LXipJUvmskbpp077Ss4e2sio/aX1nK8m65SLpVlSydDH3pN/aWEkV+m2XQtJ19dR+pq2dVZL/+u+litUGSdsevk0v4/TLMXeQhu0OTFG3Kr/NUr9KFlKdX85L0Vn2e7UUuLmXVNGikTTj7zQKS/ObW0m2nddKvipJklT+0oZutlL1gVslL21UTkaHtu0kCzNz6bOM8skMrOg1exKN5WdZNG0n/skmAlXeXvhLZjRqU4UUb7B5bWnZ2DJNV15hZoGVTuJ/cgwN9JCp1ag1QJwP3gESpes1pXy+5FK6WDVrgEXiAE/sXe54xlG6WSdq5E+Zv0G1TrQop+H+zf/SX+oX581DPwmzJm2wS6GwLjatGmOZpLCKh/d9Uam8cOlehYo2tgl/dnRdcx9VnD9efu9bwS/HtGSphPtXYGSkj1xmjGmxhCqS6aOvJwNN/HpM1YMH+KlUeDv3wD6pLFuqdVrDfVUc/l6+qLTWPRWxd7h5N5aSLbpRP3VXX6lM53Urjnu37xFbsikd6xVM2WPSt6NjK2s0nh7ciUr8UUFpSyveVashBnoy1KocstY0q/6iKE1Zy6S7QW5ogJ5MhUqt0d5HPxEqr4f4ZaF9fZBs3EMe+KpQeW2gV5V3vlexcmfW3lcR5+fNe109Ea3trMCs71zmtX/L+i6N6DRyKQfuZL42XWZYi7ati6fwR4V5W1pVVfDioSdPUy9QyNTv47h7y5M4s2Z0qJlGYTq2LIfG04P/YgCFGX3mLqBd1Dq+b9iBMUv2818W11J/tglBeYnOzJx6ni7jFjJtY3U2Di0X3xhlMuSoUaVTeWpJSjsmplBkPIgu00FXCW8jI9PIad5E8jbpRzkyORmcK5dYZsajcTIZqNJXGE0KMQl5oXqMmNMDq9SPPVleSlq839wymSz1L6T5KXlp8kLUHTWb7lapLSRDt5QFSm5kQfdUeQNk4WB2OXJQq1GlI5KYTfJLSsUnjkqflKz6ixJlRlWrtY9qhwxAk7KdaDSATBZ/TSZDlpX2lSLzLMhKcgrVH8n/updL2z7zliITV08gC3bOa0m7mX/SfNgNjjgvZH73k3hu2MvkOu+bpJDSadbxZSbZK63Ee/1eLpeDRpXug0GSpGR6g65Ve6b/2YIf3A/jsnAevU7eY92+qdTWcl7lM86PyynafgZT2upzzWkSznfi+xlK2wpYKR5z9sBlwpMnf+PB4ZNeWdvum6ciDlX1CHZ1Ztt/Ee9+j3rIrjWHeJxoQZ3K2FfOy5NT+/g31dPr9bU9HH8gx6ZqpfTHg/KUp4K1gidnDnAlpcLcOnQS7ySFlVjbWqGIeMTLgnVp3rJF0l+tws+4G5SHAp9wOYLSxgZLRQSPXxaiTrKymtcuxLO7gegUMESute6pSLDX4xO7OB+a0l5RPl48TiOXh4rVK5Mv6AwH/n6e0nEj3dl37D5ymypUzpdaLofyMf6SGm19VBvk+ujllaEJfUpQYh1oXhAcEo1MzwgjWXz7KveB7Utr2TzWWFspiHgURsF6yXyvZW0KBd/lqU5+DLRxda3trCH84UWu+ceia1qNLhPG0rqQL8eOerw3e+m1G0dcg1L4o8pnP0fc1RS2tKZo6qdKpn6fh0oOlcn7+DT7L6bquUdcZ++xh8htq1JJF9CE8/DiVfxjdTG178q4sa0p5HuMYx7abyj6vEvp5Ca0mjaT89dHsmbSCmrtnoB9ifb0a+PC6D/H0D/2R/o3t8Hg9QPObnVmv5cGimYl/8K0GjmMXZcWs6BLS1y/q0W5gjH4X77A9aBo5BRJ0qPdiH7s6LMWxx6RDBjYBjsTiZDbJ9i+8TABpXqwprt5+j10RXHa9WuLy8id/Nw7lqGDmmNj8JqHZ7axYa8XmiSFFZTq2JfmLmPZPqIvb4f2obG1Ia89T7J1/X58So+kUY86vG8+JisoSnWiT8uNOG4dQf83Q+jd1AbDCE9Obl7PQZ/SDG/cg9oltNU9tV1NaT+iPzv7rmZCzzfcHdQWOxMNTz1OsHO3iiHn11AipQBF2g6n35berHHszZuBA2hTpSiy0Nuc2raJQ97F6bq2O2VzZGdZTcCJ5fzqkxBq81jTfmLvD/eX1Gjro1phQJXqFVAs2cr0WQb0rluUSPdtbHCHcqPsKSgHRYn29G2btn2d27aBfZm0L61lFaXo2K8Fm8dsZXSfNwzu2wRrwwg8T2xhw34fSo1sxPd1SmRcUJJttGyX0ddZ+eNAdiraMHp0K4x9dnLqqYwipplMHkthnJvRncH3BtKplhnKZ27sWb+FK6pKjOlTJ+3DVQu/79B+OH239WXd2J5EDhxAaztTpNBbnNy6iSMBpei+rjtmCoi5uoLhA/5E2WYMI1uZ4PPXSZ7KjDE11r4RfPZ1znLj5kya1YXrP21g2tJ6uE6vTYtf1zAlaixL9yxiwm6APJjW/gHHrsdYfjFr+etW/JG12wuwZOEGjv9zmHuKwpSt8T1zR2vYOOV4Ujo9B0fWrpYx7X+bWTnpSMKrhw6mNfqzdNEvNCyQ0aNeTuFWs1g9IwrHRXtZ4rgHAKVJLQaP68qJZe8Ulpu0Y/baUOIcl7Jn4Xh2J5ZRczDLlo6iyqfsOcqNaTtnDc9jx7Fs9yIm7or/Wce0JoN+W8LIqvGFaat7avQcfmb1SjUTp25k1RTX+B8VRpRrPRHrPOkI5KvK6PWrkKb8jy2/T8E14d1Ox9iBPssW8kvT+Nn7HDKqnAwNTy/vYvvlhH91GlJ+TG+qaeUv2t2Ntj6aOQqsBs1j6p1hzNs2G8dt8ToVbzSeWYmroeRFaPG/NUyN+jlZ+1JiUnsIP3c9gdP72pfWsnKM281hVWgc45fsZvG4JOejxmAnFo+uiraurl27dGDYr4O5McKZhaMPAgoKOQznl36Z7B7RqcuwKcacXDgHx43xOSuN7RmwzIlhlXRIr/4y9XulA2OdVyGb8itbVkzmaKKfm9agr9NCJjYugBzQdfiJWYNvMNp5AWMPAopC2A+fTB8r7UOuTJIkyWnZclauWPGFD3hV8cr7Bje9X6EoXpHqlYtrXaHJ83jzIozoPPkpbKST4krstdm06nWaBttOMaNWsmvqV/h53MIrJI78ZeyoYqP9Ljb1Kx9u3vDmpaIoFaunv+g8PmE4fh438QqJw9DMjmrlM9mE8lGoCff1wONhKHFGpalcLf1NKFrrnprYF3h53MIvIi/FrStiW8ookx6jmnD/W9x6EEKckRmVq9pinI4+n4tPfsDrR/hLPB/go5kSQ+g9dzwC3mBgXgV7W2PSSqt55XODm15hKIpVwMGuhNabrbIiqw73xeOGF89VRpS2q4bth25C0cLO6jBv3G/48NrAEofqFu9ZS60haGNvmiwwYO5NZzrE+XDD3ZswnaJUtNfS9zP1ezWvfG9x2yuEuPzm2FWxoUgaP1cT5nWdmz6vMbCqjoNFfq3GkRMPeP20S+m+NOrH0oauVlKFfjtSLd1RS4Gbe0oVLDpJa33SXSAn+ErJylK6L4Lw0Wwg1RK5XMZnXUr3xZAXpd53tmj+Xc0Ml0sEhKuAGJ5dWc/01VfRlG9Ig9I5cqBT8K0gfFTwgeTyD10psR40i9GXfmD53N6cmq+Dvh5ERcYiN23AxLlDsMnldyjI7QgfFXwYud8t9KsybMtRqh/ZzfEr3rzQ6FHMuh5tOjenfGHRIxHkAISPfnHymdekRStdSuTiCJeLVU+Gjgn2nUdg3zm7FREIMkD46BdETsHGY3FqnN16fBy5e8xZIBAIvlJEcBYIBIIciAjOAoFAkAORSZIkTZ00mfPnzmFoaEiePOlt/xJog46uLrEx4jDO7CQmNpaQ4GCM8huR3yh/5gICQQ4jPCICtUoVPyHo6+tLcHAwwcHB2a2XQPBJiIyMJCgwKLvVEAg+GCWAQ/XqBAcH07RZM0qVLp3dOuVKrly6xH1PT9q0a4exiUl2q/PNcu/uXQ7s20fx4sUZMHhwdqsjEGSZw4cO8Tw0ND44KxQKHgUEUKt2rS/4bY2vC2+vhwQcD6BR48ZUrVY1u9X5Ztm8cSNxcXHExMbSt1/f7FZHIMgye3fv5lFAgJgQFAgEgpyICM4CgUCQAxHBWSAQCHIgIjgLBAJBDkQEZ4FAIMiBiOCcG1AHceG3UfRs3YKOo//I+GBWwSdBo8l5h2kJvj0+IDjH8sLXg0tnz3H5v0DeCD/Wnre+XHF15WpAVnYRagjdN4uxTifx1xTAQBNN7HvPtxd8DJpnx3DZ7Y0q3asqwgM8uHT2PNe9wzJIIxB8GrIUnNXPzrKsfzMaNelEv0GD6Nu2AfXbTmDPg6jPpd8Howk5z+/jJ7LuUlh2q5KE+vlplo8aw4pzWdEpjgc37xBl0okF+/9i+8pBlP+YD71qQrjw23gmrblMmHiwpkQTyIFZczgalPbVRPPCDeefWtGwUSf6DRpIj2b1aTlsPe7CiILPhPbBWe3LdsexrLmkwn7obH5bt4qFk7pj/eIgCxYdJDCH+Wj0lV247NmDyz737Fblo3kbFYOsSFFMP8VnT6Ld2O28l70b9nIj9hPk99Wg5vHuWSw4EUqaF5Pou6wfNpTF59TUHD6H39b8xvQh1Yg7u4ChP23AU3xORfAZ0LoPpnl2npPX3lK65zpWTamdcBpva9p1/IHQ/GaUyGGj13rNfmbRjJrkaVw/u1X5BEggA9mnyEqvKWOWTKeGTmPqfcFTsXM6av+dzFxwhpeSgmIprxDw51zW3NCj5dLtOHUsHt+jadWaBmV+5PtpK1nwVys29iuVyankAkHW0DqkSho1aklGkZIlUxxZrlPUjBL5PoNmH0s+K5oP6k8j8w88qv2rJR9WLQfRr7F5mqPnv1lUPmyfupgrBmYUTx1hVV4c3HuNuCoDGduueLIGo8T8+3H0so3i6p4D+IpJWsEnRuvgrCjemJbV83Fr6xy233hORr4Y5XWBfXv/JSDZbIn6yRUO7T3D/YjUaTREPr7BuSOHOHrGnUeRGYyNRIdw76Irhw+68u/dEFK+RUbhfX4v+/715/Wja5w8dISzHkHERnlzYe9eLgWknraJIvi/i5w4eAjX87cIepv6coKcfwSPrp3gyJEz3Ar6XO//iboHEBvhy7WTRzh66ip+Ee/sEOV1EffHcUivHnB27272uXrwIulyDCF3L3L84CGOX7xHSHR6eaeyS7Iy01gm+C7/uh7i8LEL3E5rmAzyy+3E8nDjNJyuF6PfnCGUTxWcNc/duPoQKjZviVnqwK0sR4sm5ZAe3ODGqwyyT/KnSIJunuHooRNc9Y1AA6jDfbh64jBHT13n0ZsUQkm2jgy8ydkjhznp5kuEBlBH4Ot2kiNHTuGeUkjwlaH91JLCgn6/reH1L5NY/H0T/mzQhV79+tG1gXnCEAeAhrB/1jJ1gQFzW9bFLCH32Nt/MHPSI4ZUboiNkSw+zbxIml2Rc3n/bcISooSiYGV6zV3J1NalEhTTEOa2mnGOK/k7MDEk61Ki0RiWOf2IfX45aMK4uG4y8/1Ksircj4CovFT75RD1Tf7BedJC9Oe3pE6CIrGPXFk0bhY7roUQl2iAQnZ8P3MpUztYoAtowv7GedI8/Ev+TrhfAFF57ZlwuCF2H2HkDEnQfcGzSvz5+hY3n8c/8pSFazBirQujqusRccmFrdffoOI4S385jqLMIHY0qULBN26s+Xkcq88HJj2sdEs2YrTTcoY65EeegV0aVIaL6yazSH8eLeqaxds59hHHF4zn123XCHlnGCr3mMmS6e0pq0uGdm5Q5XMY5ssR4+nC9N9vY/bDdsZU9+PnVNdVjx/xTFMAB8ui6QxbKDGzMiev2o+gZyoonLY5JfpTQKlVhPv68RYgTzGaDGzF2/1buRwa7/x5TJswbftaelsp39navxSrw33xjxeiWNOBtHy7n22XQuMfrHlMaTxjG6v7Wn0lh4EKkpOlkWK5SV1GbTrN8a3jqav5m+WDWtCsx1yOZ2lpWAKq/zh2NJIaIxazbsd21i4cReMCD9nuOJI1/8X3xzTBh5gxcjmXpZoMnbeOLTvWM39kfRSXljJ65olkPUhQh76l9FAnth44yppBVmkbUuRllgwZy9YHhWk9bgnrduzAeflEOpZ8xF/jhjLnbBjvslMT+taMwU7b2XtsHQOsPu9oosrfi9jGU1m1fQfOCwdSWXUd59WHea6RU7DVVBwbGaK06MnSv3bxx4oB2CiDOTx1JL/9K1Hjx7ms3r6dtQtHUk/+L8tGzOJkMsNkahciubxoKI6b71O4zTgWbdjOto3LmNC5JI//HMcPv55Lsaoj8/xyEdF3cJ6yigdWPzF3ZFXypTOoL8XGEIsuuhkM3Sny5kOHOOJi3zcjruZZuDE9Fmxg87rptCn5nDPrN/Gg7CAWbtzOul87Y/bqPGu3uKWUehaOca/5rN+2jqltS/L89Ho23y/LgMUb2brhVzqZhXFhzRauignJr5IPeODqUrJOX6bX6cXI238xz3EOjgOiyXdgNg2ycvCErAjNft3G710Tx/Hq0qhmYQa1n83O7Zf5YUE9nh7Yzukwa4bsXc84u4QR0roNqKTsQqe1Ozk5pQU9iyTcSMW+TB3TAcuEaJGyqWgI2ruSP31L0HPTn/yvfqKidWjUzJ4CXfqwddUuBjX4EbMEs1ToO51RHS2/SPBRlOnBjDkDsdcBqErMpX2M9XxMkAaKmFhiVkCBLNQEG/vqWCtB7b+OHadeUe6HPaydYJcwdlyX7yor+L79OnYdn0LznvF5p7ZLKsOgCdzL6h2+FO+9ke2z65NomdqNm1Etf1f6bV3FnsHfMdQ8g/xyLVF4rJ7Cep9KjNnzAxV0gXRWhCoM86NPBK/C0h/Iiw57xVsMMDJ6n0GUlO8zi4k9bFGippT/MU4sjqTH1Al0qawEdUl8Dx5ieeCTlFLl+zBzUg9slKAu7Yfr8SVE9prC+G6VUaKmhM9BDi8N5Ek0iAmEr4+PWGOhoGDlXsxZ2IeSj/fzx8msrSeWGdaibeviKRRQmLelVVUFLx568lSt4uF9X1QqLw1xjwwAABD2SURBVFy6V6GijW3Cnx1d19xHFeePl9+7UVN5EVOKZtg+4rh7y5M4s2Z0qJnqCWJQjY4ty6Hx9OC/pB6InCKm6b3Gfh4UZhZY6bwr29BAD5lajTqDzpjqwQP8VCq8nXtgn2QXW6p1WsN9VRz+Xr5J48nvtwvE3b3N/bjSNO1Yk5SWMaBq55aUU3vicedd1yyz/HILb91/Z4ZzIPbj5zKgnE6G6ZRmlpjnjeL+rQfpjK/HcMfDE5VRWSzSzCQmR45pycShOgVGRvrIZcaYFkvwfpk++noySLUzUV60JCUTuk8KIyMM5DKMTYsltBkZBvp6yNCkFhN8JWjZc47C/+J+XB9b0qdnDQyTXclTrBgmshhehL4E8ies99KgSb5YVCMhIUOW4rVRIu2CUjkyOSCTJSwbk5AXqseIOT2wSv0YkeWlpEUy9TNZaiaXy0GjSt1xjC9FkgAphToy2SdZuKYdCkWWHwSSvBB1R82me5ohFxm6pSxQJoaSzJbgyWXIkNJ/EEjxNpFSGOYTLenLTiLdWDHFhXuqgti6TqW/a8Lv0kseqtTE7p/CgBt29Fgyg7bGdWjgoMtZ171cG1OVuvrvstE8P8nuU8EY1GpA9UxWLKX1p9TtIT2htLb+on4pyFa07jn7H1qB0/zf2R+Q/PUuFu8jJ7ijzk8Zi2KAHH29fMg0oTxL2mWl4cWzEGJkehgZvXMs6bUbR1yDUgRLlc9+jrirKWxpTVGFEmtbKxQRj3hZsC7NW7ZI+qtV+Bl3g/JQwFBb9fNQyaEyeR+fZv/FsJQBOuI6e489RG5blUq55NVQaWODpSKCxy8LUSeZXZrXLsSzu4HoFDDUumLzVHagct7HnNl7MdWOwQiu7znGQ4UtVSvnEsNoRSwPd2/kH1VJypTSJzo4hOCkv3BiJYm4Ny8IDn7JWxUgN6VN//YUe7qHuQvPEZpoI9UTjs5exIkwc7oMaEaB7LwlwVeJlj3nfNQbPJCqrgtZ2GcwQUO6UKOkjCf//onztqtg9zP9G8av2TCoVp0KiiVsnfI/9PvUpWjkdXasd4dyI7EvJCdp0FMK49yM7gy+N5BOtcxQPnNjz/otXFFVYkyfOuiioFTHvjR3Gcv2EX15O7QPja0Nee15kq3r9+NTeiSNetShuFb6yzFpP5y+2/qybmxPIgcOoLWdKVLoLU5u3cSRgFJ0X9c97VKpHIqiVCf6tNyI49YR9H8zhN5NbTCM8OTk5vUc9CnN8MY9qF0s83wA5Cbt+an/NvqvGUvvN4Po39oOU0K4fXwrmw8HULLnOrqZ5xLDaIUO5Qau4+jAdC5F7WOY3S887bOOvT/bJjUOwwYTmDvwNsM3DKP9zQbUtzXk5Z1zXLyvouIoF0bWyIkL/QW5Ha0nBJXWQ3D67RXjJruwYeYFNgDI8lGywShWLRxOxYTOlcJqEHOm32H4nG3MHbsNAJ0SjXCcPQTb5KXp1GXYFGNOLpyD48b492alsT0DljkxrFL8GKDcpB2z14YS57iUPQvHszteENOag1m2dBRV8pFmgitD9BwY67wK2ZRf2bJiMkcTXtV1TGvQ12khExsXINmjI2cjN6btnDU8jx3Hst2LmLgr/mcd05oM+m0JI6vmA422cwB62Ds687tsCnM2rWDq4STDUL3/cuZPakSBXGOYz4S8IHUnb2eL+WKWbnDlyIEY8pepQd8lExnTxRaD7NZP8FUikyRJclq2nJUrVrDeZUPmB7zGhHL/xi0CXskpbFWVypYFSW86JSbkHjc8HvHGwAw7B1uMkxJpCNrYmyYLDJh705kOcT7ccPcmTKcoFe3tKK6XTmbqcPw8buIVEoehmR3Vypt8xOS0mle+t7jtFUJcfnPsqthQ5BNsY545fTo7tm1n9759X/CAVzXhvh54PAwlzqg0lauVx+Qj7kX9ypdbt7wJjTPC3K4q1sa5bzhj88aNzPl1NkWLFePi5UvZrY5AkGU6tmvPf3fufMBSOl1jbGo3xSazZCblqd28fKbZKQpYUL2JRSaJ8lPGviFltNfyfZlRoGw1viv7STLLZhTkL2tPg090L4oCZan2qTITCAQfRQ77XJFAIBAIQARngUAgyJFky5b8fOY1adFKlxLigwACgUCQLtkQHuUUbDwWp8ZfvmSBQCDILSjh3a6jHwYPyVZlcjt2VarQrXPn7FZDIBB8BSgB8uXNS5myZdDR0UGh+Jo2HHw54uLi0NfXx8bWJn6ruCBbUKlUPHzwUGxzFuR6lABvo6Lw8/XTbp2zIF2yZ52zIDWJ65wlSRxRLsjdiC6eQCAQ5EBEcBYIBIIciAjOAoFAkAMRwVkgEAhyICI4CwQCQQ5EBGeBQCDIgXxQcFaFB3Dr33NcuOZDmCrz9O+I5YXXNS6cOsOl2094o/U3gjWEHJjOj1P38FCl4r7LWIYvOklg+mdu5go+3Ibxn/a88c8Zzv5zE//wTIRV4QR4/Mv5c9fwyaygrKQVCASflaxt39a84KrzdGasOoF3hAaQoV+mOSMXz2ewQ8H3RnpNuDsu4xxZcfpRwiHHCvJX/J6ZK2bSvmwm3w3WBHF81z5uGNlTWP0fG3ce417NrhTMjftlPsKGqIM4t2wSs1wuEhidsI43Xyka/DCX+WPqY5JCWMMLN2dmTl3FSe/XaACZfhmajVnE3CEOFPzgtAKB4EuQheAcw921P/HjkjsUbvITsztUxOC5O3s3bGXRoJ9g5xaGls8gyGqec3zGCBafV1Ol92R61ilGlOcRNm3ayeTRJpTdN5aKGR+AjPqxK643TWi3sRUGdxZz4kl5uq2sRXrf5c/ZfIQNieHOyhGMXf2AIg0HM61DVUziAri0azN7VoxgpO5Otg8vn3TwQcx/6xgxdAn/FW7CsLntqWDwnBt7NrBt/mBG8icbfyifdGBBVtIKBIIvhCRJ0vKlyyQLM3PpzOnTUkao/DdKvctbSHWGH5AC1e9+j/PbIQ2pVlay671VeqTKQDhst/SDraXUdNZlKTLpR7UUuKO/VMWikTTvekyG5UqSSvJa2VGy67xG8lZFS5em1Zcchu6WQtTvEckGZkybJlmYmUs33G9kmOajbBh1XppSw0KyH7QzhawU81Ba/30FqVyNidL5qKSCpM09KkjlaoyQDqYsSPpzoL1kVbGPtC2xoKykzQVscnGRLMzMpbq1ame3KgLBB9GhbTvJwsxc0vKFVYX3/n1cV1VhgGNbiieTUpp/j2NvW6Ld9nDIN/1BYM3rV0TEKbGsXJl3J8vLMalUieKyN0SEv2errSaUGx7hfNe3K2Ukb9z/06NNv9YY57pX7Y+0YUQkecvVocv3zVPIomNBq6blkb0M5HFE/CC+yms/+6/FYTfoZ9qkLIiu43tjG+XG3gO+WU4rEAi+HNqFOM1z3NweQsVmNE9zErMSq5ZNKCc94Ib7q/QLMa2KXSk1t06d5FnSJGAUnqf+JkCvCtUr5XmPhkX53vk0Tu2LIFdWYOSeo0yvl/sGND7ahiZtmL5tK5NbFEx1JY6goFAoVIKSRvEnsT53u8pDKtGspTlpSirXgkbWEg9vuGcxbQZEeXNh714u+UcSdPMMRw+d4KpvBBpAHe7D1ROHOXrqOo/epBDC+/xe9v3rT2TgTc4eOcxJN18iNIA6Al+3kxw5cgr3lEICwTeFdmPOqsc8fqahQHVLiqYzCac0t8Qsrxq/wGCgcNoEOlUZOnMAV0ZNolvPf2lXqxjR909x4PxrGv66jPaZdoPlJH3oTaFIE0RyBR9rwwxQP97H+gNBlOnendp5AVQ8efQMTUEHLEzTLQhLs7yo/YKymDZ9NGF/4zxpHgGlVhHu68dbgDzFaDKwFW/3b+VyaPyqjzymTZi2fS29rZSgCePiusnM9y/F6nBf/OOFKNZ0IC3f7mfbpVBU8UI0nrGN1X2tsudUCIEgG9Gu5yzFEhMLurr5MsglL3l1QRUXk3EWSj3y62l46raH9b/9ztYT93mtm58CeRVovaIuN/MJbJiGqDusHzcft6L9mTm8WsKknURsfEHkS/ermQry5tOFuLgspn0fap6FG9NjwQY2r5tOm5LPObN+Ew/KDmLhxu2s+7UzZq/Os3aLW0qpZ+EY95rP+m3rmNq2JM9Pr2fz/bIMWLyRrRt+pZNZGBfWbOFqFkwiEHwtaNchURiSXx8iXoWR7ohozCvC34CBkVG64ppn+5g+cgVuOjUZNO8HWlYqQNTDc2xd4cxfkxwpYb2Ln2y+8r7RR9owDepAjk4dye9+9kz5Yzy1ksQUGMYXRFi6BUXz6tUbMDTKYtr3oaR8n1lM7GGLEjWl/I9xYnEkPaZOoEtlJahL4nvwEMsDn6SUKt+HmZN6YKMEdWk/XI8vIbLXFMZ3q4wSNSV8DnJ4aSBPokEsFxF8a2jXc1aaY1EmL1Get3kQm/ZyzG0PPFVGlLEsyKERdlS0saWijS12DaZzMQbCzh/h7whz+qxwYUqvRlSrVJW6XRxZtWEUduo7nDjhw1e/5UFrGxbXIrMIri4fwdSTRgz4bTm9rJKvQ1RiZmlO3ree3L6fTkHRt/HwVGFUxiKLad+HHNOSpRKe9AqMjPSRy4wxLZbgXjJ99PVkoEn5jiQvWpKSCc9khZERBnIZxqbFEpxShoG+HjI0qcUEgm8CLdc8GFC7gT26fq7sv5pqkkbznFO7ThJiUIvvauTHYfASljk5sczJicX/64ltHg1Rr9+ilpegrEXeFKLKkhaY6cHbyDffwNCGtjbMYNgjiRi8to5ljPMrmi1Yy7g6BdJUokGdBlTT9efEvqukLEnDi1O7OB1sQM0GNbKc9n2kPXlERqaHkcggjZQ4wUQgALQOznJM2w6gXbGn7J29iPMhiaFUxZPDc1ji+grzbv1pWkBB8WrNaN6yRfxfw/IUlssxrmCNqcad3Ruv8yopCr/l4V9/8s9rfawrWvCePShfCdra8H15aAg+PoPh8+5gO2Udc9qWSHdyVG7alv7ti/F09xyWnA1NevCpHh9h7sLjvCrTlX7NC2Q5rUAg+HJoP9Br9B3jFgzkzo8bGN7mJt81sMXwxR3O/3MfVaVROI+qQUZ9Pt2aQxnV9BRTV/eh1YV61K5QiCifK1x0D0Kn1iSGt8z/ae4mp5MVG2qC2OU4lkvVZrGoX/zOv9fuKxg5cTePC9akqvcO5k9PlreyLK1/HkANIwAj6k+cz4Dbw3AZ1oabDb7D1vAld879wwN1RUYsH0X1pIKyklYgEHwpsjALJ6dgvUls2W7G0sUuHD98gBijMlTvv5gJP3fBxuA9oorSdP1tJwWcV+Cy729O749AVtCC6gMWMs6xG7bfzGSP9jZUPznOwRN+FGlaDB0g1udPJgxfyc0ICSKusG/blZRZ56lN2WH9qGEU/zIkL1iPiTu2YbZ4CS7HDnMwJj/mNfuxcOLPdLZNWVlZSSsQCL4QkqTd9m3B+9Fm+7b2qCSf1Z2kio3mSNejP0F23xBi+7Ygt5PF7duCL4rKm6NHvanUqzdVvpm3CoFAkBwRnHMgmpee+Mta0qdr2i3VAoHg2+Ar3/mRO5GbdGTp4Y7ZrYZAIMhGRM9ZIBAIciAiOAsEAkEORAmQ38iI6jVqcP36dR4FBGS3TrmS6KhoateuzYXz57nlcTO71flmCQgIQF9fn8KFCnH2zJnsVkcgyDJFi5oCIJMkSXJatpyVK1Zks0q5Hzs7O27dupXdaggEgq8AmSRJ0n1PTzw9PbNbl1yPrq4uMTHi+5bZzakTJylarBj5838jO08FXyUySZLec0aUQCAQCLIDMSEoEAgEOZD/A2xuLktwV28WAAAAAElFTkSuQmCC" alt="" width="352" height="97" /></p>
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