8 em stock
1x de R$ 8,00 sem juros | R$ 8,00 |
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Formas de envios |
Micro chave de perfil fenda, permite que seja realizado o aperto ou soltura de parafusos de pequenas dimensões e em locais de difícil acesso.
Sua aplicação é feita através do aperto na extremidade da chave e rotação dos dedos no corpo da chave.
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/vrkeTk2DJWrq5ibuFEJr57gDqXD/uMEgIn3w1/h2+dZvJfOJjQX9vy+G7+c18HPQAfLWPp/EhMRgxVWTFUx4HRBH//Mi3eENDFFdfegfPP49+/fNKJkT75hOEo/sk/tgrunpucPc/HEt/TLeSl4cmvsfXFI/i6Y/0Mgt0+jry4la892dDb5TjKeGM7m/6jAXdXZP9gAM9vtrP1NynmYhyIt55NX91K/WFfbHh9RP64Qhw3VrBk2TLKbIQb+D9az6ZnE7tRBw0/ntdq2fTV7ZpcOMtYxsVdsH8KxIbghLzUb17P1l1u/NHACAUxOluoe3Ij29N5CjfWwjjO/1jBbh/NP9pC/dEAQSC/wIo5Evvrv1lLS6fR25M0aPhx/2Y7GzfX97lWwvy4ajex8ZlmPKcjv0OPH/eLW6hJ+vnG4Vo2fnM7DfHXRNDAd7ierZtqcIXbMv3wsue5Blo8foy4/aLX8qafuLKuG342sxdHphV429vbY6V3qJnNTu9MKx+ET7RlURWVBeFFrlZ8+TFWlqealsCE895K7JG7WbDl1cjqgH6a9kafrJsp+2RSj32AAjv2kSQNY/LgfRsgP/b7AuFsq1wc8d+/GWtB8j06jvdVtmzaTqMnXA4RCuJ7o4bvbtvO5q8lbX9tO9/9VepFAP2Hn2XzljqOnIzds927trJt21OsT96eolwCM0WF0UyEH++FzDWSi/Kmc9e9Dkx5FhzLHmXdPy6lpL9kRB/RaxTAinWABxAXfp7DLvg4Y4soiobLKS+R599yUaRfnlzweY248OOoPBmUYjvhu3M73mhl4nQ77eHKBPbi6I7BhBFOfcRPU2O1ck3iuzEhL69+fxPbf+MhED2VJ1uo+f5Wtj/5taTtzWz/Xn1CT9NeQ3GcQhtF0X93tKv37zkMtt7JuHKqbreCqZCKR9bw2OfLI7GWhnTjCT+u2s1sfu4IvkjbJHjaTcN/bOOpbev7bK//fk0/PemG4DiKp3MI8ObBWPdf28KK3oWDWluPQJ4d57IKSqPFd08LzYd6d+8jfnoN87UT+5/ebSjKCobmOIWTeiOEEx3ZFSE5keh0t8UC1HzdlL6N3SSe57dR740WeA4qly1l6d3lFEYq4UFvPdvjG09GM9t/GkuYWGaGh8UvuaUQ00A32D487PhBA77ocKz44wDBLi/+sQ7K5k/HOjK8qlvNochPNRVSfvdSli6rxDk+Mt6+28WzP8/OVbJylb8rLjE+dlxvjw/PC9to6Az/23RdOUuWLWXpx51Y8gEMXD/dTrMB5pl3sXTZ0kgiPMx2U3ho/NJPzMA8iGP10bqD2sOR6wKwWm2JsZ9nwfHxpSxdtoTy6yJFd2cD215IVSgG8R739f78iqnRoj6IqyVuYgajhdqfNPeu3B69JpZ+vBTbaBOOe5bgGBnbvY+86cwpL6H0tiW9UwQs/bgDS6TkMw41sD86vE0uCt+7sbLSPLUkXP72uDkWKZbb3w7/w/JRe6yHUyA6v5KVipVPsObzldgH6t0yuowlfxEbftOwywOeJpoiPyN/xmIqeyfQ9uHrnbzJjj0yd563LZIUPXmC9h6AKdg/Gt2v77yeMpS68PdehybMAyW8TnnwEL7fLZkfGzQUOOrCO6Lvdv/haC/TRMEOD76x4ft7rPwBT+sRjD7bg7hccStgRFw1KvYcvsufOCOYnJtpZhVr1q1medJCkOdk+PFHH1zlmTD321IYmvPMkBznKky996ouFC4XU/rlyYWf17ChOI7Kk3M46Y+V5WY7JeMBgrjdkRu9pz08H+d4e1x94b0+83rGM7rips34M3P/SQf8eI5D4S1LWHp3KdZo6/m0G5d3RN/tp1wJI6tihuA4JlPs9wx09daPJebC6p1gvW0VT6xZSeXUgSqefaUfT+E2ULhNU4E9umPIw5FWo+/2HheuY3Ef7zUEx1E8DSzkxt0R/R8L9inRmGjF5QpCsQOHqZCiSbGPtLenaveGdf0h1pYwjb4q4b1EQ1BWwJAcx2SKRXIgPk+RBXIg0enDF9fKMV89Lv7NvkItvLo3GoQ2Kv92ORXzSym9eTErH4hOyAr+3Y2982Qm9hit5H98toLS+aWUfXIly28cRCF58hit0cqZuYyq3uM8TKWdcIH26x2RJJSPxsZoRSkf530rWXxzKaXzK6hauTjWu+nNV5XIyWRd7TTvb6Z5fzNNz2/hO/WxpLz9prLw3B+hVvZE5/MY6aTqbxdTNr+U0lur+F+fjE1g39QcwGRzUDq/lKK4MLcUl1I6v5RSu2VQx+ojBJjsLPmHJ9iw4QlW3mzGvy8W+7bK/8HyW0spnV/G4s8/TFkk9AOvNaeeU3bSYv7X58M/v/IT82MPIHy+3sqsf9+rsR6bcddW6a1LWbXmMZbP7r8aETX9Yw+x9M6y8Ofml1J663Iqexeu8NJ+PHF/GWLBWHKcgqJID8pojxVv7zxJtslx2fkeI/aAZmR+WkkQ68eW9M7DFnjtVWobIyuv5tm485Pxi2IFE3pn2osiPzf6JPttTzj+CgqxXRnb70xkGJxcDH4CvUWOFUv/3SDCvXMfDN/vyhaXxXpj9Le905t6MYo8O0u+GL6/V97ujDV2+tvu9fZJmFoLYjHrP5X8rpxbPvkDPajqT/xCE+OsA6+o3N/57G97ivMMA+zf3/Y+x7Fi7R0R6KcrZYNEer1ZQ3V1dcKrd0X2cxpEedLf+etve5/zGtHf/v1tT3EclSfnEArGzeVro6g4XDPwn2jHALyR5BW2orgeeEGMM73/00fgdCyhbJkwYEmC+eaHWfnJMkpvvouy3h6j/W334U154+lv//62pzqODWt0zjx8+FSW9HWh9c7zXKNjMPGEfQn/67MVlM6v5M45cbmCfrZ7vf2UCf3s39/2vsdRPA3oZKxNCuOwRNvXrS5e7wH7zHD7wjIu9h0HTvd/r4rvNGE9R4ykLhP6256qrAhLvX9/21Mcp8Caso2eDXIg0ZnIMjauEEjF0057tBE83k5JfF70uhJKopXyHjftkVV4o0+GAKwzHAk9Rs2j42deOIfOuIpPYVHc5PomTNGkf6gdjwcw3LSfir4/hZLpvTvDaAclvWW3EjkZzdtE7bO11D5bS91vPBghgHxst6xg+U2R1IznCO5oss8ygvcOhBOjzfubcfk/6E0Ced9OXCc6pQs8lv3O5ZRdkx9uoOYbtB6Nxr6JMR+4e4/VvP8ERu+10s6JFDdOy9TpsWvlylTXSfzxweYsTVosLP5/BhDw0PTzLWx8fG1vg6nmzeSd5GLpCrwX93/Te3tQut1uOO3GfYpwz8opcbsRmTNpMPKmc9c9jnAM97hoPhSu6FpuWUZ5fDl+OkB8FcQ8PfK0P+Dm2ElofSv8uNv80SkJCZQP3h+gtSSXUBFF0d658T0R+t3ej3FF2KM9vUym2BxJ/W2X7NTf+exve3/627+/7ZId+jt//W3vT3/797ddBu8PARJqE1NLwv9oc+MmgPut8J3dbo89/gJ65+q8UEVF0VZZXJtsgO396W///rbL4F2yeucFsBTae+sp8b25+9ven/7272+7XAgT0c6NntYjBLFRcn14w8X4jvsrE/rb3p/+9u9v+3CSbqpg2DjnDe903LyIpjGxp68AjMPcu8GPrxPAIBCZTJ80svMDssZlzD3x82T444Y5jeEqc1KPhpHm2GrdAJgxx81+7O3Mptx7rjNTtmIdqz4Zu0ElxGRnc29itPbZWmpf9cSecIfinmD254KOZceR0IMyEDckyODIr+OO9WwdLb2J+HPMkdSv+OOn8ZAiFW8Dm7+2hbrXPLH5SOWSMpK+994elMfdeHqHmhVhN1mx9hafXSTUU9Nkmn0XFQnzqJdwW2XS7EpnDBJSltdGn/b7cLs9nOgI/75FRYVwzbjeMnmgJ7QiIjKEbGWx6WYir8rrz6MOIMPHmdhaBABcF+m5GWrHfbw90kvPQlGxCes1sbZYl6adyTmXst4puSSaDPfw+qEATJqDM5JvOfP+B0n7SibIgURnfCF2Mea9CRJ8P3nbebrWiTPafTzQRM2PGiJDmmto7O04Z4/rrSlZb0YVGzZsYOXN0Qp8gOY9mbpATuxJVnYwaP6veqLT7TKuhIq7ww2m+DlM5WIy+gwbM0+xR3pQtrPncLhgyy8uCveevNA70jsttCQ81zlC056kBKVhkFgdmU60A0i7Zw+eTsLD4q7rr6exDD1L3ENEL77IaIlM5+uM9Ti3jL+Ah5wyOGPM4YX1AE75Uk9NkHF8kYfjABbGDTScWmBcUWy6mcjLUZBueazyZDjq01FlrB37eIAA7a+5wgtfjrRTdC1wZXrjjs1jY8M9/L7sKEnAi6+3I4EVq8qSJJe43hlH8TQMXRM/PU4kGe45hCsQHpkYvdXED0k3j+1/NZj4TjtZ0xGt0xcbCWc9x3RBGWYIL+/MFb9yrv/YkYRhi31cZYrNB2e8F+v9BuEA791gicy3lNh78sIWrLBS+dnFFEaSSf5D9bEhzQCYcNxzV3jusatM9PYy7glEhjxHBQjEzctpK8imkMxNhR+LWzX6zR3Ux083EB+TkxazZsMGNqR6PeCM+1A/hvJYCYnPfEofTnGcDRvYsGE1lQOsitu/xMRqn0ruOblp7Z3vv5AlX3yIypvDDab4OUzlYorvlTsO8xjANiXSg9JLS0u4NC6aFJuoIyzaY34wDJqeqw8v5jbSijVSLntfeo6W7rjd4no1Rysj0XtEsKWFIwDmIoriynUI3+izpEqShcZh6f2+P7ikw8cuRPwT/HG9EzfJRWeyYOmd2/PSDjc8f2cwotPGxM/zJReBypPhKH7+w3FjzYCNKZF5Or0tLeG23WRb3LRfYQMlnEzjLLE68Zm4ORozmRH3e5rH9S6uKVGXst6ZSPE0DOXZsPXOYeqnvc3Ad/hNAlhwOqP5FQ/x6w/FhoT3Ne7qWKIzW6bEim9/m8f1n8TNRDkRzuZ5pb1JJLwNPHegb9ETeMcXvtCn2inpXXnKzZH4DqDHj3AkWlGNPjUEbLZYItF79EhcwWbg7RxkP/gCOyXjwsVk/shIcZmXj6WwlKX/sCa2+MrY6ZEVBwGOcSR+tZduF0d67+uRnkmS2UylsVWjCdD0s/q4+VoLKYrGZMfrNCd3Sg4NYmj4UB4LM0XXRQvsIK+/0XfJoWD8hOCDZmb61FiB6j7UMshKQ/yiM38WlzTt+7RXLpZgXO/JaOI61oMyfH6s2CNLQppM6fXCSKn1BeojiW3zjct4KNptt+cIdf8VF5sfxmJyxKjw46Lep/3ReLnOHm4sxT9QkovITFFhrFd7u+dCHhheKvG/Z3i4pFwqhdgmR//djrf/BU4zx+l22qPhMr4otgquXAQqT4aj4Iexf0dXAZ7+0cgki5F7t/WjkWmf4h/qD6TQRlH0329746YMy2AeL72z6Ces5yBhl7DemUzxNAxZmV8a6zDnbqyl/qAfxs6gJJIHMg400LuG70gnpTN7d+/DXFjU2ws04GlP6lCXmTwdsXU7BkriZqKcSHQyuozFfxFNRgY58sxGNv88PCy8eX8DtU8+zvpvbeK7O72Q56R0brSC4aX++9tp2N9M854dbPlBZBVfwPoX5UTX/7HOdcZW+Dv6Atueb6J5fxP1275DzeHBJXp8v9pOvTcIWHB8fEl4bqJ7l7Dk7kpKxsYXxlbmL4j+1CAtz2xhx57w37P9ybrelbBNMyuYn9wzSTKSdVEljmgvlVMN1O2NpPVMpSyKj8kno+e6maadT7Fp3VrW/7xvkjGloTwWULhwEbZoT9QDT7PxJ3HX1Zb1rPunLTQmJ1MHwXpLeewhhbuO70Smc2h+uZbN/3cjdQMutBW/kuAR6iO/W8OPvkNdb09PaG91EUg7uSuD46Ord0hMTHwve8x2pkSGyowzj+nd7Ht3EP0nQx7qft4cToTn2am4rRDLojtxRq4nY38d9ZHhi76TKY7b+7Q/rHcxg7Hm2LzJXerRmb73cL1QQ81Pkl7Pu/qt1BXOcvRW/rztcRdopjKOxB4oxlV4pT/t7EmOh5/UUPOb82kKmnDOjLZag7iPZ/6VabQe6R1ib76+JKuGfmUjlSfDj+9UivF4dnvcCutm7PbIlXW1md7axCl///dukxNHtCiJW2Q2k3mOHumdq9Q+PX4lWgm7RPXOVBRPw5Jl0TLKo+3JUy5cpyB/HLyzv5mGn29m47PR7zCfknuWMH2g7Np1c3DEbk69+ZrM5eHY0UiE5NmZPi35/cw20KkYVmx3foGH50ebrAbe18LDwmufrae5I5xQ8re68PTA9HtXxBa06HJR/2wttc814onmnaYu5aHb46qp4yq4c340eWTg+U0dtc/W0dDqx1pwvl18/bQ8F1vcZduT61n/T2tZ/x+N4XloAMuiFVTNiPxcw0Pjc+G/xxVNLBWU8/C9jnOvPiuZweSkcmFcD8adL9AaOdcJMdkdPde11O06gq8HjJZf05jixp7KUB6LceWs+HQ0xoL434i7rjwBgiEvr/66NXEC+cEYXcbyTzt6F9uKTudQ+2Iz3m4/TT+owdU7HDCZlfLKWPxHP1t/yA+TSnp71ARcrXhzpiS8jEbGVsI2z1vG8ugiE/eVp3yCPJjOwP7f/IKmyHQd+c5FlI0Or8J+8429s+fQ8FxTnx7BV/V2853ObQ9EF71YzuKZKUrNEOcfxzkniK+1hZY3kl6/D/Tfy+a62KTuHG6mOflkZRjjUEtvBdU8c2bKGJZ4ATzJ8fBGC+4UuYt0mGY7ex+C+Q80Z3jPGQPXoWiyzYxzlqLlolN5Mozlx1YIHjufZZ+N3rurKE/1xX0w0J3bhHN2NDPlp7k5s0sS8HDoUORxYZ4dZ6q6isRcxHpnaoqnYSnPxuLPV+EYHdsUPN4YblO+5o1MH5iP7baVLO/tTNSfQubMjrRNQi6a92f4zclziJbodIh2J45z/XkZJoea9yamL1vNmpVLKC200NtTPS8fU0EJFZ99lHWrKikcGQ7oylVrWPHxEqyjY82y/HGFlC57lDWPlMZ6+URMX7aaFbfZe+eNyjdZcS57lFX3xCaqTYf1Y/+DqtlWTHG9i2KCBI7uYOtPoovVmHA+sIZHl5VSOD42TCPfZKXk4ytYsyo236dkB+vHlvT2QsNopu7FyCP+/mJytBX7LUt5dN3K2NOmcxnKYwGm2ctZ8w9LE6+rfBOWQieVj6xhzbLp/Sc30mCavZw1f5/q+KUsXbks1gs2BdPs5fyv+5xYox/MN2GdXcXqlQ+x4otVOAtMmByO3t7ZMsTeiVsoxBy3gMhoG47oIhNx0xOQH4uU9wJpdgXubuG5l3r7SlF2U+xsFt5WEdcjuJ66w0G8vlhmJX5ScMvU6KIXDmy9lZn8uLukP2HuYxm8/HGWAR68FVK2MNLjIuSmad95ZsAuCR+Nr0QSV3l2Km9P1WSSdJivPs+5CONHJ5xuYs/h5B0yyDuN7Doa+ffUSioULpeAypPhJX4xrzGYr47+24RtZvTebY/NL5iXH6t3BgIMVJswzV9EafTB92t7ejsYZCLjjVd7H+qab76z9/eWOJei3jkAxdMwZXay/L7Svu3ZkSas9nKW/sM6Vt1p6/t+CvGjId17mwZeO+ayMmh5JTqa2Uz5x0oHqMNnpivOnj17NnljlNvtjg3hk8sqeHwHm77XGLkYSqj654dw5lCaGsWjyIB0feSmYXXeQ152fHNzuEf5SAdVX16OMwNrVcYb21n/ExdBwPqxR3k0foTHZTas4uFcult46ms14bnTx1fw6D9WZuCQcIOWp9dT82YQ8qxU/v8epSKDhiUP63hReXLBhnV8xDEOPMX6Z8LDTy23PcrqOzPnHMT4qP/6JhpOASYHy1cvz6jeVbkSK+lQPF24TIwnz3Pr2bInACNLefj/LL2gTjLeFzay+VU/kI/j/rg1WDLJO/Vs/FYDfsA0czmrP5tZo4TTiZEcS5VlMoPmH6xn/fr1rP96HckzCuUXToyrwH+A8X7C2yIiItktz8biz5aHR0z0uKjbkf58wZdMsJW6X4STEowvp+q2TGzA5IjRTj59T0m4B8WpBmpezbx+EcHDddS9GR4PabmlKqOSnMOeyhNJk2nup1l2fbgvlv+VmguaW/5i8b9cE05KkU/JXy7NqKSUJFI8DUceXo8O859qv6AkJ4Dt48sjoyeDuH4Rm6ouY4T8NPwsnORkZAlL7smsJGe6lOjMGCbGjDYIBAIETjVRu62epv3hRWKa9zex4/t1HInuOtbGxGyMNhERkYHYFrN8kQVMhZTNvCbz5kXNs1E6z0Z+npWKzy7uHX4kl0dvg3Kcg7LpsUUlMkX+pFLm2/KhoILlH49bDEMuDZUnkhYTzmXLKBkJlhllTI+biy9TjJlRSsloMM1YxqfPOQ+gXF6Kp+GnkCVfeoxVD1ey5MYLTXPGP4gzUXiTg2syLdGZNwbH3BJMeSYcSz+NMwNjOB0aup5J3mlg07/U4xso2PNtVK5cRUUO1pcVjyL90/WRm4bleQ8FCBhmzBlcsTICAUzmwczAfWkMy3g4l+4AAZMZc8YmiQwCARMZGC65ES8qT85bTsRHnEw9D70yOJZzLVbSoXg6f7kST4GAgdmcwYnmQADDbM7I3pzpxEjGVgtz0rUVPPrlFVReb8Xcu+oKQD4msxX7LUtY+aXcTHKKiEiOyMvMine8jG685JrRmZzkBMjMJGfOUHkiacr485AFsSwxiic5l4xOchJe0CvDf8MBqUenZA3Fo0j/dH3kJp13iad4kMFQvMhAFB+SLsWKDCXFk5xLOjGS0c/ARURERERERERERNKhRKeIiIiIiIiIiIhkPSU6RUREREREREREJOsp0SkiIiIiIiIiIiJZT4lOERERERERERERyXpKdIqIiIiIiIiIiEjWU6JTREREREREREREsp4SnSIiIiIiIiIiIpL1lOgUERERERERERGRrKdEp4iIiIiIiIiIiGQ9JTpFREREREREREQk6ynRKSIiIiIiIiIiIllPiU4RERERERERERHJekp0ioiIiIiIiIiISNZTolNERERERERERESy3hVnz549m7wxyu12J28SERERERERERERyTjnTHTa7fbkzSKXheJRpH+6PnKTzrvEUzzIYCheZCCKD0mXYkWGkuJJziWdGNHQdREREREREREREcl6SnSKiIiIiIiIiIhI1lOiU0RERERERERERLKeEp0iIiIiIiIiIiKS9ZToFBERERERERERkaynRKeIiIiIiIiIiIhkPSU6RUREREREREREJOsp0SkiIiIiIiIiIiJZT4lOERERERERERERyXpKdIqIiIiIiIiIiEjWU6JTREREREREREREsp4SnSIiIiIiIiIiIpL1lOgUERERERERERGRrKdEp4iIiIiIiIiIiGQ9JTpFREREREREREQk6ynRKSIiIiIiIiIiIllPiU4RERERERERERHJekp0ioiIiIiIiIiISNZTolNERERERERERESynhKdIiIiIiIiIiIikvWU6BQREREREREREZGsp0SniIiIiIiIiIiIZD0lOkVERERERERERCTrKdEpIiIiIiIiIiIiWU+JThEREREREREREcl6SnSKiIiIiIiIiIhI1lOiU0RERERERERERLKeEp0iIiIiIiIiIiKS9ZToFBGR7GME8Pckb5RcYwT8BEPJW0VEREREJFddcfbs2bPJG6Pcbjd2uz1582Vm4H75p9S9cgyfEYR8E9ap5SxZVoF9dPK+QNBH88+eou4NP8HxFTz6j5VY494OHG2gdkcjxzoNgkD+uELm3L6MJfOt5Mft1/J0NTVvxm2IN76cVf+4GN9A+wCW2x5l9Z1xPz3gpv6ZWpra/IT/FCtTbqrk7o85sCSloP0Haqn51et4uoKQl49l0hwqP70U5/jE/YInm6n72S5e7wg3/vJNVqb8xRKWLrJjTpHWTve4mSDz4tFH/dc30XAqcWv+aDOWAifld99J6bWxKPK+sJHNr/qx3/MYK24yJXymN75mVLHhAWfCe7TWsnZbM6abV7Lm7sLE91LJ0Jj37dzIpl3+vtdBHy1sr67BlbQ1f7QF2xQni+6owHFN/G/aj6CP5ueeZVeLJ5wQi5YV91ZgNyfv3I9TLdT+tD52PY0rZM7Hqlg615K852WXeddHP7rdNDxbR+NRX6zc+4slfPpWO4lXxcD8L29m44s+7PeuYcWNg/lkklAA96u1sXtKpBy87a+WUJpOnF1mWXPeBylwtJ6naxrwdIPj/g0sn528B4Cfhs0bqffZWfrlFZSmqgNEBX00/2w7Lxz2YfQAIy0UOsu5584ybAN9LssM13jo1zv1bPxWA/7k7REl923gobmJ27Kp3nOx5Vy8ABDEt/9ZnvpFC/6ghYq/X03ltcn7hMugml800X7KIEg+poIplH3sbipnZN79/2LJzfhIYSjqk8NcTsfKBdVrU7d5oiyLVrH6Llvy5mEvp+MpIuBpov75xrRzOrkmnRi5ct26deuSN0Z1dXVhsWTSDd3A9aONPLWnk/dHT2JaSTGT/uxPtP/Oxf7mTiaUzqJgZGzvwJu1/MuTtRz4vUEI4M+KKVtoJ9ymMWh99lts3uHi3bNWpt1gZ1LBaILe4xw91ITrwxsomxK7e3UefAnXyXys02cxdVIBBQVxrxnzKSscS0/gXT4wJb1XUMDo4Lt0GSHG3VDBgqJR4QN669m0qRZX1wdYrpvF1MICxuT5ONYxhtJbor9jmO/Xm/jGL49yOjQBu2MqReOgs62VlqaDhK4v673Jel/dwrd/uJf2bhPFjukUFVxNfuAE7jf3s79zAgtmFzDiPI6bKTIvHrtx72mizUiMizFX/JETnlbebHqV315RwoKPhr9I85k2XjrkI/CRj1Jxw4S443jY93wzHT3AGTPTFpUwNu5d3xsvsvutbj5athTnn8e9kUImx3y3ezdNxw1MxWUsnDJQZqGTgy+58GGmcPYNFEeOaTrzNsffcnNwXxOdExYwqyA+mpN4G9ny7R+yt70b03WzmF5YwNUjTnPCfZj9+/uWFSm908Cmb9Vx9L0PmFA8i6mFV8NJN60tuzmY9F1lgsy7PlIwXGz/+lM0/f59TJOmccN1kzAZ7Rw9tJ/Xft+3jOpXyEN9TQMdZ2dxz2fmMOGK5B3S1N1K7bc380vXu4QKpuEonkTB6CBve47y5l5XRpaDybLivA9G0EvD9zfx1K6jnP4gvMk68w5mFSTvCByv58e7Ogg57+GBOfFlapLuFrZ/bSuvdLyPaWI47gpM3bjdPRTdMouBipJsM+zi4Vy63eze24YxthBnSXHSvWgqzgXTsF4V2z3b6j0XW87FS8BF7eYnqf1vL0YIwERx2ULsH0nczbtzE9/4uYuuDy0UO6ZSVDCGvHeP4Rldeo76y/CSc/GRylDUJ3NAzsbKBddrI22ekVZKHFOZlNSeumF+GUXxjcIckbPxBEAQz3PfYNPPW/AGxzHtejuTzpHTyUXpxEh2JTo99Wzd4aZnfDlf/MfPUj7LgWPeQko+PMi+o224/zSZW2+YAAE3O7Z9h+2vtmPkWXDeMp2e9k6M+KRP6Aydh/dzdNwSvvQ/l7BglgPHzHmU3TiBjr0u2t1vM6p0AUWRCnI46XM1C/76cyy5yYFjZtyrMFwCjS1M2j7TgWPmGDpf3YfnAzuV95cxcUS4kV73r8/QesZC+f/8Mg/eNgvHTAfO0kVUlNkZHd9oN5r58VP76RpRQtWXvsDiuQ4czgUsmNDJa4faOHpiFHNvLMJEkEDbf3Pgj7NYufphbp3twDHTSenCEt5v2Ye7/Qh/mlxBb34t7eNmjoyLx95EZ2JcOEsXUnH9+xzYdxzf8XcZe/O88Hm/6jS//c1RToeszLqpOJbMPn2Q+l8fxcjPJ3TmDONml1EcV49ua6rjoM/K3I8nbk+Q6TF/XonOaXzi7z/DHZHjzru5ggWWTva7vHh/d4oJN/WfoAiedvPfbwSY9bkv8XDc9VXSc4B97naO/GlyUrI5mUHzT/8f+0/lU/JXa/jCJ+fgmOlkwfwJdDa7aHO/zai5CyjKoAsk866Pvjw7t7LjrR4si77Ilz9THj6vZSWE3tzH0TY3f5p8a6yMGoDR/AzbW7owl93Lp6ZfQA3w/U4ONx/FcveXWLVkQTh+55VRNq6D3a523CdGseDGIiKPpzJSNpz39ATxvfYM//pvdbj8QUzXVTDn6ja8f+gv0WnQXLudFr+ZhZ/6FNP6DQODph/8K42+fEqWJZ7nikXDr4E6fOIhTdFE55RP8HefvSPpXpSY5MzGes/FljvxEsD9wn/wnR830v6nPCyzFzI96KHTSJHoPF7H5mdb6RlfzqrqB2P16fIKFn50NJzvg7UslDvx0b8Lr0/mhlyNlQuv10baPFcv4K8/t4QFSW2qXExyksPxFJbH2EmjCV1Zxl//zSconRm5B/XmdNrpmbKIkquTP5db0omRrOr42vpaEwHAXl6BLe43t32sAkceGAddtAKYzZjOfIBl9lIeXbeaqnkpvoQ8M45lq3nsAWdi99/RTpx2AC/tx+O2n6/De2g6DfnORZRGas/G/p3hbXOXsHhS0tDIpDMSaG7CHQLz/Aqccbkh0+xKysYDHa/z5mmAfGy3ruSxv1uMLf6QeTbmzLAAQdzHfb2b0z+unBdbaXgYXKiLrvci28YWUWQGfF5iZwJwu/FiprR8Dvn48Lwd/6aXdi8wsoiJ18RvT5LhMT9UzHMrmD8e6HHhOpb8bkz+pApW/u9H+1xfNucMLECwrT3xHCQ7vZ+mo4C5lIq5cX/EaCeVN1kg5OX1Q4H4T8g5tdL8WgCwU35b3DCcPBuVtzkAg9cPtcZ/oB9+mva6ARtlC1NP5WC8sZ3Hq6upfryW1vj5G40Wtv9TNdVf2US9FzA7WPqlx1g+N7Ebl8npZApARzvuhHfk4snHbApijCqk4pE1PPb5ytTT0UR1NYWvUVsZZanDIMzTQIMbsFVw9/yk7npZVQOSC6V6Ty4zYx51hg/GOVn6D+tYfX8pKWpJ4Qcov24iQD7OTybVp1GZkYsuuD4pw9hQ1WtFkox2Unln0tQHvTmdAAHVVdKSRbdsHyc6goCFouKk7EmeDZsV6HFzzAtgpWLVE6y+vxRrciVlMC742zFo3tNCEDNlN03v3dra6gbMlN4Y29af9re9ABQVJbfkrNhsAF7cabbE8+O+i6E8rqQQ6sIfABiHeUx0YyFFk4CQF+87sV09HScgr4ii2+1MAY69FXdTNNrxngIm20g+U4kyO+aHTn6sq/6FLEAy4hxfkqcdL0BhUZ/v3Rq+QPC26QIZlJMnaO8BxhdhT06A22xYgWDbsfD3PpDjjTR5galllI1LfjPMNHspS2eawGim7lexJojnVztw9YD19uVUpjPlUR4J89bKxWWauZzH1qykcuq5xw97GpvwAvabyvpJWIT5Dr8ZfkB648D7yfCnek9us972KE/8Y9XAcy+HWglX0Uu5+frkN0VSOFd9UoavoarXiqTFoP2EH8jHFD9aRfp1wWmNS8eH1wdgxdqnZ5sVy3gAP10nI5vO9y8LtXLEDWDHPiX5zQ848p+bePyfqqmurqb6nzbx1MtujOTdolL2OPFyohNgIkWT/LT8ZBOPrw0fb+3XtlB7IH5KfR++kwAWxvX5m8E6Idxs850c6FminyPH/IAZuz26AMxQHFf6EzzVSv33a2jpAettiymLu/nZJlkBP94T0S0+jr0VAFsR9nwbhQVJT4ff8eEDLBPTGE6XsTE/lM6EFxI5z0Le/zs3fsD80SkJCzQl8/nCZ8AyPsVeVms4YeILnxtJU2ekJ7PV2ve7v8YS3naq6xzfabS3jZnyj5WGr4l36tlYXc3GnfGfNOG4dykOE/hfqaOpO7xfzZ4AFFSy/PY+v0Gi1iMcAyi2M/A01zLk0inHjGZ27g3A2HLujCxE5du5kerqjdTHPUQC8Hb6AQu2QnDv3MrGSFm29vFzlGWSXTr3sPXrj7O2uprq6rWs31JLS8JCgar35Lx0ypbOE3hDwKQibKdaqPl2JKa+spaNfWJKclm69UkZxoakXhvRc4Rnv/04a78SqaN88yka3KqhSETQT+vObdS7wTRjGXddjL5Ew1A6t/0MEYz04Mq/qL+1b9cOWnrANH9RQoIqzKDrjJnp1ztxzrZjCfk48uJWNj6bulu6Z3eqHic+uk6F/9vw5EZqjuVTNCN8vDEBD83PfIftb8QKtmBkMYYRV/ZuGhTj0As0eoFJiyi/Lrb9Qo8r8fw0fCuSCKyuZu3Xt/Fq1zWUP7CGR+9M7DZmnVREPuDrjDzfC3nxdIK5sAgzVqZ81Ayn2one2wKedgLkY7en0/3s/Fz8mB86gQOv0hIATHNwTE1+9xwMFy+84oU8G4vKz5GFDQbD/71ST+qHTLQH7oWU34NJpJscLL3HgSnkpv4XTTQ814A/z0rl/RV9K6QJfDTsbCGIidJFZed+wCCXnH9feAiyraysT4/rRD7Czyw+oPWZjWxt7GLc9U6cs0uw5oXLsu/uVF+LYSHwRz6wTscx20nJpBEEPM3UfHMzjV2xXVTvkXM62YUfwNfA5m/W0JpfhGO2E2fxGN7zNFPz5HZaupM/JDlnMPVJGb6Gol4bZXRxZvR0HDOdOO0WOHmE+q0bqU3d3JKc4WXH16upXruRbbu6KLp7JWsecKptkqahuDSHD28923/tA5ODJZ9ITJU7H9jAhg1P8NjfraDq/iqq7l/B6i8vwZ4XnnOzMXmuBKOZnXsCMNLJovmpwtFPcNJy1qxZxUPR460sx4KBq/aF8FyjF6q7hdqfuzDyrFTcW35REk8CkI91uhPn7Mjr+kLGGB4af/Q1Nv3cRSB+iHWhjSLAf6I93JPoqJtjQFFxuKJUOGki0I7XE949PNSuCNvFqkdd0pgfrHb2/KSGmshr6zfXsv4ZF0aehdL77mL6oEovg5Zna3EZYP2LZZT3M+RZMlvK4cqGQSR/0Ydp9lKWzDBhHKqj3h0esl5xbfJeibw7t1PfCaYZS/TENBOFPDQ2eSHPTtmC2F3tzPv9RQHh+YyuKmfVutWsuL+KqvsfYtWjVZSMBN+uZ/uWZZI9rq1k9YYNbPg/q1n5YBVV91fx0BcfY+XNZgh52fnrIalNSa7pClL02TU89sWHwvWfFatZucgChotn/0sxldtUn5Sh5GT5hg1seOIxHl0RvodVrVjNmnvs4VFMv2pEKwLksiBjJoXzC/ZrDI48t4X132sMjzyQcxpUquDyivbkjPbsHGLdLWzf2oAPKxUrlidMVN+v0WWUTiflIi7RHifmG2/uJyFTQuW9jsRFYaIL2PS4aY8Mv8uPTEj4wYdx+6Uj5KV+aw0uw4Tj01/oMx/deR9XUhiD467Izen+KqoeXMnqdauosAbxvbad78bNEYipCNt44G0vHsDX0U4wfsi43Y6NIG63F/Dh9QLjbRdnde9LHvODFcDzRgstkVf7n8ZQeOMSVn55NUuvH9wX4t35XWreNDDNqOILSb1sU4pOaPthpGenXLhoTJxv+R0drpycSD8dGKASaGK6PTpO1YR1wsBzPxpvbGfrLh8UVLDis3pimol6F/NLWuzMf7r/KAAL8++uSFxYZLQT51RSlmWS/QrnO/ssFKJ6j6RteiVLZyTeL2zz+saU5J5B1ydl+LrQeu0ATDeWUoIWxZRCyiP5hRX/8ASrFlkwju9g2wuRHlEyoCFJR1wa1vCCQ73zLMXz4T9Fv3MvnVN3K7VP1uB6P3VScEApv0EPTU3eflYFtmEdn7SpX9H5SOPmHo3jezc8n6f1mqSBmCEvjd/fSkNnPraPrWD57OTm+nkeV9KXZ6NyUQkA/sOuuEqxjSIb0HMC32kD91u+xERmZGV2/1tuAiFveCEiWxGDCcm0XNKYP18OqjZsYEPk9cT/Xs3Ke8soHDhX1Yf31S1s3eUj31aZdvLKag3Hvv9UiuaMzxce2pZqTh7pX0F4YvaUc5ue9Ie3jR/X/3f6u1bcIaCnhW2ROYyqq6up/okLAP+uTVRXV7P9jbjPdDex/XlP+GfnGbh+Ee6FkYpxuJbv/NSFMdpB1YpKbCnjXC638GJ+EDywLRYD1dXUvEncNCLbaYHwva4g8fOSI67sXbYuQvUeSUNBZA5ukRTOpz4pw9iF1msHosUwJQWbcwYWIHD4SN+Ykz6yqCkXmb8QP+1tSS3VkDe8UNFIO1MGk7Ah2vNxG81dJhyfXp0iKTgQA+MMfRdGObyHptP9rQpspag4HzhBe59kfHShldhK3XZ7eCmM9j47R3r7YSOyS4RBy4+2suO4gfW2lay6PfUXMvjjyqBF53f8ILFXYNFkW7gXkceD923IL54Sl8gsxH4d4G2n3dPOCcA2uSjh8xfsksf85WO8sZ2tL3gwCipY+cWK9JNXUyKL0Hja6XOFhC8QbMW6QAblminYzSTMQdvLG57QPfFaSDKuKDY9RPwrkvnOv6YE52wnRb3xZ9D04zrcIQvl963ioY/bwHCFp/OIPy7hKRy++3Qz/lEOqh5Ns3ezXBaW4hQxMNtJ4VjiphEp6k1W2ItsgB+vJ/msR8syM+axSW9J9otOaWEy9SYjVO+Rc7q2CPvIcC+q5CjpjamrzQzyeasMA+ddn5Th60LrtQMxjHBddWTsHiZCTzB8HxqhNHg6sqqYLnQ6MQPuxoaEuQm8v2rAFQLTLAeDmlIt5KV+82YaOk047h8g4RPy0vjzetxJE5AH3S/Q4E5eGMWgeU8LQfJx3hxZFTjJ9JlzMBGg+ZWWhAa3caCB5gAw1Ykz8kHTbCf2PAjsb0iYAN14o56mU8CkOczobaQZtDy9kZo3Day3reqzEE68wR1XBs+gpeUIAPnFRQlP88ILD4HvYDPuHiialNgDsmiyDULttDS2E8BM0WC7MA7kMsX85WC8sZ2NP3FhFFSwalX/PfSM1jo2rq1m7VdrYr39TJFhrYFmGg7EXaXdLdTv9UOejTkzh/C85IRC5sw2A24ad8UtABPyUr/LBZiYMzNWgvc5L4Xlsekh4l8Lww8Cxjjuour+KqLrAhh7t1PnBtP8JSy2geWWeygbC8ahWl6In2LNW8+mJxvwjXJQ9f8pyZnpCm9JEQP3V3HzJOKmESnvXaTIPHMOtry+9Qa8DTS6gbFO5sQt1CfZxTi8g9q94d6YvUIBmn7VRACwzZrRm5RSvUfObTqOWaa+934MWl5pJgDYZ6snX65Jtz4pueYC67UA3kZqd7qTHsAHcf9XA27OI7chw4J/bw21B5KmZAoFaI7ch2xO5/n1FM4xV65bt25d8saorq4uLJYMGsQxdjKWk69xsM3Nvr2/pcPbxpG9L7DjwLuETA6WPVhBwcjkDwHdbnbvbcP4s2LKFtoJt2MDNP3bt3mxI0T+OBsTejz81uXCFf86PQZH4VgCr9fx45f2sW/3Pn73thf3YReuvfU803CUM1dYKP3McsqtkWFSXY3UPucmMHYh935qGinrzBOKufr3r3Hwty3sfr0Nn+corr311O5pJ3iVg6q//QSTo3/HiIlMvvK3NLe2cXDPAdreeZujBxp47hU3xhVWKh6swhGpxbt/8c/88HUDRtuYbHqXI8l/TzsUTbMyapDHzRQZF490497TRJvxAd1dPtqPRL/rJup/9p/seycEox3c99dJcTnmDG/92kW7z4eBldLFiyiOS66MGvEuB/Yd5cRpg9CH13HLvU4Kroj7fDoyLeaBbvdumo4bGN4W9u3ZTWNjY8Lr5PhF3GAF6OTgSy58WHHcMYvzGnl6tI5/3n4A46wJ2+TRvNt7bqKvdiichvUqaN35FPs6IfR+JyHbHcwqABjBxIl5/Hb/UdoO7eZAm4+3f7efhh0v4/4TWG99mKoMu0Ay7/roa+xkC+/uP0jbsX3sPtJBp/sITTt3cOBkCNOMZTxUUUB0wGnq85LCOwd5yeXDVFzGwimRC6m7iaf+vYmuEQ6W/U0FBSOAK8ZSYj3N7pZ22ltPM3nRDUx4r4kt//Ii3g/zsUyawAftv02KExddYx0U9RfUGSAbzvv56jz4Eq6TYJ05wPmPCO9rorhsIfaPxL1hKmJy8CD7fns4Vm848Cp1Ow9xGisVf/sgczPrUr4gwzke+ujxsOuZOnY3N/LyG2342o/icu3n1R2/5LXfhzBdt5gHPlWCOXr/zMJ6z8WWU/GSIFp/61tmTCi6ms7mg/z2jei930VTfS2N7cHwvIx3Te69Tw13uRsfcQZRn8xluRorF1avDdDyix9T/9o+djf/Dk+HmyMuF031z/DS0TMwrpQHPlvOhFS5jWEuV+MJAMNDQ90vadrXt26ztyMIBRU8fJ8jVrfJUenESHYlOhmBdeYCivPfoeP427R3eOkMwITpFXzmfyzhhv564qRM+pzm8K7dtBkQOnMa3zuddCa9eiaWs3DKaEb9+SxumVUAfg+tR910/L6TzkCIqyfO4a5HHuaOolG9Pyr4x9ME/vQeY+fdy8KJ/VWFRlAwcx7FIS9vtbXT1uGlMxBiwrQKPvM3S7ghvpEGjL5uAU7Lad7uaOf4cS+dfoMxk+axZMUjLIxbQdjT/CKuk8AHAd5N8fd0mm9g8exYazHd42aKzIvHaEU5RPepuO/5ZIDQ2Ek4bvpLPvPXd2BPrvxckYff1YT7j8DIG1j0yRuYEP++uYe2hoN0BkNQMJfKsuJIzA5CxsV8LNHJh0F6enqSXh/BfutCppkZmkRnx35ePOQDggTe7ft3dr4zhhs+GT621fI+B17zYOTZKb93Hr1/wkeKWTB7Aqc7Omj3tOHtfBfjI4XMu/tzPFKeec/RMu/6SGGEFcf8YvJOduDxtNPx+04CTGDaHZ/hc0tuSOgl0+95SdYn0WnQ9IN/o8kP9r/8AouL4z44oZhRba/Q6vPSenoyt070sWtPGwYhjD/4UsRJD5NvSUqcZZisOO/naUgSnYB5SimzrvbjPtZG+9teOv3dfGTiPO565EEWFQyvrjnDOR76uHIs9tJSpo0+w++PH6H1uJfOd96lO38C027/DI/c62RC0unNtnrPxZZT8ZKg/0QnIwuYNa+YUOdbtB1vC9+nzobvU4/85Q2MzqHGZe7GR5xB1CdzWc7GygXVa0dRMPsWZl0Lp95u5Zi7A+87nQTOXs2kuXfxyMN3UJTchswRORtPACPGMu3GBRSPCOB7+2ifus3n7ivtU7fJRenEyBVnz549m7wxyu12985pJHK5KR7lojhex/rvNWHMfZgn7sveASLD7voYJuflYht2510uiOJBBkPxIgNRfEi6FCtpUL02bYonOZd0YkT5YBHJab7WVgKYKbtJlY5MovMiIiIiIsOB6rUil5YSnSKSwwzcHj/YK6hIXBNKLiudFxEREREZDlSvFbnUlOgUkRxmomzFBjasKNMqqhlF50VEREREhgPVa0UuNSU6RUREREREREREJOsp0SkiIiIiIiIiIiJZT4lOERERERERERERyXpKdIqIiIiIiIiIiEjWU6JTREREREREREREsp4SnSIiIiIiIiIiIpL1lOgUERERERERERGRrKdEp4iIiIiIiIiIiGQ9JTpFREREREREREQk6ynRKSIiIiIiIiIiIllPiU4RERERERERERHJekp0ioiIiIiIiIiISNZTolNERERERERERESynhKdIiIiIiIiIiIikvWU6BQREREREREREZGsp0SniIiIiIiIiIiIZD0lOkVERERERERERCTrKdEpIiIiIiIiIiIiWU+JThEREREREREREcl6SnSKiIiIiIiIiIhI1lOiU0RERERERERERLKeEp0iIiIiIiIiIiKS9ZToFBERERERERERkaynRKeIiIiIiIiIiIhkPSU6RUREREREREREJOsp0SkiIiIiIiIiIiJZT4lOERERERERERERyXpXnD179mzyxii32528SURERERERERERCTjnDPRabfbkzeLXBaKR5H+6frITTrvEk/xIIOheJGBKD4kXYoVGUqKJzmXdGJEQ9dFREREREREREQk6ynRKSIiIiIiIiIiIllPiU4RERERERERERHJekp0ioiIiIiIiIiISNZTolNERERERERERESynhKdIiIiIiIiIiIikvWU6BQREREREREREZGsp0SniIiIiIiIiIiIZD0lOkVERERERERERCTrKdEpIiIiIiIiIiIiWU+JThEREREREREREcl6SnSKiIiIiIiIiIhI1lOiU0RERERERERERLKeEp0iIiIiIiIiIiKS9ZToFBERERERERERkaynRKeIiIiIiIiIiIhkPSU6RUREREREREREJOsp0SkiIiIiIiIiIiJZT4lOERERERERERERyXpKdIqIiIiIiIiIiEjWU6JTREREREREREREsp4SnSIiIiIiIiIiIpL1lOgUERERERERERGRrKdEp4iIiIiIiIiIiGQ9JTpFREREREREREQk6ynRKSIiIiIiIiIiIllPiU4RERERERERERHJekp0CmDg7wombxQRuXyMAP6e5I0iiYyAn2AoeauIiIiIiOSqK86ePXs2eWOU2+3Gbrcnb778TrVQ+9N6Xu8IN3DyxxUy52NVLJ1rSd4TgMDRep6uacDTDY77N7B8dtybQR/Nzz3LrhZPuFGdb8I6tZwl91ZgN8ft9049G7/VgD9uU7yS+zbw0MSB9wEHVRuW4+z9/yC+/c+y/b9c+LqDkJePZdIcyu++i7JJpoRP0u2m4dk6Go/6MIKQb7Iy5S+W8Olb7STtSeBoA7U7GjnWaRAk8v3cvowl863kJ+0LwOEa1v6gBdPNK1lzd2HyuxkjI+Pxje1U/8SVuC3fhHnsNdhLb6fylulYol96qIWnvlLDEXMZK9csIeGb7o0vCxV/v5rKa+PfDND45Hp2dNhZ8tgKypJPeB/huHrqFy34g32PFzzZTN3PdsWun0gsLV1kxxz36MO3cyObdvUXzSVU/fNDOE8OIuaj39WMKjY8ELsKUkn5s/NNmCfYcN54J4tuKkz4XVMKBXC/WkvdK8fwGbHr67a/WkLpNSmvhAQpf4dekb//XL/DJZQx18cgyqqB+F/ezMYXfdjvXcOKGwfzySTDPA4y5rwPsQHv2738NGzeSL3PztIvr6B0dPL7cYI+mn+2nRcO+zB6gJEWCp3l3HNnGbaBPpdlhms89CudutncxG3+A7XU/Op1PF2x8qDy00txjk/cLxfkXLzAOetIUYGj9dT8oon2UwZB8jEVTKHsY3dTOSN1W2M4ypn4SLctmFIL26trSGoJ9LIsWsXqu2zJm4ednImVVC6o3qv4SSWn4yki4Gmi/vnGc7bXc1U6MXLlunXr1iVvjOrq6sJiybAb+jsNbPpWHUff+4AJxbOYWng1nHTT2rKbgx/eQNmUuDtS0EvD9zfx1K6jnP4gvMk68w5mFUTe9zay5ds/ZG97N6brZjG9sICrR5zmhPsw+/d3MqF0FgUjI/t2u9m9tw1jbCHOkmIKCgriXlNxLpiGNd/gD4E8LAnvFVAwIY/ukwF6RhZRetsNTADAoOXpDWx9pYP3/2wS00qKmXStie7jbnquW8isghGRHwwYLrZ//Smafv8+pknTuOG6SZiMdo4e2s9rv5/AgtkFhPc2aH32W2ze4eLds1am3WBnUsFogt7jHD3UhCv5+4l8pukXP+Vwl41bP1NJ8blL5MsmM+PxIC+5fBAfF9ZRnOnswH3kALv3dTJhfiSOrsjD72rC7Q9hLV1A0VWxwxiuBl480gUY5BUsZN6kuPPPURp/cRCfxcGdfzGN5DOYIOCidvOT1P63FyMEYKK4bCH2j4Tf9r66hW//cC/t3SaKHdMpKria/MAJ3G/uZ39nfCxBt3s3TccNzIVObrguKaanOlkw3cqoDwcR89HvyurgjtnRizC16M/Ov6aEWVMnhY95dR5dHcc5eriZpsN5lJQWY74i+ZMR3a3Ufnszv3S9S6hgGo7iSRSMDvK25yhv7nURur7snJXXtP7+5A9dRhlxfaRdVp1DyEN9TQMdZ2dxz2fmMKG/83wuORAHGXHeh9K57tvxjtfz410dhJz38MCc8J01pe4Wtn9tK690vI9pYjguC0zduN09FN0yi/jbbbYbdvFwLunUzeLutb5fb+IbvzzK6dAE7I6pFI2DzrZWWpoOplUeDDc5Fy/nqCNFeXdu4hs/d9H1oYVix1SKCsaQ9+4xPKNLWThlGD0ZOYeciI/BtAVT6uTgSy58I62UOKYyKak+fMP8MorGJn9m+MmJWEnlguu9ip9UcjaeAAjiee4bbPp5C97gOKZdb2fSAO31XJVOjGRZotOg+af/j/2n8in5qzV84ZNzcMx0smD+BDqbXbS532bU3AUUmYL4XnuGf/23Olz+IKbrKphzdRvePyQ2mIKn3fz3GwFmfe5LPHzbLBwzHThLF1HSc4B97naO/GkyFTdEGk/RyvSUT/B3n70Dx0xH3CtSkb7KyrSE7eGX/f2D1B/uwlx2D5+aFi6tjL1P8a+NPvKvX8qXVt7DglkOHDPnUfYXtzLrzxND17NzKzve6sGy6It8+TPlOGY6mFdWQujNfRxtc/OnybdywwQgdIbOw/s5Om4JX/qfS2LHvHECHXtdtLvfZlRSgg1PPT+s99AztZLlN0/M6Ism8+IxLnmXEBfzKLu1jAknduPydtIemsaiaWOB0fR0vEyL9zSjiu5gVlwPgrf2/ictnXnkXxHiVP5k7phljb150sVLe9x0T1nEp+K3JwjgfuE/+M6PG2n/Ux6W2QuZHvTQacRX4oME2v6bA3+cxcrVD3PrbAeOmU5KF5bwfss+3O1H+NPkinAsxSV4pt31d3zmjqS4nhZJ7gwi5s8n0Xn1gr/mc/csCB/XWcqiRTfw/m/3cfz3bo6GZvXf4Hi/k8PNR7Hc/SVWLYl8fl4ZZeM62O1qx31iFAtuLBowQZXW359BMuH6SLusOgej+Rm2t3RhLruXT02/gBpeDsRBJpz3oZHefTvGoLl2Oy1+Mws/9SmixUxfBk0/+FcaffmULEuMg4pF52rAZp/hEw9pSqduFmU08+On9tM1ooSqL32BxXMdOJwLWDChk9cOtXH0xCjm3liURg+c4SN34iWdOlLE8To2P9tKz/hyVlU/GKsrlVew8KOj4XwfvGWhXIiPQbUFU4okqq5ewF9/bgkLkurDuZKkyoVYSeXC672Kn1RyNZ7C8hg7aTShK8v467/5BKUzI/eg3vZ6Oz1TFlFydfLncks6MZJdHV9P76fpKGAupWJuXFV0tJPKmywQ8vL6oQCQj9kUxBhVSMUja3js85XYU+RD8idVsPJ/P8riSYnDF23OGViAYFs7voR3zoefpr1uwEbZwuhgZQ8Nu8LbKu4uTex+3OeMtNL8WgCwU35bXNf1PBuVtzkAg9cPtUa2mXEsW81jDzgTjznaidMO4KX9eNx2oHVvEwHycd5cmlOV+4vPhNNZAkCgKzaornBSEQA+X3xkeTnWFoTiRSyyAd52vHHv8rYHH2CbHP5sambMo87wwTgnS/9hHavvL6XvpZ+P7daVPPZ3i7HFh3yejTkzLEAQ9/ELj/jUMT9E8m0sXhT+Xv2HXf1fn2YHS7/0GMvnJnbPMTmdTAHoaMed8I5cuEGUVQM6d/wYb2zn8epqqh+vpTV+fkajhe3/VE31VzZR71UcZJf07tu9uprC9QFbGWWpwyTM00CDG7BVcPf8pO56fe63MpwFmptwh8A8vwJnXGyZZldSNh7oeJ03T8d/QoaPdOpIhB+g/DpSL/5kUl0JlRnD0aVpC8rwNFT1XpEko51U3pk09UFvez1AQHWVtGTXLdsTSQAVFiXObwhYbeECxtsWbraaZi7nsTUrqZx6AeOQRiTXcM6Dp4kmLzC1jLJxkW3vHAlXpu2lsW39OXmC9h5gfBH25EykzYYVCLYdS0yMDST+jHc38WpLEMaWcfP1cdtlSPgjCU7z2Fh12lRowwL4vHFnzGjHewoshU4cH7XAKTfuuALM03ECMFNUOHAsW297lCf+sSqteQf7k3/+H41JFfND6crIL/nBBSyglUfq+Wrl/A1VWXW88ZzxY5q9lKUzTWA0U/erWBPE86sduHrAevtyKtOZ0khxkFEGc9/2NDbhBew3lfWTsAjzHX6TAGC/ceD9ZPhrfztc+hQV9alBEq5CenHrycewlVYdKdRKqzvcoUL1YoEhagvK8DRU9V6RtBi0n/AD+ZjiR6tIv7Iq0RntBWcZn2L4rtUabsT4fLEnb+f51/l/58YPmD86hT4/qXMPW7/+OGurq6muXsv6LbW0nEreKSZlj8kTXvyAZWIRuOvZ+rW1VFdXU732cTb9oAF3d9wBOr3hv8dq7fu7XGMJbzvVNfDTxlArR9wAduxTYps9uxpwh8B+e0UkcdzC9upqqp9uie0kgxc08O7fzr/Xe8HkYPHtcY0qWxG2PKDzROzGd8yNm3zs11mxTbYl9bw1OPFOAJhIn7ZZsvOMd/Bz5JgfMGO394kyvE1b2fh4NEbXs+XnLfgHWOU4ZcwPIcMwwv8wmQZ//NYjHAMotjPw9MUxg/37c9ZQlFW9vWnMlH8sEj/v1LOxupqNO+M/acJx71IcJvC/UkdTd3i/mj0BKKhk+e19foNEioPMlU45ZjSzc28AxpZzZ2ShKt/OjVRXb6T+ncRdvZ1+wIKtENw7t7Lxn6qprq5m7eObeOplN5HSRLLdOetmPnwnASyMuyZ+e5h1QjgN7js5cAklWSydsqXzBN4QMKkI26kWar4diamvrGVjn5iS4WzAtmAqPUd49tuPs/YrkXvMN5+iwa07zLA2JPXeCMWPDCTop3XnNurdYJqxjLumJ+8gqaRz288cwUgPrmiProvBcPHCK17Is7GoPEVmKfBHPrBOxzHbScmkEQQ8zdR8czONXck7hhtjqXpMRivSH/yuho1bX6XL4sA520lJAfgO17N1a324ogUQ/e8FnCnfrh209IBp/qLYit2hVva8FoCRThbNH3S6SJK9WRNOgEQS1pufdcPMxTy6ZnnCEDkoosgGnDqJL3JuvW97gSJshcCUcOKlvd0T2d+D921gkh37BcTAQIxDL9DoBSYtovy65HfhvdMfYJ3mwDm7BNuoAJ7Xati4pTH1Krf9xPyQCXpp2BvucmObNWPghZn68NGws4UgJkoXlaWdJB3U35/LhqCsSns4MoDJwdJ7HJhCbup/0UTDcw3486xU3l/Rt8KZQHGQ7fz7wkOQbWVlfUZ3JPIRfj76Aa3PbGRrYxfjrnfinF2CNc/HkRe38t2d6msxLKRRNwtGFrcacWVsm0iCk13hMt3XwOZv1tCaX4RjthNn8Rje8zRT8+R2WuI7I8jwdK62YCpGF2dGT8cx04nTboGTR6jfupFajVwevoai3hul+JGUvOz4ejXVazeybVcXRXevZM0DzrTbLrluKC7NYcSg5dlaXAZY/2IZ5fHDJq+tZPWGDWz4P6tZ+WAVVfdX8dAXH2PlzWYIedn5674lkefX9QM2xgKnr6L8i+tYvSJ6vNVUXZ8PnQ08+5tA8u7nx1vP9l/7wORgySdi6X/jtVdp6QHzjTczPRoFhqHeLedrbCHO2c7el70A3ntjB5u/vpWGjvgh1tEh6CcI5zIDuN/yQ4E9POzBVIRtPAQ87QSIDYswFxYNMqmXpu4Wan/uwsizUnFvecLQTuudq9mwYQNPfGklD91fRdX9D7FqzUrKxgIdO9nVN+TPGfOD9Z7rBWp+UhN+/WAL69dtprETTNctZtktgxuI6t25nfpOMM1YktaTsPP5++XCpByObBhE8hN9mGYvZckME8ahOurd4SHrFXGLfKWiOMhyIQ+NTV7Is1O2IFYGnHm/vyghPJ/RVeWsWreaFdFz+GgVJSPBt+tZGjXXUfY6j7qZyDl1BSn67Boe++JDVN1fRdWK1axcZAHDxbP/pZga3gZoC6bkZPmGDWx44jEejbTnqlasZs099vAolV81huvzIikpfmQgQcZMiuQWrjE48twW1n+vMdYhTgaUXYnO6ASCH17A3HwD8O78LjVvGphmVPGFO9OZ4A0K5ztTT1Yd7TGZ1BiLZym9h4qEya9jC9h42yMTRUXP0PkEdHcL27c24MNKxYr4noWxxZASFvt4L0CqjqmShkk3h29OkdeKv3uMNfc7GHHaTf33a2iJyyAXTpoIBGj3BIB22r3xQ2NsTCnOhw437hDgDQ+LmDhpKNKGSUJe6rfW4DJMOD79hTTnNCykdHY/CxelEfODFTx5hJY3WsKvoydhQgkVn32UNZ8vD08BkCbjje1s3eWDggpWfPYCnoQN9Pfnugspq4gbjpzcy/x0YIBKnonp9ug4VBPWCQM/DlAcZD9j/06aTkO+cxGlcSfQf7r/KAEL8++uSFxYZLQT51SSpgqR4SJV3Sx/RPi/H3wYv6dICtMrWToj8X5im9c3pmT4OZ+2YCqmG0spQYseDmsXWu8dgOJHwgopj+YW/uEJVi2yYBzfwbYXoiM/ZSCDSBVcflZrOBXkP5WiiuHzhYebpJonIw3eV7ewdZePfFvl4BrAV0ZqzkmM/eEek8mNMQBrwSBunAXhyYwT5h6NOukPbxs/ru/f3N1K7ZM1uN5PkcSKLoaEl/qvRYZbV1dT/a2G8HcYGYadOCeeDJZpdgXzxwM9LlzH4t6YXIgV8Pm8cNxNeygxkRlemf0Y7qPgPeEFrBROjvv8UAh5afz+Vho687F9bAXLZ6cd8eT3M+xvoJg/X5bbHmXDhg3h1xOPsebvHqJypnVQC8gYh2v5zk9dGKMdVK2oHFSCNJX+/v6cd75lVdTvWsPJ/Z4WtkXmKKqurqb6Jy4A/Ls2UV1dzfY34j7T3cT25z3hn51n4PpFuBdGKoqD4aG1NVzlDx7YFouR6mpq3gTw0/CtaqqrtxOeadqKtSDx85Ij+tTNrFivAfDTdTLpLcD3bngSCus1/ZZQkgsKIvP9S04677ZgKlrscPi70HrvQBQ/koLNOQMLEDh8pG/MSR8X2NS7xCLzF+JpJzmPHV3F2lac7tISMcYb29n6ggejoIKVX6wYXAM4OqwyYWEUP0173YCZsptSjI28rggb4D/R3meoeHShld6Vuq+Zgt0MnGqnz5zEkd5++cVTSEidhrzUb91Gc5cJx6dX901iXWVjRtww697X9EgCKTIMe4btgm7xQj69Ta34p33XTKRoJAQ7TuD2tBPAhj0ubE12O1aCtHd4wqurjSxiYorFE86fQcuPtrLjuIH1tpWsun0Qife4IaJXme
Todas as garantias são dadas pelos fabricantes, e variam de produto para produto. Elas serão informadas nas páginas de cada produto. Caso tenha alguma dúvida, entre em contato conosco.
Para devoluções, os produtos deverão ser remetidos em suas embalagens originais e caso for constatado mal uso, o custo será por parte do comprador.
*De acordo com o artigo 49 do Código de Defesa do Consumidor, o cliente pode devolver o(s) produto(s) e receber de volta o valor que pagou ou então trocar por outro produto que preferir e que conste em estoque da Radal Rolamentos . Esta devolução pode ser realizada em até sete dias corridos (incluindo finais de semana e feriados) contados a partir do dia seguinte à sua coleta.
AVARIA Atenção! É importante ver como está a embalagem e o(s) produto(s) na hora em que recebe o pedido. Se seu pedido de entrega pela transportadora verifique no ato junto ao entregador. Assim você garante que tudo estará em ordem como o que você comprou. Se você ou uma pessoa que recebe o pacote tiver algum defeito na embalagem ou nenhum produto na hora da entrega, pode recusar e fazer uma anotação atrás da nota fiscal ou do comprovante de entrega explicando o que você notou de estranho. Após a recusa, avise a equipe da Central de Atendimento da Radal Rolamentos para que ela possa acompanhar. Caso a entrega ocorra pelos correios e a variação não esteja aparente na embalagem, a troca poderá ser solicitada por e-mail onde no campo assunto deve conter o número do pedido e no corpo a uma foto do produto mostrando a danificação.
PRODUTO EM DESACORDO COM O PEDIDO Você recebeu algum produto diferente do que pediu? Se você perceber isso ainda na hora da entrega, recuse a coleta e faça uma anotação atrás da nota fiscal ou do comprovante de entrega explicando o problema. Depois que fizer isso, entre em contato com a Central de Atendimento da Radal Rolamentos. Mas se você só notar depois de receber o pacote, entre em contato com a Central de Atendimento da Radal Rolamentos imediatamente (e em até 7 dias corridos!).
DEVOLUÇÕES
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Em compras acima de R$ 300,00
Em até 6X sem juros
Paulo Roberto Seewald2023-12-16Trustindex verifica se a fonte original da avaliação é Google. Muito atenciosos Bastante tipos de acessórios para manutenção. Julio Freitas2023-02-12Trustindex verifica se a fonte original da avaliação é Google. Vcs tem rolamentos Clio 2003 dianteiro e qual valor. Obrigado Under2023-02-10Trustindex verifica se a fonte original da avaliação é Google. Bom ambiente, um pouco demorado para atender "poucas pessoas" nem te comprimentao acham q vc tem obrigação d comprar ali sendo mal atendido Ana Paula Helfensteller2022-06-10Trustindex verifica se a fonte original da avaliação é Google. Bom atendimento, peças e preço muito bom... Rodrigo Andara2022-05-25Trustindex verifica se a fonte original da avaliação é Google. Muito bom atendimento 👏🏻