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![BARBACOA CADENAS 800 C/ RUEDAS B.MA](https://www.savinguda.net/ControlIntegral/imagenes/articulos/barbacoa-cadenas-800-c-ruedas-b-ma-flores-cortes-don-benito-jardineria-camping-camping-ferreteria-s-avinguda-art.jpg)
BARBACOA CADENAS 800 C/ RUEDAS B.MA
477.35€
334.14€
IVA incluido
Oferta válida del 27-03-2024 al 31-12-2050
Referencia 33741
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Descripción
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Códigos
BARBACOA
CADENA CON RUEDAS
800 x 350 x 400 x 1.410 x 300 mms. 33,500 Kg.
A B C D E
• Fabricada en 1,5 mm de espesor.
• Elevación de parrilla.
• Parrilla con cincado homologado.
• Cajón recogecenizas.
• Bandeja central.
• 2 bandejas laterales.
• 2 ruedas.
• Pintura anticalórica.
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YjwxKvWi+QjcKfeWtaxSiZvCxGNpaXCdFEhuBA5gheNpbw2VTT98soshkZeqyajjJkY6a+IpvxZTGysY4VLEU2Fvn7v7/92/34qcLkUWRzEFjq7wg5ZwItlo3CjnDaKUFLxpGQTEs2ZumzMF2+S1qf/AyUs9/+rd/q/ud//x/dm1/8Vpdecml30+bNvSAecWpGv4PHmiCbSZKW1ozWsajgpq8F2G+RCbQU/OHUnyXjiDxufWO2tQhedNFFC98nZAOqTUe9eP59Z7yvJxUrdIZsTjn55F7efuyxfTkirJ8cP/eDH1yIa4L7ENOKqmKrHEU2y4QC2v4ZbRMEFBIypuaJJ57o7r///n42f+Tiz6rgK/TIJ4pQMnlZimw+9KEP7UU22WbJIJMDBb9OSAXBhGwQT0goxERyjCQuQksa0jsQiHsoo8hmBVBQEcpenbpehEJjJDHfgGpTHMPIxYA//hrHqkVqXFmKbD72sY8t/Bx8Q3AM0YxliUh3MWJCcCEgllKIybMMiYnccP313f/+jf/V/8AOVaxassnHm6SA0cApqKBapapkZUvd4U2qTVJVQjCtJUMRHMt+yeRlKbIxdKQlG8pP0TmG5wUhJr6iEM1FGzd2/+2ww7q3vvgeR65bd8haOGXZLBMWNbMe9z/8wz/0ZrmOYgq3woxgbJMU8nYf6ThWPptxRX4vRjZGd4doHn7oob5cPP7443u+7HyCZYRgVLsOdawZslHIMj8JgdZCaY9lO3FVl3TOMzl2SyC2izzmW2JV6sWdBerMzMeiueeee/p98N353PLt5wWqVapcqwFr0rJJwQJ/jpZ0Whjhe9ddd/Wz7XHwWis6ZNMW6OF+yfyI7yVsycb3VnUa/lgC28MWxzQAtC2PYyOO69XSsrVmyCYFS9hKwPeyffv2vh6/adOmfqLy4447ri+kaUliwbRWTGvh5FjJfMjw2/iGt99+e/+t8+2Vh5DMcHuxMgKJMzbiT1otRANrzrLx8fLXMiiP/8WSrBaZf+Mb39iPY9KSpHDqF2PdJ9vq/GZwQzYKcCycIpv5FN+l/TH4pmbYawdiwrBF0XasmIhj0yIZ4ABWZufJcT0JrCmfTUhG9ci0jmZfUzVCMimgaa5GLEgE0TieApvtSJHNfMqQbGxfccUV/cx7W7du7Xt2s2ZBC+NiZNJaP9MiG90nWDQsm9WGNVeNAusFIRhE0rYQhTiEzjmWfdvtPmkLcrZL5kN8k/bnIDRGzbZvK/RDyTzDluLVw/jKK6/sW60+97nPdV/5yle6b3zjG72l8cMf/rB79tlnR63WSJuP5pqPfWzPkdWFNVWN0myNcMwxYwmPDB9QKJEI4gnJpNCWrH7Jz2Mo/HUsXSSljOiYqS+VTpusJL3DLeeLjHbs2NGXL1DGtHym42fguP34gezH2s72arRogjVl2YDQJNX+YMcff/wvVY1iubSFsWR1S0swraTZ3LZyEus2faoc83NKGUJGJ554Yr+k77nnntuvrHHNNdf0KzLEUvqnf/qnfg5jlhJLJj6kyGrGKiCbn3c7Nx/Xx31ZfqM75sIvdzv3NCQ4lg/p46qjg2U9LNPBCcwxLFTAamR2CWmr0spEJAQT8kE0ucb5kBQJObGQ1q1b1/sI7ROtnZaPYSndfPPNCz/ESUDP43mbKmP1kE0zSdELT2zujj3sTd3V215yALZkE8R8BR32tEYpCAqKApLCUrJ2RVlANEMJodgWD9koMwgohORcSMjwFP6hY489duF4rkE6loVhBYVskISxUe2I8kg7gLOVFmk2P9ABntPC6iWbV5zQ3fTESxaMdHxIhNM2debj2vdhmLrnn39+kc0ak5DIYuJ8SAPBkBCFsI2XuM7l/FLiGuQkZPGobsW/oywikHaqi0g7gDPCqayMD8XxecIqrUb91+7V6+/YqxoVpN+E0MfNB04ImkZTeEpWv4QwhtKeF4YobKcalXO2cyzXkJZ4csx2G5dV/Y//+I97St/KwQfUNpsPLZ5ZY0Zk82y3dcP/25sgDntLt/G+nV1ba21JYmn8smXTPXtfd8HvvLI7dvNjfXoHls7esHKiUcIKhjq6MKYzc5j5q7UiBSoFqS2UKUwla1cyDWxLMrYTiuPnBgfjs0mz+TyPo5op2by8gNfubueWs7pX/8rvdxdsfao/Aismm0H6KyEbYP0YwnD11Vf3LQ1IRwFpSSQFKQUnxyI5VrI2RRlQXlqScTzOZ6tqpop/MEj1ap4xJ2QDu7otp7yyO/yULd0ze46slGxe2HlHd9rvvKo7dcuufn8lZJM+E/nbmHlPj2OdARUYEjJJZ7GSkqHk58TCybayw4msNzOS2b1790K1fiXgyzENxZgdDieBOSKbPVWrozd3O/ccWRbZvBj3Zfnlpu+VIAUh28S0BKwcTZkZK6UJc7GCVlKifKh2Ez+nTJyGaPzQ2lbRdvtAoeWKn+ZQGEc1R2Tzs27bpjetgGz2j5Wko/cnIBjWTUSB0Cnwlltu6dchUpjIsNo0rFqVrF1RDlIFF5p4LUi5ys9sOTjUlp6Zs2rUq7rXbnpowUk8S7IBZm3+NgpE0BYMY2f8tUI4bQErsilJudBhlDWsN3GLlVo2qkyH2gx+c+YgfrkjHsyabJZC+wdSQAzQ++xnP9vPgaNwtf4coWPZJkVCq1N855BLK+kx/MlPfrL/gbU/rpVi0ZanF3Z2X7vwLd3hL5Z3Zb6Xw17ubzZrzJRsFjKkz5SVNn3vH5NKJ4hlMyQdMPv9e97znu7II49c6GlKFEKhY0zpxQpryaEtiKX9xn46+fl8/OMfX6iGr9QRHCAZZLO3Q/ipF3Xq97vDj760+9rOkMuO7qajX9kds3nHnv3ZYkZkc2CYV7IJWsJRkDI/ipYrPZG1UvmjxZIx/kpYls3qFN8V0aS1SQOCqpPpSDPjgLF5y6kuDbHkDH7PbOlObXrNzyOKbA4SIZsUoDj7nnvuuX6CJlOMpgD62/nzLVZQS1aH+MYsnFiv11133UJjQ9uyuRLoEbxUy9PPt27ofv01m7ptB19DGw1FNgeJlmzyt3Es9XLbWq+0QPjzpR4/LKQlq0NUm3xnFq05bxCNshGiyf5ykZanpea7KbI5SBwKZLMvIJzUzxHR2Wef3S9gV9Wo1Sl+IuZI0vHzwx/+cPfTn/50L/9MfkDLhbLDR7PPGfx2bu6OOWx9t+WZ5h4vPNRd/ZqXO7fOGkU2IyOWj4L2t3/7t311Ctm046pUs2L1KLSqWrbjYBwW6pLJSqzN5H/Ed2nP2x7+KLKf8/xyqs58M775SgmmhakmyL7xUteRV5+yudv2rHs+0z206W3d4b+zsdva788eq5ZsXDspORi09XMraCIPBTPmNlGomd0psMimPZeCXTKOJK+Jfd8mRJ/vFZ8bSTzH880c4wy+9NJLe3+dqhLCOViwZn655WkJPLutu3PDy03fhx+9sbtzWwb/zB5l2YyMlmwsYq/wIpMUZIWYKLSOx4Gc8ynYJePJcNyS0PGQfsjGtriO+wkIW8Ix657ZAlSd+GgMjDz5pJP2mntmOD8N0QM4k2BFzGkzr5NgrRRFNiOjJRtNoAqtghlLhvDjCBXytvCSxC8ZT5LnyCTknmP5AfgOvpmQ6DX+jne8ox+ywj+j1enRRx/tv3P8NA888MBeBIJUFiOblowi/+c3f7Mvt61I41BGkc3IaMnmtttu6wtqmkUN6FRQVa/Wr1/fF3S+HP1zmOQp7K1ilExeQjAR+S70E/At7J/8IgFcddVV/Q/jn//5n/te4/m2Qr4ZLU3E/sFUoVSZ9tXydKiiyGZkpCAKjWNBJgoyK8a2NYpA4Xz66af7vjnf/va3+6ViL7/88n4IhBYOf1Iklb9r/rzSaS0iEqXJHznKlHghsOw7P7yWOJ5rh+dmIXn2xZ41x3Lcu7XH8y7yUJ44n7wUz2x51nTnxNfb1/ATc1OzVixq2LYqhWSg3Y4zuD22ErBgVuPaUWuCbGaJkA1s2bKl/1NGudX7/S2h7RTY9sNQyPU+tfSHPx2/z3nnndcrByVBWFpAYi1JO9MYUCQWEgV1HmE5HpKx7dzQCR2Ftu0csd9eN21BDN4ryyN7T89j27vZDqF4xoQh6GzLA2s/WVXDoEhVHQ5d+exbyXvWSb5ZYXIoshkZLdmYw4TyRxEotWoUtASTQr8UKAOnoTWIPvOZz/RrFBmPJV3pEyTkHpSLktqnbI7lbx5lJY4PFTxEJN1WqYfxpiG5r2fJe5BYJ97RuzqG0EOYIVjXnHnmmf1cv63DVV62VkthPBTZjIyWbKzEiQgU/ij3ZZdd1p8TJ1aN0HWRnLMdZD+h6/RUfuSRR/ppL1TZzNgvfYpKGUMctqOwlNJzCEmIkAzJyDki/rTFfT2fZ/Isnp94J5OXqW6y+FiKt956a29FmtYh74CUNEvHgmnzVN61edtuFyaHIpspQKEGS7WqBkSZifWlFe5hYacU+7JuhvHbfcgxBETpKGyU0xpFp512Wv/Xj8UTi4hihnCi2FH0HBsSwbTEc3o+q07KN4T68MMP95ZKLJTkgzxX1QxRElWnFuLm27RI3hUmiyKbKSCkYUrRkA3lobgXXnjhfgt2iGcYz7H8nROC+GkV0bKBbEIUFtG3EqjWFONtvvOd7/QOUUMpNOWKEx+Qa6KsSCqW0ZAEpiHu69mEmZlumB/ygHh/eNe73tVbcZ7fEAIrT8JS1yUPh+cLk0GRzRSQQoxs+BOiQJTAVBTOibMY2oIfRYi01+RYthMiJA7R1iLRdJv4UUxpIaif/OQnvbXAGa06gogQovWrkVGUV7UEIUnXPsk7tfvIIQTVHs+5bEfynO4TK4sgQGTh2UO8ydeEQbZZQEnPffm2IPnWXids0yhMHkU2U4KCbWH54UDMKECsn0mgVRr39YePklPgBx98sD+3L+VynWeKYhPE9KMf/ah3TGsa5txGAPGNIATvJ3QfZBRScv+WdJx3TchAHNW4+JMcsy0tyyJnBHWeI8+4L5x00kl9+qqA7vf+979/z5mXsK/3L0weRTZTAsX46le/2pvzFClKd8455yycnxRaJbKtG33IhiKrOh0oXL+UAMXXP8hCazotbtiwob8fAkp1TIh03D/VMc+TapltxKI/EVIQ18RTQj4lS+jo65L7HShOOeWUnmzcQ7p6++a5od0ujI8im5GRAi2kkC3ZUIQowBhkk5DShdwoPgsr55aC88N0wLZnjbTxAtYQclDl+frXv96voa5l7JJLLulOP/303nGr9zQyicTKQQxICMl4bk3Vmd2utbSQzvC+Q3CCe+eQjX3XB/u7vjBZFNmMjLZAsyjS9E0owBlnnNHHGaPgJ033iAWB7O66666Fc0vdd3jcfmSIEAAI7Yc8hYghSm5/9+7dfSuZJnr9hOJTIojHs8ofpAjIJumqSgW5x1LQr0Y6IRvO8fb6xd6lMB6KbEaGAp1CbTJ0ZEPpKYEqhjFR+1OalSLpsp5CNiZiV93JMy117/a5heLlWCuOR4bHsh+05xBQtvl95Aey8Yx8LHw/GRvUpisMmbVpt8hxLWwhLmnz4bRjlpa6vjAOimxGRgq0UCuPaozC709LEQzwi+KMUfilfcEFF/T3pMhaw66//vqZK1reF3HwW8XJ7BnlCwvnYAYiSlsnvxC7/NbxT2tbsC/CKkweRTYjI4VZaIBdSzZCf9sxC720NV27F0E2pkOYtZK5P/F8OttlKeNJko1uBS3ZGNJRZDM7FNmMjBRm4fbt23vHp8JPsYTvfve7+0I/SbQKJG3d9KN0qnFXXnnlzJXM/Ynn09qkNSpk4zmRMufwSiFtI7ilRZCNVjK+orx7nqEwHRTZjIy2MO/YsaP/Y1OoiD4wY5KNbXPiRomRXYZIzBLuH1HNY82EbAhS1AlypZCuYRnSlZ60dUrUT6h993a7MC6KbEZGFAosXscpHIUiFGDSZJP0cm/Nzu6FbJAdX8ak77lctEq+cePG/tnafFHdM5ZsJch7s+hastHqZaqO9t7tdmFcFNmMDIU5iq2gp3dslEqfkzHIJgpHOITdy33dX0/aNs4skPvDxRdfvJdVY1sT/d13392fXy7yXmZAbAeQGh1uXNis3nmto8hmZLREYnRyFIoS+OvqNavfSRRkUmh72n76059eaP0ibee2NCMHLQmMjdw31R2EIAwpmpID2udbDq6++uq9iF2L1+OPP96fS35P610LRTajo1WUp556qlcmBT+K729rjfBJFvx0gnNvZGI1zjimOV75ibI0SO6Z+0/qGQ4EyRvVHc+GbIQhG5ONwUrJxqyGIRqixeuxxx7b612n+b5rHUU2I6MtzFZIVOAVfArFurGfybMnWfApKIsJ7rjjjp5k3I/jle8C2Ti/WLd/BBXLZ0zkvgZZyo/kCxLmW9LT+WDwiU98YoFoEJkWL3M8577ClRJZYfkoshkZrSKbS5glo+BTAGOAKACLR7w27sEg1bJYL7r984GwFigxywbBpaqV3ryzgtaykA0J2dx55517YqwMn/zkJxespeT39773vYV8FhbZTA9FNiMjBVuhVr3JBFX507I2du3a1cdL3IMFq0RaQi1gfCKqUe7FwuGUfvLJJxcsmNaKsT0tBcz7fvSjH+0JIaSAbDyvmfhWCu9gQvN0npSuMHP5QPKoMB0U2YyMFGyFn8WRCZ2IaTkp1rA59mDBUkFsN910U09oCEZI8YRHHHFEPyhRa40lY/T/SZXLc0ybbK699tpFycZo8ZXCO9x8882Lkk3er8hmuiiyGRkt2RDTJqjOMOlZGpTA9JziJe5SCCHAMK60HYsiGZKgKqK/ivtFiaN4qVJRaqRnyAClNw0G31ILCtmOloa8T/sc7f2h3XZuaDVl+4YbbtiLFGwTE3TB8F0PBNJ2vXRSlfKu3/3udxfuK92VpF1YGYpsRkYKswJuW7MzRUc0lJ9ycVrCUgU/I5WTBlBcFowwJIQkWCqsFsrVVtXcqyUb56LU2Uc+9s01YxpQne10CNQq9NBDD/VVLy1nnoOEPDxT++y2c354rkWu5VuRJ8mPPJfR6bDU9fuCtFlG0g3ZsPAsAOgc7OvZCpNHkc3ISGFOqENdFCvKlTWc91fwh+fb6RI4mc1bo7UJuVCuWE5IpCWcoeR8iCnX2neeRSBd8TiXTQdqLhrkxuIJaQStBRPCCWw7lm3x9ANKnoQk7d9yyy19nPb6A4V0LefimVuyMZlX0ltJuoWVo8hmZERZUrANOhwqFtMe9lX4W6WlSFFYyu5vzWJK83asA+nHalmMbBwLueR5xB/Gybaqn7RUzeJoNocyUuD3MaI6JAMtqdhu3wFsi8+3JE/yLJ7BPp9Lm95y4DrDHRBlSzbtLIXtsxTGR5HNFNAqnekeKFJLBKyEnF8KlMf5KC3RjGsROuklzShsFAxJ5F4hDfut5Fgb1/VJI+I4yTargQJTaPv6DKl+GehpVQbVL1abkdYhDe+Qvj15H6QS66pNW2tS8m65cD/E4vlCvKyz9EqGfeV3YfIospkCojAKt2ZoxEChotAWsM/5xZDj7Xkjoil50mJ1CFV9KKrtIbG0ZON8pK1qkGy3yi9sr7Udq8d+rrFvW5rEjHsc0Bbtv/zyy/tJ381P7F0I4mEZiesdkr59Fs/BkM19993XE0xLNukomPsXpocim5GRAh3LRBd6BEEBKBelylQKiQPC7FM4oU56FEhVLIo/7xKi8s6UXYgQ3/nOd/ZVMA5o886kChiyQqTmJ4bWEkq+tHnVInHkGYtR/oYMVf/0pnYtJCxMB0U2IyMKkVAXegqn8FMuysCRCeLwwSCVoUI5xjH7+te/vlfWKPG8S54z5Gif2Ee4ejbLh1g12ZYv3ldP5xbyI3nSYrFjfFnyOs+CbHQUDMksdk1hPBTZjIxhgf7Upz7VK0AUjlKlp2z7p3Vd9jWN5+9PEXN9lGieJSQj9OzCVLPsIxz7jrN8bLfx9UvSBwgh6w2dahVrhwRtfoFzyEaeJX3Epu9Nvolw+H0K46HIZmQMCzNnaEsWqguOpeBHKIuexaoZFIVSCg8VkokgDGHIleViPwRAWoKJfyVxXEdCTqZRRbw6IPK/aMmTT+l02OahlT9dJx33tbJEmtMRE1mpT6iwfBTZjAwFO7CdjmZRQGSzefPmXyr43/zmN/s+Lf72lJCiUZpWopTzLCGXkKR3EXr+EIF9eZLhG8KQqyojiyRklbRyfVqbkNBHPvKRft5iU38i60cffbSP57x8RjbxAxXZTB9FNiNjSDYclJQkSkMJVK3aQu9vbXJuPgbKSmFS5RA6FuU9FCVkYRuBEKTq3bKf90M2iZdrbcuDxCXyUX7JW/1/zP5344039mSEvAiy0ZwOIZu2KlYYF0U2IyNko2DbNvYIaVAaykVBVJUUeitm8k/4yycOBStZvrCGEE/rTEc2xmH5FuB7tD+DwrgoshkZLdkAQkEmiCaKYHUBneBs+0P7a/sTU5AinOULotbBUD7adoz1o8+PfM43KaKZLopsRsaQbDgtEQhRlSCUwuBHf95UERxPvKEylexf5GGqq6mesXb0cyqymQ2KbEaGAk1SjTLEoCUS4u/LyqEg2Y/CxLdRcuCCWBA3izHVUfmoyjoPC/StVRTZTAEhHGIpEcqQv21bpbJNKQglie9mMYUqWVpYNIaFGBzK8Wwfcds2ZCLfpDBdFNmMjJBMLBtTQcRiQTaUw3rfehZ/4AMf6Ju7+WsoyNCqaa2hyPCc7VyX9Ifbq02Qsjzl75IHBoLKZ8SeVi55omXKHD3tdyGF6aDIZmSkMGvatm3S8zTnClkuRoLD7t27u+eee6575JFHekemhfCRjjiRllAQCKFoQuccF89+WzXLdatJ8m78XQjHth7HJvkC/W0cF9c5ZHT++ecvfJMim+miyGZkpDDHsjHTHcslZODPa0Bii1xjfhjTJJx++ul9vxtEkmoBBbLoGoVDLlG27EcZ3SfKudrEe8oDoTyRR5kbCCwKGCtP3rBsimxmhyKbkZECndYo1otmWUrAvKckZ599dt/dPtYPsZ19IZIyWbf5WCynqz+OPzpF8sfOHzx/e+lH7EdBV5t4P2TDojF2CuQZqEq1789BbMR8zicsTAdFNiNDgY4A4rBInMLP6qAMyKadZ1icoO3h2iqHbXH9yS0za74YaRoVHmsG8SA0of3VJkgEWQu3b9++kFfyxrZ5cxKPaPpmRYb42/wsjI8im5GhQLeFWkG3dlQUhlVigvKnn356QQmAsphWoiWeFkNFYTGZhEs/Et31o1z+5qye1Vqd8m7GmyXv+MTkDUvR9BQhWqReZDNbFNmMDAU7hEPsmzhK4acIqgAcwSYPb+MIg/b48Fy7L0ROFE2zL3+Pdb61zliJM8qJeJBRFDZVjShm/D85Hx9QLLH2XLs9tuQ5kncsRBNkIdrkQ8Q+4lFldZ3nRLxnnXXWwnlhYXooshkZKdAKd0LkQmEoL0Vg6bBsJln4cz9pUkZTK7iXagdFpXzEM2Q/JCQkHNmUNVUxx6L4CEl63oPk+FjiuTyLbdagTnvINECy3lWYd2cZHn/88QsOddeZGF68xClMD0U2I2Mxsjn55JP3IhvVHi1PkySbVL8yz4vlUrRk5b6U170RidAx5xxHMrZDKFF4ccQP6WhNI9MgG4Is3A/RsNbi52oJpgWnOusnfh3Xm5Bd3CKb6aPIZmS0ZGObrF+/fsGCoMyabye9BG/uRdybFTCsQlFC5BFlZgVY1yr9VjQVU9BUr3KdEMF4duE0yMZzEvfmo0EkSCZE4z1tt++MjHSSDNkItVolXmG6KLIZGSnUUQjQchTrgML6W/OxTEoBkk7bwkU5KV7IRhjyYcm84Q1v6Nf+Fpdj1eRdmzZtWljB04jpKC1pq1UJxxT5tG7dun7uH2Cxec+8KwJpYV8ck2p5foTo+fXWjrVXmC6KbEYG5YX2b8pJGQWNwhugOWmyaZuCieEQiMJ946ehxJ6BP8RcO4nruQm/h7XILcFi4im9nfmcXBfymQbZkKuuuqp3pHsv+en5QjJ5ZwSb4+K9973v7d/Pcwo9Ox8W5JrCdFBkMzKitBBF1rFM4Y+i+uuanHtsbNiwoW+RUU1yb9YKJfYMyCSEGJJaCt4HOVqj27tII9YDEovV4x7OpQoU0mi3Q1SsO2GuR2TSC0lcccUV/b1b0l4KOe89VAv5qqSNILUExuLbXzqFyaLIZmQo0EOy0WV+SDaqLWODVcK5qsoURaaAt99+e3/es4VoYjHsC95LlctYLlUulhOS0LEwcwO3hNK+s3MhJyECyjMlTxzjM7JtPuEhliKLHPcunqklGy1/RTazQZHNyFCgKaUwhZvSR7EogT83y2Js6M5vQnB9b771rW/1Y4eQBR+GqkWe0fOGIIdwPNZFK0C5DX5kpVky5dJLL+19JqpoSAhxUHjvjWRss2gShpDkDac5wjrvvPP6XtLuIX33HubnEDkunmEdyCbpavnjv4Klri+MgyKbkaFAD5XjkksuWSAbgmzuvvvu/tyYaAnEs8RRmuOO7c+iyTsEebegdb7m+OOPP94vpWt6B1W4173udT2xqNIhHUSTqpV8STVKM7XxTTB8xuFztMg5IbJqyUbnRp39cr4wPRTZjAwFOgoZhTGBU/7whGJlDeoxEauAIIW2tQqcD9nk2GJo3wWSZiAN6YuXEMR5+OGHu9tuu623OJCLKpe8IG31Sb6obkKqdgcK94vwU7GQQu4sJtN4wL7esTB5FNmMDAVeoU4IpqYM2VAC1Yv4TcaEZ0iYZ4pQ6Gzn3GJwLtWZ7LfXZT/bkPNB9n/84x/3VS4dDtORUJ4gIcRjHFOIJtdnv7Wghkj6JCuJJm33yZK+eb7CdFBkMzKiJAElve6663qFCuEYIMiPspbQ5otqjQ6FsW7kCTnnnHP688M83B8SX6jKqrqW/OY/UjULKRamhyKbkTEs0Ap5lm1pySaLp60VtPmiLw/H7ZBstCTBckkh8YWXXXbZXmTDsimymQ2KbEaGAt0WfoVc/xQFn1ACymBCrLWENk+0DmmS5iiXHyEbfWQSZzlo09YRUP5KL/6gjENbbrqFg0ORzRQQ30AKt/Wm02ktZGMCrLWE5IW82b17d3fiiSf2ZIMUQjh6Wq8ESVuoytqSDcuJryjnC9NDkc0UMGzhufXWWxeclhRL06w+KWsJyYu0XJk/uCVg5HDmmWf2cZaLlmxYkchGuiGcXbt2LZwvTA9FNiNDgR6SjZan9P0gtrPEyFpBSzZamLKSRKyPgyGbQN7r34Ns4h8T6niY84XpochmZKRAU65s33nnnb1lE6USWlQtCrgW0OYHsjG6PITAskE6Z5xxRn9+uUi6wptvvrl3wPPVxEdmPanEKUwPRTYjI4XaHzxkorewvjVIhgKwbNpZ/9cCvGubN4il9dkgG0vYrARJV6gDIcsmwyOka9jGWsrreUGRzZShkN9zzz0LTssMNlRlWEuWjXyIwntvK0yoRsXSQwomGVsJkq7wjjvuWLAipYnQTJlRmD6KbEaGIQHx2QDFMugygxJj3qtGpHfsWkFLCjrwyRNkk5HgxkYlznLQpvuFL3yhTzfWEkIzVqswfRTZjAwFvvVPCJFNTHohZTAv8b664K9myBMDJlkgLdmsdArPxJfvrMhYTNJUZX3sscf684Xposhmivj+97/fr+tkWlBTXLJq/HGZ9maUW2tk0xKwAZNpoZMvwkmQTeZeRjTSVH31HQrTR5HNyFDgQZd81ovZ8WLWUwLiz6vpV5xWsVSrlqtohyq0xmk1QgisPT4WebJSJN9NShbLxlCF1772tf0yxjoSrpW8nRcU2YwMBXrnzp29NaPQGwio4JPM4+K4qQ8MSBxWudaKQhjDNCQbE2+tBMk3efnggw/2K47Ka9W0iy++uCd1ZON8SKkwPopsRgYHsV6spuJMiwirBsHwTVAux5BQZpBba0AMphUN2cgPeWUIw8EgRO0bmJXwS1/60sJQBSiimS6KbEaGqpDqk6oTckkY054gH9L6EloLZ7Ui7+ddr7322gWyIcjG0jMrQfJOSOL3yfFWCtNDkc3IQDb6kHB+hlRi3RBKRZw3jIFCwGpXhvb9vPONN9640PdIviBkI8FXCmnvz+e1mvN3HlFkMzIokmlAU43ipMyfm28i28jGNBN8CWsBQ7Kx+NxSZLNcUhA/fZZsSz8tfY6324XpochmZCjoliHJFAqktWoQDuew4+ZeSQfAKNhyFe1QhHfk1+LATd4gHXm2Ft5/raDIZmQgG/jiF7/YK5DVBVSjkEz+4I6zbNrZ+qJkuX41oiVUo7PTqQ8JC/lsVvP7rzXMFdkgl3mVlSKmumVjzTx3xBFH9FUpChVnsSoWRbOWU0AByVohG6Oz2x7EQqtXtkM9Coc2yrIZGcgihGO0sW75+nzwT7BuEI4/uD9762doZTWifTfh5z//+V8imxNOOGHNDuFYjSiyGRmtssT5e//99/edy6ydxCm82AqNq5VkAu8Xq02YAZNIJsMVrLiwVhzmawFFNlNAqgIsl1bJINaM3sNtlSFks1pJZ0g2meMHybD8imxWH4psCjMDkkE6RO/ekE36IVkqF9msVsJda5hrsimsbsSyQSb33nvvQq/qDFfQcrdWh3CsRhTZFGaCthplux2djWw4iY0XU70srA4U2RRmgiHZPPDAAws9qpENJzHfTdblLhz6KLIpzARDstm2bdteZINoyDPPPNPHKRz6KLIpzARxDmd7+/btC2RD+GxCNolXOLRRZFOYCVoC0eRvEnIWTZzDQj4bZBMLqHBoo8imMBO0ZINMduzY0Td3h2xYN4Z1PP3000U2qwRFNoWZoCUb21ap5BRuyca+GfaKbFYHimwKM8GQbJ588sl+qo2QTWTXrl17xS0cuiiyKcwcyMRi/3oMh2z0s1GtQkJFNqsDRTaFmQGJRPhmjIVCNogG4SAbK1MU2awOFNkUZooQiZ7CppRANnw1qUaZlqOwOlBkU5gpQjbGQJnXR1+bVKEIsinLZnWgyKYwUyASYnS3FTCHZPODH/ygyGaVoMimMBOEQEI25vWxvhayib8mZFNN36sDRTaFmSAEErLRi9gyuVaZQDYZtqCzX5HN6kCRTWFucOaZZ/YO4nYuYmOmimxWB4psCjMBHw2LJkRirub169cv9ByO3wbZFFYHimwKM0FIRoh0kM0111yz0M9m3bp13caNG7vnn39+YZ7mwqGNIpvCzJAJ3pENGOFtjJR1v88666x+jhtAOIVDH0U2hZkgjmFoV5UInnvuuT6sdaNWD4psCjNBCEaoKtUKf062nV+MjAqHHopsCoXCVFBkUygUpoIim0KhMBUU2RQKhamgyKZQKEwFRTaFQmEqKLIpFApTQNf9f74r9tcET/TDAAAAAElFTkSuQmCC)
CADENA CON RUEDAS
800 x 350 x 400 x 1.410 x 300 mms. 33,500 Kg.
A B C D E
• Fabricada en 1,5 mm de espesor.
• Elevación de parrilla.
• Parrilla con cincado homologado.
• Cajón recogecenizas.
• Bandeja central.
• 2 bandejas laterales.
• 2 ruedas.
• Pintura anticalórica.