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High Quality Stainless Steel Ground Rod - Bracket for pole line hardware Guy wire sidewalk (outrigger bracket) SGJW-01 – Wangyuang Detail:
Guy stay wire sidewalk (outrigger bracket) SGJW-01 is guy end fitting, it is one piece design, consist by “V” bar welded in the guy wire side, two curve plate welded in the pole side, the triangular design confirmed the stabilize. It is attached to the pole by nail through the holes in the curve plate.
Product Details:
General:
Type Number |
SGJW-01 |
Materials |
steel |
Line pole |
Wooden |
Coating |
Hot dip Galvanized |
Coating standard |
ISO 1461 |
Manufacture |
weld |
Application |
Support the stay wire |
No. Of nails needed |
8pcs |
![](/high-quality-stainless-steel-ground-rod-bracket-for-pole-line-hardware-guy-wire-sidewalk-outrigger-bracket-sgjw-01-wangyuang-product/image/png;base64,iVBORw0KGgoAAAANSUhEUgAAARkAAAIsCAYAAADGT92UAAAgAElEQVR4Ae29B5BUV5rvWRK01BPTO/NebLw3vW92N2J3dndi+vX0e9HCS8C0JNRqCQmBhPBQeApTRTnKQOEpoADhjfCmCo9AEiC8RxjhBMJ75LDCCCvDt/E/cLNuZqXP6/N/IzIy895zj/l/J395znfMTREeVIAKUAETFUgxMW5GTQWoABUQQoaVgApQAVMVIGRMlZeRUwEqQMiwDlABKmCqAoSMqfIycipABQgZ1gEqQAVMVYCQMVVeRk4FqAAhwzpABaiAqQoQMqbKy8ipABUgZFgHqAAVMFUBQsZUeRk5FaAChAzrABWgAqYqQMiYKi8jpwJUwFGQ+fnRI1n90UcyesgQGTd0qMyfPVtZ6Nq1azK5pETGDxsmY4cOlTOHD9NyVMBPgQd37sjHixbJ6OJiGT90qGxZv15dP3b4sEwcPlzVnQnDhsm3Z8743ccv5ivgKMg8un9fWr/1lrz85z/L61Wryl9r15asrCxp1KiRNKhVS96oXl3+WqWKbF2xwnxlmIKrFLh99aq0fucdeeWFF+T1atXktTp1VN1p/NZb8laNGvJGtWqq/ny5dauryuWFzDoKMpqgaydNkrR/+RfJ/Nd/lT5/+IMM/Pd/l/5//KP0/dOftCB8pwIVFHj08KF80K6dqjtZ//qvUvSHP8igP/1J+v33/y7T2rSpEJ4nrFHAkZAZ1bWrFFSpIiNq15YxtWvLlFdflVEvviiD69SRNWvWWKMMU3GdAj/evi0DGzeWPtWqycjatWVsnTryYb16MqJWLRlWt65s3LjRdWXyQoYdAZlH9+7JnUuX5PPiYlmXmiolNWpI/5o1ZVDNmjK4Vi0Z8vQ1rlYtmfnii7I3L09unzol9y9f9oINWIY4FXj8669y98oVuXnmjGwvKpLPWraUYTVqyICAulNcq5bMeuklmV2njuwvLJTbp0/Lg+vX40yVt8WqgK2QuXT6tOo3p7VrJ61eeUWaVa0qzatWlRZVq0rLatWkVbVq0jrghXO4hjAd6tdX9y9YsCDWcjO8yxU4cuSIZPbsKalvvy0tX37ZV3dQNyLVnZbVq0vHd99VdWf1smUuV8L52bcVMicOHpTW774rzZo1871eeukleeGFF8K+GjRo4AuPe6d/8IHzlWYODVXgwPbt0uq99/zqwYsvvhi23lSpUkXeeeed8nuaNpW5kyYZmi9GVlEBWyGjz87106fl4OTJMuC11yStWjVJrVZN2larJu2qV/e90mvUkPwaNWRVWppcWrdOfzs/J7ECl48ckYODB0u/V1+VziHqTkaNGlJYq5ZsKCqSrzdvTmK1rC+6rZC5dOGCfLp8uQxt2VL6VK8ufatXlwE1asigGjVkSM2aUoxXrVoyVPfCd1xDmBH168uM4mI5znkz1tccm1OEzReXlsrwVq2kqHp16afVnZo1o6o7oxo0kJnDh8vpY8dsLon3k7cVMhfOnpWWjRvL+++/73tV/9OfwjZ50ZXSh8fnJXPnet9SLKGfAl+sWlWhHkTqZletWrXCPSuXLvWLl1+MV8BWyGjF+eWnn+T2pUvyzY4d0rZqVXmzShWpX7Wq3+st3fc52dly59QpeXDrlhYF35NUAcwSv33xouwqK5PWEerOO9Wry6cjRsjdb76Rn+/fT1LFrC+2rZC5cvasTJw4UUYUFUnPV1+V9GrVpGe1apJVvbrk1KihXrk1akgv3Qvns5+++rRooe7n3BnrK47dKWJ0acLYsTK4a1fp+cor0iNC3UE90upO/l//KoM6dVJ1h3NnzLekrZA5/+WX0uTNNwWjRdormtGl1157zRce940pKDBfKRtS+OWXX+TevXsJv2zIuulJHvv8c2lSv75fPYg0uoTu1Ou6utOwQQOZVlRkel6TPQFbIQPxb9686XvtX7RIuterp5q9f6tSRd6oWlW93kQz+OlnjDgtLSiQnfPn++578OCBJ+144cwxGZCTKr3Tm0lRRjPp37O5DMpuLoNzmsuQ3OYypJfulddChuCFc7kI10wGZTWTqSU5ntRGX3euX70qe2fPlq6vvBKy7jSpWlXaV68un/TtK6f37fPVnYcPH3pWH6cUzFbIPLh3T06cOCEriotl1osvyqQaNWRarVoyAzM0X3xR5rz0kswLeM3FzM0XX1QzfxempsrmZcvkyvffO0VPQ/Nx48x22Zr/O9nZK0UOFqXI+eJn5fb4yvLww8ryeFZlkbmVREqfFVlQWWTJ8yKLnheZV1l+nv6s3J+QIrfGpMi30/+noXlySmQ//vijHDtyRJb26SNjq1ePqe6gfi3t1EnVvWucNW66SW2FzMGdO+XPf/xjxNGkSKMG/XNzTRfKjgQImdCqb1q/Xl74939PrO78+c9S0q9f6ER4xRAFbIWMvgRYv3Tr3DnJbtVK6lWpol6vVakiwV6fTp+u1p78dO+ePgrPfSZkojPpwzt3ZNuCBdKjadOwdefNmjVl/+rV8uDGDcGIJg9rFLAVMjdu3FCrqucMHizjOnSQIXXqSHGNGtIXCySfLnQbWLOm6F9Y/FZSs6aMb9JEJnfsqO7fu3evNWpZnEooyDxid0muXLkiq1eulFn9+8u41FQZUru2DNHVHX2d0T776k7TpjItPV3VnX379lls1eRLzlbIYO3Su6+8Ihgt0l51Iqw/QdfpL3/5iy887puWl+dJyxkBme886pNZNHKkNAqoO5FGl7B2SatneH+9Xj1ZPmGCJ+uOkwplK2QwKnT+/Hnf69j+/dLj5Zfl9SpVgva161SpIhh1GpGR4bsH92OEyotHMMjcGV9ZgrZkFgd3/HoVMhja1+rO6VOn5JPSUun08stSK8Ti2v+oUkXtkLewpMR3H+6/ffu2F6uOo8pkL2Tu3ZNLly7J4e3bpbR1a5lao4bMqllT5r74osx/6SVZ8NJLsqh2bVmsey2sXVvKXnpJ5taqJeuHDZNzJ08K9gD24kHIhLYqRpcuXrwohzZtktJmzWTa07ozL0zdQX1CvZpXt658Vlws50+eFHTZeZirgK2Q+WrXLnn55ZflpRde8L1qv/CCxPoqysgwVyWbYidkQgu/c906efk//sNXb1CHYq03aBkP9OjIZGjlrL9iK2RQ3KNHj1Z4LV26VPDqnp0j3XsVSI+8QhlSMkKdw/nAe65evWq9chakaAhkZnhznkywuqPVm9KyMumSkSk98gpU/SkeXqLqTmC9wffr3CHP9JpsO2TClbBHVo50y8mT7r3yZeb8heGCevIaILMtYDJezD4ZD0MmlNGvXL0qrTp0lm698qV7br58vHJVqKA8b4ECjobMiGmzZOGGrbJ0805Z8tmT5+hYoIljkiBk4jPFjZu3pGTaLFm8cbss3bxDtu87EF9EvMsQBRwNmZHTZ8vy7btl9d5Dsmxt8u00r4fMgafLCtiSiVzv9x86JGPnzJcVO/bIyt0H5ONNWyLfxBCmKeBYyNy8dUvGly6SVXsPyuYjJ2Xyoo/k0aNHpgnhxIgJmfissvvAAZm29GP5bN9h2fjlcfloPbfbjE9JY+5yLGRWbdgoc1eulQ1fHpf9F76VOZ+ulWvXk2u4UQ8ZbYEkWzKRK/7KDZtk8YZtsunISdlz5pLM/XSt3PPoSv3IatgfwrGQmTBrrny8Y49sO3FWTl67Kcu2fi7Hzp63XzELcxAvZH7RrcL+Lskcv9i6of/o8fLZ3kOy89QFOXX1B+Wb+fp7PqPLwqrrl5QjIYMJUm80eEdatusgbTunSVp6hrRo10GWLV/ul3mvfzECMt8nGWR279kj9Rs2ktYdOknbLl1V3WmW2k5Wr1nr9eri2PKZBplt27ZJrVq1pG7dunzFqUHLN/8sa3tW8ttPJprukr4lsyXv76h/nPrr665jf8EuyJhpkNm+fbv07dtX8HRHvuLTYOm0AbI597cJQebw8H+m/gnWQcCGR/wKmAaZHTt2yOjRo9VDzrFZM1+xa7B+0RjZlCBkTo39F2qfYP0jZOIHDO4kZBKsgGbCk5CJHcxm2IOQIWQ8+09NyBAyif28nXE3WzJuaMnklW8kHqvj9zS7Swn/CbElkxisCBlCJuEfoRldFCfFScgQMp79kfi6S2zJ2GpjQsbBkElPT5fi4mK+4tRg/MA02ZjzvOxMADLHRv6f1D9O/bW6+/rrryf2K0vyu03rLmE3+enTp/OVgAal4wtlU+7flUNm6LMSq0/mzLj/hzZIwAaowx9//HGSYyKx4psGmcSyxbuhAJYVqCdIai2ZOCBzeaZ3d8ZjLXGHAoSMg+1EyDjYOMxa1AoQMlFLZX1AQsZ6zZmi8QoQMsZraliMhIxhUjIiGxUgZGwUP1LShEwkhXjdDQoQMg62EiHjYOMwa1ErQMhELZX1AeODzG9Ev58MR5estxtT9FeAkPHXw1HfCBlHmYOZiVMBQiZO4ay4zQeZXk8XSEY1T4YtGStswzSiV4CQiV4ry0NqkPk8psl4hIzlhmKCYRUgZMLKY+9FQsZe/Zm6MQoQMsboaEosRkDmCpcVmGIbRhq9AoRM9FpZHpKQsVxyJmiCAoSMCaIaFWUgZC7E4fhlS8YoazCeeBUgZOJVzqD7bt68KdeuXQv6Ov3Fp/Jp5j/Imp6VZWuv38jBfs/JhZLfyndj/k6uTfytXJvyvFyb+pxcm/5buTbr7+XazL+Xax/+nVwZ97x8PaKynBtaWU5MqhI0bi3Nn376yaCSMBoqEFwBQia4LpacPX78uGRkZklBvwEVXmk90qVVyybSpslrktrsdenYur50b/+OZHV5T3K7N5G8jKaS37OZFGQ1l8LsFtI7p6UU5rRU3/PSm0p218aS2eVdyeieKu06dJScwt4V0sC50rIyS8rKRJJXAULGRtvv3LlT+o8cLfNWr5eZK1bJlEUfyZxP16jvuf0HSYee2ZIzYIj0GjxM+o0eLyOmzZYJpYtk6tKPVfjZKuwGmb9usyzasFUWrt8ipZ9tkBnLV8nkRR/JuNKFMmrmPGnSqo1MX/aJzP7kM5lQtkhGz5wnkxculYlli2XU6DE2KsCkk0EBQsZGK2uQmbRgqXRM7yndcvKkYPAw0yCTnt9b6r/TUBo1aSovv1pPiidMIWRstH+yJE3I2GhpDTL9R42R4VOmK7i8/mZ9GT9voRjdkpmyaJlUqVJFhk2aKlOXrpDX/vaGvNO4iQwYNFguX75sowpM2usKEDI2WliDzMhps6TBe40lLStHWrbvaEpLZujED6Vq1aoqndTOaVLvb39T399u0EDtAXzmzBm5ffu2jWowaa8qQMjYaFkNMvDJ9C35QPoMG6l8LfhudEsGPpn3W7aWqtWqSY2aNaXP8JGCVlN+fr58++23sn79elm2bJlgtIsHFTBSAULGSDVjjAuQySzoo+ACwOhfrTt2liZt2kqrTl2kTZdu0jEjS7rnFUpW0QDpNbBYCoYMk8KhJdJn+CjpO2K09B85RvqNHCNFJaMkf/Awyek/SDKL+kl6QR/565v1pbB4uOQPKlYtmRdeeEHwqlmrltSpU0e++eYblfNjx47JypUr5ejRo3L27NkYS8PgVCC4AoRMcF0sOfvDDz/IRx99JGVlZUFfMyePlMGt/i8Z0vS/yIiW/1UmtPsnmZn2e5nb4/dSlvF7Kcv8vZRl/ZOU5fxeynr9NynL/W9SlvW/SWn6P8nstP8qMzr/F5nc6Z/94p45c6bMmDFD8D516lQpKCioUNY5c+ZI+/bt5euvv5b79+9XuM4TVCAWBQiZWNSyOGzIGb9TK8vjWZVF5lYSKX1WZEFlkcXPiyx6XmRe+Srs22NS5Mqsio9EOXHihHoi4+7du+X8+fNBSwUfzaeffiqzZs2SR48eCSftBZWJJ6NQgJCJQiS7glw5vFw2ZaWIttWDb1lBgpDRyjNx4kQZMmSIfPHFFyG7R6tWrZJNmzYp4Fy/fl1+/fVX7Xa+U4GoFCBkopLJnkBGQOZqkJaMvjRoscDpi0eyTps2Te7du6e/rD7fvXtXvvrqK8nKylJdr3PnzlUIwxNUIJQChEwoZRxw3grIaMW8cOGCbNiwQUpLS2XPnj1BWyzwIX3++eeyYMECwWceVCAaBQiZaFSyKUzCkBmbIpFaMvqi/fjjjwLYTJo0SflssIgy2HHjxg0VZvv27RzyDiYQz/kpQMj4yeGsL0ZA5sr0P8RVKAxj9+/fX06fPq26UIGOXziPf/nlFwUZzK35+eef40qHN3lfAULGwTbWQ+ZQUYrE7PgdmyLfDI/fxBhVWrFihSxdulQNdwdKheHtgwcPqhnDcBDzoALBFIi/BgaLjecMVQCQ2fx0dMkOyGiF0WYEr169Wo1CPXjwoILPBjCCP+f777/XbuM7FVAKEDIOrghOgYwm0cmTJ9WMYMydWbx4sdy6dUvu3LmjXZZ9+/YJJvJhNIoHFdAUIGQ0JRz47jTI6CWCTwaT9TDHBptvoXWD45NPPpG9e/cKnMg8qAAUIGQcXA+MgMy3CfhkopEGQ9lFRUXKb6O1YOAk3rJlizq3Y8eOaKJhGA8rQMg42LhXDfDJmA0ZTb7PPvtMTdbDxD7NZ7Nr1y7Ztm2b2kIi2CQ/7V6+e1sBQsbB9nUTZCAjRpuwFgoOYEzYw/A3/DgYgRo/fryDlWbWzFSAkDFT3QTjdhtk9MWFbwarveG3wVYSa9asUd0nrurWq5QcnwkZB9s5bsjMeFbuT0iR22NTxKruUigZ4bP57rvvVKsmIyND9u/fHyooz3tUAULGwYb1AmT08mK5AvbPwUZZU6ZMUWuk9Nf52ZsKEDIOtqvXIAOp0XXCmidsmIXhb0AH82t4eFcBQsbBtg0GmR/HV5ZHkfaTcVB3KZy8s2fPVn4brJHCxD4e3lSAkHGwXb0OGUiP0ajDhw8L5tOsXbtWuFeNgytknFkjZOIUzorbkgEyeh2x/gl7DwM8nFejV8bdnwkZB9sv2SADU1y8eFFOnTql1kY9fPjQt1zBwWZi1iIoQMhEEMjOy8kIGU1vdJ2w2BL72hw4cKDCqm8tHN+drwAh42AbJTNkYBbsZ4PZwlj1jS1BebhTAULGwXZLdshopkG3CU9MKCwsVCu8AR8e7lGAkHGwrQgZf+NgFAprojASBd8ND3coQMg42E6ETHDj3L59W+1bgyUKly9f9ts4K/gdPGunAoSMnepHSJuQCS0QWjJ4ZhRmDC9btkzQpeLhTAUIGWfaReUqUcjcGZsi35m8aZUT5MMeNlgLtWTJEs4cdoJBAvJAyAQI4qSvhEz01sBjWfCES/hrsESBk/mi187skISM2QonED8hE7t42vyaI0eOCJ7dzcN+BQgZ+20QMgeGQKYk+UyMIe6dO3dKfn6+etJlSIF5wRIFkq8GWiKrMYkE20g8llXYyieThJDR1MdTLefOnSt9+/ZV0NE/vkULw3fzFSBkzNc47hQuf7lcNgU83I2QiV1ODHNj4WXDhg3pGI5dvoTvIGQSltC8CAgZY7XFMPegQYNUFwrbgvKwRgFCxhqd40qFkIlLtrA34ZG769atk2bNmqktJcIG5kVDFCBkDJHRnEgIGXN01WLFnsNo2Vy5ckUtxtTO891YBQgZY/U0NDZCxlA5K0T2yy+/CB5Al56eLtOnT69wnSeMUYCQMUZHU2IhZEyRNWikGPLOzc2VrVu3ci1UUIXiP0nIxK+d6XcaAZnvk3gIO1YDHTp0SCZMmCCNGjXiKFSs4oUJT8iEEcfuS4SMPRbQRqHwaF2OQiVuA0ImcQ1Ni4GQMU3aiBFro1AtWrSQCxcuRAzPAKEVIGRCa2P7FULGdhOoDGAUauDAgXL16lVuKRGHSQiZOESz6hZCxiqlw6ejjUJlZmYqn0340LwaqAAhE6iIg74TMg4yxtOs4JG62dnZsmHDBsEOfTwiK0DIRNbIthCEjG3Sh00Yo1B4lvfrr78u2MeGR3gFCJnw+th6lZCxVf6oEi8uLpaCggJBl4pHcAUImeC6OOIsILNZtwr74tBnJdZV2JwnY64pscIbT1DAs6E+++wzcxNzaeyEjIMNd/nwctmcnSKf56XIoaIUIWSca6y9e/dK06ZN1cPonJtLe3JGyNije1SpJgKZBxNSBJtWfT+CJo5KbAMCff/992od1LFjxwyIzTtRsAY62JaEjIONEyZrnTt3FuwxzOOJAoSMg2uC2n4zsLs0obI8mlpZHs+qLDK3kkjpsyILKossfl5k0fMi834jv8x4Vh5MfNKSucyWjC0WHjVqlJw9e9aWtJ2WKCHjNIvo8kPI6MRw2UcsS0hNTZWjR4+6LOfGZ5eQMV5Tw2IkZAyT0paI8OzusWPH2pK2kxIlZJxkjYC8+EGm79PRpRi7SxzCDhDV4q8ff/yxrFy5UvDkhGQ9CBkHW16DzC4MYccLGfpkbLXw3bt31f40u3fvtjUfdiZOyNipfoS0CZkIArno8tChQ12UW2OzSsgYq6ehsREyhsppa2RY63TmzBlb82BX4oSMXcpHkS4hE4VILgnyySefqIl6yeibIWQcXEkJGQcbJ8as/fjjj/Lee+/JF198EeOd7g9OyDjYhoSMg40TR9YOHDggq1evjuNOd99CyDjYfkZAhjN+nWXgcePGOStDFuSGkLFA5HiT0EPmyziHsAmZeNU3574pU6aYE7GDYyVkHGycCpAZ9qz8GGkyXqn/2qWNvf6ee504yMbYd+bEiRMOypH5WSFkzNc47hSMgMyg5v+7vPDCC+oB83FnhDcapsCyZcvU/sCGReiCiAgZBxvJCMikv/N/y8svv6wgc+vWLfnuu+/Uw+UxExUbYePcxYsXHayCt7IG529GRoa3ChWhNIRMBIHsvGwEZNq98f9Jhw4dpGHDhnL69Gk5f/68ggpWCWOTpStXrqgXnimEF56YqH2+du2aXL9+Xb1wHptm44Xz2Hby66+/VmHv3Lmj3i9duqTC/vrrrxLtC3vj4vXTTz/57tHO4UmOXjugWb169bxWrLDlIWTCymPvRSMh06VLF1mxYoVgUthHH30k06ZNkxkzZqhd9/EZvgJsio3p7yUlJfLBBx/IiBEj1CbZ/fr1k2HDhgn2SMGqYjzsbPbs2bJw4UJB8x9xYn9bPCZk06ZNsm3bNvn888/VnJD9+/erLSmxIhk7xp08eVJB7ptvvhGADi0rvPAZLSsASwMafpAAzYMHD1Tr6/79+xLshet44Zp2P1pouBffAcbjx4/ba8ynqWO+TN26dX152bx5s4Kr74QHPxAyDjaqUZB54403BKAw4kDXCru+6V+ADV4zZ85U8JkzZ44MGTJEASo/P1969+4tffv2lffff19129q1ayeAXrdu3dQs2JycHBk8eLAPbngGNUZhEN+8efNk0aJFsnTpUgUzzDNZv369bNy4UcEMk9uQFwDs1KlTqqUGgAFcaKWh1QXgAFx43bhxQ7XgAB3tu3Yd17QuJK7hfrT8ED+6l2jh4Rwg+vjx45heWsvu0aNH8uqrr6oNrVAO6INzXj4IGQdb1wjILEv/T6pFgh+G0w5Msde6Ztr7uXPnFDDww0brB+9ffvmlbNmyRb22bt2q3tEq07ZRWLNmjaxbt07mzp2rYAcgLV++XIFKa7HhHdAaOXKk9OjRQzBfBa2yiRMnKgADcmi9AXCTJ0+W6dOnC2Cpb6kBCmh5bN++XbXU9uzZI/Cx4DlMyOtXX32lWkyAHZ6frcEOXUvt1atXL8nLy1PAxPVkOAgZB1u5AmTwSJQYh7A5T6aigQGWXbt2Vbzw9Ax8QoCb/gXAoLWGlhW6luguAmp45hKggfeioiLp2rWrempB69atlS8sLS1NQR7Qw/1YWlC7du2kcrYTMiGrmv0XCBlzbABA7Nixw5zIn8aKLhi6X9h+Ey2u+fPnC1pc6G4RMqZKz8hjUaACZOKYjMeWTEXF0SpB9wuOZSMP+GngfIYTG3HDlwRHOrpU+oOQ0avBz7YqQMiYIz+cxACNkfu7oOUCp/HBgweVPwc+ILSWMJoUeBAygYrwu20KEDLmSI+hbXRhdu7cGXcCGC2C70brFsHxi6F9+Gfgywl3EDLh1OE1SxUgZMyRG5DBXKFwzt9wKaN1gomMGN7GSBPmFy1evFgNbWOoO9JByERSiNctU4CQMUdqzEtZsmSJ4PnV8J9Ec8DfgpYL4ILWC+CC4XDAKtaDkIlVMYY3TYFzWyfJ5uwUwdMK1FYPdPwaojVggdnJ6NZg2USkA85c+Fuwehozm8eMGaNGijD3JZ6DkIlHNd5jigLHVg4iZExRVtToEmYLY71VsAM+F0wWxIQ5wATzXDBzGSNGiR6ETKIK8n7DFCBkDJOyQkTo7mAWNLo/+gPrnAAVzHHBTGNMvMNM4VWrVkXV6tHHFeozIRNKGZ63XAE9ZA4VpcjFOLpLV/hwt6B2w8PW0PXBGif4W9BywUQ5+GgwtI0Je5i9a8YGU4RMUJPwpB0KHFtV3l1KBDIPbibHGplYbIRuEro+gAj8LegWwRGMlenoGmFbDLMOQsYsZRlvzAoYBZnb3xyMOW0v34CWC7pEWMOErScwlA1nLoai43XmxqIXIROLWgxrqgKEjLHyYlQJ3SOMFqFLlJmZKampqWqOi5X7zRAyxtqVsSWgACGTgHi6WwEXrCXCFgzwu2CTrT59+ii4RDOErYvKkI+EjCEyMhIjFPBBJj9FEvHJJGt3Cd0iTJxDFwh7vWDiHFZDr127Vo0eGWGjeOIgZOJRjfeYokBskHlOZNHzIgGPRLkyMkWSDTKAy71791TX6OzZswos8LdgSNoJByHjBCswD0oBQia2ioBukbbHL7ZXmDp1qtrLGPsNR7OmKLbU4g9NyMSvHe80WAEjIHPV4y0ZzG+BIxf+FkygwyzeCRMmSGFhodrG02CTGBIdIWOIjIzECAX8IIPH1IadjBe8u+RlyGB+Cxy36BJh711sEIU9eTH3BeBx6kHIONUySZgvQqai0eFv0dYU4YkCWOiIR8Nzk58AACAASURBVLfgKQZuOQgZt1gqCfKph0zkVdjeb8mgdQKfC+a0YNMpPHEAO9zhsSduOggZN1nL43k1AjJYu3THpTN+0WqBMxdPl8RCRkykw+NOcnNz1dR/t5qfkHGr5TyY7+Pa2qX8aPaTKW/J/DrjWXkwMUXujE0Rt0IGo0GY34I1Rdg3F3vm4jlIeO4SHLxuPggZN1vPY3lPNsig5YLRIrRaABg4cPGQNXSL4Nz1ykHIeMWSHihHMkEGW2JitAiro7FgES0XPCXSyCcKOKVKEDJOsQTzIV6HjNZywUZR6AJp++ZitMjtXaJw1ZeQCacOr1mqgFchg1YLnn0Nvwsm0WEt0ahRo9T+Lth6wesHIeN1C7uofIZAZqRzRpfgb8FwMx5Gj5EibA6FB9BjVXQyHYRMMlnb4WU9vvrpzniJjC45ADKAC1ZDAzB4CBqeUYRd6fbt26fmvTjcDIZnj5AxXFJGGK8CbocMfC7aUDQm0GEIevDgwWoyXbyaeOE+QsYLVvRIGdwKGUz7x1MWsa4ICxYnT56sNubGHroPHjzwiHXiLwYhE792vNNgBYyADBZIWjHjF60W7OGC7hB2n8Mw9OjRo9Wzoc3clNtgyS2JjpCxRGYmEo0CgZC5FGkV9uInm1bpZ/xaARnMb8FiRcAEa4kwgQ5OXS9NoIvGXtGGIWSiVYrhTFfAyZBBywVrijDtHw5dDEMPHz5c1q1bZ7oubk+AkHG7BT2Uf6dCBquh4XM5evSoWrA4fvx4teWCHZtyu9HchIwbrebRPDsFMmi1YDX0w4cPfYsWFy5cKPn5+aoF41H5TSsWIWOatIw4VgWcABn4WrBYERPo9u/fr0aK5s6dq3aiwzUesStAyMSuGe8wSYETAZPxrHL8ouWCCXSYlQt/C3b5xzA0NubGpDoeiSlAyCSmH+82UIHTa/xn/EYNmZnl+8nEOrqELhFGi86dOyfbtm1TcMG0f7RkeBijACFjjI6MxQAFrIKM1nLRVkNv3LhRPRd60qRJSTnt3wDThY2CkAkrDy9aqYAhkBkVejIeWi3YIAojRdggCi0Wbcf/ixcvWlnUpEqLkEkqczu7sGZBBv4W7Ndy/vx5Nc9lyZIlkp2drYahna2IN3JHyHjDjp4ohdGQwTA0ukSYzwJn7oIFC9RqaCwFwB4vPKxRgJCxRmemEoUCiULm9tgU+bbkGTly5IjqEmkPnp8xY4YMGjSI0/6jsIEZQQgZM1RlnHEpkChkvhtRSYa1/GfJyclRu/zj8a2Y44L5Lmy5xGUSQ24iZAyRkZEYoUCikMEjUYa0/D+kQ4cOkp6eroaljcgX40hMAUImMf14t4EKGAGZ4k7V5e2335aysjIDc8aoElGAkElEPd5rqAJnDJiM16n+/yuvv/66DBw40NC8MbL4FSBk4teOdxqsACCzJTtFdj3d4zeeGb/7in4rpdPH0MlrsG0SiY6QSUQ93muoAkZA5uqoFPnRpc/CNlRMB0VGyDjIGMmeFULGmzWAkPGmXV1ZqrCQmV1ZZG4lkdJnRRZUFln8nIi2/SYWSE5KkR/HpghbMs4zPSHjPJskbY40yOwO5pMhZFxbLwgZ15rOexknZLxnU5SIkPGmXV1ZKkLGlWaLmGlCJqJEDGCVAoSMVUpbmw4hY63eTC2MAoRMGHFcfImQcbHxvJZ1IyBzjfNkHFctCBnHmSR5M0TIeNP2hIw37erKUhEyrjRbxEwTMhElYgCrFCBkrFLa2nQIGWv1ZmphFDACMldGcO1SGIltuUTI2CI7Ew2mACETTBX3nyNk3G9Dz5RAD5nDfVPEb6uHKJcVsCXjvOpAyDjPJkmbI0Bma3aKYO0SIeOdakDIeMeWri8JIeN6EwYtACETVBaetEOBCpAZ/qz8OKGyPJpaWR77dZcqhdzqgd0lOywXPk1CJrw+vGqhAoSMhWJbmBQhY6HYTCq8AoRMeH3cepWQcavlPJhvQsaDRuV+Mt40qltLZQhkRnIyntPsz5aM0yySxPkhZLxpfELGm3Z1ZakIGVeaLWKmCZmIEjGAVQokBpln1NMKrrC7ZJW5ok6HkIlaKgY0WwFCxmyF7YmfkLFHd6YaRAFCJogoHjhFyHjAiF4pAiHjFUv6l4OQ8deD32xUwDDIfHvQxlIw6UAFCJlARfjdNgUIGdukNzVhQsZUeRl5LAoQMrGo5Z6whIx7bOX5nBIy3jQxIeNNu7qyVPtmNPXftCqmrR7K58ncpU/GUfYnZBxljuTODCHjTfsTMt60qytLtW+mriXTL0UusSXjSjsGZpqQCVSE321TgJCxTXpTEyZkTJWXkceiACETi1ruCUvIuMdWns+pUZC5um+W57VyUwEJGTdZy+N5TQQyDyc9GV26OjJFCBlnVRRCxln2SOrcBELm6+HPyt0on1ZAyDi36hAyzrVN0uWMkPGmyQkZb9rVlaUiZFxptoiZJmQiSsQAVimwP2CeDLtLVilvbjqEjLn6MvYYFCBkYhDLRUEJGRcZy+tZJWS8aWFCxpt2dWWpCBlXmi1ipgmZiBIxgFUKEDJWKW1tOoSMtXoztTAKEDJhxHHxJULGxcbzWtYJGa9Z9El5CBlv2tWVpSJkXGm2iJkmZCJKxABWKUDIWKW0tekQMtbqzdTCKBA/ZCoJ1y6FEdbmS4SMzQZg8uUKEDLlWnjpEyHjJWu6vCyEjMsNGCL7hEwIYXjaegUIGes1tyJFQsYKlZlGVAoQMlHJ5LpAhIzrTObdDBMy3rQtIeNNu7qyVISMK80WMdOETESJGMAqBQgZq5S2Nh1Cxlq9mVoYBYyCzDU+rSCMytZfImSs15wphlDgQNw74/lPxiNkQghs02lCxibhmWxFBQiZipp44Qwh4wUreqQMhIxHDBlQDEImQBB+tU8BQsY+7c1MmZAxU13GHZMCB2c1la3ZKbI7P0UO90uR6J9WUO6TuTYqReiTiUl20wMTMqZLzASiVYCQiVYpd4UjZNxlL0/n1jDI7J/laZ3cVjhCxm0W83B+CRlvGpeQ8aZdXVkqQsaVZouYaUImokQMYJUChIxVSlubDiFjrd5MLYwCRkHmOn0yYVS2/hIhY73mTDGEAgoyOSmyJ8EhbEImhMA2nSZkbBKeyVZUgJCpqIkXzhAyXrCiR8rgg0xBYpPx2JJxVoUgZJxlj6TODSHjTfMTMt60qytLRci40mwRM03IRJSIAaxSgJCxSmlr0yFkrNWbqYVRgJAJI46LLxEyLjae17Kuh8yRBFZh0/HrrJpByDjLHkmdG0LGm+YnZLxpV1eWipBxpdkiZpqQiSgRA1ilACFjldLWpkPIWKs3UwujQAXIlDwrdydUlkdTK8vj2ZVF5lYSKX1WZEElkcXPiSx+XqT0N/LrTP+d8W5w7VIYla2/RMhYrzlTDKEAIRNCGJefJmRcbkAvZf8Q9vjFAsmCFFGjS2zJeMK8hIwnzOiNQiQMmXEpgo3E2V1yVn0gZJxlj6TODSHjTfMTMt60qytLRci40mwRM03IRJSIAaxSwDDIHODTCqyyWTTpEDLRqMQwlihwaHYCjt/Jz8iPmk+GkLHEXtEmQshEqxTDma6AUZC5eZAtGdONFUMChEwMYjGouQoEQuabWIawdS2ZW4SMuYaKMXZCJkbBGNw8BQgZ87S1M2ZCxk71mbafAnFBpuzpsgK2ZPy0dNIXQsZJ1kjyvBAy3qwAhIw37erKUgWDzL1ICyTZknG8rQkZx5soeTJIyHjT1oSMN+3qylIRMq40W8RMEzIRJWIAqxTQQ+arfimCIWx2l6xS37x0CBnztGXMMSrgB5n+MUBmViV5yNGlGNW2LjghY53WTCmCAoRMBIFcepmQcanhvJhtQsaLVhUhZLxpV1eWCpDZ9nRnvK/YXXKlDYNlmpAJpgrP2aIAIWOL7KYnSsiYLjETiFYBQiZapdwVjpBxl708nVtCxpvmJWS8aVdXloqQcaXZImaakIkoEQNYpcDeCa/S8WuV2BamQ8hYKDaTCq/A9uI/EjLhJXLlVULGlWbzZqYJGW/alZDxpl1dWSpCxpVmi5hpQiaiRAxglQJGQebGzhKrssx0olCAkIlCJAaxRgGjIHP5swxrMsxUolKAkIlKJgayQoEdBjl+CRkrrBV9GoRM9FoxpMkKGAKZD1KEkDHZUDFGT8jEKBiDm6cAIWOetnbGTMjYqT7T9lPAMMisoU/GT1ibvxAyNhuAyZcrQMiUa+GlT4SMl6zp8rLsGGrAjF/4ZNiScVRNIGQcZY7kzgwh4037EzLetKsrS2VUd+kKWzKOsj8h4yhzJHdmjGjJXP8gRQgZZ9UjQsZZ9kjq3BAy3jQ/IeNNu7qyVISMK80WMdOETESJGMAqBQgZq5S2Nh1Cxlq9mVoYBQiZMOK4+BIh42LjeS3rhIzXLPqkPISMN+3qylJVhEwluTehsjyaWlkez64sMreSSOmzIgsqiSx+TmTx8yJlv5Ffdc/C5uiS80xPyDjPJkmbI0LGm6YnZLxpV1eWipBxpdkiZpqQiSgRA1ilgGGQWctV2FbZLJp0CJloVGIYSxQwCjJXCRlL7BVtIoRMtEoxnOkKEDKmS2xLAoSMLbIz0WAKBELm25L4RpfYkgmmrn3nCBn7tGfKAQrsDNhPhpAJEMilXwkZlxrOi9kmZLxoVRFCxpt2dWWpdg7z3xmPLRlXmrFCpgmZCpLwhF0KEDJ2KW9uuoSMufoy9hgUIGRiEMtFQQkZFxnL61klZLxpYULGm3Z1Zak4hO1Ks0XMNCETUSIGsEoBQsYqpa1Nh5CxVm+mFkaBeCHzOGCrB07GCyOyDZcIGRtEZ5LBFdAgs7cgRb7qnyLRDmETMsH1dMpZQsYplmA+hJDxZiUgZLxpV1eWKihkJkbeGY8tGWebm5Bxtn2SKncVIDOiktyLFjJTnpEfx6UItt+kT8ZZ1YaQcZY9kjo3esgchU8mRsjcJWQcWX8IGUeaJTkzRch40+6EjDft6spSETKuNFvETBMyESViAKsUIGSsUtradAgZa/VmamEUCAaZ+zE4fjWfzDXu8RtGZesvETLWa84UQyhgGGTW8WkFISS25TQhY4vsTDSYAoRMMFXcf46Qcb8NPVMCQsYzpvQrCCHjJwe/2KmAP2SeUfNk4vLJsLtkpxkrpE3IVJCEJ+xSgJCxS3lz0yVkzNWXscegQDDIxLKsAKNLNz5IkWtsycSguvlBCRnzNWYKUSpAyEQplMuCETIuM5iXs0vIeNO6hIw37erKUhEyrjRbxEwTMhElYgCrFCBkrFLa2nQIGWv1ZmphFCBkwojj4kuEjIuN57WsEzJes+iT8hAy3rSrK0tlFGSucwjbUfYnZBxljuTODCHjTfsTMt60qytLRci40mwRM03IRJSIAaxSgJCxSmlr0yFkrNWbqYVRwCjI3KBPJozK1l8iZKzXnCmGUICQCSGMy08TMi43oJeyT8h4yZrlZSFkyrXgJ5sVIGRsNoBJyRMyJgnLaGNXgJCJXTM33EHIuMFKSZJHQsabhiZkvGlXV5aKkHGl2SJmmpCJKBEDWKVAIGS+i+NZ2NgZj0PYVlksunQImeh0YigLFDACMj8QMhZYKrYkCJnY9GJoExUgZEwU18aoCRkbxWfS/goQMv56eOUbIeMVS3qgHDuH/lG25aTI3oIUOdr/GYnHJ8PukvMqAiHjPJskbY4IGW+anpDxpl1dWSpCxpVmi5hpQiaiRAxglQIbs3/D7pJVYluYDiFjodhMKrwC63umPIFMYYI+mfUZ4RPiVUsVIGQslZuJhVPADzIDEnD8EjLhZLb8GiFjueRMMJQChEwoZdx9npBxt/08lXtCxlPm9BWGkPFJwQ92K2AUZL4vq2t3UZi+TgFCRicGP9qrgFGQuUzI2GvIgNQJmQBB+NU+BQgZ+7Q3M2VCxkx1GXdMChAyMcnlmsCEjGtM5f2MEjLetDEh4027urJUCUNmbIpggSR9Ms4yPyHjLHskdW4IGW+an5Dxpl1dWSpCxpVmi5hpQiaiRAxglQKAzHbsJ1OYIsfiWVbA7pJVpoopHUImJrkY2EwFEoHMoynPyN2nkLnCeTJmminmuAmZmCXjDWYpQMiYpay98RIy9urP1HUKEDI6MTz0kZDxkDHdXpSEITPuyRA2u0vOqgmEjLPskdS5IWS8aX5Cxpt2dWWpNiQwuqQcv2zJONLuhIwjzZKcmSJkvGl3QsabdnVlqQgZV5otYqYJmYgSMYBVChAyViltbTqEjLV6M7UwChAyYcRx8aWXXnpJLl686OISxJb1lNiCM7SVCoSCzE9TK8vj2ZVF5lYSKX1WZEElkcXPiSx+XqTsN/J4ViWh49dKS8WWVp06dQiZ2CRjaLMUIGTMUtbeeAkZe/Vn6joFNMh8EbBAMtaWzFWuXdKpav9HQsZ+GzAHTxXYkPlkFXbMkJnt310iZJxVpQgZZ9kjqXOzkZDxpP0JGU+a1Z2FqgCZkZXk3sTKErG7xJaMow1OyDjaPMmVOULGm/YGZC5duuTNwgUpFYewg4jilFOEjFMsYWw+CBlj9WRsCShAyCQgnoNvJWQcbJxky5q21YNvdIk+GU9UAULGE2b0RiHWZgQMYRMynjAs1i7RJ+MJU7q/EISM+20YrASETDBVeM4WBQIh8z1bMrbYwehEX3zxRbZkjBaV8cWnACETn25Ov4uQcbqFkih/hIw3jU3IeNOuriyVEZC5OTpFuHbJWeYnZJxlj6TODSHjTfMTMt60qytLpSCTmyLaPJmIjt8lTzet0q1dYkvGeaYHZL7++mvnZcykHHFZgUnCGhGtHjLHBzwjhIwRqtofx5///GdCxn4zMAdQYB0m4z1tyRAy3qkTaMl888033ilQhJKwJRNBIDsvGwaZ+XXtLAbT1inw7bffCiDz1Vdf6c56+yMh42D7EjIONk6cWbt375707NmTk/Hi1I+3GawAIWOwoA6I7tGjR7Jq1SpCxgG2YBYS9cl8+IzcHZcianSJ3SXH1KcrV64QMo6xBjOSmOOXkHFsDZo6darcv3/fsfkzOmP0yRitqIHxJdRdImQMtISxUS1dulR+/vlnYyN1cGyEjIONQ8g42DhxZu3q1avSvn17OXfuXJwxuO82QsbBNiNkHGycOLOG0aVly5bxMbVx6sfbDFbAKMhco+PXYMvEHx1Gl7788kv54Ycf4o/EZXeyJeNggxEyDjZOnFlDS2b58uWCSXnJchAyDrY0IeNg48SZNbRk0F26detWnDG47zZCxsE2I2QcbJw4s4aWzKZNm+TGjRtxxuC+2wgZB9uMkHGwceLMGloyc+fOZUsmTv14m8EKEDIGC+qQ6NBdunbtmkNyY3422JIxX+O4U1jXM4GtHnST8Ti6FLcJTLlx48aN7C6ZoiwjjVmBkJCZVlkez64sMreSSOmzIgsqiSx+TkS/Mx4hE7PeVtyAtUurV6/mPBkrxGYakRUwCjLXF3A/mchqWxMCQ9czZ86UCxcuWJOgA1Jhd8kBRgiVBUImlDLuPY+WDDasunnzpnsLEWPOCZkYBbMyeHyQeU4eYyNxdpesNFVMae3bt4+jSzEpxsCmKUDImCatbRGjJVNYWCjnz5+3LQ9WJ8yWjNWKx5AeIRODWC4K2rdvX44uuchens4qIeNN806ZMoVrl7xpWveVan2oeTJhh7CD+GQ4uuQY42N0aevWrXL79m3H5MnsjLC7ZLbCCcRPyCQgnkNvxdqlBQsW8LlLDrVP0mWLkPGeybF2affu3XyCpPdM684SETLutFu4XGN0ady4cZwnE04kXrNOAULGOq2tSgk+GTyt4KeffrIqSdvToU/GdhOEzgAhE1obt17B/Bg83O27775zaxFizjchE7Nk1t1AyFintVUpAS4nT57kVg9WCc50witgBGRujU6RaxzCDi+0hVd37NghmIx36dIlC1O1Nym2ZOzVP2zqhExYeVx58e7du2qrh0OHDrky//FkmpCJRzUL7nlw9wchZCwQ2uIk8CiUfv36ycGDBy1O2b7kCBn7tA+b8uUzXxAyYRVy50WMLq1fv1693FmC2HNNyMSumSV3hITMpMryUwzLCuiTscRcUSeCFgyeu/Tpp59GfY/bAxIyDrVgMMhcHllJ7sUBGe6M5xwjoyUzffp0tX7JObkyNyeEjLn6xh07IRO3dI6+cc2aNYJZv6dPn3Z0Po3MHCFjpJoGxnXlzBeyIWAVdrwtmcuz/iw/P7hjYO4YVbwK4EkFOOCXSZaDkHGopY2EzPcz/4f8dD959pR1qElVtvCkAhxHjx51cjYNzRshY6icxkWmh8y+whQ5PuAZibclQ8gYZ5dEY/roo49UFGvXrk00KtfcT8g41FSEjEMNk2C2tO4SdsdLloOQcailCRmHGibBbJ06dUrFsG7duqTZuIqQSbDSmHV7IGROsLtkltSWxnvs2DGV3tmzZ+XIkSOWpm1XYoSMXcpHSJeQiSCQSy9j+BoH1i7duHHDpaWILduETGx6WRaakLFMaksTwibiOACbZFmJTchYWsWiT4yQiV4rt4TE86/nz5+vsnvnzh05ceKEW7KeUD4JmYTkM+9mQsY8be2KGdtuHj9+XCWP1di7du2yKyuWpkvIWCp39IkZCZnLnIwXvfAmhsTcmFu3bqkUABgsMUiGg5BxqJUJGYcaJoFsYeX1119/rWKA01f7nECUrriVkHGomQgZhxomgWzt2bPHBxb4Z5JlaQEhk0ClMfNWwyAzJkXYXTLTUtHH/eWXX8r169fVDXhqwebNm+Xhw4fRR+DSkISMQw0XFDKj4thPhpBxjIUvX76shq6RITxJEg95u3jxomPyZ1ZGCBmzlE0w3itny7d6wAJJNeOXkElQVXtvHzZsmN+w9RdffJEU+8oQMvbWu5CpK8hkpsj23BQhZELK5JoLaLGMGDHCr3uEWb/nzp1zTRnizSghE69yJt9HyJgssMXRY35M9erVfUsJHjx4IM2aNVNPk7Q4K5YnR8hYLnl0CWqQ2YGWTO8UOTHwGbnM7lJ04jkwFFoygIp24FnYeJLk3r17tVOefSdkHGpaQsahhokzW4cPH5YxY8b43V1WVibwy3j9IGQcamFCxqGGiTNbZ86ckYULF/rd/f333wvg4/WDkHGohY2EzJWZ/0N+5h6/tloaywnat2/vl4fPP/88KVZiEzJ+ZnfOF0LGObYwIifYEa+0tNQvqlWrVnEI208RfrFUAULGUrlNT+zmzZsyYMAAv3TQXdqwYYPfOS9+YUvGoVYlZBxqmDizhSHr3r17+92NVdlbtmzxO+fFL4SMQ61KyDjUMHFmC2uWevTo4Xc3hrBXrFjhd86LXwgZh1qVkHGoYeLM1u3bt2X48OF+dwM88Mt4/SBkHGphQsahhokzW1iBnZeX53c35sgcOHDA75wXvxAyDrWqoZCZxSFsu818//596dKli182ABhtY3G/Cx77Qsg41KBXz30hGzJTxIhlBVcIGdutjCHsZcuWibaBON6xcdXy5cttz5vZGSBkzFY4zvhvXCBk4pTOkbc9fvxYSkpKBEsJ6tatq/b3BWCSYZ9fQsaRVVKEkHGoYeLM1unTp9U6JSySBGSysrLU8DX2/fX6Qcg41MKEjEMNE2e2MFxdVFQkL7zwgtq4qmbNmvLxxx/LypUr44zRPbcRMg61FSHjUMPEmS04fhs2bChd0tLk9oNH8u5778m//du/JcVm4oRMnJXG7NsIGbMVtjZ+tGTQisnMyZV931yTrILe6vvSpUutzYgNqREyNogeTZKETDQquScM1inVr19fGr73nhw49600TW2nfDPXrl1zTyHizCkhE6dwZt9GyJitsPXxf/vtt9KiZUvpktFTGjdp6repuPW5sS5FQsY6rWNKiZCJSS7XBP7www9l5e4DUjJqlGvynGhGCZlEFTTpfkLGJGFtjpaQsdkATL5cgR+MnIw3m8sKypW19xMhY6/+TF2nQDDIXInxaQX3xqXIrTEpcoWQ0Slr70dCxl79mbpOAUJGJ4aHPhIyHjKm24tCyLjdgsHzT8gE14VnbVCAkLFBdAuSJGQsEJlJRKeAkZC5Sp9MdKJbEIqQsUBkJhGdAoRMdDq5LRQh4zaLeTi/hIw3jUvIeNOurixVIGRODnxG4h3CZnfJOVWAkHGOLZI+J4SMN6sAIeNNu7qyVISMK80WMdOETESJGMAqBQgZq5S2Nh1Cxlq9mVoYBQIhc8Lnk/mN/DStsjyeXVlkbiWR0mdFFlQSWfycyJLnRcqek8ezK8mjD58RbVkBfTJhhLb4EiFjseBMLrQC8UHmtyLzCZnQqtp/hZCx3wbMwVMFAJmNAc9dejK6FK4lQ8g4vQIRMk63UBLlLxAy5UPYhIybqwEh42breSzvhIzHDPq0OISMN+3qylIRMq40W8RMEzIRJWIAqxQgZKxS2tp0CBlr9WZqYRQgZMKI4+JLhIyLjWdV1s+ePSv79u0z/bV5ZZlMbfc7mdXhdzI/7XeyPP0fZH2vf5SdRf9Jdg/4R/liyD/KvuJ/lH3D/kH2lfyj7Bv5n2XfqP9V9g3/z+ra7n7/i+wo/J1sLfidbBj8P2XPzi2m59kKXdyeRr9+/aTP0BGS06uXrfY4dOiQ3Lx505KfDZ9WEKPMTZo0kYF9WvFFDVxdB3p2f182bFgfY+2PLzghE6NueArgjInd+aIGrq4D/QpayIb162Ks/fEFJ2Ri1K1Hjx7y1pt/4YsauLoOvPZqbTl9+lSMtT++4IRMfLqpu/DYUbyiPX766Se5c+eOuufnn38OeVukeHEvnq1848aNkHFoF/CsZcT38OFD7VRU7/fu3YvrPkT+yy+/yJUrV1RZw5VTy8ivv/4qV69eVWWCRrEcDx48UPkMZQdcv337tgoTGK92HlrqD+Rn587t0qNbB+lblCeLFy+WR48e6YOE/XzixAkpyM9W93/yyfKwYQMv/vjjj7J8+TJ10Z3VrAAAFU9JREFUb8nwwbJr1y55/PhxYDC/78j/mNEl6p6FC0r9fC3Qc/ny5TJ4UG8ZNnSgKgvKZ+VByMSh9q1btyQnJ0dyMtuq12effRZVLB98MEIG9c+Uju2bSVlZWYV7UFkGD+zji3fv3r0VwuDEwAH9JKtnW8no0U62b98eNAxObtmySXKzOqr4iocMCBku8MKGDRukW1oHdV9alw5y6dKlwCBhv5eVzZPMjHZSkNdVJk2aFDYsLi5atFCF75meKmPHjo0YXgsAEBYWFkq71KYqr1OnTtUuqXcAprAgV/oX9ZBWLRuL3k6AYLNmzaRbWkvJzeqgnLDazfihp3dtKpM+6CLjRnSSjG7vqx+7dj3cOwDTucN7MnpYB3V/Zo8mMT3zesWKFTKkXxt175jhHaRju8Zy9+7dkEliICI/t5N8MPRJevnZTaWoqI8v/MGDB6Vn9ydlGTO8o3Rq31gB3RfAgg+ETBwiz5gxTSaN7urrk3ft3CSi4UaPHi2D+7b23dOy2d8EFUB/FPXpLSMGt/OFye6Zqv7d9WEmT54sA3q3UmEmje4ir79WR+7fv68Poj5/8skn0uS913xxFeY0k1mzZlUIF3gCP1zEOX5EJ3XvqOIOMnjwQImmRYK4FixYIHlZTXzpZnR9V7Zs2RKYjO87QJqT0dgXPju9sQBy0RxHj34lwwZ19t2b2eN9v7T69u3jp2fzpvXl66+/FvyTDxs6REoGPdF66riuktapmQAuOObMma2cuprvbcqYNJkwfnQ0WRLoPrBPuZ1HD+soI0eOjOpeBEI6SE9LG3bbEeaPBKNtcOJq4fFer97LvvSmT5vssyWuwRezYkVsrStfZHF+IGTiEK54SJH6p9EMm9vz/aDNcX3UgQ7j9K6N/P5ZETY3u5sAHFq8+LHin1E78CNom9rcdx3hundpKFu3btWC+N5R2QcVlVf2yWPSpFOnTr7roT4gvbat3vRPo1t71fUJdY/+fFZWlkweXf4jwQ954MCB+iB+nydOnKj+ubUyjxzSXgoKCvzChPoybtxoGT6wrS+vaD2g3NpRs2Y13zXE363zu3L48GHVdczqWZ5HXOvZ7V0f9L/77jvJ7P6e717oCPBEc+zcuVNgW608aJXEAhmko7cb8oH8hDrQkmnT8m1feviTKikZ5gu+dOkS6VvQ0ncddepQwJ+bL7BJHwiZOISdP3+eDBvwpHJPHt1F2rdt6vOPwOj4dzl+/Lhf3xhN+YFFbWXa+G7qn6p72vuqlXL+/HnffIn5ZfNkcN82qkLgh5rVs6P88MMPfjkcNWqUFOW1EPz7jivpJE3ef0e++eYb1aSGX0LzaaCL067NO/Lh2K4qzbSO7wh+0PoDrRP4iC5fvuxrqeC+Vi0a+e4L9qPXfC7wowQeaO7nZLwvU8amqTzmZDQTlBEH5mUE+k7Q8gHU8O8NbfADDdWSQTdV74fas2e3FOU/0QvptW7xpt+9I0qGS3H/J62ViR90lvRurZSeyD9aDOg+AAYTR3WRTh0a+4ry5ZdfSuN335J2rd+U3J7NBc7+QDtAN3R5ly5ZpOyn93kBdHnZqdK7V6r06Z3vizeaD6g/rVu39t0/oqRY2fTixYvy0bIlMnnyBMFn/YFuYHq3FlKQ20Y6dWwpaI1qB+yJbmGvp/lBt1l/XQtn5jshE4e6qOyTJo5RowtpndvIxo0b1Y/0yJEj0j2thWpq985rI6NGDvX96JHMpInj5Z2360nH9i3k4MEDgvB9C7uo8O1a15fc3FwZP/4DFW/njq1UvPhB6A/8sHtmdJc3/1ZXmjd7V8UBX05BfpZ06tBchg4d7POh7Ny5QwGj8bt/k8mTJwqcwPpj+vTp0rlTW+nRrY3gs3YcPLhf3ffm3/5DeuVmVrhP87nA7xLoB0Ecc2bPkrZt3pf8Xj1k65bNKlp0i9K7t3/ib8rJ8XUD0dWbO3eO0gTaIO5gB7qW3dLaSQ58TDk5AhsAkh8tWyzp3dup9D79ZIXfDwjAhR4YDczM6CKnT5/2RY374Qht3/Z9Se/RUdY/Hc6FTdI6NVYtpOJ+baRtm6a+e/Qfxo8tUXZDSyo97V1ZunSp/rICK1qFevj4BQjzBS1WgBn3w6+Eo13q+zK0f6oMH9RW2qU2UXbXR6GFh68p8MCfyIULF/ziCwxj5ndCxkB1Z86Y6NeN6pXVOqyvZkC/XjJhZLlPoSA31QcILVtw+u3du0f9Y6J1FAgdhINzE10FrYlekNfd78emxaV/x7+t3mfTtVNDQVM/0oGWR5+8J102tJIaNXhFjh49GvY2QDA/t315/nKaycyZM8Leo78IIORmP2l1oIwTRnWWRQvn6oPE9BmtkGCjRYBWQUGeL59IS9+N0ifSqvkbfuF65abrL/s+o+WGlq2+2+u7qPuAlhLCwMaBoz9LlixRvhTNvuiCxtIFA7QAWOTDqlm+uqIJIaNXI8HP/foWyHgdNCL5aoYVFwp8JVrl6dalqR9kUDkyMzOlX2Gq+mdt3vQtP8emlt3u3dr5+XLQTI9UqdF10vf9kY9oKi58Llp+8Z6d0VhWr16tZSXoO/LSu1e5L2lsSUcZM3p40LDBTgJScOpq6QJuPdPbBwsa8dymTZukefNm0reo0K9lgxuDQaZj27d8vhp95Jk9njjftTz175ujv6w+A+TZPduqFk/nDo39/EWBgfsUZsvI4jTpk9dGOnXqqKYAaGHQioNDXEsLkJkzZ452Oew7uku5OT1kSP/OKh8jhveL+AcUNsI4LhIycYgW6pbS0lLp3auFalWgWTtoQJ4yKPrAaMoPGzpYdQ20JvCSxQulT6+WKnzJoLYydEih6gZo8aMJ3Cvric8BFQz/4N26dtAu+94L8zN9DlD4cgrzu1fo4vgCP/2Akaamjf/q873AZxPKF6K/d/DgwdLnKTDgF4LPJdzoEe6Fn6FLh3d9PxL4s6ZN9fcP6dMI/Ix/35zM9gI4QYcxwzvJpInRjfbo40I+0ruVw65V8/rq310fBt2l3My2gq4SfvRjxwSHIUZtsLwE3SVAPbC7hDgDHc/4Hqz7NH78eBWXBhE4ewFD/VFYkKVGFeGPS23zfoXukj6s/vPKlZ/6fE+IH47ftWvX6oOY/pmQMVBiwAT/OiNHFMuePZ/7/A7jx4+RQX3bqOFUDGPPm/ukq4DwWKi2YP5smV8218+piWwBMsUDyls6mAsBxx3+2eGXwGgRwHbq1Cl5t9Hb8m7DV2X40L4Vuj0Y3UFYQERz+uF94sQJ8m6jv0mHtg2Vz0a7hn+/jIwM9Vq4cKGfQnC89i7sJc2bvC6N3vmrrFr5qd91fAFEhw8frtKEzwa+kXnz5kjDt19Reezdu5dvuBjhcR3pII+BzmlcR/cBE+JefeUl5SSePHG0X4tPywDyj/QQT7D5NigvRnu0HzMcv+iKBB4Y5l63do2sXLmygsNXC4suF7ofcPyipRYID/i/4AvS0sI7vgc6vhEftMZUAS0sWpiBul+/fl0WLVqk8oX8RXuUzptVYQjbquUEWh4JGU0JE9/he8EolFaJ8rLbRmxpIDvoLk2c8IEU928jaOlk9miq5roM6N9bhg18UinhH5k3b57y1aCya60k3I+Kj8l0WgXu0qGBzJoV3heCH0fXLq1UxcRcmUbvvFIBWogbI1qAYLCjoCDX19pBMx9ze3Agb8G6cYUF+WpECvoAwlmZGX4Ocy0NwCjY/dr13r0LpCCnmdIZmhUXF/v5XtB603c7RgxuLxgN0w4AAJobdWDF9ZB+7VRLNbPHe2qUJ1jc8Jdkpj9pAQN8uVlto26paPHhjwfawH+lP/Cnh8l48Nmhdc3JeHp1PPQ5rXNrP8gU9OpSoTKEKi5Gk9Z8tlq1dNDMRYVs29p/kWbPjK6+Foo+HoSFM1mDG7pbOdnd9UEqfIYfAb4k7R74avBPG+2BUaTO7cvnbSAezO0J9+OtU7um3wS0tE7vqy5WtGkiHH5kDRu84ss30n37rdfU8LwWD1phPTO6KT8Shs1Xr1qh8oUh6549u0lmeqoMGTJEC+57h7M9HNx8AQM+oLWDZQWdOqaqViO+B47wabdgdAstYIx4BQ5Ra2FCvWMIO6tnO+nSsbH0Lcrx+6MBmNFaLp03U4qLB8m2bdsqOJZDxWvUebZkjFIyTDxo+nZs31j1uzG0rf2z4xZA5MD+/bJ//74K3SX886OCLF60UE6ePKlSQOuhZ4+Wak4JfkjwweRkp6uKhR8y1qms/PRj1cpAWMzX0ICBf7OeGWlhciqqS4XZyNo9aM2EmhyHH8zqVStl/LgxPiighdO4UT2ZOv7JjGg4wlu2bBkWMu+918APMl07Nw8JYWiye9cumTB+rOqaal08QKZTh2Zqbg7yjnkxDd7+q+ru4EeLbs3+/ftVPgBS+GdwID50w7RRPrSAhg4dqq6hmwZfS/eu7VQ3rWGDeiFXLgMgSGPzpg1BgYRJgFgLBbhlZ3aW3bt3hbVD4EVtnkxp6Vw1a1m7jnjrvVrXZy9MxmvRvJl22RHvhIwFZsC/CVoVmE+DSoGKjQNOxvxeaaqLgH54oON3ypSJyjFc3D9VTabSmvZlZXMlO6OpmriGuSzajF84U4vyW8rQAamSl5Oq/rXmzJ6phqrROumW1lwwBybcgR9tdlaGdOvcUA3fYk5PqH/fVi2bSv/CJ+l17VzuAB4/fpx0ave2mjXboX35+VDpYnlARvfmktXjPXmvUT3BEoxQBwCd2f3JPJa++S0F/i7tgJMzK72Fiuft+n9R/hY4UNH9gIMWyzEG9PefTQy/SrfO7/h+pABU+/ZPRq7Q3czNKZ+FDUd3YV43LTm/d8ybQRp4Ye1S4HSAwFniqa0b+t0f6Ys2TwYOaf08Gdi+MLeFX/7hYHbSQcjYaA0MeevntxTlt/C1WDA/BqM/WosC77nZXX0tArRS8APSmvGYqxIYvmvXLqp0cPjiBYdusEObiauHCX4kmqMYQ7uY0KVfqLdmzRq/NUooR35++exWdJvQvQvWTdLS0+cFvgM0+7Xy4Br8C3pHKVoLfXv38GmCH323Li310ahuE+LBvBPke/CgIl94aBg47wWT15o0flN1Z6dP6KYWGmJjMhyYKNg7r3weE1pneTkVl2Y8AVVDv3TQ9dEfgwbk+12Hf0xfVn3YwM+R5smkdWmrFnJiQSdG/jAZ0kkHIWOjNSZNGhsTZFDBNRAAMvPnz1f/1vhBAzJoPeih1Da1jc9XA8BgHgxe+n9ZnG/evKlkdG8tgwbk+uLXZMH1zp07SlZGO+ld0F2NuOAaWmH69AIho92vf0cLDqNO2sxfjAQFgxBafhgd6qGbIQzgADKZGU8WbqKcWIqAJR2hjmCQwbyXwDS/wszrolxp0+IN6ZrWwTcqiPunTR3r0xRLPrp3r9jdBGT0fizkbeBA/1XvGNnShynM61oh22jtoiuH8uuPSPNk0FVM795JXqtXW4YM7l+h262Py47PhIwdqj9NE5WnbZtGvmZ23z5Zfr6IWTM/lH6FrWVUcXs1KqJ1lwCavF5Z0ju3mWBpf2GvDsrH0L9foVoBjCZ7RvcmvmFQtBywhgYrevEqyG0rx48fqzD6BP9LWpd2PjDhRwbAYOUufjiYBJeb1dnXosnPz5XC3GZqUl+Hdo1982UOHTqo/BMrV37i94P+/POdktWjfFJZdkazoL4JbKbUukX5jFqM0GzZvEn9+GbPni2prd5UmqWnNZYpkyf4LIj8wtcC3wsgjEN1l57Oe0F3CcPfoQ78yAMPBdNOHaV7t/bStWvXkK2P/n17KZ/b6GGdVXcpWCsFQ+uIB2uJAq9j/5r2qQ2Uzwar4AEu/ZGb3V3QbQ7sLunDOPUzIWOjZfCPhUpcPGSQlJXOVcPC+uzgn//jjz+WFSuWyOe6Kf/YyGhQUblDF8PbU6ZMUD/oiRPHy+jRI5UjWYsLfqC+BeUrsj8Y2l7y8rJUVwR72+hbPx3bNfL9ANBywI9Cfz29axPfMgLADo7fLw8d8DlS0arq0bWJggC2PAD4tAOTD/Ej0eLDpDpsshR4YB6HBjaEnTCqi8yZ/WRtFTSB43fH9q3KKa7/18eCSTjF+xW0lKZN3vHN6NXmvWCeSWArJjDtYN+xaRS0CHfgOsCA0aRAgOjvQ7hgcRUPyhZ011BerMTHfCj9EhK0VpZ/tDTmeTL6tO36TMjYpXwC6WKjquJ+5ZAZNiBVrc4NFSVaTJiJrP24sbJ6+LDBqsWCnd+0vWOwQVOL5uUOSTiB0b3SrmOkqE2rRqGSUT+K7KxMXzpID12qL774Qt2zbesW6d/7Sb7R1SnKbxV0MyhAtFfWk/xidfWA3q2VfyhkwiJqzQ+c4FoZx5Z0knqvvuw3TybU/fgxYxgbkMDExnAHnMGACMLq/UXB7gFMtLBayypYOJzDjGsNMihDUe+MChP8Qt3r9POEjNMtFCR/+FfDCmx0l4YNbCtdu7SQM2fOBAn55BRaHC1bNlVdJYQfMjDX1xzHtT69c9UEvOysbn4tINytXcds1UYN35Bduz4PmQ6g1LlT+UJG/FjgjNYgg1YHWi7vNXpdMnp0VLOMtZE2faTo9mB1NdLEau6xY0f7unD6cPrPWFioH3pH2tFCZvjwYdIrq5kafcJktWDdJqQFGOG5SVhGgCUF2BlR79/S5wef0S3q3auNCtu86TthWzgZPTqr7TGQb0z9nzljquXzWQLzb9R3QsYoJW2IB45ftDQwNyWaA05FvEKNMkUTR6Qw6C5h7xL4D9BdimWNUqS4w10HeLG0omRwO7XGK73ru0GXDATGAaDoh7DRAtLmyQSGBRDhsAUItFfx4KLAYOo74JOu27wKO+QBOqEO+JLg80H3tKQk+HqpUPc6/Twh43QLuTB/2LsEvppAx6/ZRcEPddLEcWpW86aNG6LyvwAGTRuXb1MKeNStWzdoVjGEH7j6Gt2aYAdgHrgNZzjIaHGgixVp43AtrFveCRm3WIr5NEUBzJNp0OAtta4Hw/C9MptX2BZVSxjdJay+xuid8msNbCvjxo3TLvu9o5uZ2vqJAxzx9i1oG3arB7+bPfaFkPGYQVmc2BXA6BN8RWPHjJBjR78KGwFaGhgNhOMcywiCjRRpEcAx/OGUSWpNUqzLCLQ4vPBOyHjBiiwDFXCwAoSMg43DrFEBLyhAyHjBiiwDFXCwAoSMg43DrFEBLyhAyHjBiiwDFXCwAoSMg43DrFEBLyhAyHjBiiwDFXCwAoSMg43DrFEBLyhAyHjBiiwDFXCwAoSMg43DrFEBLyhAyHjBiiwDFXCwAv8/nOkj5pGCjK0AAAAASUVORK5CYII=)
Dimension:
Length |
762mm |
Hight |
762mm |
Diameter – for nail |
4mm |
Diameter – hole for thimble |
8.3kgs |
Product detail pictures:
Related Product Guide:
abide by the contract", conforms to the market requirement, joins in the market competition by its high quality as well as provides more comprehensive and excellent service for clients to let them become big winner. The pursue of the company, is the clients' satisfaction for High Quality Stainless Steel Ground Rod - Bracket for pole line hardware Guy wire sidewalk (outrigger bracket) SGJW-01 – Wangyuang , The product will supply to all over the world, such as: Ecuador, Moscow, Netherlands, Customer's satisfaction is always our quest, creating value for customers is always our duty, a long term mutual-beneficial business relationship is what we are doing for. We are an absolutely reliable partner for you in China. Of course, other services, like consulting, can be offered too.