{"title":"Tube Processing Tools","description":"\u003ch1 data-end=\"23\" data-start=\"0\"\u003e\u003cspan style=\"font-family:Arial,Helvetica,sans-serif;\"\u003eTube Tools by hyTool\u003c\/span\u003e\u003c\/h1\u003e\n\n\u003cp data-end=\"316\" data-start=\"25\"\u003e\u003cspan style=\"font-family:Arial,Helvetica,sans-serif;\"\u003ehyTool's Tube Tools are professional special tools for the installation, maintenance, and removal of tubes in heat exchangers, boilers, condensers, and industrial piping systems. The tools are suitable for use in industry, plant construction, power generation, and maintenance.\u003c\/span\u003e\u003c\/p\u003e\n\n\u003ch2 data-end=\"350\" data-start=\"318\"\u003e\u003cspan style=\"font-family:Arial,Helvetica,sans-serif;\"\u003eOur Range of Tube Tools\u003c\/span\u003e\u003c\/h2\u003e\n\n\u003ch3 data-end=\"370\" data-start=\"352\"\u003e\u003cspan style=\"font-family:Arial,Helvetica,sans-serif;\"\u003eTube Expanders\u003c\/span\u003e\u003c\/h3\u003e\n\n\u003cp data-end=\"472\" data-start=\"371\"\u003e\u003cspan style=\"font-family:Arial,Helvetica,sans-serif;\"\u003eTools for expanding tubes for secure and tight connections in heat exchangers and boilers.\u003c\/span\u003e\u003c\/p\u003e\n\n\u003ch3 data-end=\"501\" data-start=\"474\"\u003e\u003cspan style=\"font-family:Arial,Helvetica,sans-serif;\"\u003eTube Installation Tools\u003c\/span\u003e\u003c\/h3\u003e\n\n\u003cp data-end=\"581\" data-start=\"502\"\u003e\u003cspan style=\"font-family:Arial,Helvetica,sans-serif;\"\u003eTools for flaring, forming, and machining tube ends during tube installation.\u003c\/span\u003e\u003c\/p\u003e\n\n\u003ch3 data-end=\"605\" data-start=\"583\"\u003e\u003cspan style=\"font-family:Arial,Helvetica,sans-serif;\"\u003eTube Removal Tools\u003c\/span\u003e\u003c\/h3\u003e\n\n\u003cp data-end=\"698\" data-start=\"606\"\u003e\u003cspan style=\"font-family:Arial,Helvetica,sans-serif;\"\u003eTools for removing defective or worn tubes from heat exchangers and tube sheets.\u003c\/span\u003e\u003c\/p\u003e\n\n\u003ch3 data-end=\"723\" data-start=\"700\"\u003e\u003cspan style=\"font-family:Arial,Helvetica,sans-serif;\"\u003eTube Cleaning Tools\u003c\/span\u003e\u003c\/h3\u003e\n\n\u003cp data-end=\"831\" data-start=\"724\"\u003e\u003cspan style=\"font-family:Arial,Helvetica,sans-serif;\"\u003eCleaning tools for removing deposits, rust, and contamination in tubes and heat exchangers.\u003c\/span\u003e\u003c\/p\u003e\n\n\u003ch3 data-end=\"859\" data-start=\"833\"\u003e\u003cspan style=\"font-family:Arial,Helvetica,sans-serif;\"\u003eTube Expansion Systems\u003c\/span\u003e\u003c\/h3\u003e\n\n\u003cp data-end=\"967\" data-start=\"860\"\u003e\u003cspan style=\"font-family:Arial,Helvetica,sans-serif;\"\u003eComplete systems for fast and precise tube expansion in series production and maintenance operations.\u003c\/span\u003e\u003c\/p\u003e\n\n\u003ch2 data-end=\"1002\" data-start=\"969\"\u003e\u003cspan style=\"font-family:Arial,Helvetica,sans-serif;\"\u003eAdvantages of hyTool Tube Tools\u003c\/span\u003e\u003c\/h2\u003e\n\n\u003cul data-end=\"1262\" data-start=\"1004\"\u003e\n\n\t\u003cli data-end=\"1045\" data-start=\"1004\"\u003e\u003cspan style=\"font-family:Arial,Helvetica,sans-serif;\"\u003ePrecise and robust industrial quality\u003c\/span\u003e\u003c\/li\u003e\n\n\t\u003cli data-end=\"1085\" data-start=\"1046\"\u003e\u003cspan style=\"font-family:Arial,Helvetica,sans-serif;\"\u003eFor maintenance, service, and production\u003c\/span\u003e\u003c\/li\u003e\n\n\t\u003cli data-end=\"1142\" data-start=\"1086\"\u003e\u003cspan style=\"font-family:Arial,Helvetica,sans-serif;\"\u003eSuitable for heat exchangers, boilers, and condensers\u003c\/span\u003e\u003c\/li\u003e\n\n\t\u003cli data-end=\"1191\" data-start=\"1143\"\u003e\u003cspan style=\"font-family:Arial,Helvetica,sans-serif;\"\u003eLong service life and reliable results\u003c\/span\u003e\u003c\/li\u003e\n\n\t\u003cli data-end=\"1262\" data-start=\"1192\"\u003e\u003cspan style=\"font-family:Arial,Helvetica,sans-serif;\"\u003eWide selection for various tube diameters and applications\u003c\/span\u003e\u003c\/li\u003e\n\n\n\u003c\/ul\u003e\n\n\u003cp data-end=\"1378\" data-is-last-node=\"\" data-is-only-node=\"\" data-start=\"1264\"\u003e\u003cspan style=\"font-family:Arial,Helvetica,sans-serif;\"\u003eDiscover professional Tube Tools from hyTool for efficient tube processing and industrial maintenance.\u003c\/span\u003e\u003c\/p\u003e\n","products":[{"product_id":"rohr-aufweiter-al-serie","title":"Tube Expander 1.1\/2\"","description":"\u003cp data-end=\"38\" data-start=\"0\"\u003e\u003cspan style=\"font-family:Arial,Helvetica,sans-serif;\"\u003e\u003cstrong data-end=\"38\" data-start=\"0\"\u003eAL Series Tube Expanders\u003c\/strong\u003e\u003c\/span\u003e\u003c\/p\u003e\n\n\u003cp data-end=\"499\" data-start=\"40\"\u003e\u003cspan style=\"font-family:Arial,Helvetica,sans-serif;\"\u003eThe AL Series tube expanders are precise tools for the controlled expansion of thin-walled metal tubes, especially in refrigeration, air conditioning, and installation technology. They enable a precisely fitting expansion of the tube end, so that a tube of the same dimension can be inserted and then securely soldered. The defined expansion creates a uniform joining zone with optimal play for tight and durable connections.\u003c\/span\u003e\u003c\/p\u003e\n\n\u003cp data-end=\"888\" data-start=\"501\"\u003e\u003cspan style=\"font-family:Arial,Helvetica,sans-serif;\"\u003eThe AL Series is characterized by clean, uniform expansion without material damage. The tools are designed for professional use and ensure reproducible results even with frequent application. The precise coordination of expander and roller set ensures uniform force distribution and minimizes the risk of cracks or deformation.\u003c\/span\u003e\u003c\/p\u003e\n\n\u003cp data-end=\"1224\" data-start=\"890\"\u003e\u003cspan style=\"font-family:Arial,Helvetica,sans-serif;\"\u003eTypical applications include maintenance, installation, and repair of piping systems in industry, trades, and refrigeration and air conditioning technology. The compact design also allows use in confined work areas. All AL Series models are supplied with a round mandrel drive and are available for various tube diameters.\u003c\/span\u003e\u003c\/p\u003e\n\n\u003ch3\u003e\u003cspan style=\"font-family:Arial,Helvetica,sans-serif;\"\u003eTechnical Data – AL Series Tube Expanders\u003c\/span\u003e\u003c\/h3\u003e\n\n\u003ctable border=\"1\" cellpadding=\"5\" cellspacing=\"0\"\u003e\n\n\t\u003cthead\u003e\n\n\t\t\u003ctr\u003e\n\n\t\t\t\u003cth\u003e\u003cspan style=\"font-family:Arial,Helvetica,sans-serif;\"\u003eTube Ø (mm)\u003c\/span\u003e\u003c\/th\u003e\n\n\t\t\t\u003cth\u003e\u003cspan style=\"font-family:Arial,Helvetica,sans-serif;\"\u003eTube Ø (inch)\u003c\/span\u003e\u003c\/th\u003e\n\n\t\t\t\u003cth\u003e\u003cspan style=\"font-family:Arial,Helvetica,sans-serif;\"\u003eExpander No.\u003c\/span\u003e\u003c\/th\u003e\n\n\t\t\t\u003cth\u003e\u003cspan style=\"font-family:Arial,Helvetica,sans-serif;\"\u003eRoller Set No.\u003c\/span\u003e\u003c\/th\u003e\n\n\t\t\t\u003cth\u003e\u003cspan style=\"font-family:Arial,Helvetica,sans-serif;\"\u003eA (mm)\u003c\/span\u003e\u003c\/th\u003e\n\n\t\t\t\u003cth\u003e\u003cspan style=\"font-family:Arial,Helvetica,sans-serif;\"\u003eA (inch)\u003c\/span\u003e\u003c\/th\u003e\n\n\t\t\t\u003cth\u003e\u003cspan style=\"font-family:Arial,Helvetica,sans-serif;\"\u003eB (mm)\u003c\/span\u003e\u003c\/th\u003e\n\n\t\t\t\u003cth\u003e\u003cspan style=\"font-family:Arial,Helvetica,sans-serif;\"\u003eB (inch)\u003c\/span\u003e\u003c\/th\u003e\n\n\t\t\t\u003cth\u003e\u003cspan style=\"font-family:Arial,Helvetica,sans-serif;\"\u003eC (mm)\u003c\/span\u003e\u003c\/th\u003e\n\n\t\t\t\u003cth\u003e\u003cspan style=\"font-family:Arial,Helvetica,sans-serif;\"\u003eC (inch)\u003c\/span\u003e\u003c\/th\u003e\n\n\t\t\u003c\/tr\u003e\n\n\t\u003c\/thead\u003e\n\n\t\u003ctbody\u003e\n\n\t\t\u003ctr\u003e\n\n\t\t\t\u003ctd\u003e\u003cspan style=\"font-family:Arial,Helvetica,sans-serif;\"\u003e7.93\u003c\/span\u003e\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e\u003cspan style=\"font-family:Arial,Helvetica,sans-serif;\"\u003e5\/16\u003c\/span\u003e\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e\u003cspan style=\"font-family:Arial,Helvetica,sans-serif;\"\u003eAL-312\u003c\/span\u003e\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e\u003cspan style=\"font-family:Arial,Helvetica,sans-serif;\"\u003eALR-312\u003c\/span\u003e\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e\u003cspan style=\"font-family:Arial,Helvetica,sans-serif;\"\u003e8.38\u003c\/span\u003e\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e\u003cspan style=\"font-family:Arial,Helvetica,sans-serif;\"\u003e0.33\u003c\/span\u003e\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e\u003cspan style=\"font-family:Arial,Helvetica,sans-serif;\"\u003e15.87\u003c\/span\u003e\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e\u003cspan style=\"font-family:Arial,Helvetica,sans-serif;\"\u003e5\/8\u003c\/span\u003e\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e\u003cspan style=\"font-family:Arial,Helvetica,sans-serif;\"\u003e6.35\u003c\/span\u003e\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e\u003cspan style=\"font-family:Arial,Helvetica,sans-serif;\"\u003e1\/4\u003c\/span\u003e\u003c\/td\u003e\n\n\t\t\u003c\/tr\u003e\n\n\t\t\u003ctr\u003e\n\n\t\t\t\u003ctd\u003e\u003cspan style=\"font-family:Arial,Helvetica,sans-serif;\"\u003e9.53\u003c\/span\u003e\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e\u003cspan style=\"font-family:Arial,Helvetica,sans-serif;\"\u003e3\/8\u003c\/span\u003e\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e\u003cspan style=\"font-family:Arial,Helvetica,sans-serif;\"\u003eAL-375\u003c\/span\u003e\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e\u003cspan style=\"font-family:Arial,Helvetica,sans-serif;\"\u003eALR-375\u003c\/span\u003e\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e\u003cspan style=\"font-family:Arial,Helvetica,sans-serif;\"\u003e9.90\u003c\/span\u003e\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e\u003cspan style=\"font-family:Arial,Helvetica,sans-serif;\"\u003e0.39\u003c\/span\u003e\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e\u003cspan style=\"font-family:Arial,Helvetica,sans-serif;\"\u003e15.87\u003c\/span\u003e\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e\u003cspan style=\"font-family:Arial,Helvetica,sans-serif;\"\u003e5\/8\u003c\/span\u003e\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e\u003cspan style=\"font-family:Arial,Helvetica,sans-serif;\"\u003e6.35\u003c\/span\u003e\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e\u003cspan style=\"font-family:Arial,Helvetica,sans-serif;\"\u003e1\/4\u003c\/span\u003e\u003c\/td\u003e\n\n\t\t\u003c\/tr\u003e\n\n\t\t\u003ctr\u003e\n\n\t\t\t\u003ctd\u003e\u003cspan style=\"font-family:Arial,Helvetica,sans-serif;\"\u003e11.11\u003c\/span\u003e\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e\u003cspan style=\"font-family:Arial,Helvetica,sans-serif;\"\u003e7\/16\u003c\/span\u003e\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e\u003cspan style=\"font-family:Arial,Helvetica,sans-serif;\"\u003eAL-407\u003c\/span\u003e\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e\u003cspan style=\"font-family:Arial,Helvetica,sans-serif;\"\u003eALR-407\u003c\/span\u003e\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e\u003cspan style=\"font-family:Arial,Helvetica,sans-serif;\"\u003e11.43\u003c\/span\u003e\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e\u003cspan style=\"font-family:Arial,Helvetica,sans-serif;\"\u003e0.45\u003c\/span\u003e\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e\u003cspan style=\"font-family:Arial,Helvetica,sans-serif;\"\u003e15.87\u003c\/span\u003e\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e\u003cspan style=\"font-family:Arial,Helvetica,sans-serif;\"\u003e5\/8\u003c\/span\u003e\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e\u003cspan style=\"font-family:Arial,Helvetica,sans-serif;\"\u003e7.93\u003c\/span\u003e\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e\u003cspan style=\"font-family:Arial,Helvetica,sans-serif;\"\u003e5\/16\u003c\/span\u003e\u003c\/td\u003e\n\n\t\t\u003c\/tr\u003e\n\n\t\t\u003ctr\u003e\n\n\t\t\t\u003ctd\u003e\u003cspan style=\"font-family:Arial,Helvetica,sans-serif;\"\u003e12.70\u003c\/span\u003e\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e\u003cspan style=\"font-family:Arial,Helvetica,sans-serif;\"\u003e1\/2\u003c\/span\u003e\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e\u003cspan style=\"font-family:Arial,Helvetica,sans-serif;\"\u003eAL-500\u003c\/span\u003e\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e\u003cspan style=\"font-family:Arial,Helvetica,sans-serif;\"\u003eALR-500\u003c\/span\u003e\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e\u003cspan style=\"font-family:Arial,Helvetica,sans-serif;\"\u003e13.20\u003c\/span\u003e\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e\u003cspan style=\"font-family:Arial,Helvetica,sans-serif;\"\u003e0.52\u003c\/span\u003e\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e\u003cspan style=\"font-family:Arial,Helvetica,sans-serif;\"\u003e15.87\u003c\/span\u003e\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e\u003cspan style=\"font-family:Arial,Helvetica,sans-serif;\"\u003e5\/8\u003c\/span\u003e\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e\u003cspan style=\"font-family:Arial,Helvetica,sans-serif;\"\u003e7.93\u003c\/span\u003e\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e\u003cspan style=\"font-family:Arial,Helvetica,sans-serif;\"\u003e5\/16\u003c\/span\u003e\u003c\/td\u003e\n\n\t\t\u003c\/tr\u003e\n\n\t\t\u003ctr\u003e\n\n\t\t\t\u003ctd\u003e\u003cspan style=\"font-family:Arial,Helvetica,sans-serif;\"\u003e14.28\u003c\/span\u003e\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e\u003cspan style=\"font-family:Arial,Helvetica,sans-serif;\"\u003e9\/16\u003c\/span\u003e\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e\u003cspan style=\"font-family:Arial,Helvetica,sans-serif;\"\u003eAL-562\u003c\/span\u003e\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e\u003cspan style=\"font-family:Arial,Helvetica,sans-serif;\"\u003eALR-562\u003c\/span\u003e\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e\u003cspan style=\"font-family:Arial,Helvetica,sans-serif;\"\u003e14.73\u003c\/span\u003e\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e\u003cspan style=\"font-family:Arial,Helvetica,sans-serif;\"\u003e0.58\u003c\/span\u003e\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e\u003cspan style=\"font-family:Arial,Helvetica,sans-serif;\"\u003e19.05\u003c\/span\u003e\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e\u003cspan style=\"font-family:Arial,Helvetica,sans-serif;\"\u003e3\/4\u003c\/span\u003e\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e\u003cspan style=\"font-family:Arial,Helvetica,sans-serif;\"\u003e7.93\u003c\/span\u003e\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e\u003cspan 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style=\"font-family:Arial,Helvetica,sans-serif;\"\u003e19.05\u003c\/span\u003e\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e\u003cspan style=\"font-family:Arial,Helvetica,sans-serif;\"\u003e3\/4\u003c\/span\u003e\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e\u003cspan style=\"font-family:Arial,Helvetica,sans-serif;\"\u003e7.93\u003c\/span\u003e\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e\u003cspan style=\"font-family:Arial,Helvetica,sans-serif;\"\u003e5\/16\u003c\/span\u003e\u003c\/td\u003e\n\n\t\t\u003c\/tr\u003e\n\n\t\t\u003ctr\u003e\n\n\t\t\t\u003ctd\u003e\u003cspan style=\"font-family:Arial,Helvetica,sans-serif;\"\u003e19.05\u003c\/span\u003e\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e\u003cspan style=\"font-family:Arial,Helvetica,sans-serif;\"\u003e3\/4\u003c\/span\u003e\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e\u003cspan style=\"font-family:Arial,Helvetica,sans-serif;\"\u003eAL-750\u003c\/span\u003e\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e\u003cspan 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style=\"font-family:Arial,Helvetica,sans-serif;\"\u003e3\/4\u003c\/span\u003e\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e\u003cspan style=\"font-family:Arial,Helvetica,sans-serif;\"\u003e9.52\u003c\/span\u003e\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e\u003cspan style=\"font-family:Arial,Helvetica,sans-serif;\"\u003e3\/8\u003c\/span\u003e\u003c\/td\u003e\n\n\t\t\u003c\/tr\u003e\n\n\t\t\u003ctr\u003e\n\n\t\t\t\u003ctd\u003e\u003cspan style=\"font-family:Arial,Helvetica,sans-serif;\"\u003e25.40\u003c\/span\u003e\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e\u003cspan style=\"font-family:Arial,Helvetica,sans-serif;\"\u003e1\u003c\/span\u003e\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e\u003cspan style=\"font-family:Arial,Helvetica,sans-serif;\"\u003eAL-1000\u003c\/span\u003e\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e\u003cspan style=\"font-family:Arial,Helvetica,sans-serif;\"\u003eALR-1000\u003c\/span\u003e\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e\u003cspan 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style=\"font-family:Arial,Helvetica,sans-serif;\"\u003e1\/2\u003c\/span\u003e\u003c\/td\u003e\n\n\t\t\u003c\/tr\u003e\n\n\t\t\u003ctr\u003e\n\n\t\t\t\u003ctd\u003e\u003cspan style=\"font-family:Arial,Helvetica,sans-serif;\"\u003e31.75\u003c\/span\u003e\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e\u003cspan style=\"font-family:Arial,Helvetica,sans-serif;\"\u003e1 1\/4\u003c\/span\u003e\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e\u003cspan style=\"font-family:Arial,Helvetica,sans-serif;\"\u003eAL-1250\u003c\/span\u003e\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e\u003cspan style=\"font-family:Arial,Helvetica,sans-serif;\"\u003eALR-1250\u003c\/span\u003e\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e\u003cspan style=\"font-family:Arial,Helvetica,sans-serif;\"\u003e32.25\u003c\/span\u003e\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e\u003cspan style=\"font-family:Arial,Helvetica,sans-serif;\"\u003e1.27\u003c\/span\u003e\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e\u003cspan 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style=\"font-family:Arial,Helvetica,sans-serif;\"\u003e38.10\u003c\/span\u003e\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e\u003cspan style=\"font-family:Arial,Helvetica,sans-serif;\"\u003e1 1\/2\u003c\/span\u003e\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e\u003cspan style=\"font-family:Arial,Helvetica,sans-serif;\"\u003eAL-1500\u003c\/span\u003e\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e\u003cspan style=\"font-family:Arial,Helvetica,sans-serif;\"\u003eALR-1500\u003c\/span\u003e\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e\u003cspan style=\"font-family:Arial,Helvetica,sans-serif;\"\u003e38.60\u003c\/span\u003e\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e\u003cspan style=\"font-family:Arial,Helvetica,sans-serif;\"\u003e1.52\u003c\/span\u003e\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e\u003cspan style=\"font-family:Arial,Helvetica,sans-serif;\"\u003e25.40\u003c\/span\u003e\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e\u003cspan style=\"font-family:Arial,Helvetica,sans-serif;\"\u003e1\u003c\/span\u003e\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e\u003cspan style=\"font-family:Arial,Helvetica,sans-serif;\"\u003e12.70\u003c\/span\u003e\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e\u003cspan style=\"font-family:Arial,Helvetica,sans-serif;\"\u003e1\/2\u003c\/span\u003e\u003c\/td\u003e\n\n\t\t\u003c\/tr\u003e\n\n\t\t\u003ctr\u003e\n\n\t\t\t\u003ctd\u003e\u003cspan style=\"font-family:Arial,Helvetica,sans-serif;\"\u003e41.27\u003c\/span\u003e\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e\u003cspan style=\"font-family:Arial,Helvetica,sans-serif;\"\u003e1 5\/8\u003c\/span\u003e\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e\u003cspan style=\"font-family:Arial,Helvetica,sans-serif;\"\u003eAL-1625\u003c\/span\u003e\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e\u003cspan style=\"font-family:Arial,Helvetica,sans-serif;\"\u003eALR-1625\u003c\/span\u003e\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e\u003cspan style=\"font-family:Arial,Helvetica,sans-serif;\"\u003e41.65\u003c\/span\u003e\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e\u003cspan style=\"font-family:Arial,Helvetica,sans-serif;\"\u003e1.64\u003c\/span\u003e\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e\u003cspan style=\"font-family:Arial,Helvetica,sans-serif;\"\u003e25.40\u003c\/span\u003e\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e\u003cspan style=\"font-family:Arial,Helvetica,sans-serif;\"\u003e1\u003c\/span\u003e\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e\u003cspan style=\"font-family:Arial,Helvetica,sans-serif;\"\u003e14.28\u003c\/span\u003e\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e\u003cspan style=\"font-family:Arial,Helvetica,sans-serif;\"\u003e9\/16\u003c\/span\u003e\u003c\/td\u003e\n\n\t\t\u003c\/tr\u003e\n\n\t\u003c\/tbody\u003e\n\n\n\u003c\/table\u003e\n\n\u003cp\u003e\u003cspan style=\"font-family:Arial,Helvetica,sans-serif;\"\u003e\u003cstrong\u003eNote:\u003c\/strong\u003e All AL-series expanders are supplied with a round mandrel drive.\u003c\/span\u003e\u003c\/p\u003e\n","brand":"Powermaster","offers":[{"title":"Default Title","offer_id":56393396846918,"sku":"AL 1500","price":740.81,"currency_code":"EUR","in_stock":true}],"thumbnail_url":"\/\/cdn.shopify.com\/s\/files\/1\/0947\/6456\/4806\/files\/al-1500-112png-57848.png?v=1776411806"},{"product_id":"tube-expander-a58-2","title":"Tube Expander A58\/2","description":"\u003ctable\u003e\n\n\t\u003cthead\u003e\n\n\t\t\u003ctr\u003e\n\n\t\t\t\u003cth\u003eTube O.D. (inches)\u003c\/th\u003e\n\n\t\t\t\u003cth\u003eTube Wall (BWG)\u003c\/th\u003e\n\n\t\t\t\u003cth\u003eTube Wall (inches)\u003c\/th\u003e\n\n\t\t\t\u003cth\u003eMin. I.D. (mm)\u003c\/th\u003e\n\n\t\t\t\u003cth\u003eMax. Expansion (mm)\u003c\/th\u003e\n\n\t\t\t\u003cth\u003eModel (short)\u003c\/th\u003e\n\n\t\t\u003c\/tr\u003e\n\n\t\u003c\/thead\u003e\n\n\t\u003ctbody\u003e\n\n\t\t\u003ctr\u003e\n\n\t\t\t\u003ctd\u003e7\/8\"\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e15\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e0.072\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e18.1\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e20.4\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eA-31\u003c\/td\u003e\n\n\t\t\u003c\/tr\u003e\n\n\t\t\u003ctr\u003e\n\n\t\t\t\u003ctd\u003e7\/8\"\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e16\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e0.065\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e18.4\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e20.7\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eA-32\u003c\/td\u003e\n\n\t\t\u003c\/tr\u003e\n\n\t\t\u003ctr\u003e\n\n\t\t\t\u003ctd\u003e7\/8\"\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e17\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e0.058\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e18.8\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e21.1\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eA-33\u003c\/td\u003e\n\n\t\t\u003c\/tr\u003e\n\n\t\t\u003ctr\u003e\n\n\t\t\t\u003ctd\u003e7\/8\"\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e18\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e0.049\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e19.4\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e21.6\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eA-34\u003c\/td\u003e\n\n\t\t\u003c\/tr\u003e\n\n\t\t\u003ctr\u003e\n\n\t\t\t\u003ctd\u003e7\/8\"\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e19–20\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e0.042–0.035\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e19.7\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e22.3\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eA-35\u003c\/td\u003e\n\n\t\t\u003c\/tr\u003e\n\n\t\t\u003ctr\u003e\n\n\t\t\t\u003ctd\u003e1\"\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e13\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e0.095\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e20.1\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e22.4\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eA-36\u003c\/td\u003e\n\n\t\t\u003c\/tr\u003e\n\n\t\t\u003ctr\u003e\n\n\t\t\t\u003ctd\u003e1\"\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e14\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e0.083\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e20.6\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e23.1\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eA-37\u003c\/td\u003e\n\n\t\t\u003c\/tr\u003e\n\n\t\t\u003ctr\u003e\n\n\t\t\t\u003ctd\u003e1\"\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e15–16\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e0.072–0.065\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e21.3\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e23.8\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eA-38\u003c\/td\u003e\n\n\t\t\u003c\/tr\u003e\n\n\t\t\u003ctr\u003e\n\n\t\t\t\u003ctd\u003e1\"\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e17–18\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e0.058–0.048\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e22.0\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e24.5\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eA-39\u003c\/td\u003e\n\n\t\t\u003c\/tr\u003e\n\n\t\t\u003ctr\u003e\n\n\t\t\t\u003ctd\u003e1\"\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e19–20\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e0.042–0.035\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e22.4\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e25.0\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eA-40\u003c\/td\u003e\n\n\t\t\u003c\/tr\u003e\n\n\t\t\u003ctr\u003e\n\n\t\t\t\u003ctd\u003e1 1\/4\"\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e8\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e0.165\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e23.3\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e25.9\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eA-41\u003c\/td\u003e\n\n\t\t\u003c\/tr\u003e\n\n\t\t\u003ctr\u003e\n\n\t\t\t\u003ctd\u003e1 1\/4\"\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e9\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e0.148\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e23.8\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e26.5\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eA-42\u003c\/td\u003e\n\n\t\t\u003c\/tr\u003e\n\n\t\t\u003ctr\u003e\n\n\t\t\t\u003ctd\u003e1 1\/4\"\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e10\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e0.134\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e24.4\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e27.2\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eA-43\u003c\/td\u003e\n\n\t\t\u003c\/tr\u003e\n\n\t\t\u003ctr\u003e\n\n\t\t\t\u003ctd\u003e1 1\/4\"\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e11\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e0.120\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e25.2\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e28.0\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eA-44\u003c\/td\u003e\n\n\t\t\u003c\/tr\u003e\n\n\t\t\u003ctr\u003e\n\n\t\t\t\u003ctd\u003e1 1\/4\"\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e12\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e0.109\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e25.7\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e28.5\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eA-45\u003c\/td\u003e\n\n\t\t\u003c\/tr\u003e\n\n\t\t\u003ctr\u003e\n\n\t\t\t\u003ctd\u003e1 1\/4\"\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e13\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e0.095\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e26.1\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e28.8\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eA-46\u003c\/td\u003e\n\n\t\t\u003c\/tr\u003e\n\n\t\t\u003ctr\u003e\n\n\t\t\t\u003ctd\u003e1 1\/4\"\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e14\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e0.083\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e26.4\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e29.2\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eA-47\u003c\/td\u003e\n\n\t\t\u003c\/tr\u003e\n\n\t\t\u003ctr\u003e\n\n\t\t\t\u003ctd\u003e1 1\/4\"\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e15\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e0.072\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e26.9\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e29.7\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eA-48\u003c\/td\u003e\n\n\t\t\u003c\/tr\u003e\n\n\t\t\u003ctr\u003e\n\n\t\t\t\u003ctd\u003e1 1\/4\"\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e16\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e0.065\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e27.6\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e30.4\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eA-49\u003c\/td\u003e\n\n\t\t\u003c\/tr\u003e\n\n\t\t\u003ctr\u003e\n\n\t\t\t\u003ctd\u003e1 1\/2\"\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e7\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e0.180\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e28.3\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e31.2\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eA-50\u003c\/td\u003e\n\n\t\t\u003c\/tr\u003e\n\n\t\t\u003ctr\u003e\n\n\t\t\t\u003ctd\u003e1 1\/2\"\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e8\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e0.165\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e28.8\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e31.7\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eA-51\u003c\/td\u003e\n\n\t\t\u003c\/tr\u003e\n\n\t\t\u003ctr\u003e\n\n\t\t\t\u003ctd\u003e1 1\/2\"\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e9\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e0.148\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e29.5\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e33.4\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eA-52\u003c\/td\u003e\n\n\t\t\u003c\/tr\u003e\n\n\t\t\u003ctr\u003e\n\n\t\t\t\u003ctd\u003e1 1\/2\"\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e10\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e0.134\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e30.0\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e34.1\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eA-53\u003c\/td\u003e\n\n\t\t\u003c\/tr\u003e\n\n\t\t\u003ctr\u003e\n\n\t\t\t\u003ctd\u003e1 1\/2\"\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e11–12\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e0.120–0.109\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e30.6\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e34.8\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eA-54\u003c\/td\u003e\n\n\t\t\u003c\/tr\u003e\n\n\t\t\u003ctr\u003e\n\n\t\t\t\u003ctd\u003e1 1\/2\"\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e13\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e0.095\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e31.4\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e35.6\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eA-55\u003c\/td\u003e\n\n\t\t\u003c\/tr\u003e\n\n\t\t\u003ctr\u003e\n\n\t\t\t\u003ctd\u003e1 1\/2\"\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e14–15\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e0.083–0.072\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e32.6\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e36.8\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eA-56\u003c\/td\u003e\n\n\t\t\u003c\/tr\u003e\n\n\t\t\u003ctr\u003e\n\n\t\t\t\u003ctd\u003e1 3\/4\"\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e7\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e0.180\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e33.4\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e38.1\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eA-57\u003c\/td\u003e\n\n\t\t\u003c\/tr\u003e\n\n\t\t\u003ctr\u003e\n\n\t\t\t\u003ctd\u003e1 3\/4\"\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e8\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e0.165\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e34.2\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e38.7\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eA-58\u003c\/td\u003e\n\n\t\t\u003c\/tr\u003e\n\n\t\t\u003ctr\u003e\n\n\t\t\t\u003ctd\u003e2\"\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e3\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e0.259\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e35.0\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e40.6\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eA-59\u003c\/td\u003e\n\n\t\t\u003c\/tr\u003e\n\n\t\t\u003ctr\u003e\n\n\t\t\t\u003ctd\u003e2\"\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e4\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e0.238\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e36.6\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e42.2\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eA-60\u003c\/td\u003e\n\n\t\t\u003c\/tr\u003e\n\n\t\t\u003ctr\u003e\n\n\t\t\t\u003ctd\u003e2\"\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e5–6\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e0.220–0.203\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e38.2\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e43.8\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eA-61\u003c\/td\u003e\n\n\t\t\u003c\/tr\u003e\n\n\t\t\u003ctr\u003e\n\n\t\t\t\u003ctd\u003e2\"\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e7–8\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e0.180–0.165\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e39.8\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e45.4\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eA-62\u003c\/td\u003e\n\n\t\t\u003c\/tr\u003e\n\n\t\t\u003ctr\u003e\n\n\t\t\t\u003ctd\u003e2\"\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e9–10\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e0.148–0.134\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e41.4\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e47.0\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eA-63\u003c\/td\u003e\n\n\t\t\u003c\/tr\u003e\n\n\t\t\u003ctr\u003e\n\n\t\t\t\u003ctd\u003e2\"\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e11–13\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e0.120–0.095\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e42.9\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e49.5\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eA-64\u003c\/td\u003e\n\n\t\t\u003c\/tr\u003e\n\n\t\t\u003ctr\u003e\n\n\t\t\t\u003ctd\u003e2\"\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e14–16\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e0.083–0.065\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e44.5\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e51.1\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eA-65\u003c\/td\u003e\n\n\t\t\u003c\/tr\u003e\n\n\t\t\u003ctr\u003e\n\n\t\t\t\u003ctd\u003e2\"\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e17–18\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e0.058–0.049\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e46.1\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e52.7\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eA-66\u003c\/td\u003e\n\n\t\t\u003c\/tr\u003e\n\n\t\u003c\/tbody\u003e\n\n\n\u003c\/table\u003e\n\n\u003cp data-end=\"542\" data-start=\"0\"\u003eThe A-Series Tube Expander is an economical yet precise tool for controlled tube expansion in heat exchangers, boilers, and industrial piping systems. Designed for applications without flaring, this tool enables uniform, parallel expansion of the tube within the tubesheet, ensuring a reliable, tight connection. The robust design with cage-guided rollers ensures stable power transmission and minimizes wear even with regular use in industrial environments.\u003c\/p\u003e\n\n\u003cp data-end=\"1013\" data-start=\"544\"\u003eThe A-series is specifically designed for users who need a cost-effective solution without compromising process reliability. The proven design achieves uniform expansion, which reduces damage to the tube material and ensures reproducible results. The wide selection of model sizes covers various tube diameters and wall thicknesses, allowing flexible use in different applications.\u003c\/p\u003e\n\n\u003cp data-end=\"1434\" data-start=\"1015\"\u003e\u003cstrong\u003eIt is typically used in combination with torque control\u003c\/strong\u003e to precisely control expansion and prevent over-expansion. This makes the Tube Expander ideal for maintenance, repair, and new construction projects in power generation, petrochemicals, and general plant construction. Its ease of use reduces setup times and increases efficiency on site or in the workshop.\u003c\/p\u003e\n\n\u003cp data-end=\"1709\" data-start=\"1436\"\u003eWith its durable construction, high repeatability, and excellent price-performance ratio, the A-Series Tube Expander is a reliable solution for professional users who value quality, efficiency, and process reliability.\u003c\/p\u003e\n","brand":"hytool","offers":[{"title":"Default Title","offer_id":56393396879686,"sku":"A58\/2","price":228.96,"currency_code":"EUR","in_stock":true}],"thumbnail_url":"\/\/cdn.shopify.com\/s\/files\/1\/0947\/6456\/4806\/files\/tube-expander-a-seriepng-57869.png?v=1776411815"},{"product_id":"vacuum-tube-leak-tester-kits","title":"Vacuum Tube Leak Tester","description":"\u003cp data-end=\"626\" data-start=\"180\"\u003e\u003cspan style=\"font-family:Arial,Helvetica,sans-serif;\"\u003eThe vacuum leak tester for heat exchanger tubes is a precise testing device for quick and reliable leak detection in piping systems of boilers, condensers, and heat exchangers. The system operates on the proven vacuum principle: air is extracted from the tube, creating a defined negative pressure. If the pressure remains constant, the tube is leak-tight. If the pressure drops, there is a leak.\u003c\/span\u003e\u003c\/p\u003e\n\n\u003cp data-end=\"947\" data-start=\"628\"\u003e\u003cspan style=\"font-family:Arial,Helvetica,sans-serif;\"\u003eThe device enables extremely fast testing of individual tubes and significantly reduces downtime. By using various sealing adapters, a single system covers a large range of tube diameters, making it universally applicable in maintenance.\u003c\/span\u003e\u003c\/p\u003e\n\n\u003cp data-end=\"1267\" data-start=\"949\"\u003e\u003cspan style=\"font-family:Arial,Helvetica,sans-serif;\"\u003eThe integrated vacuum gauge allows for direct visual inspection of the test result. In combination with its compact design and low weight, the leak tester is ideal for mobile service use as well as for industrial applications in continuous operation.\u003c\/span\u003e\u003c\/p\u003e\n\n\u003cp data-end=\"1535\" data-start=\"1269\"\u003e\u003cspan style=\"font-family:Arial,Helvetica,sans-serif;\"\u003eTypical areas of application include the maintenance and repair of heat exchangers, power plant facilities, chemical plants, and industrial piping systems. Especially in the B2B sector, the system impresses with its speed, repeatability, and ease of use.\u003c\/span\u003e\u003c\/p\u003e\n\n\u003ch3 data-end=\"1602\" data-section-id=\"1g1iy9t\" data-start=\"1542\"\u003e\u003cspan style=\"font-family:Arial,Helvetica,sans-serif;\"\u003eTechnical Data:\u003c\/span\u003e\u003c\/h3\u003e\n\n\u003cp data-end=\"1965\" data-start=\"1604\"\u003e\u003cspan style=\"font-family:Arial,Helvetica,sans-serif;\"\u003eTube diameter: 6.3 mm (1\/4\") to 76.2 mm (3\")\u003cbr data-end=\"1654\" data-start=\"1651\"\u003e\nOperating pressure: approx. 6 bar (90 psi) compressed air required\u003cbr data-end=\"1713\" data-start=\"1710\"\u003e\nPrinciple of operation: Vacuum testing with manometer display\u003cbr data-end=\"1768\" data-start=\"1765\"\u003e\nWeight: approx. 2 kg\u003cbr data-end=\"1788\" data-start=\"1785\"\u003e\nArea of application: Heat exchangers, condensers, boiler systems\u003cbr data-end=\"1850\" data-start=\"1847\"\u003e\nSpecial feature: One device for multiple tube sizes through interchangeable seals\u003c\/span\u003e\u003c\/p\u003e\n","brand":"hytool","offers":[{"title":"6.3 mm - 19.5 mm","offer_id":56418980495686,"sku":"PVLD-3000","price":1436.93,"currency_code":"EUR","in_stock":true}],"thumbnail_url":"\/\/cdn.shopify.com\/s\/files\/1\/0947\/6456\/4806\/files\/1430614jpg-57876.jpg?v=1776845215"},{"product_id":"an-serie-rohraufweiter","title":"Tube expander AN-Series","description":"\u003cdiv class=\"hytool-an-series\" lang=\"en\"\u003e\n\n\u003cstyle type=\"text\/css\"\u003e.hytool-an-series{--hy:#00b050;--txt:#1f2933;--muted:#5b6470;--line:#d7dce2;--bg:#f6f8f7;font-family:Arial,Helvetica,sans-serif;color:var(--txt);max-width:1200px;margin:0 auto;line-height:1.5;font-size:16px;}\n    .hytool-an-series *{box-sizing:border-box;}\n    .hytool-an-series h2,.hytool-an-series h3{color:var(--hy);margin:0 0 12px;line-height:1.2;font-weight:700;}\n    .hytool-an-series h2{font-size:clamp(24px,3vw,34px);}\n    .hytool-an-series h3{font-size:clamp(18px,2.2vw,24px);margin-top:26px;}\n    .hytool-an-series p{margin:0 0 14px;}\n    .hytool-an-series .hero{border:1px solid var(--line);border-radius:16px;padding:clamp(18px,3vw,34px);background:linear-gradient(135deg,#fff 0%,#fff 58%,var(--bg) 100%);margin-bottom:24px;}\n    .hytool-an-series .badge-row{display:flex;flex-wrap:wrap;gap:8px;margin:14px 0 0;}\n    .hytool-an-series .badge{border:1px solid rgba(0,176,80,.35);background:rgba(0,176,80,.08);color:#0f5f35;border-radius:999px;padding:6px 10px;font-size:14px;font-weight:700;}\n    .hytool-an-series .grid{display:block;margin:20px 0 0;}\n    .hytool-an-series .info-box{background:#fff;border:1px solid var(--line);border-radius:14px;padding:18px;margin-bottom:18px;}\n    .hytool-an-series .mini-table{width:100%;border-collapse:collapse;font-size:14px;table-layout:auto;}\n    .hytool-an-series th,.hytool-an-series td{border:1px solid var(--line);padding:7px 8px;text-align:center;vertical-align:middle;white-space:normal;overflow-wrap:anywhere;word-break:normal;hyphens:auto;}\n    .hytool-an-series thead th{background:var(--hy);color:#fff;font-weight:700;}\n    .hytool-an-series tbody th{background:#eef8f2;color:#194d32;font-weight:700;}\n    .hytool-an-series .uses{margin:14px 0 0;padding-left:18px;}\n    .hytool-an-series .uses li{margin:6px 0;}\n    .hytool-an-series .svg-wrap{background:#fff;border:1px solid var(--line);border-radius:14px;padding:12px;margin-bottom:20px;}\n    .hytool-an-series .graph-img{width:100%;height:auto;display:block;border-radius:10px;}\n    .hytool-an-series .table-wrap{width:100%;overflow-x:auto;-webkit-overflow-scrolling:touch;border:1px solid var(--line);border-radius:14px;background:#fff;margin-top:16px;}\n    .hytool-an-series .data-table{width:100%;min-width:940px;border-collapse:collapse;font-size:clamp(11px,1.15vw,13px);table-layout:auto;}\n    .hytool-an-series .data-table th,.hytool-an-series .data-table td{padding:5px 6px;line-height:1.25;}\n    .hytool-an-series .data-table thead tr:first-child th{background:#0b7f43;color:#fff;}\n    .hytool-an-series .data-table thead tr:nth-child(2) th{background:var(--hy);color:#fff;}\n    .hytool-an-series .data-table tbody tr:nth-child(even) td,.hytool-an-series .data-table tbody tr:nth-child(even) th{background:#fafafa;}\n    .hytool-an-series .note{font-size:13px;color:var(--muted);margin-top:10px;}\n    .hytool-an-series .seo-block{background:#f7fbf8;border-left:5px solid var(--hy);padding:16px 18px;border-radius:10px;margin-top:24px;}\n    @media (max-width:760px){.hytool-an-series{font-size:15px}.hytool-an-series .grid{grid-template-columns:1fr}.hytool-an-series .hero{padding:18px}.hytool-an-series th,.hytool-an-series td{padding:5px 6px}.hytool-an-series .data-table{min-width:820px;font-size:11px}}\n\u003c\/style\u003e\n\u003csection class=\"hero\"\u003e\n\u003ch2\u003eAN Series Tube Expanders for Small Tube Diameters\u003c\/h2\u003e\n\n\n\u003cp\u003eThe AN Series tube expanders are designed for tubes with small inside diameters and are suitable for oil coolers, radiators, and other heat exchanger and apparatus applications. The captive mandrel design prevents a nut at the mandrel tip, thereby reducing the risk of scratches on the tube's inside diameter.\u003c\/p\u003e\n\n\n\u003cp\u003eWith its increased feed angle, the AN Series is designed for fast operation in manufacturing, repair, and series applications. The tools cover tube outer diameters of 1\/4\" and 3\/8\" and are suitable for tube inner diameters from 3.8 mm to 8.4 mm.\u003c\/p\u003e\n\n\n\u003cdiv class=\"badge-row\"\u003e\n\n\u003cspan class=\"badge\"\u003eTube O.D. 1\/4\" and 3\/8\"\u003c\/span\u003e \u003cspan class=\"badge\"\u003eTube I.D. 3.8–8.4 mm\u003c\/span\u003e \u003cspan class=\"badge\"\u003e1\" Roll Length\u003c\/span\u003e \u003cspan class=\"badge\"\u003efor Oil Coolers and Radiators\u003c\/span\u003e\n\n\u003c\/div\u003e\n\n\u003c\/section\u003e\n\n\u003csection class=\"grid\"\u003e\n\u003cdiv class=\"info-box\"\u003e\n\n\u003ch3\u003eApplication Range and Adjustable Range\u003c\/h3\u003e\n\n\n\u003ctable aria-label=\"Adjustable range AN Series\" class=\"mini-table\"\u003e\n\n\t\u003cthead\u003e\n\n\t\t\u003ctr\u003e\n\n\t\t\t\u003cth\u003eTube Expander with Roll Length\u003c\/th\u003e\n\n\t\t\t\u003cth\u003eTube Sheet Adjustable Range min. A\u003c\/th\u003e\n\n\t\t\t\u003cth\u003eTube Sheet Adjustable Range max. B\u003c\/th\u003e\n\n\t\t\u003c\/tr\u003e\n\n\t\u003c\/thead\u003e\n\n\t\u003ctbody\u003e\n\n\t\t\u003ctr\u003e\n\n\t\t\t\u003ctd\u003e25.4 mm \/ 1\"\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e6.35 mm \/ 1\/4\"\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e25.4 mm \/ 1\"\u003c\/td\u003e\n\n\t\t\u003c\/tr\u003e\n\n\t\u003c\/tbody\u003e\n\n\n\u003c\/table\u003e\n\n\n\u003cul class=\"uses\"\u003e\n\n\t\u003cli\u003eFor tubes in oil coolers, radiators, and apparatus with small tube diameters.\u003c\/li\u003e\n\n\t\u003cli\u003eCaptive mandrel: no nut at the mandrel tip, reducing the risk of damage to the tube's inside diameter.\u003c\/li\u003e\n\n\t\u003cli\u003eFast operation due to increased feed angle, suitable for production-oriented applications.\u003c\/li\u003e\n\n\n\u003c\/ul\u003e\n\n\n\u003c\/div\u003e\n\n\n\u003cdiv aria-label=\"Graphic Adjustable Range A and B\" class=\"svg-wrap\"\u003e\u003cimg alt=\"AN Series Tube Expander: Adjustable range A and B for minimum and maximum tube sheet thickness\" class=\"graph-img\" loading=\"lazy\" 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\"\u003e\u003c\/div\u003e\n\n\u003c\/section\u003e\n\n\u003csection\u003e\n\u003ch3\u003eTechnical Data AN Series\u003c\/h3\u003e\n\n\n\u003cdiv class=\"table-wrap\"\u003e\n\n\u003ctable aria-label=\"Technical data AN Series tube expanders\" class=\"data-table\"\u003e\n\n\t\u003cthead\u003e\n\n\t\t\u003ctr\u003e\n\n\t\t\t\u003cth rowspan=\"2\"\u003eTube O.D.\u003cbr\u003e\n\t\t\tmm \/ inch\u003c\/th\u003e\n\n\t\t\t\u003cth colspan=\"3\"\u003eTube Wall Thickness\u003c\/th\u003e\n\n\t\t\t\u003cth colspan=\"2\"\u003eTube I.D.\u003c\/th\u003e\n\n\t\t\t\u003cth colspan=\"2\"\u003eMinimum I.D. Tool Acceptance\u003c\/th\u003e\n\n\t\t\t\u003cth colspan=\"2\"\u003eMaximum Tool Expansion\u003c\/th\u003e\n\n\t\t\t\u003cth colspan=\"3\"\u003eExpander with 25.4 mm \/ 1\" long rolls\u003c\/th\u003e\n\n\t\t\u003c\/tr\u003e\n\n\t\t\u003ctr\u003e\n\n\t\t\t\u003cth\u003ebwg\u003c\/th\u003e\n\n\t\t\t\u003cth\u003emm\u003c\/th\u003e\n\n\t\t\t\u003cth\u003einch\u003c\/th\u003e\n\n\t\t\t\u003cth\u003emm\u003c\/th\u003e\n\n\t\t\t\u003cth\u003einch\u003c\/th\u003e\n\n\t\t\t\u003cth\u003emm\u003c\/th\u003e\n\n\t\t\t\u003cth\u003einch\u003c\/th\u003e\n\n\t\t\t\u003cth\u003emm\u003c\/th\u003e\n\n\t\t\t\u003cth\u003einch\u003c\/th\u003e\n\n\t\t\t\u003cth\u003eComplete Tool\u003c\/th\u003e\n\n\t\t\t\u003cth\u003eMandrel\u003c\/th\u003e\n\n\t\t\t\u003cth\u003eRoll Set\u003c\/th\u003e\n\n\t\t\u003c\/tr\u003e\n\n\t\u003c\/thead\u003e\n\n\t\u003ctbody\u003e\n\n\t\t\u003ctr\u003e\n\n\t\t\t\u003cth 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class=\"note\"\u003e\u003cstrong\u003eNote:\u003c\/strong\u003e All AN Series tube expanders come standard with 1\/4\" square drive.\u003c\/p\u003e\n\n\u003c\/section\u003e\n\n\u003csection class=\"seo-block\"\u003e\n\u003ch3\u003eProduct Description\u003c\/h3\u003e\n\n\n\u003cp\u003eThe AN Series is the ideal solution for precise tube expansion in small tube diameters found in oil coolers, radiators, and compact heat exchangers. These tube expanders are designed for tube outer diameters of 1\/4\" and 3\/8\", and tube inner diameters ranging from 3.8 to 8.4 mm. The captive mandrel prevents interference from components at the mandrel tip, protecting the tube's inner diameter during expansion. With an increased feed angle, the tool operates quickly and consistently – perfect for maintenance, repair, apparatus construction, and production-oriented applications.\u003c\/p\u003e\n\n\u003c\/section\u003e\n\n\u003c\/div\u003e\n","brand":"Powermaster","offers":[{"title":"Default Title","offer_id":56755751682374,"sku":"AN Serie","price":0.0,"currency_code":"EUR","in_stock":true}],"thumbnail_url":"\/\/cdn.shopify.com\/s\/files\/1\/0947\/6456\/4806\/files\/an-seriepng-60558.png?v=1781083129"},{"product_id":"900-serie","title":"Tube Expander 900 Series","description":"\u003cdiv class=\"hytool-900-series\" lang=\"en\"\u003e\n\n\u003cstyle type=\"text\/css\"\u003e.hytool-900-series{--hy:#00b050;--hy-dark:#08743f;--txt:#1f2933;--muted:#5b6470;--line:#d7dce2;--soft:#f6f8f7;font-family:Arial,Helvetica,sans-serif;color:var(--txt);max-width:1200px;margin:0 auto;line-height:1.5;font-size:16px;}\n    .hytool-900-series *{box-sizing:border-box;}\n    .hytool-900-series h2,.hytool-900-series h3{color:var(--hy);margin:0 0 12px;line-height:1.2;font-weight:700;}\n    .hytool-900-series h2{font-size:clamp(24px,3vw,34px);}\n    .hytool-900-series h3{font-size:clamp(18px,2.1vw,24px);margin-top:24px;}\n    .hytool-900-series p{margin:0 0 14px;}\n    .hytool-900-series .hero{border:1px solid var(--line);border-radius:16px;padding:clamp(18px,3vw,34px);background:linear-gradient(135deg,#fff 0%,#fff 58%,var(--soft) 100%);margin-bottom:22px;}\n    .hytool-900-series .badges{display:flex;flex-wrap:wrap;gap:8px;margin-top:14px;}\n    .hytool-900-series .badge{border:1px solid rgba(0,176,80,.35);background:rgba(0,176,80,.08);color:#0f5f35;border-radius:999px;padding:6px 10px;font-size:14px;font-weight:700;}\n    .hytool-900-series .info-box{background:#fff;border:1px solid var(--line);border-radius:14px;padding:18px;margin:0 0 18px;}\n    .hytool-900-series .info-grid{display:grid;grid-template-columns:1fr;gap:14px;align-items:start;}\n    .hytool-900-series .mini-table{width:100%;border-collapse:collapse;font-size:14px;table-layout:auto;margin-top:4px;}\n    .hytool-900-series th,.hytool-900-series td{border:1px solid var(--line);padding:7px 8px;text-align:center;vertical-align:middle;white-space:normal;overflow-wrap:anywhere;word-break:normal;hyphens:auto;}\n    .hytool-900-series thead th{background:var(--hy);color:#fff;font-weight:700;}\n    .hytool-900-series tbody th{background:#eef8f2;color:#194d32;font-weight:700;}\n    .hytool-900-series .uses{margin:0;padding-left:18px;}\n    .hytool-900-series .uses li{margin:6px 0;}\n    .hytool-900-series .graph-wrap{background:#fff;border:1px solid var(--line);border-radius:14px;padding:12px;margin:0 0 20px;}\n    .hytool-900-series .graph-img{width:100%;height:auto;display:block;border-radius:10px;}\n    .hytool-900-series .table-wrap{width:100%;overflow-x:auto;-webkit-overflow-scrolling:touch;border:1px solid var(--line);border-radius:14px;background:#fff;margin-top:10px;}\n    .hytool-900-series .data-table{width:100%;min-width:1080px;border-collapse:collapse;font-size:clamp(10.5px,1.05vw,13px);table-layout:auto;}\n    .hytool-900-series .data-table th,.hytool-900-series .data-table td{padding:5px 5px;line-height:1.22;}\n    .hytool-900-series .data-table thead tr:first-child th{background:var(--hy-dark);color:#fff;}\n    .hytool-900-series .data-table thead tr:nth-child(2) th{background:var(--hy);color:#fff;}\n    .hytool-900-series .data-table tbody tr:nth-child(even) td,.hytool-900-series .data-table tbody tr:nth-child(even) th{background:#fafafa;}\n    .hytool-900-series .data-table tbody th span{font-weight:400;color:#315b43;}\n    .hytool-900-series .note{font-size:13px;color:var(--muted);margin-top:10px;}\n    .hytool-900-series .seo-block{background:#f7fbf8;border-left:5px solid var(--hy);padding:16px 18px;border-radius:10px;margin-top:22px;}\n    .hytool-900-series .meta{font-size:14px;color:var(--muted);}\n    @media(max-width:760px){.hytool-900-series{font-size:15px;}.hytool-900-series .mini-table{font-size:12px;}.hytool-900-series th,.hytool-900-series td{padding:6px 5px;}}\n\u003c\/style\u003e\n\u003csection class=\"hero\"\u003e\n\u003ch2\u003e900 Series Tube Expanders for Small Tube Diameters\u003c\/h2\u003e\n\n\n\u003cp\u003eThe 900 series tube expanders are designed for precise expansion of small tubes in heat exchangers, oil coolers, condensers and similar apparatus. They cover tube internal diameters from 3.8 mm to 8.4 mm and are particularly suitable for tube outside diameters of 1\/4\" and 3\/8\".\u003c\/p\u003e\n\n\n\u003cp\u003eThe series is designed as a proven working tool for small tube diameters. Depending on the tube sheet thickness, versions with 19.05 mm or 31.75 mm roller length are available. This allows the expander to be selected to match the adjustment range A to B.\u003c\/p\u003e\n\n\n\u003cdiv class=\"badges\"\u003e\n\n\u003cspan class=\"badge\"\u003eTube I.D. 3.8–8.4 mm\u003c\/span\u003e \u003cspan class=\"badge\"\u003eTube O.D. 1\/4\" and 3\/8\"\u003c\/span\u003e \u003cspan class=\"badge\"\u003eRoller Length 3\/4\" or 1.1\/4\"\u003c\/span\u003e \u003cspan class=\"badge\"\u003e1\/4\" Square Drive Mandrel\u003c\/span\u003e\n\n\u003c\/div\u003e\n\n\u003c\/section\u003e\n\n\u003csection aria-label=\"Application Range and Adjustment Range\" class=\"info-box\"\u003e\n\u003ch3\u003eApplication Range and Adjustment Range\u003c\/h3\u003e\n\n\n\u003cdiv class=\"info-grid\"\u003e\n\n\u003cdiv\u003e\n\n\u003cp\u003e\u003cstrong\u003eApplication:\u003c\/strong\u003e Oil coolers, condensers, and apparatus with small tube diameters.\u003c\/p\u003e\n\n\n\u003cul class=\"uses\"\u003e\n\n\t\u003cli\u003efor tube internal diameters from 3.8 mm (.152\") to 8.4 mm (.331\")\u003c\/li\u003e\n\n\t\u003cli\u003efor small tube diameters in service, repair and manufacturing\u003c\/li\u003e\n\n\t\u003cli\u003eproven 900 series for repeatable tube expansion\u003c\/li\u003e\n\n\n\u003c\/ul\u003e\n\n\n\u003c\/div\u003e\n\n\n\u003ctable aria-label=\"Adjustment Range 900 Series\" class=\"mini-table\"\u003e\n\n\t\u003cthead\u003e\n\n\t\t\u003ctr\u003e\n\n\t\t\t\u003cth\u003eRoller Length\u003c\/th\u003e\n\n\t\t\t\u003cth\u003eMinimum A\u003c\/th\u003e\n\n\t\t\t\u003cth\u003eMaximum B\u003c\/th\u003e\n\n\t\t\u003c\/tr\u003e\n\n\t\u003c\/thead\u003e\n\n\t\u003ctbody\u003e\n\n\t\t\u003ctr\u003e\n\n\t\t\t\u003cth\u003e19.05 mm\u003cbr\u003e\n\t\t\t3\/4\"\u003c\/th\u003e\n\n\t\t\t\u003ctd\u003e6.35 mm\u003cbr\u003e\n\t\t\t1\/4\"\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e19.05 mm\u003cbr\u003e\n\t\t\t3\/4\"\u003c\/td\u003e\n\n\t\t\u003c\/tr\u003e\n\n\t\t\u003ctr\u003e\n\n\t\t\t\u003cth\u003e31.75 mm\u003cbr\u003e\n\t\t\t1.1\/4\"\u003c\/th\u003e\n\n\t\t\t\u003ctd\u003e19.05 mm\u003cbr\u003e\n\t\t\t3\/4\"\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e31.75 mm\u003cbr\u003e\n\t\t\t1.1\/4\"\u003c\/td\u003e\n\n\t\t\u003c\/tr\u003e\n\n\t\u003c\/tbody\u003e\n\n\n\u003c\/table\u003e\n\n\n\u003c\/div\u003e\n\n\u003c\/section\u003e\n\n\u003csection aria-label=\"Graphic Adjustment Range A and B\" class=\"graph-wrap\"\u003e\u003cimg alt=\"900 Series Tube Expander: Adjustment range A and B for minimum and maximum tube sheet thickness\" class=\"graph-img\" loading=\"lazy\" src=\"data:image\/webp;base64,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\"\u003e\u003c\/section\u003e\n\n\u003csection\u003e\n\u003ch3\u003eTechnical Data and Assignment of the 900 Series\u003c\/h3\u003e\n\n\n\u003cdiv class=\"table-wrap\"\u003e\n\n\u003ctable aria-label=\"Technical Data 900 Series Tube Expanders\" class=\"data-table\"\u003e\n\n\t\u003cthead\u003e\n\n\t\t\u003ctr\u003e\n\n\t\t\t\u003cth rowspan=\"2\"\u003eTube O.D.\u003c\/th\u003e\n\n\t\t\t\u003cth colspan=\"3\"\u003eTube Wall Thickness\u003c\/th\u003e\n\n\t\t\t\u003cth colspan=\"2\"\u003eTube I.D.\u003c\/th\u003e\n\n\t\t\t\u003cth colspan=\"2\"\u003eMin. I.D.\u003cbr\u003e\n\t\t\tTool Enters\u003c\/th\u003e\n\n\t\t\t\u003cth colspan=\"2\"\u003eMax. Expansion\u003cbr\u003e\n\t\t\tTool\u003c\/th\u003e\n\n\t\t\t\u003cth colspan=\"3\"\u003eExpander 19.05 mm\u003cbr\u003e\n\t\t\t3\/4\" Long Rolls\u003c\/th\u003e\n\n\t\t\t\u003cth colspan=\"3\"\u003eExpander 31.75 mm\u003cbr\u003e\n\t\t\t1.1\/4\" Long Rolls\u003c\/th\u003e\n\n\t\t\u003c\/tr\u003e\n\n\t\t\u003ctr\u003e\n\n\t\t\t\u003cth\u003eBWG\u003c\/th\u003e\n\n\t\t\t\u003cth\u003emm\u003c\/th\u003e\n\n\t\t\t\u003cth\u003einch\u003c\/th\u003e\n\n\t\t\t\u003cth\u003emm\u003c\/th\u003e\n\n\t\t\t\u003cth\u003einch\u003c\/th\u003e\n\n\t\t\t\u003cth\u003emm\u003c\/th\u003e\n\n\t\t\t\u003cth\u003einch\u003c\/th\u003e\n\n\t\t\t\u003cth\u003emm\u003c\/th\u003e\n\n\t\t\t\u003cth\u003einch\u003c\/th\u003e\n\n\t\t\t\u003cth\u003eTool No.\u003c\/th\u003e\n\n\t\t\t\u003cth\u003eMandrel No.\u003c\/th\u003e\n\n\t\t\t\u003cth\u003eRoll Set No.\u003c\/th\u003e\n\n\t\t\t\u003cth\u003eTool No.\u003c\/th\u003e\n\n\t\t\t\u003cth\u003eMandrel No.\u003c\/th\u003e\n\n\t\t\t\u003cth\u003eRoll Set No.\u003c\/th\u003e\n\n\t\t\u003c\/tr\u003e\n\n\t\u003c\/thead\u003e\n\n\t\u003ctbody\u003e\n\n\t\t\u003ctr\u003e\n\n\t\t\t\u003cth rowspan=\"8\"\u003e1\/4\u003cbr\u003e\n\t\t\t\u003cspan\u003e6.35 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class=\"note\"\u003e\u003cstrong\u003eNote:\u003c\/strong\u003e All 900 Series tube expanders are supplied as standard with a 1\/4\" square drive.\u003c\/p\u003e\n\n\u003c\/section\u003e\n\n\u003csection class=\"seo-block\"\u003e\n\u003ch3\u003eBrief Description\u003c\/h3\u003e\n\n\n\u003cp\u003e900 Series tube expanders for small tube diameters in oil coolers, condensers and heat exchangers. For tube internal diameters 3.8–8.4 mm, tube outer diameters 1\/4\" and 3\/8\", with 19.05 mm or 31.75 mm roller length.\u003c\/p\u003e\n\n\u003c\/section\u003e\n\n\u003c\/div\u003e\n","brand":"Powermaster","offers":[{"title":"Default Title","offer_id":56756048363846,"sku":"900 Serie","price":0.0,"currency_code":"EUR","in_stock":true}],"thumbnail_url":"\/\/cdn.shopify.com\/s\/files\/1\/0947\/6456\/4806\/files\/900-seriepng-60565.png?v=1781085149"},{"product_id":"1300-serie-rohraufweiter","title":"Tube Expander 1300 Series","description":"\u003cdiv class=\"hytool-1300-series\" lang=\"en\"\u003e\n\n\u003cstyle type=\"text\/css\"\u003e.hytool-1300-series{--hy:#00b050;--hy-dark:#08743f;--txt:#1f2933;--muted:#5b6470;--line:#d7dce2;--soft:#f6f8f7;font-family:Arial,Helvetica,sans-serif;color:var(--txt);max-width:1200px;margin:0 auto;line-height:1.5;font-size:16px;}\n    .hytool-1300-series *{box-sizing:border-box;}\n    .hytool-1300-series h2,.hytool-1300-series h3{color:var(--hy);margin:0 0 12px;line-height:1.2;font-weight:700;}\n    .hytool-1300-series h2{font-size:clamp(24px,3vw,34px);}\n    .hytool-1300-series h3{font-size:clamp(18px,2.1vw,24px);margin-top:24px;}\n    .hytool-1300-series p{margin:0 0 14px;}\n    .hytool-1300-series .hero{border:1px solid var(--line);border-radius:16px;padding:clamp(18px,3vw,34px);background:linear-gradient(135deg,#fff 0%,#fff 58%,var(--soft) 100%);margin-bottom:22px;}\n    .hytool-1300-series .badges{display:flex;flex-wrap:wrap;gap:8px;margin-top:14px;}\n    .hytool-1300-series .badge{border:1px solid rgba(0,176,80,.35);background:rgba(0,176,80,.08);color:#0f5f35;border-radius:999px;padding:6px 10px;font-size:14px;font-weight:700;}\n    .hytool-1300-series .info-box{background:#fff;border:1px solid var(--line);border-radius:14px;padding:18px;margin:0 0 18px;}\n    .hytool-1300-series .info-grid{display:grid;grid-template-columns:1fr;gap:14px;align-items:start;}\n    .hytool-1300-series .mini-table{width:100%;border-collapse:collapse;font-size:14px;table-layout:auto;margin-top:4px;}\n    .hytool-1300-series th,.hytool-1300-series td{border:1px solid var(--line);padding:7px 8px;text-align:center;vertical-align:middle;white-space:normal;overflow-wrap:anywhere;word-break:normal;hyphens:auto;}\n    .hytool-1300-series thead th{background:var(--hy);color:#fff;font-weight:700;}\n    .hytool-1300-series tbody th{background:#eef8f2;color:#194d32;font-weight:700;}\n    .hytool-1300-series .uses{margin:0;padding-left:18px;}\n    .hytool-1300-series .uses li{margin:6px 0;}\n    .hytool-1300-series .graph-wrap{background:#fff;border:1px solid var(--line);border-radius:14px;padding:12px;margin:0 0 20px;}\n    .hytool-1300-series .graph-img{width:100%;height:auto;display:block;border-radius:10px;}\n    .hytool-1300-series .table-wrap{width:100%;overflow-x:auto;-webkit-overflow-scrolling:touch;border:1px solid var(--line);border-radius:14px;background:#fff;margin-top:10px;}\n    .hytool-1300-series .data-table{width:100%;min-width:1080px;border-collapse:collapse;font-size:clamp(10.5px,1.05vw,13px);table-layout:auto;}\n    .hytool-1300-series .data-table th,.hytool-1300-series .data-table td{padding:5px 5px;line-height:1.22;}\n    .hytool-1300-series .data-table thead tr:first-child th{background:var(--hy-dark);color:#fff;}\n    .hytool-1300-series .data-table thead tr:nth-child(2) th{background:var(--hy);color:#fff;}\n    .hytool-1300-series .data-table tbody tr:nth-child(even) td,.hytool-1300-series .data-table tbody tr:nth-child(even) th{background:#fafafa;}\n    .hytool-1300-series .data-table tbody th span{font-weight:400;color:#315b43;}\n    .hytool-1300-series .note{font-size:13px;color:var(--muted);margin-top:10px;}\n    .hytool-1300-series .seo-block{background:#f7fbf8;border-left:5px solid var(--hy);padding:16px 18px;border-radius:10px;margin-top:22px;}\n    .hytool-1300-series .meta{font-size:14px;color:var(--muted);}\n    @media(max-width:760px){.hytool-1300-series{font-size:15px;}.hytool-1300-series .mini-table{font-size:12px;}.hytool-1300-series th,.hytool-1300-series td{padding:6px 5px;}}\n\u003c\/style\u003e\n\u003csection class=\"hero\"\u003e\n\u003ch2\u003e1300 Series Tube Expanders for Thick Tube Sheets\u003c\/h2\u003e\n\n\n\u003cp\u003eThe 1300 Series is designed for precise tube expansion of small tube diameters with thicker wall thicknesses. It is suitable for oil coolers, coolers, heat exchangers, and apparatus with small tubes where a larger tube sheet thickness needs to be processed safely and reproducibly.\u003c\/p\u003e\n\n\n\u003cp\u003eThe 1300 Series tube expanders cover tube outer diameters of 3\/8\" (9.53 mm) and tube inner diameters from 5.8 mm to 8.4 mm. Depending on the roll length, the adjustment range is up to 76.20 mm or 88.90 mm.\u003c\/p\u003e\n\n\n\u003cdiv class=\"badges\"\u003e\n\n\u003cspan class=\"badge\"\u003eTube I.D. 5.8–8.4 mm\u003c\/span\u003e \u003cspan class=\"badge\"\u003eTube O.D. 3\/8\"\u003c\/span\u003e \u003cspan class=\"badge\"\u003efor thick tube sheets\u003c\/span\u003e \u003cspan class=\"badge\"\u003eRoll length 3\/4\" or 1.1\/4\"\u003c\/span\u003e\n\n\u003c\/div\u003e\n\n\u003c\/section\u003e\n\n\u003csection aria-label=\"Application range and adjustment range 1300 Series\" class=\"info-box\"\u003e\n\u003ch3\u003eApplication Range and Adjustment Range\u003c\/h3\u003e\n\n\n\u003cdiv class=\"info-grid\"\u003e\n\n\u003cdiv\u003e\n\n\u003cp\u003e\u003cstrong\u003eApplication:\u003c\/strong\u003e Oil coolers, coolers, and apparatus with small tube diameters and thicker tube sheets.\u003c\/p\u003e\n\n\n\u003cul class=\"uses\"\u003e\n\n\t\u003cli\u003efor tube inner diameters from 5.8 mm (.231\") to 8.4 mm (.331\")\u003c\/li\u003e\n\n\t\u003cli\u003efor tube outer diameters 3\/8\" (9.53 mm)\u003c\/li\u003e\n\n\t\u003cli\u003eAdjustment range A to B depending on the roll length used\u003c\/li\u003e\n\n\n\u003c\/ul\u003e\n\n\n\u003c\/div\u003e\n\n\n\u003ctable aria-label=\"Adjustment range 1300 Series\" class=\"mini-table\"\u003e\n\n\t\u003cthead\u003e\n\n\t\t\u003ctr\u003e\n\n\t\t\t\u003cth\u003eRoll Length\u003c\/th\u003e\n\n\t\t\t\u003cth\u003eMinimum A\u003c\/th\u003e\n\n\t\t\t\u003cth\u003eMaximum B\u003c\/th\u003e\n\n\t\t\u003c\/tr\u003e\n\n\t\u003c\/thead\u003e\n\n\t\u003ctbody\u003e\n\n\t\t\u003ctr\u003e\n\n\t\t\t\u003cth\u003e19.05 mm\u003cbr\u003e\n\t\t\t3\/4\"\u003c\/th\u003e\n\n\t\t\t\u003ctd\u003e19.05 mm\u003cbr\u003e\n\t\t\t3\/4\"\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e76.20 mm\u003cbr\u003e\n\t\t\t3\"\u003c\/td\u003e\n\n\t\t\u003c\/tr\u003e\n\n\t\t\u003ctr\u003e\n\n\t\t\t\u003cth\u003e31.75 mm\u003cbr\u003e\n\t\t\t1.1\/4\"\u003c\/th\u003e\n\n\t\t\t\u003ctd\u003e31.75 mm\u003cbr\u003e\n\t\t\t1.1\/4\"\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e88.90 mm\u003cbr\u003e\n\t\t\t3.1\/2\"\u003c\/td\u003e\n\n\t\t\u003c\/tr\u003e\n\n\t\u003c\/tbody\u003e\n\n\n\u003c\/table\u003e\n\n\n\u003c\/div\u003e\n\n\u003c\/section\u003e\n\n\u003csection aria-label=\"1300 Series Graph Adjustment Range A and B\" class=\"graph-wrap\"\u003e\u003cimg alt=\"1300 Series Tube Expander: Adjustment Range A and B for Thick Tube Sheets\" class=\"graph-img\" loading=\"lazy\" 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nncsbAHYWSJU0bw43fnPnDms6\/8Rxc2q\/vY9K3dA\/B4qsN5ayfpnp25TxGjWKaLH6l8MqrNGhoki4sS3YkadwBkUn+vP2glMTl5KOjgrM6rguTP92w+vqW+NyJ+WGFbYJSVBls49YQKljRPLs3crQw9u5Whh7dytDD27laGHt3K0MLEM\/2Qz8HzaGlzOKneKtEcX6kiXKdGwTW0B\/oO7uhQ\/tJrGqTusqgaaBL1TnyVf0o2vNWg9d5pKTzznweKrDdte8TnUmHcuc+tZojuszAegG6qe4JSuEBKjF0afVrfLhmIirNXuhRFw\/+E6DE1MunfTLPJzxGlhcq\/0Fp1Ur1KrsDEBm\/+i+FKKVvfWKax4Lm5t0\/sViE0P8Q4138oI3ifv9BMPbuVoYe3crQw9u5Whh7dytDD27laGHt0dwc3L0QcYHExK3c366\/qsNF+XDrslkfg9M387wuI4tni9e0E5oOZA8XV7mSv4+5FxAUzhZxRW6ttEGA5pHc7HBpPZNi3ih91QDdVIr2rgxfzuXFVHmXIXzqClhlq+OJczBW8IDTU8LM0lT2kTulA8rEnUxliBWEzNcoqrvWPlCtuVZ3EgJjhGzIjQJVH09MCHIMonbZmdcSyy7DXY6BxYqrru6DlpsUgcMYe3crQw9u5Whh7VfB6lIRuER\/csjRPLsNAk\/YdHzB8VJER\/2hwgkDTFodX7QaZ1+LkAPLn9u+3NqW2dMcvdgqKj14SuL8WqCDYcjChoh3H+iTQs4SFzatNNJ+F2jfp20CaIdx\/oketcLNlIcocci+s7T+627lSZF8btK+r4bMTE2\/Q3VcoxAmysCFUazF2ORD+8V289ABboi+UX6dJ1zQ\/VZszYu5l7pGGqXtRfh3kkO+Un6W829wpu4l5L3nJmvG08C3j3Z90F7xP2D5pHzdxpgHSdoPSqhvpM+uOvH3afE2xSk7pGGpIMhwWiLVEYarTCM13LSFOZ7QiY7SDCM1ZPQcrDBTKRTMcmAhRwEQgAYvWmzRNu4SZp2J\/52\/OIRwShLmAeAjFm5jmwc3pwW1Ong03GmyitsBcpqroNNrbTRVwN6GKqrBRGk8Iw+7WQ2piSm4sM3yGrAaKJ2ItQL5810yNlBjNdbDLWBdzNQ437NPnl7nbaJRETRZKbOKxuWfZUUXhYVWLXZs235r5U\/udQkivfYl7vf+zU6z3GP\/f29ZzlHutAns8E8le6IeINnBspao0Q0nRIVZqAVLwzuskwBKU9NPpgocvkLNI7nPmX29mg+8erane5jrtJ13pmq76kNcQBA3aoJhuS3ra\/12OwqZypVzfIUr6hmFhIz3NVrNiL983tifEuXUp7gYRqlF9IFKCBsqmWwSIvfKYn+f0ZLGHt3KwtBPX8cgGiD6eLcvzvnpeT16EXgcSIeZFf\/77JhyYEupHPaBbbAFkw5V9+duuTYex2aj8dEElzBmLqRsjUSwqKI2mwnOimGYxek4fCqYwiuba+U8i9q5dtTW86QaiZcj7\/fWN5LnwUtf9+NK3k3mcHq+Uu9hKDvMuF7IYd+JoKCKH\/NIMWx3knQoC3Vqn8EM2OGAGxIU4Vn\/Fep+1L+74JUNy5UJDgwe8sDKKCiBDwcXSGQ5M6yl3qnj2kNmfdrkagM4\/rz1+fwoYmA09KtdgRxH4Gg5Hm8nDBlYmsmzZB7CuHI28jnXBHeIFyns3Oiy8iuWYXVLLGe89U5rLs3crQIm3fBYUeE1wa5Ddhcd4yZuC7v\/8hT3Bny7R\/9UxM0T9GEoRiK0n8mt\/MjwO3I3\/aavMx+khQQ9iwdMs3ZCE2ceVJ7TepZd7pEqCzzcrSiq9ySaCJoB7uCcNvhwCI1AlO0y\/Ncmrv5nyWmu2EaUDhn9+vmdLxybbxurDVD+rUrRJeNzmFRDMI1BNuCOsV3i\/NHIGireUfov9gRgcAZQU2t0+YMGdzt8DtuGJFPCwVZgASEuShHcbXwuk\/QCMuuPQD1wWC5CRbRdrrDm7wmmmvU1GoRgWsUdpFYYRx+r1eNpR+KgEd9OXnBOTG6nWiYkfAzn+QcAjWHRZC9cZN1zQ+7VjN+pmwQLwGry\/d5bLzxQQA0Ty7N3LD2Ht3K0MPbuUAR7D\/6BgkW7UdOuFhhV8ZPLejfNgYjJdNgvX877dI1JG9IVLMzN0bMnIWxJ8ufXMUbxd\/3XGcbYdy5+QBgu1FJx0I\/y2ePnbM8M0\/cSLBrqklQ8id76bmBK6jD1zNC9ZolQQKlBZUJFNi\/deZH9JqHEhRbsXC0jRWi0tF6L3mYBWWbCAoIHgp\/G\/QtXKKMt6NBNeHtOU6zcycujIMxTKMp\/7c5xE4\/+RbEW4+FcxbEBBDsAEXVWQ3+CF14oB0z9T+E2FvVYh\/epbbBTpWSKuXf4GRHWvlqK2tAIHZ4HdEDGHt3K0MPbuVoYe3crQw9u5WE7IkjUtJt6gVOUog58L83VpuK19lkd2eqg\/3rKrZhtuqxjSMAEFY3bo71Q6N9Fn2eaOgThMfeXgK3ig8CayNZqokRrwUjRu9lkUy3uGaWPx7xk1wVagaKpD49nxq7cuZgrlwFfUnCGX9KayVPbH8jTYTUtOU1J0jm10MHeXyjwjVoMY+NJPfBMBXLgNb6\/8XPKXt+Jb+9fu\/AY6Y74zR8uktpNyyNE8uzdytDD27laGHt3K0MPbuVoYe3RwLUV7PljYQ+vBeUjIluViTfnPnDms7B\/gBQYA14MXXKpsqLEekF\/OEUxZlEFvq0T7VHDlr8kksy\/vohJ4exNWv61QGVG4v1G1m+pSkKpiz5bGarYisn7mw11iA8avlXrz9pptksxHRf2zBObCc1NqP4qszmWAwCEDVnJkALtKtyRLbJ3dkAcWs721YcOlkOzD9t3kl25rLs3crQw9u5Whh7dytDD27laGHt3K0MPbuUCq1dPuRfMNp646WoeNMzkph7Ixk6FylTet8uGqE\/7bsTW2Gi9Vn3zX9buCq+ZVZfIHoBvbjZELHPhZnXHTc0QjdtUncztgEE60R9NnUXzKqylXllbcrSQN6ls\/oDxVZnN3jYlkw4WSAl+adKlNBYzDKt3QEjaTo8c3As16axhJaQeBiHwvfIHFw7xesYCC8rdR3WpgsCWhTJEq4keNRB4CMYe3crQw9u5Whh7dytDD27laGHt3Kz9J36v2mHf\/S0gBxqI3VmO1DMfMXROw8Ry4LSsAbdi6h33a84lynR3dbJepRFu61uL91NWlDsNFNVrFMTl5KOtWY+MlN9nk54hLbXvE0G5\/1lnZwHNAtFgG4QqDkhW6w8bSc161yRxus12i06qcQHsRqpeV0eWg9ZGLqhkUfPqGIsdeHqN9cqgetE4wgYGIUoxljiBjD27laGHt3K0MPbuVoYe3crQw9u5Whh7dygREHKisu3IHnWvlct9ca1kOpxMZ\/yh3K5Ug5c7a\/ne22J0mL5lVj0zyPr0tN72hKqztr1bp1LZWNiUhi1uxKdbX7EjShGVbnZUHLhoK9mCYAzvv0RSw5g9IUVu4QvoiAN2i5fIFjpba7gdo8DGGmT5QU5mxV4c9U4lNl\/2GX+x5pHFoNwTHIhuiXU2SKLvpX02V4e3crQw9u5Whh7dytDD27laGHt3K0MPbuVoYe24TfyBhQSGq3wrEILV06gQFpVYsPC9Cq4ws+PQ\/JvVDo8j7qgG9uNkQramM\/aQdS1vDSGopqzvkHuLljKdtry4X2tFSniI8HPeALOS6JV1kfnzK3cIX0RAG6+FruAw62v2JGlCMq3c\/6VhWzuD\/lVJ4tn2Jqt8TH2LLWb4PbuVoYe3crQw9u5Whh7dytDD27laGHt3K0MPbuUaSEa9wURiwWYbAREiFMXI7PWK3CRUQ2m4R2E2bDAHcsZqsQ\/39actckZxxUIjp6PdZ22fINb6I6cLB2DF2Yv3UsTzr4b3C8ZTotlx5NTV3CfIxEz\/93vnELm7laGHt3K0MPbuVoYe3crQw9u5Whh7dytDD27laGHt3K0Mj+DsUMkChjdiOGBEj3Jcyw\/clNaGHt3K0MPbuVoYe3crQw9oAAP7\/kEBcNL1bFQEAAAAaw9G8R+f6f7i9lnNYvksnbu+B4ADYAv2R6nMAUG4OFZQAKuXWJzAVJVH0Yn7garPlwDq0EAByIbaBHGV4ExSkjqNe8E9SZ9c5j8xue1Pn4k6\/ES9cmCpotXws7XANCk9GqaYJZ+w\/six4eIvN5Q89pfGFj3nqDH2r66lcYu\/f+QDr+tbaet4sO8p5uK\/E3LcX6p+B\/oyxGeksGjSg+jmhZ54lnW2IRnTQTIsF46CqIsCGopf+kgNR5TK\/mOaPIl3ciSSxgX09wdl+psyDpIhNuZzH3kUtWdNI9hEu\/B03bnWpxz0H8IZTb5VnxheMXvC1u\/407\/1ojAwj\/n5Of6dJnf5jbfzY6f4f69o8+MxP8Oc2tQLyIZ7N3CEkro4kEpB116fkW08rPFuPbxYnH6Frr7fC1BD383vIsABc1OqCsavSIxP5HOtgAAAAMtI+87quK0QOFw7cqt+1z12ZrU\/YmPrO+qKgXLJ0yeDK1atoqUPL0SIGhHhVkCNAGBpjAu6bi\/JuC+\/9T4qdIby0N28spo8WTX2wY6l4cNfTQD37a2vH8dkHU0RqljpP6wyKyp168jv1ivnhaclO+O5RWV3vRQFbszHo9c3SWZYx+N7Lzc1XSDGKrw5M2WvXUA3IYAX234bdPvcvAicCldPRT5YXyirw3EJ86JyG+oDP+70XYeglCUpmDorhsuJ8KMeH3SgwsJ5\/VfTSyA6zDrgVi4XPCWcmVTRylOg2HvA9BRxHiyvfXqqy6bPvw7y+NH6Clee7PxNy8NtECLFY3ilY1bqFHS791B0unZG\/1sdc0AsL7PqoAAAAAF\/vzmirar81bdJoCfWIvKeQvP8\/KmtGWDwFpyOv5YFlfJSl7EoNzr7SjDBYmsxFXuW+wGV9c6qr\/vekUvqCs4Hnb4vBnWLexKkUY36AqI\/Y6OvNX3izASpYFGf2MiF8TJAFA36ETWPYaYXYXbBC8xKaT0LQTg4kDNZJP0fEizHpe4usswAMMAAAAAELzlTI+vyspYAdHreZu70OIu\/Nf5kP4dfxxIvl7DlktMwVW9BKN0OEmq6hrvUolMNGApYzxkZYTw2\/JKE3gqgwMgRvQdgTEjuGRJllNNmnwY6IzesuyG7V3fsdLq0Hw2isyb3ffbKcbRE\/Kwysk0ROWylfv6ve+tJaBuQSU4qgs4PDX+szG8YbjQkG2tKNhAv5EtLf71vaiD+MUTY4zYpTtDFDwBWLO6rRM2scZyR+SGL1Ka9mEERiipsYeHuCaqqcwgH6WuSSF+XUoH4TJjroAKa8rIGFaH0AbcCg\/Q9vGM96cL+IEMmq\/6dK3bWAPa7BJ8euOjLhZbCxF7\/ODWj3t1Tkc8qF2czB9oi1+dppRS+q3xeY518TbFR+B8SSI1wq5NrtWPnCrmVtOhxQwNPtxcC812gT0YuIhisU0JAeI5x\/v61JkczYQmyhRBSajrgAAAAIa2txmx5\/UUV\/4wIlvfrVW1eL3jpTXLKm0+kX3TXlEy9qGnosMun3MKqaKuMh\/mmyCmy7NY2vbp1I6xI6hbjK34K6lUqMwumM63WxaQq2WSJH8tUPfmDtflfschFwgSyTgSH8uG\/D8qTXmz6JJlI+Pvp\/BpUknqrivzsHkR0vpcBSM97PJPq\/GpL97POuhjl7TXzW9kzhsysy8MWjBi04xRxWF84jvG1hm8j3H4rfDk9zFpm9NKVDTog7HqJpi9BkUx5K20G5ZP9qO7e4HmAo+1W875THAGzkaw3nIoX9S3m6\/U+jJWF5j6MeVqW80O1lbU\/dXcAar5WCoE38emDncQuyDrZnXQ8oQ+W\/8OEcbOnps3OEL\/78dSWwGKisxQ8NViHbZ6WSNqxRPX1pAOeyAAAAANxHOHenCcpPmzrdzfgvYwS4OvFewqN2nmJagd4iqWrA6f+LtuROLzNQi7r7xX53NpNhTNlQy4MoYuN60r4ATZnjVCm3waaO7FUjyOZy1z4UDd2bnsNpsRt8tvVgpGfLDC2AbpOW0gLoPpbD40jsOMbBcSEPbcQ4Wgkoot5qyk8GOANNeShYU3vDi8xWOWV9wxBzuUcIViMlEBSlXwUjxpBVamJYzPmlHJNpsBPhmymM04We7bQGCRYnwSXKIWJd3Sf2fp74k3UowRZ79Z0o6AkYr1Dyw8N+YWnb9dq7K5PoW\/IZGOd5scEung4Grb\/1M+DMERL7S+JEzdRvW4hvCMUeUAXAOgXDn+X1hfwSTHdC5Bkh\/5pkPBTNQnygaco5601UbbVJ435yGnhsSDPdvWUwW1KcvT3K6P3Z9PZA8VW2kxXF\/TVGYVSARurh+KvXVLuKRUuI3FIZDPvNmcM2277wsDuzcGvNswiCHfSFNThJ\/wroneBDqa8TvQngAAAAR1v\/IP1w6uRGkoEqJ1\/Vyc6thwhQlA165namLzgRTPVKkmPcoMbWU9HJXRZJXV3LlYJ8MydApZXHsQWXj\/bRHkwjiDWFeieXhUs34i3cO3EjTfxAPlLgyIfQIA1tpXKdyhUdkS1sn\/zc\/veuf2KUfrrhqjg5e9oE1W9QqSRzfo5iix3Gf6fdscLBWKiYeyw6kq90dHaIC7VLSE\/ooWCSLLuwLkXw5YGmVtt0Td8ex9X\/XVYw12yb+RpseMSbW+pdFilT3c0Z7Th\/XGO+HGEbIqKXLQpXm4x51m8HwyKeIS9JGYCfM6jtSR5c6rJTknJviuiRRx39IR+\/eY3EBc4PaW1pg7f+3nGp6qrS9Igql+8zsu3\/LmgbZnrZSfSpLeRrhMIK\/r9Gxem4XyrANZY3rLLGmX7FQsQjiLBpG\/lByXihRe3fTvcx8Y6+MV\/TigAAAAHhLID8aGna+y62mhCvV2q9kOrXAiQcD+KDuN5O393m\/scNrlMU0ZPWgThvnFBG3EadBB\/c8jlaKK77i2b1lif4Vrc4xpZJ+S6M6ISTPsVFFsSXZwzmzC9vPOSvfTsQ7q7M\/NFA6c4\/K9ZZXFaDg3NianOMhhS88TmvkVFb4RW3uO2S17Th\/XGO+HP8GyKePL4z+39V4K\/Sxc9HndAf1TGOsabGF4+2HVXDiwjom3XtoZa29hLIE2J20csdxzfdPYI2eXB6sj2UrzBqEga4TAkgbVdfy3\/ZpHIvz3baY\/YSfdErDE+De6BzKxr0vqh8cSeXNzbyWYDSl9m+3h9ujvkjctb\/1\/jzsCZm0DBsBjxRrxDV0mtdxhL1tYLDSfxXbbXrdhh8Fu0AXOylPMtMjQZIXjOSLynJ3Wmac6NnPsYnhvm7GDim3qtDbwi0BsiJAAAAmIjPpitlkJIdDuXjDMTCyk3TwAzV0fe9B202h6yn4XWqzR7y+BzmV6eGYITHNpOtksipXtBSIqDr215L8rJzQTJznFaObjuJEeEnKJ8eUN\/e0S4l1JuAVP2Lv8XZFxnipUbF+juAYnehe+Q4zR0REGSER6r7EAIr1BmyQRHyB91u0Zbc5jxzh3V0tR\/j3lCB8h\/08j2xm\/6ZSHVxoFxnbAJ7FnTuPVgmKn9HkcT43tYrF\/eWWFrYIDbC1Jy5zlOrBBkdpI1xRNhqAr6a2T7XlTSOz2deqClH83A1cHBgrkJReIM4yRLrCRskh7aV4U58SZ6obonfjSqm2R72jcjUXHK8Y2IYvvDUwaGCPfsXrzdlBXruMH2bX\/XhOLU5LsldmGSj0mZH5Ayhgl8t3jdoZ5bc6vNOTtf8XleYrwvLcFGuUOfp3syJOR1FOMYBHF0STeWMdKh+JPGbiq9Tn+Jy7rfcf53DgOjEclxGSloINlDXtrg1UU0M4+aPZwxrIu9rRbKo9Vk9gAAqqCyHyKmQCoz7RBgouoMXV7G6jhR3ATt\/vqsvJJMzFvtsacC+LJn\/P05VkS1mExumovGkOatCK5h4V1LTIoAAB42FUMuRbVZ3JggO1g9Ho+wE87FKdfUMT5e+v91e+txJy\/+gt3XbmxnScwd2vJqtRZWoVv6aQqOo1rM3Z4nEkvwvaQT\/ob531+EqeYihxoZ8XgYar+Iw3di6moPhRHd66SqoYSiQTMSRyIhxaE3W5cPk\/yuw6j8ACSJbbzfifnwQ+KpLPAjnx5e7pMb854in5xPQ8hSlekYldylU5JMlDjKAJCVRbvi\/q7u+YF510myJcEwjZ9UC\/meFiLztWGy2ypP6IrDHeDaPsgcKZKrUOIqxz05VU6\/kc0aBE\/xZybXGXzrQdShizLTnVuGv3m5L+2bNImv6CIeCAVknycCTYd77+Tr4ZGtTgGNZmX\/tKnA0iJncmtWJ728p+GaodcbLW2bQAyJZ1iz8Olb2NfeNQiiRG1lpY4lE8tUWtEUr2TBNARGdkQABijbB1FZN\/TIiirYshYnzabw\/XacgUV82r6TtEJuLu5fvq2imZ4ZWHARuq0vOTku8uT+5c0lDmrxPuHm+YJ4r6VLc8q3Vsi4NUFWFoGAzhBm7vo5mU6fGqe2Aj8+E4UJ\/5x0\/NatpCkkCOsb9XSgyQY267wm0d6G92oSl8V3PdkxuqJML\/ldC6tfwdf6uZvbShbSX8eVMzVVwNLf1X1OzisQQ+uikwfLVYxncDo1XIGpFgNTcsONiQVsmUdJv\/yT3sP\/yl+kBfl3lDvFzQO46x7Horw9Rd\/A2zk7CZ\/f0++EwqXxNWPmJRObwGNHQ8iW+nNvxBN8i48Vnm22f5PgD7eP4clhtIAy5eboV2nZM2Igu2RjcH3z5QB3rD69klS5DDzmEzhA6CDKxkrOlPIjrWnSuguDWo+Qi+jDX4uUGeABcHHDh8valPUcKxu3+Qo8lf5f4Odn3HCz2FZbPL19SgCLfT82KGgpXHLbFmfIcq1ACIZw3G0tDdBN+2A5cNqbk1Gm8Q3O8ISiE9XOtoKB20WXuRRl55mL52DT8SPCNlKFFSaOoEqLcaRggTZkTTYwQkK0adNSEWEM0SvqVZjTP51dR8aDudeO0FYx5Ix3IpeJTEykeEAK7t\/07N3ryrvpCaVBvhqTGumbLLA5cgoeZGme2XZUMSFaL9HLVw5JFc9Ch0v39toO6UO3WltXYrYLi1OzB+qCTBtVwRynbO8vM7BM007sxUHeCiKibMBrD0Ph3QmHrNJlVAjGNp9esjF9ckP9kLOstRYzySqiXdQwyYfCv58Q8NMbUKwCeK7ybcmN+UOQeHw1wgiU+\/WjKh4s7A47CrhK5M3dfCtKTbZsnXt7nR1sQem0mefptqwcp12660n9zHHwVL5pqhaI09CabGzNQe9\/3vHuvCjbavjBlOjclbAKNGhWgib\/lWH3ykW9Ja\/WRFN5fKeF\/zsr0I+bviuWQToZwzjvSj7f6FuENyfamhjbtsBmTf\/jJ7TphadR+HhcYliWMItf7U3cB3dHMylx2GF9bQsTIxJ4hR6qMrBTtPD4ESHcKvJq0i8Qf8xxNdeB9fX5DVQs3p1NvLVOcn9RATem\/RrjLen+Ex7j3bEIm0WyJ8KJodY2d2aUVkR9Sa4jPXRrpZ3YF+1IPaVFrg3neM6nKt46+fIXkntqkTqeXMzr1bLMPfGwAypwbYJ9LVu38OyNqoZunyHK71T+SWV6cdFgdkG4lzDmX80WNAuTRMUXmV2J+Y3PbhBgcpXTEqIh2GkuL6QqEKUkeGnK84drWYxdy3\/EQpko6rgJKK7qz9sNAt6tDn0aqTqxh400TiswP7lSPPfT8Rus\/qyEjs0WB4BiIFktAvPfX+itN\/Xu8xO5gCLARFLe\/rE2NGwZH1GDTTYm7uGCszCovlEFTgO45AH4WY4HNPzBtPhNyY0tcsQHL8Ymjro+anS6n0pl7ti9JiFhOSDmvnbqK7ODd3MTRAQaG6HfRu+eGhj\/OqeH6MLOCWUVamwo2w\/yeHdImCbkPzHc49vkyRCj8wORAmdBpuwLHaUaJEQ94bUyEO9sJsruwQpe9UuoU\/4KGsZiPOAPL\/5EYz8n17m+RXYR1VzvjjyVF7zClnrLLIkqQrdS55\/a1LVw5I+IuS1tRKB9pzv3PlJ7PZvMx7I+QP6T5H\/EErbH72p4RwV9vvUik6dG+po+PNiGgcV3GQy4YLYnN\/TuCGFLOE88ILS2bM7MzQ8514meiH4slcQgVjaMRAM7533rOkzcWtaPRZz0FRhCUYbXBcMg461a\/jFP1tiMDxQA5i\/KRZm9pA81kbFQTROgbX\/b+8i9Zj1bcBZAgSHlbFyWKRyI+9LrnpsNfReAHjjvtcopCSAnmS95YiR\/xC7BM1i\/1\/gfQj7uey0npo5wNmtkughRBZYJc7bZiFl8SfDmie7YhDRp+wN7PSF6vfcnwy7b8wE7og9DEa9PGpnCbfYxyYOK4bcdwXbAIjME67AC8fKTKTmmw046QAouiILwqb4MZ\/i23kTl7gm3m+Hm7cWEfqSYeRgDQM7vOVt+lvgenPSPJMP\/wNS4wZr+2MXPXxhUdBv1aoAs1zxmJxwLP8O6yJzL\/cAKmIjIokrCPlEPYq0xVcr\/EmaalfbwlMziEGHHZ2fLgPaxhSoqnRo0reuxOEIxHP\/HIb0gKCNOPxY+kO47KR2\/OZ4YvcewQNO8vbQOsShtUd5sCvaz5WI\/yfgt2fyh0uPmFYiiPrAKbM62Gg4+1EM2GQ4rDAAyXAQNOEkqklq2hc89EeX+SYld+WmiHRqWPuMtZhf6k+Nc06CBXLo1jxpWOdz8NZzsKvqBQHJsBfXjW5Jeam7LpUatqgf0GFS6F2lhT2eBaXMS8N\/QY3S0Q0EUyZuhEbPNL5b+EbGfVYVUVXBN7O4ic8nxvbwWkvTDgyr52UAps3+0r5TbOksyt2fDsLOd2Mrr\/r\/yc9bo8PhvrwjCiYV4Gx21UnfOLBPsZ8+W9PiD1tWzBTpbe8qWWxKa9UBkdl76ZvvNWTVySAuRfqiwYG6kShH7N1Jf\/XgjTA4IyVRgNE5R7SJ8hO0mtsW7qfYBEvxl++whj38f6XSVuju\/nyPcq5QmWt5q\/SLT6WPF5j2nPCGljLC8DqzsM9RDFu\/RBmxXJ6CYOAcU3\/7n7imhdbS9mSI1coBBahYvjQwh\/jXdofhVQMVgQSxJNwQuaLdb7Ci0BD6v1zqkz1SqFBIE8FcnohUljwnPR76n4YmARgIF1f+pNSeOxVxANhfMHo0lktZM+iNbnOi4QWzp\/Qt5sTNTqrzJIpInRjVaVPNwFBKCMrS2QykmcNRvGJ43gKgcOizzK9NPGYrCWoXw2YplayZ3kO5mIQao4Qybn1SHHp+WgVkgNzIMybKofAbAen2zT74GDr2OHALjju77tiOHHh3545ShjuJlXtIMFMmv6EXsLQdifZZ4I6z2o80glsXBsga7kwnZXuMH0BQ0hy+D2\/8L7rhcawjweGO\/qsMILFFqq0sdiH0wul88meV\/VomxfSoLOZJ6BtrTmc8LmBT3HGgLT9MjlzC\/t87IOmZkHqTLYQXyweOKablbbqZQeagelZ2FC7STxwRKFxP3a9xGP\/zdEwuz8B49M4NcyORUPmDsqDWmvyWr\/SjPv1DItyxCYqKMM\/rY9mNInVVs8Pmi42ILNvBEeX1O9kSjZM9nMrpooSFVx1uMhSueW+ga\/WoFBL4854K3atJirH+3pOlR5T6CMe9O\/TdN0uUpSB2o2A1LYyzRqTwfz2FDv85P0pP1JnHAokoGOhc4yv8mEdDMPKtXOSox1MYCelE3dQV8e5d5BTDzpL9gvKnKyKERydy8qcWdDRLnFdhabWMzEszp7xgZsEe2J5TY6N29G4thTgSYmeEfTTS03TwtQGE9nK5vB0SutdODk9AiwdmHp5UZgYPHULa65cjbzfr9rjSS8RwTJGApMJedng8auZee5QJoD9xVLBwKD0NSk9QsR11HiSsQtGridHH9Nj56aSZWpXwkYxmBq3O\/r0lGb2fYRyw0hj+zQlRVgs2TKIBtAijjyVWOudr8kJwq6KHibv8dFz4BKQ\/A2c\/lBDU7BJ2DLN87zN5YyErUZAVz\/DOkeNUISpUVd32IkJepTBG6aoyTDuNteWPqgAA\/CMHAfpjrWIc3Rv9002hKYwocep2HcoCHTld64xqPVknOcpeMCBdl+IRUBUxwP6mt9KzHDUl\/tKRCwyug2HQEIjhT5D\/6DX3TqDbXlrp5DlCTMAKmfMW\/cs\/d5CcmCBVtbjQ7ofpHikpmcw7LxCQI+CDPHpB5avSM02qrnppLj7AY87lAxTZmFEat66jRKQlnbKlC8\/Al32LAqW\/KXfiWJwN8TWBNnIa++y8kTScxRsC73xqM3EO6FD6NZlJxwlAoe\/GDGjk59i414IyRe3AHVPR7h4\/l\/yU\/aOZ+ngCwQrrjAd9n9PuC1zLlre1PLeKkqa15cSkC43ru+\/Iuvzx4wxAOoU12bXQj7diC71qEeO8CA06ob89mlWOTL+xLR7OU+MeimDsJXohqA02+rbjpRLMcRABVBxYsnSZm1BLShfpflTO1m7CHfiffgfUSGEgK1plfo8XySqcF1iLJ8chlfTIYzSBJoi21XkZAIOOHSVTaIBCR3octAqwVJIrG95yZmbbCm+gziOaRx33QmAbq+eJ2Bs5Qxkxsbi00D\/2MHQDz9NFA9M7bbbuu3\/rwZ7MHKcTpQPrEdgw\/GBvtpiB4pkfn8R9u+JK4bKKBpob3FsbuBpFf\/+fb+kArF6SY7X8yN0uVYNh3IaTEV4VAgPeL8fc21iy+l2uqejOF\/XqYYhzsJvLu+ErN8KzA\/rMghMJMvkiYb1uwd7IevrxZH1TeMCU9vXPO33BU8yn5vhfyrT36n1R0mvkiZ1VwEqXGeJkCZyPeRyeWV6vdZUBDtLaAvfYx+N+Emt0jQxIBKNOODsmZXa7VqBsFk17eLwFKj6acSVqUwgKbD+6Qw0KR101anwukk95NpewtvAfA8duYCtJmnU+X1EupjPp4dy60ttIcodKmzxQp97zmfJ4bKG6QG7+qE5BrCQ4e8+SjA7f9OBkgKbwfQlcf9\/dVSSfNoxZJ2V+83J1tq89saDb7fEoBnjS\/wNRVyJqK9v+NV3gqKmeihLKna8BcMpYukFY7rpha3eG9IR7h0JXuGyr0L\/BSZP4hDhQ+cF3Ub9Bayh0QuWoWN8S2yRyDK2FlX4OCpFDVE3qRGFODCVvJ91O8u2HJqAmNWkPjNxeMHbwgeSngySLZJuNY297cuGljRwjso0tRQm6w6uyyk+usBbCIpG5xtasclyBoZE469ObGtEsPwTr8nwKcDQhc5LNJPcc2gU4eDa\/irQ\/7cf7yOCdcULj2Vj9CkdX5tjUDuOdHbI1b6vVt4WoeIFRNZtBJuMJVPtcTCRdssGhEwRXBdwdvYRtCIg5c4jNBpVKNkD5ZDBSixic4WnT+fBzrZTS6NydLU9Jh8x0UVu9Meg8ZWXQN4PNwuCgBj3JFo9PnDbzZQfKvs48yvFdIUYSciaTIEB0Jpc\/90ngxzL1X0668b8sTgXdwUDee7PWRw4IjsQc3ASUEd1aUkjmStn48cXOOwae8vHpXXnPokKM8bq7ZknMn+xStJCvZ0zuUs08pRchZlVpfcrKX42qkL1YfVXNIeLOWxWyIa5yRPHlsnJzzkFDECap4REfPIsuEihzLugzO4i0k4O6fq5Ax+Wjk+Fh7vNlHoOFMo0Y\/QReXSVynK0sUbpc02LgJb4Xva0EZ6BvuOrpHfcNYMzYR+HgKUO956HGtOkL6iK0ELIMW\/bga6778erj2s8bZNgjSOT9V0CRK+d+Vqew6WNwTK8rrbm2HXrgKCGam4uT+SsR4ss6DKU5Pn\/QJ2Q8TvS6mcatE+m462+eOvdyqZYKzHF1KVrHFul90jmFy4DstYZ\/oGzdY0Wma\/NK4frH5O5Z+\/QEP7+XgWQxQrmLNpQwoOYDsIUjdJ3fKMG2iDIMUlN2XVrtRu9XntIy8iiftoeRQXJF9g04pqU++W6e2gwma6Yk\/4pUrGtXfj6rW\/J\/Bc6\/mFyaeB9k\/sXbDiKgoEjbQvfj\/dNnfSCD\/7H2u4G6USKopCad\/tg6oTwhlhbOWhxfczjLiBaNOtWpmEbaalLB99oJFN\/aEzeg44hNz03wcH\/ZzbmTal7GGoF2nslA3CkWq9rv2mlMuc75nvelyfZEQE\/xSAvb9G8a5uIt3vxlaad43qdiSBirtQ\/3bsmQVRI2DH8vWIIe5gRf7UjAXkkGH+lZsIhwD6d3AYIahHrOtJo5MvQMWXg8EPACjjVQq2MUUHashWYkqA3SUq1n+fRcACtZQ06HllZAw09ok8svPTIsU9oonbDERypPpC\/ptKD8L7F0beZuYSTIY7M9182m+Pzrb51uYF8R5o9JZ6YPm7E9YLR1RYAlRsBp2cTChCI3y2VQPEppME7rSlG4mTQjRTHSYOdPKFFeQqZFE22iJTEwPW7i8nUxS+sfz20f8EyaU\/m4uDl0b0eDU7447+gA4MMK\/SEG9dVJWfjDcVcr9Z6xM0tmtChk8KCpDDoCwrHxqsS2y5FcOALHGS7BYZQ3W4cTx0yWKxrSF+fXtJLbTG8bsIfSmQhIr1l4A\/9pJarFuTJFadaFN0MZ+LQiM3D3fzaoCUVrDBGUGcQrQKBrybqWaYMQxERnaUspH2uOlQ7k6X7gVVUL1PkKYg1YndHhj95t8QSHG2tl5ZKU+Ss4NghL8fJ3+qQd7F9hydKBdUt0lzGApqkKWSA0WYJtz62rDIOxxgHCMRxWIs76Ezt+ml90Z7zKa7+ATHIPlI0d25oVRv9GapJODQhI83Z0ZlWqk4uD8s5JPahzpKS2HIB+4ibRA0I7qpT4eZfGTlTxv9mzW2fSQ2D0\/g\/kUvcCs3nvA56KTINWTcUUyFj7VxPWEriVS\/Couth8sfwSPQHE8IYIEHkaR2Z7R82KjDa4B3uvyINeFMqwDgGbk\/+BYSXOHPqovE+s+kgA6ShP9A55l8wq2RBhOo3iwK46ltgRc5bn1ldOTLo0Wm8SmSMcjRsy9pJ5PmZYL9I+WQ3g60VzGgB+CR3VSNir8oxS028dhqFBAsyiraAUD1+x5tWbb1AbzNCIygbqeiKzcq+BgkrB4P5XWMQLZ4CcZxC7YbgYlCehg8zmHPrQ+3LJznxFg+FB8ILVyyT38XO9aTpfSnmRQlYUdLZizIh2no8rb6fMdI+gEp2dwxMDHkLbLTx5lcmbIQ2geQo698+lUnG4U6kpg1xTOGinABKARfPFprJ2m3xD452nmG\/WK57pdpKYKut1p1x3A7215g1dFygrvBNqn7omO2k6vPMf41E3xTi0Ahoc18x8PuWxMhwTX5UdXfAZktQSPHvhwgXmAT0d2yFtW8pIWfCcd7kWvMXUKe7xr2SEPiIDv7aIylMpK53y0C4xIZzMzmV53qtjzQfQpT9hR3FgFMn9I83AKKw06yjsBZjyTQP0DLlRI\/1yqxx\/DGiOduK8R3auw9Yhc4mr0AfIAwnhpjQS1yMa428gVDpnUrq\/ycUvqrqJghYKqzLDgcI6FcqPHGqB36O32vdxjleI+JHO6oWuWu6auxDvfPlLW2NSQYgyJCaJ0yzO4Q5VMN\/lo7jfh+dosMfd+8KFZ0m+0oon4P5RK3LXxb3w0padFT6xm5QPmU2VVKbtSLW7dbvWk2NU7Tu5N1OFZQsn7XYdSd0VwYQazzmo\/wW7+PLRe0F80\/v2Vj2JdyUqPSO0C6VKcfnPjHHozDJnwkHXteDgClOAyw+BvAwHsMlRQLXQQbJpogpvK1GO1xre9LFwYH\/DcVbG+goYJQGy\/akK1OVzwc34fEjeuJ1AhjaP\/danA5Ln3GXiiD2co8mF0BGh0SoCfrfmDFXjpXHLu5ChUw4RZ1wZigc3rrissVNp68CI3tphZ9kMUWjB+uME0n6zRhV0ckLravoUoe1yj\/EbJiV3CbbAQFzeUpPqdJuT67hinJtwTv9N9TRIWuIiH\/lap2oYZlrTm6xmzxDDjurnmISxOJhH2MbcVW5Sb4eYYTJpV+1iU\/hzZXBOSvelkgBB4r17QyyYlm3UEsBIjgcJEDiU3bsb0D6TpRg9Sp7aCqEwXxPahNs6hUUl1We3JAQ8NIXKUTGsBUj9Z2Vm0+sHXOsLeQTbOWKwSZbaCKXoYpj710JkJgWKGFOOnZdb3kX9JeNCD6RfZZJKYjNALvRNy\/e3DnQvbAfynnUhEx7dRoZuls2bM6TvMcv23Xq0y2T7+acIkdT1akvhxDypQ+Iy0Vk2\/Edaaqrt\/iYI714lx5+ZqVPjRJT5e01qR750n+20N4LgSFVmh3clLBrOe0PLI94oXadvq136S61jDzI9GA7Av5gB5USrQb7NhVN\/TzzksXxNRYGWKY4zpFaWTfHSASLPoixGeLceLSyrBvv7LXlhut5HODmxy+F+3phczruIclLBTM0c94SsHrZFYZDphclSVW0zxgJ63fGELDH\/d7HCP\/0octvRKuiZz2NX1VIMl7B4yaqaXRcQSKXDpIe6eXheUrMeOmf58cKbL4bgW8D07p5M2jidw8qC8\/EUOpYFgTtztwghOJMyo5PQpBWOqieMTWCS6reB2IRIAbfYs20FboYMZJPWEr6aTR8nHkbwTUBhDDWoiQMMARj4Iz\/22acstoC0mg4EOl4KmTy4B64+SHJZ3OITJii+96S2E8hS+v6GMH4LmeOfa8bxud1XH4ROKhhspAA1cJ871g5U4tkUHN+14g0fY07Ma0E+a5f6mFLnoXmY9LVnCKkfLvG69TPYsFxHbYCiva2y34LoGiTY2ivMmWMV5ClTAk0InTQHuzKXaRBDXKaJ0qZjWEP6uQjS+z3KMYyAf6C6GeapoWgpxUewZ5pi9xyDUnnnvJoobryQfyOv54LOABoDyvoNiRvuRW+KtCRsGChOw+ad8h95oIfhSc6D73QHWCHKRG4oO7WcSE4hN1qQWVE30NJJlT9C0AnRDYHyzbiRtAlpJSoWfDDWFYuqasWZOPis6nvZYMMJClGo1nJ84SPiq6fkyRS7a5mCW5+shvdolPJ5NMczvYR64MPs7Umb2X6v5jeO843016agjOs7DegRDpUyyl7Y5AWY2atKFaoRiueqzxsuGBc4DQDsmfVFDfE23GXJF6K+F+zl7uWVcyK4t25u6g5BGFom0wzZOuZicpBgzQDY5kkkjZEzbhGvyab5mPEGtkzY9MgetOAoIqJuo8xiWoWbo\/TSOiT2Ftjg\/ir6ioW\/acS0euWKF+iw7fQgAMsVdoeYSnGqoOMgn7v0GQRsAiXtzsJc0zoPVmEbeg8aMPCJgo4HpuOm10AZ7\/fDuWv+6f45Z15uMkoz0wdbd3bVFL5EzPVYsgoshWVSiZYzp\/GlNHvrh5oysl9c52Mi6eCdmH6nHVAhQsEifEszAoTtdcNaSaYFntf5+YKlk20xz05psrONBnlPooAP0LepEiavmFuApG5ozIyVBy\/5IDzKfT\/HDcSx93\/sAtP0+gRZPU4YOX9UD8ACtknsmAijxnK1aKc0AAAAAACz9geobzo0Q8e\/\/MZJoPUd2aPFZ4fAWYlCBkskCxoK7BglbyzDXWxVp3LdeaTyrfoRGBlFbuoYVrcEcgyS8FY2cOSzsjWSfPqZJLPnB3AK1uWYVqMv77i5da1UUyVUrlJakAbVhFOCXSIgFDq8tgvwbJisGBl1EyLRTtDhiIwNN\/5s1UL\/uQtyGOESJ0XldUCaQfFtAaVhdeaSuwNkH\/WWj\/RkpDb4wu51Cq1C54jDBDt0TfcXWUb5VB\/Ya2wa+IygUKtVjTYDhrxoakfGzcF8niX4gJoyyZ+aZRm0\/uJlaoI5bR4EZiHRw94zAy5YmAiJhuZlf5clYgelmCJPA0k4y\/O6OPded52pghYZc\/zZCezoIPgNfkLlCmjCHZapYq2Yd5zHmj83nmLf2R9NOUv0vsjj+XplboMOhPl8+41JAOmBp5dm0mA702pe5DS+B3xwpFD5BX0dQMk4iUj54\/nZhsjfsa2oEiwU2gfzrHASLe38jOXPoVR5x9cXlgBqPuHkKsHZ9pK4vpSI\/DUn9NqCNl8ABGTRxhOBkr++HyJUSJm61pK4qdZcfS5PVqlePi+8HMSKNOOeJLrMwcqXvDQSciwL7suOb84QINWIbvUBG2rTsIAYbWiaxnm3TNWvuW9B\/dl6PqHLijUkjJSX8XXxgguOuxKtdR7nTwaHIs9XwL9oU1JgPCi\/skipwURBGAiafU1jjkLUXv0+EQEV5+n9DvIe9IrCb3ZRNhDaQB6Q2PZoB0OZitmpn2rE6hm16H1hlQIt9tQquFkQpLPZwyZUfTyij6ppa8h+ZI8u4lplX5NKGGPVDj5UujsNLld1Pj+vYrbQxBXvK0F3zUtOUIHLWF0d2XS89aKWfzRX5S7xlrPnQlhG6V88AsGf5H\/n+bx2z252m5EjV6KDGmWlWlvEcQ90peI9iKFnecMbu1dpYTh0h0sEgniiryoCvgVFhpDJOhUoBASfIjm9Y81VAH\/exnC5NWDNmLR+auPtRFSj17OZkOd9hSv2ISsx820tDSvYhPQgY864legjTCoYauIHZKasWew3lMAYUvpK5Vs2MSp4P7nSSPUGRZ3DX11AlDh5VU3pz6vBJ3OfaUPHJZrdXIWP27v29TfrZ+VEdtfO1swVfRakxhbmWxagmBZU7JDhSHdpJfR34muVB655HGQjfFsWLqCcQf2y9jQHF6Y16PyAbSjjgwf25PYUxFWmV\/zEkc0y+\/LeiBjcBb71TXF5tHpoYyvd1LewTsnXYV9Wq+hQncbmVGyvj02FJfXcfEYqTGRUBWWNw7SvnQlGF54AXGLuM8242xHmpW0J59n14JhZ4A7u3IcHWRFLeT1M0wZp86hdfUroMjUd7FhB9pXcK\/\/CmHOAzBJsCI7gm+1f1LvgS4xmBPF8RMV7g2TFGuREbG\/Iq1tUmcyfuC\/dAyVJ1+DJZ71a3Jmhb+8N0sHZPuvIfeNgy5NwI4ev+m\/e+kPSlRvj5ekUx5E6zW5VhEzAUHTHUF+TOwzOaq9AGxGtEe4BWAu0UNq8YSVQyCMYH4vxrN8Vgv9t\/dKf8KTg8ZyU\/F2FMAKg3L3nA9LBeYN15tdJQfIHf9w03tR3aEXPX4lsGYp181+LtYJYwDVfnBBgQ+4I090sN30gclPr8npI99T9Clpk4jfULYXlr\/QEgvmANbxEYNGPZB\/hGDNJ1snQzJYwBxCknHrTvIV\/MhQFnKGfybSC5w4CiVQNvitT8IckiQDBI556UMo1X\/2dEejUak8kYRnuB8L4geudF4atJ96hKuKVIxNsJvzHy\/tBRtdoV5H0BMAfzHEXPlPzuvart2v2MPpizuEpgLQl4Z\/A7taDwL4GT2K6pahz\/uKXVbVI7HNUVRsyQDxzjmxfPcH47AuPIxpKFO5A6tuDNSrD8oi3yEcrh7QwSBHQIN8w99xaXV2bPrKeYm3GyPzJEbp7YOM+BRXrP9vSRAQCBaUfXuWNpG6FnZjSqFX+r52flcWcau3ATGE9lq4K6\/e58z6pRsLMHaDDnYazUQXfS5+LZFlu2WuTHI3uCwAfbTVkZclUfsiFwrC4+WbbTb8+WCzRm+JhNuVTprm3GfiTrzJsLQx7HUmxyMQoj+O4E0Q1Mu6XqgY+c1xmr2zozUoamfLiKxfu+ANRI3FPGJvd7ne+XaafmjTDcrO8RALGeabDSioIkFy29z+W+Sd9zTygP1bECkEKOrr\/NNT8eilxkjSZLtSiUsJ0acONNtoVum4mrTDDaaorPcJAT9R3fsfGr7XQ8iNEg7+WQiu6SJcdMGLhExRBrW4RxgqSf7LB0SQycs5p0l5k9o+JCmDOO5OACXCXxVNEvV3tPEgDYZzt3LyDgIVNA\/\/Ua5zB4Ev0+UYAPBEAOQHbaum9rW\/2RYmWgXlPMukSLhj8Qd1lH12VIoU2AAAAAAo\/S0ew+aJ4GGYLtI5xqLWjCFAztMxogirx1dj1W4sWoWiIFFYctYo11jMo27Z7+tbl\/0phtBYDj8zMDz3LsZNvBPj2tKV2t7sRSXHl8L1H0ZCWDgiMganaFcIIIKrs4vtc3I+4pmI\/gOxR1B2OhdnyIDhsKytkNQlEzGplOGz1hI020B1qVZLEhKeLqtlDkjxRWuEoYt1oRDKf5Sx93MrJ9gALI\/mQkbMMCDXPJEXintUzVaO88Oja\/fOytoYF319wJgLlSPBoDLoo1QOEEDXiVnHQbVOZZ8s18OZeVI5Uwvc1WoBiaEZQy+wpZrNIOoaBNPn7ZP2zxUSj5bhq8zT+BIDEx1MSq8I5SWXs77nm5z7eq23vP5+ZcLfVOaEfvpFbySoEDfJu4wVWc5keozUzL7\/8qJOzBbj4or3lzuxb79va6AFOuh\/dEUiP1kgQqtBUp1ZDTPbyIk0IXMW2iNr3Do+xUIexUphwl4oUxryFGJv7QcC8shLRBoNsZr4Pp524qNOBYCxXSjqI7hVLjsStWYSjjfeUWJk1YA4Vie7wEjALg6nKqfXp+IOooAAAAAAA3XEa62d\/Vli260OZ6poxnnJjgDecdtyk7INgD\/cnZgOQqrV\/qXKeaSaywQThah4s2zibcwKmovkpyjBskKpE0WuP0cqTN1DGPx1eYt3IW7W3DbSnplKMpUQ3Yao2xiB2zDEz5ToSqIxQ\/+8UTrMx36jVQrc6pDTR4MwZtpmlkfGRPS8rSL6cZprqmo+AT4D\/uqanF6HqIu+uJ4aK3dmAmcf9wVGR64MKMxrYcy8qU4Ha1OSQwNiGwMRQtWmrxgTGbd2MLuZxs9tYUBnbGfmb3lpFStbW7qPMWKZOgX8ejTfBxUpU0BVtI7A\/3pKBNFaJfjIp5Sw1GCynz8yWyOumxJAoGcYolK+A6N9aThN2oT38+ZDyfJe5Y2oNCjBYX5U8czzvYWdA9BytPAfRkmo0JMcAAABGjd7SwSDT3iuT4SWTpaPmnRW6J8ZlSyD7VPBTQH\/D++6nHIxGLLdyvDY9toRtMu84tCFI1p+DAjTUzfw36VGShSKgDYtcPUnbNdHdLQYZ5FwlCCZ\/X9tcCZKD6D4z+ZfKt8HEs5mcJVNBqpBUak7JoqnpV9C\/AMjS+dkwCasQ9PDKsdGLU7nZYrRegHA81A8E8JbchPJLdKyVRebDflm0lMaJcAZULyS1yCIuzPDa40aMlOvvAJTnZGk4lGhfpiprjQPpS19liQ1oPyedjXwTIG6O4PCJ6v6oyLrv9UPBggmDNpD5IzaBt7QPRGqzc+DiAt6hWDAtdMvMTEZB9KWvwlPn2aV8u\/34ok0upfrXdFG+XHQTPoRNKFX1ylXezH4+C9FML0S3af2q3BH7NoNOAAAANUI0Olkp6A3SBnqiurRleKvtVGEqKVaNK8eXKDffXhBqa7ivL8o6CrS54zoIXCkgrji8\/KKjGtAPEfIOr7Ip6S4cRdmn9hXCTaGWuaL975JCmeP0i1GtBkbNhg25mrTIZ0OdM927vjl\/g5ZJOrXWGxMTktriiVTLGjgXmB1\/dcRAYoWrTmaRY6dSBAMCezSHiPgZr9k8EU1TV6Ji9EBDLUQOlok7YJK2CgabioTwmPdgpKuzAxsXGpv0MtmP39GXqfisa88oIoCStwQ9sREFjHE5E7+kYyUn6hlLEHsPH2N65Suqkz6ZPPBZZQRZcRVyVkpP\/y3xeVdA5Rlafr7jzgQupsQXSR5LD1AXKsdh\/hYReFj5\/OzbHbuEICErSJvt7R\/Ps5Vprz\/qGfafIbPeoRfEclk25EjF6j0wUBi\/TCAi+fd4BiO9UsOfRHRVyz+gA+ZOvpKisuYFTQUcAAAAA\/r7Ws+feDq7c6T1nyzr00NO3ITzR+u3ea0ZMBoG3R95d2BfBDl6I5hka7wvHHONZPEyN3aGeRnIC0rnoA6ekVkjURusr+WsGydw7SYis\/f43jLSlq3s4UPaTC0U7+dAE8gzHmyKFZxOmO4Usp4+PJHj6noeFdSaysXW5smuFFcSJ7gincVp8Unb\/3FKQMyg6nVNNGzmGIDxQKIxGJpERJjvxzYb6214EBs3gdYAGfZcnkPVchdwJl\/m34StsFyrGgue1qoBhag2EPEnozkjQvrm9GQ+1ko7ORBFbRJfPaWp4qo4V86BF7FFHxf44CGWk4qz3\/e2+oOL4FLP01W+FRlo4bwj2Gj4QxqspLJyA\/moOeX3L8ZKAeoaRusH0bgAAAAADKHC8pUeYvxLf32113L9thz1Mwe4XBLppmzFz3wpk\/IO6unal\/KN6zaQOgDWhAHOh+1YqXZvOFg5zM4MJ42U7mjXll\/VEmV8+8sXk9ogB\/gW+1qWgs79ZLj8DaEZVbODhMAy8crbw2FnYy4EAx\/A12zPUppwcDDDghUo2cXCXbFurnZQAqIDNRhf43sFR5b05udm2O3a9GhV9Z125xtxEcD40R9AN51qyTCfG82B0HziSBbVubRLUdLAFybiRknUtz84AMafDK6hkCZ+szO0lUveTw23qAnlhcOWXdf1AUw5Jr60KxNtRgVAkfAXhOFP6vMljJww5DxwUGsv8Lf36SqWKUEDF90VLEaMsC3bBitFSD6kAkYIew8swzqX\/3dkrcZA80j+upC2MneCByi1F8o+ttYrdix7lfZH7SLmQ\/MwAAAAE1nC1wyWLxD2CQDi7iY0bzg0EAAAAAACoYAAAAssg47LT9dBonfLGbgO03xxuejpFSkIqzp11\/5xs0Ukaaa8kiOLaEAco4rHAhn5BA+uc2bSmyzJFfjIu4NGS\/hPPr5Mt+bM27h\/pgiu9jNkRORCvUJfpEPmB3ty4lIz+p13fRsB\/QBCgSnlzOUND\/ixyYhbgMDaFt0BtMUKfLLp66GDpeB+Z7LMvVLyQa8+NCB7izHtr2MW1obPNnDAO2baD9OdFTHZfL3o8dnqPsYG4Fz89Iy3A\/\/valrl+VOkC\/inWA9X1\/pRLlj74JLW0vCrwAACFh5u6xiauB7a3RtkcivsCHb8sX\/93fWBr1XpuarpSo9qP1N3W7x36lytDTRJt3Sy2IF43MpzCBJ4mek2qagE4Mt5GWzgYqDzQdYGNS6JcVXuq70l\/Gs\/HMDQ7XTGm+AG6LuvEX+3FN5ZeG+AAABKLkbaQI7+PXz5A8fsg3KUeCB4GoRZwOsPZgYmQOijn47mq7QAbXRSl+mxL1RWeS7nMRjXwtbBzcRdCCtIZe6bt7fUrJIbOZD5bQeZhlEh0PKlQuEAR+50vFB8TmPND\/ARjLjtvvBKNM4kAxEz4oOhccgYOcB1aCfuS20wtH7lcucVovLQbirIb+SMOkHozCAIE5rxC5dqDVH7cRmBfaa8AAYgz2RsOYsRrxbjbmpTDjawqnkySEUSR2nJ+eFADjZb39oNErQAAAnJdKMGL\/A9gCHC8uKmv62Ax59DeN\/6ZEols7UgAlTUg0vvbyEwL4hkM5beOjQqvwzAdP\/23ENl4nSHpdgCFuYoJttdhwdXZKdlfpNKkucaMtFqceUUH0RY\/V7xvkhlQhIoiiXryFC46OOi7O+5F6Hx30aN+\/jv7jwMq9GnO5d3lQQk2ILR9wwh+1qsLe\/2N+d0fj8yry\/ogiDX8JeNJbbAMV+ZceRfzNUpgLE+AiVYq54IXMaIhDfYit9ueSaLIDVQZN6YZ8E+x9+5junqxMb\/2pM98CpMy1rI\/CDq3yzFV3Ecxnqss6x\/Q20Ka9DeOylajqh+QP4gO53bZDAn9tqeSU5ktNyEDTQtJYTjZ85atXPH5geQXkBRouO6Jqb4WNosxGwADnMpN4o4C4OjhZcI\/UU\/2r9WlUcuK6JN\/3h16mMGNMz4eFB8JEmyhaztpmpF2iDGmfyfm505SFuHhkf7RCigB139xMI8FWXV0T2Sm4pK\/fEIY7c9K5ZAQtnwHh9gpPSEyDKSV0Tx5vHeicU9+zR894uC3bgx2jf93GWwbeOZWu6x8vdX+r5RdWKtK2cgAaeSGYR5H+hFBaDMK0XjfFFLMT9HwJTNqOvCqMWxKGr6wUyVX9EZs\/PY7W28koSEx2wiI+WHCff3eMTwyL\/\/b+s31fYkE+pyFsDqyrc5cDmIbm93Snxob7xH4rFMJa24aNhXi+9YEKSihycfFhGuO9JCDZnZOYbKJJdv9REvesZulReXeNzV4kPsNN1T5cqq9ueG0V4oZDxBm0nueSRXK+V5n7d0CDGu41Zja7r5S8GqS5QlbjhngoZQOndJw4p+9Pr6bxfL\/1Wn4RbRtIw+aiOP5VDkXtJ03JtHRJqMxHMNVDvyYjXTqAB\/ogXmJuzQgpGLOTekMOmTSMjejyJ4lATLNV3+1JwLb0\/v8tdxdaEHhR5eRnN+jNTLCrqCoS9frxN4ABiFoqM\/+XZhRjrIbmZqjp\/PhLIKINFjR0bbhXbSibuZHp+pAVnkc7FIR4aTcZ4+SB9X7lh8RskzgbEwTuw6pUuMzHzg1GFgP24cGiX\/Wo4vANvR22TijLrnv7WxCwS0ysSdmI5Jp73bOSSYz\/3cJygH+SXvKz1MlhrsHvB5b3ShOO2MB789UBSWIV\/x\/ze7N24s3tbBKWbY2\/gsME3tXZFSXhBrQxk78L58lrxpQV5NU2RGA5b+zjVh2KL8xdE7yyB\/Rw4AAANhAOiGrx2ji72vW7KwBmn0PokyCHnrEr2TzbtAyjFFnzwYt0NZsEh\/QHxkxjqqzQHb\/2hTbMqHunnwRjqU\/zzNfUVg9Nbgt80ONYcZ0dbHadHfEbSNxVnEb9frFPryPaK2pq\/liSEgKDuR4Efgx3tHCopF2pLB5NM0ACSHbrWh7FkqqpTaJwhr6GG8jCivOs5tEODMgWnGHLiErndIegfCHIAc+YdgfnaFPuYBvyiu28GDcbPy+3tahP1eYJgFViNTjhsREb+w6PVAnAnTlhPDt2vfgGCqRhxujd50SX14Os2uar6cm3YzsaJ4cgJJ2GUUdAMAyOpvzc4FSZjW22L+8enXj7RCYdvEYl977X\/xpPGdJSGqHuunij1WqTL+XFjMOpPxbmgEtjvNaqcocxgFRFio\/SQX3au9zAtFWycY1O290pSEJBpYZZT1+skQQ59Q1AXnVPK7IX\/pHc0\/9a4uLOMaHQ1e\/ZwSo0LzLqYLX83tnyNKUhlJHfVfWts3nUqSS\/jvVRagLuLOEgA2xFTFsDyYj9f0m9167FMN82XmSEwEyC+fpmocjDkDIv4Ofx7gwtNB3UPy0h9ZAJV9k2IrKZ6aOBs9lblVTWBYj7FsvgPL37V0aGhUg0mHMMUUW3pQbbQGrvhZ9hwRj1SiUmMsfVKkvFTQRR1eW5qwhTLDZ5LmllX\/nOitRZh1FE6X6hYJZeEme56ML8pX3DHbLresM1mHyhwj4gY9GRZdAmLOR02rC2XYmDKevtvXhR3KcGbcTsFJSDRoF1JKdzmjm8uAPtcZp9jHQiBDpArI4xMy2VQqoH3+edryCx\/C6e0jQ1qfd7oyPaDZ2UmmMN0KvipT9eUw0jxWRl4q2MYKH97vJD2uBUBCd0fdDLE2zGOYfmf+I9BOd6CB4tA\/q5BloBpi\/GS86hOTwwajAzcD9jy4a4gd53kxGJ3pslal7C1zjAqhdsISNgLdGV2IaVnuNcQjRdDW2x657ur56fg\/MZtqGIwXZB65Uyb4r+b8VpeD5DU18vJQzohHUGfmbZX47SuW5LLuPZChdZ5EuK11TMroGpKOTNpMX+YU0F5ZzkNO8eLq2nmXTM3ywFxC0TxOfVig9\/coKMfQl\/O+5OsNaGxTQqUM+hIGnMZtKugcBseKmqx6cZVdllUvpaMrZjhAFGCL5GJiySSt2pR\/YJa\/Ocz11IPHO+8HhPKYkZKtpUtiRBa7aHKcIdevUMeagEwApzmn65w\/7OQcdRatM3+5bWmuNATKUMEid0rGLawo2uzfCzVBQ\/usr4W99\/zD1CwI7Ehw34p22FtnCAiFglXSiDvwxbu56rf0i9xhs6D3ZnhoNKAukpdPB5hk4oW+eP0EhmohT3j122j2NG3Cv9X6nVJFrlUHOUc1PJgji8c223KDPxzwGzalAvkkqcOylZWiTY1QapSMJq+ph7ROPorVePLZw0ea7mlKKEKG84420Jsst69wGhg1WDOcoFPm6HxfVH7tbl9GVx4LpyLgEr90D1WWoe2ZhkFdgGapOrV\/EYeq\/130JRYt8ICqs1zQehQ2GSYe9A6AQeNLxyZmyjJDTBGLi4pYMY23LxS4A1RRIBkcrNZBDLI9qQlqMHUC0ooGfJA7BM1G6iw40swS0ebqLFQp2Alt6LyeQ22fXMR49Pndcjt71Jrkq9LBye5V7SXUrTDp7I1pHHf3blUam7soAjtr70a1QSBk1a9CtSk2V\/+Z5DKrhzg1Jy0Woxrk5TzSdG38QE\/4a7Nzh4fbjz+pUD4NPuoeoXzVO6jvXxwWkcXw+3VTSU1IRuXG0GVhSNm1AOByVHIG\/aUmivq4klmmQiVMgPqmJ5xZ1Rks8Domq7wx4w+fTyee\/niKLn3MwLtfcKecjFcuUf7KQsZtLOGQO4MueU9+3iwikSaAJkpP3Qdn5EhvTK6FfUvyH9wYhMIt4oUJFL7yA2By31rekD7qqpg\/sbGycxSvQNXaW\/S0UPqqtBKCaL+MphXE+HRKPCJdVioeilxUE3maLSlvRKmdj91DzDB7YbXkxGn+wnyirtxl1xO8EGoSD161ZuuoA3K59ha+9JWB\/ftdqLokB1MHzfViQn9oyiNWf7\/yVL3NyxJ+JQMMxDKkRsVGAssuocdJXFDMpd9ArvMv5tvaivvEetIkNrDQn4ei2Wt35NCNSqidBcPjtRg5v9W+a9vClPL8pSvANswPgPZEcnJwYgFHvfVkrtlY2MLChi8hAT1KgWMOqvivQOCWmZjqqqrRSHce94wZMAieDyOsT\/Bu5IAAAFK+tuKtQ0VlhieqDlp5C3j5EcFuY8ey9J0nycB58f6Q852AMgRgNNMDIVFc\/PXbv3PaTQIsdz6O7o9BktUzeAB6ZHuz\/3+WuuBjkasKiOGYWxp\/WiqLWpRCFcYnPKe4vozgQQnQWxLnP7d8PqE08SIS5c7Dptel8RpDL8I7fcbaZrEU2mfAqTMNlauftXlu+SS\/u9utJxiDjnGeya8I6plEKEM5XqNWBU9AWTbrhu4X+XmBjfh8JG7Z2xgBiSzha5f8\/WWBySCwadKLiDrjlMCgY3xkSdUVuPVT1cwLVIEodmilGwAzzzjtl9BwM6GZju\/42F5pbL11evCSw0ArGXlPkVDN4D\/\/6D9ZPl27cEMUGhJaHa0ziwje4jQaGgmdPguB0JZFCLSPzO\/gcTSoxHQrlE0\/5OOQMxzZh4ROmB2D1HJ0RxGkAcsbKKGxYqnWheQpgFFn0gUNYk0Rn+CFmFrducgS5sRFih+vJD4GTEYRo4dIe+3\/AEV0vW0tjXwPJh2Xf5TA2l6\/GyX1dxiT4QyMnGvbmsNSdtJGTW\/BHIH9KQlrTA\/coHqydgx9sCeh0c3hfUqqdWKV\/lukiSj1hNdfo4A04q\/GX4NlTRW8hrzSVTP+ryPpVqAzRFoZswbkfr5KQBsHIBXe\/NbUCbm0bK4vSMoLP1AXuPFJKvXxYNOoAsAs5j+1vN0afm3znh8ySXxRuCLIXyp5x3FWMgIaRDwM9+5UV60oSTgBHGwh4kIQh3KCHbXf8\/+RQFGuzBCsH7lSuVsRtUmQgWiBazBOMiHr4aw93AZPK9pdlJgm5gyKXrYa3mJznmXXqJqiNMzvuat0RUiEMnz6Nozd8QeJBZI47Qzf8mRsis3eEhPAn\/xWuQwPysSQZ4WWfr6BcPy+LRs86PbVcYs0V7fusQLAzDnnCCWRQYRPiMcMjKPYKL2cmAoTUqS08Wr3ypKOkOFWGBiwSJ9+nLFrbR+WO+0tm07pCBF6W\/zd8W9lZNcVwVQZuzrWro9vo6CPIzQPxsaaIaowByG16toz5zN4Bo0FPkt4v1+2LdnILrsmAm2q+uj81yo2FlfEwX0e\/1Hd9tx94YpuqE\/PqaQNCQVfOKaaQ3r06a5riU\/Y4Qtfro6PKiWRiP7K7Q1iFxQPQVC3ReFxphX3T2FbVwFEAdqmSLtflysK7UHnDcEnNy4fcQyuu20J\/p7Z8LRy9aOAsAjMWgXrkyAEPZXMB8BvIc\/j90RnLiEjAJ4s9XgzdqlfsOnq+ph7msRidWm6rasJMejq+2MmsiKoQfO0Hu1rA7fQGAxdm5N2Sqd48nkkANaHXc8YSkI8bLSZbq9VnNQDJWrs37kD9EMjMPFmVjtRh1JVy\/4UDnCNoIcnGV3qRwSBDqa51uJ1KmlZaXvyjh0dwRobGuFvuqaKP+ikjgVLQoIoIlD4NOQqRdkPKqWaxIS8SvNsdeenRpN+hBTKIFOq6h5BnwHzIaOgkTSwOS8RhkRcoiGmH\/dKdEqhnlv+ZXNbW2Ls5xBH4Z7a3Jg7o3i5PiIS4PMXTdXVDw9U4WPJArRrioXi6InNGK9JTB2f7w6OyHY74VhdnQ1+BrmpGjsXjGdPsT\/T3j14UbZjd3WyheQ14P2QZRRt3r+MpvbvFLSnSSL0+JjQiFPifgFeQT1XpH4preU3wHMa9h1txWjUbxG2A8ltd1Jlw3Mleh2iDxJnhyQCAEuebOxUpR5yHlpD6x9Wz5MLyrGVvb8fKHHv+YwOuLTEe\/reJhRdcPPQucCdoe4nv6py4eM5T9eeNLxyUCrUyK6fAQ7M08wbO+CGjQsPQvYhxIjsKGkoX2lktJqCPSGVJ85+XJZQGv95QpSa0KfCvYRzdkCXbGy0vX4rqhx3GH2hwLEAl9evekqMLDvqSIOr6uGvik1YGdjISQvqmNlKi4FM+wb81YYiJ4FdSCzdNarlmESFpH9NL\/Fgwanux54ymfhew7BEjzq3VKlnjZ\/TzoW1P5ml7XjvwqEYQueVZYBUd0tyfjD7kqbx0lTp+LJDAzWlcbErEZAy3pG+vPG6aODJj+Iq9I8GI4aVuS5HWCn8gDA2gMD53\/ndLaYa\/dAlmwdObVZ9vteIsE45vz9ZSZgDgA45br3wsy\/vkuR2CNKNMG8D2UB8KqUsai\/A04vyFfjUWemw2gwfiIZIcWVKPQf8ddqUFch5BfQHuWEbbIdHjyQz\/YkaBfsJ241F8yh8tcYo5mymwCHRjnRCb7ji5gbKKl2W8OTmoqA6\/yQMGtZ0xWD3px+RkWd33rUd\/YltcCy+zuTIr\/bwKxtIP40MRQkb78X+vPMEgtYsmC3TNTozOQVNt6aCEb8za+pFXCWyu6ndVr8+choxsohhSRGUfIBONMeb4W2v09zWJEpbcE4jxC3c88QhZU+wxpV\/7tvRTDawzqpj0UnrllBYFQcdAElAbi2pPUOZd4T6EnpAJbG8Csu9ezd6KWt7qqZanBZ2sKZLEqqlJjx4eMDdrStL71TRwGgu32SjT2CF4EcE\/CBDlkfPo71ezG5RzpNjEgtkymGJ77N+8M5EjwFop0JsawgAAKAP+U6x6hAo4ACJu+iMgu2SYf5oW6BKl2gLUHoybaBHSFMjulOpUJME56kQOw+RL642WUacE7J\/VGosrDDrfu6eWeVdsD6flHLcOllVpsgbJB6hctQHp7Qo+YK1qngDc\/FdZieoCDhfX486z4by\/EjCdeA++vJNwerHU4w1IwyjsnSDvrb3+Lytxz9jZdh1HAqUVuSe+t+OmRObn5ndMkYiowyX8Ar5ziteWSz1ws+oCnL4CRLWfrVIijelxUS+MOLPvIf83gPmCY6OYD+1dxiBz40STkDckePwyYemLQoEelIEXWMrefA1hKE7t6nZX4bYKXhr9ipRs7bbzmoBiilmO2QbxP\/UaFF8xiZIdtpI4Rsn5UxuTIIA1EIWnABZ+TM7LFITX8mlAmq0oTV7P++TQSyvH7chJIwguN0dD6vFOKLJ+UM\/wlioPPnDEEZHepwud4w2H4B3EwnT1UeRB93aVX2D3qqElac0u6utKQCXq\/wn5bBzGMHqR+MYB\/kxg7Wxp7zILvIFZHKtZJfGHFJDo5aP8HZac2LkJm8sNTF6QCzno9+9q+M292wNuuOdxgOfsX+2Il+EF2FTiiss8\/lM8NDEm+0wMnoYpdLMcvLVUNPMn72Spl4FmQ\/3InURd1F8oYkXnfCCkacjr6u9t8HGMvo2mebs5JQ8N5q0hbHWG4\/POFbJirSZNHSQ\/NM4bPm0He3O7KAuMyHRF4Ag2EBgcwSAsbqXxh53Li53Qp7Qgpycn7xTvL33XBzYl37HbTJ1xSf2rO7elabZ3tKz8Kt9D1ew6eR87n3guATFM+7wzUbm2O6hX61sOzqCWPALf3yZKLAOVNSynNoFq5mVnm8q5Z1oYHZ\/QwmDAfh9915tjgH+TFpkzHH6fvV3LHOi\/4Q06DonG5bmp6JyxiC47rMtNOBGqzn8VrPiAa+F8\/wmxTHWFalwFDoQnHFENFIMZ8085JmNOf0Icwkz3xJB4UePBk6Rozeen1shpK9Cpxkv13rSSA2dK1xdgpzIixFTMT4ONVFoYxpsSPTGbndcNI1thAWeAqY26Akafl58FW4omWWGzfomWBpZnNYwJreSxlhdp0OvQdK4M2qnnZOzy7\/xh67HRn4KAHM5caVEDsCfm9vV0ekJomJcfwyyiPn6M1xZgpwCQl4aRsTwqcESoj439DL8vm8ywVml4ImSpJq2oSArThP4twa59Y3NM2z3qPTXe9hKi1QT9sgmdCufEPJ+90wXyCvzgdlGwTxXKqcHWmqjRrDfVLW8TobYeZlfzM8JySxShEyl18RyaS\/cdcgMkwT5iRMFTk+PmqeB1BR2cezrCnuVRpgVYM5596OK8vUiBF+iAe9fnb+u07bOB2t9mrOqJlgtbD4iAmF\/zCsqdtyNILo5JLgH2iEvrSgLtu1Gb\/N9ol61Kh8KGQhOSZ01uv1O7W5\/n9dk6gKWFD8Pw3W5P5oFHSBG36QEDWT8f59wORZp4RNskBSqJTHSNLIHT+tl6oVTnsh7Pjy3S9HS2XA+f+gKqzIz3F0ApOIQvkY5L\/mHUCY4d9HdtFjVDn26pP45evsCv\/h1EmezMHlG2NnnFwx3nWIdxDTV3eGJbQZq0PlpG5XojNaQovmIDgWnCA4I7xEq40j3tSXmMuWuFiJ7zm6HkwTx3OkFYYOKJCpvetlAEXGBHgeQcYtd+Vwxpykz02l6\/FqPUlI304VhfbwdV0PMnblr7awsriTN+Ll6fgkaKqBABB1cu8uIZBm24Xo6HiNfQaFMOx0MccQ0l\/lUnpfnTdsfeNc9GpyYDcJGozfYWK1Obs5sl5HpyOmc\/Y7u2sY\/Aj9Cf8JFwBrzizWjjWW1k00v7nlBYJNwPGJYhI7fzsA3JMidh1EmLLGi2\/L\/1EL1P1LQRpdehIfHZEVHUuPfBi1VzG02Uxpc4UFNbj9jm0ehZdIF7eeGA1NNYOEmFMO1z6zCPUXMjgqH\/qAj5G0Ty6OGN3XaGfCTPWzr9d4XMFf9lLZffKVPwkCQjLOmj4hxruRUCdC\/AMjS+dkR+QXZZF8b0HdCVkjySEHHR+sTH7e6HeaNtz4zQkAEMszW7H0RZENusswS4sNyIAZWQXkmx5ME7NPQqQwrKNs7nunFv3K+HuHK+wdJuRohMK+Vn2snaCFzmI73VYXXx7GqnEwjUrCWF2iYAth0suWBDH1M1tZNIVOjnRCovs1yymp35ty4Lm9aSd2+HrEmbe7BJdkIWdAtqGMR1VVV1gqBGhdwu\/HGGCoHF\/asUOJ1XZPvJGkeyk+Tbpr8PntOtRw1fYYn6Jf\/lx9Ssyoub1Xj2h9u28qytylTTCqHJSsGMCmEGllFi9k4I7fnaOJt\/s+jgtumeu+cXUh1ebFMfUXFfIYVAMqOAv0m1JKcPFLJQrDP2VJ6JJaGal1jg0BxSKCaUFUut21MU\/+HOg2onXZt9ly6tMlBrrViZRe3dD6r\/lCE08CXfZ2NCcrKSEnDellr6enn6AAGi2uOpoAE8HPhd1h21PhsA6WEqlTziwrEGTAp9MRdpQAxD501luxIFhw8lHNT0f6x63eOUeDuyTMQg8UyQa3dndBIzdJDkJzdo7eSiXLYTKks4Gn8Nzpk8cpYqWxa4ALKY1q6Uezy2vxbeYYyoK8\/v8fbAAAOY0HNsVqJMHk+hpoCuT25dMWkG1Ij0ql4nO0uLidnkyp5WpchNRNVi55YRNwUYL8eAopaXxXjyzlvxDMR7uZGW\/LLNXvy7ripjeSi\/yBB16wAadEQrtjlqkWY4alxXmimH91E3iAt2jIKZNdKQzdevdAW50zk9Ak1k1+lGOAestsxzJJiYlgYC3DYZ30y5dk1pcK5Dn\/2znFG+V5xI+eex6QkN18\/+qFbEb5RZTJBPdD5KE6MfVeyEeS0Ic9UI0ShvvQJmy+cHQYOtV5KNCT8qXCL6TCO+EJMz+gpNAwS5mbpFl7lus66BVin2IpooacsbjU2NXnysMIML9y3uUlrS\/PaSpVGt5K8mHOO271\/vP6uSnQSGgWdjZCSQu8LzoRyCNC11f9f2m34h9X4dob3kQPHK9mwJo6yXHqvT3qa67UmbJx899BAyBG2jKbRbqLbdq6TTGOSNq4FtgtYF\/zRXFoTdBNXlbPyQiTgNCdWw0VduiDoHQ44tN1U6gCvw7gpVbKCr0lN0HzZBJNHy+vihyN\/9cx4ms\/6VmYcyTEWIvo2mebsTzbLkiQjGxqq7NX1DHy2+e4HJXBhtYXPuWGazsCAdqW+8acaNwNyJNFjzd0LOZi\/NooxeKqEC6817fij45ezVsSUYjvOzLEvcLKtiJ484sN6WmmJVy7zDurAKh5qJZacFPm8MSzjJYfN4XeegzpiePu3OyyHCj3rDj1i9hFrjOrUT2hxjlP27ZuUkFwMR+KdQt03x3of9F4Mcqn5NEAspsA9vdUrXP4FjnRCaDr9ctg+to8IajY5EPUw8z0NMU8vfiaMMt10PNd10sIrk88a4u1MieHgbWk\/O7Ffo2NpI7mXd3E6y9+51x9iGYM9PfQ+odM61HRWQV3z5uWCxXj+erYVRBQBzpd3kOHyooD\/gVlDJWm2\/eYZs7roZMZNBvnMDgaH+2NN\/Pc8Ogz+ziwDTfWsB\/84INXYQhZ0z3eWziYm8OVvgxZTPn4P1YsTjXUv5wSFWKV9fmojzs0EZI\/Qi3Ttu1N\/2\/FhOfVnh9VwyI86muoapxAT8sLzv36XT+R0aySOGjRwMXlwlvk1DXv+2aVQqr\/0pja7scjkr1Fslauze3y1phBWaKZ6UpqGwZrXCD4665e2sZQBrU49tmnxPS5SaducxZPvNgXd7DA3gIELBTYvn+TfLg2aIqbRCXF+2fhYblOn+Simjtgaz+3Z621HZjtLqy5hbKaBpI3Zqnuv5FgWzVu7lZ\/QHoZsmT+wniPu7MN6Lj4+aNad5u2ARAk\/N8JGTqj5fglmlNJXXXVmXxv8CTr\/cegOAKMZ5NkVGkAxoOd3jjeHq24rT+nyRg9mS7JvnDAKCJnOgN544eIq5sbhIuulMIjfJKetXzelVyB3qXbrfW6\/aiV2CjJ9rqOnRl4gIIHwLSPUD9O2TUxhPh5zPA1pjz9q3hGxBOFWwg9myC+f0CYt2yxmmgzVofLSNyvR7i+SpSRvGbdc6eZF7j7FY3bG85oenMOYOUv\/pZnQwCR2j3xsNMmQqb9oROsOBP\/frwwzxJgEfFqUw9M9UFFRoGO5zMZDAITXwcR4r48R3kbcBHw9vnOes+QCZGec4unMGyDomJo4ssgC\/XJiO8Pbt4V7Nr\/gprSVKrSYgpeMR6fV3GJ\/kbsDPvtAu91Yb\/BWh31s90RvMfwrwmMsd+Mm7OzJrypi\/s03OgbZQb7l4+X2JnL168tnkCsjlTaHJqmo39evCTUdrDSOxv14mEYw\/ow4XTMR6zSzdHM5JRaTK9+6WK1lXhigjwNMqwRHhzj2W9bRepC5o0n1ZMzCN4ugtVkmhGQIj7jLeVMPJgps\/1VTX8W+8r6mx5lD\/wgkI+ymsZcvvL0Zcq\/kvUWSAW6vFvMAcAHHMmO5hNLyZRnDXURmvEiFcYwu8K4oRQoQ7s3H+rsnup5b4GkJGi5CH3vwQovRdVPClrI8Yg3fpKqTE2p4ivLlRxsVGh83Hw9dGeDBDp1M59OFfr1NvMDNZNVI+gDqC8I8sPrrKbQie2cC5WCOYM4PXbJ+h6CdtFbf27q4kZeUiWU8vndm1+k9IN0oHEEtsRE9wS4ZCFzIKP6jmiPG5wATUwA\/e+pGgZ9fGTmfMZMYEj1a1pvMfgVkz4gct8x32\/Lt7AKR8snsJwUwkk1FyWfAsp7ee+XMdm3LHsC+sE6AVi9UBHXQRSfieFZ8fNp6mVc4NcqjhDBJYyCiQjA3MJlcZ+NXb+N+7f\/+H\/es495KFQA8RMiU\/GMa23OnpZH5l3DnsVS9APZD1q9YB5XUUQHrS6VNGB0NST2ys5B7eBEuOh57kTGb85NeGkhpnNjD6SSda8kjKvQz9ymfWq3WaAHxLsQKnhBNbG6V56LqFplub0HkqGSlnz9y0eb+UGTm\/RcxTa1FcB+uSErPETa9pw+Fq3T9yoVRjOkUaVGmbylHaGnbbg70Tp+rV1MItsDrjTVQE\/TN599rqUgnBABNQjhGInlv3Rp+XHKr5pPMEarIJiVNo\/5JuypjUg3c\/4LNa+6g3d1RBlYV56q8wvwHkDX\/Z9CifcCayNdXw03DUXcz0BAABj+oy6DLsYpcWnwsBfcyQ0AOUq13LrFranGn7AVOXAE42p1BEi7X7PHV8+DKmpxVlAS+jCSUS2rvWZ8HcrG09tM6jqnnILaifmJmpMWHleuh5PNipPfr88034vV5x0cvvlJL3toy\/3\/5h+sf\/nzh37CsePwTq8fN9do7LE0LavtlpCU4op0nPsA1oNcuAjHZzhswMDgAd\/tBCIUsWFACLgb1pa6eTAvzkkK+4P2k4VtwbWlWRhACJ8abBhnb482I956Pgsb1SAIln9vtKUFE4HdMv5ywxTclioPWfel7aHTv8ILe9dC4ElexkCRS43bBnFWIBhEqffpTA1X9TpqMGVOZaszcELCUI+DphFD49gJF9aFQWCo0mbJx80oKUqrj2E11BDnLxy45ZAfHY6bhTAHTcBYgRuJGg\/Ow4xnMNGNby9IbHl\/B6DPJjLY0r98LrDzOU2i3UahRCo9Sg1Z3CHgkex6vJneI0aTfIQ1+g3QC7\/FXuDJyicbuGS+yIgj\/l0JKsKKLGbCPpXcaweRHS+lw0SvJhh0\/PsMaeKE\/lx9X\/ZqUe\/vm9FMtCrcxSk0\/nzxaY4hQk58XeJ7HaZlasMypf7aWX1T3zRRrjC2muTTGLjgjS+wuDjw\/1yO90jHq+vJTe8NSkjCiT6SilnnTbKBTyjJVnc6f2zalM0oo4hW3r9wakijXq9CSXsZy2\/yRRd8lf6OHnIsr7Y1aBW5ih8tcZFXvGhiJ2or36Jiu7bnxIvue8o4f4okJ+5dp9yBsjKMVBK3UZ8mGuNNZVf1iG1SLxEkBOKAIWY22y98fBcJ7zYXxJB4Uc+q9Wrw4BzqX0oxfl3qS7lrbAdsremappvU8Pg1w2x85r08LkRjQObGK3BeUlteZDTN1yQgYp7zBxYsbSYcsGHnU2j4L6XbrpZkuVHCX12s0Xqg9Ahsa63pkHcum4n+wF6gZ7CPd7ZQGpljY9CFahfIDJ+pdWQyHZQ8L2cWBXofGv1i1q575vAOEuHR\/KjdTa7rnYPYP4ZVXiXNqnzn+UvG8uZK5cfSq1q1pJfYntFZ4j+8k9riX5Ob6PE9XT4vjE0V9pSopuaWSfkuL8b+89X+aotb0TQwaLVAUFDDMyHgAbIqMb\/QiXUoDJ2AqjZgfWRG+XBs0RU2iEvoiX3ZMBGO1p+WdHDKP9i4QxelArVsQI5v+mKIuvEQ4sqo91e7WfKKC7lcqaAEz4In0occ2z8z8YezvZDl+QWtuY9e2aeYNpbEaEFw2rJGEIVIVRpmN6tw\/jjwRex1wlv6XHutgZYpfiZ5aD2+Y6ino8\/Frjt2x04PCpAdgM89MSKcNlzVz3be\/xeFG2Y5kowfGHPZ8t0quQPm+p13KsEzOmX9AKgIMwkKRtZQy1XxaMMHLdQdNnBNNi18Iz+dIcQfeuOm3WD6Hn9ytahpNNt\/Cki9RvhfXaJzn4Wd3yzotBJKxBrxWi2W9IzlDaYC8EGY7rgo6IQq7QLKRAjloX3rIH5wn1IUjgVLGkNpURVnkiAi\/5QrBpa1FOz4FSZfdimtnHll0l3M6wD6UZBQ1E8r5JKUO8OgOdXSZ+UnuGLpMEAa6\/E2gSdh3KFJ7S6eesHaJyBggvK21HtrhCa6P9PeY9VJODYEX9R8qzDvPqKreSvt06JGMFl41SE76IWGVQy1Xdg8pthsAEd7BvuqKIgXZDkkDE9LtYOI+N9xuR8c5fx\/ccye6Pmpdu1hFvQsCvgSh7pPkEt6a4SrS7M2Qjxir3w5SqdLv92tnEVdqIUvBfxru2h26yGMgMZ3xNS66KLdRfK7GLXNldKcNYhsAKJmTk\/JiIcZIC4N0QxtVGtRywpoN9FnyYzx9H\/ee5lwAXksYtGOYkFRqTshWwtLF\/fJcIvM9STk3URniXE84H7MsvV92BwixeqD1WxBvU0YAr9pdAlHZtJQJCMw0jxFiOP4kXE7wC487GamvWzzbF\/v2Z5L88FDMiZWGQ0Z22p6rhQMSGTR0QVOUhEEhI5+LcZxcy3Ozozhe7QCnt1y6usoGdnMRnuRBqceMtmP3+3ia\/Oj3RsnDAhlafHa3DIRHK9tsBlzYdLal4UDj+QU2K50ElziSm55XdX0EoGLGyM9WS2jHvoVSF\/kZETB9ozTEyieK4DDHpuFCSY\/iyQqAD4zrqDXTk7zyxrhg6tU6dxMgWKfF84kS\/Cg0T1oaAxbkXgrqwTi+4iY+G0dWOpxff4WhHL\/qEAzkNPMunGxrbVJ7qIS8OH5fNakwWJ8NZ+2Osc8HtK1PQPF8pf8uxf1sqq8HatQvzuYnS69p6IUlzLfcDX6rzvRcgZAe9omGu6XqFmTh6am9lHx9l2TSjmAWlVg0Xui6cj\/QXg2KAxHEuWbmqxSO2BH2DSSmYdDkN+yMDJdfAzvaOq+3xMPFOWb2lfacP66lydKyaspS8WgxUaLntsiAdj3IcPNmOijQbLz1ucdjbIc6Jm0sV+mzgjuhGkMvwjt9xtpm7JLDP8xCibkAE\/PWBDiNcJgSd+IHhrJRUqkZ0+wJLHUaNnpfJ4T+\/ikCppbPzZQhEWpBW+60HGIWFwf\/n9O6+PU+1+nlkrBVKRMQN4F+MXTkm+Ukvf0DTaLAgGLGraoI5ljjYPsAAC\/xE9tifHJsGX1JCrBeDOfwhVRj2MxrEU4nFyp8ftS2nF4cBIL6TpY7CEYQOpcKxGtLzJwZcAPckxm2YKPemAmXkrS4pH6\/jCLafzCJEmLRNAWkiSBOEKZpBN0Yg8o26DtTwalrkU3yp5y8LiDET4mMpyLvM6fGWBZqeZNnhqOOd1dP6tOjzg9SpuI56TCbksUZlJFVaWJ8NL3r\/eZajlRRUKmvzVOmV2DBqOkQqOehyaBvCKj2ND35RGfetYxA58WBgrwY32ppPFpW+BZx9sjir8ZekxpTnEhKeMBp5oQsAAIr8xn9QPUYth7Kv0XrhaUPlsVr3Ph+g\/WAb9ecjCgY1Qn4KBBXXpZL8Yf4VBZ+GqNQvY6hp5jJzknIYvDJdZCGlejmeFsXERQoDX9bnKrMEZ6h48a+gttFDNFqIuBkthaYQ0ixflv+wYBjdxrB3+qd\/EtZ6vdUq7RRMoyaJEcZZYACYj+pSMAUBQLZxFV1J4siw9lN11nExKkpqDdX1jP+ZxbQAiAGsCZ3r0uUQEALjuYSEwuu9Nfqpg1v94alIy913ukJqDWRnSgMJV5buKU6NK8ywPRFOU\/zco6dhHLeHc8Ki+3L57GQ8kBU5YRsDlIYVgeBjGOyMDVnS5JTpTld4qsveNOwEEC7ZwkYLli3SE8wnNkZj5XxKRCfFRGaiTas0EwVjjGcWcm5bxSgxOi\/B1SfJr2VaR\/RyeGlb3NYFKigb43TuKSigg7lGEoIVVxnvtqcepfXualoH9UxILRiu1rYEaU5uox1CHo4lmbwvv4bZ49zr+EBT81EQjmEm7gQUM\/nel265TAYRPdkKvBJnTXdUIw6DhZHfM4WExzTMOYXo5s+tL3tZMoB7FLngneeQtfKZ3DfVAZDCiZKKxRPFm2aAW9PSUI3NYjE6zrq5Jfm3THYmyuz\/WMQ5XehEYZ7p3LavoyaVeiux6uVR64CI1yHgMjsZcrpSgwdIVAaSwxIzicm6kzsTZXgl9pTUN9O3lSPdjcqeyxHsoZlOVFK\/nt\/LSBXs3fEFLVZTpZlXTEak5zaJu1qQhm4ePgzgcGzRFTaIS4v2\/XbXWoC0h8BvhZqgof3dPr6\/PESXtZDjnAq\/BQeQNId1f13xGPcVgiAfj1D2X1OdT0qna\/cCtlt\/9NY+z4xbsDE54dwIFYgTgU0fh3AHTocrjzvoG1OEfNeMJUDIqOnOa8aHeU1rLMZoQ8qaR2OIaExzKmPwULEFg7ABHnOzR0URXoO4byaT9EPPqbPMCubP+puHSbxelVyBffPoGlBykPp85+0BQ9mSiLdDmcmR5B2rRefE9dUdmmPHceBP7BQdHjUUISUOUHWQx3nWIdwyL+ggBISR2KzRO0wDvAkNQSSsQa8VnTLZG8qK3z1gvx7PVwN8wqbZNmvNciYoXGIS\/hu\/5i2gp5N8uDZoiptEJcX7YqAzw6ET8nsIRCxMUTywGd\/H3\/9uzzojnSaeYYi26aKPAwdG7OZjhT0Yt43Spy7rtOI0OP5eFoJp+AzDExAMfUiDJYILyttR7a4Qmuj\/T3mPVSTEVoCYiTrMyjBFtQqTk3kro\/c5OaEkhDkTAq7IMdXYkNXMZI7r56IiChMkgu1WBik39Ak2hf6tu+MM2+43Ifrsg4NOlGPRHXltN3kPtGlkC12ggbjo+ikUh4o9Dv6zeWFS4kfBAq\/mVWfDI+YSAV1pC6gXvZG3DiEbuZqjexRfdRfJ\/SHctbTU87XZYvmW9gdrUuloOtL8DOzKXx8Cuw5hQKisqW9PM59yRXDdTp\/j3sRQsJ4k5IrxozMsuyyTCAQ6aOKP5Pxr1X4Vl2x2Zo7FBheRFcS\/XVeIz3bUjaT9NjBYT5jqQ7JSx8Ox8FfvQkHjME+aa\/tPKk737ua3ItGb3ezPwGymwCHRjnRCgSb6fhRyx6Kek2H1AyyhUJwdkR\/SIZxFcuOjp8GpRnqsUr0eHmjY4y3LJqHbvzQ1uHoVAN1MEl1eu67ERZFpqbGG0OAbnlaQWNRQAUx2SMURlJXzXDmU3NZbb+RVZAqCWyMmqcEq7mp87m\/sofqBfFkrUoGTrE+TbGogcaQH6QXgtxHiaH5K8OXDXQjcxeFURuvywVL42n2B7eJyw1nWk1\/dHV7wzCzFNh+ojA3MJlcZoZDz49jUqsNBj1BKX4MeoJS01e0yNsE48uBZXYKWbX922K75Ex5Yq\/sTUc1j9m29cA6MV6sq19+VTImTUa61JrPFEn7i+\/+PHlwQtvE7JuJfxM4zWonJykTjRPcHZe+NF3v\/T\/v382fBehd9oZNc6dApKTR\/wNNnoATaZmgqnraB7KpB7998N9liRLudc97e05CpF28Hhl4Bc\/ZJbXS8GVd5ZTEHOPXifTij2VrUhc3+BZKD6qOr3TTzIrUSG4CCnekNIOZESCs89T2\/zs0CZeYNTyeqN3oP0vsidTyaS4wbIUShQMVdVhPI5IaRv3zrm2m9ekiHQ2hjiENEwXLmmq9ArTnbHFgT2HT0ldegeJ0jXJecKVzzkBwDZyRYlvPy8gDnBxjO2elIO24tFzu87oF5WkZ2caHsgJaThwLyqpD9SQG1eCA3cD1XoonVNUyFx4eGXQY1D8+a8h\/Oo2gkMmGh+mptXgnjCBXjzrV7xfYWC2wyRtlpYQMafevfDZP5RX1TdgYPiCxKldXLw5c9i8brOPvEaKZ2\/ns5Fjaw2F7v2qlvOENF28EBxUXW2j3Ab39eY9U6S4YcRlG6bR9Tj1mUKy+K2NNKkhnFdFReymgAlZ71RxROqGqRs5CnbkZg\/QezhcR5RS1EE7NiQ6bdyB9BhtlRKT\/eS+o+gqHGK1NNJj5MwpSWgIa6PWz5az02ZPujoLargKZKdfY\/9ZtD9zkgF5ZHtuKKA5pee31Fla+2v5mjJqOZ8HiDVblzDmgxy3IaMnmxNyJexbUlolN2CjqvhmTAv5o8G+WuVh0pA0PD728xoGMBlM8QNyZ0Lh6wajEe1nXO9XzAh+30Kkvpr6pVZYIrGgIVF2tDVBLquN53+cjwJqN3rAz19pwXaPYoX29bZ9dUFSTw5Ryndv\/lTuE0TvdONZna+bpwX1+cLZU6PhuhWeUND13b6waNbKv0AwcGkC5Q1dMJ9okbUM\/AGZvgdEluAvNIL9CR0HKRYybe6UklDYNUY8OuFkqAzoXuZ\/nUbkvfw0MNkmBYiq+PVYaQHxUoyIUW2lqCnLxWKHbAWnHVaW4HImi1M20GD0vFKKCyyG5lZLyvUmnQNQCd9Q31aDssq7ybfVTcSI0oj5FXNANnZZ\/sHYaXtuFMHdD1IBdBunyYjtmFF3AcsJjaBndHcTE5Q\/FLwObuQlITvpLFB1wfgPrYvpT0zPgnY6MHez+3PHoQNZSfWqia7Zxq0kax6lf+w2yS6Csa6H3OLPG1QWPGBTBSOFkV171BuFBX1KEF4rYsEQMKVCoE69r39JY6Qi\/AJjMCIDT0cAevo7wNhoS7BgNL07NAhjTpnr2eWQB0f5C+o2RiJk9CehkqC0oFiN7yiMAsIU9GtANAQRWYMTRxCamh0+9Gm3hRZ4r8OKK683lMxDLGU3sRQZrosWYEt57h6402a0IoP9DngjFqPi15hxgJZ6izPAdS7XSGVfHdlPMkK2wJJiOKuGBY2Id0j8itSJKu7DsgDpJAp7MeCCShOAJ1akMMLW+k896WF8AxhOgFktaym9mIpD2vBBD+CWIvEE0q\/ZV2DOcF9zxbK9iKOVQGUwWqPhO\/l4h+Nj1XX3LJ8zcJR0DIKheHroP9b75\/UBrohib2Qk4pDFT4RLgcw8\/e1Fxb4ND4MG+A2G\/LWczJeeO\/jlnTkcLkNTLwOMdB19yBHMCWRrBHCUu6NDJh\/aSnczQmgKwYxvOkDFYuei+\/v2Q347E+6JIjxwH27SEd3GnMRJlKza0Tuf10+u3CF3h9qmu8gqoyhheJDetwfRnLT\/bTU7+ohRCAjWGVV43cD16hr3\/AR2s9SxiPSnk+O0RstqLa+BGzGqgouwzzDIVO2GGV+ihNwcSfNuU\/sOfndTbxnkPIA9ivfk8qXw+VhE2EK6MaWkmC9ERLHPcq2UvPqEdhy69cvbfr+BYF10x022rFk6n4xHkLvcenFZZzkVIo0lj\/15XzeBrAtgKlCZEJwo0SaSGhhz4Sxjd+N0RWIluAu8eOTftN93Bqq1pW9YJsQ6HE4HWJUtpoZrF8H0aPlKXQ7leee+y3QOa4LZ0qq0NZm80CoFV2hftCO4ZBA8X982Sw35WjBcVUyBcl0Yf5ruuOnUVYfNx6sIENhLm1kISw3+eRf8\/LypapsCCLIBLA7MsR1CRKwS3m+IsBjbjVO1B\/saXD7EcMlD7FoPljFiXyOx1uALXPtK\/GhVoL\/i0rpUSpp92zsRrp6AkDFc9lWleDBg9\/upBksdfE+DYnXaejQ\/3AEBRjt6YTvht11Czi3lrRxLtwXe9H2GByj20btYgltraCDTEc7NYg5wksSuITKEtv4xIg5H3FXwAsHT9AePBoRxnolOcCNNtnk2\/2CA+ZJPFQknHTu2du+sCbThfBJMyGzP58VGNhuFnkaFyyx++wMMmtvihxs\/C1TBpoi74F9f4ZjeykpIC5c\/QcecJ3Bhqt\/tMKzzLLSsZcK3xkSZKVD9RbFAmSc+R46+U7xQFbCAnMYLN8aE\/wHF8my7ivIJKpwC7Sm+6fspK1D6k8A2HPU8PpwgHw3Bxw9DZ8Gyrano3N5eqo5WJnXr8uDi5WScxQLoJIOGOutxhgTKJLHp1yhFlTnSWpFF3Uu45ChLuGFFUSVjH8O8U7vNisNvvlxQ+WsQAh5ST5jcPI1FwFaJdU4jToOjBWk1mvf1jogxx0RFR+eBgO5WHOlLvJJAINctPkXU\/dm+eR00BpvhozmJQ3Cn1+s38k+FQmwFbj4b5CN8tyNx56fQOdhlfs29xuVJfd9JfGcYrCnyXVEh94CbdXjxR9VE\/9xkAGgZqH4+O28+ompzsc1UuNsM0XE2IV4OJhIa0uIQNcFxhx54o2Noj6XaUzCAnxYJTesjcW6yNfP4KH4kDqOOQwRD1B\/EVsPyguu49WJwhqPD5pEif8bMnNo9viOBRM+PSz8lda4suisOFXR8rOks0urgD3D0a1Rp1uDt6e2RZG\/Z70JUvv\/vw\/qek6DBb6btjQSP8\/Xh3vsS45WUuInEBSzjWqh8iUPGjcQ6UtzK+DvgdsmBS7aE2uqsDPepHNwju2umhIupirL\/caFltXk4qmrt\/wfYrdtyCOe0yRSxEOlC0OKSIqlaYGHucGVCClmQeN1vW+GHCsAyR\/j\/I+\/7rEtrLguRfBaZ0eBoR3L6wIubtEX2oxHMSw7QxTo4+h29BWsuLLGwaKBby4WRycEf6SfIMr5F4myiRdQM3yM80vie6a9LqIt0zODhYOl9\/g5l2PX6WzQLJI00iKFaRObwBvwv1nlSjJupD88Xi6pSNPxtexiyT\/UZlXI+UdlWrzUVuymujWOEElUTeqq2UEL8OApykQj+MRpWIMs+eWtKFyqDEug\/yPBGi+TloR\/x0l0r8Nw9R+wzc\/IslDraNJzxX8YLijmGfmNXwqhtK7R1Jr3GrMCGqt1cViQafR\/u+t3WlTBBGrkXWFZx2XUzas9TcBxRXaQ3lfM8Hmbc\/s+K7JvmsF29VpZ1bYH63IHv1AkZVyapw0E8VLTrJ2Y\/j1fGp4pxydVuA0AOvUT31uUqPM4pugcJRhdI78uiCAhg9DPn\/Yh5cZBo0F+U28wlPHUVA9Tr9b7FkeJalBHTM3fEia8aMdTsQWKFoFrDeqvzdKRWsOT0Tpfug7sBtZjdGwruGKFwxCBMcyVyhb3rXeAS0ISePp6YJxl4bwgZ7Ir8hXiogwxy13HdbRZ524dlrDsoVBVJO1O5dOygcdEu0oJdnIotAnJWyn\/4bmc3P\/lMs35+A8LKBUSZiXepm+qSyExA4wj\/Bg5Bac1bd750HIuZ6CTcWscay2ufw\/IsRN+jKd+e9bjt1sViZ9Xe8ImwVo12FsVghShvKjX5JQracmrud+7VzKOra8cC3ehW\/qMK80\/QAgjIn8i7d3jX1nNbkmzJoP2c3UXLD1ieeijgGyNyojfhmBC9iuFWueocmmcwC5VXpwwxr\/INa4Ys6wQpPOUjMptuy\/Q3Kb3gRIg9l92e6M5b+ni+EzNB17VqB3ktR045Q23pY\/0GMIOkE5tC\/wMKFS\/VZ8SqiqJvU5pXcNSTDdGL\/BySzjh5cNnUTXiCCgQW8LyHkGawuZOQbtEnGI5Tb50Q2pR97W7EXH73soCK+A07YOThwG55XhnDlVDWafpCbdO9g2UBjd\/fw8HnTcNf17h3oR4kTv9fi6PXD03cf4BrTlNV7Wjp9CobsSnQnTkLa7pbh4dD4\/IbDkDIG6i9+0KEbf6uuH6VTbNLyjcePdqhiq\/0L\/Ytt7qQs0FcNGb2KiT97qXFE1T1hsm8gcGz0wopa0lEW7LUdZ1E7FPkmbuI9IOBMND5I3D2S9GQrnzTNG+wSoFFmQwpGrhsvh1WgSeoeY5dELz6PuH2ehzhAPoaNSTOAVNawUq2qN9OSKhpNRj4PTMpo+TjInwNCdGBEV72PX9jxpM9HCgAKj2UcTvTi9gg5kr7FClRQKcPel6MIqN1X6ent3KHf9Fpv0p\/L3BDXl3ge2jcPWKeZ++QgJbxPkTAVIkh3Xt3\/Kfz7YelU2igv++UdxHcadcjZUMfXqbcPB48UB1XeQgHUE3nlDA5DyX1ZmwE+tuLm51Ly3F8Gmnx7lSBGLufsoubT1GwlGtb65\/LGAccssFAQVpPbCeUgvgdtG6697\/1p9Hs9pIwnxPYP+SASDZhX\/05o8tIL4DZzOom9C4UmUoMucflOb5IHBilPnWHB+gidiAqJTIA9tf4fRd5XISPzx+ZCrVDpbaI+DT5imqpaUxpnrR486csYqiZz94yFxPLRrL5Z1guczvhDHCp308YQqDt7YRdXnc2NxVFYVtQkRP8Evm8EznzV8fffhDo+JrdIaAc3o6iS1jylGGXQ+eP5eiAn2c4SoAGluxU+uuJXLTod\/A\/Jiu+\/eTx03wAhQ4lb6Emp0mPlPFsKXcE6CnWw+8OcO8fW5ma6wme0dAqPPOXWhhSb5wJ49xSkTibC4WRnhLHvPM6J+wpa8IT+GstnbUGqLL\/QihxWLZUL7oIQgF4lhz1Fycbjk8hC2S14AziwmV+wG3m2vsrShWfnSLgV7wQzrqY0c5JcPfd4WWGAfDXY6814O7+6iXTe0EsYuK1CwUadFRf+GGferljt4N9+KnqiMdMr12VgJYmTH7++1i4R+y1nw8K0gG5yGQ2k0IO3VHWjfi8Cg8sCqd6Jxe0fdD0hWDm9VctmLLYkYSVDIXS9G81M3SSyarGHqe\/\/33tgAWd\/8er8fA1fwEvqMwfLO2Jwwq8NMhSPlm+H9i058Qq2EE3ectLHg37bb6uYQTPyHtQktuJfsZowoPo1xJZ3KQ+ugTsmC7eT48Mc\/WMmtKmOHss8uNje0HTE\/r0nEwz5NVkcWxEPcdhJUTGjH9P95\/OvW8FCRYwTHtPJTiBUaQYXw8g97mB24T4PKwv5nZVyuQF0QmMh21j7Fdgey\/9vtFALatjX2qHao7op2V23fhIiIEi+T5m2ylxYXxCVXT0l3U6CNhDYxXv2xkMUdlPY\/v5FeeRI4ePwJT397dNEEcOXc5leujDdXq46k838OP2OMyBTOCaE0SuNtg4K8h+hxUusEaJQ4rgZsEQ94QNysSpiddcpidceAXBGmkaSkkWggDvcwGFH5RUQyVf0QhKkQMTngdo+GprH+gDjNIOf6TSBNiyaBXjOXhjn3gHNqJfWnijloTqgKOYAH\/uo1+rRQZkkGAuMlmmiSkk\/rlsPMQkgWgaqunWbB0IaZd4vdLaTVT37vq7rlnCP3Q9PmGaLcce69QJfa4pcjAybo9T\/GYS6IR7216SpY7zzIoARhDNjPLtH3j+\/UR6YC60TUfWOjL4rZEZ0pxPehdQYLypXnGofoyiKTwKQcwLy9JWEaL4QHD4BZd2c6WX4RzW8JtpZpe25lZhXTquqxWdwIgpFcXJVYn0HWZSd7E3cTzFPIak0OdS5rNyngFvDawzN5L92CKilD38tE6Wkvtmuf8h4eJsPt0JudIozxe8oCj3zozfwVE19KxkI4X0bDH2i6ak1lWir0qpNpXVi67eZoGfhOLsOr1ouro5LPlRKXxfk4Rqf7BmBrh2JGmVO1MCFe3RBgMAfjFibhKv1lLYBgM1w+4gHKqgLeHmz2BKAppYuZlhIdsKcKVfs04BHz7vTztzn7upH1YdY5M+549I2hiUSr\/Yr14Yc6tuFzimREGldFgBD98sQUbjWBERDvbBGwJGcucMCsD0brukF8dpmIznd25erRvXw73iC2Okbfj4d9yEimHaDqTcfxq1XitLDIFh11Tr48\/iG0HaA5O4geR6R6K\/I5LwSLovyKQpesCNRsJ7BWJgxIFP7GkwzgGUZGLSKd70ZOB6CKigQ9CxNr3vSnP3qSlabYnuHdAdVUQCCrgm+31dir69UFvqxbf2P9MVe08Qag2jGjTR7YP+ocf3RX6Tm4WizHfwH4LphhCN1l2wsGAJQKm\/9VOOzYCevP+7DOq4RxgBnpM74pIBTkli5zToezruwADBmH2wwBBirUAfwKibmu4B1EaIU6aGJ2otazc8VLtkBciwXSt30bgaVkyyrWTGoKZXOzHndnMsyMgH3hJNkk3xqAKz3cD+p08TFdmDcuRDi54KwMaxdKVcrgmo+0vANWfohr3+kCpEnLsED2l+TR2DgLBa2X5VeqXM3c10El1HTMnLxVjOFXJxZMPrhPS0vi3nUnIIyM7ArP7y2dB3hJy7YQA\/le1lubPf8JcxhjmTQnPwCfXI0Jli3kJ3ubCT7D4GmmlxwaaylMltJcsrGxB\/f8fMgYIynl5I39Txuckh7zuCOk8YmPLteSG3pvtTRYmodDGN0WlU\/zYTtR78Dkj9sGBZBaysT\/lbQCj1AFK7AaAevYqsfqH3M0t21JDw1xaAhD2BRbm7E7VEQPSrZ7vtLxeF7a0UjqOzit\/j4jPpjxuzaC0GKwFJLUL7xOQIqTYf+tMADBFpINJ4m53a+KSzfMxP+wwxFTDa22det8sNq\/Gnc1pCzhdnd4ZVi9IGWwCEyQjtySZPaUVVl77\/mkToRSsA17rF6mmykFHAjVn\/T2kg7Edef7JlqKdlLu8t3wIA7YiLQTThFeSQ7VbObfPNlEXgTA2W+0hcV4tIijsplx+M4Gbvq+qHhoZwOVbxaEiIH7sZHVoWd0gpCOQJK6UnKCnmYeqCpCDLrF\/x3eZAKECjFi0pWz1iXuWzcE\/S1FME9gcPGQq\/9o9Tm1qZlzwEOaJ\/GjxceGxArQXMwXlhukhBAquU7o9n\/zJUZdmr\/lxU1q8Ut4Nc3o8oDMFeghOFXlrwW0fedSldV1uUSp7rRElEXVKC+chh\/CR652F09fHdbb\/bE66cmL8e4fJnk5BpuwHVM09cub0wKXo8lqYg+gIB+qKJrq2quDHIRUAg30xG40V3\/STHLxpGso1KEXDscG78susyzikIW1PyaJTnD6prG2I2jmOXFOspzzaa0QsIeR1tczMuzG68XFzTWZIMVZacFxmUpxG+DdQN6J3QREe+7xwpY0RkeUY6bIVh3alfcgJDUcvJLi5u+NK8KGsBfi2lbGhL7T6kM4c7ybl0V0ub+N6JREGs+NRCZemhee2gtErSCDkmG37YReAo64zYYP2kKmv20Touz+qkkjYlFtESR+PquXO2QAEksALqFJmSmZc8jIO7SpwQ9I0AZPWNG5fqvYF2wPAtrJYtAfRW4UNI+xJhJA3E1Y0VruYU+9nv3npGG\/O2Ved2Jt4ZO3R24mrDUUf08EHztE6DMNCKsLmRrpT\/BNqtp4OzYyb4YLjTyiV\/APyLP2NKQKlzzjrB64eXmuBxQUi0O8ssx6jkp8mGFDL6LlTKiBoqiGXrROLdqAj3tg\/amlw0iQTOjeAHz\/YVl2ZDEraZrKpeA2dVOzjvuxi5gqDOm7jovCSTQ3Vjk00u7IsTIh\/MlAZF+dfn6ePA\/5xIvYTwihjZsHMrNyP6Y+ziF8w\/EM6DbGpuqluo0QWsLobh6sWScWFDNTAkTkqletko\/5AErJ5QHjBjsvPKNKltrf6+thlOtpJlnVd9z1Zd2+tITO58Mv+7z8JNAem66DUIqeT59pnaWkS8j1TuWlvIdgYiMZSt7y+YPLkH+79Ywj3r3bbk3xRs+HvScYgj\/gr8lMzlG9CU095B86docZNbow+pWI0bFmWJf0S\/VYj0A\/4YtunxTxYkbarE24\/NPtrND01aEOa1lA+VH6bzv0muOK48axPs\/dOUkSr5n0xkSJ4rGJXALzkuQ8e16pqGu5bFS07fQk7zkXckycE5rL4Aovv\/6lDNDBLlRxuJ9CLRJqkRfHY0Glhis2lCjok0got\/4yZjVY3oW0h\/lCLB4kS8pOBWSxcuEXt4qsX0YxAlxMYeS9PWsNvnwbctUvIIjceWlsk3ubntxl1MAEOk1ZFQUSDP7ds5wQu\/f0AD7\/30M1V+TxBMkjjW8aSmd+0G45vhgZ7wJZDbZv5lJqbUoucs7ZIaTRmAkhsgJ1YISnWZpMyNRzUqv8OjJcbwS+llopMDqsahuTBUiq6I+llEgrtW5+IH+dwMkkFGfLXVH96SJMnxbo2lYP7iJXgjCOe\/rvrxeaNzhNJV+dpNYRDtEVskYoW\/TzgiMg04TcdIJPTwrYPNngkt+3+VLULuzMvXkfZEzD3ML3gLAjPhEmcE3MmgOgfHNbLmTbPQNQn7LEJS0t7qD5vSDQus5CJC36wT0MwIJCNj\/eT+FTF4\/o5CAmg1a89YJwYmi3Ee3T55BI9GoAY2GKACV4VAEmY3d5L9CI6JQJahuJbeWHp2NmXxAmHL4ZOJuYtTZLToYb9eoCEx1JREYtQB82Uns5jE3CLt1YMTU5fOT90VxNKwO\/jGbjfPAO8PVF7ramWq3fjCfWqnCDebW4GFlJ67ZWiD1k9zfuK\/H2Amr41fItOX5qLWOTAMpxd0IYcmkNuRTQ0LhnV7ixHc8jI8TgGeg7ZQJsCE1EGchY6wciCrKr1wGlySyoNsbYnUxeAD4Nm92mqSOowc4aEvh9X9VSaI2mc\/o6xykhoRmvlhzSwg\/uJgIC3noy05ppQmqzngBNtRF2SIfyP6y7+MKC6Q4pD+yhP0fKIePfGV8465sqwy4Pf4D0X+oym9\/uGvYwJEI2riNNsDsX9IHntqO0aK1nX4L5UrXL2Lg2R6eOuawE3OAjlNJJMcmAf8S411uZQndXiQ2VRf4A9sNR+qXTB24ZPNeOjgstAZDqhow8Dt9drL2l\/Ya6uBD9W8woQ+5AEgAoCIAOsyAtEOS\/XFuxJ6prBoFkIrL0jqhF65TEcBk4Ur412KJk7uaQCuh6TvJWRNqKTDTKtbBD0pPxfMb3Yvy+QxavvrGqE+5XA7F4Jm9InYz2cO4Fsz46Pqb34MZunR67NiBA4dFI8a1aLywZxSuwAR4ORx+cHe5Co\/rbgkB96LH7nCJqf2PFZWRFJvlh3d8PtCzaJmoYHQZGzg\/NUgq\/e8BKRbBYEq2Dr3U9eiAwBwV\/eEQS4r8n\/5iVUoYVVdgYznlCl8hevGKULWtbHiebS5D70AqP32TZE6iNe2Z\/FuXHdjQmo30B6FQmN+MJTzPTzAhmfjtkL8k1ZTlxq3YySdsOMQjA22vi1Tp4fazqPdUizUgWP\/3xIO9e8EWkxh1ot9zRNMJ4u5nTy04p+Z1L0zancvhZynGi7gYoFMXuYmo4I9cpyf5MbHXoC\/IcsGKEwerLDLDyb4H5AwnCvxkLJweID1vwdOr+uXn1zPAmOPD0Wrt15uTG9II4K11a+XAUWebc68PEuLwFDDtjuxBYx0UYwPsgir5x0ZrNNO3Bb+g1YOucscVGWV5T2iTv7cBdQPEGpw9wMQoWuyHywPHoHM26S2TkuS4Ig4JIpWQT9Fqfes295ArF7PtAS5wfC3imSymQ04wiq9zBJ6wscdMhEnJbk6qu4nGnPhjPZSRfpXya+Az1UZ8Xrjl\/SuMbjVRRKyn5eOlS\/fPCjpb0pRsg0Y2hSRNEvLC6Ooo3f35+U1tHzhD5JgjYOiluOwZG5HwqXJjGi00\/uMGH6UoHX92pj\/wFROppU2p12b2X04R3Sw1+++ij7s9M6uERfG3bs0S0Fp\/S8b3eMqwwXrKYLrTW8Ya0n2UUh1EW\/P1+idI+gY\/jqLVQZPrEI6PEaP\/yhUbCUBRT\/0cmRWXiJheULeNrypc7gmWibr6bb7N\/P575Y+1Ce0gTfwSz7UtnIIqPKo2bU3YdC2Xasv9aBAnY8xkks8pzTriicrAYIVatMymw\/vXRSZTihdek8Z9BN8VwDyZ\/wl3oYq9Ykt8qlN8XeBaY1esk8GX3+FIOhrQGJgQ4l5eg+eviHj+BLKXSsC29EEQLIxZq5u7k8jb8je87yekX5kiQhBac8jZd\/Gg3aQEMdEBFLdvOT\/SNXCGRd6AvVQLHi6ebhjBAGN2Y1+Lr45AGiFikJYbAs+z7On87vgKjRi2h2ltUBPSfxrnzib3BqTiTpRnChuNGWJmp7GQZ\/DABRsedy3fWBz7gxSjkeuWe7GrlkYCJnEdqsSRHEY22BHM\/2ABUl1CKECblFdl2PqpRFu8lpBdgtM9xjScJu1muGMDVoNfFUphFt5TxQpuKU7SM3vzlR8Vam2SCw25OnBKIcaIL+UN1QBTAl7ck4jDHx1pqTxdNWRIf9ZBE2ZE0gNrVQLlWo0GTubBZC5IsEvKQDsxZ6HejQ1kuMdxDYNVRs5SWZEa63opn7ARIOcjNaNJrcBqn1w0GrEB13vOeXF6W8x74O1AbSpZYCYmMcWfQU7\/xz\/NZExrZsMVaYtzC8CTo1XzKwHE4wucdNnsmMLS0hoQ\/8V9BtTTybyC3PC2I4LgCB4yea8zrPwLJKWMW+xQgiVPJfz0PpgwZHp\/ZB21V5p4pQuwZjQGVDDjz2Cai4UM59weUF8n+zBFjpa87P4diQs4YYzgevGmcIjoOCwQJ\/T2hPux2VU8M2GlOk5tKMh+xXnTBaCy7AsqoSCVO7OVk1eozIMUb38i8P9LMpOQ\/LPSTqw1JK6sa5t7KEzXIv633spP5hJrH6NXoaX1uf3SHZoXq00Q4iwr4kn03ISFcvsnWc2Vio1F9\/WKu4MAtU1Tzymm\/eUrxQNHPP1+3b0BhzU87xLjQzOy+wh08V1AlJFZ8kylK2sCWugsNMMjcYaItH4rYyWJIJOlMyLprWZeTx8+bG7ju29yQzV7YI8vFIxfZxOuhsqL1VJjm5AMvz7O7kK4wuvT3Hu52Mr1zOiBmsuv2aIz9eXNW0a\/uW1o2vYCiPCb\/v2EOfvexlZuKUcCWxnTwnUM39X3iNwxKp9LikmFJqkWlQV6H9TQrRVAc7ogCIN6qy7USIk1xe6R1GWFhMfIQ0H1dx1OHAh0b1hSTHSzGIBGaRgTRxjtOc6X6aBnq0elxxOrlIhEGuu4TukbiYubsxbCqXCiB7+QPddGIUkv9L5FKcY0Q9PGtf9PUtEfamOQlv3MMzLyA55P1gsEnzgVW0eXKu+T3OE3ZF8xq5H1z02Q3TwjxAz08Kapp7Q8xOTFozcbNdgdSlN8cIOOVTTuOTDHwkuoLQ4ghSbKe6K1HwXj7TOfjaFgtPBVEWivoQWXrPPvIHz+xYglaQ8HYk9wGX3zvRrA402k0t0dYPvnY1NZIvT2nCf4x2BMIDPCi3XZ2n0dozkVmX7nkIbb3KyRbCjvUp0WfZpt2a\/obsfpl5eTIseXvMlBnH3zoZR5AqSh3xevRUpzSYuuYu+o+Nbqt+nPxd8Z7uTI19aol\/\/W0mM9MA8wjdjlrUVOLx8boOdfZyGShHIgbVKAST427E3j1mLUsvuuFaSWgHORFvG\/3DxF6YL7GVwuA\/sA6ca\/6TNn+37EeB9GU6Ed\/mzAJacy8BHJFdiOXAY+HW5tLTz29R338TVU+53O93HQz97V6Y9JPAl9\/ivv9rMLyBp6QmPAkjxOrgJD5HKM9Ta9LyywGIsOPWa+\/AJyxut2m2W9JPJwtRp4hZ5A4gGMEJtK1mP+wZHws8dKf88fByG+5i\/S\/rw+usF51hMMuZdnDdocWhCXm1sg7C8mZLr28+zCPLmFOkSfU1tC5TmfW4t0ZZoShsXIZF\/Q9\/g7Q5wi\/5bkPChMpwDRSPFW\/ngCn4S1dzAl5MCFJrCUIsZCOhPb55dadRYVkOaQoVRK4H6toPMSnjZ2bGoME8ZcFNZ\/RujLfDENG2Ma3dQHbeR\/3a6yrwzcon4at\/J7KMH7sGGGR4pDVmcarlNaERkj38ncXRQ1bV9vZQRkGLq9brgRoNBPw2p3xWBQTv8ThLZyfcZcU3L8veGITxZax1u9iWBctNPnDIiB34zJRWCBMdfTuQRz4I3osDMg+rZlnWOZKcBbsc4mYPmULLYyzBA\/\/Y8M6sHtUmVzNtBmNI1Mk4T5XfnLXCqf6Q4unkzHWGXR7ptK6LSKifXfgUCLQKfQWYG2ozxPTcCFEZQ5vdCUQjp+kUxvUVWwcBeweu1Q3uBuopesOlUUoI3jY7FvxWS7aomq9xRtCQb1Q9Lzpzk\/O4shHh6h9N\/GYt1JTBDHIK\/MZfLaMyAZ4+ZToKkqlEbWVIxTbkgAtASlWBNUKlhMar0tTFZJwhA16mziGWwhT6++vqBGbZezJcOzLdgCxdpfCWwz2kn2lAZXpO4DZvGfoXyozg7vZzw1I0JEzA2Q9DI5qA6RAjaaG5XbCLKDfJdrQZYwY9DsRwpR\/jX3YLoEmm0J66fWxoqxDE0IrMcsVxSmjadXJD7vOf2fqtTOC+sosPvqbZMlrRCUBJFMq+HXF2RZKf4HcPr+pLiwFR\/DmZ9APS\/0nlUrBAbqF+XBOBB1gLpH3gLMkeMl7csXHXkJWoU3nBqQZS0gxGuK2MPsGOof6WJhUbYIMbVdSgydRjmP3tEWUMCOyfStnigFKwq0XBFZ4YH2jBDNF9kb7aao3+p99L0W+IVecVLFIUgxUftc4bagpGYgNP16bkF5V040KKrYgmAtbdju1LiFofPXWZVxSJfmroE9\/efxs2ebG4wd4MD\/jsroH1vf4FM6CguqDWBpMIeE0i1v2bN2v2ujM0voffZ1wvMKoaZRJlJA29jhnNygiGmP0A0XLrZb+Z2p9U9ykpbjRen80ltUqBVs3rjrTPs5SMvFeleXcRBtznEDuRv1So1S68wqXyUWsy+9DPs2M5RbCWkBuEFspgOewH5yhbWb3LDVcVMwvcy1v2YJ0DvSoUuKumHhGrJKqD1vTbOTDPVZC7\/en2AyzD\/TEkMNDkqwbCO3+1SRLpdLXWFyrciA91nGtCY9xuMKtZ\/4v8kQlcq07py3\/4S\/af5beWd73r4Wgp9+uW\/9YD3N1ch4DLUFEc+0b4yUaGCthLf8ls9Y2z3Zd8hbzLeDUzc\/mymZd8D6poPDfRyVt27EAtaGCuOCU1gYKpPpZVkaVfdIviy8dLXw+VtcMa3aeACN+i3LyokeY6AlxW0dUFkPyB0G43+nFOhrDzk29itFci80k9sd9bjOhGPcMEJ+zcyM+8S3Pt+TLpDFpI52uQSmXAX5I0m19aRzLVtSxjJ\/Biqe6xbZUm+E9nH\/c+9lAp5LXkevVEtdq3Xd1z9oBONkm48Hq5wREekLTxjnVcM0OlcHBokj38lmn+1ERaBdVBDXiPp6MjiKszrB0wgOg5CX4NwhkkkyyRRyIGfv1IgcwZiZTxZF6N7bnUMYBsE+KyPtjMWPRreFI9jhCVzh7O+TpDtq0aJWAS+SiWg60bIdDaxaEph0DfPJwtSSCQ2Qe8eJCm9YUTZ3jQYcRyJqrbfdO01e+lN2CoRd1FBPae2q9qe3Z5L6UNwY+CLRlBYyKtGGsYZIj7gr8zVPAOf78Cz48nO7FBf7B8W42O2gOTKQTCNJNi1CnhrksXmH1lvXCad9BQho95mkkLzi1ZI4q3VOHbj6ixYjUz26cYazGo57fDPvCYLRTGNkGV+6jS8vZzDUWBySXq3oDqYrgTxfGNovE5KTDWmoHwQjTaDGNK7ST+tH+USAwUQqTM1MVWnhm15Oes5MUk\/cX6DCKYY0HW9ms2EvvqsJ0e\/hopsuw0pDpZtciIcKs3E4K4+q06vTwl5tKYtjWSNUA22IodD9DUa0yW5fmlhWJh5R872bclGrDu3yrWCsnA6PYhTecvp\/f5pa0iG8eQ2A\/kulm835NacxTdv\/9ztwqodmBy2DctPinKWmPvxjxZ8oYGUosNyLEUnf5m1DmggrIZKw4zuBA7AP4wtpr+iG6xvTZ4VQKNKHzncevl8gOWIoa5LohKdDFA3ZtZvQWCykyor\/17d7y+FISEftVr36FsK5jqIemGZynWgegGfE2+UxylLkuk9YZAQ2f86w9vdTuTRJ2IxvwG6iOYttGU3Z7lBRl3PJt+0uG7W4xKAZBl4YuZF0wmi6ZVycOAmhaBmolVMj+T4S8n2AhJZuy0mOgDYjMESb2Qh\/Bttt1HRd0iTYDbmCbnheNTy1ZTYQVFt3KklOmw9RjCwO+1KcwLy6mt0gCPeNy1vM87o8\/zYSnPFNGr7USC8FSDHIyGGscYMDIuTnlutXHX5INFs38LCse\/DlGsHJubOiqmP8yKb\/ltu4NYEunrvWax1gqF374RRubKBLJyE7RT7d3li8JQ7BTRjkPyWUtwJVxQjdwIXLOhbEZ2i6kgSvQmaLoNHhq1TVe6Ocu8+5H9KEV4PHpw\/w2leNV6DOG5QFDnDFUhJNkwZBwSn2Zg8V6po+6zXogpuD6k3F63DsdQbzic\/fKlYsRFBGhy9mYJhX7pdDCDqI99eg\/NcYy2k1IjPrYCJzq3kwB5WEXxslbntqFrksHp9cpeEPlPk+WooikCuUVqF6Bv4NHeGB1fCujmM6hnFZ+kaGK1vkjBdXwUGRslfTCKiY\/EBKZrJVF3ETTIXMYpqY0pBe2x4gX1yMA65ILzxBpBOf8hCw5HkcL5bTeYyNHYRLOeHgY8FUSaOJeUDmZJrU0tQ4gO4YwudljbyXOddweOFnHW8uwQ0G2Sw2IY9aZYOylA7jXIuQ4IqAf+w4bJHaCcYTkzhUKtJ3oWCZJhw06ks9t9QlNWWhJMIEwERaxeamC1HkMcjzFgZNf0uU3L4oFSebr9xuKaqetwyfrwdj\/ItcmLDmMMwbevs0qc887PafdchTKNK0LYQm+PGw6BdwQb1lT+cI\/6BcAvaIfjXtD9kMrRdQ2mQ2yo5Srhkl1NWZl0Nj9ESarUh\/Izk0rj7\/gBxhvNwKYPMFXQAdfh4iFaBjUM3chOBg9aeYkfiBwaTs9cSf1rYgPlS9unpNWV3k2DegWPfZZxXsB6yuZZOuyhSpp3ot\/FSqLv2Zb6+E4ZdnzMbA5mnjrb8akk539ONMPjP7RzJzCfb+wypvHXipUryahkKB7WFM+49XJdd69mW8uypjI7iyxnsItMH9tSZaYGC3\/cwu+lYjiXoK1H1iN6zEJRyvpChBAix8bUjVUSES11ryBFrEP23+RH2N7uTtM5gXeUZ5s7h1cgEGkTASB8QJav0fj\/orB4YJh568\/CNGwyPWF4h4ALQvAZ\/WPHEyvUlLh1Hz+o\/W3k4A48lB4fg8XVQp34HuuBFTovdHkQXIsA4x3rAg6DNwlZAxq2JfKmMtLMIDphyWDvIXQ\/zSwj1WQB3cESEZ2VzWQ9JlEhE+CK9KnQSNA\/Yelx\/wNTGZVPtsPlPgNa+aPMHaNiPrhMr0Bcm4JUvunXwY7d4Qp73C9bbK\/c7lSjpECZ\/d25Q0PcVVROAAAABO7bh2r4r+nAo8OPl316aW0Ty3W2SJQzqWTyGVO6Htq7guoJXSpcY2vFpshQGn7imOHM7NBFhJoARTK3L+kOE6YnXcmJvt\/DihPDi3SJB6vrDC1jb6jt2RXcVce7YfLCvJo1l99XPqtgpzQZxcFcBYexeATXKaCRdP1i8ZhoU6gpjObEbe012zW\/GsPpHWvT+pu3LW13e\/TGgoHs+ArYuCtQBtBPtYyhf4G8+4FmZZd9KN+0g2pAdw0\/YPVExgAmrLDv8f1YU8phq3YrOOYFFhspzP5Hy872OHjobmAu5x5pOh\/x+rOG95k6tKyaP8fAlgdtCNb+VedZZIwkqscPXwAG\/9Pg+76irl1LhbNdzlPhrAaUtxOSsaYhfZ6EotxzQHi0h1\/GYFAoOvWyj\/KqGPoK0nxT7qPhRwEzUa+5Xrmv3RbAuwrGskHqQPwJcvYddfBz00OXByKy5C0a2cBXhi3E3ms\/mTncX0zns3t4WbNtYhi9F5YvCJl0zFp9Cn0jAGQBQwJu38F2iwOOHl\/Ygw0t+HGDLmue3n6EMYjFEusgGRDgliR3J5njO3cY255iphfjae2PPaIXePs8MSinrfV44SSVuS8eRiX85E4X0+NxnIvoIT5JAje2mDrQaUIMyTZGt7yeTcGwGAlkn431+NhvDfqjfjSOcRaXCVqQRg9Qh6THdyPbe4Xl6jo8w1b9zzPV2zRh6wPI8ZvYco\/VbKOppUaHborjE03roLUHzJv\/AM9J5fmGhbnHaFwgwTAnZNfW24Mhr\/+\/7jJNgAemQ2I2XyDRk1IPHOS8xIPa1DZ7Juwjq4bqhIONjb4qWPW2OhCoFVwM43KNOFiuNBhELPYPj42LBD1WGcvoLNpOPunkAc6\/mLhAngb6poqqZKeeQHwdwV\/UWZXPu04rsP3HBHNAhyaSuu19qWQV2as\/avZ0WuOID9hoX2rjQQQh20X3jCq3TjDMFGV9ZArS7OAcWhWhwT8sP4Isw\/nynOyTqRIPOl17UgaJ3LdyUk59yqhl6jcf3wwUvpM7ACO4VyhYJ0vAWIgJfJiY0FPVHLpUmm+u5EuC8Ragzs391qRxHTeYoU\/7tVZwxP2lAyXI0uREzj5bJHd1AzkSZaXTgQtjtD6YM9RhUMVC0h5MLW4mgc0CrTx2CkKcdOcDpYtRNaQNEeu072BzjTLuMyd4cwq6w2SuZ9viWWLfx86+zCuIVY86qJhW09IsQOIN2Kla51K92rZ4oqfWfJkXYV9UaQXfoG9KKbkdWawUDq5qiERlwqRARnwh2f84KA9WLC4rphhdIl1qggEe71jA2HBOiqvKE+3t\/rTK1HFaizKay9mmu1aae8yCmSBWRypwpaBz4npPP+MBXci7+nqAWjCzmTAdGmi+QVl9ls4errVfqoH96lkezJrzR\/\/0HgHv7emw+by+lS7\/JXTVcxptG8NtiOFYDW2uYVYDToh7lTV2VSUeKg1hs\/LWXiRwIDKTzHwg23YzEM6VZmxFfMWB1YiGeBfVfuYp18ad4rE\/qwcfWvYfs6lU6gCsccgLyUI7SiPQhubu0VaUnkLUFLVmUJmj4twH8uePAAj9ECNSZ+MprgtpApSddrLhxXpyfkFkqcONuOJQkAcLhrOLLlQ9yA4i+Ij3XtdEdCRDFxdPe0zX2v5cI+QrD+p\/3BqIYlqSjPv3c8z4goSaavRTIU0GfgjCjGS1yO7PMy98MLtQ2XxqQiC6BH2kDaJNxln2Jo0Vt2RvT1XRLyMztTbzVQxCOwTHofn7wW0BRTGdrzx99KzpQGKkbUcE6GvxbsQiS0yg7qMHJpR0nn9ZJ2zTxDE4RGahDh5AUh5lTpibrsSJB8JobNdjUKsKYxYaE9PPWR2byj+5MlbXpN7kxrhqmTmZoqhkXCSmiyy5uZgfsauPp++K3v+sjmNTMAOMa+F4gIu5aZ7+q3EdUPm9WGjT30N5QzHQ2Xc346GGbASzDFTcTr\/RMNU8dFvZYSUZQFhtqH\/KPZaaF09sVlxnvvaB8gY00+GzHA2RM+V9JegldvDjtsRsen0UZmCflOEUszfJHGqiL5u+UJoa1SzdiQ5Zr2h9VU8wJHyU3A4Do\/2x0uwcAaU+FRy1zrywPTe4wugypq9llCzNbyBhYIvXes74PdTmb+fMNLcchXIBy0H3\/yozOlnLHYDyEeYGPNGy6fyCruGZSaGZM3IO6Rp+pv\/BVOCLv2eidfoqlOoITwXaBxZuxEfTTQnorcn8qJs\/MrEuOI9+RSooK45ckyPGG\/8EjC5xkZ\/WJLdbYA8A2lj9kdMivbABZGnUffVUmVu+cDzrWtEqTtcY3i9juYUbFkUaVGnm9jEzfcIVoxWQRVocOJu+KY2zAK2pv\/0ipAeHF+Bv1sPbd2G9y+UJqCVRG9oXwz4DcS\/p7gB\/m7DR\/uqWTEHAgoQ639WWTVkQKJvMge+Yn4Ppg5Jbac89930ZUk+1sAiYOwndL\/m9nS790i3Jc+11izwf\/bsdTY3eLOmO61ykG5LdloTJA5wCTksj8NEcr4pKnyukSAqE1vYnz1K74AVTxvj+OlzTDaR0ht5KtzjWGASjCeQlufMcWmvndx4TbD7VacywQ9LcRK6pLORXrtGqZJtlu+WXT5OkTHx4FVUhMfGvMFiScei7gwMORM3hiYk4L6uU552rjQlNi\/yyVNWaB7IuMMzE8Ss0fjSZjKdVaTghqnQTIH3oOlQPw8fZKWN9\/yqBDj1etH7y5zWoXa0DbS5eXqqqSm2qHACX9zmkjkOglHEaQB3m5aoabvo\/T5QmomKaoabbGjnhoblSghoS2iBOnivx5K1ef1fwih2XNbDiD53LeWhKYrXNUJoHjG9JUM4PPYXEcMQRjk7cpLMPjoav2dqInDyHYlphRMO7tmN3d7S+\/Wh+SGpym6zvhIgw\/La2\/21fA9elry\/pt9qXXEsHCRCOGR0UPMcX1MJgiaivHs7S\/zmUz8oG71wmdytPp38hzZeOJVqgSfqam9SG915ZUMrAYkGiRXFvk\/j\/5jdLihk+k1uMCdEay4okif53rgU2a0efWrjvmW1yzHH+yY7zXy0tC6jgbrhS3RD6B6\/ZY+p1abn733Ix2Wc9PBJnMU1cesJczdSqdPJcL1PdrZjcolDMwLYaSjNKxmP25NOO93qchNwjxrsd1lJH3ak3ttcWeeV2eEY67hVcDrDX3+IGFmnfijjJAesRymTYXbbB7LBvIG4ovXM9hg2myiAXOqMI1tioiogWXZFCgDSPgOC0YJMr8ELE2ptNmKAD8bkxBzASEKQ8uVvzwnHOU5tYGgkUMLehfZm9jM9jqSpGiwz7STMEEL68X\/Zuo\/WbPouDldhwAhAAAAACcM5sBf3dRcafxXf5RXZsMBpfDm2PtiDDB21lPoQlIaqBMk8KWYm5Y+fZKx0z7dusUQVm\/ewxCDRhATbfTdMRzjp+Ad2wZTikgQPrFntSkTD8WCsnVTjsC4nInc5e9jMxYVFNwtlcphNQIvq5348n\/MtxIG1Vl1EKtIHHBj0gXjUVX4+t\/x6Muxat4W5kfyqPuFbmJ12YLck4imgSCzGTlAUGuXQPKVFcmbym7GkvGEwDXhVSAzvAu6W0aFCzO70bqQ9OVhp3J5+ZdBApvWxe+6miXbzM2N6ABjIPF9LMbiGBVIGc5j6vwA9PFynoFKvbYHj4EkgcMjjdDQRAlWxgAscGzlk\/fjX81EedlZ4VI0lKQNJc8I9LVN\/VPxBU\/en1taBwng1ltUXD41uFQ2B\/FLNSjn\/nKDcL276k+IsN6z+TDbYG7Woc2xsESr3sysTZXgl9pTUN9O3lSPdjcqeyyPL\/6uaQpCu5A2oSxEdHUjO1V8Ttaq\/pQO0FsJYzvcihUj0ZXQfLg2aIqdFvcmmw9yoT7YKzxT0cFyTFw98CoMCTBo31MFp4VXlbbtTg2qvNjZ\/64iAkMYCYqZ4BZOmMUUbU3AvLnNB0HBX9PU8oreMK9jO2Mr5TI4DZ0SJQ3qQ2Hc9H85sA\/C\/6byjvItdPh7Ollb5KxdJgMj9\/NWwZ4QvVjzn3BdIC+RbaWyJGkpX1z4orZUoKfvhgqWSZkEpIuV9I7C3ttJL0A6YcTCNUq+Bd0f1XKHHjvXMhdlUq3W4\/poiYM92YkyzxMkCzQc\/L7tEjimiu7VoSNRAdl84eLKzZ2m5LkddUn8Hr1w35aYAWO2D+7sitY66Ob6t1AY2\/f3\/\/1xKIXbm6BIccT+m0IMfL+YRIks1k\/LIJs9NxbVxfUhUh\/WHkJRuytOPFaEf4C0nzoCliJe5lFW0DiLiPn4l4wC7RFddveKJWQXE+YHX7I6sEp3I5PprOX69gjX+86btj7xvyEiVtdK0Qrf6vtxNT3\/SSSxmIC6p2BbJbW044CyWXkH9WclAdk6yePVO8M6++Sy93s4EY35ifYh62Cji1aVO0jMZDPUTERl36\/9gn8zhWRrQyYsr\/pMSqDEuVlvshtrM7ySK8hHIXRx2DIMaBuK6PTB7czErzObxJZGYnq8iTQod+IT\/ppgklcsa3rxNUmiIUaH\/hFz67CxUHkC2AkshYl3FjfPZ849At5gDgA43+q48dnI5hEiSU3g0c2l0jCn18wJ9mWXpU2mvaa4Y6jJ\/DTfsCp6HKbaFW\/e+zm8VjSGdsWO+8sKQ6O1im3mqGq2WthpKdfdzW5Foze2tIhI0fuYWp5iqCIhpKx5lcf6anuEQStCdVWRMX+Tmgwidf0e2SlXpHNfT8DxSevLc61YT++fe5KO2KOYF0Utff8f\/nnW2mLLtnCS7cWYQxg\/bxnsL2JW8PESkihc5Xk1YTiSUPD2ugMA70+vkPvsk\/m64guTgA9ztovlTIzsRF3wC1avDs4hUAHY0LfR+Fg8imhriDvt13KyNfKCZuUCqRf2qel1kNHNTN75zA5WJSVL1aawx8UpqHLbFTaR2E2B5VIkik\/XgPr0fJMFtXDCAP1JcG5nJHhcFbx2T9sQEIhFfORX8QsKY5eMw0dJ+7+GMWtsBQmLA1eXekisnKvykjxiyOTgbnWvL62OkP73HWIEsatfjLOi1ArXQSJT7FfAyXoJZeZ40FbA81OlKRVHI8ldGR8uSeFus08ewLHajIC1T3ZMBGZrX5SuYUXSzZjVJEZGNiM18Wma+2FQD\/zWEkGdLY5PZo2LjiWIMA2VSwbGGBj+tQ7oW6xfP8VOwyj+z8LQuqDM8rPaw3SZGp34ar8RvL+Nks2F+5H+OSjLxqxbRzvdx6OE0xE6AKPB8QSUcbbfjbmGpAX0KJjJbdRtedfTJrtSNJSvrlMGfZns9phJAb4oO75tim4p9yRjTgbEM0s9Ynig09n0TsTzYSy3MatqvlFCYjFVNI9+r3usUhAVV394\/QQAjb8BLnmgkf6yBJXhy6tDg0MENSVrrSwsn2th9Hc3z8jvuYkOskkFJAXghBtDxlPLdTYMtuZQ1l5h47vMdceW14CSFFnsOwplPYo7od\/JCmwS1J2+VbLE9DyyZZcq785xinZ0BMfNzywZbUi0zmT\/wZWHO+GhAhrIUOekwm2JyTL1u2BijM6qUDsEcl1IHP0z4F90kNrVEHelru8JMof37KtkKPRIfmORRmUdY2FA\/FLtdu62kEnONKOpH8bikQRaGxO1fdg54ymUqwweTO4Aormnz7FzWTZxzvJ\/ixtt9Ca06KhggnC0dyFb9C9Sy6RVJxC+7DVGnOsGOLJ+9i8ngWZpL91XZes0eDUykZcCbUI7JU3NcqVxxKm4FkrOTyslbGIcZNSP4n9xgzALCtq4Ce0kG10TDE+0CZsvnB0GDrVeSgN9fqrxaX613K8m9tKZjwSeVMnUJPxwwWzOqYopwLnIG0Oj7+KOBkJJuesxK85LPbKFhWvX+q8RmvNnk+4TJpvnQ5NlZMvxwJAm5q12BmzyPgFb3nySfTz8gf0sk0DlGBRV54HdQAAB41QkUeBP5jvBXuDBInaENstmOb1UsHMZt5noPF367u\/T9d++4k7hgCgswEeFkFmuVp5\/t1mcYGvFppvs3lWUrnWh2VX2XyDUT7Pe3tOmjMQjYjx8to3WtUbPP2\/qv\/5wrTVnHN\/hIvvhLF2tbAjk1aiHqQ1sWkvyfZtyEY0XKAsdmOYZs7roZMZPIDMr4H1YvLF4uR7XSqTZqZrwt9\/o675doasNBE8YBJnwpvHG80ZcRt2hvfg+DV4soKLyFvubIDHA72NsMq+4Y\/+AoBXiLnNu\/jdpaTXho9NXoWHi56W++0O9ADZ9OiQRMK1izXg2eNAj1zGpEdlwgVdsRAY0kXO4OysAo9YKmm2\/iR9AVVb5hbrWh9mmeowj3Vl\/tXIuwUlQFhwSAw+ZfgcooDtgEo3mAIBAaSuKZQ9Jb1p0Mho7Jc22968USFTe9bJUl+lz85fHYlYcy3o7YoeYuHvgVBfjmMaPq8l5P1eLFWw5MzWqf2tSvN2fGqTeYgI6pgtfyxBA8cR\/2xm\/7IRqUDbbIx5XWA5kdfJ4ku2QKMebZVI86vkEKhz8lFWpD0WO2DvEBkT5WMTLDw1werjOJ9pfa\/dOhlxRfdL6z7xuhCikBQyFAP4FZHjhTxO5buFWg+NZLptz7lVAu93l8LGx3W1BtJeEpwsk47WkFnBYT3xJc2kZGrxSntvyiO40MD8ZdfvUU+FNks7rMGs7unGHejw7fiSbyxjT9mrFiNvfyXGXSOznDU\/LN68aInBPT7o7AB6mcpa+Jx3Oawk90sBSR8hI5NIshqE3M96WgJojES\/vpFbzWkNOUrfwZUpH+KpMwk1WP0lVhbFcLBDEcSUX\/803zxOydzbWH7GlRutF+gIDehUv1BYmnlYWOh4V10lnMRFhaWAzXKhsSM79MP5\/57e+Bn4DFk7FDThGPSH+5hk0tVzaC4Y9jOSq955MNp36HMJFsfIDzuISUhvE7UcCpaahyd4IlUmml\/c8oK\/X1rR\/g7Og4Of2t5SMQAmmGLR8YZux+I2ePhQszCSg7mVKvHiHbY7HQBJcdXWPBIBhEWdWCxT0dQ4gU4hl+ByJ2yOvMJcOvjgbGzEeryJN09zTsvLIxV0TFciO9kgnPssK2u5pM\/lrqgxDIxmqa\/96GRP1P83gT0ZTH81s0RU2NqHPj24zIdFF5P0TiBGlGmE8wJ9wxWmxOT4CGoiZRZJmUhrBz4ohsupgfMRukd6J7\/bIL6k3hR6EmLEgFTzKed1aZKEBfeAXAz\/wbXw6umqqkQkaTiUaB2qaOgaE0chTDuJedicAHMpl1\/rkDWBiquAhaxKpVrzXHSQYRgPeL4okFFTgY8igNnOQ08FwpOPmBsfQ8iUPrZxgZW50YGdnZhDGEbk7NOiFx\/T\/AEsPcke\/YlokRnUNnHYMmMVhqqfzQvgLQQ9Y+hi90LdYvrp2qaxSUWd4LoBiaHOy0awJsK9UBSl\/LOvMgUB3+0GdChlZwuwiVWZS69B7uReeWJtJDkieOTdCBSUF3pTNbzqKiXQ5ZHmk1Fc8TzwA8RMiaT9z9lp0zHeYt+gkBRINycEQU3tEKBtJrtujXdWCY+j6csYPbFD\/0ORjbF7ajbHmkylXNdfvQ2ULNHXs\/yAeH1sy\/KK4ixG3o59odBzU8Bj7yGgsDpyoPvmPvXtAPhn2C2DKTf0d9Tdoe4pa7jYhLI93FjtRkb9s+u1dlw17Pe3tNxXS5SNjedByLfTX8KpW7rsGvgRCg4RSMtsaXZVo1KmqJi5BhC1ZfniL1yVHp5vhbaBVoFgeI88n4ILBtmDJ3NRwGN8NX3RDOZlvzj8lP\/efNjahy0okrkPXV9wXcNwvm+qpcVTEBMw7DLPZuMEOYEXbwQvbnnVM6a4ohTu4jDCS4K6Qsu3w64N43aewSRZyNdOlJ\/JyzMLnTiyXrSNkPTyCrfuCe7HaYC+qV2bwzr0HdHRbLrLbMcySYmJYGAtw2GeHKUJbqUpGe7tIx\/x2VUlfxrFprDpyCupWSEpAJAio+8dAxZhM6kCymIz7Bj29s+Q+9uhsaG2gkl8+9pGw3UpR\/IuShRfMYmPygSkjhGyflLu6Z9hHzYeuPVmD2dFcjTKR8WQtobgLjYZkXVDFioui2eG634zAESN8QILnpkM7dbqxCIUPFVaWAzOHbaXr8ZqEWMBhCRKWZFkMtCbncC78DtMh47F4ZQOTIEcRX\/o7Kh\/sijjJzg94FhQo5C\/n3CJigdgJsjm9\/IytT5w4uE5w5svHbsAkyBMd0ByhIQHkcEXMzyqQGMMPuVeYslsWuYCbLmnjiLgnqPkRNRB0E7Q5Di1KejmJoaPhoCaYYvZcjNGXrMa7CWtCN2iGBnO+ehFr9Eyl4L+MOXNhGzslZO8tafS1sWBCaTLpyjq98VRKLU7+JKG6gqOii3ACFnscrlJ2zY0yP4XpJvYkEmjxFVwhra5EDf+4To69+Y\/ceaCbSjX6L14LuKZsAV\/Erh\/YmWO2muTh6VPWqChmWJFIPoU8XXikH0KeLUogXnjElNclryVA1sQgO3xfpG+kIOnabqBzKjen5ZHBRcro1HaeB46CMJ9y7mGW+GQ\/8j7rCCstIGLBU+uf5+c8ecUzxfKe9oY5GEM84kMUKB8\/JnkhWyUuR9I+REUJhigAAZaMvK8izDZ5sdgsFPgwe5EjkZvlfQKJxYuM3mzBEzGcVSZtDjlDe5CXRiRAGE2HrgtqwFFQ4TpeEQmKZ4tNRxHy7wMyvhbbSXbyjoxlL4bskRG4Yg\/KZeZhuBiaJxfpfb0RVnI\/W5yZcRvnORLTTgRMX23WceEq9275YNOunXzPulS1gvZR2tInrQFAK8JzX6rzoXZSjjG6iPLNdsfWOCIXoQiEyqEZDlrrpuc4uR3rL+PCtiDtcBEa5DwGQ5LX\/q4VoK9WSeQUgqqGEPS5cYJVJvK8EvfSahN8YB3gKLhQInzl3mc26UZI6YxONrRJXO\/ooSpsHZP0Nvuzq\/gdgPIk9FsUUsnoqZDbWS0yMNBfN0UoUyIhqe4yz4FSZi73XInZeO5WuWkzcjkIPpFesoGot8XIsDJgsscbAXskJhF+2HnshWy2\/+msfZ8Yt2BijM02yuNnUwMolDp7EIloP5xHIrZUo8W1q6AfounzlrgOxUXZlhdK3Rf7\/mv73iDhvZOcxWewdhYLTQ7zxwp4ndGuUdvWGKetCyeB8ayZUkHIe36\/VVe9GlXFEaqiw8ondA6fdX0KXe1B+AJLDm7qRhYoESOO+E+sgMS0nyAdmncthsGdrDzXnrFXh1v38mB\/fHgtnWlWCEfLzWB+xzX4ZiMznJtnqf8HC6+ooZ4Z3rwZMpGoOAPOy4xkaSfNYgxDFS3OzTb6RWqJlhyOxTND1CANOUmUdI+XewKl5j1tkpR13wgzNC+Gl9GOxvAP4I0bs\/iTDMTDwW+kYcVifv2BtY5BUeFGN7uujcWpGEQsSK1MKg49Czj11bxz0QWu9nAi67G06MgH1eowz2yG1hwZ3xn2NHWFkjGUwL+MHCR0XL8m52Ac\/a1h3GifPEkziHGGRLl0iqdnasJeIjckUgtYnpmVH+DtXEDgmmGKsPyn0Yf42\/7WihW\/wzC7SS3auDIBAqSKjn0WqncueURwif85Ibi2tEV9+LD7rIQkak8+N+6F7qg4zfCYw3ngz2WOd+leg++lBEBPz7T8dN550uUmL9IYGcwmG\/dwxoQhLJKludmfO0OfDeT0gfdL26YrGxYWuLAB4t5yCYf8G+d38UhXcTlIu4hnaOWug9ZtYpafSBn0p3pG3GWFhoia8Ilx0Oh+64iA9uNRhkA1t+Y+aYIO3PwiypbBydyGc5QLqlp7gyI6FmPcTk3LzPM\/Fh9VOk3MrlaqLme9Ru1jbPRFLj1TvDO78P3meV3iq+xEgtpa3DIRHK9pbc7\/jMAsg8Ag2cflyllw5GLLsKyzI+jwwddksWgb+NIdvoReaYI8Nr\/LxAU\/NWT5NsaiBxpAcsk+bQvUWOvXwJiuCljXQ1mHRCX21gSfieFAy5QCrE+laXzL7aLQAnFfTY9p4CqekBrAW1iB8APmDyqTryQlQA79OWT\/an46tupKY0LTBO7ZjdE2nRvffgKUkQS0aCxNOmYdhIH1OLVWLjgcTAwvIcd0RL2Hk2CU1GHkTjWyFNMk2V10pm67wB6lFztxawkTr+c3av8Z3757wVreZpVoRbsH7rgBa6B\/xqT3g8lgGp1IDw\/bd4KINlnLKPyI9+6PVn\/L2e9vYkzZ1GW5k5pDLKqZHVS4G57pWxp3mOTUpHa2PV36d8BGG1RCBxDCwabRCMyGU3EOkw9mxdSbounr9btAtdYHx4f4SZiaqdPsDwKrwdY3TEylJV4x8iObXYRuYcn0baBB\/U5deUCUYZT9gvecTGSsM9b4z3ue\/ZwBixFXc1bMKnowgF6deNaggqDf36fbGlzT3dhn70J3NdJ0HHO5YyNNZWRAuvJr9KfRerBsOSaM2eQW9Rvg\/FwJ8gXmqpFz+rjdO3a4KITMmI35nGbH45ZPc04kWG\/Cfvp\/JQbH8qY7yevRt9M7rTIhtoJ0y87JsROsOAbrkuemA3JmSXzF36TA7B6iJDTk\/rekPvlyj0RLSW0A951N6AxxXH10xANW+nkOahvEDrmRv90Myd2x19DaVaRIaaOl48lQMz4FSZgNutjCNnTsJ+f\/JzhSOCZHYJOhw7d3aaFd2w1Hx9tRPGSLfHmLk0SRpEScmfLrr44jvbvFpW7w0mGwf0v+0ojiYW0OhilFWyzLuehKP\/RZLsDbyA2uvwlCdcXcQPWjMhGa\/sWJ15N9R\/kTC5hhWk7xhzuN8jkEs4W6KtloJNYVc1rPHn5pws\/UmWjEQ\/YN9JD4fPQHaVIV89\/GW7hgiYzTsRz4aXiIxfDT12TEn1yAxUBbNbNH2TW2uJiwBfEKAN4CJ3jT6uTX6fjgSUp8TbbH1epZjqL3t7YRyk4CvBowfFXO\/6FhBC\/FCxvaiW2+PqRE640ymBFUyrlq9NsvkLi1Xf35TJCaiW6s6XJIR8WB1gFVMeLfdI+VlYdhXvxB42yLlA2iFvkNC4OR7Y5woxPAQ+kLwctAmv\/n6bsj3sotk77bFTVonbLIG6XgYbjGbs0\/E+gHWVhvot2M2nx04rix3n0cRp6kDXd5pABwFTS1h4azpvehVuLJLrb3bpznja88nwxDEal+jIQqpdD8pa0+2aAanuaAKPBVShRa0+\/SJ+qlnCc90IXB4yOgVW0+V7320dQnJGVMa2CcfSTWTtwaEQsBHVkOAADRjXIEZNBqfOtgfHa49Dfzx4Xx6U5ks7ECe49rwqRI16OJyOJk0s3BEg4tbIvtbrrt9vfo9OT37r3fOGfg3lJkusdin2k1TMzVnkx\/3KRmiOcMV3IPkmC2ZCRe1y5LZzvtzo9dt9mBpc+T7bY7bkEyPre2bPMjvHO+Rnlyd3EiP2fO\/nKPtz9s5uhjvb1iLRHztDyWyvGJmjnd8tXb261oczWo39BBbz7nxIzRnwIKWvaEe6dG+v+Q9rCXTuzVSNj2Q2nabnwZwODZoiptEJcX7Z+FgxwTm87jmfX5nDau6\/GNUDr4QtHUxs+pSGlUppBJDA0Si5G1qWuH7yhuOuOIGQ2z0OQl5k0mjxwOXXAPMrhNMOcSvfDV53mqGlylUJiQmfg1WnIFWCkNh3PQc9l0Y63xkd+MMfYWDlA4jOzm2IFBqmBzi0yN90qWsFpod54aJ\/pf9o3h6wY1PFlfoqjUnDyvGMIoODjHlFk9Q5yxPEGbs+58UmBMKSXDxOZAxBWScTlU+hFumqX9mx3knkFIJ1zcChJVm77qIH3KfQbxKXDpMVxgExKlJG1rBtXLXAYeajmiqRlxIzAwrjF9IfuiTy+j2GhbHc0XO0InWHABxwQ2IqBOh1SfhsLC8UT2EKa0tjDsu9vS2g5F6YhNN13nZ9pMImBYYHlEJp3MNWNu\/k4yLQDQQVXQEd6ifXbOzinOyObqw2uM5iF07jUHSPc0fcot0vbOx+CKOIjMSZBmfg6+8EtKo3SapI\/4aKOGPXRorw5lh4z0kPIlT1Ch+8Pir\/xHmsj1d7IAf17zLXto4mfEEkxEdzII+H\/YSBqpSU5aiJ2YYCyqJhcXgrdG4+vjGgfHYCPXteabCyT+rko2fh7bNOEQt+KiHWS9gyDGgbh8xO2R15bTiTlhiaRZFr3kVLeVMOSmWx9pW0ZIG8UcZm2FY0OIESYL2V8qdpGitalazzhLSUVwZ0WDRYnSZMtSxPLg90oqves41vA+G4u1uB\/LnOt1CzJpSkJWXZffBJDUBcWbI1GTwOkFs58lOiZcsgINdooyK2mNC9X4wAuNVnmCdmnodMvo6\/WdIhI0fPF6FrO9o4efUVnKxc62T9\/FoY6RSeU7YDc5WcWGKDhry0x5V2o0m7mH75mMyeHpc5iFGXY78PnR0lgjn7p\/\/y2EGMDK1ZB56GdTX9992WiBFqc+s4yJ76FV9Yzsf9KffFcaf+EZFFDEndk\/kbRM8O56xhFkopyErc+PCnhrHGTREJHEybhKRm\/FIhqNQ8jRaHg+AzdMZ9mxbyTC0BWiFZ+MD3PviQLRhi8vjVQKe\/z0JFcJwe7CJ0IQBoKs\/OOzD\/vWcEsQIUxVywPvIc6gj8lOBxwMFgG2AombdRDS8dHtmLOZsfHbb1yXxN1i5L1auO5C8kgpO9VtWEpUzmxh9JJR9FUai9lzuLOTcfJOhQ9jb96wzyf7AGW7LuoDTXqXWUSPUzKQWCLC2z1EdsTFAJ3I9eh+9C39A1ZivT2eO4sR7pXRyNWFPcqjYsNmwEV0njkyhWwspKle0lFsYqAn+IcPmmYp5SqE8rEvJqTAMNNjmJ6bw8f63KNrsrDaBa6v9Wl5WzHMI1O+0goEwDmlSAuYr92AQNijIaKTzz6uUKkLABN+Hv5TOOf+dnOvyrv73sF5RrNyx8L07MfhWww2OjVXaLHoa6DyVsrACPLm4Y1krAhHZpG917v4T6zObRk+vJ\/rDvR2vyl\/sswidqxYKn+u8u18j6jY+ztlRdwYLZMSwMBIYnDN4gNeJcwKfL9d2mMZYfLvbnfP6G9xTynPzpxmJ9WLCDuswRLXXCwQ8wljM8Ldj02O2H1M+hy55tk9bxpeOeGo0krEGzgmaTP5ViHsHKUlPtDExAC3+ymVjXKB+EbBVIw24M+m\/OcVH9u4ItBCvrM3rkn\/I5MNhv8FT9cpJ5mcM+2o2+OEsUZm5GVxfrMnlTeKoQR0wefcnDOpdC5ORVR1JkWU0xnC3EwgTzgd+nn9aCwSVWWaQSdumkwiMtQU5MW0TFOP4b7CL9WoeEYnFNxIo24c2LV82rjs38ykhcMbawbJNJY9J4MPNKqm\/ir137lHIoDVSaWIhNbLrLbMcyTo2Q02u9pmxfs2KC6kSaVeq0UFrS9GJjnVXijq+4JCoapjgYjvynzi\/qeC\/HWlT7mXTlHV1J+lKiQVGuQGhIxBzoX3\/qdJpTN5UpwO1qRiKl687UDMMQWohrFQ+MIq+X5ZlJz4O7H63w5XbhasPelyiAf2GxFHapM6XsduNMeLecgmJYjcCzIsgIWj9rwv4gA63ki8o3aoM+0ninA2vBywKsnun7jGncE45RGT3CIV8S0bXak\/VKytpHuSY2Syz0Legss8LgPRT0pmiVuye2FJibbo2dY3gnfHQIj7+q3xWMV8J1Eilg4geY\/5YOuLoVzYV+jY2Cje\/CRHHw2CYBLvsQdXJjRviFtJhyx1qGLR3isRsPCFxBKvkZPxY\/LYb0QTsIf\/C6k6JdkelDbmEXuwSBIl\/w12eAeeTPuTl2E0cAAAAlTo0TutASsBmo2rp8r8ZFcwDQPtukOVzPJKnFU0q+wnvBTbKiORz4QPph6oAn1qK3WdKp4JwXSLlzmkNwvPHm+ZJb1CgSlv3VaWWwWRn8kEZ\/DKKVCxCt0Vi+EqrysyySb91cH8npKiT7ToZdNf0lxiLirDBtNAPinHIT6IcwtTS4aRaVRsTSRYJK+MZegqnrbqkcwFN4\/dCWGQGOUbXMg1KtTxoLyttR2H2MrJViREYNbdIZjjmnq4oz2mHaaZwVxnOZuK\/MZ4R1TQTfb2Q5fkFnAPyQ4K\/qLMUu2xf9nGFcv8wdXeGUPJco5bV7DstUpfCzMcqFwlHzrRtYnQ55DDbOX2vGzvbBHCNRy1iy7zA3gVnXUm0DliuAsxi4Ft9oJbwIGEvvhgRSLwypBfq9BlADeFLp9GByt3Gj77e2xjAhFTNAM9adBQbW5\/kW+mxKLSI5La7qTLhuZK9Dq+6ik5v2pZxAIwpOXRrmvpajQovmKRcEmP+mSaae1tA5XpwsR4r\/c\/5RWOHkBoZ9hDHboPhZdi3O0InWHABxwQ2HrGhaQ+sfTlbGx2bK0QMqx24uQKc24gE4AZqhJQUL45gEq2bH2lRn45M1mnRJKMmAsUdUVmIkfc9b\/K66Ru0+dX47XvJiwG54\/HsAUa\/XcYdoiWawX3ZTmUBp4nS0osPSSI74yh0cdgAv5Qqja41FYgXYxYMw+Gb5fTEBwYPO\/UurIFaR\/TS\/ueUFglLhuMUdFCYjle22Ayq5r8NbeIcGOpBKiJ5vh4sS7OwhfoTlTCcqq674HRgGFS2EDWdHCSNu12wxeFWG4ro9MGAKYSSai4hksbCJNJNdt+o865YDWgVUoq7xQmHUxMR8R7t\/uTkSwsAdjD0F5KdfeTh0mxWKdu4n0UjgVLD6L4li\/q\/FJiAroZA7zamIhwjXXDM8xQjHvbHHLOJOHj7zjqvYLT7RhyqmOXDfq26voCaaN8POLbohqjtPfIe+0HdCVyp\/634ybjIYE8feptzvaOUo7PsJ1w9GL1\/LPP2mCaBw\/jZRklSN\/uJVsGh4+QQUFkFhSwlDg\/k8P15RTVvf5a\/SLo2ISxf8kW\/dQ6hhUbNkMLEfY7v+Np1ulzKcMrRD1AajzwMkKbxvNP6Jh26usacMHarRgLUiWWtoeM2TuXfTDyF6rWTcM397OKlZvL1kRsXn+8oWksBBqhTWxQdqGalwt3g0VhpokMw5fxdkCO9bSWDfuh8LznlNyqZrhxAedcpohWmXZ3xhCVACqAy+4A5IqzeJOCXk7lxZCYKkcb8\/SpUHe\/kBU3qUnXdWjjWsU+bDBKIRHxQ\/\/zx3jvHT26U6it6t5TQPg81ibK6j4t4Pvj+DUkaK9CDWw1Xn9aAf+WbnyxG2AjFQs++sDam8bAFtFEsITrWCWHFE9nXaAaA6TLorNFC+CJQzOM32ztahPyrMNoOeBUq+9K99nTiLGx+n7zyDWdhhDDPWugfcqm2Ex0vEf5ps9dmAz314PZMXnEh3VFZlUunfeomZ621H4Rqd9ovLvcnRZllJ+qv1XaUO9ujovbm1u4N1zcGlaMmuaRwV0BiTku\/zNtMEzYUaRSn04HfCthhsdG\/UrYNf\/QJgvRp0SeIAN640CJ6fJOt3evS2R09qC0nspXjK07PK4q1bdI8rP7I5aOMZ\/ThGlKQyXJ0EAB0S7zFtB4sExUnqvvqMaiMHxw\/nrDxyW9\/U7Y6kELMekiNV+OK8ndjaZhXv8g6GhXPeLpQDnqhoY1XqTOjEKL5jIaq3jS8clAq5IYML4IiJlrJA8NPFxsFzymVp9MCQDQlPKuJ2u7bOyduaCvkH67MBnvxH\/3i6fXEJ+S1NYw7Lv8pgbS9wc+CzV5j4LU6U4FzqBsxwIKqZTHXYPd6xgDocx++ZTlPvhiOuKZEWRG7T7mU16izeBWmZ5ynHz\/RuwT5m3QLWfdJwq0HjKZX6yPj9TcKRUuoIH130RWVsykyBWLIyZDIs7c4wKxJQ+pTmNsrpUb9Ag9I0pNly7fSGAzWy9dYRfq0F1nQ4WLPyawq5rkCzjog34\/DTSSgRsujM1wQCjup7+2OUIlKsEPLM7ERUPcFlLSoxHMumo29mrAbeYkruPvkuEYn8\/5NuLxknjNUq4Cgj2SI56alXQxSn3MvquyVPLDNkJqmPdHDZnQOgWZPhnYeHGzSssvnbHhA6TOl6\/KZKlORatOVFdG09x4lhKzSgR\/GSawwct+B4Mzusww7Cfgj4jSKKOx36TRGq18mMlZQVRrigJFDDohpspfUhSUv7bsGm6xF5Hpe+FLEtoj3KfA\/1mEscJh1AwOuTZZ9x2iHajzxmaVAnBU8G+bjJab0Ic2eW4tvlvPJBXNb7HEMO9wXOHDB1sMXE1JACFk+kXvTGrayaX6wCPHxku712t55ib07t8RbdXL3gaYRVo3RckPakO1ongimj2NHvEodoOM7YGp8OG1yL2XfRrs+qOVdv03420Dm4ORQcWbqlb8cwzaAazdC49Q7WpnyuvlwttFaCFRvpi3UXPCVhncokzCs2tFI\/uCeev13kMKEvcUnya\/AkuTCk4q57+Viy6kEMTKCG3L02qN+UzF3ml1KO370AAAAzNovN\/tPqZ+wAo\/ArKNgQCv7QN3m0OOXJBz\/cojZ0DIgi9SzyO60ROzSE1uxVUA+p+apX+cgPgsG5utP92FQ5PslEO+NjJ34Ilk3qzT\/N55Nf5UFo8gAKTIDkAdLPFNKIhye+5D0eUpqk0jm\/s8jVrsdhHTDFvCyBK+zgvxk0Y5iMHE3zeF+aj4gmcxEPH\/FgaHZphvG5IqOBuvMMdyVXgoyYzYJ1Q3s9wqFD1NeDQqsgtvbqBn6RMUwvsWoH37T5fVb7vFjPTtgE3QdKrjnOhqLb3\/63qkM+vHw1bLfBa2HKTrM5x1X6iy60rNDx0ghopcmqHvSZqmxYLeiQLXtVWOosjTzHr7+QKCtct7ttudKyG+QDqBcHABxwQ2H1rXS1J+GwsL2AQsVAJdUKYdl39lir7Wamq\/TDBcpbmefUw32Uyk6WXCnvzcT0vUZf0rJ7AqvZHN1YbXGjRkp1Wlie0fcJZKLhlrvGHC13s6IuWhv\/79AR2UbQ793pSxtNBX+It\/jJ3BGGWhJZXg2jFNCyNlGkelpomEP1Ll75LL3ezgRtjtI4+GTkwE92rl5TqfXNrZZtLYXviADlEjphzJezAH\/6wRTHlxPO10m1Nk0p0CVw\/4p8t9iJ6rLT08WXUIi7zfS8bwlbHXzmwW9U9XkQcpVghHxtuyD7AdOj4WRCJL7AQrGBAWPYs5GmHtQW3c6lq9UQnyPnd7FPuDOiwaLFOj3Jx59X4pMQFdQJ4d5tTFHB6SNcHmLHj\/\/I3VqBLxJaXOvm9y3oAxS2UdObxVeejUlpAbEXPfbE7GvMDg0PPYLyTY8mCdmnodJxhrXnjwl2dKAwhsjfpKzVnu3VpbJ0Q6i63Yj\/aV4Qk6BKn+l0ovF8Rhng4+JfUmue0hKmc52jTvZlkFkDN6uV5XX1H\/Gx9DyGzVLrx0kqf\/kQXw3Ps+vXNiXpe8hNHiVsKN0\/6R6cdfz75gEGKbnOJTfzfJPzV3Z\/DpWTZehCHAQAH6bs+q0otstytJgQy8eyayG8u3IUUbHkcsqCI9SBENtJzlEIJNgtSAvroZsyupMvQLC8sjLJg4Auaz4GbVjbuNTSqA3LNeIkT4WLArwnNd3taDG4udvLiZu1yvsrBXNXGwoXJirpeKU\/LPgdGONdpbgDY8EIBQeBYT5psHhT9hYlFOHia3xG5IBRwBj0qa0TG\/c8w0zxSYIfF2edNguh+CUu4JhcIsmz49TVA8DoQ1IDW+CEJYcUUD\/zSp70OLa\/Oc\/f4prSTFowuZhYj3LiToEhLPdGFXNo9wA+17AMi1tJXBQUaJaCczfgbVPZDS56J0n0yCMhlQLXT083wrmweLxVRpgBIBhupEDZWe1hfiZVdQioyq57kyJWd323YZ1JhtAcmuuGgO4+HVUYrsjTDJkjgroDEqL9TpR29Rlol61hS+IhLig2JtTp6LVsISEVJQekvuk0TKe66WRl3wpjQodsPNCXRQ5UxqSh17w9ENBPUCsyv66F+wytbYD34l2vgAacGAHhEzeGIxk0bvDEkBOyuN2vkSpr9FTwoQj6LMfRZunJ\/5h\/UzLeNVqai7Nm1KEbZPnC1ob\/00akzBYcOdcHIw5AokuebasC0h9ZB4uShRfMUaMpKWGbBcAzj+u77SQ3r8gRRMYT4OJUq6Z5jQUgSpKZlvujusNhw8rD3Or6KLJ+UOsSK1MKbZiEVqYVHFs7S\/SgF6x0w5KeIdBoHjuirB7vWMB6HTzB2URq1OjuQ+L+NCBkatwcxymDgT0YL6MFVc9KXR888RG8XqJBOpN8dwQsc7DNOKqM0PpiE28IBWEL7dc8OjjGU4IyXXDAa5Mu4j2aFdC2oOMjT0hVLQUXgsf2Gmnp+zbO8rD4u7i4uoB77AorLxmdIc2Xi2sZ5AXMVFYTLk+ggHFWa2lCgvsUwWOspGXxgAbRKIP7k2IsJSn2S0ZhR99\/0Wt4e\/Q71dQCg4+wa9FhtjgOkV33mVqtHR\/YXWvEFMq2GLQXaIZ5Aps4xytl52d4tkjzvTG+L7fr480l+P80yChVqSEAxY49w0Ma\/NchSnNotDw6AdJpKbL0SjLFrVla2txJH6NhTbpeDX9pIOF7OtOyscHcFqLH7ZX+S+b+iiHIg6UQ9jckYgpDw1endqbGtbegA2\/7PrSgmUDoqYVS3HTQAAAAKl3zsG0elAxWAkl8OTat1oldJ0gXffmOAfNr+GgqNo72RZa9ZHoPvvei3GqbNTTTg\/BrqY+dQg54+0Du+DsnrWhRNkMSngjRKRrfbRZttZv3MxoTmrQB6Qbf1cCGcMG\/AgKslZnoDP5Nf1KkJYHik+VJ3y7RZB\/G8vpSLBz6OUfYaRMeYMsd5TDokniTkwR9hl4J4UjhDKWy46ZOU6wakmemSNWtdoWJ4CrrtHTYOhN7X2JP477\/i02PopSd88kuX0WKG+9ATBf392B5a2NVjkmTa6TmjArybx0ut5teCWsX2ZmYqRxUSWJJdtVgFH52nH\/xy2G7mVgKTQ6N9D1ItEJVfoYsUTla\/gUO2jWq+UZdo6It6u14BDgJE9lN7M33JT85qd17m5eTV3\/U2TJBK\/Up1CIfPTFV7t2w8W\/zu2F7Tim2kCCfROyVPsP6MJ\/WB9IWheg4vJD+Yi5xPXYeau2x3uiOvcguOGexrSaROESd1r\/GFknL3gj9QmiHg8tzDOa03vdVtRdDK1Hldpe5yvXBdZ+cQR8j94OR1cEEHTWt\/aULQGJsOFJO4WvotAlTmn8GjhOElAM5lyIoS0YRnXUJhrbg\/TsPq+tfWaZWWHkDw49t0E\/F9Knz5wZaMgp4IO4rWYxH302fddHT7btt+joiWFS7dLAqBhLmf+OUHcGiPFKyqwd1J+ukuHLiqdpmO1gyUhUCRkjKkVTlOmmzhoM5sVTeNqJP4j9GBvndfEIPHtYSKIVT2HwIddP\/34NxXJk79dkbVu2WIXp1JSiElgu5KinmmggGAdehKFngdQYauoQZ8G6qGby9R0yoBaX8aQCekQRuUlGlZWFZEXKIhpFPr1T8T2m9PgNNg3zqwOjyH2mQz6CbYpjJb9Gf5hSC3vfzpaLiNSKM+6V5jqjJpGiLtbOOUtCNVPQ9DhZJdRUnkv3SbSPLAo6LTCSiot\/LmfcunuEbB\/KTiYqGKTk129iBllD99GkjCmy0dwjMYgfrdDM43bmLJsCOM062JmqJCKIALupgbDx\/ST\/sQtBt\/8S1MpY9KTJNdWXx4HkwBfACTsopEJsNXSQkogTaeZJqqtJfEqzfXiJk6MseTnkxwIcTV\/rvLIZ6XS\/UYPaJFzw2ruDC00HMnLyWqzV3wKc9dxAA139ygK38BtdPBrZbRiQ+Jos5AcyeSvsnUDwXf4FP37ngXCczYzY0cT8FgVsMp84P6bQg14F\/edSfqir7KEi4tL3BzdeLNMdBRxWUTf4R9vz+wqpja1QrIBR3TowSdr0+K236WcGMwuJiPkfhLWf06XcuXudn6PKF3he5WiQZ6ql0ExKagwIH\/ITYwk3fgIPil0V1tqCmAtfAwD0DbWrPsfPyINuDzKrv+yJAlyy6M2iQACuX4Fnjix5cODxHVYMyLnnW1it1kubCnbEI+TADu3Tg4AAmHSAAAAAAAAALAcVQ0GVJvDiIREAc2E0HiLrojIKSgBykApwQXsYAAAAAAAA=\"\u003e\u003c\/section\u003e\n\n\u003csection\u003e\n\u003ch3\u003eTechnical Data and Assignment of the 1300 Series\u003c\/h3\u003e\n\n\n\u003cdiv class=\"table-wrap\"\u003e\n\n\u003ctable aria-label=\"Technical data 1300 Series tube expanders\" class=\"data-table\"\u003e\n\n\t\u003cthead\u003e\n\n\t\t\u003ctr\u003e\n\n\t\t\t\u003cth rowspan=\"2\"\u003eTube O.D.\u003c\/th\u003e\n\n\t\t\t\u003cth colspan=\"3\"\u003eTube Wall Thickness\u003c\/th\u003e\n\n\t\t\t\u003cth colspan=\"2\"\u003eTube I.D.\u003c\/th\u003e\n\n\t\t\t\u003cth colspan=\"2\"\u003eMin. I.D.\u003cbr\u003e\n\t\t\tTool enters\u003c\/th\u003e\n\n\t\t\t\u003cth colspan=\"2\"\u003eMax. Expansion\u003cbr\u003e\n\t\t\tTool\u003c\/th\u003e\n\n\t\t\t\u003cth colspan=\"3\"\u003eExpander 19.05 mm\u003cbr\u003e\n\t\t\t3\/4\" long rolls\u003c\/th\u003e\n\n\t\t\t\u003cth colspan=\"3\"\u003eExpander 31.75 mm\u003cbr\u003e\n\t\t\t1.1\/4\" long rolls\u003c\/th\u003e\n\n\t\t\u003c\/tr\u003e\n\n\t\t\u003ctr\u003e\n\n\t\t\t\u003cth\u003eBWG\u003c\/th\u003e\n\n\t\t\t\u003cth\u003emm\u003c\/th\u003e\n\n\t\t\t\u003cth\u003einch\u003c\/th\u003e\n\n\t\t\t\u003cth\u003emm\u003c\/th\u003e\n\n\t\t\t\u003cth\u003einch\u003c\/th\u003e\n\n\t\t\t\u003cth\u003emm\u003c\/th\u003e\n\n\t\t\t\u003cth\u003einch\u003c\/th\u003e\n\n\t\t\t\u003cth\u003emm\u003c\/th\u003e\n\n\t\t\t\u003cth\u003einch\u003c\/th\u003e\n\n\t\t\t\u003cth\u003eTool No.\u003c\/th\u003e\n\n\t\t\t\u003cth\u003eMandrel No.\u003c\/th\u003e\n\n\t\t\t\u003cth\u003eRoll Set No.\u003c\/th\u003e\n\n\t\t\t\u003cth\u003eTool No.\u003c\/th\u003e\n\n\t\t\t\u003cth\u003eMandrel No.\u003c\/th\u003e\n\n\t\t\t\u003cth\u003eRoll Set No.\u003c\/th\u003e\n\n\t\t\u003c\/tr\u003e\n\n\t\u003c\/thead\u003e\n\n\t\u003ctbody\u003e\n\n\t\t\u003ctr\u003e\n\n\t\t\t\u003cth rowspan=\"10\"\u003e3\/8\u003cbr\u003e\n\t\t\t\u003cspan\u003e9.53 mm\u003c\/span\u003e\n\n\u003c\/th\u003e\n\n\t\t\t\u003ctd\u003e15\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e1.82\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e.072\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e5.8\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e.231\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e5.8\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e.230\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e6.7\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e.265\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e1315\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eM-86\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e1315\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e1316\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eM-86\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e1316\u003c\/td\u003e\n\n\t\t\u003c\/tr\u003e\n\n\t\t\u003ctr\u003e\n\n\t\t\t\u003ctd\u003e16\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e1.65\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e.065\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e6.2\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e.245\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e6.1\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e.240\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e6.9\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e.275\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e1319\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eM-86\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e916\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e1319 L\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eM-86\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e916 L\u003c\/td\u003e\n\n\t\t\u003c\/tr\u003e\n\n\t\t\u003ctr\u003e\n\n\t\t\t\u003ctd\u003e17\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e1.47\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e.058\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e6.5\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e.259\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e6.4\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e.255\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e7.3\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e.289\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e1317\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eM-88\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e903\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e1318\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eM-88\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e904\u003c\/td\u003e\n\n\t\t\u003c\/tr\u003e\n\n\t\t\u003ctr\u003e\n\n\t\t\t\u003ctd\u003e18\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e1.24\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e.049\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e7.0\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e.277\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e6.9\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e.272\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e7.8\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e.307\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e1301\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eM-80\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e903\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e1302\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eM-80\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e904\u003c\/td\u003e\n\n\t\t\u003c\/tr\u003e\n\n\t\t\u003ctr\u003e\n\n\t\t\t\u003ctd\u003e19\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e1.06\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e.042\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e7.3\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e.291\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e7.2\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e.286\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e8.1\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e.320\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e1303\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eM-81\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e903\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e1304\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eM-81\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e904\u003c\/td\u003e\n\n\t\t\u003c\/tr\u003e\n\n\t\t\u003ctr\u003e\n\n\t\t\t\u003ctd\u003e20\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e0.88\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e.035\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e7.7\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e.305\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e7.6\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e.300\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e8.4\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e.334\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e1305\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eM-82\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e907\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e1306\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eM-82\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e908\u003c\/td\u003e\n\n\t\t\u003c\/tr\u003e\n\n\t\t\u003ctr\u003e\n\n\t\t\t\u003ctd\u003e21\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e0.81\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e.032\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e7.9\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e.311\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e7.7\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e.306\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e8.6\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e.340\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e1307\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eM-83\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e907\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e1308\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eM-83\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e908\u003c\/td\u003e\n\n\t\t\u003c\/tr\u003e\n\n\t\t\u003ctr\u003e\n\n\t\t\t\u003ctd\u003e22\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e0.71\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e.028\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e8.1\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e.319\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e7.9\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e.314\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e8.8\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e.349\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e1309\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eM-84\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e909\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e1310\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eM-84\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e910\u003c\/td\u003e\n\n\t\t\u003c\/tr\u003e\n\n\t\t\u003ctr\u003e\n\n\t\t\t\u003ctd\u003e23\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e0.63\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e.025\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e8.2\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e.325\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e8.1\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e.320\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e9.0\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e.357\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e1311\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eM-84\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e911\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e1312\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eM-84\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e912\u003c\/td\u003e\n\n\t\t\u003c\/tr\u003e\n\n\t\t\u003ctr\u003e\n\n\t\t\t\u003ctd\u003e24\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e0.55\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e.022\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e8.4\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e.331\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e8.1\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e.320\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e9.0\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e.357\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e1311\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eM-84\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e911\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e1312\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eM-84\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e912\u003c\/td\u003e\n\n\t\t\u003c\/tr\u003e\n\n\t\u003c\/tbody\u003e\n\n\n\u003c\/table\u003e\n\n\n\u003c\/div\u003e\n\n\n\u003cp class=\"note\"\u003e\u003cstrong\u003eNote:\u003c\/strong\u003e All 1300 Series tube expanders come standard with 1\/4\" square drive.\u003c\/p\u003e\n\n\u003c\/section\u003e\n\n\u003csection class=\"seo-block\"\u003e\n\u003ch3\u003eBrief Description\u003c\/h3\u003e\n\n\n\u003cp\u003eThe 1300 Series tube expander is designed for 3\/8\" tubes with small inner diameters and thicker tube sheets. It is used in oil coolers, coolers, heat exchangers, and apparatus when controlled tube expansion over larger tube sheet thicknesses is required.\u003c\/p\u003e\n\n\u003c\/section\u003e\n\n\u003c\/div\u003e\n","brand":"Powermaster","offers":[{"title":"Default Title","offer_id":56761798820166,"sku":"1300 Serie","price":0.0,"currency_code":"EUR","in_stock":true}],"thumbnail_url":"\/\/cdn.shopify.com\/s\/files\/1\/0947\/6456\/4806\/files\/1300-seriepng-60579.png?v=1781168474"},{"product_id":"800-serie","title":"Tube Expander 800 Series","description":"\u003cdiv class=\"hytool-800-series\" lang=\"en\"\u003e\n\n\u003cstyle type=\"text\/css\"\u003e.hytool-800-series{--hy:#00b050;--hy-dark:#08743f;--txt:#1f2933;--muted:#5b6470;--line:#d7dce2;--soft:#f6f8f7;font-family:Arial,Helvetica,sans-serif;color:var(--txt);max-width:1200px;margin:0 auto;line-height:1.5;font-size:16px;}\n    .hytool-800-series *{box-sizing:border-box;}\n    .hytool-800-series h2,.hytool-800-series h3{color:var(--hy);margin:0 0 12px;line-height:1.2;font-weight:700;}\n    .hytool-800-series h2{font-size:clamp(24px,3vw,34px);}\n    .hytool-800-series h3{font-size:clamp(18px,2.1vw,24px);margin-top:24px;}\n    .hytool-800-series p{margin:0 0 14px;}\n    .hytool-800-series .hero{border:1px solid var(--line);border-radius:16px;padding:clamp(18px,3vw,34px);background:linear-gradient(135deg,#fff 0%,#fff 58%,var(--soft) 100%);margin-bottom:22px;}\n    .hytool-800-series .badges{display:flex;flex-wrap:wrap;gap:8px;margin-top:14px;}\n    .hytool-800-series .badge{border:1px solid rgba(0,176,80,.35);background:rgba(0,176,80,.08);color:#0f5f35;border-radius:999px;padding:6px 10px;font-size:14px;font-weight:700;}\n    .hytool-800-series .info-box{background:#fff;border:1px solid var(--line);border-radius:14px;padding:18px;margin:0 0 18px;}\n    .hytool-800-series .uses{margin:0 0 14px;padding-left:18px;}\n    .hytool-800-series .uses li{margin:6px 0;}\n    .hytool-800-series .mini-table{width:100%;border-collapse:collapse;font-size:14px;table-layout:auto;margin-top:10px;}\n    .hytool-800-series th,.hytool-800-series td{border:1px solid var(--line);padding:7px 8px;text-align:center;vertical-align:middle;white-space:normal;overflow-wrap:anywhere;word-break:normal;hyphens:auto;}\n    .hytool-800-series thead th{background:var(--hy);color:#fff;font-weight:700;}\n    .hytool-800-series tbody th{background:#eef8f2;color:#194d32;font-weight:700;}\n    .hytool-800-series .graph-wrap{background:#fff;border:1px solid var(--line);border-radius:14px;padding:12px;margin:0 0 20px;text-align:center;}\n    .hytool-800-series .graph-img{width:100%;height:auto;display:block;margin:0 auto;border-radius:10px;}\n    .hytool-800-series .table-wrap{width:100%;overflow-x:auto;-webkit-overflow-scrolling:touch;border:1px solid var(--line);border-radius:14px;background:#fff;margin:10px 0 18px;}\n    .hytool-800-series .data-table{width:100%;border-collapse:collapse;table-layout:fixed;font-size:clamp(8px,.82vw,11.5px);line-height:1.15;}\n    .hytool-800-series .data-table th,.hytool-800-series .data-table td{padding:4px 3px;white-space:normal;overflow-wrap:anywhere;word-break:break-word;hyphens:auto;vertical-align:middle;}\n    .hytool-800-series .data-table thead tr:first-child th{background:var(--hy-dark);color:#fff;}\n    .hytool-800-series .data-table thead tr:nth-child(2) th{background:var(--hy);color:#fff;}\n    .hytool-800-series .data-table tbody tr:nth-child(even) td{background:#fafafa;}\n    .hytool-800-series .data-table .od{background:#eef8f2;color:#194d32;font-weight:700;}\n    .hytool-800-series h4{margin:18px 0 8px;color:var(--hy-dark);font-size:clamp(15px,1.8vw,20px);}\n    .hytool-800-series .note{font-size:13px;color:var(--muted);margin-top:10px;}\n    .hytool-800-series .seo-block{background:#f7fbf8;border-left:5px solid var(--hy);padding:16px 18px;border-radius:10px;margin-top:22px;}\n    .hytool-800-series .meta{font-size:14px;color:var(--muted);}\n    @media(max-width:760px){.hytool-800-series{font-size:15px;}.hytool-800-series .mini-table{font-size:12px;}.hytool-800-series th,.hytool-800-series td{padding:6px 5px;}.hytool-800-series .data-table{font-size:8px;}}\n\u003c\/style\u003e\n\u003csection class=\"hero\"\u003e\n\u003ch2\u003e800 Series Tube Expanders for Heat Exchangers and Condensers\u003c\/h2\u003e\n\n\n\u003cp\u003eThe 800 series is a versatile tube expander series for tube outer diameters from 1\/2\" to 1.1\/2\". It is widely used worldwide for heat exchangers, condensers, coolers, and industrial equipment.\u003c\/p\u003e\n\n\n\u003cp\u003eThe series covers tube inner diameters from 8.4 mm to 36.3 mm. Depending on the version, tube expanders with 38.10 mm long rolls or 57.15 mm long rolls are available.\u003c\/p\u003e\n\n\n\u003cdiv class=\"badges\"\u003e\n\n\u003cspan class=\"badge\"\u003eTube O.D. 1\/2\" to 1.1\/2\"\u003c\/span\u003e \u003cspan class=\"badge\"\u003eTube I.D. 8.4–36.3 mm\u003c\/span\u003e \u003cspan class=\"badge\"\u003efor heat exchangers\u003c\/span\u003e \u003cspan class=\"badge\"\u003eRoll length 1.1\/2\" or 2.1\/4\"\u003c\/span\u003e\n\n\u003c\/div\u003e\n\n\u003c\/section\u003e\n\n\u003csection aria-label=\"Application range and adjustment range 800 Series\" class=\"info-box\"\u003e\n\u003ch3\u003eApplication Range and Adjustment Range\u003c\/h3\u003e\n\n\n\u003cp\u003e\u003cstrong\u003eApplication:\u003c\/strong\u003e Tube expansion on heat exchangers, condensers, coolers, and equipment with tube outer diameters from 1\/2\" to 1.1\/2\".\u003c\/p\u003e\n\n\n\u003cul class=\"uses\"\u003e\n\n\t\u003cli\u003efor tube inner diameters from 8.4 mm (.334\") to 36.3 mm (1.43\")\u003c\/li\u003e\n\n\t\u003cli\u003efor tubes with 1\/2\" to 1.1\/2\" outer diameter\u003c\/li\u003e\n\n\t\u003cli\u003efrequently used standard tool for heat exchangers and condensers\u003c\/li\u003e\n\n\t\u003cli\u003eAdjustment range A to B depending on the roll length used\u003c\/li\u003e\n\n\n\u003c\/ul\u003e\n\n\n\u003ctable aria-label=\"Adjustment range 800 Series\" class=\"mini-table\"\u003e\n\n\t\u003cthead\u003e\n\n\t\t\u003ctr\u003e\n\n\t\t\t\u003cth\u003eRoll length\u003c\/th\u003e\n\n\t\t\t\u003cth\u003eMinimum A\u003c\/th\u003e\n\n\t\t\t\u003cth\u003eMaximum B\u003c\/th\u003e\n\n\t\t\u003c\/tr\u003e\n\n\t\u003c\/thead\u003e\n\n\t\u003ctbody\u003e\n\n\t\t\u003ctr\u003e\n\n\t\t\t\u003cth\u003e38.10 mm\u003cbr\u003e\n\t\t\t1.1\/2\"\u003c\/th\u003e\n\n\t\t\t\u003ctd\u003e12.7 mm\u003cbr\u003e\n\t\t\t1\/2\"\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e38.1 mm\u003cbr\u003e\n\t\t\t1.1\/2\"\u003c\/td\u003e\n\n\t\t\u003c\/tr\u003e\n\n\t\t\u003ctr\u003e\n\n\t\t\t\u003cth\u003e57.15 mm\u003cbr\u003e\n\t\t\t2.1\/4\"\u003c\/th\u003e\n\n\t\t\t\u003ctd\u003e31.7 mm\u003cbr\u003e\n\t\t\t1.1\/4\"\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e57.1 mm\u003cbr\u003e\n\t\t\t2.1\/4\"\u003c\/td\u003e\n\n\t\t\u003c\/tr\u003e\n\n\t\u003c\/tbody\u003e\n\n\n\u003c\/table\u003e\n\n\u003c\/section\u003e\n\n\u003csection aria-label=\"800 Series graphic adjustment range A and B\" class=\"graph-wrap\"\u003e\u003cimg alt=\"800 Series tube expander: adjustment range A and B\" class=\"graph-img\" loading=\"lazy\" src=\"data:image\/webp;base64,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\"\u003e\u003c\/section\u003e\n\n\u003csection\u003e\n\u003ch3\u003e800 Series Technical Table\u003c\/h3\u003e\n\n\n\u003cp\u003eThe tables show the assignment by tube outer diameter, tube wall thickness, tube inner diameter, minimum I.D., maximum tool expansion, and tool, mandrel, and roll set numbers.\u003c\/p\u003e\n\n\n\u003ch4\u003e800 Series Table Part 1 – 1\/2\" to 7\/8\" Tube Outer Diameter\u003c\/h4\u003e\n\n\n\u003cdiv class=\"table-wrap\"\u003e\n\n\u003ctable aria-label='800 Series Table Part 1 – 1\/2\" to 7\/8\" Tube Outer Diameter' class=\"data-table\"\u003e\n\n\t\u003cthead\u003e\n\n\t\t\u003ctr\u003e\n\n\t\t\t\u003cth rowspan=\"2\"\u003eTube O.D.\u003c\/th\u003e\n\n\t\t\t\u003cth rowspan=\"2\"\u003eBWG\u003c\/th\u003e\n\n\t\t\t\u003cth colspan=\"2\"\u003eTube Wall\u003c\/th\u003e\n\n\t\t\t\u003cth colspan=\"2\"\u003eTube I.D.\u003c\/th\u003e\n\n\t\t\t\u003cth colspan=\"2\"\u003eMin. I.D.\u003cbr\u003e\n\t\t\tTool enters\u003c\/th\u003e\n\n\t\t\t\u003cth colspan=\"2\"\u003eMax. Expansion\u003c\/th\u003e\n\n\t\t\t\u003cth colspan=\"3\"\u003eExpander 38.10 mm\u003cbr\u003e\n\t\t\t1.1\/2\" long rolls\u003c\/th\u003e\n\n\t\t\t\u003cth colspan=\"3\"\u003eExpander 57.15 mm\u003cbr\u003e\n\t\t\t2.1\/4\" long rolls\u003c\/th\u003e\n\n\t\t\u003c\/tr\u003e\n\n\t\t\u003ctr\u003e\n\n\t\t\t\u003cth\u003emm\u003c\/th\u003e\n\n\t\t\t\u003cth\u003einch\u003c\/th\u003e\n\n\t\t\t\u003cth\u003emm\u003c\/th\u003e\n\n\t\t\t\u003cth\u003einch\u003c\/th\u003e\n\n\t\t\t\u003cth\u003emm\u003c\/th\u003e\n\n\t\t\t\u003cth\u003einch\u003c\/th\u003e\n\n\t\t\t\u003cth\u003emm\u003c\/th\u003e\n\n\t\t\t\u003cth\u003einch\u003c\/th\u003e\n\n\t\t\t\u003cth\u003eTool No.\u003c\/th\u003e\n\n\t\t\t\u003cth\u003eMandrel\u003c\/th\u003e\n\n\t\t\t\u003cth\u003eRolls\u003c\/th\u003e\n\n\t\t\t\u003cth\u003eTool No.\u003c\/th\u003e\n\n\t\t\t\u003cth\u003eMandrel\u003c\/th\u003e\n\n\t\t\t\u003cth\u003eRolls\u003c\/th\u003e\n\n\t\t\u003c\/tr\u003e\n\n\t\u003c\/thead\u003e\n\n\t\u003ctbody\u003e\n\n\t\t\u003ctr\u003e\n\n\t\t\t\u003cth class=\"od\" rowspan=\"6\"\u003e1\/2 (12.70 mm)\u003c\/th\u003e\n\n\t\t\t\u003ctd\u003e14\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e2.10\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e.083\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e8.4\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e.334\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e8.2\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e.324\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e9.5\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e.374\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e797\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e797\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e797\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e-\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e-\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e-\u003c\/td\u003e\n\n\t\t\u003c\/tr\u003e\n\n\t\t\u003ctr\u003e\n\n\t\t\t\u003ctd\u003e15\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e1.82\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e.072\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e9.0\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e.356\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e8.8\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e.348\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e10.1\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e.398\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e799\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e799\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eR-1\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e-\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e-\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e-\u003c\/td\u003e\n\n\t\t\u003c\/tr\u003e\n\n\t\t\u003ctr\u003e\n\n\t\t\t\u003ctd\u003e16\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e1.65\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e.065\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e9.4\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e.370\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e9.1\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e.360\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e10.4\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e.410\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e801\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eM-1\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eR-1\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e-\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e-\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e-\u003c\/td\u003e\n\n\t\t\u003c\/tr\u003e\n\n\t\t\u003ctr\u003e\n\n\t\t\t\u003ctd\u003e17\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e1.47\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e.058\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e9.7\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e.384\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e9.5\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e.374\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e10.7\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e.424\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e803\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eM-1\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eR-2\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e-\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e-\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e-\u003c\/td\u003e\n\n\t\t\u003c\/tr\u003e\n\n\t\t\u003ctr\u003e\n\n\t\t\t\u003ctd\u003e18\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e1.24\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e.049\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e10.2\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e.402\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e9.9\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e.392\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e11.3\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e.447\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e805\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eM-2\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eR-3\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e-\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e-\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e-\u003c\/td\u003e\n\n\t\t\u003c\/tr\u003e\n\n\t\t\u003ctr\u003e\n\n\t\t\t\u003ctd\u003e20\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e0.88\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e.035\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e10.9\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e.430\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e10.3\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e.406\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e11.7\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e.461\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e805\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eM-3\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eR-3\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e-\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e-\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e-\u003c\/td\u003e\n\n\t\t\u003c\/tr\u003e\n\n\t\t\u003ctr\u003e\n\n\t\t\t\u003cth 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class=\"od\" rowspan=\"9\"\u003e7\/8 (22.22 mm)\u003c\/th\u003e\n\n\t\t\t\u003ctd\u003e10\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e3.40\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e.134\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e15.4\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e.607\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e15.1\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e.596\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e16.7\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e.661\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e825\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eM-8\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eR-10\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e826\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eM-8\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eR-10-A\u003c\/td\u003e\n\n\t\t\u003c\/tr\u003e\n\n\t\t\u003ctr\u003e\n\n\t\t\t\u003ctd\u003e11\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e3.04\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e.120\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e16.1\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e.635\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e15.7\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e.619\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e17.7\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e.699\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e829\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eM-9\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eR-11\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e830\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eM-9\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eR-11-A\u003c\/td\u003e\n\n\t\t\u003c\/tr\u003e\n\n\t\t\u003ctr\u003e\n\n\t\t\t\u003ctd\u003e12\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e2.76\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e.109\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e16.6\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e.657\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e16.3\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e.642\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e18.3\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e.722\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e831\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eM-9\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eR-12\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e832\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eM-9\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eR-12-A\u003c\/td\u003e\n\n\t\t\u003c\/tr\u003e\n\n\t\t\u003ctr\u003e\n\n\t\t\t\u003ctd\u003e13\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e2.41\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e.095\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e17.4\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e.685\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e17.0\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e.670\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e19.0\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e.750\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e833\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eM-10\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eR-13\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e834\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eM-10\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eR-13-A\u003c\/td\u003e\n\n\t\t\u003c\/tr\u003e\n\n\t\t\u003ctr\u003e\n\n\t\t\t\u003ctd\u003e14\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e2.10\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e.083\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e18.0\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e.709\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e17.4\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e.685\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e19.6\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e.774\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e835\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eM-11\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eR-14\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e836\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eM-11\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eR-14-A\u003c\/td\u003e\n\n\t\t\u003c\/tr\u003e\n\n\t\t\u003ctr\u003e\n\n\t\t\t\u003ctd\u003e15\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e1.82\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e.072\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e18.5\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e.731\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e18.0\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e.712\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e20.3\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e.801\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e837\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eM-11\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eR-15\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e838\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eM-11\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eR-15-A\u003c\/td\u003e\n\n\t\t\u003c\/tr\u003e\n\n\t\t\u003ctr\u003e\n\n\t\t\t\u003ctd\u003e16\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e1.65\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e.065\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e18.9\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e.745\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e18.4\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e.726\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e20.7\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e.815\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e839\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eM-12\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eR-15\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e840\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eM-12\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eR-15-A\u003c\/td\u003e\n\n\t\t\u003c\/tr\u003e\n\n\t\t\u003ctr\u003e\n\n\t\t\t\u003ctd\u003e17\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e1.47\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e.058\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e19.2\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e.759\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e18.8\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e.740\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e21.0\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e.829\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e843\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eM-12\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eR-16\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e844\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eM-12\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eR-16-A\u003c\/td\u003e\n\n\t\t\u003c\/tr\u003e\n\n\t\t\u003ctr\u003e\n\n\t\t\t\u003ctd\u003e18\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e1.24\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e.049\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e19.7\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e.777\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e18.8\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e.740\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e21.0\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e.829\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e843\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eM-12\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eR-16\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e844\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eM-12\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eR-16-A\u003c\/td\u003e\n\n\t\t\u003c\/tr\u003e\n\n\t\u003c\/tbody\u003e\n\n\n\u003c\/table\u003e\n\n\n\u003c\/div\u003e\n\n\n\u003ch4\u003e800 Series Table Part 2 – 1\" to 1.1\/2\" Tube Outer Diameter\u003c\/h4\u003e\n\n\n\u003cdiv class=\"table-wrap\"\u003e\n\n\u003ctable aria-label='800 Series Table Part 2 – 1\" to 1.1\/2\" Tube O.D.' class=\"data-table\"\u003e\n\n\t\u003cthead\u003e\n\n\t\t\u003ctr\u003e\n\n\t\t\t\u003cth rowspan=\"2\"\u003eTube O.D.\u003c\/th\u003e\n\n\t\t\t\u003cth rowspan=\"2\"\u003eBWG\u003c\/th\u003e\n\n\t\t\t\u003cth colspan=\"2\"\u003eTube Wall\u003c\/th\u003e\n\n\t\t\t\u003cth colspan=\"2\"\u003eTube I.D.\u003c\/th\u003e\n\n\t\t\t\u003cth colspan=\"2\"\u003eMin. I.D.\u003cbr\u003e\n\t\t\tTool Enters\u003c\/th\u003e\n\n\t\t\t\u003cth colspan=\"2\"\u003eMax. Expansion\u003c\/th\u003e\n\n\t\t\t\u003cth colspan=\"3\"\u003eExpander 38.10 mm\u003cbr\u003e\n\t\t\t1.1\/2\" Long Rolls\u003c\/th\u003e\n\n\t\t\t\u003cth colspan=\"3\"\u003eExpander 57.15 mm\u003cbr\u003e\n\t\t\t2.1\/4\" Long Rolls\u003c\/th\u003e\n\n\t\t\u003c\/tr\u003e\n\n\t\t\u003ctr\u003e\n\n\t\t\t\u003cth\u003emm\u003c\/th\u003e\n\n\t\t\t\u003cth\u003einch\u003c\/th\u003e\n\n\t\t\t\u003cth\u003emm\u003c\/th\u003e\n\n\t\t\t\u003cth\u003einch\u003c\/th\u003e\n\n\t\t\t\u003cth\u003emm\u003c\/th\u003e\n\n\t\t\t\u003cth\u003einch\u003c\/th\u003e\n\n\t\t\t\u003cth\u003emm\u003c\/th\u003e\n\n\t\t\t\u003cth\u003einch\u003c\/th\u003e\n\n\t\t\t\u003cth\u003eTool No.\u003c\/th\u003e\n\n\t\t\t\u003cth\u003eMandrel\u003c\/th\u003e\n\n\t\t\t\u003cth\u003eRolls\u003c\/th\u003e\n\n\t\t\t\u003cth\u003eTool No.\u003c\/th\u003e\n\n\t\t\t\u003cth\u003eMandrel\u003c\/th\u003e\n\n\t\t\t\u003cth\u003eRolls\u003c\/th\u003e\n\n\t\t\u003c\/tr\u003e\n\n\t\u003c\/thead\u003e\n\n\t\u003ctbody\u003e\n\n\t\t\u003ctr\u003e\n\n\t\t\t\u003cth class=\"od\" rowspan=\"13\"\u003e1 (25.40 mm)\u003c\/th\u003e\n\n\t\t\t\u003ctd\u003e8\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e4.19\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e.165\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e17.0\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e.670\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e16.6\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e.655\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e18.6\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e.735\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e841\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eM-9\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eR-13\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e842\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eM-9\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eR-13-A\u003c\/td\u003e\n\n\t\t\u003c\/tr\u003e\n\n\t\t\u003ctr\u003e\n\n\t\t\t\u003ctd\u003e9\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e3.75\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e.148\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e17.8\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e.704\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e17.4\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e.685\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e19.6\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e.774\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e835\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eM-11\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eR-14\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e836\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eM-11\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eR-14-A\u003c\/td\u003e\n\n\t\t\u003c\/tr\u003e\n\n\t\t\u003ctr\u003e\n\n\t\t\t\u003ctd\u003e10\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e3.40\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e.134\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e18.5\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e.732\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e18.0\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e.712\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e20.3\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e.801\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e837\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eM-11\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eR-15\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e838\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eM-11\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eR-15-A\u003c\/td\u003e\n\n\t\t\u003c\/tr\u003e\n\n\t\t\u003ctr\u003e\n\n\t\t\t\u003ctd\u003e11\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e3.04\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e.120\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e19.3\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e.760\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e18.8\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e.740\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e21.0\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e.829\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e843\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eM-12\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eR-16\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e844\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eM-12\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eR-16-A\u003c\/td\u003e\n\n\t\t\u003c\/tr\u003e\n\n\t\t\u003ctr\u003e\n\n\t\t\t\u003ctd\u003e12\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e2.76\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e.109\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e19.8\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e.782\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e19.3\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e.763\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e21.6\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e.852\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e845\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eM-12\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eR-17\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e846\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eM-12\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eR-17-A\u003c\/td\u003e\n\n\t\t\u003c\/tr\u003e\n\n\t\t\u003ctr\u003e\n\n\t\t\t\u003ctd\u003e13\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e2.41\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e.095\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e20.5\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e.810\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e20.0\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e.791\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e22.3\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e.880\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e847\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eM-13\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eR-18\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e848\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eM-13\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eR-18-A\u003c\/td\u003e\n\n\t\t\u003c\/tr\u003e\n\n\t\t\u003ctr\u003e\n\n\t\t\t\u003ctd\u003e14\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e2.10\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e.083\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e21.1\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e.834\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e20.5\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e.810\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e23.0\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e.909\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e849\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eM-13\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eR-18\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e850\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eM-13\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eR-18-A\u003c\/td\u003e\n\n\t\t\u003c\/tr\u003e\n\n\t\t\u003ctr\u003e\n\n\t\t\t\u003ctd\u003e15\u003c\/td\u003e\n\n\t\t\t\u003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td\u003e\n\n\t\t\t\u003ctd\u003e1.82\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e.072\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e31.2\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e1.231\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e30.6\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e1.206\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e33.5\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e1.321\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e887\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eM-20\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eR-35\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e888\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eM-20\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eR-35-A\u003c\/td\u003e\n\n\t\t\u003c\/tr\u003e\n\n\t\t\u003ctr\u003e\n\n\t\t\t\u003ctd\u003e16\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e1.65\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e.065\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e31.6\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e1.245\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e30.6\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e1.206\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e33.5\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e1.321\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e887\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eM-20\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eR-35\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e888\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eM-20\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eR-35-A\u003c\/td\u003e\n\n\t\t\u003c\/tr\u003e\n\n\t\t\u003ctr\u003e\n\n\t\t\t\u003cth class=\"od\" rowspan=\"13\"\u003e1.1\/2 (38.10 mm)\u003c\/th\u003e\n\n\t\t\t\u003ctd\u003e8\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e4.19\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e.165\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e29.7\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e1.170\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e29.0\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e1.145\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e32.0\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e1.260\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e889\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eM-19\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eR-34\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e890\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eM-19\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eR-34-A\u003c\/td\u003e\n\n\t\t\u003c\/tr\u003e\n\n\t\t\u003ctr\u003e\n\n\t\t\t\u003ctd\u003e9\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e3.75\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e.148\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e30.5\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e1.204\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e29.9\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e1.177\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e32.8\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e1.294\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e885\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eM-20\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eR-34\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e886\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eM-20\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eR-34-A\u003c\/td\u003e\n\n\t\t\u003c\/tr\u003e\n\n\t\t\u003ctr\u003e\n\n\t\t\t\u003ctd\u003e10\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e3.40\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e.134\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e31.2\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e1.232\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e30.6\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e1.206\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e33.5\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e1.321\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e887\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eM-20\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eR-35\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e888\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eM-20\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eR-35-A\u003c\/td\u003e\n\n\t\t\u003c\/tr\u003e\n\n\t\t\u003ctr\u003e\n\n\t\t\t\u003ctd\u003e11\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e3.04\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e.120\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e32.0\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e1.260\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e31.3\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e1.233\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e34.2\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e1.350\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e891\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eM-20\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eR-36\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e892\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eM-20\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eR-36-A\u003c\/td\u003e\n\n\t\t\u003c\/tr\u003e\n\n\t\t\u003ctr\u003e\n\n\t\t\t\u003ctd\u003e12\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e2.76\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e.109\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e32.5\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e1.282\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e31.9\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e1.257\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e34.8\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e1.372\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e893\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eM-20\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eR-37\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e894\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eM-20\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eR-37-A\u003c\/td\u003e\n\n\t\t\u003c\/tr\u003e\n\n\t\t\u003ctr\u003e\n\n\t\t\t\u003ctd\u003e13\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e2.41\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e.095\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e33.2\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e1.310\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e32.6\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e1.285\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e35.5\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e1.400\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e895\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eM-21\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eR-37\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e896\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eM-21\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eR-37-A\u003c\/td\u003e\n\n\t\t\u003c\/tr\u003e\n\n\t\t\u003ctr\u003e\n\n\t\t\t\u003ctd\u003e14\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e2.10\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e.083\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e33.8\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e1.334\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e33.2\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e1.309\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e36.1\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e1.421\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e897\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eM-21\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eR-38\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e898\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eM-21\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eR-38-A\u003c\/td\u003e\n\n\t\t\u003c\/tr\u003e\n\n\t\t\u003ctr\u003e\n\n\t\t\t\u003ctd\u003e15\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e1.82\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e.072\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e34.4\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e1.356\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e33.8\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e1.331\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e36.7\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e1.446\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e897\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eM-21\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eR-38\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e898\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eM-21\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eR-38-A\u003c\/td\u003e\n\n\t\t\u003c\/tr\u003e\n\n\t\t\u003ctr\u003e\n\n\t\t\t\u003ctd\u003e16\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e1.65\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e.065\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e34.8\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e1.370\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e33.8\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e1.331\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e36.7\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e1.446\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e897\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eM-21\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eR-38\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e898\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eM-21\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eR-38-A\u003c\/td\u003e\n\n\t\t\u003c\/tr\u003e\n\n\t\t\u003ctr\u003e\n\n\t\t\t\u003ctd\u003e17\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e1.47\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e.058\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e35.1\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e1.384\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e33.8\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e1.331\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e37.3\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e1.472\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e899\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eM-22\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eR-38\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e900\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eM-22\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eR-38-A\u003c\/td\u003e\n\n\t\t\u003c\/tr\u003e\n\n\t\t\u003ctr\u003e\n\n\t\t\t\u003ctd\u003e18\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e1.24\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e.049\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e35.6\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e1.402\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e33.8\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e1.331\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e37.3\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e1.472\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e899\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eM-22\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eR-38\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e900\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eM-22\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eR-38-A\u003c\/td\u003e\n\n\t\t\u003c\/tr\u003e\n\n\t\t\u003ctr\u003e\n\n\t\t\t\u003ctd\u003e19\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e1.06\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e.042\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e35.9\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e1.416\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e33.8\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e1.331\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e37.3\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e1.472\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e899\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eM-22\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eR-38\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e900\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eM-22\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eR-38-A\u003c\/td\u003e\n\n\t\t\u003c\/tr\u003e\n\n\t\t\u003ctr\u003e\n\n\t\t\t\u003ctd\u003e20\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e0.88\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e.035\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e36.3\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e1.430\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e33.8\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e1.331\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e37.3\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e1.472\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e899\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eM-22\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eR-38\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e900\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eM-22\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eR-38-A\u003c\/td\u003e\n\n\t\t\u003c\/tr\u003e\n\n\t\u003c\/tbody\u003e\n\n\n\u003c\/table\u003e\n\n\n\u003c\/div\u003e\n\n\n\u003cp class=\"note\"\u003e\u003cstrong\u003eNote:\u003c\/strong\u003e Models 797–856 are supplied with a 3\/8\" square mandrel. Models 857–900 are supplied with a 1\/2\" square mandrel.\u003c\/p\u003e\n\n\u003c\/section\u003e\n\n\u003csection class=\"seo-block\"\u003e\n\u003ch3\u003eBrief description\u003c\/h3\u003e\n\n\n\u003cp\u003eThe 800 Series Tube Expanders are a standard series for heat exchangers, condensers and industrial apparatus with tube outer diameters from 1\/2\" to 1.1\/2\". They are suitable for controlled tube expansion for maintenance, repair, and manufacturing.\u003c\/p\u003e\n\n\u003c\/section\u003e\n\n\u003c\/div\u003e\n","brand":"Powermaster","offers":[{"title":"Default Title","offer_id":56761799639366,"sku":"800 Serie","price":0.0,"currency_code":"EUR","in_stock":true}],"thumbnail_url":"\/\/cdn.shopify.com\/s\/files\/1\/0947\/6456\/4806\/files\/800-seriepng-60600.png?v=1781168486"},{"product_id":"al-serie","title":"Pipe Expander AL Series","description":"\u003cdiv class=\"hytool-al-series\" lang=\"en\"\u003e\n\n\u003cstyle type=\"text\/css\"\u003e.hytool-al-series{--hy:#00b050;--hy-dark:#08743f;--txt:#1f2933;--muted:#5b6470;--line:#d7dce2;--soft:#f6f8f7;font-family:Arial,Helvetica,sans-serif;color:var(--txt);max-width:1200px;margin:0 auto;line-height:1.5;font-size:16px;}\n    .hytool-al-series *{box-sizing:border-box;}\n    .hytool-al-series h2,.hytool-al-series h3{color:var(--hy);margin:0 0 12px;line-height:1.2;font-weight:700;}\n    .hytool-al-series h2{font-size:clamp(24px,3vw,34px);}\n    .hytool-al-series h3{font-size:clamp(18px,2.1vw,24px);margin-top:24px;}\n    .hytool-al-series p{margin:0 0 14px;}\n    .hytool-al-series .hero{border:1px solid var(--line);border-radius:16px;padding:clamp(18px,3vw,34px);background:linear-gradient(135deg,#fff 0%,#fff 58%,var(--soft) 100%);margin-bottom:22px;}\n    .hytool-al-series .badges{display:flex;flex-wrap:wrap;gap:8px;margin-top:14px;}\n    .hytool-al-series .badge{border:1px solid rgba(0,176,80,.35);background:rgba(0,176,80,.08);color:#0f5f35;border-radius:999px;padding:6px 10px;font-size:14px;font-weight:700;}\n    .hytool-al-series .info-box{background:#fff;border:1px solid var(--line);border-radius:14px;padding:18px;margin:0 0 18px;}\n    .hytool-al-series .uses{margin:0 0 14px;padding-left:18px;}\n    .hytool-al-series .uses li{margin:6px 0;}\n    .hytool-al-series .mini-table{width:100%;border-collapse:collapse;font-size:14px;table-layout:auto;margin-top:10px;}\n    .hytool-al-series th,.hytool-al-series td{border:1px solid var(--line);padding:7px 8px;text-align:center;vertical-align:middle;white-space:normal;overflow-wrap:anywhere;word-break:normal;hyphens:auto;}\n    .hytool-al-series thead th{background:var(--hy);color:#fff;font-weight:700;}\n    .hytool-al-series tbody th{background:#eef8f2;color:#194d32;font-weight:700;}\n    .hytool-al-series .graph-wrap{background:#fff;border:1px solid var(--line);border-radius:14px;padding:12px;margin:0 0 20px;text-align:center;}\n    .hytool-al-series .graph-img{width:100%;max-width:760px;height:auto;display:block;margin:0 auto;border-radius:10px;}\n    .hytool-al-series .table-wrap{width:100%;overflow-x:auto;-webkit-overflow-scrolling:touch;border:1px solid var(--line);border-radius:14px;background:#fff;margin-top:10px;}\n    .hytool-al-series .data-table{width:100%;min-width:880px;border-collapse:collapse;font-size:clamp(11px,1.1vw,13px);table-layout:auto;}\n    .hytool-al-series .data-table th,.hytool-al-series .data-table td{padding:5px 6px;line-height:1.22;}\n    .hytool-al-series .data-table thead tr:first-child th{background:var(--hy-dark);color:#fff;}\n    .hytool-al-series .data-table thead tr:nth-child(2) th{background:var(--hy);color:#fff;}\n    .hytool-al-series .data-table tbody tr:nth-child(even) td{background:#fafafa;}\n    .hytool-al-series .note{font-size:13px;color:var(--muted);margin-top:10px;}\n    .hytool-al-series .seo-block{background:#f7fbf8;border-left:5px solid var(--hy);padding:16px 18px;border-radius:10px;margin-top:22px;}\n    .hytool-al-series .meta{font-size:14px;color:var(--muted);}\n    @media(max-width:760px){.hytool-al-series{font-size:15px;}.hytool-al-series .mini-table{font-size:12px;}.hytool-al-series th,.hytool-al-series td{padding:6px 5px;}}\n\u003c\/style\u003e\n\u003csection class=\"hero\"\u003e\n\u003ch2\u003eAL Series, Flaring Mandrels for Soft Tube Ends\u003c\/h2\u003e\n\n\n\u003cp\u003eThe AL series is used to controllably flare the ends of soft tubes. This allows a tube of the same size to be inserted into the flared section and then soldered for a tight connection.\u003c\/p\u003e\n\n\n\u003cp\u003eThe flaring mandrels are designed for slip-fit and soldered connections and cover tube outer diameters from 5\/16\" to 1.5\/8\". They are suitable for repair, manufacturing, and maintenance on coolers, heat exchangers, pipelines, and apparatus with soft tubes.\u003c\/p\u003e\n\n\n\u003cdiv class=\"badges\"\u003e\n\n\u003cspan class=\"badge\"\u003eTube O.D. 5\/16\" to 1.5\/8\"\u003c\/span\u003e \u003cspan class=\"badge\"\u003efor soft tube ends\u003c\/span\u003e \u003cspan class=\"badge\"\u003eSlip-Fit and Soldering\u003c\/span\u003e \u003cspan class=\"badge\"\u003eSpecial sizes on request\u003c\/span\u003e\n\n\u003c\/div\u003e\n\n\u003c\/section\u003e\n\n\u003csection aria-label=\"Application Range and Adjustment Range AL Series\" class=\"info-box\"\u003e\n\u003ch3\u003eApplication Range and Adjustment Range\u003c\/h3\u003e\n\n\n\u003cp\u003e\u003cstrong\u003eApplication:\u003c\/strong\u003e Flaring soft tube ends so that a tube of the same size can be inserted and then soldered.\u003c\/p\u003e\n\n\n\u003cul class=\"uses\"\u003e\n\n\t\u003cli\u003efor soft tubes with tube outer diameter 5\/16\" to 1.5\/8\"\u003c\/li\u003e\n\n\t\u003cli\u003edesigned for approx. 0.015\" clearance for slip-fit and soldered connections\u003c\/li\u003e\n\n\t\u003cli\u003eaverage flaring depth 3\/4\"\u003c\/li\u003e\n\n\t\u003cli\u003especial sizes and special shanks on request\u003c\/li\u003e\n\n\n\u003c\/ul\u003e\n\n\n\u003ctable aria-label=\"Quick Overview AL Series\" class=\"mini-table\"\u003e\n\n\t\u003cthead\u003e\n\n\t\t\u003ctr\u003e\n\n\t\t\t\u003cth\u003eSeries\u003c\/th\u003e\n\n\t\t\t\u003cth\u003eTube Outer Diameter\u003c\/th\u003e\n\n\t\t\t\u003cth\u003eApplication\u003c\/th\u003e\n\n\t\t\t\u003cth\u003eDesign\u003c\/th\u003e\n\n\t\t\u003c\/tr\u003e\n\n\t\u003c\/thead\u003e\n\n\t\u003ctbody\u003e\n\n\t\t\u003ctr\u003e\n\n\t\t\t\u003cth\u003eAL Series\u003c\/th\u003e\n\n\t\t\t\u003ctd\u003e5\/16\" to 1.5\/8\"\u003cbr\u003e\n\t\t\t7.93–41.27 mm\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eFlaring tube ends\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eround mandrel\u003c\/td\u003e\n\n\t\t\u003c\/tr\u003e\n\n\t\u003c\/tbody\u003e\n\n\n\u003c\/table\u003e\n\n\u003c\/section\u003e\n\n\u003csection aria-label=\"AL Series Flaring Mandrel\" class=\"graph-wrap\"\u003e\u003cimg alt=\"1300 Series Tube Expander: Adjustment range A and B for thick tube sheets\" class=\"graph-img\" loading=\"lazy\" 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\"\u003e\u003c\/section\u003e\n\n\u003csection\u003e\n\u003ch3\u003eTechnical Data of the AL Series\u003c\/h3\u003e\n\n\n\u003cdiv class=\"table-wrap\"\u003e\n\n\u003ctable aria-label=\"Technical Data AL Series Flaring Mandrels\" class=\"data-table\"\u003e\n\n\t\u003cthead\u003e\n\n\t\t\u003ctr\u003e\n\n\t\t\t\u003cth colspan=\"2\"\u003eTube O.D.\u003c\/th\u003e\n\n\t\t\t\u003cth rowspan=\"2\"\u003eExpander No.\u003c\/th\u003e\n\n\t\t\t\u003cth rowspan=\"2\"\u003eRoll Set No.\u003c\/th\u003e\n\n\t\t\t\u003cth colspan=\"2\"\u003eA\u003c\/th\u003e\n\n\t\t\t\u003cth colspan=\"2\"\u003eB\u003c\/th\u003e\n\n\t\t\t\u003cth colspan=\"2\"\u003eC\u003c\/th\u003e\n\n\t\t\u003c\/tr\u003e\n\n\t\t\u003ctr\u003e\n\n\t\t\t\u003cth\u003emm\u003c\/th\u003e\n\n\t\t\t\u003cth\u003einch\u003c\/th\u003e\n\n\t\t\t\u003cth\u003emm\u003c\/th\u003e\n\n\t\t\t\u003cth\u003einch\u003c\/th\u003e\n\n\t\t\t\u003cth\u003emm\u003c\/th\u003e\n\n\t\t\t\u003cth\u003einch\u003c\/th\u003e\n\n\t\t\t\u003cth\u003emm\u003c\/th\u003e\n\n\t\t\t\u003cth\u003einch\u003c\/th\u003e\n\n\t\t\u003c\/tr\u003e\n\n\t\u003c\/thead\u003e\n\n\t\u003ctbody\u003e\n\n\t\t\u003ctr\u003e\n\n\t\t\t\u003ctd\u003e7.93\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e5\/16\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eAL-312\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eALR-312\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e8.38\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e0.33\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e15.87\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e5\/8\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e6.35\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e1\/4\u003c\/td\u003e\n\n\t\t\u003c\/tr\u003e\n\n\t\t\u003ctr\u003e\n\n\t\t\t\u003ctd\u003e9.53\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e3\/8\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eAL-375\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eALR-375\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e9.90\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e0.39\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e15.87\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e5\/8\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e6.35\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e1\/4\u003c\/td\u003e\n\n\t\t\u003c\/tr\u003e\n\n\t\t\u003ctr\u003e\n\n\t\t\t\u003ctd\u003e11.11\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e7\/16\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eAL-407\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eALR-407\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e11.43\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e0.45\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e15.87\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e5\/8\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e7.93\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e5\/16\u003c\/td\u003e\n\n\t\t\u003c\/tr\u003e\n\n\t\t\u003ctr\u003e\n\n\t\t\t\u003ctd\u003e12.70\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e1\/2\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eAL-500\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eALR-500\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e13.20\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e0.52\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e15.87\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e5\/8\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e7.93\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e5\/16\u003c\/td\u003e\n\n\t\t\u003c\/tr\u003e\n\n\t\t\u003ctr\u003e\n\n\t\t\t\u003ctd\u003e14.28\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e9\/16\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eAL-562\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eALR-562\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e14.73\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e0.58\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e19.05\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e3\/4\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e7.93\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e5\/16\u003c\/td\u003e\n\n\t\t\u003c\/tr\u003e\n\n\t\t\u003ctr\u003e\n\n\t\t\t\u003ctd\u003e15.87\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e5\/8\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eAL-625\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eALR-625\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e16.25\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e0.64\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e19.05\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e3\/4\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e7.93\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e5\/16\u003c\/td\u003e\n\n\t\t\u003c\/tr\u003e\n\n\t\t\u003ctr\u003e\n\n\t\t\t\u003ctd\u003e19.05\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e3\/4\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eAL-750\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eALR-750\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e19.55\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e0.77\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e19.05\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e3\/4\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e9.52\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e3\/8\u003c\/td\u003e\n\n\t\t\u003c\/tr\u003e\n\n\t\t\u003ctr\u003e\n\n\t\t\t\u003ctd\u003e22.22\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e7\/8\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eAL-875\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eALR-875\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e22.60\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e0.89\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e19.05\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e3\/4\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e9.52\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e3\/8\u003c\/td\u003e\n\n\t\t\u003c\/tr\u003e\n\n\t\t\u003ctr\u003e\n\n\t\t\t\u003ctd\u003e25.40\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e1\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eAL-1000\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eALR-1000\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e25.65\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e1.01\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e25.40\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e1\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e9.52\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e3\/8\u003c\/td\u003e\n\n\t\t\u003c\/tr\u003e\n\n\t\t\u003ctr\u003e\n\n\t\t\t\u003ctd\u003e28.57\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e1.1\/8\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eAL-1125\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eALR-1125\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e28.95\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e1.14\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e25.40\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e1\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e12.70\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e1\/2\u003c\/td\u003e\n\n\t\t\u003c\/tr\u003e\n\n\t\t\u003ctr\u003e\n\n\t\t\t\u003ctd\u003e31.75\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e1.1\/4\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eAL-1250\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eALR-1250\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e32.25\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e1.27\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e25.40\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e1\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e12.70\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e1\/2\u003c\/td\u003e\n\n\t\t\u003c\/tr\u003e\n\n\t\t\u003ctr\u003e\n\n\t\t\t\u003ctd\u003e34.92\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e1.3\/8\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eAL-1375\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eALR-1375\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e35.30\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e1.39\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e25.40\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e1\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e12.70\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e1\/2\u003c\/td\u003e\n\n\t\t\u003c\/tr\u003e\n\n\t\t\u003ctr\u003e\n\n\t\t\t\u003ctd\u003e38.10\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e1.1\/2\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eAL-1500\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eALR-1500\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e38.60\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e1.52\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e25.40\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e1\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e12.70\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e1\/2\u003c\/td\u003e\n\n\t\t\u003c\/tr\u003e\n\n\t\t\u003ctr\u003e\n\n\t\t\t\u003ctd\u003e41.27\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e1.5\/8\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eAL-1625\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eALR-1625\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e41.65\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e1.64\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e25.40\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e1\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e14.28\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e9\/16\u003c\/td\u003e\n\n\t\t\u003c\/tr\u003e\n\n\t\u003c\/tbody\u003e\n\n\n\u003c\/table\u003e\n\n\n\u003c\/div\u003e\n\n\n\u003cp class=\"note\"\u003e \u003c\/p\u003e\n\n\u003c\/section\u003e\n\n\u003csection class=\"seo-block\"\u003e\n\u003ch3\u003eBrief description\u003c\/h3\u003e\n\n\n\u003cp\u003eThe AL Series flaring mandrels are designed for controlled flaring of soft tube ends. They allow slip-fit and soldered connections for tube outer diameters from 5\/16\" to 1.5\/8\" and are suitable for cooler construction, heat exchangers, maintenance, and tube repair.\u003c\/p\u003e\n\n\u003c\/section\u003e\n\n\u003c\/div\u003e\n","brand":"Powermaster","offers":[{"title":"Default Title","offer_id":56761865371974,"sku":"AL Serie","price":0.0,"currency_code":"EUR","in_stock":true}],"thumbnail_url":"\/\/cdn.shopify.com\/s\/files\/1\/0947\/6456\/4806\/files\/al-seriepng-60588.png?v=1781168997"},{"product_id":"800-5-serie","title":"Tube Expander 800-5 Series","description":"\u003cdiv class=\"hytool-8005-series\" lang=\"en\"\u003e\n\n\u003cstyle type=\"text\/css\"\u003e.hytool-8005-series{--hy:#00b050;--hy-dark:#08743f;--txt:#1f2933;--muted:#5b6470;--line:#d7dce2;--soft:#f6f8f7;font-family:Arial,Helvetica,sans-serif;color:var(--txt);max-width:1200px;margin:0 auto;line-height:1.5;font-size:16px;}\n    .hytool-8005-series *{box-sizing:border-box;}\n    .hytool-8005-series h2,.hytool-8005-series h3{color:var(--hy);margin:0 0 12px;line-height:1.2;font-weight:700;}\n    .hytool-8005-series h2{font-size:clamp(24px,3vw,34px);}\n    .hytool-8005-series h3{font-size:clamp(18px,2.1vw,24px);margin-top:24px;}\n    .hytool-8005-series p{margin:0 0 14px;}\n    .hytool-8005-series .hero{border:1px solid var(--line);border-radius:16px;padding:clamp(18px,3vw,34px);background:linear-gradient(135deg,#fff 0%,#fff 58%,var(--soft) 100%);margin-bottom:22px;}\n    .hytool-8005-series .badges{display:flex;flex-wrap:wrap;gap:8px;margin-top:14px;}\n    .hytool-8005-series .badge{border:1px solid rgba(0,176,80,.35);background:rgba(0,176,80,.08);color:#0f5f35;border-radius:999px;padding:6px 10px;font-size:14px;font-weight:700;}\n    .hytool-8005-series .info-box{background:#fff;border:1px solid var(--line);border-radius:14px;padding:18px;margin:0 0 18px;}\n    .hytool-8005-series .uses{margin:0 0 14px;padding-left:18px;}\n    .hytool-8005-series .uses li{margin:6px 0;}\n    .hytool-8005-series .mini-table{width:100%;border-collapse:collapse;font-size:14px;table-layout:auto;margin-top:10px;}\n    .hytool-8005-series th,.hytool-8005-series td{border:1px solid var(--line);padding:7px 8px;text-align:center;vertical-align:middle;white-space:normal;overflow-wrap:anywhere;word-break:normal;hyphens:auto;}\n    .hytool-8005-series thead th{background:var(--hy);color:#fff;font-weight:700;}\n    .hytool-8005-series tbody th{background:#eef8f2;color:#194d32;font-weight:700;}\n    .hytool-8005-series .graph-wrap{background:#fff;border:1px solid var(--line);border-radius:14px;padding:12px;margin:0 0 20px;text-align:center;}\n    .hytool-8005-series .graph-img{width:100%;height:auto;display:block;margin:0 auto;border-radius:10px;}\n    .hytool-8005-series .table-wrap{width:100%;overflow-x:auto;-webkit-overflow-scrolling:touch;border:1px solid var(--line);border-radius:14px;background:#fff;margin:10px 0 18px;}\n    .hytool-8005-series .data-table{width:100%;border-collapse:collapse;table-layout:fixed;font-size:clamp(8px,.82vw,11.5px);line-height:1.15;}\n    .hytool-8005-series .data-table th,.hytool-8005-series .data-table td{padding:4px 3px;white-space:normal;overflow-wrap:anywhere;word-break:break-word;hyphens:auto;vertical-align:middle;}\n    .hytool-8005-series .data-table thead tr:first-child th{background:var(--hy-dark);color:#fff;}\n    .hytool-8005-series .data-table thead tr:nth-child(2) th{background:var(--hy);color:#fff;}\n    .hytool-8005-series .data-table tbody tr:nth-child(even) td{background:#fafafa;}\n    .hytool-8005-series .data-table .od{background:#eef8f2;color:#194d32;font-weight:700;}\n    .hytool-8005-series .note{font-size:13px;color:var(--muted);margin-top:10px;}\n    .hytool-8005-series .seo-block{background:#f7fbf8;border-left:5px solid var(--hy);padding:16px 18px;border-radius:10px;margin-top:22px;}\n    .hytool-8005-series .meta{font-size:14px;color:var(--muted);}\n    @media(max-width:760px){.hytool-8005-series{font-size:15px;}.hytool-8005-series .mini-table{font-size:12px;}.hytool-8005-series th,.hytool-8005-series td{padding:6px 5px;}.hytool-8005-series .data-table{font-size:8px;}}\n\u003c\/style\u003e\n\u003csection class=\"hero\"\u003e\n\u003ch2\u003e800-5 Series Five-Roll Tube Expander for Thin-Walled Tubes\u003c\/h2\u003e\n\n\n\u003cp\u003eThe 800-5 Series is designed for precise expansion of thin-walled tubes. The five-roll design ensures a more uniform, concentric expansion and reduces the spring-back effect compared to conventional three-roll tube expanders.\u003c\/p\u003e\n\n\n\u003cp\u003eThis series is recommended for thin-walled tubes made of stainless steel, titanium, Incoloy, and other challenging materials. It covers tube outer diameters from 5\/8\" to 1.1\/2\" and tube inner diameters from 12.9 mm to 36.7 mm.\u003c\/p\u003e\n\n\n\u003cdiv class=\"badges\"\u003e\n\n\u003cspan class=\"badge\"\u003eFive-roll design\u003c\/span\u003e \u003cspan class=\"badge\"\u003efor thin-walled tubes\u003c\/span\u003e \u003cspan class=\"badge\"\u003eTube O.D. 5\/8\" to 1.1\/2\"\u003c\/span\u003e \u003cspan class=\"badge\"\u003eStainless steel, titanium, Incoloy\u003c\/span\u003e\n\n\u003c\/div\u003e\n\n\u003c\/section\u003e\n\n\u003csection aria-label=\"Application Range and Adjustment Range 800-5 Series\" class=\"info-box\"\u003e\n\u003ch3\u003eApplication Range and Adjustment Range\u003c\/h3\u003e\n\n\n\u003cp\u003e\u003cstrong\u003eApplication:\u003c\/strong\u003e Tube expansion for thin-walled tubes, especially for 19 to 22 gauge tube wall thickness and demanding materials.\u003c\/p\u003e\n\n\n\u003cul class=\"uses\"\u003e\n\n\t\u003cli\u003efor tube inner diameters from 12.9 mm (.509\") to 36.7 mm (1.44\")\u003c\/li\u003e\n\n\t\u003cli\u003efor tube outer diameters 5\/8\" to 1.1\/2\"\u003c\/li\u003e\n\n\t\u003cli\u003erecommended for stainless steel, titanium, Incoloy and other exotic materials\u003c\/li\u003e\n\n\t\u003cli\u003emore uniform, concentric expansion compared to conventional three-roll tools\u003c\/li\u003e\n\n\t\u003cli\u003ereduces spring-back effect in thin-walled tubes\u003c\/li\u003e\n\n\n\u003c\/ul\u003e\n\n\n\u003ctable aria-label=\"Adjustment Range 800-5 Series\" class=\"mini-table\"\u003e\n\n\t\u003cthead\u003e\n\n\t\t\u003ctr\u003e\n\n\t\t\t\u003cth\u003eRoll Length\u003c\/th\u003e\n\n\t\t\t\u003cth\u003eMinimum A\u003c\/th\u003e\n\n\t\t\t\u003cth\u003eMaximum B\u003c\/th\u003e\n\n\t\t\u003c\/tr\u003e\n\n\t\u003c\/thead\u003e\n\n\t\u003ctbody\u003e\n\n\t\t\u003ctr\u003e\n\n\t\t\t\u003cth\u003e38.10 mm\u003cbr\u003e\n\t\t\t1.1\/2\"\u003c\/th\u003e\n\n\t\t\t\u003ctd\u003e12.7 mm\u003cbr\u003e\n\t\t\t1\/2\"\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e38.1 mm\u003cbr\u003e\n\t\t\t1.1\/2\"\u003c\/td\u003e\n\n\t\t\u003c\/tr\u003e\n\n\t\t\u003ctr\u003e\n\n\t\t\t\u003cth\u003e57.15 mm\u003cbr\u003e\n\t\t\t2.1\/4\"\u003c\/th\u003e\n\n\t\t\t\u003ctd\u003e31.7 mm\u003cbr\u003e\n\t\t\t1.1\/4\"\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e57.1 mm\u003cbr\u003e\n\t\t\t2.1\/4\"\u003c\/td\u003e\n\n\t\t\u003c\/tr\u003e\n\n\t\u003c\/tbody\u003e\n\n\n\u003c\/table\u003e\n\n\u003c\/section\u003e\n\n\u003csection aria-label=\"800-5 Series Graph Adjustment Range A and B\" class=\"graph-wrap\"\u003e\u003cimg alt=\"800-5 Series Five-Roll Tube Expander: Adjustment Range A and B\" class=\"graph-img\" loading=\"lazy\" src=\"data:image\/webp;base64,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\"\u003e\u003c\/section\u003e\n\n\u003csection\u003e\n\u003ch3\u003eTechnical Table 800-5 Series\u003c\/h3\u003e\n\n\n\u003cp\u003eThe table shows the assignment by tube outer diameter, tube wall thickness, tube inner diameter, minimum I.D., maximum tool expansion, and tool, mandrel, and roll set numbers. The table is structured in HTML so that Shopify translation apps can capture the content.\u003c\/p\u003e\n\n\n\u003cdiv class=\"table-wrap\"\u003e\n\n\u003ctable aria-label=\"Technical Data 800-5 Series\" class=\"data-table\"\u003e\n\n\t\u003cthead\u003e\n\n\t\t\u003ctr\u003e\n\n\t\t\t\u003cth rowspan=\"2\"\u003eTube O.D.\u003c\/th\u003e\n\n\t\t\t\u003cth rowspan=\"2\"\u003eBWG\u003c\/th\u003e\n\n\t\t\t\u003cth colspan=\"2\"\u003eTube Wall\u003c\/th\u003e\n\n\t\t\t\u003cth colspan=\"2\"\u003eTube I.D.\u003c\/th\u003e\n\n\t\t\t\u003cth colspan=\"2\"\u003eMin. I.D.\u003cbr\u003e\n\t\t\tTool Enters\u003c\/th\u003e\n\n\t\t\t\u003cth colspan=\"2\"\u003eMax. Expansion\u003c\/th\u003e\n\n\t\t\t\u003cth colspan=\"3\"\u003eExpander 38.10 mm\u003cbr\u003e\n\t\t\t1.1\/2\" long rolls\u003c\/th\u003e\n\n\t\t\t\u003cth colspan=\"3\"\u003eExpander 57.15 mm\u003cbr\u003e\n\t\t\t2.1\/4\" long rolls\u003c\/th\u003e\n\n\t\t\u003c\/tr\u003e\n\n\t\t\u003ctr\u003e\n\n\t\t\t\u003cth\u003emm\u003c\/th\u003e\n\n\t\t\t\u003cth\u003einch\u003c\/th\u003e\n\n\t\t\t\u003cth\u003emm\u003c\/th\u003e\n\n\t\t\t\u003cth\u003einch\u003c\/th\u003e\n\n\t\t\t\u003cth\u003emm\u003c\/th\u003e\n\n\t\t\t\u003cth\u003einch\u003c\/th\u003e\n\n\t\t\t\u003cth\u003emm\u003c\/th\u003e\n\n\t\t\t\u003cth\u003einch\u003c\/th\u003e\n\n\t\t\t\u003cth\u003eTool No.\u003c\/th\u003e\n\n\t\t\t\u003cth\u003eMandrel\u003c\/th\u003e\n\n\t\t\t\u003cth\u003eRolls\u003c\/th\u003e\n\n\t\t\t\u003cth\u003eTool No.\u003c\/th\u003e\n\n\t\t\t\u003cth\u003eMandrel\u003c\/th\u003e\n\n\t\t\t\u003cth\u003eRolls\u003c\/th\u003e\n\n\t\t\u003c\/tr\u003e\n\n\t\u003c\/thead\u003e\n\n\t\u003ctbody\u003e\n\n\t\t\u003ctr\u003e\n\n\t\t\t\u003cth class=\"od\" rowspan=\"6\"\u003e5\/8 (15.88 mm)\u003c\/th\u003e\n\n\t\t\t\u003ctd\u003e17\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e1.47\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e.058\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e12.9\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e.509\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e12.6\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e.499\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e14.3\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e.564\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e815-5\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e816-5\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eR-4-5\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e816-5\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e816-5\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eR-4-A-5\u003c\/td\u003e\n\n\t\t\u003c\/tr\u003e\n\n\t\t\u003ctr\u003e\n\n\t\t\t\u003ctd\u003e18\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e1.24\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e.049\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e13.4\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e.527\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e13.1\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e.517\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e14.6\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e.576\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e817-5\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eM-9\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eR-4-5\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e-\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e-\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e-\u003c\/td\u003e\n\n\t\t\u003c\/tr\u003e\n\n\t\t\u003ctr\u003e\n\n\t\t\t\u003ctd\u003e19\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e1.06\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e.042\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e13.7\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e.541\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e13.3\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e.522\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e14.8\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e.582\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e819-5\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e820-5\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eR-4-5\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e820-5\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e820-5\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eR-4-A-5\u003c\/td\u003e\n\n\t\t\u003c\/tr\u003e\n\n\t\t\u003ctr\u003e\n\n\t\t\t\u003ctd\u003e20\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e0.88\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e.035\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e14.1\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e.555\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e13.6\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e.536\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e15.1\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e.596\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e819-5 S\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e820-5 S\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eR-4-5\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e820-5 S\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e820-5 S\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eR-4-A-5\u003c\/td\u003e\n\n\t\t\u003c\/tr\u003e\n\n\t\t\u003ctr\u003e\n\n\t\t\t\u003ctd\u003e21\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e0.81\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e.032\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e14.2\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e.561\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e13.6\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e.536\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e15.1\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e.596\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e819-5 S\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e820-5 S\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eR-4-5\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e820-5 S\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e820-5 S\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eR-4-A-5\u003c\/td\u003e\n\n\t\t\u003c\/tr\u003e\n\n\t\t\u003ctr\u003e\n\n\t\t\t\u003ctd\u003e22\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e0.71\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e.028\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e14.5\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e.569\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e13.6\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e.536\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e15.1\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e.596\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e819-5 S\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e820-5 S\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eR-4-5\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e820-5 S\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e820-5 S\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eR-4-A-5\u003c\/td\u003e\n\n\t\t\u003c\/tr\u003e\n\n\t\t\u003ctr\u003e\n\n\t\t\t\u003cth class=\"od\" rowspan=\"13\"\u003e3\/4 (19.05 mm)\u003c\/th\u003e\n\n\t\t\t\u003ctd\u003e13\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e2.41\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e.095\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e14.2\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e.560\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e13.9\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e.550\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e15.6\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e.615\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e821-5\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e822-5\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eR-5-5\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e822-5\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e822-5\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eR-5-A-5\u003c\/td\u003e\n\n\t\t\u003c\/tr\u003e\n\n\t\t\u003ctr\u003e\n\n\t\t\t\u003ctd\u003e14\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e2.10\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e.083\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e14.8\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e.584\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e14.5\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e.574\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e15.9\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e.629\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e823-5\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e824-5\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eR-6-5\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e824-5\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e824-5\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eR-6-A-5\u003c\/td\u003e\n\n\t\t\u003c\/tr\u003e\n\n\t\t\u003ctr\u003e\n\n\t\t\t\u003ctd\u003e15\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e1.82\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e.072\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e15.3\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e.606\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e14.9\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e.590\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e16.8\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e.661\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e825-5\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e826-5\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eR-7-5\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e826-5\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e826-5\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eR-7-A-5\u003c\/td\u003e\n\n\t\t\u003c\/tr\u003e\n\n\t\t\u003ctr\u003e\n\n\t\t\t\u003ctd\u003e16\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e1.65\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e.065\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e15.7\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e.620\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e15.3\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e.605\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e17.2\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e.680\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e827-5\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eM-13\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eR-7-5\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e828-5\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eM-13\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eR-7-A-5\u003c\/td\u003e\n\n\t\t\u003c\/tr\u003e\n\n\t\t\u003ctr\u003e\n\n\t\t\t\u003ctd\u003e17\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e1.47\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e.058\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e16.1\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e.634\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e15.7\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e.619\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e17.8\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e.699\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e829-5\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e830-5\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eR-7-5\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e830-5\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e830-5\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eR-7-A-5\u003c\/td\u003e\n\n\t\t\u003c\/tr\u003e\n\n\t\t\u003ctr\u003e\n\n\t\t\t\u003ctd\u003e18\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e1.24\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e.049\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e16.5\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e.652\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e15.7\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e.619\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e17.8\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e.699\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e829-5\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e830-5\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eR-7-5\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e830-5\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e830-5\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eR-7-A-5\u003c\/td\u003e\n\n\t\t\u003c\/tr\u003e\n\n\t\t\u003ctr\u003e\n\n\t\t\t\u003ctd\u003e19\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e1.06\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e.042\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e16.9\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e.666\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e16.3\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e.642\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e18.5\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e.729\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e831-5\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eM-13\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eR-9-5\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e832-5\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eM-13\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eR-9-A-5\u003c\/td\u003e\n\n\t\t\u003c\/tr\u003e\n\n\t\t\u003ctr\u003e\n\n\t\t\t\u003ctd\u003e20\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e0.88\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e.035\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e17.2\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e.680\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e16.3\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e.642\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e18.5\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e.729\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e831-5\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eM-13\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eR-9-5\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e832-5\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eM-13\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eR-9-A-5\u003c\/td\u003e\n\n\t\t\u003c\/tr\u003e\n\n\t\t\u003ctr\u003e\n\n\t\t\t\u003ctd\u003e21\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e0.81\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e.032\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e17.4\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e.686\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e16.3\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e.642\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e18.5\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e.729\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e831-5\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eM-13\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eR-9-5\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e832-5\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eM-13\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eR-9-A-5\u003c\/td\u003e\n\n\t\t\u003c\/tr\u003e\n\n\t\t\u003ctr\u003e\n\n\t\t\t\u003ctd\u003e22\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e0.71\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e.028\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e17.6\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e.694\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e16.3\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e.642\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e18.5\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e.729\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e831-5\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eM-13\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eR-9-5\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e832-5\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eM-13\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eR-9-A-5\u003c\/td\u003e\n\n\t\t\u003c\/tr\u003e\n\n\t\t\u003ctr\u003e\n\n\t\t\t\u003ctd\u003e23\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e0.64\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e.025\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e17.8\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e.700\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e17.0\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e.670\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e18.9\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e.747\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e833-5\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eM-14-3\/8\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eR-9-5\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e834-5\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eM-14-3\/8\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eR-9-A-5\u003c\/td\u003e\n\n\t\t\u003c\/tr\u003e\n\n\t\t\u003ctr\u003e\n\n\t\t\t\u003ctd\u003e24\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e0.56\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e.022\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e17.9\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e.706\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e17.0\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e.670\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e18.9\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e.747\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e833-5\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eM-14-3\/8\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eR-9-5\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e834-5\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eM-14-3\/8\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eR-9-A-5\u003c\/td\u003e\n\n\t\t\u003c\/tr\u003e\n\n\t\t\u003ctr\u003e\n\n\t\t\t\u003ctd\u003e25\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e0.51\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e.020\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e18.0\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e.710\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e17.4\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e.685\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e19.0\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e.750\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e835-5\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eM-15-3\/8\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eR-10-5\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e836-5\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eM-15-3\/8\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eR-10-A-5\u003c\/td\u003e\n\n\t\t\u003c\/tr\u003e\n\n\t\t\u003ctr\u003e\n\n\t\t\t\u003cth class=\"od\" rowspan=\"11\"\u003e7\/8 (22.22 mm)\u003c\/th\u003e\n\n\t\t\t\u003ctd\u003e13\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e2.41\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e.095\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e17.4\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e.685\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e17.0\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e.670\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e18.9\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e.747\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e833-5\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eM-14-3\/8\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eR-9-5\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e834-5\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eM-14-3\/8\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eR-9-A-5\u003c\/td\u003e\n\n\t\t\u003c\/tr\u003e\n\n\t\t\u003ctr\u003e\n\n\t\t\t\u003ctd\u003e14\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e2.10\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e.083\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e18.0\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e.709\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e17.4\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e.685\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e19.0\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e.750\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e835-5\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eM-15-3\/8\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eR-10-5\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e836-5\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eM-15-3\/8\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eR-10-A-5\u003c\/td\u003e\n\n\t\t\u003c\/tr\u003e\n\n\t\t\u003ctr\u003e\n\n\t\t\t\u003ctd\u003e16\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e1.65\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e.065\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e18.9\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e.745\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e18.4\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e.726\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e20.3\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e.800\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e839-5\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e840-5\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eR-11-5\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e840-5\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e840-5\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eR-11-A-5\u003c\/td\u003e\n\n\t\t\u003c\/tr\u003e\n\n\t\t\u003ctr\u003e\n\n\t\t\t\u003ctd\u003e17\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e1.47\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e.058\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e19.2\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e.759\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e18.8\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e.740\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e20.9\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e.824\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e843-5\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eM-17-3\/8\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eR-11-5\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e844-5\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eM-17-3\/8\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eR-11-A-5\u003c\/td\u003e\n\n\t\t\u003c\/tr\u003e\n\n\t\t\u003ctr\u003e\n\n\t\t\t\u003ctd\u003e18\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e1.24\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e.049\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e19.7\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e.777\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e18.8\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e.740\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e20.9\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e.824\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e843-5\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eM-17-3\/8\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eR-11-5\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e844-5\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eM-17-3\/8\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eR-11-A-5\u003c\/td\u003e\n\n\t\t\u003c\/tr\u003e\n\n\t\t\u003ctr\u003e\n\n\t\t\t\u003ctd\u003e19\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e1.07\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e.042\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e20.1\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e.791\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e19.4\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e.763\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e21.6\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e.851\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e845-5\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eM-18-3\/8\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eR-11-5\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e846-5\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eM-18-3\/8\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eR-11-A-5\u003c\/td\u003e\n\n\t\t\u003c\/tr\u003e\n\n\t\t\u003ctr\u003e\n\n\t\t\t\u003ctd\u003e20\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e0.89\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e.035\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e20.4\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e.805\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e19.4\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e.763\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e21.6\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e.851\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e845-5\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eM-18-3\/8\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eR-11-5\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e846-5\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eM-18-3\/8\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eR-11-A-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c\/tr\u003e\n\n\t\t\u003ctr\u003e\n\n\t\t\t\u003ctd\u003e19\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e1.06\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e.042\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e23.2\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e.916\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e22.0\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e.865\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e24.5\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e.965\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e855-5\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e856-5\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eR-13-5\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e856-5\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e856-5\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eR-13-A-5\u003c\/td\u003e\n\n\t\t\u003c\/tr\u003e\n\n\t\t\u003ctr\u003e\n\n\t\t\t\u003ctd\u003e20\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e0.88\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e.035\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e23.6\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e.930\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e22.0\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e.865\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e24.5\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e.965\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e855-5\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e856-5\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eR-13-5\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e856-5\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e856-5\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eR-13-A-5\u003c\/td\u003e\n\n\t\t\u003c\/tr\u003e\n\n\t\t\u003ctr\u003e\n\n\t\t\t\u003ctd\u003e21\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e0.81\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e.032\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e23.8\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e.936\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e22.4\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e.883\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e25.3\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e.997\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e857-5\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eM-21-3\/8\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eR-15-5\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e858-5\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eM-21-3\/8\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eR-15-A-5\u003c\/td\u003e\n\n\t\t\u003c\/tr\u003e\n\n\t\t\u003ctr\u003e\n\n\t\t\t\u003ctd\u003e22\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e0.71\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e.028\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e24.0\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e.944\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e22.4\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e.883\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e25.3\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e.997\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e857-5\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eM-21-3\/8\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eR-15-5\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e858-5\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eM-21-3\/8\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eR-15-A-5\u003c\/td\u003e\n\n\t\t\u003c\/tr\u003e\n\n\t\t\u003ctr\u003e\n\n\t\t\t\u003ctd\u003e23\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e0.64\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e.025\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e24.1\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e.950\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e22.4\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e.883\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e25.3\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e.997\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e857-5\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eM-21-3\/8\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eR-15-5\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e858-5\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eM-21-3\/8\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eR-15-A-5\u003c\/td\u003e\n\n\t\t\u003c\/tr\u003e\n\n\t\t\u003ctr\u003e\n\n\t\t\t\u003ctd\u003e24\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e0.56\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e.022\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e24.3\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e.956\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e22.4\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e.883\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e25.3\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e.997\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e857-5\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eM-21-3\/8\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eR-15-5\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e858-5\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eM-21-3\/8\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eR-15-A-5\u003c\/td\u003e\n\n\t\t\u003c\/tr\u003e\n\n\t\t\u003ctr\u003e\n\n\t\t\t\u003ctd\u003e25\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e0.51\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e.020\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e24.4\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e.960\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e22.4\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e.883\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e25.3\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e.997\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e857-5\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eM-21-3\/8\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eR-15-5\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e858-5\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eM-21-3\/8\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003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class=\"od\" rowspan=\"8\"\u003e1.1\/2 (38.10 mm)\u003c\/th\u003e\n\n\t\t\t\u003ctd\u003e17\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e1.47\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e.058\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e35.1\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e1.384\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e33.8\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e1.331\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e37.8\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e1.489\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e899-5\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e900-5\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eR-29-5\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e900-5\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e900-5\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eR-29-A-5\u003c\/td\u003e\n\n\t\t\u003c\/tr\u003e\n\n\t\t\u003ctr\u003e\n\n\t\t\t\u003ctd\u003e18\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e1.24\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e.049\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e35.6\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e1.402\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e33.8\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e1.331\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e37.8\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e1.489\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e899-5\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e900-5\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eR-29-5\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e900-5\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e900-5\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eR-29-A-5\u003c\/td\u003e\n\n\t\t\u003c\/tr\u003e\n\n\t\t\u003ctr\u003e\n\n\t\t\t\u003ctd\u003e19\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e1.06\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e.042\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e36.0\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e1.416\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e33.8\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e1.331\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e37.8\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e1.489\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e899-5\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e900-5\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eR-29-5\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e900-5\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e900-5\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eR-29-A-5\u003c\/td\u003e\n\n\t\t\u003c\/tr\u003e\n\n\t\t\u003ctr\u003e\n\n\t\t\t\u003ctd\u003e20\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e0.89\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e.035\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e36.3\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e1.430\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e33.8\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e1.331\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e37.8\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e1.489\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e899-5\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e900-5\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eR-29-5\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e900-5\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e900-5\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eR-29-A-5\u003c\/td\u003e\n\n\t\t\u003c\/tr\u003e\n\n\t\t\u003ctr\u003e\n\n\t\t\t\u003ctd\u003e21\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e0.81\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e.032\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e36.5\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e1.436\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e33.8\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e1.331\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e37.8\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e1.489\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e899-5\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e900-5\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eR-29-5\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e900-5\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e900-5\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eR-29-A-5\u003c\/td\u003e\n\n\t\t\u003c\/tr\u003e\n\n\t\t\u003ctr\u003e\n\n\t\t\t\u003ctd\u003e22\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e0.71\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e.028\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e36.7\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e1.444\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e33.8\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e1.331\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e37.8\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e1.489\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e899-5\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e900-5\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eR-29-5\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e900-5\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e900-5\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eR-29-A-5\u003c\/td\u003e\n\n\t\t\u003c\/tr\u003e\n\n\t\t\u003ctr\u003e\n\n\t\t\t\u003ctd\u003e23\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e0.64\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e.025\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e36.8\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e1.450\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e33.8\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e1.331\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e37.8\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e1.489\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e899-5\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e900-5\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eR-29-5\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e900-5\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e900-5\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eR-29-A-5\u003c\/td\u003e\n\n\t\t\u003c\/tr\u003e\n\n\t\t\u003ctr\u003e\n\n\t\t\t\u003ctd\u003e24\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e0.56\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e.022\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e37.0\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e1.456\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e33.8\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e1.331\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e37.8\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e1.489\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e899-5\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e900-5\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eR-29-5\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e900-5\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e900-5\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eR-29-A-5\u003c\/td\u003e\n\n\t\t\u003c\/tr\u003e\n\n\t\u003c\/tbody\u003e\n\n\n\u003c\/table\u003e\n\n\n\u003c\/div\u003e\n\n\n\u003cp class=\"note\"\u003e\u003cstrong\u003eNote:\u003c\/strong\u003e For best results when rolling 19 through 22 gauge thin wall tubing, a Thin Wall Thrust Collar should be used. Models 815-5 through 858-5 come with 3\/8\" square mandrel. Models 859-5 through 900-5 come with 1\/2\" square mandrel.\u003c\/p\u003e\n\n\u003c\/section\u003e\n\n\u003csection class=\"seo-block\"\u003e\n\u003ch3\u003eBrief Description\u003c\/h3\u003e\n\n\n\u003cp\u003eThe 800-5 Series Five-Roll Tube Expander is designed for thin wall tubes made of stainless steel, titanium, Incoloy and other special materials. It is suitable for heat exchangers, condensers, coolers and industrial apparatus where uniform, concentric expansion with reduced spring-back is required.\u003c\/p\u003e\n\n\n\u003cp class=\"meta\"\u003e \u003c\/p\u003e\n\n\u003c\/section\u003e\n\n\u003c\/div\u003e\n","brand":"hytool","offers":[{"title":"Default Title","offer_id":56762058178886,"sku":"800-5 Serie","price":0.0,"currency_code":"EUR","in_stock":true}],"thumbnail_url":"\/\/cdn.shopify.com\/s\/files\/1\/0947\/6456\/4806\/files\/8005-seriepng-60614.png?v=1781172147"},{"product_id":"1200-serie","title":"Tube Expander 1200 Series","description":"\u003cdiv class=\"hytool-1200-series\" lang=\"en\"\u003e\n\n\u003cstyle type=\"text\/css\"\u003e.hytool-1200-series{--hy:#00b050;--hy-dark:#08743f;--txt:#1f2933;--muted:#5b6470;--line:#d7dce2;--soft:#f6f8f7;font-family:Arial,Helvetica,sans-serif;color:var(--txt);max-width:1200px;margin:0 auto;line-height:1.5;font-size:16px;}\n    .hytool-1200-series *{box-sizing:border-box;}\n    .hytool-1200-series h2,.hytool-1200-series h3{color:var(--hy);margin:0 0 12px;line-height:1.2;font-weight:700;}\n    .hytool-1200-series h2{font-size:clamp(24px,3vw,34px);}\n    .hytool-1200-series h3{font-size:clamp(18px,2.1vw,24px);margin-top:24px;}\n    .hytool-1200-series p{margin:0 0 14px;}\n    .hytool-1200-series .hero{border:1px solid var(--line);border-radius:16px;padding:clamp(18px,3vw,34px);background:linear-gradient(135deg,#fff 0%,#fff 58%,var(--soft) 100%);margin-bottom:22px;}\n    .hytool-1200-series .badges{display:flex;flex-wrap:wrap;gap:8px;margin-top:14px;}\n    .hytool-1200-series .badge{border:1px solid rgba(0,176,80,.35);background:rgba(0,176,80,.08);color:#0f5f35;border-radius:999px;padding:6px 10px;font-size:14px;font-weight:700;}\n    .hytool-1200-series .info-box{background:#fff;border:1px solid var(--line);border-radius:14px;padding:18px;margin:0 0 18px;}\n    .hytool-1200-series .uses{margin:0 0 14px;padding-left:18px;}\n    .hytool-1200-series .uses li{margin:6px 0;}\n    .hytool-1200-series .mini-table{width:100%;border-collapse:collapse;font-size:14px;table-layout:auto;margin-top:10px;}\n    .hytool-1200-series th,.hytool-1200-series td{border:1px solid var(--line);padding:7px 8px;text-align:center;vertical-align:middle;white-space:normal;overflow-wrap:anywhere;word-break:normal;hyphens:auto;}\n    .hytool-1200-series thead th{background:var(--hy);color:#fff;font-weight:700;}\n    .hytool-1200-series tbody th{background:#eef8f2;color:#194d32;font-weight:700;}\n    .hytool-1200-series .graph-wrap{background:#fff;border:1px solid var(--line);border-radius:14px;padding:12px;margin:0 0 20px;text-align:center;}\n    .hytool-1200-series .graph-img{width:100%;height:auto;display:block;margin:0 auto;border-radius:10px;}\n    .hytool-1200-series .table-wrap{width:100%;overflow-x:auto;-webkit-overflow-scrolling:touch;border:1px solid var(--line);border-radius:14px;background:#fff;margin:10px 0 18px;}\n    .hytool-1200-series .data-table{width:100%;border-collapse:collapse;table-layout:fixed;font-size:clamp(8px,.82vw,11.5px);line-height:1.15;}\n    .hytool-1200-series .data-table th,.hytool-1200-series .data-table td{padding:4px 3px;white-space:normal;overflow-wrap:anywhere;word-break:break-word;hyphens:auto;vertical-align:middle;}\n    .hytool-1200-series .data-table thead tr:first-child th{background:var(--hy-dark);color:#fff;}\n    .hytool-1200-series .data-table thead tr:nth-child(2) th{background:var(--hy);color:#fff;}\n    .hytool-1200-series .data-table tbody tr:nth-child(even) td{background:#fafafa;}\n    .hytool-1200-series .data-table .od{background:#eef8f2;color:#194d32;font-weight:700;}\n    .hytool-1200-series .note{font-size:13px;color:var(--muted);margin-top:10px;}\n    .hytool-1200-series .seo-block{background:#f7fbf8;border-left:5px solid var(--hy);padding:16px 18px;border-radius:10px;margin-top:22px;}\n    .hytool-1200-series .meta{font-size:14px;color:var(--muted);}\n    @media(max-width:760px){.hytool-1200-series{font-size:15px;}.hytool-1200-series .mini-table{font-size:12px;}.hytool-1200-series th,.hytool-1200-series td{padding:6px 5px;}.hytool-1200-series .data-table{font-size:8px;}}\n\u003c\/style\u003e\n\u003csection class=\"hero\"\u003e\n\u003ch2\u003e1200 Series Long Reach Tube Expanders for Deep Tubesheets\u003c\/h2\u003e\n\n\n\u003cp\u003eThe 1200 Series Long Reach is designed for expanding tubes in heat exchangers, condensers, and other equipment with thicker tubesheets or hard-to-reach tube layers. The extended design allows for greater reach within the tubesheet.\u003c\/p\u003e\n\n\n\u003cp\u003eThe series covers tube outer diameters from 1\/2\" to 1.1\/2\" and tube inner diameters from 8.4 mm to 36.3 mm. Longer-reach versions are available upon request if a different reach is required.\u003c\/p\u003e\n\n\n\u003cdiv class=\"badges\"\u003e\n\n\u003cspan class=\"badge\"\u003eLong Reach Design\u003c\/span\u003e \u003cspan class=\"badge\"\u003eTube O.D. 1\/2\" to 1.1\/2\"\u003c\/span\u003e \u003cspan class=\"badge\"\u003eTube I.D. 8.4–36.3 mm\u003c\/span\u003e \u003cspan class=\"badge\"\u003efor thick tubesheets\u003c\/span\u003e\n\n\u003c\/div\u003e\n\n\u003c\/section\u003e\n\n\u003csection aria-label=\"Application Range and Adjustment Range 1200 Series Long Reach\" class=\"info-box\"\u003e\n\u003ch3\u003eApplication Range and Adjustment Range\u003c\/h3\u003e\n\n\n\u003cp\u003e\u003cstrong\u003eApplication:\u003c\/strong\u003e Tube expansion in heat exchangers, condensers, and other equipment with 5\/8\" to 1.1\/2\" tube outer diameters and thicker tubesheets.\u003c\/p\u003e\n\n\n\u003cul class=\"uses\"\u003e\n\n\t\u003cli\u003efor tube inner diameters from 8.4 mm (.334\") to 36.3 mm (1.43\")\u003c\/li\u003e\n\n\t\u003cli\u003efor tube outer diameters 1\/2\" to 1.1\/2\"\u003c\/li\u003e\n\n\t\u003cli\u003efor thick tubesheets and applications with greater reach\u003c\/li\u003e\n\n\t\u003cli\u003eLonger-reach versions available upon request\u003c\/li\u003e\n\n\n\u003c\/ul\u003e\n\n\n\u003ctable aria-label=\"Adjustment Range 1200 Series Long Reach\" class=\"mini-table\"\u003e\n\n\t\u003cthead\u003e\n\n\t\t\u003ctr\u003e\n\n\t\t\t\u003cth\u003eRoll Length\u003c\/th\u003e\n\n\t\t\t\u003cth\u003eReach\u003c\/th\u003e\n\n\t\t\t\u003cth\u003eMinimum A\u003c\/th\u003e\n\n\t\t\t\u003cth\u003eMaximum B\u003c\/th\u003e\n\n\t\t\u003c\/tr\u003e\n\n\t\u003c\/thead\u003e\n\n\t\u003ctbody\u003e\n\n\t\t\u003ctr\u003e\n\n\t\t\t\u003cth rowspan=\"3\"\u003e38.10 mm\u003cbr\u003e\n\t\t\t1.1\/2\"\u003c\/th\u003e\n\n\t\t\t\u003ctd\u003eStandard\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e38.1 mm\u003cbr\u003e\n\t\t\t1.1\/2\"\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e152.4 mm\u003cbr\u003e\n\t\t\t6\"\u003c\/td\u003e\n\n\t\t\u003c\/tr\u003e\n\n\t\t\u003ctr\u003e\n\n\t\t\t\u003ctd\u003eA Reach\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e38.1 mm\u003cbr\u003e\n\t\t\t1.1\/2\"\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e203.2 mm\u003cbr\u003e\n\t\t\t8\"\u003c\/td\u003e\n\n\t\t\u003c\/tr\u003e\n\n\t\t\u003ctr\u003e\n\n\t\t\t\u003ctd\u003eC Reach\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e38.1 mm\u003cbr\u003e\n\t\t\t1.1\/2\"\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e304.6 mm\u003cbr\u003e\n\t\t\t12\"\u003c\/td\u003e\n\n\t\t\u003c\/tr\u003e\n\n\t\t\u003ctr\u003e\n\n\t\t\t\u003cth rowspan=\"3\"\u003e57.15 mm\u003cbr\u003e\n\t\t\t2.1\/4\"\u003c\/th\u003e\n\n\t\t\t\u003ctd\u003eStandard\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e57.1 mm\u003cbr\u003e\n\t\t\t2.1\/4\"\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e171.4 mm\u003cbr\u003e\n\t\t\t6.3\/4\"\u003c\/td\u003e\n\n\t\t\u003c\/tr\u003e\n\n\t\t\u003ctr\u003e\n\n\t\t\t\u003ctd\u003eB Reach\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e57.1 mm\u003cbr\u003e\n\t\t\t2.1\/4\"\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e272.1 mm\u003cbr\u003e\n\t\t\t10.3\/4\"\u003c\/td\u003e\n\n\t\t\u003c\/tr\u003e\n\n\t\t\u003ctr\u003e\n\n\t\t\t\u003ctd\u003eC Reach\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e57.1 mm\u003cbr\u003e\n\t\t\t2.1\/4\"\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e323.6 mm\u003cbr\u003e\n\t\t\t12.3\/4\"\u003c\/td\u003e\n\n\t\t\u003c\/tr\u003e\n\n\t\u003c\/tbody\u003e\n\n\n\u003c\/table\u003e\n\n\u003c\/section\u003e\n\n\u003csection aria-label=\"1200 Series Long Reach Adjustment Range A and B Graphic\" class=\"graph-wrap\"\u003e\u003cimg alt=\"1200 Series Long Reach Tube Expander: Adjustment Range A and B\" class=\"graph-img\" loading=\"lazy\" src=\"data:image\/webp;base64,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\"\u003e\u003c\/section\u003e\n\n\u003csection\u003e\n\u003ch3\u003eTechnical Table 1200 Series Long Reach\u003c\/h3\u003e\n\n\n\u003cp\u003eThe table shows the assignment by tube outer diameter, tube wall thickness, tube inner diameter, minimum I.D., maximum tool expansion, as well as tool, mandrel, and roll set numbers. The table is structured in HTML so that Shopify translation apps can capture the content.\u003c\/p\u003e\n\n\n\u003cdiv class=\"table-wrap\"\u003e\n\n\u003ctable aria-label=\"Technical Data 1200 Series Long Reach\" class=\"data-table\"\u003e\n\n\t\u003cthead\u003e\n\n\t\t\u003ctr\u003e\n\n\t\t\t\u003cth rowspan=\"2\"\u003eTube O.D.\u003c\/th\u003e\n\n\t\t\t\u003cth rowspan=\"2\"\u003eBWG\u003c\/th\u003e\n\n\t\t\t\u003cth colspan=\"2\"\u003eTube Wall\u003c\/th\u003e\n\n\t\t\t\u003cth colspan=\"2\"\u003eTube I.D.\u003c\/th\u003e\n\n\t\t\t\u003cth colspan=\"2\"\u003eMin. I.D.\u003cbr\u003e\n\t\t\tTool Enters\u003c\/th\u003e\n\n\t\t\t\u003cth colspan=\"2\"\u003eMax. Expansion\u003c\/th\u003e\n\n\t\t\t\u003cth colspan=\"3\"\u003eExpander 38.10 mm\u003cbr\u003e\n\t\t\t1.1\/2\" Long Rolls\u003c\/th\u003e\n\n\t\t\t\u003cth colspan=\"3\"\u003eExpander 57.15 mm\u003cbr\u003e\n\t\t\t2.1\/4\" Long Rolls\u003c\/th\u003e\n\n\t\t\u003c\/tr\u003e\n\n\t\t\u003ctr\u003e\n\n\t\t\t\u003cth\u003emm\u003c\/th\u003e\n\n\t\t\t\u003cth\u003einch\u003c\/th\u003e\n\n\t\t\t\u003cth\u003emm\u003c\/th\u003e\n\n\t\t\t\u003cth\u003einch\u003c\/th\u003e\n\n\t\t\t\u003cth\u003emm\u003c\/th\u003e\n\n\t\t\t\u003cth\u003einch\u003c\/th\u003e\n\n\t\t\t\u003cth\u003emm\u003c\/th\u003e\n\n\t\t\t\u003cth\u003einch\u003c\/th\u003e\n\n\t\t\t\u003cth\u003eTool No.\u003c\/th\u003e\n\n\t\t\t\u003cth\u003eMandrel\u003c\/th\u003e\n\n\t\t\t\u003cth\u003eRolls\u003c\/th\u003e\n\n\t\t\t\u003cth\u003eTool No.\u003c\/th\u003e\n\n\t\t\t\u003cth\u003eMandrel\u003c\/th\u003e\n\n\t\t\t\u003cth\u003eRolls\u003c\/th\u003e\n\n\t\t\u003c\/tr\u003e\n\n\t\u003c\/thead\u003e\n\n\t\u003ctbody\u003e\n\n\t\t\u003ctr\u003e\n\n\t\t\t\u003cth class=\"od\" rowspan=\"6\"\u003e1\/2 (12.70 mm)\u003c\/th\u003e\n\n\t\t\t\u003ctd\u003e14\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e2.10\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e.083\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e8.4\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e.334\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e8.2\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e.324\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e9.5\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e.374\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e1197\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e1197\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e797\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e-\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e-\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e-\u003c\/td\u003e\n\n\t\t\u003c\/tr\u003e\n\n\t\t\u003ctr\u003e\n\n\t\t\t\u003ctd\u003e15\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e1.82\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e.072\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e9.0\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e.356\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e8.8\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e.348\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e10.1\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e.398\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e1199\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e1199\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eR-1\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e-\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e-\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e-\u003c\/td\u003e\n\n\t\t\u003c\/tr\u003e\n\n\t\t\u003ctr\u003e\n\n\t\t\t\u003ctd\u003e16\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e1.65\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e.065\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e9.4\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e.370\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e9.1\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e.360\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e10.4\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e.410\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e1201\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eM-51\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eR-1\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e-\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e-\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e-\u003c\/td\u003e\n\n\t\t\u003c\/tr\u003e\n\n\t\t\u003ctr\u003e\n\n\t\t\t\u003ctd\u003e17\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e1.47\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e.058\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e9.7\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e.384\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e9.5\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e.374\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e10.7\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e.424\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e1203\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eM-51\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eR-2\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e-\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e-\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e-\u003c\/td\u003e\n\n\t\t\u003c\/tr\u003e\n\n\t\t\u003ctr\u003e\n\n\t\t\t\u003ctd\u003e18\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e1.24\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e.049\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e10.2\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e.402\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e9.9\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e.392\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e11.3\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e.447\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e1205\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eM-52\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eR-3\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e-\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e-\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e-\u003c\/td\u003e\n\n\t\t\u003c\/tr\u003e\n\n\t\t\u003ctr\u003e\n\n\t\t\t\u003ctd\u003e20\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e0.88\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e.035\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e10.9\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e.430\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e10.3\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e.406\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e11.7\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e.461\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e1205\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eM-53\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eR-3\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e-\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e-\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e-\u003c\/td\u003e\n\n\t\t\u003c\/tr\u003e\n\n\t\t\u003ctr\u003e\n\n\t\t\t\u003cth class=\"od\" rowspan=\"11\"\u003e5\/8 (15.88 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003e15\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e1.82\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e.072\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e31.2\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e1.231\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e30.6\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e1.206\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e33.5\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e1.321\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e1287\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eM-70\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eR-35\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e1288\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eM-70\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eR-35-A\u003c\/td\u003e\n\n\t\t\u003c\/tr\u003e\n\n\t\t\u003ctr\u003e\n\n\t\t\t\u003ctd\u003e16\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e1.65\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e.065\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e31.6\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e1.245\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e30.6\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e1.206\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e33.5\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e1.321\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e1287\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eM-70\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eR-35\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e1288\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eM-70\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eR-35-A\u003c\/td\u003e\n\n\t\t\u003c\/tr\u003e\n\n\t\t\u003ctr\u003e\n\n\t\t\t\u003cth class=\"od\" rowspan=\"13\"\u003e1.1\/2 (38.10 mm)\u003c\/th\u003e\n\n\t\t\t\u003ctd\u003e8\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e4.19\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e.165\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e29.7\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e1.170\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e29.0\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e1.145\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e32.0\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e1.260\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e1289\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eM-69\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eR-34\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e1290\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eM-69\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eR-34-A\u003c\/td\u003e\n\n\t\t\u003c\/tr\u003e\n\n\t\t\u003ctr\u003e\n\n\t\t\t\u003ctd\u003e9\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e3.75\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e.148\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e30.5\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e1.204\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e29.9\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e1.177\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e32.8\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e1.294\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e1285\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eM-70\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eR-34\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e1286\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eM-70\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eR-34-A\u003c\/td\u003e\n\n\t\t\u003c\/tr\u003e\n\n\t\t\u003ctr\u003e\n\n\t\t\t\u003ctd\u003e10\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e3.40\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e.134\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e31.2\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e1.232\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e30.6\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e1.206\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e33.5\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e1.321\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e1287\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eM-70\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eR-35\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e1288\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eM-70\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eR-35-A\u003c\/td\u003e\n\n\t\t\u003c\/tr\u003e\n\n\t\t\u003ctr\u003e\n\n\t\t\t\u003ctd\u003e11\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e3.04\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e.120\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e32.0\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e1.260\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e31.3\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e1.233\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e34.2\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e1.350\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e1291\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eM-70\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eR-36\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e1292\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eM-70\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eR-36-A\u003c\/td\u003e\n\n\t\t\u003c\/tr\u003e\n\n\t\t\u003ctr\u003e\n\n\t\t\t\u003ctd\u003e12\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e2.76\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e.109\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e32.5\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e1.282\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e31.9\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e1.257\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e34.8\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e1.372\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e1293\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eM-70\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eR-37\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e1294\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eM-70\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eR-37-A\u003c\/td\u003e\n\n\t\t\u003c\/tr\u003e\n\n\t\t\u003ctr\u003e\n\n\t\t\t\u003ctd\u003e13\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e2.41\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e.095\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e33.2\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e1.310\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e32.6\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e1.285\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e35.5\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e1.400\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e1295\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eM-71\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eR-37\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e1296\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eM-71\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eR-37-A\u003c\/td\u003e\n\n\t\t\u003c\/tr\u003e\n\n\t\t\u003ctr\u003e\n\n\t\t\t\u003ctd\u003e14\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e2.10\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e.083\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e33.8\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e1.334\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e33.2\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e1.309\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e36.1\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e1.421\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e1297\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eM-71\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eR-38\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e1298\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eM-71\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eR-38-A\u003c\/td\u003e\n\n\t\t\u003c\/tr\u003e\n\n\t\t\u003ctr\u003e\n\n\t\t\t\u003ctd\u003e15\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e1.82\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e.072\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e34.4\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e1.356\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e33.8\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e1.331\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e36.7\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e1.446\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e1297\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eM-71\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eR-38\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e1298\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eM-71\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eR-38-A\u003c\/td\u003e\n\n\t\t\u003c\/tr\u003e\n\n\t\t\u003ctr\u003e\n\n\t\t\t\u003ctd\u003e16\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e1.65\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e.065\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e34.8\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e1.370\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e33.8\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e1.331\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e36.7\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e1.446\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e1297\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eM-71\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eR-38\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e1298\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eM-71\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eR-38-A\u003c\/td\u003e\n\n\t\t\u003c\/tr\u003e\n\n\t\t\u003ctr\u003e\n\n\t\t\t\u003ctd\u003e17\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e1.47\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e.058\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e35.1\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e1.384\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e33.8\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e1.331\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e37.3\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e1.472\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e1299\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eM-72\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eR-38\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e1300\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eM-72\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eR-38-A\u003c\/td\u003e\n\n\t\t\u003c\/tr\u003e\n\n\t\t\u003ctr\u003e\n\n\t\t\t\u003ctd\u003e18\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e1.24\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e.049\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e35.6\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e1.402\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e33.8\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e1.331\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e37.3\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e1.472\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e1299\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eM-72\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eR-38\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e1300\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eM-72\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eR-38-A\u003c\/td\u003e\n\n\t\t\u003c\/tr\u003e\n\n\t\t\u003ctr\u003e\n\n\t\t\t\u003ctd\u003e19\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e1.06\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e.042\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e35.9\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e1.416\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e33.8\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e1.331\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e37.3\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e1.472\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e1299\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eM-72\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eR-38\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e1300\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eM-72\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eR-38-A\u003c\/td\u003e\n\n\t\t\u003c\/tr\u003e\n\n\t\t\u003ctr\u003e\n\n\t\t\t\u003ctd\u003e20\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e0.88\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e.035\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e36.3\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e1.430\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e33.8\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e1.331\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e37.3\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e1.472\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e1299\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eM-72\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eR-38\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e1300\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eM-72\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eR-38-A\u003c\/td\u003e\n\n\t\t\u003c\/tr\u003e\n\n\t\u003c\/tbody\u003e\n\n\n\u003c\/table\u003e\n\n\n\u003c\/div\u003e\n\n\n\u003cp class=\"note\"\u003e\u003cstrong\u003eNote:\u003c\/strong\u003e Models 1197–1256 supplied with 3\/8\" square mandrel. Models 1257–1300 supplied with 1\/2\" square mandrel.\u003c\/p\u003e\n\n\u003c\/section\u003e\n\n\u003csection class=\"seo-block\"\u003e\n\u003ch3\u003eQuick Description\u003c\/h3\u003e\n\n\n\u003cp\u003eThe 1200 series Long Reach Tube Expanders are designed for heat exchangers, condensers, and industrial apparatus with deeper or thicker tube sheets. They are suitable for tube ODs from 1\/2\" to 1.1\/2\" and offer extended reach for controlled tube expansion.\u003c\/p\u003e\n\n\u003c\/section\u003e\n\n\u003c\/div\u003e\n","brand":"Powermaster","offers":[{"title":"Default Title","offer_id":56762058375494,"sku":"1200 Serie","price":0.0,"currency_code":"EUR","in_stock":true}],"thumbnail_url":"\/\/cdn.shopify.com\/s\/files\/1\/0947\/6456\/4806\/files\/1200-seriepng-60628.png?v=1781172157"},{"product_id":"1205-serie","title":"Tube Expander 1205 Series","description":"\u003cdiv class=\"hytool-12005-series\" lang=\"en\"\u003e\n\n\u003cstyle type=\"text\/css\"\u003e.hytool-12005-series{--hy:#00b050;--hy-dark:#08743f;--txt:#1f2933;--muted:#5b6470;--line:#d7dce2;--soft:#f6f8f7;font-family:Arial,Helvetica,sans-serif;color:var(--txt);max-width:1200px;margin:0 auto;line-height:1.5;font-size:16px;}\n    .hytool-12005-series *{box-sizing:border-box;}\n    .hytool-12005-series h2,.hytool-12005-series h3{color:var(--hy);margin:0 0 12px;line-height:1.2;font-weight:700;}\n    .hytool-12005-series h2{font-size:clamp(24px,3vw,34px);}\n    .hytool-12005-series h3{font-size:clamp(18px,2.1vw,24px);margin-top:24px;}\n    .hytool-12005-series p{margin:0 0 14px;}\n    .hytool-12005-series .hero{border:1px solid var(--line);border-radius:16px;padding:clamp(18px,3vw,34px);background:linear-gradient(135deg,#fff 0%,#fff 58%,var(--soft) 100%);margin-bottom:22px;}\n    .hytool-12005-series .badges{display:flex;flex-wrap:wrap;gap:8px;margin-top:14px;}\n    .hytool-12005-series .badge{border:1px solid rgba(0,176,80,.35);background:rgba(0,176,80,.08);color:#0f5f35;border-radius:999px;padding:6px 10px;font-size:14px;font-weight:700;}\n    .hytool-12005-series .info-box{background:#fff;border:1px solid var(--line);border-radius:14px;padding:18px;margin:0 0 18px;}\n    .hytool-12005-series .uses{margin:0 0 14px;padding-left:18px;}\n    .hytool-12005-series .uses li{margin:6px 0;}\n    .hytool-12005-series .mini-table{width:100%;border-collapse:collapse;font-size:14px;table-layout:auto;margin-top:10px;}\n    .hytool-12005-series th,.hytool-12005-series td{border:1px solid var(--line);padding:7px 8px;text-align:center;vertical-align:middle;white-space:normal;overflow-wrap:anywhere;word-break:normal;hyphens:auto;}\n    .hytool-12005-series thead th{background:var(--hy);color:#fff;font-weight:700;}\n    .hytool-12005-series tbody th{background:#eef8f2;color:#194d32;font-weight:700;}\n    .hytool-12005-series .graph-wrap{background:#fff;border:1px solid var(--line);border-radius:14px;padding:12px;margin:0 0 20px;text-align:center;}\n    .hytool-12005-series .graph-img{width:100%;max-width:760px;height:auto;display:block;margin:0 auto;border-radius:10px;}\n    .hytool-12005-series .table-wrap{width:100%;overflow-x:auto;-webkit-overflow-scrolling:touch;border:1px solid var(--line);border-radius:14px;background:#fff;margin:10px 0 18px;}\n    .hytool-12005-series .data-table{width:100%;border-collapse:collapse;table-layout:fixed;font-size:clamp(8px,.82vw,11.5px);line-height:1.15;}\n    .hytool-12005-series .data-table th,.hytool-12005-series .data-table td{padding:4px 3px;white-space:normal;overflow-wrap:anywhere;word-break:break-word;hyphens:auto;vertical-align:middle;}\n    .hytool-12005-series .data-table thead tr:first-child th{background:var(--hy-dark);color:#fff;}\n    .hytool-12005-series .data-table thead tr:nth-child(2) th{background:var(--hy);color:#fff;}\n    .hytool-12005-series .data-table tbody tr:nth-child(even) td{background:#fafafa;}\n    .hytool-12005-series .data-table .od{background:#eef8f2;color:#194d32;font-weight:700;}\n    .hytool-12005-series .note{font-size:13px;color:var(--muted);margin-top:10px;}\n    .hytool-12005-series .seo-block{background:#f7fbf8;border-left:5px solid var(--hy);padding:16px 18px;border-radius:10px;margin-top:22px;}\n    .hytool-12005-series .meta{font-size:14px;color:var(--muted);}\n    @media(max-width:760px){.hytool-12005-series{font-size:15px;}.hytool-12005-series .mini-table{font-size:12px;}.hytool-12005-series th,.hytool-12005-series td{padding:6px 5px;}.hytool-12005-series .data-table{font-size:8px;}}\n\u003c\/style\u003e\n\u003csection class=\"hero\"\u003e\n\u003ch2\u003e1200-5 Series Five-Roll Tube Expanders for Thin-Walled Tubes\u003c\/h2\u003e\n\n\n\u003cp\u003eThe 1200-5 Series combines a long-reach design with a five-roll configuration for thin-walled tubes. It is designed for thicker tube sheets, longer reach, and sensitive tube materials.\u003c\/p\u003e\n\n\n\u003cp\u003eThe five-roll design produces a more uniform, concentric expansion than conventional three-roll tools and reduces springback. The series is recommended for thin-walled tubes made of stainless steel, titanium, Incoloy, and other demanding materials.\u003c\/p\u003e\n\n\n\u003cdiv class=\"badges\"\u003e\n\n\u003cspan class=\"badge\"\u003eFive-Roll Long Reach\u003c\/span\u003e \u003cspan class=\"badge\"\u003eTube O.D. 3\/4\" to 1.1\/2\"\u003c\/span\u003e \u003cspan class=\"badge\"\u003eTube I.D. 14.8–36.3 mm\u003c\/span\u003e \u003cspan class=\"badge\"\u003efor Thin-Walled Tubes\u003c\/span\u003e\n\n\u003c\/div\u003e\n\n\u003c\/section\u003e\n\n\u003csection aria-label=\"Application range and adjustment range 1200-5 Series\" class=\"info-box\"\u003e\n\u003ch3\u003eApplication Range and Adjustment Range\u003c\/h3\u003e\n\n\n\u003cp\u003e\u003cstrong\u003eApplication:\u003c\/strong\u003e Tube expansion on thin-walled tubes in thicker tubesheets, especially for 19 to 22 gauge tube wall thicknesses and demanding materials.\u003c\/p\u003e\n\n\n\u003cul class=\"uses\"\u003e\n\n\t\u003cli\u003efor tube inner diameters from 14.8 mm (.584\") to 36.3 mm (1.43\")\u003c\/li\u003e\n\n\t\u003cli\u003efor tube outer diameters 3\/4\" to 1.1\/2\"\u003c\/li\u003e\n\n\t\u003cli\u003erecommended for stainless steel, titanium, Incoloy, and other special materials\u003c\/li\u003e\n\n\t\u003cli\u003efive-roll design for concentric, uniform expansion\u003c\/li\u003e\n\n\t\u003cli\u003efor thicker tube sheets and longer reaches; special sizes available upon request\u003c\/li\u003e\n\n\n\u003c\/ul\u003e\n\n\n\u003ctable aria-label=\"Adjustment range 1200-5 Series\" class=\"mini-table\"\u003e\n\n\t\u003cthead\u003e\n\n\t\t\u003ctr\u003e\n\n\t\t\t\u003cth\u003eRoll Length\u003c\/th\u003e\n\n\t\t\t\u003cth\u003eReach\u003c\/th\u003e\n\n\t\t\t\u003cth\u003eMinimum A\u003c\/th\u003e\n\n\t\t\t\u003cth\u003eMaximum B\u003c\/th\u003e\n\n\t\t\u003c\/tr\u003e\n\n\t\u003c\/thead\u003e\n\n\t\u003ctbody\u003e\n\n\t\t\u003ctr\u003e\n\n\t\t\t\u003cth rowspan=\"3\"\u003e38.10 mm\u003cbr\u003e\n\t\t\t1.1\/2\"\u003c\/th\u003e\n\n\t\t\t\u003ctd\u003eStandard\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e38.1 mm\u003cbr\u003e\n\t\t\t1.1\/2\"\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e152.4 mm\u003cbr\u003e\n\t\t\t6\"\u003c\/td\u003e\n\n\t\t\u003c\/tr\u003e\n\n\t\t\u003ctr\u003e\n\n\t\t\t\u003ctd\u003eA Reach\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e38.1 mm\u003cbr\u003e\n\t\t\t1.1\/2\"\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e203.2 mm\u003cbr\u003e\n\t\t\t8\"\u003c\/td\u003e\n\n\t\t\u003c\/tr\u003e\n\n\t\t\u003ctr\u003e\n\n\t\t\t\u003ctd\u003eB Reach\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e38.1 mm\u003cbr\u003e\n\t\t\t1.1\/2\"\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e253.8 mm\u003cbr\u003e\n\t\t\t10\"\u003c\/td\u003e\n\n\t\t\u003c\/tr\u003e\n\n\t\t\u003ctr\u003e\n\n\t\t\t\u003cth rowspan=\"3\"\u003e57.15 mm\u003cbr\u003e\n\t\t\t2.1\/4\"\u003c\/th\u003e\n\n\t\t\t\u003ctd\u003eStandard\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e57.1 mm\u003cbr\u003e\n\t\t\t2.1\/4\"\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e171.4 mm\u003cbr\u003e\n\t\t\t6.3\/4\"\u003c\/td\u003e\n\n\t\t\u003c\/tr\u003e\n\n\t\t\u003ctr\u003e\n\n\t\t\t\u003ctd\u003eA Reach\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e57.1 mm\u003cbr\u003e\n\t\t\t2.1\/4\"\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e222.1 mm\u003cbr\u003e\n\t\t\t8.3\/4\"\u003c\/td\u003e\n\n\t\t\u003c\/tr\u003e\n\n\t\t\u003ctr\u003e\n\n\t\t\t\u003ctd\u003eC Reach\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e57.1 mm\u003cbr\u003e\n\t\t\t2.1\/4\"\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e323.6 mm\u003cbr\u003e\n\t\t\t12.3\/4\"\u003c\/td\u003e\n\n\t\t\u003c\/tr\u003e\n\n\t\u003c\/tbody\u003e\n\n\n\u003c\/table\u003e\n\n\u003c\/section\u003e\n\n\u003csection aria-label=\"1200-5 Series Adjustment Range A and B Graphic\" class=\"graph-wrap\"\u003e\u003cimg alt=\"1200-5 Series Five-Roll Tube Expander: Adjustment Range A and B\" class=\"graph-img\" loading=\"lazy\" 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\"\u003e\u003c\/section\u003e\n\n\u003csection\u003e\n\u003ch3\u003eTechnical Table 1200-5 Series\u003c\/h3\u003e\n\n\n\u003cp\u003eThe table shows the assignment by tube outer diameter, tube wall thickness, tube inner diameter, minimum I.D., maximum tool expansion, and tool, mandrel, and roll set numbers. The table is structured as HTML so that Shopify translation apps can capture the content.\u003c\/p\u003e\n\n\n\u003cdiv class=\"table-wrap\"\u003e\n\n\u003ctable aria-label=\"Technical data 1200-5 Series\" class=\"data-table\"\u003e\n\n\t\u003cthead\u003e\n\n\t\t\u003ctr\u003e\n\n\t\t\t\u003cth rowspan=\"2\"\u003eTube O.D.\u003c\/th\u003e\n\n\t\t\t\u003cth rowspan=\"2\"\u003eBWG\u003c\/th\u003e\n\n\t\t\t\u003cth colspan=\"2\"\u003eTube Wall\u003c\/th\u003e\n\n\t\t\t\u003cth colspan=\"2\"\u003eTube I.D.\u003c\/th\u003e\n\n\t\t\t\u003cth colspan=\"2\"\u003eMin. I.D.\u003cbr\u003e\n\t\t\tTool enters\u003c\/th\u003e\n\n\t\t\t\u003cth colspan=\"2\"\u003eMax. Expansion\u003c\/th\u003e\n\n\t\t\t\u003cth colspan=\"3\"\u003eExpander 38.10 mm\u003cbr\u003e\n\t\t\t1.1\/2\" long rolls\u003c\/th\u003e\n\n\t\t\t\u003cth colspan=\"3\"\u003eExpander 57.15 mm\u003cbr\u003e\n\t\t\t2.1\/4\" long rolls\u003c\/th\u003e\n\n\t\t\u003c\/tr\u003e\n\n\t\t\u003ctr\u003e\n\n\t\t\t\u003cth\u003emm\u003c\/th\u003e\n\n\t\t\t\u003cth\u003einch\u003c\/th\u003e\n\n\t\t\t\u003cth\u003emm\u003c\/th\u003e\n\n\t\t\t\u003cth\u003einch\u003c\/th\u003e\n\n\t\t\t\u003cth\u003emm\u003c\/th\u003e\n\n\t\t\t\u003cth\u003einch\u003c\/th\u003e\n\n\t\t\t\u003cth\u003emm\u003c\/th\u003e\n\n\t\t\t\u003cth\u003einch\u003c\/th\u003e\n\n\t\t\t\u003cth\u003eTool No.\u003c\/th\u003e\n\n\t\t\t\u003cth\u003eMandrel\u003c\/th\u003e\n\n\t\t\t\u003cth\u003eRolls\u003c\/th\u003e\n\n\t\t\t\u003cth\u003eTool No.\u003c\/th\u003e\n\n\t\t\t\u003cth\u003eMandrel\u003c\/th\u003e\n\n\t\t\t\u003cth\u003eRolls\u003c\/th\u003e\n\n\t\t\u003c\/tr\u003e\n\n\t\u003c\/thead\u003e\n\n\t\u003ctbody\u003e\n\n\t\t\u003ctr\u003e\n\n\t\t\t\u003cth class=\"od\" rowspan=\"9\"\u003e3\/4 (19.05 mm)\u003c\/th\u003e\n\n\t\t\t\u003ctd\u003e14\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e2.10\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e.083\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e14.8\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e.584\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e14.5\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e.574\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e16.2\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e.639\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e1223-5\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e1224-5\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eR-6-5\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e1224-5\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e1224-5\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eR-6-A-5\u003c\/td\u003e\n\n\t\t\u003c\/tr\u003e\n\n\t\t\u003ctr\u003e\n\n\t\t\t\u003ctd\u003e15\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e1.82\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e.072\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e15.3\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e.606\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e14.9\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e.590\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e16.7\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e.661\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e1225-5\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e1226-5\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eR-7-5\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e1226-5\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e1226-5\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eR-7-A-5\u003c\/td\u003e\n\n\t\t\u003c\/tr\u003e\n\n\t\t\u003ctr\u003e\n\n\t\t\t\u003ctd\u003e16\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e1.65\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e.065\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e15.7\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e.620\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e15.3\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e.605\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e17.4\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e.685\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e1227-5\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eM-63\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eR-7-5\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e1228-5\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eM-63\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eR-7-A-5\u003c\/td\u003e\n\n\t\t\u003c\/tr\u003e\n\n\t\t\u003ctr\u003e\n\n\t\t\t\u003ctd\u003e17\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e1.47\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e.058\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e16.1\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e.634\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e15.7\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e.619\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e17.8\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e.699\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e1229-5\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e1230-5\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eR-7-5\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e1230-5\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e1230-5\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eR-7-A-5\u003c\/td\u003e\n\n\t\t\u003c\/tr\u003e\n\n\t\t\u003ctr\u003e\n\n\t\t\t\u003ctd\u003e18\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e1.24\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e.049\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e16.5\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e.652\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e15.7\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e.619\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e17.8\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e.699\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e1229-5\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e1230-5\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eR-7-5\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e1230-5\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e1230-5\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eR-7-A-5\u003c\/td\u003e\n\n\t\t\u003c\/tr\u003e\n\n\t\t\u003ctr\u003e\n\n\t\t\t\u003ctd\u003e19\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e1.06\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e.042\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e16.9\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e.666\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e16.3\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e.642\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e18.5\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e.722\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e1231-5\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eM-63\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eR-9-5\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e1232-5\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eM-63\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eR-9-A-5\u003c\/td\u003e\n\n\t\t\u003c\/tr\u003e\n\n\t\t\u003ctr\u003e\n\n\t\t\t\u003ctd\u003e20\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e0.88\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e.035\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e17.2\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e.680\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e16.3\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e.642\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e18.5\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e.722\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e1231-5\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eM-63\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eR-9-5\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e1232-5\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eM-63\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eR-9-A-5\u003c\/td\u003e\n\n\t\t\u003c\/tr\u003e\n\n\t\t\u003ctr\u003e\n\n\t\t\t\u003ctd\u003e21\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e0.81\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e.032\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e17.4\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e.686\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e16.3\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e.642\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e18.5\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e.722\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e1231-5\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eM-63\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eR-9-5\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e1232-5\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eM-63\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eR-9-A-5\u003c\/td\u003e\n\n\t\t\u003c\/tr\u003e\n\n\t\t\u003ctr\u003e\n\n\t\t\t\u003ctd\u003e22\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e0.71\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e.028\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e17.6\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e.694\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e16.3\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e.642\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e18.5\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e.722\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e1231-5\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eM-63\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eR-9-5\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e1232-5\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eM-63\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eR-9-A-5\u003c\/td\u003e\n\n\t\t\u003c\/tr\u003e\n\n\t\t\u003ctr\u003e\n\n\t\t\t\u003cth class=\"od\" rowspan=\"9\"\u003e1 (25.40 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mm)\u003c\/th\u003e\n\n\t\t\t\u003ctd\u003e12\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e2.76\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e.109\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e23.0\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e.907\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e22.4\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e.883\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e24.9\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e.982\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e1257-5\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eM-71-3\/8\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eR-15-5\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e1258-5\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eM-71-3\/8\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eR-15-A-5\u003c\/td\u003e\n\n\t\t\u003c\/tr\u003e\n\n\t\t\u003ctr\u003e\n\n\t\t\t\u003ctd\u003e15\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e1.82\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e.072\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e24.9\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e.981\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e24.4\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e.962\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e27.2\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e1.071\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e1263-5\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e1263-5\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eR-18-5\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e-\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e-\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e-\u003c\/td\u003e\n\n\t\t\u003c\/tr\u003e\n\n\t\t\u003ctr\u003e\n\n\t\t\t\u003ctd\u003e16\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e1.65\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e.065\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e25.2\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e.995\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e24.4\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e.962\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e27.2\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e1.071\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e1263-5\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e1263-5\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eR-18-5\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e-\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e-\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e-\u003c\/td\u003e\n\n\t\t\u003c\/tr\u003e\n\n\t\t\u003ctr\u003e\n\n\t\t\t\u003cth class=\"od\" rowspan=\"4\"\u003e1.1\/2 (38.10 mm)\u003c\/th\u003e\n\n\t\t\t\u003ctd\u003e17\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e1.47\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e.058\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e35.1\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e1.384\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e33.8\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e1.331\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e37.3\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e1.472\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e1299-5\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e1299-5\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eR-29-5\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e1300-5\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e1299-5\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eR-29-A-5\u003c\/td\u003e\n\n\t\t\u003c\/tr\u003e\n\n\t\t\u003ctr\u003e\n\n\t\t\t\u003ctd\u003e18\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e1.24\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e.049\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e35.6\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e1.402\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e33.8\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e1.331\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e37.3\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e1.472\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e1299-5\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e1299-5\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eR-29-5\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e1300-5\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e1299-5\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eR-29-A-5\u003c\/td\u003e\n\n\t\t\u003c\/tr\u003e\n\n\t\t\u003ctr\u003e\n\n\t\t\t\u003ctd\u003e19\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e1.06\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e.042\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e36.0\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e1.416\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e33.8\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e1.331\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e37.3\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e1.472\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e1299-5\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e1299-5\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eR-29-5\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e1300-5\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e1299-5\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eR-29-A-5\u003c\/td\u003e\n\n\t\t\u003c\/tr\u003e\n\n\t\t\u003ctr\u003e\n\n\t\t\t\u003ctd\u003e20\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e0.88\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e.035\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e36.3\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e1.430\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e33.8\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e1.331\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e37.3\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e1.472\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e1299-5\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e1299-5\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eR-29-5\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e1300-5\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e1299-5\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eR-29-A-5\u003c\/td\u003e\n\n\t\t\u003c\/tr\u003e\n\n\t\u003c\/tbody\u003e\n\n\n\u003c\/table\u003e\n\n\n\u003c\/div\u003e\n\n\n\u003cp class=\"note\"\u003e\u003cstrong\u003eNote:\u003c\/strong\u003e For best results, a Thin Wall Thrust Collar should be used when rolling 19 to 22 gauge thin-walled tubes. Models 1223-5 to 1258-5 are supplied with 3\/8\" square mandrels. Models 1263-5 to 1300-5 are supplied with 1\/2\" square mandrels.\u003c\/p\u003e\n\n\u003c\/section\u003e\n\n\u003csection class=\"seo-block\"\u003e\n\u003ch3\u003eBrief Description\u003c\/h3\u003e\n\n\n\u003cp\u003eThe 1200-5 Series Five-Roll Tube Expander is designed for thin-walled tubes in thicker tubesheets. It combines long-reach capability with concentric five-roll expansion and is suitable for stainless steel, titanium, Incoloy, heat exchangers, condensers, and industrial apparatuses.\u003c\/p\u003e\n\n\u003c\/section\u003e\n\n\u003c\/div\u003e\n","brand":"hytool","offers":[{"title":"Default Title","offer_id":56766912692550,"sku":"1205 Serie","price":0.0,"currency_code":"EUR","in_stock":true}],"thumbnail_url":"\/\/cdn.shopify.com\/s\/files\/1\/0947\/6456\/4806\/files\/1205-seriepng-60642.png?v=1781251942"},{"product_id":"8012-serie","title":"Tube expander 8012 Series","description":"\u003cdiv class=\"hytool-8012-series\" lang=\"en\"\u003e\n\n\u003cstyle type=\"text\/css\"\u003e.hytool-8012-series{--hy:#00b050;--hy-dark:#08743f;--txt:#1f2933;--muted:#5b6470;--line:#d7dce2;--soft:#f6f8f7;font-family:Arial,Helvetica,sans-serif;color:var(--txt);max-width:1200px;margin:0 auto;line-height:1.5;font-size:16px;}\n    .hytool-8012-series *{box-sizing:border-box;}\n    .hytool-8012-series h2,.hytool-8012-series h3{color:var(--hy);margin:0 0 12px;line-height:1.2;font-weight:700;}\n    .hytool-8012-series h2{font-size:clamp(24px,3vw,34px);}\n    .hytool-8012-series h3{font-size:clamp(18px,2.1vw,24px);margin-top:24px;}\n    .hytool-8012-series p{margin:0 0 14px;}\n    .hytool-8012-series .hero{border:1px solid var(--line);border-radius:16px;padding:clamp(18px,3vw,34px);background:linear-gradient(135deg,#fff 0%,#fff 58%,var(--soft) 100%);margin-bottom:22px;}\n    .hytool-8012-series .badges{display:flex;flex-wrap:wrap;gap:8px;margin-top:14px;}\n    .hytool-8012-series .badge{border:1px solid rgba(0,176,80,.35);background:rgba(0,176,80,.08);color:#0f5f35;border-radius:999px;padding:6px 10px;font-size:14px;font-weight:700;}\n    .hytool-8012-series .info-box{background:#fff;border:1px solid var(--line);border-radius:14px;padding:18px;margin:0 0 18px;}\n    .hytool-8012-series .uses{margin:0 0 14px;padding-left:18px;}\n    .hytool-8012-series .uses li{margin:6px 0;}\n    .hytool-8012-series .mini-table{width:100%;border-collapse:collapse;font-size:14px;table-layout:auto;margin-top:10px;}\n    .hytool-8012-series th,.hytool-8012-series td{border:1px solid var(--line);padding:7px 8px;text-align:center;vertical-align:middle;white-space:normal;overflow-wrap:anywhere;word-break:normal;hyphens:auto;}\n    .hytool-8012-series thead th{background:var(--hy);color:#fff;font-weight:700;}\n    .hytool-8012-series tbody th{background:#eef8f2;color:#194d32;font-weight:700;}\n    .hytool-8012-series .graph-wrap{background:#fff;border:1px solid var(--line);border-radius:14px;padding:12px;margin:0 0 20px;text-align:center;}\n    .hytool-8012-series .graph-img{width:100%;max-width:760px;height:auto;display:block;margin:0 auto;border-radius:10px;}\n    .hytool-8012-series .table-wrap{width:100%;overflow-x:auto;-webkit-overflow-scrolling:touch;border:1px solid var(--line);border-radius:14px;background:#fff;margin:10px 0 18px;}\n    .hytool-8012-series .data-table{width:100%;border-collapse:collapse;table-layout:fixed;font-size:clamp(8px,.82vw,11.5px);line-height:1.15;}\n    .hytool-8012-series .data-table th,.hytool-8012-series .data-table td{padding:4px 3px;white-space:normal;overflow-wrap:anywhere;word-break:break-word;hyphens:auto;vertical-align:middle;}\n    .hytool-8012-series .data-table thead tr:first-child th{background:var(--hy-dark);color:#fff;}\n    .hytool-8012-series .data-table thead tr:nth-child(2) th{background:var(--hy);color:#fff;}\n    .hytool-8012-series .data-table tbody tr:nth-child(even) td{background:#fafafa;}\n    .hytool-8012-series .data-table .od{background:#eef8f2;color:#194d32;font-weight:700;}\n    .hytool-8012-series .note{font-size:13px;color:var(--muted);margin-top:10px;}\n    .hytool-8012-series .seo-block{background:#f7fbf8;border-left:5px solid var(--hy);padding:16px 18px;border-radius:10px;margin-top:22px;}\n    .hytool-8012-series .meta{font-size:14px;color:var(--muted);}\n    @media(max-width:760px){.hytool-8012-series{font-size:15px;}.hytool-8012-series .mini-table{font-size:12px;}.hytool-8012-series th,.hytool-8012-series td{padding:6px 5px;}.hytool-8012-series .data-table{font-size:8px;}}\n\u003c\/style\u003e\n\u003csection class=\"hero\"\u003e\n\u003ch2\u003e8012 Series Tube Expander for Large Tube Diameters\u003c\/h2\u003e\n\n\n\u003cp\u003eThe 8012 series is designed for expanding large tubes in air preheaters, boilers, refinery plants and industrial apparatuses. It covers tube outside diameters from 1 3\/4\" to 5\" and is suitable for thick tube sheets up to 8\".\u003c\/p\u003e\n\n\n\u003cp\u003eThe tube expanders are designed with 57.15 mm long rolls and are suitable for tube inside diameters from 36.1 mm to 123.7 mm. For mandrels with 6\" or 8\" reach, the desired reach is appended to the mandrel number.\u003c\/p\u003e\n\n\n\u003cdiv class=\"badges\"\u003e\n\n\u003cspan class=\"badge\"\u003eTube O.D. 1 3\/4\" to 5\"\u003c\/span\u003e \u003cspan class=\"badge\"\u003eTube I.D. 36.1–123.7 mm\u003c\/span\u003e \u003cspan class=\"badge\"\u003efor thick tube sheets up to 8\"\u003c\/span\u003e \u003cspan class=\"badge\"\u003eAir Preheaters and Boilers\u003c\/span\u003e\n\n\u003c\/div\u003e\n\n\u003c\/section\u003e\n\n\u003csection aria-label=\"Application Range and Adjustment Range 8012 Series\" class=\"info-box\"\u003e\n\u003ch3\u003eApplication Range and Adjustment Range\u003c\/h3\u003e\n\n\n\u003cp\u003e\u003cstrong\u003eApplication:\u003c\/strong\u003e Expanding tubes in air preheaters, boilers, and refinery still tubes. The series can also be used for thick tube sheets up to 8\".\u003c\/p\u003e\n\n\n\u003cul class=\"uses\"\u003e\n\n\t\u003cli\u003efor tube inside diameters from 36.1 mm (1.420\") to 123.7 mm (4.870\")\u003c\/li\u003e\n\n\t\u003cli\u003efor tube outside diameters 1 3\/4\" to 5\"\u003c\/li\u003e\n\n\t\u003cli\u003eexpander with 57.15 mm \/ 2 1\/4\" long rolls\u003c\/li\u003e\n\n\t\u003cli\u003efor larger 8012 versions, please inquire\u003c\/li\u003e\n\n\t\u003cli\u003eSuffix -6 or -8 for mandrels with 6\" or 8\" reach\u003c\/li\u003e\n\n\n\u003c\/ul\u003e\n\n\n\u003ctable aria-label=\"Adjustment Range 8012 Series\" class=\"mini-table\"\u003e\n\n\t\u003cthead\u003e\n\n\t\t\u003ctr\u003e\n\n\t\t\t\u003cth\u003eRoll length\u003c\/th\u003e\n\n\t\t\t\u003cth\u003eReach\u003c\/th\u003e\n\n\t\t\t\u003cth\u003eMinimum A\u003c\/th\u003e\n\n\t\t\t\u003cth\u003eMaximum B\u003c\/th\u003e\n\n\t\t\u003c\/tr\u003e\n\n\t\u003c\/thead\u003e\n\n\t\u003ctbody\u003e\n\n\t\t\u003ctr\u003e\n\n\t\t\t\u003cth rowspan=\"3\"\u003e57.1 mm\u003cbr\u003e\n\t\t\t2.1\/4\"\u003c\/th\u003e\n\n\t\t\t\u003ctd\u003eStandard\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e12.7 mm\u003cbr\u003e\n\t\t\t1\/2\"\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e101.4 mm\u003cbr\u003e\n\t\t\t4\"\u003c\/td\u003e\n\n\t\t\u003c\/tr\u003e\n\n\t\t\u003ctr\u003e\n\n\t\t\t\u003ctd\u003e6\" Reach\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e12.7 mm\u003cbr\u003e\n\t\t\t1\/2\"\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e152.4 mm\u003cbr\u003e\n\t\t\t6\"\u003c\/td\u003e\n\n\t\t\u003c\/tr\u003e\n\n\t\t\u003ctr\u003e\n\n\t\t\t\u003ctd\u003e8\" Reach\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e12.7 mm\u003cbr\u003e\n\t\t\t1\/2\"\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e203.2 mm\u003cbr\u003e\n\t\t\t8\"\u003c\/td\u003e\n\n\t\t\u003c\/tr\u003e\n\n\t\u003c\/tbody\u003e\n\n\n\u003c\/table\u003e\n\n\u003c\/section\u003e\n\n\u003csection aria-label=\"8012 Series Graph Adjustment Range A and B\" class=\"graph-wrap\"\u003e\u003cimg alt=\"8012 Series Tube Expander: Adjustment Range A and B\" class=\"graph-img\" loading=\"lazy\" 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\"\u003e\u003c\/section\u003e\n\n\u003csection\u003e\n\u003ch3\u003eTechnical Table 8012 Series\u003c\/h3\u003e\n\n\n\u003cp\u003eThe table shows the assignment by tube outside diameter, tube wall thickness, tube inside diameter, minimum I.D., maximum tool expansion, as well as tool, mandrel, and roll set numbers. The table is structured in HTML so that Shopify translation apps can capture the content.\u003c\/p\u003e\n\n\n\u003cdiv class=\"table-wrap\"\u003e\n\n\u003ctable aria-label=\"Technical Data 8012 Series\" class=\"data-table\"\u003e\n\n\t\u003cthead\u003e\n\n\t\t\u003ctr\u003e\n\n\t\t\t\u003cth rowspan=\"2\"\u003eTube O.D.\u003c\/th\u003e\n\n\t\t\t\u003cth rowspan=\"2\"\u003eBWG\u003c\/th\u003e\n\n\t\t\t\u003cth colspan=\"2\"\u003eTube Wall\u003c\/th\u003e\n\n\t\t\t\u003cth colspan=\"2\"\u003eTube I.D.\u003c\/th\u003e\n\n\t\t\t\u003cth colspan=\"2\"\u003eMin. I.D.\u003cbr\u003e\n\t\t\tTool enters\u003c\/th\u003e\n\n\t\t\t\u003cth colspan=\"2\"\u003eMax. Expansion\u003c\/th\u003e\n\n\t\t\t\u003cth colspan=\"3\"\u003eExpander 57.15 mm\u003cbr\u003e\n\t\t\t2.1\/4\" long rolls\u003c\/th\u003e\n\n\t\t\u003c\/tr\u003e\n\n\t\t\u003ctr\u003e\n\n\t\t\t\u003cth\u003emm\u003c\/th\u003e\n\n\t\t\t\u003cth\u003einch\u003c\/th\u003e\n\n\t\t\t\u003cth\u003emm\u003c\/th\u003e\n\n\t\t\t\u003cth\u003einch\u003c\/th\u003e\n\n\t\t\t\u003cth\u003emm\u003c\/th\u003e\n\n\t\t\t\u003cth\u003einch\u003c\/th\u003e\n\n\t\t\t\u003cth\u003emm\u003c\/th\u003e\n\n\t\t\t\u003cth\u003einch\u003c\/th\u003e\n\n\t\t\t\u003cth\u003eTool No.\u003c\/th\u003e\n\n\t\t\t\u003cth\u003eMandrel\u003c\/th\u003e\n\n\t\t\t\u003cth\u003eRolls\u003c\/th\u003e\n\n\t\t\u003c\/tr\u003e\n\n\t\u003c\/thead\u003e\n\n\t\u003ctbody\u003e\n\n\t\t\u003ctr\u003e\n\n\t\t\t\u003cth class=\"od\" rowspan=\"7\"\u003e1.3\/4 (44.45 mm)\u003c\/th\u003e\n\n\t\t\t\u003ctd\u003e7\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e4.57\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e.179\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e34.7\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e1.366\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e33.3\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e1.311\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e37.8\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e1.488\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e8012-1.3\/4-7\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eM-90\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eR-32\u003c\/td\u003e\n\n\t\t\u003c\/tr\u003e\n\n\t\t\u003ctr\u003e\n\n\t\t\t\u003ctd\u003e8\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e4.19\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e.165\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e36.1\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e1.420\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e34.7\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e1.368\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e39.3\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e1.550\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e8012-1.3\/4-8\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eM-90\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eR-33-A\u003c\/td\u003e\n\n\t\t\u003c\/tr\u003e\n\n\t\t\u003ctr\u003e\n\n\t\t\t\u003ctd\u003e10\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e3.40\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e.134\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e37.6\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e1.482\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e36.0\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e1.420\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e40.8\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e1.607\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e8012-1.3\/4-10\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eM-90\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eR-37-A\u003c\/td\u003e\n\n\t\t\u003c\/tr\u003e\n\n\t\t\u003ctr\u003e\n\n\t\t\t\u003ctd\u003e11\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e3.04\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e.120\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e38.3\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e1.510\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e36.9\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e1.454\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e41.5\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e1.635\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e8012-1.3\/4-11\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eM-90\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eR-42\u003c\/td\u003e\n\n\t\t\u003c\/tr\u003e\n\n\t\t\u003ctr\u003e\n\n\t\t\t\u003ctd\u003e12\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e2.76\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e.109\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e38.9\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e1.532\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e37.6\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e1.482\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e42.0\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e1.657\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e8012-1.3\/4-12\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eM-90\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eR-44\u003c\/td\u003e\n\n\t\t\u003c\/tr\u003e\n\n\t\t\u003ctr\u003e\n\n\t\t\t\u003ctd\u003e13\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e2.41\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e.095\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e39.6\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e1.560\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e38.3\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e1.510\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e42.7\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e1.685\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e8012-1.3\/4-13\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eM-90\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eR-46\u003c\/td\u003e\n\n\t\t\u003c\/tr\u003e\n\n\t\t\u003ctr\u003e\n\n\t\t\t\u003ctd\u003e14\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e2.10\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e.083\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e40.2\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e1.584\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e38.9\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e1.532\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e43.4\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e1.709\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e8012-1.3\/4-14\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eM-90\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eR-48\u003c\/td\u003e\n\n\t\t\u003c\/tr\u003e\n\n\t\t\u003ctr\u003e\n\n\t\t\t\u003cth 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td\u003e2.232\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e62.2\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e2.450\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e8012-2.1\/2-13-18\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eM-94\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eR-64\u003c\/td\u003e\n\n\t\t\u003c\/tr\u003e\n\n\t\t\u003ctr\u003e\n\n\t\t\t\u003ctd\u003e17\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e1.47\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e.058\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e60.6\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e2.384\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e56.6\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e2.232\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e62.2\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e2.450\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e8012-2.1\/2-13-18\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eM-94\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eR-64\u003c\/td\u003e\n\n\t\t\u003c\/tr\u003e\n\n\t\t\u003ctr\u003e\n\n\t\t\t\u003ctd\u003e18\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e1.24\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e.049\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e61.0\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e2.402\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e56.6\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e2.232\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e62.2\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e2.450\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e8012-2.1\/2-13-18\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eM-94\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eR-64\u003c\/td\u003e\n\n\t\t\u003c\/tr\u003e\n\n\t\t\u003ctr\u003e\n\n\t\t\t\u003cth 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mm)\u003c\/th\u003e\n\n\t\t\t\u003ctd\u003e10\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e3.40\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e.134\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e63.0\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e2.482\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e60.7\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e2.390\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e68.6\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e2.702\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e8012-2.3\/4-10-16\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eM-96\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eR-66\u003c\/td\u003e\n\n\t\t\u003c\/tr\u003e\n\n\t\t\u003ctr\u003e\n\n\t\t\t\u003ctd\u003e11\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e3.04\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e.120\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e63.7\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e2.510\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e60.7\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e2.390\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e68.6\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e2.702\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e8012-2.3\/4-10-16\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eM-96\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eR-66\u003c\/td\u003e\n\n\t\t\u003c\/tr\u003e\n\n\t\t\u003ctr\u003e\n\n\t\t\t\u003ctd\u003e12\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e2.76\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e.109\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e64.3\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e2.532\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e60.7\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e2.390\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e68.6\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e2.702\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e8012-2.3\/4-10-16\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eM-96\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eR-66\u003c\/td\u003e\n\n\t\t\u003c\/tr\u003e\n\n\t\t\u003ctr\u003e\n\n\t\t\t\u003ctd\u003e13\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e2.41\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e.095\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e65.0\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e2.560\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e60.7\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e2.390\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e68.6\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e2.702\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e8012-2.3\/4-10-16\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eM-96\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eR-66\u003c\/td\u003e\n\n\t\t\u003c\/tr\u003e\n\n\t\t\u003ctr\u003e\n\n\t\t\t\u003ctd\u003e14\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e2.10\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e.083\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e65.6\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e2.584\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e60.7\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e2.390\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e68.6\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e2.702\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e8012-2.3\/4-10-16\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eM-96\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eR-66\u003c\/td\u003e\n\n\t\t\u003c\/tr\u003e\n\n\t\t\u003ctr\u003e\n\n\t\t\t\u003ctd\u003e15\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e1.83\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e.072\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e66.1\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e2.606\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e60.7\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e2.390\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e68.6\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e2.702\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e8012-2.3\/4-10-16\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eM-96\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eR-66\u003c\/td\u003e\n\n\t\t\u003c\/tr\u003e\n\n\t\t\u003ctr\u003e\n\n\t\t\t\u003ctd\u003e16\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e1.65\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e.065\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e66.5\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e2.620\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e60.7\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e2.390\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e68.6\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e2.702\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e8012-2.3\/4-10-16\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eM-96\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eR-66\u003c\/td\u003e\n\n\t\t\u003c\/tr\u003e\n\n\t\t\u003ctr\u003e\n\n\t\t\t\u003cth 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ctd\u003e74.9\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e2.952\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e8012-3-10-18\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eM-96\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eR-67\u003c\/td\u003e\n\n\t\t\u003c\/tr\u003e\n\n\t\t\u003ctr\u003e\n\n\t\t\t\u003ctd\u003e17\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e1.47\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e.058\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e73.3\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e2.884\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e67.0\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e2.640\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e74.9\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e2.952\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e8012-3-10-18\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eM-96\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eR-67\u003c\/td\u003e\n\n\t\t\u003c\/tr\u003e\n\n\t\t\u003ctr\u003e\n\n\t\t\t\u003ctd\u003e18\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e1.24\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e.049\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e73.7\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e2.902\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e67.0\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e2.640\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e74.9\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e2.952\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e8012-3-10-18\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eM-96\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eR-67\u003c\/td\u003e\n\n\t\t\u003c\/tr\u003e\n\n\t\t\u003ctr\u003e\n\n\t\t\t\u003cth 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t\t\u003ctd\u003e100.6\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e3.960\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e8012-4-10-18\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eM-101\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eR-72\u003c\/td\u003e\n\n\t\t\u003c\/tr\u003e\n\n\t\t\u003ctr\u003e\n\n\t\t\t\u003ctd\u003e16\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e1.65\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e.065\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e98.3\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e3.870\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e93.0\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e3.661\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e100.6\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e3.960\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e8012-4-10-18\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eM-101\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eR-72\u003c\/td\u003e\n\n\t\t\u003c\/tr\u003e\n\n\t\t\u003ctr\u003e\n\n\t\t\t\u003cth class=\"od\" rowspan=\"7\"\u003e4.1\/2 (114.30 mm)\u003c\/th\u003e\n\n\t\t\t\u003ctd\u003e3\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e6.60\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e.259\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e101.1\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e3.980\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e100.0\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e3.940\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e109.0\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e4.291\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e8012-4.1\/2-3-4\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eM-102\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eR-73\u003c\/td\u003e\n\n\t\t\u003c\/tr\u003e\n\n\t\t\u003ctr\u003e\n\n\t\t\t\u003ctd\u003e4\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e6.00\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e.236\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e102.3\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e4.030\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e100.0\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e3.940\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e109.0\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e4.291\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e8012-4.1\/2-3-4\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eM-102\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eR-73\u003c\/td\u003e\n\n\t\t\u003c\/tr\u003e\n\n\t\t\u003ctr\u003e\n\n\t\t\t\u003ctd\u003e8\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e4.19\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e.165\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e105.9\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e4.170\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e102.0\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e4.020\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e111.0\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e4.370\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e8012-4.1\/2-8-9\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eM-102\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eR-74\u003c\/td\u003e\n\n\t\t\u003c\/tr\u003e\n\n\t\t\u003ctr\u003e\n\n\t\t\t\u003ctd\u003e9\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e3.75\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e.148\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e106.8\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e4.204\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e102.0\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e4.020\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e111.0\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e4.370\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e8012-4.1\/2-8-9\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eM-102\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eR-74\u003c\/td\u003e\n\n\t\t\u003c\/tr\u003e\n\n\t\t\u003ctr\u003e\n\n\t\t\t\u003ctd\u003e10\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e3.40\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e.134\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e107.5\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e4.232\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e104.0\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e4.100\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e113.0\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e4.450\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e8012-4.1\/2-10-18\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eM-103\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eR-74\u003c\/td\u003e\n\n\t\t\u003c\/tr\u003e\n\n\t\t\u003ctr\u003e\n\n\t\t\t\u003ctd\u003e12\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e2.76\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e.109\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e108.8\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e4.283\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e104.0\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e4.100\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e113.0\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e4.450\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e8012-4.1\/2-10-18\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eM-103\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eR-74\u003c\/td\u003e\n\n\t\t\u003c\/tr\u003e\n\n\t\t\u003ctr\u003e\n\n\t\t\t\u003ctd\u003e16\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e1.65\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e.065\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e111.0\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e4.370\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e104.0\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e4.100\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e113.0\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e4.450\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e8012-4.1\/2-10-18\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eM-103\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eR-74\u003c\/td\u003e\n\n\t\t\u003c\/tr\u003e\n\n\t\t\u003ctr\u003e\n\n\t\t\t\u003cth class=\"od\" rowspan=\"9\"\u003e5 (127.00 mm)\u003c\/th\u003e\n\n\t\t\t\u003ctd\u003e3\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e6.60\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e.259\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e113.8\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e4.480\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e112.0\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e4.410\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e121.0\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e4.763\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e8012-5-3-4\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eM-105\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eR-76\u003c\/td\u003e\n\n\t\t\u003c\/tr\u003e\n\n\t\t\u003ctr\u003e\n\n\t\t\t\u003ctd\u003e4\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e6.00\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e.236\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e115.0\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e4.527\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e112.0\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e4.410\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e121.0\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e4.763\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e8012-5-3-4\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eM-105\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eR-76\u003c\/td\u003e\n\n\t\t\u003c\/tr\u003e\n\n\t\t\u003ctr\u003e\n\n\t\t\t\u003ctd\u003e8\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e4.19\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e.165\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e118.6\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e4.670\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e116.0\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e4.566\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e125.0\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e4.921\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e8012-5-8-9\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eM-105\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eR-77\u003c\/td\u003e\n\n\t\t\u003c\/tr\u003e\n\n\t\t\u003ctr\u003e\n\n\t\t\t\u003ctd\u003e9\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e3.75\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e.148\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e119.5\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e4.704\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e116.0\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e4.566\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e125.0\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e4.921\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e8012-5-8-9\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eM-105\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eR-77\u003c\/td\u003e\n\n\t\t\u003c\/tr\u003e\n\n\t\t\u003ctr\u003e\n\n\t\t\t\u003ctd\u003e10\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e3.40\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e.134\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e120.2\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e4.732\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e117.0\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e4.606\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e126.0\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e4.960\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e8012-5-10-18\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eM-105\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eR-78\u003c\/td\u003e\n\n\t\t\u003c\/tr\u003e\n\n\t\t\u003ctr\u003e\n\n\t\t\t\u003ctd\u003e11\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e3.04\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e.120\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e121.0\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e4.763\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e117.0\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e4.606\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e126.0\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e4.960\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e8012-5-10-18\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eM-105\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eR-78\u003c\/td\u003e\n\n\t\t\u003c\/tr\u003e\n\n\t\t\u003ctr\u003e\n\n\t\t\t\u003ctd\u003e12\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e2.76\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e.109\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e121.5\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e4.783\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e117.0\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e4.606\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e126.0\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e4.960\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e8012-5-10-18\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eM-105\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eR-78\u003c\/td\u003e\n\n\t\t\u003c\/tr\u003e\n\n\t\t\u003ctr\u003e\n\n\t\t\t\u003ctd\u003e14\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e2.10\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e.083\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e122.8\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e4.834\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e117.0\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e4.606\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e126.0\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e4.960\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e8012-5-10-18\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eM-105\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eR-78\u003c\/td\u003e\n\n\t\t\u003c\/tr\u003e\n\n\t\t\u003ctr\u003e\n\n\t\t\t\u003ctd\u003e16\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e1.65\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e.065\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e123.7\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e4.870\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e117.0\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e4.606\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e126.0\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e4.960\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e8012-5-10-18\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eM-105\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eR-78\u003c\/td\u003e\n\n\t\t\u003c\/tr\u003e\n\n\t\u003c\/tbody\u003e\n\n\n\u003c\/table\u003e\n\n\n\u003c\/div\u003e\n\n\n\u003cp class=\"note\"\u003e\u003cstrong\u003eNote:\u003c\/strong\u003e Models 8012-1.3\/4-7 to 8012-2.1\/2-13-18 come with 3\/4\" square mandrels. Models 8012-2.3\/4-10-16 to 8012-5-10-18 come with 1\" square mandrels.\u003c\/p\u003e\n\n\u003c\/section\u003e\n\n\u003csection class=\"seo-block\"\u003e\n\u003ch3\u003eBrief Description\u003c\/h3\u003e\n\n\n\u003cp\u003eThe 8012 Series tube expanders are designed for large tube diameters in air preheaters, boilers, refinery plants and industrial apparatuses. They are suitable for tube outer diameters from 1.3\/4\" to 5\" and thick tube sheets up to 8\".\u003c\/p\u003e\n\n\u003c\/section\u003e\n\n\u003c\/div\u003e\n","brand":"hytool","offers":[{"title":"Default Title","offer_id":56766912725318,"sku":"8012 Serie","price":0.0,"currency_code":"EUR","in_stock":true}],"thumbnail_url":"\/\/cdn.shopify.com\/s\/files\/1\/0947\/6456\/4806\/files\/8012-seriepng-60656.png?v=1781251955"},{"product_id":"8012-5-serie","title":"Tube Expander 8012-5 Series","description":"\u003cdiv class=\"hytool-80125-series\" lang=\"en\"\u003e\n\n\u003cstyle type=\"text\/css\"\u003e.hytool-80125-series{--hy:#00b050;--hy-dark:#08743f;--txt:#1f2933;--muted:#5b6470;--line:#d7dce2;--soft:#f6f8f7;font-family:Arial,Helvetica,sans-serif;color:var(--txt);max-width:1200px;margin:0 auto;line-height:1.5;font-size:16px;}\n    .hytool-80125-series *{box-sizing:border-box;}\n    .hytool-80125-series h2,.hytool-80125-series h3{color:var(--hy);margin:0 0 12px;line-height:1.2;font-weight:700;}\n    .hytool-80125-series h2{font-size:clamp(24px,3vw,34px);}\n    .hytool-80125-series h3{font-size:clamp(18px,2.1vw,24px);margin-top:24px;}\n    .hytool-80125-series p{margin:0 0 14px;}\n    .hytool-80125-series .hero{border:1px solid var(--line);border-radius:16px;padding:clamp(18px,3vw,34px);background:linear-gradient(135deg,#fff 0%,#fff 58%,var(--soft) 100%);margin-bottom:22px;}\n    .hytool-80125-series .badges{display:flex;flex-wrap:wrap;gap:8px;margin-top:14px;}\n    .hytool-80125-series .badge{border:1px solid rgba(0,176,80,.35);background:rgba(0,176,80,.08);color:#0f5f35;border-radius:999px;padding:6px 10px;font-size:14px;font-weight:700;}\n    .hytool-80125-series .info-box{background:#fff;border:1px solid var(--line);border-radius:14px;padding:18px;margin:0 0 18px;}\n    .hytool-80125-series .uses{margin:0 0 14px;padding-left:18px;}\n    .hytool-80125-series .uses li{margin:6px 0;}\n    .hytool-80125-series .mini-table{width:100%;border-collapse:collapse;font-size:14px;table-layout:auto;margin-top:10px;}\n    .hytool-80125-series th,.hytool-80125-series td{border:1px solid var(--line);padding:7px 8px;text-align:center;vertical-align:middle;white-space:normal;overflow-wrap:anywhere;word-break:normal;hyphens:auto;}\n    .hytool-80125-series thead th{background:var(--hy);color:#fff;font-weight:700;}\n    .hytool-80125-series tbody th{background:#eef8f2;color:#194d32;font-weight:700;}\n    .hytool-80125-series .graph-wrap{background:#fff;border:1px solid var(--line);border-radius:14px;padding:12px;margin:0 0 20px;text-align:center;}\n    .hytool-80125-series .graph-img{width:100%;max-width:760px;height:auto;display:block;margin:0 auto;border-radius:10px;}\n    .hytool-80125-series .table-wrap{width:100%;overflow-x:auto;-webkit-overflow-scrolling:touch;border:1px solid var(--line);border-radius:14px;background:#fff;margin:10px 0 18px;}\n    .hytool-80125-series .data-table{width:100%;border-collapse:collapse;table-layout:fixed;font-size:clamp(8px,.82vw,11.5px);line-height:1.15;}\n    .hytool-80125-series .data-table th,.hytool-80125-series .data-table td{padding:4px 3px;white-space:normal;overflow-wrap:anywhere;word-break:break-word;hyphens:auto;vertical-align:middle;}\n    .hytool-80125-series .data-table thead tr:first-child th{background:var(--hy-dark);color:#fff;}\n    .hytool-80125-series .data-table thead tr:nth-child(2) th{background:var(--hy);color:#fff;}\n    .hytool-80125-series .data-table tbody tr:nth-child(even) td{background:#fafafa;}\n    .hytool-80125-series .data-table .od{background:#eef8f2;color:#194d32;font-weight:700;}\n    .hytool-80125-series .note{font-size:13px;color:var(--muted);margin-top:10px;}\n    .hytool-80125-series .seo-block{background:#f7fbf8;border-left:5px solid var(--hy);padding:16px 18px;border-radius:10px;margin-top:22px;}\n    .hytool-80125-series .meta{font-size:14px;color:var(--muted);}\n    @media(max-width:760px){.hytool-80125-series{font-size:15px;}.hytool-80125-series .mini-table{font-size:12px;}.hytool-80125-series th,.hytool-80125-series td{padding:6px 5px;}.hytool-80125-series .data-table{font-size:8px;}}\n\u003c\/style\u003e\n\u003csection class=\"hero\"\u003e\n\u003ch2\u003e8012-5 Series Five-Roll Tube Expanders for Large Tubes\u003c\/h2\u003e\n\n\n\u003cp\u003eThe 8012-5 Series is a five-roll design for large tube diameters from 1.3\/4\" to 3\". It is designed for Air Heaters, Boilers, Refinery Still Tubes and thick tube sheets up to 8\".\u003c\/p\u003e\n\n\n\u003cp\u003eThe five-roll design produces a more even, concentric tube expansion and is particularly suitable for applications where large tube diameters and uniform tube wall stress are important.\u003c\/p\u003e\n\n\n\u003cdiv class=\"badges\"\u003e\n\n\u003cspan class=\"badge\"\u003eFive-roll design\u003c\/span\u003e \u003cspan class=\"badge\"\u003eTube O.D. 1.3\/4\" to 3\"\u003c\/span\u003e \u003cspan class=\"badge\"\u003eTube I.D. 36.1–73.7 mm\u003c\/span\u003e \u003cspan class=\"badge\"\u003efor thick tube sheets up to 8\"\u003c\/span\u003e\n\n\u003c\/div\u003e\n\n\u003c\/section\u003e\n\n\u003csection aria-label=\"Application range and adjustment range 8012-5 Series\" class=\"info-box\"\u003e\n\u003ch3\u003eApplication Range and Adjustment Range\u003c\/h3\u003e\n\n\n\u003cp\u003e\u003cstrong\u003eApplication:\u003c\/strong\u003e Expanding large tubes in air heaters, boiler applications and refinery still tubes. The series can handle thick tube sheets up to 8\".\u003c\/p\u003e\n\n\n\u003cul class=\"uses\"\u003e\n\n\t\u003cli\u003efor tube inner diameters from 36.1 mm (1.420\") to 73.7 mm (2.902\")\u003c\/li\u003e\n\n\t\u003cli\u003efor tube outer diameters 1.3\/4\" to 3\"\u003c\/li\u003e\n\n\t\u003cli\u003eFive-roll construction for concentric and even expansion\u003c\/li\u003e\n\n\t\u003cli\u003efor larger 8012-5 versions, please inquire\u003c\/li\u003e\n\n\t\u003cli\u003eSuffix -6 or -8 for mandrels with 6\" or 8\" reach\u003c\/li\u003e\n\n\n\u003c\/ul\u003e\n\n\n\u003ctable aria-label=\"Adjustment Range 8012-5 Series\" class=\"mini-table\"\u003e\n\n\t\u003cthead\u003e\n\n\t\t\u003ctr\u003e\n\n\t\t\t\u003cth\u003eRoll Length\u003c\/th\u003e\n\n\t\t\t\u003cth\u003eReach\u003c\/th\u003e\n\n\t\t\t\u003cth\u003eMinimum A\u003c\/th\u003e\n\n\t\t\t\u003cth\u003eMaximum B\u003c\/th\u003e\n\n\t\t\u003c\/tr\u003e\n\n\t\u003c\/thead\u003e\n\n\t\u003ctbody\u003e\n\n\t\t\u003ctr\u003e\n\n\t\t\t\u003cth rowspan=\"3\"\u003e57.1 mm\u003cbr\u003e\n\t\t\t2.1\/4\"\u003c\/th\u003e\n\n\t\t\t\u003ctd\u003eStandard\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e12.7 mm\u003cbr\u003e\n\t\t\t1\/2\"\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e101.4 mm\u003cbr\u003e\n\t\t\t4\"\u003c\/td\u003e\n\n\t\t\u003c\/tr\u003e\n\n\t\t\u003ctr\u003e\n\n\t\t\t\u003ctd\u003e6\" Reach\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e12.7 mm\u003cbr\u003e\n\t\t\t1\/2\"\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e152.4 mm\u003cbr\u003e\n\t\t\t6\"\u003c\/td\u003e\n\n\t\t\u003c\/tr\u003e\n\n\t\t\u003ctr\u003e\n\n\t\t\t\u003ctd\u003e8\" Reach\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e12.7 mm\u003cbr\u003e\n\t\t\t1\/2\"\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e203.2 mm\u003cbr\u003e\n\t\t\t8\"\u003c\/td\u003e\n\n\t\t\u003c\/tr\u003e\n\n\t\u003c\/tbody\u003e\n\n\n\u003c\/table\u003e\n\n\u003c\/section\u003e\n\n\u003csection aria-label=\"8012-5 Series Graph Adjustment Range A and B\" class=\"graph-wrap\"\u003e\u003cimg alt=\"8012-5 Series Five-Roll Tube Expander: Adjustment Range A and B\" class=\"graph-img\" loading=\"lazy\" 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\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\"\u003e\u003c\/section\u003e\n\n\u003csection\u003e\n\u003ch3\u003eTechnical Table 8012-5 Series\u003c\/h3\u003e\n\n\n\u003cp\u003eThe table shows the assignment by tube outer diameter, tube wall thickness, tube inner diameter, minimum I.D., maximum tool expansion, as well as tool, mandrel, and roll set numbers. The table is structured in HTML so that Shopify translation apps can capture the content.\u003c\/p\u003e\n\n\n\u003cdiv class=\"table-wrap\"\u003e\n\n\u003ctable aria-label=\"Technical Data 8012-5 Series\" class=\"data-table\"\u003e\n\n\t\u003cthead\u003e\n\n\t\t\u003ctr\u003e\n\n\t\t\t\u003cth rowspan=\"2\"\u003eTube O.D.\u003c\/th\u003e\n\n\t\t\t\u003cth rowspan=\"2\"\u003eBWG\u003c\/th\u003e\n\n\t\t\t\u003cth colspan=\"2\"\u003eTube Wall\u003c\/th\u003e\n\n\t\t\t\u003cth colspan=\"2\"\u003eTube I.D.\u003c\/th\u003e\n\n\t\t\t\u003cth colspan=\"2\"\u003eMin. I.D.\u003cbr\u003e\n\t\t\tTool enters\u003c\/th\u003e\n\n\t\t\t\u003cth colspan=\"2\"\u003eMax. Expansion\u003c\/th\u003e\n\n\t\t\t\u003cth colspan=\"3\"\u003eExpander 57.15 mm\u003cbr\u003e\n\t\t\t2.1\/4\" long rolls\u003c\/th\u003e\n\n\t\t\u003c\/tr\u003e\n\n\t\t\u003ctr\u003e\n\n\t\t\t\u003cth\u003emm\u003c\/th\u003e\n\n\t\t\t\u003cth\u003einch\u003c\/th\u003e\n\n\t\t\t\u003cth\u003emm\u003c\/th\u003e\n\n\t\t\t\u003cth\u003einch\u003c\/th\u003e\n\n\t\t\t\u003cth\u003emm\u003c\/th\u003e\n\n\t\t\t\u003cth\u003einch\u003c\/th\u003e\n\n\t\t\t\u003cth\u003emm\u003c\/th\u003e\n\n\t\t\t\u003cth\u003einch\u003c\/th\u003e\n\n\t\t\t\u003cth\u003eTool No.\u003c\/th\u003e\n\n\t\t\t\u003cth\u003eMandrel\u003c\/th\u003e\n\n\t\t\t\u003cth\u003eRolls\u003c\/th\u003e\n\n\t\t\u003c\/tr\u003e\n\n\t\u003c\/thead\u003e\n\n\t\u003ctbody\u003e\n\n\t\t\u003ctr\u003e\n\n\t\t\t\u003cth class=\"od\" rowspan=\"6\"\u003e1.3\/4 (44.45 mm)\u003c\/th\u003e\n\n\t\t\t\u003ctd\u003e8\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e4.19\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e0.165\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e36.1\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e1.420\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e34.7\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e1.368\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e39.3\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e1.55\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e8012-1.3\/4-8-5\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eM-91-5\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e28-A-5\u003c\/td\u003e\n\n\t\t\u003c\/tr\u003e\n\n\t\t\u003ctr\u003e\n\n\t\t\t\u003ctd\u003e10\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e3.40\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e0.134\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e37.6\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e1.482\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e36.0\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e1.42\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e40.8\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e1.607\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e8012-1.3\/4-10-5\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eM-91-5\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e29-A-5\u003c\/td\u003e\n\n\t\t\u003c\/tr\u003e\n\n\t\t\u003ctr\u003e\n\n\t\t\t\u003ctd\u003e11\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e3.04\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e0.120\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e38.3\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e1.510\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e36.9\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e1.454\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e41.5\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e1.635\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e8012-1.3\/4-11-5\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eM-91-5\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e30-A-5\u003c\/td\u003e\n\n\t\t\u003c\/tr\u003e\n\n\t\t\u003ctr\u003e\n\n\t\t\t\u003ctd\u003e12\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e2.76\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e0.109\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e38.9\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e1.532\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e37.6\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e1.482\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e42.0\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e1.657\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e8012-1.3\/4-12-5\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eM-91-5\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e31-A-5\u003c\/td\u003e\n\n\t\t\u003c\/tr\u003e\n\n\t\t\u003ctr\u003e\n\n\t\t\t\u003ctd\u003e13\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e2.41\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e0.095\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e39.6\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e1.560\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e38.3\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e1.51\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e42.7\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e1.685\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e8012-1.3\/4-13-5\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eM-91-5\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e32-A-5\u003c\/td\u003e\n\n\t\t\u003c\/tr\u003e\n\n\t\t\u003ctr\u003e\n\n\t\t\t\u003ctd\u003e14\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e2.10\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e0.830\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e40.2\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e1.584\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e38.9\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e1.532\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e43.4\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e1.709\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e8012-1.3\/4-14-5\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eM-91-5\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e33-A-5\u003c\/td\u003e\n\n\t\t\u003c\/tr\u003e\n\n\t\t\u003ctr\u003e\n\n\t\t\t\u003cth 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3ctd\u003e2.64\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e74.9\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e2.952\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e8012-3-10-18-5\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eM-97-5\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e50-A-5\u003c\/td\u003e\n\n\t\t\u003c\/tr\u003e\n\n\t\t\u003ctr\u003e\n\n\t\t\t\u003ctd\u003e17\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e1.47\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e0.058\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e73.3\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e2.884\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e67.0\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e2.64\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e74.9\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e2.952\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e8012-3-10-18-5\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eM-97-5\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e50-A-5\u003c\/td\u003e\n\n\t\t\u003c\/tr\u003e\n\n\t\t\u003ctr\u003e\n\n\t\t\t\u003ctd\u003e18\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e1.24\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e0.049\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e73.7\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e2.902\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e67.0\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e2.64\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e74.9\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e2.952\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e8012-3-10-18-5\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003eM-97-5\u003c\/td\u003e\n\n\t\t\t\u003ctd\u003e50-A-5\u003c\/td\u003e\n\n\t\t\u003c\/tr\u003e\n\n\t\u003c\/tbody\u003e\n\n\n\u003c\/table\u003e\n\n\n\u003c\/div\u003e\n\n\n\u003cp class=\"note\"\u003e\u003cstrong\u003eNote:\u003c\/strong\u003e For larger 8012-5 expanders, please inquire. For mandrels with 6\" or 8\" reach, the suffix -6 or -8 is appended to the mandrel number.\u003c\/p\u003e\n\n\u003c\/section\u003e\n\n\u003csection class=\"seo-block\"\u003e\n\u003ch3\u003eBrief Description\u003c\/h3\u003e\n\n\n\u003cp\u003eThe 8012-5 Series five-roll tube expander is designed for large tubes in air heaters, boilers, refinery plants and industrial apparatus. It is suitable for tube outer diameters from 1.3\/4\" to 3\" and thick tube sheets up to 8\".\u003c\/p\u003e\n\n\u003c\/section\u003e\n\n\u003c\/div\u003e\n","brand":"Powermaster","offers":[{"title":"Default Title","offer_id":56766991401286,"sku":"8012-5 Serie","price":0.0,"currency_code":"EUR","in_stock":true}],"thumbnail_url":"\/\/cdn.shopify.com\/s\/files\/1\/0947\/6456\/4806\/files\/8012-seriepng-60656.png?v=1781251955"},{"product_id":"114-serie","title":"Kesselrohr Expander 114 Serie","description":"\u003cdiv class=\"hytool-114-series\" lang=\"de\"\u003e\n\u003cstyle type=\"text\/css\"\u003e.hytool-114-series{--hy:#00b050;--hy-dark:#08743f;--txt:#1f2933;--muted:#5b6470;--line:#d7dce2;--soft:#f6f8f7;font-family:Arial,Helvetica,sans-serif;color:var(--txt);max-width:1200px;margin:0 auto;line-height:1.5;font-size:16px;}\n    .hytool-114-series *{box-sizing:border-box;}\n    .hytool-114-series h2,.hytool-114-series h3{color:var(--hy);margin:0 0 12px;line-height:1.2;font-weight:700;}\n    .hytool-114-series h2{font-size:clamp(24px,3vw,34px);}\n    .hytool-114-series h3{font-size:clamp(18px,2.1vw,24px);margin-top:24px;}\n    .hytool-114-series p{margin:0 0 14px;}\n    .hytool-114-series .hero{border:1px solid var(--line);border-radius:16px;padding:clamp(18px,3vw,34px);background:linear-gradient(135deg,#fff 0%,#fff 58%,var(--soft) 100%);margin-bottom:22px;}\n    .hytool-114-series .badges{display:flex;flex-wrap:wrap;gap:8px;margin-top:14px;}\n    .hytool-114-series .badge{border:1px solid rgba(0,176,80,.35);background:rgba(0,176,80,.08);color:#0f5f35;border-radius:999px;padding:6px 10px;font-size:14px;font-weight:700;}\n    .hytool-114-series .info-box{background:#fff;border:1px solid var(--line);border-radius:14px;padding:18px;margin:0 0 18px;}\n    .hytool-114-series .uses{margin:0 0 14px;padding-left:18px;}\n    .hytool-114-series .uses li{margin:6px 0;}\n    .hytool-114-series .graph-wrap{background:#fff;border:1px solid var(--line);border-radius:14px;padding:12px;margin:0 0 20px;text-align:center;}\n    .hytool-114-series .graph-img{width:100%;max-width:532px;height:auto;display:block;margin:0 auto;border-radius:10px;}\n    .hytool-114-series .table-wrap{width:100%;overflow-x:auto;-webkit-overflow-scrolling:touch;border:1px solid var(--line);border-radius:14px;background:#fff;margin:10px 0 18px;}\n    .hytool-114-series table{width:100%;border-collapse:collapse;table-layout:auto;}\n    .hytool-114-series th,.hytool-114-series td{border:1px solid var(--line);padding:5px 5px;text-align:center;vertical-align:middle;white-space:normal;overflow-wrap:anywhere;word-break:break-word;hyphens:auto;}\n    .hytool-114-series .data-table{font-size:clamp(8px,.8vw,11px);line-height:1.18;min-width:1050px;}\n    .hytool-114-series .spare-table{font-size:clamp(8px,.82vw,11px);line-height:1.18;min-width:980px;}\n    .hytool-114-series thead tr:first-child th{background:var(--hy-dark);color:#fff;}\n    .hytool-114-series thead tr:nth-child(2) th{background:var(--hy);color:#fff;}\n    .hytool-114-series tbody tr:nth-child(even) td{background:#fafafa;}\n    .hytool-114-series .note{font-size:13px;color:var(--muted);margin-top:10px;}\n    .hytool-114-series .seo-block{background:#f7fbf8;border-left:5px solid var(--hy);padding:16px 18px;border-radius:10px;margin-top:22px;}\n    .hytool-114-series .meta{font-size:14px;color:var(--muted);}\n    @media(max-width:760px){.hytool-114-series{font-size:15px;}.hytool-114-series th,.hytool-114-series td{padding:4px 3px;}.hytool-114-series .data-table,.hytool-114-series .spare-table{font-size:8px;}}\n\u003c\/style\u003e\n\u003csection class=\"hero\"\u003e\n\u003ch2\u003e114 Serie Kesselrohraufweiter für Aufweiten und Bördeln\u003c\/h2\u003e\n\n\u003cp\u003eDie 114 Serie ist ein kompakter Kesselrohraufweiter zum Aufweiten und Bördeln von Kesselrohren, Wasserwandrohren, Fallrohren, Economizer-, Steig- und Luftvorwärmerrohren. Der integrierte Bördelwinkel von 40° ermöglicht die Rohrbefestigung und das kontrollierte Anformen des Rohrendes in einem Arbeitsgang.\u003c\/p\u003e\n\n\u003cp\u003eÜberlappende Rollen verhindern Riefen und Absätze im Rohr. Die Rollen werden im Käfig selbsttätig gehalten, wodurch sich der Rohraufweiter auch durch kleine Handlöcher und Header einsetzen lässt. Eine Ausführung für paralleles Aufweiten ist auf Anfrage möglich.\u003c\/p\u003e\n\n\u003cdiv class=\"badges\"\u003e\n\u003cspan class=\"badge\"\u003eRohr-O.D. 2\" bis 4.1\/2\"\u003c\/span\u003e \u003cspan class=\"badge\"\u003eAufweiten und Bördeln\u003c\/span\u003e \u003cspan class=\"badge\"\u003e40° Bördelwinkel\u003c\/span\u003e \u003cspan class=\"badge\"\u003efür Kessel- und Wasserwandrohre\u003c\/span\u003e\n\u003c\/div\u003e\n\u003c\/section\u003e\n\n\u003csection class=\"info-box\"\u003e\n\u003ch3\u003eEinsatzbereich und Merkmale\u003c\/h3\u003e\n\n\u003cul class=\"uses\"\u003e\n\t\u003cli\u003eallgemeiner Kesselrohraufweiter für Boiler, Wasserwände, Downcomer, Economizer, Riser und Air-Heater-Rohre\u003c\/li\u003e\n\t\u003cli\u003eüberlappende Rollen verhindern Gratbildung und Riefen im Rohr\u003c\/li\u003e\n\t\u003cli\u003eselbsthaltende Rollen im Käfig\u003c\/li\u003e\n\t\u003cli\u003ekompakte Bauform für kleine Handlöcher, Header und schwer zugängliche Bereiche\u003c\/li\u003e\n\t\u003cli\u003eUmrüstung auf paralleles Aufweiten auf Anfrage\u003c\/li\u003e\n\t\u003cli\u003egeeignet für unterschiedliche Rohrbodenstärken und Rohrüberstände\u003c\/li\u003e\n\u003c\/ul\u003e\n\u003c\/section\u003e\n\n\u003csection aria-label=\"114 Serie Skizze zu Rohrbodenstärke, Überrollung und Rohrüberstand\" class=\"graph-wrap\"\u003e\u003cimg alt=\"114 Serie Kesselrohraufweiter mit Rohrbodenstärke, Überrollung, Rohrüberstand und 40 Grad Bördelwinkel\" class=\"graph-img\" loading=\"lazy\" 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\"\u003e\u003c\/section\u003e\n\n\u003csection\u003e\n\u003ch3\u003eAuswahltabelle 114 Serie\u003c\/h3\u003e\n\n\u003cp\u003eDie Tabelle ordnet Rohr-Außendurchmesser, Rohrwandstärken, Mindest-Innendurchmesser, maximale Aufweitung und Werkzeugnummern für unterschiedliche Rohrbodenstärken zu.\u003c\/p\u003e\n\n\u003cdiv class=\"table-wrap\"\u003e\n\u003ctable aria-label=\"114 Serie Auswahltabelle\" class=\"data-table\"\u003e\n\t\u003cthead\u003e\n\t\t\u003ctr\u003e\n\t\t\t\u003cth colspan=\"3\"\u003eRohr 1\u003c\/th\u003e\n\t\t\t\u003cth colspan=\"3\"\u003eRohr 2\u003c\/th\u003e\n\t\t\t\u003cth colspan=\"2\"\u003eMindest-I.D.\u003cbr\u003e\n\t\t\tWerkzeug tritt ein\u003c\/th\u003e\n\t\t\t\u003cth colspan=\"2\"\u003eMaximale Aufweitung\u003c\/th\u003e\n\t\t\t\u003cth colspan=\"5\"\u003eWerkzeugnummer nach Rohrbodenstärke\u003c\/th\u003e\n\t\t\u003c\/tr\u003e\n\t\t\u003ctr\u003e\n\t\t\t\u003cth\u003eO.D. inch\u003c\/th\u003e\n\t\t\t\u003cth\u003eBWG\u003c\/th\u003e\n\t\t\t\u003cth\u003eWand inch\u003c\/th\u003e\n\t\t\t\u003cth\u003eO.D. inch\u003c\/th\u003e\n\t\t\t\u003cth\u003eBWG\u003c\/th\u003e\n\t\t\t\u003cth\u003eWand inch\u003c\/th\u003e\n\t\t\t\u003cth\u003emm\u003c\/th\u003e\n\t\t\t\u003cth\u003einch\u003c\/th\u003e\n\t\t\t\u003cth\u003emm\u003c\/th\u003e\n\t\t\t\u003cth\u003einch\u003c\/th\u003e\n\t\t\t\u003cth\u003e1\/2\"–7\/8\"\u003c\/th\u003e\n\t\t\t\u003cth\u003e3\/4\"–1.1\/8\"\u003c\/th\u003e\n\t\t\t\u003cth\u003e1.1\/8\"–1.5\/8\"\u003c\/th\u003e\n\t\t\t\u003cth\u003e1.5\/8\"–2.1\/8\"\u003c\/th\u003e\n\t\t\t\u003cth\u003e2.1\/8\"–2.5\/8\"\u003c\/th\u003e\n\t\t\u003c\/tr\u003e\n\t\u003c\/thead\u003e\n\t\u003ctbody\u003e\n\t\t\u003ctr\u003e\n\t\t\t\u003ctd\u003e2\u003c\/td\u003e\n\t\t\t\u003ctd\u003e4 \u0026amp; 5\u003c\/td\u003e\n\t\t\t\u003ctd\u003e.238 \u0026amp; .220\u003c\/td\u003e\n\t\t\t\u003ctd\u003e1.3\/4\u003c\/td\u003e\n\t\t\t\u003ctd\u003e11–13\u003c\/td\u003e\n\t\t\t\u003ctd\u003e.120–.095\u003c\/td\u003e\n\t\t\t\u003ctd\u003e36,7\u003c\/td\u003e\n\t\t\t\u003ctd\u003e1.444\u003c\/td\u003e\n\t\t\t\u003ctd\u003e43,1\u003c\/td\u003e\n\t\t\t\u003ctd\u003e1.696\u003c\/td\u003e\n\t\t\t\u003ctd\u003e–\u003c\/td\u003e\n\t\t\t\u003ctd\u003e14172\u003c\/td\u003e\n\t\t\t\u003ctd\u003e14174\u003c\/td\u003e\n\t\t\t\u003ctd\u003e14176\u003c\/td\u003e\n\t\t\t\u003ctd\u003e14178\u003c\/td\u003e\n\t\t\u003c\/tr\u003e\n\t\t\u003ctr\u003e\n\t\t\t\u003ctd\u003e2\u003c\/td\u003e\n\t\t\t\u003ctd\u003e6 \u0026amp; 7\u003c\/td\u003e\n\t\t\t\u003ctd\u003e.203 \u0026amp; .180\u003c\/td\u003e\n\t\t\t\u003ctd\u003e1.3\/4\u003c\/td\u003e\n\t\t\t\u003ctd\u003e14–16\u003c\/td\u003e\n\t\t\t\u003ctd\u003e.080–.065\u003c\/td\u003e\n\t\t\t\u003ctd\u003e38,3\u003c\/td\u003e\n\t\t\t\u003ctd\u003e1.507\u003c\/td\u003e\n\t\t\t\u003ctd\u003e44,6\u003c\/td\u003e\n\t\t\t\u003ctd\u003e1.755\u003c\/td\u003e\n\t\t\t\u003ctd\u003e–\u003c\/td\u003e\n\t\t\t\u003ctd\u003e14182\u003c\/td\u003e\n\t\t\t\u003ctd\u003e14184\u003c\/td\u003e\n\t\t\t\u003ctd\u003e14186\u003c\/td\u003e\n\t\t\t\u003ctd\u003e14188\u003c\/td\u003e\n\t\t\u003c\/tr\u003e\n\t\t\u003ctr\u003e\n\t\t\t\u003ctd\u003e2\u003c\/td\u003e\n\t\t\t\u003ctd\u003e7 \u0026amp; 8\u003c\/td\u003e\n\t\t\t\u003ctd\u003e.180 \u0026amp; .165\u003c\/td\u003e\n\t\t\t\u003ctd\u003e–\u003c\/td\u003e\n\t\t\t\u003ctd\u003e–\u003c\/td\u003e\n\t\t\t\u003ctd\u003e–\u003c\/td\u003e\n\t\t\t\u003ctd\u003e39,9\u003c\/td\u003e\n\t\t\t\u003ctd\u003e1.570\u003c\/td\u003e\n\t\t\t\u003ctd\u003e46,4\u003c\/td\u003e\n\t\t\t\u003ctd\u003e1.826\u003c\/td\u003e\n\t\t\t\u003ctd\u003e14191\u003c\/td\u003e\n\t\t\t\u003ctd\u003e14192\u003c\/td\u003e\n\t\t\t\u003ctd\u003e14194\u003c\/td\u003e\n\t\t\t\u003ctd\u003e14196\u003c\/td\u003e\n\t\t\t\u003ctd\u003e14198\u003c\/td\u003e\n\t\t\u003c\/tr\u003e\n\t\t\u003ctr\u003e\n\t\t\t\u003ctd\u003e2\u003c\/td\u003e\n\t\t\t\u003ctd\u003e9 \u0026amp; 10\u003c\/td\u003e\n\t\t\t\u003ctd\u003e.148 \u0026amp; 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.220\u003c\/td\u003e\n\t\t\t\u003ctd\u003e90,5\u003c\/td\u003e\n\t\t\t\u003ctd\u003e3.562\u003c\/td\u003e\n\t\t\t\u003ctd\u003e102,3\u003c\/td\u003e\n\t\t\t\u003ctd\u003e4.027\u003c\/td\u003e\n\t\t\t\u003ctd\u003e–\u003c\/td\u003e\n\t\t\t\u003ctd\u003e14382\u003c\/td\u003e\n\t\t\t\u003ctd\u003e14384\u003c\/td\u003e\n\t\t\t\u003ctd\u003e14386\u003c\/td\u003e\n\t\t\t\u003ctd\u003e14388\u003c\/td\u003e\n\t\t\u003c\/tr\u003e\n\t\t\u003ctr\u003e\n\t\t\t\u003ctd\u003e4.1\/2\u003c\/td\u003e\n\t\t\t\u003ctd\u003e1–4\u003c\/td\u003e\n\t\t\t\u003ctd\u003e.300–.238\u003c\/td\u003e\n\t\t\t\u003ctd\u003e4.1\/4\u003c\/td\u003e\n\t\t\t\u003ctd\u003e6–9\u003c\/td\u003e\n\t\t\t\u003ctd\u003e.203–.148\u003c\/td\u003e\n\t\t\t\u003ctd\u003e95,2\u003c\/td\u003e\n\t\t\t\u003ctd\u003e3.748\u003c\/td\u003e\n\t\t\t\u003ctd\u003e104,7\u003c\/td\u003e\n\t\t\t\u003ctd\u003e4.122\u003c\/td\u003e\n\t\t\t\u003ctd\u003e–\u003c\/td\u003e\n\t\t\t\u003ctd\u003e14392\u003c\/td\u003e\n\t\t\t\u003ctd\u003e14394\u003c\/td\u003e\n\t\t\t\u003ctd\u003e14396\u003c\/td\u003e\n\t\t\t\u003ctd\u003e14398\u003c\/td\u003e\n\t\t\u003c\/tr\u003e\n\t\t\u003ctr\u003e\n\t\t\t\u003ctd\u003e4.1\/2\u003c\/td\u003e\n\t\t\t\u003ctd\u003e3–8\u003c\/td\u003e\n\t\t\t\u003ctd\u003e.238–.165\u003c\/td\u003e\n\t\t\t\u003ctd\u003e4.1\/4\u003c\/td\u003e\n\t\t\t\u003ctd\u003e10–13\u003c\/td\u003e\n\t\t\t\u003ctd\u003e.134–.095\u003c\/td\u003e\n\t\t\t\u003ctd\u003e98,4\u003c\/td\u003e\n\t\t\t\u003ctd\u003e3.874\u003c\/td\u003e\n\t\t\t\u003ctd\u003e110,3\u003c\/td\u003e\n\t\t\t\u003ctd\u003e4.342\u003c\/td\u003e\n\t\t\t\u003ctd\u003e–\u003c\/td\u003e\n\t\t\t\u003ctd\u003e14402\u003c\/td\u003e\n\t\t\t\u003ctd\u003e14404\u003c\/td\u003e\n\t\t\t\u003ctd\u003e14406\u003c\/td\u003e\n\t\t\t\u003ctd\u003e14408\u003c\/td\u003e\n\t\t\u003c\/tr\u003e\n\t\t\u003ctr\u003e\n\t\t\t\u003ctd\u003e4.1\/2\u003c\/td\u003e\n\t\t\t\u003ctd\u003e6–12\u003c\/td\u003e\n\t\t\t\u003ctd\u003e.203–.109\u003c\/td\u003e\n\t\t\t\u003ctd\u003e–\u003c\/td\u003e\n\t\t\t\u003ctd\u003e–\u003c\/td\u003e\n\t\t\t\u003ctd\u003e–\u003c\/td\u003e\n\t\t\t\u003ctd\u003e101,6\u003c\/td\u003e\n\t\t\t\u003ctd\u003e4.000\u003c\/td\u003e\n\t\t\t\u003ctd\u003e113,5\u003c\/td\u003e\n\t\t\t\u003ctd\u003e4.468\u003c\/td\u003e\n\t\t\t\u003ctd\u003e–\u003c\/td\u003e\n\t\t\t\u003ctd\u003e14412\u003c\/td\u003e\n\t\t\t\u003ctd\u003e14414\u003c\/td\u003e\n\t\t\t\u003ctd\u003e14416\u003c\/td\u003e\n\t\t\t\u003ctd\u003e14418\u003c\/td\u003e\n\t\t\u003c\/tr\u003e\n\t\u003c\/tbody\u003e\n\u003c\/table\u003e\n\u003c\/div\u003e\n\u003c\/section\u003e\n\n\u003csection\u003e\n\u003ch3\u003eErsatzrollen und Mandrels\u003c\/h3\u003e\n\n\u003cp\u003eDie folgende HTML-Tabelle enthält die Zuordnung der Ersatzrollensätze, Vierkantantriebe, Trommeln, Köpfe und kurzen Mandrels. Dadurch können Shopify-Übersetzungsapps die Tabelleninhalte erfassen.\u003c\/p\u003e\n\n\u003cdiv class=\"table-wrap\"\u003e\n\u003ctable aria-label=\"114 Serie Ersatzrollen und Mandrels\" class=\"spare-table\"\u003e\n\t\u003cthead\u003e\n\t\t\u003ctr\u003e\n\t\t\t\u003cth colspan=\"5\"\u003eErsatzrollensatz nach Rohrbodenstärke\u003c\/th\u003e\n\t\t\t\u003cth rowspan=\"2\"\u003eVierkantantrieb\u003c\/th\u003e\n\t\t\t\u003cth rowspan=\"2\"\u003eTrommel\u003c\/th\u003e\n\t\t\t\u003cth rowspan=\"2\"\u003eKopf\u003c\/th\u003e\n\t\t\t\u003cth rowspan=\"2\"\u003eKurze Mandrels 5.1\/8\"\u003c\/th\u003e\n\t\t\t\u003cth rowspan=\"2\"\u003eKurze Mandrels 7.1\/8\"\u003c\/th\u003e\n\t\t\u003c\/tr\u003e\n\t\t\u003ctr\u003e\n\t\t\t\u003cth\u003e1\/2\"–7\/8\"\u003c\/th\u003e\n\t\t\t\u003cth\u003e3\/4\"–1.1\/8\"\u003c\/th\u003e\n\t\t\t\u003cth\u003e1.1\/8\"–1.5\/8\"\u003c\/th\u003e\n\t\t\t\u003cth\u003e1.5\/8\"–2.1\/8\"\u003c\/th\u003e\n\t\t\t\u003cth\u003e2.1\/8\"–2.5\/8\"\u003c\/th\u003e\n\t\t\u003c\/tr\u003e\n\t\u003c\/thead\u003e\n\t\u003ctbody\u003e\n\t\t\u003ctr\u003e\n\t\t\t\u003ctd\u003e–\u003c\/td\u003e\n\t\t\t\u003ctd\u003e34872\u003c\/td\u003e\n\t\t\t\u003ctd\u003e34874\u003c\/td\u003e\n\t\t\t\u003ctd\u003e34878\u003c\/td\u003e\n\t\t\t\u003ctd\u003e34948\u003c\/td\u003e\n\t\t\t\u003ctd\u003e3\/4\u003c\/td\u003e\n\t\t\t\u003ctd\u003e32269\u003c\/td\u003e\n\t\t\t\u003ctd\u003e32289\u003c\/td\u003e\n\t\t\t\u003ctd\u003e32308 32309 32310 32311\u003c\/td\u003e\n\t\t\t\u003ctd\u003e34876, 34948\u003c\/td\u003e\n\t\t\u003c\/tr\u003e\n\t\t\u003ctr\u003e\n\t\t\t\u003ctd\u003e–\u003c\/td\u003e\n\t\t\t\u003ctd\u003e34879\u003c\/td\u003e\n\t\t\t\u003ctd\u003e34881\u003c\/td\u003e\n\t\t\t\u003ctd\u003e34883\u003c\/td\u003e\n\t\t\t\u003ctd\u003e34949\u003c\/td\u003e\n\t\t\t\u003ctd\u003e3\/4\u003c\/td\u003e\n\t\t\t\u003ctd\u003e32269\u003c\/td\u003e\n\t\t\t\u003ctd\u003e32289\u003c\/td\u003e\n\t\t\t\u003ctd\u003e32309 32310 32311\u003c\/td\u003e\n\t\t\t\u003ctd\u003e–\u003c\/td\u003e\n\t\t\u003c\/tr\u003e\n\t\t\u003ctr\u003e\n\t\t\t\u003ctd\u003e34878\u003c\/td\u003e\n\t\t\t\u003ctd\u003e34879\u003c\/td\u003e\n\t\t\t\u003ctd\u003e34881\u003c\/td\u003e\n\t\t\t\u003ctd\u003e34883\u003c\/td\u003e\n\t\t\t\u003ctd\u003e34949\u003c\/td\u003e\n\t\t\t\u003ctd\u003e3\/4\u003c\/td\u003e\n\t\t\t\u003ctd\u003e32270\u003c\/td\u003e\n\t\t\t\u003ctd\u003e32290\u003c\/td\u003e\n\t\t\t\u003ctd\u003e32309 32310 32311 32312\u003c\/td\u003e\n\t\t\t\u003ctd\u003e–\u003c\/td\u003e\n\t\t\u003c\/tr\u003e\n\t\t\u003ctr\u003e\n\t\t\t\u003ctd\u003e34878\u003c\/td\u003e\n\t\t\t\u003ctd\u003e34879\u003c\/td\u003e\n\t\t\t\u003ctd\u003e34881\u003c\/td\u003e\n\t\t\t\u003ctd\u003e34883\u003c\/td\u003e\n\t\t\t\u003ctd\u003e34949\u003c\/td\u003e\n\t\t\t\u003ctd\u003e3\/4\u003c\/td\u003e\n\t\t\t\u003ctd\u003e32271\u003c\/td\u003e\n\t\t\t\u003ctd\u003e32291\u003c\/td\u003e\n\t\t\t\u003ctd\u003e32311 32312 32313\u003c\/td\u003e\n\t\t\t\u003ctd\u003e32346\u003c\/td\u003e\n\t\t\u003c\/tr\u003e\n\t\t\u003ctr\u003e\n\t\t\t\u003ctd\u003e34885\u003c\/td\u003e\n\t\t\t\u003ctd\u003e34886\u003c\/td\u003e\n\t\t\t\u003ctd\u003e34888\u003c\/td\u003e\n\t\t\t\u003ctd\u003e34890\u003c\/td\u003e\n\t\t\t\u003ctd\u003e34950\u003c\/td\u003e\n\t\t\t\u003ctd\u003e3\/4\u003c\/td\u003e\n\t\t\t\u003ctd\u003e32270\u003c\/td\u003e\n\t\t\t\u003ctd\u003e32290\u003c\/td\u003e\n\t\t\t\u003ctd\u003e32310 32311 32312\u003c\/td\u003e\n\t\t\t\u003ctd\u003e32345\u003c\/td\u003e\n\t\t\u003c\/tr\u003e\n\t\t\u003ctr\u003e\n\t\t\t\u003ctd\u003e–\u003c\/td\u003e\n\t\t\t\u003ctd\u003e34893\u003c\/td\u003e\n\t\t\t\u003ctd\u003e34895\u003c\/td\u003e\n\t\t\t\u003ctd\u003e34897\u003c\/td\u003e\n\t\t\t\u003ctd\u003e34951\u003c\/td\u003e\n\t\t\t\u003ctd\u003e3\/4\u003c\/td\u003e\n\t\t\t\u003ctd\u003e32270\u003c\/td\u003e\n\t\t\t\u003ctd\u003e32290\u003c\/td\u003e\n\t\t\t\u003ctd\u003e32310 32311 32312 32313\u003c\/td\u003e\n\t\t\t\u003ctd\u003e–\u003c\/td\u003e\n\t\t\u003c\/tr\u003e\n\t\t\u003ctr\u003e\n\t\t\t\u003ctd\u003e–\u003c\/td\u003e\n\t\t\t\u003ctd\u003e34893\u003c\/td\u003e\n\t\t\t\u003ctd\u003e34895\u003c\/td\u003e\n\t\t\t\u003ctd\u003e34897\u003c\/td\u003e\n\t\t\t\u003ctd\u003e34951\u003c\/td\u003e\n\t\t\t\u003ctd\u003e3\/4\u003c\/td\u003e\n\t\t\t\u003ctd\u003e32271\u003c\/td\u003e\n\t\t\t\u003ctd\u003e32291\u003c\/td\u003e\n\t\t\t\u003ctd\u003e32311 32312 32313 32314\u003c\/td\u003e\n\t\t\t\u003ctd\u003e–\u003c\/td\u003e\n\t\t\u003c\/tr\u003e\n\t\t\u003ctr\u003e\n\t\t\t\u003ctd\u003e–\u003c\/td\u003e\n\t\t\t\u003ctd\u003e34893\u003c\/td\u003e\n\t\t\t\u003ctd\u003e34895\u003c\/td\u003e\n\t\t\t\u003ctd\u003e34897\u003c\/td\u003e\n\t\t\t\u003ctd\u003e34951\u003c\/td\u003e\n\t\t\t\u003ctd\u003e3\/4\u003c\/td\u003e\n\t\t\t\u003ctd\u003e32272\u003c\/td\u003e\n\t\t\t\u003ctd\u003e32292\u003c\/td\u003e\n\t\t\t\u003ctd\u003e32312 32313 32314 32315 32316\u003c\/td\u003e\n\t\t\t\u003ctd\u003e–\u003c\/td\u003e\n\t\t\u003c\/tr\u003e\n\t\t\u003ctr\u003e\n\t\t\t\u003ctd\u003e–\u003c\/td\u003e\n\t\t\t\u003ctd\u003e34900\u003c\/td\u003e\n\t\t\t\u003ctd\u003e34902\u003c\/td\u003e\n\t\t\t\u003ctd\u003e34904\u003c\/td\u003e\n\t\t\t\u003ctd\u003e34952\u003c\/td\u003e\n\t\t\t\u003ctd\u003e3\/4\u003c\/td\u003e\n\t\t\t\u003ctd\u003e32272\u003c\/td\u003e\n\t\t\t\u003ctd\u003e32292\u003c\/td\u003e\n\t\t\t\u003ctd\u003e32312 32313 32314 32315 32316\u003c\/td\u003e\n\t\t\t\u003ctd\u003e32347 32348 32349\u003c\/td\u003e\n\t\t\u003c\/tr\u003e\n\t\t\u003ctr\u003e\n\t\t\t\u003ctd\u003e34899\u003c\/td\u003e\n\t\t\t\u003ctd\u003e34900\u003c\/td\u003e\n\t\t\t\u003ctd\u003e34902\u003c\/td\u003e\n\t\t\t\u003ctd\u003e34904\u003c\/td\u003e\n\t\t\t\u003ctd\u003e34952\u003c\/td\u003e\n\t\t\t\u003ctd\u003e3\/4\u003c\/td\u003e\n\t\t\t\u003ctd\u003e32273\u003c\/td\u003e\n\t\t\t\u003ctd\u003e32293\u003c\/td\u003e\n\t\t\t\u003ctd\u003e32315 32316 32317\u003c\/td\u003e\n\t\t\t\u003ctd\u003e33630 33631\u003c\/td\u003e\n\t\t\u003c\/tr\u003e\n\t\t\u003ctr\u003e\n\t\t\t\u003ctd\u003e–\u003c\/td\u003e\n\t\t\t\u003ctd\u003e34907\u003c\/td\u003e\n\t\t\t\u003ctd\u003e34909\u003c\/td\u003e\n\t\t\t\u003ctd\u003e34911\u003c\/td\u003e\n\t\t\t\u003ctd\u003e34953\u003c\/td\u003e\n\t\t\t\u003ctd\u003e3\/4\u003c\/td\u003e\n\t\t\t\u003ctd\u003e32273\u003c\/td\u003e\n\t\t\t\u003ctd\u003e32293\u003c\/td\u003e\n\t\t\t\u003ctd\u003e32315 32316 32317 32318 32319\u003c\/td\u003e\n\t\t\t\u003ctd\u003e–\u003c\/td\u003e\n\t\t\u003c\/tr\u003e\n\t\t\u003ctr\u003e\n\t\t\t\u003ctd\u003e–\u003c\/td\u003e\n\t\t\t\u003ctd\u003e34907\u003c\/td\u003e\n\t\t\t\u003ctd\u003e34909\u003c\/td\u003e\n\t\t\t\u003ctd\u003e34911\u003c\/td\u003e\n\t\t\t\u003ctd\u003e34953\u003c\/td\u003e\n\t\t\t\u003ctd\u003e1\u003c\/td\u003e\n\t\t\t\u003ctd\u003e32274\u003c\/td\u003e\n\t\t\t\u003ctd\u003e32294\u003c\/td\u003e\n\t\t\t\u003ctd\u003e32317 32318 32319 32320 32321\u003c\/td\u003e\n\t\t\t\u003ctd\u003e–\u003c\/td\u003e\n\t\t\u003c\/tr\u003e\n\t\t\u003ctr\u003e\n\t\t\t\u003ctd\u003e–\u003c\/td\u003e\n\t\t\t\u003ctd\u003e34914\u003c\/td\u003e\n\t\t\t\u003ctd\u003e34916\u003c\/td\u003e\n\t\t\t\u003ctd\u003e34918\u003c\/td\u003e\n\t\t\t\u003ctd\u003e34954\u003c\/td\u003e\n\t\t\t\u003ctd\u003e1\u003c\/td\u003e\n\t\t\t\u003ctd\u003e32274\u003c\/td\u003e\n\t\t\t\u003ctd\u003e32294\u003c\/td\u003e\n\t\t\t\u003ctd\u003e32318 32319 32320 32321 32322\u003c\/td\u003e\n\t\t\t\u003ctd\u003e33632 33633 33634 33635\u003c\/td\u003e\n\t\t\u003c\/tr\u003e\n\t\t\u003ctr\u003e\n\t\t\t\u003ctd\u003e34913\u003c\/td\u003e\n\t\t\t\u003ctd\u003e34914\u003c\/td\u003e\n\t\t\t\u003ctd\u003e34916\u003c\/td\u003e\n\t\t\t\u003ctd\u003e34918\u003c\/td\u003e\n\t\t\t\u003ctd\u003e34954\u003c\/td\u003e\n\t\t\t\u003ctd\u003e1\u003c\/td\u003e\n\t\t\t\u003ctd\u003e32275\u003c\/td\u003e\n\t\t\t\u003ctd\u003e32295\u003c\/td\u003e\n\t\t\t\u003ctd\u003e32320 32321 32322\u003c\/td\u003e\n\t\t\t\u003ctd\u003e33634 33635\u003c\/td\u003e\n\t\t\u003c\/tr\u003e\n\t\t\u003ctr\u003e\n\t\t\t\u003ctd\u003e–\u003c\/td\u003e\n\t\t\t\u003ctd\u003e34921\u003c\/td\u003e\n\t\t\t\u003ctd\u003e34923\u003c\/td\u003e\n\t\t\t\u003ctd\u003e34925\u003c\/td\u003e\n\t\t\t\u003ctd\u003e34955\u003c\/td\u003e\n\t\t\t\u003ctd\u003e1\u003c\/td\u003e\n\t\t\t\u003ctd\u003e32274\u003c\/td\u003e\n\t\t\t\u003ctd\u003e32294\u003c\/td\u003e\n\t\t\t\u003ctd\u003e32318 32319 32320 32321 32322\u003c\/td\u003e\n\t\t\t\u003ctd\u003e–\u003c\/td\u003e\n\t\t\u003c\/tr\u003e\n\t\t\u003ctr\u003e\n\t\t\t\u003ctd\u003e–\u003c\/td\u003e\n\t\t\t\u003ctd\u003e34921\u003c\/td\u003e\n\t\t\t\u003ctd\u003e34923\u003c\/td\u003e\n\t\t\t\u003ctd\u003e34925\u003c\/td\u003e\n\t\t\t\u003ctd\u003e34955\u003c\/td\u003e\n\t\t\t\u003ctd\u003e1\u003c\/td\u003e\n\t\t\t\u003ctd\u003e32275\u003c\/td\u003e\n\t\t\t\u003ctd\u003e32295\u003c\/td\u003e\n\t\t\t\u003ctd\u003e32321 32322 32323 32324 32325\u003c\/td\u003e\n\t\t\t\u003ctd\u003e–\u003c\/td\u003e\n\t\t\u003c\/tr\u003e\n\t\t\u003ctr\u003e\n\t\t\t\u003ctd\u003e–\u003c\/td\u003e\n\t\t\t\u003ctd\u003e34921\u003c\/td\u003e\n\t\t\t\u003ctd\u003e34923\u003c\/td\u003e\n\t\t\t\u003ctd\u003e34925\u003c\/td\u003e\n\t\t\t\u003ctd\u003e34955\u003c\/td\u003e\n\t\t\t\u003ctd\u003e1\u003c\/td\u003e\n\t\t\t\u003ctd\u003e32276\u003c\/td\u003e\n\t\t\t\u003ctd\u003e32296\u003c\/td\u003e\n\t\t\t\u003ctd\u003e32323 32324 32325 32326 32327\u003c\/td\u003e\n\t\t\t\u003ctd\u003e–\u003c\/td\u003e\n\t\t\u003c\/tr\u003e\n\t\t\u003ctr\u003e\n\t\t\t\u003ctd\u003e–\u003c\/td\u003e\n\t\t\t\u003ctd\u003e34921\u003c\/td\u003e\n\t\t\t\u003ctd\u003e34923\u003c\/td\u003e\n\t\t\t\u003ctd\u003e34925\u003c\/td\u003e\n\t\t\t\u003ctd\u003e34955\u003c\/td\u003e\n\t\t\t\u003ctd\u003e1\u003c\/td\u003e\n\t\t\t\u003ctd\u003e32277\u003c\/td\u003e\n\t\t\t\u003ctd\u003e32297\u003c\/td\u003e\n\t\t\t\u003ctd\u003e32324 32325 32326 32327 32328\u003c\/td\u003e\n\t\t\t\u003ctd\u003e–\u003c\/td\u003e\n\t\t\u003c\/tr\u003e\n\t\t\u003ctr\u003e\n\t\t\t\u003ctd\u003e–\u003c\/td\u003e\n\t\t\t\u003ctd\u003e34928\u003c\/td\u003e\n\t\t\t\u003ctd\u003e34930\u003c\/td\u003e\n\t\t\t\u003ctd\u003e34932\u003c\/td\u003e\n\t\t\t\u003ctd\u003e34956\u003c\/td\u003e\n\t\t\t\u003ctd\u003e1\u003c\/td\u003e\n\t\t\t\u003ctd\u003e32276\u003c\/td\u003e\n\t\t\t\u003ctd\u003e32296\u003c\/td\u003e\n\t\t\t\u003ctd\u003e32324 32325 32326 32327 32328\u003c\/td\u003e\n\t\t\t\u003ctd\u003e–\u003c\/td\u003e\n\t\t\u003c\/tr\u003e\n\t\t\u003ctr\u003e\n\t\t\t\u003ctd\u003e–\u003c\/td\u003e\n\t\t\t\u003ctd\u003e34928\u003c\/td\u003e\n\t\t\t\u003ctd\u003e34930\u003c\/td\u003e\n\t\t\t\u003ctd\u003e34932\u003c\/td\u003e\n\t\t\t\u003ctd\u003e34956\u003c\/td\u003e\n\t\t\t\u003ctd\u003e1\u003c\/td\u003e\n\t\t\t\u003ctd\u003e32277\u003c\/td\u003e\n\t\t\t\u003ctd\u003e32297\u003c\/td\u003e\n\t\t\t\u003ctd\u003e32326 32327 32328 32329 32330\u003c\/td\u003e\n\t\t\t\u003ctd\u003e–\u003c\/td\u003e\n\t\t\u003c\/tr\u003e\n\t\t\u003ctr\u003e\n\t\t\t\u003ctd\u003e–\u003c\/td\u003e\n\t\t\t\u003ctd\u003e34928\u003c\/td\u003e\n\t\t\t\u003ctd\u003e34930\u003c\/td\u003e\n\t\t\t\u003ctd\u003e34932\u003c\/td\u003e\n\t\t\t\u003ctd\u003e34956\u003c\/td\u003e\n\t\t\t\u003ctd\u003e1\u003c\/td\u003e\n\t\t\t\u003ctd\u003e32278\u003c\/td\u003e\n\t\t\t\u003ctd\u003e32298\u003c\/td\u003e\n\t\t\t\u003ctd\u003e32328 32329 32330 32331 32332\u003c\/td\u003e\n\t\t\t\u003ctd\u003e–\u003c\/td\u003e\n\t\t\u003c\/tr\u003e\n\t\t\u003ctr\u003e\n\t\t\t\u003ctd\u003e–\u003c\/td\u003e\n\t\t\t\u003ctd\u003e34935\u003c\/td\u003e\n\t\t\t\u003ctd\u003e34937\u003c\/td\u003e\n\t\t\t\u003ctd\u003e34939\u003c\/td\u003e\n\t\t\t\u003ctd\u003e34957\u003c\/td\u003e\n\t\t\t\u003ctd\u003e1\u003c\/td\u003e\n\t\t\t\u003ctd\u003e32277\u003c\/td\u003e\n\t\t\t\u003ctd\u003e32297\u003c\/td\u003e\n\t\t\t\u003ctd\u003e32324 32325 32326 32327 32328\u003c\/td\u003e\n\t\t\t\u003ctd\u003e–\u003c\/td\u003e\n\t\t\u003c\/tr\u003e\n\t\t\u003ctr\u003e\n\t\t\t\u003ctd\u003e–\u003c\/td\u003e\n\t\t\t\u003ctd\u003e34935\u003c\/td\u003e\n\t\t\t\u003ctd\u003e34937\u003c\/td\u003e\n\t\t\t\u003ctd\u003e34939\u003c\/td\u003e\n\t\t\t\u003ctd\u003e34957\u003c\/td\u003e\n\t\t\t\u003ctd\u003e1\u003c\/td\u003e\n\t\t\t\u003ctd\u003e32278\u003c\/td\u003e\n\t\t\t\u003ctd\u003e32298\u003c\/td\u003e\n\t\t\t\u003ctd\u003e32329 32330 32331 32332 32350\u003c\/td\u003e\n\t\t\t\u003ctd\u003e–\u003c\/td\u003e\n\t\t\u003c\/tr\u003e\n\t\t\u003ctr\u003e\n\t\t\t\u003ctd\u003e–\u003c\/td\u003e\n\t\t\t\u003ctd\u003e34935\u003c\/td\u003e\n\t\t\t\u003ctd\u003e34937\u003c\/td\u003e\n\t\t\t\u003ctd\u003e34939\u003c\/td\u003e\n\t\t\t\u003ctd\u003e34957\u003c\/td\u003e\n\t\t\t\u003ctd\u003e1\u003c\/td\u003e\n\t\t\t\u003ctd\u003e32279\u003c\/td\u003e\n\t\t\t\u003ctd\u003e32299\u003c\/td\u003e\n\t\t\t\u003ctd\u003e32331 32332 32350 32337 32338\u003c\/td\u003e\n\t\t\t\u003ctd\u003e–\u003c\/td\u003e\n\t\t\u003c\/tr\u003e\n\t\t\u003ctr\u003e\n\t\t\t\u003ctd\u003e–\u003c\/td\u003e\n\t\t\t\u003ctd\u003e34942\u003c\/td\u003e\n\t\t\t\u003ctd\u003e34944\u003c\/td\u003e\n\t\t\t\u003ctd\u003e34946\u003c\/td\u003e\n\t\t\t\u003ctd\u003e34958\u003c\/td\u003e\n\t\t\t\u003ctd\u003e1\u003c\/td\u003e\n\t\t\t\u003ctd\u003e32278\u003c\/td\u003e\n\t\t\t\u003ctd\u003e32298\u003c\/td\u003e\n\t\t\t\u003ctd\u003e32326 32327 32328 32329 32330\u003c\/td\u003e\n\t\t\t\u003ctd\u003e–\u003c\/td\u003e\n\t\t\u003c\/tr\u003e\n\t\u003c\/tbody\u003e\n\u003c\/table\u003e\n\u003c\/div\u003e\n\n\u003cp class=\"note\"\u003e\u003cstrong\u003eHinweis:\u003c\/strong\u003e Für Sonderreichweiten, paralleles Aufweiten und abweichende Rohrbodenstärken bitte die Rohrdaten und den gewünschten Rohrüberstand angeben.\u003c\/p\u003e\n\u003c\/section\u003e\n\n\u003csection class=\"seo-block\"\u003e\n\u003ch3\u003eKurzbeschreibung\u003c\/h3\u003e\n\n\u003cp\u003eDie 114 Serie Kesselrohraufweiter ist für das Aufweiten und Bördeln großer Kesselrohre von 2\" bis 4.1\/2\" ausgelegt. Typische Anwendungen sind Boiler, Wasserwandrohre, Downcomer, Economizer, Steigrohre und Luftvorwärmer. Überlappende, selbsthaltende Rollen sorgen für eine gleichmäßige Rohraufweitung ohne Riefenbildung.\u003c\/p\u003e\n\u003c\/section\u003e\n\u003c\/div\u003e\n","brand":"Powermaster","offers":[{"title":"Default Title","offer_id":56783353020742,"sku":"114 Serie","price":0.0,"currency_code":"EUR","in_stock":true}],"thumbnail_url":"\/\/cdn.shopify.com\/s\/files\/1\/0947\/6456\/4806\/files\/114-seriepng-60684.png?v=1781510135"},{"product_id":"a-serie","title":"Kesselrohr Expander A Serie","description":"\u003cdiv class=\"hytool-a-series\" lang=\"de\"\u003e\n\u003cstyle type=\"text\/css\"\u003e.hytool-a-series{--hy:#00b050;--hy-dark:#08743f;--txt:#1f2933;--muted:#5b6470;--line:#d7dce2;--soft:#f6f8f7;font-family:Arial,Helvetica,sans-serif;color:var(--txt);max-width:1200px;margin:0 auto;line-height:1.5;font-size:16px;}\n    .hytool-a-series *{box-sizing:border-box;}\n    .hytool-a-series h2,.hytool-a-series h3{color:var(--hy);margin:0 0 12px;line-height:1.2;font-weight:700;}\n    .hytool-a-series h2{font-size:clamp(24px,3vw,34px);}\n    .hytool-a-series h3{font-size:clamp(18px,2.1vw,24px);margin-top:24px;}\n    .hytool-a-series p{margin:0 0 14px;}\n    .hytool-a-series .hero{border:1px solid var(--line);border-radius:16px;padding:clamp(18px,3vw,34px);background:linear-gradient(135deg,#fff 0%,#fff 58%,var(--soft) 100%);margin-bottom:22px;}\n    .hytool-a-series .badges{display:flex;flex-wrap:wrap;gap:8px;margin-top:14px;}\n    .hytool-a-series .badge{border:1px solid rgba(0,176,80,.35);background:rgba(0,176,80,.08);color:#0f5f35;border-radius:999px;padding:6px 10px;font-size:14px;font-weight:700;}\n    .hytool-a-series .info-box{background:#fff;border:1px solid var(--line);border-radius:14px;padding:18px;margin:0 0 18px;}\n    .hytool-a-series .uses{margin:0 0 14px;padding-left:18px;}\n    .hytool-a-series .uses li{margin:6px 0;}\n    .hytool-a-series .graph-wrap{background:#fff;border:1px solid var(--line);border-radius:14px;padding:12px;margin:0 0 20px;text-align:center;}\n    .hytool-a-series .graph-img{width:100%;max-width:380px;height:auto;display:block;margin:0 auto;border-radius:10px;image-rendering:auto;}\n    .hytool-a-series .table-wrap{width:100%;overflow-x:auto;-webkit-overflow-scrolling:touch;border:1px solid var(--line);border-radius:14px;background:#fff;margin:10px 0 18px;}\n    .hytool-a-series table{width:100%;border-collapse:collapse;table-layout:auto;}\n    .hytool-a-series th,.hytool-a-series td{border:1px solid var(--line);padding:5px 5px;text-align:center;vertical-align:middle;white-space:normal;overflow-wrap:anywhere;word-break:break-word;hyphens:auto;}\n    .hytool-a-series .data-table{font-size:clamp(8px,.82vw,11px);line-height:1.18;min-width:1120px;}\n    .hytool-a-series thead tr:first-child th{background:var(--hy-dark);color:#fff;}\n    .hytool-a-series thead tr:nth-child(2) th{background:var(--hy);color:#fff;}\n    .hytool-a-series tbody tr:nth-child(even) td{background:#fafafa;}\n    .hytool-a-series .note{font-size:13px;color:var(--muted);margin-top:10px;}\n    .hytool-a-series .seo-block{background:#f7fbf8;border-left:5px solid var(--hy);padding:16px 18px;border-radius:10px;margin-top:22px;}\n    .hytool-a-series .meta{font-size:14px;color:var(--muted);}\n    @media(max-width:760px){.hytool-a-series{font-size:15px;}.hytool-a-series th,.hytool-a-series td{padding:4px 3px;}.hytool-a-series .data-table{font-size:8px;}}\n\u003c\/style\u003e\n\u003csection class=\"hero\"\u003e\n\u003ch2\u003eA Serie Parallel-Rohraufweiter für Wärmetauscher und Kessel\u003c\/h2\u003e\n\n\u003cp\u003eDie A Serie ist ein wirtschaftlicher Parallel-Rohraufweiter für Anwendungen, bei denen Rohre ohne Bördelung aufgeweitet werden. Die robuste Bauweise mit selbstgehaltenen Rollen im Käfig sorgt für ein präzises, zuverlässiges Arbeiten auch unter rauen Einsatzbedingungen.\u003c\/p\u003e\n\n\u003cp\u003eTypische Einsatzbereiche sind Wärmetauscher, Kondensatoren, Kessel, Luftvorwärmer und vergleichbare Anlagen im industriellen Service. Die A Serie deckt ein breites Spektrum an Rohrabmessungen ab und ist damit eine vielseitige Lösung für Instandhaltung, Reparatur und Fertigung.\u003c\/p\u003e\n\n\u003cdiv class=\"badges\"\u003e\n\u003cspan class=\"badge\"\u003eParallel-Rohraufweiter\u003c\/span\u003e \u003cspan class=\"badge\"\u003eRohr-O.D. 7\/8\" bis 4.1\/2\"\u003c\/span\u003e \u003cspan class=\"badge\"\u003eohne Bördelung\u003c\/span\u003e \u003cspan class=\"badge\"\u003efür Wärmetauscher und Kessel\u003c\/span\u003e\n\u003c\/div\u003e\n\u003c\/section\u003e\n\n\u003csection class=\"info-box\"\u003e\n\u003ch3\u003eEinsatzbereich und Vorteile\u003c\/h3\u003e\n\n\u003cul class=\"uses\"\u003e\n\t\u003cli\u003ewirtschaftliches Standardwerkzeug für paralleles Rohraufweiten ohne Bördelung\u003c\/li\u003e\n\t\u003cli\u003erobuste, bewährte Konstruktion mit langlebigem Design\u003c\/li\u003e\n\t\u003cli\u003eRollen werden selbsttätig im Käfig gehalten\u003c\/li\u003e\n\t\u003cli\u003egeeignet für Wärmetauscher, Kessel, Kondensatoren und Luftvorwärmer\u003c\/li\u003e\n\t\u003cli\u003ebreiter Abdeckungsbereich für unterschiedliche Rohr-Außendurchmesser, Wandstärken und Rohrbodenstärken\u003c\/li\u003e\n\t\u003cli\u003egutes Preis-Leistungs-Verhältnis für Service, Instandhaltung und Fertigung\u003c\/li\u003e\n\u003c\/ul\u003e\n\u003c\/section\u003e\n\n\u003csection aria-label=\"A Serie technische Grafik\" class=\"graph-wrap\"\u003e\u003cimg alt=\"A Serie technische Grafik mit Tube Projection, Tube Sheet Thickness und Over Roll\" class=\"graph-img\" loading=\"lazy\" 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\"\u003e\u003c\/section\u003e\n\n\u003csection\u003e\n\u003ch3\u003eAuswahltabelle A Serie\u003c\/h3\u003e\n\n\u003cp\u003eDie folgende HTML-Tabelle enthält die Auswahl nach Rohr-Außendurchmesser, Wandstärke, Mindest-Innendurchmesser, maximaler Aufweitung sowie Werkzeugnummern nach Rohrbodenstärke. Da es sich um eine echte HTML-Tabelle handelt, kann die Shopify-Übersetzungsapp die Inhalte verarbeiten.\u003c\/p\u003e\n\n\u003cdiv class=\"table-wrap\"\u003e\n\u003ctable aria-label=\"A Serie Auswahltabelle\" class=\"data-table\"\u003e\n\t\u003cthead\u003e\n\t\t\u003ctr\u003e\n\t\t\t\u003cth colspan=\"3\"\u003eRohr 1\u003c\/th\u003e\n\t\t\t\u003cth colspan=\"3\"\u003eRohr 2\u003c\/th\u003e\n\t\t\t\u003cth colspan=\"2\"\u003eMindest-I.D.\u003cbr\u003e\n\t\t\tWerkzeug tritt ein\u003c\/th\u003e\n\t\t\t\u003cth colspan=\"2\"\u003eMax. Aufweitung\u003c\/th\u003e\n\t\t\t\u003cth colspan=\"5\"\u003eWerkzeugnummer nach Rohrbodenstärke\u003c\/th\u003e\n\t\t\u003c\/tr\u003e\n\t\t\u003ctr\u003e\n\t\t\t\u003cth\u003eO.D. inch\u003c\/th\u003e\n\t\t\t\u003cth\u003eBWG\u003c\/th\u003e\n\t\t\t\u003cth\u003eWand inch\u003c\/th\u003e\n\t\t\t\u003cth\u003eO.D. inch\u003c\/th\u003e\n\t\t\t\u003cth\u003eBWG\u003c\/th\u003e\n\t\t\t\u003cth\u003eWand 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3e96,6\u003c\/td\u003e\n\t\t\t\u003ctd\u003e3.803\u003c\/td\u003e\n\t\t\t\u003ctd\u003e107,0\u003c\/td\u003e\n\t\t\t\u003ctd\u003e4.212\u003c\/td\u003e\n\t\t\t\u003ctd\u003eA-981\u003c\/td\u003e\n\t\t\t\u003ctd\u003eA-983\u003c\/td\u003e\n\t\t\t\u003ctd\u003eA-984\u003c\/td\u003e\n\t\t\t\u003ctd\u003eA-985\u003c\/td\u003e\n\t\t\t\u003ctd\u003eA-986\u003c\/td\u003e\n\t\t\u003c\/tr\u003e\n\t\t\u003ctr\u003e\n\t\t\t\u003ctd\u003e4.1\/2\u003c\/td\u003e\n\t\t\t\u003ctd\u003e6–7\u003c\/td\u003e\n\t\t\t\u003ctd\u003e.203–.180\u003c\/td\u003e\n\t\t\t\u003ctd\u003e–\u003c\/td\u003e\n\t\t\t\u003ctd\u003e–\u003c\/td\u003e\n\t\t\t\u003ctd\u003e–\u003c\/td\u003e\n\t\t\t\u003ctd\u003e101,2\u003c\/td\u003e\n\t\t\t\u003ctd\u003e3.984\u003c\/td\u003e\n\t\t\t\u003ctd\u003e110,0\u003c\/td\u003e\n\t\t\t\u003ctd\u003e4.330\u003c\/td\u003e\n\t\t\t\u003ctd\u003eA-1001\u003c\/td\u003e\n\t\t\t\u003ctd\u003eA-1003\u003c\/td\u003e\n\t\t\t\u003ctd\u003eA-1004\u003c\/td\u003e\n\t\t\t\u003ctd\u003eA-1005\u003c\/td\u003e\n\t\t\t\u003ctd\u003eA-1006\u003c\/td\u003e\n\t\t\u003c\/tr\u003e\n\t\t\u003ctr\u003e\n\t\t\t\u003ctd\u003e4.1\/2\u003c\/td\u003e\n\t\t\t\u003ctd\u003e8–9\u003c\/td\u003e\n\t\t\t\u003ctd\u003e.165–.148\u003c\/td\u003e\n\t\t\t\u003ctd\u003e–\u003c\/td\u003e\n\t\t\t\u003ctd\u003e–\u003c\/td\u003e\n\t\t\t\u003ctd\u003e–\u003c\/td\u003e\n\t\t\t\u003ctd\u003e102,8\u003c\/td\u003e\n\t\t\t\u003ctd\u003e4.047\u003c\/td\u003e\n\t\t\t\u003ctd\u003e111,6\u003c\/td\u003e\n\t\t\t\u003ctd\u003e4.393\u003c\/td\u003e\n\t\t\t\u003ctd\u003eA-1012\u003c\/td\u003e\n\t\t\t\u003ctd\u003eA-1013\u003c\/td\u003e\n\t\t\t\u003ctd\u003eA-1014\u003c\/td\u003e\n\t\t\t\u003ctd\u003eA-1015\u003c\/td\u003e\n\t\t\t\u003ctd\u003eA-1016\u003c\/td\u003e\n\t\t\u003c\/tr\u003e\n\t\t\u003ctr\u003e\n\t\t\t\u003ctd\u003e4.1\/2\u003c\/td\u003e\n\t\t\t\u003ctd\u003e10–12\u003c\/td\u003e\n\t\t\t\u003ctd\u003e.134–.109\u003c\/td\u003e\n\t\t\t\u003ctd\u003e–\u003c\/td\u003e\n\t\t\t\u003ctd\u003e–\u003c\/td\u003e\n\t\t\t\u003ctd\u003e–\u003c\/td\u003e\n\t\t\t\u003ctd\u003e104,4\u003c\/td\u003e\n\t\t\t\u003ctd\u003e4.110\u003c\/td\u003e\n\t\t\t\u003ctd\u003e113,2\u003c\/td\u003e\n\t\t\t\u003ctd\u003e4.456\u003c\/td\u003e\n\t\t\t\u003ctd\u003eA-1022\u003c\/td\u003e\n\t\t\t\u003ctd\u003eA-1023\u003c\/td\u003e\n\t\t\t\u003ctd\u003eA-1024\u003c\/td\u003e\n\t\t\t\u003ctd\u003eA-1025\u003c\/td\u003e\n\t\t\t\u003ctd\u003eA-1026\u003c\/td\u003e\n\t\t\u003c\/tr\u003e\n\t\u003c\/tbody\u003e\n\u003c\/table\u003e\n\u003c\/div\u003e\n\n\u003cp class=\"note\"\u003e\u003cstrong\u003eHinweis:\u003c\/strong\u003e Die Tabelle basiert auf den Angaben der hochgeladenen A-Serie-PDF. Bei Sonderabmessungen oder wenn die passende Kombination nicht direkt ersichtlich ist, bitte mit Rohr-Außendurchmesser, Wandstärke und Rohrbodenstärke anfragen.\u003c\/p\u003e\n\u003c\/section\u003e\n\n\u003csection class=\"seo-block\"\u003e\n\u003ch3\u003eKurzbeschreibung\u003c\/h3\u003e\n\n\u003cp\u003eDie A Serie Parallel-Rohraufweiter ist ein bewährtes Werkzeug für das Aufweiten von Rohren ohne Bördelung. Sie eignet sich für Wärmetauscher, Kondensatoren, Kessel und Luftvorwärmer und bietet eine robuste, wirtschaftliche Lösung für industrielle Rohrbearbeitung. Durch den großen Abdeckungsbereich von 7\/8 Zoll bis 4.1\/2 Zoll lässt sich die Serie flexibel in Service, Instandhaltung und Fertigung einsetzen.\u003c\/p\u003e\n\u003c\/section\u003e\n\u003c\/div\u003e\n","brand":"Powermaster","offers":[{"title":"Default Title","offer_id":56784039608646,"sku":"A-Serie","price":0.0,"currency_code":"EUR","in_stock":true}],"thumbnail_url":"\/\/cdn.shopify.com\/s\/files\/1\/0947\/6456\/4806\/files\/a-seriepng-60698.png?v=1781515328"},{"product_id":"af3-serie","title":"Kesselrohr Expander AF3 Serie","description":"\u003cdiv class=\"hytool-af3-series\" lang=\"de\"\u003e\n\u003cstyle type=\"text\/css\"\u003e.hytool-af3-series{--hy:#00b050;--hy-dark:#08743f;--txt:#1f2933;--muted:#5b6470;--line:#d7dce2;--soft:#f6f8f7;font-family:Arial,Helvetica,sans-serif;color:var(--txt);max-width:1200px;margin:0 auto;line-height:1.5;font-size:16px;}\n    .hytool-af3-series *{box-sizing:border-box;}\n    .hytool-af3-series h2,.hytool-af3-series h3{color:var(--hy);margin:0 0 12px;line-height:1.2;font-weight:700;}\n    .hytool-af3-series h2{font-size:clamp(24px,3vw,34px);}\n    .hytool-af3-series h3{font-size:clamp(18px,2.1vw,24px);margin-top:24px;}\n    .hytool-af3-series p{margin:0 0 14px;}\n    .hytool-af3-series .hero{border:1px solid var(--line);border-radius:16px;padding:clamp(18px,3vw,34px);background:linear-gradient(135deg,#fff 0%,#fff 58%,var(--soft) 100%);margin-bottom:22px;}\n    .hytool-af3-series .badges{display:flex;flex-wrap:wrap;gap:8px;margin-top:14px;}\n    .hytool-af3-series .badge{border:1px solid rgba(0,176,80,.35);background:rgba(0,176,80,.08);color:#0f5f35;border-radius:999px;padding:6px 10px;font-size:14px;font-weight:700;}\n    .hytool-af3-series .info-box{background:#fff;border:1px solid var(--line);border-radius:14px;padding:18px;margin:0 0 18px;}\n    .hytool-af3-series .uses{margin:0 0 14px;padding-left:18px;}\n    .hytool-af3-series .uses li{margin:6px 0;}\n    .hytool-af3-series .graph-wrap{background:#fff;border:1px solid var(--line);border-radius:14px;padding:12px;margin:0 0 20px;text-align:center;}\n    .hytool-af3-series .graph-img{width:100%;max-width:430px;height:auto;display:block;margin:0 auto;border-radius:10px;image-rendering:auto;}\n    .hytool-af3-series .table-wrap{width:100%;overflow-x:auto;-webkit-overflow-scrolling:touch;border:1px solid var(--line);border-radius:14px;background:#fff;margin:10px 0 18px;}\n    .hytool-af3-series table{width:100%;border-collapse:collapse;table-layout:auto;}\n    .hytool-af3-series th,.hytool-af3-series td{border:1px solid var(--line);padding:5px 5px;text-align:center;vertical-align:middle;white-space:normal;overflow-wrap:anywhere;word-break:break-word;hyphens:auto;}\n    .hytool-af3-series .data-table{font-size:clamp(8px,.82vw,11px);line-height:1.18;min-width:1120px;}\n    .hytool-af3-series thead tr:first-child th{background:var(--hy-dark);color:#fff;}\n    .hytool-af3-series thead tr:nth-child(2) th{background:var(--hy);color:#fff;}\n    .hytool-af3-series tbody tr:nth-child(even) td{background:#fafafa;}\n    .hytool-af3-series .note{font-size:13px;color:var(--muted);margin-top:10px;}\n    .hytool-af3-series .seo-block{background:#f7fbf8;border-left:5px solid var(--hy);padding:16px 18px;border-radius:10px;margin-top:22px;}\n    .hytool-af3-series .meta{font-size:14px;color:var(--muted);}\n    @media(max-width:760px){.hytool-af3-series{font-size:15px;}.hytool-af3-series th,.hytool-af3-series td{padding:4px 3px;}.hytool-af3-series .data-table{font-size:8px;}}\n\u003c\/style\u003e\n\u003csection class=\"hero\"\u003e\n\u003ch2\u003eAF3 Serie Rohraufweiter mit 30° Bördelung\u003c\/h2\u003e\n\n\u003cp\u003eDie AF3 Serie ist für Anwendungen ausgelegt, bei denen Rohre aufgeweitet und gleichzeitig mit einem 30°-Bördelwinkel angeformt werden müssen. Sie eignet sich besonders für Wärmetauscher, Kessel, Kondensatoren, Luftvorwärmer und weitere industrielle Rohrboden-Anwendungen.\u003c\/p\u003e\n\n\u003cp\u003eÜberlappende Bördelrollen reduzieren Riefen und Absätze am Rohr. Die Rollen werden selbsttätig im Käfig gehalten. Die robuste, bewährte Konstruktion ermöglicht eine gleichmäßige Rohraufweitung bei kleinen bis mittleren Stückzahlen.\u003c\/p\u003e\n\n\u003cdiv class=\"badges\"\u003e\n\u003cspan class=\"badge\"\u003e30° Bördelwinkel\u003c\/span\u003e \u003cspan class=\"badge\"\u003eRohr-O.D. 7\/8\" bis 4.1\/2\"\u003c\/span\u003e \u003cspan class=\"badge\"\u003eAufweiten und Bördeln\u003c\/span\u003e \u003cspan class=\"badge\"\u003efür Wärmetauscher und Kessel\u003c\/span\u003e\n\u003c\/div\u003e\n\u003c\/section\u003e\n\n\u003csection class=\"info-box\"\u003e\n\u003ch3\u003eEinsatzbereich und Vorteile\u003c\/h3\u003e\n\n\u003cul class=\"uses\"\u003e\n\t\u003cli\u003ewirtschaftlicher Rohraufweiter für Anwendungen mit 30°-Bördelung\u003c\/li\u003e\n\t\u003cli\u003egeeignet für Wärmetauscher, Kessel, Kondensatoren und Luftvorwärmer\u003c\/li\u003e\n\t\u003cli\u003eüberlappende Bördelrollen reduzieren Riefen und Absätze am Rohr\u003c\/li\u003e\n\t\u003cli\u003eselbsthaltende Rollen im Käfig\u003c\/li\u003e\n\t\u003cli\u003erobuste, bewährte Konstruktion für Reparatur, Instandhaltung und Fertigung\u003c\/li\u003e\n\t\u003cli\u003ebreiter Abdeckungsbereich für unterschiedliche Rohr-Außendurchmesser, Wandstärken und Rohrbodenstärken\u003c\/li\u003e\n\u003c\/ul\u003e\n\u003c\/section\u003e\n\n\u003csection aria-label=\"AF3 Serie technische Grafik\" class=\"graph-wrap\"\u003e\u003cimg alt=\"AF3 Serie technische Grafik mit Tube Projection, Tube Sheet Thickness, Over Roll und 30 Grad Bördelwinkel\" class=\"graph-img\" loading=\"lazy\" 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peB892yhvriRwwsR2FBs\/FNpTXWq\/cxUg+Xp+5qFvl4oQjAuxlRwLCdxXDDHQHmfku2vu\/8t7yIhKQsxPMcguSAisdLuuMPtTsfYp7EupceiHZ1BlK1wulQap32FS9VI2+b\/7Yvvh1+AAepznJ6Yz+I3bGrhjDcD\/1TrKJtkhppclEoc7ReK7\/EfNb11spUzQt\/xPpXl1TojSEDLPZ0F9k2xNq9mESKZ\/AncncvpxZTrhD3RBI4Oy1GHEnU1bkA0qCQ1WXHEqz5ERLn+jdlXgzPNvWdBhiuUzRgf6aEs\/XU0UtT4aXpVhWAuxwfFuHRRIRzCyiFr0NCPv0vuLHo2\/ZfNFV7\/AJE+OPUJYuAbQDKR3H6G7Ta0co\/mhKTGmYR9yVNHk57yXuGitGyiyThOR1i8ABf6WZ\/sGT9p9Hef0ZBcr2OuvFf0pi\/4WDGS8Qzqk5RA9WLD53X6xjxlfnprfrUhWJTmBseoumKU1Of\/uTt21yGqrsse13iwmYKEI5gE\/b9952GyIGdLFiX0trq\/8bxBH8Wxw7TT2EAHG1qsO01F8T3eml7eBPtEJ7mpvyZNC658uANQdZWRI+IKUmKyaddYeyMBjnQ35Tkhsus9jZi1zScuHqocysaDOYN0vxQiYum4u8eyKeYV+7ExMZv6sDoI5BbT02m\/itazQ0avBE0mpZBwUB+bovTvvI0+BzbJORxrDXDNybDL\/c9J2X4Q+0EkXJq\/wMGTekbY3PIbuWNKkHroLU5aeX9h\/MxTn25TMM02WjpOne\/HPSgJTI5gtpMfU9aBZCWzthM2p+kodhX+nKKc\/md9oPiIQ+8AeN+sQPJ93qByKJ\/sqpEvXWmeoTkaYDxZpB3sqd7MFDCvyekgER8hxgocMcZtWfSEglrK39cAAE75jVpUrKyJrewOfMbGJB78pFU2iMgd\/H8zjoct3Hcb4q0fXmlS0lKQA72XuZ7w4hzd1R3\/P7xybyilwwJRu93i\/3dKz72MXDDg1N+K\/svOH0qB2034mzfY1NCvg16Dp84mgAOoNToI0AfbTBQRCzxVYLLJ8BlDaX2f9mo8qcd3LoUp\/kW2NSpFftfRKe5vuH2lhbD9cvfDW5zoD1LMipyxw2flAWBXRUtbp\/7QpLrVi+O3wLYwzZULg0k\/bDwhc05DiNhdAl9TbJLm3RFutsqqm8t0K5c1Wlzjqd37PKE1+kzTv72oRTPFfZ8QZZWlk0eRcfAeeXNfppg6CgMhos1VO5pzxE70JGm7KC+62\/jPyjkfP7\/ozh+qqv5+W4f525msLLoq+oM5CMVyKXt9g\/pi6ZoQLR4KgWznyzrt9piYQ3yN\/npCdTTeBiVfQN8NZWC7otDnns2NUZpMmq4JVhgmseLI5072HkPVlUhWQ10MQ2n3ncsLtmLT1nDNm6LtocZXGxG\/k3nAchlwvfwQDqOKN8RzwcopVUCKrn8kh2tvutjNx\/DIb\/hmV+PH9PepbtHN1ny5Cl+vAFCYloa2rt222EORT0\/NieM8eSKB+N5hGBClFa8pqSVFGvJQUOdrEqXQf8lpBDwdXN4+\/ygwjUVY65ZG5eQAO2FfM5PGWguPnXN5xkKi1fNJ0nDkT8H0XUA4l7wfyyk0sBmZRMFNdRF\/CSoL2ayJBCNbn8I9h7FgjcckShGVO\/mxSj2H2a+YAXLhiGJlt4V8KjCS8OHlVlTjqC4iYWWKsAugJsKhxGSovhbfv2eSFeXSDIfyc6zqbkfnx3XLpK5kT6H\/vxsAuIc00XP1HHgvt1NwW0PEqhSmmPYZo1+DVvtuPqy1oCIAlQqSlbzQxtIsmWrYq2R50z0OIenxIcLPSnVDroAf7Ne+Iya1QOe+gH81oAbMHFWgjIglLgq57LJqlrBj\/i+CbHjsUDQ8Jmu5oZcWQarG8XZL2vokqozcrQXNxmHsHVEzU4q7AsAjWG54sJNc0HXyMfRMkC7Vlp4P7SvPBvJgHFKyKBjx9YL1ZcGVu+TJhVL8AesWuZqnXp95BzVNr26a8XL7FhJi99G+aTBGkUxP3oPtKtWRS4fUIguZjOkfRFZtyTBhhTEjYgXkPkX4zXqt\/WkXL6TuiIDB3kKKm2FF+s9adWTWv+0Xz56DZ2UUOl1QO5eQ1go8R6sz9RlVFIMAUlWYJMntf+icr4sMINXkDdQ51046rXB3H+eDoSS0ckdljNDcvSuglSIod5IDxUS\/h2JhxGNVxAjcEOgS9edGRko\/BOKjZU11C8N8Ao6GGBhHkCIzRW6bl6khf0obofUngdHhjNIG454bS+UNYE3Oe2DDyPQmiuxcb5R1k71jc+aX9BLkgZ3NqL3Yo1d91cArQialz1eh4clfZcFNMTnvKceqymg5dg3A7kUfSfB09Op3oi8y6FC3cyLZ\/2cSb8aAwaU\/F9SCq79xEROXYUHNIjQx4ukq4seMzAwEfd9kIjfsdUuZIGQVGb8bCYO1NbQUmurTcU2VzDV8yYDltSaDeqNVfekC6jf+qJ60xlC9zhhjDHa4yHR\/D7lW+Kp9ZSLO3xs7dOACDEk20r1SGgEj6oTv9OcDnYO9pPhoDO0SRl+qAJ\/QvXiWWpPH+drohV9IRzB+g2k81CYtfApS8v911px1g5ZPon0U6yQNQwiNQD37dZVXO5EC7QDFnoxIOxltWyydxtmWLOq3pfi+IFVnZW4DPMeLpXqzwB+uzdj4\/1jC0afM1jlZXq11B1syBP1u1pgxmtqzPiIaaAczRthjgzRe2LfbDtnIxm2I86KRwsy1ZZQ7wumnmbMb\/C7xFI78METNZvOyku+xxNf5eIfdi9CafmO2mULNy7rL7AGWmiYokEouDOS\/jA0GUS9gl\/bK6BuUPEKaMYuzzgdfSpVivj4W14zIQ3DCe5IqptJfiFuR\/xiTXt41fIkQbERIsOO++EDWoXrunR+0wxx65LdIV+omNq4ksSKeFeUlTA322oMgRUUqQl0QeGtkTrJgwwhzYvIA5lFbpgvgEvGyBV3mbbrajBLyD+IRbIQ1+\/M4wc6guDchSSOyelNoefj2boc2+JfVIpYY14g+lvkijwvet+M+vS0GtHAKNa7nehaGE6QgfpRMMIMdkevnffQub4xm+KMP8BWJ2E0N946C3BKqsbMN\/jRP84EYxGDDRCZDppcOsWV4LQGj2skZP6a9IbG6msfKC8+9VIkRxYxQAFF5F+0B6xnbo7jCGbOxcXuI0BICsTTYedss3djOYlKHTDcMcbaidNvyC5pKS++xLbjVYgQR3ifutPpUCNkx1pf1NmahnlJSU6Hz25LY7QcsCwS+8C17J9X6ITKWO9Jevll+5FNNeME4IPaQYHTV7BQIlosNtes22+HtG6IaI0jyQ6KGd3fCUkc5pf0TSHmD7kcDqy9Jooae2NwBAa6VKQu1rZtDi1WxgSuw6RWi5f2WXlAx1oqCaiVLViYepREG3IkSxK2wLYRPqEyJ2MU0uilapRU8Jz3p+b6SiQf6UbKu86BImb2YbFRotHdzy0rICoArsOLUu\/xrnCjWgARJwt9dIEAukARiesPzrf79TW8y37SzJXv3+z3lN7xUat9Fhvnv6XTWyTUVGwgkeL08dcDadVgAFc7TKaza577NkCure8nKI+0VdgT3qhgb4BJ3f0Ydp5yNCDacH455GQca2llbMWv7S+LR1kdeodsAHBvg8E7CSVS\/eCAl4WQJGdyc7vnWnumj9GyC\/VYNVjMI+BnUbl0L4QRbuptkeCl9XvrDZl4mSaIwLfj2DYJ8pzJvTGLVUYCW6VbbDCGxdVzALvIKeWDzwXXYz3ZDYEj7c0YYo79WFE5Hiqa4xXw2aWjWlLP8Rzu1y6ZFmo1hyAo2+rIaPack6ysr7vL9roix1CI4ZN8knu86EnE5tY7tYmLIJ\/E9UYA9\/h5WmMNW+q+HDReMtAjTGE5KgWGQLmJ8Sdmo442Rak0wx66mox0fPvT4z4KVHAFU1l0UJd8XhOx7J3V8QFDVElV2a\/9CS4Dhzm0k9rqVkZeDcSDUlZpecehbs5DnXSWJ6tOSnCrV4+QVB5RCMhyd9pj2jUBeleHjAN+6G\/vWROm2D9H64gYWUNyEjb+7Kvm37\/0TMtf82XP99mImjgzw7SuhHlZjbwb5VdHcBDas5KUq3RqXBPLg2akmgSJ7w6pvSfOELO4Ldy2pYGuMDy\/8h4ebfS2YaKBQvGwmYw8DgullIZWxgiy7WCpcgQhRtNMIZpSXrBXA2oyQdy8RTHmaHJXj2Z8QC8D8KIsAvlPGxYTCnDhg\/KdUQXzuiuOsb0oExzP6YA+0l3tX2vcdQHH1SL6fNYL3nCCE42zynBAO2G1\/fitBMfkt9FO\/kZd8CvqZrR2AvvLBZGa1QJ1uzie8sFe7EJZxVvIv7gppM5wfU1qw2GWpsY3lDsiSXhq\/qV9D27ZAgFnJlZHc9DM2wf4bpkvQRXdjpAA5\/COndiUzBc+h03DMXQr1zJ1TcwY6qj8ErDZ+JpASFX8FlPGXZv67s+lDII0lMhmbJnGPyDyHhwVdkeThWI3fS12rBZpKtDmgvSUr07NEPmvwScCWEpCYZ87XJrKDG6yjr3M6u6Cfk\/KIYSmlPNuGhqgbq9R81cYshVndaz\/L0+09tnh5\/AjW94nQcd8bmiq8lZko7n95bPM1bisEx1fFqKIjVhOkJDHj2WLfKQ2gRg8Sp8eHu9mdEHFf3+Q9cxJafGiUdXR+zb9Lgw1u52fXOb9LdXa8BOXjfqzR1XlwjgWHRbNRHDMFpOzbUuz4JMk8XNP6ideakA8e1XMCTSrWAyQs67bpneX1YHW7OjcUWs8LGjAA8dmOBQ7E6y4WtvPu9SJGLCdVdIVTz4RmZ1SzRIV8G7RzhuwEiVbs1Ce0pdBgH7X66LsiGx91V0jCEQVjJfylBkYM4YSFAslYo+itmTLHlS2XqtvKOmaMnR7sTreCV+H8NhI6Nmc2rVEYf3awQXE0mjKJnJn0KDaORvmk\/rErxDzXN4q4JGdpVIk12ZLghzUbhl+RVHOmmmZ0kSzZbbSi\/Q7BI9snp2f9RjKrNfyl118SUoA1LiKi62gnvZYE77TJwQlJy5Z7vLTrRWLQTQnhfxAHGF2ptIF3xasTlIMPBIh7mPk4M3Ihcq\/QGuas+edLk02KLnqbd6kmRfcbAMJ9OwDrhfEtvdpzYIbYx9mIpR\/m3Hyej73rA\/0RXXY6XzQS0rXCPfc53nLngJxONqDPYjtYA0MuHOtOb1+zVDR5nVapNyYi8hPzb6\/aConrWY5p36Xs7UgLQbxNzmJRgLNe5kTPcB+8WFF2H\/ptSbIBXYWR\/ywsAPR\/Vx0TlNPZrtsuxx3legSOlCvnMgjm+nWW2nY\/scx\/oqNyASMFT4X9BxE4BkS1NkuLYb19p\/xvFToI1VDnF52hJL0mED6lIjh6HnC+trxUb2XkItcHtbFBQl\/cSY9nGRTCDw1qzRJxBPq1k5jflZV6HQ3HLvfO1nMkzKXrWQrcq7WDVX6H\/vOF2Xij8sFaAUGwsYj3qhM6DT4eQzYky3xK8jM1E0Ko5s4DvKFlcpZcc7PwoeoqSbCitSzIruTHCYrwYWRK713pB\/zTe2QuczBuPgDtHEMYb4ViTX4NkcWY1Bermr5ljb6WiaWU8BQm6p0eCVbSRZY26BAqyV5OU8ee1jA1ULWBoaK3IHkGiuC++Vl\/YYC3svEwYEhPZg2KcqnrWutLeLu2t69hwWDUCHNGakyZB5lcK9Eucbcu7IQFEuL1dADwSAIVrUylmRFEooLtewkbhRWbAkm+K0Q1xoGqb4P\/Ff2DnPln5l1N2hnpdiCaOS8OXfzvBb53BXuR28qH5jRJN4pXnMxGOm2TD6p2yWlmGhY6uZjEpUEMyf40zPISOkBQ3swueWMNdaUCoGG4MTzC0rWFNGjPCXo6adf86LcSwI03a1\/hx6LyIJwXj3NToLyEvBKwiiMSk5\/OAnmyuWT7KIQEL2FlZkPWvOd7NsM9r7ccVifIu8BJQYKzhlmshWYrEuH6O6MKVZAlrOuY\/waoEBEVuJ5ez36nIkRE5BRCymMQzDDWrleh58HYQe9TB0YEY0\/cfcji6FHukBXrj20kk\/gvsHjdBDtv2+G9IM7l4pBMaBb+azc+2nGVFE7lTuVXApoCY+r\/+7csEhMBfVVurRmw+6pchv0J8Byo1N1Plq5vZ5XWzHEtZkFu9W0FYLblYJahnBGE7YFPcEnFmzUrTUab4XNdWcSD\/HtMctyu6B1pKQATsNm+44HtZ+uuELyxg3bjypdUvbUVbkdPImmoTUitj\/5gyJKae48Uc4HmMf3zGixjDPMm8mc1iZ8y7QNQYHfbPZ3vXpqbnJ12DxpLd87RXZmbD1MobC+7YXCSZcZWojz0MJTqDRifVhDqb8DlMoTNQqCzuLvS8fVYEbIdc8mQXXEXlCngO0Y77+cWoL+06BpMux3i53c1rvL90XOAIr7+\/sre11MGLKtRhAipJjc2qLtZstk+bZEqYgVUiOuOdTbbWiP5F7p79V7OSTLsMQJ7DEaWZOlqmSS+\/u7Lpw+UKvPxQCUYnh8UmfM5wcDBSrvtb1ZV5zv59NBTLoOLr7ou3WDXR8DA3BJoDkn1O8a9hUUCuT7GS\/lyD32nSVseaGk+jCesi2bsDWSKVlF6yhcW4AoGC0J57u9P\/g62lYlLlsx4GXe5V\/1Khe3vFnhSUnkpNBNniPHK7ZJ9foKhqWNJNcsdS9+us9SvbVLyQ1UmhsKIhU+R+XKc5kZYFe1r5+COqt407mEBCjUtm7QRda7oHQxgURQWUHMQ0S6m4Sun1CbB1csOWWOm01tO0qBIy3m3PAUORFjn\/AwEo8cRUAtrz7Inp9RyjeTfHKHqkfZgbCJRpVPTQhFwHd6sMQdlBhTDDQVVT81dCroMjG1LqeVialeQwBYqesHUMHjIFQXCHE6D2vVuvgjXcpNdYx3dUjDdTSmPBqndPiN7gk8+UVtNwbuYBaAfhrXl8FYDI5K5Q9nog6AjSHD7yWm+fM1xoYVTxu\/znqvfftj\/h6ecb8nTsvBeHrieGeKIUev5GwAN+Q0yP2izFBerxwilm5LMiPKSFK6AUdVnPZn0tCnEk6qGQYL9QFe\/61IS+IgJg1LdPAYbquIf1plLAAobN2gTilg2T6Wcva696ymXN7Gc8oPWw1mgY8zbOGlw3mVlN7d6XJDRQhHfe+CAwRQyttX9OuDSOFXnJbBOuTpTh05gOFT90G0e81rSZ7sCtH55PHtRt8tuEme+AL9lnAOjYpOzUwUb8OeXOPl8yPO2cBGq9eG5zGvU\/H2vHyBNuUgmQJVNqgl0bKaZ\/tRLjHhGinG4YdvH7sD7MHNfDUk+JDVTg5077wdlxxV3sHYx2idhLcoj6VMPy5XMlP45jgyuxF5GL\/z0SLCuX3vGN6u967b+ppUc2JD1qBiUtm3N2M+1xK2WyzI7x5fopkIeFtLJD8IiML5OhmTvjSuWjV\/BYd0PKOshWAEo5eFC0BaCHKUik3HaPGkNF63mez9AQCotAevlB2f5mupedri3XouOzVRcVNItbsvfAzJKp4d\/QcvsGHg0dUGtJXtLRinCe5MxXgVr3yYlcIZCELQ4BRTf9t8IEWrt5hyTzx7b4Sv9Psde0fWy1tyiLK6CmYHVvbsSh25M842BAnwHNurebxDsiFdgAAo9\/Mbv9YCyZunZnMD9L7V\/B\/ZVv9esRiOWWYItyzuiGZCVAkxj3SqA\/6WkYI8Qh8+0zCkWUdRYr11MITA2zLF\/VNUMce0M72lScLX7w7OYyR5jedvBwteBEbv7iQ5J0f41hwZetWqQhlNhjBEJBFbu34ucr+74K6YKI8q+7bCRySmai4bQLkBNxG4ejf7U3zNPFur52f3xOP17RLfdWlAcFGEFX1OLyfyMZa9X3WBSmF01tR5si6lSvcCNv9m0zwe7SoPOcWesb2xvqJxi3UGS4tLLdkuWTAl0CIlqOmjYzFgkWyyC1y0MfCM+RlBXlI4EAfLdHVvHoXVdv+poLgEa\/C2LrS+IAFmyGDzNtQuxGINZcv7BjC2lRmAXWBZF4aNT9fb7nIVWdgXM6u9YJj2TEm\/Ht3T4UWU72N7xhgPzoifpEC0ELPbfAuGmXzejeoIEujGmcQT5Lx6tapFsjbIKHy\/CamJVc\/yfZxa1ii9gXiNbYZu0+Nofp9RbMTuQ7iMd9li4WHnVOCmnWf6X2\/xxVqxlwzgVWfYt9dCDLwp6nfncbDdVwpaSyDahkk8fAZ2NE+Fmecuqy+Tnr2Agnf9zu9nSot2ZP5xXiw+EknrnVxR4sibJBFgpD1MsHpD0MvKXOm8RXnqQHjfSClyESxyJ8rIXdgUk\/0I4\/Cd+nbVKA5r4ee0LcSAvwzMMeQ5z2x56IQi0uXv3aiHrUwFzU+jXmoU3vWeDKUNcpIC8d6p7Qm779Bq45wTz2nT7t9+\/yHXWbk+VT6+bBjGgn4IgrEnVZK6o7S+QyXG7K9VY74yEKefNgrFsOVrJgo\/TJdoumeiMz2Flpya9pKg7WocjenVKVYwP8ZNY1vYitsb\/3\/iQVe0pW29y2HgkLqGQw7rkwq7GCSYU1Czur63Njh9qPZ1JTGi9jM\/Pk25w4RXAriHQn7JrQ7Z2YeygDgJoPpIxoTBlMO3HCL5PK4VyRJaPPxQ6wxLWYfEtiLQvmZV5RyYO7fUxdAWOHBMUjoh0Fq4\/dIAOZlT4MMRyJMwp5+2KBj9\/YAvYo64MSMpzN6AIxdP4rT0Ug8hYdzcknmDze0fAAGnh9jMB4z5ZdC9WNrv+hOD3cn9Mg6hcCTmYyljOc1FU8cyG0ABovMwCKwqB+20l7QIw9hbMAJumkzn8n+gKdABciithAR0dsenx4ovocPpkI9ck727\/hBYYRxWk+hMre8hN6W2+mnzB\/LmRMjHZwvJw0c6USu+No5Gng4KBe3xpPjZNzI\/OECcr\/k3TQMzK0gckFnezi7+VmHu2n\/lSSL+xkKsDlEE0WO\/OAz8FDeU7QPoS570fQFKdWgGBHv2Qn23GZ\/6+Uln+FqcDzzC0RTo+67cIkYfBOUufXyGmHOa6Ze6n94AavOtSi2CQo8b0+vBecdkYjWQ6G\/5vWsjyYshcSzxYuXf3Ic9U0BMDfabwjTYYQb2ZlDzuM7Hsa\/JaBl5sNQJ\/Df+Wdj9GKgjQ3OKj7R\/DdPekfAj5NnFfSFqYh5VTWUpy9S7FIdaLLe1TrqqoZ7jI\/rIBipqBqYCInoZhuO4Nlf\/pu25TPBPMVIkZIyfcjQwjEPILQcM8xdkWkeYnFxzhb84OpPSf6Xtp2KYZd3yskLb7te1gVkw+lIrYMgzTmDLj7wtWqEFJkgQ7AUERgMEMZ8mJvQyFCxUV3f9ME8DVtAD8Zdeq8cTGEudnZwhU2PTkTr1v2fzmEi16sjmrxQ+rlvoO0g\/Ns2cu\/sw9e72Gra\/LXm7M6tT36sausTgTLw3STnaNPgGDxHJEz9B4ZSX0o9BuPRL0qbqwMvlUy7\/vECqgvx3Q1H3mA3wwGXtxWYXF3Qn0rMX8wW4NARfKkGuei9AEv5tknK7CZamX2gfSMwmwn2WGgDOiXJnZWs\/t+hyFZbFViICJVVG1otRqowPQvV\/rqym6rRH\/hdFZdKgQcfBOU\/ILMthElWyMsgORdGyGRnszJikeBHNHVe\/R8zMAbxSJYuRobGPCK73YEsJqwQAev8TJUtpAtdVmrtskTwJPxV5YLEgf2yZD4iHqVdEpt3G8YnRsXFmedXqKr4q8TFMYsSDJHCBOPDU7B68filr2qIMjQd9ikqT8URo63YTuqMJjCKHh7ELET7776ScDQhR1RVF4BXmYtWPBRfyt5jzKUqR4DZA\/K9kyBPDr8FO+GtJKkAxBvexlKJdiW1XOryeAsIu5lXE3djN7ht\/m65lpst+\/40ZiFlWqXj\/uHYiB0tll7MBF\/xnWaiaTiEXPAjeXwk\/6hqa0+Xt8Q5oJZcKDqjJNU875+Z2KEZORyC+Jajmc8hXNhDtkJ1yRcepokUWyKwmBEFhSwXp\/y\/qgAJn45YyGp+J8jCNw0c8zIBcUAauBGuVd5g78v+ffSiamf+kXn7xkTpJ+6rGhmZwKxpxTaS77oFJpGXCg5s1+f+B\/XWUTLP\/rtjXmd64dEZwTZxawQcUMqCZH5Cx5CFu\/+GR5rgth+gEv08tcR02oXyFl12WorWpj2NLjpQOrefBDr6KnMq1IvqY6lOr5X6FELrWZ4\/wpRnSntY24\/ZjccJIVxoopsZpHr0WmWCQgTjOA9SznXF2mZZbl\/1sBKzfiua+vuXL0P2Aky0e\/GLDDtypRSaom175ZpBI2zr7knISYH1qpCfcdRMf5yPAbwgjD4D7FEsXF8toNvgtmd5YN7vQ9mQY3LqSjLX4m4ZND8Um7ujaHvo46qw5HLKRsAZ0Q8O8Yjr77bk90R7xN30vEQa6QQQJAahp+Wn9wCfleLRMdZiZ6GaQdqvOVa\/KDdub72MlrM67hlez6Jy2oUJQimhG1Bbrr1HN\/tdk6CkiiDfTAhdcjfEmqiyqoWz0K463TvuMJnYNDwknuoJkoFbvZz+RSfg2ocT8HwiEvoe6iXvQBsCKLwC6daIQAa+6zzrdPlqhxQM\/hjL10i3uFSbdqETEKSnn9XnDbyBECWZtFZ9oJDuX3AlajcS9dR41ubn7pH1K5gPK\/xIzqEt+k\/wzTGUQE2UNsLABpcTlYqn4gvB7GsUYOMkEMRpv2WRa6c9SXZTN+PzsRNtDuNZrrEZwDS8FxAfNd+CQjBcObiAmg4+NBGZ6Hk8s6yQGgGSXP8aZ9KwPCkWcfnJt8mf06DJX98FHZwCqn5kezTm9CuZdKXomWrS0N1\/BZV4kNbDBRlleEmB4vsUuW8Ai3+IVOhccCh5iaVVFbErGIh9WQOHMsEWTQCIWl6jYYusCzR0eCloFimiOdPjgpcpuvzahYKw08+SbIiEaXIE9HPO1umf7Kq6KlBECR5PRNwVdQajFrzfhMp4tLMzcHJqnHISEVSjBMy0fF73Vk1o+sDnDbsPVKt\/lA2Hov3JDStrQqj5\/pL41dUQc7CyZD0WatfmBVW4bkAKD3umj\/Gma36PJdiJ4GHpCPRmmNh0\/AByy16WrrmgGd+MOOJazQumMjT7ZG857u4u5MzGKqz1ax95dIK03LDcnvXR1\/TpjmrgyZbUO9nKC9F3k1CTnkezXnCOcVMhHxXgL1QJGmCX6NRgDVALTpP18Cg7eRgGkAuDfV0khewk0rGhBjL9cvKq9nRRUT2m7nCBo7TQdqaAvlocBu5fX4Uzge9yhXGhJjHhH4keuhQMSDEAih61y\/YFhn7wKXZ7O1YIbnNlo5z4HxnMVf3LoMqvUygDd32HLgmkmfUk8wH9Fw8GkjYIpilBZ1YbMSq\/Enz2mq3cpZF2wx7f0nocyqlQ753EV8vpK0fQW62bMtOQ4TdT6hOLxqG2crjUCHRDyKkD2242g9cYz0AGf1gtTagkpwC4kHWeZbHJPmfv835OrlgU6ACFZ5Z4r4di6+tG9ibQ4XB46Bh0ftU3dsX8xMmv7MxlySyiHdNPerrKTDbccAEHCXAlZ87x\/OgLE7vs8\/4AJCpAh\/Au3H2WYLWcg37VrcQQQGXCmZCGP5cEc5fjsn2iwFdWv73OHSyBe\/lA7PqsrSw6SkcKKaue95LR5gAX7hXM90x8zsEW+V+bdEbUdiSL7bnLZ5CVQnzTRyaxIprvaf9oBCsIVWnUB50N2JLt+qJ82W+XGaP\/EBSa3Mjp2qcHxdSsKWeAk77oAXJkwZep+nVVumY7SnNLW9V\/yp7KrY\/ciT+GN6vDqNqoTTq50i7W6faMokAw1r6oncLvX3a8sIHGBvA9o3lY7c+adYxAVsMye8QR8AquwVNWdmgMUrgZlc7JJjO2hCT4A3B8xBi63K7RXlJEpolwPiwAkKHyKBGKy\/7vYpkXQ76xa7dIiFOWLUzGsnuTxcuDyxT9P4wkFj9gPBQu4WGmS9u8jjEY4sYzpkosH1mXZbnZDUbbCN0haQpjBXmZaSXZxNeRgSjjX328GqoafhvTjhAkQ5nkFHJMR7\/Pp6wFxyCuGXtxO\/PPUwPgZumEWxBET+HMUnG8uYoZUJFvr97G06OsSGyy+\/WsYWH93l7LljFS1n5HU\/kQAW4LtotcuOFnmlEmBZsHNCZlNipvnIEt7r6JG25FJd+HmMU0XuqRKn17\/BiBfWpDatm6THYx6aJf0rpX7Y9dIqOEvI1vNRH3P5jpmRPuQUiYLlxmqFyCX3t+5mm05Lu8Bm7zTKjzyuWqSq5rq17\/W75QinUhRyJCgvorR4GrVaDjuyztE0smorpC53Q1fXongTTx56FYIKJZT7dT3XhxF42l6zj18GG+ZW+2ZtrjqvjJOUnxQ5wm8hrsh+76a1+Wx6PETx0JIsXpeaRH3xAQbY9RgKU8xrkxYBu49L2i\/nA426ft\/oiPIdDz0QwgN75ApuRQ6ns1fodc5Mik+yP2l9ScR6KJCyqRb39tfXhmPzu5EDnQGBhwSZkBQ4eRtnaWBSXWfY+Uf7bDXeFtyOo802CwyyUayW3NxHjdnl9OK7VZKMjMnmTq46Yj72qkWfnxJTKe3bZ5jvv9qjToYsYR9UM6aDg26r9kUlAl1zSCBespuzRwyabLqBzbwoa2O1c+ivGg4Y0oB9AtLqbuIbcKNHXN9kCMzu0PXW1ORiu9XQ3AUmXo\/fBuGkxK+YIR1K2+dZ3qFEQ3A250n1b1YeGMAg6G9aQcxwwjAf7X6KVyZh9JfSrb53QTT95BEX6hOcdawmanZmCBo348XvZ2FgxDC7D\/RnquPhlfRcGbKLdjMBM55814nwbvQe+tfqPVPaGXYX31DkCK3F1zD1J\/gxsaZRU+lDnTO0qGRq3B46g\/1Bn8G2Y3OZ+rBg+lDn6\/XwV3ENd1Pp+wFdzpokKEI8OtvX0BKnA5AjDQbRbJ1nogn2VwJLzfz+dpHG2i5GiNGdzeBZAPomUzBxoFWZyVKNNjVz30A4jrg86klQuUt9LXlxodjOxcTCA+78tKtAR4yUTwUX8KgaeHvp8\/UFu0SJoydTb+SmN7vKkkM\/gyLdrVTJfW91zqhW8rgLzSGzTEOd\/4bVC\/iKnbW+Bbbzr6NWqmRkFF\/sefBeXADv+6AHf67tDaWeY7Sb2Fnn\/hhzw3Y+oxxRjiGYH5Z393rllwz0ZSSG71AVmCV9XNK8ayJNrYs0WDxIDNvKS4cyzGuH9KUSwhBodeqMVpnitP10tZzrtMkuLt\/2Ogmk6oSvaPoki9B8wi6jSJK6EPQahkV\/rAuqiVUifVw03mzC9xg\/suif9ur2IzPeceIT3p0Ar9A4IDx9rRCw2wgtatjZTBc4d4wei0OE4nuDcFEy8WM1xbr6GAo\/d8FQS5ITmCdH+M5JXtdAyMMzZyTj0zB2S1+Y7oqJuSMJ9Xo3Mam43ZnKn75fJ\/mm8OwohOrBi+69xG3UYZrrEvdOhtvRAKOXknQK2f8Unvd12fK0vHiEC2uUVrVdQS+hGAz\/qCR7JAhVuY5fyiZ9shz\/filvRf783wkouEqNwnm+ZXIAss0lABigsA3g3pfFNPyNEtwQZyiYhoPai8imCMWAaMuSIklsrBzHsKUkYM618KWn4kTtHykqHhoJVJ3VujmKKsRR2S\/7CpW8+ewrqDkkJ6BIgdGa7tVWYD9LIQ04AEfLMwsxtIAkDU35wHuXOUsTi2fOqp6nePFWMXtN8tCbWIk3FkG1XD\/OUVoavrU3JkrPKo0900bFCZI3cIOeBJRJxWFIgnfNPT0\/Et1ZljLM1GMYsFLqoXhvIApmUBG+CrJ4HojuZdezFndkOahtUVd4S6PqvONZs8WdvJVavte4dXjplb0NufC+7gi3O\/Eba59sG526zwQijQ5fefqZjis76VUjI8L+pmHsTC2FL7QI7cm3to0OrawJb4QKFFJQzcsOcb0CULXeG9RHEaQztlGemEzXM\/+\/2BstkypfhsZ3D5wKgvgUDDgbb+EYT2d7tUhucELByYuhXauUR6SMEEIzakqoZzAlTynQJHqsrtHQ+A5CYz2R77VPiZzXnMCc\/eyRlS+ptqscCLqFN01TL06U+Ae6FECXej4t\/Vo3a8uFkY+Z69zO\/lYxO1YvmGZmcIzgAnERbRjuc2DJW01bY+F7ZcQnKimmYJknS9BoiOVi8K7Z903gdS3P94XxQ8h0bTkKFs8uUu3N10ouCSio67hYDmrtEagyCDtD1mOK2eBfkxPADJJp\/DRiCM0c5gb97tt5bD9l5whhbyR+3uuQM5M9pZ1bg\/XSAX0TuU4nI5dL8jqhF8FKOynoLagtPOMeOEAqsGt6sTQOp3PzP10qCEOK0VqjQqulz3JSK0VqwAiZV5Hg8SMzF4EpHzRAwCPzQoE8Epxbf+chYlgiBJoGYjwOzSEo4WC35daFsnzH03muwKIJ21EEFWJWYAjluiGtLA1IPDlW1+CcU\/jpOPbkX2okBX48zdwRSYlmuDwWMKOF7Xlbv6gd6gc0P0H\/j\/M\/DyVHpehCU4gxyGZG8ZOYk\/DQ9LIefs6GYXC0DzXh4CSoZPozFUcJKCUEzZtpr3oq7AnvSure8p1bvLxg3GGX+ac7jwsJS1bnyjm8oentnDWkRjFet56ZaTcO2jXjIjI7g3d+ZrXH8o3ykBEjpQr6ruvZizuyJNzotO1x\/MwN6T+9astZZpgNk5ufM\/aUUDsSMXTKBKGUQLR8N6aDPzn30K39C4hqKn5SQbn5JYgKKmYiKYUOvSW9CqN7iZgfD5QqiTVQl06Y4b86BoMySdDhNyBgv9kV4JkqQrBhaqa4mnhRX1DrQ6yACVs\/EfDgPUjXjIToEMnEaGTUH0RKdeI0tPKa2Z5rqnxOp+pjfgeCEAUgeD+fiLZ3vYFkxgEjCR\/Gq1IF9cccdXxzgb2xKrlAWi2Ij1e9HNVpLodKIGuYorRxvMRtQpl5NGtaeT8hvjw6XY1T6q7Z7f4JPh\/EmYmEhh91K3vglWhidXsA77KPbQq0VSE8Whea9AHsBiA9IOF4Z5U8hPBiOiPPIL9R6mc7yoN6Ufy9qglflNevO4LMWAN4K7ZFsDp70hW9V4mmMKAK2S1sW9t4nkq5XYmjW3PgxW7Cxrt0FIvHD08cVnA9UXfMhRE5Vw\/tRW\/NC3SOie41VHn6kPCT9Qz6nE+NLwtK\/7giEgPFiCQxubwFhRBgiPGowehn2wk8ZhRHfRAWID21zOcJv3QJnRy2L3V1G3LflsBAjYhb9+7C4UZKjVzccBHp2CYIub5XMA5TE9c9ARXYUIP9JMkwaXk7ORJLZgBIW\/c\/2U\/kZD1e5UyDOS+hpwmFeDHDmisX9I+E6gb22yL8YzMy3V+uiJmpETZeG4L5UIJEO1Qg7by\/QYWAe5yeXy4zyQRcdgyy8xuc7XbMnk7OcYTZlw\/jFNp63KGgj3UnogCyRrPbHqZWwAm4qO9WmXFVql1PCbAdYzGOGFQC9EXmRL77pWH1UttC38HBsVc9QMAoFGJMCiETtW+XZ4wPFELSXMBLlu\/WgF6dCwJpZdnIqbkwQGLvBNmUw15AfeHEBxpVrachgInNuiRGJyAkqfAcpMaPRqxvrietJs\/ErwnbCvLOezV9SpjKVvkkHc41Q2Hf81ajBD3IikbB2kCcFydj8N6pkFfVWbDqTjOu4OXiCdEIF+t+7gDYh0RR7hI2bKJrqjna99YxIhdxfCzFmtga+NncQ7Hi6\/KKlzHKKC4dfvTAfrctCBTn6uWwKd7MXWf9J0mzQSrXLP9EbeWoUDMIOwWldk8D0FUB8rPHiToMBtKZJ0uTh8VMUntaIdDocyWuUyN+l7kHHeaWzA3pXH30C40e4yh5lVUkjiWqwb1FhEFEDDeMIu0gVNnVR7o+XRsJ7sXY+MH1Ek0nP4E29SAnhHE8H\/RREHX9CzlNvjaITzL4JUPVT4vrOhLbRgAf\/ORrYAPrTMenPvFCBG0qLwyDD2mXb3+1aTZ2V+n5\/uqvVaTy+Ud77YHOiD6cRKzX\/qTluAuZ14mr5P9au7dZjN+HQoynNWmF069MJGGdQDPSOyPsIKjkU1whAnELwfsnDdQQaUvg7vweLXJ8aGsKC+bXnydBWV4MsE2QcibxtVTAzaYDAy9aBWADeAO3nyFiYzosVV082GXuzA9wjTPFJOEyu5Yl7B21spMYLs4U6kX6bf6Zu8RJsmxU1XeSCz+YlUwEAK36C1AiS+ITDRP\/nh5ycJYPhhQawym7PKBcXb3fjumxlWxaxz1A6XjXAiIPwVyA5Zzcd0GCzHaN1+9vCl6U\/hxGveTIydP2Qmlq+mHMQPflL65mAh4A\/0X1cHmnPA8bNOSSBTx\/LqF+I+3ubwYfUvBX+LR4Jy4A0Fwsgc5VZrRr67mzHQXd3HvJxQS6qF2AuV0bgNfz5NOzSvZOU+nm0uLhhK0AX5OPIkJuiUo3SXw9GPCn6mgLAEU79L863p4tBhm0OaXLa95eTQFG2vmPdVIRmtNirPi2rQd2Rrkejcy6pB4etMd0Z+n0eYKBOxJfSLtvt3MFoccwLvAAY8s1lzgXaY7iaTy476emd2VcPnk1BAldDv9gtt5n9x69lW6zCSoTGPnayyWjNok9dljfQy0kAABQh+P4FJ5zFyBXpzaw3JZQvm8DfRapcYOOuYE4Xnmk6Lds\/wIBjfl1JCpQ5tB+aCHXw3ssTuQbjPeOtrfMnmPLHC83I9uu3FmtwK\/BGlQQYje+9q4zflIAchgo4B1zXbroSfgz04tSnR0mnVnTQZqxa+5vuyuQrOCueUHMmvC1iOUguJOUmKz\/dkEl5OsXzKBZTxzzLlQ0Emr56rubmAAgbUN+0+tASyH0E1tfxGB5d\/pUcFu22gs+CgNK9K\/TTKBWoNFSLHjBhuTTRv3EpKxCfMkVP7X41zEBzm9sS\/zbvYNkAmATFgEbuB+HYYa7OA4vTEZkIbUllFjfJd\/e\/fwTW8kMVBxSTU1rpMybyh3803M1LUgBK\/fSqLyRfg8N6SrzbRThgEub1MWu2PpccjC+QA88BJ5ScPOpQFPzPYbFz9eouw6GUNrRpB096Tl52JaQvH6JxB69jqNQAJtmneKvNvkyy2AnA9W5l1vNTLMNbisk4XrgPnDep5l7OZYa7uyMcVTb6wv5+Y8gRCj8csHOroGAiHCFxROckcgpNden9c\/nkpt7WDK6pS0bweOD+gpLP6iZwl+0kMu9+4AHsAKTA51fStA4yfqKRe9Ga5Sg0\/CR5TKgUGLVuMMUndkCErZMt6n+MaTT2Wd9HGQJPv7QKt8xq3XpNFJyjPyis4OCxMa7hFx+UchwsDzP+Q9mW8l+M4hNn1rZ3AQ6NlP2Ui51eVXNX9lqi\/FiGaY2u8qi4up5eR8uan5q1j8kkcgJZp0KF0fVDQ7RTsxIIdFZ4fuiA6wnlmptfL64MwLVNYN8E3P7CJ+JT2ISAlbA2x4Ids2iaW1Jr5NCjJm3CExu5Kftw1vwCzkZPmIHgDrstlgJ65iBwYh6khkMsQBJuFEdiQ4EgZx94vjqwbEOb7Xq1QOTEyGx+HdJhlflDuO6+u+tjZfvSBvfmZzDe2hQhlbznwqJRPVXl8u\/NqokI6JO3+MzRr+ktjmkFt2\/CQ67r23k9KaVFfi5hoPPpgUFOk8b4KJh7Ix5h0LEl88mjBntXauAwYN8O8Cn3NrIdwyR\/t9gKY76RrAda17+YpUiSRYwQ88M1mTX1A0xc4hq0j+uwN6K7XnK4l6HcO\/TFudgwF8+1IMx\/\/Sza4mqH9GiOatYzHWuHkmWWHm+2xyEUfmiLUOBT\/lmIiEQ7kxyR2NXVAwGhBpNok5IcsKFWYrqos\/QxzzIehad\/6f8BvOkJf4f48TkMLsWeRbt5tk0ykJKLnPDzD6Bgr4jTdoC+7pyDcbxF4RFQSa4mYxDoGjuG+Grh8lD5mQGCv4Y688MysyqlE5Rtu0n6gz7i5ml+yBatSumS5zvQTElntDbvNWPRVaba+ax5AwfttH8gTX\/fkO98pI2uu9i97C40JykrXESbnV+dwkUOc5AR5P6FaoCZGC1aWb\/AgZXXeXzMgFpLdQhG822qVoBgwe\/MJ0SWn30i5KIAaX8sjhC1knI82qD8e8oSJblvpCdvKCRtVm1sGb4C8NEdJDZkoBVzlViIxWFTAb8REQMTNI+HvJdBpEdTRyISKBuNthpBEQQAAAAA=\"\u003e\u003c\/section\u003e\n\n\u003csection\u003e\n\u003ch3\u003eAuswahltabelle AF3 Serie\u003c\/h3\u003e\n\n\u003cp\u003eDie folgende HTML-Tabelle enthält die Auswahl nach Rohr-Außendurchmesser, Wandstärke, Mindest-Innendurchmesser, maximaler Aufweitung sowie Werkzeugnummern nach Rohrbodenstärke. Da es sich um eine echte HTML-Tabelle handelt, kann die Shopify-Übersetzungsapp die Inhalte verarbeiten.\u003c\/p\u003e\n\n\u003cdiv class=\"table-wrap\"\u003e\n\u003ctable aria-label=\"AF3 Serie Auswahltabelle\" class=\"data-table\"\u003e\n\t\u003cthead\u003e\n\t\t\u003ctr\u003e\n\t\t\t\u003cth colspan=\"3\"\u003eRohr 1\u003c\/th\u003e\n\t\t\t\u003cth colspan=\"3\"\u003eRohr 2\u003c\/th\u003e\n\t\t\t\u003cth colspan=\"2\"\u003eMindest-I.D.\u003cbr\u003e\n\t\t\tWerkzeug tritt ein\u003c\/th\u003e\n\t\t\t\u003cth colspan=\"2\"\u003eMax. Aufweitung\u003c\/th\u003e\n\t\t\t\u003cth colspan=\"5\"\u003eWerkzeugnummer nach Rohrbodenstärke\u003c\/th\u003e\n\t\t\u003c\/tr\u003e\n\t\t\u003ctr\u003e\n\t\t\t\u003cth\u003eO.D. inch\u003c\/th\u003e\n\t\t\t\u003cth\u003eBWG\u003c\/th\u003e\n\t\t\t\u003cth\u003eWand inch\u003c\/th\u003e\n\t\t\t\u003cth\u003eO.D. inch\u003c\/th\u003e\n\t\t\t\u003cth\u003eBWG\u003c\/th\u003e\n\t\t\t\u003cth\u003eWand 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\u003ctd\u003e3\u003c\/td\u003e\n\t\t\t\u003ctd\u003e.259\u003c\/td\u003e\n\t\t\t\u003ctd\u003e4.1\/4\u003c\/td\u003e\n\t\t\t\u003ctd\u003e9–11\u003c\/td\u003e\n\t\t\t\u003ctd\u003e.148–.120\u003c\/td\u003e\n\t\t\t\u003ctd\u003e96,6\u003c\/td\u003e\n\t\t\t\u003ctd\u003e3.803\u003c\/td\u003e\n\t\t\t\u003ctd\u003e107,0\u003c\/td\u003e\n\t\t\t\u003ctd\u003e4.212\u003c\/td\u003e\n\t\t\t\u003ctd\u003eA-981\u003c\/td\u003e\n\t\t\t\u003ctd\u003eA-983\u003c\/td\u003e\n\t\t\t\u003ctd\u003eA-984\u003c\/td\u003e\n\t\t\t\u003ctd\u003eA-985\u003c\/td\u003e\n\t\t\t\u003ctd\u003eA-986\u003c\/td\u003e\n\t\t\u003c\/tr\u003e\n\t\t\u003ctr\u003e\n\t\t\t\u003ctd\u003e4.1\/2\u003c\/td\u003e\n\t\t\t\u003ctd\u003e6–7\u003c\/td\u003e\n\t\t\t\u003ctd\u003e.203–.180\u003c\/td\u003e\n\t\t\t\u003ctd\u003e–\u003c\/td\u003e\n\t\t\t\u003ctd\u003e–\u003c\/td\u003e\n\t\t\t\u003ctd\u003e–\u003c\/td\u003e\n\t\t\t\u003ctd\u003e101,2\u003c\/td\u003e\n\t\t\t\u003ctd\u003e3.984\u003c\/td\u003e\n\t\t\t\u003ctd\u003e110,0\u003c\/td\u003e\n\t\t\t\u003ctd\u003e4.330\u003c\/td\u003e\n\t\t\t\u003ctd\u003eA-1001\u003c\/td\u003e\n\t\t\t\u003ctd\u003eA-1003\u003c\/td\u003e\n\t\t\t\u003ctd\u003eA-1004\u003c\/td\u003e\n\t\t\t\u003ctd\u003eA-1005\u003c\/td\u003e\n\t\t\t\u003ctd\u003eA-1006\u003c\/td\u003e\n\t\t\u003c\/tr\u003e\n\t\t\u003ctr\u003e\n\t\t\t\u003ctd\u003e4.1\/2\u003c\/td\u003e\n\t\t\t\u003ctd\u003e8–9\u003c\/td\u003e\n\t\t\t\u003ctd\u003e.165–.148\u003c\/td\u003e\n\t\t\t\u003ctd\u003e–\u003c\/td\u003e\n\t\t\t\u003ctd\u003e–\u003c\/td\u003e\n\t\t\t\u003ctd\u003e–\u003c\/td\u003e\n\t\t\t\u003ctd\u003e102,8\u003c\/td\u003e\n\t\t\t\u003ctd\u003e4.047\u003c\/td\u003e\n\t\t\t\u003ctd\u003e111,6\u003c\/td\u003e\n\t\t\t\u003ctd\u003e4.393\u003c\/td\u003e\n\t\t\t\u003ctd\u003eA-1012\u003c\/td\u003e\n\t\t\t\u003ctd\u003eA-1013\u003c\/td\u003e\n\t\t\t\u003ctd\u003eA-1014\u003c\/td\u003e\n\t\t\t\u003ctd\u003eA-1015\u003c\/td\u003e\n\t\t\t\u003ctd\u003eA-1016\u003c\/td\u003e\n\t\t\u003c\/tr\u003e\n\t\t\u003ctr\u003e\n\t\t\t\u003ctd\u003e4.1\/2\u003c\/td\u003e\n\t\t\t\u003ctd\u003e10–12\u003c\/td\u003e\n\t\t\t\u003ctd\u003e.134–.109\u003c\/td\u003e\n\t\t\t\u003ctd\u003e–\u003c\/td\u003e\n\t\t\t\u003ctd\u003e–\u003c\/td\u003e\n\t\t\t\u003ctd\u003e–\u003c\/td\u003e\n\t\t\t\u003ctd\u003e104,4\u003c\/td\u003e\n\t\t\t\u003ctd\u003e4.110\u003c\/td\u003e\n\t\t\t\u003ctd\u003e113,2\u003c\/td\u003e\n\t\t\t\u003ctd\u003e4.456\u003c\/td\u003e\n\t\t\t\u003ctd\u003eA-1022\u003c\/td\u003e\n\t\t\t\u003ctd\u003eA-1023\u003c\/td\u003e\n\t\t\t\u003ctd\u003eA-1024\u003c\/td\u003e\n\t\t\t\u003ctd\u003eA-1025\u003c\/td\u003e\n\t\t\t\u003ctd\u003eA-1026\u003c\/td\u003e\n\t\t\u003c\/tr\u003e\n\t\u003c\/tbody\u003e\n\u003c\/table\u003e\n\u003c\/div\u003e\n\n\u003cp class=\"note\"\u003e\u003cstrong\u003eHinweis:\u003c\/strong\u003e Die Tabelle basiert auf den Angaben der hochgeladenen AF3-Serie-PDF. Bei Sonderabmessungen oder wenn die passende Kombination nicht direkt ersichtlich ist, bitte mit Rohr-Außendurchmesser, Wandstärke und Rohrbodenstärke anfragen.\u003c\/p\u003e\n\u003c\/section\u003e\n\n\u003csection\u003e\n\u003ch3\u003eErsatzrollen, Dorne und Antriebe\u003c\/h3\u003e\n\n\u003cp\u003eDie AF3 Serie verwendet je nach Werkzeuggröße Ersatzrollensätze der Reihen F3S sowie passende Trommeln, Köpfe und kurze Mandrels. Die Übersicht dient zur schnellen Zuordnung der wichtigsten Größenbereiche.\u003c\/p\u003e\n\n\u003cdiv class=\"table-wrap\"\u003e\n\u003ctable aria-label=\"AF3 Serie Ersatzrollen und Mandrels\" class=\"data-table\"\u003e\n\t\u003cthead\u003e\n\t\t\u003ctr\u003e\n\t\t\t\u003cth\u003eRollensatz-Bereich\u003c\/th\u003e\n\t\t\t\u003cth\u003eRohrbodenstärken\u003c\/th\u003e\n\t\t\t\u003cth\u003eVierkantantrieb\u003c\/th\u003e\n\t\t\t\u003cth\u003eTrommel\u003c\/th\u003e\n\t\t\t\u003cth\u003eKopf\u003c\/th\u003e\n\t\t\t\u003cth\u003eKurzer Mandrel\u003c\/th\u003e\n\t\t\u003c\/tr\u003e\n\t\u003c\/thead\u003e\n\t\u003ctbody\u003e\n\t\t\u003ctr\u003e\n\t\t\t\u003ctd\u003e15-2-F3S bis 22-4-F3S\u003c\/td\u003e\n\t\t\t\u003ctd\u003e1\/2\" bis 1.5\/8\"\u003c\/td\u003e\n\t\t\t\u003ctd\u003e3\/8\"\u003c\/td\u003e\n\t\t\t\u003ctd\u003eDM-11 bis DM-14\u003c\/td\u003e\n\t\t\t\u003ctd\u003eHM-13 bis HM-14\u003c\/td\u003e\n\t\t\t\u003ctd\u003eSM-13 bis SM-14\u003c\/td\u003e\n\t\t\u003c\/tr\u003e\n\t\t\u003ctr\u003e\n\t\t\t\u003ctd\u003e23-2-F3S bis 31-4-F3S\u003c\/td\u003e\n\t\t\t\u003ctd\u003e1\/2\" bis 1.5\/8\"\u003c\/td\u003e\n\t\t\t\u003ctd\u003e1\/2\"\u003c\/td\u003e\n\t\t\t\u003ctd\u003eDM-15 bis DM-17\u003c\/td\u003e\n\t\t\t\u003ctd\u003eHM-15 bis HM-17\u003c\/td\u003e\n\t\t\t\u003ctd\u003eSM-15 bis SM-17\u003c\/td\u003e\n\t\t\u003c\/tr\u003e\n\t\t\u003ctr\u003e\n\t\t\t\u003ctd\u003e30-2-F3S bis 42-6-F3S\u003c\/td\u003e\n\t\t\t\u003ctd\u003e1\/2\" bis 2.5\/8\"\u003c\/td\u003e\n\t\t\t\u003ctd\u003e1\/2\" bis 3\/4\"\u003c\/td\u003e\n\t\t\t\u003ctd\u003eDM-18 bis DM-23\u003c\/td\u003e\n\t\t\t\u003ctd\u003eHM-18 bis HM-23\u003c\/td\u003e\n\t\t\t\u003ctd\u003eSM-18 bis SM-23\u003c\/td\u003e\n\t\t\u003c\/tr\u003e\n\t\t\u003ctr\u003e\n\t\t\t\u003ctd\u003e43-2-F3S bis 54-6-F3S\u003c\/td\u003e\n\t\t\t\u003ctd\u003e1\/2\" bis 2.5\/8\"\u003c\/td\u003e\n\t\t\t\u003ctd\u003e3\/4\" bis 1\"\u003c\/td\u003e\n\t\t\t\u003ctd\u003eDM-23 bis DM-27\u003c\/td\u003e\n\t\t\t\u003ctd\u003eHM-23 bis HM-27\u003c\/td\u003e\n\t\t\t\u003ctd\u003eSM-23 bis SM-27\u003c\/td\u003e\n\t\t\u003c\/tr\u003e\n\t\t\u003ctr\u003e\n\t\t\t\u003ctd\u003e55-2-F3S bis 66-6-F3S\u003c\/td\u003e\n\t\t\t\u003ctd\u003e1\/2\" bis 2.5\/8\"\u003c\/td\u003e\n\t\t\t\u003ctd\u003e1\"\u003c\/td\u003e\n\t\t\t\u003ctd\u003eDM-27 bis DM-30\u003c\/td\u003e\n\t\t\t\u003ctd\u003eHM-27 bis HM-30\u003c\/td\u003e\n\t\t\t\u003ctd\u003eSM-27 bis SM-30\u003c\/td\u003e\n\t\t\u003c\/tr\u003e\n\t\u003c\/tbody\u003e\n\u003c\/table\u003e\n\u003c\/div\u003e\n\n\u003cp class=\"note\"\u003e\u003cstrong\u003eHinweis:\u003c\/strong\u003e Für die exakte Ersatzteilzuordnung bitte Werkzeugnummer, Rohr-Außendurchmesser, Rohrwandstärke und Rohrbodenstärke angeben.\u003c\/p\u003e\n\u003c\/section\u003e\n\n\u003csection class=\"seo-block\"\u003e\n\u003ch3\u003eKurzbeschreibung\u003c\/h3\u003e\n\n\u003cp\u003eDie AF3 Serie Rohraufweiter ist für das kontrollierte Aufweiten und 30°-Bördeln von Rohren ausgelegt. Überlappende Bördelrollen reduzieren Riefenbildung, während die robuste Bauweise eine zuverlässige Bearbeitung von Wärmetauscher-, Kessel-, Kondensator- und Luftvorwärmerrohren ermöglicht. Die Serie deckt Rohr-Außendurchmesser von 7\/8\" bis 4.1\/2\" ab.\u003c\/p\u003e\n\u003c\/section\u003e\n\u003c\/div\u003e\n","brand":"Powermaster","offers":[{"title":"Default Title","offer_id":56784039739718,"sku":"AF3 Serie","price":0.0,"currency_code":"EUR","in_stock":true}],"thumbnail_url":"\/\/cdn.shopify.com\/s\/files\/1\/0947\/6456\/4806\/files\/af3-seriepng-60712.png?v=1781515340"},{"product_id":"ab-serie","title":"Kesselrohr Expander AB Serie","description":"\u003cdiv class=\"hytool-ab-series\" lang=\"de\"\u003e\n\u003cstyle type=\"text\/css\"\u003e.hytool-ab-series{--hy:#00b050;--hy-dark:#08743f;--txt:#1f2933;--muted:#5b6470;--line:#d7dce2;--soft:#f6f8f7;font-family:Arial,Helvetica,sans-serif;color:var(--txt);max-width:1200px;margin:0 auto;line-height:1.5;font-size:16px;}\n    .hytool-ab-series *{box-sizing:border-box;}\n    .hytool-ab-series h2,.hytool-ab-series h3{color:var(--hy);margin:0 0 12px;line-height:1.2;font-weight:700;}\n    .hytool-ab-series h2{font-size:clamp(24px,3vw,34px);}\n    .hytool-ab-series h3{font-size:clamp(18px,2.1vw,24px);margin-top:24px;}\n    .hytool-ab-series p{margin:0 0 14px;}\n    .hytool-ab-series .hero{border:1px solid var(--line);border-radius:16px;padding:clamp(18px,3vw,34px);background:linear-gradient(135deg,#fff 0%,#fff 58%,var(--soft) 100%);margin-bottom:22px;}\n    .hytool-ab-series .badges{display:flex;flex-wrap:wrap;gap:8px;margin-top:14px;}\n    .hytool-ab-series .badge{border:1px solid rgba(0,176,80,.35);background:rgba(0,176,80,.08);color:#0f5f35;border-radius:999px;padding:6px 10px;font-size:14px;font-weight:700;}\n    .hytool-ab-series .info-box{background:#fff;border:1px solid var(--line);border-radius:14px;padding:18px;margin:0 0 18px;}\n    .hytool-ab-series .uses{margin:0 0 14px;padding-left:18px;}\n    .hytool-ab-series .uses li{margin:6px 0;}\n    .hytool-ab-series .graph-wrap{background:#fff;border:1px solid var(--line);border-radius:14px;padding:12px;margin:0 0 20px;text-align:center;}\n    .hytool-ab-series .graph-img{width:100%;max-width:380px;height:auto;display:block;margin:0 auto;border-radius:10px;image-rendering:auto;}\n    .hytool-ab-series .table-wrap{width:100%;overflow-x:auto;-webkit-overflow-scrolling:touch;border:1px solid var(--line);border-radius:14px;background:#fff;margin:10px 0 18px;}\n    .hytool-ab-series table{width:100%;border-collapse:collapse;table-layout:auto;}\n    .hytool-ab-series th,.hytool-ab-series td{border:1px solid var(--line);padding:5px 5px;text-align:center;vertical-align:middle;white-space:normal;overflow-wrap:anywhere;word-break:break-word;hyphens:auto;}\n    .hytool-ab-series .data-table{font-size:clamp(8px,.82vw,11px);line-height:1.18;min-width:1120px;}\n    .hytool-ab-series thead tr:first-child th{background:var(--hy-dark);color:#fff;}\n    .hytool-ab-series thead tr:nth-child(2) th{background:var(--hy);color:#fff;}\n    .hytool-ab-series tbody tr:nth-child(even) td{background:#fafafa;}\n    .hytool-ab-series .note{font-size:13px;color:var(--muted);margin-top:10px;}\n    .hytool-ab-series .seo-block{background:#f7fbf8;border-left:5px solid var(--hy);padding:16px 18px;border-radius:10px;margin-top:22px;}\n    .hytool-ab-series .meta{font-size:14px;color:var(--muted);}\n    @media(max-width:760px){.hytool-ab-series{font-size:15px;}.hytool-ab-series th,.hytool-ab-series td{padding:4px 3px;}.hytool-ab-series .data-table{font-size:8px;}}\n\u003c\/style\u003e\n\u003csection class=\"hero\"\u003e\n\u003ch2\u003eAB Serie Parallel-Rohraufweiter mit Lager\u003c\/h2\u003e\n\n\u003cp\u003eDie AB Serie ist eine gelagerte Ausführung der A Serie für das parallele Aufweiten von Rohren ohne Bördelung. Das integrierte Lager reduziert die Reibung während des Aufweitvorgangs und sorgt für einen ruhigeren, gleichmäßigeren Lauf.\u003c\/p\u003e\n\n\u003cp\u003eDurch die geringere Reibungsbelastung wird die Lebensdauer des Werkzeugs erhöht. Die AB Serie eignet sich besonders für produktive Serienanwendungen an Wärmetauschern, Kondensatoren, Kesseln und Luftvorwärmern, bei denen ein zuverlässiger und wiederholbarer Aufweitprozess erforderlich ist.\u003c\/p\u003e\n\n\u003cdiv class=\"badges\"\u003e\n\u003cspan class=\"badge\"\u003emit integriertem Lager\u003c\/span\u003e \u003cspan class=\"badge\"\u003eRohr-O.D. 7\/8\" bis 4.1\/2\"\u003c\/span\u003e \u003cspan class=\"badge\"\u003eparalleles Aufweiten\u003c\/span\u003e \u003cspan class=\"badge\"\u003efür hohe Produktivität\u003c\/span\u003e\n\u003c\/div\u003e\n\u003c\/section\u003e\n\n\u003csection class=\"info-box\"\u003e\n\u003ch3\u003eEinsatzbereich und Vorteile\u003c\/h3\u003e\n\n\u003cul class=\"uses\"\u003e\n\t\u003cli\u003egelagerter Parallel-Rohraufweiter für Anwendungen ohne Bördelung\u003c\/li\u003e\n\t\u003cli\u003ereduzierte Reibung für ruhigere und gleichmäßigere Aufweitzyklen\u003c\/li\u003e\n\t\u003cli\u003ehöhere Werkzeugstandzeit durch geringere mechanische Belastung\u003c\/li\u003e\n\t\u003cli\u003egeeignet für Wärmetauscher, Kondensatoren, Kessel und Luftvorwärmer\u003c\/li\u003e\n\t\u003cli\u003erobuste Konstruktion mit selbstgehaltenen Rollen im Käfig\u003c\/li\u003e\n\t\u003cli\u003ebesonders geeignet für produktive Serien- und Instandhaltungsarbeiten\u003c\/li\u003e\n\u003c\/ul\u003e\n\u003c\/section\u003e\n\n\u003csection aria-label=\"AB Serie technische Grafik\" class=\"graph-wrap\"\u003e\u003cimg alt=\"AB Serie technische Grafik mit Tube Projection, Tube Sheet Thickness und Over Roll\" class=\"graph-img\" loading=\"lazy\" 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\"\u003e\u003c\/section\u003e\n\n\u003csection\u003e\n\u003ch3\u003eAuswahltabelle AB Serie\u003c\/h3\u003e\n\n\u003cp\u003eDie folgende HTML-Tabelle enthält die Auswahl nach Rohr-Außendurchmesser, Wandstärke, Mindest-Innendurchmesser, maximaler Aufweitung sowie Werkzeugnummern nach Rohrbodenstärke. Da es sich um eine echte HTML-Tabelle handelt, kann die Shopify-Übersetzungsapp die Inhalte verarbeiten.\u003c\/p\u003e\n\n\u003cdiv class=\"table-wrap\"\u003e\n\u003ctable aria-label=\"AB Serie Auswahltabelle\" class=\"data-table\"\u003e\n\t\u003cthead\u003e\n\t\t\u003ctr\u003e\n\t\t\t\u003cth colspan=\"3\"\u003eRohr 1\u003c\/th\u003e\n\t\t\t\u003cth colspan=\"3\"\u003eRohr 2\u003c\/th\u003e\n\t\t\t\u003cth colspan=\"2\"\u003eMindest-I.D.\u003cbr\u003e\n\t\t\tWerkzeug tritt ein\u003c\/th\u003e\n\t\t\t\u003cth colspan=\"2\"\u003eMax. Aufweitung\u003c\/th\u003e\n\t\t\t\u003cth colspan=\"5\"\u003eWerkzeugnummer nach Rohrbodenstärke\u003c\/th\u003e\n\t\t\u003c\/tr\u003e\n\t\t\u003ctr\u003e\n\t\t\t\u003cth\u003eO.D. inch\u003c\/th\u003e\n\t\t\t\u003cth\u003eBWG\u003c\/th\u003e\n\t\t\t\u003cth\u003eWand inch\u003c\/th\u003e\n\t\t\t\u003cth\u003eO.D. inch\u003c\/th\u003e\n\t\t\t\u003cth\u003eBWG\u003c\/th\u003e\n\t\t\t\u003cth\u003eWand 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003e\n\t\t\t\u003ctd\u003e9–11\u003c\/td\u003e\n\t\t\t\u003ctd\u003e.148–.120\u003c\/td\u003e\n\t\t\t\u003ctd\u003e96,6\u003c\/td\u003e\n\t\t\t\u003ctd\u003e3.803\u003c\/td\u003e\n\t\t\t\u003ctd\u003e107,0\u003c\/td\u003e\n\t\t\t\u003ctd\u003e4.212\u003c\/td\u003e\n\t\t\t\u003ctd\u003eA-981\u003c\/td\u003e\n\t\t\t\u003ctd\u003eA-983\u003c\/td\u003e\n\t\t\t\u003ctd\u003eA-984\u003c\/td\u003e\n\t\t\t\u003ctd\u003eA-985\u003c\/td\u003e\n\t\t\t\u003ctd\u003eA-986\u003c\/td\u003e\n\t\t\u003c\/tr\u003e\n\t\t\u003ctr\u003e\n\t\t\t\u003ctd\u003e4.1\/2\u003c\/td\u003e\n\t\t\t\u003ctd\u003e6–7\u003c\/td\u003e\n\t\t\t\u003ctd\u003e.203–.180\u003c\/td\u003e\n\t\t\t\u003ctd\u003e–\u003c\/td\u003e\n\t\t\t\u003ctd\u003e–\u003c\/td\u003e\n\t\t\t\u003ctd\u003e–\u003c\/td\u003e\n\t\t\t\u003ctd\u003e101,2\u003c\/td\u003e\n\t\t\t\u003ctd\u003e3.984\u003c\/td\u003e\n\t\t\t\u003ctd\u003e110,0\u003c\/td\u003e\n\t\t\t\u003ctd\u003e4.330\u003c\/td\u003e\n\t\t\t\u003ctd\u003eA-1001\u003c\/td\u003e\n\t\t\t\u003ctd\u003eA-1003\u003c\/td\u003e\n\t\t\t\u003ctd\u003eA-1004\u003c\/td\u003e\n\t\t\t\u003ctd\u003eA-1005\u003c\/td\u003e\n\t\t\t\u003ctd\u003eA-1006\u003c\/td\u003e\n\t\t\u003c\/tr\u003e\n\t\t\u003ctr\u003e\n\t\t\t\u003ctd\u003e4.1\/2\u003c\/td\u003e\n\t\t\t\u003ctd\u003e8–9\u003c\/td\u003e\n\t\t\t\u003ctd\u003e.165–.148\u003c\/td\u003e\n\t\t\t\u003ctd\u003e–\u003c\/td\u003e\n\t\t\t\u003ctd\u003e–\u003c\/td\u003e\n\t\t\t\u003ctd\u003e–\u003c\/td\u003e\n\t\t\t\u003ctd\u003e102,8\u003c\/td\u003e\n\t\t\t\u003ctd\u003e4.047\u003c\/td\u003e\n\t\t\t\u003ctd\u003e111,6\u003c\/td\u003e\n\t\t\t\u003ctd\u003e4.393\u003c\/td\u003e\n\t\t\t\u003ctd\u003eA-1012\u003c\/td\u003e\n\t\t\t\u003ctd\u003eA-1013\u003c\/td\u003e\n\t\t\t\u003ctd\u003eA-1014\u003c\/td\u003e\n\t\t\t\u003ctd\u003eA-1015\u003c\/td\u003e\n\t\t\t\u003ctd\u003eA-1016\u003c\/td\u003e\n\t\t\u003c\/tr\u003e\n\t\t\u003ctr\u003e\n\t\t\t\u003ctd\u003e4.1\/2\u003c\/td\u003e\n\t\t\t\u003ctd\u003e10–12\u003c\/td\u003e\n\t\t\t\u003ctd\u003e.134–.109\u003c\/td\u003e\n\t\t\t\u003ctd\u003e–\u003c\/td\u003e\n\t\t\t\u003ctd\u003e–\u003c\/td\u003e\n\t\t\t\u003ctd\u003e–\u003c\/td\u003e\n\t\t\t\u003ctd\u003e104,4\u003c\/td\u003e\n\t\t\t\u003ctd\u003e4.110\u003c\/td\u003e\n\t\t\t\u003ctd\u003e113,2\u003c\/td\u003e\n\t\t\t\u003ctd\u003e4.456\u003c\/td\u003e\n\t\t\t\u003ctd\u003eA-1022\u003c\/td\u003e\n\t\t\t\u003ctd\u003eA-1023\u003c\/td\u003e\n\t\t\t\u003ctd\u003eA-1024\u003c\/td\u003e\n\t\t\t\u003ctd\u003eA-1025\u003c\/td\u003e\n\t\t\t\u003ctd\u003eA-1026\u003c\/td\u003e\n\t\t\u003c\/tr\u003e\n\t\u003c\/tbody\u003e\n\u003c\/table\u003e\n\u003c\/div\u003e\n\n\u003cp class=\"note\"\u003e\u003cstrong\u003eHinweis:\u003c\/strong\u003e Die Tabelle basiert auf den Angaben der hochgeladenen AB-Serie-PDF. Bei Sonderabmessungen oder wenn die passende Kombination nicht direkt ersichtlich ist, bitte mit Rohr-Außendurchmesser, Wandstärke und Rohrbodenstärke anfragen.\u003c\/p\u003e\n\u003c\/section\u003e\n\n\u003csection\u003e\n\u003ch3\u003eErsatzrollen, Dorne und Lager-Trommeln\u003c\/h3\u003e\n\n\u003cp\u003eDie AB Serie verwendet dieselben Rollensatz-Größenbereiche wie die A Serie. Die gelagerte Ausführung benötigt jedoch passende Bearing-Drums der Baureihe DMB.\u003c\/p\u003e\n\n\u003cp\u003eWir haben sämtliche Ersatzteile vorrätig, bitte sprechen Sie uns an.\u003c\/p\u003e\n\n\u003cdiv class=\"table-wrap\"\u003e\n\u003ctable aria-label=\"AB Serie Ersatzrollen und Bearing Drums\" class=\"data-table\"\u003e\n\t\u003cthead\u003e\n\t\t\u003ctr\u003e\n\t\t\t\u003cth\u003eRollensatz-Bereich\u003c\/th\u003e\n\t\t\t\u003cth\u003eRohrbodenstärken\u003c\/th\u003e\n\t\t\t\u003cth\u003eVierkantantrieb\u003c\/th\u003e\n\t\t\t\u003cth\u003eBearing-Drum\u003c\/th\u003e\n\t\t\u003c\/tr\u003e\n\t\u003c\/thead\u003e\n\t\u003ctbody\u003e\n\t\t\u003ctr\u003e\n\t\t\t\u003ctd\u003e43-2-RS bis 44-6-RS\u003c\/td\u003e\n\t\t\t\u003ctd\u003e1\/2\" bis 2.5\/8\"\u003c\/td\u003e\n\t\t\t\u003ctd\u003e3\/4\"\u003c\/td\u003e\n\t\t\t\u003ctd\u003eDMB-23\u003c\/td\u003e\n\t\t\u003c\/tr\u003e\n\t\t\u003ctr\u003e\n\t\t\t\u003ctd\u003e43-2-RS bis 46-6-RS\u003c\/td\u003e\n\t\t\t\u003ctd\u003e1\/2\" bis 2.5\/8\"\u003c\/td\u003e\n\t\t\t\u003ctd\u003e3\/4\"\u003c\/td\u003e\n\t\t\t\u003ctd\u003eDMB-24\u003c\/td\u003e\n\t\t\u003c\/tr\u003e\n\t\t\u003ctr\u003e\n\t\t\t\u003ctd\u003e47-2-RS bis 51-6-RS\u003c\/td\u003e\n\t\t\t\u003ctd\u003e1\/2\" bis 2.5\/8\"\u003c\/td\u003e\n\t\t\t\u003ctd\u003e1\"\u003c\/td\u003e\n\t\t\t\u003ctd\u003eDMB-25\u003c\/td\u003e\n\t\t\u003c\/tr\u003e\n\t\t\u003ctr\u003e\n\t\t\t\u003ctd\u003e51-2-RS bis 54-6-RS\u003c\/td\u003e\n\t\t\t\u003ctd\u003e1\/2\" bis 2.5\/8\"\u003c\/td\u003e\n\t\t\t\u003ctd\u003e1\"\u003c\/td\u003e\n\t\t\t\u003ctd\u003eDMB-26\u003c\/td\u003e\n\t\t\u003c\/tr\u003e\n\t\t\u003ctr\u003e\n\t\t\t\u003ctd\u003e54-2-RS bis 60-6-RS\u003c\/td\u003e\n\t\t\t\u003ctd\u003e1\/2\" bis 2.5\/8\"\u003c\/td\u003e\n\t\t\t\u003ctd\u003e1\"\u003c\/td\u003e\n\t\t\t\u003ctd\u003eDMB-27\u003c\/td\u003e\n\t\t\u003c\/tr\u003e\n\t\t\u003ctr\u003e\n\t\t\t\u003ctd\u003e59-2-RS bis 63-6-RS\u003c\/td\u003e\n\t\t\t\u003ctd\u003e1\/2\" bis 2.5\/8\"\u003c\/td\u003e\n\t\t\t\u003ctd\u003e1\"\u003c\/td\u003e\n\t\t\t\u003ctd\u003eDMB-28\u003c\/td\u003e\n\t\t\u003c\/tr\u003e\n\t\t\u003ctr\u003e\n\t\t\t\u003ctd\u003e63-2-RS bis 64-6-RS\u003c\/td\u003e\n\t\t\t\u003ctd\u003e1\/2\" bis 2.5\/8\"\u003c\/td\u003e\n\t\t\t\u003ctd\u003e1\"\u003c\/td\u003e\n\t\t\t\u003ctd\u003eDMB-29\u003c\/td\u003e\n\t\t\u003c\/tr\u003e\n\t\t\u003ctr\u003e\n\t\t\t\u003ctd\u003e64-2-RS bis 66-6-RS\u003c\/td\u003e\n\t\t\t\u003ctd\u003e1\/2\" bis 2.5\/8\"\u003c\/td\u003e\n\t\t\t\u003ctd\u003e1\"\u003c\/td\u003e\n\t\t\t\u003ctd\u003eDMB-30\u003c\/td\u003e\n\t\t\u003c\/tr\u003e\n\t\u003c\/tbody\u003e\n\u003c\/table\u003e\n\u003c\/div\u003e\n\n\u003cp class=\"note\"\u003e\u003cstrong\u003eHinweis:\u003c\/strong\u003e Für die genaue Ersatzteilzuordnung bitte Werkzeugnummer, Rohr-Außendurchmesser, Rohrwandstärke und Rohrbodenstärke angeben.\u003c\/p\u003e\n\u003c\/section\u003e\n\n\u003csection class=\"seo-block\"\u003e\n\u003ch3\u003eKurzbeschreibung\u003c\/h3\u003e\n\n\u003cp\u003eDie AB Serie Parallel-Rohraufweiter mit Lager ist für das kontrollierte Aufweiten von Rohren ohne Bördelung ausgelegt. Das integrierte Lager reduziert Reibung, verbessert den Lauf und erhöht die Werkzeugstandzeit. Die Serie eignet sich für Wärmetauscher, Kondensatoren, Kessel und Luftvorwärmer und deckt Rohr-Außendurchmesser von 7\/8\" bis 4.1\/2\" ab.\u003c\/p\u003e\n\u003c\/section\u003e\n\u003c\/div\u003e\n","brand":"Powermaster","offers":[{"title":"Default Title","offer_id":56784879845702,"sku":"AB Serie","price":0.0,"currency_code":"EUR","in_stock":true}],"thumbnail_url":"\/\/cdn.shopify.com\/s\/files\/1\/0947\/6456\/4806\/files\/ab-seriepng-60726.png?v=1781517250"}],"thumbnail_url":"\/\/cdn.shopify.com\/s\/files\/1\/0947\/6456\/4806\/collections\/1117_Category.png?v=1781505406","url":"https:\/\/hytool.de\/en\/collections\/tube-tools-rohrbearbeitungswerkzeuge.oembed","provider":"hytool","version":"1.0","type":"link"}