POST http://web1.eturns.local:5555/EDIwebService.svc Connection: keep-alive Content-Length: 65808 Content-Type: text/xml; charset=utf-8 Accept-Encoding: gzip, deflate Host: websvc.eturns.com SOAPAction: "http://tempuri.org/IEDIwebService/InsertWorkOrderWithImage" traceparent: 00-5dea21b25f192ca1d992534b9d7148d2-1ab27451aade3747-01 tracestate: @nr=0-0---1ab27451aade3747-e21c3df3239c311c-1-1.078105-1789248994944 X-Forwarded-For: 3.222.170.44 X-Forwarded-Port: 443 X-Forwarded-Proto: https http://web1.eturns.local:5555/EDIwebService.svchttp://tempuri.org/IEDIwebService/InsertWorkOrderWithImageOptimized Process Design2026/09/12 14:36:34 PM027e1363-63a1-4f7d-8a77-d25fcd689faf3bdc3b9d-a766-4ac2-b00f-accc139136ccfalsefalsefalse0OPD - 25037 - Lean Bulldog L3OPD - 25037 - Lean Bulldog 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Design12026/09/12 14:36:34 PM03/4 LR FORM 7 CNDT BODY4DAF7037-FF39-4D43-BF71-00A3D11EF26D4DAF7037-FF39-4D43-BF71-00A3D11EF26Dfalsefalse6.4746f19ea0-a78f-44e0-8b84-c45fbd2f7dbfLR27falseGB8812946.474daf7037-ff39-4d43-bf71-00a3d11ef26d2OPD - 25037 - Lean Bulldog L3falseGraybarfalseJose2026/09/12 14:36:34 PMDouglas ArendDouglas Arend2026-09-12-11027e1363-63a1-4f7d-8a77-d25fcd689faf3bdc3b9d-a766-4ac2-b00f-accc139136ccOpenOptimized Process Design12026/09/12 14:36:34 PM01/2 45D L/T CONN58829474-9290-458F-82CB-9B43B8EA880358829474-9290-458F-82CB-9B43B8EA8803falsefalse615.05984b2096-26d7-4244-996d-21a64fe3d9f9LTB5045GfalseGB881304615.0558829474-9290-458f-82cb-9b43b8ea880315OPD - 25037 - Lean Bulldog L3falseGraybarfalseJose2026/09/12 14:36:34 PMDouglas ArendDouglas Arend2026-09-12-11027e1363-63a1-4f7d-8a77-d25fcd689faf3bdc3b9d-a766-4ac2-b00f-accc139136ccOpenOptimized Process Design12026/09/12 14:36:34 PM03/4 45D L/T CONNB5F37BE3-887C-4172-A394-726DA4751E80B5F37BE3-887C-4172-A394-726DA4751E80falsefalse855.51f413e4ae-09d2-4fb8-a043-3e9c22cedb7dLTB7545GfalseGB881306855.51b5f37be3-887c-4172-a394-726da4751e808OPD - 25037 - Lean Bulldog L3falseGraybarfalseJose2026/09/12 14:36:34 PMDouglas ArendDouglas Arend2026-09-12-11027e1363-63a1-4f7d-8a77-d25fcd689faf3bdc3b9d-a766-4ac2-b00f-accc139136ccOpenOptimized Process Design12026/09/12 14:36:34 PM0SPRING NUT 1/4-20 1/4 NUT SS57637186-B259-4042-9CEC-ADD1563830A057637186-B259-4042-9CEC-ADD1563830A0falsefalse439.77dd115eaf-4b84-4e0e-88ae-7814342a8b82N224SS6falseGB881308439.7757637186-b259-4042-9cec-add1563830a044OPD - 25037 - Lean Bulldog L3falseGraybarfalseJose2026/09/12 14:36:34 PMDouglas ArendDouglas Arend2026-09-12-11027e1363-63a1-4f7d-8a77-d25fcd689faf3bdc3b9d-a766-4ac2-b00f-accc139136ccOpenOptimized Process Design12026/09/12 14:36:34 PM0SPRING NUT 3/8-16 SS 316465DDA91-C009-4403-AE62-A332EF91AAF3465DDA91-C009-4403-AE62-A332EF91AAF3falsefalse445.179a155cbe-350e-4f19-8a80-23becde91a1fN228SS6falseGB881310445.17465dda91-c009-4403-ae62-a332ef91aaf322OPD - 25037 - Lean Bulldog L3falseGraybarfalseJose2026/09/12 14:36:34 PMDouglas ArendDouglas Arend2026-09-12-11027e1363-63a1-4f7d-8a77-d25fcd689faf3bdc3b9d-a766-4ac2-b00f-accc139136ccOpenOptimized Process Design12026/09/12 14:36:34 PM03/4 TO 1/2 REDUCING BUSHD6CB25BE-E6A9-4E4E-BD8F-7B87E62C64B6D6CB25BE-E6A9-4E4E-BD8F-7B87E62C64B6falsefalse1.464a0e6b1b-e35b-42c2-85d6-2833cf0e4922RE21falseGB8813201.46d6cb25be-e6a9-4e4e-bd8f-7b87e62c64b66OPD - 25037 - Lean Bulldog L3falseGraybarfalseJose2026/09/12 14:36:34 PMDouglas ArendDouglas Arend2026-09-12-11027e1363-63a1-4f7d-8a77-d25fcd689faf3bdc3b9d-a766-4ac2-b00f-accc139136ccOpenOptimized Process Design12026/09/12 14:36:34 PM01 TO 1/2 REDUCING BUSHD7D9A4C4-19B8-4D0B-AD70-61F0CD1B25BED7D9A4C4-19B8-4D0B-AD70-61F0CD1B25BEfalsefalse1.652c73e6ab-fe39-4982-9a75-8384607fbcdcRE31falseGB8813211.65d7d9a4c4-19b8-4d0b-ad70-61f0cd1b25be2OPD - 25037 - Lean Bulldog L3falseGraybarfalseJose2026/09/12 14:36:34 PMDouglas ArendDouglas Arend2026-09-12-11027e1363-63a1-4f7d-8a77-d25fcd689faf3bdc3b9d-a766-4ac2-b00f-accc139136ccOpenOptimized Process Design12026/09/12 14:36:34 PM01 TO 3/4 REDUCING BUSH730A09D3-F245-4751-B027-780A7097BD3B730A09D3-F245-4751-B027-780A7097BD3Bfalsefalse1.652491aadd-691b-4234-8d9e-9856f9c2bdcbRE32falseGB8813221.65730a09d3-f245-4751-b027-780a7097bd3b3OPD - 25037 - Lean Bulldog L3falseGraybarfalseJose2026/09/12 14:36:34 PMDouglas ArendDouglas Arend2026-09-12-11027e1363-63a1-4f7d-8a77-d25fcd689faf3bdc3b9d-a766-4ac2-b00f-accc139136ccOpenOptimized Process Design12026/09/12 14:36:34 PM01 1/2 TO 1/2 REDUCING BUSH707D5BF3-D151-4D24-A286-7DCF92361FD6707D5BF3-D151-4D24-A286-7DCF92361FD6falsefalse4.81a615d7cd-ebdc-4e4d-804e-e8e78c99a8b1RE51falseGB8813244.81707d5bf3-d151-4d24-a286-7dcf92361fd64OPD - 25037 - Lean Bulldog L3falseGraybarfalseJose2026/09/12 14:36:34 PMDouglas ArendDouglas Arend2026-09-12-11027e1363-63a1-4f7d-8a77-d25fcd689faf3bdc3b9d-a766-4ac2-b00f-accc139136ccOpenOptimized Process Design12026/09/12 14:36:34 PM01 1/2 TO 3/4 REDUCING BUSHF2B3E856-534C-45F5-AC4E-012E41BE51A3F2B3E856-534C-45F5-AC4E-012E41BE51A3falsefalse4.81d2bbef92-0042-484a-a2ce-5bca51b63ff6RE52falseGB8813254.81f2b3e856-534c-45f5-ac4e-012e41be51a36OPD - 25037 - Lean Bulldog L3falseGraybarfalseJose2026/09/12 14:36:34 PMDouglas ArendDouglas Arend2026-09-12-11027e1363-63a1-4f7d-8a77-d25fcd689faf3bdc3b9d-a766-4ac2-b00f-accc139136ccOpenOptimized Process Design12026/09/12 14:36:34 PM01 1/2 TO 1 REDUCING BUSHDB5BB78B-E8C3-446D-8977-DC494FA4D323DB5BB78B-E8C3-446D-8977-DC494FA4D323falsefalse4.81c148768e-405e-4bee-a46b-6a97e4685b84RE53falseGB8813264.81db5bb78b-e8c3-446d-8977-dc494fa4d3233OPD - 25037 - Lean Bulldog L3falseGraybarfalseJose2026/09/12 14:36:34 PMDouglas ArendDouglas Arend2026-09-12-11027e1363-63a1-4f7d-8a77-d25fcd689faf3bdc3b9d-a766-4ac2-b00f-accc139136ccOpenOptimized Process Design12026/09/12 14:36:34 PM01 T FORM 7 CNDT OUTLET BODYCB0FA146-88DC-477C-A967-A02D59C14EDACB0FA146-88DC-477C-A967-A02D59C14EDAfalsefalse12.344e759d2a-250a-4ee5-a4a5-65a898edc38bT37falseGB88133512.34cb0fa146-88dc-477c-a967-a02d59c14eda5OPD - 25037 - Lean Bulldog L3falseGraybarfalseJose2026/09/12 14:36:34 PMDouglas ArendDouglas Arend2026-09-12-11027e1363-63a1-4f7d-8a77-d25fcd689faf3bdc3b9d-a766-4ac2-b00f-accc139136ccOpenOptimized Process Design12026/09/12 14:36:34 PM01 1/2 T FORM 7 CNDT OUTLET BODY9290759A-B556-42F2-ABB1-93A16838BDDE9290759A-B556-42F2-ABB1-93A16838BDDEfalsefalse23.925c6afde6-968d-4c71-bbcb-7cd6ae9ee518T57falseGB88133623.929290759a-b556-42f2-abb1-93a16838bdde4OPD - 25037 - Lean Bulldog L3falseGraybarfalseJose2026/09/12 14:36:34 PMDouglas ArendDouglas Arend2026-09-12-11027e1363-63a1-4f7d-8a77-d25fcd689faf3bdc3b9d-a766-4ac2-b00f-accc139136ccOpenOptimized Process Design12026/09/12 14:36:34 PM03/4 NPT IRON TB FORM 7 CNDT BODY259CE82D-F156-447F-BE51-1185674380A0259CE82D-F156-447F-BE51-1185674380A0falsefalse9.06d4bf5057-f36b-4368-8942-b43bb1e3ce32TB27falseGB8813389.06259ce82d-f156-447f-be51-1185674380a01OPD - 25037 - Lean Bulldog L3falseGraybarfalseJose2026/09/12 14:36:34 PMDouglas ArendDouglas Arend2026-09-12-11027e1363-63a1-4f7d-8a77-d25fcd689faf3bdc3b9d-a766-4ac2-b00f-accc139136ccOpenOptimized Process Design12026/09/12 14:36:34 PM01 NPT IRON TB FORM 7 CNDT BODY65A80090-8A3E-4941-BC4A-486B6F80420065A80090-8A3E-4941-BC4A-486B6F804200falsefalse12.8471ccc4ed-5186-4e70-abc7-6dfd6d6f1971TB37falseGB88133912.8465a80090-8a3e-4941-bc4a-486b6f8042001OPD - 25037 - Lean Bulldog L3falseGraybarfalseJose2026/09/12 14:36:34 PMDouglas ArendDouglas Arend2026-09-12-11027e1363-63a1-4f7d-8a77-d25fcd689faf3bdc3b9d-a766-4ac2-b00f-accc139136ccOpenOptimized Process Design12026/09/12 14:36:34 PM01 1/2 NPT IRON TB FORM 7CNDT BODYCAF16AD2-2BDC-4470-AB69-474F82BE0FA8CAF16AD2-2BDC-4470-AB69-474F82BE0FA8falsefalse25.31f2a46346-0ba3-4612-ab75-06d71d02d140TB57falseGB88134025.31caf16ad2-2bdc-4470-ab69-474f82be0fa83OPD - 25037 - Lean Bulldog L3falseGraybarfalseJose2026/09/12 14:36:34 PMDouglas ArendDouglas Arend2026-09-12-11027e1363-63a1-4f7d-8a77-d25fcd689faf3bdc3b9d-a766-4ac2-b00f-accc139136ccOpenOptimized Process Design12026/09/12 14:36:34 PM0UL TYPE LIQUID TIGHTBCC3780E-9198-40C2-BCDE-0DDA23D79714BCC3780E-9198-40C2-BCDE-0DDA23D79714falsefalse134.58ba3d9f9b-e4b5-48f2-bf57-2833a2b2dc85UA 1/2 GRY 100FT COILfalseGB881343134.58bcc3780e-9198-40c2-bcde-0dda23d797148OPD - 25037 - Lean Bulldog L3falseGraybarfalseJose2026/09/12 14:36:34 PMDouglas ArendDouglas Arend2026-09-12-11027e1363-63a1-4f7d-8a77-d25fcd689faf3bdc3b9d-a766-4ac2-b00f-accc139136ccOpenOptimized Process Design12026/09/12 14:36:34 PM0UL TYPE LIQUID TIGHT9014BA8D-D4D7-452B-81F0-B86C872679879014BA8D-D4D7-452B-81F0-B86C87267987falsefalse184.03310b772e-4652-4bb7-ad43-8015eefba3bdUA 3/4 GRY 100FT COILfalseGB881346184.039014ba8d-d4d7-452b-81f0-b86c872679878OPD - 25037 - Lean Bulldog L3falseGraybarfalseJose2026/09/12 14:36:34 PMDouglas ArendDouglas Arend2026-09-12-11027e1363-63a1-4f7d-8a77-d25fcd689faf3bdc3b9d-a766-4ac2-b00f-accc139136ccOpenOpenWorkOrder2026-09-12-11Graybar