From 5d5e5bccacd163bc8493ddd5f38b18a875620ff9 Mon Sep 17 00:00:00 2001 From: GitHub Action Date: Sun, 23 May 2021 17:34:49 +0000 Subject: [PATCH] CI: Generate Gerbers and Associated Artifacts --- feeder/pcb/feederFloor/export/PCB.pdf | Bin 46005 -> 45476 bytes feeder/pcb/feederFloor/export/Schematic.pdf | Bin 19863 -> 19863 bytes .../feederFloor/export/feederFloor-3D.step | 2540 +- .../feederFloor/export/feederFloor-bom.html | 2 +- .../feederFloor/export/feederFloor-bottom.png | Bin 22735 -> 22800 bytes .../feederFloor/export/feederFloor-top.png | Bin 19560 -> 19560 bytes .../export/feeder_feederFloor_gerbers.zip | Bin 26942 -> 27002 bytes .../export/gerbers/feederFloor-drill.drl | 4 +- .../export/gerbers/feederFloor-job.gbrjob | 2 +- .../export/gerbers/feederFloor.GBL | 4 +- .../export/gerbers/feederFloor.GBO | 201 +- .../export/gerbers/feederFloor.GBP | 4 +- .../export/gerbers/feederFloor.GBS | 4 +- .../export/gerbers/feederFloor.GKO | 4 +- .../export/gerbers/feederFloor.GTL | 4 +- .../export/gerbers/feederFloor.GTO | 4 +- .../export/gerbers/feederFloor.GTP | 4 +- .../export/gerbers/feederFloor.GTS | 4 +- .../export/ibom/feederFloor-ibom.html | 2 +- .../export/feeder_indexingWheel_gerbers.zip | Bin 245498 -> 245544 bytes .../export/gerbers/indexingWheel-drill.drl | 4 +- .../export/gerbers/indexingWheel-job.gbrjob | 2 +- .../export/gerbers/indexingWheel.GBL | 4 +- .../export/gerbers/indexingWheel.GBO | 201 +- .../export/gerbers/indexingWheel.GBS | 4 +- .../export/gerbers/indexingWheel.GKO | 4 +- .../export/gerbers/indexingWheel.GTL | 4 +- .../export/gerbers/indexingWheel.GTO | 201 +- .../export/gerbers/indexingWheel.GTS | 4 +- .../export/indexingWheel-3D.step | 2 +- .../export/indexingWheel-bottom.png | Bin 89417 -> 89420 bytes .../export/indexingWheel-top.png | Bin 89434 -> 89583 bytes feeder/pcb/mobo/export/PCB.pdf | Bin 202199 -> 202090 bytes feeder/pcb/mobo/export/Schematic.pdf | Bin 84232 -> 84232 bytes feeder/pcb/mobo/export/Schematic_vcnt2020.pdf | Bin 84232 -> 84232 bytes .../pcb/mobo/export/feeder_mobo_gerbers.zip | Bin 216911 -> 217013 bytes feeder/pcb/mobo/export/gerbers/mobo-drill.drl | 4 +- .../pcb/mobo/export/gerbers/mobo-job.gbrjob | 2 +- feeder/pcb/mobo/export/gerbers/mobo.GBL | 4 +- feeder/pcb/mobo/export/gerbers/mobo.GBO | 767 +- feeder/pcb/mobo/export/gerbers/mobo.GBP | 4 +- feeder/pcb/mobo/export/gerbers/mobo.GBS | 4 +- feeder/pcb/mobo/export/gerbers/mobo.GKO | 4 +- feeder/pcb/mobo/export/gerbers/mobo.GTL | 34 +- feeder/pcb/mobo/export/gerbers/mobo.GTO | 1385 +- feeder/pcb/mobo/export/gerbers/mobo.GTP | 49 +- feeder/pcb/mobo/export/gerbers/mobo.GTS | 34 +- feeder/pcb/mobo/export/ibom/mobo-ibom.html | 2 +- feeder/pcb/mobo/export/mobo-3D.step | 27400 ++++++++-------- feeder/pcb/mobo/export/mobo-bom.html | 2 +- feeder/pcb/mobo/export/mobo-bottom.png | Bin 133483 -> 133494 bytes feeder/pcb/mobo/export/mobo-top.png | Bin 269111 -> 269142 bytes 52 files changed, 16457 insertions(+), 16451 deletions(-) diff --git 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zIU3&G$ur>Z?<`892Xg-fx=nVkL4#)J;%bVhxq*aX=V0Yb_N}vGX8W3aRHaB=)g#>T diff --git a/feeder/pcb/feederFloor/export/feederFloor-3D.step b/feeder/pcb/feederFloor/export/feederFloor-3D.step index 2ebde77da..efb3fdc27 100644 --- a/feeder/pcb/feederFloor/export/feederFloor-3D.step +++ b/feeder/pcb/feederFloor/export/feederFloor-3D.step @@ -1,7 +1,7 @@ ISO-10303-21; HEADER; FILE_DESCRIPTION(('KiCad electronic assembly'),'2;1'); -FILE_NAME('feederFloor-3D.step','2021-05-23T17:23:12',('An Author'),( +FILE_NAME('feederFloor-3D.step','2021-05-23T17:34:48',('An Author'),( 'A Company'),'Open CASCADE STEP processor 7.3', 'KiCad to STEP converter','Unknown'); FILE_SCHEMA(('AUTOMOTIVE_DESIGN { 1 0 10303 214 1 1 1 1 }')); @@ -14706,1285 +14706,1285 @@ SHAPE_REPRESENTATION_RELATIONSHIP() ); #12578 = SHAPE_DEFINITION_REPRESENTATION(#12575,#12579); #12579 = SHAPE_REPRESENTATION('',(#23),#12560); #12580 = MECHANICAL_DESIGN_GEOMETRIC_PRESENTATION_REPRESENTATION('',( - #12581,#12589),#12560); -#12581 = STYLED_ITEM('color',(#12582),#11642); + #12581,#12589,#12596,#12603,#12610,#12617,#12624,#12631,#12638, + #12645,#12652,#12659,#12666,#12673,#12680,#12687,#12694,#12701, + #12708,#12715,#12722,#12729,#12736,#12743,#12750,#12757,#12764, + #12771,#12779,#12786,#12793,#12800,#12807,#12814,#12821,#12828, + #12835,#12842,#12849,#12856,#12863,#12870,#12877,#12884,#12891, + #12898,#12905,#12912,#12919,#12926,#12933,#12940,#12947,#12954, + #12961,#12968,#12975,#12982,#12989,#12996,#13003,#13010,#13017, + #13024,#13031,#13038,#13045,#13052,#13059,#13066,#13073,#13080, + #13087,#13094,#13101,#13108,#13115,#13122,#13129,#13136,#13143, + #13150,#13157,#13164,#13171,#13178,#13185,#13192,#13199,#13206, + #13213,#13220,#13227,#13234,#13241,#13248,#13255,#13262,#13269, + #13276,#13283,#13290,#13297,#13304,#13311,#13318,#13325,#13332, + #13339,#13346,#13353,#13360,#13367,#13374,#13381,#13388,#13395, + #13402,#13409,#13416,#13423,#13430,#13437,#13444,#13451,#13458, + #13465,#13472,#13479,#13486,#13493,#13500,#13507,#13514,#13521, + #13528,#13535,#13542,#13549,#13556,#13563,#13570,#13577,#13584, + #13591,#13598,#13605,#13612,#13619,#13626),#11617); +#12581 = STYLED_ITEM('color',(#12582),#1937); #12582 = PRESENTATION_STYLE_ASSIGNMENT((#12583)); #12583 = SURFACE_STYLE_USAGE(.BOTH.,#12584); #12584 = SURFACE_SIDE_STYLE('',(#12585)); #12585 = SURFACE_STYLE_FILL_AREA(#12586); #12586 = FILL_AREA_STYLE('',(#12587)); #12587 = FILL_AREA_STYLE_COLOUR('',#12588); -#12588 = COLOUR_RGB('',5.99999986589E-02,0.40000000596,5.99999986589E-02 - ); -#12589 = OVER_RIDING_STYLED_ITEM('overriding color',(#12590),#11642, - #12581); -#12590 = PRESENTATION_STYLE_BY_CONTEXT((#12591),#12579); +#12588 = COLOUR_RGB('',0.145098045468,0.141176477075,0.141176477075); +#12589 = STYLED_ITEM('color',(#12590),#2164); +#12590 = PRESENTATION_STYLE_ASSIGNMENT((#12591)); #12591 = SURFACE_STYLE_USAGE(.BOTH.,#12592); #12592 = SURFACE_SIDE_STYLE('',(#12593)); #12593 = SURFACE_STYLE_FILL_AREA(#12594); #12594 = FILL_AREA_STYLE('',(#12595)); -#12595 = FILL_AREA_STYLE_COLOUR('',#12596); -#12596 = COLOUR_RGB('',5.99999986589E-02,0.40000000596,5.99999986589E-02 - ); -#12597 = MECHANICAL_DESIGN_GEOMETRIC_PRESENTATION_REPRESENTATION('',( - #12598,#12606,#12613,#12620,#12627,#12634,#12641,#12648,#12655, - #12662,#12669,#12676,#12683,#12690,#12697,#12704,#12711,#12718, - #12725,#12732,#12739,#12746,#12753,#12760,#12767,#12774,#12781, - #12788,#12796,#12803,#12810,#12817,#12824,#12831,#12838,#12845, - #12852,#12859,#12866,#12873,#12880,#12887,#12894,#12901,#12908, - #12915,#12922,#12929,#12936,#12943,#12950,#12957,#12964,#12971, - #12978,#12985,#12992,#12999,#13006,#13013,#13020,#13027,#13034, - #13041,#13048,#13055,#13062,#13069,#13076,#13083,#13090,#13097, - #13104,#13111,#13118,#13125,#13132,#13139,#13146,#13153,#13160, - #13167,#13174,#13181,#13188,#13195,#13202,#13209,#13216,#13223, - #13230,#13237,#13244,#13251,#13258,#13265,#13272,#13279,#13286, - 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); ENDSEC; END-ISO-10303-21; diff --git a/feeder/pcb/feederFloor/export/feederFloor-bom.html b/feeder/pcb/feederFloor/export/feederFloor-bom.html index 153655505..96cd5cf1f 100644 --- a/feeder/pcb/feederFloor/export/feederFloor-bom.html +++ b/feeder/pcb/feederFloor/export/feederFloor-bom.html @@ -672,7 +672,7 @@ Schematic: feederFloor
Variant: default
Revision:
- Date: 2021-05-23_17-21-58
+ Date: 2021-05-23_17-33-37
KiCad Version: 5.1.9+dfsg1-1~bpo10+1
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TF.CreationDate,2021-05-23T17:23:10+00:00 +; #@! TF.CreationDate,2021-05-23T17:34:45+00:00 ; #@! TF.GenerationSoftware,Kicad,Pcbnew,5.1.9+dfsg1-1~bpo10+1 FMAT,2 INCH diff --git a/feeder/pcb/feederFloor/export/gerbers/feederFloor-job.gbrjob b/feeder/pcb/feederFloor/export/gerbers/feederFloor-job.gbrjob index 880291178..143266f54 100644 --- a/feeder/pcb/feederFloor/export/gerbers/feederFloor-job.gbrjob +++ b/feeder/pcb/feederFloor/export/gerbers/feederFloor-job.gbrjob @@ -7,7 +7,7 @@ "Application": "Pcbnew", "Version": "5.1.9+dfsg1-1~bpo10+1" }, - "CreationDate": "2021-05-23T17:23:10+00:00" + "CreationDate": "2021-05-23T17:34:45+00:00" }, "GeneralSpecs": { diff --git a/feeder/pcb/feederFloor/export/gerbers/feederFloor.GBL b/feeder/pcb/feederFloor/export/gerbers/feederFloor.GBL index 33d52b929..ad8f3ae86 100644 --- a/feeder/pcb/feederFloor/export/gerbers/feederFloor.GBL +++ b/feeder/pcb/feederFloor/export/gerbers/feederFloor.GBL @@ -1,12 +1,12 @@ G04 #@! TF.GenerationSoftware,KiCad,Pcbnew,5.1.9+dfsg1-1~bpo10+1* -G04 #@! TF.CreationDate,2021-05-23T17:23:10+00:00* +G04 #@! TF.CreationDate,2021-05-23T17:34:45+00:00* G04 #@! TF.ProjectId,feederFloor,66656564-6572-4466-9c6f-6f722e6b6963,rev?* G04 #@! TF.SameCoordinates,Original* G04 #@! TF.FileFunction,Copper,L2,Bot* G04 #@! TF.FilePolarity,Positive* %FSLAX46Y46*% G04 Gerber Fmt 4.6, Leading zero omitted, Abs format (unit mm)* -G04 Created by KiCad (PCBNEW 5.1.9+dfsg1-1~bpo10+1) date 2021-05-23 17:23:10* +G04 Created by KiCad (PCBNEW 5.1.9+dfsg1-1~bpo10+1) date 2021-05-23 17:34:45* %MOMM*% %LPD*% G01* diff --git a/feeder/pcb/feederFloor/export/gerbers/feederFloor.GBO b/feeder/pcb/feederFloor/export/gerbers/feederFloor.GBO index 2ef837674..2190f2e1e 100644 --- a/feeder/pcb/feederFloor/export/gerbers/feederFloor.GBO +++ b/feeder/pcb/feederFloor/export/gerbers/feederFloor.GBO @@ -1,12 +1,12 @@ G04 #@! TF.GenerationSoftware,KiCad,Pcbnew,5.1.9+dfsg1-1~bpo10+1* -G04 #@! 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TF.FilePolarity,Positive* %FSLAX46Y46*% G04 Gerber Fmt 4.6, Leading zero omitted, Abs format (unit mm)* -G04 Created by KiCad (PCBNEW 5.1.9+dfsg1-1~bpo10+1) date 2021-05-23 17:23:10* +G04 Created by KiCad (PCBNEW 5.1.9+dfsg1-1~bpo10+1) date 2021-05-23 17:34:45* %MOMM*% %LPD*% G01* diff --git a/feeder/pcb/feederFloor/export/gerbers/feederFloor.GTS b/feeder/pcb/feederFloor/export/gerbers/feederFloor.GTS index 09ffc4e47..d5ac6d3b0 100644 --- a/feeder/pcb/feederFloor/export/gerbers/feederFloor.GTS +++ b/feeder/pcb/feederFloor/export/gerbers/feederFloor.GTS @@ -1,12 +1,12 @@ G04 #@! TF.GenerationSoftware,KiCad,Pcbnew,5.1.9+dfsg1-1~bpo10+1* -G04 #@! TF.CreationDate,2021-05-23T17:23:10+00:00* +G04 #@! TF.CreationDate,2021-05-23T17:34:45+00:00* G04 #@! TF.ProjectId,feederFloor,66656564-6572-4466-9c6f-6f722e6b6963,rev?* G04 #@! TF.SameCoordinates,Original* G04 #@! TF.FileFunction,Soldermask,Top* G04 #@! TF.FilePolarity,Negative* %FSLAX46Y46*% G04 Gerber Fmt 4.6, Leading zero omitted, Abs format (unit mm)* -G04 Created by KiCad (PCBNEW 5.1.9+dfsg1-1~bpo10+1) date 2021-05-23 17:23:10* +G04 Created by KiCad (PCBNEW 5.1.9+dfsg1-1~bpo10+1) date 2021-05-23 17:34:45* %MOMM*% %LPD*% G01* diff --git a/feeder/pcb/feederFloor/export/ibom/feederFloor-ibom.html b/feeder/pcb/feederFloor/export/ibom/feederFloor-ibom.html index 8dbdf7be1..4350fcd01 100644 --- a/feeder/pcb/feederFloor/export/ibom/feederFloor-ibom.html +++ b/feeder/pcb/feederFloor/export/ibom/feederFloor-ibom.html @@ -813,7 +813,7 @@ /////////////////////////////////////////////// /////////////////////////////////////////////// -var pcbdata = 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")) +var pcbdata = JSON.parse(LZString.decompressFromBase64("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