(kicad_pcb
	(version 20260206)
	(generator "pcbnew")
	(generator_version "10.0")
	(general
		(thickness 1.6062)
		(legacy_teardrops no)
	)
	(paper "A4")
	(title_block
		(title "${PCB_NAME}")
		(date "${CURRENT_DATE}")
		(rev "${PCB_VERSION}")
	)
	(layers
		(0 "F.Cu" mixed)
		(4 "In1.Cu" power)
		(6 "In2.Cu" power)
		(2 "B.Cu" mixed)
		(9 "F.Adhes" user "F.Adhesive")
		(11 "B.Adhes" user "B.Adhesive")
		(13 "F.Paste" user)
		(15 "B.Paste" user)
		(5 "F.SilkS" user "F.Silkscreen")
		(7 "B.SilkS" user "B.Silkscreen")
		(1 "F.Mask" user)
		(3 "B.Mask" user)
		(17 "Dwgs.User" user "User.Drawings")
		(19 "Cmts.User" user "User.Comments")
		(21 "Eco1.User" user "User.Eco1")
		(23 "Eco2.User" user "User.Eco2")
		(25 "Edge.Cuts" user)
		(27 "Margin" user)
		(31 "F.CrtYd" user "F.Courtyard")
		(29 "B.CrtYd" user "B.Courtyard")
		(35 "F.Fab" user)
		(33 "B.Fab" user)
		(39 "User.1" user)
		(41 "User.2" user)
		(43 "User.3" user)
		(45 "User.4" user)
	)
	(setup
		(pad_to_mask_clearance 0)
		(allow_soldermask_bridges_in_footprints no)
		(tenting
			(front yes)
			(back yes)
		)
		(covering
			(front no)
			(back no)
		)
		(plugging
			(front no)
			(back no)
		)
		(capping no)
		(filling no)
		(pcbplotparams
			(layerselection 0x00000000_00000000_55555555_5755f5ff)
			(plot_on_all_layers_selection 0x00000000_00000000_00000000_00000000)
			(disableapertmacros no)
			(usegerberextensions no)
			(usegerberattributes yes)
			(usegerberadvancedattributes yes)
			(creategerberjobfile yes)
			(dashed_line_dash_ratio 12)
			(dashed_line_gap_ratio 3)
			(svgprecision 4)
			(plotframeref no)
			(mode 1)
			(useauxorigin no)
			(pdf_front_fp_property_popups yes)
			(pdf_back_fp_property_popups yes)
			(pdf_metadata yes)
			(pdf_single_document no)
			(dxfpolygonmode yes)
			(dxfimperialunits yes)
			(dxfusepcbnewfont yes)
			(psnegative no)
			(psa4output no)
			(plot_black_and_white yes)
			(sketchpadsonfab no)
			(plotpadnumbers no)
			(hidednponfab no)
			(sketchdnponfab yes)
			(crossoutdnponfab yes)
			(subtractmaskfromsilk no)
			(outputformat 1)
			(mirror no)
			(drillshape 1)
			(scaleselection 1)
			(outputdirectory "")
		)
		(stackup
			(layer "F.SilkS"
				(type "Top Silk Screen")
				(color "White")
			)
			(layer "F.Paste"
				(type "Top Solder Paste")
			)
			(layer "F.Mask"
				(type "Top Solder Mask")
				(color "Black")
				(thickness 0.01)
			)
			(layer "F.Cu"
				(type "copper")
				(thickness 0.035)
			)
			(layer "dielectric 1"
				(type "prepreg")
				(thickness 0.2104)
				(material "Prepreg")
				(epsilon_r 4.4)
				(loss_tangent 0.025)
			)
			(layer "In1.Cu"
				(type "copper")
				(thickness 0.0152)
			)
			(layer "dielectric 2"
				(type "core")
				(thickness 1.065)
				(material "FR4-Core")
				(epsilon_r 4.6)
				(loss_tangent 0.025)
			)
			(layer "In2.Cu"
				(type "copper")
				(thickness 0.0152)
			)
			(layer "dielectric 3"
				(type "prepreg")
				(thickness 0.2104)
				(material "Prepreg")
				(epsilon_r 4.4)
				(loss_tangent 0.025)
			)
			(layer "B.Cu"
				(type "copper")
				(thickness 0.035)
			)
			(layer "B.Mask"
				(type "Bottom Solder Mask")
				(color "Black")
				(thickness 0.01)
			)
			(layer "B.Paste"
				(type "Bottom Solder Paste")
			)
			(layer "B.SilkS"
				(type "Bottom Silk Screen")
				(color "White")
			)
			(copper_finish "ENIG")
			(dielectric_constraints no)
		)
	)
	(embedded_files
		(file
			(name LED_0402_1005Metric.step)
			(type model)
			(data 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|)
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			(name R_0402_1005Metric.step)
			(type model)
			(data 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|)
			(checksum "09F2B2B0FD0A7A3977A7123532CA0CEE")
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		(file
			(name SW_PUSH_1P1T_6x3.5mm_H4.3_APEM_MJTP1243.step)
			(type model)
			(data 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