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"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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