# Kicad module converted to gEDA PCB footprint by: Erich Heinzle # Kicad module author: Walter Lain # No warranties express or implied # Footprint converted from Kicad Module tfbga144-std # dist-license: GPL # use-license: unlimited # Users of the foot print must ensure that the solder mask reliefs and clearances # are compatible with the PCB manufacturer's process tolerances # Pins and SMD pads have been converted from Kicad foot prints which # do not have solder mask relief or clearances specified. # Fairly sane default values have been used for solder mask relief and clearances. # Kicad module units: mm # Footprint = module name: tfbga144-std # Text descriptor count: 1 # Draw segment object count: 14 # Draw circle object count: 1 # Draw arc object count: 0 # Pad count: 144 # Element["" " U " "" "" 0 0 0 -25590 0 100 ""] ( ElementLine[-24409 19291 -24409 24409 500] ElementLine[-24409 24409 -19291 24409 500] ElementLine[-20078 23622 -23622 20078 500] ElementLine[-23622 20472 -20472 23622 500] ElementLine[-20866 23622 -23622 20866 500] ElementLine[-23622 21259 -21259 23622 500] ElementLine[23622 -21653 23622 21653 500] ElementLine[-21653 -23622 21653 -23622 500] ElementLine[-23622 21653 -23622 -21653 500] ElementLine[21653 23622 -21653 23622 500] ElementArc[-18897 18897 1969 1969 0 360 500] ElementLine[-21653 23622 -23622 21653 500] ElementLine[-23622 -21653 -21653 -23622 500] ElementLine[21653 -23622 23622 -21653 500] ElementLine[23622 21653 21653 23622 500] Pad[15748 -18897 15748 -18897 1377 2000 2177 "0" "_M13_" "blah"] Pad[12598 -18897 12598 -18897 1377 2000 2177 "0" "_L13_" "blah"] Pad[-18897 -18897 -18897 -18897 1377 2000 2177 "0" "_A13_" "blah"] Pad[-15748 -18897 -15748 -18897 1377 2000 2177 "0" "_B13_" "blah"] Pad[-12598 -18897 -12598 -18897 1377 2000 2177 "0" "_C13_" "blah"] Pad[-9448 -18897 -9448 -18897 1377 2000 2177 "0" "_D13_" "blah"] Pad[-6299 -18897 -6299 -18897 1377 2000 2177 "0" "_E13_" "blah"] Pad[-3149 -18897 -3149 -18897 1377 2000 2177 "0" "_F13_" "blah"] Pad[0 -18897 0 -18897 1377 2000 2177 "0" "_G13_" "blah"] Pad[3149 -18897 3149 -18897 1377 2000 2177 "0" "_H13_" "blah"] Pad[6299 -18897 6299 -18897 1377 2000 2177 "0" "_J13_" "blah"] Pad[9448 -18897 9448 -18897 1377 2000 2177 "0" "_K13_" "blah"] Pad[9448 -15748 9448 -15748 1377 2000 2177 "0" "_K12_" "blah"] Pad[6299 -15748 6299 -15748 1377 2000 2177 "0" "_J12_" "blah"] Pad[3149 -15748 3149 -15748 1377 2000 2177 "0" "_H12_" "blah"] Pad[0 -15748 0 -15748 1377 2000 2177 "0" "_G12_" "blah"] Pad[-3149 -15748 -3149 -15748 1377 2000 2177 "0" "_F12_" "blah"] Pad[-6299 -15748 -6299 -15748 1377 2000 2177 "0" "_E12_" "blah"] Pad[-9448 -15748 -9448 -15748 1377 2000 2177 "0" "_D12_" "blah"] Pad[-12598 -15748 -12598 -15748 1377 2000 2177 "0" "_C12_" "blah"] Pad[-15748 -15748 -15748 -15748 1377 2000 2177 "0" "_B12_" "blah"] Pad[-18897 -15748 -18897 -15748 1377 2000 2177 "0" "_A12_" "blah"] Pad[12598 -15748 12598 -15748 1377 2000 2177 "0" "_L12_" "blah"] Pad[15748 -15748 15748 -15748 1377 2000 2177 "0" "_M12_" "blah"] Pad[18897 -15748 18897 -15748 1377 2000 2177 "0" "_N12_" "blah"] Pad[18897 -12598 18897 -12598 1377 2000 2177 "0" "_N11_" "blah"] Pad[15748 -12598 15748 -12598 1377 2000 2177 "0" "_M11_" "blah"] Pad[12598 -12598 12598 -12598 1377 2000 2177 "0" "_L11_" "blah"] Pad[-18897 -12598 -18897 -12598 1377 2000 2177 "0" "_A11_" "blah"] Pad[-15748 -12598 -15748 -12598 1377 2000 2177 "0" "_B11_" "blah"] Pad[-12598 -12598 -12598 -12598 1377 2000 2177 "0" "_C11_" "blah"] Pad[-9448 -12598 -9448 -12598 1377 2000 2177 "0" "_D11_" "blah"] Pad[-6299 -12598 -6299 -12598 1377 2000 2177 "0" "_E11_" "blah"] Pad[-3149 -12598 -3149 -12598 1377 2000 2177 "0" "_F11_" "blah"] Pad[0 -12598 0 -12598 1377 2000 2177 "0" "_G11_" "blah"] Pad[3149 -12598 3149 -12598 1377 2000 2177 "0" "_H11_" "blah"] Pad[6299 -12598 6299 -12598 1377 2000 2177 "0" "_J11_" "blah"] Pad[9448 -12598 9448 -12598 1377 2000 2177 "0" "_K11_" "blah"] Pad[9448 -9448 9448 -9448 1377 2000 2177 "0" "_K10_" "blah"] Pad[6299 -9448 6299 -9448 1377 2000 2177 "0" "_J10_" "blah"] Pad[3149 -9448 3149 -9448 1377 2000 2177 "0" "_H10_" "blah"] Pad[0 -9448 0 -9448 1377 2000 2177 "0" "_G10_" "blah"] Pad[-3149 -9448 -3149 -9448 1377 2000 2177 "0" "_F10_" "blah"] Pad[-6299 -9448 -6299 -9448 1377 2000 2177 "0" "_E10_" "blah"] Pad[-9448 -9448 -9448 -9448 1377 2000 2177 "0" "_D10_" "blah"] Pad[-12598 -9448 -12598 -9448 1377 2000 2177 "0" "_C10_" "blah"] Pad[-15748 -9448 -15748 -9448 1377 2000 2177 "0" "_B10_" "blah"] Pad[-18897 -9448 -18897 -9448 1377 2000 2177 "0" "_A10_" "blah"] Pad[12598 -9448 12598 -9448 1377 2000 2177 "0" "_L10_" "blah"] Pad[15748 -9448 15748 -9448 1377 2000 2177 "0" "_M10_" "blah"] Pad[18897 -9448 18897 -9448 1377 2000 2177 "0" "_N10_" "blah"] Pad[9448 -6299 9448 -6299 1377 2000 2177 "0" "_K9_" "blah"] Pad[12598 -6299 12598 -6299 1377 2000 2177 "0" "_L9_" "blah"] Pad[15748 -6299 15748 -6299 1377 2000 2177 "0" "_M9_" "blah"] Pad[18897 -6299 18897 -6299 1377 2000 2177 "0" "_N9_" "blah"] Pad[9448 6299 9448 6299 1377 2000 2177 "0" "_K5_" "blah"] Pad[12598 6299 12598 6299 1377 2000 2177 "0" "_L5_" "blah"] Pad[15748 6299 15748 6299 1377 2000 2177 "0" "_M5_" "blah"] Pad[18897 6299 18897 6299 1377 2000 2177 "0" "_N5_" "blah"] Pad[18897 3149 18897 3149 1377 2000 2177 "0" "_N6_" "blah"] Pad[15748 3149 15748 3149 1377 2000 2177 "0" "_M6_" "blah"] Pad[12598 3149 12598 3149 1377 2000 2177 "0" "_L6_" "blah"] Pad[9448 3149 9448 3149 1377 2000 2177 "0" "_K6_" "blah"] Pad[9448 0 9448 0 1377 2000 2177 "0" "_K7_" "blah"] Pad[12598 0 12598 0 1377 2000 2177 "0" "_L7_" "blah"] Pad[15748 0 15748 0 1377 2000 2177 "0" "_M7_" "blah"] Pad[18897 0 18897 0 1377 2000 2177 "0" "_N7_" "blah"] Pad[18897 -3149 18897 -3149 1377 2000 2177 "0" "_N8_" "blah"] Pad[15748 -3149 15748 -3149 1377 2000 2177 "0" "_M8_" "blah"] Pad[12598 -3149 12598 -3149 1377 2000 2177 "0" "_L8_" "blah"] Pad[9448 -3149 9448 -3149 1377 2000 2177 "0" "_K8_" "blah"] Pad[-9448 -6299 -9448 -6299 1377 2000 2177 "0" "_D9_" "blah"] Pad[-12598 -6299 -12598 -6299 1377 2000 2177 "0" "_C9_" "blah"] Pad[-15748 -6299 -15748 -6299 1377 2000 2177 "0" "_B9_" "blah"] Pad[-18897 -6299 -18897 -6299 1377 2000 2177 "0" "_A9_" "blah"] Pad[-18897 -3149 -18897 -3149 1377 2000 2177 "0" "_A8_" "blah"] Pad[-15748 -3149 -15748 -3149 1377 2000 2177 "0" "_B8_" "blah"] Pad[-12598 -3149 -12598 -3149 1377 2000 2177 "0" "_C8_" "blah"] Pad[-9448 -3149 -9448 -3149 1377 2000 2177 "0" "_D8_" "blah"] Pad[-18897 6299 -18897 6299 1377 2000 2177 "0" "_A5_" "blah"] Pad[-15748 6299 -15748 6299 1377 2000 2177 "0" "_B5_" "blah"] Pad[-12598 6299 -12598 6299 1377 2000 2177 "0" "_C5_" "blah"] Pad[-9448 6299 -9448 6299 1377 2000 2177 "0" "_D5_" "blah"] Pad[-9448 3149 -9448 3149 1377 2000 2177 "0" "_D6_" "blah"] Pad[-12598 3149 -12598 3149 1377 2000 2177 "0" "_C6_" "blah"] Pad[-15748 3149 -15748 3149 1377 2000 2177 "0" "_B6_" "blah"] Pad[-18897 3149 -18897 3149 1377 2000 2177 "0" "_A6_" "blah"] Pad[-18897 0 -18897 0 1377 2000 2177 "0" "_A7_" "blah"] Pad[-15748 0 -15748 0 1377 2000 2177 "0" "_B7_" "blah"] Pad[-12598 0 -12598 0 1377 2000 2177 "0" "_C7_" "blah"] Pad[-9448 0 -9448 0 1377 2000 2177 "0" "_D7_" "blah"] Pad[9448 9448 9448 9448 1377 2000 2177 "0" "_K4_" "blah"] Pad[6299 9448 6299 9448 1377 2000 2177 "0" "_J4_" "blah"] Pad[3149 9448 3149 9448 1377 2000 2177 "0" "_H4_" "blah"] Pad[0 9448 0 9448 1377 2000 2177 "0" "_G4_" "blah"] Pad[-3149 9448 -3149 9448 1377 2000 2177 "0" "_F4_" "blah"] Pad[-6299 9448 -6299 9448 1377 2000 2177 "0" "_E4_" "blah"] Pad[-9448 9448 -9448 9448 1377 2000 2177 "0" "_D4_" "blah"] Pad[-12598 9448 -12598 9448 1377 2000 2177 "0" "_C4_" "blah"] Pad[-15748 9448 -15748 9448 1377 2000 2177 "0" "_B4_" "blah"] Pad[-18897 9448 -18897 9448 1377 2000 2177 "0" "_A4_" "blah"] Pad[12598 9448 12598 9448 1377 2000 2177 "0" "_L4_" "blah"] Pad[15748 9448 15748 9448 1377 2000 2177 "0" "_M4_" "blah"] Pad[18897 9448 18897 9448 1377 2000 2177 "0" "_N4_" "blah"] Pad[18897 12598 18897 12598 1377 2000 2177 "0" "_N3_" "blah"] Pad[15748 12598 15748 12598 1377 2000 2177 "0" "_M3_" "blah"] Pad[12598 12598 12598 12598 1377 2000 2177 "0" "_L3_" "blah"] Pad[-18897 12598 -18897 12598 1377 2000 2177 "0" "_A3_" "blah"] Pad[-15748 12598 -15748 12598 1377 2000 2177 "0" "_B3_" "blah"] Pad[-12598 12598 -12598 12598 1377 2000 2177 "0" "_C3_" "blah"] Pad[-9448 12598 -9448 12598 1377 2000 2177 "0" "_D3_" "blah"] Pad[-6299 12598 -6299 12598 1377 2000 2177 "0" "_E3_" "blah"] Pad[-3149 12598 -3149 12598 1377 2000 2177 "0" "_F3_" "blah"] Pad[0 12598 0 12598 1377 2000 2177 "0" "_G3_" "blah"] Pad[3149 12598 3149 12598 1377 2000 2177 "0" "_H3_" "blah"] Pad[6299 12598 6299 12598 1377 2000 2177 "0" "_J3_" "blah"] Pad[9448 12598 9448 12598 1377 2000 2177 "0" "_K3_" "blah"] Pad[9448 15748 9448 15748 1377 2000 2177 "0" "_K2_" "blah"] Pad[6299 15748 6299 15748 1377 2000 2177 "0" "_J2_" "blah"] Pad[3149 15748 3149 15748 1377 2000 2177 "0" "_H2_" "blah"] Pad[0 15748 0 15748 1377 2000 2177 "0" "_G2_" "blah"] Pad[-3149 15748 -3149 15748 1377 2000 2177 "0" "_F2_" "blah"] Pad[-6299 15748 -6299 15748 1377 2000 2177 "0" "_E2_" "blah"] Pad[-9448 15748 -9448 15748 1377 2000 2177 "0" "_D2_" "blah"] Pad[-12598 15748 -12598 15748 1377 2000 2177 "0" "_C2_" "blah"] Pad[-15748 15748 -15748 15748 1377 2000 2177 "0" "_B2_" "blah"] Pad[-18897 15748 -18897 15748 1377 2000 2177 "0" "_A2_" "blah"] Pad[12598 15748 12598 15748 1377 2000 2177 "0" "_L2_" "blah"] Pad[15748 15748 15748 15748 1377 2000 2177 "0" "_M2_" "blah"] Pad[18897 15748 18897 15748 1377 2000 2177 "0" "_N2_" "blah"] Pad[18897 18897 18897 18897 1377 2000 2177 "0" "_N1_" "blah"] Pad[15748 18897 15748 18897 1377 2000 2177 "0" "_M1_" "blah"] Pad[12598 18897 12598 18897 1377 2000 2177 "0" "_L1_" "blah"] Pad[-18897 18897 -18897 18897 1377 2000 2177 "0" "_A1_" "blah"] Pad[-15748 18897 -15748 18897 1377 2000 2177 "0" "_B1_" "blah"] Pad[-12598 18897 -12598 18897 1377 2000 2177 "0" "_C1_" "blah"] Pad[-9448 18897 -9448 18897 1377 2000 2177 "0" "_D1_" "blah"] Pad[-6299 18897 -6299 18897 1377 2000 2177 "0" "_E1_" "blah"] Pad[-3149 18897 -3149 18897 1377 2000 2177 "0" "_F1_" "blah"] Pad[0 18897 0 18897 1377 2000 2177 "0" "_G1_" "blah"] Pad[3149 18897 3149 18897 1377 2000 2177 "0" "_H1_" "blah"] Pad[6299 18897 6299 18897 1377 2000 2177 "0" "_J1_" "blah"] Pad[9448 18897 9448 18897 1377 2000 2177 "0" "_K1_" "blah"] Pad[18897 -18897 18897 -18897 1377 2000 2177 "0" "_N13_" "blah"] )