# 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 lfbga217-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: lfbga217-std
# Text descriptor count: 1
# Draw segment object count: 12
# Draw circle object count: 0
# Draw arc object count: 0
# Pad count: 217
#
Element["" " LFBGA-217-STD " "" "" 0 0 0 34251 0 100 ""]
(
ElementLine[-31102 23622 -31102 31102 1000]
ElementLine[-31102 31102 -23622 31102 1000]
ElementLine[-29527 29527 -27559 27559 1000]
ElementLine[-29527 27559 -27559 29527 1000]
ElementLine[-29527 26377 -26377 29527 1000]
ElementLine[-29527 25196 -29527 29527 1000]
ElementLine[-29527 29527 -25196 29527 1000]
ElementLine[-29527 -29527 29527 -29527 1000]
ElementLine[29527 -29527 29527 29527 1000]
ElementLine[29527 29527 -25196 29527 1000]
ElementLine[-25196 29527 -29527 25196 1000]
ElementLine[-29527 25196 -29527 -29527 1000]
Pad[0 0 0 0 1377 2000 2177 "0" "_J9_" "blah"]
Pad[0 -3149 0 -3149 1377 2000 2177 "0" "_J10_" "blah"]
Pad[3149 3149 3149 3149 1377 2000 2177 "0" "_K8_" "blah"]
Pad[3149 0 3149 0 1377 2000 2177 "0" "_K9_" "blah"]
Pad[3149 -3149 3149 -3149 1377 2000 2177 "0" "_K10_" "blah"]
Pad[0 3149 0 3149 1377 2000 2177 "0" "_J8_" "blah"]
Pad[-3149 3149 -3149 3149 1377 2000 2177 "0" "_H8_" "blah"]
Pad[-3149 0 -3149 0 1377 2000 2177 "0" "_H9_" "blah"]
Pad[-3149 -3149 -3149 -3149 1377 2000 2177 "0" "_H10_" "blah"]
Pad[-15748 0 -15748 0 1377 2000 2177 "0" "_D9_" "blah"]
Pad[-15748 -3149 -15748 -3149 1377 2000 2177 "0" "_D10_" "blah"]
Pad[-15748 -6299 -15748 -6299 1377 2000 2177 "0" "_D11_" "blah"]
Pad[-15748 -9448 -15748 -9448 1377 2000 2177 "0" "_D12_" "blah"]
Pad[-15748 -12598 -15748 -12598 1377 2000 2177 "0" "_D13_" "blah"]
Pad[-15748 -15748 -15748 -15748 1377 2000 2177 "0" "_D14_" "blah"]
Pad[-15748 -18897 -15748 -18897 1377 2000 2177 "0" "_D15_" "blah"]
Pad[-15748 -22047 -15748 -22047 1377 2000 2177 "0" "_D16_" "blah"]
Pad[-15748 -25196 -15748 -25196 1377 2000 2177 "0" "_D17_" "blah"]
Pad[-15748 25196 -15748 25196 1377 2000 2177 "0" "_D1_" "blah"]
Pad[-15748 22047 -15748 22047 1377 2000 2177 "0" "_D2_" "blah"]
Pad[-15748 18897 -15748 18897 1377 2000 2177 "0" "_D3_" "blah"]
Pad[-15748 15748 -15748 15748 1377 2000 2177 "0" "_D4_" "blah"]
Pad[-15748 12598 -15748 12598 1377 2000 2177 "0" "_D5_" "blah"]
Pad[-15748 9448 -15748 9448 1377 2000 2177 "0" "_D6_" "blah"]
Pad[-15748 6299 -15748 6299 1377 2000 2177 "0" "_D7_" "blah"]
Pad[-15748 3149 -15748 3149 1377 2000 2177 "0" "_D8_" "blah"]
Pad[-18897 25196 -18897 25196 1377 2000 2177 "0" "_C1_" "blah"]
Pad[-18897 22047 -18897 22047 1377 2000 2177 "0" "_C2_" "blah"]
Pad[-18897 18897 -18897 18897 1377 2000 2177 "0" "_C3_" "blah"]
Pad[-18897 15748 -18897 15748 1377 2000 2177 "0" "_C4_" "blah"]
Pad[-18897 12598 -18897 12598 1377 2000 2177 "0" "_C5_" "blah"]
Pad[-18897 9448 -18897 9448 1377 2000 2177 "0" "_C6_" "blah"]
Pad[-18897 6299 -18897 6299 1377 2000 2177 "0" "_C7_" "blah"]
Pad[-18897 3149 -18897 3149 1377 2000 2177 "0" "_C8_" "blah"]
Pad[-18897 0 -18897 0 1377 2000 2177 "0" "_C9_" "blah"]
Pad[-18897 -3149 -18897 -3149 1377 2000 2177 "0" "_C10_" "blah"]
Pad[-18897 -6299 -18897 -6299 1377 2000 2177 "0" "_C11_" "blah"]
Pad[-18897 -9448 -18897 -9448 1377 2000 2177 "0" "_C12_" "blah"]
Pad[-18897 -12598 -18897 -12598 1377 2000 2177 "0" "_C13_" "blah"]
Pad[-18897 -15748 -18897 -15748 1377 2000 2177 "0" "_C14_" "blah"]
Pad[-18897 -18897 -18897 -18897 1377 2000 2177 "0" "_C15_" "blah"]
Pad[-18897 -22047 -18897 -22047 1377 2000 2177 "0" "_C16_" "blah"]
Pad[-18897 -25196 -18897 -25196 1377 2000 2177 "0" "_C17_" "blah"]
Pad[-22047 25196 -22047 25196 1377 2000 2177 "0" "_B1_" "blah"]
Pad[-22047 22047 -22047 22047 1377 2000 2177 "0" "_B2_" "blah"]
Pad[-22047 18897 -22047 18897 1377 2000 2177 "0" "_B3_" "blah"]
Pad[-22047 15748 -22047 15748 1377 2000 2177 "0" "_B4_" "blah"]
Pad[-22047 12598 -22047 12598 1377 2000 2177 "0" "_B5_" "blah"]
Pad[-22047 9448 -22047 9448 1377 2000 2177 "0" "_B6_" "blah"]
Pad[-22047 6299 -22047 6299 1377 2000 2177 "0" "_B7_" "blah"]
Pad[-22047 3149 -22047 3149 1377 2000 2177 "0" "_B8_" "blah"]
Pad[-22047 0 -22047 0 1377 2000 2177 "0" "_B9_" "blah"]
Pad[-22047 -3149 -22047 -3149 1377 2000 2177 "0" "_B10_" "blah"]
Pad[-22047 -6299 -22047 -6299 1377 2000 2177 "0" "_B11_" "blah"]
Pad[-22047 -9448 -22047 -9448 1377 2000 2177 "0" "_B12_" "blah"]
Pad[-22047 -12598 -22047 -12598 1377 2000 2177 "0" "_B13_" "blah"]
Pad[-22047 -15748 -22047 -15748 1377 2000 2177 "0" "_B14_" "blah"]
Pad[-22047 -18897 -22047 -18897 1377 2000 2177 "0" "_B15_" "blah"]
Pad[-22047 -22047 -22047 -22047 1377 2000 2177 "0" "_B16_" "blah"]
Pad[-22047 -25196 -22047 -25196 1377 2000 2177 "0" "_B17_" "blah"]
Pad[-25196 25196 -25196 25196 1377 2000 2177 "0" "_A1_" "blah"]
Pad[-25196 22047 -25196 22047 1377 2000 2177 "0" "_A2_" "blah"]
Pad[-25196 18897 -25196 18897 1377 2000 2177 "0" "_A3_" "blah"]
Pad[-25196 15748 -25196 15748 1377 2000 2177 "0" "_A4_" "blah"]
Pad[-25196 12598 -25196 12598 1377 2000 2177 "0" "_A5_" "blah"]
Pad[-25196 9448 -25196 9448 1377 2000 2177 "0" "_A6_" "blah"]
Pad[-25196 6299 -25196 6299 1377 2000 2177 "0" "_A7_" "blah"]
Pad[-25196 3149 -25196 3149 1377 2000 2177 "0" "_A8_" "blah"]
Pad[-25196 0 -25196 0 1377 2000 2177 "0" "_A9_" "blah"]
Pad[-25196 -3149 -25196 -3149 1377 2000 2177 "0" "_A10_" "blah"]
Pad[-25196 -6299 -25196 -6299 1377 2000 2177 "0" "_A11_" "blah"]
Pad[-25196 -9448 -25196 -9448 1377 2000 2177 "0" "_A12_" "blah"]
Pad[-25196 -12598 -25196 -12598 1377 2000 2177 "0" "_A13_" "blah"]
Pad[-25196 -15748 -25196 -15748 1377 2000 2177 "0" "_A14_" "blah"]
Pad[-25196 -18897 -25196 -18897 1377 2000 2177 "0" "_A15_" "blah"]
Pad[-25196 -22047 -25196 -22047 1377 2000 2177 "0" "_A16_" "blah"]
Pad[-25196 -25196 -25196 -25196 1377 2000 2177 "0" "_A17_" "blah"]
Pad[-12598 25196 -12598 25196 1377 2000 2177 "0" "_E1_" "blah"]
Pad[-12598 22047 -12598 22047 1377 2000 2177 "0" "_E2_" "blah"]
Pad[-12598 18897 -12598 18897 1377 2000 2177 "0" "_E3_" "blah"]
Pad[-12598 15748 -12598 15748 1377 2000 2177 "0" "_E4_" "blah"]
Pad[-12598 -15748 -12598 -15748 1377 2000 2177 "0" "_E14_" "blah"]
Pad[-12598 -18897 -12598 -18897 1377 2000 2177 "0" "_E15_" "blah"]
Pad[-12598 -22047 -12598 -22047 1377 2000 2177 "0" "_E16_" "blah"]
Pad[-12598 -25196 -12598 -25196 1377 2000 2177 "0" "_E17_" "blah"]
Pad[-9448 25196 -9448 25196 1377 2000 2177 "0" "_F1_" "blah"]
Pad[-9448 22047 -9448 22047 1377 2000 2177 "0" "_F2_" "blah"]
Pad[-9448 18897 -9448 18897 1377 2000 2177 "0" "_F3_" "blah"]
Pad[-9448 15748 -9448 15748 1377 2000 2177 "0" "_F4_" "blah"]
Pad[-9448 -15748 -9448 -15748 1377 2000 2177 "0" "_F14_" "blah"]
Pad[-9448 -18897 -9448 -18897 1377 2000 2177 "0" "_F15_" "blah"]
Pad[-9448 -22047 -9448 -22047 1377 2000 2177 "0" "_F16_" "blah"]
Pad[-9448 -25196 -9448 -25196 1377 2000 2177 "0" "_F17_" "blah"]
Pad[-6299 25196 -6299 25196 1377 2000 2177 "0" "_G1_" "blah"]
Pad[-6299 22047 -6299 22047 1377 2000 2177 "0" "_G2_" "blah"]
Pad[-6299 18897 -6299 18897 1377 2000 2177 "0" "_G3_" "blah"]
Pad[-6299 15748 -6299 15748 1377 2000 2177 "0" "_G4_" "blah"]
Pad[-6299 -15748 -6299 -15748 1377 2000 2177 "0" "_G14_" "blah"]
Pad[-6299 -18897 -6299 -18897 1377 2000 2177 "0" "_G15_" "blah"]
Pad[-6299 -22047 -6299 -22047 1377 2000 2177 "0" "_G16_" "blah"]
Pad[-6299 -25196 -6299 -25196 1377 2000 2177 "0" "_G17_" "blah"]
Pad[-3149 25196 -3149 25196 1377 2000 2177 "0" "_H1_" "blah"]
Pad[-3149 22047 -3149 22047 1377 2000 2177 "0" "_H2_" "blah"]
Pad[-3149 18897 -3149 18897 1377 2000 2177 "0" "_H3_" "blah"]
Pad[-3149 15748 -3149 15748 1377 2000 2177 "0" "_H4_" "blah"]
Pad[-3149 -15748 -3149 -15748 1377 2000 2177 "0" "_H14_" "blah"]
Pad[-3149 -18897 -3149 -18897 1377 2000 2177 "0" "_H15_" "blah"]
Pad[-3149 -22047 -3149 -22047 1377 2000 2177 "0" "_H16_" "blah"]
Pad[-3149 -25196 -3149 -25196 1377 2000 2177 "0" "_H17_" "blah"]
Pad[0 25196 0 25196 1377 2000 2177 "0" "_J1_" "blah"]
Pad[0 22047 0 22047 1377 2000 2177 "0" "_J2_" "blah"]
Pad[0 18897 0 18897 1377 2000 2177 "0" "_J3_" "blah"]
Pad[0 15748 0 15748 1377 2000 2177 "0" "_J4_" "blah"]
Pad[0 -15748 0 -15748 1377 2000 2177 "0" "_J14_" "blah"]
Pad[0 -18897 0 -18897 1377 2000 2177 "0" "_J15_" "blah"]
Pad[0 -22047 0 -22047 1377 2000 2177 "0" "_J16_" "blah"]
Pad[0 -25196 0 -25196 1377 2000 2177 "0" "_J17_" "blah"]
Pad[3149 25196 3149 25196 1377 2000 2177 "0" "_K1_" "blah"]
Pad[3149 22047 3149 22047 1377 2000 2177 "0" "_K2_" "blah"]
Pad[3149 18897 3149 18897 1377 2000 2177 "0" "_K3_" "blah"]
Pad[3149 15748 3149 15748 1377 2000 2177 "0" "_K4_" "blah"]
Pad[3149 -15748 3149 -15748 1377 2000 2177 "0" "_K14_" "blah"]
Pad[3149 -18897 3149 -18897 1377 2000 2177 "0" "_K15_" "blah"]
Pad[3149 -22047 3149 -22047 1377 2000 2177 "0" "_K16_" "blah"]
Pad[3149 -25196 3149 -25196 1377 2000 2177 "0" "_K17_" "blah"]
Pad[6299 25196 6299 25196 1377 2000 2177 "0" "_L1_" "blah"]
Pad[6299 22047 6299 22047 1377 2000 2177 "0" "_L2_" "blah"]
Pad[6299 18897 6299 18897 1377 2000 2177 "0" "_L3_" "blah"]
Pad[6299 15748 6299 15748 1377 2000 2177 "0" "_L4_" "blah"]
Pad[6299 -15748 6299 -15748 1377 2000 2177 "0" "_L14_" "blah"]
Pad[6299 -18897 6299 -18897 1377 2000 2177 "0" "_L15_" "blah"]
Pad[6299 -22047 6299 -22047 1377 2000 2177 "0" "_L16_" "blah"]
Pad[6299 -25196 6299 -25196 1377 2000 2177 "0" "_L17_" "blah"]
Pad[9448 25196 9448 25196 1377 2000 2177 "0" "_M1_" "blah"]
Pad[9448 22047 9448 22047 1377 2000 2177 "0" "_M2_" "blah"]
Pad[9448 18897 9448 18897 1377 2000 2177 "0" "_M3_" "blah"]
Pad[9448 15748 9448 15748 1377 2000 2177 "0" "_M4_" "blah"]
Pad[9448 -15748 9448 -15748 1377 2000 2177 "0" "_M14_" "blah"]
Pad[9448 -18897 9448 -18897 1377 2000 2177 "0" "_M15_" "blah"]
Pad[9448 -22047 9448 -22047 1377 2000 2177 "0" "_M16_" "blah"]
Pad[9448 -25196 9448 -25196 1377 2000 2177 "0" "_M17_" "blah"]
Pad[12598 25196 12598 25196 1377 2000 2177 "0" "_N1_" "blah"]
Pad[12598 22047 12598 22047 1377 2000 2177 "0" "_N2_" "blah"]
Pad[12598 18897 12598 18897 1377 2000 2177 "0" "_N3_" "blah"]
Pad[12598 15748 12598 15748 1377 2000 2177 "0" "_N4_" "blah"]
Pad[12598 -15748 12598 -15748 1377 2000 2177 "0" "_N14_" "blah"]
Pad[12598 -18897 12598 -18897 1377 2000 2177 "0" "_N15_" "blah"]
Pad[12598 -22047 12598 -22047 1377 2000 2177 "0" "_N16_" "blah"]
Pad[12598 -25196 12598 -25196 1377 2000 2177 "0" "_N17_" "blah"]
Pad[15748 25196 15748 25196 1377 2000 2177 "0" "_P1_" "blah"]
Pad[15748 22047 15748 22047 1377 2000 2177 "0" "_P2_" "blah"]
Pad[15748 18897 15748 18897 1377 2000 2177 "0" "_P3_" "blah"]
Pad[15748 15748 15748 15748 1377 2000 2177 "0" "_P4_" "blah"]
Pad[15748 12598 15748 12598 1377 2000 2177 "0" "_P5_" "blah"]
Pad[15748 9448 15748 9448 1377 2000 2177 "0" "_P6_" "blah"]
Pad[15748 6299 15748 6299 1377 2000 2177 "0" "_P7_" "blah"]
Pad[15748 3149 15748 3149 1377 2000 2177 "0" "_P8_" "blah"]
Pad[15748 0 15748 0 1377 2000 2177 "0" "_P9_" "blah"]
Pad[15748 -3149 15748 -3149 1377 2000 2177 "0" "_P10_" "blah"]
Pad[15748 -6299 15748 -6299 1377 2000 2177 "0" "_P11_" "blah"]
Pad[15748 -9448 15748 -9448 1377 2000 2177 "0" "_P12_" "blah"]
Pad[15748 -12598 15748 -12598 1377 2000 2177 "0" "_P13_" "blah"]
Pad[15748 -15748 15748 -15748 1377 2000 2177 "0" "_P14_" "blah"]
Pad[15748 -18897 15748 -18897 1377 2000 2177 "0" "_P15_" "blah"]
Pad[15748 -22047 15748 -22047 1377 2000 2177 "0" "_P16_" "blah"]
Pad[15748 -25196 15748 -25196 1377 2000 2177 "0" "_P17_" "blah"]
Pad[18897 25196 18897 25196 1377 2000 2177 "0" "_R1_" "blah"]
Pad[18897 22047 18897 22047 1377 2000 2177 "0" "_R2_" "blah"]
Pad[18897 18897 18897 18897 1377 2000 2177 "0" "_R3_" "blah"]
Pad[18897 15748 18897 15748 1377 2000 2177 "0" "_R4_" "blah"]
Pad[18897 12598 18897 12598 1377 2000 2177 "0" "_R5_" "blah"]
Pad[18897 9448 18897 9448 1377 2000 2177 "0" "_R6_" "blah"]
Pad[18897 6299 18897 6299 1377 2000 2177 "0" "_R7_" "blah"]
Pad[18897 3149 18897 3149 1377 2000 2177 "0" "_R8_" "blah"]
Pad[18897 0 18897 0 1377 2000 2177 "0" "_R9_" "blah"]
Pad[18897 -3149 18897 -3149 1377 2000 2177 "0" "_R10_" "blah"]
Pad[18897 -6299 18897 -6299 1377 2000 2177 "0" "_R11_" "blah"]
Pad[18897 -9448 18897 -9448 1377 2000 2177 "0" "_R12_" "blah"]
Pad[18897 -12598 18897 -12598 1377 2000 2177 "0" "_R13_" "blah"]
Pad[18897 -15748 18897 -15748 1377 2000 2177 "0" "_R14_" "blah"]
Pad[18897 -18897 18897 -18897 1377 2000 2177 "0" "_R15_" "blah"]
Pad[18897 -22047 18897 -22047 1377 2000 2177 "0" "_R16_" "blah"]
Pad[18897 -25196 18897 -25196 1377 2000 2177 "0" "_R17_" "blah"]
Pad[22047 25196 22047 25196 1377 2000 2177 "0" "_T1_" "blah"]
Pad[22047 22047 22047 22047 1377 2000 2177 "0" "_T2_" "blah"]
Pad[22047 18897 22047 18897 1377 2000 2177 "0" "_T3_" "blah"]
Pad[22047 15748 22047 15748 1377 2000 2177 "0" "_T4_" "blah"]
Pad[22047 12598 22047 12598 1377 2000 2177 "0" "_T5_" "blah"]
Pad[22047 9448 22047 9448 1377 2000 2177 "0" "_T6_" "blah"]
Pad[22047 6299 22047 6299 1377 2000 2177 "0" "_T7_" "blah"]
Pad[22047 3149 22047 3149 1377 2000 2177 "0" "_T8_" "blah"]
Pad[22047 0 22047 0 1377 2000 2177 "0" "_T9_" "blah"]
Pad[22047 -3149 22047 -3149 1377 2000 2177 "0" "_T10_" "blah"]
Pad[22047 -6299 22047 -6299 1377 2000 2177 "0" "_T11_" "blah"]
Pad[22047 -9448 22047 -9448 1377 2000 2177 "0" "_T12_" "blah"]
Pad[22047 -12598 22047 -12598 1377 2000 2177 "0" "_T13_" "blah"]
Pad[22047 -15748 22047 -15748 1377 2000 2177 "0" "_T14_" "blah"]
Pad[22047 -18897 22047 -18897 1377 2000 2177 "0" "_T15_" "blah"]
Pad[22047 -22047 22047 -22047 1377 2000 2177 "0" "_T16_" "blah"]
Pad[22047 -25196 22047 -25196 1377 2000 2177 "0" "_T17_" "blah"]
Pad[25196 25196 25196 25196 1377 2000 2177 "0" "_U1_" "blah"]
Pad[25196 22047 25196 22047 1377 2000 2177 "0" "_U2_" "blah"]
Pad[25196 18897 25196 18897 1377 2000 2177 "0" "_U3_" "blah"]
Pad[25196 15748 25196 15748 1377 2000 2177 "0" "_U4_" "blah"]
Pad[25196 12598 25196 12598 1377 2000 2177 "0" "_U5_" "blah"]
Pad[25196 9448 25196 9448 1377 2000 2177 "0" "_U6_" "blah"]
Pad[25196 6299 25196 6299 1377 2000 2177 "0" "_U7_" "blah"]
Pad[25196 3149 25196 3149 1377 2000 2177 "0" "_U8_" "blah"]
Pad[25196 0 25196 0 1377 2000 2177 "0" "_U9_" "blah"]
Pad[25196 -3149 25196 -3149 1377 2000 2177 "0" "_U10_" "blah"]
Pad[25196 -6299 25196 -6299 1377 2000 2177 "0" "_U11_" "blah"]
Pad[25196 -9448 25196 -9448 1377 2000 2177 "0" "_U12_" "blah"]
Pad[25196 -12598 25196 -12598 1377 2000 2177 "0" "_U13_" "blah"]
Pad[25196 -15748 25196 -15748 1377 2000 2177 "0" "_U14_" "blah"]
Pad[25196 -18897 25196 -18897 1377 2000 2177 "0" "_U15_" "blah"]
Pad[25196 -22047 25196 -22047 1377 2000 2177 "0" "_U16_" "blah"]
Pad[25196 -25196 25196 -25196 1377 2000 2177 "0" "_U17_" "blah"]
)