1 Element[0x0 "QFN-50P-900W-900L-64N-715WT-715LT__LTC" "" "" 0 0 -19201 -26201 0 100 0x0]
3 Pad[-18208 -14760 -16487 -14760 984 2000 2984 "" "1" 0x0100]
4 Pad[-18208 -12791 -16437 -12791 984 2000 2984 "" "2" 0x0100]
5 Pad[-18208 -10823 -16437 -10823 984 2000 2984 "" "3" 0x0100]
6 Pad[-18208 -8855 -16437 -8855 984 2000 2984 "" "4" 0x0100]
7 Pad[-18208 -6887 -16437 -6887 984 2000 2984 "" "5" 0x0100]
8 Pad[-18208 -4919 -16437 -4919 984 2000 2984 "" "6" 0x0100]
9 Pad[-18208 -2951 -16437 -2951 984 2000 2984 "" "7" 0x0100]
10 Pad[-18208 -983 -16437 -983 984 2000 2984 "" "8" 0x0100]
11 Pad[-18208 984 -16437 984 984 2000 2984 "" "9" 0x0100]
12 Pad[-18208 2952 -16437 2952 984 2000 2984 "" "10" 0x0100]
13 Pad[-18208 4920 -16437 4920 984 2000 2984 "" "11" 0x0100]
14 Pad[-18208 6888 -16437 6888 984 2000 2984 "" "12" 0x0100]
15 Pad[-18208 8856 -16437 8856 984 2000 2984 "" "13" 0x0100]
16 Pad[-18208 10824 -16437 10824 984 2000 2984 "" "14" 0x0100]
17 Pad[-18208 12792 -16437 12792 984 2000 2984 "" "15" 0x0100]
18 Pad[-18208 14760 -16487 14760 984 2000 2984 "" "16" 0x0100]
19 Pad[-14760 16487 -14760 18208 984 2000 2984 "" "17" 0x0100]
20 Pad[-12791 16437 -12791 18208 984 2000 2984 "" "18" 0x0100]
21 Pad[-10823 16437 -10823 18208 984 2000 2984 "" "19" 0x0100]
22 Pad[-8855 16437 -8855 18208 984 2000 2984 "" "20" 0x0100]
23 Pad[-6887 16437 -6887 18208 984 2000 2984 "" "21" 0x0100]
24 Pad[-4919 16437 -4919 18208 984 2000 2984 "" "22" 0x0100]
25 Pad[-2951 16437 -2951 18208 984 2000 2984 "" "23" 0x0100]
26 Pad[-983 16437 -983 18208 984 2000 2984 "" "24" 0x0100]
27 Pad[984 16437 984 18208 984 2000 2984 "" "25" 0x0100]
28 Pad[2952 16437 2952 18208 984 2000 2984 "" "26" 0x0100]
29 Pad[4920 16437 4920 18208 984 2000 2984 "" "27" 0x0100]
30 Pad[6888 16437 6888 18208 984 2000 2984 "" "28" 0x0100]
31 Pad[8856 16437 8856 18208 984 2000 2984 "" "29" 0x0100]
32 Pad[10824 16437 10824 18208 984 2000 2984 "" "30" 0x0100]
33 Pad[12792 16437 12792 18208 984 2000 2984 "" "31" 0x0100]
34 Pad[14760 16487 14760 18208 984 2000 2984 "" "32" 0x0100]
35 Pad[16487 14760 18208 14760 984 2000 2984 "" "33" 0x0100]
36 Pad[16437 12791 18208 12791 984 2000 2984 "" "34" 0x0100]
37 Pad[16437 10823 18208 10823 984 2000 2984 "" "35" 0x0100]
38 Pad[16437 8855 18208 8855 984 2000 2984 "" "36" 0x0100]
39 Pad[16437 6887 18208 6887 984 2000 2984 "" "37" 0x0100]
40 Pad[16437 4919 18208 4919 984 2000 2984 "" "38" 0x0100]
41 Pad[16437 2951 18208 2951 984 2000 2984 "" "39" 0x0100]
42 Pad[16437 983 18208 983 984 2000 2984 "" "40" 0x0100]
43 Pad[16437 -984 18208 -984 984 2000 2984 "" "41" 0x0100]
44 Pad[16437 -2952 18208 -2952 984 2000 2984 "" "42" 0x0100]
45 Pad[16437 -4920 18208 -4920 984 2000 2984 "" "43" 0x0100]
46 Pad[16437 -6888 18208 -6888 984 2000 2984 "" "44" 0x0100]
47 Pad[16437 -8856 18208 -8856 984 2000 2984 "" "45" 0x0100]
48 Pad[16437 -10824 18208 -10824 984 2000 2984 "" "46" 0x0100]
49 Pad[16437 -12792 18208 -12792 984 2000 2984 "" "47" 0x0100]
50 Pad[16487 -14760 18208 -14760 984 2000 2984 "" "48" 0x0100]
51 Pad[14760 -18208 14760 -16487 984 2000 2984 "" "49" 0x0100]
52 Pad[12791 -18208 12791 -16437 984 2000 2984 "" "50" 0x0100]
53 Pad[10823 -18208 10823 -16437 984 2000 2984 "" "51" 0x0100]
54 Pad[8855 -18208 8855 -16437 984 2000 2984 "" "52" 0x0100]
55 Pad[6887 -18208 6887 -16437 984 2000 2984 "" "53" 0x0100]
56 Pad[4919 -18208 4919 -16437 984 2000 2984 "" "54" 0x0100]
57 Pad[2951 -18208 2951 -16437 984 2000 2984 "" "55" 0x0100]
58 Pad[983 -18208 983 -16437 984 2000 2984 "" "56" 0x0100]
59 Pad[-984 -18208 -984 -16437 984 2000 2984 "" "57" 0x0100]
60 Pad[-2952 -18208 -2952 -16437 984 2000 2984 "" "58" 0x0100]
61 Pad[-4920 -18208 -4920 -16437 984 2000 2984 "" "59" 0x0100]
62 Pad[-6888 -18208 -6888 -16437 984 2000 2984 "" "60" 0x0100]
63 Pad[-8856 -18208 -8856 -16437 984 2000 2984 "" "61" 0x0100]
64 Pad[-10824 -18208 -10824 -16437 984 2000 2984 "" "62" 0x0100]
65 Pad[-12792 -18208 -12792 -16437 984 2000 2984 "" "63" 0x0100]
66 Pad[-14760 -18208 -14760 -16487 984 2000 2984 "" "64" 0x0100]
67 Pad[0 0 0 0 28150 2000 30150 "" "65" 0x0100]
68 ElementLine[-20201 20201 -20201 -20201 1000]
69 ElementLine[-20201 -20201 20201 -20201 1000]
70 ElementLine[20201 -20201 20201 20201 1000]
71 ElementLine[20201 20201 -20201 20201 1000]
72 ElementArc[-17701 -17701 492 492 0 360 1000]