␣␣␣␣␣C = 3736
- Definition
A | 07230 | 0 00000 0 00000 | 110 | C | HTR | F3B13250 |
- References (4)
| 07136 | −0 63400 4 07230 | 45 | TEST | SXD | F3B12600 |
| 07144 | −0 53400 4 07230 | 52 | | LXD | F3B12670 |
| 07162 | −0 63400 4 07230 | 68 | | SXD | F3B12830 |
| 07166 | −0 53400 4 07230 | 72 | | LXD | F3B12870 |
␣␣␣␣O1 = 3708
- Definition
| 07174 | 0 07400 4 07136 | 79 | O1 | TSX | F3B12940 |
- Reference
| 07173 | 1 77774 1 07174 | 78 | | TXI | F3B12930 |
␣␣␣0P1 = 3643
- Definition
| 07073 | 0 34000 4 07122 | 6 | 0P1 | CAS | F3B12210 |
- Reference
| 07077 | 3 77776 4 07073 | 10 | 0P2 | TXH | F3B12250 |
␣␣␣0P2 = 3647
- Definition
| 07077 | 3 77776 4 07073 | 10 | 0P2 | TXH | F3B12250 |
- References (2)
| 07074 | 1 77777 4 07077 | 7 | | TXI | F3B12220 |
| 07076 | 1 77777 4 07077 | 9 | | TXI | F3B12240 |
␣␣␣0P3 = 3649
- Definition
| 07101 | −0 63400 4 02312 | 12 | 0P3 | SXD | F3B12270 |
- References (2)
| 07075 | 0 02000 0 07101 | 8 | | TRA | F3B12230 |
| 07102 | 1 77776 1 07103 | 13 | | TXI | F3B12280 |
␣␣␣0P4 = 3653
- Definition
| 07105 | 0 02000 4 07106 | 16 | 0P4 | TRA | F3B12310 |
- Reference
| 07105 | 0 02000 4 07106 | 16 | 0P4 | TRA | F3B12310 |
␣␣␣AIL = 1239
- Definition
- References (4)
| 07146 | 0 50000 1 02327 | 55 | TEARG1 | CLA | F3B12700 |
| 07152 | 0 50000 1 02327 | 60 | TEARG2 | CLA | F3B12750 |
| 07154 | 0 50000 1 02331 | 62 | ARGTAG | CLA | F3B12770 |
| 07156 | 0 50000 1 02332 | 64 | | CLA | F3B12790 |
␣␣␣DIM = 3705
- Definition
| 07171 | 0 07400 4 07146 | 76 | DIM | TSX | F3B12910 |
- Reference
| 07107 | 0 02000 0 07171 | 18 | | TRA | F3B12330 |
␣␣L(0) = 1144
- Definition
- References (6)
| 07072 | −0 53400 4 02170 | 5 | | LXD | F3B12200 |
| 07211 | 0 00000 0 02170 | 92 | | HTR | F3B13070 |
| 07216 | 0 00000 0 02170 | 97 | | HTR | F3B13120 |
| 07223 | 0 00000 0 02170 | 102 | | HTR | F3B13170 |
| 07225 | 0 00000 0 02170 | 104 | | HTR | F3B13190 |
| 07226 | 0 00000 0 02170 | 105 | | HTR | F3B13200 |
␣␣M1CW = 1234
- Definition
- References (9)
| 07155 | 0 60100 0 02324 | 63 | | STO | F3B12780 |
| 07157 | 0 60100 0 02325 | 65 | | STO | F3B12800 |
| 07177 | 0 00000 0 02322 | 82 | | HTR | F3B12970 |
| 07201 | 0 00000 0 02324 | 84 | | HTR | F3B12990 |
| 07202 | 0 00000 0 02325 | 85 | | HTR | F3B13000 |
| 07207 | 0 60200 0 02323 | 90 | | SLW | F3B13050 |
| 07212 | 0 00000 0 02323 | 93 | | HTR | F3B13080 |
| 07213 | 0 00000 0 02324 | 94 | | HTR | F3B13090 |
| 07214 | 0 00000 0 02325 | 95 | | HTR | F3B13100 |
␣␣M1D2 = 3666
- Definition
| 07122 | 672431446060 | 31 | M1D2 | BCD | F3B12460 |
- Reference
| 07073 | 0 34000 4 07122 | 6 | 0P1 | CAS | F3B12210 |
␣␣R00M = 3744
- Definition
A | 07240 | 0 00000 0 00000 | 139 | R00M | HTR | F3B13414 |
␣␣TEST = 3678
- Definition
| 07136 | −0 63400 4 07230 | 45 | TEST | SXD | F3B12600 |
- References (2)
| 07103 | 0 07400 4 07136 | 14 | | TSX | F3B12290 |
| 07174 | 0 07400 4 07136 | 79 | O1 | TSX | F3B12940 |
␣␣XDIM = 3704
- Definition
| 07170 | 0 76000 0 00144 | 75 | XDIM | PSE | F3B12900 |
- Reference
| 07106 | 0 02000 0 07170 | 17 | | TRA | F3B12320 |
␣CCELL = 1226
- Definition
- References (2)
| 07101 | −0 63400 4 02312 | 12 | 0P3 | SXD | F3B12270 |
| 07104 | −0 53400 4 02312 | 15 | | LXD | F3B12300 |
␣CIT00 = 455
- Definition
- References (4)
| 07176 | 0 07400 4 00707 | 81 | | TSX | F3B12960 |
| 07210 | 0 07400 4 00707 | 91 | | TSX | F3B13060 |
| 07215 | 0 07400 4 00707 | 96 | | TSX | F3B13110 |
| 07222 | 0 07400 4 00707 | 101 | | TSX | F3B13160 |
␣L(2D) = 1151
- Definition
- Reference
| 07221 | 0 00000 0 02177 | 100 | | HTR | F3B13150 |
␣M1D2L = 32766
- Definition
- Reference
| 07077 | 3 77776 4 07073 | 10 | 0P2 | TXH | F3B12250 |
␣TGMSK = 1159
- Definition
- Reference
| 07160 | −0 32000 0 02207 | 66 | | ANA | F3B12810 |
ALLONE = 1161
- Definition
- References (2)
| 07147 | 0 40200 0 02211 | 56 | | SUB | F3B12710 |
| 07235 | 0 40200 0 02211 | 136 | SUBPAT | SUB | F3B13401 |
ARGTAG = 3692
- Definition
| 07154 | 0 50000 1 02331 | 62 | ARGTAG | CLA | F3B12770 |
- References (2)
| 07172 | 0 07400 4 07154 | 77 | | TSX | F3B12920 |
| 07203 | 0 07400 4 07154 | 86 | | TSX | F3B13010 |
ERROR1 = 1133
- Definition
- Reference
| 07150 | 0 10000 0 02155 | 57 | | TZE | F3B12720 |
ERROR2 = 1139
- Definition
- Reference
| 07237 | 0 02000 0 02163 | 138 | | TRA | F3B13403 |
L(017) = 1189
- Definition
- Reference
| 07220 | 0 00000 0 02245 | 99 | | HTR | F3B13140 |
L(CLA) = 1165
- Definition
- Reference
| 07200 | 0 00000 0 02215 | 83 | | HTR | F3B12980 |
L(FSB) = 3738
- Definition
- Reference
| 07206 | −0 50000 0 07232 | 89 | | CAL | F3B13040 |
L(PXD) = 3740
- Definition
- Reference
| 07224 | 0 00000 0 07234 | 103 | | HTR | F3B13180 |
L(SUB) = 3737
- Definition
- Reference
| 07204 | −0 50000 0 07231 | 87 | | CAL | F3B13020 |
L(TPL) = 3739
- Definition
- Reference
| 07217 | 0 00000 0 07233 | 98 | | HTR | F3B13130 |
M10210 = 225
- Definition
- Reference
| 07142 | 0 07400 4 00341 | 49 | | TSX | F3B12640 |
M12500 = 526
- Definition
- Reference
| 07164 | 0 07400 4 01016 | 70 | | TSX | F3B12850 |
M13505 = 710
- Definition
- Reference
| 07071 | 2 00001 4 01306 | 4 | | TIX | F3B12190 |
M1ALWN = 1221
- Definition
- Reference
| 07140 | 0 34000 0 02305 | 47 | | CAS | F3B12620 |
RESUME = 508
- Definition
- Reference
| 07227 | 1 77774 1 00774 | 106 | | TXI | F3B13210 |
SUBPAT = 3741
- Definition
- Reference
| 07153 | 0 02000 0 07235 | 61 | | TRA | F3B12760 |
TEARG1 = 3686
- Definition
| 07146 | 0 50000 1 02327 | 55 | TEARG1 | CLA | F3B12700 |
- Reference
| 07171 | 0 07400 4 07146 | 76 | DIM | TSX | F3B12910 |
TEARG2 = 3690
- Definition
| 07152 | 0 50000 1 02327 | 60 | TEARG2 | CLA | F3B12750 |
- Reference
| 07175 | 0 07400 4 07152 | 80 | | TSX | F3B12950 |