DataMuseum.dkPresents historical artifacts from the history of: Commodore CBM-900 |
This is an automatic "excavation" of a thematic subset of
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Length: 34892 (0x884c) Notes: CBM900 l.out, UNIX file Names: »bc«
└─⟦eafc30061⟧ Bits:30001199 Commodore 900 hard disk image └─⟦8281d0872⟧ UNIX V7 Filesystem └─ ⟦5daf77bc8⟧ »vol2.fd« UNIX V7 Filesystem └─ ⟦this⟧ »bin/bc« └─⟦eafc30061⟧ Bits:30001199 Commodore 900 hard disk image └─⟦5ec4c54f2⟧ UNIX V7 Filesystem └─ ⟦this⟧ »bin/bc« └─⟦f27320a65⟧ Bits:30001972 Commodore 900 hard disk image with partial source code └─⟦926b8033d⟧ UNIX V7 Filesystem └─ ⟦this⟧ »bin/bc«
struct ldheder { .l_magic = 0407, .l_flag = 0x15, .l_machine = 0x4, .l_entry = 0x30, .l_ssize = { [L_SHRI] = 0x6aba, [L_PRVI] = 0x0, [L_BSSI] = 0x0, [L_SHRD] = 0x0, [L_PRVD] = 0x1d62, [L_BSSD] = 0xc26, [L_DEBUG] = 0x0, [L_SYM] = 0x0, [L_REL] = 0x3000000, }, }; 0000 07 01 15 00 04 00 30 00 00 00 ba 6a 00 00 00 00 ┆ 0 j ┆ 0010 00 00 00 00 00 00 00 00 00 00 62 1d 00 00 26 0c ┆ b & ┆ 0020 00 00 00 00 00 00 00 00 00 00 00 00 00 03 ┆ ┆
0000 35 e0 00 06 5d 00 84 00 00 02 83 dd 5f 00 83 00 ┆5 ] _ ┆ 0010 30 54 93 e1 5f 00 83 00 53 02 7f 01 ab f3 1d ec ┆0T _ S ┆ 0020 a1 fd 51 ed 00 08 5f 00 83 00 08 2e a9 f3 a1 1c ┆ Q _ . ┆ 0030 8d c4 ed 08 14 00 04 00 00 06 91 e0 5f 00 83 00 ┆ _ ┆ 0040 28 4e a9 f3 6f 0c 84 00 01 4e 14 ec a9 f3 9e 08 ┆(N o N ┆ 0050 ab fd 1c e9 07 06 a1 fd 54 d4 00 12 a9 53 54 d8 ┆ T ST ┆ 0060 00 12 a9 95 21 87 01 47 54 d8 00 12 a9 97 14 80 ┆ ! GT ┆ 0070 81 71 94 0a 54 d8 00 12 a9 95 21 81 a1 1c e8 05 ┆ q T ! ┆ 0080 54 d0 00 16 ab 1b 5d d0 00 16 ab c0 e1 39 94 a8 ┆T ] 9 ┆ 0090 ab 90 94 8a 20 89 82 11 e8 2c 54 d8 00 16 a9 91 ┆ ,T ┆ 00a0 11 e8 5f 00 83 00 50 de a9 f3 e8 ea 54 d8 00 16 ┆ _ P T ┆ 00b0 11 e8 5f 00 83 00 06 2a a9 f3 54 d8 00 16 e8 f0 ┆ _ * T ┆ 00c0 14 00 04 00 00 40 91 e0 0d e9 00 30 14 00 04 00 ┆ @ 0 ┆ 00d0 00 3f 91 e0 14 00 04 00 00 23 91 e0 5f 00 83 00 ┆ ? # _ ┆ 00e0 59 0a a9 fd 0d e9 00 01 5f 00 83 00 53 02 a9 f1 ┆Y _ S ┆ 00f0 e8 c7 0b 01 00 01 e6 d1 0b 01 00 02 e6 d7 e8 e0 ┆ ┆ 0100 54 d8 00 12 a9 93 21 81 a1 1c e8 05 54 d0 00 16 ┆T ! T ┆ 0110 ab 1b 5d d0 00 16 ab c0 e1 2f 94 a8 ab 90 94 8a ┆ ] / ┆ 0120 20 89 82 11 e8 22 54 d8 00 16 a9 91 11 e8 5f 00 ┆ "T _ ┆ 0130 83 00 50 de a9 f3 e8 ea 14 00 04 00 00 63 91 e0 ┆ P c ┆ 0140 0d e9 00 3a 14 00 04 00 00 62 91 e0 14 00 04 00 ┆ : b ┆ 0150 00 46 91 e0 5f 00 83 00 59 0a a9 fd 0d e9 00 01 ┆ F _ Y ┆ 0160 5f 00 83 00 53 02 a9 f1 e8 d1 0b 01 00 01 e6 db ┆_ S ┆ 0170 0b 01 00 02 e6 cb e8 e0 1c e1 07 06 a9 fd 9e 08 ┆ ┆ 0180 ab ff 1c e9 06 07 a1 fd 54 da 00 14 54 d8 00 18 ┆ T T ┆ 0190 34 a6 00 06 07 06 7f 00 31 81 00 06 0b 61 e1 05 ┆4 1 a ┆ 01a0 31 81 00 06 93 e1 91 ea e8 04 31 a1 00 06 93 e1 ┆1 1 ┆ 01b0 91 e8 5f 00 83 00 07 f8 a9 f5 91 e8 91 ea 91 e8 ┆ _ ┆ 01c0 5f 00 83 00 4b 86 a9 fb 35 a0 00 02 91 e0 5f 00 ┆_ K 5 _ ┆ 01d0 83 00 50 de a9 f3 1c e1 06 07 a9 ff 9e 08 ab ff ┆ P ┆ 01e0 1c e9 06 07 a1 fd 54 da 00 14 54 d8 00 18 91 e8 ┆ T T ┆ 01f0 91 ea 91 e8 5f 00 83 00 47 00 a9 fb 35 a0 00 02 ┆ _ G 5 ┆ 0200 91 e0 5f 00 83 00 50 de a9 f3 31 ac 00 06 4b 0c ┆ _ P 1 K ┆ 0210 84 00 01 4e e9 03 61 0c 84 00 01 4e 34 86 00 06 ┆ N a N4 ┆ 0220 07 06 7f 00 0b 6c e9 02 31 8c 00 06 34 86 00 06 ┆ l 1 4 ┆ 0230 07 06 7f 00 34 a4 00 06 07 04 7f 00 21 61 01 41 ┆ 4 !a A┆ 0240 2f 61 34 86 00 06 07 06 7f 00 0b 6c e9 06 93 ec ┆/a4 l ┆ 0250 91 e8 5f 00 83 00 07 f8 a9 f5 1c e1 06 07 a9 ff ┆ _ ┆ 0260 9e 08 ab fb 1c e9 08 05 a1 fd 54 da 00 10 54 d8 ┆ T T ┆ 0270 00 14 91 ea 5f 00 83 00 52 22 a9 f3 8d 14 e6 08 ┆ _ R" ┆ 0280 14 00 04 00 00 69 91 e0 5f 00 83 00 28 4e a9 f3 ┆ i _ (N ┆ 0290 31 a1 00 06 41 01 84 00 01 4e 93 e1 91 e8 5f 00 ┆1 A N _ ┆ 02a0 83 00 07 f8 a9 f5 91 ea 91 e8 91 ea 91 e8 5f 00 ┆ _ ┆ 02b0 83 00 3e 88 a9 ff 61 01 84 00 01 4e 33 81 00 06 ┆ > a N3 ┆ 02c0 35 a0 00 02 91 e0 5f 00 83 00 50 de a9 f3 1c e1 ┆5 _ P ┆ 02d0 08 05 a9 fb 9e 08 ab fb 1c e9 08 05 a1 fd 54 da ┆ T ┆ 02e0 00 10 54 d8 00 14 91 ea 5f 00 83 00 52 22 a9 f3 ┆ T _ R" ┆ 02f0 8d 14 e6 08 14 00 04 00 00 7a 91 e0 5f 00 83 00 ┆ z _ ┆ 0300 28 4e a9 f3 31 a1 00 06 41 01 84 00 01 4e 93 e1 ┆(N 1 A N ┆ 0310 91 e8 5f 00 83 00 07 f8 a9 f5 91 e8 91 ea 91 ea ┆ _ ┆ 0320 91 e8 5f 00 83 00 3e 88 a9 ff 35 a0 00 02 91 e0 ┆ _ > 5 ┆ 0330 5f 00 83 00 50 de a9 f3 1c e1 08 05 a9 fb 9e 08 ┆_ P ┆ 0340 03 0f 00 18 1c e9 06 07 a1 fd 54 da 00 1c 54 d8 ┆ T T ┆ 0350 00 20 92 00 5d d0 00 14 76 d0 00 12 07 00 7f 00 ┆ ] v ┆ 0360 91 e0 31 a1 00 06 8d 12 93 e1 91 ea 5f 00 83 00 ┆ 1 _ ┆ 0370 07 6a a9 f9 76 d0 00 10 07 00 7f 00 91 e0 76 d0 ┆ j v v ┆ 0380 00 12 07 00 7f 00 91 e0 0d e9 00 02 76 d0 00 12 ┆ v ┆ 0390 07 00 7f 00 91 e0 5f 00 83 00 45 60 a9 fd 4d d4 ┆ _ E` M ┆ 03a0 00 10 ee 1e 35 a0 00 02 91 e0 5f 00 83 00 50 de ┆ 5 _ P ┆ 03b0 a9 f3 94 84 94 a2 21 01 00 08 ba 41 01 20 92 00 ┆ ! A ┆ 03c0 37 80 00 02 91 e8 51 e0 84 00 1b 5e 5f 00 83 00 ┆7 Q ^_ ┆ 03d0 4f c2 a9 f7 34 86 00 06 07 06 7f 00 0d 68 e8 0a ┆O 4 h ┆ 03e0 91 ea 91 e8 5f 00 83 00 4f c2 a9 f7 31 81 00 06 ┆ _ O 1 ┆ 03f0 33 a1 00 06 31 a1 00 06 4b 01 84 00 01 4e e2 03 ┆3 1 K N ┆ 0400 31 a1 00 06 e8 03 61 01 84 00 01 4e a1 1c 76 d0 ┆1 a N v ┆ 0410 00 12 07 00 7f 00 91 e0 5f 00 83 00 52 22 a9 f3 ┆ _ R" ┆ 0420 8d 14 ee 4e 91 ea 91 ea 91 ea 5f 00 83 00 47 00 ┆ N _ G ┆ 0430 a9 fb 34 a6 00 06 07 06 7f 00 21 61 b3 19 00 01 ┆ 4 !a ┆ 0440 2f 61 31 a1 00 06 8b c1 e2 06 93 ec 91 ea 5f 00 ┆/a1 _ ┆ 0450 83 00 07 f8 a9 f5 76 d0 00 10 07 00 7f 00 91 e0 ┆ v ┆ 0460 76 d0 00 12 07 00 7f 00 91 e0 0d e9 00 02 76 d0 ┆v v ┆ 0470 00 12 07 00 7f 00 91 e0 5f 00 83 00 45 60 a9 fd ┆ _ E` ┆ 0480 4d d4 00 10 e6 c4 91 e8 91 e8 91 ea 5f 00 83 00 ┆M _ ┆ 0490 47 00 a9 fb 34 86 00 06 07 06 7f 00 34 a4 00 06 ┆G 4 4 ┆ 04a0 07 04 7f 00 21 61 01 41 2f 61 31 81 00 06 8b c1 ┆ !a A/a1 ┆ 04b0 e2 ae 93 ec 91 e8 5f 00 83 00 07 f8 a9 f5 e8 a7 ┆ _ ┆ 04c0 51 ed 00 14 5f 00 83 00 50 de a9 f3 35 a0 00 02 ┆Q _ P 5 ┆ 04d0 91 e0 5f 00 83 00 50 de a9 f3 1c e1 06 07 01 0f ┆ _ P ┆ 04e0 00 18 9e 08 03 0f 00 12 1c e9 08 05 a1 fd 54 da ┆ T ┆ 04f0 00 16 61 0c 84 00 01 4e 34 a8 00 06 07 08 7f 00 ┆ a N4 ┆ 0500 0b 8c e9 02 31 ac 00 06 a1 c1 81 11 93 e1 91 ea ┆ 1 ┆ 0510 5f 00 83 00 07 f8 a9 f5 92 00 5d d0 00 0e 76 d0 ┆_ ] v ┆ 0520 00 0c 07 00 7f 00 91 e0 91 ea 91 ea 5f 00 83 00 ┆ _ ┆ 0530 37 50 a9 fb 51 ed 00 0e 5f 00 83 00 50 de a9 f3 ┆7P Q _ P ┆ 0540 33 ac 00 06 1c e1 08 05 01 0f 00 12 9e 08 ab ff ┆3 ┆ 0550 1c e9 06 07 a1 fd 54 da 00 14 54 d8 00 18 34 a6 ┆ T T 4 ┆ 0560 00 06 07 06 7f 00 31 81 00 06 0b 61 e1 05 31 81 ┆ 1 a 1 ┆ 0570 00 06 93 e1 91 ea e8 04 31 a1 00 06 93 e1 91 e8 ┆ 1 ┆ 0580 5f 00 83 00 07 f8 a9 f5 91 ea 91 e8 5f 00 83 00 ┆_ _ ┆ 0590 51 52 a9 f7 a1 1c 35 a0 00 02 91 e0 5f 00 83 00 ┆QR 5 _ ┆ 05a0 50 de a9 f3 35 80 00 02 91 e0 5f 00 83 00 50 de ┆P 5 _ P ┆ 05b0 a9 f3 a1 c1 1c e1 06 07 a9 ff 9e 08 ab fb 1c e9 ┆ ┆ 05c0 08 05 a1 fd 54 da 00 10 92 00 37 a0 00 02 91 ea ┆ T 7 ┆ 05d0 51 e0 84 00 1b 52 5f 00 83 00 4f c2 a9 f7 34 a8 ┆Q R_ O 4 ┆ 05e0 00 06 07 08 7f 00 0d 88 1c e1 08 05 a9 fb 9e 08 ┆ ┆ 05f0 ab fb 1c e9 08 05 a1 fd 54 da 00 10 34 a8 00 04 ┆ T 4 ┆ 0600 07 08 7f 00 0d 85 00 01 0d e9 00 08 5f 00 83 00 ┆ _ ┆ 0610 50 aa a9 f1 1d a0 14 a0 91 e0 5f 00 83 00 05 bc ┆P _ ┆ 0620 a9 f3 1c e1 08 05 a9 fb 9e 08 ab fb 1c e9 08 05 ┆ ┆ 0630 a1 fd 54 da 00 10 14 a8 31 ac 00 04 e8 01 a9 97 ┆ T 1 ┆ 0640 ab c0 e1 08 35 80 00 02 91 e0 5f 00 83 00 50 de ┆ 5 _ P ┆ 0650 a9 f3 e8 f5 14 a0 91 e0 5f 00 83 00 50 de a9 f3 ┆ _ P ┆ 0660 1c e1 08 05 a9 fb 9e 08 ab f3 1d ec a1 fd 61 dc ┆ a ┆ 0670 00 08 4b 0c 84 00 00 86 e6 16 8d c4 ee 04 54 00 ┆ K T ┆ 0680 84 00 1b 5e e8 13 14 00 04 00 1d 62 91 e0 93 ec ┆ ^ b ┆ 0690 14 00 04 00 28 52 91 e0 5f 00 83 00 39 2a a9 f9 ┆ (R _ 9* ┆ 06a0 6f 0c 84 00 00 86 14 00 04 00 1d 62 14 ec a9 f3 ┆o b ┆ 06b0 9e 08 ab ff 1c e9 06 07 a1 fd 54 da 00 14 4d d4 ┆ T M ┆ 06c0 00 18 ed 08 14 00 04 00 00 88 91 e0 5f 00 83 00 ┆ _ ┆ 06d0 28 4e a9 f3 34 a6 00 04 07 06 7f 00 61 d1 00 18 ┆(N 4 a ┆ 06e0 0b 61 e1 39 61 d7 00 18 07 07 00 07 61 d1 00 18 ┆ a 9a a ┆ 06f0 a9 17 83 71 a1 1c a1 c1 b3 19 00 03 93 e1 5f 00 ┆ q _ ┆ 0700 83 00 50 aa a9 f1 94 08 31 a1 00 04 b3 19 00 03 ┆ P 1 ┆ 0710 93 e1 91 e8 14 a0 91 e0 5f 00 83 00 22 6e a9 f9 ┆ _ "n ┆ 0720 14 a0 91 e0 5f 00 83 00 50 de a9 f3 1d a8 31 a7 ┆ _ P 1 ┆ 0730 00 04 b3 79 00 03 81 79 94 80 a9 97 91 e0 5f 00 ┆ y y _ ┆ 0740 83 00 05 bc a9 f3 34 a6 00 04 07 06 7f 00 29 60 ┆ 4 )`┆ 0750 21 61 8b c1 e1 f1 61 d7 00 18 b3 79 00 03 14 a0 ┆!a a y ┆ 0760 81 71 1c e1 06 07 a9 ff 9e 08 ab f9 1d ec a1 fd ┆ q ┆ 0770 61 dc 00 12 0b 0c 00 00 e2 0f 51 ed 00 14 93 ec ┆a Q ┆ 0780 5f 00 83 00 06 68 a9 f1 91 e0 51 ed 00 0e 5f 00 ┆_ h Q _ ┆ 0790 83 00 47 00 a9 fb e8 2d 8d c4 ed 1e 92 00 5d d0 ┆ G - ] ┆ 07a0 00 06 76 d0 00 04 07 00 7f 00 91 e0 51 ed 00 14 ┆ v Q ┆ 07b0 93 ec 0d e2 5f 00 83 00 06 68 a9 f1 91 e0 51 ed ┆ _ h Q ┆ 07c0 00 0e 5f 00 83 00 3e 88 a9 ff 51 ed 00 06 5f 00 ┆ _ > Q _ ┆ 07d0 83 00 50 de a9 f3 e8 0d 54 d0 00 0e 50 d0 00 14 ┆ P T P ┆ 07e0 e6 08 51 ed 00 14 51 ed 00 0e 5f 00 83 00 4f c2 ┆ Q Q _ O ┆ 07f0 a9 f7 14 ec a9 f9 9e 08 ab fb 1c e9 08 05 a1 fd ┆ ┆ 0800 54 da 00 10 61 dc 00 14 91 ea 34 a8 00 06 07 08 ┆T a 4 ┆ 0810 7f 00 a1 c1 03 81 93 e1 91 ea 5f 00 83 00 07 6a ┆ _ j┆ 0820 a9 f9 33 ac 00 06 1c e1 08 05 a9 fb 9e 08 ab fd ┆ 3 ┆ 0830 1c e9 0a 03 a1 fd 92 00 5d d0 00 0a 76 d0 00 08 ┆ ] v ┆ 0840 07 00 7f 00 91 e0 54 da 00 12 a9 b5 21 a1 8d 12 ┆ T ! ┆ 0850 93 e1 51 ed 00 12 5f 00 83 00 07 6a a9 f9 76 d0 ┆ Q _ j v ┆ 0860 00 08 07 00 7f 00 91 e0 51 e0 84 00 1b 6c 5f 00 ┆ Q l_ ┆ 0870 83 00 51 52 a9 f7 0b 01 00 00 ea 0f 51 e0 84 00 ┆ QR Q ┆ 0880 1b 7a 76 d0 00 08 07 00 7f 00 91 e0 5f 00 83 00 ┆ zv _ ┆ 0890 51 52 a9 f7 0b 01 00 00 e2 08 14 00 04 00 00 9b ┆QR ┆ 08a0 91 e0 5f 00 83 00 28 4e a9 f3 76 d0 00 08 07 00 ┆ _ (N v ┆ 08b0 7f 00 91 e0 5f 00 83 00 39 e8 a9 f3 a1 1c 51 ed ┆ _ 9 Q ┆ 08c0 00 0a 5f 00 83 00 50 de a9 f3 a1 c1 1c e1 0a 03 ┆ _ P ┆ 08d0 a9 fd 9e 08 ab fb 1c e9 08 05 a1 fd 54 da 00 10 ┆ T ┆ 08e0 61 dc 00 14 34 a8 00 08 07 08 7f 00 0c 81 03 03 ┆a 4 ┆ 08f0 e6 0d 34 a0 00 1a 07 00 7f 00 91 e0 14 00 04 00 ┆ 4 ┆ 0900 00 ab 91 e0 5f 00 83 00 28 4e a9 f7 34 a8 00 0c ┆ _ (N 4 ┆ 0910 07 08 7f 00 1c 88 ee 0d 34 a0 00 1a 07 00 7f 00 ┆ 4 ┆ 0920 91 e0 14 00 04 00 00 bd 91 e0 5f 00 83 00 28 4e ┆ _ (N┆ 0930 a9 f7 31 a1 00 10 8b c1 e6 11 93 ec 31 a1 00 10 ┆ 1 1 ┆ 0940 93 e1 34 a0 00 1a 07 00 7f 00 91 e0 14 00 04 00 ┆ 4 ┆ 0950 00 d7 91 e0 5f 00 83 00 28 4e a9 fb 1c e1 08 05 ┆ _ (N ┆ 0960 a9 fb 9e 08 03 0f 00 12 1c e9 06 07 a1 fd 54 da ┆ T ┆ 0970 00 16 54 d8 00 1a 31 a1 00 06 6f d1 00 10 61 d1 ┆ T 1 o a ┆ 0980 00 10 19 00 00 0c a1 1c a1 c1 83 00 96 80 50 d0 ┆ P ┆ 0990 00 1e e7 08 14 00 04 00 01 00 91 e0 5f 00 83 00 ┆ _ ┆ 09a0 28 4e a9 f3 a9 9b 31 ac 00 04 34 a4 00 08 07 04 ┆(N 1 4 ┆ 09b0 7f 00 a1 c1 83 00 16 40 94 06 e8 02 a9 70 a9 9b ┆ @ p ┆ 09c0 6b d0 00 10 e1 36 20 69 82 11 e8 2c 91 e8 5f 00 ┆k 6 i , _ ┆ 09d0 83 00 05 bc a9 f3 e8 f2 0d e9 00 06 5f 00 83 00 ┆ _ ┆ 09e0 50 aa a9 f1 1d 80 14 80 91 e0 5f 00 83 00 05 f0 ┆P _ ┆ 09f0 e8 f1 14 00 04 00 01 32 91 e0 0d e9 00 ea 14 00 ┆ 2 ┆ 0a00 04 00 01 31 91 e0 14 00 04 00 01 15 91 e0 5f 00 ┆ 1 _ ┆ 0a10 83 00 59 0a a9 fd 0d e9 00 01 5f 00 83 00 53 02 ┆ Y _ S ┆ 0a20 a9 f1 e8 cc 0b 01 00 01 e6 d1 0b 01 00 02 e6 d4 ┆ ┆ 0a30 e8 e0 94 80 1c e1 06 07 01 0f 00 12 9e 08 ab fb ┆ ┆ 0a40 1c e9 08 05 a1 fd 54 da 00 10 34 a8 00 06 07 08 ┆ T 4 ┆ 0a50 7f 00 31 a1 00 04 01 81 19 00 00 0c a1 1c 54 d0 ┆ 1 T ┆ 0a60 00 14 83 c1 1c e1 08 05 a9 fb 9e 08 03 0f 00 1c ┆ ┆ 0a70 1c e9 06 07 a1 fd 61 dc 00 20 54 08 84 00 01 58 ┆ a T X┆ 0a80 61 01 84 00 16 ac 6f d1 00 10 0d e9 00 08 5f 00 ┆a o _ ┆ 0a90 83 00 50 aa a9 f1 94 0a 91 ea 5f 00 83 00 05 bc ┆ P _ ┆ 0aa0 a9 f3 92 00 5d d0 00 18 0b 0c 00 30 ee 38 34 84 ┆ ] 0 84 ┆ 0ab0 00 0c 07 04 7f 00 29 40 e2 07 91 e8 35 82 00 0e ┆ )@ 5 ┆ 0ac0 1f 20 a9 f3 a1 17 e8 08 14 84 01 05 00 01 1d 84 ┆ ┆ 0ad0 03 05 00 01 20 4f 82 77 a1 7c 0b 07 00 2e e6 1f ┆ O w | . ┆ 0ae0 0b 0c 00 78 ee 19 34 86 00 0c 07 06 7f 00 29 60 ┆ x 4 )`┆ 0af0 e2 06 91 e8 35 82 00 0e 1f 20 a9 f3 e8 08 14 86 ┆ 5 ┆ 0b00 01 07 00 01 1d 86 03 07 00 01 20 69 82 11 a1 1c ┆ i ┆ 0b10 4d d5 00 10 00 10 e8 03 4d d5 00 10 00 08 4d d8 ┆M M M ┆ 0b20 00 12 e8 15 34 86 00 0c 07 06 7f 00 29 60 e2 06 ┆ 4 )` ┆ 0b30 91 e8 35 82 00 0e 1f 20 a9 f3 e8 08 14 86 01 07 ┆ 5 ┆ 0b40 00 01 1d 86 03 07 00 01 20 69 82 11 a1 1c a1 c1 ┆ i ┆ 0b50 07 01 ff 80 ee 04 66 c3 84 00 1c 1d ee 06 0b 0c ┆ f ┆ 0b60 00 41 e1 37 0b 0c 00 46 ea 34 66 c3 84 00 1c 1d ┆ A 7 F 4f ┆ 0b70 e6 04 a1 c1 03 01 00 30 e8 03 a1 c1 03 01 00 37 ┆ 0 7┆ 0b80 6f d1 00 14 76 d0 00 16 07 00 7f 00 91 e0 53 ed ┆o v S ┆ 0b90 00 14 5f 00 83 00 4e ba a9 f5 91 ea 53 ed 00 10 ┆ _ N S ┆ 0ba0 91 ea 5f 00 83 00 49 e8 a9 f9 91 ea 76 d0 00 16 ┆ _ I v ┆ 0bb0 07 00 7f 00 91 e0 91 ea 5f 00 83 00 4b 86 a9 fb ┆ _ K ┆ 0bc0 4d d4 00 12 e6 af 34 a6 00 06 07 06 7f 00 29 60 ┆M 4 )`┆ 0bd0 e8 a9 4d d4 00 12 ee 02 bd 71 e8 01 83 77 0b 0c ┆ M q w ┆ 0be0 00 2e ee 02 bd 11 e8 01 83 11 87 71 e6 04 4d d5 ┆ . q M ┆ 0bf0 00 12 00 01 e8 97 91 e8 93 ec 5f 00 83 00 61 ee ┆ _ a ┆ 0c00 a9 f5 51 ed 00 18 5f 00 83 00 50 de a9 f3 94 a0 ┆ Q _ P ┆ 0c10 1c e1 06 07 01 0f 00 1c 9e 08 ab f3 1d ec a1 fd ┆ ┆ 0c20 51 ed 00 08 5f 00 83 00 08 2e a9 f3 a1 1c 0b 0c ┆Q _ . ┆ 0c30 00 02 e1 03 0b 0c 00 10 e2 08 14 00 04 00 01 38 ┆ 8┆ 0c40 91 e0 5f 00 83 00 28 4e a9 f3 6f 0c 84 00 16 ac ┆ _ (N o ┆ 0c50 14 ec a9 f3 9e 08 ab f1 2f ed a1 fd 14 00 04 00 ┆ / ┆ 0c60 28 52 91 e0 0d e9 00 0a 5f 00 83 00 4e ba a9 f5 ┆(R _ N ┆ 0c70 14 00 04 00 25 da 91 e0 14 00 04 00 28 52 91 e0 ┆ % (R ┆ 0c80 5f 00 83 00 4f c2 a9 f7 14 00 04 00 28 44 91 e0 ┆_ O (D ┆ 0c90 0d e9 00 10 5f 00 83 00 4e ba a9 f5 14 00 04 00 ┆ _ N ┆ 0ca0 28 4a 91 e0 0d e9 00 00 5f 00 83 00 4e ba a9 f5 ┆(J _ N ┆ 0cb0 4d 08 84 00 28 50 14 00 04 00 28 3c 91 e0 0d e9 ┆M (P (< ┆ 0cc0 00 00 5f 00 83 00 4e ba a9 f5 4d 08 84 00 28 42 ┆ _ N M (B┆ 0cd0 21 ed a9 f1 9e 08 ab f7 1c e9 0a 03 a1 fd 51 ed ┆! 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0000 00 00 00 00 00 00 49 6e 76 61 6c 69 64 20 73 63 ┆ Invalid sc┆ 0010 61 6c 65 20 72 65 67 69 73 74 65 72 20 76 61 6c ┆ale register val┆ 0020 75 65 00 25 73 3a 20 25 64 3a 20 61 73 73 65 72 ┆ue %s: %d: asser┆ 0030 74 28 25 73 29 20 66 61 69 6c 65 64 2e 0a 00 00 ┆t(%s) failed. ┆ 0040 46 41 4c 53 45 00 25 73 3a 20 25 64 3a 20 61 73 ┆FALSE %s: %d: as┆ 0050 73 65 72 74 28 25 73 29 20 66 61 69 6c 65 64 2e ┆sert(%s) failed.┆ 0060 0a 00 00 46 41 4c 53 45 00 44 69 76 69 73 69 6f ┆ FALSE Divisio┆ 0070 6e 20 62 79 20 7a 65 72 6f 00 4d 6f 64 75 6c 6f ┆n by zero Modulo┆ 0080 20 7a 65 72 6f 00 ff ff 4e 65 67 61 74 69 76 65 ┆ zero Negative┆ 0090 20 73 75 62 73 63 72 69 70 74 00 54 6f 6f 20 62 ┆ subscript Too b┆ 00a0 69 67 20 66 6f 72 20 69 6e 74 00 60 25 73 27 20 ┆ig for int `%s' ┆ 00b0 6e 6f 74 20 66 75 6e 63 74 69 6f 6e 00 46 75 6e ┆not function Fun┆ 00c0 63 74 69 6f 6e 20 60 25 73 27 20 6e 6f 74 20 64 ┆ction `%s' not d┆ 00d0 65 66 69 6e 65 64 00 46 75 6e 63 74 69 6f 6e 20 ┆efined Function ┆ 00e0 60 25 73 27 20 6e 65 65 64 73 20 25 64 20 61 72 ┆`%s' needs %d ar┆ 00f0 67 75 6d 65 6e 74 73 2c 20 67 6f 74 20 25 64 00 ┆guments, got %d ┆ 0100 4f 75 74 20 6f 66 20 72 75 6e 74 69 6d 65 20 73 ┆Out of runtime s┆ 0110 74 61 63 6b 00 25 73 3a 20 25 64 3a 20 61 73 73 ┆tack %s: %d: ass┆ 0120 65 72 74 28 25 73 29 20 66 61 69 6c 65 64 2e 0a ┆ert(%s) failed. ┆ 0130 00 00 46 41 4c 53 45 00 49 6e 76 61 6c 69 64 20 ┆ FALSE Invalid ┆ 0140 69 6e 70 75 74 20 62 61 73 65 00 00 00 01 00 00 ┆input base ┆ 0150 00 00 00 00 04 00 1e 0a 04 00 1b ce 00 00 00 00 ┆ ┆ 0160 00 00 00 00 00 00 00 00 04 00 10 60 ff ff 04 00 ┆ ` ┆ 0170 10 65 ff fe 04 00 10 6b 01 00 04 00 10 72 01 01 ┆ e k r ┆ 0180 04 00 10 79 01 02 04 00 10 84 01 03 04 00 10 8a ┆ y ┆ 0190 01 04 04 00 10 8f 01 05 04 00 10 95 01 06 04 00 ┆ ┆ 01a0 10 9e 01 33 04 00 10 a3 01 08 04 00 10 aa 01 09 ┆ 3 ┆ 01b0 04 00 10 b0 01 0a 04 00 10 b3 01 0b 04 00 10 b7 ┆ ┆ 01c0 01 0c 04 00 10 bc 01 0d 04 00 10 c0 01 0e 04 00 ┆ ┆ 01d0 10 c6 01 0f 04 00 10 cc 01 10 04 00 10 d0 01 11 ┆ ┆ 01e0 04 00 10 d4 01 12 04 00 10 d8 01 13 04 00 10 de ┆ ┆ 01f0 01 14 04 00 10 e1 01 32 04 00 10 e6 01 16 04 00 ┆ 2 ┆ 0200 10 ee 01 17 04 00 10 f2 01 18 04 00 10 f6 01 19 ┆ ┆ 0210 04 00 10 fc 01 1a 04 00 11 00 01 1b 04 00 11 06 ┆ ┆ 0220 01 1c 04 00 11 0b 01 1d 04 00 11 11 01 1e 04 00 ┆ ┆ 0230 11 19 01 1f 04 00 11 20 01 20 04 00 11 26 01 21 ┆ & !┆ 0240 04 00 11 2c 01 22 04 00 11 32 00 3d 04 00 11 36 ┆ , " 2 = 6┆ 0250 00 2b 04 00 11 3a 00 2d 04 00 11 3e 00 2a 04 00 ┆ + : - > * ┆ 0260 11 42 00 2f 04 00 11 46 00 25 04 00 11 4a 00 5e ┆ B / F % J ^┆ 0270 04 00 11 4e 01 34 04 00 11 55 00 0a 04 00 11 5a ┆ N 4 U Z┆ 0280 00 28 04 00 11 5e 00 29 04 00 11 62 00 3b 04 00 ┆ ( ^ ) b ; ┆ 0290 11 66 00 24 04 00 11 6a 00 7b 04 00 11 6e 00 7d ┆ f $ j { n }┆ 02a0 04 00 11 72 00 2c 04 00 11 76 00 5b 04 00 11 7a ┆ r , v [ z┆ 02b0 00 5d 00 00 00 00 00 00 00 00 00 01 00 01 00 01 ┆ ] ┆ 02c0 00 01 00 02 00 02 00 02 00 02 00 02 00 02 00 02 ┆ ┆ 02d0 00 02 00 02 00 02 00 02 00 02 00 02 00 02 00 02 ┆ ┆ 02e0 00 02 00 0c 00 0c 00 10 00 10 00 05 00 05 00 0b ┆ ┆ 02f0 00 0b 00 11 00 11 00 09 00 0a 00 08 00 06 00 03 ┆ ┆ 0300 00 12 00 13 00 13 00 15 00 15 00 16 00 16 00 17 ┆ ┆ 0310 00 17 00 14 00 14 00 0d 00 0d 00 0e 00 0e 00 0e ┆ ┆ 0320 00 0e 00 0f 00 0f 00 0f 00 0f 00 0f 00 0f 00 0f ┆ ┆ 0330 00 0f 00 0f 00 0f 00 0f 00 0f 00 0f 00 0f 00 0f ┆ ┆ 0340 00 0f 00 0f 00 0f 00 0f 00 0f 00 0f 00 0f 00 18 ┆ ┆ 0350 00 18 00 1f 00 1f 00 1d 00 1d 00 20 00 20 00 19 ┆ ┆ 0360 00 1b 00 1b 00 1b 00 1c 00 1c 00 1c 00 1a 00 1a ┆ ┆ 0370 00 1a 00 1a 00 1a 00 1a 00 1e 00 1e 00 1e 00 07 ┆ ┆ 0380 00 07 00 04 00 04 00 21 00 21 00 21 00 21 00 21 ┆ ! ! ! ! !┆ 0390 00 21 00 02 00 00 00 02 00 02 00 03 00 06 00 0a ┆ ! ┆ 03a0 00 10 00 0e 00 02 00 02 00 02 00 03 00 02 00 02 ┆ ┆ 03b0 00 03 00 02 00 03 00 03 00 02 00 01 00 01 00 01 ┆ ┆ 03c0 00 00 00 02 00 00 00 04 00 00 00 01 00 01 00 03 ┆ ┆ 03d0 00 00 00 00 00 00 00 00 00 0a 00 02 00 00 00 01 ┆ ┆ 03e0 00 00 00 03 00 01 00 03 00 01 00 03 00 00 00 01 ┆ ┆ 03f0 00 01 00 01 00 03 00 04 00 03 00 03 00 01 00 01 ┆ ┆ 0400 00 01 00 01 00 04 00 02 00 02 00 02 00 02 00 02 ┆ ┆ 0410 00 02 00 02 00 02 00 02 00 03 00 03 00 03 00 03 ┆ ┆ 0420 00 03 00 03 00 03 00 04 00 01 00 04 00 01 00 03 ┆ ┆ 0430 00 00 00 01 00 01 00 03 00 00 00 01 00 01 00 01 ┆ ┆ 0440 00 01 00 01 00 01 00 01 00 01 00 01 00 01 00 01 ┆ ┆ 0450 00 01 00 01 00 01 00 01 00 00 00 03 00 00 00 03 ┆ ┆ 0460 00 01 00 01 00 01 00 01 00 01 00 01 00 00 00 00 ┆ ┆ 0470 00 02 00 10 00 12 00 14 00 16 00 1c 00 22 00 28 ┆ " (┆ 0480 00 3a 00 46 00 4a 00 64 00 7e 00 90 00 bc 00 c0 ┆ : F J d ~ ┆ 0490 00 c2 00 c4 00 c6 00 c8 00 ca 00 d0 00 d2 00 f2 ┆ ┆ 04a0 00 f4 00 f8 00 fa 01 1a 01 1c 01 1e 01 22 01 24 ┆ " $┆ 04b0 fc 18 00 01 00 01 00 1d 00 88 00 9c 00 ab 00 b0 ┆ ┆ 04c0 00 b2 00 b8 00 b3 00 b9 00 c8 00 c9 fc 18 00 70 ┆ p┆ 04d0 fc 18 00 1e fc 18 00 6a fc 18 00 a7 00 85 00 99 ┆ j ┆ 04e0 00 b7 00 bd fc 18 00 3f 00 9a 00 a5 00 c1 00 c3 ┆ ? 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{` ┆ 0ef0 fc 18 20 69 fc 18 20 6a fc 18 20 6b fc 18 20 68 ┆ i j k h┆ 0f00 fc 18 20 67 fc 18 20 6c fc 18 00 9e 00 29 60 00 ┆ g l )` ┆ 0f10 fc 18 00 a0 00 5d 60 00 fc 18 00 a1 00 0a 20 2d ┆ ]` -┆ 0f20 fc 18 00 78 01 02 60 00 fc 18 20 32 fc 18 20 4a ┆ x ` 2 J┆ 0f30 fc 18 20 4e fc 18 20 52 fc 18 20 1e fc 18 00 a6 ┆ N R ┆ 0f40 01 0c 20 19 fc 18 00 47 00 2b 00 48 00 2d 00 49 ┆ G + H - I┆ 0f50 00 2a 00 4a 00 2f 00 4b 00 25 00 4c 00 5e 20 66 ┆ * J / K % L ^ f┆ 0f60 fc 18 20 2c fc 18 20 2e fc 18 00 aa 00 7b 60 00 ┆ , . {` ┆ 0f70 fc 18 20 2a fc 18 20 20 fc 18 00 ac 00 3b 60 00 ┆ * ;` ┆ 0f80 fc 18 20 05 fc 18 00 47 00 2b 00 48 00 2d 00 49 ┆ G + H - I┆ 0f90 00 2a 00 4a 00 2f 00 4b 00 25 00 4c 00 5e 20 64 ┆ * J / K % L ^ d┆ 0fa0 fc 18 00 af 00 0a 60 00 fc 18 00 b4 01 04 20 27 ┆ ` '┆ 0fb0 fc 18 00 b6 01 22 60 00 fc 18 00 bc 00 28 60 00 ┆ "` (` ┆ 0fc0 fc 18 20 1a fc 18 00 04 01 00 00 05 01 01 00 06 ┆ ┆ 0fd0 01 02 00 07 01 05 00 08 01 06 00 09 01 33 00 0b ┆ 3 ┆ 0fe0 01 0a 00 0c 01 0b 00 0d 01 10 00 0e 01 13 00 0f ┆ ┆ 0ff0 01 14 00 10 01 32 00 11 01 16 00 12 01 1b 00 13 ┆ 2 ┆ 1000 01 1c 00 14 01 1e 00 15 01 1f 00 16 01 20 00 17 ┆ ┆ 1010 01 22 00 18 00 2d 00 19 00 0a 00 1a 00 28 00 1b ┆ " - ( ┆ 1020 00 3b 00 1c 00 7b 00 c0 00 7d 60 00 fc 18 20 06 ┆ ; { }` ┆ 1030 fc 18 20 28 fc 18 20 23 fc 18 00 c4 00 29 60 00 ┆ ( # )` ┆ 1040 fc 18 00 c5 00 29 60 00 fc 18 20 08 fc 18 20 07 ┆ )` ┆ 1050 fc 18 00 00 25 73 00 20 61 74 20 25 73 00 0a 00 ┆ %s at %s ┆ 1060 24 65 6e 64 00 65 72 72 6f 72 00 4e 55 4d 42 45 ┆$end error NUMBE┆ 1070 52 00 53 54 52 49 4e 47 00 49 44 45 4e 54 49 46 ┆R STRING IDENTIF┆ 1080 49 45 52 00 41 44 44 41 42 00 41 55 54 4f 00 42 ┆IER ADDAB AUTO B┆ 1090 52 45 41 4b 00 43 4f 4e 54 49 4e 55 45 00 44 45 ┆REAK CONTINUE DE┆ 10a0 43 52 00 44 45 46 49 4e 45 00 44 49 56 41 42 00 ┆CR DEFINE DIVAB ┆ 10b0 44 4f 00 44 4f 54 00 45 4c 53 45 00 45 51 50 00 ┆DO DOT ELSE EQP ┆ 10c0 45 52 52 4f 52 00 45 58 50 41 42 00 46 4f 52 00 ┆ERROR EXPAB FOR ┆ 10d0 47 45 50 00 47 54 50 00 49 42 41 53 45 00 49 46 ┆GEP GTP IBASE IF┆ 10e0 00 49 4e 43 52 00 4c 45 4e 47 54 48 5f 00 4c 45 ┆ INCR LENGTH_ LE┆ 10f0 50 00 4c 54 50 00 4d 55 4c 41 42 00 4e 45 50 00 ┆P LTP MULAB NEP ┆ 1100 4f 42 41 53 45 00 51 55 49 54 00 52 45 4d 41 42 ┆OBASE QUIT REMAB┆ 1110 00 52 45 54 55 52 4e 5f 00 53 43 41 4c 45 5f 00 ┆ RETURN_ SCALE_ ┆ 1120 53 51 52 54 5f 00 53 55 42 41 42 00 57 48 49 4c ┆SQRT_ SUBAB WHIL┆ 1130 45 00 27 3d 27 00 27 2b 27 00 27 2d 27 00 27 2a ┆E '=' '+' '-' '*┆ 1140 27 00 27 2f 27 00 27 25 27 00 27 5e 27 00 55 4d ┆' '/' '%' '^' UM┆ 1150 49 4e 55 53 00 27 5c 6e 27 00 27 28 27 00 27 29 ┆INUS '\n' '(' ')┆ 1160 27 00 27 3b 27 00 27 24 27 00 27 7b 27 00 27 7d ┆' ';' '$' '{' '}┆ 1170 27 00 27 2c 27 00 27 5b 27 00 27 5d 27 00 53 74 ┆' ',' '[' ']' St┆ 1180 61 63 6b 20 6f 76 65 72 66 6c 6f 77 0a 00 53 74 ┆ack overflow St┆ 1190 61 63 6b 20 73 74 61 74 65 20 25 64 2c 20 63 68 ┆ack state %d, ch┆ 11a0 61 72 20 25 64 0a 00 6c 65 78 20 72 65 61 64 20 ┆ar %d lex read ┆ 11b0 63 68 61 72 20 25 64 2c 20 76 61 6c 20 25 64 0a ┆char %d, val %d ┆ 11c0 00 73 68 69 66 74 20 25 64 0a 00 61 63 63 65 70 ┆ shift %d accep┆ 11d0 74 0a 00 53 79 6e 74 61 78 20 65 72 72 6f 72 00 ┆t Syntax error ┆ 11e0 65 72 72 6f 72 20 72 65 63 6f 76 65 72 79 20 6c ┆error recovery l┆ 11f0 65 61 76 65 73 20 73 74 61 74 65 20 25 64 2c 20 ┆eaves state %d, ┆ 1200 75 6e 63 6f 76 65 72 73 20 25 64 0a 00 6e 6f 20 ┆uncovers %d no ┆ 1210 73 68 69 66 74 20 6f 6e 20 65 72 72 6f 72 3b 20 ┆shift on error; ┆ 1220 61 62 6f 72 74 0a 00 45 72 72 6f 72 20 72 65 63 ┆abort Error rec┆ 1230 6f 76 65 72 79 20 63 6c 6f 62 62 65 72 73 20 63 ┆overy clobbers c┆ 1240 68 61 72 20 25 6f 0a 00 72 65 64 75 63 65 20 25 ┆har %o reduce %┆ 1250 64 0a 00 42 72 65 61 6b 20 6e 6f 74 20 69 6e 20 ┆d Break not in ┆ 1260 6c 6f 6f 70 00 43 6f 6e 74 69 6e 75 65 20 6e 6f ┆loop Continue no┆ 1270 74 20 69 6e 20 6c 6f 6f 70 00 52 65 74 75 72 6e ┆t in loop Return┆ 1280 20 6e 6f 74 20 69 6e 20 66 75 6e 63 74 69 6f 6e ┆ not in function┆ 1290 00 52 65 74 75 72 6e 20 6e 6f 74 20 69 6e 20 66 ┆ Return not in f┆ 12a0 75 6e 63 74 69 6f 6e 00 41 74 74 65 6d 70 74 20 ┆unction Attempt ┆ 12b0 74 6f 20 72 65 64 65 63 6c 61 72 65 20 25 73 00 ┆to redeclare %s ┆ 12c0 41 74 74 65 6d 70 74 20 74 6f 20 72 65 64 65 63 ┆Attempt to redec┆ 12d0 6c 61 72 65 20 25 73 00 25 72 0a 00 60 25 73 27 ┆lare %s %r `%s'┆ 12e0 20 69 73 20 77 72 6f 6e 67 20 6c 6f 63 61 6c 20 ┆ is wrong local ┆ 12f0 74 79 70 65 00 60 25 73 27 20 69 73 20 77 72 6f ┆type `%s' is wro┆ 1300 6e 67 20 67 6c 6f 62 61 6c 20 74 79 70 65 00 60 ┆ng global type `┆ 1310 25 73 27 20 69 73 20 77 72 6f 6e 67 20 6c 6f 63 ┆%s' is wrong loc┆ 1320 61 6c 20 74 79 70 65 00 60 25 73 27 20 69 73 20 ┆al type `%s' is ┆ 1330 77 72 6f 6e 67 20 67 6c 6f 62 61 6c 20 74 79 70 ┆wrong global typ┆ 1340 65 00 60 25 73 27 20 69 73 20 77 72 6f 6e 67 20 ┆e `%s' is wrong ┆ 1350 6c 6f 63 61 6c 20 74 79 70 65 00 60 25 73 27 20 ┆local type `%s' ┆ 1360 69 73 20 77 72 6f 6e 67 20 67 6c 6f 62 61 6c 20 ┆is wrong global ┆ 1370 74 79 70 65 00 54 6f 6f 20 6d 75 63 68 20 63 6f ┆type Too much co┆ 1380 64 65 00 25 73 3a 20 25 64 3a 20 61 73 73 65 72 ┆de %s: %d: asser┆ 1390 74 28 25 73 29 20 66 61 69 6c 65 64 2e 0a 00 00 ┆t(%s) failed. ┆ 13a0 46 41 4c 53 45 00 60 25 73 27 20 69 73 20 6e 6f ┆FALSE `%s' is no┆ 13b0 74 20 61 20 66 75 6e 63 74 69 6f 6e 00 00 4f 75 ┆t a function Ou┆ 13c0 74 20 6f 66 20 72 75 6e 74 69 6d 65 20 73 74 61 ┆t of runtime sta┆ 13d0 63 6b 00 25 73 3a 20 25 64 3a 20 61 73 73 65 72 ┆ck %s: %d: asser┆ 13e0 74 28 25 73 29 20 66 61 69 6c 65 64 2e 0a 00 00 ┆t(%s) failed. ┆ 13f0 46 41 4c 53 45 00 25 72 0a 00 00 01 04 00 14 a5 ┆FALSE %r ┆ 1400 01 04 04 00 14 aa 01 05 04 00 14 b0 01 06 04 00 ┆ ┆ 1410 14 b9 01 08 04 00 14 c0 01 0a 04 00 14 c3 01 0c ┆ ┆ 1420 04 00 14 c8 01 10 04 00 14 cc 01 13 04 00 14 d2 ┆ ┆ 1430 01 14 04 00 14 d5 01 16 04 00 14 dc 01 1b 04 00 ┆ ┆ 1440 14 e2 01 1c 04 00 14 e7 01 1e 04 00 14 ee 01 1f ┆ ┆ 1450 04 00 14 f4 01 20 04 00 14 f9 01 22 49 6c 6c 65 ┆ "Ille┆ 1460 67 61 6c 20 63 68 61 72 61 63 74 65 72 00 55 6e ┆gal character Un┆ 1470 65 78 70 65 63 74 65 64 20 65 6e 64 20 6f 66 20 ┆expected end of ┆ 1480 71 75 6f 74 65 64 20 73 74 72 69 6e 67 00 51 75 ┆quoted string Qu┆ 1490 6f 74 65 64 20 73 74 72 69 6e 67 20 74 6f 6f 20 ┆oted string too ┆ 14a0 6c 6f 6e 67 00 61 75 74 6f 00 62 72 65 61 6b 00 ┆long auto break ┆ 14b0 63 6f 6e 74 69 6e 75 65 00 64 65 66 69 6e 65 00 ┆continue define ┆ 14c0 64 6f 00 65 6c 73 65 00 66 6f 72 00 69 62 61 73 ┆do else for ibas┆ 14d0 65 00 69 66 00 6c 65 6e 67 74 68 00 6f 62 61 73 ┆e if length obas┆ 14e0 65 00 71 75 69 74 00 72 65 74 75 72 6e 00 73 63 ┆e quit return sc┆ 14f0 61 6c 65 00 73 71 72 74 00 77 68 69 6c 65 00 49 ┆ale sqrt while I┆ 1500 64 65 6e 74 69 66 69 65 72 20 74 6f 6f 20 6c 6f ┆dentifier too lo┆ 1510 6e 67 00 21 20 6c 69 6e 65 20 74 6f 6f 20 6c 6f ┆ng ! line too lo┆ 1520 6e 67 0a 00 62 63 3a 20 73 68 65 6c 6c 20 63 6f ┆ng bc: shell co┆ 1530 75 6c 64 6e 27 74 20 65 78 65 63 75 74 65 0a 00 ┆uldn't execute ┆ 1540 21 0a 00 25 72 0a 00 00 2d 6c 00 2f 75 73 72 2f ┆! %r -l /usr/┆ 1550 6c 69 62 2f 6c 69 62 2e 62 00 72 00 43 61 6e 27 ┆lib/lib.b r Can'┆ 1560 74 20 6f 70 65 6e 20 2f 75 73 72 2f 6c 69 62 2f ┆t open /usr/lib/┆ 1570 6c 69 62 2e 62 00 72 00 43 61 6e 27 74 20 6f 70 ┆lib.b r Can't op┆ 1580 65 6e 20 25 73 00 62 63 3a 20 25 72 0a 00 55 73 ┆en %s bc: %r Us┆ 1590 61 67 65 3a 20 62 63 20 5b 2d 6c 5d 20 66 69 6c ┆age: bc [-l] fil┆ 15a0 65 20 2e 2e 2e 20 66 69 6c 65 0a 00 00 48 5c 0a ┆e ... file H\ ┆ 15b0 00 5c 0a 00 25 2e 2a 73 5c 0a 00 25 73 00 00 01 ┆ \ %.*s\ %s ┆ 15c0 2d 00 20 00 2e 00 20 00 49 6e 76 61 6c 69 64 20 ┆- . Invalid ┆ 15d0 6f 75 74 70 75 74 20 62 61 73 65 00 73 71 75 61 ┆output base squa┆ 15e0 72 65 20 72 6f 6f 74 20 6f 66 20 6e 65 67 61 74 ┆re root of negat┆ 15f0 69 76 65 20 6e 75 6d 62 65 72 00 00 6d 74 6f 69 ┆ive number mtoi┆ 1600 20 61 72 67 75 6d 65 6e 74 20 74 6f 6f 20 62 69 ┆ argument too bi┆ 1610 67 00 00 07 00 05 00 04 00 03 00 03 00 03 00 03 ┆g ┆ 1620 00 03 00 03 00 03 00 02 00 02 00 02 00 02 00 02 ┆ ┆ 1630 30 31 32 33 34 35 36 37 38 39 41 42 43 44 45 46 ┆0123456789ABCDEF┆ 1640 00 0a 25 73 3a 20 25 64 3a 20 61 73 73 65 72 74 ┆ %s: %d: assert┆ 1650 28 25 73 29 20 66 61 69 6c 65 64 2e 0a 00 00 32 ┆(%s) failed. 2┆ 1660 20 3c 3d 20 6f 62 61 73 65 20 3c 3d 20 31 36 00 ┆ <= obase <= 16 ┆ 1670 4e 6f 20 73 70 61 63 65 20 66 6f 72 20 73 74 72 ┆No space for str┆ 1680 69 6e 67 2e 00 25 73 3a 20 25 64 3a 20 61 73 73 ┆ing. %s: %d: ass┆ 1690 65 72 74 28 25 73 29 20 66 61 69 6c 65 64 2e 0a ┆ert(%s) failed. ┆ 16a0 00 00 72 70 20 3e 3d 20 72 65 73 00 00 0a 25 73 ┆ rp >= res %s┆ 16b0 3a 20 25 64 3a 20 61 73 73 65 72 74 28 25 73 29 ┆: %d: assert(%s)┆ 16c0 20 66 61 69 6c 65 64 2e 0a 00 00 32 20 3c 3d 20 ┆ failed. 2 <= ┆ 16d0 69 62 61 73 65 20 26 26 20 69 62 61 73 65 20 3c ┆ibase && ibase <┆ 16e0 3d 20 31 36 00 00 25 73 3a 20 25 64 3a 20 61 73 ┆= 16 %s: %d: as┆ 16f0 73 65 72 74 28 25 73 29 20 66 61 69 6c 65 64 2e ┆sert(%s) failed.┆ 1700 0a 00 00 62 2d 3e 6c 65 6e 20 3e 20 32 00 25 73 ┆ b->len > 2 %s┆ 1710 3a 20 25 64 3a 20 61 73 73 65 72 74 28 25 73 29 ┆: %d: assert(%s)┆ 1720 20 66 61 69 6c 65 64 2e 0a 00 00 62 2d 3e 6c 65 ┆ failed. b->le┆ 1730 6e 20 3c 3d 20 32 00 25 73 3a 20 25 64 3a 20 61 ┆n <= 2 %s: %d: a┆ 1740 73 73 65 72 74 28 25 73 29 20 66 61 69 6c 65 64 ┆ssert(%s) failed┆ 1750 2e 0a 00 00 2d 42 41 53 45 20 3c 3d 20 64 65 6e ┆. -BASE <= den┆ 1760 6f 6d 20 26 26 20 64 65 6e 6f 6d 20 3c 3d 20 42 ┆om && denom <= B┆ 1770 41 53 45 00 25 73 3a 20 25 64 3a 20 61 73 73 65 ┆ASE %s: %d: asse┆ 1780 72 74 28 25 73 29 20 66 61 69 6c 65 64 2e 0a 00 ┆rt(%s) failed. ┆ 1790 00 61 2d 3e 6c 65 6e 20 3e 3d 20 74 62 69 61 73 ┆ a->len >= tbias┆ 17a0 20 2b 20 32 00 25 73 3a 20 25 64 3a 20 61 73 73 ┆ + 2 %s: %d: ass┆ 17b0 65 72 74 28 25 73 29 20 66 61 69 6c 65 64 2e 0a ┆ert(%s) failed. ┆ 17c0 00 00 21 69 73 70 6f 73 28 61 29 20 26 26 20 61 ┆ !ispos(a) && a┆ 17d0 2d 3e 6c 65 6e 20 3e 3d 20 33 00 25 73 3a 20 25 ┆->len >= 3 %s: %┆ 17e0 64 3a 20 61 73 73 65 72 74 28 25 73 29 20 66 61 ┆d: assert(%s) fa┆ 17f0 69 6c 65 64 2e 0a 00 00 42 41 53 45 20 2a 20 42 ┆iled. BASE * B┆ 1800 41 53 45 20 3e 3d 20 72 65 73 75 6c 74 20 26 26 ┆ASE >= result &&┆ 1810 20 72 65 73 75 6c 74 20 3e 20 42 41 53 45 00 25 ┆ result > BASE %┆ 1820 73 3a 20 25 64 3a 20 61 73 73 65 72 74 28 25 73 ┆s: %d: assert(%s┆ 1830 29 20 66 61 69 6c 65 64 2e 0a 00 00 61 70 20 2b ┆) failed. ap +┆ 1840 20 31 20 2d 20 61 2d 3e 76 61 6c 20 3c 3d 20 73 ┆ 1 - a->val <= s┆ 1850 68 69 66 74 20 2b 20 33 00 25 73 3a 20 25 64 3a ┆hift + 3 %s: %d:┆ 1860 20 61 73 73 65 72 74 28 25 73 29 20 66 61 69 6c ┆ assert(%s) fail┆ 1870 65 64 2e 0a 00 00 72 65 73 75 6c 74 20 3c 20 64 ┆ed. result < d┆ 1880 65 6e 20 2a 20 28 6c 6f 6e 67 29 42 41 53 45 00 ┆en * (long)BASE ┆ 1890 64 69 76 69 73 69 6f 6e 20 62 79 20 7a 65 72 6f ┆division by zero┆ 18a0 20 61 74 74 65 6d 70 74 65 64 00 25 73 3a 20 25 ┆ attempted %s: %┆ 18b0 64 3a 20 61 73 73 65 72 74 28 25 73 29 20 66 61 ┆d: assert(%s) fa┆ 18c0 69 6c 65 64 2e 0a 00 00 31 20 3c 3d 20 6e 20 26 ┆iled. 1 <= n &┆ 18d0 26 20 6e 20 3c 3d 20 42 41 53 45 00 25 73 3a 20 ┆& n <= BASE %s: ┆ 18e0 25 64 3a 20 61 73 73 65 72 74 28 25 73 29 20 66 ┆%d: assert(%s) f┆ 18f0 61 69 6c 65 64 2e 0a 00 00 30 20 3c 3d 20 66 61 ┆ailed. 0 <= fa┆ 1900 63 20 26 26 20 66 61 63 20 3c 20 32 20 2a 20 42 ┆c && fac < 2 * B┆ 1910 41 53 45 00 25 73 3a 20 25 64 3a 20 61 73 73 65 ┆ASE %s: %d: asse┆ 1920 72 74 28 25 73 29 20 66 61 69 6c 65 64 2e 0a 00 ┆rt(%s) failed. ┆ 1930 00 74 70 20 2b 20 63 6f 75 6e 74 20 3c 3d 20 74 ┆ tp + count <= t┆ 1940 6f 2d 3e 76 61 6c 20 2b 20 74 6f 2d 3e 6c 65 6e ┆o->val + to->len┆ 1950 00 00 25 73 3a 20 25 64 3a 20 61 73 73 65 72 74 ┆ %s: %d: assert┆ 1960 28 25 73 29 20 66 61 69 6c 65 64 2e 0a 00 00 30 ┆(%s) failed. 0┆ 1970 20 3c 3d 20 6e 20 26 26 20 6e 20 3c 3d 20 4e 45 ┆ <= n && n <= NE┆ 1980 46 4c 00 25 73 3a 20 25 64 3a 20 61 73 73 65 72 ┆FL %s: %d: asser┆ 1990 74 28 25 73 29 20 66 61 69 6c 65 64 2e 0a 00 00 ┆t(%s) failed. ┆ 19a0 30 20 3c 3d 20 63 61 72 72 79 20 26 26 20 63 61 ┆0 <= carry && ca┆ 19b0 72 72 79 20 3c 3d 20 4e 45 46 4c 00 25 73 3a 20 ┆rry <= NEFL %s: ┆ 19c0 25 64 3a 20 61 73 73 65 72 74 28 25 73 29 20 66 ┆%d: assert(%s) f┆ 19d0 61 69 6c 65 64 2e 0a 00 00 28 63 61 72 72 79 3d ┆ailed. (carry=┆ 19e0 3d 4e 45 46 4c 20 26 26 20 2a 61 70 3d 3d 4e 45 ┆=NEFL && *ap==NE┆ 19f0 46 4c 29 20 7c 7c 20 28 63 61 72 72 79 21 3d 4e ┆FL) || (carry!=N┆ 1a00 45 46 4c 20 26 26 20 2a 61 70 21 3d 4e 45 46 4c ┆EFL && *ap!=NEFL┆ 1a10 29 00 25 73 3a 20 25 64 3a 20 61 73 73 65 72 74 ┆) %s: %d: assert┆ 1a20 28 25 73 29 20 66 61 69 6c 65 64 2e 0a 00 00 72 ┆(%s) failed. r┆ 1a30 70 20 3d 3d 20 72 65 73 2e 76 61 6c 20 2b 20 72 ┆p == res.val + r┆ 1a40 65 73 2e 6c 65 6e 20 2d 20 31 00 00 25 73 3a 20 ┆es.len - 1 %s: ┆ 1a50 25 64 3a 20 61 73 73 65 72 74 28 25 73 29 20 66 ┆%d: assert(%s) f┆ 1a60 61 69 6c 65 64 2e 0a 00 00 61 70 20 3d 3d 20 61 ┆ailed. ap == a┆ 1a70 2d 3e 76 61 6c 20 2b 20 61 2d 3e 6c 65 6e 00 25 ┆->val + a->len %┆ 1a80 73 3a 20 25 64 3a 20 61 73 73 65 72 74 28 25 73 ┆s: %d: assert(%s┆ 1a90 29 20 66 61 69 6c 65 64 2e 0a 00 00 72 70 20 3d ┆) failed. rp =┆ 1aa0 3d 20 72 65 73 2e 76 61 6c 20 2b 20 72 65 73 2e ┆= res.val + res.┆ 1ab0 6c 65 6e 20 2d 20 28 6d 69 66 6c 20 3f 20 31 20 ┆len - (mifl ? 1 ┆ 1ac0 3a 20 30 29 00 00 25 73 3a 20 25 64 3a 20 61 73 ┆: 0) %s: %d: as┆ 1ad0 73 65 72 74 28 25 73 29 20 66 61 69 6c 65 64 2e ┆sert(%s) failed.┆ 1ae0 0a 00 00 62 70 20 3d 3d 20 62 2d 3e 76 61 6c 20 ┆ bp == b->val ┆ 1af0 2b 20 62 2d 3e 6c 65 6e 00 25 73 3a 20 25 64 3a ┆+ b->len %s: %d:┆ 1b00 20 61 73 73 65 72 74 28 25 73 29 20 66 61 69 6c ┆ assert(%s) fail┆ 1b10 65 64 2e 0a 00 00 61 70 20 3d 3d 20 61 2d 3e 76 ┆ed. ap == a->v┆ 1b20 61 6c 20 2b 20 61 2d 3e 6c 65 6e 00 4e 6f 20 73 ┆al + a->len No s┆ 1b30 70 61 63 65 20 66 6f 72 20 76 61 6c 75 65 00 00 ┆pace for value ┆ 1b40 6d 70 78 3a 20 25 72 00 0a 00 00 00 00 01 04 00 ┆mpx: %r ┆ 1b50 1b 4a 04 00 1b 4c 01 00 00 01 04 00 1b 56 04 00 ┆ J L V ┆ 1b60 1b 58 00 00 7e 7f 00 04 04 00 1b 62 04 00 1b 66 ┆ X ~ b f┆ 1b70 7f 7f 01 00 00 03 04 00 1b 70 04 00 1b 74 04 00 ┆ p t ┆ 1b80 1b ce 04 00 1b e8 04 00 1c 02 00 00 00 00 00 00 ┆ ┆ 1b90 00 00 00 00 00 00 00 00 00 00 00 00 00 00 00 00 ┆ ┆ 1ba0 00 00 00 00 00 00 00 00 00 00 00 00 00 00 00 00 ┆ ┆ 1bb0 00 00 00 00 00 00 00 00 00 00 00 00 00 00 00 00 ┆ ┆ 1bc0 00 00 00 00 00 00 00 00 00 00 00 00 00 00 00 00 ┆ ┆ 1bd0 00 00 00 00 00 00 00 00 00 00 00 00 03 00 55 64 ┆ Ud┆ 1be0 03 00 55 8c 01 00 00 00 00 00 00 00 00 00 00 00 ┆ U ┆ 1bf0 00 00 00 00 00 00 03 00 55 64 03 00 55 8c 01 01 ┆ Ud U ┆ 1c00 00 00 00 00 00 00 00 00 00 00 00 00 00 00 00 00 ┆ ┆ 1c10 03 00 55 64 03 00 55 8c 03 02 00 00 00 40 40 40 ┆ Ud U @@@┆ 1c20 40 40 40 40 40 40 50 50 50 50 50 40 40 40 40 40 ┆@@@@@@PPPPP@@@@@┆ 1c30 40 40 40 40 40 40 40 40 40 40 40 40 40 90 20 20 ┆@@@@@@@@@@@@@ ┆ 1c40 20 20 20 20 20 20 20 20 20 20 20 20 20 08 08 08 ┆ ┆ 1c50 08 08 08 08 08 08 08 20 20 20 20 20 20 20 01 01 ┆ ┆ 1c60 01 01 01 01 01 01 01 01 01 01 01 01 01 01 01 01 ┆ ┆ 1c70 01 01 01 01 01 01 01 01 20 20 20 20 20 20 02 02 ┆ ┆ 1c80 02 02 02 02 02 02 02 02 02 02 02 02 02 02 02 02 ┆ ┆ 1c90 02 02 02 02 02 02 02 02 20 20 20 20 40 00 00 00 ┆ @ ┆ 1ca0 00 00 00 00 00 00 43 6f 72 72 75 70 74 20 61 72 ┆ Corrupt ar┆ 1cb0 65 6e 61 20 69 6e 20 6d 61 6c 6c 6f 63 0a 00 42 ┆ena in malloc B┆ 1cc0 61 64 20 70 6f 69 6e 74 65 72 20 69 6e 20 66 72 ┆ad pointer in fr┆ 1cd0 65 65 0a 00 7b 4e 55 4c 4c 7d 00 00 30 31 32 33 ┆ee {NULL} 0123┆ 1ce0 34 35 36 37 38 39 41 42 43 44 45 46 4e 6f 20 66 ┆456789ABCDEFNo f┆ 1cf0 6c 6f 61 74 69 6e 67 20 70 6f 69 6e 74 21 0a 00 ┆loating point! ┆ 1d00 2f 62 69 6e 2f 73 68 00 73 68 00 2d 63 00 04 00 ┆/bin/sh sh -c ┆ 1d10 29 88 ff ff ff ff ff ff ff ff ff ff ff ff ff ff ┆) ┆ 1d20 ff ff ff ff ff ff ff ff ff ff ff ff ff ff ff ff ┆ ┆ 1d30 ff ff ff ff ff ff ff ff ff ff ff ff ff ff ff ff ┆ ┆ 1d40 ff ff ff ff ff ff ff ff ff ff ff ff ff ff ff ff ┆ ┆ 1d50 ff ff ff ff ff ff ff ff ff ff ff ff ff ff ff ff ┆ ┆ 1d60 ff ff ┆ ┆