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Presents historical artifacts from the history of:

Commodore CBM-900

This is an automatic "excavation" of a thematic subset of
artifacts from Datamuseum.dk's BitArchive.

See our Wiki for more about Commodore CBM-900

Excavated with: AutoArchaeologist - Free & Open Source Software.


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⟦4355b899f⟧ CBM900 l.out

    Length: 1145 (0x479)
    Types: CBM900 l.out
    Names: »msqrt.o«

Derivation

└─⟦eafc30061⟧ Bits:30001199 Commodore 900 hard disk image
    └─⟦8281d0872⟧ UNIX Filesystem
        └─ ⟦294235107⟧ »vol3.fd« UNIX Filesystem
            └─ ⟦5340b99f6⟧ »usr/lib/libmp.a« 
└─⟦f27320a65⟧ Bits:30001972 Commodore 900 hard disk image with partial source code
    └─⟦2d53db1df⟧ UNIX Filesystem
        └─ ⟦5340b99f6⟧ »lib/libmp.a« 
└─⟦eafc30061⟧ Bits:30001199 Commodore 900 hard disk image
    └─⟦5ec4c54f2⟧ UNIX Filesystem
        └─ ⟦5340b99f6⟧ »usr/lib/libmp.a« 
                └─ ⟦this⟧ »msqrt.o« 

OctetView

0x000…030 LdHeader {
0x000…030   l_magic = 0x0107	// @0x0
0x000…030   l_flag = 0x0010	// @0x2
0x000…030   l_machine = 0x0004	// @0x4
0x000…030   l_entry = 30 00 00 00   ┆0   ┆	// @0x6
0x000…030   l_ssize = [	// @0xa
0x000…030       [0x0]: da 01 00 00   ┆Ú   ┆
0x000…030       [0x1]: 00 00 00 00   ┆    ┆
0x000…030       [0x2]: 00 00 00 00   ┆    ┆
0x000…030       [0x3]: 00 00 00 00   ┆    ┆
0x000…030       [0x4]: 20 00 00 00   ┆    ┆
0x000…030       [0x5]: 00 00 00 00   ┆    ┆
0x000…030       [0x6]: 00 00 00 00   ┆    ┆
0x000…030       [0x7]: 08 01 00 00   ┆    ┆
0x000…030       [0x8]: 47 01 00 00   ┆G   ┆
0x000…030   ]
0x000…030 }
0x030…20a LSHRI {
0x030…20a   03 0f 00 28 1c e9 06 07 a1 fd 54 da 00 2c 54 d8 00 30 54 d6 00 34 91 ea 5f 00 80 00 00 00 a9 f3   ┆   ( é  ¡ýTÚ ,TØ 0TÖ 4 ê_     ©ó┆
0x030…20a   8d 14 ee 08 14 00 00 00 01 da 91 e0 5f 00 80 00 00 00 a9 f3 92 00 5d d0 00 24 92 00 5d d0 00 1e   ┆  î      Ú à_     ©ó  ]Ð $  ]Ð  ┆
0x030…20a   92 00 5d d0 00 12 92 00 5d d0 00 18 76 d0 00 22 07 00 7f 00 91 e0 0d e9 00 80 5f 00 80 00 00 00   ┆  ]Ð    ]Ð  vÐ "     à é  _     ┆
0x030…20a   a9 f5 76 d0 00 22 07 00 7f 00 91 e0 21 a1 b3 11 ff ff 93 e1 76 d0 00 22 07 00 7f 00 91 e0 5f 00   ┆©õvÐ "     à!¡³ ÿÿ ávÐ "     à_ ┆
0x030…20a   80 00 00 00 a9 f9 76 d0 00 1c 07 00 7f 00 91 e0 76 d0 00 22 07 00 7f 00 91 e0 76 d0 00 22 07 00   ┆    ©ùvÐ       àvÐ "     àvÐ "  ┆
0x030…20a   7f 00 91 e0 5f 00 80 00 00 00 a9 fb 76 d0 00 10 07 00 7f 00 91 e0 76 d0 00 1c 07 00 7f 00 91 e0   ┆   à_     ©ûvÐ       àvÐ       à┆
0x030…20a   91 ea 5f 00 80 00 00 00 a9 fb 76 d0 00 16 07 00 7f 00 91 e0 76 d0 00 22 07 00 7f 00 91 e0 76 d0   ┆ ê_     ©ûvÐ       àvÐ "     àvÐ┆
0x030…20a   00 22 07 00 7f 00 91 e0 5f 00 80 00 00 00 a9 fb 76 d0 00 10 07 00 7f 00 91 e0 5f 00 80 00 00 00   ┆ "     à_     ©ûvÐ       à_     ┆
0x030…20a   a9 f3 8d 14 e6 11 76 d0 00 16 07 00 7f 00 91 e0 76 d0 00 10 07 00 7f 00 91 e0 5f 00 80 00 00 00   ┆©ó  æ vÐ       àvÐ       à_     ┆
0x030…20a   a9 f7 0b 01 00 00 e2 28 76 d0 00 1c 07 00 7f 00 91 e0 76 d0 00 1c 07 00 7f 00 91 e0 91 ea 5f 00   ┆©÷    â(vÐ       àvÐ       à ê_ ┆
0x030…20a   80 00 00 00 a9 fb 76 d0 00 1c 07 00 7f 00 91 e0 76 d0 00 22 07 00 7f 00 91 e0 76 d0 00 16 07 00   ┆    ©ûvÐ       àvÐ "     àvÐ    ┆
0x030…20a   7f 00 91 e0 76 d0 00 1c 07 00 7f 00 91 e0 5f 00 80 00 00 00 a9 ff e8 87 35 80 00 02 91 e0 5f 00   ┆   àvÐ       à_     ©ÿè 5    à_ ┆
0x030…20a   80 00 00 00 a9 f3 76 d4 00 22 07 04 7f 00 94 82 21 01 00 06 ba 41 01 20 35 60 00 02 91 e0 5f 00   ┆    ©óvÔ "      !   ºA  5`   à_ ┆
0x030…20a   80 00 00 00 a9 f3 76 d4 00 10 07 04 7f 00 94 62 21 01 00 06 ba 41 01 20 51 ed 00 1e 5f 00 80 00   ┆    ©óvÔ       b!   ºA  Qí  _   ┆
0x030…20a   00 00 a9 f3 51 ed 00 18 5f 00 80 00 00 00 a9 f3 1c e1 06 07 01 0f 00 28 9e 08                     ┆  ©óQí  _     ©ó á     (  ┆
0x030…20a }
0x20a…22a LPRVD {
0x20a…22a   73 71 75 61 72 65 20 72 6f 6f 74 20 6f 66 20 6e 65 67 61 74 69 76 65 20 6e 75 6d 62 65 72 00 00   ┆square root of negative number  ┆
0x20a…22a }
0x22a…332 LSYM {
0x22a…332   symbols = [	// @0x0
0x22a…332       [0x0]: LdSym {ls_id=»mitom_          «, ls_type=0x001a, ls_vaddr=00 00 00 00   ┆    ┆}
0x22a…332       [0x1]: LdSym {ls_id=»mperr_          «, ls_type=0x001a, ls_vaddr=00 00 00 00   ┆    ┆}
0x22a…332       [0x2]: LdSym {ls_id=»mcmp_           «, ls_type=0x001a, ls_vaddr=00 00 00 00   ┆    ┆}
0x22a…332       [0x3]: LdSym {ls_id=»ispos_          «, ls_type=0x001a, ls_vaddr=00 00 00 00   ┆    ┆}
0x22a…332       [0x4]: LdSym {ls_id=»mdiv_           «, ls_type=0x001a, ls_vaddr=00 00 00 00   ┆    ┆}
0x22a…332       [0x5]: LdSym {ls_id=»msub_           «, ls_type=0x001a, ls_vaddr=00 00 00 00   ┆    ┆}
0x22a…332       [0x6]: LdSym {ls_id=»msqrt_          «, ls_type=0x0010, ls_vaddr=00 00 00 00   ┆    ┆}
0x22a…332       [0x7]: LdSym {ls_id=»mpfree_         «, ls_type=0x001a, ls_vaddr=00 00 00 00   ┆    ┆}
0x22a…332       [0x8]: LdSym {ls_id=»mult_           «, ls_type=0x001a, ls_vaddr=00 00 00 00   ┆    ┆}
0x22a…332       [0x9]: LdSym {ls_id=»SS              «, ls_type=0x001a, ls_vaddr=00 00 00 00   ┆    ┆}
0x22a…332       [0xa]: LdSym {ls_id=»spow_           «, ls_type=0x001a, ls_vaddr=00 00 00 00   ┆    ┆}
0x22a…332       [0xb]: LdSym {ls_id=»madd_           «, ls_type=0x001a, ls_vaddr=00 00 00 00   ┆    ┆}
0x22a…332   ]
0x22a…332 }
0x332…479 LREL {
0x332…479   07 00 00 0c 00 09 00 07 00 00 10 00 09 00 07 00 00 14 00 09 00 47 00 00 1a 00 03 00 44 00 00 26   ┆                     G      D  &┆
0x332…479   00 47 00 00 2e 00 01 00 07 00 00 38 00 09 00 07 00 00 3e 00 09 00 07 00 00 44 00 09 00 07 00 00   ┆ G  .      8      >      D      ┆
0x332…479   4a 00 09 00 07 00 00 4e 00 09 00 47 00 00 5c 00 00 00 07 00 00 64 00 09 00 07 00 00 76 00 09 00   ┆J      N   G  \      d      v   ┆
0x332…479   47 00 00 80 00 0a 00 07 00 00 88 00 09 00 07 00 00 92 00 09 00 07 00 00 9c 00 09 00 47 00 00 a6   ┆G                           G  ¦┆
0x332…479   00 08 00 07 00 00 ae 00 09 00 07 00 00 b8 00 09 00 47 00 00 c4 00 05 00 07 00 00 cc 00 09 00 07   ┆      ®      ¸   G  Ä      Ì    ┆
0x332…479   00 00 d6 00 09 00 07 00 00 e0 00 09 00 47 00 00 ea 00 0b 00 07 00 00 f2 00 09 00 47 00 00 fc 00   ┆  Ö      à   G  ê      ò   G  ü ┆
0x332…479   03 00 07 00 00 08 01 09 00 07 00 00 12 01 09 00 47 00 00 1c 01 02 00 07 00 00 2a 01 09 00 07 00   ┆                G         *     ┆
0x332…479   00 34 01 09 00 47 00 00 40 01 0b 00 07 00 00 48 01 09 00 07 00 00 52 01 09 00 07 00 00 5c 01 09   ┆ 4   G  @      H      R      \  ┆
0x332…479   00 07 00 00 66 01 09 00 47 00 00 70 01 04 00 47 00 00 80 01 07 00 07 00 00 88 01 09 00 47 00 00   ┆    f   G  p   G             G  ┆
0x332…479   a0 01 07 00 07 00 00 a8 01 09 00 07 00 00 ba 01 09 00 47 00 00 be 01 07 00 07 00 00 c6 01 09 00   ┆       ¨      º   G  ¾      Æ   ┆
0x332…479   47 00 00 ca 01 07 00                                                                              ┆G  Ê   ┆
0x332…479 }