V "GNAT Lib v3.4" A -g A -gnatp A -gnatg A -O2 A -W A -Wall A -mtune=pentium P R nnvnnnnvnnnnnnvnvnnvnnnnvnnnnnnnnnnnnvnnnnnnnnnnnnnnvvnn U ada.numerics.generic_elementary_functions%b a-ngelfu.adb 8795a2d4 NE PK GE W ada%s ada.ads ada.ali W ada.numerics%s a-numeri.ads a-numeri.ali W ada.numerics.aux%s a-numaux.ads a-numaux.ali U ada.numerics.generic_elementary_functions%s a-ngelfu.ads b1721aaa BN NE PU PK GE W ada%s ada.ads ada.ali W ada.numerics%s a-numeri.ads a-numeri.ali D ada.ads 19700101000000 a0108083 D a-numeri.ads 19700101000000 24750733 D a-numaux.ads 19700101000000 4cec556e D a-ngelfu.ads 19700101000000 95071d99 D a-ngelfu.adb 19700101000000 5e7eea23 D system.ads 19700101000000 6af26689 D s-exctab.ads 19700101000000 6637f07f D s-stalib.ads 19700101000000 e7ad2af0 D unchconv.ads 19700101000000 1b7a14c5 X 1 ada.ads 16K9*Ada 19e8 4|19r9 73r5 5|43r6 45r14 47r13 1036r5 X 2 a-numeri.ads 17K13*Numerics 1|16k9 2|28e17 4|19r13 73r9 5|43r10 45r18 47r17 1036r9 20X4*Argument_Error 5|93r16 96r16 188r16 216r16 219r16 250r16 307r16 326r16 . 346r16 349r16 402r16 433r16 438r16 481r19 602r16 779r16 796r16 799r16 833r16 . 932r16 969r16 22N4*Pi 5|56r34 57r28 191r17 197r17 203r18 332r17 335r18 408r20 744r22 763r20 . 765r22 955r21 X 3 a-numaux.ads 48K22*Aux 111e21 5|43w19 47r26 54r22 157r38 166r38 200r32 338r31 539r31 592r37 . 641r37 656r34 747r39 788r31 808r31 808r54 823r31 857r31 941r31 959r31 1032r34 53F9*Double 5|47r30 54r26 59V13*Sin{53F9} 5|823r35 857r35 63V13*Cos{53F9} 5|539r35 67V13*Tan{53F9} 5|592r41 959r35 71V13*Exp{53F9} 5|656r38 75V13*Sqrt{53F9} 5|941r35 79V13*Log{53F9} 5|788r35 808r35 808r58 83V13*Acos{53F9} 5|200r36 87V13*Asin{53F9} 5|338r35 91V13*Atan{53F9} 5|747r43 103V13*Tanh{53F9} 5|641r41 1032r38 107V13*Pow{53F9} 5|157r42 166r42 X 4 a-ngelfu.ads 17F9 Float_Type 22r36 22r60 23r36 23r60 24r36 24r60 25r36 25r60 26r36 26r60 . 28r36 28r60 29r36 29r60 30r36 30r60 31r36 31r60 32r36 32r60 33r36 33r60 . 34r36 34r60 35r36 35r60 37r36 37r60 38r36 38r60 39r36 39r60 40r36 40r60 . 43r13 44r13 45r13 48r15 49r15 50r15 51r15 54r13 55r13 56r13 59r15 60r15 . 61r15 62r15 64r26 64r50 65r26 65r50 66r26 66r50 67r26 67r50 68r26 68r50 . 69r26 69r50 70r26 70r50 71r26 71r50 5|53r17 67r29 67r53 73r14 74r14 75r14 . 82r33 82r57 83r18 85r18 86r18 87r18 131r37 133r40 135r38 157r21 166r21 . 183r25 183r49 184r14 200r15 211r32 211r56 212r14 244r26 244r50 270r14 271r14 . 272r14 283r15 284r15 285r15 286r15 298r26 298r50 323r25 323r49 338r14 343r32 . 343r56 368r26 368r50 394r14 395r14 396r14 408r25 426r15 427r15 428r15 429r15 . 444r34 463r26 463r50 464r37 465r38 488r20 489r31 500r15 501r14 502r17 529r22 . 529r46 539r14 544r29 544r53 556r23 556r47 557r27 558r27 559r27 560r18 583r22 . 583r46 592r20 597r29 597r53 598r11 605r12 626r23 626r47 641r20 648r22 648r46 . 649r16 656r17 663r10 674r29 674r53 675r11 676r11 691r12 692r17 699r13 706r12 . 713r10 726r14 727r14 728r14 730r18 731r18 747r22 776r22 776r46 788r14 793r28 . 793r52 808r14 817r22 817r46 823r14 828r29 828r53 829r11 840r12 850r21 857r14 . 864r23 864r47 865r27 866r27 867r27 868r27 869r18 871r46 929r23 929r47 941r14 . 950r22 950r46 959r14 964r29 964r53 965r11 975r12 994r23 994r47 995r21 996r21 . 997r21 999r21 1000r21 1001r21 1002r21 1004r27 1006r17 1007r20 1008r20 1011r40 . 1032r17 19k22*Generic_Elementary_Functions 2|17k13 4|17z9 20r14 73l18 73e46 5|45b27 . 1036l18 1036t46 22V13*Sqrt 22>22 5|120r23 142r28 147r44 152r41 152r47 231r23 253r17 259r26 . 361r26 380r31 383r26 929b13 942l8 942t12 22f22 X 5|929b19 931r10 936r13 937r17 941r49 23V13*Log 23>22 5|256r17 259r17 313r24 313r46 374r17 377r19 380r18 383r17 . 515r24 515r41 776b13 789l8 789t11 23f22 X 5|776b18 778r10 781r13 784r13 788r48 24V13*Log 24>22 24>25 5|793b13 809l8 809t11 24f22 X 5|793b18 795r10 801r13 804r13 808r48 24f25 Base 5|793b21 798r13 798r33 808r71 25V13*Exp 25>22 5|648b13 668l8 668t11 25f22 X 5|648b18 652r10 656r51 26V13*"**" 26>22 26>28 5|82b13 175l8 175t12 26f22 Left 5|82b19 90r10 95r13 101r13 108r13 112r17 117r23 117r30 120r29 . 134r29 142r34 152r53 157r55 166r55 26f28 Right 5|82b25 91r18 98r13 102r13 111r13 116r16 119r19 123r32 159r22 . 166r70 28V13*Sin 28>22 5|618r27 817b13 824l8 824t11 985r17 28f22 X 5|817b18 819r14 820r17 823r48 29V13*Sin 29>22 29>25 5|549r15 828b13 858l8 858t11 29f22 X 5|828b18 835r13 837r17 840r39 29f25 Cycle 5|828b21 832r10 840r42 849r25 850r43 857r52 30V13*Cos 30>22 5|529b13 540l8 540t11 618r17 985r27 30f22 X 5|529b18 531r10 534r17 539r48 31V13*Cos 31>22 31>25 5|544b13 550l8 550t11 31f22 X 5|544b18 549r24 31f25 Cycle 5|544b21 549r28 549r42 32V13*Tan 32>22 5|950b13 960l8 960t11 32f22 X 5|950b18 952r14 953r17 955r17 959r48 33V13*Tan 33>22 33>25 5|964b13 988l8 988t11 33f22 X 5|964b18 971r13 972r17 975r39 33f25 Cycle 5|964b21 968r10 975r42 977r25 980r27 984r19 34V13*Cot 34>22 5|583b13 593l8 593t11 34f22 X 5|583b18 585r10 588r17 589r23 592r54 35V13*Cot 35>22 35>25 5|597b13 620l8 620t11 35f22 X 5|597b18 605r39 35f25 Cycle 5|597b21 601r10 605r42 607r35 613r28 617r19 37V13*Arcsin 37>22 5|323b13 339l8 339t14 37f22 X 5|323b21 325r14 328r17 329r17 331r13 334r13 338r49 38V13*Arcsin 38>22 38>25 5|343b13 362l8 362t14 38f22 X 5|343b21 348r17 351r13 352r17 354r13 357r13 361r22 361r39 361r51 38f25 Cycle 5|343b24 345r10 355r17 358r18 361r61 39V13*Arccos 39>22 5|183b13 207l8 207t14 39f22 X 5|183b21 187r14 190r17 191r28 193r13 196r13 200r50 40V13*Arccos 40>22 40>25 5|211b13 238l8 238t14 40f22 X 5|211b21 218r17 221r17 224r13 227r13 231r36 231r48 231r54 40f25 Cycle 5|211b24 215r10 222r17 228r17 231r62 234r18 42V13*Arctan 43>7 44>7 5|277r14 393b13 421l8 421t14 43f7 Y 5|394b7 400r18 404r13 408r52 412r13 419r29 44f7 X 5|395b7 399r10 405r13 411r13 419r32 47V13*Arctan 48>7 49>7 50>7 5|231r15 291r14 361r14 425b13 457l8 457t14 48f7 Y 5|426b7 436r18 440r13 444r61 448r13 455r29 49f7 X 5|427b7 435r13 441r13 447r13 455r32 50f7 Cycle 5|428b7 432r10 444r20 449r20 451r21 455r38 53V13*Arccot 54>7 55>7 5|269b13 278l8 278t14 54f7 X 5|270b7 277r25 55f7 Y 5|271b7 277r22 58V13*Arccot 59>7 60>7 61>7 5|282b13 292l8 292t14 59f7 X 5|283b7 291r25 60f7 Y 5|284b7 291r22 61f7 Cycle 5|285b7 291r28 64V13*Sinh 64>22 5|864b13 923l8 923t12 64f22 X 5|864b19 867r50 875r17 918r10 65V13*Cosh 65>22 5|556b13 575l8 575t12 65f22 X 5|556b19 559r50 66V13*Tanh 66>22 5|994b13 1034l8 1034t12 66f22 X 5|994b19 1007r43 1014r10 1017r13 1021r17 1029r17 1029r21 1032r52 67V13*Coth 67>22 5|626b13 642l8 642t12 67f22 X 5|626b19 628r10 631r13 634r13 637r17 638r23 641r55 68V13*Arcsinh 68>22 5|368b13 385l8 385t15 68f22 X 5|368b22 370r14 371r17 373r13 374r22 376r13 377r25 379r13 380r27 . 380r37 380r41 383r22 383r32 383r36 69V13*Arccosh 69>22 5|244b13 261l8 261t15 69f22 X 5|244b22 249r10 252r13 253r30 255r14 256r22 259r22 259r33 259r45 70V13*Arctanh 70>22 5|301r17 463b13 521l8 521t15 70f22 X 5|463b22 475r14 478r17 480r17 489r63 502r42 504r15 71V13*Arccoth 71>22 5|298b13 315l8 315t15 71f22 X 5|298b22 300r14 301r32 303r17 306r17 313r34 313r56 X 5 a-ngelfu.adb 49N4 Sqrt_Two 61r40 50N4 Log_Two 51r31 60r67 256r27 374r27 377r30 51N4 Half_Log_Two 59r67 489r16 53F12 T 56r23 57r23 59r35 59r40 59r47 60r35 60r40 60r43 61r35 61r57 54F12 Double{3|53F9} 157r47 157r62 166r47 166r62 200r42 338r41 539r40 592r46 . 641r47 656r43 747r49 788r40 808r40 808r63 823r40 857r40 941r41 959r40 1032r44 56f4 Two_Pi{53F12} 455r46 617r27 857r60 984r27 57f4 Half_Pi{53F12} 413r20 415r21 751r22 59f4 Half_Log_Epsilon{53F12} 631r17 634r18 1014r14 1017r18 60f4 Log_Inverse_Epsilon{53F12} 566r18 877r18 61f4 Sqrt_Epsilon{53F12} 190r21 221r21 252r23 255r24 328r21 370r18 373r23 . 376r24 534r21 563r14 588r21 610r21 637r21 740r14 819r18 874r14 952r18 1020r17 67V13 Exp_Strict 67>25 567r15 571r15 674b13 719l8 719t18 878r15 914r15 67f25 X 674b25 695r10 699r39 700r13 72V13 Local_Atan 73>7 74>7 419r17 455r17 725b13 768l8 768t18 73f7 Y 726b7 734r14 735r24 737r20 750r14 755r13 762r13 74f7 X 727b7 734r22 735r20 737r24 750r22 754r10 83f7 A_Right 123m16 130r19 131r27 133r68 135r28 84i7 Int_Part{integer} 133m19 134r37 135r55 85f7 Result 134m19 143m22 143r32 147m25 147r35 152m22 152r32 156m19 156r30 . 160r29 162r36 86f7 R1 142m22 143r41 147r50 87f7 Rest 135m19 141r22 144m22 144r30 146r25 148m25 148r33 151r25 153m22 . 153r30 157r70 184f7 Temp 200m7 202r10 203m10 203r23 206r14 212f7 Temp 231m7 233r10 234m10 234r32 237r14 464f7 A 500m10 504r19 505r28 506r28 464f10 B 504m10 515r59 464f13 D 507m10 515r63 464f16 A_Plus_1 505m10 507r15 515r29 464f26 A_From_1 506m10 507r26 515r46 465i7 Mantissa{integer} 478r37 489r48 502r45 502r66 557f7 Lnv 567r31 558f7 V2minus1 568r22 559f7 Y 563r10 566r14 567r27 571r27 560f7 Z 567m10 568r18 568r33 571m10 572r24 572r34 598f7 T 605m7 607r10 607r25 610r17 611r23 613r17 617m10 617r15 618r22 618r32 649f7 Result 656m7 663r52 667r14 675f7 G 700m7 701r12 701r16 702r12 676f7 Z 701m7 702r23 702r33 703r19 703r29 703r39 678N7 P0 702r37 679N7 P1 702r27 680N7 P2 702r18 682N7 Q0 703r43 683N7 Q1 703r33 684N7 Q2 703r23 685N7 Q3 703r14 687N7 C1 700r22 688N7 C2 700r33 689N7 Le 699r43 691f7 XN 699m7 700r17 700r28 706r49 692f7 P 702m7 704r18 704r27 692f10 Q 703m7 704r23 692f13 R 704m7 706m7 706r37 713r52 716r17 730f7 Z 735m10 737m10 740r10 741r22 743r13 747r57 731f7 Raw_Atan 741m10 744m10 747m10 751m10 751r32 756r20 758r21 763r25 765r27 829f7 T 840m7 849r14 850m10 850r50 850r55 857r48 865f7 Lnv 878r31 866f7 V2minus1 879r19 867f7 Y 868r46 868r50 874r10 877r14 878r27 881r13 894r21 894r25 908r21 908r25 . 914r27 868f7 F 894r29 894r39 894r50 908r29 908r41 908r51 908r61 909r36 909r46 909r56 869f7 Z 878m10 879m10 879r15 879r30 894m16 908m16 914m10 915m10 915r22 915r32 . 919r17 921r18 871b7 Float_Digits_1_6{boolean} 883r13 889N16 P0 894r43 890N16 P1 894r34 891N16 Q0 894r54 899N16 P0 908r65 900N16 P1 908r55 901N16 P2 908r45 902N16 P3 908r36 903N16 Q0 909r60 904N16 Q1 909r50 905N16 Q2 909r40 965f7 T 975m7 977r14 980r17 984m10 984r15 985r22 985r32 995f7 P0 1026r35 996f7 P1 1026r25 997f7 P2 1026r16 999f7 Q0 1027r46 1000f7 Q1 1027r36 1001f7 Q2 1027r26 1002f7 Q3 1027r17 1004f7 Half_Ln3 1023r17 1006f7 P 1026m10 1028r20 1006f10 Q 1027m10 1028r24 1006f13 R 1028m10 1029r25 1007f7 Y 1008r39 1008r43 1020r13 1023r13 1008f7 G 1026r21 1026r31 1027r22 1027r32 1027r42 1028r15 1010b7 Float_Type_Digits_15_Or_More{boolean} 1024r18