libgmpada4-dev 0.0.20131223-1 / usr / lib / x86_64-linux-gnu / ada / adalib / gmpada / gnu_multiple_precision-big_rationals.ali

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V "GNAT Lib v4.6"
A -O2
A -fPIC
A -fstack-protector
A -g
A -gnatn
A -gnatA
P SS ZX
R nnnnnnnnnnvnnnnnnnnnnnvnvnnvnnnvnnvnnnnnnvnnvnnnnnnnnnnnnnvnnvnnnnnnnnnnnnnnnnnn

U gnu_multiple_precision.big_rationals%b  gnu_multiple_precision-big_rationals.adb  85984dd3 NE OO PK
W ada%s			ada.ads			ada.ali
W ada.characters%s	a-charac.ads		a-charac.ali
W ada.characters.conversions%s  a-chacon.adb	a-chacon.ali
W ada.tags%s		a-tags.adb		a-tags.ali
W gmp%s			gmp.ads			gmp.ali
W gmp.binding%s		gmp-binding.adb		gmp-binding.ali
W gnu_multiple_precision%s  gnu_multiple_precision.adb  gnu_multiple_precision.ali
W gnu_multiple_precision.aux%s  gnu_multiple_precision-aux.adb  gnu_multiple_precision-aux.ali
W interfaces%s		interfac.ads		interfac.ali
W interfaces.c%s	i-c.adb			i-c.ali
W system.finalization_implementation%s  s-finimp.adb  s-finimp.ali
W system.finalization_root%s  s-finroo.adb	s-finroo.ali
W system.secondary_stack%s  s-secsta.adb	s-secsta.ali
W system.soft_links%s	s-soflin.adb		s-soflin.ali
W system.standard_library%s  s-stalib.adb	s-stalib.ali

U gnu_multiple_precision.big_rationals%s  gnu_multiple_precision-big_rationals.ads  2630330d BN NE OO PR PK
W gnu_multiple_precision%s  gnu_multiple_precision.adb  gnu_multiple_precision.ali

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X 1 ada.ads
16K9*Ada 19e8 16|17r6 75r14 81r14
X 2 a-charac.ads
16K13*Characters 18e19 16|17r10 75r18 81r18
X 3 a-chacon.ads
36K24*Conversions 86e31 16|17w21 75r29 81r29
48V13*To_Wide_String{wide_string} 16|75s41
53V13*To_Wide_Wide_String{wide_wide_string} 16|81s41
X 9 gmp.ads
17K9*GMP 21e8 16|19r6 19r23
X 10 gmp-binding.ads
23K13*Binding 1989e16 16|19w10 19r27
46A9*Mpq_T(18|72E9)
47A9*Mpf_T(18|72E9)
51P9*Mpz_T_Ptr(45R9)
85U14*Mpz_Set 16|394s7 406s7 433s7 449s7
101U14*Mpz_Set_Q 16|378s7
588U14*Mpz_Pow_Ui 16|203s7 205s7
1066V13*Mpz_Sizeinbase{18|60M9} 16|55s24 56s12
1106U14*Mpq_Canonicalize 16|27s7 261s13 396s10 408s10
1126U14*Mpq_Set 16|35s7
1130U14*Mpq_Set_Z 16|385s7
1140U14*Mpq_Set_Si 16|259s10 269s13
1163U14*Mpq_Swap 16|49s7
1170V13*Mpq_Get_D{18|65F9} 16|283s22 370s22
1180U14*Mpq_Set_D 16|356s10
1184U14*Mpq_Set_F 16|463s7
1212U14*Mpq_Add 16|89s7
1218U14*Mpq_Sub 16|105s7
1224U14*Mpq_Mul 16|121s7
1230U14*Mpq_Mul_2exp 16|138s7
1236U14*Mpq_Div 16|146s7
1248U14*Mpq_Neg 16|162s7
1253U14*Mpq_Abs 16|178s7
1258U14*Mpq_Inv 16|194s7 208s10
1266V13*Mpq_Cmp{18|35I9} 16|224s14 230s14 236s14 242s14
1280V13*Mpq_Cmp_Si{18|35I9} 16|276s17 277s16 289s17 294s17 299s17 304s17
. 309s17 314s17 319s17 324s17 329s17 334s17 344s17
1286V13*Mpq_Sgn{18|35I9} 16|65s10 248s22
1307V13*Mpq_Numref{51P9} 16|55s40 203s19 203s47 394s16 433s29
1310V13*Mpq_Denref{51P9} 16|56s28 205s19 205s47 406s16 449s29
1418U14*Mpf_Set_Q 16|470s7
X 12 gnu_multiple_precision.ads
22K9*GNU_Multiple_Precision 125e27 15|17r9 224r5 16|20r6 22r14 68r7 473r5
26M12*Bit_Count{18|45M9} 15|55r20 16|135r20
27I12*A_Sign{integer} 15|88r47 16|245r47 248r14
29R9*Big_Integer 56e14 15|32r32 33r37 156r32 158r57 161r22 163r52 165r22
. 167r54 170r27 174r29 16|374r32 382r32 390r29 402r29 412r57 415r23 420r37
. 429r22 436r52 439r23 445r22 451r54 454r23
30R9*Big_Rational 69e14 15|25r40 27r32 28r32 29r26 29r47 31r32 33r57 35r40
. 38r33 39r33 40r32 40r53 43r36 44r36 45r32 45r53 48r41 49r41 50r32 50r53
. 53r20 54r20 58r34 59r34 60r32 60r53 63r32 64r32 65r26 65r47 68r20 69r20
. 70r28 70r49 73r32 74r32 77r25 78r25 80r28 81r49 83r33 84r33 85r33 86r33
. 88r26 104r32 108r52 109r36 110r31 112r29 113r42 114r29 115r42 116r29 117r42
. 118r29 119r42 120r29 121r42 124r30 146r23 148r52 149r31 157r32 158r36 162r22
. 163r31 166r22 167r33 169r27 173r29 177r32 181r32 183r26 184r31 185r36 16|24r40
. 31r20 32r20 38r26 38r47 41r23 46r40 52r26 72r31 78r36 85r33 86r33 92r32
. 92r53 95r23 101r36 102r36 108r32 108r53 111r23 117r41 118r41 124r32 124r53
. 127r23 133r20 134r20 142r34 143r34 149r32 149r53 152r23 158r32 159r32 165r26
. 165r47 168r23 174r20 175r20 181r28 181r49 184r23 190r32 191r32 198r25 199r25
. 212r28 213r49 216r23 221r33 227r33 233r33 239r33 245r26 253r32 265r52 268r26
. 273r36 280r31 286r29 291r42 296r29 301r42 306r30 311r43 316r29 321r42 326r30
. 331r43 338r30 352r23 359r52 362r26 367r31 375r32 381r32 389r29 401r29 412r36
. 420r57 423r23 430r22 436r31 446r22 451r33 459r32 467r32
31R9*Big_Float 86e14 15|178r32 180r32 16|460r32 466r32
55r7*Value{10|45R9} 16|378m22 385r32 394r55 406r55 433m22 449m22
68a7*Value{10|46A9} 16|27m28 35m20 35r30 49m22 49m34 55r56 56r44 65r23 68r65
. 89m20 89r35 89r50 105m27 105r42 105r60 121m24 121r42 121r62 138m25 138r36
. 146m25 146r41 146r56 162m32 162r47 178m20 178r30 194m32 194r46 203r35 203r62
. 205r35 205r62 208m23 208r34 224r28 224r41 230r28 230r41 236r28 236r41 242r28
. 242r41 248r36 259m26 261m35 269m32 276r34 277r33 283r38 289r34 294r35 299r34
. 304r35 309r34 314r35 319r34 324r35 329r34 334r35 344r34 356m25 370r38 378r32
. 385m22 394r33 396m33 406r33 408m33 433r46 449r46 463m22 470r32
85a7*Value{10|47A9} 16|463r32 470m22
X 14 gnu_multiple_precision-aux.ads
20K40*Aux 71e31 16|20w29 68r30
40U14*Put 16|68s34
X 15 gnu_multiple_precision-big_rationals.ads
17K32*Big_Rationals 12|22k9 15|224l28 224e41 16|22b37 473l28 473t41
23I12*A_Comparison{18|35I9} 127r16 16|341r16
25U14*Canonicalize 25=28 203r19 16|24b14 28l8 28t20
25r28 Op{12|30R9} 16|24b28 27m25
27U14*Set 27=19 28>19 16|30b14 36l8 36t11 42s10
27r19 Rop{12|30R9} 16|31b7 35m16
28r19 Op{12|30R9} 16|32b7 35r27
29V13*"+"{12|30R9} 29>18 16|38b13 44l8 44t11
29r18 Right{12|30R9} 16|38b18 42r23
31U14*Set 31=19 32>19 16|381b14 386l8 386t11 424s10
31r19 Rop{12|30R9} 16|381b19 385m18
32r19 Op{12|29R9} 16|382b19 385r29
33V13*To_Big_Rational{12|30R9} 33>30 220r19 16|420b13 426l8 426t23
33r30 Item{12|29R9} 16|420b30 424r23
35U14*Swap 35=20 35=26 218r19 16|46b14 50l8 50t12
35r20 Rop1{12|30R9} 16|46b20 49m17
35r26 Rop2{12|30R9} 16|46b26 49m29
37U14*Add 38=7 39>7 39>16 202r19 16|84b14 90l8 90t11 96s10
38r7 Sum{12|30R9} 16|85b7 89m16
39r7 Addend1{12|30R9} 16|86b7 89r27
39r16 Addend2{12|30R9} 16|86b16 89r42
40V13*"+"{12|30R9} 40>18 40>24 16|92b13 98l8 98t11
40r18 Left{12|30R9} 16|92b18 96r23
40r24 Right{12|30R9} 16|92b24 96r29
42U14*Subtract 43=7 44>7 44>16 217r19 16|100b14 106l8 106t16 112s10
43r7 Difference{12|30R9} 16|101b7 105m16
44r7 Minuend{12|30R9} 16|102b7 105r34
44r16 Subtrahend{12|30R9} 16|102b16 105r49
45V13*"-"{12|30R9} 45>18 45>24 16|108b13 114l8 114t11
45r18 Left{12|30R9} 16|108b18 112r28
45r24 Right{12|30R9} 16|108b24 112r34
47U14*Multiply 48=7 49>7 49>19 209r19 16|116b14 122l8 122t16 128s10
48r7 Product{12|30R9} 16|117b7 121m16
49r7 Multiplier{12|30R9} 16|118b7 121r31
49r19 Multiplicand{12|30R9} 16|118b19 121r49
50V13*"*"{12|30R9} 50>18 50>24 16|124b13 130l8 130t11
50r18 Left{12|30R9} 16|124b18 128r28
50r24 Right{12|30R9} 16|124b24 128r34
52U14*Multiply_2exp 53=7 54>7 55>7 210r19 16|132b14 139l8 139t21
53r7 Rop{12|30R9} 16|133b7 138m21
54r7 Op1{12|30R9} 16|134b7 138r32
55m7 Op2{12|26M12} 16|135b7 138r43
57U14*Divide 58=7 59>7 59>17 205r19 16|141b14 147l8 147t14 153s10
58r7 Quotient{12|30R9} 16|142b7 146m16
59r7 Dividend{12|30R9} 16|143b7 146r32
59r17 Divisor{12|30R9} 16|143b17 146r48
60V13*"/"{12|30R9} 60>18 60>24 16|149b13 155l8 155t11
60r18 Left{12|30R9} 16|149b18 153r26
60r24 Right{12|30R9} 16|149b24 153r32
62U14*Negate 63=7 64>7 211r19 16|157b14 163l8 163t14 169s10
63r7 Negated_Operand{12|30R9} 16|158b7 162m16
64r7 Operand{12|30R9} 16|159b7 162r39
65V13*"-"{12|30R9} 65>18 16|165b13 171l8 171t11
65r18 Right{12|30R9} 16|165b18 169r26
67U14*Absolute_Value 68=7 69>7 201r19 16|173b14 179l8 179t22 185s10
68r7 Rop{12|30R9} 16|174b7 178m16
69r7 Op{12|30R9} 16|175b7 178r27
70V13*"abs"{12|30R9} 70>20 16|181b13 187l8 187t13
70r20 Right{12|30R9} 16|181b20 185r34
72U14*Invert 73=7 74>7 208r19 16|189b14 195l8 195t14
73r7 Inverted_Number{12|30R9} 16|190b7 194m16
74r7 Number{12|30R9} 16|191b7 194r39
76U14*Exponentiate 77=7 78>7 79>7 16|197b14 210l8 210t20 217s10
77r7 Rop{12|30R9} 16|198b7 203r31 205r31 208m19 208r30
78r7 Op{12|30R9} 16|199b7 203r59 205r59
79i7 Exponent{integer} 16|200b7 204r38 206r38 207r10
80V13*"**"{12|30R9} 80>20 81>20 16|212b13 219l8 219t12
80r20 Left{12|30R9} 16|212b20 217r32
81i20 Right{integer} 16|213b20 217r38
83V13*"<"{boolean} 83>19 83>25 16|221b13 225l8 225t11
83r19 Left{12|30R9} 16|221b19 224r23
83r25 Right{12|30R9} 16|221b25 224r35
84V13*"<="{boolean} 84>19 84>25 16|227b13 231l8 231t12
84r19 Left{12|30R9} 16|227b19 230r23
84r25 Right{12|30R9} 16|227b25 230r35
85V13*">"{boolean} 85>19 85>25 16|233b13 237l8 237t11
85r19 Left{12|30R9} 16|233b19 236r23
85r25 Right{12|30R9} 16|233b25 236r35
86V13*">="{boolean} 86>19 86>25 16|239b13 243l8 243t12
86r19 Left{12|30R9} 16|239b19 242r23
86r25 Right{12|30R9} 16|239b25 242r35
88V13*Sign{12|27I12} 88>19 216r19 16|245b13 249l8 249t12
88r19 Item{12|30R9} 16|245b19 248r31
100I12 Num 102r31 102r46 105r32 108r40 110r52 112r51 113r29 114r51 115r29
. 116r51 117r29 118r51 119r29 120r51 121r29 125r30 16|254r32 265r40 276r47
. 277r46 280r52 283r17 286r51 291r29 296r51 301r29 306r52 311r30 316r51 321r29
. 326r52 331r30 339r30
101k12*Integer_Conversions 100z12 140l8 140e27 16|251b17 348l8 348t27
102I15*Positive_Num{100I12} 106r32 126r30 16|255r32 340r30
103U17*Set 104=10 105>10 106>10 107>10 16|252b17 263l11 263t14
104r10 Rop{12|30R9} 16|253b10 259m22 261m31
105*10 Numerator{100I12} 16|254b10 259r39
106*10 Denominator{102I15} 16|255b10 259r66
107b10 Canonicalize{boolean} 16|256b10 260r13
108V16*To_Big_Rational{12|30R9} 108>33 16|265b16 271l11 271t26
108*33 Item{100I12} 16|265b33 269r45
109V16*Fits_In_Num{boolean} 109>29 132r22 16|273b16 278l11 278t22
109r29 Item{12|30R9} 16|273b29 276r29 277r28
110V16*To_Num{100I12} 110>24 133r22 16|280b16 284l11 284t17
110r24 Item{12|30R9} 16|280b24 283r33
112V16*"="{boolean} 112>22 112>43 16|286b16 290l11 290t14
112r22 Left{12|30R9} 16|286b22 289r29
112*43 Right{100I12} 16|286b43 289r47
113V16*"="{boolean} 113>22 113>34 16|291b16 295l11 295t14
113*22 Left{100I12} 16|291b22 294r48
113r34 Right{12|30R9} 16|291b34 294r29
114V16*"<"{boolean} 114>22 114>43 16|296b16 300l11 300t14
114r22 Left{12|30R9} 16|296b22 299r29
114*43 Right{100I12} 16|296b43 299r47
115V16*"<"{boolean} 115>22 115>34 16|301b16 305l11 305t14
115*22 Left{100I12} 16|301b22 304r48
115r34 Right{12|30R9} 16|301b34 304r29
116V16*"<="{boolean} 116>22 116>43 16|306b16 310l11 310t15
116r22 Left{12|30R9} 16|306b23 309r29
116*43 Right{100I12} 16|306b44 309r47
117V16*"<="{boolean} 117>22 117>34 16|311b16 315l11 315t15
117*22 Left{100I12} 16|311b23 314r48
117r34 Right{12|30R9} 16|311b35 314r29
118V16*">"{boolean} 118>22 118>43 16|316b16 320l11 320t14
118r22 Left{12|30R9} 16|316b22 319r29
118*43 Right{100I12} 16|316b43 319r47
119V16*">"{boolean} 119>22 119>34 16|321b16 325l11 325t14
119*22 Left{100I12} 16|321b22 324r48
119r34 Right{12|30R9} 16|321b34 324r29
120V16*">="{boolean} 120>22 120>43 16|326b16 330l11 330t15
120r22 Left{12|30R9} 16|326b23 329r29
120*43 Right{100I12} 16|326b44 329r47
121V16*">="{boolean} 121>22 121>34 16|331b16 335l11 335t15
121*22 Left{100I12} 16|331b23 334r48
121r34 Right{12|30R9} 16|331b35 334r29
123V16*Compare{23I12} 124>10 125>10 126>10 139r22 16|337b16 347l11 347t18
124r10 Left{12|30R9} 16|338b10 344r29
125*10 Right_Numerator{100I12} 16|339b10 345r35
126*10 Right_Denominator{102I15} 16|340b10 346r44
143F12 Num 147r23 148r40 149r52 16|353r23 359r40 367r52 370r17
144k12*Float_Conversions 143z12 154l8 154e25 16|350b17 372l8 372t25
145U17*Set 146=10 147>10 16|351b17 357l11 357t14 363s13
146r10 Rop{12|30R9} 16|352b10 356m21
147*10 Op{143F12} 16|353b10 356r40
148V16*To_Big_Rational{12|30R9} 148>33 16|359b16 365l11 365t26
148*33 Item{143F12} 16|359b33 363r26
149V16*To_Num{143F12} 149>24 153r22 16|367b16 371l11 371t17
149r24 Item{12|30R9} 16|367b24 370r33
156U14*Set 156=19 157>19 16|374b14 379l8 379t11 416s10
156r19 Rop{12|29R9} 16|374b19 378m18
157r19 Op{12|30R9} 16|375b19 378r29
158V13*To_Big_Integer{12|29R9} 158>29 219r19 16|412b13 418l8 418t22
158r29 Item{12|30R9} 16|412b29 416r23
160U14*Get_Numerator 161=7 162>7 207r19 16|428b14 434l8 434t21 440s10
161r7 Value{12|29R9} 16|429b7 433m16
162r7 Item{12|30R9} 16|430b7 433r41
163V13*Numerator{12|29R9} 163>24 212r19 16|436b13 442l8 442t17
163r24 Item{12|30R9} 16|436b24 440r33
164U14*Get_Denominator 165=7 166>7 206r19 16|444b14 450l8 450t23 455s10
165r7 Value{12|29R9} 16|445b7 449m16
166r7 Item{12|30R9} 16|446b7 449r41
167V13*Denominator{12|29R9} 167>26 204r19 16|451b13 457l8 457t19
167r26 Item{12|30R9} 16|451b26 455r35
168U14*Set_Numerator 169=7 170>7 171>7 215r19 16|388b14 398l8 398t21
169r7 Item{12|30R9} 16|389b7 394r28 396m28
170r7 New_Value{12|29R9} 16|390b7 394r45
171b7 Canonicalize{boolean} 16|391b7 395r10
172U14*Set_Denominator 173=7 174>7 175>7 214r19 16|400b14 410l8 410t23
173r7 Item{12|30R9} 16|401b7 406r28 408m28
174r7 New_Value{12|29R9} 16|402b7 406r45
175b7 Canonicalize{boolean} 16|403b7 407r10
177U14*Set 177=19 178>19 16|459b14 464l8 464t11
177r19 Rop{12|30R9} 16|459b19 463m18
178r19 Op{12|31R9} 16|460b19 463r29
180U14*Set 180=19 181>19 16|466b14 471l8 471t11
180r19 Rop{12|31R9} 16|466b19 470m18
181r19 Op{12|30R9} 16|467b19 470r29
183V13*Image{string} 183>20 16|52b13 70l8 70t13 75s57 81s62
183r20 Arg{12|30R9} 16|52b20 55r52 56r40 65r19 68r61
184V13*Wide_Image{wide_string} 184>25 221r19 16|72b13 76l8 76t18
184r25 Arg{12|30R9} 16|72b25 75r64
185V13*Wide_Wide_Image{wide_wide_string} 185>30 222r19 16|78b13 82l8 82t23
185r30 Arg{12|30R9} 16|78b30 81r69
X 16 gnu_multiple_precision-big_rationals.adb
41r14 Result{12|30R9} 42m15
54a7 Result{string} 57r27 62m10 69r14 69r22
57i7 Last{natural} 61m10 61r18 62r18 69r38
58U17 Put_Character 58>32 59b17 63l11 63t24 66s10 68r39
58e32 C{character} 59b32 62r27
95r14 Result{12|30R9} 96m15
111r14 Result{12|30R9} 112m20
127r14 Result{12|30R9} 128m20
152r14 Result{12|30R9} 153m18
168r14 Result{12|30R9} 169m18
184r14 Result{12|30R9} 185m26
216r14 Result{12|30R9} 217m24
268r17 Result{12|30R9} 269m25
362r17 Result{12|30R9} 363m18
415r14 Result{12|29R9} 416m15
423r14 Result{12|30R9} 424m15
439r14 Result{12|29R9} 440m25
454r14 Result{12|29R9} 455m27
X 17 interfac.ads
36K9*Interfaces 15|23r28 23r51 16|18r6 18r24 17|171e15
X 18 i-c.ads
18K20*C 15|23r39 23r62 16|18w17 18r35 18|230e17
35I9*int<integer> 15|23r41
37I9*long<long_integer> 16|259r33 269r39 276r41 277r40 289r41 294r42 299r41
. 304r42 309r41 314r42 319r41 324r42 329r41 334r42 345r29
45M9*unsigned_long 16|204r19 206r19 259r51 346r29
60M9*size_t
65F9*double<long_float> 16|356r32
72E9*char<character>

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