/usr/lib/x86_64-linux-gnu/ada/adalib/gmpada/gnu_multiple_precision-big_floats.ali is in libgmpada4-dev 0.0.20131223-1.
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A -O2
A -fPIC
A -fstack-protector
A -g
A -gnatn
A -gnatA
P SS ZX
R nnvvnnnnnnvnnnnnnnvvnvvnvnvvnnnvnnvnnnnnnvnnvnnnnnnnnnnnnnvnnvnnvnnnnnnnnnnnnnnn
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W system.finalization_implementation%s s-finimp.adb s-finimp.ali
W system.finalization_root%s s-finroo.adb s-finroo.ali
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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_floats%s gnu_multiple_precision-big_floats.ads bbb208e3 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 19|17r6 223r14 229r14 269r21 276r21
X 2 a-charac.ads
16K13*Characters 18e19 19|17r10 223r18 229r18 269r25 276r25
X 3 a-chacon.ads
36K24*Conversions 86e31 19|17w21 223r29 229r29 269r36 276r36
48V13*To_Wide_String{wide_string} 19|223s41
53V13*To_Wide_Wide_String{wide_wide_string} 19|229s41
66V13*To_String{string} 19|269s48
74V13*To_String{string} 19|276s48
X 11 gmp.ads
17K9*GMP 21e8 19|19r6 19r23
X 12 gmp-binding.ads
23K13*Binding 1989e16 19|19w10 19r27
34I9*Mp_Exp_T<long_integer> 19|201r55
47A9*Mpf_T(21|72E9) 19|132r22
105U14*Mpz_Set_F 19|591s7
1357U14*Mpf_Set_Default_Prec 19|410s7
1361V13*Mpf_Get_Default_Prec{21|45M9} 19|416s14
1383V13*Mpf_Get_Prec{21|45M9} 19|198s34 422s14
1387U14*Mpf_Set_Prec 19|429s7
1391U14*Mpf_Set_Prec_Raw 19|436s7
1398U14*Mpf_Set 19|444s7
1402U14*Mpf_Set_Ui 19|340s10 347s13
1406U14*Mpf_Set_Si 19|305s10 312s13
1410U14*Mpf_Set_D 19|375s10 382s13
1414U14*Mpf_Set_Z 19|598s7
1430U14*Mpf_Swap 19|450s7
1436U14*Mpf_Init_Set 19|137s10
1468V13*Mpf_Get_D{21|65F9} 19|389s22
1472U14*Mpf_Get_D_2exp 19|159s7 168s7 184s7 400s10
1478V13*Mpf_Get_Si{21|37I9} 19|329s22
1482V13*Mpf_Get_Ui{21|45M9} 19|364s22
1505U14*Mpf_Add 19|458s7
1510U14*Mpf_Add_Ui 19|141s13
1516U14*Mpf_Sub 19|138s10 465s7
1532U14*Mpf_Mul 19|472s7
1548U14*Mpf_Div 19|496s7
1553U14*Mpf_Ui_Div 19|518s10
1564U14*Mpf_Sqrt 19|507s7
1572U14*Mpf_Pow_Ui 19|516s10 519s10
1577U14*Mpf_Neg 19|479s7
1581U14*Mpf_Abs 19|486s7
1585U14*Mpf_Mul_2exp 19|173s13 188s13 528s7
1590U14*Mpf_Div_2exp 19|171s13 190s13 537s7
1597V13*Mpf_Cmp{21|35I9} 19|27s14 33s14 39s14 45s14 282s10 292s10
1602V13*Mpf_Cmp_D{21|35I9} 19|139s17
1607V13*Mpf_Cmp_Ui{21|35I9} 19|354s17 355s16 493s10 504s10
1612V13*Mpf_Cmp_Si{21|35I9} 19|319s17 320s16
1619V13*Mpf_Eq{21|35I9} 19|544s14
1625U14*Mpf_Reldiff 19|551s7
1630V13*Mpf_Sgn{21|35I9} 19|140s37 211s10 557s22
1651U14*Mpf_Ceil 19|564s7
1655U14*Mpf_Floor 19|136s10 571s7
1659U14*Mpf_Trunc 19|578s7
1663V13*Mpf_Integer_P{21|35I9} 19|584s14
1667V13*Mpf_Fits_Ulong_P{21|35I9} 19|361s13
1672V13*Mpf_Fits_Slong_P{21|35I9} 19|326s13
X 14 gnu_multiple_precision.ads
22K9*GNU_Multiple_Precision 125e27 18|17r9 238r5 19|20r6 22r14 214r7 236r11
. 601r5
26M12*Bit_Count{21|45M9} 18|54r49 55r38 57r47 59r48 61r52 102r43 106r18 109r32
. 19|407r49 413r38 419r47 426r48 433r52 525r43 534r18 541r32
27I12*A_Sign{integer} 18|120r47 19|554r47 557r14
29R9*Big_Integer 56e14 18|186r32 190r32 19|587r32 595r32
31R9*Big_Float 86e14 18|21r33 22r33 23r33 24r33 25r28 25r46 26r28 26r46 27r28
. 27r46 28r34 28r52 29r34 29r52 30r34 30r52 31r34 31r52 32r28 32r63 34r26
. 35r31 36r36 37r42 38r52 39r62 40r32 40r50 41r32 41r50 45r27 46r27 46r45
. 47r33 48r49 49r29 49r47 50r29 50r47 51r29 51r47 52r29 52r47 57r29 58r48
. 60r52 64r32 65r32 67r40 70r33 71r33 74r36 75r36 78r41 79r41 81r37 82r37
. 85r21 86r21 89r32 90r32 93r20 94r20 96r46 97r46 100r43 101r43 104r18 105r18
. 108r32 117r53 118r53 120r29 123r20 124r20 126r20 127r20 129r20 130r20 131r30
. 136r35 138r49 139r36 140r31 152r35 154r49 155r36 156r31 168r35 170r49 171r31
. 175r28 187r32 189r32 19|24r33 30r33 36r33 42r33 48r29 48r47 51r23 56r29
. 56r47 59r23 64r31 64r49 67r23 72r35 72r53 75r23 80r35 80r53 83r23 88r35
. 88r53 91r23 96r35 96r53 99r23 104r31 106r26 109r23 114r26 114r44 117r23
. 122r24 122r42 125r23 130r27 130r45 135r23 146r29 146r47 149r23 154r27 163r27
. 163r45 169r23 178r33 179r49 186r23 195r26 220r31 226r36 232r42 253r23 265r52
. 272r62 279r32 279r50 289r32 289r50 301r35 308r49 311r26 316r36 323r31 336r35
. 343r49 346r26 351r36 358r31 371r35 378r49 381r26 386r31 395r28 419r29 425r48
. 432r52 440r20 441r20 447r40 454r45 455r45 461r53 462r53 468r58 469r58 475r47
. 476r47 482r43 483r43 489r37 490r37 500r21 501r21 510r46 511r46 523r43 524r43
. 532r18 533r18 540r32 547r53 548r53 554r29 560r36 561r36 567r34 568r34 574r39
. 575r39 581r30 588r32 594r32
55r7*Value{12|45R9} 19|591m22 598r32
85a7*Value{12|47A9} 19|27r28 27r41 33r28 33r41 39r28 39r41 45r28 45r41 136m28
. 136r37 137r40 138r54 140r48 141m32 141r46 159r31 168r31 171m34 171r43 173m34
. 173r43 184r38 188m34 188r50 190m34 190r50 198r52 211r23 214r73 254m33 282r24
. 282r37 292r24 292r37 305m26 312m32 319r34 320r33 326r36 329r39 340m26 347m32
. 354r34 355r33 361r36 364r39 375m25 382m31 389r38 400r45 422r31 429m25 436m29
. 444m20 444r30 450m22 450m34 458m20 458r35 458r50 465m27 465r42 465r60 472m24
. 472r42 472r62 479m32 479r47 486m20 486r30 493r24 496m18 496r27 496r36 504r24
. 507m22 507r31 516m26 516r38 518m26 518r41 519m26 519r37 528m25 528r36 537m23
. 537r32 544r26 544r37 551m24 551r35 551r46 557r36 564m21 564r31 571m22 571r32
. 578m22 578r32 584r32 591r32 598m22
X 16 gnu_multiple_precision-aux.ads
20K40*Aux 71e31 19|20w29 214r30 236r34
28e4*Unused_Character{character} 19|246r21
46U14*Put 19|214s34
48a7 Item{12|47A9} 19|214r61
49i7 Fore{natural} 19|215r39
50i7 Aft{natural} 19|215r50
51i7 Exp{natural} 19|216r39
61k12*Generic_Scan 66e20 19|250r27
64U17 Get_Mpf_T 19|254s15[250]
X 18 gnu_multiple_precision-big_floats.ads
17K32*Big_Floats 14|22k9 18|238l28 238e38 19|22b37 601l28 601t38
21V13*"<"{boolean} 21>19 21>25 19|24b13 28l8 28t11
21r19 Left{14|31R9} 19|24b19 27r23
21r25 Right{14|31R9} 19|24b25 27r35
22V13*"<="{boolean} 22>19 22>25 19|30b13 34l8 34t12
22r19 Left{14|31R9} 19|30b19 33r23
22r25 Right{14|31R9} 19|30b25 33r35
23V13*">"{boolean} 23>19 23>25 19|36b13 40l8 40t11
23r19 Left{14|31R9} 19|36b19 39r23
23r25 Right{14|31R9} 19|36b25 39r35
24V13*">="{boolean} 24>19 24>25 19|42b13 46l8 46t12
24r19 Left{14|31R9} 19|42b19 45r23
24r25 Right{14|31R9} 19|42b25 45r35
25V13*"+"{14|31R9} 25>20 19|48b13 54l8 54t11
25r20 Right{14|31R9} 19|48b18 52r23
26V13*"-"{14|31R9} 26>20 19|56b13 62l8 62t11
26r20 Right{14|31R9} 19|56b18 60r26
27V13*"abs"{14|31R9} 27>20 19|64b13 70l8 70t13
27r20 Right{14|31R9} 19|64b20 68r34
28V13*"+"{14|31R9} 28>20 28>26 19|72b13 78l8 78t11
28r20 Left{14|31R9} 19|72b18 76r23
28r26 Right{14|31R9} 19|72b24 76r29
29V13*"-"{14|31R9} 29>20 29>26 19|80b13 86l8 86t11
29r20 Left{14|31R9} 19|80b18 84r28
29r26 Right{14|31R9} 19|80b24 84r34
30V13*"*"{14|31R9} 30>20 30>26 19|88b13 94l8 94t11
30r20 Left{14|31R9} 19|88b18 92r28
30r26 Right{14|31R9} 19|88b24 92r34
31V13*"/"{14|31R9} 31>20 31>26 19|96b13 102l8 102t11
31r20 Left{14|31R9} 19|96b18 100r26
31r26 Right{14|31R9} 19|96b24 100r32
32V13*"**"{14|31R9} 32>20 32>39 19|104b13 112l8 112t12
32r20 Left{14|31R9} 19|104b20 110r32
32i39 Right{integer} 19|105b20 110r38
34V13*Image{string} 34>20 19|195b13 218l8 218t13 223s57 229s62
34r20 Arg{14|31R9} 19|195b20 198r48 211r19 214r69
35V13*Wide_Image{wide_string} 35>25 233r19 19|220b13 224l8 224t18
35r25 Arg{14|31R9} 19|220b25 223r64
36V13*Wide_Wide_Image{wide_wide_string} 36>30 235r19 19|226b13 230l8 230t23
36r30 Arg{14|31R9} 19|226b30 229r69
37V13*Value{14|31R9} 37>20 19|232b13 263l8 263t13 269s14 276s14
37s20 Item{string} 19|232b20 237r25 242r21 243r21 245r35 254r40 255r31 256r16
. 256r36
38V13*Wide_Value{14|31R9} 38>25 234r19 19|265b13 270l8 270t18
38s25 Item{wide_string} 19|265b25 269r59
39V13*Wide_Wide_Value{14|31R9} 39>30 236r19 19|272b13 277l8 277t23
39s30 Item{wide_wide_string} 19|272b30 276r59
40V13*Max{14|31R9} 40>18 40>24 217r19 19|279b13 287l8 287t11
40r18 Left{14|31R9} 19|279b18 282r19 285r17
40r24 Right{14|31R9} 19|279b24 282r31 283r17
41V13*Min{14|31R9} 41>18 41>24 218r19 19|289b13 297l8 297t11
41r18 Left{14|31R9} 19|289b18 292r19 295r17
41r24 Right{14|31R9} 19|289b24 292r31 293r17
42N4*Machine_Radix
43N4*Emin
44N4*Emax
45V13*Exponent{integer} 45>23 212r19 19|154b13 161l8 161t16
45r23 X{14|31R9} 19|154b23 159r29
46V13*Fraction{14|31R9} 46>23 215r19 19|163b13 176l8 176t16
46r23 X{14|31R9} 19|163b23 168r29 171r41 173r41
47V13*Compose{14|31R9} 47>22 48>22 207r19 19|178b13 193l8 193t15
47r22 Fraction{14|31R9} 19|178b22 184r29 188r41 190r41
48i22 Exponent{integer} 19|179b22 185r22
49V13*Ceiling{14|31R9} 49>25 19|114b13 120l8 120t15
49r25 X{14|31R9} 19|114b22 118r27
50V13*Floor{14|31R9} 50>25 19|122b13 128l8 128t13
50r25 X{14|31R9} 19|122b20 126r25
51V13*Rounding{14|31R9} 51>25 19|130b13 144l8 144t16
51r25 X{14|31R9} 19|130b23 136r35 137r38 140r46
52V13*Truncation{14|31R9} 52>25 19|146b13 152l8 152t18
52r25 X{14|31R9} 19|146b25 150r30
54U14*Set_Default_Precision 54>37 225r19 19|407b14 411l8 411t29
54m37 New_Value{14|26M12} 19|407b37 410r29
55V13*Default_Precision{14|26M12} 208r19 19|413b13 417l8 417t25
57V13*Precision{14|26M12} 57>24 222r19 19|419b13 423l8 423t17
57r24 Op{14|31R9} 19|419b24 422r28
58U14*Set_Precision 58=29 59>29 226r19 19|425b14 430l8 430t21
58r29 Rop{14|31R9} 19|425b29 429m21
59m29 New_Value{14|26M12} 19|426b29 429r32
60U14*Set_Precision_Raw 60=33 61>33 227r19 19|432b14 437l8 437t25
60r33 Rop{14|31R9} 19|432b33 436m25
61m33 New_Value{14|26M12} 19|433b33 436r36
64U14*Set 64=19 65>19 19|52s10 439b14 445l8 445t11
64r19 Rop{14|31R9} 19|440b7 444m16
65r19 Op{14|31R9} 19|441b7 444r27
67U14*Swap 67=20 67=26 231r19 19|447b14 451l8 451t12
67r20 Rop1{14|31R9} 19|447b20 450m17
67r26 Rop2{14|31R9} 19|447b26 450m29
69U14*Add 70=7 71>7 71>16 205r19 19|76s10 454b14 459l8 459t11
70r7 Sum{14|31R9} 19|454b19 458m16
71r7 Addend1{14|31R9} 19|455b19 458r27
71r16 Addend2{14|31R9} 19|455b28 458r42
73U14*Subtract 74=7 75>7 75>16 230r19 19|84s10 461b14 466l8 466t16
74r7 Difference{14|31R9} 19|461b24 465m16
75r7 Minuend{14|31R9} 19|462b24 465r34
75r16 Subtrahend{14|31R9} 19|462b33 465r49
77U14*Multiply 78=7 79>7 79>19 219r19 19|92s10 468b14 473l8 473t16
78r7 Product{14|31R9} 19|468b24 472m16
79r7 Multiplier{14|31R9} 19|469b24 472r31
79r19 Multiplicand{14|31R9} 19|469b36 472r49
81U14*Divide 81=22 82>22 82>25 209r19 19|100s10 489b14 497l8 497t14
81r22 Q{14|31R9} 19|489b22 496m16
82r22 N{14|31R9} 19|490b22 496r25
82r25 D{14|31R9} 19|490b25 493r22 496r34
84U14*Square_Root 85=7 86>7 229r19 19|499b14 508l8 508t19
85r7 Root{14|31R9} 19|500b7 507m17
86r7 U{14|31R9} 19|501b7 504r22 507r29
88U14*Negate 89=7 90>7 221r19 19|60s10 475b14 480l8 480t14
89r7 Negated_Operand{14|31R9} 19|475b22 479m16
90r7 Operand{14|31R9} 19|476b22 479r39
92U14*Absolute_Value 93=7 94>7 204r19 19|68s10 482b14 487l8 487t22
93r7 Rop{14|31R9} 19|482b30 486m16
94r7 Op{14|31R9} 19|483b30 486r27
96U14*Exponentiate 96=28 97>28 98>28 213r19 19|110s10 510b14 521l8 521t20
96r28 Rop{14|31R9} 19|510b28 516m22 518m22 519m22 519r33
97r28 Base{14|31R9} 19|511b28 516r33 518r36
98i28 Exponent{integer} 19|512b28 515r10 516r60 519r60
100U14*Multiply_2_Exp 100=30 101>30 102>30 220r19 19|523b14 529l8 529t22
100r30 Rop{14|31R9} 19|523b30 528m21
101r30 Op1{14|31R9} 19|524b30 528r32
102m30 Op2{14|26M12} 19|525b30 528r43
103U14*Divide_2_Exp 104=7 105>7 106>7 210r19 19|531b14 538l8 538t20
104r7 Q{14|31R9} 19|532b7 537m21
105r7 N{14|31R9} 19|533b7 537r30
106m7 B{14|26M12} 19|534b7 537r39
108V13*Equals{boolean} 108>21 108>26 109>21 211r19 19|540b13 545l8 545t14
108r21 Op1{14|31R9} 19|540b21 544r22
108r26 Op2{14|31R9} 19|540b26 544r33
109m21 Op3{14|26M12} 19|541b21 544r44
117U14*Relative_Difference 117=35 118>35 118>40 223r19 19|547b14 552l8 552t27
117r35 Rop{14|31R9} 19|547b35 551m20
118r35 Op1{14|31R9} 19|548b35 551r31
118r40 Op2{14|31R9} 19|548b40 551r42
120V13*Sign{14|27I12} 120>19 228r19 19|554b13 558l8 558t12
120r19 Item{14|31R9} 19|554b19 557r31
122U14*Floor 123=7 124>7 19|126s10 567b14 572l8 572t13
123r7 Rop{14|31R9} 19|567b21 571m18
124r7 Op{14|31R9} 19|568b21 571r29
125U14*Ceiling 126=7 127>7 19|118s10 560b14 565l8 565t15
126r7 Rop{14|31R9} 19|560b23 564m17
127r7 Op{14|31R9} 19|561b23 564r28
128U14*Truncation 129=7 130>7 19|150s10 574b14 579l8 579t18
129r7 Rop{14|31R9} 19|574b26 578m18
130r7 Op{14|31R9} 19|575b26 578r29
131V13*Is_Integer{boolean} 131>25 216r19 19|581b13 585l8 585t18
131r25 Op{14|31R9} 19|581b25 584r29
134I12 Num 137r35 138r37 140r49 19|302r35 308r37 319r47 320r46 323r49 329r17
135k12*Integer_Conversions 134z12 147l8 147e27 19|299b17 332l8 332t27
136U17*Set 136=22 137>22 19|301b17 306l11 306t14
136r22 Rop{14|31R9} 19|301b22 305m22
137*22 Op{134I12} 19|302b22 305r39
138V16*To_Big_Float{14|31R9} 138>30 144r22 19|308b16 314l11 314t23
138*30 Item{134I12} 19|308b30 312r45
139V16*Fits_In_Num{boolean} 139>29 145r22 19|316b16 321l11 321t22
139r29 Item{14|31R9} 19|316b29 319r29 320r28
140V16*To_Num{134I12} 140>24 146r22 19|323b16 330l11 330t17
140r24 Item{14|31R9} 19|323b24 326r31 329r34
150M12 Num 153r35 154r37 156r49 19|337r35 343r37 354r56 355r55 358r49 364r17
151k12*Modular_Conversions 150z12 163l8 163e27 19|334b17 367l8 367t27
152U17*Set 152=22 153>22 19|336b17 341l11 341t14
152r22 Rop{14|31R9} 19|336b22 340m22
153*22 Op{150M12} 19|337b22 340r48
154V16*To_Big_Float{14|31R9} 154>30 160r22 19|343b16 349l11 349t23
154*30 Item{150M12} 19|343b30 347r54
155V16*Fits_In_Num{boolean} 155>29 161r22 19|351b16 356l11 356t22
155r29 Item{14|31R9} 19|351b29 354r29 355r28
156V16*To_Num{150M12} 156>24 162r22 19|358b16 365l11 365t17
156r24 Item{14|31R9} 19|358b24 361r31 364r34
166F12 Num 169r35 170r37 171r49 173r28 19|372r35 378r37 386r49 389r17 393r28
. 401r22
167k12*Float_Conversions 166z12 184l8 184e25 19|369b17 405l8 405t25
168U17*Set 168=22 169>22 19|371b17 376l11 376t14
168r22 Rop{14|31R9} 19|371b22 375m21
169*22 Op{166F12} 19|372b22 375r40
170V16*To_Big_Float{14|31R9} 170>30 181r22 19|378b16 384l11 384t23
170*30 Item{166F12} 19|378b30 382r46
171V16*To_Num{166F12} 171>24 182r22 19|386b16 390l11 390t17
171r24 Item{14|31R9} 19|386b24 389r33
172U17*Split_Mantissa_Exponent 173<10 174<10 175>10 183r22 19|392b17 403l11
. 403t34
173*10 Mantissa{166F12} 19|393b10 401m10
174i10 Exponent{integer} 19|394b10 402m10
175r10 Op{14|31R9} 19|395b10 400r42
186U14*Set 186=19 187>19 19|587b14 592l8 592t11
186r19 Rop{14|29R9} 19|587b19 591m18
187r19 Op{14|31R9} 19|588b19 591r29
189U14*Set 189=19 190>19 19|594b14 599l8 599t11
189r19 Rop{14|31R9} 19|594b19 598m18
190r19 Op{14|29R9} 19|595b19 598r29
X 19 gnu_multiple_precision-big_floats.adb
51r14 Result{14|31R9} 52m15
59r14 Result{14|31R9} 60m18
67r14 Result{14|31R9} 68m26
75r14 Result{14|31R9} 76m15
83r14 Result{14|31R9} 84m20
91r14 Result{14|31R9} 92m20
99r14 Result{14|31R9} 100m18
109r14 Result{14|31R9} 110m24
117r14 Result{14|31R9} 118m19
125r14 Result{14|31R9} 126m17
132a7 Decimal_Part{12|47A9} 137m24 138m19 138r33 139r28
133i7 Cmp{21|35I9} 139m10 140r13 140r25
135r14 Result{14|31R9} 136m21 138r47 141m25 141r39
149r14 Result{14|31R9} 150m22
156f7 D{21|65F9} 159m23
157i7 E{21|37I9} 159m26 160r23
165f7 D{21|65F9} 168m23
166i7 E{21|37I9} 168m26 170r13 171r65 173r66
169r14 Result{14|31R9} 171m27 173m27
181f7 D{21|65F9} 184m23
182i7 E{21|37I9} 184m26 185m7 185r12 187r13 188r72 190r73
186r14 Result{14|31R9} 188m27 190m27
197m7 N_Digits{21|45M9} 201r39 215r66
201a7 Result{string} 203r27 208m10 217r14 217r22
203i7 Last{natural} 207m10 207r18 208r18 217r38
204U17 Put_Character 204>32 205b17 209l11 209t24 212s10 214r39
204e32 C{character} 205b32 208r27
237i7 Last{natural} 242r13 243r27 245r28 248m10 248r18 255r19
238e7 Next{character} 243m13 246m13 250r41
239U17 Consume 240b17 249l11 249t18 250r47 252s7
250K15 Scan[16|61] 254r10
253r14 Result{14|31R9} 254m26
255i14 I{integer} 256r22 256r42
311r17 Result{14|31R9} 312m25
346r17 Result{14|31R9} 347m25
381r17 Result{14|31R9} 382m24
397f10 Temp_M{21|65F9} 400m26 401r27
398i10 Temp_E{21|37I9} 400m34 402r31
X 20 interfac.ads
36K9*Interfaces 19|18r6 18r24 20|171e15
X 21 i-c.ads
18K20*C 19|18w17 18r35 21|230e17
35I9*int<integer> 19|133r22
37I9*long<long_integer> 19|157r11 166r11 182r11 185r16 305r33 312r39 319r41
. 320r40 398r19
45M9*unsigned_long 19|171r50 173r50 188r57 190r57 197r27 198r12 340r33 347r39
. 354r41 355r40 516r45 519r44
65F9*double<long_float> 19|156r11 165r11 181r11 375r32 382r38 397r19
72E9*char<character>
|