libaunit2-dev 1.03-7 / usr / lib / ada / adalib / aunit / aunit-lists.ali

This file is indexed.

/usr/lib/ada/adalib/aunit/aunit-lists.ali is in libaunit2-dev 1.03-7.

This file is owned by root:root, with mode 0o444.

The actual contents of the file can be viewed below. 

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V "GNAT Lib v4.6"
A -O2
A -fPIC
A -g
A -gnat05
A -gnatf
A -gnatn
A -gnato
A -gnatwa
A -gnatVa
A -gnatA
P ZX
R nnnvnnnnnnvnnnnnnnnnnnnnnnnnnnnvnnnnnvnnnnnnvnnnnnnnnnnvnnvnnvnnnnnnnnnnnnnnnnnn

U aunit.lists%b		aunit-lists.adb		ae622ded NE OO PK GE
W ada%s			ada.ads			ada.ali
W ada.unchecked_deallocation%s
W aunit%s		aunit.ads		aunit.ali

U aunit.lists%s		aunit-lists.ads		757e52bb BN NE OO PR PK GE
W aunit%s		aunit.ads		aunit.ali

D ada.ads		20070406091342 3ffc8e18
D a-uncdea.ads		20070406091342 f15a5ed1
D aunit.ads		20060917220701 78569829
D aunit-lists.ads	20060917220701 0d28ca92
D aunit-lists.adb	20060917220701 5210b9ae
D system.ads		20120416214251 23e1f70b
X 1 ada.ads
16K9*Ada 19e8 5|27r6 40r11 44r11
X 2 a-uncdea.ads
20u15*Unchecked_Deallocation 5|27w10 40r15 44r15
X 3 aunit.ads
27K9*AUnit 29e10 4|31r9 32r25 201r5 5|30r14 452r5
X 4 aunit-lists.ads
28+9 Element 39r37 45r36 48r36 121r43 127r46 134r45 141r46 146r44 191r38
. 5|40r39 49r37 79r36 86r36 264r43 266r48 281r46 283r48 294r45 307r31 314r46
. 316r48 331r44
31k15*Lists 3|27k9 4|28z9 32r31 201l11 201e16 5|30b20 452l11 452t16
34R9*List 39p13 39r24 42p13 42r24 45p13 45r23 48p13 48r23 54p13 54r24 60p13
. 60r24 63p13 63r24 66p13 66r25 69p13 69r27 72p13 72r26 75p13 75r22 83p14
. 83r31 88p14 88r33 93p14 93r32 98p14 98r34 109p14 109r31 115p14 115r32 121p14
. 121r33 127p14 127r36 134p14 134r35 141p14 141r36 146p14 146r34 154p14 154r33
. 163p14 163r38 170p14 170r39 174p14 174r35 183c9 188e14 5|33r31 36r27 49r24
. 56r24 60r14 79r23 86r23 94r24 102r24 109r24 115r25 121r27 128r26 135r22
. 143r31 159r33 179r32 198r34 214r31 250r32 264r33 281r36 294r35 314r36 331r34
. 339r33 374r38 382r39 402r35 413r31 429r27
39V13*First{28+9} 39>20 5|49b13 53l8 53t13
39r20 L{34R9} 5|49b20 52r14
42V13*Index{natural} 42>20 5|56b13 76l8 76t13 210s23 240s23
42r20 L{34R9} 5|56b20 60r22 66r15
45V13*Item{28+9} 45>19 5|79b13 83l8 83t12
45r19 L{34R9} 5|79b19 82r14
48V13*Last{28+9} 48>19 5|86b13 90l8 90t12
48r19 L{34R9} 5|86b19 89r28
54V13*Count{natural} 54>20 5|64s20 94b13 98l8 98t13 105s14 205s17 349s13
54r20 L{34R9} 5|94b20 97r14
60V13*Empty{boolean} 60>20 5|102b13 106l8 106t13 146s10 163s14 185s13 268s10
. 288s29 298s10 417s14
60r20 L{34R9} 5|102b20 105r21
63V13*After{boolean} 63>20 5|63s10 109b13 113l8 113t13 124s18 131s19 149s13
. 273s13 300s13 433s10
63r20 L{34R9} 5|109b20 112r14
66V13*Before{boolean} 66>21 5|65s17 115b13 119l8 119t14 124s36 131s37 183s10
. 221s13 288s10 318s10 386s10 435s34
66r21 L{34R9} 5|115b21 118r14
69V13*Is_First{boolean} 69>23 5|121b13 126l8 126t16 151s13 344s10 435s18
69r23 L{34R9} 5|121b23 124r25 124r44 125r13 125r24
72V13*Is_Last{boolean} 72>22 5|128b13 133l8 133t15 353s13
72r22 L{34R9} 5|128b22 131r26 131r45 132r20 132r49
75V13*Off{boolean} 75>18 5|135b13 139l8 139t11 406s17
75r18 L{34R9} 5|135b18 138r14 138r30
83U14*Back 83=20 5|143b14 156l8 156t12 301s10
83r20 L{34R9} 5|143b20 146r17 147m10 148m10 149r20 150m10 151r23 152m10 154m10
. 154r32
88U14*Finish 88=22 5|159b14 176l8 176t14
88r22 L{34R9} 5|159b22 163r21 164r15 169m10 170m10 171m10 173m10 174m10
93U14*Forth 93=21 5|71s13 179b14 196l8 196t13 379s7
93r21 L{34R9} 5|179b21 183r18 184m10 185r20 186m13 189r24 190m10 190r22 191r13
. 192m13 193m13
98U14*Go_I_Th 98=23 98>40 5|198b14 212l8 212t15
98r23 L{34R9} 5|198b23 202m10 203m10 204m10 204r22 205r24 206m10 207m10 208m10
. 208r36 210m16 210r30
98i40 I{natural} 5|198b40 201r10 205r13 210r19
109U14*Move 109=20 109>37 5|210s10 214b14 245s13 248l8 248t12 303s10 377s7
109r20 L{34R9} 5|214b20 221r21 222m13 226r15 228m13 234m13 236m13 240r30
. 241m10 242m10 243m10 243r22 245m19
109i37 I{integer} 5|214b37 220r10 227r28 239r13 240r35
115U14*Start 115=21 5|67s10 250b14 260l8 260t13 405s7
115r21 L{34R9} 5|250b21 253r10 254m10 254r22 255m10 257m10 259m7
121U14*Extend 121=22 121>39 5|264b14 278l8 278t14
121r22 L{34R9} 5|264b22 268r17 269m10 270m10 272r35 273r20 274m13 277m7 277r18
121*39 E{28+9} 5|264b39 266r57
127U14*Put_Front 127=25 127>42 5|281b14 292l8 292t17 299s10
127r25 L{34R9} 5|281b25 285r21 286m7 288r18 288r36 289m10 291m7 291r18
127*42 E{28+9} 5|281b42 283r57
134U14*Put_Left 134=24 134>41 5|294b14 312l8 312t16
134r24 L{34R9} 5|294b24 298r17 299m21 300r20 301m16 302m21 303m16 305r29
. 306r24 307m10 308r21 309m10 310m10 310r21
134*41 E{28+9} 5|294b41 299r24 302r24 307r40
141U14*Put_Right 141=25 141>42 5|302s10 314b14 327l8 327t17
141r25 L{34R9} 5|314b25 318r18 319r24 320m10 321m10 323r24 324r21 326m7 326r18
141*42 E{28+9} 5|314b42 316r57
146U14*Replace 146=23 146>40 5|331b14 335l8 335t15
146r23 L{34R9} 5|331b23 334r7
146*40 E{28+9} 5|331b40 334r28
154U14*Remove 154=22 5|339b14 371l8 371t14 407s10
154r22 L{34R9} 5|339b22 343r18 344r20 345m10 345r29 346m10 347m10 347r22
. 349r20 350m13 353r22 354m10 354r32 355r13 356r16 357m16 360m10 362r18 363r31
. 364m10 365m10 370m7 370r18
163U14*Remove_Left 163=27 5|374b14 380l8 380t19
163r27 L{34R9} 5|374b27 377m13 378m21 379m14
170U14*Remove_Right 170=28 5|378s7 382b14 400l8 400t20
170r28 L{34R9} 5|382b28 386r18 387r21 388m10 388r29 389m10 390m10 390r22
. 392r18 394r21 397m7 397r18
174U14*Wipe_Out 174=24 5|402b14 409l8 409t16
174r24 L{34R9} 5|402b24 405m14 406r22 407m18
179R9 Linkable 181r39 193c9 196e14 5|44r39 266r34 283r34 305r19 316r34
181P9 Linkable_Access(179R9) 187r31 195r15 199r29 199r50 5|33r44 36r40 44r49
. 59r11 161r11 181r20 218r11 266r11 283r11 296r11 316r11 341r23 384r23 413r44
. 415r19 429r40 431r19 446r29 446r50
184i7 Count{natural} 5|97r16 277m9 277r20 291m9 291r20 310m12 310r23 326m9
. 326r20 370m9 370r20 397m9 397r20
185b7 Before{boolean} 5|118r16 138r32 147m12 152m12 171m12 173m12 184m12
. 202m12 206m12 222m15 241m12 259m9
186b7 After{boolean} 5|112r16 138r16 148m12 150m12 170m12 174m12 186m15 193m15
. 203m12 207m12 234m15 242m12 255m12 257m12 350m15 360m12
187p7 First_Element{181P9} 5|52r15 52r16 125r26 204r24 243r24 253r12 254r24
. 269m12 285r23 286m9 319r26 320m12 345m12 345r30 345r31 347r24 387r23 388m12
. 388r30 388r31 390r24 436r17
187p22 Active{181P9} 5|66r17 69r21 82r15 82r16 125r15 132r22 132r50 132r51
. 154m12 164r17 169m12 189r26 190m12 190r23 190r24 191r15 192m15 204m12 208m12
. 226r17 228m15 236m15 243m12 254m12 270m12 274m15 289m12 305r30 305r31 306r25
. 306r26 307r11 307r12 308r23 309m12 321m12 323r25 323r26 324r23 334r8 334r9
. 343r20 346r11 346r12 347m12 354m12 355r15 356r18 357r17 357r18 362r19 362r20
. 364r11 364r12 365m12 389r11 389r12 390m12 392r19 392r20 394r23 418r22 419r16
. 419r17 434r22 437r29
191P9 Element_Access(28+9) 194r14 5|40r48
194p7 Item{191P9} 5|52r30 82r23 89r31 305r38 307m19 334r16 368m24 398m24
195p7 Right{181P9} 5|132r58 165r18 166r20 190r31 229r20 306r33 323r33 345r45
. 346m19 357m25 362r27 364m19 388r45 389m19 392r27 394r36 395m15 419r24 422r20
. 437r18 438r20 449m9
199U14 Put_Right 199>25 199>46 5|272s10 285s7 306s10 308s10 319s10 323s10
. 324s10 363s10 394s10 446b14 450l8 450t17
199p25 L{181P9} 5|446b25 449m7
199p46 R{181P9} 5|446b46 449r18
X 5 aunit-lists.adb
33V13 Last_Element{4|181P9} 33>27 89s14 208s22 272s21 413b13 426l8 426t20
33r27 L{4|34R9} 413b27 417r21 418r20 419r15
36V13 Previous{4|181P9} 36>23 154s22 354s22 363s21 429b13 443l8 443t16
36r23 L{4|34R9} 429b23 433r17 434r20 435r28 435r42 436r15 437r27
39U14 Destroy[2|20] 368s7 398s7
43U14 Destroy[2|20] 369s7 399s7
59p7 P{4|181P9} 66m10 69r31
60r7 Iter{4|34R9} 63r17 64r27 65r25 67m17 69r16 71m20
61i7 Result{natural} 64m10 68m10 70m13 70r23 75r14
161p7 P{4|181P9} 164m10 165r16 166m13 166r18 169r22
181p7 Old_Active{4|181P9} 189m10 192r25
216i7 Counter{natural} 223m13 227r17 230m13 230r24
217i7 New_Index{integer} 240m10 244r13 245r22
218p7 P{4|181P9} 226m10 227r41 228r25 229m13 229r18 233r13 236r25
266p7 P{4|181P9} 269r29 270r22 272r39 274r25
283p7 P{4|181P9} 285r18 286r26 289r22
296p7 P{4|181P9} 305m10 306r21 308r31 309r22
316p7 P{4|181P9} 319r21 320r29 321r22 323r21 324r31
341p7 Removed{4|181P9} 343m7 368m16 369m16
341p16 Succ{4|181P9} 362m10 363r35 365r22
384p7 Removed{4|181P9} 387m10 393m10 398m16 399m16
384p16 Succ{4|181P9} 392m10 393r21 394r31 395m10
415p7 P{4|181P9} 419m10 420r16 421r23 422m13 422r18
415p10 Result{4|181P9} 418m10 421m13 425r14
431p7 P{4|181P9} 436m10 437r16 438m13 438r18 440r20
431p10 Result{4|181P9} 434m10 440m10 442r14

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